diff --git a/1020 Vectors Examples.ipynb b/1020 Vectors Examples.ipynb new file mode 100644 index 0000000..7a37277 --- /dev/null +++ b/1020 Vectors Examples.ipynb @@ -0,0 +1,684 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 4, + "id": "9886e500-3e26-4cf7-b897-8ae40e69e5ab", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_MyVec import *" + ] + }, + { + "attachments": { + "69312e3e-a571-4b54-86eb-d4caa01a02c2.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABLYAAAAKCAYAAACpIdeIAAAAhUlEQVR4nO3dMRGAQBAEwQUHjwncnQU8vExMPBECiKir6law8SS7retcAQAAAIAmjnknSfafdwAAAADAJ1WVRNgCAAAAoKGqErYAAAAA6EnYAgAAAKAlYQsAAACAloQtAAAAAFoStgAAAABoaRtjrPciEQAAAAC62JNkzvn3DgAAAAD45AH3SQsLB4OIvgAAAABJRU5ErkJggg==" + } + }, + "cell_type": "markdown", + "id": "a401ad47-9ec5-412b-a8bd-8dac34013682", + "metadata": { + "tags": [] + }, + "source": [ + "![image.png](attachment:69312e3e-a571-4b54-86eb-d4caa01a02c2.png)" + ] + }, + { + "attachments": { + "56fcf1d6-9c2f-4d8c-a948-d9e029636bb9.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "dcc1114a-0f0e-4173-9c71-054315678fe5", + "metadata": {}, + "source": [ + "![image.png](attachment:56fcf1d6-9c2f-4d8c-a948-d9e029636bb9.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "e25bde53-929e-41fd-8e4a-7d54c465dfd0", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "v1=MyVector(1,1,0)\n", + "v2=MyVector(2,1,0)\n", + "v3=MyVector(-1,-1,0)\n", + "v4=MyVector(1,-1,0)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "2863012f-35dd-4283-9eea-032f399fe987", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle \\left(3\\right)\\mathbf{\\hat{i}_{N}}$" + ], + "text/plain": [ + "(3) i_N" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "(v1+v2)+(v3+v4)" + ] + }, + { + "attachments": { + "69312e3e-a571-4b54-86eb-d4caa01a02c2.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABLYAAAAKCAYAAACpIdeIAAAAhUlEQVR4nO3dMRGAQBAEwQUHjwncnQU8vExMPBECiKir6law8SS7retcAQAAAIAmjnknSfafdwAAAADAJ1WVRNgCAAAAoKGqErYAAAAA6EnYAgAAAKAlYQsAAACAloQtAAAAAFoStgAAAABoaRtjrPciEQAAAAC62JNkzvn3DgAAAAD45AH3SQsLB4OIvgAAAABJRU5ErkJggg==" + } + }, + "cell_type": "markdown", + "id": "e022fd8f-fb6f-4518-b687-75f049864870", + "metadata": { + "tags": [] + }, + "source": [ + "![image.png](attachment:69312e3e-a571-4b54-86eb-d4caa01a02c2.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "74ca6f1f-b8f3-424e-a18c-4b3c81a9dd46", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_MyVec import *" + ] + }, + { + "attachments": { + "7a835d51-68e3-488c-a196-4d0f0c8d223b.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "7f62939f-025c-4ac2-bd99-d233ce11bf65", + "metadata": {}, + "source": [ + "![image.png](attachment:7a835d51-68e3-488c-a196-4d0f0c8d223b.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "9e857f54-bb94-4831-9cea-d6453775e76f", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "A=MyVector(x,10,0)\n", + "B=MyVector(x,0,0)\n", + "C=MyVector(x,-10,0)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "e7a399cf-9afb-4fa0-b26c-b097d6299354", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\sqrt{x^{2} + 100} = 26$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q=MQ(A.module,26)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "7fdd9f3b-3c63-4b3f-aace-f8d6861ee7e9", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x1=-24$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle x2=24$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "x1,x2=Q.solve(x)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "1f5528e9-0aa9-45be-902a-a3f8b1fa73b4", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "A=MyVector(x1,10,0)\n", + "B=MyVector(x1,0,0)\n", + "C=MyVector(x1,-10,0)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "bae8f930-8641-42b0-a411-9364dc4a2cd6", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "R=MyVector(A+(B+C))" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "278bdab6-3a44-498f-bd40-5500057f998d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle 72$" + ], + "text/plain": [ + "72" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "R.module" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "47a95f99-b261-41f3-9383-e752646b681a", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "attachments": { + "69312e3e-a571-4b54-86eb-d4caa01a02c2.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABLYAAAAKCAYAAACpIdeIAAAAhUlEQVR4nO3dMRGAQBAEwQUHjwncnQU8vExMPBECiKir6law8SS7retcAQAAAIAmjnknSfafdwAAAADAJ1WVRNgCAAAAoKGqErYAAAAA6EnYAgAAAKAlYQsAAACAloQtAAAAAFoStgAAAABoaRtjrPciEQAAAAC62JNkzvn3DgAAAAD45AH3SQsLB4OIvgAAAABJRU5ErkJggg==" + } + }, + "cell_type": "markdown", + "id": "05abdd60-6315-47fe-a1cc-d917b0a64f97", + "metadata": { + "tags": [] + }, + "source": [ + "![image.png](attachment:69312e3e-a571-4b54-86eb-d4caa01a02c2.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "1918831d-b2d8-47e0-b37b-67d97820a12e", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_MyVec import *" + ] + }, + { + "attachments": { + "0bee994e-86b9-4f94-9883-cd07597f79bb.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "76c43dab-def7-44a1-9be4-f7fc0c3f558b", + "metadata": {}, + "source": [ + "![image.png](attachment:0bee994e-86b9-4f94-9883-cd07597f79bb.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "6ff13694-8701-46ac-b047-895c5f40061c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "y=x*tan(pi/3)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "25a90cdc-f744-4a4f-b481-b21d5cd529f4", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "A=MyVector(x,y,0)\n", + "B=MyVector(1+x,y,0)\n", + "C=MyVector(-(3-x),y,0)" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "c8441666-3349-4bcc-b5a4-ad279667b5a1", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle 2 = 2 \\sqrt{x^{2}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q=MQ(2,A.module)" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "64eecf1d-be01-4b3f-bb73-676d2aac0216", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x1=-1$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle x2=1$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "x1,x2=Q.solve(x)" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "e74eee6d-758e-4800-ba46-dea366408c31", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "x=1\n", + "y=x*tan(pi/3)\n", + "A=MyVector(x,y,0)\n", + "B=MyVector(1+x,y,0)\n", + "C=MyVector(-(3-x),y,0)" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "6dd0f3bb-5586-4101-a012-9015419b754f", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "R=MyVector(A+(B+C))" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "dcd0ea98-fde6-4c8b-a6ec-c788302934a8", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle 2 \\sqrt{7}$" + ], + "text/plain": [ + "2⋅√7" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "R.module" + ] + }, + { + "attachments": { + "69312e3e-a571-4b54-86eb-d4caa01a02c2.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABLYAAAAKCAYAAACpIdeIAAAAhUlEQVR4nO3dMRGAQBAEwQUHjwncnQU8vExMPBECiKir6law8SS7retcAQAAAIAmjnknSfafdwAAAADAJ1WVRNgCAAAAoKGqErYAAAAA6EnYAgAAAKAlYQsAAACAloQtAAAAAFoStgAAAABoaRtjrPciEQAAAAC62JNkzvn3DgAAAAD45AH3SQsLB4OIvgAAAABJRU5ErkJggg==" + } + }, + "cell_type": "markdown", + "id": "11d8f0d0-c5ba-4a63-b0b9-9822a338f0fe", + "metadata": { + "tags": [] + }, + "source": [ + "![image.png](attachment:69312e3e-a571-4b54-86eb-d4caa01a02c2.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "f3d9059c-1edf-4235-b60a-090082b50255", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_MyVec import *" + ] + }, + { + "attachments": { + "d40aa6ea-5505-4dc3-9f92-4ae67cea685a.png": { + "image/png": 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" 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" + } + }, + "cell_type": "markdown", + "id": "034a06fa-0797-4e09-b1fc-0ed3f41610dd", + "metadata": {}, + "source": [ + "![image.png](attachment:25f3a66a-aaca-4c55-9990-ceb5396a356c.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "25ec3226-4bba-45c2-b456-ba8299421da9", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle A = C + 3 x$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle 3 x = B + C$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1=MQ(A,C+3*x)\n", + "Q2=MQ(3*x,C+B)" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "305ad225-f378-4b0f-966d-9821e1922efc", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle A - 3 x = - B + 3 x$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.Substrac(Q2)" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "3bac886c-fb6e-4dd3-af08-0f6a00e64b09", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle A + B = 6 x$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.Add(3*x+B)" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "1a7e7206-ad2c-410f-905a-620d656cc31b", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{A}{6} + \\frac{B}{6} = x$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.Div(6)" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "333541e2-d5c0-45c1-af81-b98843cc6e97", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle 2 \\cdot \\frac{1}{6}$" + ], + "text/plain": [ + " 1\n", + "2⋅─\n", + " 6" + ] + }, + "execution_count": 44, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# the m,n = 1/6\n", + "m=cfrac(1,6)\n", + "n=cfrac(1,6)\n", + "m+n" + ] + }, + { + "attachments": { + "69312e3e-a571-4b54-86eb-d4caa01a02c2.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABLYAAAAKCAYAAACpIdeIAAAAhUlEQVR4nO3dMRGAQBAEwQUHjwncnQU8vExMPBECiKir6law8SS7retcAQAAAIAmjnknSfafdwAAAADAJ1WVRNgCAAAAoKGqErYAAAAA6EnYAgAAAKAlYQsAAACAloQtAAAAAFoStgAAAABoaRtjrPciEQAAAAC62JNkzvn3DgAAAAD45AH3SQsLB4OIvgAAAABJRU5ErkJggg==" + } + }, + "cell_type": "markdown", + "id": "6e6dee34-3e08-43a3-b496-534b8d169b11", + "metadata": { + "tags": [] + }, + "source": [ + "![image.png](attachment:69312e3e-a571-4b54-86eb-d4caa01a02c2.png)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/2000 Kinematic Move Displacement.ipynb b/2000 Kinematic Move Displacement.ipynb new file mode 100644 index 0000000..4439d5f --- /dev/null +++ b/2000 Kinematic Move Displacement.ipynb @@ -0,0 +1,1041 @@ +{ + "cells": [ + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "4774a8b6-06ab-4dff-a029-0d39655b5dcb", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + 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" + } + }, + "cell_type": "markdown", + "id": "cf8f2a36-0b1f-489a-b266-b72dd5cffa62", + "metadata": {}, + "source": [ + "![image.png](attachment:e07afd97-3eab-4a67-bbcf-b07ded5b1fd9.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "8016b2dd-3517-4e49-bca9-2b3393ca3d9b", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "9419aa64-8b80-4c7a-bfbe-1ccda29b9567", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=mparticle()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "495a20bb-41f2-42e8-9579-8024a9becdd1", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Xt =t v_{1}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Xt=P.xpos('Xt')" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "997cf6f4-5cdb-4176-b4f4-6ef26884c73d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle 10 v_{1}$" + ], + "text/plain": [ + "10⋅v₁" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Xt(10)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "4a72c413-1951-4c13-a331-fd09e1c3349f", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=mparticle(v1=10,a=pi/3,x1=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "442ca095-1fae-4eb5-a869-c8cf94c242d2", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Xt =5 t$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Xt=P.xpos('Xt')" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "7b55e73e-0829-46ee-bd78-4ca876510a01", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAAABMAAAAOCAYAAADNGCeJAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABeElEQVQ4EX2TMVICUQyGF+UADN4AWiuVnhnxBuoR9AiUbIulHZZ2jpR2UlBA5cgNwBOg3AC/b2fDLMtqZjJJ/k3+5OXtq2232yRN01aSJH1UuUC/0T74QqAoYMM8XmPb6BBsJXaMSjQCuO12u2/o03Q6PQV7xs6Js0TihJxPzAv2EXzO9xnxDGvdzxGBne7RnZDslBv0NUCwO/wGdlzAzDEeiUnWQ5ckNQQKMsG32MmVG/Tg2GAfaM96ySxaEdilSqKJTd1lWWINvTokdqySM0G+L9AgrMoLrOlkB0KxRB4vbriZJ/01vZ+zY+Z5e8bFjyF92EP/D04OJoPAm3GHxeNX7SqoY+r1HhkEXn8TexWZWuI4XtXuAlvtyCi4pq6N3U2E31JzYm89/BzKTEw2ycgocOEdbCw8km0QR3SPPrWynAN445vaYDCw2ztq57L4M/r+MsFf4vhms1eA9Yhf6CX+oo4jkYTuqyzlP94pfNgdrA9dmxFhk1+CS4rXFdCGewAAAABJRU5ErkJggg==", + "text/latex": [ + "$\\displaystyle 20$" + ], + "text/plain": [ + "20" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Xt(4)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "37ae5b83-2d6d-47fd-bae8-ced17b234299", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Yt =- \\frac{g t^{2}}{2} + 5 \\sqrt{3} t$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Yt=P.ypos('Yt')" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "f8f77d3c-4059-4aff-ab9f-5713474a50d3", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=mparticle(v1=10,a=pi/3,g=10)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "830189fe-952c-400a-83d7-3a6ad96280ec", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Yt =- 5 t^{2} + 5 \\sqrt{3} t$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Yt=P.ypos('Yt')" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "f5166a40-b9fd-4098-bfdb-65c2653bf214", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle -45 + 15 \\sqrt{3}$" + ], + "text/plain": [ + "-45 + 15⋅√3" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Yt(3)" + ] + }, + { + "attachments": { + "6cd82b83-4bfb-41f8-aa5b-0c6e3e669f80.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "f3a0fd2a-a76e-4bf4-9477-eee1581b29d0", + "metadata": {}, + "source": [ + "![image.png](attachment:6cd82b83-4bfb-41f8-aa5b-0c6e3e669f80.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "8d792f05-2598-4fd8-ad2a-e2a8d0a7155b", + "metadata": {}, + "outputs": [], + "source": [ + "from Libaldomath import *" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "bdbdc889-0cd9-4530-8598-3afaef6138ee", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=mparticle(v1=10)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "540aaf4f-9101-4f3e-aa4c-57ef3d4ec7ca", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle X =10 t$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "X=P.xpos('X')" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": 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" + } + }, + "cell_type": "markdown", + "id": "6ba99f9e-5727-4280-9904-03c83ff3e127", + "metadata": {}, + "source": [ + "![image.png](attachment:af97dcf5-cb01-4eeb-9a21-a1cfa4cffd23.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "b877e8ca-200d-4192-b656-945d1b39b7e3", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "ef85b871-823d-45fa-b245-606375d04b3f", + "metadata": {}, + "outputs": [], + "source": [ + "P=mparticle(v1=10,ac=2)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "adb02c77-9197-4393-ae3f-e23ae94c39f9", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle t^{2} + 10 t$" + ], + "text/plain": [ + " 2 \n", + "t + 10⋅t" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.xpos()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "6dffe3ca-4722-4854-9ebe-400385744e6a", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle t =1.70820393249937$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "t=simplesolve(P.xpos(t)-20,'float')" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "2cd35cc7-ba76-461e-8c52-07e8947edcb4", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle 13.4164078649987$" + ], + "text/plain": [ + "13.4164078649987" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.x_vel(t)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "c5ee6e41-4a35-4172-a4ed-23a63007d9a7", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle 20.0$" + ], + "text/plain": [ + "20.0000000000000" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.x_pos(t)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "fdcd015a-8839-4279-87b4-fcd54c65cd3b", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "markdown", + "id": "3fc6528f-db8e-4534-a2da-2571404ce678", + "metadata": {}, + "source": [ + "### A car that is stopped starts with an acceleration of 1.5 m/s2. At that same moment it is overtaken by a truck that has a constant speed of 15 m/s. Calculate the meeting position of both vehicles" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "b6aee6ca-89c4-421b-9e95-c080743e1e23", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "255a9a41-27bc-4c69-b0ad-382a615e314e", + "metadata": {}, + "outputs": [], + "source": [ + "A=phybody(x1=0,ax=1.5,ang=0,v1=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "97cbc1bf-bddb-4c35-bb8f-d9cee21eb989", + "metadata": {}, + "outputs": [], + "source": [ + "B=phybody(x1=0,ax=0,ang=0,v1=15,v2=15)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "d20220aa-fbd5-49fc-a7ae-268c2e7e89a7", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle 0.75 t^{2} = 15 t$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q=MQ(A.xpos(),B.xpos())" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "045a819a-21dd-4bd3-a504-96917848fa85", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle t =20.0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "t=Q.solve('t','pos')" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "bdaeca25-b208-49e1-b9ba-e27c14186571", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "markdown", + "id": "805b7053-af82-47d0-9db4-1b332b8c6ad6", + "metadata": {}, + "source": [ + "## Two cars A and B are moving at the same constant speed of 20 m/s. Car A 10 m behind car B. Car B brakes, reducing its speed at a rate of 2 m/s2. Two seconds later the driver of car A realizes the possible collision and presses the brake, decreasing his speed at a rate of m/s2. Determine the value of the minimum acceleration a to avoid the collision." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "fb2ee23b-d56e-4ac0-8d8f-ae37ef86a2db", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "28b2ecf0-4c8a-4002-b4e0-0171dbc17217", + "metadata": {}, + "outputs": [], + "source": [ + "A=phybody(x1=0,ax=0,ang=0,v1=20)\n", + "B=phybody(x1=10,ax=-2,ang=0,v1=20)" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "f6aa8a6d-50fb-4211-b52f-61836f382af7", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle 40$" + ], + "text/plain": [ + "40" + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "A.xpos(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "f8152215-787b-4b85-83d8-ed6656ae7278", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle 46$" + ], + "text/plain": [ + "46" + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "B.xpos(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "c75cc6bf-7642-4498-a12b-19f93c0f74f2", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle 16$" + ], + "text/plain": [ + "16" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "B.xvel(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "5d539f84-0be6-4bd1-b4df-45ad240a99df", + "metadata": {}, + "outputs": [], + "source": [ + "A=phybody(x1=40,ax=ac,ang=0,v1=20)\n", + "B=phybody(x1=46,ax=-2,ang=0,v1=16)" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "b47efb25-e8dd-46b8-8390-04983899fff2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a_{c} t + 20 = 16 - 2 t$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{a_{c} t^{2}}{2} + 20 t + 40 = - t^{2} + 16 t + 46$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1=MQ(A.xvel(t),B.xvel(t))\n", + "Q2=MQ(A.xpos(t),B.xpos(t))" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "5e36f725-6a61-40b5-977e-91b4b55174ac", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle t =3$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle a_c =- \\frac{10}{3}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "t,a=simplesolve(Q1,Q2)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "fa2b89d2-376f-47d5-9362-998cb985e62d", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "markdown", + "id": "23bf47d8-7192-4ad3-b3c2-eb58dcd21a6b", + "metadata": {}, + "source": [ + "## A particle moves along the X axis with an acceleration a=2·cos(πt/2) m/s2. At instant t=0, the mobile was at x=-8/π2 m, and had speed v=0 m/s." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "6a8c1f0a-3574-4f30-ac52-59c23fbe05f0", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "667beb00-15fa-43fa-b60d-b0e86e62d44e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle dx=\\int 2 \\cos{\\left(\\frac{\\pi t}{2} \\right)}\\, dt$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dx=MyIntg(2*cos(pi*t/2),'dx',var=t)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "0873f09b-8565-44a3-9d7a-42b16b7afb83", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle dx=C_{1} + \\frac{4 \\sin{\\left(\\frac{\\pi t}{2} \\right)}}{\\pi}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dx.doit('C')" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "60f36d32-0aa8-4cbc-bcc4-d8bcb4968826", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle C1 =0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "C1=dx.solve('C1',t=0,dx=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "e9c45b81-1ebb-42cf-b83f-78a1d80a9e71", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle dx=\\frac{4 \\sin{\\left(\\frac{\\pi t}{2} \\right)}}{\\pi}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dx.set(C1)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "68d21f42-0b32-4723-b79a-083bd4de75d2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x=\\int \\frac{4 \\sin{\\left(\\frac{\\pi t}{2} \\right)}}{\\pi}\\, dt$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "x=dx.integral('x')" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "0bfc65b4-38c0-4498-8a5b-2d9e073bb827", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x=C_{1} - \\frac{8 \\cos{\\left(\\frac{\\pi t}{2} \\right)}}{\\pi^{2}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "x.doit('C')" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "2d2cdf96-ff2a-4270-a4d7-4a06f6b9ef6a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x=- \\frac{8 \\cos{\\left(\\frac{\\pi t}{2} \\right)}}{\\pi^{2}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle C1 =0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "C1=x.solve('C1','update',x=-8/(pi*pi),t=0)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/2020 Kinematic Rectilinear Move.ipynb b/2020 Kinematic Rectilinear Move.ipynb new file mode 100644 index 0000000..983a52d --- /dev/null +++ b/2020 Kinematic Rectilinear Move.ipynb @@ -0,0 +1,1451 @@ +{ + "cells": [ + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "a5fac7db-4d9f-4383-af66-e59be028a103", + "metadata": {}, + "source": [ + "![image.png](attachment:a94c3a17-686f-4da4-9745-b7a280c60375.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "5feca8bb-e729-4e84-97f1-c0ba0c0b36dc", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "5618a620-24f7-415d-b7d0-d4ad0113928a", + "metadata": {}, + "outputs": [], + "source": [ + "P=mparticle(x1=0,x2=L)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "1fb8d583-5938-4985-9719-8cf12d8d64e7", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle e1 =L - 8 v$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle e2 =L - 48 v + 160$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "e1=MyEq(L-v*8,'e1',var=t)\n", + "e2=MyEq(L+160-v*48,'e2',var=t)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "6077f65a-c5d1-4d20-809b-bfd21dbd48d1", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle v =4.0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle L =32.0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "v,L=simplesolve(e1,e2)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "c7e08373-d4e0-4001-8377-4035a9bd37a5", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "c26ab47d-7825-4e54-81c5-02d14b90f86e.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "6ba99f9e-5727-4280-9904-03c83ff3e127", + "metadata": {}, + "source": [ + "![image.png](attachment:c26ab47d-7825-4e54-81c5-02d14b90f86e.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "b877e8ca-200d-4192-b656-945d1b39b7e3", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "ef85b871-823d-45fa-b245-606375d04b3f", + "metadata": {}, + "outputs": [], + "source": [ + "A=mparticle(v1=V)\n", + "B=mparticle(v1=2*V)\n", + "C=mparticle(v1=-3*V/2,x1=900)" + ] + }, + { + "attachments": { + "96763cee-56ad-432a-b7e9-d7e62c7028b2.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "d5507124-121a-46a2-9dc5-fe8be9b17978", + "metadata": {}, + "source": [ + "![image.png](attachment:96763cee-56ad-432a-b7e9-d7e62c7028b2.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "cb331650-6249-42a5-835f-802cda1a6f94", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle V =20.0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "V=simplesolve(B.xpos(10)-(A.xpos(10)+C.xpos(10))/2)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "f7ee64c4-6160-4a57-83e6-bd24c230dbb7", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "bcca1cdc-a2bf-41e7-9ca0-99dc6048553a.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "ed29392f-c0d7-4fa9-971d-4da2ba12e831", + "metadata": {}, + "source": [ + "![image.png](attachment:bcca1cdc-a2bf-41e7-9ca0-99dc6048553a.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "26f0ad9a-4f83-4f8b-a05b-ff6214fc7e0d", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *" + ] + }, + { + "attachments": { + "582d9982-b293-4724-a23d-3e35a074f9bc.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "259888fb-9cea-4d6c-89ec-51aa8634b2db", + "metadata": {}, + "source": [ + "![image.png](attachment:582d9982-b293-4724-a23d-3e35a074f9bc.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "a90ddaf1-4caf-468f-aadb-eeefd4b873bb", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=mparticle(x1=0,x2=1000,v1=V,v2=3*V,ac=ac)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "7384d17c-a92c-412e-b97f-612391769126", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle V =50$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "V=simplesolve(P.xpos(10)-1000)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "0a3dd9d3-6df9-47d6-830e-8453abab1a91", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a_c =10$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ac=simplesolve(P.xacel(v1=50,v2=150,t=10,V=50)-ac)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "965b90d5-791d-49ab-8a90-fa7dd8e61465", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=mparticle(x1=0,v1=0,v2=50,ac=10)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "08343adf-215c-4b40-9332-c352bf767e57", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle t =5$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAAAAkAAAAPCAYAAAA2yOUNAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA2ElEQVQoFY2R4Q2CMBCFK3GARjeoG4AjuIIrOIL8hH8mboAjqBugI8AGOIJxA/xeoUnTxMRL3vXd4/ruGsw4jqaqqlxnDDQLnLSlmeJZ17WF9nMtriiUMiXiDT4gB2q4g4KL0owfge0tHpXy4OQv/Ep/NYXFDfMPOGmfNXDghOYfEpz08Yp4BiVc6OA7zmnxdFHVPKYFg3hw8heS9KJ2uLmM1IIuaYhLK6ct0E5prCRg0KvpAtmkHdRa+iFdTQ1NjYoQ1MeZ73UutD2ig+vZCo3RvyzR/b/7ArtsexdgsS92AAAAAElFTkSuQmCC", + "text/latex": [ + "$\\displaystyle 5$" + ], + "text/plain": [ + "5" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "simplesolve(P.xvel(t)-50)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "27c334a5-0f95-4424-a0df-33f0ea9b1649", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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l33u2bf+JObcGKuCgEgOWGTKkZ7u3Su0b69Sqyet+Ix+IKDxJZ8+eoUKFCrFjlYmOHP2ddu/eQzf/vknPVK2qHNg9e/cxGNKNwcOyUVIP3aQkWjkyIDqP7NGTbtE/PBcrMXj3oK+Nz9WpY8mViPV+776f6Tjv1wD4PcjPvPLyS5QubToGpfIqoApyxYW+Fy70JK8XqWnv3p9V32vVqEHvM78sOBilTegjHNnUTNWRJUtmCmMev6S89x41ehwt/2El5c2ThypVrEggpF+1+kdKxvvkbuwTIKpBHD9QMAjgg29v3LRJ2fbMmTNTfwbxHvrXv/hpx07eD0eqPSaK4cBBW87rYPIUydU6+DgDQ9euXKN1DCbex/84pTwKIF2K58uHzT7wjf15XrfDGNTMmiWL6gsAOJF1cl5fn65420lfwfoAu9ykUUO1R8Il7QHvMS4ADS8xOJEtazZbmf/BIJnZsYfs4Yxij4z9A76J7C4U1MABA7gSSzNwi2vd+vXUb+Bg3r+lU4AhxmHFD6t4b72NdbWWTw/8AYiB6mhMAETMx9Q8bkUZ6MUFwPQPpiJ5+cUXqUH9t9TfAOZCH/qyHsh6J7qH340FCgSQBiCMMb169Qr1HzSEtm7dyutUBSpZsjgdOnxYyTEB60ePyO4+YMFq7OBLgqt8Ce+LRrCuJU+egpA6nDRZEtq+fQehmMmNv25EARCN4+GkK9EWZ4s/GAEYgJCYu1u2biGAQ89UfYZKc39ScSERzF0rXlTsD/31P3u2rI42weq9Rvn7sxNu2iD8jmYAEXPxJ/b1ADBfOH+B3mlQX4HF6K/YBBEbDix28qHbocOH6LNpMyj/Y/moNu/z0/G8yMM+sugn9hM3b/3N4F4x3zhCb4wFtgSYW7BwEZX913fdvWcvrVmzhrJly049unVlPzYq5iHtENngICMV85qW4JoNCRMmUPqC72DtOX78hLKRjz2Wly5cuKiK4dzPtsWoj27nNXSwK2MEeF+PyAhVWObIkaNqrcnIQGm3LuGqMJPV/Deui+nTp+f1qyD7hLd88/DpCk+pQ5CsrCPg2jzG7d7O+3KjDGICIAYqG/NUkXVkB+sKgNCH+QAJ68s51pn1bB8fYTymR/euap3DJToJHtEK5corG7CW7/uJDwCLczEk4aK16tulS38qwA+ZEFjb5DsbeQxhowvxmmkEEO3WJ+zXYLtkXtutyYHyHbuxM3LPWsYE4FtWqVRRHUSPGDWW7fGfvF/5gPmm07t+lV8AEZv87rx52b1nDw3iAgF5+aTQeGFji8U+KZ/2FsifXxm3n3/ez6eNXdQGrgqfbuJCZaXfjx1Txv7F55+3baAV8CLpbdjc1eZNHRbrpXziuYkr7mFzAYcM3xVnQ738H1KLFVLhsMHbt/9nFlQ1hd7j3k18uriajYTxwoKNIgK3cNrF1bbAXXeZjUPP3n1oExNNVuJTCUQJwHGcw4ACTgoH9u9LjzpU3XEL1gkQgEmMiYENFU5lcRKL/gMwHTKoP2W0OLWWPkiq+aFDh5Wz90TBx3nTsUHJCYsh0HGkmbttE95rrHYq79y5Y5eSEyZE/769KW3atD7ZwyD/zY4RNgtZ+dQvgo0aqpfNX7hQOT65ebIb+5WEAec+PLkK84Zcrnnz5/MiPlq9o/qzz6jTP9EfgH92RROwwI0eN44WLf4+WrQS9AqgZt/evdRptdt+idOPTeulS5cJxhd8AQ0avEUHf/mVVq9dSwu4b2/zqUTePHl5DuTjBSetZSq+2/HxonN2AOKmLZsVcA4dxgJ4+PARPh3fpk7ZoVt7eJEsV7aMEvkGNohn2Ckyzk238nE750CKv3vPPlt5uf2eleHw14bn6tbhyJDbHDJeZCv3bti4kYoUKsxUDWW5D3sJgFb27NmoH29003MEgBWA6OU7Vn0SG4pTbZyA4wBmzdr16tslShT3cS2K3QAIl4grdiZhhwabiHZtWvG/UyoA0WpOLl6yxBJAxDxNyKAYbFoBrgZ4nk/gEPmRNFlSFR34OEdG4HLbPjcrEaIL27TrQLly5VJ210yFgYMB6E4OljkiCdyCSoG20WwnRUfh8GHzAVADJ5Rz580nRBXJmmHXZ7ElcKaw4StapIgC9mHfcSJYpVJl5QBlZ7uajTdyv/9+jJ2IrVHsrFnXsEFymldu1060GVFO7cI60ZkzZ1TbABLAbmADBfCgZvXqjkWKvDwv8wN7h0oVn2KOy1z04+o1ykZh4y1com7H2o2excd73ICIZvDQTbRioH2NKwDxMkdsdOP9Jmw1HCIcaPVn0OTI779HAZjs+ieOEqp3RkZ0Zqfy9mYY4A0KWJxgx0iizTDnIrr14IgNLm7Bdgc2/fae579oD4kixDwFsP8DHx504MJoZcvcXjuNAJAAiBI1dfbsuSgFYHAIi+hFc2SisS9WjgyewSES2oiIKlz4BpybIxytaQRczHLxl8KciOWMfWE+dtRxwWlC4Ybz7JAN4L0d9g7SJvO9uH/R99/TR6NGM3j2gjrYkuhOAeKysDOKccTB2zSO5PhuzjzlTGG+Q3YAzubMnae+3bVzJ1+EIAAGgAMAkQEQAGBZtHixAjYbN3zXF0GEwxxkSL3+aj2OnnjdUi0AOECHTrKN7t2jm4qaxAXwGL5N0yaNFMem9B0FG8I5SlMiMEXWJ0+e8o2nXXvwXjuZOwF7kH8Y6xXkhEvAgtSpwascTgl5Howe+zGvCUepAwcTSPQqdHXQ0KHs4+z26YEbADEQHY0JgIj1EvNGZHrmzGme573pIq+fMh8xt/oNHKRsvwD/mDNjOLoXQQQN333HV1ldgOcO7M89xdFYiAQcMWqUcobhE8pBA/4ewVXZa/LBKw4gcNmNnUTDwub05AAE7PVlrgGcU9/8twozoon69B/IFF6H2AfqxUELmaKMGw4+jEC5pWIa/miVAuklhdlL/2OSwuzGTnhpg1VKuNf0VH8pzFgDItimwHfGhdoNHbt0VaCTRLnCfuDAtF3rluqgXfRmDft1A3jMX3+tHr36yiuWwyffBx5h1BcpAHaQI7phVxAVJ3bRbK8QDOV2XqMR8vwbHBBUjw+Eho8YSasYx0B0biEOarKzP6JLRQoXVqCX2Bk5XEGUvkQwQgawzRLZ2LF9OzXHYgIgBiIbK6GLjuDQBAFpiLg0t1fsh/ThuzlzVVCWRHPj7whkmjRlim8ttuobbA/WNkSWGzEHAXwLPvF4FADRaX16t8Hbao10Wh/82Qivv2PfCAAXe8zDR35nX+Mmnea9/anTZ3gsf1XBJy04gAuAMTIIvpk9R1HjpEuXlnGCR5QfhoC7hzNlVCnO+G/823j5BRBxszghiHp58/XXOMXhGdtKo39yxCIKCsBJimT0XiL+4DB0Y0MORN4JCDMDIoj6GvbRSIW0dwkP8xlqCKVP3/60Y9dOGjpoYBTHMjEDVT1544FIOFzSptMsuGFDBvreYRSEVPYEAIXUAWyGoJhwcOBI1qpZPcrJNf4eFt6ZTyRrKSJ/u8stWCdAAIAfnPy+zOngACjRrs+mTVNp4pgYADGtLmxwsYAiTDeC7xNwCM9DpmM5NBnPV3zqKU8A4rLly9XmqxMbHWP6+iomugWw+nb9Nzm94w2fU2+WPdoKGQCYMPbLqFclOHQWbUYk6eEjh6lt+47qNKlXZDcFTuIShxMnD4P691ObSqtrM0caALz+H0eH4lQWFyYS+NVQ+n3QgH4KgHbbL3H6MbGwIcjEp8TGyy7S0Px3L+PjRefsAEQASnAMKpS/nUIl4CpO+AD8DujbhzehtytbIkqrNaeQQtb9+/RSJ39u5SMOvts5Zycvt9+zGnN/bUDqzAiOnkb/vMp2DKdOmUFrs+5bAYhevmPVJyxusLttW7f22TGMIdJlZn7+BQ3o10eB7nZ2A++0kwt+sxoHzNO5DN5jA44IbIlGRZQbbHoRPnGTeeq2fbaG0fCDAHPYVOIQqkH9+grktyvM5RZUCrSNZtuNIi99+g1U5N4A26V9xznlrWWbdnzKnE9tTK0qBqK7YkvgTBmBUkRKtGnbXkW44jAMVCCyKTLbfrtoV6vx9LJ2GqlKzHYDFa+xLjoBiF6elzUNKY/9+EAHYy42yrxWuR1rN3oWX+9xAhHjAjyEnOIKQBRQRyLP0BY3wJuMrZPTjUOTYRxJ26rF/ziDoqov+g1RiWYnURyr/LyHRAotwCVEqyHSxJhKie9aOR+Iovxs2nSfg/LXX3+xQzqYD58POVaVtnqXHb8SQCC8N2XKB6KlWos8/AGISEs2phTjObt0NPO94sxhT2+ulC3g4DxO7+3BlWURnS1Rhc0+aKrkL2mriODGYY8icmeQRzgwYW8FhEGb1vB6KOCj9M8tRxt0aNz4Cb624HmAlwCtBICV9iGVGg6z8cLahMwe6Ytde/CMFwBR3ovsLUSBGi848Di8bNuqZZQUXLMdwzuQGSMRem4ARLwjpjoaEwDRGPUl7RcHXeajRBVC9tADmTMcC6Kc4MQM7GEuYn0FGI1AASfw3DgWT7Czj8hL0W8rXRJQ0gqMNgNeovsnT52KcrABvYetwMFvKk6r9hcxLbIIFEC0W9tEF4z9jwmA6MZOeGlDbACIAJwFtEHbzAAlwGzYZBySm226yAiH1qJz5v75A9RWcnSwHIB4tVe43zyv8TcchgwaOpwjxfcxRvAC4wKfMkhZLUoUulMEonkeikyOciS9mVbDPM/99ReBBmKD/N0bU9kY1xw54BLZmtsr6wuyRI30GLhf2le1SmUlO3N75YAAB+hmuVjJ18v65GX+2c0pf39H4NmkKVPp10O/2d5qLJxiLKhi9QDsWGXO0Khd89ko6f+uAEQYRUQHDBk2XC2OuDI/nJmeq1ubw6urRElrlnS0TmHto4FdEgUmzq9VQ71wOeFebNKGDOyvqnQa02hxMmU03v74rHB6AkAQqLJE6jkNkjhyhZ580jEqwyuAiChNATvk++J4OvFMSvoukGNx8uV5LMx9+LQaTjlQe7dtwgIOnhEAMAIsyTul/zlz5lROM8LJJV3SrewF2Nv3888+EBhjCtBGwE7jGAg4iDRGO9AWEUHtOnSkzBw9I848ImNat2tPlTn9B8956deWrdtUiuAHTZrQq/Win0S5BRC9jI+d3lnpnB2AqFIhTZQDokfvvP22AsnlMqbB4hnwvoRq3K3k5WU8rMCZQOa9WZ9lPotMYIgFdJZ7cSCB+YS0sFb/+5DB7cuWKcxW4+jWbtjpgIyhpH5LO63shpNc7ABERBaLPZU2yPjs4Sh0Oaxx2z5/C51PB/mgCLxTAKsQ7YZoZWx6keJUkiMuhaYC9wcKKpllaNdGf2uGef7g/83UCcZ329lxGUOAFuYDLvMzXgBEJ9mb106xT6gkbrb1buTt5XmhRcnK6X7YJxhTN+Rbt0/umwQ81m71L67vswIRixcrQlMYtJC05diIPBQ5xAWAKFF+W5i3z8hJJ8AC0tMk1dRuvJwAxAO//KLSdrFnhdMg3Hg9mIqkKNOSGC9xVHDoDAfiDEcTCmegABFyv5WzZE5XRtpzWHhXRdfiVFHV6l0ANhBtiNQ18BNW4BRNOLZ2BxXGfvgDEMHbaO6PHYBovlfenZk528J5HguflHxfxgJ7J/DLScowKHng0P28/wD15v1lOFNmIBsI+0A48nCSAdYWfPxxX8qxHYjqFkA0g1PiXGbkQ1QBCATUcLIFEoHmRJrvBUDEezZzhpA/IAxtgh8GHZ7Fh8CIwEF0iVwAq7wCiDHV0WABiDIfn2IOUfg2MufAbwg9uHz5kpoz73I6KwIIZjGtAeYi1ijMB1ySQoj/Rhrzou+XcLDCIjrGfhTSDOUSfjz8v93YORVKsfoNNEDjJ0yktJxxBLoDRE2Cv9nMsepmbQkGgOi2/14ADH9AkBE08jIGsQEg2oFlCCQZ0O92wT5QCpi5FI3jJZyx/vgh/dlQp7XC7byWd4AiIqJbd8XnZ460xz0xAenXJZYAACAASURBVBBFJkJJhveEEkA06w2+58aWO0Wp2rUX2Qd2l9gF87ed5ogdgOi2T17mnxvbYXcP7OiUz6ap6GwEBb3AeB0Cr+yiCfEeY9TiEqaxWsOg8H2ckVandg1FZWQ+EHEFIEoDsckFiIMUrs2cAozwWzh6Dd97R0VNICLDH7cg3mXkPTN33sqxxQTbv38/nzrNVOTBOHmVC4uJGUBEqm27Nq2jvNrJGTx79iyFMWHz+fPnVYorTkSNFxbq+Uxe+h2nWhzlFALjwlSbufDM3zI+6xasM4M4Rq5JNwCi2fFyUjy3bRJn9QgDcHZXyeIllNMMuQBA9Cr7z2d9QeMmTFCcbcWZeBttw2ZyyKAByjgaL2lPFuasMfJtmtsGABIRbQJ2IPpxGIepC3DtpV/CMWYH3roFEL2MD/rjVudiAiCa+2LWPXwfnH6hGHcreXkZDxAUmy8ngMNK193I1gyQOzlrdqCOm+84zVPMKUQWrGJQD2l2xssMIFoBxk5y8QIg4ruYpyCiNx7+uGmf1wUQ4Cz4GRG5AqoI2FpwdoI/VVI03ABa8t1A2milO1hgAbJ+wc4MNh0AO+USW2ilo7jHH4DoBPrLnPUKIAZj7XQjb6d7zL/J/4MDy+6SddXNt73qWHy93wwiolDFaU7188ePGIr+xAWAeIqLKQEwAE+RESi0Axat+u0EIJqdBCcQyOyo4BDVC4AoabOSeo3MiQGcamsu5GHug50ThUPQyZ9+Rhs5Iu0mZ5uAr69qlUr0FqftOhH9hxJA9OfwmcfCHFkIoAdR9ogyBOcbUgYR4YcLvF6IjJRIwEABRIlmQ8QYvnf0dy4iw994n9OXEQ2J63ba9HRVMAVpjlaXcLIFE0AEzzcADaPzbvVtSZ3D/ECRhjzMy4UiQws46whpel4BxJjqaLAARCv9MUYWYv0f/zFoh3owuHhdzb9m7zdRvHiwE9B/SVs3cp2BqgpZTaBQAq9Xjz59eO/wZJQIRCtn3yuAiLV1z969nBXyqfo39ipSdMVYoMGNfQ4UQPTSfy8AhhcA0Usb4hOAmDZtGqpbpzYzZUa/nHgnvchG3mz1jNt5Le+A3o3jolcAsJGt8+orL0dpuAYQUUzmOR8gWYIzfsqWLW05DYU3824EENFh7Cm/4todqzgAEH5UI+bOBjWR0wX92siUfTM+/5Lu45Tl+m+8xkVgokbHy/OeAETjR9EwfATgz2FOwWrHBRtqMj8JHNOJkz9Rp0ZChGturPDEWXXCiQMxV65HOeqxjsplx8IJ7imkQQUCIBp5raz4GY1cTXLKBDJaoNqdu3ZXJ9fxCUBEOo6/atheAURMMlSvAlm1+QJHC1LQFI9ZDABE43gDIJBCMlYFe+ycZ3ObJAq2FRcMATFyX+YqOcKp0QMH9FcpSPIeN/0CVyYiEIMFILoZHy86F0oA0Y18vI67E4Do5ntWRLNeAES3svUSKejEgYi0qJjYDSOPLOYzbF669GmZE28b9eKojdgGEM3j5rZ9bjbPdvcATAQ/1lQ+OAIfx+CB/RRJvVtQKdA22nEgok2g8SjHnJh5eE2CYwxye9B2BBKBGAoAUehHAlk73cg7JgBiqZKlVAVbqytD+nSKb9nNtwPRsfj2rBFERNviAjzEd+MCQJSURqcxQcEFO04qPOcEIEpxE5ykYz13ikCUKq+IQAS44xVARFsk9boLR9iBv3bvz/v88jj6A+XAeQfKhDlc1G8hp+XikFUI9a3kFkoA0V8EIgploECKMRIIaeRjOZUYMoH8QdiOffcFjqZB1CHS8aDzWG+MUXmBAoiQDdKVhzGPJdIKf9rxk6rYa0xPcwKQzLINJoDoJgJRIiaTMme4FEuQNsU0hTmmOhosANE8H9EeSSNvzRGqPzF1ClLrEGWIC1GH0BfwjyJDBpygSI3HBb1C8RNjhVr83SqFN1gRiEadAEB9kHnFvv72W8XzjTaCV08qY/tbZwIFEL30P1QAopc2xCcAMRNzvBkjWf2NlfweDADRy7yW74KHHXRwyHxCsRDYs6yceSiXBhCjAohWUfbmMb5bAUT0E4AgOJTnzF2gCss2eq+BKghjdeEQZCFTQyzgtRHBeY05OBDZDnaXXwDRTGBvfpHwN+Vgkv9efLIHDi2QPjtFGTpNULOjKulOt4tt9IjCvWiXwuwlCk74zCpy9TiQGJt5txC9BkcSGx6kwMrlFmBwC9bF5whEc3VZq/HzAuIYn5/Cp+qfTp3qKgIRkaItODIuCxcBcXLUQcQeFt5FVWNGtcr2YeEqbUnSdt0CkWinv+jPUEQgetG5UAKIoRh3JwDRzfcC1T23sg00AtHtd6z6IynD+znFaygXTjLybtqlMIc6AtE4TwH0YwPvpn1uNmM/c+oaqqihQIBw5hqfg7M8eOgwH42AG1DJiwzt2mi23XIw8RZXLBeOXDwrthv/HZ8AxGCtnW7kHRMA0WqdNo+Fm2+70bE75Z57FUCUog5wwlENM1nSxFGG7MaNm1ytep3iRjYWwjCPa6g5EFGUT4qCyLftHElJm0VRJKSIgYrBXyVp87sgl13sMKZiWhFkxkgKEZyCqdOnM4/dlwykRE/BdnIm8ZsX59fuXq8ciMbvPs2Fk1Co4H/Nm6nCKRKd+CfzxyHaH5HeRqc+GACiRLiW5bRt0EUg7dfIjSVFPBC94m+cggUgOnEg/rhmNe3bt1/xrF++fIV5iLsSuOjM6ZKI2kNRR68RiBiPmOhosABEMwci2iNp7rmZc/ww895Xqfy0r3AK+rl23QY1D3bu2hUFjIfPCV/OWKkZ75MxL1y4kN8IROFAtOJENQNeoEpCyn0mjlTNnu0/B1uK2vzExTD79OxJOXJkd7X0BAogeul/qABEL22IDwAiDnxRsMtYWMvVYP17kxcbardWoAiP23mNd0hBp2N8iAR/FgWGEGHXknl9JXVeA4i3AUSZ+0jfddozWK2HMeFAjG8pzEZdxn5hy7btnMU7C4giR9435KKvuaOpO6IVl6/8QWEsjd57W0UtOl1+AUREYHXo1ElVoUExAXMOtDjaiAwaNniQ4ubAqeMrXCHI6n5/E9QMMEiFTlRIMkf6wanFiU9MIxClYEeqVA/4Kqqa2zd0xAiufLoyGi/YiZMnqFWb9irtNj5EIDpx7GGMwC2WjRc6ROS5BTUFiDvOfCJDBg+MslB6cfTsvhcKDkRpF3Rj4aLFrIcvKqJZEK5KBVkv/QoWgOhlfLzoXCgAxKScHgUANhTjbgUgehkPK/vhBbx2K1snDkT89tU33zDnU1J6rk4dgtODlG8jAOr2O1b9wea0Vdt2fNqeIRoghSrMsK+xGYFo5kAEyOe2ff7sPX6HrBYsWOSrkG5+RuYgos9bt2jhKirNiwzt2mi2W998O5v5k0ZGOxwT/U2RPHm8AhC9rJ1in5A226dXjyiVsN2AeF6el7Xzft7YmflFvawrbnTrTrrnXk5h3sdFNLpwSmmZ0szJx6mr5khzY1EOq4ITMs52VZhhD1CN9RwqI/fuyZHMWVXlc1Rh/oPtNwq2ScaMVRVm4/f9VWGWtggotnzlChWd7NRuOwdTIlRu3GA+akNlWKsiJVa6Ls5keo7olcqjVg6T8Vm3HIh4Rqowv1YPVZBf8/kHVlWYcb9U2d7NfLoZM2SMEgEIAG/IsBGUKHEiVV3TWFU5GACisZL2rVt/q327sVjKGeapjOjek6NNz0Wp2ol27+MU6x+ZWuctTucC16MbANEscy9VmKVK8f33p1SANQpiIUIzCYOrPVlXJd0Z7UIxQ6S1xwRAjImOCuiR/7HHolANyJgn52wBScmW+QiQ2Fhl2qoKM+RsbA9454xFKBCxGNmzl6INKVWiZBTwVwApRBaj2Bf8VKRofzxxMs1bsIAzBqr5BRClei7ssL8qzAK8ZmU7YqxqK2nh+w8cUBG0qBXgpqhKoACil/7b2QQr++EFJPPShmACiOYCL14AbmlHdeZcfr9xQ1/EKMYRRYyKFimq6iIEKhs7+y6AuZt5jXcgbXkC63QjrkSPIqEoqojK9sY1KVQAIuYHqAMQZGUE5GQuI8DHbREVt2CbWe5eOBBhS1A8FvPfXEn5EvOroijW88/VUeu+lZ7LAYexOjXaY1eF2W2fvMy/YO5fb+8ZPqH9zKPbkqsvW6UyL2OsCyDiO1wcFzQQ/i6/AOJF5t7q0DGcznD55668kKHyp/GSFKlKXKEF4eMAq8I6dWHS6TNRKiziGYTe/rDqB3qHy2InY+fb6jIDDOKYJOZNxcD+fX0FW/Currzh/IsXk5gAiJLKuJVTAo1Vi81tkva0btmCTwKZJ0EtTDdo1NixNPu7OVyVxpkDUZzOtpziLVWBjRWfpbJloBGITlV+AR6O44nUhUvaowqz2zZBFtL/2kwS3KJ5c18xA8gAkYMlmAMREUn+QBxEZJmr2YruWFVhzsjRgzBGqTmMVm08mYcSGyV/VZhl/LDZCOsUTjc4tSB3rlzRCgO47ZdbABGnjTjZlsusx17Gx4vOhQJABP+mW/n4G3dzUQ55r528/OmZlc3w0gavsrWqwix6W/+tN1QFcquIVi/fib5IXlOp/L+woR/IVcMf5UJFuFAtu3NEd7XYhQpAtKrCvJmLGoR3iVALCmwlwtzdts9qvFCh8E/mvwO/xgMMRqLyakcUsOJ0pM6dwqJwQRkpJqSwkhtAS+ypGxnaLZJmAHHd+g3qtPh5dm4/bNaMEvBagL58+W+V++JFi8U5gGicV17WTqnSPnv2nGjV291UYfbyvNhCrJ9NGzfi4lT1lCxxXbp0iT6eNIle4eI5jzCHlZux9rfJuRN+N4OHiJwvwYeTkz75jKNu1sd6KnNspjC7BQf9gYwYZ3EeAdilSJlCFTbAtYW5u8+eO6siy3DoIwfhsD39BgykBAkTMEl4JcV9h+qu+385oKgnGjds5IvsEEcJdChwWtNwES2AJr8dOkQ3eZ9RpUqVaNFhiCLrN2AQpwHl8BsFgXY6cWSlSJFcpfhm5kINK7jCJw7rUdG9Y/u2nJqU3FLNhfsP6cRo8xMFCjDVUHUVgWfH6egFQIRDN2r0OFr+w0pVRbk8H/SjoB5SppLxQWQ3LoZhTpdC9WMc/JfjNE9jhVMBZRRv3b+Vm6VTwQAQ8S4Zj0wZM1lWw4acBnLGEa4K5cpTPo5228bRZGsYPCxcuLBy1FG91QlAtJM5nFYUbTCmTEL3wSkPmYCzD5kyAFmXLF2uUhTbM8gJHcZ9AAtA2YSokKJcEBE+2Q6mSIHuYr2TAi9uqzCLbL3qqFSCRQQpxjzrI1k4Bf0ird+4SYF2cMjNACLmY3pOP65RvZr6LHgbkTVhno/4TaqlY98uVbjxdwHTUXxFKjdLH45wtCI4LZEKX4h9VEQqY87DfwVYjL9JRKvT2Ak4gLlmtB1/8roEXRcZG8cNB8foV4rkKbhfi5TtgI25XUn6hkq9tipSYZywgQKIXvpvp59WPN9eAEQvbQgGgCj6gGi80gwoFylSiCNWK9vSWFiBT4joG8yHFohuR3GnSpUqqvm3YuUq5h8+Qx3atlaHWlbVtL3IRsba/IyXeS3FUx7molVCYyCHHtiTC+gdKgDR2FbI6rHH8nJE5DVVKR5BFMZCTsGQjdWC5gVAxPNYs3v27ke//HrQtz4dP3GC16fllIAp2VAwNx9zqlq1Vzg94f+InTt2/ARt375dHdgYC+x4WZ+8zL9g7l3Rn+Ejx6pXtvzwfUqRIqXy5WCzZf+w7+cDCnQtz/RML73wnN/P+wUQ8QZs4jt1jlAbMHBx5WNuIlzYPO1l8lhELYDoFpWQcaFyS6++/dR/V+JUhfz5H6Mtm7cq8vlivCnGSahVqhruNwMiUNrxzLOI0wBE5CAN5NSp0+x0bueFM6Ey6uJMewESsIEZOXqMIte14vcTbj9satq276gKrBQtUoQyZEjPE2aTKmpwi5UIf3NKW5MoRwBg2DDhRBGh73v37VODJwBkoAAiZHf69CnqyKeUKMmOlOwnCz5Oq1evZa7KTVS6dCmueNlBRZa4bRPeiXb37T+Aq3Cvpnx58qoNziU2sEuXLVPjgOIGULZfDv7iyIEIABHcNkglQPoK0h9RMS05A8nmwjXzOA1+xMjRStZYEJInT6b4LlFp1gxC2mk42g3QY/tP29VCDqDHeLntF8baiQNR0hozZsygdAFRUgB8rCLtvI6PG50LFYDoVj7+xt0MINrJy+33rBZyL/NedN+NbAW03sRcrzhBL1euDHP07KKVK1eyQ5idKRu68aY4gyWA6OU7Vjo8n0/NBnHaLpyV0ryBgZHHCRdsHqrtCSenk92ISREVzNOEXHXrUU4hKlAgP3MIXVDfRbSYcZ66bZ9V38yAKyI5saEcPWacijwCZwlSBbHQgvPx2PFjbGPK+eyXW1ApkDai3WYAUQ7T4CBgHURV2O07dtCx34+pbsIGWHG3igxCWUTFal7lZFoRt2uncf04dOgwlStbhtKkSaPWKmxcAZBUZ/DCKdpe7Jub53Fvl4hI5WwVKVSYD7YqqHFetHiJAhN7Mq9PAd43uB1rvzudeHyDFXhYptRt4MuqOnPZMqUsHZpgdjE2AcRTrAvhXbpxMZDUqvoqUo6sLonuQdSVsUqz8V4BEEE5A/7CL7hiLapVpnnwIapX72WOTqoRrUoqCpR88tlUVaAP30BaItIYASCZK6rCWUUxKRQzwVWiRAl68fnnadiIj1TVeHN6KaJtcaCOPZK/tFi8z8qRkWINKPCBg1G0EXthFJFwU6wBxSgGDx3O8/igcobhFB9lmxUMABFtRnuWLFuuwK0T7JyB9w173bf5gA0HweZLUkVbfNjcV8AE94hjdYjBzf4cvfUQH2TK5cVBc5oHomvg7barhm3WB8gaEZEAiYTTzgmEwvetZH6Fq2KaAUTci/EFcDl1+gwFRidKlFgdHoDvE4cociEydv7CBTSLC6tBp6Gnb7xaj23E3zRi1Cgf16RXANGrjqI9iOgF1/0q9gtu3vxL7YdQfGb9hk0qvdgMIKLYA4JG3MxHmQNVq1RWc8Z4AWhdsnRZtFRl3IO5iTTaHbwmJ2BfoxT7isiEAzfiNY7gFJ1yGjsZC9gD0HNJURT0rw/7QQIgyrgBeEKhO0T74zAxM6f+QVeeqVJV2Q4nwMPYr0ABRC/9t9NPcxV1O3vkNCfdjkEwAES0A/vD4R+NVMXGEODzfpPGngBEO/sFOp33+XDTOP/MdiVYIJmbeY2DI9hwrFFYI6WgINq0kiO3B3KBLhRWwoHXn5f+iGZnvERlSj+tnkFq7/SZn3NU30JV6BM2CGvQ5UuXlf2PTxGI0g/4S2jbIub1g91MwRhI2dJlqMHbb6oK6k56Djs3lakTcKADO5cr56Mqq/ETrm5sPAjyuj5ZrQ9W889pLfP626HDR+ijUWM5E/MxVaPkKOMpn02bqSrWlypZgl5+oS4XRr7BejZS7cWavd+IbXb0oqXG77oCEPEAlOWrb76l75cs9VUixuagauVKKr3ZWDUY9x85ekSFj6/nqA1Ua8a9UDRM8iRJktj23Qp4wSYaobvTps2gsxzhiLBwbE6AAsPJE2faC5CA5xBtY3cZK2oCRBzKVXy3cQ65OLhvcLrGYJ60V7k62LDBA9jZuq2IVteOnTtp5KgxyllKzJuDUuwcQBYDBg1WACacsmAAiPg2Ng8IzV3M4wTEGbJ6/dVXVAi/Ue5u2iR9QbThosWLGcT9Qjl5SHF9kqMOW3zYjE8fs6rb3Mi+U4cOKr8eAMxfPBlxivEhh9IWfOI2EbJcWMRRenzi5MmECnW3/rml7m3ImwlEQVmBSFZyB0cQ2jyofz9Vvtx8uemXvwhE6CY29jMZ4EZkTf++ffhkooglgOhlfNzqXKgARLTVjXzcjLtECOOddvJy+z2rcfbaBreyxbew8ZwxcybNZY4h2J607NTUqlWDkLKFhQiXHaeml++Y+4U58CNXzkIEJOYcvvvii89TbgatunIUIop4tGnVUqU22RUeigmAuJ2jLbpy0aAv2dY7zVO37bOaq3bywpoxlRe09RvWqwMaHDjkYiDzlVdeUtXdxX65BZUCaSPGw4p6AfZ1zLgJSjaY7wANmjRqRDNnzVKHWkZdN49pKAFEu3nldu2UtkJnx4z7mNZx1BsuHDyhyp9xrbKagzF5HnsKyG3evAVqbuFE9Kny5VR6DsjBcbkda6c2xeffnMBDaXdcgIixCSDG5/EJtG2I7ho0ZHiUgg+BvlM/ryUQTAmEUkedOEmD2Yf4+i5J2U/O9CYxKdQRX/ul26UlcK9KABQXHTp1VinA4WHtFaXFnXAhsG/azFl8iFqNcSKOGN9w+xAUeM5VDsRLzhHUdWpVZ1B+uwoOa92iGQdxZXDsmmsA8U4QkG5j/JSAHQdi/GytbpWWgJZAKCUgHHg4DAAI6vZAIJRt0u/WEohtCbgBD+1ARKQ4S5RiKNqtAcTApYroI0SNINUUvHX3cyEUfWkJxCcJhFpH73UAcTtXkgZndVPm1wP/vL60BLQE7gwJIP35y6+/JRRNRCYYLgQlLORgKkQ6WxVbis89mzbjc1rzb2AA2ono2vpvvkaZOYoUYOJX385R2W24ECjXpOF7XNgyv2OXNIAYn0f8LmmbBhDvkoHU3dASCIIEkFr80eixXKWwBxVhSgN9aQncixK4cuUqjZ84iXbt2kNuAEEBHDdu3My0K3WpOkchhwp81wBizDXy9OnT9C3ze27ZupUzcY6qSsMaPIi5PPWTwZdAbOnovQ4gIr10zZq1Kl0eEfb60hLQErgzJCBFoW7RP4ofOWvWR9RcxrqOzCjwJ4Lm5064cFD00ejxiiIDkYYvPV9HpS0nYB56uXDPl998p8BE0Os9+0xVzhiuqQHEO2GA7+Y2agDxbh5d3TctAfcSQNrvl19/rULkP2jaRFV005eWwL0qAYCI4G/Kni2bKxEARMQmEBvYUIGHaIgGEF0Nh+VN4ABFRWkUcHuHuYaqM31MKMcq5i3VT96rEogtHb3XAcR7Vb90v7UE7gYJoO4HOE6XrVihaPxSp07N/KaVmRaungLi7pTr1KlTqoBK/vz5FNehXdE19Ee4EVHAtmmjd1U0ot2lIxDvFA24g9upAcQ7ePB007UEtAS0BLQE7ikJaADxnhpu3VktAS0BLQEtAS0BLYG7UAK/8aFmYg7WAG+jmwsRiLt27+WCsNlti9rhPRpAdCNNfY+WgJaAloCWgJaAloCWwD0gAQ0g3gODrLuoJaAloCWgJaAloCWgJRADCWgAMQZC049oCWgJaAloCWgJaAloCdyNEtAA4t04qrpPWgJaAloCWgJaAloCWgKBS0ADiIHLUL9BS0BLQEtAS0BLQEtAS+CukIAGEO+KYdSd0BLQEtAS0BLQEtAS0BIIugQ0gBh0keoXagloCWgJaAloCWgJaAncmRLQAOKdOW661VoCWgJaAloCWgJaAloCoZaABhBDLWH9fi0BLQEtAS0BLQEtAS2BO0QCGkC8QwZKN1NLQEtAS0BLQEtAS0BLIJYloAHEWBa4/pyWgJaAloCWgJaAloCWQHyVgAYQ4+vI6HZpCWgJaAloCWgJaAloCcStBDSAGLfy11/XEtAS0BLQEtAS0BLQEog3EtAAYrwZCt0QLQEtAS0BLQEtAS0BLYF4JQENIMar4dCN0RLQEtAS0BLQEtAS0BKIOwloADHuZK+/rCWgJaAloCWgJaAloCUQnyWgAcT4PDq6bVoCWgJaAloCWgJaAloCsSgBDSDGorD1p7QEtAS0BLQEtAS0BLQE7iAJaADxDhos3VQtAS0BLQEtAS0BLQEtgVBKQAOIoZSufvedLIFLly/R9Bmf0/N1a1OGDBlddeXPP/+gyZ9OpdfrvULp06d39Yy+SUtAS0BLQEtASyC+SkADiPF1ZHS74kQCp0+foo6du9KF8xeoZ49IKpD/sThph/6oloCWwL0lgX/++YfWb9hIh48cpnovv+y680ePHqWvv51N773TgO6//37Xz+kbtQTsJBDbAOK5c+coIrInJU6UkHpGdmM9fkAPjoMEho8cRWvXrqPePSMp16OPWt558NffKKJbd3qi4BPUtlVLSpw4sZZpgBK4cuUy9R80hC5dukSdOrSjdOncgYHXr1+jMeMm0P4DBygyorPr5wJsbrTHz184Tx06dqZMmTJS544dKFmy5MH+hHpfbH0nWI3/5eBB6ty1G5UpU5paftg8WK+9K98TG2P73dy5NGHiZGr5v+ZUpXJlRzlu3LyZukX2oMYN36MXnnsuVmXuxg5Lg7z0ydwJL9/xIoDYkt21a1epd78BdOLESRrQrzc99OBDXpoZo3tjQ09j1LC76KF7DkD8+++/afTYcTR33nwaNKAfFXziCcfhPPDLAWrTPoyeKl+e2rVpHdKhP3f+HLVs3ZYezvQw9egewYt7spB+z/jy2OxnrHXK44du3rxJo8aMpfkLFlJEl85UrmwZj28gOnv2LIV16kyJEieigf360gMPaEfIsxAND8SWXnq1C1989ZXSlf59+lCpkiUC6WKUZ0P13qA18N8XDRoylH748UcaMrA/5c6VO9ivvyfft3rNWnZOBykgsG6dOpTgvvtcyQEbpd59+1OiRImoa+dwSpkihavngn1TbOlubNmEYMvnTnpfbAOIF/+4SD169VHrZcf2bX3ARqgcpztpLKza6kYuvx/7nbpERFLpUiWp0XvvUsKECYPW7Zs3/6at27fRV19/Q2UZdKlbu3a0d+NAZO26dTR95uf026FDyp7lzp2b3m3QgJ54vADd59K+Ba3RLl7kJFf0Z/Inn9Cq1WuoX6+elDHj7ehDcz/xt8yZMzOYUZeeqVKV7fJtuV+69CdFso4/9NBD1K51S0qSJKmLFgX3lthyqoPxHTc67lU6du3SAKJ7SQZjbP19bcnSpTT24wkU1q4tlShebdcGrAAAIABJREFUXN1uN0axBYLF1A7Lc1Z98icH+T3QuWA3ZrElOw0guh3pO+u+ew5AxGI/YdIkWrToe0bC+9CjNqe3Moyx6azERwDxXgIKdu/ZQ0OHjaAaNZ5VJ1kx2eBevHiRwrtGUKpUqagbg5CxCQLfWabHXWtja/55tQuhAktC9V530nZ/Vyjtwukzp+nb2d/R9p92qIOUNA+lidawM2fP0NRpM2jxkqWEqJAHU6emGtWfpfpvvkkp4ghAc5KePz1G1GHb9h2pTu2aqg9ie8z9TJEiJZUoVpSaNG5IWTJn8X3yxInj1LpdGD1dsQI1adQoRrbL/ehb3xlbuutPloH2Qz9PFNsAop3MA3Wc7taxjAu5YI08c+YMzeMD1gULF9GfDIjhsov8QcTN+AkT1YE47NKtW7doydLldPGPPxRIXLpUqXg3PE5yFQCjwdtvUY1nn1Vtx8HjpCmf0Ow5cyjrI49Q+XJl1d9XrFxFAHDr1KrJ8mnkAxHXb9hAfQcM4mCEllS+bLlY739sgD/oVDC+Ewod1wBi4CoXjLGNSSvudAAxJn2WZwKdCxpADF20dSDjeqc/e88BiF4HLDadFQ0geh0dff/dLoHYnH9eZBkqsCRU7/XSNzf3BhtA/Ouvv2jzlq00bcYM2rV7t3I24ZANHzo4GoAoUb6IakFk+BMFH6eNGzfTxk2bqHjxYnEahWcnOyc9hhM6YtQo2rVzt4qKf/DBB9Vrfv3tV5Vu9gc73OXLlaPHH89PO3fsUpGfqfmAom/vXpQ3bx7fJ6E7U5hna1D/fpT/sXxuhjGo98SW7sZXmxBUYcbxyzSAGMcD4OfzgTqUMemdOKEnT56gEiVK0KM5c7C9nmkJIJ5iKpjwLt042u5BPkgN96Wknz59mrp270GpU+OANZwPe1LGpCkhe8ZOrrDRwz8aRQd//ZV69+jG7b9to/f9vJ+jPLtR4UJPUluOKpSUYIk2PHLkaJQ0cxx2IQoRV1z0P7bAn2B8JxQ6rgHEwKdOMMY2Jq3QAKIzZYWTTDWAqAHEmMw5f89oANGPhGLTWdEAoj911b/faxKIzfnnRbahAktC9V4vfXNzb7ABROl3hvQZqDZHbaxbv57+/PNPSwBx6vTpKuqjS6eOVLlSJdVcRMfgHWPHf6wifys+9ZSbbsTaPU56vGfvPmoX1pHeb9KII1ZqqTbBYR04eAgtX7GS+vTqQcWKFvW1ddny5dSrbz+qVaMGtWFuM4lWPHnqJLXhKMSCTzxO7du2CWrKohtBxZbuxleb4EZGd8o9sQ0gmh2cBYsW08cTJ0URV6oHUvnAGMz3nbt2q5TSA8wrd4v/P0f27PTWG68zpURJvxG44A1FihzecePGdeaEy0SvvPRilJRTABg7duxUcwmUN6tWr6abN/+iXDkf5QjgRvR4gfzRhnPvvn0M4n9Gu/kQBFeBAgXonbfr02P5ogL64MT74quvaeHCxXSOKQjSMCdU9erVVBuSJv2PugapwvMXLqBZs75U96Vnzr3XXn2F9uzZSxs2bnLkQLRzuN303UpPAX7t2fszH07kVcCfU/rblq3bmNMykhq++040XrIJkybT9xw5Dv7G3Lly2U4JjMsCls83HI0OQBIpv4i+fpcpHjI//HCU544dP64oRXbs2KH+XrBgQXrjtddo2IiP6Am2h8JrJ6AUuNXmzl/AUe4/UVOO2L75901HfTvFtjUsvKtK10Y6uNjcb2bPpomTp6g1R1ItpWFfffON+i2yWwS3u5ivvXjmM46e780c224Oeow65aTnGO+Zn8/icdmidBprKdKoa7BeSbq0HZBwm393A02dPsOXbm7WXac0RLMu2H0H+rx6zWql+3Zp7ZCP09yHIN3OHxG6tH3zli1R9AbrKrggfz923MeBWJU598azbfjl14McOZqYnq1WlbMC3qD7U0blF4bOTeZ9COQNu+DW/ri1XaG0P27bfuHCBdZhpO3ftn35H3tM6dTkTz5z5NFE9G0n5pIvUqQoteK5JvNFDhby5c3Le5cWvj0KOHA7MPVTzhzZqQOnLc+dP1/pAOZO7lyPqoNUvNN4PVutmprXonuN3nuPMmXMQBN4zp04cYIeYB7dF194nttbx5YuINB2jh43XnHRgjpmw8YNKjr7ypUrlD1bNj5YaUhFCheKYiukT0Z7ABmD5mHZihXqWau1QOyWm+8YZeRP73fw+gf+SC+yc7vGWbUDHIitWvyP+zsziq1u/sH70Wz61atX6EumyEC2KNY+ZBZVfvpptuuv+g7Z5Rtu9HTvvv3UvUdPeqpCBcWtaaT0+PyLL+iTz6ZyZHw79bu+3EnAL4B47do1iuATw+OcItX8gw+Y2HQSHeTIiAF9+1JxXsxxIfUTqQo7d+5S/48Fu0mjhlyAIuoGC4vKJxwhIWlnaTk1rTanbL3OC32ypP/xgYiBnTh5snrnrX9usWHJwdxQ76gFXIyROBLlypZVxS4+njCJ0qR5iIYNHqROBsPCw9Xp6PXr1+lz3oAVKVKYukd0pZGjRlvyd8GYDB3+EW3btl31o3TpUlSl0tM0lDchZg5ETPSZs2bRvHkL6CxzF2JDVa1qFUJ6gxuCUMgCpMorV66kv9gwP84bTRDnj58wwZID0a2MzcMOXr+Vq1Zx1biZHNHyG/PQJFBRK00bN6YnmVzbLEvppziDxvchLRecZ7jseCHNwILTGCHSBr9/OnU6rV+/ga7zpge8MthEg1MnSZIktlos761UsSKV5NPwSVOmqP7hBPi5OrV5HOorzpnxEyb7ZJyHudo+bP5BNN5LN20AP1mPXr3pKQYmwtq1UXxjuOCAhIV3VhtBLHbY2Jh5LFEYAbrY7P2mlDx5cpoxcxYdO36MoP9vvvm66ivmF064RfcK88LTuuX/oqQpuh1LO6FBZz+bNk2lH13gVGsrnXVyzv2BRvJsRTbARmAD7VnH4xvetSv3qYUPJLnG83IGLyRz585Xc8jKHti158aNG7Ro8WKa8fkXSpZJ2bkoxVxPTU2pnfg27MkaXuRFRzAHrGyUVf/w7I/MeTSGNwr4DpzYF56vqxYfgFhmDkQ3uiRt8vJeqzGFvRr38UQ1d2BDrGwknjty9AiNGDmafuKUYMyxzA9nZptbT6VhiR7b6Qx0Dqlo09jhwRjBKan/1htsl3fT2vXronEgxtRO7WaHOGWK5JSVN143WC9kzTFHIEJnsAk4xhv+YYMHsL1P62s6HOPW7dpzFGJx6sBOvxMFgZu5gBeb+y9zFmvKDHbWhAPSzs5179qFI24ieQyORhFx7Zo1fZy6ABzmzJlLQwYPVBtPXE6HSYjAbMFcuVmYZ8vIlQtdHTJsOEdibqZhQwbyZjqTrf3ED+b5Z7eG4b658+bR19/M9s21J58sSC0+bMZRoll937ADEN2s+2IjsZF85aWXfO807j9EF+xsAtK4p3F11KXLsRG3Tmt3s59xFNo98mNcA4hn2aE8fPiIAnkAsNfndfKRLFkoP+/z4MjjgKHfwMEMqKVT6bG4kDaKdRR7TytOPhm6/Qd+oUi2IbfoH97fVVJRciv52f28F3mOuUeFLxBO2/dLllCihImY6iYn5cmdi+flBba36ykJ71cjOndWeyi5pE3Zs2alitym83zvUgb7r1y5qkAKAZikEAcirSuUK68i+dbyO39i8Ks4A03CAYn5DKfmy6+/prRs54oWLaI+tZH3E3/w4QocKqciKlYAotu+u1FzJwBRQCAzeIb3LmaZAtiz+k2+C6Dp44kTlEP+JIOBZTjdGUVhVq3+kZLxWt8jsruSGy4pFvMHVzouy75A3jy5aSvv4Xew7wDQ45mqVaMAiMvZPoCjGhf2oNhvgpPRSd9+4D10v4GDFFAIgPo/XTpAcF5FL41yA4AIe2QGCqHPnTlq8aUXnqM3X3/dUdSiUyl4bYSupkr1AC3+fqnSc+gp9BXrnHE+ADBEhPqKH1axHLap/ZbotBWwBz1DCjaAXWO6OUB86K6kmwcKIBrHtEjhwvT0UxVUOjtA4tOcGi9zBPsap7FwO3+MgsWB3N59P9Nx3sNNYfDrQZ7zr7z8EqVLm47B/bwKzEQRFVyQByJKH3wwNe1lwBx2AYd17zdp7AMdZB4l5zno1f64tV2hsj9u2y68tPt+/pnnVB6f/cP+AvMKY2hXiEd0BZROvXt0Z27bVLdtF2eJRLIfBY7Q/r17su29TU/zEx/URPA+Cf4z6KOM9qMQ29idu/bQocOHFPAOX6t2zRpciCgdtym3D0DE3uzmrb+peNFilDRZEtq+fYcCHZ2KqwTaTowR7Elynp+g0Xmc7ci1K9doHYOJWDeM9tnKJp5hup5uPXrTEaawge0CjgH5Yt4C3IaviX2Zl+940fst/B0AiG5l53aNMxs1kTP6BbkU4MO3rI9k4f3kCR6n7ZSB/f4+rCdS1R52qm//gTz/9lLRIkXU2gcfYc2aNZQ1a7Yohajc6unff99iWfdke32RD+UjlS+DS9p2nNti/LubNfBev8c1gLiNBzkRV3FLwgsvKuS1a9OKjWwhPk26Dazg9KVy5ad503SeHfslCknHBgEEzrikuu2hQ4d9aWcAFTZxBSUAQEby93l8+gCHNzVPyOrPPkMJEiSkpcuWsTE4Rs2aNqWXXnxBLZriSGBh+psdXdyPtLcITo3AYgHQBpP60qXLlD59erURac2nHlYAIpzPdmGdFMcLFDZLlsxqEduxc6c6naxZvbrP4YNzF9mzN+1i8AibwhIlivlSy7Jnz0b92DCm/1c5rRRMePL28OTAyTROY3ACA3kACIABNDqGbmVs/pYUBcHmABvTKpUrqc0OTtNPnTodZXzMThnk8RuP1bfffccphXsYvH1bOYvYaJ3gFBavAKLVGAF8g+5kyJBeRR1hM7d02XKlE1hEALjZEX9Le69evqL4BlE9Dfdu2bpVOetly5RhkOE2sARjdZ77jZOi+1OmpIH9+/q4L0W2/toAWQ7/aCRv3pZQvz691ckSQKw+/fqrE8j+/DfIxsrxF+c4SeIkDJBmUPqFDQ2+DeNXpVJl2srtzs5zKFu2rPT778dUPzCn+vftTWnTplVABk7Y3Yyllc5d5vnYs3cf2sSLk6R9Sjqk8TuBAIiQB8bzMKftGMEdATbWcH8FJJH2YONQqeJTKhIBgBqI2bFBF/5Iq/YABBjMXJVLly1V8+eZKlXYFvxCy1f+QMnZsTOmduLbIHofPW6cAlxQ0e0WbzLmMGgJG2UslmMFIC5ctIgGDRmmnLXSpUtT8mRJ1dicPHmKbvx1IwqA6FaXMD5e3ms1nj/zAUmnzl0oRcoUvip1YiM/bPYBvfj88+oxuQ+RCzhJB4H7smUraN/+n9mBecFxjgkvJIAybLRLlrhNZo15hLTa5PxtYxGVmNqp6JuN/w6tzACiE7AGp7p9hzCVXuZUhMrtXJDCOnAEsa48zYcVf/GYL1u+UtnRZMmTRQMQzXauU1g7tqNHVDrypCmfqqil5+vW5c1LOj7IyUuXL1/mdaoL26kk1Is3UDhgwIUqn7CPadjRwX3GSwBERAN0CmsfxUYu51NsbNAxfyrxaa3dJTLYsHEjFSlUWHF3YYOG541rmFFWeF/ZMqXUQQ3mD4oiGG2pFYDodt0PFEA06jl4JAGmr1m7XvWnBOut2BMBEO32M/f6hlD6H9cAoqSCWqUx4pCuDzsXv/12iNfHXj6gXNJjkyRJHMVpNY8p1lGAzD14f4o1GxdACVSJPHLkCK8fPdXBnTjwOLhG1I0cSIgTVYwPpMOYyw/RXSdPnqSOXTjihp3q9/kQSyK+zCm7yZOnUAcP3/GBQfeILr7IRNhaRNrhkKsjV/cFP56kx+LAF466pPuK0wk74BVAdNt3N/MgpgCiPIdIlGoM7lldGFscOD755JNccKS1j0Nwzdq1NICrIGO/CFBMUosB8HVgZxv7PlyQ56LF39PIMWOiAYg4eAQg1Ljhu9Eik+zSZgGuLVm6zFHexn5ICnOCBAmipSqbo63sqmOD/zaie0+ld8bKzaKr2IPA4YXfM3rsx7xvPMoHZ619TjjWokFDh6poWNFpKwBRgOZ8DKQJYIG+mHUXfbGrpOomAhE+xWA+4ALoA55eKS4DfyKsUxcF/CL6TORhNRYYV7fzx0qv/KUwJ2IfAr4oZHF7Hb5d+AaHAQN4L54mTRrf39DOcJ6XEploHhcBKIzt8GK7QmF/QA2D/rhpu0RlITrNyv4h08GpkjfoaL6bM88XaXx7PzmZ9w7zlEi6du7kO1QxR+VagW3+Uphz5sjJhzqdfMWNxCY/zNHlXcM7+fZWZr0IpJ0YIyt7gqAdZJC82+Bttc/GZe4TbBcyZr5nu2LkhLVaC7x8x4vey7x1Izu3a5wVLYURQDQefKCvK374gQYPHeY7vEP7kVnw9bez6UMOWnu22jPR1l74sBJF6EVPce9n06b71lh86zCv+eEcLVuUAVtzZKKbdfBevsc1gLhpy2Z1AvMyRwdIdUghbi9WrAi1aN7cFzF26tQpDkcOV44c0q8QXQiOJ6RrGB12q7QzIZPH6UKvyG4KPMEljgxOFYXjScCFxIxo9+R0AKD3colDkouLpOAEJBMTOctlBgokXWwZbyqxeFQof5vc2Ag+CICIvyFK8PMvvlRRVtiIyMZSHOhKT1d0TCFDCh4MKQAyRFuYny/EmyZxgN3K2KryJiKP+vQbyABlHgKoINFGxzn0vmWbdvQYn+TAsGIxsQOOrEAVLyCT3RghgmcYA3LgiOkSHuZzAgCU9eGKojt27aShgwbSI+y4W13y3jQMiAzo24c3TbdPE+DYt+vQkQ4c/EWdvLb834e+fkvq39tvvaXSiry2QcYiXbq01KdnD3WahlTCV1952Ve4wAlABIgLUF3G6tDhw9SmbXsV2WXUBegYIgUR4SZAgJextJLXJgY5O3TqpFK8UAUROifzD1XJsXGDjnsZW6vvzOFIpY8Y/AeIV+zfiAkZk0yZMqr5D31D/xCe3o/vk0hlK3tg1Z75CxbwxngYvVavnqpYK3otIMIjHAECuwM5y/P4hvGQwmyjcK9Z1yUlNDEfmhh1TGwRHEmJQPSiS17eayVjpPaiUA8A6chuXflA53ZqDdqF00ScpA0Z1J8yZsjI0dMjVMQCAG6JlpH7DvGpu9Mck9Raia4VvRVQCFEDAiAGYqfMfbSKOpN7nABEee7ixQs0cEB/jha1roDudi7Y9R+Oe5dukep02xyBaLUWoe1280qiJgGat2vT2tVeBHasL4MdXXizbE7V/pnTOdu1D1MFZT5o2sT2fQD7EFVrPJDDzat+XK0OGt6u/ybbijdUZADmRa2a1VWEvKxV+Dsir+vWruX7jhlAFG5HN+t+oAAigBesv20ZbJB9gFRNnclRyiiYhgNP0RGr/Ywr4d8jN8VnAFGckZO8zzRGsWC84fDjsASR4nYRyHYgEQAAcLGmTPmAAjfs7kN6aH+OftzPc02AGUTVjR0/wTItFe/ZzIeiuBc2qXNEd3UYa0zhg1qJg1y1SmUFjonDaZVW5YYfzsrhdtt3N2oeKIDoFBkkbS9Xtozau8pYAhS7fPlPtYeAoyqpxTgANnMK2vUfB5l26dNW8oFODBg0WB2oD+jX22+GkUTaLeJ11xh5KjK9evUq9ezTVx1AR3JGVEo+1La6JFoLUdlStEXuW8lO9zROe4TfJSC41TugQ8i+EqDZCkDDPcgMQ3YWIu+MF8A6HDK1ZV8H+95AAEQ7nZL5jN+NgJTVWPzJUaZu54/V9/wBiKU40tWYcot3mNsh0XKYv+Z0R5Flj+7dokQnS1u82K5Q2J+zZ8+rSD9/bc+bJ5ca66NHf+e9Y08fKI1+uOVAFDk1+6CpOiiQscOBCPbqCOiRQ4AhHBAAH0eiFWMCIIIuQcA6tNNt5d9A2okxsrInVrbH3Kfz7PeFMXCVlSPr5SBK9AQp5gDVMB9RVM/Ld7zovdhwN7Jzu8YZi/uZ9R4pzGYbKnqBezH+wAAgl4c4oMhs081rb1oG9L3oqRzKleFgEAEL0a8RPI5ycOdm7dP33JaAawAR0X8jmNBeAD08PH/hQvpo1BgG9PqqFFzjBacDnBpwUBF+36ptB8qWFdGBnaOkpsIJ68OGCmADTnrFsbHisQLJPqJuXnj+OeW0GNPGzClr4pB80KQJvVrvlWhtAxG9OH/nzp1V7UMkW/8+vaIs6GbHT+5FJI+AFPJyicBCyLedYy4ODFBvc5qZlXPsVsZ2QJuVoksb8JsAlaEGEJFm7i+tUNoKHcApgTG6ydwPf0AXIgzMeumFO8uuDQCvUKm5QYP6tGrVanUCLlGCaKMTgGiXnmelC3YOtVkOVmNpNeZ278PmGNUUU3BkBCpG+5Orcd5YfUdA0aqczi8ABqJ9OnQMp1ackg2QUiLFEIpujqCS72PDbJzjklov/YU9EpBM2gEHEpGGs2fP8QEGGEdQGxgBTbn/06nTaO269XyK3F45dGYAUdKuBXA29tcL35tZlwJ9r8gTsjNHmUl/BTCxSzsHiPgXOzAAH+3SmKWPVtFs5vcG004FCiAqOgCL4isyfm7nAlKLP5061ZJT0YmqwcrO2c0rGcvGjd6Lkrprt0ERkDwvR0hYVXl3ik78bzN3O8ITkTDGoi34HeA01mOkeLXiw5ekBmoRY5vEzuGwS4BP85yQtdLNuh8ogGgnL3mvAP1G+2Hez+hN4X8SiM8AIlopFX6R2otKtwDgH2ZePIlqchpLADNwOhD1i6jsCuUrcLR/Nl/kkzzrBNIhKnnyJ59yFGM3zigorBw8RKLYXcLfiN+RKol0W7tLuL2cvh9TANFt393MhVACiHD+kaKObBREWiPiEAdgD3JQghEYtotKQvu9AKhOY+4WiMA7JB14EvPGvfnGa1EOXf6zv1dtgTij3P2BUcZ78V1kYcz68iuV/ojsCrmM3KFW4I8R4LZy/t20200EIt4DAAB0Mt98+52Kyr/J+2e5hI/QKfpYxtTN/LHSYX8AIjKZhC/TTiesOBrN33JKz3dru0Jhf0CTYOaXtGq78A7i0N8cZegWQBSADNRRACx/3n+AejNwHs7c1as5FRV+MgB06AQAo4KPP+47LIgJgGg+kHA7bwNpp90YuQEQzQdGTjbXy3e86L2dDbeSnds1DkFb5stpLGC7hjF919atW9Qh27Vr19UaiUAu+MzmS3hnsfbmzMmcmcyP6VZPzenK2D8AvIYu6vRlN6t+1HtcA4hWThmcKJCd2l1mzjwBBZyaiXfCuAwZNIDTkHJGuVWcliyM2OO07CifWNil0joBMHbOn5nnEB83O34+7j2OMmzdokW0rggAauSINN7kFEFj9ZtbGedmI211AdQE6PPFF1+pDRXSseUqWbxErAGIVrKF4di/f7+q5Ic0YEQA+DY9//It2vUrJkCX1TNe2wAHFCmCa9etU+nRxohatD0mAKLV3LLSX7djaaUHxsq14PZEdCZ4e8xRWjGRq/F7ACRxun6SSYwlCgyRToiaElBdvoE0WLtLOOKiAfh8ageOSbEBRu5UvEvk1vLDD9VBg/Egwx/IbrYLTiCh1W9udcnre80ysuInNd8jgAnASkQlAghCFFmlik/zopsjmrNsNQ5OnJfm3wK1U8bvhxpAdDsXvPTf3+GE3e9uDwogH4n8vH79BgN/fS05Dt0U4pJ7cubM6YtAd1qT4YzOZy6y7zj16CinySENSi4jl6NZr82HAU7fCAaAiLYh2mYVr3fgeDVeZgDRH8js1NZ74bf4DiDC1oICBiAe/g2dBGk+0tfNhUisxguRv5P5gGAjR1cBxEDKcdUqlegt5qSTKuhODrzZwcW9ODBvUP8ty8hnHNJgvUXaKZwjkOiXLVvaUpWE2ysUACI+6KbvbnQ8UADRKYUZ3wewsIQpbTCnTzNXGC5wxELGUihHnPBX670crVhLbAOIko4HLutnn6nCKdL/pelGXd/cA4jG6EGnMZG0evBC1qpRnfIwZ90DD9yv+AWRLu8UgQg9A9e8v+jKYHEggoO7SuUqTG9VgnIxtyi4ycAzj6hSfxGIMqZu5o+VvIIFICLAAdk8SI+1usCrKPx+5t/d2q5Q2B8UL3LTdkbpPQEzVjJAcIUxsnA+jzuyBBBlBooxUBEgUhMXOEER+SkRnbEJIAbSTi/AnrlPTrbLLE8v3/Gi914BRDdrnLnYENrjD8w19u8c0+DBZ7GLUDfKMSZA9wKmpQKVBw7gszNlGIpj4RDQGOnuZv3T93iIQLQDEGEQwCWSKlXqaPLEpsnImYdKVkaCdPMDTo4j7jU7R3AYYhtA9Ofw+YtMigmA6EbGksZolKnw5oFzAjwC5ZjnKg9XtILBxOkuUiBjKwLRCkCUlO9c3Kbn6tZRfEDY9ICjEemtgUQgWkXKWTnxMWkDSG7DORL2ceYA6c2pzMb08VABiF7G0s6wSeGfbzlCDye44LRB5DAi/SSNOFAAEd9GNNowLkaEKDjw3YDjDcWNzOnypUqWoooVyls2Vzji7AB8K33Ci8zzEyAQKi06RaRJAwIFEN3qUjAARFTGe5ejYO0iBgrkz+crMILUEBRbWcfRljhAAPBd/dlq9A4/71TwyQuAdvvgx/9aYGWnvKwDwUhhxvfczAUn3fFyCIXvBQogwvHpzdQOvx78NQrHp1l2XgBEY/Sgnc0wcpVKpBc2XbAfnbt2VxsvuwhE6bO/dd9q3kp73BZRMXKCYo+BtSRd+rTMV7qNevGBhgYQvW134zuAaOwNDq0O8rz4+ttvaTVz5IEHr13rlraVN6Pukf5myofjBOoN8NLi0LpHZAQXoUhtm8KM58GbhfROYwQiuGGdOAnxnFPEnHmEQgUgyneQamvXdzfaElMA0U0RFfP3kea2naOnpk2fqTiu/9e8GYN0z/jkaRWtEtsAooB4T3OhvQ+aNopSTdvYH3/OtNzrNgJRUgBxSIhfPhUcAAAgAElEQVSUP3DUG9/hL4U5tiIQJVW0HlP+vP5qPV8kqZcUZi/zx0qHgwUgWlXTdTNnzPc42S6n+R9T++NU3MjYNqcoQ7cRiHifpL124ahDfDsD1yIAUHOB9zOIOqzB+1AU1cCeWOgg8FxsAoiBtNMLsGcHIAplhZP+ePmOF733CiC6WeOsvu9k8wTA3bptK1OD9aS/maPeKQIR0f9S3T4mAKJwHqLoJlLEBw4eGoWPMybz+F59JuAIRH8pjRCsl0gEpwhEc/XJuAAQ/UUgfj7rCxozfny06qyiYDEBEN3I2EqBJT3uLa5gCB4FSf2IixRmM+AjaayoZgg+wQcMfGXBSGF2AyDGpA3CP4fiOgDg2rVuRTWZB9NpfL1E18h7zM94GUt/xgwnoNgEIJVk4qQpCkyRwjDBABBBit2qTXsFUilut7COyqGTdFt/0VrG9nuNQESfQL4u6eKxFYHoRZeCASDiBM1cAdrfuAOERiVpVNMFSI9UA4C8IGG3urwCiDG1U+ZvxzQC0W0RFeP3nOaC01oUmwCigHj7mTeoKzuI4PKzu7wAiG4iEHEYgL7CAajMVUDNds4phdnLuu/FRpptgkQ97+cUqaHM/WnkO7ZLYdYRiM7WIj4DiODURcpRJo7+karl6I0UjfiJD4zgiOTIkT1aJ5HlsIuLBaVikAVcXLIngh0ANzW4rf2BglYciHDokUkBYMvMV2dshHD2gfeud49uiifc7pJULStuppikMHvpu7+1BL87AYgA7iMiI6MUEZB3gv8bkVB2PIS4D4AwioiAf1cquOLvUnADYxvOFB6XuYheh06dOX09U7RUy2ABiOLg/szZMnZReqBXQtEEVGFty+maVoUEpP/iTIMLMaYciLv37CHwIFZnqpf7+B/secDfZ06/hV6i4FVMORB/XLOa9u3br7hucbgfCAciAhngG5nTe1FIDNVRUUDMXwSil/ljpcPBABClIjcKPYLDz45r1er7XmyXFw5Et/bHbdudKtN6ARBlDj7NhRJRAAn2EYVHZU6BPgmRp8iuMo59bAOIMW2nF2DPCwciZDz7u7mqUjEKP3r5jhe99wIgutUxq+87AYjB4EC0qqBsp6dGTlukPqNAkr+12M16eC/eExCACI6oKZ9+ysTlrVRKpK1T8y/HoBUXEhweVEnNxqkJOFGMCQeiVTSSlxRmJ17DUHEgWnG4WTl/bmVsJftvuIrR8JEjowENUvkzBS/YcRWBCP6TNu06ELgRzcUD0GdEE4Q6AtFrG4xFPlr9738qNRwVk41Oa6giEL2MpVkXQCq/mytpAyh88smCqqiRXFIMoRqn3CAlPxgAIjYHfblK5gmuTIlq1XAWjHyfAjCiIraZg83cdnN7gsmBiA040t9QsRhFeOw4EFGoBQUljJcZBPSiS8KB6Oa9VvNaKu2+8vJLqgiG3QYWwBNSkwDOwxEzOsuocjZ1+gwuDtOXK7QXtTTdTrbYLKtA7JT5404A4jUuvtSdnQ0UXzJz2ElBkuK8QbXjW/UyF3AYNI4LZgGMKM2nlcYrWADiLq6Q2S6sk6pybxWdjzFENC8iqwDilWWOJqdL7E++vPmi8Yv+58DacyBC9jjhRTTLc3XqqCqmy1esjGaLZQ5Dd2LCgWhe9wMBEOGUtWrbjqMbMkSrvi1zRUcgetvexicA0UxSD97sTiCf52JZxurEVsCeudfirNy4wVQb3SMoPUfE4JIKofPmL1BpdeDbg9P2PROsG6tG4l6rKszigCL9uXsEczJlvJ3aiPeC7uQEpy7XrV0bmYGq8uY85lJ+j4uZvfTiCz67fOnyJVXM4vnn6qjIcomUyM5gWTCqMHvpuxttcQIQhVcscaLEUSoImyv7CtAGp+5vjo4X/juJUjRXgBWZIB0chd9wiIuUYS9VmJ2iaOyKFThVYd5/4BeK5DUpV+5cUaoY28lQHFvwbhqrDpvvd6rC3J/TP7H3BG9XYs70QjRXEgZienLhSckq2MdpoiiIhRR9JwDRrgqzVPu+//6UvmIGOLjEfs5YcEWKxszhQ0lJO7Ry3qUoDGgvmjZu5CvkJ9XHUcHcDCCa575UrnUzf6zkL+1Knz5dlMq8TpGNZvBGxgUcwsZK6vgeZP4jU3C9xfyXSZMmi9YEL7YrFPbnwkUUUemp+I/9tR2pnh+NGs32L2ZVmNF5AYcBeKOon7EgC+YsUpwTcZFCVHl+k+kj5HICEM2FbryAYHZzMqbt9ALseanCPHvOHAKPaof2bah82XJBAxDNeu9Fdm7XOCseYqcqzAuZOxh2BftNrLW4pAozsCVEdIvvImuvsQpzTPRUgHR8KyYHAW7Wx3vhnoAARHHuUQm3b6+eisRaNk0/rl5DOOWHc47Bt6vCDPBwHG+opKKkVGHOmDGjWvRSMxeeMkTsSGExtKrCHCiAaCy+4KUKc3hYB3U64LUKM9JlUGHJTRVmtzK2KoQgQMXzbJw/bNZMVc+GA/0lh4tjE1u8aDF3AOKqH2nQwP6Ul9NRcYnDhtBzIwBkVZ3VDpAS0BYVbgdyEZ40D6VR797N0QFdmQ/jL95MhhpA9NqGg8wh2Z6dfSlggCqtHbkSabVnqvqqPYcKQPQyllaGCzyEACGN+o37zIWJvIytk4EEOIeUS3hMmJ/GYilSnXX2d3PURvJVrqYsld0vXbpEH0+aRK+8+KKqwG2lP1KFGVG1DbiatjzrpQqz6CrSfaQYkhkUkurRSPv1V4XZiy55ea+VjMEHFdapi4rQMFaxlvnzw6ofOD25gTrVbd8hjK7zv43ttyo2Y/UdKYiTk3mKjNXDnea5v7XArmCL8fv+qCysKghbVfCWtQjAeXKusi164nYuxKQKs11qveixuZiUUxVmoS0A/6CZa9Vu7rmN+rOrwixp+PXfekOB5gKUt27Z4l8A5D6lV6PGjuUT8jnkxIHoVIXZvO4LAA9KBWOhNWNqstAQ2B0q/MJFBAYO6EePMrcjLlQGR8VObHw1gOhtOxtfAEQBkkDEj8MvREKBIxAOFkCdhzM9zBXHq6kiYOBW2//LAZ8jkjBhQstOixOC4n5IocvM+9YVP6xSxSeKMzdhx/ZtFZAlDjz2OQUZUESaLHQMBdqSMQ1EN+bhzsOgkdgZ7OsmTJxE9/OBTRWO1gU/GsAEFC5AVCKofsC1CGCmZ+9+9MuvB1Ul0vJ8iHqcOYOXMk9wAo4mwxqdjznUpCCH9LNQoYJ0/doNQgXx63yQAgoap5RpK1DEbd/daIsTgIjnpViEjBEi7lasXMV8hmeUjEtzxBwuARtvMReeENkjWhIg2eYtW/gQsjA7kRU4ev44LVi0mA9Cr0apbnzw198oolt3RavwFBfEeYKpZdDPLVu3KvBMitLgW/4iN630DSCzOJzgzUJWhVzy7UQM3r3x+qvMw3l/NNEBSHri8fy+lHoUO0GKXt06taKAJlYyl/GCHwSOTkSuAsD7/fffqVHD93yBG3C4QfuTPl16KsoFKc+wjHfs4CyZhAlU5XmJ+rMC9ox6lpX3XM9wATwAKkuWLme/6zK1b9Pa1+ftP+1Q0YKYO5BDQn7/rl27CXsFXE4A4sU/LvI49VB6n5c5Gh/lfQWeRfQQLsjZGOFpNxZu54+VPCX6CFxuAKKe4PWmJnNGApjGmLgpooL34vmBHJmPq0K58pSPo5m3ceTzGp7vhVlfO7RrQ1ZccOY57WS7QmV/3LbdOAdhpxANd4zHCoeemKuwieYCK1Yyh/1CQEg5ppYwAuYCpv7xx5++Qxt53gpAlAMQ2IHSJUpSkSKFlP/tBQRzsmsxaWcgACLaIiA9AooqlCvHlFL5fbarRIkSvmhmL9/xovfQWSu+QauIQeiu2zXO3AYjgIj1tAD3U/RpOxfZREHNSD54S8f2S60JHIGJIJS9HOBRltfHwlysD8EQP/y4Ktq9MdHTU6dPUXiXbspOWlWfd9IT/dt/EggIQIRCYaKPHjNORbmgol3mhzNzaD1vxrZvY0LrWtT8/fdV1WVxOlEWvmLFirxxepxWr15LOJVCUYdODMYJl9w8LswyYuRojgpKrwxE8uTJVModJhkibuTU1ilayksEIsQh7Tt06DBHxZVh/rA0Kk0GG4SbfDqKdEyJtABIFNmzt1r84DAWLVaEtm/fwZEaKyg7nyr240pC6Tkawu4SMHQDE3gXKVSYoy+zqtPEnzgt9hZveJCiJpGBXmRs/t5FJpJH9VtsqsEJBT468Mgc42/hypgxg48bzk6WSGEbMGgw5cuTVxlsAMJY6MdzZA44gPB3GIPLvKlbxyft2MRJ8RwUQLF7L/ol70DkSMkSxenUqdOEVN0EvPGHwXFK0YxJpJz5GS9tkOIpiNjr36e34vYUB3nBgkU+YC5UAKKXsbTSO6N+I5W4VMnivBHYQ4u+X0LJOdoIIO6jnNJqlIm/sXUypCdPneQI0zB1iGBVUR3t6RIRqXQTc6CichCOcSXLJQro6dkjknkZH7PUH4zFYD65XLpsqe/ZX3/7zdcXVFxGehou9AdgBaozI8oZDiM2xwsXfU+X+N/GqC6rlF0BVFIwAAW7gGvDxk1cufoSXb16xaejXnQJ73D7XjsZI1W7V99+6udKnB6CiIwtm7eqqNhiHBUGvknwDRq/gwIDKD6zlInpUd0SDoBVJV/5plF2WTJnZr67InSVK6Rt2LCernEhjyRJEvtA/kDsVPTNxu0IObs0U2MRFOgyHGvpe/HixdRclLVEADCcbEoUqdu5gPk9euw4FZEHxwqVQEV3sAFxY+ekb5JefYRtLzbSxYsXVRH3Eg2OirC9mFwcaVy4jN/Gd1XRAP7HfCGKxVgcSFL4rSpnG5+VNWgT87kipahcuTIMdOyilStXckXa7NyWbmoNkwO980xsjfHHmgz9R5ESrFX4m6xVVqn5btd9gJJ9+vVX+itr4nmOLES00HUupgD52wGI6JccKsBpK126tCrAgGexlmCeCqWBP3DayabdS7/FFwARzsG4CZNp+fJlipewF68L2GNJZB/43QA+42A0M9soRLI8U6WqYzVmKWKAYgI4JICuYA8CgMZYgEWcNlQQXfXjGlq1ejWnSf9FuXI+Sk344AvOnvGS9346dRpH/LOT/W+b3mbubxwcGCPFoZMAfBbxOnSOnSWsL2VLl+EDsTcJlSHlQnTX90uX0MzPv1CFRAAQvfbqK3T50mX1vFcA0W3f3ei6PwAR3wJYgUj33w4dUut6bt6DvsuHW9g/iTwALPXo1UfZE9hu7L1xiYyWLltBsLcAXxFJjyIq2M8aL4AKiGLZwftbXAUZ8HiWD3ZHjx0fBRTyByDa6ZukziIC3Ji2KjJwkheiSY3AGCJmPp44mdPmIlV//F179+3jTK/PlE7hKsCg19tvvamqU4sMoSfzFy6gWTwfoE9I73+DeQbxdwRvOAF7eKd5rBJx5GgJ3kdA1sb1RebdhMlT+IDmhNLbyrwGl2SwA/snKWZjlz6Iw1PwN2Mu3eKDWfTl3bffZl3+WgWHGPXZbiyMuuFv/ljJFnvFwUOHs293kMrwWtGhbWsuDnbME4CI9+Lw75PPpqoCkGJDYH8ACkJX7S63tiuU9sdt2zFeUzkNHmAybB907vVXX1V+Py43AKJEnrb4sDlVq1rVJxYBcw8xeNuffWZj0Rk7rkZQIwz/aKSyhYjofr9J46ABiDFppxdgz65PkPH0mZ/TMsYPcNiNufsyR6ZXrVzJp0devmOnd1Z6/xPPObcAotgJZG25WeOM7TDynIITG/PGaKuxP8NBnvGyWiOxZ36NC2YZaS3wjFc9FboT4FE6fdnfCmT/e0AAoijUTgbSJk6erBDiW//cokeyPELvvdtAVVSSqA/ci0UFKRqL+QQNiwPAxtd5M4QTQoCMcsHAmt+JE+iG7ASWYAdRFs1gAoj4Nk5Exoz7WBUbwAVg81Um/AWAZiacFxL+efMW0FkGFJGKgSqniIoyV7a1Ej9kMeWTzxjIWEx/sWFG5EWD+vVpFnPw4BKnzKuMzd/Cd8aMm6AcQzilOJ1t0qgRzZw1S4F1EuVnJ0s4miNHj6HvGWh6kLnSBg3sxw5mDgYQrvNYfsaRAHP/G8vX6hEiyAAs+nsv2okIG5xST5s2Q8kQ+vA2R77g1BibEXH6rOQXDADRbRte5mg4VBsfOnyE0gfIT3QQUS6tGSjDiSyA44ScToIqwTh1lzH0kp4nfbV6xu1Y2k13RKxNZVmvYF0AAACdxSaxSeOGUYpxuB1bJ7MDXQMnEDaFQ5iXDOkL5stqDj3FUR6NOFIjXdp06na7cQbgsIhD32ewYwXgEYVBKjCY3+i9BlE40GT+AFiZNGUKO5u/ccpPYj59LqkiQrI+ktXXLCsAEbYIzyIq8jd+NtUDqbi6c12uZJxTpdIaQW4v+uzlvXZyRnEUOCLrudIyQBZEbcMBxsZK7KnYUkQo4MBD7qvORZVef+21KOnsVt9Bn+DwfDZ1unLi4GgjOs08zwO1U8ZvuwF5zGsJbFON6s8q+wunRi4URhjCKcDN3m9Cz9et6/u727lgHtO0HCn9JnPKghdq7fp1ruycfHQTOxpYSyDHF194nlo0b65+gnM4h+3okMEDfZxuIoMNmzY6TbMoNlIiS1etWh2FMsDuBZjnM2bOpLnMkQX7i77VqlWDN2j1osgQ6+JQluG2bds54iShcsjfeP01GszzG4DysMEDVMEeO25Pt+u+0b5hTcyZIwendr+juJMQxeUEIKLvyHpAdCnsAfry4ovPK8CiK0choohYm1YtVeSWEzjtKOx76MfYBhDjo2j9gU3xsc26Tf9JINCCG0ZZYj+DVOmDv/4akMMpafY4vETBEyeuRD2W97YEtP25t8df9z50EpAIRFATSdp06L52977ZL4B493Zd90xL4P/tnXeAFMXWxa9KDqJEQXJUQcnhI0gSTGQFRRAEATE8JS6wwJJzkGdCEEURJJkQkLgEEVBQEQmigpKUpCBRQcDvnoKaNzv0zE7aNHvq/fFkp7u66lfV3dWnbiABEiABEgicgK8EM4HWZl2lu3bp5DOWcHz1Wtf44upW2btnDyP2sZBAMAQoIMbv7hoMV56TeATCKSCi1ahvoLpKI2wKLGGCKXABHqGW1ki04u4KHUxdPCeyCVBAjOzxZe+ShgA2mxF3EcYXwzTesacnQdK0KmVelQJiyhw3tpoESIAESCCJCIRTQLShEHZ9/4PPrNjxdRVuvG9oDDaEI0D4CBYSCJYABUQKiMHOneRyXrgFRHx4wrtmRWysjNaY77D4D6TA6wpZjBHHsFf3F3y6uQZSL4+NTAIUECNzXNmrpCEAl3nEE/9K4+oi7iJC3fA5HNpYUEAMjR/PJgESIAESSGUEwikgAp0NhYD4SXDD9pZZ2xvmo0ePSlS/aI3pVDVOiIVUNizsbpgIUECkgBimqZRk1YRbQERHbMB+hLZAchFk3fanwHUZFi9IEuieLMCfc3lM6iRAATF1jjt7nTAEzp//W8ZOeFE2a+6JOrXraOiujo6JjhLm6pFZKwXEyBxX9ooESIAESCCBCIRbQEQzkfBmzPjxGhvxGZM8zF8REfEoh40cZY53TyCTQF1ntamAAAXEVDDI7GJQBM6cPSPvzZ6rMXUbaVIp/6wQkUF2usZ/b92qpUlCyEICJEACJEACKZkABcSUPHpsOwmQAAmQQEQQuJIJc7PJfNzq4Yf97hMyKn748QJNONLeZN5mIYFQCVBADJUgzycBEiABEiABEiCByCRAATEyx5W9IgESIAESIAESIIGACVBADBgZTyABEiABEiABEiCBVEGAAmKqGGZ2kgRIgARIgARIgATiJ0ABMX5GPIIESIAESIAESIAEUiMBCoipcdTZZxIgARIgARIgARJwIEABkdOCBEiABEiABEiABEjAiQAFRM4LEiABEiABEiABEiABQ4ACIicCCZAACZAACZAACZAABUTOARIgARIgARIgARIgAa8EKCBycpAACZAACZAACZAACVBA5BwgARIgARIgARIgARKggMg5QAIkQAIkQAIkQAIkEBABujAHhIsHkwAJkAAJkAAJkEDkEqAFYuSOLXtGAiRAAiRAAiRAAqEQoIAYCj2eSwIkQAIpgECdexrImpUrUkBL2UQSIIGkJkABMalHgNcnARIgARIgARIggeRJgAJi8hwXtooESIAEwkaAAmLYULIiEoh4AhQQI36I2UESIAESIAESIAESCIoABcSgsPEkEiABEkg5BCggppyxYktJIKkJUEBM6hHg9UmABEiABEiABEggeRKggJg8x4WtIoFEJ/Dvv//KBx9+JK9NmSJNGzeWZ5/uKmnSpEn0dvCC4SdAATH8TFkjCUQqAQqI/o/s33//JSNGj5XDh4/I2NEj5Oabbvb/ZB5JAiRAAiRAAiRAAimMgF8C4viJL8pnn38uE8eNkeLFiie7Lu7es1t69O4jd9esKb16dE+w9l26dElee32KLFr8qYwfO1ruLFPG57Xmf/CBvDr5dRkzcqRUrVI5bO1KqHrD1kBW5EggseZpsPi/+HKTDBoyVO67r6E827WrpEuXLtiqrjmPczZsKIOqiAJiUNh4EgmkSgIUEJ2H/b+vvCobN34hI4YNkWJFi5qDKCAmzi1y5sxpWblqtaxZs1b+89yzLv7uV8cm6MYvvpD35syVvfv2yfXXXSfFixeXDu3bS5nSd8h1+m8WEiABEiABEiCB0AhQQAyAHxYn0956S5YtW6E7zSOl6NUFpLcqEko0Sah6A0DBQ4MgkJwFxPPnzxvLw+PHT0jfqN6SOVOmIHro/RTO2bDiDLgyfwTEixcvytffbJHZc+fK3bVqSotmza65Dp6B23fslDenT5ft23fI5X8vS/5b80vHDu31nFrmg42FBEggZROggEgBMTnM4IsXLwnWTfM/+FA2b94sF3UT/8asN8YRcN3b+cmiRTJ12puS95a8Uqd2Lbl8+bKsjF0tJ0+dkr69e0q1qlWTQ7fYBhIgARIgARJI0QQoICbg8CWUaJJQ9SYgClatBJKzgJjQA8Q5m9CEfdfvTUCEIHjs2DFZsHChLFz0qZw6fcpUBPf1lg89dE2l1ko1kwrM9za8R2688UZZvjJW9u/fL8889ZQ81KI5rTySdqh5dRIImQAFRAqIIU+iMFSw+euvjVdE1ixZ5f777jVWhbt2/eAoIB49dlSiBwySm2++SQYNiJYseg4K3m8DBw+VbNluNH/PlClzGFrGKkiABEiABEgg9RKggJiAY59QoklC1ZuAKFg1BcQEcefnxPKPgDcB8fiJ4/JC955y6NBhqVatqoaoKCZvz5jhKCCePXdOP9Bi5OjRo/Li+DFyi1p5oODv+MhDHRP173ly5/GvUTyKBEggWRJITAHxtG5a9I8ZrIJPFhkY3U8yZsxomJw7d1aGDB8pCB0zJGagZM58Rfj566+/ZNjIUXLmzBkZMXSwZFWLNFiqrd+w3liqxee6+tdf59TKep6siF0lJ0+eVEEpk9SrU0cee/QRuemmmxzH46MFC+SNN9+K85u1hLs1X15XDMR+ar3/0YJPZN369dqmf+T2226Tp3VjpWiRwuZcd3fnLp06yjvvztL27pWhgwZJhfLlBBs63+/aJTNmzpKdO3eqhfe/UrhQIWn7WGsNg1PFbM6EymvXjz+Z53Wnjh3lljy5Zdr0tzV+42HDoVmTJtLq4RYaviS9z3kJ3itiV8qcufPl2O/HJLvGfWzV6mG5cP6CvK9xlN1dvEOZ4L/+9qv294wJnZQmzQ3i5EJu6/9my7cSM2SIPNnhCWnetGmcy057a7qs0I0utAvvOBYSIAESIAESIIHgCQQtIMLdbe26dfLe7Dnyy9696rp2vZQsWUKe6txZ7rqzjFcrFGuFVVvd3Xp0eyHOcbBuiR44ULq/8Lw0fvDBKwsuda2cPWeOLFLrmD/0YzfHzdmlUaMHpPWjj0qG9FcWOd4suy5cuCDLli/XxeJ8+e3Qb5JeF0VVq1bRNj4pt+a7NQ41LNw2aGybt95+29WfMmVKS5dOT8odt9/uOtYpHiTO/Xz9Bpk8Zaq5DhaWzZs1kRtuuEHre+eaGIho74yZ78mX2t/zF85Lnjx51NqnhTRp1ChO3LlA63WaBju//964dFh3wyKFC0vHJ56Q6v9XLQ77cyoCzJk3TxYvXmI4Y5e24T31pX27tnGCgn+5abP0iY6WZ7o+ZdxEbJ9xPPrQpvWj8cbOO/HnCT1vmqxdu1b+0UV2CV0cduz4hHzwwUemC0MHx0iGDBnEXsvTGurvv/+WGN1RPnT4kPz3xQmSXeeELe79xd+cxtCJE+YK3F/wAXLkyBGfc8WfOel0DW/z9LD2Y9bsuRK7eo35aLopWzaz2/54mzZmUW/uA7c+D44ZIHPnfxiHX8+e3aWkxvpxvx9OqduOU6lSqbKLsZNLqrc54u0xg0X+lDfeNPMZ4+l0fiCiN+bHOzNmGss28HC6573FZfXGGM+rJcuW6bNknrlHnea3PbdG9ep6z98mb0x7S7Jnv1kmTRgvP+hHF+b94IED5Pc//pDZOl72edSmTWtz77onnAmVq30evaEhE/bq8xXtbdq4kZQqVVIGDx0WcFxVbwIixL8d6pJcWuNDwW3d2z2Hsf9l7y/So1eU1KxR45pn96dLl8rY8RNk5LBh5tnCQgIkkHIJJKaAiGfdK69Nls1ffSWjRgxzrc32/Pyz9B84yEB0F6TwvunXf6BUrlRJnnvmaRUYL6u4N00WL1kq5cuVkzp31zIuq0uWLldx63fp3zfKHIuC98mY8RNly5YtUv3qc37n97tkw4YNUrBgIRXyBuoz/3/rCTuCuOb+/Qdk0adLVOD7Qd/NrTV0w61yu74n0ug6D0lUtmlIh4wZM+i66BYpUbyYHD/xp74Tv5T8+Qvo+3ag5MyR0yUgbtu2XdKkTSNp06Y1wujzzz5r1s1Yr06eOplgYdMAAB4nSURBVE2yqWX3PfXryvXXXy9r1q4za51OHTuY5GYoofD66ptvjICI9+rFy5ekUoWKkj5DOtm6dZugn+0fbyuPtGzpdfJivOa9/768O+s9yZE9h1SoUN4c++WmTXLu7DmzdguXgOjZCF8CohV5hwyKkcoVK8Y5dfnKlTLppZfF6beUe5ey5SRAAiRAAiSQNASCEhDxMY7kIHB7q6Qv6vr16sqff/5pkoscPXrMvKSrqVDnVCDUDB0+QvYfOKgf5mN1sZbDHIZFycRJ/9WF3EaZOGGcFCpY0Fi2DBsxUr7TxVbd2nebnUMIdVu2fmt2YwcN6G8WK06iAQSXCZNekthVsXJbqVLSoH59PW6PrF77mWRU4XHUiOFG8LTXttlnb82XT/tTT2OnXDIufRDWYvQ6Nar/nznWSbhYqsLE+ImTjNhTrVo1yZghvXyjC9QjR47KhX8uxPnYX6/9Q/9z584ljR58wOx4x2pg6K/UVQO7phDmIDyiBFKvE2t7LXd3wyVLl+ki8bc47oawQhoybIQRErDQrly5omzftsMkzilUqKCM1kV9rly5ry4SrwiIOXXcLl66KFWqVHX198DBg2aR2/axx7zO5j9UfOnTr7/8rGJE+bLl9PxK8uOPu2X9xo1y6Z9/pHz58kELiLa/2LGvV6+OnDhxQhfkK80Y+pqT7vMZbapZo3qcuTJuzChXvEt/56QTAKd5+qMKU/36DzCWBo1VGIf4tmHjl7J6zRodh0quOW4FxK3ffWc+UvLpPC1VsqTGLDyulhcbjQhtrb9gIfbhxx/LebUGsAX311dffyMHfz0oDzVv7ppniz/9VF565TV178km993bQD9YbtD5uOqaOeJtQG37M2XOZO4bFHs+Pu5sHD1/BcRj6obUVz8O9+3bb5IilbmztGBjAfdHlcqVZWD/aCN0BSIg2vFduGixq047vzFXxowaITly5HA9R2BdcUmfcWBSIH9+vf+jZdcPP5p5ny5tOnPPVtGxQQH7k6dOSutHWhmLDhukPVSua1RcHz5ytF/PFH9eHf7EQEQ9vgREX799u3WrRPWNls5qVePk+uxPG3kMCZBA8iCQmAIievyZbkaPHjfevO+wtkPBhs/k16eaOKvuVmUQGofoGiqqZw8Td/Wgrjsm6NqxhG6gdenUyViqoRw+cljXGgOkZIniEtWrpxHrrJXaIy0fNusUPK/xboTVIOJbd3v+P7pxeo/XQfCVRGXLt9+azdnmTZu46oWl48z33nP1y1ogeh6LCx7QNXH/mEH6LspuLDGtkGlFz507v5fhQ4foe79ESLysW3CRwkUkpn8/s3ZAwcZp3wEDVRTMHsfi0xPG/gMHJFrf0QV1bRit4myWzFnMIb+rJeKgoSMEazwrIFoR2IbG8KwLG/mBZK4OVkC0fY5vfJPH3cdWkAAJkAAJkEDyJhCUgHjg4AEZOXqcWchAJLCWN4cOHZIXevSS224rZRZAWLA5lYWLF8vLKlpAxKt4dfcSAmSvqL7qFpfHCHY4991Zs4w7xGg9zloBYrEHMeL1qW+YRVntu+92FBA/XbJExr84SR5t1UoXde1dbbSCR/4CBWTk8KFGjLDCDq5hBQq0G0JMVL9oFRJuch3rKVwcOXpErXL6aHvTyNhRI1UYvCK0WaHpC92BtlmYkahi0suvmIXigOg+6j5yizkWAsfIUWNk247t6ho4Tnes80sg9ToxhlsJFs/IaeAuAHq6G+ZWYXDqtGlq0fa+sSp68P77XSKIFeTq1qktvXWxDmHTigjIQAj3IevGCCu67soBQsyYkcNd7kaebcNiGu4kEEohNFjBZdPmKx8FpXUMgrFAtNevWLG82c23GYSdxtCzTdayCuJhdL8+rrmy7vP1RsBu3qypuiF1MR8a/s5JpzFxEhBh8QrOPbt3N1ZvKLjO9HfeMe5BSNZTrmxZlwXiV998LV27dJaHlR0SVtg2wdIV90NddcVyKnbe57s1n1qJaUyhrFlVxN8vPXv3lZw5c8rwIfhwuSLm27kLi4rxY0arG1YpxzpPnz6tFsMxRlQbopYbcEGz53u6tPojIMJV7aVXX5WlajniLto73fOBCIirVq+WMeMmSD/92IHls51zdnzbPd7GfEza8Ul7QxoZph9qdjzQJzvv8XGLZ5vtqxU8/1RrE7vxESpX+yyEQD9q+DDJm/d/rsKYj+7PFOuCDPHeqSBG4cRxY6TTU0/LmpUr4n0bBSsgWnb333uvuVdYSIAEUi6BxBYQrVUhBEFsQv6jm4mwaP736voobZo0LhFw1uzZujG4Io61ohNpK9bhN1ghZsiQUayQ1PnJjnHcXHG9M2fP6GZoBnOct+JLQEQIh7G6GeVuweh5Pdsmp2NhQfemuhP3jeolNavXiNOEb7d+ZyzPsekMPqHwsm2CKIvNRFv8zSaNjbjJU6dqUpJeRsB1L558EH/wEz3+gnraOBWsQ1ro+srfuIShCoie455y71C2nARIgARIgASSjkBQAqK35lorKfxuRSCnY/dpwP0ePXvLPeoiaz82rQVLtxf+Iw/cd58G8z8tvaP6SIECBaVfn94uqzzU5/mx6inM2HbA0s4zJhfECGSbXbBgoUucgbgBd0V3QdO2G7FoNn7xpe609lZrpALXWD5Zt+t2bdvKE+0ej9Ndf0QTewKOhUsIPvYR7yXUep3cwe21YlVQgYtorx7d1Q0nr3TrGaWBp292iaT2OGst+sOPP7qETSswPN2lizzS6n9uLr7cim19Z8+eVSuuAcYy0HNcrBACt+hgBES4UL786mQVvEZJ6TvuiDMOEJvgXmPFWc856c2tHsIu4iylTZfOCM2BzEmneR9IEhXL2YrP7nP6JXXbtmIfruNL9MHvVuj77dff4ljeYs7BBd0K8e5tRjZeWEZa8dSpP/aexf3pKVzae8oKoP7cC8eP/2HmYsECsPrrH8cVHh9MI9VNDBsOsPLwV0DEhyHiZSG7tKewbedckSJFjCi4b/8+6dG7j1obVzfWLVZojI8xNkQm6GYFrFzw7AqVKyxFo/r1E3+eKRB7582fL6dOnXZ8LKdPn85YgbZ6rE2iCIiwGsVzhYUESCDlEkhsAdGKV4hviHiHZ1XM6xM9UDq0f9xsaM2b/4E+v4eZpE1wF0axoiD+GwIVQtB89PEnJtQCsvXaUrFCBdexsNiPGTJM3ZH3qYV/ZbW6byi36UY44ij6U3wJiIcPH7nGms6bgOh0LOqGyzPCQBQuXChOcxDWI6pvf/U8yCvR+r7FOhYcguHlTUT1V0D0JeL5+s0fvvEdQwExPkL8nQRIgARIgAQSnkDQAiLEJbi4zteFHdwUYC1ji3uMNacu2I/6Ixq4edzYMRozMKsRMmApZEUeK7Z4i+OGehs98ID5WPUUZqwwcKvGqBmsi1EbK9G2xQouLzz3nBFI4hOY3PvgKVz4EkacfsPC76efftKYd3N0N/wbE5PHFmstBAEx0Ho9OXsKON6mkmUHK8Puzz9/zWFWDBk7apS6q1cIKi6hrdRJJPT1WyAxEDEui9Qd11txZ+t5DMQ5WD9CZIT4CBekcuXKmtiP7iJSIHPSqR3eBES4Fc+d976s0/vpTw3q7l48BUSnuI++BERY9b32+hR10VpwTZZcMFuvsZ8mjh+rrtNF4lw3vnsIB9s56usxZdvvj4AYiBWbvwJifBZ6aLt9XmEcICA6iWC+GP+4e7f00vPq1r1yD4WLq2Xnztcfjk7jkdAuzIGI4wn/WuMVSIAEQiGQ2AIi2upuWYi42lPfwKbuULW+P29iIT7TtYuGoylphEXEB2zTurXpIkJOIAYiwrPUr1dfw+dUlmJFi5jYiC9q3Dt4s7iLjUiiAs+WRRrv+fSZ0ybOIJKdwCIP4W58lYQSEOMT76yACA8d25dgeaVmAZEuzKE8FXguCZAACZAACVwhEJSA6B5T7N6GDaSGxowrUayoyZY3Wl0F4dLoywIRF4bF2KT/vmysABG7BpZpSFhgXZ/tB2lVjbFXu1ZNx/HKnSunxjEseY2AGN/HrKcYgA9+xJbzTMjhdNFQBUTrFlxMeTVt0tgsWLNmzWLiR2JRay0QwyEguls0epvw8VmvebYjEFHP85pWzCl7113XWCmFaoF4RbTZKJ2f7KBWCtmu6S7c7Mtoogjreup5gE248+6s2XJU4/ChFNZ4hJ01rp1NOBPInHTi7SsGImIIwqUb8yFnrhwmVtNwtZwLVUC08w2Bzm3MULQtPotRX2Kv7RvmxpvT3zFWIp5Jiewxd9xeysQ59Uf4snweb/NYvHH0AhUQ4abdonkzuU7/51myZbvRhEgwruxBCIju44qQDt4S/OC6/nJFjNmUKCDShZlLCxJI+QSSQkBErOuYwUOke7fn5bvvtul7+JgRy1BgbZc7Vy59F/+fsSgfqnG2kXQExZ7XSuMaIhat3fRzcmF2Hxls5v55EolONssMDZdz7twV68eyd93pdQATSkDEBX1ZIMJyMkpjR+fNe4tLQAyWV2IKiMklBiKTqKT8ZxJ7QAIkQAIkkHwIBCUgWtfFtpqJDpli/7dgu5IdFyU+AREBrrv16G1cSBBXrFefvtKr+wsuV8j4REB3hIFaIMLVBdmebXbfxLJAtC6w6TSJi41D5y7GuAt+4RAQ4ZZtXUi9Tbn4LBDnzptv4t1YMSMcAqKTZWg4BERYxFoBNpRbDOOELI3TZ7yrrk77dV52kwc0NmQgc9Lp+p7nW0vcn37arZa3Y1zxJHGuNxfmQCwQbfxHJFPxrB/X8GUph0Doz3fvqcJgPq/3sj+ioPv89iaK2WMS0gLR3TU+vnshUAvEHTt36vOrnzRsUD9eC8RQuXoyj8/CMrFiIDKJSihPHJ5LAsmLQFIIiCc0mVsfTc5RXOMrI8le/Xp1XHEKYW238YtNJvHd9h07ZIwmdrtZswij2Jh8nhl2ETJlkMYNzJgxoxHd0qfPYDIow+23TOnbzb9t2a4J5GI0M3H9unXMutBbSUgBMZAYiGhfsLxCFRCTawxEmyCnQ/t2cWI7ghXibq9YGWuSuyAZIwsJkAAJkAAJkEDwBIISED/6eIHulr5yjYWMjXGXSRds8QmIsFYcNWacZso7IuXVXRQv90kTx7kSi1iBMUvmzDJ+7GiT+dTfD/9wxkBc+9lnuujcZeKIIUGKp+WTjTWIRC2e2Yc9P/Ztsg7EWPOME/a2ilXInOsZA9Gfep24+IqBiOQYcBdv3OhBuUmtr4KJgWjFV3vt+CzacBwW7gNiBsux33+Pk4Ebv4UqIILf2zNmaDKSbtL4wQcDuiP2/LxHE+b8LqXVQhHu9LbYpEBF1R0KrvB/ahwiiN7+zEmnBngKiEiW0a1nL7WsyH3N/YIszHCrDtYCERaVI0ePMfE73ROSuLcr1Fh9to0tH37IuEe7u3t79t8fsdFXDETMD2RKL6jZ2e9t0MDvGIj2mXQI8VCvZnf39znifpwvS93UEgPRPr+Qad4zRiQsypH0APG7YLHLQgIkkHIJJIWAiDXhxEkvyeq1a0wikxGayMom8ILwN2TYcBMqp2rlKprw7XlXXGyblRkhbZ7q3ClOZmUkKStfrpzLag9CErw9onr1MNaMtngmKfE2chAQN6ing7sQ5cv9OJAYiDYLc+7cufSdHa1rkStxGZ2yMOPvQfP6+mtBkjPPhCLxuVFbJjYLcyGN0whh1iZAccrCHO47wFcMRCuopk2TVi1J+2tyuFzm8kjkMlANG+BpMEi5+puwJdxtZ30kQAIkQAIkECkEghIQrTjVTGPFPffMMyYb7GV1B3n/anbkShUqxisgAiDEuRGafRipgmH1454sxWZkXfDJQrMofESzKeM6KEhs8cZbb0nLFi1MxmInyzCbhRkWku01uYk9N5AszDbDapYsWb1mYXbPmBpfFmYrkCBj8zhN9pH96g76zu93ycCYQfKPLo6tgBhIvU6T0VcWZmRyxWIViUzcszBH94nSXf96fmVhDkZARDsDycJsBQvEJXRPqmHHEG6/1u3czoHsmgzGPXMt3JQ+X79BYLkHEdhmDHdnZsUPz8zQNtlP6TKljWs9YiUhS7A/c9JpTLwl+9mzZ4/GAh0tRTWZBwoySvdXoRXuP8EIiOgzxDYkC2rauLGxqHDqt80WnCdPHvNBlE0D1KP4m4XZzrHf//g9TqZ01IE5/dm6z+SJ9u1NDFJ/BERfWZjRnymaeX1A/34m87rdxHAXjN37jWQmVqS310YGS/cM3RBZZ8ycKZUrVTZua74sTK2AWK1q1TiZ2n1lYQ6Wa6j3vtPcC0cMRLtJgPmKhFOwBrLzxTPrdqS8INkPEkiNBJJCQARn62oKK7ERQwe7kpucPn3KvBN367PHM47dyVMnJWbQUNnzy89SskQJwYbfDrUoRKZjlFzq+jx29AgT09iKXAcO7Nc1Zy2pWKmC7NIN4tjVKlqmSy9DhwzW93Bhr0Nu21dC41Tfpe+MJroJixA0cLEONYkKLrps+XL1+JgmuTTkRp3atYz15JKly836BdmX8T5336gLhleoFoh4zy5YuNBY9cGyv2zZO+X83xdk0+bNJqYkhE+sJ4qpJWm4S3xJWj5ZtEimTnvTtOv++xqaTes1a9eZTeu+vXtqfMyq4W4S6yMBEiABEiCBVEcgKAHxpCZ6iOobLT/t2W1itiGG4dZt2wRZXlHy5MntVzzBI0ePSI9efcziyCkTLD7OB8QMMdcpX7acCge15LdDv+kia6URBIfpDvUdt9/m+OGPj90JupsduyrWdS4Ccy9bsVIyqqDh/gHsLjzAwul+dauG5dLSZSvkjP7/gH59XVY1TrHXbJy5TJqpt0b1K7vamzZ/pYupM7qAOecSgXCdqdOmyey584xwV6VyJbV8OyZw/7v+hhs0Lt1fcaw6/a3X26y152fLlk1dxRtIZrXmXLJsuRxU8fCZp58y7kFYjMK6a8iwEWbRDSG3QsXysnXrNoGFWaFCBVUcGqaL8NzmMqG4MON8uHD20Vg+P2u8uUoVK8rdGt/yu207ZO3atXJeMym6J+CxVnRwTcb4FyxYQE6o1d5GdUHHsQVUPLYCItjCBei1yVN0QZ9V7m14j+TLm09F6nWyZeu3xtry2a5d42T2tdysYIYFMNpUv15d+fXXX9U16lPd/T8ncI2qVrWKOdzfOek0Jr6E7iyZswgsu5BNEv3DfMDcsUKtLwtPzzH5WYXH3upSC1HfKSakezzIxZp45qVXXlPr2lxGPM6YMYOx0EAGc1gVPtSiuU/LQoQDGD5qtOlu3dp3y+16P37z9RaTYKmiJt2B8Iq4k/4IiJZvX3VjO3jwV6ldu7bGuSot69dvFFiZVKtWVTcZokxGbCt+YuxqqCVJliyZBdnCd/3wg1y+fNmVYAl14phRY8aqkLxeSpUoKQ00+zvu69hVq8z9N0DbWFPjuMISNb4YiIjviucbxEgUb6xC5ert3rfxOZ3iI/p6e4VDQET92DyCWIhnXeNGD5iPRViP4xntz3xJdW9YdpgEUiCBpBIQbcy8e+rXM4KZe4FgtTJ2laM4hU0XxONdp8/4y7oRe4duOnZo107jSn8o8LhwF7T+OP7HlaRleizWsniWwUoRrq/58ub1OVqwBpwybbqsXr1KN9yyyXBdg+bJkytsAiLWMfB4mTFzluzU0Bh4hxcrUlTaPd5WKpQvd827OBheoQqIAITENStiV8qcufNVnDsm2VWcbdXqYdm9e49Z+yaVgAh+SIY3873ZsnffPvOdUFy/TzroRiZiYPvykkiBtymbTAIkQAIkQAJJQiAoAREtRVa4yVOmGeEHlkNl1EqrS6dOMmfePCOI+ROLDueNmzDRLPBgDZcnd55rIEDAQZ2LNWPeHyp0wf3g7po1pJMmy8iZI6c53pvlkE2MMVsXORAe0+sOcy0VyDp1bB8n3hzqwMIDYghcXiA0wg2iqopGEGAK5C/gapeTgGjPhVXkXj0XH9XNmzWRImpRNlhj8Lh/7CMBDXZJZ2myDvQHIle7to+pa84l45bpbtkXSL3eZs/O7783O7LblTEKxunJDh2uWUw5cX7wgftMjEt3t95QBUTPufPPxX80AU9xad36EXnz6o62u/u7+zzDsUU0sUnHJ57QsdqowuO2OEI1eCGW0ZvTp5v+Xv73suS/Nb907NBehcpaLitUJ1a2/xCYj6hbPeYKXJrxEYMEG+7FnznpdA2neWotJJGFHHM0h1qltmjRzCx6B6rFBZIU9ej2gpw/f95rcg7PMbH/9jYn3DNSOzHDeDyp/a5cqaJfC+4DBw9oFszpGox+kxF2YXnX8qEWap3RyCXY+isg2vnxzoyZao0Sa9y3cI+0fqSlsmgYRwDetn27vPLqZCNe2fsV14UrrWeiHqdnASxInn/uGdf97Y8FIty+0usGxOzZc839i/Fqo7Fg0Vd3K89QuXre+3juNW3cyAi8b739jmOCFV9vkHAJiLiG+zMlkHssSd5wvCgJkEDABJJKQAy4oTwh2RDAO2vSy6/K5s2bTCiLwurizEICJEACJEACJBB5BPwSECOv2+xRciPgT3ba5NZmtif1EIgvW3likUBSoylqxTx21Ci1lq3g92X9FRD9rpAHkgAJRCwBCogRO7QhdwzWh7PnzjHeIqVKlXTVt3fvPpOIBpmiGWswZMysgARIgARIgASSLQEKiMl2aFJXwyggpq7xTmm9TUwB0caYypEjh9TUhEvW7QrWuH3V/f/M2XNeLba9caWAmNJmHNtLAklHgAJi0rFP7le2SV22bNki1fX9BNfqn3/+RUPeqDfS5UvSp3cvqayhYFhIgARIgARIgAQikwAFxMgc1xTXKwqIKW7IUlWDE1NARJiDVye/bgLVI/Zn3bq1NVbjUROT9fjx4/Lcs09LsyZNAuJPATEgXDyYBFI1AQqIqXr44+08YjWvXLVaY0x+pMljDmtokfQmLE5XTXiIxIYsJEACJEACJEACkUuAAmLkjm2K6hkFxBQ1XKmusYkpIAIuguev1+zhb8+YYWKyXn/d9Sbr8VOdO2timTJ+xaZ0HyQKiKluyrLDJBA0AQqIQaPjiSRAAiRAAiRAAiQQ0QQoIEb08LJzJEACJCBCAZGzgARIwF8CFBD9JcXjSIAESIAESIAESCB1EaCAmLrGm70lARIgARIgARIgAa8EKCBycpAACZAACZAACZAACTgRoIDIeUECJEACJEACJEACJGAIUEDkRCABEiABEiABEiABEqCAyDlAAiRAAiRAAiRAAiTglQAFRE4OEiABEiABEiABEiABCoicAyRAAiRAAiRAAiRAAhQQOQdIgARIgARIgARIgAQCIkAX5oBw8WASIAESIAESIAESiFwCtECM3LFlz0iABEiABEiABEggFAIUEEOhx3NJgARIgARIgARIIIIIUECMoMFkV0iABEiABEiABEggjAQoIIYRJqsiARIgARIgARIggZRMgAJiSh49tp0ESIAESIAESIAEEo4ABcSEY8uaSYAESIAESIAESCBFEaCAmKKGi40lARIgARIgARIggUQjQAEx0VDzQiRAAiRAAiRAAiSQvAlQQEze48PWkQAJkAAJkAAJkEBSEaCAmFTkeV0SIAESIAESIAESSGYEKCAmswFhc0iABEiABEiABEggmRCggJhMBoLNIAESIAESIAESIIGkJkABMalHgNcnARIgARIgARIggeRJgAJi8hwXtooESIAESIAESIAEEp0ABcRER84LkgAJkAAJkAAJkECKIEABMUUMExtJAiRAAiRAAiRAAglPgAJiwjPmFUiABEiABEiABEggJRKggJgSR41tJgESIAESIAESIIEEIEABMQGgskoSIAESIAESIAESiAACFBAjYBDZBRIgARIgARIgARIIBwEKiOGgyDpIgARIgARIgARIIPIIUECMvDFlj0iABEiABEiABEggKAIUEIPCxpNIgARIgARIgARIIOIJUECM+CFmB0mABEiABEiABEjAPwIUEP3jxKNIgARIgARIgARIILURoICY2kac/SUBEiABEiABEiABLwQoIHJqkAAJkAAJkAAJkAAJOBGggMh5QQIkQAIkQAIkQAIkYAhQQOREIAESIAESIAESIAESoIDIOUACJEACJEACJEACJOCVAAVETg4SIAESIAESIAESIAEKiJwDJEACJEACJEACJEACFBA5B0iABEiABEiABEiABAIiQBfmgHDxYBIgARIgARIgARKIXAK0QIzcsWXPSIAESIAESIAESCAUAhQQQ6HHc0mABEiABEiABEgggghQQIygwWRXSIAESIAESIAESCCMBP4fLvlDDWzbMjAAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "00cd4cdc-bc21-4b13-a397-12b0b4cd9b80", + "metadata": {}, + "source": [ + "![image.png](attachment:71ee3f0c-243d-4de9-888a-6256e7d4fde7.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "c512835f-365a-4754-8aec-021b02a1c71b", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *" + ] + }, + { + "attachments": { + "1983cd5b-049a-4d82-adfa-64c13d9a7947.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "c953f618-6225-46e5-8f4c-4ee1fed960fc", + "metadata": {}, + "source": [ + "![image.png](attachment:1983cd5b-049a-4d82-adfa-64c13d9a7947.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "98095651-6d27-4581-b85b-2c33e59afa38", + "metadata": {}, + "outputs": [], + "source": [ + "P=mparticle(g=10,a=pi/2,y1=0,v1=V)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "c4fa1109-0d59-488a-8fe2-d5824c7f6830", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle V =-20$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle H =20$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "V,H=simplesolve(P.ypos(t1)-H/2,P.yvel(t1)-10*sqrt(2),P.ymax()-H)" + ] + }, + { + "attachments": { + 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" + } + }, + "cell_type": "markdown", + "id": "91cf4647-b833-4185-83b3-632a25b81ec1", + "metadata": {}, + "source": [ + "![image.png](attachment:c5c300a1-f295-402d-b278-b80d1d02148e.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "04a8d4bd-7125-4254-a30a-b3e7edbafffc", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "3d4ee03c-f896-479a-9e50-5b311b43745e", + "metadata": {}, + "outputs": [], + "source": [ + "A=mparticle(v1=0,a=pi/2,y1=H,g=10)\n", + "B=mparticle(v1=-4,a=pi/2,y1=H+7,g=10)" + ] + }, + { + "attachments": { + "6d925fb6-0aea-4e74-8202-339bc73eff8a.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "a01e0cb4-ba05-4754-af2b-42a7ac3db1d3", + "metadata": {}, + "source": [ + "![image.png](attachment:6d925fb6-0aea-4e74-8202-339bc73eff8a.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "8b497cc8-46cb-4e21-8adb-020716ef5d4c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle t =1$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "t=simplesolve(B.ypos()-A.ypos()-3)" + ] + }, + { + "attachments": { + "72146ff3-3172-4383-89a5-6e88e3d99a10.png": { + "image/png": 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" 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" + } + }, + "cell_type": "markdown", + "id": "c4516bb5-287d-4abd-9cda-981e6cffca4e", + "metadata": {}, + "source": [ + "![image.png](attachment:613bcd8f-2412-4b2e-9057-8bb87ad1f0f6.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "5a08fcbc-10d5-4a1a-860f-152ed29d631e", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *" + ] + }, + { + "attachments": { + "884af1e5-0ec1-4dc8-9b3d-52bd410cab6f.png": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle \\left[ \\left\\{ V : -20, \\ t : -5\\right\\}, \\ \\left\\{ V : 20, \\ t : 5\\right\\}\\right]$" + ], + "text/plain": [ + "[{V: -20, t: -5}, {V: 20, t: 5}]" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "simplesolve(A.ypos()-35,A.yvel()+3*V/2,'all')" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "5281a231-9f2a-4571-91a2-35a52b2f6336", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "613bcd8f-2412-4b2e-9057-8bb87ad1f0f6.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "5d98f95f-51c0-4f04-ba5f-7d720aa8b374", + "metadata": {}, + "source": [ + "![image.png](attachment:613bcd8f-2412-4b2e-9057-8bb87ad1f0f6.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "e08ecdf4-2924-415b-a804-acf51068ae5c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *" + ] + }, + { + "attachments": { + "e4b0ad49-4045-41d4-9c4a-fc10f0e5a47e.png": { + "image/png": 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" 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"P2=Point2D(B.xpos(),B.ypos()) " + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "2fe8170c-e25c-4006-b4e4-7bfd1c8c8975", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle L =\\sqrt{400 t^{2} + \\left(10 \\sqrt{3} t - 10\\right)^{2}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "L=MyEq(P1.distance(P2),'L',var=t)" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "bf46b5ed-7201-41a1-960f-b48b2d5b2b81", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle L =10 \\sqrt{4 t^{2} + \\left(\\sqrt{3} t - 1\\right)^{2}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "L.simplify()" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "4ace073e-d92c-4a40-871c-40dee77d668a", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle dL =\\frac{10 \\cdot \\left(4 t + \\sqrt{3} \\left(\\sqrt{3} t - 1\\right)\\right)}{\\sqrt{4 t^{2} + \\left(\\sqrt{3} t - 1\\right)^{2}}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dL=L.diff('dL')" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "1b6f9196-6b90-4e6d-a6d1-e1bf6eeb58a6", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle dL =7 t - \\sqrt{3}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dL.reducecero()" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "ba7d5bc5-02c5-4041-b08f-91e022a01a11", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle \\frac{\\sqrt{3}}{7}$" + ], + "text/plain": [ + "√3\n", + "──\n", + "7 " + ] + }, + "execution_count": 52, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dL.solve(t)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "a9b55978-758f-4bf8-9d29-561332740223", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "e781f0d4-c34e-4db3-9ac3-f78300d18f43.png": { + "image/png": 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" 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+ "text/latex": [ + "$\\displaystyle 42.3867259764042$" + ], + "text/plain": [ + "42.38672597640419" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.xpos(t1,'float') " + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "2667c2fc-6547-45da-8f70-acacbeff4834", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle 5.71080327306026$" + ], + "text/plain": [ + "5.710803273060263" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.xvel(t1,'float')" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "f48f2502-2767-4969-b589-df3e7af82839", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle -62.8092349897688$" + ], + "text/plain": [ + "-62.80923498976883" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.yvel(t1,'float')" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "bd5d3a96-2fbc-41ac-997b-c76ec9aaa789", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "markdown", + "id": "fa894526-20c2-4392-8893-8db0450c31a2", + "metadata": {}, + "source": [ + "## A body is thrown upward, in a vertical direction, with an initial speed of 98 m/s from the roof of a building 100 m high. Take g=9.8 m/s2. Find:\n", + "\n", + " The maximum height that the body reaches measured from the ground\n", + " The time it takes until it reaches the ground.\n", + " The speed upon reaching the ground" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "36d9dbd1-38e6-48ba-bff4-9e723931336f", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "a6f1559d-5603-44b1-934a-533e892afb6a", + "metadata": {}, + "outputs": [], + "source": [ + "P=phybody(y1=100,g=9.8,v1=98,ang=pi/2,y2=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "1a9f3161-2a37-463a-bfa2-24e6d3c2a82c", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle 590$" + ], + "text/plain": [ + "590" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.ymax()" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "979c9912-790b-4ba9-89ba-8bd701b4ce17", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle - 4.9 t^{2} + 98 t + 100$" + ], + "text/plain": [ + " 2 \n", + "- 4.9⋅t + 98⋅t + 100" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.ypos()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "dc451d66-cb53-4bd1-8f95-a8ef2c9ada4e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle 20.973065354098$" + ], + "text/plain": [ + "20.9730653540980" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.tfly()" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "a57439cb-2fad-4c16-abc4-5f37a9f42d85", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle -106.82$" + ], + "text/plain": [ + "-106.820000000000" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.yvel(20.9)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "c1c03ef8-8b74-40ae-bdf1-46cb3b8cc0fc", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "markdown", + "id": "f82d76ea-a380-4029-bcfa-ac9300f52191", + "metadata": {}, + "source": [ + "### A man standing on the roof of a building throws a ball vertically upward with a speed of 12.2 m/s. The ball reaches the ground 4.25 s later. Take g=9.8m/s2\n", + "\n", + " How tall is the building?\n", + " The speed upon reaching the ground\n", + " The maximum height that the body reaches measured from the ground." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "2fd7558a-fb78-4161-8c22-31835b7aca59", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "5e5729e6-901c-403f-983b-64bad3d82952", + "metadata": {}, + "outputs": [], + "source": [ + "P=phybody(y1=H,g=9.8,v1=12.2,ang=pi/2,y2=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "a7464810-44e0-44a0-8fed-b72627b225dd", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle H =36.6562500000002$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "H=simplesolve(P.tfly()-4.25,H)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "aa5d6c8e-1480-4d44-b094-7bcca5917502", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle -107.36$" + ], + "text/plain": [ + "-107.360000000000" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.yvel(12.2)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "5656867e-0f43-41f8-955d-11fb164ffd06", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle H + 7.59387755102041$" + ], + "text/plain": [ + "H + 7.59387755102041" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.ymax()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b9409935-2606-4f66-b7a2-0a9a215b47d4", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ca019d56-d37e-42d5-90cf-68316f07566c", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d35ae534-e234-4cc8-a852-6dc4f35660b4", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "b4ac5adf-de14-4cd6-9c84-37937a75c4d5", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle 590$" + ], + "text/plain": [ + "590" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.ymax()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "bc41d5a1-3e4e-40dc-8bb0-30568044d3e2", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d6567878-7db4-4888-9c20-315833d69be7", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/2040 Kinematic Parabolic.ipynb b/2040 Kinematic Parabolic.ipynb new file mode 100644 index 0000000..3326de0 --- /dev/null +++ b/2040 Kinematic Parabolic.ipynb @@ -0,0 +1,704 @@ +{ + "cells": [ + { + "attachments": { + 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" + } + }, + "cell_type": "markdown", + "id": "a5fac7db-4d9f-4383-af66-e59be028a103", + "metadata": {}, + "source": [ + "![image.png](attachment:f800c5fe-fe00-4f44-b6ea-b634256b846e.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "5feca8bb-e729-4e84-97f1-c0ba0c0b36dc", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "5618a620-24f7-415d-b7d0-d4ad0113928a", + "metadata": {}, + "outputs": [], + "source": [ + "P=phybody(x1=0,y1=50,v1=20,g=10,ac=2,ang=pi/2,y2=0)" + ] + }, + { + "attachments": { + "725ac43b-4ab8-4898-b93f-e93ade56c21f.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "b5b00279-e1b3-4456-b774-cc1788a700d6", + "metadata": {}, + "source": [ + "![image.png](attachment:725ac43b-4ab8-4898-b93f-e93ade56c21f.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "ca811a03-bf5f-4167-9f6f-1239b0c516ef", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "f0763a40-4ee9-42e2-b728-d66f53b8f35f", + "metadata": {}, + "source": [ + "![image.png](attachment:de9f3142-1f4f-44cf-92e5-f1256d646f1e.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "687f47b8-3395-4dc2-bcc1-62089f66fc54", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAAAAoAAAAOCAYAAAAWo42rAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA50lEQVQoFXWRwQ2CQBBFBS1AvXmFDpQ6PBmtgFgCeuNmLIESDJbAgQakBDow0gG+vzCEkDDJz/z983d2dtdr23YxjjRNn+M1/IVWrUxkEcBzkMAL6WSthdCX0IcE7XamXluTa3FPR1M8wWXcwBsVpmEdrxSaOZM22YwRvMa4J1/AF4QgR3OjmFGzKCIKSUfdZX6sY/BeIsp0AzuEo5mUy7LUS9zJmc0o3d1OZBQfuBpFPl3slpZHvoEG1lEDa+dc1GbMcGieaRwQ9GyFM+pWCAV5+Ge4TjiDGHQ/I6LojTbCFumBVqn2B44LUrfH/UOvAAAAAElFTkSuQmCC", + "text/latex": [ + "$\\displaystyle 6$" + ], + "text/plain": [ + "6" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.xvel(3)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "878f4e4a-f0ea-4bcb-abef-8c16ed6097b7", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle -10$" + ], + "text/plain": [ + "-10" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.yvel(3)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "eb6a6f56-cb42-48e2-a6b3-07e48924c4fa", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle 2 \\sqrt{26}$" + ], + "text/plain": [ + "2⋅√26" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.aceleration(3)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "596e996e-50bf-4316-97b0-4a91e6e60cc9", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle 0.343023940420703$" + ], + "text/plain": [ + "0.3430239404207034" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.angledirec(3,'float')" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "7c00b399-b8b5-403f-964d-2249268da0d3", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle 19.6537780989708$" + ], + "text/plain": [ + "19.653778098970783" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "rad2sex(P.angledirec(3,'float'))" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "6f93852a-9d9f-4f09-a414-1a81e5d47060", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle 9.60392076798049$" + ], + "text/plain": [ + "9.603920767980494" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.actangencial(3,'float')" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "a9e65112-44e7-4b39-86e9-fe5577f39f07", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "6ba99f9e-5727-4280-9904-03c83ff3e127", + "metadata": {}, + "source": [ + "![image.png](attachment:c3606e3f-9bde-4674-8417-3d5ca7e6c2a7.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "b877e8ca-200d-4192-b656-945d1b39b7e3", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "ef85b871-823d-45fa-b245-606375d04b3f", + "metadata": {}, + "outputs": [], + "source": [ + "A=phybody(x1=0,v1=40,ang=pi/2,y1=0,g=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "b11dc917-efe3-4a89-a5c3-0e689307f0e3", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "B=phybody(x1=20,y1=0,v1=30,ang=pi/2+pi/3,g=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "198a5fa0-0bbe-4e85-ba85-762ff38817f8", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "Pa=Point2D(A.xpos(),A.ypos())" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "fc3fb317-fb96-47ea-89f3-ca2beceb1e28", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "Pb=Point2D(B.xpos(),B.ypos())" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "8ff4150b-690e-4f07-9a32-baf0bede327c", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle \\sqrt{625 t^{2} + \\left(15 \\sqrt{3} t - 20\\right)^{2}}$" + ], + "text/plain": [ + " __________________________\n", + " ╱ 2 2 \n", + "╲╱ 625⋅t + (15⋅√3⋅t - 20) " + ] + }, + "execution_count": 44, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Pa.distance(Pb)" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "eac65dab-3a57-4bf8-a70c-cce293bab7a4", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Vr =\\sqrt{625 t^{2} + \\left(15 \\sqrt{3} t - 20\\right)^{2}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Vr=MyEq(Pa.distance(Pb),'Vr',var=t)" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "c08179d7-f5e2-4356-88a3-7d5b638b9d8e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Vr =\\sqrt{1300 t^{2} - 600 \\sqrt{3} t + 400}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Vr.expand()" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "2fadb714-978e-4585-b221-3760065e7f54", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle dV =\\frac{1300 t - 300 \\sqrt{3}}{\\sqrt{1300 t^{2} - 600 \\sqrt{3} t + 400}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dV=Vr.diff('dV')" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "b7fa6fe5-aa6d-47e4-bf67-26212c137027", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle dV =13 t - 3 \\sqrt{3}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dV.reducecero()" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "59bb204a-1d44-4dd6-9965-c436c5e8e4d0", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle t =\\frac{3 \\sqrt{3}}{13}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "t1=dV.solve('t')" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "63b2dfb6-a269-4795-9733-cffcd475fe95", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Vr =\\frac{50 \\sqrt{13}}{13}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Vr.set(t1)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + 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+vO5uGYA6QXNxXXFcc1Za7Fk28xIaMcvQg+mWoVp1En7njiq+wfyWwpv5uIqT8XElPGsq9EHc0floZXJ0XG85GWvCO8wy9I6lt1lspSVdYy6y57vw0cfignPJDSR45ZKOpGYQASJABIjAy0Ug0wQv4UvgrQx+Fn9NlKDX41wfb47H4btj+c2KPQQvOSsbropcWevCqqDD6kd4l1mEnP9C/giD3EiyZZOm917ha3PedjG4sMEgQnE8KzDrruv1mT+1I/L+1KQMpb5IFAWvJ4kY9Drz7aEhbIqbaJPNQGYIXhxjqx0VC5uQvHURfSSFHfvKsNRTWgVs4ai1stgieKlx0LN5fX6EjY9GbHy8wSwDf1nNH2tSvKSWFl1jsG+ZjNCp0Vhr+14qNusNhCFuRiuMwL5zUzIspCR1lIpD3t+kYifzDyXMdTWrO1vXA+5+USiSmZuiWHffeIyKHB6oj12B81v9tiF1rh9/ZFJpnEl9ESmJb1x9RUFDYnEmzdMSwUBpHIjzzER8lw4rveuh7FCUiN2CVROXzt7l6hK8JM8107orzVO1tUN8xqus/WblsOdFHva8kD5jtdYv8XcFtrasb3rnvdyzQFqu2pqhZ21XYsB9LPJkH7ISTQRUw/rwAFs/rY3Apf+hy+rDFn0g083cHgmteD7aoxo5KU8SvHJSb1BdiAARIAJEgAjoJJAZghdn6bN/3MdoGinxVM9EBFtM4HOy4MWh1RRZnj3AuZQEHEw6jpM/HMUvf7GN4tX9ovNuLg9LgwPo3eA9Z9YqeZi1inSzIohgWhY1Qrukm34lwUQ8aqUhkojpCvfBrqvz0TLdibalosf984eY8+lDOHHsMFIu/YkXjyTOqBlPWb8tKvNAag0H5+b4ZEhv9GbHJquXLWY4hiVz2cJRa0rq3RBaykGP4AWFTappnfm5PqopO/p3VPbYrGn6J9ePI2H/IZw/eRLxp9lR3me/ZwRyYIktFcXFjaUFR49+mN6IWUIdRuGu63FhWcbRVNO6Cun0iEOm92quB2qdL1jgyAivnGVKcWaZYnoEWm2DLS1K7HuJ2Kw4zu7Hoc9brfE1E7AnJ1/FiLoKArCQTlJfTpjjxW8L1zWlNUCYZ2rjQ9d6yI6gH0tIQPLZEzjBAihcd2KtlwS+gMk4yrRyFfrbVsFLaZ4qi5gZ/qUsWR91rRkWstW7vsmh0zvvZQUvYWxqWfIKa6Dp0WGthZv9Lo5/mTIE69GfFKygOUEsadZozNxgCPjCBdJo0qILBo/pz/xeZs8RQuk7nZp/QR1oclUSErxyVXdSY4gAESACROBlIZAZgpd4FE4CrSKzKDiWblFgDUtHFby4F8XTiwYgdMJyMZqgUvvtJnjJfJ231OeHdHOktPnRtSniGq8gpugVvJ6cYz6mOo7HstN8vEvFy5INnZCJksN9PiKdfxuEdglDQ4m1ky0cteaB1obQWg66+kmn4CX6AmIOnifv26vs0+VOIiK79sG43SrRAKwQvHS1xQS0XjFKbjxq9YlQlN4y5MaA9Giw9JggtxFe180ZHWL+MvPppmt9lBamYA1rZMWqcwzIijY67zVtv9IaoIenmnjEsdszrjP6Re5Qd3hvInjZWq72HGfH4V9hx+FZQtP1X9fYttB6Su/4Na23Wl2sZWttXbi66WLD0sn2nw4n+0btt0BMF+6TWkdK+1X0ifejK6KTD5hZERv5vTPtBK01Vmuw2fC7+E7H6iBXbxuyduhbSfBy6O6jyhMBIkAEiMDLSsBWwcsQocjg+0K8suElyXBswAWBC//UZekjvkCbfM3V+1KutDGS+jF7t3Vf9A9vA9fadZnTZEYnfzEUy6+84dEag7osGhQ2B7YINdkpeEnF1Neq++DT3t0R2LgOc17P+aEqgKLMGbWeTaoqW2apcHDTSqze+q0Yql5MbxLx0haO2v2r7OPGFg66Nos6BAs1J/VGbRPC2N8Gb60Q3PMLdGjB+qxaaeRn/3F9plfstGQjrsRX7/jILsGLq7esFaTQJzLH+kjwMo72aiQySJ9JzFrtw+BPMKxTM9Su/R5KsYAX+d9gFpw306M4kuAlO21U/TYKz3sL2ep9tspVSNcalq2CV4YlnVREFt4HTINhCG0UfYu5RyBuzRi0KsMsuph1+A/so1nbvizIQGPmgmC/uQsCS59DQnl6LGql73S2frjUeuY52u8keDlaj1F9iQARIAJEgAgwArYKXtxGrTGLMnZIQjMzohBZ0zkpE6ugwdhUSI8kKeXDRW0rx6K2wcRJt96XcnlfIRnO7O3haFmv4CUeg5K0TTiuZY0VVHYeaRQcdlvjqNiaMcTdk/bgEs4mxGH+/OlYuo8dw5McxbSFo1Z91MaeLRx0bRY1BC9LnNSLa4qK83JrBS+9x2ilrHP8kUZWWenxWsHPkOD7Ti6SoMhBxd+T0nizx5FG6D0OaVIppXGgZy1XXA+FsazipF3J6tSmcrUmON/PWW3hlfEhyBJ/k4prhg1s9T5bZQUvwcegybF407Sy4rYwNq2w3NLRpWIS4Tis+IwVWCk6yk//wLGrEeYfj0fvd6XRntOtO9dWkfUvaU/BS3yny4YPl5bwzo60OUrw+u+//3D16hX8/rtx9IIyZUqjXLny2cGHyiQCRIAIEAEikCMJ2CJ4SV9gxcaxCFNLftyBbpXUHYDbUq4SSFHo0fDBIT0qZBpGXO9LuerRCRVfIXpFK7k26rlXejxK2jbNKFIqo1PTaT27d9ievxHVoqBsLkpO60VfYwrOlI36QiGyJFegXgseiyeg4FuJ3ShYkNjCUat8ZT88EssvKzjYKngZHbtRsDiQtk3oDzV/cdYKXlJfUQPj/sasVvJjTlofsc9U1gVbnNZn1hgU54kvi/S2vT7W1qqNiPPyTulFDgWaY8mpeM31VspDj9N6qQ8/03Er77T+MhZ4VkWfhGdoNf8M4nrX0Bru/O9K40Bcy1WDbMiLR+J4l3EgLlZKQeC1pVw9Dc5qwYurkyDEoNVsnN81EO+mR6RUq6+mVa8VbPU+W2XrJeM3Ti6d/IeojLGp9pzS039qaYR1hvMV+PMyTxzuZXBUPyzuJ9lnoziHFca4MBYtjj5sQ0NEB/sLryC7PlzaUH2735qjBK8nT55g+vTp2L17l1HDQ0ND0a9ff7vDoAKIABEgAkSACDgKAVuEJ+6IUxMWyem4pLENJyRh32h35NN4qbalXEW2kkiRShZW3L3So1lj9lzA+I8zHMPqfSmXFVluxaJjmbZYpxb1T0ZE0TtW9AhenCVO28qdsMUkcqIY7e2ucmh6oR43907C7mIjEZ7utFr1eMsX7DjrV5d45+NnWdhyLiKk0cUi+kU0dUXUScA08pvSsVLhfmk0TKXIb7x42dMFHZboO8oqrdvzg/Mw+PrHiOxYg49eZ3qJGxIT59wjKjZHlBUctfpZTfASooJaw8EWwcvgvNiLBaRI4p3Ur963Ch2c1cVswUpGydkxl2fK1ADUH7nHYqf1UkFXzeoPt+Iweus7mNj7I96hNN9nvwFKm0fBsfRxE8HepvVAq8NNfxfWBlaHhd944P/ChuG4ohjMjlClzz0XrUiZtxIxaXcRjOpely9RrU2i6KZolXIZy9u9j26xj2FqeSbeqzZO7p/HwoVn4P+FIXiAovApsSRSEgxwcw3Cy4ZiGWuT9EijGMlQJcLj4yMz4N/ocySaWv3YUK6e7s4OwUs8Dq1i8cato6cXLUKq91AElnFS9JllC1u9c0mOo/ReJSHG6dltxPSujq5LHpi5NRDHpvt4JO8aiwavK/QWG58rVqTC6zM/fnxacomO9Zll9d4lzzD84wl4oObLNH2s7WHPzovs2WlanrBuW2OVbUm9pWnFdzqdHy6tLcdR78sxgteZM2dw5MhhrF69Gvv27TPiGRAQgJCQEHz0UT1UrlzZUVlTvYkAESACRIAIWE3AFt8v0kKlFhHi3y04MmAXwYtVRHSqzV7uPQdMQtSwdqhVMl3QesQidm2ZgS9GTkfir2z/LrNR1PtSrvgl2bsa+nz7FC4BkVg863N4pEdZSrtzDvFLJmPU/PWiM3tbnNa7h89GxOft4VG5lCGi4LM0XPx+Hob3H4HNF57BmX1lPmwSkY77Al3dZzquMzZeA0bjywHtUadCMYM4mfYAl47vxKpZE/DlxgvGG0i1EPXXYhHq1hZrbwDVQqIwb+oAvs2cMHHv+CZMGDYKs7hjgXIbDeGrPSu+aeQebP7cE8y9k9ElblScfTB5yRwMalzJ0F5W37MJizFp1BysPXWNv8fSjYEwF1xahOPzwUMQ1KQGSqZvhNJuHceGSYPQdT4TekysmqzlqDVpdQkRVnCwRfDS7aRe0jjRAogdiRnA+mx8YF1Dv7IxeunoKsyd+BVm7b7A36HHp4wZN8mYK98iAjP/Nww+1QzjmJtne1fPxKwZi/Dzp0m4Nsqdv507wuzKjjBfZz7Z2k+ah6g+nnDh+pqNo2MbJ4lrgqlQbst6oNXfpr8bfOeUYf4Q74k/mYrERvdIfKU5txiMMZH9EVSrIs+an3+Xj2NnzExEjt+INPYhQmCh1ibRyTYLuMvlOXnaGATVNrB9cjkB/xveDyM2sb6TEbWk9+K9cMxbNArdP6pomK+PLuPg1tWInjgO39ZeIm7wlQQvI2GTjflJSxdiiEdpsY/jl3yJoREbRYf0Rj68JAJn44ExmD2mPWq9ZVhYnlw+hBXzpmB6dLoze5Nnli3l6unv7BC8uDYdndiSHfffD7Dx33PGEozs7m4Y//yc3GRY93e9hzU/xSKkjLKTeKl4bDlbZR+FetiJ6wp7fvlHLsbXgz1RIl/Gs2Ds54Znn9yzwOh9pXoQM4yJRKjRes/WjfWGdeOwu7wApVVH8QMJW/fc6vyIgzf9EZu0ihcQ5S5BPHw2Ngk3xhnWKeklCGhnh+/BlShPzY+IWvXT+l2PqKiVR27/PccIXtHR0WwQfwXOyuvPP/804l60aFEUK1YM48aNQ+fOXXJ7n1D7iAARIAJEgAiYEcgswUt0tiopQcn6RK4b7CV48dYj04PRdvh2qMX0qx7+NTbN7oVqJl96bd3gSn0dmbWbbTZCJnZBgS/GmFkl6Bmq0s2SWvoKXb/GzrnmbePuubhlGD4daBD8FC9WzxmHLmCwhoWXcL9SpEPh9wLufbBxxTwWYt34xd9oI2ZSGUG8Uo1ixe7hRLaOb0Thy8X3LBe8mJVHNWblkaoGk23cY3cuQqBJ3a3hqNXHqkIEmGVNWDN0W31FNhs1DtYKXrJHlpUaYRQFUGIVJpOeE1J6fHgGY2fEWyd4sTy1xhxXbM2vUnBy6Ed8DfSsC+4Dt2HFbD8jK0Vb1wOtPjf9XdzUcz+oWCgJ9724FIehn/Q1iMoqlzELdeGBy7NfWBAWHP5HPkcmQEVv2cgizmVYxkrro3ovS+jSYz2SF2lYeHEZMuvQyIAOGPedQdA2upjo0WpEZ5ScOFl2LRWteOVa4NycMauFE6NnmFt42ViuVn9nh+BlGP+XsbV/FwTOP6BcRRe21iUvRiCLSqu2ZljLVu9cUqogN4eTJvqj09h42Wc7J353cv4GUxbflX8WPDyBOeEdMYgTbFUu6fjU6k/p79JIjdzfA75JxeaelRSz0LTg0rAAs6RuetKKH3LIuksRV44RvCZNmoQxY0YrVpQTvPp91g8dOnVAuVLlUahgIT1jgNIQASJABIgAEcgVBDJD8HJ6koxxrq4Y/6MESYU+iDs6H63e0ofJXoKXUHra9UTEzFmNDclJSDj0M//n/NXd0LhRS3Tr2RMdG5aSrajel3JVv1HsCNGcyJlYFPctb81VvlZzeLXphvBeYWhUInOiNI7elor6F2di6fp4bE5m7WMbwJqt/fBJryEI86kke0RPbPD9S9gROx+b1x9GUvxBXvDhouk1adgELQNCERbkZvhynn7pEky4PGOijerzQVNPtAztiKFdWqDEq/LjgtvEnNk0AzmlW0cAACAASURBVNHRMVjKtYNd77o1R4WQqYjrny5WsKMqe+ZNxOyl2xHHrLm4ujZtESz2o00+vOQiNDLBz61ZYzQKVq87LOSoNTO0xh53ZMcaDrr6T8ankbWCF9dO7ojUmU3zMvqVMXVv44mQrobx+WhFMMp12WC14MWzZH23d9V0rJGMY26ueXoGI6h7e3gzqy/T6/4vO7EieinWf7cdhy48NYyl5l4IDhuKHsyCyPTS6hMhvU1jUFKo1Hm9qX9BpfHDsU7duRHzN63DkeT9fLv49aBpPTTxaoPQjm3RsKxlx7a5sXZg3WIsWbIOe/ed5gWGqm5B8PTviH692qFaEZXRzKLMHdu6CEvWZUQ95dbe1h8HIKhzGIIalRKtVbR8uZmOeUM+IQgfHAafyhcw7pVGGM+qImcte//UJsydOQsrlh/g1ziu/l7B3TG4iy8q/CkfpVFolS3lqs3z7BK8hDrdZ1a3ixauwZ7DKUj4kQmJ6fMywGTd11ozrGGrdy5prZM3E+Zi0pyF2LH9FG+xKV1XTn/5DppE3lH9+HHz0CqsWrE5g0H6M8fdVXnd0KqTYc2TWGjq8HUoWHi9kFhfSsvJSgsvqQWcXrcUepjktjQOI3gVKVIEAcEB8Av0g2tdV5R6x/zhlts6h9pDBIgAESACRIAIOD4BPT68HL+V1AIiQASIABEgArmcQA704ZXLidvcPMcRvAoXgb9PAHy9feHu4YZSZUnwsrn3KQMiQASIABEgAkTA7gRI8LI7YiqACBABIkAEiIDdCWhFaeT8DpZjfgezMkqj3Rvt4AU4juBVqDD8Pbzh29IHbj4eKO1czsHRU/WJABEgAkSACBCBl4EACV4vQy9TG4kAESACRCC3ExCPeO5qhPnH49H73Qwfl3z04W7O6LC2CqKPpDB/eeqRcXM7q5zSPgcSvAoxwasRfL1aMMGrDUq7ULTGnDKIqB5EgAgQASJABIiAMgESvGh0EAEiQASIABHIHQTE4D/uEYhbMwatyjBfe8wH3g+LBqBt35W4rsMXWO4g4RitcBzBq3AhBPg0YUcaPeHm4ceONFZ0DMJUSyJABIgAESACROClJkCC10vd/dR4IkAEiAARyEUEVKMQ53fF5H17MaKBeTTUXITAoZriOIJXkcLMab0/c1rvy5zWuzOn9WUcCjRVlggQASJABIgAESACRIAIEAEiQASIABFwbALc8cWkWaMxc4Mh4jIfMblFFwwe0x/eziR25aTedRzBi3Na78eiNLb2hVsT5rS+NDmtz0kDiepCBIgAESACRIAIEAEiQASIABEgAkSACBCBnELAsQSvZv7wbeUHt5ZuzGk9CV45ZRBRPYgAESACRIAIEAEiQASIABEgAkSACBABIpCTCDiO4FWkCAICA+Dryyy8XJmFVykSvHLSQKK6EAEiQASIABEgAkSACBABIkAEiAARIAJEIKcQcCDBi/nwausDP38fuDb4GKVKlMspDKkeRIAIEAEiQASIABEgAkSACBABIkAEiAARIAI5iIDjCF4sSqO/lyv8vJvDrXkblCpfOQdhpKoQASJABIgAESACRIAIEAEiQASIABEgAkSACOQUAg4jeBUuVAieHk3QqqUnPH38UN65Yk5hSPUgAkSACBABIkAEiAARIAJEgAgQASJABIgAEchBBBxG8CpUqDDqM6f1Hi1bo713Y1RxLpODMFJViAARIAJEgAgQASJABIgAESACRIAIEAEiQARyCgHHEbwKF0EzvwC0bO0L7yZucC5NTutzyiCiehABIkAEiAARIAJEgAgQASJABIgAESACRCAnEXAYwasIF6UxOAB+gX5wreuKUu+Q4JWTBhLVhQgQASJABIgAESACuYXAi58Xw7daT+xiDfo4OgWJgz7KLU2jdhABIkAEiEA2EHBCGr79ogZafXUJcOmI2KRVCCzjlA01ebmKdBzBi1l4+fsEwNfbF+4ebihVlgSvl2uoUmuJABEgAkQgqwncWBmMcl02oNFXKTg41H4bficcxrhXGmE8a+Dk5OcY0YBeADO9r6+tRpBLJ2x5vQ3W/BSLEPIMoYiY25TsH/cxmkYeARpH4eT+4aj5ItN7JFsydMJtLG9XCd1iHyNk9Q2s6ZCz3qcPjHsHTSLvoOyEJFwb5Z4tjLhCnZ7dxoF1i7FkyTrs3Xca19nfqrqFo8uQIRgaVAP5csl4yDbAVhTsSM8J4dlZsEMMLq7pjBJZMF5y+ty2ostz3y13YhFeoi2W5SmHLqsPY1m7nLX+5j7ghhY5luDlZRC83Fq4oXQ5GiC5dVBSu4gAESACRCD7CTjhMhZ4V0OffR8g+kgKBn1oPxHKkTYy0rrmRMFAceSQ4KV/UgmbkvyuiE4+YNexr79SmZMyp2+Kc4Lg9eJSHPqFBWHB4X9koTdlYtzu0e5ZJ3rdOYcd25Zg8/rDSIo/iFSuVq9VQZNhM7B1kh+KKIgp909twtyZC7Ah8Xucuf4v8ld3Q+uPAxDapyfavF9MdUA9uRyHuZFTsHD5AaSyzXnN1n7oNXAU+npk3/7LkZ4TJHhlznqV2blI17/MENWfH5yMPI1HATo/JKUu8EfVvtvh3HU9Di9rnyVCqB6GT64fwqbVq7Elfj9SEg0CP7deNG7YAMHtwtHOqwaKvKonp5yZxnEEL+5IYzsmePn5wa0BO9JYIvsW3JzZlVQrIkAEiAARIAKZR4A70uXJjnQl1mcWLkfsa+HiSBsZErwyb4zl1JxSFwWgaq9taDolBbtHfJR1wkYWACHBSwPynTj0rdUaC24x476BMZg9pj1qvZUfePYAPywbhtBei5Cat67dPwJwtXTCA6TM+gShQzYaRC6TS8l6iLNQTJroj05j4/mNq9nFWZfE7MOyDpVkYVzcMhBdg/6HQ6a/svtaRrJNcUQWin2SOjjSc4IEryxYzKwoIjsFL6cniRhRsTmiCuSgo4wPz2PFmM8weo7CWiEwrh6EeTGL0KeuulBuRZdkyS0OJHgVRkCgF3x9W8HNtQVKlXLOEkBUCBEgAkSACBCBl5HAD9Mbof7wwwhckorYbvIbo8zi4kgbmcxqc5bnQxZeupA74QSm1q6DiELjcSJ+LD7Mp+s2h0lEgpdyV3EC09ZPayNw4RVUGb4NR6OMrac4IWlrv9II/L/7eJeJoee/sOcx78vY2r8LAucf4K252k+agXFhLVC9ZAG+AffP7cTclY/Ra4q5lcjj3cNQ3Wc6rrP7Pvl6DaI61EVRptkh7Tbip/dCz7HbcZ1ZL05O2osRdQ35ide1WIS6tcXau64YsGQOItuze19Nw91D89C5w+fYdbschsX9hKgWBbN8zDvSc4IErywfHjm+wLsbe6F46O6cc5TxYTIiAzpg3HfXZNcYPLqNs99vRPTkYVianMZMvtiasY+tGQ1M1owcT96hjjQWgn+z+vBt6QG3lu1R2qWqA+ClKhIBIkAEiAARcDwC4qb/Fx8s+XEHulWy33FGjo4jbWQcrzfTa0yCl8N2XWZWnAQvZZqP2fGkJux40vEKfRB3dD5avWWe9sbaLigXugL29s2UuiwYVcM38I6tF+9ajO7v6ttkikfRv32Khuzo5T6To5e8f7pRTZn14lEU7bEelxe1NzoSKXzokPPbKAhpf7LjWBey4TiWIz0nSPDKzFWL8spsAtJ1AM4+iN6ykR3dl19jnJ5dxvJuzdBt9RVAZW3M7DpmZn6OY+FViAleHs2Y4OUFN28fJni5ZCYHyosIEAEiQASIABFIJ/DiWDTq1RuKn7LI4a4jbWQcdpCQ4OWwXZeZFSfBS54mZ921rpszOsT8pRqkQ/DZY1fBSzhWeaccBsaexCzfN3UPAfEoekHljxXC+n7cxO+QwcLNhVm4/SkbPIQ7kjXo9eaY/eZ4HL47FvWzwBG7tOGO9JwgwUv3kKWE2UBAjEKs13n+w0QMfpfN/duQFdKzoQkWFekwglfhwoXh18wfrVu1RuOWjVHGmcILWdTTlJgIEAEiQAQcloDoGDV9o1Hl551YEb0U67/bjkMXnvLORTt1/AxDB7RHtSIG3y+pO1cievk6xG9kTodZy8vX8oFfeAQmDnBXdHLMAZKGze4VexcLAs03W3L5c8du3Jt9gFrN2iDQrzWaVdPv68F0IxPR4E9D/b9ZiB3bT/FHc9zbeKLDgIno6yaTLzuqs3fVSuw6+C1O/XwNCYd+NvQ1u8+tWWN4dwlHj2A3lFBzunrrEFbGrMbmbfHYnMzuZy+CHzT1RMvQNuju74vq6dYeejZdGXy2IumI1GF0CPqOHQCPEuZD0WyDdJPV55slWLB2Bd/H5Ws1h2fQpxg6mPXx68pD2dRRNX+fZzA6+r6KuU17qkZpvP+L8bjKW/59NG0RjG49e6Jjw1JWzR/TsSu3SVZKIyfO3Dy0CosXLsCKdGfaXB+F9LU+cl7a9USsWBOHwwknceFaEs+au3iHvY1aKrbd5jGbTpOLBrhn3kQsWJ8+7tLHekjXIaj6YxhajjxsFrEws5nKdayB8zITh+chCB8cBu/K+ue2XN5KbQ4MCUe5I94ImaYcpdGauaVr4AqBClSEIi6frBC8BB9y8P0al7f3grMFwpJggQYV34vc2P2CRcWdxtozbM/f4vFEbr6tC6uCDqsfZa/gdSsRcyLnGz3fOGf7nXpWwuG6bfl6K0XzFaNrxuwSHfyLa2f681FuPJiufVyad92a4/2aLdGmnQ9aNzF32s2NxTOb5iF6fnokT/GZ0RH+/3yDJn03qFsCcs8ctsYvj08yPLPS7+fWs34sEqhSMAKl8awlZt8/vgorNyfj+5QL+Pm84bnEXRyfeo0CbJrbps+vvCbvKNz7h3/3QRjV11PxOSwfGTUIXsHdMbiLLyqwdxul9cQ0oir37GpcvT5qB3ujo2dr1C5rsF7SYiTkz42HDd9sxoa98Uj40XDkj3sHCQgIRVgQe5dIP+quZy3G/UvYERONpcIaL/RzuPx7SVY8936Y2hD1R7IoxBb4aBXXpaKDse9WNJo60HF/hxG8ChUphKaBTeHp6wlfVzboS1XU9fyiRESACBABIkAEHJ2ANBJQv08eYdssBQej7uOxM6oy4kePxKx9V2WbrRVhTHSs+qQPdl2dj5amL5lSvw9KYC20AJCKB6MXb8CjlZ/L15+9dH667jv8X6BJ4BrBekmlowu498HGNfPgXcb8eKaik2YhP1bujEMXMLiuk/bxy4cnMI2JZCN2yvPn/GAMXB/DrDaM/aIJG4ZCbWdjsfsBjBy8QdZRdTnPKGzbNtzMt5Smo2qhLTLRpLh7U6YHo+1w5ttHgaH7wG1YMdvPos23VCCAypjQJXjN3oBG+0dj0KYL5jXknGlPjsWWYZY7mBe4q60RXNs3sLaXkAgPNo9ZVuCLS7Ho4cNC1Kfrs0p1MI0mpmeTpYvp6htY08F4LnFH4kTfUXIVYqz9p8Vi3WDLWXPZWdtmvipWzi096//dLQNQPGgu4M1EpjhlkUlIZy8LL+lm1/ubVOxkIo8lV8rEKmgwNlVVaFErI7uPNKau7QWf0IWya5+Ug5zgpRVdU+7olt5106w8Pc9BVmGlcaL1zHEOiMLmlcNRS+Xjhum40BJzhAioiuOJze2A6FisHWD53BbW0TfbRuCLsj9g7mz5d5RyLcZj/eaxaGDSLmv6Tu96Iu0DLUZ6noVwCUds8mIEsg9XWmvxk+PRaBc4FLt+lafOv5esYO8lzhnvJUZ1tMNzjz/27FkVfRKewTU6BQcG6fNFKFqPsnEyOekq8+VlX1cXlqx7WmkdSvByb+eG5n7NEdAgEJVKVNZqG/2uQOC3327jypWrePHCgk9GOYQmZ+nnwo6zFiyY9c4ysxLB3bt/4PLlKyhZsgTKli2XlUVTWUSACORAAuJLFVc39rLhNWA0vhzQGY1cCvAWWTd2TEKw/8SMqFqCk+Nunqj+dnqEsUUD0LbvSt5Z8fyUA+hdQ/5lhfPT8gZzeFxi+B5cifI0ilAntf6CewQ2LRwGH2bJlY97nDxLw4M7l/BDYhxi1zxHt53DdR95kYoHXBNdWoTj88FD0EkIhX3nOL4Z3Ba9eR8SI7Dv3BTjr4vM0XLPiANo1K4TmnnUQAXeQ7OhTpeOrsL0z/thweF/UGXkHpyaZNwmzm+PF/Pbc4hx9RwwCVEjDVHZuLbeO5eAhV8OxQgmsggbHjULL+5FcnmYwdcF9yL7v2mfI/Sjisifh9Xl0WXEz/rM4DBaRnQyEl64/hszFoO7tUVD9mXatI/lAgmkruyM5l0M/Ttg3jQMZhZtLmxTwbfj8jkkxM7E1GErYXqMicPEWYW4Mr9EnCVdzxlLMLK7O38v0h7g7I7p+GzIJCSyF3ZrohZqbQi48vWIM3x/skhRE0cPQQ/hCzuz7Ns+LhgB05LYztI6f3M32AZ7xIl6COrYHB6VK6LoG+kLAOuvg+ui8cUnc/mxMWbPBYz/OMPHic1jltswe7liHPvIXr5FBGb+L2MupT24hLMJcZgfbXAWnFWCFzdWjk5syQST/YBzc4yOno0h3jUMDs8ZjwOLJiN8CItSqPcYjOlaKmmzS0Ak5k3pj2bV09cPzkHykQQsntEbs3Y/MmuzLXNLa0nn17WhZdBq5j3NDaDgW0vaJ6ZjQas86e8hJqKjeGyQJZqc9BhdnGKNLO0ESxPOAjDMp5KRFZC0HXLrt1CuaqQ64eNBusP7aZ0NTutv7J2BT8JH29VpvXQt9o+chyk9059f3FJ06xwOJC7FzM7TsYtjk/zceMOtMrbS7pzAhvGfoet8tk7UG4/k/UxwSbdOebx3DKp7TeTXzdGrvskY7/zydwsXjyUibuNa5Om2DYPTN/iqY5GtmZfOJ2BjdBRGrEqRFbyU2smv1cc3YVT/HvzzSs4Hm9rY0hJzDkz1x/pXg5kFdnPUcSllmNdcO++cQ/w3I9B/DHs2WbuOrgxGuS7M5xx3sbXjkyGDMKgjC7LAv3+k4eLuSfi070TZ54hT2gmM96gjuxY+uXwICyN7YNDyn3h/drFJqxCY/tFK6q+uYtfZWPHlJ/w7kaFRD3D/1iUkJq5GbEoDRH9tCO6gxUh8jvLvUPMQ1cfT8CxMf5eYO2YCZh2tgzU/xSKEHTZTfb4JASBusEdX+GwsGm2on+HdIg7T+g9GFOcwnn2olAZIkdbRLs+9+3Ho81ZrfM0yl1p4aq1bDhuhmjXMYQQvTujw9vKGD/Pf5dHCA2XLkQigNTCVft+wYT3mzJmD58+fW5tFtt1Xs2ZNDGaboKpVc3fQgt27d2H27Nlo06YNevX6NNt4U8FEgAjkDALiSxV7GY3+fiUGmYSGNhKi6vVB7Pp5CJR8MeRaIf2qFxKTijVh5pYDoh+b1UXMNviGPA5jHDsKM5797zFJzzHeLXO+8Enz9ZuWghhmqWN2nEPYiHFfF5PZ10VmbaX3Ejc1xUbg8L0pohAnOuf/kYk5zMHzbhMHz0L+N3eMwZbikejLNjxqghdn/VGHWYlcrxeB5MTJZl+xDRvSGmxjfcnMT5AoeCn0H1eXA+Mqo0nkRRQ2dRot8fnTJWYflnWQsQpR8OElWvT9BiiNi8ffj0ETj4k4bsVmKLMEr/p912Pt7PZwMTmWyvdHSTYmfwe6rL+BZe1MrP/0DhKZdNJ5VWpsEm6McxdT2Tpmf5jelEVBZcIS2+wk7zK3eDD09zusv82P92UWU1OxRfTrkrcuxiYkYZybuRNj0Zm6nPCswdqWNtsyt7SGgHQd0Eor/C6dK5kpeEFirVq+fHlcu8Y2xApX9fCvsWl2L/GIs6qQJclDK52i9RFnSRm5Glsi3I0+hOhlppaO74NGLDoqE4CV1mK1tVcYW5w1z9k1nc0sUaXiiPSovjDHTOe3Wl3FscgEmNX7VqGDybOWu1fJh5e0nUrrrTgPC3fH5otLECATPEGuflpijjp/ZvXjXQ19WLADpXqp3Z/x/IpA4p7J+Fjm+CEfpTB4IVDY2HpcPCqn+NxkH5LavY9usY+NP1pJnmmrz2yS7QfTOqsyEo41c4K+wnOUe0c6vWAuUv1G8cKb8sca9qz/gj3rv7rEi55yYxJMpI1o6oqokzCKhi2to12ee5I1RulosPz4Yv0QWAPdtj0x+yCRGWuAPfNwGMGrSKHCzGk9O87YshVzWu/JnNY725NLjsz74cOHSEk5ips3b9pUv2vXruOnn847pIVXsWLFUL16dRRiQQxsuWrVqo3333/flizseu/BgwexYsUK3sLrvffeY86j66FCBTrGa1folDkRyMEE9Gxw9TjJVdpAi00XXvgqMqfEF82dEks3HEr+vazBqM8v1gkmbNSxTthQEHs4rhWYddd1CzYWSnWVvqSqsRHLNPGdoaf/RP88rH9Osv6pmW6oLW421PxxKDAQLPpkLefSO1O6WbT0mJWesavHwstUnBHGmdTv0LtTUnD+C33HM/SOU+WNa4b4q+hPiG3i5casVKRTGytZLXilLmiFqn2/hZrvKKlAarF1QLowaWmbbZ1bmn19KxYdy7TFOs2EGQkyU/CXFiu15hUsXYOY/6iS6UfAOOu/pLmDDJai7MYGTIj9brxBgNISsqRzZnm7SryAYGo9KKR5cm4Tpn81S/SVV7O1H3oNHIW+HpknKJu2W2stVl5700XvB3URfSSFRZuT/xgizOW3+m1D6lw//qOKMMfkIlZqiUpykSyFe5TWDaX1X1qWtB8HbrurO2iBLYIXV77m+4HK/NDz/JJaLwrzR/ohTs5yWShS/Ggl9R8lPNOYQK/W70psTZ8pup6jJgwUn11CgAcZ62BpFqLYJzlKracfbXruWS143WbCo/q6YcESmqVJHUjw4qI01oevlwfcfNozwSt3W/jIjYJLly5i5MiRSEpiJrk2XO3atcOYMWPwyiuv2JBL9tx65MgRTJkyBRcvXrSpAkOHfo4hQ4bYlIc9b3769Cn+/vsRs/Kag7Vr12L8+HEICelgzyIpbyJABHIwAT2igZ4XTq0XWiEPpRd5aSQz7mgNd+zu03bGxyOswahP8Mp42VISP8COuB1LSEDy2RM4wZyQX3dir4US57wwOUoobPAt8cejuOkSXnBZGapfm4WXTRPHr3r6T24cSI8xKW1e+T5RELwEnz1mVmMmHSmkk24W9fS1nrFri+Bl60ZNaMOT68eRsP8Qzp88ifjTzP/as99xIZEFTEhPYDpGbBmzoi8UjbGSlYKXNEKfmnAoTWeV/xeZ47zScSTXZnGjbOXc0hqnz48w4bsRE75NLEDN7hOOAr3Bjlb9spr34ZPZl9Rfo3BsSq6M1AX+TJzcDumalpmCV2a3Sys/PWux0pwT55NG/4lsJeKCaHXEKlgtJBKjewWhWe1KKCmc9zOpuNGRU9NjlZK0Suu50E4tizJhHljygUGPUMJV8f75Q8xJ/iGcOHYYKZf+xItHkkAv7HfV54hCR+p5fvFHQdMthMRnuDCntCy3hXQSccvIMpM/RtkbvdlxzeplixncCMhcSox0P0dN8lR6domRUDXWCjGdxOpNbz9qvc8pzjmrBS+y8NJaxzR/nzRpEhNhRiumK1K4EAL8msG3dUu4NfFGqdIumnnm9AQXLlzArl1xePDgzyytar16H8HHpzWc2EbA0a6rV68gLi4Ov/3Gzi5k4fXhhzV5ZvnyZW1Iiu++24fvvvveqKXvv1+Dr0tu92OWhd1LRRGBHE9Aj2ig54VT7QVJtOLZ94Hq11Il57JCNMCgT9pbHMXNFvGA6zxuE75nXGf0i9yh7uzYZLNtzQujYl11OM43GmgmddHTf/KClw4hkCtYQfDSy0BP/eQmkp6xm62C151ERHbtg3G71T3HZ6bgpYcJxzJrBS+d40ilXmoLqU1ttnFuaS3wz9mR3TzsyG7edjG4sMH8OJxwv2hlouHYXqs8XZw0hEHp0UfB0k66aVcTVPQKY7a0w9J79axDSmuvkY9LPQVLAmgoBWngI9Q290Jwu75oJ/WVprCOmhartF5qOo43ycgS8UlLKHlybjH6dRyPZaeVQpMYCrekTKG6ep4PsvXTyVOp75Wcwld1Y9Ed/dsgtEsYGkqEaWXBS//6J+0ipXVN73on91zW6kehfD1zRnY6kA8vPauEfdJoCl5FiiAgOAB+gX5wreuKUu/Yx6Q2M1r3999/459/0jSzSkxMxNSpU3Hr1i3NtFwC7ix/ZGQkCy/upSs9JVImMGHCBCxY8H+6EXkz33GcIKt1lJITEV9//Q3kzZtXd95aCR88uI+IiAgWlWsbn9TLywujRo1GmTJlUKCAuX8NrfzodyJABByPgJ6XJz0vnGovSKLfED2buWfMmfm3G7Fk0zocSd6PQxeeZkC1ws+LLYKX1C8W59D/w+BPMKxTM9Su/R5KMX+5+d9gX3tvrkaQSydsIcHLagZ6xpfczNIzdrNN8HqYiMHvNsfs2wC3wQ3u+QU6tKiDOtVKIz/7ryiz8rDtSKP8JkoPE44lCV7pPtPsLHjpGdtSf26mVjeZ6cPrxaXVaFuZrVUFmmPJqXh0qyT/cVrJgbS+KI0ZlhqWWBDZ88mpZ/NuD8FLaNP9czuxYelmbEhOYtZPxuK3UWRBnQJNThO8xOc7a/Br1X3wae/uCGzM1jqXYuwvBfi1Tk8fKI0BfXNIZj3UyVP1HYFZdh/ctBKrt36LpCPf48z1fzOqySzRe63ahQXsKB53keDFMWD+8mozf3nMd6lVVroUpdH6pVBT8CpcBP4+AfD19oW7hxtKlc2Zgtd///2HmJjlLCpEoiaM4sWL8/6o9IoWnNjC+XIqXZqFhaDLJgIn2ZGFM2dO687jxo2bvN+zZ8+eqd7DiV2dO3eGm5ub7ry1EnLHG1NSUljUxkt80ps3b/F18fHxQbt27bVup9+JABHIBQT0bJD1vHCqvdAKR9bU/GgookyPsBb79QR8ufECUw/0+9QwvITq8Yek8AVW4szeUoft97+r0QAAIABJREFUeo/zSdutWFfhq6mWZYYCRD39p2ThtS6sCjqsfqT+8kpHGs3Iiz5brHI+bf2YFY/QmThvNq1g1gpeD7D1UxcELvwT9jjSaFObbZxbWo8APXMPgn9DmcANmSl4SY/MqflIk5YpDdYg+vlT8efH3fsFCz4yjYGxxEeUFkdbfheEOrUj04pHGo9Fs/3RUByXWG7ZUhcuIt+tXw4iYf0CRI7fyFsNi8KA4O9N4xmnNKaEZ441VlRabVKzDBICnlgTJEOrXO53PXNIKrSIY9aGI41K9RKj3M6fjqX72PF0HccF9R7pNi3TIY80skb8MLUh6o9kESLU/H6aNFb0N2bijkHP+MjuNI7jw4sTvLwMgpdbCzeULpc9gtetWzdx9apyxBQu8mFs7CYkJydr9m3Dhg15P1JlypTVTEsJspfAzp07+KiJnPWe2lWw4OsIDAxA3brKTnPfeOMNuLi4gPvXmuvbb3dj1qxZqF+/Pvz8/Fleznj77eLWZEX3EAEi4CAE7C14iS+iv/hgyY87FK0KtHBJX2gV/WzJZGKL4CWyUfPfouWwnXshvjEfLdMdQ6u1U9lxMoty5VkVfRKeWRTqWyhLz4ZBaRwImyhVx8taDFReYjPFab1K/tll4aUnQps9LLygc9OsKXhlMlPRab2Klae1Tush44NHbp7J+vBivn9smVta65YQuEHtSKMQBbAic3h+LN3huVa+1vwu3XhXGbkHpyZ5ykZEFP1WmQgv4t9VIqqKfoOsFOetaZfWPVzkw+Iswq3aBlzTf6KGVZxWHeR+F4QB4UhzyRcZ1jFqwReU1g0xSIgeS2oLK6zLekkhQjNXlL0tvEQrM0k/SZ3Wq1kbyjqt1+IjiNQsnRBYRE0UFNe/VrNxftdAvJseFEatGE2n9exmNeHaWqf1tvYXtwY0ZiLxIZWIlEbtllhDN2QRrfcpRLTW6pLs+t1xBC/uSGM7Jnj5+cGtATvSWCJ7BK9Vq1Zi/vz5iv3FOYIPCAiEu3tG6GqlxEWLFmWR9ypkuV+o7BpsjlzuH3/cYRZWV8BZ8KldnKP52NhYcBZkShdn1Td48BDUqFHDKiR37/7B12Xnzp04ePAAPvvsM7Ru7WtVXnQTESACjkHA3oKXsAG61GM9Li9qz0evkr2uxWLUqkIYONwTJV41TyF9ebXEcsAmwUtwOK0SafHxkRnwb/Q5Ek02eNLNe1P2Erdb4SXu5o4x2FoqEn3qOqlao4kvr+7jkbxrLBooCWj3z7NIvKnw+swPJUwiLao50FfzF8JHOFPZ5N47NAPB7uoMlMLRP2Y+jpowH0fHVfJXnEk6xJ3URcGo2msDYGKhYW9fJoJViZJQyB1jS5kawL6E7+FDy19c01nsL1vGrFRAlEbZkzLkhY9+FRH4f/fNferYiam4IWUiytiEJIxzM3ebkLqM9VU466sKI7Dv3BQ01enaVNqXlYfvwekocyHH6dltxPSujq5LHpi12Za5pbXKiyKRwhrymEVz9WLz65A141+rcJnfOVGkus90fj7PP7YDvd81PtbIjcv9o5qi6ZSjQOMonNw/XIzYKh1bchtToyPgvl/j8vZecNaxsbeiGZbdIrHUHRb3E6JaFDS//+YahJcNxTL2izQyqvS4qUvXGOxbpuyHDbcSMWl3EYzqXpc/3rYuYiGKDxoDD4UABIIIYhzZsTKaRLLgWQr8uLmbNDUETeTWDRbcZETF5oi6Ww6KFsnpLb+5dxJ2FxuJcPbc0XOpCV6CFbBqQJqeLuiw5E+7+PAyGrMm3MS5XS8CyYmTzZ6bvLP7du/zUUWlIvDzg/Mw+PrHiOxYQ/adRbSWNHJ0r+yrS1z/VEQgrm9PL1qEVO+hCCzjBOWPNWn49osaaPXVJf7ZcZY9O8zm2cNkRDR1RRTbMkot6+393OPGklF/MIf/k9dux4gG8m5ynJ4x/t2aodvqK2zd74O4o/PR6i09IzLnpHEYwatwkcLwCvRCK99WaOHaAuVLOduN4rlz53D8+DHZ/Dmh4eef2XENhYsTvMLCwsjPlt16J2dn/PDhQyxfvgxcNEmlq3DhwnjvvfdQhIm4ptdbb73FH1vVY7HFWRJu374d1apVR82aH+Cjjz5C8eLv5GxAVDsiQASsImBPwUu6WVD7Ys1XXNiUVA/CxNFD0NG7LiqkR7PijhEkzR2EnmO347qFL0U2iQfCBuI3tvcbGIPZY9qj1lvMeRe7nlw+hBXzpmB6dLozexmLBu4IkGvoClxnL7leETMwc4Afqr+dn38hvHcuAStmzsKMxXvRJz0il1pdpZtNMEbTp0citEkNlEwXvtJuncPe9TMxa8YiHHY3FlBssfCSllvAvQ8WzZmEjrU43yzpDGaPw6Q58YaIg2oMuMibk+Yhqo8nXLg6pz3AsY2T8MXI6Uj8FVATBZUGthET9wjErRmDVmXYizU7NnTp6CasmpV+DJbLIIsFL9FqIL8rBiyZg/GBdcEPZ75uqzB34leYtdvwzpeZgheXnyhqsHHXef5mzA5LL5sxP5uwEtHR6cdxWFrT40/2YsqN+aMTW6LB2P0A2wR9PjkKI9uk1+vRZcTPHY5+I9kRL71WASaDQuTN7vePXIyvBzPhnBPM+DYvxtjPR2DzBYPrCNU2Wzi3tBZdKc8KXb/Gpum92Boi1GsehvcZjV23tQUKrXL0/s5v8MPSN5jOPpjMxuagxpX4yHNpd85h++xBrG/YfGbjdvK+vWYbVXFssfn8yddrENVBGFu3Ec/axq/R3L1J7N66mecLVjw2x/p3zJ4LGP+x/rylzyGwNk9auhBDPErz1m1cm+OXfImhEYbjhdwlFbz4P0gsUJxbDMaYyP4IqlWRn8/8Wn75OHbGzOSPKKaxjxvXRrln+HPaXoaPODworDXqVChmsKhjY/IiE1QGdjf0/cDYk5jl+yZflNQfluGZ09kwXoR1Y8wEzOKO0smsG6Zz32vAaHw5oL1RuZeO7xTXRbN2qgwiVeulRQHsowLzBWwynoS5N2kUiwp/ynCCyZrjluLxcJb/6Mkj0V36bnDnBDZM+gKjuWeQzLhzSjuB8R51MI5tnbi+mzxtDIJqG/rhyeUE/G94P4zYxNZhk6PnwnuRS4twfM4MCYKMnrXHWZmD0HV+kpEorMbIaP1jc6fnjCUY2d3d8CyUPq92vQchgqrquxn7QBjq1hZrb3ARQKMwb+oAeDgXMIzH45swYdgowzgx+UCWFYKXYc4kIzKgA8Z9x/qdf/bPwLiwFqheMn3ecq4qvl+VsS4rrDd617XsTOcwglchFqWxQfP68GjpgXYt26OKc1W7cZs793+YMmWKbP6hoaG8A3G1i/PjlNXR/OwGgzK2iMCLFy/4Y49Pn/6jeB9n/TV58mScP3/eLM3777+PiRMn8aKX1vXkyRMWrfI2Sz+RP2bL/dugQQOt2+h3IkAEHJCAXQUvQTB6wo71XWXH+sy1+AxizLIkvF5bLLupAlHja6HcnbYIXvwGQrDAkMuc1WfoJ7VwYvQMMwsvLjlvxTM9GG2Hs02gUrPYy+CMQxcwWMPCy/ASeQJzwjtiEPeCrnK5MGu6ZGZNlxkWXlwxLy7FoocP6xu5YIPcy/sX/rg00XoG7gO3YcVsP6usQZ4wKzzPRsxCRo7He+H4pm9B9OrPjjNlseDFf+Ue54WmkWxTJHNxm68eH57B2BnxmS546Sm7ddGlmL/R3NqJq6q9mCpFrRPxcGLVtFisG/yR7FE7tTHPtTlpoj86jU0XX00Sl28RgU7O32DK4rvym24r55aeJZ+3Am3PLCCZsGt28cLRZszpXsPiNuspWzYNa+u00DYYsdMgnJhdbF0bs3A9xrcwiDDSS4szF9yj8/xd+OaTzGuP9Di7kuWTJgvpBtw0MatzqxGdUXLiZDMLLyEpF0F46Cd9RbFJqbyaX6Xg5NCPDBZe3RqhQ8wV5aopBGFJXdsLPqEL5aMCszVtpPd1TJZZN4SCLm4Zhk8HGj4kKF6S544mO5ZAXcyRiKgymXGCTMc3ovDl4nu2CV5qFWWCyZht22XHrFL0ZzE7JqRFb9mIQR9miKjP2Zytxiy3BRFUtmjWF7E7FyHQ2WAlpyUmaa5/XCYuLM/kxQhkVoFa72ZKUSSFunIfqDaumAfv9PrpqaNwry1HUEVWD5m1+ZjPDGKkWt+xjwzzYhYxK3fDhzRHu6wWvJ4+e4FDqeyLzC9X8WfqIZTN+xdcKxfBO1XqonDF+hZz0HJazzlsb9asGR+hjnPW7ezsYnEZpjdwDsjj4nYya64TuvNq1KghWrZspTs9JSQCpgRu3PiVP47IOZ/Xc+XPnx/e3t748MMPzZKnpaXxY/jUKYMD/ho13uOPNxYsKGMKrqcwSkMEiECOJKD1UsVVWo+FkNwLkuBTRM1fjBEUuQiNbFNQs2k9NPbqiH692qGammgmQ9hWwYvL8v6pTZjLrLFWLD/AvwDzYcmDu2NwF19U+FM+SqO0KmnXExEzZ3VGlC7Wpg+aeqIl23R29/dF9XQTfj115fK9eWgVVq3YjD2HU5Dwo+HL+btuzeHuGoyg7u3hXc34xVFP/2mOA3ZUcsOcGZi9dgUfObN8rebwatMN4b1YaPZ/tBnc/2UnVkQvxfrvtvP3c5ELmzb3QnDYUPRg1hY2Xewo0bSRU7Ay0RBFq6pbOLr0DUePYDcUPzwZediRsawWvLj2cEdUzmyaxyyqYrA0mamFbJPp3sYTIV2HIMynEh6tCEa5LhsyXfASWN5MmMus7xZix/ZT/IZDyuWXCe+wo1N3lIMR2JEpN34XL1yGDen9lb+6G1p/HIDQPj3R5n3bNj1GbTbhffpLQ5vVrEwsnVu6x60JT27+eHoGI3RIL8Ujb7rztiIhNzZTdzJrv+XrEL/RsK7xdQr6FP36cJas6pka1sQFdulD05LFY6HsB01LYZVqc8da98ybiNlLtyOOWRwZxl0IwgeHwafyBYxjzvbHs/uVLJ8MzDZivjSCcPrzqYlXG4R2bIuGZY0tz+QiNHKc6zVqqTrejZ456c+LkHDDmvZsjfy6YdT0+5ewI3Y+Nq8/jKT4g3z/cmtuk4ZN0DIgFGFBbgYLSJ2XpphjwpZf31sEo1vPnujYsFSm+PAqHPI1dg18HXu/MV47wjr0NjyHFI6O8msxq9+BdYuxZMk67N13On09DIKnv8p7hVyERramuDVrjEbBHTG0Swsj9wtajATU95kF1qKFazKe3+nrVIBJv2g+k7kMuX6OicbS9fHYzD1jxHcL8/oZnknKxy6lQyFTBK/0DO//koCdq9dgeXxGlFJu7jVu2ADB7cLRzosdG5VxY6FzaGZ7MqsFr0dp/2Ha9lRs/fYAfj+4EHVfv4k+rm/jg9bhKN+yv8UN0xK8irBjYP7N/OHbqjXcWjZGaWd9kQo5i5vHjx/jn3/SzOr0zz//YMKECdi6davRbz169EBk5ASL20A3EAFbCRw7dgyjR49iAtYpMSvOuf3w4cPRpk0bs+ydnJyYuPU6uGO43H1vv/02+3cM3nrrTQi/kbWhrb1C9xOB3EtAdJC8tLDFR1ByLxVqGRHIfgJS5+WW+MPL/ppTDV5GAuKRNgt9u72MrHJjm/V8sMmN7aY2OQYBqwWvvx79g4ioeMTt+wFl3vwD7716EY3SzqNu8Ceo2Z19pbPw0hS8ihRizuCbMqf1LeDm6odSpSrqKuHp06e8T6X9+5k/ApOL87fF+T8qV844SmL16u+xKHt1deVPiYhAZhLgHNKnpKTgjz/+ELP9999/+eOPt26ZW4QVKFAQnTt35i27uPs4S6+ffjrPjlQ+Rf78BfjfmjRpkplVpLyIABHITQSEKEYVx+PwxbGonxOcF+cmvtQWImAtgTtx6FurNRb81Ub0F2NtVnQfEbAnAak4q+QU3Z7lU97ZT4AEr+zvA6qBMgGrBK8HT/7F9d/uY8r45TiWcgqNW1VEiX9+x7/fHYR7cABa9O+BvAXfRp58b+hmr0vwausKP/8WcG0QyKI0Vhbzfv78OfNhdIX5M/rdrDxOLOCcex89yiKZmFx58+bFwIEDmeVMkO56UkIikNUEOEf4M2bMQHz8HrOiCxQowITgAObzy3CMOD4+nkURncfmwm/Myust9O3bF+3atYeLiwu4Y8F0EQEiQASkBISXVNqk0LggAllLgD8a++Ec/D0olDl4dkPFUunOsplz5FunYvHVsJG8LyKliIZZW1sqjQiobCa5sVySHTV85IMlP+5At0r6ogoS09xDgASv3NOXubElVglehy7fQeLZK0hZNxf/3D6BgI51cPfG29i47BW0apof3TsXRcl3W6BI6Zq6mWkKXtyRRi9v+Hr7wK2FB0qXKyfmzfkx4gQBzpeR6fXaa6/xgkCjRq5mv3EWXi4uznjnHZUDxbpbQAmJgH0IcL7mrly5YmT1JZT05MljJujGMj90x/k/3b9/H7/++isePXrE+/EqW7YcG/sNMWjQYFkfYPapMeVKBIiAIxAQI5Pt+wDRR1KYM1japDhCv1EdcwcBqS84pRY5B0Rh88rhqJUe5TN3tJxakdsIvDgWzT68DsUlFojjMgvEUYQshXNbF2u2hwQvTUSUIBsJWCV4rTp8E6v2/YR8389Cuedn4TmoNc7+XgYz/+8ZfMtfQV+3OyyacW+8/YF+5+7aglcR+PsEMMHLF+4ezBngi2f8ES7OP9d///3HH/m6cYPF/TS5OMErLCyMObxvno2YqWgiYB8C3Pjnjuzu2LGD9/slNweqVq2KkJAQVKlSha/E++9/gFq1atmnQpQrESACRIAIEAEioEmAOwaWsmol1iRsxakTP4uBDTIcBTMLbeY0n8QDTZSUIJsJpC5ohaqD/qAPJ9ncD9lZPAle2UmfytYiYJXgNXXrDcxY/xNaHZ+FxoUuo2r0AKQ8L4QFS1Pg8fgYPi14GS5dJ6H4x120yhd/1xS8ihRBADsu6RfoB9e6rkhhUY/Gjv0Sd+78Du5oIufUm9vUm17kuFt3F1BCByQgBGU4fDgZY8aMBfev6cU5veeOPubJk4f/qW/ffhg1ynI/ew6Ih6pMBIgAESACRIAIEAEiQASIABEgAi8pAYsEr3tPgV8fAQuWpWDpmoPo9WY8Wn/4DBXCByH577cxd+MZVDy7Dc1vJcE94itUD+quG6um4FWYWXj5MV9FH32Evx49xKnTPyIxMZE/5sX5JmrWrBk7smVsteLm5srCCXvprgMlJAI5jcB33+3Dd999nynVOnfuLJsz+1Cz5gfMkX1TPs+SJUvAx8cH5cs7Z0oZlAkRIAJEgAgQASJABIgAESACRIAIEIGcQMAiweuXP1/g0K3/sGX+VhxYtwWfdbiH9oFlUbZmfxz9vSwWJF7H07hFeOfgRoR+NQFNu3UGMysBnF7RbKsuwauZP1zKVcDuA7vx6+3rmnl26dIFw4YN00wnJMibNx/v94jz7UUXEcgJBKKiojBnzmzNqrz3Xg1MnDgRDRo0UEzLBW/48ssvce/ePTENd9wxIiICHzEhWbjIKlITNyUgAkSACBABIkAEiAARIAJEgAgQgRxOwCLB68fbjxB34Q8cXR6DKzs24LPhHyCokysKvumHO09K4fytR9j2f+uRtGYrvujtiXbt3fFKhapAoaKaGDQFL+5IY2AA3NzdkO+1fLpEqUuXLuOXX37WLFtIULt2HXTt2oVFt3tb9z2UkAjYkwDnl+vUqR81i+AiMnKiVfHi7yim5SKZcn7vuCAPwvXXX3/x/u8ePHgg/i1fvvzo3DkMTZt+rFkuJSACRIAIEAEiQASIABEgAkSACBABIpATCVgkeCWl3sTyg2fxx+4VyPPDDnw6vgu8Qtuwdn2AF3iTb9+EGQmYviABU71eoLNXKeRv6I88JVw0264teBVGQFsf+Pn7wLXBxyhVIiNKo1LmMTHL8fXXX2uWLSTgrGSCgtqgWDFDW6RXsWLFWERHF+TLl093fpSQCOR0Aj/99BNmzpyJM2dOi1XlxjgX2bRBg4ZG1S9TpjTKlSuf05tE9SMCRIAIEAEiQASIABEgAkSACBABIgCLBK8tKT9i0oadKH01AY2enEWrvqNQu1UYw/gGE7xe43FOXPULpq89iWEVt6DDh49RymsUCpbNOC6lxFxT8CpcCP5ervDzbg635m1Qqnxlze67desmrl69pplOSHD69Cls2bLFyNpF+M3NzQ1DhgxhPo9K6c6PEhKBnE7g77//xpUrV/Dw4UOxqv/8k4bY2Fj88MMPRtUPDQ1Fv379c3qTqH5EgAi8DASurUaQSydseb0N1vwUi5AyL0OjX742OuE2lrerhG6xjxGy+gbWdCj98kHQ2eID495Bk8g7KDshCddGueu8K/OSOeEwxpVshPH3ymFy8lWMqOuUeZlTTkSACKgSyO75T91jXwI/TG+E+sMPo8TwPbgS5Yl8L+xbXm7L3SLBa82eE/hiznaUuJ+I2nnOomrjtihZzc2IyY5jD7Dn2G2EvLEHftVeRb1PpqN4de0Hr7bgVRj+Pi2Z4OUNN4/mKFU28y1NuA3+ihUxRj6OhMYVL14c1atX56PdmV5ly5ZFvXr18frrr+e28ZGl7XmW9hi/nUnBHw//xr0y7+Edxrxa0YJ41SnjpenZ3/fw6MY5XLn5D87dLIiqtZxRpUZpFGQ1fY0mf6b0F3fkcfnyZThw4IBRfhUqVADn84u7OIvHevXq4Z13SmRKmZQJESACmU9ACBOON8fj8N2xqJ+b1kgSvDJ/wOTAHEnw0t8p2b3hffHzYnhW64nEooOx71Y0muaQAxFOTxIx6PXmWNghBhfXdEYJG9dBXth7hQl7OrqmYCaVqaMoSvKSE1Ca/88PTkaexiwyO30ckh0hjsCHew6uC6uCDqsfocv6G1jWzk4ffu6cw949cdi89Vv8eHo/Dl1g0QrzlEPNpvXQ2KsjeoS3Q623HHOiWSR4rVp3AQPH7sfjP7bh9ed7kOe1Qnj1tbxGLU97+hz//fsc9Z8/gcf71dB+ejQquzbWpKMpeBUpioCQT+EbGAK3OhVR6p0imnlamuDp06d4/PhvPH/+3OzW+Ph4TJ06Fb///rvZbx4eHpg8eTJFurMUuEn6x7/fwKEZI3H06g2cadEHDZig0vv9ssj3akYQgYfXTuJ6/HxsSryPb5JLodNnvug6yAvc1C9i40uMjdXPNbe/ePGCzYPH4Cy9pNf//d8CzJ8/j//Tu+++y5zkT4Krq2uuaTc1hAjkNgJKgleuEBFI8Mptw1W2PWpjVSo8TE5+jhENXm6LouwWvO5uGYDiQXORt10MLmzoDOcc8k72ePcwVPeZjruZJD6R4PVSLD0O18isELxyxbuDSc86hOCVLtrPzlsX0UdSMOjDzH/W3djYC67BC6EaEtC5OSav3IARbsUcbn7oErwePPkX524/wO5NSdg4cwMqVf0dHzX9l9v2sqOM5ucI/n3K0sefw2t/P0HP3o3wUTM3FK3qhlfymltHCcQ0Ba/CReDvFwC/1r5wa+KGUqXtpG4qdCHn62jXrjj8+edfujr5rbfeROvWrVGxYiVd6SkRkPbgJn5c+yX2n7qMLa8GoS4TU4a0/wDFX3sVb7z4jyH6C3fOHMCppbOw+3pBbH3VE91D3BHepg44+ZPMO+07ipKSkpCQkKBYSB4WkdWbWWDWrVvXvhWh3IkAEbCJQK54aSXBy6Yx4Cg3k+Clv6eyW/BKGlUcTaf8AdfoFBwYpO3KRH/LrEuZ9uASftg0H+PGz0Dir0BmWVuR0Gpdf9Bd9iWQFfM/V7w72Lcb7JL7i2PR7FTNUBwvNgKH702xi7W+8IG0WkgkRvcKgk+jGiiaH3BCGu4d34RR/XtgweF/AJeOiE1ahcAymS+62QVeeqa6BK/L9/7GmuNXcXJHLH5bMxehvaqgd2QzRsGXCV71zOr318M0fDZsPY4m7sOAhlfg4VkfFdsMx2tvKNvBaQtezIdXs/rwbekBt5btUdrFcLQqJ1ycEDZ27FjcvHlTrE758uUREREBd3fz45yvvpoHBQsWxGuvGfye0WUg8O+T3/HriTlIPMgcqX/7Pqq5umFQhAcqF8iDUmBmlc+v4vqRROybMhfHilTDL35D0Kl2RYRWoWN1WT2GTp8+jVGjRuLYsWNi0Xnz5sXw4cMREhLC/y1v3nz8OH/llQwLvayuJ5VHBIiAOYFc8dJKgtdLMbRJ8NLfzVmx4VWqjRNOYCqLdB7BgkoP2/M3olpwjiay6RLWBpPiSfDKpv6gYrOEQFbM/1zx7pAlvZG5hQhi1Fv9tiF1rp9dTjTdWDsaMSX7IuJjBYMiybrqiP40dQlep397hGnfX8Nv+2Lx7r658A73RevhfVhvOjPB622zXv2LWYQNWcK+8MQnoePtzWjhVgN1R05B/rfeURwBmoJXERalMdALvr6t4ObaAqVKOWfuaLIht19/vc47+H706JGYC+cM/Pz587h7965ZziVLlkRYWGd8+OGHNpSa+259/vRP/H1xKw599wOiF9/Dm3XcEDgiHLXfyYeqBZ4AD07i7P4kLI3ajgcV6qJ478/Rsspb+Li0suVg7qOUM1p0//49pKSkGB3x/e+///gxf+PGDb6SnKVX165dZaOe5oxWUC2IwMtJIFe8tJLg9VIMXhK89HdzVmx4FWtzKxYdy7TFupzgJ4gEL/2DhlLmGgJZMf9zxbuDg/U4Z2H17dAyaDXzHry/ScXOntlzcswJl7E8sAa6bXuSbYFRbOk6VcGLufLBw2fAkUv3MCH2OJzO7UL7PzayM549UKf7WMVyHz79D18mXEXS3gP4aNes/2fvugOiuLrvQSzYsCWxC6hRiSaxK8WCCgrSRMWuWGNX7KgQRMUSwfKpP6NCFOwFjQUUBaMoohhrorEEe0ksaFREQfjdN8sus8uW2V3a6sz3R/zYmXnvnXdfO3PvubBrWg9OwctQ5qtzMQg9AAAgAElEQVQqehBe5eDWww3OLi6waWWNqpXzN6RRW5Dv3r2DoKAgOQ8Y6TuYAL67uzsaNLCUvdaIhNnNzc1QubJqjLStg8Hdn54CPD+Hi8fisGbxEaTWaY26o6agY31TtP7qPd7fOYwzv51F0P8lofS31nD0GY3m1UzwjanBtfSTrDATu2c2Hxl5kGtfo0bfwsOjG8qR/h7z8mL2LYrcf5JdLzYqnxAwwkvcOrgJwRu348iuk7jFyi32NWw7fIvGHbrB3aUrOjTI1laQfhXkezbI9CrU1FmqhyQkdEftPalPcHTzJkSdOozLN+4hJv6GpFSqs02HNnAcOARDPW1Q2Vh1ZZIv78bKpWuwM/Y4/rifhlqNO8Le3hN9nI2xst0wtVkak28eRHjwL9jx235OfLV4rUZo18kTXsOGoU9r3TIusz5IpDbtOfUbEm/cxPXYyxLNiyxh17aug+E90BkWOsiMCjlMqLtH1rfSJAUvknAgLBhrftmPyMv3YGJpg67te2FywDi0VuJwn3o/FuFbI5EQcxHX78VJBGvpYs+1seqsF27Q0RZUtVemT6fKdHjEi7JxoPiYqnuU2fejmJWY/3P2GKy/IBHXpjdHnuKXVWGj9CeIXjUPa3YcwZ7TNJ7Y+O9mD/deQ1DzjCN6LVadpTF7/vgVcWck40lqE6P9xsFOD2d5ppNVhnSy0HIRLp6Zhnr3YrE2cLVs7NVq7ATX8QGYO7hZnngnqJuChfS/NlO4kHlRm/fx71W09209iuDk9hCEhm7H0WNXcJ/NM11dMGL8LIy2yzoHPY7HprWh2Lj3CGIuUWZ6sok2AwZg4tQp6FZfuw/Ct9a7od6IfbJ+/E6FDhtLBDCjdkcsel4TvtHXMae9sHLydv7MTiagStNPXd/lsJNHElzXbAvn5kJu7fH4AZO9e6KBkhxlyec3Y9Oe0zieeB03rknGF7vYcy2s3DDEuz8c6+qnfaTL+M+xLij0KXunnI1Rndla2cayJZp4OqKPfVc0qVES2u0ddF8n9e0H6Xhi6//OtXuw82j2uGBzpZtbX/T3oH1HVlINtfjouG7pMv4fxW9GyLoNsr2OdG4e6l0HZ2y7SrLfxlH22wLSquR78X5yHl5pNCiukIPSscSb2LAyFFXTz2NUm+dobDcQFjbjVfZnStpH/HL2Hn47dRKph5bDquHXGP3jUpT/Qg/Ci2l4ORDh5UgaXp1sUK1m4Sa83r17hzt37pDm16scOP377z/Ys2cPbtzI2vzTHYzwmjBhAnr29NRlnHwSzxhlUmxw2t9Iij+GqAVrcbXkt3jYnsIW29SCe0PaBlz5Gb/F/YFl+2vCoqU1Rvo4oX7ZYqih5rD0SQBjII1gyR4Y0fvPP5LEDpcuXcTevXvx33//oUSJEhg/fjwRvd0MpDViNUUEChkCr08jwK03/H+jA42qSyEbY4ETXio8LfjVL2k7Cru2roKjgh4E+6oZN88V/fyOqBdRVeJRwp5NXOKJ7tP2q3zWdvw+hC930VpYW5BgtZkTVu3dhVHfCzsESvHINcKLdD7Wr0vHlolLOO2iHNc3QxBxeH0ODQ6NJBK9iOG2k3DTOtOdjrZQmAiv+Qf/QKXtPTAy7C85SGvMjcO9WbbIU/yoxMykCAx16o4N2VtHpTOBtD5yP76+gMV9u2HGwbvKZw8Ta4zfEYZlzrp5D5xbYoWW0xJQZfQKLCq6H7NXKB+37YgcPDSjeb5qrhoq4eUwahJKx67AnuvkeaB4EfE1KHQr+j5YhjEzd0k+fihepLWz5dhm9DbTQmvnaQSGVCYbo/erI7Kek8D1lyRwLSU4VRFjilXK2/kzdwivst2XI8T2JGZ671SKa037Rdi3bxq+V8hCKvWwUrk+E6ZuwRHYNk43+9d1/KsjdIS8U/rB7MuTWdke1WyNlH0sU3m7inVSOl517Qch6z/MaQ08HQJ3IvnVEl46rlta7R5fX8PacR451pUc7zAdhai7q9FZh49pWtVHxc0px33R1m4ezluMQuTZ1ehiYNka1Xp4pVOywpuk0X7l+gMk/HoAX5V4gK5tiqDG1+1QoWZHlfilfcxAwt1n+PPmdTy7GIm6NarC2W0QypRR3UuaQhpNTU3h4OSAzo5dYG/XCbVqFJ6QRm0N6fHjR9i4MQx//vmH3KPM48vMrBb3t+rVq5NAXUvCrIy2rzfY+43AFvUXePFHPK79sgaHX1bBr+W7Y3BXC/RuXhR39gfj9IW72PbCEd9Z2WDSoKaoVsIYpoUkE5DBAp9HFT979izCw8Pw8uVLzsOL2XfNmjW40mrWrMnZN9P4Ei8RAREB9QhwLu3TG6LLT0nEOPhg97qpcCJPLi5RR3oqXj4lcebYSERszYDXwWkyQVPVXitPsLFHHXhFpEDdlzohngxq77kXgWE+J2HVox862DWEBVNAZRfVOensZiyZMoYTQf16ZjQuz7eXOwTf2jQAHQduwn06iI9btRje5AlmTl/VOQHV21cRE7EUC6duwnklhNfDbQNh3Tcc98nTYVhQKGYOtuWepcwo+PPAEkyYNJ8jgnQ5fLP2LnQKQ9EBJOpq1wy1q0r6gavX1Rj8b8YY+B8gUsH5Z9zeP0IrQi3XCC+GMR2uOg2ZAu+JA+CY5fWXfD4EY9yGYRtFnSvD/OG2EZhxoQU8+nSEXd3aKC/dfry5jVPbgzF9+ErEazgIq7RkHW0hN0IahRAeQjy8uLZZemDJkgAMIXuWmrO0zXmKHyO8Hazhf4Y0g90CsGrBWHSwzJoD3jzBn2diEBI0EssOvckRbsKFovTvAK8td8AI5v8tnoK+zWvDpCjVnPr2yLIJGOZH5LCO4Yj8PuLW9yZ9MGHerGyMnp7HWu/uGEnlo7w3jj0ORjseWaCRKFBhVEI1uYT0vzZrkErSJstz1cqzG0Z56O/lqdTe+FhmVdqskzd8A8bK+jT1fiTm9HLHooQ01CGC+hwR1EKzmPPXmvJDd+D2+p45nmX2tMaxAUYd/gD30FuI8BJOkubt/Jk7hBcHK/VlT18/eHt1R2vybmK4PDwwH56u8xBPPytr98mFrthh7Eme1h3R1LyqbH5IfXoVR9bOwFhfGmOlnBB66QC86mhBQrL66DH+VRE6/H6sPWg5wn8cDivzrI80tFYmP05CbOwWRCS2QvDPPbmPHELWKFZdffpZ7sOBDv0g2zuwZ+evwqJR9pL1P2vfsdJ3LpadbYqtf0WgF+XdU0946b6HETSnpN7G2mEduLkxx9xMfZB0/iDWL5yFhWxP4Uh7isjsPYUg8lhFJbTy0KI14uT2VZLkH8+sEXjsKHmZafcxTxAWeXyTRg0v5uWVTh5b79+lwtjoI0xokTIuWgJFjBWobX5FaRy/T8tAeno6Pqa9QzFjY5iULEVeTKrFqzURXmXLlYVVr1bo4NYBHs26o+5XhUe0Xts+YlpHKSkpSEuThAuwi3nHzJ07F7t27eL+f5s2bbBw4UIKA7PQ9vUGfb8RyG6eXMWHhK345Y90zL9pgf7dzeBpVRRJi4OJRE3GuXZj0JoIL+8W5ihVtAiMRMKrUPb5hw8fyM7fcrbNwh2Zfe/bR67ydNnb2yMwMBDVquXM8looGyNWSkSgABHgb2x84zIwx0bYZrnACS8NmKUc9YWlwzzcV8w89DQSoxt3xZqnNTEw7Bg29FZyoFKh4SULtfkH6BV2C1v753xW9qVS18OHmnZl3giBc4NhiCLyYMsfu7XyrhBymBAU0kjtCj6+CROb5QyfkR0mas/Bxb/9INwzI5t0reoXh4f+ORPy6DNEVNlCYSK82s7ch+1zyLtNB69yPpGgC37nlrQjD6oTRHjPwekoP7RSElKlSsPn+d5xaOqxEvdb+OB0bGCOZyUaMUSoL02C1U+JODVZuwyLbMxNLN0Ry4s3w7j1GxEwoGEOkiSDvAOKkncAlJBqnwzhxR8AZh0RuG2/1gdDvr23HL0D25b3hLmCvcnmGCrPZXEiwqY2z4G3LMRUh6xusoxwKuZH2e+mg7Hn71C45aKnh37zZy4RXi1GIWLHKrgr8Yw76V8XbQP+humgHbi+QUICCbn45JKqdUnde/QZ/yoJHd4aKnStErJGCcFDXT/L1ihd+oHnoahq78DCaq+sWYlbLrM4L2dNIZ/q2qNyDyMABDbvnvB3QLuAOA3zusTmpKHz0lfnJeGl+BFDRgAP74/WeoS+C4Alz27RSHjlWckKL9ZIeJmWRUeXDnDo2hmObR1hVs08v6qWL+VkkmAa0z5KTDyndXldunRB69attX6u0D7w9hEyKXZ+z8HrCN5yD7bu9dHcujIurYzCizfG+GL0cPIOaojOlcujWBFhB79C29bPpGKM/Gb2ff78hRwtNiZC3NHREc2ba7fJ/kygE5spIsB9LfUvYoU5hMWIiOdY415RECqFnfCCCtJKtuHN0gNSSsqoeFZ20LOYgWNXF8h5kmRvFLM9FHJbBFaIV5yqzhNymBBEeCmEtvLLyzgTCAurWbhfhlKL39zChXQIvXLbU0auXFUEJlR7IwrFWki9hXh4qdIFymv8uHZWofFPagHqxr8ywotvL+qeZYc+izZkF+rGnIqGymyKSNQEIlFbKiEBZIdKJR5eQvHT9T4h/a/ru/nPpb5Mwp8xEQic7SMJQ6SQwoi4zTlCh9WVJWwO0EzsqJpbhbSTT84oEqB84laZl6iQ96tvv4C2qXiBkPlAKw0vJXbMvIdrkvcwtPxgwKqsq6i8PuOflauR8CKiOvhMIiZ+r/k8JcQ+hdhAXvWDoL2DQgX1Ibz0GWeMOG7TYjLi1Xx448aifT2MiknP1+y3OQgvwozpunkO88PMcaRhV0BhlUJsS+X+KiODSdMX/KWJ8CpX1hSudq5w7twVNk5tUM3s0/YMiY4+DF9fXzx4kC3AwTzDmDbY69evuQ4rX748SpYsiSlTpnDZ8FRdxsZFudCxYsWKFXxHC6iBEVi2y4c4sT4Ku6dshWmXhijR0hJnIp6hZJkqGLC4Jxp/XwPMAozSPyAjPQ0p79PwIf0j93bjYiYoWqIUihsbkXehgALFW/Idgf3798HPz4/L8li8eHFMnToVvXv35upRvHgJzl5ZGKR4iQiICLDwgJfY7mWG3mGkMZDl4v9DD/mwCWU4FRrCi4Rff4+Jwek/L+ACCaLfJ83KJzxRX77XBz8jkVItImlDVRAkUi0hTV/gpffpnOY7/SWuJsbgVNx5XDx3lpN/SLl7Qib0zqqpLUEi5DChL+ElZIP+7v55xJwgaYGLF3HkCoVSpP+bLc5P7RIaSqZ07GphC+z5wuThJbQ/cxs/5g1hT16DsRpCDpUSXlLvK00eh9LxpAMhdWuDJ+oN2Ql1Y4l5mX1JXmbFe4Th+s4BWoX66rsG5BfhJa1nZtIW9GvXjwsd1tZjTtgcIIAU0jOLrUyjS/HDgdSDRguSRGn/5cn8qRkXfYkWIeRI8rV4StASjwu/JyAx6RUy3/ASthAYatc1JWDpM/7Z61SHNF7AwiZN4XOJbiKPxOGTRmIkhWNa1qggCXdWcgmxT7nHdOhnIeNVWZsE7x0U2iWkT1nSFaF7GCHzlWDiODkSoyp1xc+a5m8hhep4j0RG4jx2Bs3AyNXqvdF0LCJfHjMYD69yZcsS4dWWCC972Di6oJp57XwBqKAKefToIXl7JcrILVYPJga+desW8pI5z1WLeXb17dsX165dw717qoWMWVbIAQMGokmTJgXVHK3KNQLLbJKCG3u24FzwQsRllsH5olXxNLMN6jeyxuyJzdG4XgUw9afMu4l4cT0R4Sdv4vekp1w5VSzpvvaD0MKiBL6vqvmLhVaVE2/OFQTu37/H2TcL7WUhj8yGpeRu06ZNMXDgQFSq9EWulCW+RETgU0AgMykSY/p7cJpX/EuatdBjeM8cGaAKmvBiRF20/wCMCTigXFRZ2hDeQV7whlrFgU7oV3Qhm2pldsM2f1fWj0PfuRtlWbhU2ZdQgkT6vJC25ynh9TQWAYNGwf+QelV0XQgvXWyB4WJQhFce4SfoQEZYKbV9AaLLcvarpY4X69dffzCH+7pXUOctKQ0FUwzLyY+5Wdexrk/d4mZ9SRqBz7Qm+ITNAZqJHSHEtrr28UPD+Z6BsiyOOmgUSsZzXs6fmnHJS8Lr3VXSSOwzBxuucHl7VV7aEl56jX+qhbrn350PRg/3yYhSSG5Sz8YDDq7d0HegfAibEPvUt5+FjFflhJcwbVLFjlGHj67rlqa5g++1NzX6LRZ1Uq5nLAsF18HzVlMdtP2d7/mZF96d2tZH2/sNh/CikEZXEux0cewIm47dULVWXW3bavD3M5IgODgYR48excOHD+Hg4ICJE72xbNlSREdHc0L3TNxf8apUqRJlx3PHN980lPvJ3NwMVarolpo9P8B8ER+Ox7vnYunJF9iaVAplW3rDxt4dAT2qolEN9vnhPZ6R+/hNEmtec/k5zj1KRhm8RXmzdqjUbAycO1SHg3UFlKU7ixcKP8b8QM3wymBaX0FBQThwYD9X+YYNG8HDoxt5MFbgvLyYnX71lRZxN4YHgVhjEQFhCNDX0j8P70Lo7u04c1rem4iJlHcO2IK9PrYy8feCJLz4ukCsbt97DsfUfh3ow8s3qEra9SZl6Cvyoy3wMO+HvQZEeN1a44p6oyVzVf2uozF2SDdYN2lGgvz0B5MKqGCi+dClqrOFHCbyjPB6HQvv+qTD9EQaujAdvTs1RdMG1WBC/ytPCu1CDiLK2qarLUgOTgYS0piH+Ol14M1zwusChVs2xZwXNcmj8S5mNMv5kVFTWI6haXgJmaxloVVqwouVjxXNh3YhoXv6El6sbucWtkbLmZQlIYvcMs/M8gj6sybGR1ykjJ7CQuv57czb+VPz3JtXhBdfV62YpRN+GDkY7m1o/jRnOooluflT6McYRbvQa/zTyzQ+T95Lp3ZvwpZfDyPuzHH5DznkUT5icxTWUJIbTfNxbvWzkHUmPwgvfdYtTXME32tPnX7arTVdaL9xGJWnRePOIvnEPnmp4aWq/tL6aJudVRMe+fG74RBe5Uzh1t0JLq5OsG7VHlUr18wPfApVGUz4+86dO4iKisSqVau4pACM5GLkF9NBGjNmLKytrXPU+dmzp9izZw/++ks+lfbYsWPRp0/fQtVGfmXSHxzBu6sb4BdyCRtPvME33ebCzrE7hlqbwKISxY/gXxxdvBOndiQgjbz+KjSshm8y/sCNC2+x72gJtB5ph/YjbfAN3VlNJLwKbT8zD6+7d+9wHozsunz5Evbu3YtXr15xYbjjx48nAqx7oa2/WDERgQJDICs7W8TPc/HjruvEVMhrcRQk4SU7cBHZpY3wPCM4tvf/Gr23vIF1cCJOkkev0qsAQhr5X2XbzY3DodnZ5KK0joIOoyoMpiAJL9kBnXSHthzbrFRsX8hBRG1faWkLmg5YQrEWUm99NbzyEj+ZRpaGtPRKD9S8kBhpVrLcnK9kBzd1oZAa6vApEl7SkGnFzGqasBc2B2gmdnKD8JL1bda6MuKpnyTJiI7eJnk/f2rGJa8IL6kHoy5JJTTZhF7jXwjhpVABiRZdJFavXoJfjlFIO2/eEWyfWZqDuqyTQuZr5YRXtrepNp6kGjXOdFi3NPYpaSYWJc1EZVlrs/cS2XshZVkVC4Lw0pXI14RHfvxuQIRXObi5u8HZ2Rk21jaoWrVafuBTKMu4SLoa4eFhiKcY8TNnzqBVq1b49tvvYGnZACx8kV316zcgYfcW3L///fcfbNwYxhEJ/IuFQzo6OhXKNnKVeksHuOQz2HrwL8Rc+A912w7Ad01bonUtI1QsSuII764jbGE8ovfdR9MpXmjmUBffZ17C7xG/Y8OSC6jl3RPfT+qOlvQqc5HwKrz9rFAzFurI7Ds5OZnz8GrQwBI1a9bg7qpRowbZdUuULq0kRZXBtFCsqIhA7iJghGwtDv7GSN3GURpyo45U4m+oVLndqzpAyDaR6rKEaSCtyg/dgdvre+bIQMahp0m0Xs0BnO+ar5VovYCsVkJJGGUWwD9MqKpXXnl4SUkHdRkEhRxElLVLH1tQ7+F1GxvdG8Jr3zuM3/dcpceJbJOukNadX1d9Ca+8xA9SwkiDbpJy0fq8FT0Wos1V0GE5utqtrrM032aVeWaoe69gQiEriYnKsGk9NbxYHfnzZH2fMPg8HAsv0pF0D72FCC8lmXM1AZbn82c24aXtesWqLsRONHoWqcgMzN6vq4eXPuOflavRw0tVv0n12uh3vp1p3Dvo2c+69gNrhswDqctyXIsaj/oCzn6q8NFn3dI0FIQk8eBnvxWaVEBTufr+LiN21ayl+paRV88bDuFlWg6uHUi0vosLbDrbkGj950t4paWRSDtpH61evRqzZs3E/PmB6Ny5M/13PhISTnO20r9/fyxcuAhGJA7MPGjevn2LtLQPcnZUqlRpmJhQbElhvTIpy03GB6SkpuH9hwwSoi9NHj/FUZyiGYu8uoHMJ6exMpy8uc4UQ8/J7dCuc1XUyryLW7tj8NuCCBiP9MIX5FYsEl6FtYOV14uFOKakvOXslv177ty5nMcXuzp06IAFCxYQ8fX5eXgaVi+Ktc1VBO5FYNbmshg/zR6VlSTi4IcM8Q/+6jaO0s23ugMZ39tKlfhyZlIoutcdCjZC+Zvi7K/SqlPXp5wJgqvVlBxi3LKMcWqyF72ID4Knbc5n+dozqtK/pxz3RVu7eTiv5v1K++9xBPpU747t6ogHFYcEofaQOO9rtPK7BZVkX3IsfDp2xKKLgOJXX0EHGxUHYU3lsvCOxIVuFOIUrbVovT62oJ7wyg7/Ukdcaiqf02mZ1RmdF5zN0TahBGZe4sfHoC6FtlxRCG1htmWU/gRhIy0xKPRlDlFsme6S7RycjvJDK1Xfi5Kv0cemW3CY4ILKAg6KrFyNh1/eIVRb8kfomNF0n5ADtKZ3SH/n5kSfdfhyoi/sVCgtyOYX8gzxjb6OOe1LCn292hDe7Dpo9mTKDQ8vVp5MvF5auKnq+VxjI/N4/tRnvWJ1F2InqggvqVeyqnWSSzwzzBy9Q19pLVqv7/hXTeisgvf99gjo01DpRyVVhIvGvYOe/axrP7A+lIWWqvHKYn1xZf163HKczGVQVYmPNKOxGptXtYfRNBZka5KavcSjvVPh6rEE53VIJKKpfMXf2Tq3sNdZdF47Ho1VZGDkJ+Nov+IKYsc20raYAr3fsAgvFze4dCUPr7bk4VXt8yW8pBaTkJCAQ4cOaTSgChXKc55c9erV03ivwdyQfB6Zjw8jcG8xRFz6Et6jbeHUviZMM1/h4cFduLR8KR52GYsPLuPgUMUIlkzIS7wMDgGWmTQy8iB+/12SqIF/Me8vR0dHmSejwTVOrLCIgFAEpCSFpQfmzZ6EPo5MM0rysYKFH8StnIhhfvtx32IUIs+uRpdKkher2zhKPTNgYo35kfsxya6iTPuLXy3ZYZnu843YiZmO1bj73t2Ox+6wpQiYs0smSM8nvPjEU5vxYVjuS9l1K0nqzJ4NX7UAS4KzxOwVhLL5ngUlbUdh/Yr56NOYaaFkPbvcH/NXHAEnDaxEZJuljrem1PH3WUbL+auwaJQ9zNkhP/Ulft81H9NnLkEsifSqCrdQ1S38epm7BSBk2RTYmUkOs6lPr+JIaCBmrd4h00DRVrSevSflqK8kbIg27ANW78GKwc1QjkhO9v6jW5ZiWdB6ru7syk3CS1Yu9fO40BWY494MnImlpyLp7GasnPcTlh0ir2u6tBWt188W1GsayULHWChmVAh6189JLvDLtxj0M3YvGUG2KLGHP2M2kTZqVuiOkrYJJbzyEj9Fu3ANCMHP3kR+l5C2IQR+U2Zgz3X6SEiXoig2325Bc8iSJQHo27YhqmQRX6mPybZ2SGwrwTYMf28dIIjw0qTNxerCJyEG7niIDT3yf+8u5AAtHfP8/lZm5zLyYX919PT1w8T+XdHUooJk7nxzGye3r4L/nCBujJoN2oGEDT0FYZldfuHR8OL6j7J8zqhNBPs/khrqI1adH/OnrusVa5sQO1FFjsjKNXNCIM2fE9vUkWQ65OaYEMyftQLbLkuSi2krWq/v+NfkwWTeaQimeE+Ch9ycQFn55k/EIJaVr80iXDwxDd9lkeCa9g769rM+/cA+zJyd15k+Gp3gMloPCwrFzMG2kvWfW8t2Y/MykoCI+gbSEG+VWSx5tq/tHkY6nlX9V25c2fogcqsvulSntUvJeqsp47SmsoT8Lpv3eFnAretWldgwk844vjl7jdH04URIgQVwj8EQXqZMw8vTFV3dnWHbzBbVvqpeAHAVziInTBiPI0eO4KeffkJXIgTZtW7dWvj7+3P/rkbk4IwZM2BnZ8f9fxOTkihVSnlGiMLZQiW1en4SmQ93YVZsJey6XhuBg6zRo7UFd+M/tLgkrZ+O3y298aCpD3o2MUIzYvHFy/ARYOSXr68vnjx5gqJFi2Lq1KlcBlJmz0zvS7xEBD5JBOiL6ZAW3bHhkZrWUVrxwG37MaNV9oFf3cbRKPUC5tg1hT9pEitecsSVmvvYhvKHNeOBoePwM71EkeBJIZ0KB9KpiFdWbarv5OGNcWE2HQ6VkFaZSREY6kRtVpYwkG1kp7siaZ7yZzlvpCWe6D6NSEAVkNmO34fw5S4wE+jJIn0N/ytnjldTvXrNG4iS032xQQkeQmxTQhC0Jg0z0k5RvFhiAh/yLLk8CTN+fZOrhBfD7IS/A9oF0AFHyWXWyRtDv/8DfkFHtCa82Ot0tQWNIV7k/djXpju2kcqB3KVgUzISVEnbanXyweyONzHCZ5fOHl55jR97f9w8V/TzyyJ6FdrB2tDPbC0WhDxXfqB+fQErhvTBxN0S0lLVZU5hxKcpjFiQh5fUk0NNZkd2kJpO4XeLS3ZE6OUj8KqTD3sxgUL9yogHIYSX1JtHHY6WQ4hYXT4CDbRUX9Bo71SoIOxYX3MAACAASURBVBI2F0Iape2TiddrCKkVMr/l+fypx3qlH9FC4dX9O8Bryx2lMDTotQh9yizCjyEvdCK89Bn/qj2YgtCAPKxvqeu4b4Yg4uB6uJtlj1shewd9+lmffmBNYYTbr2MHwn31STUTHbXrdAjcyUtTnWe0ruuWkLFwa9MAdBy4SekepUStryli6Q5u3k9Tm/1WSDlC7uFkMeo2hU+S+rvZB8hd4avgyLMHIe8vDPcYDOFVlrI0tnNqB3vHTnC2c4FFjdqFAb9CUQdlhNf169dx7lwiMjMzufDHa9eu4dmzZ1x9WVjYoEFenD6SoV6ZD+KQeZUIr8Q62PHwWywaaEmEVxWuOUlEeJ0P9cHN+hPwSiS8DLWLldb7wYP7YBpfLESX2Taza+YF1r//ANKx+/aTaqvYGBEBOQSUZWgkAuS7di3QxqEPxozogQYKrugaN46vr2FncBCWbwtH/HUKeSfCxtbODH3mR2MUL9saC5eKDpqNxduOIObSPZhY2qB/75EYMqI/rCqrD69JvrwbK5cuQ/jGk9zGmkt37jkY3gOdYfEqZ5ZGuTZTiNXOFdn1q9W4Ixy6eXHltn6v4Vl6UfLNgwgP/gU7ftvPta94rUZo19EBnv0nY6idHp4mj2OxImAp1kce5ry5+PXShIcQq+ZCLjbNw4//tx97Tt/g6u3QdQRGefeHU9332EgZs7wiUnKV8JIcFF7ij92ryOMpDL9QuZw9dLNHr0GT0N+pDt6Ee6LmwJ06EV7s/brYghACAE9PY4VfoKw/GF5tLO0xeUMwuvDCzpIvb8G8ef+H/bvIFtnY6eqC4SPUt00QuZDVqXmNHyvmUcxK8m5chwP7L3MejPz+ufLjV2gb8FTtgfpR/GZsDt+D6IREbiyzq75NR9hae8JjcE84NpB4Ugq5hGhzZf4eTF7Yk3FenZafkMK0uScPCS+uGlmeIgf3HMP+C4m4Hkt9QX9m82Ibq87wGjYMfVrrlgFdiL0LsslcJLxkYY1Z2Rq1/UiQo+vyev7Ucb3SuF5SQ9SRI9w6uWoelv+yH5HkzcWtN508Zfags4YXD0Bdxr/aUHdlGRppXrHp0AZWnn0weWAnpTIKELJ30LGf9e0HKVzJ53dj/bqt2XNd1nzp5tYX/T1sJB6yGvpU13VL6HT1KCYIvn5rJestXdL90aQB1bGdPkj6kPS2b1wG5tjk/YcCRqo+On8QB2heO0xZwBNjr3DzGrPjtq3bokuvIRjqKvE4N8TLcAivsmVh3cEaHR06optTN9Qxq2uIeOdJnYOCgnD8+G9wd3enLI02MDc3l9PmevjwAdg9TOCeXSyTI8t6x/S9SpQoAQsLc0qZK3yTo2sjMu/eRSaRbkVqkydWBe3TGfPLzbybgIzLe+F/oTZ2P2mIHwfWg7tVRRTP/IC/Dm9C3Lq5+LfZOGS2nQLXekb4XqLlL16fEAJMy47Z9dmzZzjbr1evPte6atVIy62W2SfUUrEpIgIiAiICIgIiAiICIgL5iwA/PG1ExHOscddv756/tRdLExEQERARkCBgMISXaVlTdOngCCcHJ9g52aGmmShaLTXiu3fv4MqVK9izZw/KEjE4adIkuQP/+/fvcfv2bbx8+ZJ7JC4uDr/+upfzkKlSpSq8vb1ha2ub52MifelyZEQdgbHPZBhnhVfqXOjTK8i4+xuWHi+OfbcqYvCgluhk9SW+zPwHSXsPIi7oF7zvPRxlBoyELUX4fC1Gu+kMdWF9kNnvnTu3cenSJc72b92SOGZ7enpiwoSJhbXaYr1EBEQERAREBEQERAREBAo9AjJtOosZOHZ1AdplecUU+oqLFRQREBEQEeAhYDCEVzmWpdHJDc6OpOFlR6L1NfQIR/gETeCff0jocmMYHj16CEtLSzRt2kylmHd09GFs3ryZy4LH9LzY/d9//x3d3xKmpqZ5hs6rmb54v3AbSk/ohxItGsOoZAqMatdGkW9bUNpFLX0k3/5F8RGnsW7TY0TFp6HjCHdYta2FrzOu48+IU9i7OBZVx/ZDg3F9wfJIVNdSpyXPQBBfnOsIMA9GZvvXrl3l3s08HOvXl3h7lStXjhsHjNgVLxEBEQERAREBEQERAREBEQHNCHCZBb3M0DvsP6jKPqj5LeIdIgIiAiICBY+A4RBedHB186Qsje4usG5mjapfiYQX33yYjhHT6jp69AgWLlyI9u3b038XcWGLihfz+Hr79g3353v37mP+/Hncv+fPD8zTTI73FgbhxYrNqP6kJMrhPVD3AYoM7I2i0xZRkLB2n42MMonw+piA7bMTcHTbI9SZMh7f2jdEq4wzOBXxJ1asuA27SWQvM1zAfAEriIRXwc82eVQDqe2npZEGEV0hIaFYtmwp928LCwvMnTuXEjZ0yKPSxdeKCIgIiAiICIgIiAiICHxaCGTeCIFzg2GIKuWE0EsH8ifhwKcFodgaEQERgUKCgOEQXiRa7+bSAc5dO8OmrSOqVjMvJBAWrmpERUVymetYRsYVK/6nlPDi1zg5+QUiIyNx86Z8ng4HBwdO6ys3r+e+c5Dy01aU8+iMkg0sYFTmNVLSiuPl27Iob28F0zZNBBdnBCbAfx9Xwg/j0v5EnDGtgReUP7Va5kOkvK+BBymt4eL5HVy61SNyDZKU0eL1WSAQHx+P6OhoubbWq/c1nJyc8kWr7rMAWWykiICIgIiAiICIgIjAJ4kAE7A+PL0huvyUhPKUufM2Ze4sJ+6jP8m+FhslIvA5IGA4hBdpU7natYSzgx1snHqimnm9z6F/tG4j8/Dy9fVDy5Yt4Ofnh9Kly8gJ2Kt6YWxsDD3nS5pId7hbJk70xvDhw7jnixXLHQGs95OmImPZdhTbuQxFu3tw5fzzy6+4P3QVqs7zRLWR3ZBJoY2ZVF4RExMYGWsOc8z8Yz8enY3E7B3nEH1FkpfcvGV3tOi7AC5NSqNj3bzPbKF1J4kP5BsCLFvprFmzKCOpEf13NmrWrMGVzeyaJWwQLxEBEQERAREBEQERAREBEQERAREBEQERgU8TAQMivEyJ8LKHc+cusHG0J8JLzMKmzCQfP36ExMREErH/A3/9dQ39+vVDly6OGq2XPXfu3Dm8evWKu/evv/6isMe3GDBgIOmBNdX4vJAb/pkzH292H8RXC/1Q1qkL90jqzXv47+yfKPnnORjfvoHkCpWQ8W1DfEWhqyWqVtH82uR7SHl2H+f+fop7z15z95tWroOv6rZArUrFUC3vJMk01028o8ARYPZ87lwiCdtfJo2va0hNfUfkVxH0798f9vYOBV4/sQIiAiICIgIiAiICIgIiAiICIgIiAiICIgJ5g4DhEF5MtN5BIlpv08kG1WqKGl7qTGLnzh1Yvnw5xo4di969+2htPUwDKSYmBm5ubmjU6Fvu+SpVKsPMzFxjmKSqwh7OW4RX+6JQLWAmylO4ZMbtRzAqWxpG5tWQTuGXHzZswz/VqiCjfj1U7dAGJRta0m/mJGhfROv6iw+ICPARYJlJly1bhidPHnOEl5ubOxFe9pzAPRO2Fy8RAREBEQERAREBEQERAREBEQERAREBEYFPCwHDIbyYaH0PIrxcXGDTikTrK4uElzpTZFkbb9++Qwd6M50y1N27d5e8xK5gz569sux3rq5umDx5MooWLarTKHg7zQdpq3aj1KafULR6XaQvDodR469RbNpAZJKHWcbjx/hQrAQybt2CcfgWGLdshmLTp5IAlxh6phPg4kMyBF6+TObGA0vYwLKTRkTsxoMHD7jQ3datW4tIiQiICIgIiAiICIgIiAiICIgIiAiICIgIfGIIGAzhZUqEl4O7G7o4O6OTtQ1qVRUJr7y2xadP/8XGjWEUDnaRK6pmzZqwtLREs2bN8c0332hdfJqPLzJD9sB43QKklauI1xPnoJhNE5QLDoARj9TK+PMqPv6ykd5fHEaNmqNIi4Yo0rCu1uWJD4gIKEOAZXUMC9uIhIQzZM8N8MUXX3C3NWhgiebNm4ugiQiICIgIiAjkIgJGSEfUzJdw2k6q16WNEBFVCe7VRX3NXIRYfJWIwGeLgCybJCHQPjgRsRPFfdxnawxiw0UEVCBgMIRXWQppbNnRDXZdnNHTwQZfm4mEV15bNfOEYTpeaWkfuKI2b96Mn376CdOnT8eYMWO1Lj5twRJk7o2GccA0vDU1wt2AKSjdtBUs/JYR4WWS/b70dODtG6SHRyFjfCiMlnih2KR+WpcnPiAioAoBZtdXr15FYOB8nD17lrvNy8sL8+cHiqCJCIgI6IiAERLgX8QKc+j5wNMZmNFKJDWkUBohA88TX2POsnRsTMjAf+yHUoDDyJI4NKaMjogbxmOZpK85sHkqNlMemoGLSmNDD2q4eBVqBIzwBBt71IFXRAp6bXmIrb3FPbc2HZZxKhBF28wCKs5BwnNKJCVmOBQE38NNnqg5cCdK9Q7D31sHoLIG3Fg2yRP+7dEu4AzQZhEunpiG70SsBWEt3vT5IfA579EMivDq4OKGzl2d4djWBmbVxMU3v4cqE8OPiiISioiwcuVM4ejoRF4xDQRX47lvMFJ2HEHFJVNg3MQCL49HotiDtyj7piyMHaxg3KaJ3LsyzpGn18FT+K9EOlJLZsD0v/9QsmplGDs7waiKAEF7wTUTb/wcEXj27CkiIyORlHRb1nwjIyOya0fKctryc4REbLOIgF4IfM6bKXXAMbLrxpZk1PfNyHFbhaEmeD6zrF64F+aHWduvr01Gg0UZqGRXDH+ElNd4iC3I9mh74C7IuuZl2SLhpR+6IuGlG35aj7+nERhSuTs2mFgj+PRJTPw+/z6y8MdIjblxuDfLVrdGi0+JCOQTAp/zHs1gCC9GsLh5usLF3RnWzWxR9avq+WQeYjGKCPj6zsaBAwfg4+ODTp06cT+XIA+t0qVLqwXr7pQlSA6JRq2QaajoIXkubc0OpI/+CUUCR6LEjKFKn7+/cg2eh2xG9Uv3Ua5dAxjP/ZEIs8b0dZy8woigEC8RgdxA4P/+bzV5eM3H1KlTKTvpAO6VxYoV5+yaCd2Ll4iAiIB6BD7nzZRaZFLfYmqTFASRs3S/mSXxv36lUN7EsOaUj/EvUWxAGq25xkj4u6JwjxVp24sZRiij1gfuT3RSyCvC63MhggqqnYY+B2s7/m6td0O9EfvQbkEiDs1ojhK55N0lpP9EwivvJz9t7SHva2TYJRj6/KAP+oZDeJmWhZtTW8rSaA8bOxdUrVFbn3aLz+qBwO+//47z538nMftrePr0Kfem9u3bY9AgL7WC9q/m+OL9zr0ouygQJbu6cM8lh23A04kzUSlgOiqNnaC0Vm+u/YX3N26hZMpbFH+SjMw//4FR80YoOsSVZL6K6dES8VERgWwEmD2fO5fI2fX9+/e5H7777nuy64H46qvKIlQiAiICGhD4nDdT6qB5czgZpqMpVL9RMdzeVx5muXQoy0+D1JXwerY7GV9NSzeYUEbxgCWxKpHw0m90CSFM9CtB+dOGPgdrM/6McAELmzSFT9k5uHDED9/nYn6rguq/vLAJQ36nNvZgyO3Mr7ob+vygD06GQ3iVLQtXOys4O3SCjVM3VDMXRcz16Xh9n33y5DGCgoIQHx/PvYpluvPw6I7atS1QVUVCgbS5PsiMiIBx4GIYO7pxzz3fHIJHM6eh8oxZ+GrUJI3Vyvj9miS7Y0MLyu44CDAprvEZ8QYRAaEIsHDdJUuW4Ndf93KPsJDdbt264dtvv4WZmbnQ14j3iQh8lgh8zpspdR1+Y+1zLqTPkMMXdSW8DG0giAcsSY+JhJd+lltQhImhz8GFZfwVVP/pZ3Wf3tOFxR4+FWQNfX7Qpx8MiPAyJcLLEc6dnYjwskM1s5r6tFt8Vk8E3r9/jzt37iA5OZl706lTpziSYMSIEejfXxIOpnilTVuIzCVRMN49C8bdHLifU9dtxbsfFqDEorEoNXWE5lq9fouMpIcwKlsKRuak4yaGmmnGTLxDMAKZmZm4e/cOnjz5h3vm6tU/sXfvXvJgtMOkSZoJWcEFiTeKCHyCCHzOmyl13Xli7jO035ApEl4GYPPiAUvSSSLhpZ+xFhRhYuhzcGEZfwXVf/pZ3af3dGGxh08FWUOfH/TpB8MhvChLo6uTG4U0OsPWzoZCGkXRen06PrefPXr0CDZt2oQ6deqiUaOGaNGiBWrUkCclX82ch/dhB1F21Y8o6daFq8LHmLP4GHoARt9WR5GmdVHk24YwqioK0ud2/4jv0w2BCxcuIDw8DKVKlYKlpSWaN2+B+vXr6/Yy8SkRAT0QUNyAf33jIMKDf8GO3/Yj/voHmFjaoF+fCZg8ricalGMH1pe4dXATgjdux5FdJ3GLyq7V2AkuQ3wwb5wtyukTVvc4FisCVsuV3bW9G/oNq4OEZt2xmMpSlaXRKP0JTm4PQWhYFOKOnMqqV0fYe/wgq7u2MAk5nKi6R9nB/lH8ZoSsW4PwjYRb0Zr4tp09eo2ehMkeDbXSiMm8/x9c2r5HpCq5LqtieLy5PKpkpsC3xlvMo5CcwC1fwKdVBh7EvkZAyEdsz8roWPsHE9yaJhG3Z0LwL26+xcblHxBOv19g350o8WE766IYPqQk+rbiZT3OApNlMwvt8xpDKSmtZ2BpbO9VAg9Ov8G60HQsi5VkjazdoAgGDzfBlG6lZe3kP6eyX7Lawc+olvkyBfvDU7F+70ccuCN5knv/gBIY1rMMKlPGRv6la/20tRVN9+t6wEo+vxmb9pzG8cTruHHtOP64T3pn3JjriBZWbhji3R+OdStoKj7H74r2ua13KflxTfb5HUlEjBg/C6PtVO+LtR13Qggv2TtDt+PosStgQgD1bDzg4DkY3gOdYUHzkPTiv08VCHKZ+VKf4OjmTYg6dRiXb9xDTPwNyWPFvoZNhzZwHDgEQz1tctiREIAV54JWaU8QvWoe1lBSpT2nqRzCNPD0XcxoxtOIfRyPTWtDsfFInKQuvHlhDM0LivNpjvnmkeT5NdvClc7XquotmYs2YGesxKbYPN+1fS+l9iS1XZUYlO6GrX9FoBeTQM5DfLP7XLoG/Yq4M/L1H+03DnZKlCLUjb/U+7EI3xqJhJiLuH4vjsORXQyTNlad4TVsGPq0rqqy+ck35ddMdmN9m45o9F1ndOvhhK5tG6K8cXZ2Uk12WiVTWCZTVu7OtXuwk85JMZfucTZs280ebm590d+DbDgrFJOt2Ylk83tO/YbEGzdxPfYyN6aYrX3XrgXauuYcV9I6KuL28ZS83bC133XwRMwabc+NGeVjdwgG0oddteucluNAkWDxafVKMn+tXYcD+6l9WVj0HjcPo22y50f+c6r6QVmiAGkf709IlMO69w/q50ch8wZY28O2YM++7HmC7Q069+2Gwa7OsKyU8y3ajF/2tK54Caq/kvfzM2nrY39Cyy/I+wyH8CpXjkTr3Ui03oVE661JtF4kvArScBTLZh5fb9++wcKFCxETE4O5c+fCyamr3G33FkzDi4O7UcvvJ1R08JD89v4DMlPeIX3tL8g8dgrG08fC2K5dYWqaWJfPGIG0tDSkpKQgJCSEQniXwN/fH8OHC/BE/IwxE5ueNwjIDlB0aBkz/A32LTsi2QwrXrZzcHBRXRyZPRPLjt1VWpl2lFHq0Gxbrcgb6YtubRsBp77rOKJK3aWM8MpMisSY/h5Yk/Be+aNmTgjeu4sybZXUCsRcI7yW74TVidmYuPt6zvLp0NE5MAJ7pwoXRtaF8Jq3qhQq7H6HMbHyjKQ0HNIIaTgT/B9ar8qZ8VFa6dZuxbF1aTk5rTA+odRjUnFYnfqAyWeUw9xptAn2TynL2YcuhFfKhZdwJYH72HcqutHCGAdDysHRLJv10rV+WhmKgJt1JbxO+n+FtgESTVOlF9mPW3AEto0Tbj/sPXyiqOfsxah+apXycc3sM2AL9vrkHNe6jDtNhJe279Sa8Lq3BR7m/SARF1B+lbQdhV1bV8GxunbJi/jzRWRcDezoNhQbsvg0aUn8+evvveMxyON/kAh45LzM3BZhz6ZpaMzL2yQrw3QUfgp4hp8n7lQ6Z3JtCKc2mMm3wQi38evYgXBffVKlPbkujsB272x70orwykN8uQq/voDFRATMOKh8DQJlVRy/IwzLnOvItU/d+NPYPnqT7fh92LncRS4TLJtb4ua5op+fijUzqwasz31a/YONPerAKyJFpd1JiVlNhBcrN3GJJ7pP2698rWYlmA9BxOkQuBP5J4TkAa2Rq2iNHKWwRkqxKdd5NIaUjcHSXUrWMFbcoDBs6v8vgsbOwJ7rpCupeNE8MjDsGDb0lu8Xdpsu44DfptkhO/Fm0xTl8xcRXz9s/w3/5y452wvBgk94CcGa2UY42YYuGpqa2s5IzKD46/DOIsl1Gb+K7dYGL9WzpPwv6jy8hGCuyv6Ell+Q9xkO4cVE6106wLlrZ9i0dUTVauYFiZtYtgoEDh8+hNOnE7hfLSzMifRywpdffsX9/5cnD+Pt7wkw/c8UJavXhnFXWxhVllDiz/0CkLL1V1QMmoPSxJSLl4hAYUIgISEBhw4d4qpUsWIFODo64euvvy5MVRTr8okjIDtAsXbSptRh3Gz8OG4ArMxLcqTEwwPz4ek6L/tQRhuwnvOD4O9lD8svyOMn/SXOrR+H7qM34T4dNlYnnsTIhtodFFNOBcKhzSzEU/muAauwYFjWu6lKqY+v4mTsL1g6YAmi6P/nILxen0aAgzX8iWQxdwvAqgVj0cGyAkeqpD69gJ1zJmDQ6jigxRycPuGHVloIEOcW4cWZkKUH5s2ehKHSL+/kCbHf3xNui6lupZwQeukAvOpoh5umkEYjZHt4SSYZI/w0tySGti+ZI5vjgx0vUMvnI3fb0EklMcurJMxLE3GU+h5XIlMwyi8d8UQ02ZJH2JHpEtKKXTmIKypj7mQTDOtWijwMyAUtNRV7576FxzZGpBkhNLqSXDuFangxkq9nl/eISAXMOhXFFp/SZKPF6Y3peH7tHRZOSsUSRi5YFMWFgxVkQtP61i+3hr/OhNdCV+ww9oS7S0c0Na9K/SapUerTqziydgbG+tKhVwf7USSKzDsNwRTvSehrR94orIw3t7F/4Q8YG0iHeRrXgXFHyTOJRxjrOO7UEV5GqRcwx64pN5ZrdfLB0v9NhVMDyVh+dzse6wKGYuLGv2ig90FE3Ga48wgpIWOVA+5eBIb5nIRVj37oQG21kAKanoqks5uxZMoYjjj/emY0Ls+314q8l5tLqagGvRYh6MfhsvmIb0uq5jxmry/O78assUO5erSmjwjHeB8R5Mpgc7GvHyb27y6br/nP1h6zD7+vdJF5ibF3n53XGa38TtAg6ojZwcsxyTG7v0+uD8SQSes579OBWxKwoUe2A4DgkKU8xJcd9jf27wCvLXfACL3/LZ6Cvs1rw6SoxF6PLJuAYX40HvgeZ1mgqyW86GPLjAst4NGnI+zq1kb5MlkP0TtPbQ/G9OErubXJN/o65tDcKb1SjvrC0mEeNz5mb16bjSUbny8f4+/fYxG5axuKeu2DdyvJ3C7ETjWRwrc2DUDHgbTecmvxKiwaZU9zNb08y4ZX+s7FsrNNZV53rO8WOoWh6AAPONk1Q+2qkjHF2drVGPxvxhj4HyAC0fln3N4/Qo64kSMD1a39UlDIrqb4zcFo8pLk6sRf5yxGIer8anTmeWjqOg4USRTp/NXPgbwi2feOp+ex1rs7RpKtwGIGjl1dgHa8tV/ofCzDmvp43KrF8Ja2i7D++3gQxg+ejagHQK8tD7G1t3YOM/y224+bj0Uze6JxJRNZv6z7cTJm0Ecy6Z4nt8Yv6ypt8dK0DmoivHS1P03lFobfDYbwMiXRehe7lujqYIe2Tj1JtL5eYcBPrIMSBB48uA8fHx+8evUKM2fO4gS/S5eWfPrKvPcY78eSllfyGxRfPR3G30r68e6UaUj+vx2otTEIFXt0F3EVESh0CDB9rxkzpuO3336j/85Au3YST0QTk5JcyKN4iQjkJQKyDTgdmoOPb8LEZvLhUWyTdXh6Q3T5KYlIo1GI2LEK7kq8BtbY18OomHT0CruFrf1zfsVV1QYuI5YVZcSiQ64qDzF1m6lzS9qh5bQTYF/H/9w6IMdXVnZIWuPYAKMOf8CIiOdY415RMJxCDidCQhpbjt6Bbct7wjxHuF0C/KtYYc6/wMAdD+UOmEIqqQ3hZd23OHb7l1MeqpX6FlObpCCIInk8A0pjW7+c887buGQ0H5SO60bypBWfUGrctRgilpZX0k4i3iwptJLeP3BRGWpn9qFRCOHFSK2omS/htJ1OaRTmeJvCNXN8TX9DbehMbXgCuPqVxt5BkjboWz8h/SDkHqEHLCHvkt7Dt23tx1122FRrv2hEzbHPET7HQlG2e5mhd9h/qETkyS0eeaLruFN3mL+13g31RuyjecYHp2MD0Yrn2STpSyI8ejTivGQUCSkhY1UItjISo8IMJLxYgJZahGjL6kCHY9+InZjTRfkBmD/nqeq3zBshcG4wDFGmg7Hn71C4ZYU18T1yQ//YDS+FuZjbD/8eTPIfk3G+eDMEn0kkz1YJ2SJ7J/3dLyYO/jY5PV5vbfBEvSE7c5AEggkvDSDrg+/zvePQ1GMl7qu0D1qrJtNatTQJVj8l4tTk5rLa6Dr++OtfVb84PPS3lb1T6n2p+Hd1EAixU7WE19MIDKncHRvUeEyxcXtlzUrccpklRwqrqpfMLogo3EI21ZtnUzLCS93an7W+lnJehJPh5JHII7S4cfsuFhNLd8Ry+rdvXAbm2EjsUZ9xwLdHl8WJCCMP6RxyClJvQyWhxILs4WkkRjfuijXPVY+XlENTYem0BPdbLsLFM9PwncD5QpYJ9JLqfQ/D6NEBX+z9MgCjiTDNrfGrC16a5k595gd19qep3MLwu8EQXmXLmqJtB3t0cuhCWl72sDAzKwz4iXVQgsDbzJ77UwAAIABJREFUt2+RmHgWly5dwrVrf9GC3hyDBnmhaNGiSHv4AP/O8sHH//5D5UASq2/wDfeGV3MC8X7nfpRd6IeSzo4iriIChRKBxMREnD//O9n1NTx//pyrY6dOnTj7Fi8RgbxEQMgGXMjmULr5V6Z/oekAYEHeXfcVDnb8Z1Rtpri/M8LopfzBTrE8af0VD+2acBWCjRDCS9XXX3aw2d7/a/Te8gb1FyTi2vTsA5qmurHftSG8mIYXX1eD//43h5NhOprCUEoXwbHESnJfwqX3sYPfKrfXGPsH0HlmKUQNlbARihpZ23rlJMuM8B5bvf5DX3Jm42uGseeFEF5IfYNx9d5hVTE6MIWUJy8L+oeS60YoZa2cT55kjYgU2ychxfStn5B+EHKPkDEk5D2K9+g67jR5kUjLYQe6MnSgA48A0mfcqSqXI++ySHP30FuI8FJOmssIk/LeOPY4WGarQsaqIHylh2QlXkKanhdaB3YfN+epOSTzcRq/7zmF6EmIeiFl8LHkE2q31nRBvdGHlXryyMY5kRMzanfEIsqvMzX6LRZ1khLHNNcWobmWblSlo6gJH+53HfHl46Huw4UqbPUZf6qelY698kN34Pb6noL0K4X1n2oNLxkBpSXBoq5v1JEVQnDTNAepGvP6jAMhBAsjlfyrNFX6QUlIu6T3qOtfoXOhIv6ytqvZ9yg+k9fjVx1emsa2kP5Q9Q59ntVUr/z43XAILxKtt+7sho4kWt+tow3q1NTOJTE/wBTLkEeAkQNLlwajSpUq8PDoToL2tVEp8yMe/TiVCK/XqB6wGCb1G3IPpYdvQ0bMcaR1oDDH5k1gYm6OIqLXjGhShRCBe/fuIjg4mEjdRK52NjY2nH2bm5uRrasWTC2ETRGrZEAICNmAC9kcatr0qoJEuomTE5ZWuFnVhoh9GbQnL4hYDd4YsjY6UshGpHzIhrquEoKNPoQXK1tX3NizuUV4nQ1+RtpdxA7Zkdg9EUp8kXg+PrL7nIsjeUU57oAnhFBSV1chhFcGaXc17J7GeZdFxH/B6dIou7LvK0KhM5W40Bl965dbQ1nIGFJXVvK1eBI1j8cFkm9ITHqFzDc8wXV6UFuiWSjhlZm0Bd3rkuYVjwDSZ9ypLDc5EqMqdcXPyoTd+cBI71PwXhIyVuXwpVCr30kX9vSfF3CBxMrvk2094SUFQB4SXtI5T5NnkHRucFx7CwcpcQe7hLYzbtaXaLfgmcwumNfPrz+Yw33dK7XkOv8+6+BEnJwoIeG1PpTmMr4yLyElXkhy/Sol1BQIUSHj793984g5EY9rFy/iyBUK8Uv/N1vgnQpRXKOe7xqBLz3XccU36BWA2SM80KFJHVSRhskqGdBC+k81Kcw82KqTB9sLrcc7VxWSH7iaGINTcedx8dxZ3KSMIil3T8hE+tktimSmENw0rWGq2qPPOBBij+rmOE3t4jz7srBW5z3LL4NPEGtaN4Tse/jvyI/xK3RNUNY2If2hi/1pwrEw/G4whJcpidY79XCDk4sL2reyRo3KIuFVGAxIXR3+Iy+u27dvcyL2v/66F8Mog0q/9vZ4O2EuMl+9RqkVvijaUBLSmPnoMT7cuEEZq7biI3nRVp82BSZ16xb2Jor1+wwRSCWtmzt37uDly5dc60+cOMHZ9/jx49GrV+/PEBGxyfmBgJANuKbNIaunpk2vqrYIeU7VZkpRM0cjXhXnIOG5n+AwJSHYfAqElybiTIrrgy3PUcuXPKh42RP1JZSEEF5C7uHWe1n2SiNsPfEFlzVO3/pptCmBNwgZQ8pe9e5qCMb0mYMNV5SmkpA9kleElzKPHH3GncpDlUDPH41zgYYxzg6O0f4DMCbggPoEGXlIeGlMRKBgCPy+FTInKZuPtTnMKpuTBR1oqeA8w1eAGL4cbAr9p3b8PY1FwKBR8D+kkGFAoR8UCS9VAuLFazVCu44O8OwxGj2c6sh5fgnpP9WEl7DsjYrzCJsDr5DOZt+5G2VZXlVNW/lJeOkzDoTYo36El+asmooYaqPjJWTfw39/foxfbcrIaWOqPUD1sT+By2uB3mYwhFc5lqXR3Q3Ozs6wsbZB1aoi4VWglqNF4TExR7Fp0ybUrl0H35T/Ao23HENN0/IounQainyTTWqlPXyIfybPwMcXL1F56UKYNJR4f4mXiEBhRuDQoShs3rwZDRpYolGjhhTC2wLVqrG83+IlIpB7CAjZgAs5rGu7gZO2QMhzGg+5QuEQCS+lSImEl2ZvOaEmpuo+IWNI8VmZtgn9UMzSCT+MHAz3Nk1JvJ7p7FHiAfIkETJ+lNVJ8OFGCRFlqISXxGtDovHEEnR87zkcU/t1QJMm36AqCfWblKkAk0dZWRxFwkvOi0gYwZCH+OYV4fU6Ft71SV+KtP8YUeU5bDp6d6Ix1qAaTOh/bIxpGrvJVw9i5y97sPN0HHlhypNmNTvNwY49lCwlS49OyHqb24TXrTWuFMq6n5sG6ncdjbFDusG6STNK2EB/MKmACiaqyQpNbWfv1DQHqWqPSHg9FeypJ3i+VtEfwsavboQqswF179fH/vRdd/PjecMhvCik0bWDK5y7uMCmsw2qmYmEV34YSG6U8f79e6SkvMXChQsRvWkr/GCKru1sUNSfCK962YRX5uMn+BCwEBkv/0Nxfx8Y1xez4OUG/uI78hYB5vHF7Hvu3Llg2RwDAgJgb++Qt4WKb//sEBCyAc+NTa8qYBPnfU1Zw27lEMXm368ypFEqzqwlkSW0k4Vg8yl4eIkhjYWT8DrpXxdtA/6m1JiUYTQq+9DMt19Nh01Vti70ACUTQC9DmRFvbuHCSWV/02HcFWhII0/EemDYMWzorUQnTKCnmTJchcwX7LlzS6wo0UaC4MMuvywhZfDDsaTagPkREiXzBlQjqK6rhhekoaw6EJEMP1VrmEwTizJ/bjm2WU6wXYq7kPVP1keUve/xzVOI2bEGAXN2cV6E/NBQYf2nnHgQ2oc51s6sxCi6JIUR0nZNc5CqMa/PONCXwNHULj7W2nhuCd1bSNtuOmgHrm/oqVJGQPo+oX2vT0iy0DVBWRs16qxSYh5d7E8ongV5n2ERXi5ucOlKHl5tycOrmkh4FaTh6FJ2dPRhXDx8BC2Pn0b9qlVRafE8FLdsIHvVq4ePcGCWL65fvoIitq3RtFNHODl15cTuxUtEoLAjEBl5EGfPSnS96tatQ7brhIoVs1I2FfbKi/Ur9AgI2YBr2hyyRmra9KoCgmXe+pIyb0GtgLPyL9AyXZeSHRF6+Qi86kiyP+XWJcNGQQ+G//5PgfCSidaDROuv5r5oPcNLlRdZxu3/6KPje0QWydbdytF/PNH6qT+XIyHt4kq7WFfRenX1yy1bEjKG+GXJHT7UZD7VddwJPdzIMify9O/0GXdCROv5mlWK+KsSrZdpjZmOQtTd1Zx+m+IlG6vqNP/ygfCSJQLQUlOQtUfIfC0T0qZDJl9XSCZ6raZc1rfKRespQ6Z7Q3jtewe+iL7SuTAP8OUL8WujlSStnybheXV6atqOXWmZ5xa2RsuZZ+S0v4TYqbqxKevDLstxLWo86mvKCsizZ8UMjNJ6FpRovT7jQF/CK+M4Sd/YzVO775BiXXlaNO4sskcJTVhrsVjI2s7mq4c0XylkpFX2Kv3Gr+akE0LXBGV1U9kfetqfFpAW2K2GQ3iVM4Wbpytc3J1h3cwWVb8SQ4YKzGr0KPjDgwe4O80H7549x5f+sylLY33Z2x6Th9f8+fPw29EYUmh8j559e2PR8mUwKZkzJbMeVRAfFRHIMwSSkv7GzJkz8eFDGmbNmgVLS0uUEpMv5Bnen9OLhRyghGz4dT14870Cpkb+JcsKJtcHj7ZiSI2+2EB/5GuM8FPGmw8Kw7ENA7jMfEqvx7GYf6gcZg1uJrx7H0egT/Xu2K4gkM1/wa31nqg3Yieg4O0idPOoM25UCU2hiEZIgW+Nt5hXgnBTk6URqW8xtUkKgj4AngGlsa1fzkyLb+OS0XxQOiccHxpdSUYu6quRxdfd4r+Xj7ER0hE18yWctlPnkn7Y7c2SDIxy1xtqQ2dqA4UmufqVxt5B0uxyqQjt8xpDz1LbAqltSrJIsvdowlK40Si/U8gYkm9zdgZPq58ScWpyzgye7Gv+9mHm6B36SmtvIUH2+fo0fNpZY9FFgJ85UZ9xp/Ywv96NxtI+oIUPTscGysLApLgw0mNjj0bwikjB1zOjcXk+7xAqPVipIb8zzlB2RCv1GWFTzgTB1WoKYnXwJBIyl7K2yEil5zWh0tMsq9GPjs7HoQozMaSZhMwXUsatDTQnDaE5yWIGEdgLZJksZSGyNJ/5xcTB3ybnHljVs/x+U0VI5jW+MvJVjccjB1LyNYSH34LDBBeZ54yq8Sf1MFaViY/ZeuJCNyKuouWIK4bHdp91+HKiL+xUJNGQEhRy2YEF2Km6MSLrQzVedGxeuLJ+PW45ToZ7kT0a1zA8jcCQyt1zrK8MSiHzlqY1TCXJLSVXdRgHehNelCm1KGVKhZqPWTKsTawReOwoZTlWfmbk8N68Cffbj4FjdWEf3fjEsirPJ4b/owO++LVqAEbR+Ndv/BYQ4SVgD6XO/vRdd/PjecMhvEzLws2pLZwd7WFj54KqNWrnBz5iGbmMQEZKCt6cPYsrlF1lz1/X8M/bt7ISSpQw4QiCL1+8RUZoFOp2bQer//nDuCSJNoiXiIABIPD69WvK3ngWly5dwrVrf1EGR2sMHDgIRnT4FC8RAX0QEHKAyo1Nr6o68g/PMHPC/F/WYZJdNe5raurTqzgS+iMm+0hCQ9ilKKoLngaLWSdv+AaMhUfj2mCJsti7X9w+j4NhS7nwktS5cbg3y1YwXJxXgWMDjDpMTJCtDyK3+qJLddr0UthK0tnd2LxsLn7cdV3yPkMmvKj6D3a8QC2fj1xTPEaXwJKRpWFe2pg64T0SiWDwDkxH/DvKHjvUBEdnlZV97daX8DLCO8y3foPZ/wCVKEtk3PKyaMDKVbgYMdazy3tEpFJGQqui2Di/NOzMilMfp+P5hbfwn/kBK5l8jkVRnP61gows0bd+rBp8zSpdw1uEjCHFNssO+DQuAkNXYGKbOjBhjumpL/FnTAjmz1qBbZfvcY/pI1pv7uaD+dOHwZE/bs7vxtyps7DsGGWrI4LhwhE/fE/EqezScdypO8wbpV7AHLum8D8DsLEcuNgXHk0qcLb27nYM/jdtDGbspvGmJPzMCBewsElT+Fyin4n8jlw5gOxIHlH+IbPN+DAs9+2JxpUk+8B3t+MRvmoBlgRnidnnIeHFymMeHpZOS3CfiAuHcbPx47ieaGohaSvr36TzB2XzC3/Ok9kiHcKHL/LGSJeuaGKedRB/cxtHVk7DmJk0XzJCZEsCNvTIjlphY+HsvM4UQn6CAO6IKYGLMLNbM26uhOKzSkI+pWFYHP5RIehdX54AyGt85eZjSw8sWRKAvm0bokpWP6c+voqjO5ZiWdB6JNiG4e+tAzQSXjKPQcJzHI2xOe5ZeHBz/GasnPcTlh2SzPF80XqZHe+vjp6+fpjYv6tc//19ahXGD56NqCc1MT7iIpY5V+TeIchOiUzb2KMOR+wqzjdyfVjsawwLCsXMwbY0V9PL+etS1DfY+lcEelfPXsPM3QIQsmwKzZuSfpOsr4GYtXqHTMw+P0Xr9RkH+hJeshBZqkS7gGjsmWIvGQcKl0x/irDuOT8I/v07wbKKdLw9wZ/Hd1F29SX45WxTDm+WKEXo9XDbQFj3DZfMAT5BWDrOBZZfmEj2LVdjEL50GYJCjmLU6Qwi24y4v+s6fvXGS0OjVIc06md/QrEsyPsMh/AqWxaudlZwdugEG6duqGYuZvArSMPRtewPHz5wGe6OHInG//63EjduSBaoOnXqoCGJ1E+YMAE2RUrh3aj5MLb9DmWW+5Lmq0h46Yq3+FzBIBBPaemXLVsKc3NzeHh0p/+aoUqVqgVTGbHUTwKBgia8OBDJkyTArTf8f5Mc3uUu2gx2mTEAVeYFKv0Cze7NTIrE5OGjJYdzNdd35ClzUYmnjLpn3pFXiD15hcQru+mbIVg7uhRGjKWQTAMnvIyQhjPB/6H1KsrCqOJq7VYcW5eWk/Ouyg1CiU+2yRXNywbJ/p5y4SVcB6Qhlog3pZeFMQ6GlIOjWTZhlhv1y03CS9CkkWVLrTLJo6l/B3htuaP0sQa9FqFPmUX4MeSFXoSX2joR0Ru7JxDtlUTR6zLuNHmWsXeO6e+BNQnvlVeLyL/gvbsw8fuc3hayA6TCk3yiIoU8OxzIs0PpeCYSaPLwxrgwOyhPPbyk1ft771T8MH4JYh+o6QE6aAfFX4e3ooeXuk6jOdN1cQS2ezfPEYalKrOg7HVqnsW9CPS16Y5tDxUK55GDeYkvV+rrC1gxpA8mMuJTzWU+dAdOr8/WRlJFOLP54YS/A5EecUrfxojXod//Ab+gIzk9vLys0DtM+djkXkZYdg7Ygr0+tnL9oMlOq2SqFw/X2IesbPMhiDgdItHcS9qCfu365ew3dh/ZV695A1Fyum++e3jpMw70JXDkyCOFnud/POA8/JYNQN9J2R/dlBoKD29BczzdxL17iSe6T9sPlTl4Fca/xr5XMX71xUtTm9S9Xx/701RuYfjdgAgvUyK8HOHc2YkILzsSra9ZGPAT66AlAv/884RY9mAcOnQIDyi8MTk5mXvDmDFjMHjwEI4YKH79Dzz0m4ZSTZqjRsASGJmIIY1awizeXsAIvHyZTMTuXURHR+PXX/di3Lhx6N27TwHXSizekBEoFIQX2/ylP0H0qnlY/st+RJLXiomlDbq274Uh3v3hVPc6/ItYYQ7dl8PDKwt8FlZw6+AurN69HWdOn0D8dfLKos3fd+1aoK1DN/Tt0x2ta+g451M45OKZC7Ap9jj3JbyezRAMHD0EQz1t8GVCVmiEgRNeDEYjZODFzbfYuPwDwhMycIEtoxQZ2M7aGP37lMTQ9jnxyw1CiZX7LO4/zFyejnUXsmIVKxvBzrYYtvxUTk7QN/NlCvaHp2L93o84cEfS+bUbFIF7z+KYOqAsKis4h+VG/QqK8GpJUCiOC5ZJrl0nT3gNG4Y+ravqrJ0nRzyFnsTYYr8hNHQ7jh67wh2++DauiCl/vtN23GkivDg7pLng5PYQhfp4wN61D8aM6IEGSvS5pHV6cWIVfIPW4sD+y1w7ajXuiPodJiAsKDu8Lfnybqwk74nwjSc5z9F6Nh5w8BwM74HOsHiV91ka5daL5CQciFiNPTsSEHfkFFcf1sdtW7dFZ7e+6O9hg8o8zzq+DlnsJVc8CAnBxr1HEHPpHvccs42RE8eiWyOWyVP19Sh+M0LWbcDOrDlNMt+6oe+oYeqffXoaK/wCsT7yMDcXsjLbWNpj8oZgdMkK7csrfPmtYfXfHL4H0QmJXNvZVd+mI2ytPeExuCccG8i3X52HJbPhP3avojNEGH45TW6iRDLYdrNHr0GT0N+pDt6Ee6LmwJ1yhJe0LsoyNDKba2HVWS2W6uxUE+ElK5u8MNev25qNQVa93ZTYDWgNWxGwVNZvrI4O3bwwZER/WFUumCyN+oyD3CBw2Nrwx+6g7H7PsiGLXgsROVYhhPxxPDaFEXl55AQSYyVzJBszbVq3gmePIejh0BDlcjomqx2D0h9T78cibMWW7CyftG/5tp09OvfthsGuzrBU8rFB2/GbG3ipa4zG9+tof4IALOCbDIbwMjU1hYOTAzo7doG9XSfUqmFWwNCJxQtF4ObNmzh3LhEfP34Ey2h37do1/PsvqXTSlZSUxIV/+ZKr8fTp07m/vfv7Kv7dE4YSH4qjUvVmMG7eEEUaih59QvEW7ys8CBw+fAibNm1C/foN8O23jdCiRQtUq6aFL3XhaYpYExEBEQERARGBfEZACPGUz1USixMREBEQERAREBEwKAQMhvAqW64srHq1Qge3DvBo1h11v6pnUEB/zpXdsOEX+Pv7Iy0tDV9++RVmzJgOBwcHDpKNGzciICCA/uYjI7wy09ORQeK8HzdGgoL1YbTEC8Um9fucIRTbbqAIMII3JYXEqOfNw6lTpzB37lyy/c4G2hqx2iICIgIiAiIC+YmASHjlJ9piWSICIgIiAiICnyIChkN4kWh9R5cOcOjaGY5tHWFWzfxT7I9Pqk23bychMjIST58+k7WLeeo5Ojpy4vTsOnfuHKKiojjvr7Kk08Z+++abb7jf/tsYjuTBP6JckDcl6Bj3SWEjNubzQiAqKhJnzlD6Mbrq1KkNJycnVKr0xecFgthaEYHPDIEiDWjtS8vFHOmfGX5CmjuFQjgXzysj5FaDvEckvAyy28RKiwiICIgIiAgUIgQMhvAqV5ZpeLmShldX0vBqQxpeYlhQIbIjWVVSKAtjaqpEqZYJdy9YsACtWrXCwoWLULx4cZVV9vf/EXv37uW8vJydXVCqVCk83xmKewETUW2CH6r9IAl3FC8RAUNF4M6d2+TJOAMfPqRh1qxZHOnL7Fy8RAREBD5NBETCK+/7VSS88h5jsQQRAREBEQERAREBQ0bAgAgvlqWxLRFe9rBxdKEsjbUNGfdPtu6bN2/iBOnZVbFiRe5Q34RSUDPtoiJFiqhs9/nz53H+/O+cvleFChUxaNBAVDwShzfD5qL0T+NRZvLoTxYzsWGfBwJv3rxBYuJZTrPu2rW/YGXVmuzcC0ZGRp8HAGIrRQREBEQERAS0QkD08NIKLvFmEQERAREBEQERgRwIGA7hRSGNrg7WcHHsCJuO3VC1lihiXpjs+d9//8Ht23e4jHTHjx/nqtakSRNMmjQJtWvXEVRV9g6WwfHhw4fw8PBAo6Rk1NxyEh/dmiOza2uYWJijaEUlaTAEvV28SUSgcCBw+vRpLPt/9q4DLKqja7/YgiZCjImKDexiV6yADQWkIyp2VCyJ9QOxoUIAu1EsUX8TlSgoduxYEIyiFDHWWIOVWGLvojH4z73LLnd37929u8viLsz9nu/xCTt3ynvOnJl575lzFi9C9erViZ73QA2i15UqWRhG52gvKAIUAYoARYAiQBGgCFAEKAIUAYpAIUHAeAgvczN49XCFh6crbNt0gkXFaoVEBIVjGHFx27FkyRI4O3eDg4MDOyhzc3NYWVmhdGlxKeY/fPiAW7du4eTJdMTF7YCNZU0Edu+L5/t24fm506g8kcTy6tKlcABGR1FkEXjx4gUhh28iISGBJYhHjx6Nvn37FVk86MApAhQBigBFgCJAEaAIUAQoAhQBioA+EDAiwsscXt5eJL6TO+xs7WBhUVkfeNA6NUTgwYP75JpWBi5c+BNXrlxG79694ebmrmEt8sWPHElCUFAQWrZsxZJoL2fNxet12/Dd0tkw6+6lU930ZYqAoSBw6NBBrF+/HnXr1kOjRg3Za79VqlQ1lO7RflAEKAIUAYoARYAiQBGgCFAEKAIUAaNGwHgILzNzeDqQoPXdPGDnbEeC1lPCyxA07/ffjyAkJARNmzZl/zU3/xqmpqY6dU2R8Cq29P+Qsz0eJcMno4SLo05105cpAoaCQHZ2Nt6+fYNZs2YhOTkZM2bMYD0k6UMRoAhQBCgCFAGKAEWAIkARoAhQBCgCuiNgXISXhxc8iPeQXQfi4VWZEl66i1/7GphrWfv27cW1a3+xldjYtICrqxuKFy8uq/T9m7t4eT8F5y7eRcq558jJAUxKkqx0FrawqlUPLs3KoYJ5CaVOMNns4uPj8fDhI/a3Fikn0fz6A3wTGYEvvXTzHtN+xPRNioB+ENi/Px7p6SfZymvVqknmkSvKl/9WP43RWikCFAGKAEWAIkARoAhQBCgCFAGKQBFBwGgILzMmhpevJ9y83WFvY4/KFaoUEREZ3jDfvn2L69evY+bMGfj48T/WQ6V+/fp5Hf30CfjvA57dz8C106ux88AFxO67D1IU+KIc/qs3EK3bOyHEtxYaWZZF6ZL82RvXrVuLsLAwuN1+ip74CvWi5sKiVw8QFzIQZs3wgKE9oghoicDt27cQHBwMxutr6tRpaNCgAcqUIeQwfSgCFAEWgbvrfVHNbyvK9InG9Y0DUZEsM/TREoFH8RjVzA0r7wMdph7CrlmOMM/FM+fEbJRoP42kWQ5H2pNQtKY4awkyfY0ioAECd2LhY9UfO7/sjo1X4tCbHnE0AE+3ooUpE+rxsAroEPEIVWck4840e92A0eDtz9WuBl0s0KJ0v1KgcItqzGgIr7IkS2NH145wdOkK984eqFG1pqgB0kL5j8D69TEkE+MxWFtbo0mTxiT2UGs2QL3s+fAan26k4szVW1h17l+UKlUSNlVMUcyE8GA5H/D05S28Rhn8960DmterCbcm36JEcfKjwvPXX3/hjz9O4WTsRvxzNAXDO3aEvbMzinf3gEllmtUu/yVLa/xcCLx+/ZrEwjuJc+fO4fLlK2jbtg0GDRqMYsX4yeDP1U/aLkXgcyFQVDaQn66tgXv9YdjPAF2iGmYn38aUNsrro7ZyMMFNrBvggMGxt2A1KBpH1g6EJYfUooSXtsjS9ygCOiBACS8dwNPtVUMivGT2V0vi83MRT5+rXd0kr7+3i8p+RX8I5n/NxkN4lS0LWwdbdHHqgu6u3VHLsnb+o0FrFIXAhAlB2L17N3766Sd4eXnLvWOCD/j46h+8OLwRJy6/wLJXjmhlUxeh3hYoVcIE/2Y/wT9XfsOpi1nYeq4lGjduih/6NsJXxMurhMCX5ClTJmPzshUIK1YO3R07oMyM6SjRgONRJqrXtBBFwPARSE1NxeLFi1C9enX4+PRAjRpWqFSJkruGLznaQ30jUFQ2kJkru6HuqIMyOOsQD6zzxAPri3zytLq7yQ+2/WKQVSMQSecj0elLeclRwkvfmkzrV0TABGlkf9cO4eSH2ak5+UrwGg3alPD6bKKihJfu0FPCSx7DorJf0V1zCq4GoyG8zMqaoZuDC1ydXNGBcGZXAAAgAElEQVTZtTOqWVYrOJRoS3IIqCa8HuLtP5k4vWwjrt43wd0uI9C4WW241zNFCcZZJectPrw5h/PJV7BxYRYqtmwE9xmesPiiBMqpILxiIxfhfx+LwYt4eVVZ/BNKN21CpUIRKHQIMLHxbt26hUOHyDWjXTsxevRo9O3br9CNkw6IIqApAkVhA2mCM5jbvAWCzwE9yPX97Vu3AzWm4MilOej4haaI8ZR/lYTAel2w5HE1jIs7i8Xu3ygVooRXPuBMq9AIAUp4Ebgo4aWRzuRnYUMivHQd1+cinj5Xu7ripa/3i8J+RV/Y6ateoyG8zM3M4OnqBA8XZ9h1doRFVUt9YULrFUDg2rVrOHUqg1y5uoxXr15h4EA/EqzeRr509jU8u3EB2+ccxt03X6Fm4Cg0alIDTc3AXmlkPMCALFz7PQO7pu7Gfw2aw2rKODSr+AXqleVveOPGWByLi4PT2StoYWWFigvnwrRJIyonikChReDQoYPYsGED6tSpi0aNGpJrw61QpUrVQjteOjCKgDoEisIG8tMfkWSuB+E0Q3KlO2JnBUJOEWAmHnqDeV11j+mXudoLdUfsBtx/wc09I+SuMkrxp4SXOk2kv+c3ApTwooRXfuuUJvVRwksTtPjLUsJLHpeisF/RXWsKtgbjIbzMy8Lbtw3cvR1ga9MDFhXqFixStDVERa1BeHg4xowZi+HDh+HLL79CyZIl5ZF5eBL3/zyFyPnX8Q8qoNdPA9C4URVYMd5dxINLSnhlpSbi6KyfcaN8ezz1WgD3pqXRpRZ/nBImSP77O1koseBnlHj9BqXCpqB4/XpUIhSBQovA+/fv8ebNa8yePZvEyzuKGTNmoFs3l0I7XjowioA6BIrCBvLU3LZoPTUdkmuM7XF0fBV0W/QUFScdwq15ul1rlHmPXayGkENXEd6pNC/klPBSp4n09/xGgBJelPDKb53SpD5KeGmCFiW8xKBVFPYrYnAwpDLGQ3iRoPVeHg5wdyMeXh1cYFHZypBwLBJ9WbFiOZtJLiQkFBMmTOAd86e/DiLr1BGE/t+fOP/wIxp0bYgK35WFWe51RRMwqRpf4sXdW/g7NQPF6rvj6x6L0d2mNJzrCgfmfXn/PvZODcGzM+dga9sG1R274ht3N5goEm5FQhJ0kEUFgQMH9iMtLZ0dbs2aNeDq6opvv/2uqAyfjpODgBIRcS8F63+NwrqdCUg8dwem1nbo3/d/CBrbC/U5OUSkVTw7vQHrd6TiaMZVXLt8FH9m/cv+VL1ZF7Rq5wX/wAFwqV1OCXPFdtv8+wCHls/Eyi0J2JF6TRJYPZUEVrfh2O/7uX1LSEZiiqRM446O6D1qPEb7NJRlBFRszATP8ef25YhcsRmHj1xAVu57zv36wvP9r+gwSrcsjUz9mfvWI3LdLiSnSzBgcHPr1BujQseic0X5HvEdhO6lbMCaVSsRs+44MjnjCiLj0iXOFh8h9fZwCKydZiLLbCT2314BZx65ip0ksrpqkuyL14WzL6okvLIf4PCG9dh/4iDOX7sjkS3zlKwDO4f2cPHzx1BfO1TUMYnys7/2YeuvO7D1sES3mfrtuzuSmKH9MMCH1K9wvdPk4wMc37yGfJTL1RvSpbp2PnDyHYJAP3fU4MFN8UDy3wlGrmuxNUmiF9WbucJzSACmjXJkx8Pfhj/8xo+HouwV9WZTnzK5ercZCdsketPEzQMjxk3DqM6VBUWYH+OqmGsnVm6KQcrVD+x8d/T5HkGBxE4oxG/jdoSRQUzkb9iTliEngz7f8/dZ6YAnsl3pe4Ig8ATv1nQei50jsr4IxLdj6mGSPuwa4wfvFccB+3Ck7glFGw3m5bPz27Fs0UqOnhF5OPqir3txLOs4THWWRi3tqrrx8+lZqeqN0N66NZr7uqCvoxuaV5UQ5GLIITFl+PpkgmwcnNwQ3X66gfKjdyNzmYfgWiFL7lHGFVHn9mIw54O5pvohtr8S259nI6Rrh9DaqTifxNg0MR8cGHnJrcG59tG7tz+qpbug93zlLI0MJhnEdu848Tsyrv2Fq0nnyV0b8jC2qGMrdPAUtpXScWjTrjrdk/tdQ/1WwurpDeyNjsTK3/Yg/rxkT8Ss7UERY9G2vEY9USqssz3Mpxicuo2iaL9tNIQXE8PLo7Mn3Jzd0N61PapY0py9Ba26YgivnLNbcfv4bozfdAaJl/+BaakSKE7uMsrlmvv0H3Jy/sPHD29g1W4gWgxYDB81hNf9+/cwdepU3Nkbj+FPHqFpXz98N38WipXO+0pdokRJ4nX2JYoX13G3XdDA0vYoAioQuH37Fqv7b968wbRp09GgQQNWz+lTtBCQbe4I+fFTxGP8ErAVmXwQNPBH3L7V8LaU/4AgvXIgiBrZ+HpFxmHT2JZyxA13UxmfXBVbug/F2lyeQ1oXN9D09Z3jMMjnZ6QINGTpNQ871k9CM0UVfpWKCK8+CPudEBwqnjJ9onF940BU1HQD+eoM5vfrjin7bvPXbmqLcVuiSVyrWrLf5Q5CS7ai3bHpCNh+Vfl9gp3z7DjsnCiPnSYaKnedMTdml8m7JEyp2QXz/gFGxD3BSm/lmFti2zgeVpukq7+OeiRd/WUV6epVHrikcYZUNFrafiS2bVwOlyqaZ5ZkDrwZC3zRY9IeyWGM77Ei+p26Bt655OSnG/EYPcAHK9Pe85e3dEXkzm0IIF7k3EdKbpg7j4J/2UQs2sYjV/ICk8ly/YCHWDhmCnZc/cgre7/oI1jbh19vek2fjyonlmPxER69Y/QmIhY7g+2VyFJdx1W2xxKssT+OqYH8dqKa4zySfGgSmiqShyJkYD9uN2KWeMhdiZXiqWm7GhNeWsxjsXOEJZ3bkRh65BuT16+Z2DEsT6ZMHQxpcHCyJyFkkjUmuxjdTp7pif6hCcK6zTQikJ1Pa7uqZvCfbsRhqGsPJZvOfY1rc8WQQ2LKCHWLsT812k8jJP8Q7LgeBS8BouLUgnZoPSkNXw/dgpure+URY1roh7r+ypGcfB0n89hzfhw2Byrbf01tmjrCS4y8mC5WJXb+DsfOc70oBVWC2MrlxFaOVLCVTHlt2xU797TRbxlW5aZg9aqPiA1YgKS/eVpk9kQHyZ5IT2uSKnuo9X5FLHC0nGgEjIbwKkuyNHZw6ABHJ0d4uHqghmVN0YOkBfMHAdGE18lEBB37iKsfzOHYvg5qlvsSjN+AZPvLeHg9xbO/L+Gv44fxrrIzSjgsgncL1R5ezLXGU6dO4eXvR1FvWzwulgB21bfCRw65xcQ7GjTID5aWVvkzYFoLRcAAEHj9+jUbO+/s2bMkft4VtG3bBn5+gyixawCyKcguyDZ3TKPki24v4mkbMKAH2lmVJrY1G0+JB1dQv2HswcVy0Bakre0lRwodn+uJLcV94e3RhcRCtMDXppLeZz+6hIRfp2BMCCEZeL6Wy7VLytfvPQ8LfxwOB+tySof0t+Sw4kQOKynMASBiOeYMc4T1t6a5/duOaWOGssREW7IZPzI975DPHCjWDXDA4NhbYAiTn+dPQL+WNWFK7Dyyn+PG5URsi5yHKRsyoM0GUmX9r28iYfH/MCyUjF/hsMk9CLFgWftg5vTxGCr1MiIeT3vCfOE1nxyAebDTRD/4CCmux4PSwU6Dypnxr3Ssi5GJH9XGA1NNeMVhWPBxtOvZHw6dG6KGVIk+ZuPGyQ1YMGE0K19tM0tmrh+ILn7rkcXo96zlmDfSEVYMMZpb/7KQGVh8sgU2XolDb/LN0yT7DMI7t0AYISiqdw3Gop8nwrW+RC/f3UzBqoihCFh3hbBWfRGXvEHuwCNHtLDtLUTYYIm+4uNznFo9Fj1Gkb5Icbbsggmh4RhFPNjYPnFlX4N44J3O88BT1Burrv6YEDge/QhmLGRE5/bM/R5jZhPygxCts5MPEw/JPEIuX8dF7ETg4B5oSzx0GH26u3cWfD1nsoS0d1Qm4gbLkzoyGZB+jV0+H4HS8RIZXD+6EOOGTMd+cqjsHXsXG/vkeacp4alBu2KvNGo7jzWYKnh7YCKsXReQLKYjEX9yBbrlEi4M2XUszBMdIxiyKxhJO2ajkwZeI0K4srb75iUkxi3C3InrcZqH8NLWrqobN2sXXOpj5MEPqDloCWKIXWfWE8nC8BzP7t9AUlIs4jLaIPIXyXqijhxiXhVTRqhv3MQdfPopqT8vuQc3vqG2+qGqv4x8Ts50RpvQY2Rh7YLpkUsw3iVvHh9fPRv+41ezXpt+sWlY21PeY1NTm6bS/jIfhZxsWXtn5RWB5XPG5K3Drx/gYnoi1iz8AYsPvOYlvOa6RqPEQB+4drZBTQuJnWT171Iifp4yGmF7CSnPF99Rh3bV6SDzu7b6Lbc3Ifh39Z+AwICBcCFrAPM8O70Go72GYdNd6L4maWkPtdmviMGMltEcAeMhvMiVRlsy0bu6dIF31+6oVa225qOlb2iFgDRz3OHDh9nMcd9//z369x/AW9eni7tw+8xxTEk2x6Ov62LMKAe0svoWbLht1rgy12ge4u+zh5H860/I/MIO99sugmdz1YTXhw8f2Ox1j4+n4L/fNmDf1Sv49cVjPP83W9YPJoD+uHHj2EDfzFO9ejVUrkw9AbUSOn3J4BBIT0/HokWRqFq1Knx8erBXHCtVsjC4ftIO6QcB2eaOHIii/tyOwQoeXKyJlQY9L2WDyPQM4tUizsuGe/DpHZ2JjQPyDsGydsmGLyRuK8K78V/B4npHKNYhRUR2DUXh6/2TnWPRwmcZsggxEXtkA/rwjE2XmBiy+lsFIzVpNtooeJexxFIQuUqz6Aba/ZSBE0Et2S5zD0KtR23BpiW9YKXgQMwe1iu1Q/hDwG/LXaUDjxhtkHlyPSHXQ5PJ9dA2eXLLu9ao2uNBVTtMHycXa4f5RHdiie7w4St9X52Hgap2ZH0lX9zTns5Ba0288B7Fwb8i8TRhDo4KHlPSNhnS4cLKZcj0mMaSV7Ig/IJyJURqz0YYHPdW6cAjI2hajUTcluVKHpHcOVHGfR6OxxCvRIWra4zcAr6UJBYISc5BuJ1Ebly9aRt6CPvDHZWuZjFj2TzYEn2iXypd39LnuJj+SclVM0KMX+US44/iMaqZG1Y+sUFoYjLC7JTjvMkIodbzcDZ9EprkylgdnqraFUt4aTuPxczBPB17QHSmFqszUlvA2IdjYU4s2cV6MMYQD0YeGyXYjhTXR8K6LZSlURe7qnbcnMyQ6uwCHz6KpKcmZVT1TV1yDZkXmEIGW231QxXhJVuzyJoqNCcy1/qirv9W5Yy6Wtg0Vfb31IKOxKuNEG/MVdr95Cotj6O/tsHjZePkWSP02a4u+i3Dinxsijy6HgE2yiEZZHaJXOU/S67yS+2V2rnBFMgHe0gJL1FIF0ghoyG8zMzN4NrTFa4erujUphOqVqxWIADRRgDmoL148SJCHlWWHbQtLPgPPZ+yjuLeuQzMXPUEj0pWgd/MHmhhbcEhvJjd0Qf8fZIQXgumItOsDe53XQxPNR5ejx49RGRkJI4dOIBPDx7iCfH4ynr1gmxD8p5vvyXEGiEDSudecxw+fDgGDx5CRUgRKBQISInnhIQElngeOXIk+vXrXyjGRgehHgExRATXk0eIdBJqSWijLKZdpk7ZIUThIMxtj3uwGLf7Cbk++I0cOcAlmxT7qS3hxW1T1bVAvv6L8VRgymweUAd9Yl+j3hySxXiyhCzT5JERRTzYcQk1oQOm2rakB1sRRJRYefO2yTlAS72w1PYtt4DsYKJCf+R1Kc9rTcgThCkvw/brQBy5H4mOuVf4xOiTusOjkH6I0Ru2b8Sb6CviTQSOXLhzWF/jurvJD9X6xZDAkPKHQCkmqrwJZfr4XJ5UF4OnULtiCC9d5rFYHZSWYz4ctCfZUlNYb6sNqPKbF3sV8bE2ZBepVJRuC8wdbe2qqDFL29TgA4kY3RZTRmX/pEQRT7+4Xq9CHyfy085nruyGuqMOqsxsy716zvU4EyV3BSCE7C93HVA1PnU2Swh3oTmo73Z10W8xa1VOOrki245ckf2KePn+FSu7Ci9mfujbHorpAy2TfwgYDeFlbm4OL28vuLu7w87WDkKES/5BQ2uSInDo0EFMnDgRdnZ2WLJkqXJmRi5Uz9Pwz5WT+DnsEu7/WxGOs4eiWdPqqEc+FJowXFcOiYGR/QjXjh3Hznmr8KhGS5gODYVTLVO0rySM+d27fyMgIADbt28XLZiZM2exsY/EPu/fPMbbJ7dw5dZDXL/zhPe1by3roEKNurD85iuUL1NKbNW0HEUg3xBYvnwZmzzixx/DEBQUlG/10ooMGwExmztmBMnTvkPHOY+VrjRIR/fscgoJNp6CM3+kIePGC3x6zQk+Tgopxv4Q2670YGARmoy7YfaCYEo35C4kRs4+EiOH6yXDjQWmWIGYAzVfo7L61Xk3SQ9/HGJE7MFN20MG01+hAxx3LFKPHK2/FkvH9g0JWP9EOGA906YoeZPrfH8kJiL14hmcSTyLLBOCFCcRglAcIiGlkHjYSTJSKuqfoCI9i8fI8m74hS9pAvclaTmFw7MYfVInV10Jr083YtGjdn/5QOUFMC4+GXNloIos546Z73CvSkdVHuaJB2I4kZuQDdBlHmtq2bken9Xr18WnK9eQJRAbUV3donVbgPDS1q6q65fE9uRdDWSu6w0f/wN+IFferauWk1wn53nE2EQxZVT1j+v9qPQRRDo/FK6Q66IfwvP4OXZ9bwXvVS9Ufsxg+istZxuZgeMBLSV2XVObpsL+Mh5YjvWHIUkgxpsUT3U2i7mufSkjESeST+PsqZP46yUh3m8fYxNaSB/uHMy3dgUErot+i1qrtPwIUxD2UMwcpWXyDwHjIbzMzOHp4An3bh6wc7ZDZUvhzDb5Bw+tiUFAE8LLJCcNT26lITowBbeefIvawePRolVttKkAsDdBPr4hHlrpyDh8Dksir6GkbUvYLvBDmzIl0VQusr089gVBeD29fRJZ53chals6th2+xCv8Rq590c5nELyaVEPzKsrus1RjKAL6RoASXvpG2DDrF7W5I10X2vC+u0TiWfQNx9oLguHA2YFrS3ipDYqvAKusHZEbUjEEBa/kRARal3uPc6AQe3BTe8hQoVKyg5oKLwvZVVUt44TJrqvoSHgxB7tDYQMxOmIvf8IE6TjVHMoU4RCLs9x7IvVGyHNBjD6pk6uuhBfvNbYCGBc/4ZV3lU+sBeR6HIrBUxfCS4aV2M5pqINK1XLthoqr1uq6I1q3BeSutV1V17Hc39+djkRP7yA2Lhv3YbOcenZHP78BaMvJXitmPGLKqOuezDNT8drithH4zneVcixHPdh5TcahaCs0eZeLhdAc0XX9ZwicCyQuYb8Z62QZmoVkwCW8dG1XnZx10W9RfRNpT1WtSerGIP1dU3sotl5aLn8QMB7CiwSt9+zsAHdnJ9i5uKKylVX+IEBrUYuARoQX/sarR5dxbM1mnL6ajSuVe6JZu2bo7WqJb4qbwPQVibt19Feknc7Eb7esYdmmNfr426N6yeKCWbcSEg7hALnKyMQQu3Dhgtr+Sgt07doVTk7OcHFxQcOGDQXf+/DoNgluuB8ZZx/g4IVPKPU1UPZb/tg3Lx+9xNtnH2BeqQFqN2wMN5dG5KonJb5EC4UW1BmBkydPYv/+/fj06RPMyVVvF2IP69evr3O9tALDRkDU5o4Mge+QLiM8yO8lrV3x/Q9D4N2+BQlez9iu0viaRNLW9Uqj1htXkRtSMQdqXgnq4SCk2I46YkSVZsmutYlUP1XX3ASryAcPL67XC5PKvqnvcEzs74DmzRvAggRiN/2KeIXci4WPlYLHkohxaXU4FKk3lPBSFgAlvFQrpWJmvZqjd+OPZR5KcdhEqLb4AO6fifBix0A8Nk9sX4/YXQeRnH5UnhAhCR1GbNiPlSSuGfOImatiyqjDjut9xnf9Xelanx7svCbjMHTCK3OlJ7mauYeFvZ7bKIzx7w7b5jYk8Qj5g2k5lDMlsSh5vCx12XeokzHzu9b7BvKuqL6JXCcU+8qVvZhxMGUo4SUWqc9TzngILxK03tOhNSG8OhMPr16E8JIEJqeP/hDIycnBmzdvcORIEubMmUuuNNqy/5YsWVJlox/eMUHpl+NI6jX8X6I1are0wbDRbVCtRDGYP7uHv7fMwPl/nuBoi5GwadoKPxBvqVLkSoTQM2XKZMyfP1+rgVpaWmLevHnw9e2t9D5DGHz89x2eXTyOzJgw7DtVGmvv+SBgpC0mBjXnbW/vrFnYs2glTqI+vm5sh/BZ/dGqZS2YliwGFUPQqu/0JYqAKgRCQqZj3759mDJlCkt6lSlThmZuLMQqI2Zzx71awY0nJb0Sp02wWzHtMrBL08SLvpImldX9OPSt0gOb1cSR0Zrwkl6B0cLjQ+yBR1vCiysv0arr8gtuxo+ApSYB4fMjhpe0DhVB5YUCb6sbm5DeqnyvAK7+qZOrrh5eMs89bnyZAhgXP+GVdy1Lm1hxYuanTh5eOsxjdfrH/Z31hFk5HG4kQ+dLuy6wuZ2IpIc2mH00mSSTUA7ir65ubow/6XU33ncEDuZa21V1HVPxe/bzG7iYGI8VKxbgtyMkc58ZyUJ6W5KFVIxNFFNGTPekY5fGlDO7ugbu5FrffgWvL7YuHfRDP1caxV2HVMRB0MNLGouKIws+DPlsFjcOV0eSIfkAJ0OytA6hDwOyGFhatKuJjDXeN5DKRe1NtCa89G8PxeBDy+QfAsZDeBFPBi9vJxLDqxuJ4dWVxPCyzD8UaE28CDCB4teti8bff2fB2tqafMltgZYtW6JYMRV3DxkjRNJXv3l6CTcunkXygZO48s9L3PmvGJhYsaVLlkCZKhVRqW59NGpmT2IFVIb112VQ7DMQXh+yX+Pqub04czoNR87ewpdlG6JF415oZVMNjRvx55vOOncOf6WnITX5ILLe5eBrh+/RqrUN3Jp+y5Je9KEIFBQCf/zxB06f/gOXL1/Gt99+h0GD/FClCpsPlT6FEAExmzu+4Llym3mFDIxcmHT18JJ5KmlIyHC/5KsKxivmQM0ndm4QcG7MITEqIvbgpo4YEWxLRXBmxXdk5EjpLog6n4DBtcRl4GTqyY8sjTL9UxX4XsvDBdNHWXDobktwef841FND6HHlKo0Hx4ezIQetl2Wj48yZghiXkC2RyqDipEO4Nc8RX2hAqoqZn8KEF8mm6d0Qg3e/g9SbR1GWusxjMXNdMk/yyC5pzK5G+70knjHuhGjeoyHRnNuwInFjzoerwNzR1q6KHbPKclL7RApJr7lxbaLQvBNrN9X1UeaZnHuVu9EOW5KlME0uk660Dl30Q1V/ZXZJxbomFLReU5vGjEVwnReIRaiIIe9aJCIbp2DiCF3aVSdg8rsu+i1mT6TtRxjumqQveygCHlokHxEwLsKrhys8PF1hS7I0WtAsjfmoBvxV3bx5A4GBgcjOziYZEhehQYMGGrX55u5F3D8Ri0Ppl7E54x98/O8TSpqVg4VrH7S074A+9SqhSpnclEkqataXh9fbl49xfMMs/H7mDI4Ub4S2bTshorcHypqq7tP7109xZkMYUk9fwQETb7RoY4upvRuiLIlDRh+KQEEicP/+PTZ76cOHD9G9e3c0a9YMlpZWxNtQ/GG4IPtL29IeATGbO7706FwPA6EsiGyQ4GFW6BP1QusYXrJN/5Nq8Is+grV9JFdg+J57h2fhQLmp8LeR6KnMA03gUMn0L3lub3SYekg5dosISGXEgop07mw1zy4jJiYTTv/zYK/Yiz24aUt4PcmNRwMRmQm5xKBKTxEePDQ5DKr3MBiCHdej4MXzTeht+kJ4tpugNrAyn8hkh1sVHmSMHlxYvRqZLkHwrmICmVxbBSM1aTbafClfMzPudT0bYXDcW9QhunN+Vh6JI4agUSdXnTy8XqUiuKMt5p0FFK+p6ntcQjKWycDUFrOPHBb0aGLlsGE9sjqNhguRA/OIwVOY8MqLH6aKvNR2HoswEfJkFydmF9eujYs7y2aW1fRhxl2jPckUpyIG39OUhfC1V547uthVdf3MObEcgVlk39u3Ie91TaH4ghkz66BNaCYEs3k+S0Jwly6sbmvjLSjtNzd4ffdfYtB6xUAEX5bPDsodo7b6ocrOy+YE8UAOTUxGmJ2ylx/fusv0SxubJmaO1CaE9AUeQtrk4wNE/2CNQVHP5ddxMV7UPOQmMwYuNhq3q04BmfrfJWFKTaIrWuwbxOyJdCG89G0PRcBDi+QjAsZDeDFXGp1s4eHSBXZdusOieu18hIFWxYeAroTXf+/f4AO5wvjoxWvcf/6BjTlkUqIkTCtYwPzrb1Dpq1IwVeMtxvRLb4TXowc4Nn0i/rhwFZlOfmjZ0R5D7BqhTCmB9DS5IOVkv8HLo7tw/NgFzP7dBI1aN8NP4Z4wNyOBTOhDEShABN6/f49bt24hnXgd7ty5E23atGUzN5YooVqHC7CLtKl8QkC2uSOH0eHzghHQi2TTqpS7+X59EwnLJmH01G3IZAiD2DSs7ZmX2EV2ELB0xeyopQhoT65hMyqS/ZxcXVmDWdOWYtP5O2xPtQ1az7zLfK21dl2ALNIHp7HT8ePYXmhRo5zEU4S0deP0PmxYPAM/brsql42NG2Os/bhoLAkZiGYMoUK8hW+c3IBlITOwmLlaQx5tMhWyhI9LfYw8SDJRWftgwYII9OvQEJVyCZLs+5dweMsiLF64Gmn20bi+caDeCS/uYU4sgSX1FBFDkCmqnZRUrEeutFyeJpxFU/DAJT2Y/ANIZNSLyEiy5r27mYKY5XOwIDI3mL1W10ezcXKmMzlIHyOB5upg2MIoTB1iDytGRqwebJfozv4G2HglDr2rkMNS9hmEd26BsHTAsmsgZs8PgU9zib69u5mInyeNxpTtVwGeoONiCJr8ILysvIIxa/IwuDSrCRIqjyVWnp7ejhkTp0l0mjtGv4YAACAASURBVJCwZxJC0ZTznU3f41J1UJTF+iEy6DVrIcIGdOXYmQe4eHQb+chCrrqdbCGTA6MDYvBU1a5MtxlZ7V9DPogqEwvazmN1JljOs0uFrqBVOFKPhaKN+u+0ck1y+13afiRWL52Fvs0ksV/ZubMkDLOWJoBNJ8Izd7S1q+rGLZWHVVd/TAgcDx85m3gaW2cFYNCKZDLh5+HssUlokuuZJvOaJHZ+4IodWDrEBuYkK1X2I2JHYyV2NCk3CL4uhJd0TfmKrCmyR4Wnnbb6oYrwYnRDZpdIJssJs+dhancbdi5Dcd1V+NAj965Im6ZqjnBx94xYg18CHVGR0cXcdTx0whTsuPpRaR3n4mLlFYE1iyegs6VkfjEyS4iajWkrtshitylmStW2XXX6J/1dW/3WN+HF9E+f9lAsPrRc/iBgNISXGQla79i5A7o5O8LR1QPVLWvmDwKFtJarV6/i1KkMlmQSemxsWrJXFYUe6ZXGf//9l70uVbky2WGSh7lKdfkyfxZDdr3+8ku0atUKVatW0wjdt2/fIiODZErMks8itnXrVuzZIwm2qMljY2NDCIA2GDBgIPHeaiv3anb233h05wL2T/4F166/RskfAtGyQysSH+BbfEFijal6Pn14i9eXDiElKQNzf8tClSY2CJozFJaVvsI3pTTpIS1LEcgfBJhkDuvXx7AxvJg5zcxtTT0y86cntBZ9ISDb3KlqgD2A7MevwxvKXUdiPV0GOGBw7C3et+v3noe+X83Dj2ue6kR4MZVf3zkR349bIDvw8DZINv8LU64iMNfDiymTuWkEXPut4s/+18AfU12yMHthglaEF9uHV2ew1L8vAhgCRMVjNXQLUlf30jvhJfvyrCZ2GbersmuNGrwjfV92aKkZjrTroWgtsDVQeeAinipOxFMlhQ8/chgMGt4MZ6Yv1MrDi6mS0dNdY/zgveK4sISs/BGXugbeuZnjPt2Ix+gBPliZ9p7/HULyRu7choCm8gSKGIImPwgvlcpmH4ykHbPRicdbTp/jUiVjNmD74oHoN56Q5yonirwcxOCp8oB6Jw797Hpg012FRhUJIC3msaphqCO7JHp5BnNJSI/gc4DXr5nYMUzYe1WorU834jDUtQfWXuMpwZAhkz1xY6bw3NHWrqoaew7xyKxPPDJVypnY3rh9q+Ftmec1LvEabos+sZKPEHIPWYOcg0PQ+fx4TNn1WicPLxZ7DtHO/Leqa+/6svNq7RIZs+f8OGwObKl0DVjtu0ynOTZN3dxMnumJ/qG55KgC9NW7BqO/5a+Ys+aJ0jr+6UYs+nfsrzy/mDqI/vWe6YfSk0OwlvynIuHFzBFt21Vp/zg/aqPfBUF46dMeisWGlssfBIyG8Cpb1gytHTzR2dkNvVzao46lhHyhDz8Cq1b9irCwMJXwTJ8+HSNHjhIsIw1azxTgBsRmgmVHRUUJvlepUiXMmDEDrq5uGonn3r27mDp1KhISEuTee/fuHZ4/f65RXUxhZnzjx48nff8SpUrJM1EPHsXjrysHsXnuFdx9VAmtJkxAO7sGsKtcnATQV93Ux4+vcffuVpz8PRmxi26jdE17dJ4ahDY1zdBEc293jcdFX6AIKCLAkNIMYRwdvQ4//fQTJk+ejNGjx1CgChEC3BhK8entcY14wGz5fQ9Srn5AqeqN4OQ2AiMDB8ClNn/WWOa6w6HlM7Hktz2IJ95czDsdu/pi8LBh6NvWQucsjXJQP7uBvXErsGNLGpITTrAHKqa9Dm07wNmrHwb42Em+TCs8z85vx7JFixGzjiQSIYeIxh0d0dvfH0N97fBxoy+q+W3VnvDKbeteygZsiNmBQ2kZSDwn8WqrR4JT29v6wmdIL7jUz8NPn1capQSBJt5a3IO30PVUIZWXvXuxGkIOXUV4J/4A3OoOEXIyIo3VtfOBk+8QBPq5o8YL7bI0KukB8YBavWpjnozIgcy+uyO8BHSH0e3jm9eQfclmHD5ygfWUYfrl6NkXo0f0RH0SbFvxEUPQ5Afh1TvqOMaU/F2hb/7wGyXR64rEM0ZQZnoalzoZs/25n4L10bHYmXAMGUkSTE2t7dC+bRv49vRHTydyDY7TdzF4qm33USqWhs7G6viDrLcJYzPaWzsiaG0kuuUSnFKsNJnHqpaBzLUD0cWfXM8knl1riGfZEB7PMub9JzvHooXPMmTVGIn4kyvQjT/Mq+oVh1yZ3rp0IZZsimHtdvVmXeDUfTD8RwxA2/ci5o6WdlVlp/gyNJL5ZufQHu18+yLIryuvjrLXWtfPxI//twc7SIIq7hrkWvs9uUpci71KrKuHF9P3U3PbovVU4sb5dSCO3I9ERxEedproh1g7z9S5ZtVabE2SZLJk5oNbJy/0GzkM3Rupztb+TKRNUztHCB73EpcRj8BV2LvnPLJybWPvQeMxwLUWLvxYAR0iHikRXpI5nYSlEYtk84urf+0q8mdp5OqO1u2qnhV5v2qo32Kw0uVKo1y39WAPxcJCy+UPAsZDeJmZw8HDC85u7nDpYAfLynnXNfIHisJVS3p6Ovbv369yUM7OzmjXrp3GAz948ABSU9ME3zMzMyNklyvq16+vUd0vX75EfPw+XLmi/AX+1auXOHz4MBhPFrHPzJmzWAKN77n3JgmZN5OwN+QC7t/7Fk0mBqG1nTXaVTJRS3jl5HzAy9d/4uqxZOwL3YLnFa1RfgxxEW5UGR0szcR2j5ajCOQ7AitWLEdwcDBCQkIxgZC49Ck8CIja3BWe4dKR6AEB2dVWHQJw66Fbha5KsQfoQjdwOiCKAEWAIkARoAgYIAJGQ3iZM1kafT3h4e0OWxt7WFSgHl4GqE966xITnJshrw4dOsS28f79B7x+/QofPpCYLLnPV199JeeJxhz4A0lcAr7nn5yTuHnvBBLHp+DBrbKoOWkCWogkvEzwCf8R0uvu8eNIDgjG9a8t8GRIEJxb1SXeAZX0hgGtmCKgDoGoqDUIDw/HmDFjMXz4MF7vRnV10N8NEwFKeBmmXIyqV6+SEFivC5Y8rgZtA3Ab1Xg/U2cp4fWZgKfNUgQoAhQBigBFgAcB4yG8SNB6L9cOcHdxhF1nD1hUpTG8ipJGM9e1Tp06hTt3JDEDjh49hq1bt4DxCpM+jRo1Qp8+fVG9uiR2WLNmzcH8je/JfnEQ964nIirsEq7/UxEtNPLwysaTZ6n469gxcg0oAS+rNkXZ/01A+4YVYVulTFESCx2rgSFw7do1Nnbf5cuX8erVKzZ+XcuWLQ2sl7Q72iBACS9tUKPvKCJwd5MfbPvFkKtZgUg6H4lOCpkNKWK6I0AJL90xpDVQBCgCFAGKAEUgvxAwKsKLZmnML7Ebfz27du3E0qVLkZ2dLRtM48ZNiEdXIOrVq6d+gE+P4um1I1gx8yQu/mOGBgEkBpd9Y3Sq+gVKFVcdxOu/j6/wz+0tOPf7Cexe/BQmNVqj0Xh/tK3/DVpUolHr1YNPS+gbgSVLFrPekN7e3rC3bw8rKyuULs0fs0fffaH15w8ClPDKHxyLei3cBAZWg6JxhMQwshTObVPU4dJq/JTw0go2+hJFgCJAEaAIUAT0goDxEF7MlcYervDwdIVtm06wqKhZBkC9oEcr/WwIMBkkb968BSawvvQpSzJ51qhRg73WqPb59xle/f0X4oPm4cK1h/gwPBAtOrWFd8NKMFWbpfEVss9vRnrSecyILoviVevAfUhz2LeojBZ1vlPbNC1AEdA3Aown5MWLFxEXtwNffFGKTd5Qs6bmmaX03U9av3gEKOElHitaUg0CJGnLqGZuWHkf6DD1EHbNcoQ5Jb3yTW0o4ZVvUNKKKAIUAYoARYAioDMCRkR4mcPL2wvu7u6ws7WDhQUNWq+z9It4BdlP/8GpyKnIOHUR6dV9UMe2PXzdbFDFvBS+UeGo9d/r53iw5WecSL6Cnx+2QwUSnH+wR3U0JmSXVRXVmVqKOOR0+AWIwO3bt1iPx9evXyMycpHg9d4C7BJtiiJAEaAIUAQoAhQBigBFgCJAEaAIFBgCxkN4kSyNng6ecO/mATtnO1S2pIRXgWlJIW3o33dPcCv1JxxJzMD/7a2O8o07o3dQL7S1LI3G3wgPOvvxI5wYH4jUc9eQ3mMUmne0xTgbS3xduiRKFC9WSNGiwzI2BCjhZWwSo/2lCFAEKAIUAYoARYAiQBGgCFAE8hMB4yG8yHU1z84OcHd2gp2LKyqTmDT0oQjogkDOx7d4cT8FV9JTEL8uFTezK+N1HWf09WyK3t3444BdTkzEuYMJSE29hGdflEXj0cPRqk1T2FY0J7G/KNmlizzou/mLwIsXLxAfvw9Xr15jK7axaQFXVzcUL148fxuitVEEKAIUAYoARYAiQBGgCFAEKAIUAQNEwGgILzOSpdHDoTXcnDujg3MvQnjVNUA4aZeMEYHX11JxJyYEO068xMq/mmDYMGeMHevAO5QDCyJx4Nd1uFi1JSzadcLM//mgWf3qxjhs2ucigsDhwwmYMGEi2rZtyyZ6KFWKJlYoIqKnw6QIUAQoAhQBigBFgCJAEaAIFGkEjIbwKkuC1nf0doKjeze423ZFDQvLIi04Ovj8Q+Djy4d49dcp/HnxDk6ce4Z7L//Bs+zHvA2ULP0typhVQm3r+rC2ro1WDWvgG3Oa1z3/pEFrym8EKOGV34jS+igCFAGKAEWAIkARoAhQBCgCFAFjQMCoCC+7nq7o6uEKL5KlsRbN0mgM+lUgffzw4QNu3bqFf//9V3yWRp6ePb93Gw+unse2A0nYfzydt+/1O3uiuXN3dKlbCdbkGiN9KAKGjkBGRgYWLYpEpUqV0KNHT5KtsQZN+mHoQqP9K3AETJCGsGLtEE5anp2agyltTAq8D7RBikBhQqDQZpa9Ewsfq/7Y+WV3bLwSh95VCpPUCv9YCq1eFn7R0RFSBLRGwGgIL+ZKo4uTLVxduqBz1+6oWq221oOmLxYuBB6TIPILFy7Es2fP2ax09erxx99SN+qP77Px4e1L3H/0FI+ePuct/tW3FWFWviLKf1kKX5Yqoa5K+jtF4LMj8PLlS9y8eROJJP7czp07MGLECAwYMPCz94t2gCJgSAh8LsJLdviih2dDUgdRfXl7OATWTjORxZSm8lPCTBdigTsfe8fexcY+BpSoykgILxM8wLqetTA47i2qzkjGnWn2ovS6sBfSRS8LOzZ0fBSBwoqA0RBe5mzQ+g4kaL0jCVrvQWJ41SysMqHj0hCBe/fuIiAgAI8fPybEVySaN2+uYQ20OEWg8COQmHgYMTExqFWrNho1aohWrVqhatVqhX/gdISfFYHPRSRpOujP1U9KeKmX1OeSjaqemSAbB4OqoNuip7Ji3lGZiBtcS/2AikgJXYgFSnjpriSU8OLHUBe91F0qtIaiiIAhrmFFTQ5GRHiZEcLLkxBebrBzbY/KltSHuKgpq9B4KeFFNYEioB6B9+/f482b15g7dy7r7RUREQE3N3f1L9ISFAEdEDCWjZ6x9FMHURjtqwYpm2fxGFneDb+U7oIe7i+xfWsG4P4Lbu4ZActPRgt1vna80BILRuLhla/CLESVFVq9LEQyKmxDMcg1rLCBrGY8xkN4mZnD08MLHuSAZtfBDhaVDci9uYgpjaENlxJehiYR2h9DRmDixAnkauNOzJ8/H927+xhyV2nfCgECxrLRM5Z+FgKV0HgIhiibJzvH4jufZSzJdX1hCQyvNxRJhPyKOp+AwbVo/DdGyIWWWKCEl8Zz2JBeKLR6aUgg077IIWCIa1hRE5HREF5mJEujl68n3LzdYW9jj8oVqIdXUVNWofFSwotqAkVAPAKhoSHYs2cPpkyZAldXN5QpUwbFixcXXwEtSRHQAAFj2egZSz81gL7QFDU02ZjgOTYPtkSf6JdgrjHuGFwMKx3rYmTiR7j8mol9w+i1Rkp4FZrpV+gGQgmvQidSgx+Qoa1hBg+YHjpoNIRXWRK0vqNrRzi6dIV7Zw/UqEpjeOlBH4yySkp4GaXYaKc/EwJ//PEHzpw5jcuXL+Obb8pj0CA/GsvrM8lCk2aVNun3UrD+1yis25mAxHN3YGpth/59/4egsb1QXyGBrJjNlqoyd9f7oprfVpTpE43rGweiYm7bKzfFIOXqB1Rv1gWOPt8jKJC0/WXeqKTvCY6TJ9C3yccHOL55DaKiNuPwkQtsQPC6dj5w8h2CQD931NA1Oe79JCyNWIEtv+9h+87g5tbJC/0JSZFm0wPzSXtCWRplfYvej+SEE8gkZWVj58FdjHyFDl/c+DtM0O5NPYvJ41KiGpq4eWDEuGkY1TnX4/2+vE6gZB20HzgQAcSrs3u90nLdUaq/Txlk7luPyHWbkbDtODL56ufWkP0Ahzesx/4TB3H+2h0kplyT/EratHNoDxc/fwz1tUNFVVw609/oWOzYnYAdqeR90mbjjo5w7tcdQzzdYV0e0EaH8OwG9kZH4rct8vX29hfRJzFCexQH/4o9sLaMK6LO7WU9ujJXe6HuiN1A63k4mz4JTXS81ijRtfWI3bVLIg+prjn6wmdIL7jULyfraXZWEmI2xiMt8Syu3klm9Zp5GN1u384Zg4cNQ9+2FkojU5rzdW/K4ybVn4Ax6N5I0t6zv/YhJvI32fwpVb0RnNxGYGrEWLQl8uI+QjZLaje0tVkM4ZhBdG/Hid+Rce0vXE06L0kcwOhsx1bo4Jk/tuLZ+e1YtmgltiYdxZ9Z/0rmOsG/r3txLOs4THWWRulcTEiWzI1c3e49ajxG+zSEuZb6wWcfGRm0t26N5r4u6OvohuZVJXNdcY4LBf7nG6dT98EY4l0G0U174BcFO81X772UDVizaiVi1klsBzOPmbEGkbF+ITBWvdt6gbmskvDKD7umxoYw+pu5bxtWbCe2NlGiW9J1yGfgAPi0s1DCTBusFNft/04wMlrL0WdXeA4JwLRRjqyd5m/DH37jleWo8/ohxUgLW63tfkRRLFJbtictg91DMWuXfXdH9Pmes6ZyXtK2XW3WMImOMOvxLiSnc3WkN0aFjkXnimIWKvkyJjiDuc1bIPgcMPHQG8zrWkawEsaDuQXxYM5qT9azY7qvZ5r3Nv/fMB7CiwStt3WwRRenLuju2h21LGmWxvxXB+OskRJexik32uvPh8CdO7dJoodAvHr1CpGRkWjcuPHn6wxtWRQCsk262Uj8FPEYvwRsZQ/BSk8Df8TtWw1vy7xrVflFeJXtsQRr7I9jaiB/29Uc52H37klo+oWkV5pu9D7diMfoAT5YmfaeHxNLV0Tu3IaApvLkjSgASaHMTSPg2m8VP26cSvgIL331TQzh5TRyPL5MWoodVz8qD5UcLgdFbUS/vxdj9NRt/GOz6ovYIxvQR04n8jK49Zo+H1VOLMfiI7d563eOiMXOYHv5Q5j0WpcK8Evbj8S2jcvhUkX5it/1neMwyOdnpAi9Tw4fC1Ouwvdyb5ZsFXwUDuPvTkeip3cQ9v/N/wbbpxjSJw4WYvVHWu7JthH4zneVXMyuT9fWwL3+MOwvZYPI9Ayio9pfa1Sra6QjTX7KwNmgluLmGSllP243ti7xQEUO+cC1Cz3HjsfTHZFI4sPN1Bazts9H1YPhmL40QUIuKT724UjdH4o2HMJbrM3ik4kqm8X9TVB2xFYsJ7ZipBa2gklIkDzTE/1DBcYqbVQgM6c63bb0mocd6yehGQcrMTr46UYchroSojWXW+Z7R/ZRgshZHeGl7Tjl6l2yFe2OTUfA9qv8tmN2HHZObKlE4KjVcR1tvSo8VRJeOto1tXJ8dQbzCaE/ZR+Prc192WroFqSu7iWbq9piJV1/zZ1Hwb9sIhZt45ERadNqUDTWD3iIhWOmCK4xftFHsLZPnucqVwe0Wj9Iu9raaum4NN2PSGXD6H3GAl/0mLSH35bl2ssYYi+58Ri1bVfTfRDU6Qixx+O2RGOxu2aexAyJtut7K3ivegHbyAwcD5CsH0rPqyQE1uuCJc9tMTv5MKbYaLffUjsXCriA0RBeZmXN0M3BBa5Orujs2hnVLGl2sQLWFYNtjhJeBisa2jEDRYASXgYqGBXdkm3SmTKEDOgVEoqAAT3Qzqo0Odhk4+npDQjqN4w9DFkO2oK0tXkb5vwivNju5bYdOLgH2hJPAqbtu3tnwddzJkteKGaqE9M2U61J9hmEd26BsHTiNdU1GIt+nghX4sXCeAe8u5mCVRFDEbDuCtmd90Vc8gZ485AoqqT69sRsOLWfhhRCEHlGLMecYY6w/taUfSX7/iUcT/oNiwYuwH7y30qE16tURDjZsn2z8orA8jlj4GAt6Vv2ozPYGv4/DFqRDLQih/5j5NCfS/iJ0TIxhBdbj7UPFiyIgH/nhvia6faj0/g1sAd+iL0la8ayayBCIsagX8uaMC1B+pYVj/De3piX9i9qEcLjFNnASz1LuAcWpgKrrv6YEDge/aT1v76JPXO/x5jZ5NBPNthKG987cRgWfBztevaHA3mnBtsp8nzMxo2TG7BgwmiWuKwz9RDOz3KUO/ByZeE4dhbmTe2FZuVNJXp8KRGrfgzCFHKAlspBrA6B9KmfXQ9sukvg8l+C1dOH582PS/GYPyYQ834nX/IJOXMmIVRGzIqRk7SMEIlggptY6VIfIw9+QDtCRp3IJaM0qZsty9E1Rp6z54fAp7lU1y4hIepHBAVvQ/aMZNyZZs++cpcQuVPOtIJP3y7oXLsmvv4qt1UiwxObIzF5+DJW70MOXUV4p7zDiyJxpEp/pOOo33seFv44XKb/z06vwWivYSzmnZZeQNKYRrIhq7dZ2zFtzFBWT2qO3o0/lnH1Mw1hxdohnGc+Mv2e6xqNEgN94NrZBjUtJPhI9efnKaMRtpcQClomEchcPxBd/Nazej92+XwEEk9FK0JOsfXfvITEuEWYO3E9TvMQXkJ2RmKj88bblsjvyHQFElmFsnD1q+agJYghMmBsv8SAPcez+zeQlBSLuIw2iPxFYvvVEV6ycRKbPmxhFKYOsWfHyczh+3+dwOF1izF9/l5kqfDwktqmmdPHY6gP8ehkbB/xktoT5guv+cQmcrwgZXNIz7Ze3ZxTTXhpb9fUtcvIcN0ABwxmbDax5wuXzcfI9rVYWw0yV49vXo6w8IVIs8/1pGZkqANWckQLs27PWoiwwbnr3sfnOLV6LHqMInou7bhlF0wIDceoXH2Xk2ONkdh/egWccz2s82P90NZWK42L7IXE7keYoQrNb0bvrx9diHFDprMfTBjPaq5XpC7til3DuDrCfAj4ef4E2XrO6EjC4v9hWCgh6gTIdnU6mLmyG+qOOojyxN5mcuxt3vqWjWPTOqLjnJPk/xk4MEWZrFbXhqH+bjSElzkTtN7VC+4uJIZXZxK0vioNWm+oSlXQ/aKEV0EjTtszdgSePHmMdeuicfv2LVhbW6NZs+Zo1aoVjeVlwIKVbdLJRifqz+0YzOOh8umPSCLHIJxW8DIRs9kSc6URrUYibstyOe8xKWTHw2qjQ8R1mBGy7aqGZBu7CZVeCWsVjNSk2XKeIszv7EawZyMMjnvLS6KoEh3ryt+OuPITwqojOWge4Dloqhr/qQUd0XrSMfZK50VypVMxCx/3MDoi7glWen8jWpPEEF6tR23BpiW9YKVwPVDmVURa85ifgWjiSaF4VertgYn4ynUBUG4K0p7OQetcDx/ugaVt6CHsD3dUepcbq0pogyw00LeHQ2DtNBNZSu3mXasQkgVT5729Idj5XQRGtTEhshcmP7gb9YOTG6LbTzcE5cSQScEdbTHvrDIxK1ZgMsx5Dhz5ca3x1Ny2aD2VKCqPx5Ssj/fjMX2bGWaOlRBeqnU/G1JcLEKTcTcs7x0uroL6I5UjsSlj12/Gkp7KXgXSQ1SpntG4ujVvfujbZgmNmyujWGIruZ6N6vDCo3iMauaGlY+qQdGrRfauQNB6rp3pHZ2JjQOUsZL1zWwIdlyPgpfCNVDB/nHaFDsmlYSXTuPM8w4Vsk2sblUihOVDwG/LXaztmXdm06etVytfUkCXGF5Cdk1MuzLPUB6PW9n7zy7j1//7E17TJKSlLljJCBqBdZu7bpVxn4fjMcTrUDEcwrskBHxJvH1IB0OScxBuJ/Fc1WX9YMhfXWy1unEx/RPaj8jm9xMbhCYmI8xO2XuJWTOtyZqZpXA9XZd2xaxhTL9lVwkF90EEuyCyzi26odWHlZyjISjReSZQMxxnr4cqXb1/lz4bju3Ih0FV648YZTfAMsZDeJmbk6D1JEujtwdsbWxhUYESXgaoT5+lS5Tw+iyw00aNGIGcnBy8ffsWR4/+jjlz5rBk19y58/DFFxq4phjx+I2x62I26ewGNjd4NvfAJWazJYbw4l6XUcTw7iY/VOsXo7SREtd2Xr8VPcS47cgOG18H4sj9SHQUqa4MdjWId1eWikOmUD9lB7fnqq+qSTfDmhJDYggvxS/NUkzEYAvBw3neoVWofqYdIcJM7RwSaFeMLBTrFjNOE+nBjMeTiVuf7ADp8gtuxo9QIi/VjUv6/tfk2tFNcu1IjmCUjpn0YXbybUwhZJ0mD5ck0JQ4VdWOUuwZGempnkgU0h9ue0I6rG+bJTRmMfoi9K7sUKsqFps63VbxLpcoGLf7CbmWJJIcl7apwZVZVYSXLuNU5zkmJUQ2D6iDPrGvUY94ilyeLLk+xV2j9GHrxcw3MXopWI+WGTq5mIn1ANUVK6F5zx3b8bAK5EPVI1TleIxyfxf2aNV+/dDVVosZl9B+RPour/3OHbjQmq9Lu2JsEhdrVfZftoZqES/y041Y9KjdHzu/Ip7yf8XCmxMLTEbYnxEmA8XML0MtYzyEFwla7+XhAHc3Z9h1cIFFZStDxZT2q4ARoIRXAQNOmys0CCQmHsaECRPQunUbLFmyBKamudeSCs0IC89AxG7Sk6d9R1zRH8ttYMVttoQPv2I2esLEjYhD9bN4jCzvhl8Y8Q56xAAAIABJREFUoiCVEAU2AkSBtJwGhz5GA6QeKKoIOyGMGI8MRxKbKUnBU0lRs2Tj15BIMXTCS7ZBFrpCQa4v/ZGYiNSLZ3CGBE3PMiHb9suSILvso/CeGFkoYitGf2XejTwbeW59snIkFt7+23lXdMRYCnWefNwDSz1ygLyce+VQTN1MGZmuaXld5V3WaSQeS8Hls2eRcIFc6fv4MC+gO6lfUf/F4KpvwosZt7Y2C+Ra1qWMRJxIPo2zp07ir5eEoL19TBa0n6lbKAEFn0xYz5OgKsR74qkgAcC+J0B6SHVb0ZNOsS0pyaBJRk9uwGmQq2fDx/+AHzy6wLpqOcmVOJ5HmKzIG6fKvupIlvOSKXq29WLmmqi1VEO7pq5dGcmjiU7qiJWYdVvfhBff+qGrrRYzLj4Zc+e3kAcmI0fuvOEGd9e2XUmd6vdBMh0h9l+lF6d0Xmr44U+xH1yPPeY3qSd77UmHcGGefBgCdfptDL8bD+FFgtZ7dm4Nd6fOsHPthcpWdY0BX9rHAkCAEl4FADJtolAicOzYMYSETEfDhg3JvyEoV+4bSnoZqKRFbdJJ3/k2sKI2Wyo2ZPre6Ik5VIvdNPKJT92mXlXdcnGIxOjGN+FIexIquzqo7hVDJ7yEPcSe41DYQIyO2Ks6CYACeSNGFoqYidFfsfNDrK7xyU1GSKnwFJRdW6oxBUcuzRHthci0J3oMip17lISIQSMRdkBFNHPyjqESXpraLObgeoHEH+o3Y10esSow0TQjvMR5rQjpkHQc6ua89Hchrxqh94WCfLNZbD27o5/fALSV89jgH48YDy22D/ogvER6SImZ82JxViynap4x17i1sWtq+yJy3HL1iHxHCCsx67Y6e6yrhxefDom2cwLjFzMufsIrbz6olVduAa73s7btit67iEiYINdvLT6MMPKUel5yST/ZVesagUg6H4lOGibUEIvn5yxnRISXGSG8HOHu3A12Lo6E8LL8nLjRtg0IAUp4GZAwaFeMCoF//nmAjIwMXLjwJ65cuYxevXrB3d3DqMZQVDordpOo6eFRip+uVxp18vDScWOvTgfUbepVbUgp4RULHytyBYKzuZZ8KZfEEQHxymvqOxwT+zugefMGsCBOoqZfEa+Te8rvMTiLkYWiPMUcfsXOD10IL6kHjzp9Y39Xc7WSrw7RY+C+LM2o9QAoVb0RfIdNRp+uLdCifmWYkv99TZIJGPKVRiGdUCXzzJWeJPDyHhaFem6jMMa/O2yb25DECeQPpuVQzlS9NwUf/roSQfomvNg+E8+jE9vXI3bXQSSnczwpmd9IYPIRG/ZjZW6cNX2QFRJbKY4Y5J3rerb1Yuam8FqlvV1T267IccvVI/IdSngpo08JL2GNPLWgHYlJmoaKxJPrFvHkMv2UGx91d3mMizsr/pq1WqU3rALGQ3gxQeudJEHr7braoXI1GsPLsFTp8/WGEl6fD3vacuFA4JdfViI4OBhTpgRj0qRJhWNQhWwUYg7D3LTT8nFT1B8APyvhpePVDXWizphZB21CMwUzE0kOcfwYya5faOi5pa5P0t8N3cOL9/oJJ1aVpoG9pZttxeQGqvASQ3jpek1GnbzkrpSpK5z7u/RAwWQQFPOIHQO3LlksJhWBsA2Z8OJeMxJjs7hxzrRJQKFaz/K8H2wjM3A8QBJ3SukRICKkuq2p55YY3RAqk/38Bi4mxmPFigX47Qi5xsq5qquK8JJ6eWgzTp0ILz3bejFYCq6lOtg1te2KHTe3IrHvCFz1F+ORpO4DhK6kKZ9NE2vnhK6fixkXP+H1HLu+t4L3qhdKGRjVyo8U0LZdVfsLuXalctTCc0tM/6VlmMD43/ksA3LDL5TY6AdbEn+1pEKmXE3qNIayxkN4MUHrexLCy8MDdm1I0PqKlPAyBgUriD5SwqsgUKZtFGYEKOFl+NIVRXiRwN1TanbBvH8AbuwJLmHA/Tt31PojvMjXQ++GGLz7HYSCNHOD86qKa6Nt0HrZBk9lMGl+wksWV6N0F0SdT8DgWpoFIlenWYZOePEFeZf1WVVcMwFSQBYEnzmY3yUxtERcnWAzdKrTIU42MSEdZ2ShbdD6vMOX+ux6smuNGsZY4cb5GRf/Bou7lVGnPjKPOVWxmAyb8MrL5idks+SuJYrIViiGIBUCVkpaqQpqLeQlKNNtDeP4qRWymAKP4uBfsQfWkrJSvFQRU2I+AujjSqO+bb0YqNQmWdDCrqlrlzvubiv+RPwPDdW9IhfgX5t1UQxBo2/Ci8/ecu2cNrZazLiEZCz10tX0YwQjLF3aFbWGcZIOqcJFreKoKZB3NX8k4tPcsbsLyUr7BQlin7wB3lXyd3+ja1/z832jIbzMCOHl5O2Fbu7u6Gprh+oWlPDKT0Uw5roo4WXM0qN9NwQEkpISsX79etSoURONGjVEy5YtUa1adUPoGu1DLgJiCK/Mtb6o678VUIgfxI3bIJQh6tONKJK9Zyh2cg5MUvB12+jlXX9RtWnXJf26WiXhfLmfGH8F87ryEAn3NsK/aj+5AyNTLzeFutWgaBxZO1A4s9/9JMw6YI5pQ2zUdklawKAJr1epCO5oi3lnAW5GtRySurwGSV2uKuvl2/SF8Gw3AUkKX6uZw46UlBXy0GGwubc3BLssIjCSJDDgHtyFdEjXVPfqBHZqblu0npqu0ktQVof0Sz35gyaZ+LhjgKq08PfjMX1XBcz8oSWkxIUQQcPUmTHXi/T9kEHG8BK2WQJeqffj0LdKD2xWlbiCh/xRJ1/ufGQzupZxRdS5vbwE99OUhfC1V6HbT6pB0PMxt6F7h2fhQLmp8BdK0KHQ4ZwTyxGY1QkRfRvKZwbNLScjETi4qCK8ZB8PVATI/nR+ORybjVGew7pcaST91autFyFoQcJLB7smotm8cavwxsSzy1i16k94Tu6FisQzVBesxKzbeiW8BNYPXW21mHEJyVgWq8rUFrOPHCaZdEvzio7xlr+wYT2yOo2GSy4JpEu7YtYwpiMyeauy/0xBoicxMZlw+p8HqyeaPFxbYdfyMU6czIFfbBrW9izcvIrREF5lyZXG1l280LmbO3o52aGOZeEWjCbKW9TLUsKrqGsAHb+uCLx//x5v377B3LlzkZCQgIiICBrLS1dQ8/l92QaObNSGzwtGQC+SoatS7mbt9U0kLJuE0VO3IZPEDuLbvMg2UuT9kLitmOpSGcxVq3c3U7A9ehEiwsm7uX1WDPSsy0aPqVLqNQFmo79/DfrUU95kmmSfQXjnFghLByy7BmL2/BD4NC+X28dE/DxpNKZsvwq2jiMb0MdS/JdIOSLB0hWzfluF8Z0l489+dAkJUT8iKFh4/ODESWL6FhIxBj7NaoKER2IJsac3T2NfLobZAundhdTBEAgvK69gzJo8DC7cMZ3ejhkTp2Exc02KbL7PJISi6ReSUXBJq/bjorEkpBealZdkeGX0KWb5HCyIzA1mz3M9g0kZz1yhyCK66hS8EIvGesD6W1MJlpcSEbNoMRauOYyRqTnkQCKRsxgdwp049LPrgU13gfq952H53LHobFlaUq/CeFL3h6KNCO8ydrw4g7nNWyD4nDgCi3u1uDy5JpK5zIOXpODVCc4YqncNxqKfJ8K1vmQeMLp6OHYRFi9cjWvfJ+MOyQIpIy7IvB4btRTh3jasXuJjNm6c3IBlM3/C4gNk3pDnswWtZ21WIMkq6IbmVuJslpCXFjdTppVXBNYsnsDKmHkkc3k2pq3YIgtmr0nQeomsb2KlS32MPPgBpe1HYvXSWejbrFyebi8Jw6ylCchi/sKj24yXl7XrAoluj52OH8f2QosaEvkh+zlunN6HDYtn4MdtVzXKICm1E1Zd/TEhcDx8OjREpVz9zb5/GltnBWDQimSg/TycPTYJTUh7qggv7jhhH4x9MSFwycVRaU1QJK11JLx0tvXc4N7uv+DmnhHCHyF4JpmgzeWQ8drYNXVLPnfcaOCP5aunYUjLmpIsm2QNP7ErFpEzw3CweRSubxzIEhm6YCVm3c4PwkvT9YPFSQdbLWZcqj4QymIAkph3vWYtRNiArpy91ANcPLoNkZHkivDJFth4JQ69q0gkq2u7YtYwuXlp7YMFCyLQT26ukzVgi2QNSLOPlumJOt3j/s71NmP+rvZDniaVG3BZ4yG8SJZGBwcHODk5wdXVFZaWVgYMK+1aQSLw6tUrxMfvw5s3b1jdqFTJoiCbp21RBAoNApMmTURcXBzmz58PH58ehWZchWEgooKnk0PWwBX78evwhpIDFueR22wrAkI2ft+vHAcMHYtfyG/5TXhxN7dyTSscpD7diMfoAT5YmfaeX2SErIrcuQ0BTfm/yqqUM/naHOHVB2G/31EuRnDrNmUgKs2creThJS3M9C1o+CgJAaTiafJTBs4GCcT+4XnPEAgvlQMih+GkHbPRqbx8qbcnZsOJeMKk8L1s2YVg1Qxnpi9U8g5hirNeRwt80WPSHglxwPcQnVyYchWBUg8YzgFJlQ4JZbKTvsOQGNtilpPDvXjClJER6/XDiY+kzqbIrtGqyOgoVIe6MTDvSfWMwfJYmBM6RhCyg+dhCNqhTf9E6MKEz0d4qQKLzD3P+XHYHNhSzmapupb46UYs+nfszxKbSg/Rm94z/VB6cojgXFYnu0834jDUlVwP5Et6SeofNtkTN2by6zZT9/WdE/H9uAVI+ltFS4r6raZTOcRjsj7xmJR+lOAtTkiUuH2r4Z2r2+pibanDsedoJzxdvDzfPbyYvuti62Vzi+iOoMeuCjxVkSG62DV1eiVq3KSQ1dAtSF0t8fAS9Y7AuiiGoMkPwkvluAXWD+YddXZOyFaLGZfqTJxk/Vk8EP3G533k4h2DFZlPqWvgnZv5VNd2xe6D8OoMlvr3RQDzgU/Fo6gnYvRPWkaWYEOFh6cm9RlDWaMhvMzNysLToTXJ0tgZds69SJbGusaAL+0jRYAiQBEwGgR+/DEUu3btJsHrJ8PNzR1lypRB8eLFjab/hbmj3LhJ8entcW1hFLb8vgcpVz+w2dmc3EZgZOAAuNSWeCPwPSYfH+DQwumYvykBiefuwNTaDgP6/AD/EQPQrqJwYHudN3pMZx6lYmnobKyOP8h6XzB9bm/tiKC1keiWu6FkijF9PL55DaKiNuPwkQssIVLXzgeOnn0xekRP1DfXXsrs+JfPxJLf9iD+vGT8bp16w5/g5lr7KsKKtUM4qV7IK4Tx3Mnctw0rtm9GeuoxFnsmG1+Tjq3Qwak7+vXtgbZVNSPjDIHw6h11HGNK/q6AuT/8RvljqK8dKgqYgGfnt2MZ8caKWXecPYgzcnLyHYJAP3fUeMGfpZErveysJEQvjcXW1GQkphB2gWDZuKMjnPt1xxBPd1grkGxidQjPbmBvdCR+25KAHancevsiyK+r4HiENOt4WG10iLgu7jqjtBLOtcYRcU+w0vsbzRSXZOM7vGEBNm5JQ3LCCRbf6s26wNHRFz5DesGFeH1JH0Yv/9y+nHglROM3ZryETLHv7ojeg8ZjgGstvI7xRTW/rZ+P8CIxkZLOeeLvNWuwbqfE9jDzv2NXX/wQMAbdGynbLLVxuMj14aURi2T2hMHGqftgtbZMtBDIlaGtSxdiyaYYdp5z62/7Xr1uszoYtwI7OPJjxtyhbQc4e/XDAB8yr3I9JkX3iS9DI5G1nUN7tPNV1m11hBfbrsI45daSUvslGVoViF5R9ZKq1ZIpWth6bpIDqIjJqApTdeEBdLVrauX58Tn+2LUaUZvzMm1K1iIv+AwcAJ92FsofrLTASsy6rVZGAt58cjqg5foh0T/NbbWYcamTMdv2/RSsj47FzoRjyEiS7DUYObRv2wa+Pf3R04lcH+asffnSrsh9ENO9eykbsCFmBw6lZbA2k3nq2XWBva3yGqBW5zgFJB7IzUnw/lvoHZ2JjQNqafK60ZY1HsLL3Axe3k7kmk032Nl2hYWFpdGCTjtOEaAIUAQMEYHTp0/j9Ok/cPnyZZQr9w0GDfKjsbwMRFCiNnAG0lfaDcNHQOyh1fBHQntIEaAI6AMBWaIGLYklffSJm6WTG1dQH23ROoURoOuH8WoH4yHZgmRpzNLiOrDxjpp8TM3J+aRhuDP9DHfWrFkICZkuWLk5zdKoH+CLSK05Odn48O8TvHjyBo/vvkeZchVRtnwFlCUxEL4oVURAoMOkCIhAICvrDgICAvHixQviMRCJJk2aiHiLFtE3ApTw0jfCRat+emApWvKmo6UIaIrAqQUd0XrSMdQjcQkvk3hxhvBoki3VEPpbWPtA1w8jleyjeIxqRrIyPrNFZOpxEh5C/NV+Ix2xrNvGQ3iRoPWeTl5wd3GHXVc7VK5Gg9Ybu/IVZP/fZWfh4eNEpB26ioT1D1Db3htNnDzRlNyMrVKh6Ez4gsSctmWcCFDCyzDlRgkvw5SLsfaKHliMVXK03xSB/EHg7vrhJDFEXfQd2AMujUgSjq8k9WY/v4HklZMlSVBUZKvMn15oVov0WlkdknX0/CxHpat/mtVGS2uLAF0/tEXu873HvcrYKTIDSQHiY41+vl7nX8tGQ3iZlTWDo4Mjujl1g6OrI6pb0iuN+acGhb+m9x9u4cmzfdi/PgPr5lxDA29/2PkNhV09oGZFSngVfg2gIxSLwJMnjxEdHY2bN2/C2toazUl2slatWtFYXmIB1FM5SnjpCdgiWi09sBRRwdNhUwRyEZCSR4KAkOya47ZEY7G7YcT4kWU/XVcbkekZRco7xdCUlq4fhiYR9f2RXWVUyLqs/s3CUcJoCK+yJEtjaxK03sGpM3q69kIdSxq0vnCoYAGN4tN95HxKwc6oE1gSnIYG/f3R/oehaFvZBDXNCqgPtBmKgBEgkJOTg7dv3+Lo0d8xZ84ctGzZEnPnzoOpKZPrnj6fCwFKeH0u5Atnu/TAUjjlSkdFERCLAJM0IubXOBzMOIfzhySJJ+SScPgNQFtOQhGx9eqrnMm7JAR82QXrSBbDmySLoblBBOTR12gNu166fhi2fJR6x7nKODv5MKbYaJZcx8hGy9td4yG8SJbGLh4OJBOVM1w6uMCyslVhwJ+OoYAQ+PffO3jx6iDio09i9cyLsPTphhaDveBcpxoafKdh9qQC6jNthiLwORFISkrEhAkTCOHVCkuWLEHp0kVvgfyc+NO2KQIUAYoARYAiQBGgCFAEKAIUAd0QMBrCiw1a7+sFD28P2NrYwqICjeGlm+iL1ttv32bi7v3tOLjxDDYvvo0Kzk1R37cdutVrhoYVqsqBUaKUKUp8YYpSxYuhxP+zd94BUR1dG39IjF2xxNgFayQaY1cERKQoiICoiAoWLIk1YAVRA0RQjGKJ+llRUbFjxwpGURCxxViiwcprSSyYaJAYI9/cXXa5bL27y8IunPv+8Ua4d+bM75w7u/Nw5sxHtN2xZEUKjVZCgAQvigUiQASIABEgAkSACBABIkAEjJmA8QheXNF6F3HRems7K9SuR4KXMQdeYdv+PisDfz8+gYNbU7FqyVU06tEKzXq2wONf7uDPJ8/zmdOokx2ad3FAJ7NP0ag6O8aRLiJQAgmQ4FUCnU5DJgJEgAgQASJABIgAESACxYiA8QherGi9m50zXHu4wMrFDnXM6hcjN9BQ9E4g+ynwjNXw2n4KixYloXbbFqjbtjnuXL+CZ08eibr/792f+OftM1Rv1RsNOg1Avy5NYfl5bVQqXxqlSn2kdxOpAyJgSAQuXLiAxYsXoUaNGvD07IsmTRqjdm36Q4Mh+YhsIQJEgAgQASJABIgAESACREA5ASMSvCoxwcsSrk4OTPDqgzrmTcivREAwAZMPTPB6l4J9uw8jauFBZGY3xydVOsLHuy06d2wgaufPx2fx9PYuHLtYFxf/1wr9+rSHo/0X+KpZLVSpRAW7BcOmG4sFgb/++gv3799HQsIJ7Nu3D35+fhgyZGixGBsNgggQASJABIgAESACRIAIEIHiT8B4BC9WtN7dpSvb0ugIK7vebEtjo+LvHRphgRH47z3b0shOeDm46whWLTiCP8taoqK5M2aMd4CLnYWonxePTuHhzc1Yt/4vxJ8qB5dhveHkZokuzavj08plCswWaogIGBOB1atXISgoCFOnTkNgYKAxmU62EgEiYOAEHm32Qv0hO1HeOwZ3tvqiZgk7ec0E5xDykSVCmZ8iUj4gsJPudUNNcA8bfbpjWOx9gB1Bn3J4NjpRdQYDfxPIPCJABIgAEdAXAeMRvEwrs6L1bqxovSsrWm/NitbX1RcTarcYEsh6y4rWP+WK1idix6JkmHYfhKZ9/ODdqRE6NqwhFrwybyLjURJ2/ngePx18BKuAibDxdIRlnY/xaVndv4QWQ6w0pBJAgASvEuBkGmKJIPDhbARK2QQDFfpg669xGGAAX6NI8Cp4wYsLZr7o1WTaMfwS6YgyJUxMLBEvNQ2SCBABIkAE1BIwHsGLK1rfm53S2MsVVl1Z0fo6VEtGrXdLyA2vX79GfPwh/P3333BxcUGtWrXlRv7vvw/x5+ujiI85hbXfn4NZ36FoO3wUejSpjC9qlBfd/zb7Nv56nYL1EWcQv+MBLCdPgnXfHrCsZYJPKcGrhEQTDVOWAAleFBNEoHgQMCbBywRPsbFfYwyLy8KA2EfY6l08v/PpI8NLEq05d2Mx2HYwtv1eH1Pjf0Wkg/i7Dl1EgAgQASJABEoSAaMRvCqzovW97dzQq0cv2LjYoK6ZAfxpsiRFigGP9fHjR/D398fz58+xcGEU2rRpI29tzhN8yGFF66PPYknQObT08UPXsSPQkYlZDSvl3p7zKz78l4zls5Oxc+NDWDPBy4oJXp1I8DJg75Np+iawceMGhISEYPTorzFmzDcoX74CSpcure9uqX0iQARKAAFlGV4keBWM8yV8YROJK6enoRVleRUMWGqFCBABIkAEjIaA0QhelSpVQtfuXeHo5IjeLr3R0IxqeBlNlOnZUCGC1z/v7rMti4dweHMaNs69DStfP/QcMwLNmZhVs7LYwL+zLrJ7DmNT5FWc2P0KvZjgZevZA5+zeypTzXo9e5GaN1QCv/32Gy5evIAbN27g1atX8PHxRceOHQ3VXLKLCBABIyJAgpd+tjRKQsAElzHPsi2CUoHRcS+w0qOaEUUHmUoEiAARIAJEQHcCxiN4saL1XZy6wMHZHh4OfdC4Pp3SqLv7i0cLQgSvrKy7+OPJPhyJvYAtS+7CduAI9Bo1Ak3qm6BGVTGHPzPT8PuT/di65AZOHXgNt4lM8OrTA03ZPRVpJ0DxCBYahdYEAgOnY+fOnZg/fz769u2ndTv0IBEgAkRAQoAEL/0KXhznF7tGo4bXGsB1Fe4dGA0zyvKiF5AIEAEiQARKEAGjEbwqs6L1Lv1c4NLbBd06dUO9mvVLkJtoqKoICBG8/st6hH8e/4QDW89hxeKLaOXGtjQO8kPHliYwqy0uSP8+8wb+efITVi85j737H6PrUFbDy60HOrQwQTVT8gERKNkESPAqWv9L6y9VC8W5F7PR8XEyNq+Oxsa9x5Hw80OUtbDC4IHfYvKE/miuYr7K/O0QNkWtx4FzaaLn8ElTWPdxhPfXwRhrJ18nSU6QeHkTO5cuxOrcflFxIOJ+i0WfmjIL92b3cDAmCut3HMeelNuifmx8fdn28/Ho01L8VwaJLTt+OoDkW+9QukFLOPUajRlhE9C5ujzvzEtbsHlPCk6l3cLtm6dwLeNf0U0NWtujg6U7/AJ84Nwk9y8YvMflxpDLbuW2TaJ+uecdPb/G5ADGTsVpdpqyk5hggldIP7QLK3Zvx/EEsd2cv3p1c4enrw88LWvLFRQ3ef8UZ7avQ3TMYSQdP4v03HGK7FTjY2WRKhdDPOFDV0YF5htmk9ROFa+cohMNNfWP0Nj2MH2KE1s24/DZo7h6+yESklk8cxeLaavuNnAe4ocRXlao+bEKg58kYmnYCkhiXeL/wSMb41y7vpjPHpUbU3YB9MvaNWEnVPtXsMeScvaIvnocwxrTITxFO5tT70SACBABIlCYBIxG8DI1NYW7hztcXVnR+i6saH3t4lnAtDCdX1z6EiR4vcvAm8wEHNycilVzf8YXHn6wGjICVp8DjWqKv/y9y/oFf7N71kVexMGdv8NuxCTYMMGrTXMTVM3d9lhcmNE4iICmBLZujUVCQiIsLCzQqtWX6NChA6pUkRcXNG2X7hdGQCoCVB6DH8KeY5X/TpEIInd94Ye4Q2vhYZZ/UWuCbKQt8ELfaQeQoaRL64n7sWlJ73wZIHxR4PTQ25g2ag4S/8drIPfEP++6eYJXvwmT8HJPVP77JI+U7YLw3fNR72goZi49rtgW61CkHJ6NTjLi05mQz9A17JlyYKXqwz0qDtsmtM8nIEnGUKnvEqyzPoMZAYrZ1XeMxP790/CVzCEl2rITGfr6MuYP6oPAQw+U2m0+YgdS1vZHzVwBKuduPMb5eGLluX8UP2Pmgqi9u+D/VTlhwZN7lxDBS1tGuvqmvHcM7mz1FTHQVPDS1j9CY3vAf7HwNB+MvSpol7Meg11bl8O5rryYlL5tNFwGrVH8vvLalBO8HurWr6Rpjs/RyXXRc9FLOK9OxyEmstFFBIgAESACRKCkEDAewYs7pbG7G1x79oZVDyvUMSPBq6QEqbpxChG8snLS8SRnD46sv4RtgffRcvAI2HwzAp3rmKBRrpj1KicVTz7sw/ZZN3B6Yxb6BkxCN7al0ZzdU0GzdYU6k+n3RMDoCGRlZeHevXsID58D7r/nzAlHy5YtjW4cxmpwPhGAZZb0nzUb/j59YWleDtyC9iXLfpo8aCQ2sOQTs6E7cG5DnoDCjTl9sy/sh2xGBhOcJiyfjwCWkWLOCUrvs3Hn1EJMHD4Th5mQJXsinrToNdcIE5ScJszEdxN8Rf3yL/5pc9zPzRwCMCtsPAa1b4SypYDsjHiEDvBA5DlxVhZ3NR8QiYWwRr6XAAAgAElEQVTfjUJ3i6oigSrz0jqMcx+JbY+Abkt/QeL4/PF1Zp4bdnzsBY/e9mhrXhtVcmsrZj+7geOrAzF+FhPzyrsg+ueD+bJY8o0hl13AsL7oXE/M7tHBcHi5zUEys8kjOh1xw/ILAtqyM8E9bPTpjmGx9wELTyxcNh9jbBqLeODNPZbBtRwhoQtxzjpP7AE7KTiMlW8IYTWXzN3DsHzueCmf7GeXsTP0WwxdkQR0YKLgaSYKanCCsBDBS+QYLRjp6hu+4MWZoEnRem39IzS28TAOI4POwLLfYHS3a4GGksBj787d81uwYMo4kTjZdMYxXA13zCe2Zp2NgJNNMJLZu+MWthxzRzrC4lNx4GY/uYEzieuxyHcBDrN/ywte2vcrO8+92DsBNTyXofq4/Uhf1humtK3RWD8KyG4iQASIABHQkIBxCV693dG7F8vw6soyvOqQ4KWhr4vt7UIEr7//fYj/vT6KpJjzOBx2DY2GjkAbdkqjJe+UxrfZV/DX62NYH3EFR3Y8Q4/JI1jRenu0qFUFpmU/Kbb8aGBEQCiB//0vg21JC2DF6zNFJ6J+9dVXQh+l+3QkIBUrWEZV9LXdGCaTwcU1n3MximXeTcal0u0QlZrGMoBys02exWNs615Y+aIdZickIcRKXsHPOjIVFi4LkNGRneaWmneam1QUMB+IdQeWY3gLxVl9fMGr9/w0xExtL7eozjoxCxZOc5DB7JuweTuW9JPPNElf2RPNxh5F6X4xuLXTV3C9IU5cWuncHGOOvsOAmHRs9clrWzqGDmMQt2O5XPYbx+5MSBOWPXYHlZlYeIsvFurATlo7ibGLPbkF3gp8hsybWP1/1+AeLBYoLyywRcdpp8EJQNdZxpNsvSX+ODUtQi5I8NKGkZrYFuIbrQUvHfwjNLbVvbrSuK4aiHMv56JjrpjELxhv+30Sjsy0lt+6Cu1reCnrV5G90rlB5v1WNzb6PREgAkSACBABYydgNIIXV8PL3csNvTxcYd3OGnU+q2vs7Mn+AiLw9OkTzJgxA8+fP2fZJxH48ssv5Vr+++3vePT0PH7enYrUH9NQw8cHjUf4oMNnrIZXxdzbX/2GnN/TsHZVKvYeuY9O493RydWG3VMP1cpSilcBuYuaMWICJHgVnfNUiRUSq0TCgmMzjEl4n0/0kSzsq7Ctc/fY1jlF2R0iwaqWJUJf5RfLlBUVlyXBF7wU1VcS3S/ZopW7DXKAgo9xIeNU5gXJtrp6TFx4GGwtvU3IGB5tG4L6gzaxPe6huHJnNlrlihbasuNnKFn+kIazk9urDR5lPpB9UGKTptk6QgQvWeGJ37cyRmoHJhIUxdtRhfpGaIaXtv7hbBYSF0LGpiyuOd4NWXZXRuXh2HMnGu4K6tIJem+UGSHgfZI++iQOA+v2xXZJDUDK8BLkWrqJCBABIkAEjJ+A0QheldgpjbYutnB0doCrXW80rNfI+OnTCAqEwNu3b5GWlobs7LeiukJVq8ofu/3+/Vv8nf0cL+/9gd+v/YHyTZug0udNUYPpWBW57SXc9e4v4O1z3P71D9x7+Bc+a2mOzxrUQo2y5VH6Y8lNBWIyNUIEjJIACV5F5zahQlBScA3Yzn0uFRb49XtkM5/4o+ELDFOP/Y1IB/HRtEJFAUELdwELdCHjzLyZzAqHJ+PyxXNIu/snct7wCokzm4WKKvzxK+pXF3bSQuGsE6UCoEw45dxeB8fmI5EokykkG3VSW53ZqXvxwk/d01XwKkzfCBG8dPGPJrEt5c+KyF9MSEDK9cu4nHAFGSbMSt7hCZARciXZiqpEREHvjYb9KpqlpP2oEJuLbnajnokAESACRIAI6I+A8QhelSqhS/cusHeyRx+XPmhs1kR/VKhlIkAEiAARkCNAglfRBYUQsYGzTjaThi8cCLWeX8fLkASvtzdYja+Bodjwi7Ky++IRFpzg9RQb2bbLYXFZQtHl1UATIO4pFbKE9qZhto4+Ba+C9o0wwUsH/zDGwmP7FY6F+GJc2EHVhedlxCRlWW1896oSvLjTPbXplwQvoS8Q3UcEiAARIAIlgYDRCF6VK1VGz+7OcHFygZ2LHeqb1S8J/qExEgEiQAQMhgAJXkXnipIueHHZT64s+4kr7v2JhQu+/mY4PGzasuL1XE2xcuzE0LIab5vje1NxhpcOgkoJErz04RtDEbzEWWQt2AmHd0WHNnzlNQpTB3dHmzZfoDarPV+2YlWUfZx7mmIBCl669EuCV9HN09QzESACRIAIGB4BoxG8TLlTGl3c4erManjZsaL19ahoveGFE1lEBIhAcSbw8uULbNy4UXRao4WFBVv0tUX79u1RqhRt+dW334UIXlxGyL6vzeGx5k98PjcNN6e3Z6fd5f1M9gRGITYLz4IRUHxbgAikbJySovKwZqcTHmanE3InTMpcmtaJUi946cAuMx5jqvfCKiaSRKQ8QGC73AMEVECXFhbXMHNLiB+5e/SV4aUP3wgTvHTwD+MhKLYlMcv8OCTmJDZ4yx+0oKyGV9qcpug0O13lyYhKM7x06FdhPEjiUU+xJTQG6T4iQASIABEgAoVNwHgEL1NTVrSendLo0Rtd2nVB7c9I8CrsYKH+iAARKNkEPnz4gKysLJw+fQpz585Fu3bt2P/PQ7lydKiDviNDkOD1NhGBjewR+TvAr8MlqSVUc9ox3I90lDspTpXtgkQB1oCgWkRaCl75xA+ZExj5the04MW1rS07/gECPVdcQ/w3LdSGiLTuVzl7RF89jmGN1Ytkahvl3aAPwUufvpHUo+sSlYYz/oqL/mvrHw6LkNiWMlNVV01JXL/YOwE1PJcBKk5GVPbe6NKvopiQ1oejUxo1eWXoXiJABIgAESgGBIxH8GJF6917d4drrx6w6uqM2nXMiwF+GgIRIAJEwPgInDyZiClTpqBt23ZYsmQJypcXFzinS38EhAhe6Ru80MxvJ9AwECdvzIVtGbE90i1nZbsg4uQJBHZSLFBy2WC/bNmMjG7j4FxXLLYIEQW4+/QteG33aQrv2DdQduIhZ/v2kebwjv6zwGp46coufa07mo3eD5gPROzJLfA2UyBgZd7EmjXX4Da9P2rlsO1z09n2uR/uwnxoDE5u8IWZstP0niQi/Igpgoe3Exx0+hK89OUbiYCpSqjVd2x/SGUnLVqqPmkxK3Uh3CynIFG2IDwvS2tq/K/SgyDyOezxVvjVG4QN7If8ww106ldBREjEN01P9hQcXHQjESACRIAIEAEDJWA8ghcrWu9m1xGuTnawcumPOubNDBQpmUUEiAARKN4ESPAqfP9KxQomWo2KDIJ/f3tY1MoVrt7cw/Fl0zBuxi6kc1uvYs9hQ7/8WdDpK93QbOwBVgCrKfqHL0SIjwPv+ae4fmoXoqIWYP35ttj6axwG1BWP0RAEL84OqXhk5oKI6KXwt2mMstxO2uxXuJ6wDuHBS7Ht6kORzQVVtF7iZW3ZmWRfRqhdW4Skspa+8MPytcEY3r6R2G7ms7P7YhE1JwRH20TjzlZf1OTErdeJCPjcHkueAmYOAZgVNh6erRuBlShjomI2O2n4Eg7FLEJY6C5kf5+Eh8HWgoNRH4KXPn0jzZBiMR8efwCT7KopzE7U1j9CYpvLupNkTdpMjMGSWf3RujpzBrve3kvGpuVzsSAqt5i9jOAlqsOVK2CCxW34+jVsDHVEY8h+dgPHo7/D5CD2zuZ6kC946dKvbEDwT7N0Xp2OQyPlt2VKWHDPCj1VVHDg0Y1EgAgQASJABIqQgBEJXpWZ4OUI1x49YeXsyAQvsyLERl0TASJABEouARK8Ct/3UrFCVddM7PJdcRirR7WQEwa4RW/aYl8MmpS3wFbYlLkf4lLWwaOm+LdCRAHuPn1meInbv4eNPt0xLPa+QrObD4jEwIqR+G7dywIXvLRlxxmaczce43w8sfLcP0o9Zz5iB1LW9hcLXrnPTB41FotPPlAZaK1+SMOVyYq3+il6UF+Cl758k08wlBlQPnFIz7GddTYCTjbBSFYE1cwek0e1xuWZC+UzvLj7X6cgzN0bIT+Jxdh8F3tfewb6otacCLkML+4+nfrldSRkqywJXipfNfolESACRIAIGDEB4xG8uKL1TuKi9VYOVqhTn2p4GXHckelEgAgYMQESvArfefyaPvGpNri9MBo7fjqA5FvvULpBSzj1Go0xAT5wbsKdWqjiepKMzTGx2Hv8NNISf0EGu7WshRVsOneCVz8/9HNqAdOP8543FMGLs8jk/VMcWz4HS9YfQDzL5uLGbevghWEjR2Jg59oFfkqjHEUN2Umff/8KF/etRfT2o0hKPYVrGf+KmPfq5g5PXx94WtZWIFC+QvqhXVixeztSU06L/MydEtjKtgO6OvXBoIF90bmeZrXz9CV46dU3r29iZ9RCLNm2ScyAZSha25lhYPgxjJE9CEBD/wiNbW58mVd3Y9mixdi08YwoI6uZlSecvIYjYIgrGv6p+JRGif9l41bs+wHwY++rS5NbCPnIEqHsZkWZVbr0K+n/xa7RqOG1BnBdhXsHRivcJkuCV+HP6dQjESACRIAIFA4B4xG8uKL1/Zjg1bs3rDqxovU1SfAqnBChXogAESAC+QmQ4FX4ESGkhlfhW0U9EgEiYMgETHAZ8yzbIohtqx0d9wIrPaoZsrlkGxEgAkSACBCBAidgNIJXZSZ4OXm4o6erKxy6WKFBbRK8CjwaqEEiQASIgAACJHgJgFTAt5DgVcBAqTkiUAIIPNo2BF0GbUKGTSSunJ6GVsoOQSgBLGiIRIAIEAEiUDIJGI3gVYltaexo7w67nq7o72SFpmYkeJXMkKVREwEiUNQESPAqfA+Q4FX4zKlHImDMBHLuxmKw7WBs+70+lJ4SacwDJNuJABEgAkSACAggYDyCFzulsXv37nBycoKLiwvMzMwFDI9uIQJEgAgQgYImcP/+PcTHx+OPP56Jmra3t4eNjU1Bd0Pt8QiQ4EXhQASIgFACooME+rXEsLgsNJl2DL9EOio84VJoe3QfESACRIAIEAFjJWA0gpdp5Upw696RndJoB6se/dkpjc2MlTnZXcAEPnz4gKysLHD/X6FCBXz8Ma/icgH3Rc0RASKQR2DNmtUICgrC5MlTRP9Pl/4IkOClP7bUMhEoTgTynZppHYqUw7PRqUJxGiGNhQgQASJABIiAcALGI3iZVoa7hxNcXXvCqosDatc2Ez5KurNYE8jMfImYmBj8+edfGDp0CGX/FWtv0+AMiQAJXobkDbKFCBABIkAEiAARIAJEgAgQAT4BIxK86JRGCl3FBB4/fgR/f388f/4cCxdGoU2bNoSKCBCBQiBAglchQKYuiAARIAJEgAgQASJABIgAEdCKgPEIXqxovZuTO1ydXWHlYIU69alovVYeL4YPkeBVDJ1KQzIKAiR4GYWbyEgiQASIABEgAkSACBABIlAiCRiN4FWxYkW0+aItWrdojaZfNkGVT6uUSIfRoOUJvHr1CrGxW/HmzWt4ew9Egwb1CRMRIAKFQODUqdPYuXMHnJ2d0atXr0LoUfcuypQpgw4dOsDcvKHujVELRIAIEAEiQASIABEgAkSACBgsAaMRvDiCpizLq1SpUij1SSl89NFHBguVDCtcAlyx+rdv34qK1pcvX56K1hcufuqtBBP45593IqGZ+4MEJyQZw2VqaoqwsDD069ffGMwlG4kAESACRIAIEAEiQASIABHQkoBRCV5ajpEeIwJEgAgQASIgIlCnTh1ERkZi8GAfIkIEiAARIAJEgAgQASJABIhAMSZAglcxdi4NjQgQASJABPITIMGLIoIIEAEiQASIABEgAkSACJQMAiR4lQw/0yiJABEgAkSAESDBi8KACBABIkAEiAARIAJEgAiUDAIkeJUMP9MoiQARIAJEgAQvigEiQASIABEgAkSACBABIlBiCJDgVWJcTQMlAkSACBAByvCiGCACRIAIEAEiQASIABEgAiWDAAleJcPPNEoiQASIABFgBEjwojAgAkSACBABIkAEiAARIAIlgwAJXiXDzzRKIkAEiAARIMGLYoAIEAEiQASIABEgAkSACJQYAgYjeJ0+fRqJiYklBjwNlAgQASJQXAj89NNJ3LhxA927d0fz5hYGPaxy5crB2dkZrVq1Mmg7yTgiQASIABEgAkSACBABIkAEdCNgMIKXbsOgp4kAESACRKCoCISGhmLPnjiEhYXBzc29qMygfokAESACRIAIEAEiQASIABEgAlICJHhRMBABIkAEiIBOBC5fvox79+6iQ4cOqF+/gU5t0cNEgAgQASJABIgAESACRIAIEIGCIECCV0FQpDaIABEgAkSACBABIkAEiAARIAJEgAgQASJABAyGAAleBuMKMoQIEAEiQASIABEgAkSACBABIkAEiAARIAJEoCAIkOBVEBSpDSJABIhAMSfw7NJFPL1+Aw9NgEwVYy1nWg2fNWmBep99CrNqFfCRCXuALiJABIgAESACRIAIEAEiQASIQCETIMGrkIFTd0SACBABYySQOvs7nPnh/3Cwyse4/ZFyEevTRhboMGAMnKw7wuPLeij98UfGOFyymQgQASJABIgAESACRIAIEAEjJ0CCl4E78O+Xv+PV4wycvfIKT1hahYvzl2japKaBW03mEQEiUNwInA2ZjqQ1q5Bg0QlZDZqifU1TVC3ziXSY/73Pxl9Pb+L56zd4bFIXzb7qjJ7OLviyXnU0+bRSccNB4yECRIAIEAEiQASIABEgAkTAwAmQ4GXgDvrj9s/436UzmL/5MS4/+Ajz53nBxeVLfMIlTeQYuPFkHhEgAsWGQPLC6Ti7JxaXHCegRlc3TGxjhiZVyknH92/2X/jfz3E4efwIlsecAczbo+2QSfBs3xTOzWsXGw40ECJABIgAESACRIAIEAEiQASMgwAJXgbup7e3z+L1xYOYsbk0jjyoifGBTkzwaoImpkD5jw3ceDKPCBCBYkMgeU0gkg/E4kLL8ajezg3+tg3Q9NPy0vF9+O8dsl7ex42EBOz9finu1vkc/wybhIHtmsKLBK9iEwc0ECJABIgAESACRIAIEAEiYCwESPAycE+9u3UKby/uw7QtlbH/QV2MmmoPl56N0LI6ULGUgRtP5hEBIlBsCFxYF4jUQ7E4azYeVdq4IaAHE7xq5glekoE+OnkSSRMnIbWmGa4Nn4QhLMPL93PK8Co2gUADIQJEgAgQASJABIgAESACRkKABC8Dd9TL25fw+NJPmLf5JVIflEHYHE84u7RAJVY6hxK8DNx5ZB4RKEYEfls8Hb/s2IwDrb9Fuc4keBUj19JQiAARIAJEgAgQASJABIhAsSRAgpehuDUnB/cuXMDDX3/FC3YAWhZKM8vKs22LL1HB5An+b/PfuPqgEmaEuLHC9c1Rg5XO+UT5QWmGMiqygwgQgWJC4Ob303ElZhOO9vBHBTv5LY1gWxrBtjTePHUesQvikNmwCap/MxwOzWrBpnbVYkKBhkEEiAARIAJEgAgQASJABIiAsRAgwctAPJXz4QN2Tg/EkQ0xuMyUrN9NKrKa9LXQ2aoWevetha2bPsWVew0xNKArnJ3N0OEzE1TOOyDNQEZBZhABIlBcCaRMm4bkNZtxYaQ/arjIF60HK1r/4cpuJCXfwowjpviiw1f4flp3VK1YGmU+5k7ZoIsIEAEiQASIABEgAkSACBABIlB4BAxK8Hr37h3i4w/hypWfC4+Anntq1qwpKzLvgipV5DMc/nn3O/56fR0vL95FZtJDHLn3F66/eof6jSujcrXKzDJTlH/+Kyo8PY/dN5rjjkkbTJ7pgl4uzVCvIlBGyzXk+fPncfjwYeSwrDJjuBwcHGBtbW0MppKNRKDYEjgbMh1Ja1YhwaITsho0Rfuapqhahqe6/5uNnN9v4MH/3uHEw+bo2dMWS+a4okJ5UuaLbVDQwIgAESACRIAIEAEiQASIgAETMCjB6++//0ZQUCB2795twMg0M61bt26IiIiAmZm53IOvX1/Do0e7cWvdadxamIpfPSYix8UHY+3roUNDTvACfl66BCn+/thVzhYZjWwwf54XE9C+xCec2KWlXrV27RqEhobiA8sqM4ZrGsss+fZbf2MwlWwkAsWWwNn503Fq7Xzsy6qG2+9KoUypj/Cxify+6vf/VUF2dnP0cXfE9+EDUOPTSihblkSvYhsYNDAiQASIABEgAkSACBABImCgBAxK8Hr//j3S0tJw5066geLS3Kx69eqhffsOqFiRpWTJXP/+8Rte/3oCu2OvIjrmNzj5D4X9sN74onYFfMpVpWfX/QPrcX3dXKy+1QEXP7bC+EAnJng1QRNTVuFLy6r1t27dwoULaUaT4dWmTVu0aNFCc/j0BBEgAgVG4Oys6Tizdi1OWfZATos2cGxQDZ+V42oN5r+e/PoAqduOIfuTGqjcpju8BnSBh3ubArODGiICRIAIEAEiQASIABEgAkSACAghYFCClxCDi9M97x/fxtuLx7As7jGC97/F4lAPTBxvm2+Iv1/ei/un1mHZ/sZI/r0FhkyzR4+ejdCyOlCxVHGiQWMhAkTAkAmcDWI1vDawGl4D/fFZTzd828EMTaqy0zNkrvupZ3FszmwcvZyNPW/b4PspbggOcjLkoRmFbR/ORqCUTTBQLRTnXsxGRy0zfAtzsI82e6H+kJ0o7x2DO1t9UdMIbC5MPpK+9MFJH20WBZvi2KcJziHkI0uEssFFpHxAYCc6gag4+pnGRASIABEgAoZBgASvIvTDm8epeHJxLdbFfYT58c2weFY3Jni1y2fRH49S8SD9BGKWvcbNmxUwIdwTti4twCWAaZngVYQjpq6JABEwVgJn505H8tYtuGA9EZ/aslMauzdA0xrl5Ybz9sE1PDu6DpuPvsXM5Ib4/ltbBAd2NtZhG4zdJHgZjCsK3BB9iFP6aLPAB15CGywqwUs6h1Tog62/xmFA3RLqACMcds7tdXBtPhKHOdtL1UdE0gMSSo3Qj2QyESACRUOABK+i4S7q9c/HSXh4cQk2HCyNRUdaYslMB0wY1TGfRa/fXMDzzESs/e41LqeWx/BQVsDduTlqlCuPUh+R5FWE7qOuiUCJIGCCf9g4s3Dm+++QHLsbF+y/xad2TPCyZYLXp/KC1/s/7uL1pQPYsO85Ju8tg4BvumHCZGt8WpayUnUJmOIkeJngKTb2a4xhcVkYEPsIW73r6ILG6J/VhziljzYNHbSxxBUJXoYbSUXlG3VE0lf2RLOxR6W3NZ1xDFfDHVGGsmbVoaPfEwEiQARAglcRBoFE8NqY+A5Lf6qHqCn9MX6wXT6LcnJ+Qs77/YgMqILjibXRLaAxE7zM0OGzeqhUukwRWk9dEwEiUBIImOAFG+YjnJm2CMlrj+LiCLal0cUNE9uwLY1V5Lc0vnn2CBmXzmDr3ttYEPcErkNc4TXGmc1ZJjCTL2VYEhAWyBhJ8CoQjAbZiD7EKX20aZDweEaR4GXoHjJ8+wxR8DLBZcxjtWyD2AH2ffv3xe6d7GCvhoE4eWMubGkZYPhBRRYSASJQ5ARI8CpCF2Q/Po9XF9dh5eH/EHa0DpbMcMGEEfm3/vz9IpVlgh1DZOR7nL1SCaNmWsHB+XPUr1gZpT+mIl5F6D7qmgiUCAImLLuL5aPiSGg4Tmzdizv9JqKeozsTvBqgSWV5wev59V9wNXo1jvzvP+z/6Av0de0Cb+e2qMfErqryNe5LBMOCGCQJXgVB0TDb0Ic4pY82DZNenlUkeBm6hwzfPkMUvHIuRqFDh8m4xIlcqY7Y+5k9ljCUU4/9jUgH+Sxrw6dMFhIBIkAECpcACV6FyztfbzlPryPnyl78uCsbAQeqIHJ6V4z+pi3Kl/kIn3z0AfjwDo9v/Iz01GT8uPMPXH38CebP82KnNH7Jfs+aolTmIvQedU0EShaB3T9MR/zuWDzuPhINuvTEqJb10Kgy26cocz1NOYfUkDn4pVZD3BsyHgPaNIZ3k5olC5YeRkuClx6gGkiT+hCn9NGmgeBSagYJXobuIcO3zxAFrwvzOqPjjFSItzHa4NSkuui56CVqTjuG+5G0rdHwo4osJAJEoKgJkOBVlB54+wo5L+9j56ojWDVnPyp7DUYT197wtfkUrWqybUSvzuH8vmQkbE5F/OMvcK9cW4wPdGKCVxM0MQXKUwmvovQe9U0EShSBE7On48SK/8MZs8/xqkYdNDUth4ql5bNMc0qVQ06Fz9D4q9bo1N0GX9QwRUMFmWAlCl4BDFal4JX9FCe2bMbhs0dx9fZDJCTfFvf4SVNYMR84D/HDCC8r1NTiM8MEr5DG2t5z9iek3f4NtxKvIoNrmxVObmXbAV3dhiOAbVttyD6TZC9Foot0HCqYSE6uE7L4VHWPXP8vb2Ln0oVYvfc4En5+yIrKDUTcb7HwMNUfP8kwOY7Xdi9H1IrtOHHyF2Qwfl/aOqLHoIFw+2c1uo5VfZpl5m+HsClqPQ6cSxPbznxr3ccR3l8HY6ydfA00XQQvWaZB7X7Hme3rEB2dazvr28bXF/7+49GnZdV8nhQiOqm6Ry7OX97FwZgorFx/APFXH6KshRV6dRuAyWET0JmdVi25NIkrqU/eP80/LvaLZlaecPJSHtMavcpPErE0bAV2/HQAybfe5drujsEjG+Ncu76YzxpTdkqjicS2mMNIOn4W6ezeBq3t4ej5NSZP6I/mCt43dbapmkNk4+W/s1uwbs0G7Ew8hWsZ/7K+XeA23B/BYx1F84jUPklMiNj5YcikSZjs2UKutpRs+6Vvi+NZwka2ff5YdJmDpO08ScbmmFjs2X8ce1LY/Ch9//pguJsrLFgsSWxUylFBsX/FHAouhqTbGa/Xx6xjtxDarRyyTsyChdMcZFQeg8MPVqCHFrGgLlbo90SACBCB4kSABC8D8ObZ2FU4+GM4rpTriTe1u8LHuRa+qvsCOc/P4FbSLVw+eldbVCIAACAASURBVB9Jb7rgSVUrjJpqD5eejdCSfThXpB2NBuA9MoEIlAwCPy/9ERe3xOLkxya4a6J8zBXMmqJ2r0Ho3u5LeDethTIfc+modOlKQKXg9TAWnuaDsVdFJ+Wsx2DX1uVwrqvCeQqe54sfSps3c8Hyvbsw5qv8W1wNSfA6PfQ2po2ag8T/8UYhWcD+pz9+ot5epyDM3RshPzGhSsVV3jsGd7b6oiYve9sE2Uhb4IW+0w6IhUYFl/XE/di0pDfMeM8VlOA1PnIpHkVPwp5b7+V7ZsLX6C2HsZIdQCC5CkzwqhqItWveI9Z/QX6fSTr6wg9xR9fCIzeeNRW8cu7GY5yPJ1ae4w7lUHCxmI5iMe0vE9NC3+P0baPhMmiNSKhSdSkSvPRlmxDBy7THWPhVSsCiXbcUmm0+NAabff7AwvGBimOCCUlDYk5ig3deTHANSeKxWt8gTK93AcuWHFcYz/UdQrFjz2x0qpDXvS5zENfKnb0TMdTzRyQrcwSL44XJt+B1cwDqD9mp3F0ygpe+/MQ3IN92xtyaXSZvExHYyB6RvwOj415gpUc1oWFJ9xEBIkAESiQBErwMwO0PnhzAzXtb8OuqJ0g/8Sfu1SyDV2U+Af4thcaNmPj1lTn2Hf0XTzKrIGyOJ5xdWqAS+7UWf6w3gNGSCUSACBgjgdcPH7J6go+QCRP8rWIApcpVQOnPauNT00qoVa4MPtJMXzFGNFKbL1y4gIiIcJw6dUr0M1tbW8yYEYz27dvrPC7VglccRgadgWW/wehu1wINq+RuNX2fjbvnt2DBlHGihb02J3txi815LjEo5esJF7t2aFS7qih7gxNiXt5IwI+B4xBy8AHgugr3DowWJLoIEUU4YAWV4SWCzxbiThNm4rsJvrA0l6k991Cf/O5ho093DIu9D050/HH+FAxq3whluT9YZb/C3ZsJ2BUVicAtaVAkeKVv9oX9kM3IKNsFE5bPRwDL1DPnxADm2zunFmLi8Jk4zEQ82dMuC0rw4tA1HxCGWd8ORp9cu7OfXUbM1EH4JuZXwJxlySVtkQpPQnwrKMMr12cOflMQ4O8L5+biTLLMS+swzn0ktj2CXDwL6VsUV9mXEWrXFiGpLGvKIQiLfpwKF9Y+F9dv7yVjTdgI+G+UH5vQlzjrbAScbIKRzGLOLWw55o50hAV3TC3n8ic3cCZxPRb5LsBh9m85wYsTR526iGwzdw/D8rnj0d1CbBvHfWfotxi6IgnoEIqU00wY0qBouRDBS2QkE4D6hy9EyLBcu9+/woW1E9B3LItDCQQze0yZHYqxknhkWaYHQrzgPp/Z1pBlHl3Kn3mUL3uKPTtqkj/8BzqIuXCxfCQcX48VC9K2c9NwJLC9NEtMlzmI7wvHCeGInNEfrauXlc5fa76bjMDdt6R+EDLnFEYMSTCfCWmCrmF38Pn3SbgZbC36MTf3Hp3eAj1/uIsqI3bg3tr+MKUSJ0JfT7qPCBCBEkiABC8DcPobXMfLnDQ82XATGcf/h1S2QnxqUpaV6KoGi1YNYWnTjH2xeY4XfwBDfLug9Vf1DcBqMoEIEAEiQAQkBDixq0cPJ2RmZuaDUrVqVRw9ekxn0UuXGl7SLTAsa+bcy7noWICLo5zb6+DafCQOs+yH2Gu74W2Wp3AqE10ECxNMbAv5yBKhioSBXMpCtjRyosy6A8sxvEX+7XdCo1cXfi/2TkBbz2XIYDbEntySj4+kf6Xi1LN4jG3dCytftMPshCSEWMkfEpF1ZCosXBYgo2MkrqROQ6tc3xaU4OUVnY5tw/Jn64gX3Xknx3WJSsMZf7GoK8S3ggSv8izD6tRm+LeT95lUPGkUiit3ZkvHLKRvzsb0te5oNno/E42CkJIYkS+bSDwGJlL2a4lhcVkai8QiLpbsRD0mWNkykeLITGu57X2qYvbCAlt0nHZaJH5eZ9l+/Kw9iW0rnZtjzNF3Gmf3CBK8OoxB3I7l8OC9x7L9lneNxJlN09BaZisdl3nkX0FcUH1W0geEWsnPBRzzxGMR6KZgG96LXaNRw2sNoOFWPWVzED9GlfmCG9vjg7Owt0YYxnYyESSy6zuGJPOCNJPrRX1EJD1AILNPcuVtaxyOPXei4c7b3it0XqP7iAARIAIlhQAJXgbg6Rz8iw94h/+y3uO/7Pfsv4D/2McuwIrXf/IJSpcphXf/fMAHVse+fPnS7GeU22UAbiMTiAARIAJSAp6efbB3r+JNhR4eHoiL26MTLV0EL0i2PCqoQaOTUSJxQLkoZSiCl6LMKY3GrSU/vgBj+UMazk5WnOmnjJPk56qyOET8azFR8FU7RKWmsS144kVxQQleympMiRb9K3ui2dijKN0vBrd2isUZIaKTIMGrWijOvZitUJz9kBqBhpbByJDUYMs9E0NY3/ew0rEZxiS8hwcT8+IUiHnc2KSCQpUAnHwSBVuBmVTce9qQZXdlVFYuRCh7Z5T5UjZWJb6tPm4/0pf1FpzdI0TwUvWunAn5jGUbPUM9JuQ9zM024tumir+QeFQlmKl6X5XxFOIL2XaFZHhxgqg+Y0hO1JIRs7nfS2OF/SFcNrtTo7mNbiYCRIAIlAACJHiVACfTEIkAESACREC/BKpXryaX3SXpkcvyevHipU4GCBK82LaiiwkJSLl+GZcTriDDhC1Bb4qLTosuXQQvtq3pRloCziZdwpUL5/HbX0wUeHBaVIxbcsmKI0YneBUwP/4CXpVwpIiTaNvSZPFpbANi0rHVRz7LSrzwfcqykRqLspGmHvsbkQ7lRe4QIjAoC0ghi37u2Q+nZqGU3RyAJ04JE53ybJZdrAuKcyUCpJC+kRmPMdV7YRXbbhiRwrJm2inZcy25r3R+IVHdSywRAVUJR8r4cplKjixbMlFNJqaUkTPbRhyffxuxKvsMXvDiMus8WmDY/reKRRwN5yAhvpDlJSj29RxD4vc6b9uiMrFcst1RZ0FfXVDT74kAESACRk6ABC8jdyCZTwSIABEgAkVPoCgFL+4Us2MhvhgXdlB1kWwtBC9u4fULq98z6PuNecKZEtzGKnjpjZ/AzDDFgleeKCQ0uvniUaEIXiybqRTLZjIqwUugTwQJHwocoy4LSixmKM6KFFJ4P1+XKrLgFMWM4QteioVQbecgIb7QSvDScwyJYkSyPVSF4CotaM+2/0b/fBDDGpeggplCJ0W6jwgQASLAzakfPuQUYDUPYkoEiAARIAJEoOQRKKotjeJMIFbAeNFdUWH2r7xGYerg7mjT5gvUZvWgy1asirKPc08h1ELwSl/pxratHRA59PNeYzHerw+6tGnHCuOzH5StiqpljXtLo175CVwYk+BVRzph6D3DS6BPSPCSn8PVCUg6b2nkZSvyxVtt5yB19ir6lBLkdz3HEGcXV5uvIqvNJ/RStT1XaBt0HxEgAkSguBIgwau4epbGRQSIABEgAoVGoMiK1ksWX0zsGhJzEhu8FWx9E7hAk4XFrxOjTQFuo9jSqEd+eBKHgXX7YruabXGKBa9X2Pe1OTzW/KlVjZ7CyPDiCvLXYAX5wSseL2Rboa41vJTVpBPSt763NKbNaYpOs9Ohqr6W0i2NF6PQocNkXNIwc0voJGf4GV55ByEM2fEIG/rVyVerStM56MICS3YAwDlUHroDtzb0R00Bf94XJHjpeUsjl3EqefeF+hYabm8V3C7dSASIABEoBgRI8CoGTqQhEAEiQASIQNET4ESviIhwnDp1SmSMra0tZswI1vmERq4tZYtV6c9V1f3RUvDiCwuyJzBKaGtTtJ57Nim4BmznPgf/hD+FglvuKY38+lT8+7TtX9KGPvnxT4kbHfcCKz2qKQxSZeKUpAZRzWnHcD/SUe60P1URr2/Bi19jiG8fX3RyXp2OQyMVnfConxpeQuKKX3BcmX1cO9oWrZeKgAoKjat7Z6Tb2MrZI/rq8QLfombogpf0tEX++Hlzl6ZzkDRLijv18dEK9Kig/jNCdEJnbh2xiftfYLGr/Dur7xjCszj41eyLDQLqx0m3NeopZtQTozuIABEgAoZPgAQvw/cRWUgEiAARIAIlnIBSwUtyYp2KU+GyUhfCzXIKEjXd0igkQ0myOGP+EVrDi3OlZLuRKjGHE0+2+zSFd+wbKCvcnHM3Gn2bjAB3PqYm/UsFL33yE42zCTvZ7g7gygqMH5AvMM5lcyTNG4CuM45Btvi0VAAo2wURJ08gsFM5hW8B18YvWzYjo9s4ONctnFMac+7GMu6DsZdlFs46dguh3fJsk2Q5KT1dMjMRQfb2iLwif8KcLlsahcZV+lp3NBu9H+gQhJTECHSSEUJEoke/lqKDAJoyv1wN10Bs5GUMTo3/VXqIQD7HPd4Kv3qDsEEmZvkiovnQGJzcID75UuH1JBHhR0wRPLyd4JnRkAUvbuyng22ZCH4+/7uiwxzECYiBjVic/c7++MBOljwy01qhaPz44Czsqx2GMewAAyGCLQdcnzH0Ytdo1PBaA6gQTfPE07ysOFV/PBAcJHQjESACRKAYEiDBqxg6lYZEBIgAESACxYuAssUqf1FnMzEGS2b1R+vqrHgXu97eS8am5XOxICq3mL2Ggpcok8G5OcYcfQdz9zCsWzwFdmZiYSP72Q0cj45A8Iod0mL2mghO0kwYJuaExx/AJLtqChej0oUlu29W3E7McK4juo8b2+6YRQgL3SUt1K9J/9IFI29RXND8uD6kohX7b3H7vsw/7B/vs3H3/BYsm/U9Fp98IDJH0Wlr0vpFnzRF//CFCPFxgEWtXHHpzVNcP7ULUVELsP58W2z9NQ4D6opHVlAZXtZ+SxA0pT/smtRG2VJiu++cWo5p4wOx59Z7mLHtYudktotJs6OYGOa7Yg+WMlHG9GNxzJyIXYTFC9ci8X9iOwvylEauPSFxZZJ9GaF2bRGSCpg5BCBi/ix4tqmaG1cJ+HHaOATuvgWYD0TsyS3wNhNeDJwvWsHMBeHr17DYFses+J35DpODlMcsXici4HN7LHkqtm1W2Hh4tm6EKuyV5tp+ee8SDuXGfTYTcR4GWwue6AxB8OKYzIyYgeHOXB1A8TyV/ewydoZPx8ylx5HBibtJTNxtJ45xneegbUPQZdAmZLBYdApaiEUTesPi07JiljcSsGnRYixcdwJjUj4wQVnsZ8lWSJH/D6+D9+fyQrO+YogTr7cPM4N3zF8qs1/5TpfaK0AgExwsdCMRIAJEoBgRIMGrGDmThkIEiAARIALFk4CqxWoWOy3PiZ2Wl6xo6Gb2mDyqNS7PXKh5hhdrj8vkGWw7GNseKWiciTAD5gxBuemz5LJVuLtViS78BaNsy3zhStV9YP1/vXIiMGICVrFGtBG8uL71yY9rP33baLgMWqP4BM0v/JiIl4GIhccVCl7cwjxtsS8GTcoTSRRGuLkf4lLWwaOm+LcFJXipepsaDl2FQ8tGo7lchhSXmdeZZeaJhbx8FxMeegTNgt3VSQjc96bABS+hcZVzNx7jfDyx8tw/iofIhJmovbvg/5XirDqVs8zrFIS5eyPkp4cKx98z0Be15kQofGe4BzjbJo8aKxVClfXV6oc0XJncXvCEZxCClyprOVF7/wGEOuTfRqjLHCR6fxZ4oe+0A8hQ1jebRxYm30IAy/ASXQ/jMMiqr/ycJ/MHA73EkCRDUMB2RslwpNsaNXhGcNDQjUSACBCBYkCABK9i4EQaAhEgAkSACBRvAuq2emVe3Y1lLFth08YzImGlmZUnnLyGI2CIKxr+qf0pjSKqbPvU0rBFWBt/VJTN1aC1PZz6DIPfaB9Y1tT8lEapp17fxM6ohViybROSb70DJ2BZ25lhYPgx0fYiyWXy/imOLZyJ+duOI+HnhyhrYQUf7290758XMnrlx/rJ1z4Tfb60dcQAPz+M8LLC+61eqD9kp0LBS2rik2RsjonF3uOnkZb4i2jxznGw6dwJXv380M+phSiLSnIVlOA1c386Ot5ZhPU7jmNPym3RSaCtevXGqNGT4OPSGKZKttyJtllunoPv/u+A6LnSDVrCqddojAnwgUuTf9iWwcaiLYMFneElGr8GcXVm+zpER2/HiZNiptx74+g2EONG90NzU+3nFFHMLp+DJesPIP6qOGZ7dRsAP9H4byEktzadrEgrjXnGL/3QLqzYvR2pKafF7wfH3rYDujr1waCBfdG5nmZinCEIXpUHrMLhiRVwYvUG7Ew8JZpP+O9z51zBVo68lnOQpJ3sjETELI3FzpQkJCSL45h7B3sM6oPhbq6w4LIu+dezFCydHSGd87j4tbFwxOQNUejJs5Hzc0HGkOS9FbKdMS9W8rY1Ktv6rX0k05NEgAgQAeMnQIKX8fuQRkAEiAARIAJEgAgQgQIhIOikugLpiRopKQR0EWBLCiMaJxEgAkSACOiHAAle+uFKrRIBIkAEiAARIAJEwOgIkOBldC4zeINJ8DJ4F5GBRIAIEIFiS4AEr2LrWhoYESACRIAIEAEiQAQ0I0CCl2a86G71BEjwUs+I7iACRIAIEAH9ECDBSz9cqVUiQASIABEgAkSACBgdARK8jM5lBm8wCV4G7yIykAgQASJQbAmQ4FVsXUsDIwJEgAgQASJABIiAZgRI8NKMF92tngAJXuoZ0R1EgAgQASKgHwIkeOmHK7VKBIgAESACRIAIEAEiQASIABEgAkSACBABIlBEBEjwKiLw1C0RIAJEgAgQASJABIgAESACRIAIEAEiQASIgH4IkOClH67UKhEgAkSACBABIkAEiAARIAJEgAgQASJABIhAEREgwauIwFO3RIAIEAEiQASIABEgAkSACBABIkAEiAARIAL6IUCCl364UqtEgAgQASJABIgAESACRIAIEAEiQASIABEgAkVEgASvIgJP3RIBIkAEiAAREErgw9kIlLIJBqqF4tyL2eiYI/RJ/d9HJ7Dpn3Fh96CPkxr10WZhc6H+dCNgTDFA85puvqanFRMwwVNs7NcYw+KyMCD2EbZ61ym2qIztHSpJvim2QadkYCR4lTSP03iJABEgAkTA6AgYo+DFX9wW9y/22gQU/8t1ve+T8DDYWptm9PKMPoQJfbSpl8EXw0b57BUNr3SDlujauSt6DvDDCLd2MP1YPxCMKQaMbbGuH49RqwVNoCSJKsb2DpUk3xR0XBt6eyR4GbqHyD4iQASIABEo8QRI8AKM7cuzuqAlwctEHaJi8XtDeHfVCV580PUdQrFjz2x0qlDw+EnwKnim1KJxEShJooqxfWaXJN8Y11uju7UkeOnOkFogAkSACBABIqBXAoawaFY2wML6UltY/ejVkUbSuD6ECX20aQw4DeHdVcv+zVNc3BuOb4csQzKD2nTGMVwNd0SZAt46rdYOA3IozTcG5IxiZEpJElWM7R0qSb4pRq+UoKGQ4CUIE91EBIgAESACRKDoCBjCopkEr6Lzf2H3rA9hQh9tFjYXbfozhHdXKPsL8zqj44xUoFEortyZjVYkeKG8dwzubPVFzQJmoU0s0TPGT6AkiSokeBl/vBaXEZDgVVw8SeMgAkSACBCBYkvAEBbNJHgV2/CSG5hQgUQTIvpoU5P+i+peQ3h3hbKXLFD1dTiGUDuKylf8fo1tsW4IzMgG9QRI8FLPqKjuKEm+KSrGRdUvCV5FRZ76JQJEgAgQASIgkIDKRXP2U5zYshmHzx7F1dsPkZB8W9zqJ01h1d0GzkNYIWovK9TUoRC1CV7h2u7liFqxHSdO/oKMUvXxpa0jegwaCLd/VqPr2J1ymRDqFrdcm+mHNiNq43Yc33UG6bk2W3f/Eq2794FH717o3rwqhNQf4hd9z85IxKat8TiXcAW3HiYh+dY7EY6yFlawseyBYSNHYmDn2mpFnqBOf4rtW70GBw9cRQbjad3HEd4T5mCsVVWlnjN5/xRntm9G7L590nE1aG0PR0cveA7vD2c2Ju5S9+U689IWbN6TglNpt3D75ilcy/hX9BzXVgdLd/gF+MC5iXI7BIXWk0QsDVuBHT8dEHHiGPXq5o7BIxvjXLu+mM8aiUj5gMBO8vW2xONch+iYw0g6flbkP9E4Pb/G5An90dw0vwXq4kGdvbICROnbh7Apar3U9gatXeA23B/BYx3lYl2I6KTsHkV+epy8BevWrMSmjSxuc9+FAWMnYbJnC+k2QP5zysamKHso87f84+IKyts6eCmNW3XcxLF2DiEfWSJUhT+5+6SCl64ZXoUYV0LGL7lHPOfswordbM5JEL9Tkpj39PWBp2Vtqf/kBK/Hydi8Ohort20SvSvSWA9gsa6i3pk4VjZgZyK/vwHq39/3r3Bx33KsiIrB+hQ2p0vizM8P7ibb8OWgZQrmXPUnAKqbd8TxIpmb9yEpNb/dY2dPgF1NTajLzgPCfSB9MvMuDsZEYf2O49gjw0LZZ1tB+U/dSDWfB9X7SHCf0bmfx+wBbp6wseiINl7OGOjYC23qlRP0OSPks0jbmBAiGmv9fqiCpOV3IiHvhjrf0O8NkwAJXobpF7KKCBABIkAEiICUgMoF+8NYeJoPxl4VvMpZj8GurcvhXFeLQuGvUxDm7o2Qnx6q9Ijs4l3lIltIm9VCce4FK56dk7dYV2YAX/CSLtpVWGs9cT92Lumdb5sS396Z63bizeYpWHzygXwrTPj6evtP+D8P+ePkc+7GY5yPJ1ae+0dp761+SMOVye3VCl5nQj5D17BnykfBFsDuUXHYNqG9VrWW0reNhsugNWKhUcWlSPBSO04zF0Tt3QX/r8SLLvGCSZjooswUiV+r9Q3C9HoXsGzJcWQouFlR0fUCE7yW7ITl6Znw331Lvmfmjx4Rcdg7VewPTQUvE2QjbYEX+k47oHBcXIdc3G5icWum4fY6Iew5kWP7MDN4x/yFblFpSPRvr9UMXNhxJdjI15cxf1AfBB5S8E7nNmI+YgdS1vYXzQuSeKvUdwnWWZ/BjICdCt+V+o6R2L9/Gr4qk98SE9zDvvFD4LHijGITWby4zY/D9gAF76+Q+ZG1Kj/nqhdT1C7q1XEq2wUTd8RgsWtjweilN6prm93I9wH33NtLUejnMRmH/6e4O9Fn2yb22WaW/7NNV/8JGZx286B6H6nqO+duHEa49MWG3L9rKbqXHxdq/S2am9XYpM5vSmJCleCl0/uhzjlafidSy0Fdv/R7gyVAgpfBuoYMIwJEgAgQAWMicOHCBUREhOPUqVMis21tbTFjRjDat9du4cgfu2rBKw4jg87Ast9gdLdrgYZVyooffZ+Nu+e3YMGUcSIBRptC1NyX0o0+3TEs9j64hcWP86dgUPtGKFuKtZ/9CndvJmBXVCQCt6QJzvDiFvZHp7dAzx/ushV8EHavmQoXlvUkKpDNbH717C4uJMYjbusHDDs0DR1zF/dC/lrMDfsRE3ICL3eA50B72DVphCoVc0m+uYez26MwfRQrzM0Wm7OO3UJoN8WCDPeEuYMfpgRMwmCnFjDlsuOeXcLqgL74hrFAw0CcvDEXtvxFLrdIdeqCEFYCycwhABHzZ8GzjXhc2c9u4Hj0d5gctAvZ3yfhYbC12kXGmXlu2PGxF8t0s0db89qQuFXU1upAjJ/FhJHyLoj++SCGNdZMyMw6GwEnm2ARB7ew5Zg70hEWn4rjJvvJDZxJXI9FvgtwmP1bTvDijdPcPQzL545HdwvJOC9jZ+i3GLoiCegQipTTTLDMZSREdFH1vucTMs3sMWqSP/wHOojtZnFz50g4vh47B4lsYWw7Nw1HAvOEhIISvET2WXhizsxJGOHJsia5sbFsggMhXnCfz8aswB9C+hbH7RB0GbRJlEk4cmE0Zgy3hjmXOcTes+sHF+DbSeEKxyZkjlTHPvsZ81v4dMxcehylhq7CoWWjVWYtKeuzKOJK2Pjz5jHOfwuXzccYm8bieYzNC2e2L0dI6EKcs86r15Uv3phP+s+ajYBhfdGZZc5wc9ijg+HwcpsjKvLvEZ2OuGF5AhD3+/NzeqDT7NNsMrDHzKglmOTcQvwOc/2tjYDfpLWi7MAhseewoV+eeC47565dGi6dR0Rz7qVDWDsvGPMOPihwwUvlfM/sPr74W4yczeadCn2w9dc4DKgrhL74Hn7bQn2Ah3EYZNUX2x6x185vCdbOHAVLczH/lzfiMX98ACK5P8RYh+Ly8dn5REdd/CdoVFrPg9oLXhzDlc7NMeboOzQaugSbvhPzEE/cr5D55C4SE2MRl9YJUavEwq0QEUfVPbrEhLLPbF3eD0G+YXGjzXciIawE9U83GRwBErwMziVkEBEgAkSACBgbAU7s6tHDCZmZmflMr1q1Ko4ePaaz6CV00ayIW9aJWbBwmoOMqoE493KuVEASwvjF3glo67kMGeYDEXtyC7xl/orOtaH8S63ijB7+4ntW0geEWgkTa4QKXqrGxRfbas9OwqMQa+ntfLt6z09DDMvUMZXNpJH85ZgtVCNSHiCwXZ7t0oLfbPGVcpgJPYq2OT2Jx8xdlTFngnrBS/U48hY+A2LSsdVHeLaFCS5jnmVbBDFhzpaJb0dmWstliKkSSC4ssEXHaadFi+3rrJi3bLYRf1E2Ou4FVnpUy13wFkyGFzoEIfFYBLrJbJnkOnmxazRqeK0BKo/B4Qcr0CP3HiHvj5AtjR3H7sC2Jf1hLrM9WMSrFtsy+AcwZMejfAKGkL5N3iYisJE9In8HlPkz69QsdLWbg0taiJxCtgVz/CozAXPP4imwM8sTgoXME2JBo2jiSoh90rhQMY8h8yZW/981uAfnz/BChzGI27EcHgrmvjMhTVgW5h1UHroDtzaIn+OunNvr4Np8JA6XbofZCUkIsZLnmb7BC838dsqJ57rNuerFFFWLemnf7B1LSYyQm8NE8+dk9seKRXdhyTJVz7JMVaGXpj6olZP3hxFlcw2Y6BRk2wWRV+RFR6ngpYX/hIxJ+3lQvY+U9i/5/GGCY+y13Qo/j2WfFSLi6CsmlH1m6/J+CPGNxd4K/wAAFEFJREFUunuUfScSwkpd2/R7wyRAgpdh+oWsIgJEgAgQASMi4OnZB3v3Kt5U6OHhgbi4PTqNRsiiWciXZE3+Ks//8qdqcaOL4MUXRNQBKgjBi+tDU3v5dnGL+pBabeWEDb7gIXRMun65lmx55G/nVMeQ+z0XSw1ZdldG5eHYcyca7tXln1ImeEnH+aodolLT2JZFxWKlhHH1cfuRvqy3SDhUl2WkznYh/ueEI/8K9ljCGuOLqULeHyGC14DYR9jqLb+VlfPldp+m8I59g89ZdtnN6XlCgJC+s45MRUWXBYozB3PB8IVE59XpOMTqrAm9hApekvYs/FZh9xLNsryKKq7UMRA6j8m2IyTeuKy8+iwrT/ZUy/SVPdFs7FHAdRXuHRitcAsqX+SceuxvRDqUz5eNo92cq15MUTbv8H+uag6T+rljJK6kThN0kqc2PpC+ywqycfm+Sl/rjmaj9wPOjHV8Hmtd/Kc+pnIFbq3mQfU+UvtZzoRUVfNv/s8s9f3pKyaU+UDb90OdXwT/nicc8r8T6fqZLLh/urHQCZDgVejIqUMiQASIABEobgSqV68ml90lGSOX5fXixUudhixk0cxtrbqYkICU65dxmRVszzBhX994xc6h4TYUvnigrHA5NyhNBSR+rSCusD63Vejrfvm37SmCJWQBw3/ubcYlJJxOxs0rV3D8F1a35/0fuJXIis/n3qRRzTGp6KB48cD9xdqRZXQkasBY6JfrzJvJ7CCCZFy+eA5pd/9EzhvewQTMLk0FL8liQ1HBdAk/ZeKUdJxqsgWl8cpbhBaK4MVtwfVogWH734IvTgl5f3QRvDhuygRIIX1fWGDJsubOyWUKyb4Hkvv4QqKQiUUI++xXT3DnbDSmjZkpqpdkxrKWzvGyltT1U1Rxpc4uofOYbDtC5htFvuXmt31fm8NjzZ9y4md+ISLvvi6sZtoZVjNNqK3K51wdxA2JWKwue0giFlQJwMknUfm3dStxhtBx8R/PuRiFDh0m41LFgYj7LRYeSgrlS++TyerU1n/q4on7vW7zoHofKbNBlEXZhmXn/szuEG3r/gbfsC3vFvWqirfnKriEfM4oFbx0jAlFPtDl/RDim3z3aPidSAgrjW2gBwyCAAleBuEGMoIIEAEiQASMmUBRCl7cF8hjIb4YF3ZQdQFyDcQYkS+U/BVU6MJQ1SJbWbFf6WmGo9hphjInEApZwIhse5aIsKFjEHJERVVfdltBCl5CRA1Zbuq+XL+9sQ7jBoZiwy+KSrPntaap4CUkM0yZ76TjFPqy5h48wNVhEyK6qGpWiP+VMRXin6IUvIT4hGMjhIHiRa/w7aQfUiPQ0TIYl7htu0ls266CEzoV9SFkDPqIK7WhKHAeEzqv8e9TLHgJFzTkmAm0VR+Cl3S+Vws09wZNPk8EjksdW4WmKWlbyLsiZF5Q1Kdu86Dw+FDUt7Ii/s2sPOHk1geDhvigM08cVPc5w/Wh9B4Bxd/z2SgTE4oFL+HjFzKnKJ7vtPtOJISV0NeD7jMsAiR4GZY/yBoiQASIABEwQgJFtaWRX1OFO7b+K69RmDq4O9q0+QK1WYHkshXZX34f557iqMkChfOBwEWKphleUve+Z8W4j+5C9O7tSE05jeRb7/I8z514FxaLvUF59aWELGDwOhEBn7MtbU/Fx7R7jZwOb4e2aNu8Dsqy/1VhVaO1tlfFwkCbhZOqL9fSGiesz08sXPD1N8PhYcPGYV6V/aScaBzaLgaEPKcPYYIEL/Gpo5JDGPjTnBCfcPcLegcUzJ+asOdnkWiydVLIGPQRV2o/LgTOY7LtCGFNgpfAwvVa+EDwnFrCBC9RnLLMpbO7NyN231EkpZ7CtYx/88KXZU2P3nIYK/uJtzwLEXGKk+Cly3ciIazUzjd0g0ESIMHLIN1CRhEBIkAEiIAxESiyovW8IupDYk5ig7eCuj5aLDZE7J/EYWDdvtiupl6ILgJSPh+/eYrrqQmIW/U9vtt1iylW+euUCFmASgsVF2CRfb6Nyr4QC91+I6Qt7h5JMWzu9DFlBfCFCAyK3qG0OU3Z6XHpULUtTumWRsk2I17mltD3VBPRRVGbQvzPF2v4xeOFLJ6LMsPLELY0SpjzY1yT7MGiiiu18ZcZjzHVe2GVgoMmVD0rJN4KekujdM5VY6teMrwknDT9w4haB7AbtPCB0Dm1SLY06jQPCs9wEoKWuyf71V1cT4jHihULsP4k277P294pRMRReo+OMVEkWxp1+E4khJVQn9B9hkWABC/D8gdZQwSIABEgAkZKgBO9IiLCcerUKdEIbG1tMWNGsM4nNHJtKVuMS3+uqqaSloIXXzxQVcS4wASvXL/z+81Xh4mdUleKnVIHFcWSJSKQ7AmM/JDSxV61tU5YRxPj/8binuXVRrGQQsGqTmDUVvDiTmKrwU7eVMVRadF6SU2XcvaIvnocwxoLO2GTg1EYgpc0M07GPul7oqLukL4Er5y7sejbZDD2ytQY4geItGi9CvsKqmi9qnp8Uj/lnjiprEi/ouAuqrhS96KJuDk2w5iE9+i54hriv2mh7hHR77UVvLhnpUW5ZQqp8ztWXLQ+r0aTKvZCBC9l2XnK5508TpIi+oJACbhJGx/w636pskeXovVChHBFw5PaptU8WPCCl9TGZ3Hwq9kXG9gPJO8539+FHRNqi9Zr+H4ICLW870pafCciwUsIYeO8hwQv4/QbWU0EiAARIAIliIBSwYvV22nI6u2oOnEvK3Uh3CynaFRQXYJWmmmk5LQxrn5Y0rwB6DrjmPCaWA/jELylEiZOc0TNj+WdyF8cTdz/Aotdq4luEiJaSLJMqozYgXtr+4tOB8y3yEQ20ua5o6Mm9vIaUL5YzMbR6S3Q84e7UJWVhSfxmLnvM8z5hhWoZif7bWTbTobFZeUrsM79XHLin7KT2kSF/0eawzv6T42L1ku3qrIskqnxv4pOh5O7Hm+FX71B+RZO3D2i7SK54zQfGoOTG3wVnkAnau9JIsKPmCJ4eDvRP/UteHG2nQ62he3c8/Kn4wnIVkxf68VOe9sJyGSvCV0EKRUgJYKzisUxX/xQJnJmMcG3KxN8L5V3QfTPB/UmNqZv9oX9kM3I0LQfXmZFYcaVkI8BqSiiIvMTmTexZs01uE3vj5ps3tBF8JIKryxLdXZCEkKsysmZmb6BxZsfi7eGgTh5Y660+PuFeZ3Z/JSq9IRHVXMu14m6ORCZiQiyt0fkFeSbd7hnpZxUZJaKBsJYbdqUDqdve4tYCbk09UGtnLy5hqu3eH2rgrnmdQqCbLuIxuIRnY64YXkZzrr4T914dJsHtRe8PpxdjoCMbggb2ELus000x0r+ICGTHV1UMaHMB7q8H+p8w9Ug1PY7kdC5Xp0N9HvDI0CCl+H5hCwiAkSACBABIpCPgNLsE/YFN7ARW7z8DthMjMGSWf3Rujor3sWut/eSsWn5XCyIyi1mr8VWFX4tKXH7vqx91vj7bNw9vwXLZn2PxdwWCnYJLgIvWRhbeGLOzEkY6NwODVlNKu7itmYkLfPHyNkHkNFwDOLPr0BPrj/ukmyvYP9pG3YMe6Y4IvcxKausE7Ng4TQHGWW7YEL0UoR6tBPfI7F3zg9YfIRtl9TEXp4nVH4hZkLeIKu+2PYIaOAQhEU/ToVL86oowxaE2c9u4ETsIixeuBa3v07Cw2BrlbVVpItDMxdEsHH42zQWn8KVzeqeJaxDePBSbLv6UGSZJtvOuPv5izWw9sPXr8EkuzpSO49Hf4fJQbukByDIZQTx6qSZOQRgVth4eLZuJOLMtf3y3iUcilmEsNBdyP5ePFZxv8ILp+cL/tx/SLerMptnRszAcH7cPLuMneHTMXPpcZHvI5JOILBdnsjAz46CdRDit85Cz7rs96K42I0ti3O30XJ9FbDgxc9Y5ETC+GW+aF5BfoSPtg1Bl0GbkMGdXBq+HJFjHGHO3cd8fnFXOKbPWIBEdnqiLWN6ZGZebTtFrGR/ppY945CZcQMJO+ZiRq7vNe2nqOJK0PizLyPUri1CmI6EL/ywfG0whrdvJH6n3tzD2X2xiJoTgqNtonGHCSu6Cl4ci/NzerCtw6dFp+lNiYjEjD65cxHr7/iyaRg3g71jTHSW24rOKxSu6ZzLsZDOgaxt3xV7sJQJzqbsDwv8OYiLI+6SzSLL956w+XnBgjAM6toCtXLjNfsJm8d2iOexc9YxUlb68gF4c2rzAZFYPm8C7MzKieeZS7vx/dRg8eePAoFOn4KXaLxaz4O6CF4RKGUTDHMHP0wJmATPfL65xOZAfwxdkcS+DETiyulpaJUrRhZVTCjPRNTh/VATbPw/Hmj6nYgELyFvsnHeQ4KXcfqNrCYCRIAIEIESREDV1oussxFwYl+CkxXxYIutyaNa4/LMhVpleHFNpm8bDZdBaxSfAMkWjzOcMxCx8LhwwYtl2/h1YNsuHqtwILM7YtsBdkIcX7TgfUmWeVQi+oiyfEKcmCDGvvQruDiBZsRX1zBbE3t57aj7QqzsBC2+Ka1+SMOVycozvLh7uYXnRp/uGBZ7X+E4uMXfwIqR+G7dS40FL/FiLQVh7t4I+UksmuW72EK5Z6Avas2JkMvwktzHnbI5edRYqdipzJOSsYrHVECCl6r3nolds/YfQKiDOCuQf71lf/l3ZNmQCt8TFserx5bH6PFsq2cBC16cDVIxS8YmvkjMxW7aAi/0ncbEXiVjtJ64H5uW9FaeVafkOT57VfhEv2P+d5qxDttDHRVmkah8vgjiSu14cm9QdjIs/3lzlhmawjJDdRW8xPF+D/vGD4HHijOKTWSc3ebHYXtAe5HYzL9UzrlsbvRs9RfiDqTJzbnifrkM0c7wjhX/ISLfxR0GEjQLdlcnIXDfGznBS3Tv68tY6jcQ/rvFfxhQdvFZ6csHXLvq5tRy1mOwa9NyOJvl316td8GL2abdPKiD4MWytZuzbO10VcDZXBZ3aC08eDyKKiZU+UCX90NdvGn7nUjd57u6fun3hkuABC/D9Q1ZRgSIABEgAkRAREBdrZHMq7uxbNFibNp4RvRlWHREuddwBAxxRcM/tTylkcc+X/ts0fSlrSMG+PlhhJcV3m/1Qv0hO4ULXly7ik5oZO22su0AG6eBGDe6H5qbyjufEwWu7V6IqKgYrE+5Lbrhcyt7NBwwD/Hj24v+zW35ubZ7ed49LGPGug+zd+gk+Lg0xptNWtiba4qgL8TsBK0TWxZg645zSDp+VuSPBq3t4ejoBc/h/eHMsr7Edqpe+Ji8f4pjy+dgyfoDiGfZXNypk7YOXhg2ciQGdq6t9SmNEqqy7Ze1sEKvbgPgF+ADlyb/3969hEQVR3Ec/ykRQRERmPQ0IrSgVS+y10LDHi5KS0sZp+ghGVGLCqLoLUWhQotMK1NKA02SGLN3RC+GokW1ioaCgiDCbFW0qe6dEWuGsXlwJ+/MfGc7d/73/D/n/O94D/P3vtbB1GwdMg7u738+mc6ea+2q/fspm705XJhXoNKSlZoz7u+GpTUNr+Gr63V921DdOdOky/d8TygzY3es2az15Q7NSf/HRcPYZnlizzE1934uc956Obf46jjN7fv1RCwaXmZEXx6c0r7qM+p0vfQ2tMyayMrZrgvV/tvCet5c08WaRrXdd3mfXOrNe26eih07tMH4JV40r5ANL2/esjRrepEKNxk1OtlXo9G8/nddRRSjcd15fvWczrf+ebqdr+6Xq7DMocLs0X3NJ6saJh+ftKjhrH+tmucrrdiogmn9O//rmj7YFfwa1re2jbX5qrlSB0671GFcJ80ayssvV4V3bf8IupU60NGMu+Vih265n+nuC19j3LzWzp/rfx2LyN88OIIc9I3d81adF2rU2HbbOx+zKWt+By0uLdEO56KgW+Otyl+o+UV+HYy+4eWNJdgTGo3vuHk5C5Rd3L+HGef/rolwchDt+giVl2j+Jgr1nRzqnLxvXwEaXvbNDZEhgAACCCCAAAIIGALh3DwBhUAyCLAWkiHLzBEBBKwSoOFllSTjIIAAAggggAACCMREgJv8mLAyaBwKsBbiMGmEjAACAyZAw2vA6DkxAggggAACCCCAQDgC3OSHo8QxySDAWkiGLDNHBBCwSoCGl1WSjIMAAggggAACCCAQEwFu8mPCyqBxKMBaiMOkETICCAyYAA2vAaPnxAgggAACCCCAAALhCHCTH44SxySDAGshGbLMHBFAwCoBGl5WSTIOAggggAACCCCAAAIIIIAAAggggIAtBGh42SINBIEAAggggAACCCCAAAIIIIAAAgggYJUADS+rJBkHAQQQQAABBBBAAAEEEEAAAQQQQMAWAjS8bJEGgkAAAQQQQAABBBBAAAEEEEAAAQQQsEqAhpdVkgkyTsr3e9o9KVfHP0kZa9vkbipS+q8EmRzTQAABBBBAAAEEEEAAAQQQQACBpBCg4dVPmnueNqiyqkmu9kfyGMcMnjBNOTsb1bV1ZkIXRnd7udKKz0oTS3TlYYtWjE1J6PkyOQQQQAABBBBAAAEEEEAAAQQQSDwBGl5BcuppLlOus1kfAt4bd+Sh3u+dn3hV0DujFL1T3dIpqribLuclt5pWjUnYuTIxBBBAAAEEEEAAAQQQQAABBBBIXAEaXgG57dvS1z1eZbUdOumYoRFD4qsAfj4+qkEL9kojD8ndvV+zw9yS+O3OPk3Nq1QqWxnjK+FEiwACCCCAAAIIIIAAAggggAACfgI0vAIK4tuNXRq2rEpaWq93XeXKCLNZZKe6iqbhlaKval2XoTUP8tnKaKdkEgsCCCCAAAIIIIAAAggggAACCEQsQMMrgMxTt0SZW24qnrcvRtPwirhy+AACCCCAAAIIIIAAAggggAACCCBgUwEaXgGJeXRwlBYe/kzDy6YFS1gIIIAAAggggAACCCCAAAIIIIBAKIHffMFhG8Eiw8cAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "ed29392f-c0d7-4fa9-971d-4da2ba12e831", + "metadata": {}, + "source": [ + "![image.png](attachment:c38dfa0f-d3a8-4d14-9b2d-5133eaab83d7.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "7262d86e-fe7a-4ed5-9f6f-f0fbd6e96047", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "e1bedcc7-9389-485d-a4b9-559a136a7853", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=phybody(v1=7,ang=pi-pi/3,y1=1.5,x1=3,g=9.8,ax=0,y2=0)" + ] + }, + { + "attachments": { + "958f7be1-a899-4cc4-afaf-d0c834208188.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "a5fac7db-4d9f-4383-af66-e59be028a103", + "metadata": {}, + "source": [ + "![image.png](attachment:058dc4d9-4772-4f0b-9fb2-60065d38e228.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "5feca8bb-e729-4e84-97f1-c0ba0c0b36dc", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "5618a620-24f7-415d-b7d0-d4ad0113928a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle e1=\\int \\left(t^{3} - 9 t^{2} + 10\\right)\\, dt$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "e1=MyIntg(t**3-9*t**2+10,'e1',var=t)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "5d2cac82-d454-4d65-95f1-0ff2d585d80d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x = \\int \\left(t^{3} - 9 t^{2} + 10\\right)\\, dt$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q=MQI(x,e1)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "e2892b92-b2e0-4020-b0c0-e6dc1468a2ab", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x = C_{1} + \\frac{t^{4}}{4} - 3 t^{3} + 10 t$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q.doit()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "b952a8db-0a05-4fdc-825b-32aa35aaece8", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle C1 =94$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle x = \\frac{t^{4}}{4} - 3 t^{3} + 10 t + 94$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "C1=Q.solve('C1','update',x=6,t=4)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "c7e08373-d4e0-4001-8377-4035a9bd37a5", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "91ea4501-3849-427f-aa08-9fe0bcf5defa.png": { + "image/png": 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+ } + }, + "cell_type": "markdown", + "id": "6ba99f9e-5727-4280-9904-03c83ff3e127", + "metadata": {}, + "source": [ + "![image.png](attachment:91ea4501-3849-427f-aa08-9fe0bcf5defa.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "b877e8ca-200d-4192-b656-945d1b39b7e3", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "ef85b871-823d-45fa-b245-606375d04b3f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x' = 2 \\sin{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "P=" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "e082584d-39e2-463d-acde-7033a0edb3ef", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x =C_{1} - \\cos{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "x=Q1.dsolve('F')" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "5b3e1d74-adb6-4786-b75e-853ad73ee1b2", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x =- \\cos{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle C1 =0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "C1=x.solve('C1','update',x=-1,t=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "22098f99-423d-4098-a87b-56d5df010c9b", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle dx =2 \\sin{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle d2x =4 \\cos{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dx=x.diff(t,'dx')\n", + "d2x=x.diff(t,t,'d2x')" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "56806b74-5d1c-4290-9d28-f3b49372ca23", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle y' = 4 t$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2=MyEqDiff(\"y'\",\"4*t\",t,y)" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "4b665fb9-909f-4ac1-b102-dedc0176042c", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle y =C_{1} + 2 t^{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "y=Q2.dsolve('F')" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "c1953788-6281-4661-aa0d-c04ecbf62ff9", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle y =2 t^{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle C1 =0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "C1=y.solve('C1','update',y=-0,t=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "2e94ea07-0ddf-484f-b504-0c2a2498cb86", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle dy =4 t$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle d2y =4$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dy=y.diff(t,'dy')\n", + "d2y=y.diff(t,t,'d2y')" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "a429280a-78e0-4145-ab0c-5f1052e7de0f", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "alpha1=atan(dy/dx) \n", + "alpha2=atan(d2y/d2x)" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "868c61f6-99e7-4722-9f65-6dfa7162f57d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle \\sqrt{16 \\cos^{2}{\\left(2 t \\right)} + 16}$" + ], + "text/plain": [ + " ___________________\n", + " ╱ 2 \n", + "╲╱ 16⋅cos (2⋅t) + 16 " + ] + }, + "execution_count": 44, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "a=sqrt(d2y()**2+d2x()**2)\n", + "a" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "42209be0-899b-4cbd-9fab-496ee39441d5", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle at =\\sqrt{16 \\cos^{2}{\\left(2 t \\right)} + 16} \\cos{\\left(\\operatorname{atan}{\\left(\\frac{2 t}{\\sin{\\left(2 t \\right)}} \\right)} - \\operatorname{atan}{\\left(\\frac{1}{\\cos{\\left(2 t \\right)}} \\right)} \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "at=MyEq(a*cos(alpha1-alpha2),'at',var=t)" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "e37aa725-698c-45c3-93d9-2ce0411f0793", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle 4.06826977118219$" + ], + "text/plain": [ + "4.068269771182187" + ] + }, + "execution_count": 47, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "float(at(8))" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "63aad34e-bf2a-4702-97e2-e4553d256d8f", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle an =- \\sqrt{16 \\cos^{2}{\\left(2 t \\right)} + 16} \\sin{\\left(\\operatorname{atan}{\\left(\\frac{2 t}{\\sin{\\left(2 t \\right)}} \\right)} - \\operatorname{atan}{\\left(\\frac{1}{\\cos{\\left(2 t \\right)}} \\right)} \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "an=MyEq(a*sin(alpha2-alpha1),'an',var=t)" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "60e6802d-7f7f-46de-809d-4961c5f6beee", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { 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+ "text/latex": [ + "$\\displaystyle 3.75805374534975$" + ], + "text/plain": [ + "3.758053745349754" + ] + }, + "execution_count": 51, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "float(an(8))" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "6e5de242-4b18-4508-8b2b-c67cf348a95b", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "91ea4501-3849-427f-aa08-9fe0bcf5defa.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "a5fac7db-4d9f-4383-af66-e59be028a103", + "metadata": {}, + "source": [ + "![image.png](attachment:058dc4d9-4772-4f0b-9fb2-60065d38e228.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "5feca8bb-e729-4e84-97f1-c0ba0c0b36dc", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "5618a620-24f7-415d-b7d0-d4ad0113928a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle e1=\\int \\left(t^{3} - 9 t^{2} + 10\\right)\\, dt$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "e1=MyIntg(t**3-9*t**2+10,'e1',var=t)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "5d2cac82-d454-4d65-95f1-0ff2d585d80d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x = \\int \\left(t^{3} - 9 t^{2} + 10\\right)\\, dt$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q=MQI(x,e1)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "e2892b92-b2e0-4020-b0c0-e6dc1468a2ab", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x = C_{1} + \\frac{t^{4}}{4} - 3 t^{3} + 10 t$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q.doit()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "b952a8db-0a05-4fdc-825b-32aa35aaece8", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle C1 =94$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle x = \\frac{t^{4}}{4} - 3 t^{3} + 10 t + 94$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "C1=Q.solve('C1','update',x=6,t=4)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "c7e08373-d4e0-4001-8377-4035a9bd37a5", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "6883cdf4-9158-4356-bed8-8576e24b43dc", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "markdown", + "id": "868263d5-9a79-4510-a680-c095920f68f3", + "metadata": {}, + "source": [ + "A wheel of radius 10 cm is rotating with an angular velocity of 120 r.p.m., the brakes are applied and it stops in 4 s. Calculate:\n", + "\n", + " Angular acceleration (braking force assumed constant).\n", + " The angle rotated at 4 s.\n", + "\n", + "Calculate 1 s. after applying the brakes:\n", + "\n", + " Angular velocity, the (linear) velocity of a point on the periphery of the wheel.\n", + " The tangential and normal components of acceleration." + ] + }, + { + "attachments": { + "4afbc4b3-1de6-4ca4-ae05-e49fc26c9191.png": { + "image/png": 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" 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"iVBORw0KGgoAAAANSUhEUgAAACEAAAARCAYAAABTnsXCAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACGklEQVRIDbWV21FCQQyGD44FeOkAOwDtQDtArQDtQMcneNUOxAoc7EA78NIBWIGOHeD3rSeHBc44g0hmQi6bTf7NZg+NyWRSSP1+fwtxlYyfH+0h/qfMtx5VEHKv17sNPSS+IdwJe11yw6Nx2jPEa80xu/jy7tSErO5KIEizBx+tnu5vGQLEM9s7dOQRdhaCrlFuw1iXbHjPEsWHiE4yiuISaXcE9VD6KoGviSHAMfwBG+MhbpBLUwXCnSTx1M6HZIEjfMqKsA8xBNyONeQjtv5t9C/kUhTXUbDZLpjADvgsPe2o9KNWz1gAl/hzcOpjfEsDMG8CwWZP76lTcqRDemwAdIcdc+IVbGEP0sr0xy4sXNt0+XctOmFy56AiCpnUrgjAItIJPPPxKgHaNa/kT7RZJvF0C63EZ4sFsxNx6PPFBFawPg9O4C34gLXU1TLHNfK81N9Zb29gWPwL6WnqyE7kBfJZMN6re1Mhhy+kCbunhfS16NOWBJzq4LOuuZpxHSL1fyKCMVNSZ8VnGkMXAxvrDrOnfUmO6WvawR6wz/XYa4iA807eu77pCsFPcBfVIfzUV9L8H5hgjblA7sImMbEt1pc+bOipW8hTfPnAekUzHz9jEwgWCgxbGi9C1wIRYwvrYup87rdLAcwuO3v51Zrv54mqrIksEp3dz2sAxqtOgGa+mHnQf+gUsv3nsP9N6dRIn/0IdlYSiG/lQzP/g22bpgAAAABJRU5ErkJggg==", + "text/latex": [ + "$\\displaystyle 8 a_{w}$" + ], + "text/plain": [ + "8⋅a_w" + ] + }, + "execution_count": 101, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.angle_pos(4)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d6684d2a-1236-40a7-9f5a-6e9d0fb986d3", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "efec679a-9b93-4707-b624-c220abcf51c7", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a_{w} = - \\frac{1}{\\pi}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1=eQangularaceleration(P,4)" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "id": "ab72f2af-d0d6-4dad-b7d8-cb191a8e2658", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a_w =- \\frac{1}{\\pi}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "aw=simplesolve(Q1)" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "id": "6c5a10ef-4875-48a1-8573-aab249f14e3b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "lib_MyEq.MyEq" + ] + }, + "execution_count": 64, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "type(aw)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "43d9007d-d2df-4c1a-85df-f8491d0644ec", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9f4ed033-c5da-4dbd-9e4d-d1d4726791b2", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "72e15f64-9593-487c-9e0f-0ccb921aeb45", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9d034e68-1672-4d6a-8ba1-56c38d717870", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "e02d8b0d-6d07-4e45-bde1-cbca7cbe9d95", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle 8 a_{w} + 16 \\pi$" + ], + "text/plain": [ + "8⋅a_w + 16⋅π" + ] + }, + "execution_count": 57, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "anglet(P,4)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "44be6f21-8378-4493-abb5-b6aa65a26194", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "ddda0c38-fc40-4f8c-87b9-64e936f2ac1a", + "metadata": {}, + "outputs": [], + "source": [ + "def xvel(self,*args,**kwargs):\n", + " tt=get_tvar(*args)\n", + " if self.ax!=ax:\n", + " kres=self.v1*cos(self.ang)+self.ax*tt \n", + " else:\n", + " kres=2*(self.x2-self.x1)/tt-self.v1*tt\n", + " return smartanswer(kres, *args,**kwargs)" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "46dc4500-12f1-4ad8-9589-290d96a5076d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a_{w} = - \\frac{1}{\\pi}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "aw=eQangularaceleration(P)" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "2b184bf6-da43-4fa8-8323-375c08edeaef", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle 4 \\pi$" + ], + "text/plain": [ + "4⋅π" + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "rpm2rad(120)" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "9b1dab33-4cac-4867-85d2-1cfe3b6f1d81", + "metadata": {}, + "outputs": [ + { + "ename": "TypeError", + "evalue": "unsupported operand type(s) for *: 'Equality' and 'int'", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mTypeError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[1;32mIn[35], line 1\u001b[0m\n\u001b[1;32m----> 1\u001b[0m alpha1\u001b[38;5;241m+\u001b[39m\u001b[38;5;241m4\u001b[39m\u001b[38;5;241m*\u001b[39mpi\u001b[38;5;241m*\u001b[39mt\u001b[38;5;241m+\u001b[39m\u001b[43maw\u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mt\u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mt\u001b[49m\u001b[38;5;241m/\u001b[39m\u001b[38;5;241m2\u001b[39m\n", + "\u001b[1;31mTypeError\u001b[0m: unsupported operand type(s) for *: 'Equality' and 'int'" + ] + } + ], + "source": [ + "alpha1+4*pi*t+aw*t*t/2" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5b001152-e623-4857-bbec-950fa577fec3", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "23debaa9-ec61-427b-851d-e31421b190d8", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "eb32065f-8bb0-4633-bf7c-693469c5d53c", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "8b22489c-b4b8-4ce4-bc6f-9f633abafccf", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle \\frac{1}{10}$" + ], + "text/plain": [ + "1 \n", + "──\n", + "10" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cfrac(10)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6b6f0e3d-0754-46e0-ba0e-f4ee8b651777", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b47c86a4-38a9-4147-836a-142fc124954b", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "89035bf2-ad96-4b4d-9d29-b6ddaa81e447", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAAABsAAAAJCAYAAADDylfFAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAy0lEQVQoFbVS2w3CMAx0EQMwQ0dIYQO6AawAG8Bn8gsjdAMQGwArdARmYINwV9ko9KMfTbF08tlu7vJoEWOU3AghnKCxAxYDWk2Ra6ZG9Lir2Qr5Aiy1fiALvmuFZmPhvXfAxtaDH4CStXJnM+Y5HHn0JzB0BRj/xJY77XYr0iaTGr2z1jxhk8yEZm80qrQ5hkPHYR21LJxqWy2zL8sne0jw3SxKI5YnMcMJ+AT8G68mzIz+Oq0nMYMgjV79a0Ov/ocZRY+pMPitV8sHzmd3xbEI7q8AAAAASUVORK5CYII=", + "text/latex": [ + "$\\displaystyle - \\pi$" + ], + "text/plain": [ + "-π" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P=phybody(w1=rpm2rad(120),w2=0,r=0.1,alpha1=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "5b7fff82-38bb-4d67-af0c-c231ccaa06c2", + "metadata": {}, + "outputs": [ + { + "ename": "SyntaxError", + "evalue": "incomplete input (3835444082.py, line 1)", + "output_type": "error", + "traceback": [ + "\u001b[1;36m Cell \u001b[1;32mIn[6], line 1\u001b[1;36m\u001b[0m\n\u001b[1;33m def anglet():\u001b[0m\n\u001b[1;37m ^\u001b[0m\n\u001b[1;31mSyntaxError\u001b[0m\u001b[1;31m:\u001b[0m incomplete input\n" + ] + } + ], + "source": [ + "def anglet(var=t):\n", + " w1=self.w1\n", + " w2=self.w2\n", + " alpha1=self.alpha1\n", + " alpha2=alpha1+w1*t+aw*t*t/2\n", + " if alpha2>2*pi:\n", + " \n", + " \n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "dfa16da5-eca4-4169-b815-2cdde268a4b1", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1891b662-6286-4731-8ca0-a1948da45255", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f7788170-eeee-4f69-bd30-aba7f2df1961", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "b877e8ca-200d-4192-b656-945d1b39b7e3", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "ef85b871-823d-45fa-b245-606375d04b3f", + "metadata": {}, + "outputs": [], + "source": [ + "r=10\n", + "w1=120\n", + "w2=0\n", + "t=4" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "7a0b5b04-8ec4-43c7-8740-4af2d8b80b68", + "metadata": {}, + "outputs": [], + "source": [ + "aw=(w2-w1)/t" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "e7a50dea-9e95-47ad-8f78-35972ba54ca5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "-30.0" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "aw" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "e082584d-39e2-463d-acde-7033a0edb3ef", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x =C_{1} - \\cos{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "x=Q1.dsolve('F')" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "5b3e1d74-adb6-4786-b75e-853ad73ee1b2", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x =- \\cos{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle C1 =0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "C1=x.solve('C1','update',x=-1,t=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "22098f99-423d-4098-a87b-56d5df010c9b", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle dx =2 \\sin{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle d2x =4 \\cos{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dx=x.diff(t,'dx')\n", + "d2x=x.diff(t,t,'d2x')" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "56806b74-5d1c-4290-9d28-f3b49372ca23", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle y' = 4 t$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2=MyEqDiff(\"y'\",\"4*t\",t,y)" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "4b665fb9-909f-4ac1-b102-dedc0176042c", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle y =C_{1} + 2 t^{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "y=Q2.dsolve('F')" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "c1953788-6281-4661-aa0d-c04ecbf62ff9", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle y =2 t^{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle C1 =0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "C1=y.solve('C1','update',y=-0,t=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "2e94ea07-0ddf-484f-b504-0c2a2498cb86", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle dy =4 t$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle d2y =4$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dy=y.diff(t,'dy')\n", + "d2y=y.diff(t,t,'d2y')" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "a429280a-78e0-4145-ab0c-5f1052e7de0f", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "alpha1=atan(dy/dx) \n", + "alpha2=atan(d2y/d2x)" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "868c61f6-99e7-4722-9f65-6dfa7162f57d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle \\sqrt{16 \\cos^{2}{\\left(2 t \\right)} + 16}$" + ], + "text/plain": [ + " ___________________\n", + " ╱ 2 \n", + "╲╱ 16⋅cos (2⋅t) + 16 " + ] + }, + "execution_count": 44, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "a=sqrt(d2y()**2+d2x()**2)\n", + "a" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "42209be0-899b-4cbd-9fab-496ee39441d5", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle at =\\sqrt{16 \\cos^{2}{\\left(2 t \\right)} + 16} \\cos{\\left(\\operatorname{atan}{\\left(\\frac{2 t}{\\sin{\\left(2 t \\right)}} \\right)} - \\operatorname{atan}{\\left(\\frac{1}{\\cos{\\left(2 t \\right)}} \\right)} \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "at=MyEq(a*cos(alpha1-alpha2),'at',var=t)" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "e37aa725-698c-45c3-93d9-2ce0411f0793", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle 4.06826977118219$" + ], + "text/plain": [ + "4.068269771182187" + ] + }, + "execution_count": 47, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "float(at(8))" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "63aad34e-bf2a-4702-97e2-e4553d256d8f", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle an =- \\sqrt{16 \\cos^{2}{\\left(2 t \\right)} + 16} \\sin{\\left(\\operatorname{atan}{\\left(\\frac{2 t}{\\sin{\\left(2 t \\right)}} \\right)} - \\operatorname{atan}{\\left(\\frac{1}{\\cos{\\left(2 t \\right)}} \\right)} \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "an=MyEq(a*sin(alpha2-alpha1),'an',var=t)" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "60e6802d-7f7f-46de-809d-4961c5f6beee", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { 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"python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/2100 Kinematic Basic Example.ipynb b/2100 Kinematic Basic Example.ipynb new file mode 100644 index 0000000..97378f4 --- /dev/null +++ b/2100 Kinematic Basic Example.ipynb @@ -0,0 +1,1042 @@ +{ + "cells": [ + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "4774a8b6-06ab-4dff-a029-0d39655b5dcb", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "decc2884-ac82-4d99-8f36-586ecc14ce87", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *" + ] + }, + { + "attachments": { + "14a1dc27-1cee-4cf5-8399-b2c48e167980.png": { + "image/png": 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" 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" + } + }, + "cell_type": "markdown", + "id": "45567331-0819-49cc-b42a-96eb15c88c91", + "metadata": {}, + "source": [ + "![image.png](attachment:b321fa5f-b932-4e83-a9df-dbcf84813b7c.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "29a1de52-3749-4efa-ad4f-6490e1cd1dfd", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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f9gHHYlR1rhbTFNdWkRyeKE37dhTfDXtgKy5I96XhMUajTpmy6uKT0nyA8PVoAhdwBHaGgPr9qar0Sv65wnwCvjijBeTSy7kKEO6OgoD6Xy5P4NYV2/R/6KxegfzXjREAAAAASUVORK5CYII=", + "text/latex": [ + "$\\displaystyle \\left[ \\left\\{ t : - 3 \\sqrt{2}, \\ v_{1} : - \\frac{100}{3}\\right\\}, \\ \\left\\{ t : 3 \\sqrt{2}, \\ v_{1} : \\frac{100}{3}\\right\\}\\right]$" + ], + "text/plain": [ + "[{t: -3⋅√2, v₁: -100/3}, {t: 3⋅√2, v₁: 100/3}]" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# why include 'all' in bellow function..?? because the eq have t^2... and you know neerd...\n", + "simplesolve(P.xpos()-100,P.ypos()-10,'all')" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "c7e08373-d4e0-4001-8377-4035a9bd37a5", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "9c462a3d-d5d3-47ae-a54e-bbd67a74fe90.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "394ad378-5c29-4819-a706-b04a56e2c57b", + "metadata": {}, + "source": [ + "![image.png](attachment:9c462a3d-d5d3-47ae-a54e-bbd67a74fe90.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "b877e8ca-200d-4192-b656-945d1b39b7e3", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "ef85b871-823d-45fa-b245-606375d04b3f", + "metadata": {}, + "outputs": [], + "source": [ + "A=mparticle(x1=0,y1=0,y2=0,v1=15,a=pi/4,g=10)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "2700d964-bd12-4de0-9ab8-793be0691c05", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "t1=A.tfly()" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "a143f965-5723-4d3e-9124-b2cd37504464", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "B=A.xmax()" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "08644e64-2750-4251-a07e-146dd88b730a", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "C=mparticle(x1=0,x2=25-B)" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "b8ed98a3-5a4f-432d-95d4-9f3605a190b6", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle v_1 =\\frac{5 \\sqrt{2}}{6}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "v=simplesolve(C.xpos(t1)-(25-B))" + ] + }, + { + "attachments": { + "eeb75532-411b-48cb-9ed6-02fac770b047.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAYAAABY1QUvAAAAO0lEQVR4nO3YIQEAAAjEQNoQk+gQA/Enzk+vdnoBAAAAAJLVdwAAAAAAwDejFAAAAACIZ5QCAAAAAPEOxOXg2rLZ6H4AAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "3db21d1c-cd8f-4551-941a-2cbd8ca893da", + "metadata": {}, + "source": [ + "![imagen.png](attachment:eeb75532-411b-48cb-9ed6-02fac770b047.png)" + ] + }, + { + "attachments": { + "1ed052e8-d59d-48ab-9762-6cd4fd824153.png": { + "image/png": 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+ } + }, + "cell_type": "markdown", + "id": "4ae47768-39ec-4d6f-9e9e-b4e2c197110b", + "metadata": {}, + "source": [ + "![imagen.png](attachment:1ed052e8-d59d-48ab-9762-6cd4fd824153.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "26f0ad9a-4f83-4f8b-a05b-ff6214fc7e0d", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "0cee57db-f49f-4287-9cf7-895e64c245ad", + "metadata": {}, + "outputs": [], + "source": [ + "A=mparticle(x1=0,y1=12,v1=V,a=0,g=10)" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "47549528-9b71-4b50-b3a9-44d888cc8c1e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle 12 - 5 t^{2}$" + ], + "text/plain": [ + " 2\n", + "12 - 5⋅t " + ] + }, + "execution_count": 28, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "A.ypos()" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "b78c42da-f753-456b-bb31-d66153ea87de", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle V t$" + ], + "text/plain": [ + "V⋅t" + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "A.xpos()" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "83b17864-05ce-412c-a7e9-159612a76ac9", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "B=mparticle(x1=0,x2=0,y1=0,v1=2*V,a=pi/2,g=10)" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "2a869bfd-2110-421a-9b64-819556ec9e7d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle 2 V t - 5 t^{2}$" + ], + "text/plain": [ + " 2\n", + "2⋅V⋅t - 5⋅t " + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "B.ypos()" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "c6ed70c2-c61d-4194-bc46-68ec80639fc2", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle 2 V t - 5 t^{2} = 12 - 5 t^{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q=MQ(B.ypos(),A.ypos())" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "d93d6ced-3bcc-408d-b94d-63fbc90f5e7c", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle 2 V t = 12$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q.Add(5*t*t)" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "6f5169d4-b2e7-4778-8801-d8a438a21af3", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle V t = 6$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q.Div(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "02f09829-62c3-4ce6-85f6-e3225556e9db", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle V t$" + ], + "text/plain": [ + "V⋅t" + ] + }, + "execution_count": 36, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "A.xpos()" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "56848712-3a54-4453-ba4f-833f82b6573b", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle L = 6$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2=MQ(L,6)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "6e5de242-4b18-4508-8b2b-c67cf348a95b", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "5a329e76-5a50-4ae0-bd62-76097fa23f26.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "00cd4cdc-bc21-4b13-a397-12b0b4cd9b80", + "metadata": {}, + "source": [ + "![image.png](attachment:5a329e76-5a50-4ae0-bd62-76097fa23f26.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "c512835f-365a-4754-8aec-021b02a1c71b", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "id": "98095651-6d27-4581-b85b-2c33e59afa38", + "metadata": {}, + "outputs": [], + "source": [ + "P=mparticle(a=alpha,x1=0,y1=0,y2=0,v1=V)" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "588914b4-9944-4997-9a17-f0697deb40d8", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Q1 =- \\frac{2 V \\sin{\\left(\\alpha \\right)}}{g} + 2 t_{1}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1=MyEq(2*t1-P.tfly(),'Q1')" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "1e3de0fd-d16a-4156-a3da-6eb051501524", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle t1 =\\frac{V \\sin{\\left(\\alpha \\right)}}{g}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "t1=Q1.solve('t1')" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "063c7b36-1669-4acd-9680-3586d47a2e4e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Q2 =- \\frac{V^{2} \\sin^{2}{\\left(\\alpha \\right)}}{2 g} + \\frac{V^{2} \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)}}{g}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2=MyEq(P.xpos(t1)-P.ypos(t1),'Q2')" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "6a9d1852-30ad-47d6-9411-457d2d3bf219", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Q2 =- \\sin{\\left(\\alpha \\right)} + 2 \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2.reducecero()" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "185d785e-01f3-4570-a6e9-4b7483475238", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle α =\\operatorname{atan}{\\left(2 \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "alpha=Q2.solve('alpha')" + ] + }, + { + "attachments": { + "c4ed1b8c-1944-4eed-a22e-277e691998f4.png": { + "image/png": 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+ } + }, + "cell_type": "markdown", + "id": "d4e75301-74b0-4106-b7ef-c8aa0c8bbc63", + "metadata": {}, + "source": [ + " ![km20.png](attachment:f1f24234-0ae8-491e-9d8c-93060b8b690e.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "249e0e86-50bc-493f-b4d8-d0a3add4e803", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import * # run this to reset all variables\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "88f09da1-6301-42ae-b393-3d5842d559df", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# working whit Ball A alone\n", + "A=phybody(g=10,x1=0,y1=0,y2=H,ang=pi/2,ac=0,v1=V)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "a28ad060-93ae-497c-ab56-b573b154855d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Q1 =- H + \\frac{V^{2}}{20}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1=MyEq(A.ymax()-H,'Q1')" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "9caad43c-b926-41ff-b9ba-28b5d1c347c0", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle V =2 \\sqrt{5} \\sqrt{H}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "V1=Q1.solve('V','1')" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "067147da-fe62-47f6-a67b-ce2818bea495", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "A=phybody(g=10,x1=0,y1=0,ang=pi/2,ac=0,v1=V1)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "c60dbcdf-759b-44f1-9da4-79e11c33f474", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "B=phybody(g=10,x1=0,y1=H ,ang=pi/2,ac=0,v1=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "99d62489-1875-40aa-86e5-26134baeb9c9", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Q1 =2 \\sqrt{5} \\sqrt{H} t - H$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q=MyEq(A.ypos()-B.ypos(),'Q1')" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "bf24103a-0f5a-4bf6-81ea-fbc937f950ed", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle \\frac{\\sqrt{5} \\sqrt{H}}{10}$" + ], + "text/plain": [ + "√5⋅√H\n", + "─────\n", + " 10 " + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Q.solve(t)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "1acfd06f-2432-41f0-9fe8-449edee40551", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle \\frac{3 H}{4}$" + ], + "text/plain": [ + "3⋅H\n", + "───\n", + " 4 " + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "B.ypos(Q.solve(t))" + ] + }, + { + "attachments": { + "c4ed1b8c-1944-4eed-a22e-277e691998f4.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "09636cd6-5cce-432c-812c-7e51222ea61d", + "metadata": {}, + "source": [ + " ![line.png](attachment:c4ed1b8c-1944-4eed-a22e-277e691998f4.png)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5564e03c-2483-4b22-96cd-b0e23a9a6eb6", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": 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" + } + }, + "cell_type": "markdown", + "id": "ed29392f-c0d7-4fa9-971d-4da2ba12e831", + "metadata": {}, + "source": [ + "![image.png](attachment:cff863e8-b151-4fe9-bd38-44b5b81a3dcb.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "26f0ad9a-4f83-4f8b-a05b-ff6214fc7e0d", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "0cee57db-f49f-4287-9cf7-895e64c245ad", + "metadata": {}, + "outputs": [], + "source": [ + "# first declaring your particle whit know data\n", + "A=mparticle(x1=0,y1=0,v1=V,a=alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "606953d5-dcba-46c3-8e95-a0f0b924b7d8", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle y =x \\tan{\\left(\\alpha \\right)} - \\frac{g x^{2}}{2 V^{2} \\cos^{2}{\\left(\\alpha \\right)}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# then we use a parabolicEq eq , it is a genera formule for x vs y\n", + "y=A.parabolicEq()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "4c227c19-f901-4476-9a8e-fcd892795829", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Q1 =\\frac{2 L^{2} g}{V^{2} \\cos^{2}{\\left(\\alpha \\right)}} - 2 L \\tan{\\left(\\alpha \\right)} + 3 L$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# y(2*L) = 3*L....then create a MyEq equation to manipulate\n", + "Q1=MyEq(3*L-y(2*L),'Q1')" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "105abfc6-2001-4b76-aada-e4406a3aa839", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Q1 =2 L g - 2 V^{2} \\cos^{2}{\\left(\\alpha \\right)} \\tan{\\left(\\alpha \\right)} + 3 V^{2} \\cos^{2}{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.reducecero() # if Q = k*(x+1) and Q=0..then Q=(x+1) i hope tyou know algebra" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "e88cc244-3833-4413-bac2-03054da33fd8", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Q1 =2 L g - V^{2} \\sin{\\left(2 \\alpha \\right)} + 3 V^{2} \\cos^{2}{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.simplify()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "64777d98-a390-416d-8e54-069be74d42aa", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle V =- \\sqrt{2} \\sqrt{\\frac{L g}{\\sin{\\left(2 \\alpha \\right)} - 3 \\cos^{2}{\\left(\\alpha \\right)}}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "V=Q1.solve('V')" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "8c1a338c-069d-4967-85a0-2d8cfe2a7653", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Q2 =\\frac{9 L^{2} g}{2 V^{2} \\cos^{2}{\\left(\\alpha \\right)}} - 3 L \\tan{\\left(\\alpha \\right)} + 3 L$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# tha same maked in A applied to B....\n", + "Q2=MyEq(3*L-y(3*L),'Q2')" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "b59507c3-a7ec-4385-911e-e54e188ac55f", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Q2 =\\frac{3 L \\left(3 L g + V^{2} \\left(\\sqrt{2} \\cos{\\left(2 \\alpha + \\frac{\\pi}{4} \\right)} + 1\\right)\\right)}{2 V^{2} \\cos^{2}{\\left(\\alpha \\right)}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2.simplify()" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "90eb8724-f20c-4927-9356-e8b4989437cb", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Q2 =3 L g + \\sqrt{2} V^{2} \\cos{\\left(2 \\alpha + \\frac{\\pi}{4} \\right)} + V^{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2.reducecero()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "1f47ef50-4a45-4b9f-986f-a0254fa5acec", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Q2 =3 L g + \\frac{2 \\sqrt{2} L g \\cos{\\left(2 \\alpha + \\frac{\\pi}{4} \\right)}}{\\sin{\\left(2 \\alpha \\right)} - 3 \\cos^{2}{\\left(\\alpha \\right)}} + \\frac{2 L g}{\\sin{\\left(2 \\alpha \\right)} - 3 \\cos^{2}{\\left(\\alpha \\right)}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# in this step we change V for the value finding when call solve('V')...\n", + "Q2.set(V)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "f3235937-2f07-434d-aa3e-db4e9db94091", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Q2 =\\frac{L g \\left(\\sin{\\left(2 \\alpha \\right)} - \\frac{5 \\cos{\\left(2 \\alpha \\right)}}{2} - \\frac{5}{2}\\right)}{\\sin{\\left(2 \\alpha \\right)} - 3 \\cos^{2}{\\left(\\alpha \\right)}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2.simplify()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "457b8631-f717-4957-a090-0fbc5610a36f", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Q2 =2 \\sin{\\left(2 \\alpha \\right)} - 5 \\cos{\\left(2 \\alpha \\right)} - 5$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2.reducecero()" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "9d87569c-b810-4f00-9a06-646490cf7184", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Q2 =4 \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)} - 10 \\cos^{2}{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2.texpand() # trigonometric expand.. or 2*alpha to..alpha.." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "53c5cfa2-a38d-4cb7-ae1e-1b6ec1b7979a", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Q2 =- 2 \\left(- 2 \\sin{\\left(\\alpha \\right)} + 5 \\cos{\\left(\\alpha \\right)}\\right) \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2.factor()" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "16785633-162f-4f8b-ba1a-c3d92d501142", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Q2 =- 2 \\sin{\\left(\\alpha \\right)} + 5 \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2.reducecero()" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "d614c510-ae8b-4c76-809d-8e97c8b51036", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle α =\\operatorname{atan}{\\left(\\frac{5}{2} \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "alpha=Q2.solve('alpha')" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "dbe23594-71f2-41fa-9ce8-4d786effc605", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle V =- \\frac{\\sqrt{2} \\sqrt{L g}}{\\sqrt{- \\frac{12}{29} + \\sin{\\left(2 \\operatorname{atan}{\\left(\\frac{5}{2} \\right)} \\right)}}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "V.set(alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "c7391642-ebb0-496c-a7b3-18a7446efbc3", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle V =- \\frac{\\sqrt{29} \\sqrt{L g}}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "V.simplify() # voilaa!!!!!" + ] + }, + { + "attachments": { + "c4ed1b8c-1944-4eed-a22e-277e691998f4.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "b44deddf-40d8-4307-8fbf-2cf5e1ca7065", + "metadata": {}, + "source": [ + " ![line.png](attachment:c4ed1b8c-1944-4eed-a22e-277e691998f4.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "1467f077-e978-4a9c-9986-c21c0eb90980", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "attachments": { + "d654e71d-cbbe-448e-9fa8-3a4c71d76e13.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "7739e048-8456-401e-9c3e-92edd5178875", + "metadata": {}, + "source": [ + " ![km30.png](attachment:d654e71d-cbbe-448e-9fa8-3a4c71d76e13.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "2cf375be-890e-47c9-882f-16949892ce60", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P1=phybody(ang=alpha,v1=450,x1=0,y1=0,ac=0,g=10)\n", + "P2=phybody(ang=0,v1=200,x1=0,y1=100,ac=0,g=10)" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "f538945a-e6c6-4058-9539-f0e7cf91c974", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Q1 =450 t_{1} \\cos{\\left(\\alpha \\right)} - 200 t_{1}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1=MyEq(P1.xpos(t1)-P2.xpos(t1),'Q1')" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "e7d35482-f5e9-4fb5-a385-36a671176e52", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Q1 =9 \\cos{\\left(\\alpha \\right)} - 4$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.reducecero()" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "de120d9a-5f02-4b0b-b5c5-6d1a63198b91", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle \\operatorname{acos}{\\left(\\frac{4}{9} \\right)}$" + ], + "text/plain": [ + "acos(4/9)" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "alpha1=Q1.solve(alpha,'1')\n", + "alpha1" + ] + }, + { + "attachments": { + "c4ed1b8c-1944-4eed-a22e-277e691998f4.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "7a69695c-5dad-412f-a68e-00ed7257c7e3", + "metadata": {}, + "source": [ + " ![line.png](attachment:c4ed1b8c-1944-4eed-a22e-277e691998f4.png)" + ] + }, + { + "attachments": { + "cab91346-dfad-481d-a0d6-085283383970.png": { + "image/png": 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5S445deoUTp48qX6mpMQ5vs2wZ88eTJkyBTfccAP+97//6aXBFaAOIKkY3EP7A2Wn4WW9Q4bbxJM+LaJ3lucIQwwyosg0YMAAvPHGGzhy5Ija37FjB+6++248/fTTal+0b99ev+cn+hyGsKar9cH8qWmjBnhlzAC0bVSGwgNSHXCg6PhvOL5bC+TSIhVIderUUecsgwTW6dOn9T2n1q1bq80IPDm/SQ2usvOcBJkE2ksvvaSXBE/AejOmDpbV2YDMxVoS5WVAjamzDMGgatSo/PEcwcIgI4pMUgNbv369uj9nzhz1OV61ahWaN2+uAk507twZLVq0UPddpAOaXmvztlXds1oGGufCYrFi+dxBepl30luw/Hl9v8Qi8znOfCQVF5/fCEfzNiB79hicPLgb9erVQ1xcnAq0+vXr60c7SZg9++yz+OWXX3D8+HHY7Xa1yXUxswsuuEC/V5E0NU6bNg0TJkwIbrOj9ocLELsj3WJxaH8sh9Wqpnl2WJcbD6U7tC8iqszb5jququfwsPwsjweSvC4RRaahQ4eqz7AWWHqJk3YCV+WyyX1/sqdb1PNa0u2yp53n5HUsDrVbGdd58yzHeSgqLnZ07trT0bhxY7ctPj7eoQWkQ6txuv4/ZevQoYPjxIkT+k879e/f3+2YQ4cOOXJychzDhg1zaKFf4bmNTR4vKSnRnyWwAjjOLBmDhgDZ2ZnIVDWqdLhaB31qZhRVPEeYkG9L8m8mosh09KhzbJZcJzPTTur6Pajeen6j1eiGy8V/7Xy2oDoX/7Xz5gLVHpmNRct87wGXkZ6Og/m79L1y0nw4adIkdf2rTZs2eimwa9cuPPnkk/qek1FzFdLc2rJlS9WT8d1338U333yDjh07qmtqns2UixcvxosvvqjvBZh2Ig4cUw3snGtMVT1HFTU85zee6pOf9VV1jiWi8HTbbbepz3JVNTOvfG5hcmfUyirdLOlaXc079xrd2e3evdtx3nnnVagxacHt2LZtmzpm1apVjsTExAr/ji+//FI9brfb3coHDx6sykVhYaFjwoQJjrp167oeb9SokdtrSc1NanGBxrOxB/lj+MLX44govM2ZM8d1Iv7ggw9UmZzgjTLZZP/w4cPqMf/z0sxoBKU52JZb9X+P1eFr3UCrebkFixEuGzdu1I9wWrdunSMhIcH1/yubND8eOXLE8fHHH7uVT506Vf3MmjVrHF27dnV7TLY6depUeM3u3bur4AukADYzRq7So0eRN3YsclJSsCo+Xt3aR43C6f371eNsWiSKHnfeeafq7CGkB6N8vq+77jq1b5TLvjStBY3RpJidhhSj84d0fZQB04658PVqy+eff65uzeerxx57DJdccom+53TFFVdg5cqVbgOf9+7di/Hjx+O7777TS5y6deuGiRMnqt/J1q1b9VInaZodPny4vldOuu5/9NFH+l5gcNZ8D/KmWZWQAEdREc6YeuLU0v7IZfFNsW3gTPx8sATT//OQ/ggRRbqdO3fiqaeecp1w5eT+/PPPo0mTJnjggQdUV33p0ZiX5/u1qlDbvn27+v8QMihaehZKWD300EPqepcMdO7RowcaNGigjhH//ve/8Ze//MUt/OS4H3/8Ud8DUuTLvb3iEjJjtQrACy+8oJ7v5ptvxg8//KA/4iQhuHbtWn3P/xhmJkW7diG+Y0d8o++bFdRribWd0tCw9Hd8WbYMc1YsrXDBmIgoXLz//vuuLvUy2NnbqV7CTQJNQu/SSy9VwSWdOt588039CKB27doVZv8wk9rYO++8o8aXGSTIZP5GT5988gn69++v7/kXmxlN8tLS9HvuDjXujm+6PIu2R9fjmrxX8GLHdgwyIgprMlmwkBCrrM4itTWpdb311lt49NFHVdOhBJl5/FlVQSa1sU2bNrkFmbjssstcTbVmgZwdhGFmcmx1xeXGd7bsj5wOj+CyX95B1/2LVVmxR/WZiCjcFBc7V6CWIJMamNSwfGX8bGXk+qF0u3/ttdeQkJCgl7q744479HvlzM2V/sYwq8SZ2nH4PmkEdpx3C66z/x/OP/a9/ggRUeSQEIuPj1fLtcg0UzK7ycyZM3HfffepJkZzpw9fHT58GIMHD1Yzgdx+++145plnVLhJpxGD1M48yXW8QIn5a2aFxSVq2heRq/1xei5Zgi/immJth8dQ90wRrtw9B/VKnSu4GhJvvRU9v/hC36NwJB15iGKVnNYXLFigmg7NJIDkmpiZTDCcm5urOmd8//33sNls2K/33D4XUmuTa2+dOnXCwoULVZgatUIpC1TtLGbDbPWm3cj4ZC1OFhYj9eqL8MgdV6Jo82Yk9OyJ19sOVcd03/dP7RfksUKr9u3m0m++QWO9lxARUTjy1glD5pfcsmWLWw9Gg4TZgw8+WKG7vT/INTiZE1Kuoy1btkwv9a+YbGb8asMO/OP9b4FmFyKx8+VYuXk/Xv4oC420KrfoceRTXLxvkXuQaVXxOgkJSH71VQYZEYW9iy++uEJoyVI3S5Ys0fecpGZW2bgxb6SWJWPJpFdis2a+rdQtM/QHWszVzP658ie8/fn3aHJBN9StF6/KZMXVE/lbUbL1c3y+6G1VFigxWhEmohCQZkZpbjSTpr6sLO3Le6NGVdbGpIeizLvojYSk1Py6du2qxt5J06Gs9ya38pxyTc1MOolI0/8TTzyh1j0LhJgKs8yl6/Hp2jw0bncR6sS5L30ggfbDouk4sPFLZK1aqf5IRESRTLrC9+3bV98rJ7OeSJNjenp6hWVaZCJhWfpGZgSZMWOGXgrVTGieSFhmR/n2229VJxJPMmtIamqqa/FPo4b49ddfqwHbgRATzYxl2i9zxqIsLM3ZicbtL64QZOL7j2cg/6dsXH7vc9hyqPJxFUREkUKmrfI2SFkGVEtQeQaZzHYi48ZklQDPjhoyQ4qZBFufPn2w2suQpoyMDPXcEoBGkLVr1y5gQSaiPswkyP4+/7/49qdfnUFW19lz0SA1sux5k/HbrlzcOmkhWnS5Cm8t36B6ORIRRTqpfTVt2lTfc5KQMff4ldrYZ599pmbyMK6DeS77IqtuX3PNNXoJ1JIv3bt3x1133eWaA1JMnjwZS5cu1ffKPfzww/q9wIjqMJNAGj/Lhp/yT6Fxu66oVdv9ImRpcQFWZ05A8ckjuCltLuonNFfX0erVr4/8w8f1o4iIIldSUpIaV2YmQWbUmFq1aqVW2zav2SbXwYx13oRMdyXj0STszJ1K1qxZozqDyATN0uVfAmv27Nn6o+USWrbHseaXqMpFoNQszGwj1S/Fc+vjZV3vvIw+rserXk7cP46dKsK4123Ye9yBhPM7ew2y/6SPVPdveHQ26tZvqO4X/Z6P5o3ikNzOY4l0IqIIJdfIxowZo+85STg1bNhQTUIsA59lHkeZcFl4NjH27t1b3UpfgqlTp6r7hlmzZmHChAkYMWIE3nvvPb3UXa+7p2DTrwWY/NaXAWv18kvNzJJu1+f/ssO5akFKeaDlZaCPFmApsrJqkPx+ohCjZ36Gg8XaH6t1J63EfQBt4bHDWDF9GFp06IHrRs10BV3R4T1IrFOAGaMGqH0iomghKz579iQ0uszL9S25jiY1sHvuuUfN1Wgmg6ANaWlp6lqZQSYxfvbZZ1XTpUyD5bnadI/BaUjs2Es7F3fGjsOlGD/bFpBA83MzYzLGLUiHlmfI3qwvEZA8Dlkq6BxYbnUWBdKeg0fx8IzFKIprjoRW5cueG04c3IOvZjyApN63oPfQSXqpA0UHd+K8BiXIGDsQiY2dXfaJiKKJdI2Xjh+VTWEloSbXu7766iu9xEk6dAwaNMi1ybRU0spmKCsrUz8r3f1LSkpccztKkHW6/q/qvlQqGrbqiANFcbC+8qmqdPhTVF0zy8v/DY+9bgMan4+GLdrqpeWO7/9ZBVmXG+9Bj0GjVJl0ACk8sANd28Tj9ccGuaa2IiKKRlarVY0f81yg08w8U76ElnS1lzkdZZPrZDLQWmpiZlIjk0qLNF2eOeNA046XmYKsXKPzLkRxvUSMSV+qLgf5i5/DzIaRKWmQBkXrYF/XQvWPTT8fwKOvLUWdZu0R36yVXlruUN73qmmx99DJuOime1SZBFnBvm24Ork5nn/gRtSpxqzSRESRSoJMAk2aHWW8mZkEUlxcnGqClCCrbPYOCTPzY/JzUitr070vBj63BMUFJ7Fqznh1nvVUr2lrnK7XFPNs/pvA3S9nb7lG5uzcMRCZsCDd7sDcIGbZyo0/Y1LmCtVjMb5JxY4bv+auVr9UuT6W1PtWVVZWWoJTv25F/15JeGLodQwyIgo428jgdYI7G2lqlGZHmatRrqfJzCBC/n0yl6LUsGTmDnPvRU/ymPPcXwtJKd1x7fDncdVDL6Fx6wtVD/GykmLVY1w63FVQt75fmxr9cgYv7wAiWxbGBXHdSluOHS8tykZC2y6oF99YLy23Z8MKfPfu33H9mFfR+iLngD35BRfkb8F9N3bDI3dcpcqIiCJLHjL6OIPEvJmD0tyL3Ng8e5tLIElPR+nBKAOgn3vuOTXQWq5/CfkZb1q3bo0hQ4Zg1KhRyMnJwe7tufjTbf1Ua5dUFqSHeL9HXlPHSs9xc6CVFBWg4OAu3HNTT72k5mo2nZV0zR+o1cW0MMvyIcHkW4l2OKzL/VNz+/C/uVj45UY0bt/VNc+i2dav3sWWFfNx8+Pz0KRNR1VWerpQ1cjG/PEqpF6VosqIiILBf+dAG0aqljBnZcLb+VeCTPUity6HQ71Y+c9U9/XlWplBmiVlELbM6OHNwi9/xKKVW5GgT1IhzYwbPnoRv+36SVUq4uIb4WT+Viz9x736T/hHxIbZrCU5sK3Tp6fymNVD/O/TWdi9zob+E+YjvmlLVXa68AQK9tsxcUgf9LvUGW5ERMHir3OgEVSVn3uN4LJiuWMuXC+ln7PLAy56BP5CkT7OTKqq8jsUmQO9V3cN+fn5aqkCb2QE+fQPV2HFD3sqnZ5qw0fTsX/LWjU9lRFkRSePonCfHS+MuIVBRkQhZZwDja2yc6F3eVi2SLrZWTBkUCWViLztyJVb6+DyIBOpg2G1WGDJ3a49S3SpWZilzlXXyaqslZnGmXluK0acr5baHj9+vFpETtbfadKkibrt2LGjui+3Mh+YLGUwf/58jH1xIdZuP4SEthd5DTK52Hh8/07X9FSi+OTvKP19F2aMHoCeHVurMiKiUJLamcOxXKs7SSe64VB5Zvry721zXg+zY7OagyIbaSkex/TJcIaUfbPqVe5Vdrb232btWaJL0LvwycA6CbDbbrsNF1xwAe6//37MmzdPrY0jNTJPUkPbvHmzWpPnsccew4Jpo1XN69eNX7t1+ZSLi9+85pyuxTw91eljB1DreD5eHTsQF13grKUREYVSeTNjKgarySSyoeaZqOLLv2yeLYPOQHRuduf0S0gJh66SIRC0MJMQe/XVV9W0KBJgMvBOyszMA/W8kVHmMo9Y/tb1yJn/NL6a9icc2JzlmmexSZtO7tNT/Z6PukW/Yc74PyKplW8rogZaee+iPs5vYjqjy26FzfimRUTkxgrzcN7kcVPKmxBTuqmZmLySYyzdEG3d34ISZrJAnKxaKgP09uzZo5c6ySA7WcBN5veSJQUqCzT55iGjzoUcIz9z/FA+1r75OBZP6o/EpItN01M551k8L64Ib6T9IYymp7Lh5UXS0l058zcttWWNw9m71hBRVPCpmTEF3dRJJBfbzd905TqZNCHK/eQuUEtmZi7WzjomtsXIlGN6dIm680rAw+yll15SQSaB5o2csKXGJbdCgkrGL8hmJlOleE6xIqPPJdRQWoTjuzei6Lh0GnGg8EAe2jYqwytjBqBpo4oD/qTpUsZVJCYmqudJTk5WSyAI400jS4D7m23kQOcbSd8nInLjUzNjMsZNUVfakDbcaLnJQ8Zw5+xLliGDtCOM5stMDHQ1O9owUvXCsyB9okd7ZTTQfkEBodW4HH/7298cjRs3rnLTgkRSzLU9/vjj+jM4HT161DFjxgy3Y2Rr0KCBQwsdR/369V3PdX7nHo5BkxY4np73laO0rEx/hoquuOKKCs8n21NPPeW6f/jwYf1oP1ludT63Nd2RbpHXsDjS7fpjmuVW5+tqNTMiilLePufn+tm3p1uc5xTT5vkcxnOXb+7nnWgSkDCTIBs2bJhbaJm35s2bq8dzcnIchw4dcvtl9+/fX38WpxMnTjg6dOjgdkz79u1VkMXHx1d47s5dezqKiov1n67ogw8+cD3PnDlzVNmqVavUv0k2Ke/cubMqd2NPd2g1e9fPem5VvxHtWoBZHBaL1bFc3Zef8R5m7lv0vvGIiPwpIGE2derUCiEjNajatWs7LrnkEsfGjRv1I50knIwTeLNmzfRSp7Fjx5pO7nC0adPG0bp1a8fkyZNVyHm+jmzTp0/Xf7qioUOHqufxDKzRo0e7XkPu+5PxDcqiksl7mFXgCk8GGhHR2fj9mtm6devwyiuv6HtOcq1L1reRW+lmv3DhQldnDiELwhlkqW5ZslvImjqvv/66um+Qa2f//Oc/8cILL+CLL76ocG1NyHo9nh1NDMZS4HKdzEwLRv0e3JYPr7G8DAyXKWUs6VjgwywpLsnjsEC62iIbi5axPyMRRS7phxBofg0zCagHH3ywQpd7c3DJYxI2l112GdauXavKjCW5DTLhpYSOPJeZzOAsAda3b1+136VLF/zrX/+qsNCcvN7s2bP1Pe+MwDTs2rVLvwcMHDhQv2fiUy+jivKWLXJ2+JDxH+rYFDgX3dYHPLLrPRFRzek1NL+YP3++12a/hx56qMJ1L9m0EHJMmDDBoQWSW7mUPfDAA25lcuyGDRv0V3L37LPPul5LCzx1e+mll+qPupPrZMZzyvUzIdfMzK8l+37vAOLipZnRaFK0pGuP6owOI5DrbEREkUvOZYHm11e4+uqrXaFibNdff73qECIdOTyvfxlbSkqK236vXr3c9rWaj+OTTz7RX8WpsLDQsW7dOsebb77psFqtKuzkWLk1Xnvbtm360eUkpIyOHp6bZ3lgeL9m5q1nklu4ERFFqMCdT8vVbNZ8E7m+9ec//1nfK7dy5UrVpGiQ1U2l+dDcrOepdu3abmPKHn74YTVriDQ/yviv9evXIzc3t0JzppAmP2mOFG+88QbuvbfiMgM7d+7EU089hY8++kjtyzW7559/Xs0FqdUIsWPHDnTu3LlCUyQREVWfnJf9FDWV8luYSacPWdTN7LrrrsOyZcv0vXIy28eTTz5ZoXOHN7LiqXQeqQ4JM/nlyb/n8ccf10uJiCgUghFmfusAIrUmT3fccYd+z52EzWuvvaYmHG7ZsurJf6sTZFKjk84gxi+tuiFIRESRyW9htn37dv1eOXPz4t69e1V4PfPMM7j99tvVjPmDBw/G4cOH9SN8J4HVo0cP3HfffZg5c6ZaBVWmzZJlvuPj41WoERFR7PBbM6PMhi/XooRc75Jt2LBhqkxqbecSWoY2bdogNTUVl19+uVrbTIKsQQP3ORflmpqEpZnU/oYPH66quEREFL38FmaDBg1SNSQZ1ByI5r2uXbvinXfeUWHmScaVyYKenqtTe3Y+ISKi4Iuoa2YGmcneF82aNUP//v1VzcmXZsGtW7eqDiUTJ050G4QtlixZUiHIpOYmAUdERNHPb2F27bXXqltvwSSdPGSKKFnP7OOPP4bdbseRI0dUM6B0jzd3wzeTpWPMvM0eImugydRWnoYOHVqhKZKIiKKT35oZZU7Gm2++Wd2XmpOEWsOGDWGz2XD11VercjMZJ3b99derUDPUq1dPNVMaJkyYgH79+mH06NGqA4mZdAJJS0tTNTKZq9HT6tWrcckll+h7REQUKhHVzHjllVeiXbt26r7UiCSYpCaVkZGhyswkaPr06eMWXEIGMptJxxGp0W3atEkNZjYzamnvv/++XlJOmi8ZZEREscOv18xkpg5PS5cuxeTJk/U94PPPP8ddd92F7t27qyZCg3TsePrpp9G+fXu9BGqmDyHX16Tzx2effeb2uKS9hKZZ06ZNkZ6eru8REVEs8FuYlZ05g2PNL0FCy/KwMcgM9hJ07777Lu6++27V6WPNmjX6o86anISVNB1WthyMkFrahx9+iFatWql9+TnPbvcy7iwpKUnfIyKiWOCXMCssLsHkt77Epl8L0OvuKXqpu/feew8jRoxQ18FmzZqllzpNnTpVdb0X3paDETJeTa6dyYDrwsJCdT1Ows9szJgxuPPOO/U9IiKKFTXuACJBNn62DQcL66BhK1ngshZ2fvshcheXN/XJtTHZJICkc0hZWZn+CNS1M5l82AgmaZaUwDLcdtttSExMVM2T3iYWNkhPySeeeELfI6o+28haGJgJWJc7MDdVLySiGgv7DiC/nyiE9ZVPcaAoTguyjlqJs8mv0/V/RY/Baeq+DKAuKSlRU01JGJmDTP4HZRosGXBtbJ4dRmQ2fgm4yoJMQlA6gjDIKJTyMvqo97Ns3hZqNT9ubH0y3Fdl8OUYIvLunMPs2KkijElfiuJ6iWh03oV6aTkJtKYdL8OZMw5VI5NU9uy9KJ03pKYm189k9hDZvvvuO/UhNlQ2Bk1Ij0Wp1VmtVr2EKMj0FchTnMuHeyUhpR63LlefA4djOeQdm52W4go+X44hosqdc5jNs32P0/Waol7T1npJOceZMqyaMx7FBScx8LklaNO9r6qdmauZMlOIZ09EgzwmgSa3cXFxbj8nWrRooZoVJcjYBZ9CKnkcslT4OLDc63cqG15WQWfFclfbZSrm6gdnLpak8uUYIqrKOYeZNDGibn19r1xpcQFWZ05AWUkxbkqbi8atL8RVD72Ea4c/j6SU7q7mk6pm55DHZJkYqdHJemZyvOjUqRNefPFFbNmyRTUrenYAIaoOuUZmvB9lk+tlfpe3Hblyax2sxZNJ6mBYLRZYcrcjz5dj9CIi8u6cw+yem3qi4OAulBQV6CXOIPtP+kh1v98jr2lZ1xBlpSUo2LcNf7qtH3Zvz0VOTg5GjRqFIUOGoHXrirU6YYSXXGeTAdCyyKYMtJaejdJjsaogJPKF0dnD1aznWa3Smw/NYWfefG76s29GpQ2Q2dnaf5th9+UYfZeIvDvnMOt2YSt8Pn04TmlBVXq6EIXHDuPrV0YgMakr+lpnoFbtOirITu7dgj9bkjHuL865G2UcmYw7e/vtt9UcjVLLknkWZUVqYzt+/Lja9u3bh08++UStFs3mRPIfGxarWpipWS91rnszoan50NvG3o5E4eWcw8yw9B/34sMxvfGvv12PQzt+xNav38f71p54b0Q3fDDqUnw27a8Ydksv/eiKZAqsbt26qRnxjY0o4KT5ztINKfpuwKR0g0W/W4Hxb/DlGH2XiLyrcZgRRaSzNd/5q5kxuQt6yG3mYq0+aGJbjEz5N/TogmRfjtGLiMg7hhnFoFQMVk2KmZhmjOOyjXTvAOK3Zsby1xroSkAbRqoXsyB9ojyRL8cQUVX8tgQMUWTJQ0afFHgbHlatGUCkBpeS5rUDhyXdjqxxzjqVq8OJixZS9izoDyu+HEMUiaQ1I9BRwzAjIqKACkaYsZmRiIgCKhh1JoYZERFFOOD/A2tA9KLSfhbUAAAAAElFTkSuQmCC" + } + }, + "cell_type": "markdown", + "id": "889ddda0-3eea-412f-854b-b8da187c459a", + "metadata": {}, + "source": [ + " ![km40.png](attachment:cab91346-dfad-481d-a0d6-085283383970.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "82ae37ed-7190-4537-8dc5-560f56b59772", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from physic_lib2 import * # run this to reset all variables\n", + "V1,V2=symbols('V1 V2')" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "22dcef8c-5b1c-4395-ae83-ffcc549ed076", + "metadata": {}, + "outputs": [], + "source": [ + "P1=mparticle(x1=0,y1=0,v=V1,a=pi/4,g=10,ac=0)\n", + "P2=mparticle(x1=0,y1=60,v=V2,a=pi/4,g=10,ac=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "4f716dc0-ae8b-4533-989e-22a8e2221799", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle e1 =\\frac{\\sqrt{2} V_{1} t}{2} - \\frac{\\sqrt{2} V_{2} t}{2} - 60$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle e2 =\\frac{\\sqrt{2} V_{1} t}{2} + \\frac{\\sqrt{2} V_{2} t}{2} - 100$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# creating e1 Eq to manage \n", + "e1=e1Q(P1.y_pos(t)-P2.y_pos(t))\n", + "e2=e2Q( P1.x_pos(t)+P2.x_pos(t)-100)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "a8ceae0f-1a29-4b3e-b061-6052ae3b5bf2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle V1 =V_{2} + \\frac{60 \\sqrt{2}}{t}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "V1=e1.solve(V1,'V1')" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "4aa17305-b8bf-4a2e-8204-27385c8c05c2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle e2 =\\frac{\\sqrt{2} V_{2} t}{2} + \\frac{\\sqrt{2} t \\left(V_{2} + \\frac{60 \\sqrt{2}}{t}\\right)}{2} - 100$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "e2.upgrade(V1)" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "940dd7a5-5bca-4277-84e8-d816208a51ea", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle V2 =\\frac{20 \\sqrt{2}}{t}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "V2=e2.solve(V2,'V2')" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "7f461ab3-c297-44a5-8046-696dbf77ce21", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle e1 =\\frac{\\sqrt{2} V_{1} t}{2} - 80$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "e1.upgrade(V2)" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "f5129f6a-66bd-4796-a18a-b812976cc00c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle V1 =\\frac{80 \\sqrt{2}}{t}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "V1=e1.solve(V1,'V1')" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "9102a9e9-f2d5-4508-be13-e647da4df5b6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle 4$" + ], + "text/plain": [ + "4" + ] + }, + "execution_count": 39, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "V1/V2" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "4ec2c3ff-5617-44b3-a191-75b31a35d119", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle V1/V2 =4$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "r=MyEq(V1/V2,'V1/V2',kope='s')" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "6e5de242-4b18-4508-8b2b-c67cf348a95b", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "91ea4501-3849-427f-aa08-9fe0bcf5defa.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "a5fac7db-4d9f-4383-af66-e59be028a103", + "metadata": {}, + "source": [ + "![image.png](attachment:fb8cbd79-16d2-4025-9bb4-ef8001945458.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "5feca8bb-e729-4e84-97f1-c0ba0c0b36dc", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "21f78f3d-6a3c-4731-84eb-2db80c79edaf", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "A=mparticle(y1=2*R,y2=0,x1=0,x2=2*R,v1=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "079ffc1c-e7b1-4a3c-bbde-25047905bf1e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle v21=- 2 \\sqrt{R g}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle v22=2 \\sqrt{R g}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "V21,V22=simplesolves(A.energia('p2')+A.energia('k2')-A.energia('p1')-A.energia('k1'),v2)" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "3a76256a-7afa-44d2-95e5-f6d1b913877f", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "B=mparticle(y1=0,y2=R-R*sin(alpha),x1=0,x2=R*cos(alpha) ,v1=V22)" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "49b563ff-f8c8-47de-81d9-1363904aeb37", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle v21=- \\sqrt{2} \\sqrt{R g \\left(\\sin{\\left(\\alpha \\right)} + 1\\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle v22=\\sqrt{2} \\sqrt{R g \\left(\\sin{\\left(\\alpha \\right)} + 1\\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "V31,V32=simplesolves(B.energia('p2')+B.energia('k2')-B.energia('p1')-B.energia('k1'),v2)" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "a4f998a1-85a0-4cdc-b271-918801f2505a", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "C=mparticle(x1=0,y1=R-R*sin(alpha) ,y2=0,v1=V32,a=alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "31b0210e-7570-46e0-a873-7d6f02bffb34", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle xm =\\frac{\\sqrt{2} \\sqrt{R g \\left(\\sin{\\left(\\alpha \\right)} + 1\\right)} \\left(\\sqrt{2} \\sqrt{R} \\sqrt{g} \\sqrt{\\sin{\\left(\\alpha \\right)} + 1} \\sin{\\left(\\alpha \\right)} + \\sqrt{2 R g \\left(\\sin{\\left(\\alpha \\right)} + 1\\right) \\sin^{2}{\\left(\\alpha \\right)} + 2 g \\left(- R \\sin{\\left(\\alpha \\right)} + R\\right)}\\right) \\cos{\\left(\\alpha \\right)}}{g}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "xm=MyEq(C.xmax(),'xm',var=alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "9f7e8bc1-068d-4b4e-a0a2-2d5931db1c59", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "G=symbols('G')" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "77ad8c70-56b8-4f07-87ea-285c7882d6b4", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle xm =\\frac{\\sqrt{2} \\sqrt{G^{2} R \\left(\\sin{\\left(\\alpha \\right)} + 1\\right)} \\left(\\sqrt{2} \\sqrt{R} \\sqrt{\\sin{\\left(\\alpha \\right)} + 1} \\sqrt{G^{2}} \\sin{\\left(\\alpha \\right)} + \\sqrt{2 G^{2} R \\left(\\sin{\\left(\\alpha \\right)} + 1\\right) \\sin^{2}{\\left(\\alpha \\right)} + 2 G^{2} \\left(- R \\sin{\\left(\\alpha \\right)} + R\\right)}\\right) \\cos{\\left(\\alpha \\right)}}{G^{2}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "xm.subs(g,G*G)" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "id": "2bccbc1e-7526-47da-8f69-b247526f67c6", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle xm =2 R \\left(\\sqrt{\\sin{\\left(\\alpha \\right)} + 1} \\sqrt{\\sin^{3}{\\left(\\alpha \\right)} + \\sin^{2}{\\left(\\alpha \\right)} - \\sin{\\left(\\alpha \\right)} + 1} + \\sin^{2}{\\left(\\alpha \\right)} + \\sin{\\left(\\alpha \\right)}\\right) \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "xm.rsimplify()" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "id": "b5fed217-28a7-4be0-aea8-d6ee6898102b", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle xm =\\sqrt{2} R \\left(\\frac{1}{2} + \\frac{\\sqrt{2}}{2} + \\sqrt{\\frac{3}{2} - \\frac{\\sqrt{2}}{4}} \\sqrt{\\frac{\\sqrt{2}}{2} + 1}\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "xm.set(alpha=pi/4)" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "id": "141bbc72-a225-459e-ac40-8ac91879c4ba", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle xm =\\frac{\\sqrt{2} R \\left(1 + \\sqrt{2} + \\sqrt{2 \\sqrt{2} + 5}\\right)}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "xm.simplify()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "cc1ad8ce-a99d-4670-96e4-f00bb766177c", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "d00c5d4d-0977-41df-823e-19be2061fe6d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle dx =\\frac{2 R \\left(- \\sqrt{\\sin{\\left(\\alpha \\right)} + 1} \\sqrt{\\sin^{3}{\\left(\\alpha \\right)} + \\sin^{2}{\\left(\\alpha \\right)} - \\sin{\\left(\\alpha \\right)} + 1} \\sin^{3}{\\left(\\alpha \\right)} - \\sqrt{\\sin{\\left(\\alpha \\right)} + 1} \\sqrt{\\sin^{3}{\\left(\\alpha \\right)} + \\sin^{2}{\\left(\\alpha \\right)} - \\sin{\\left(\\alpha \\right)} + 1} \\sin^{2}{\\left(\\alpha \\right)} + 2 \\sqrt{\\sin{\\left(\\alpha \\right)} + 1} \\sqrt{\\sin^{3}{\\left(\\alpha \\right)} + \\sin^{2}{\\left(\\alpha \\right)} - \\sin{\\left(\\alpha \\right)} + 1} \\sin{\\left(\\alpha \\right)} \\cos^{2}{\\left(\\alpha \\right)} + \\sqrt{\\sin{\\left(\\alpha \\right)} + 1} \\sqrt{\\sin^{3}{\\left(\\alpha \\right)} + \\sin^{2}{\\left(\\alpha \\right)} - \\sin{\\left(\\alpha \\right)} + 1} \\cos^{2}{\\left(\\alpha \\right)} - \\sin^{5}{\\left(\\alpha \\right)} - 2 \\sin^{4}{\\left(\\alpha \\right)} + 2 \\sin^{3}{\\left(\\alpha \\right)} \\cos^{2}{\\left(\\alpha \\right)} + 3 \\sin^{2}{\\left(\\alpha \\right)} \\cos^{2}{\\left(\\alpha \\right)} - \\sin{\\left(\\alpha \\right)}\\right)}{\\sqrt{\\sin{\\left(\\alpha \\right)} + 1} \\sqrt{\\sin^{3}{\\left(\\alpha \\right)} + \\sin^{2}{\\left(\\alpha \\right)} - \\sin{\\left(\\alpha \\right)} + 1}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dx.factor()" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "545b8f2a-0d0b-4fa3-bdda-e648960b173d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle dx =- \\sqrt{\\sin{\\left(\\alpha \\right)} + 1} \\sqrt{\\sin^{3}{\\left(\\alpha \\right)} + \\sin^{2}{\\left(\\alpha \\right)} - \\sin{\\left(\\alpha \\right)} + 1} \\sin^{3}{\\left(\\alpha \\right)} - \\sqrt{\\sin{\\left(\\alpha \\right)} + 1} \\sqrt{\\sin^{3}{\\left(\\alpha \\right)} + \\sin^{2}{\\left(\\alpha \\right)} - \\sin{\\left(\\alpha \\right)} + 1} \\sin^{2}{\\left(\\alpha \\right)} + 2 \\sqrt{\\sin{\\left(\\alpha \\right)} + 1} \\sqrt{\\sin^{3}{\\left(\\alpha \\right)} + \\sin^{2}{\\left(\\alpha \\right)} - \\sin{\\left(\\alpha \\right)} + 1} \\sin{\\left(\\alpha \\right)} \\cos^{2}{\\left(\\alpha \\right)} + \\sqrt{\\sin{\\left(\\alpha \\right)} + 1} \\sqrt{\\sin^{3}{\\left(\\alpha \\right)} + \\sin^{2}{\\left(\\alpha \\right)} - \\sin{\\left(\\alpha \\right)} + 1} \\cos^{2}{\\left(\\alpha \\right)} - \\sin^{5}{\\left(\\alpha \\right)} - 2 \\sin^{4}{\\left(\\alpha \\right)} + 2 \\sin^{3}{\\left(\\alpha \\right)} \\cos^{2}{\\left(\\alpha \\right)} + 3 \\sin^{2}{\\left(\\alpha \\right)} \\cos^{2}{\\left(\\alpha \\right)} - \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dx.reducecero()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1b9c8aa3-7ca0-4255-a927-9b7bc5595609", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2778146c-1893-4b6f-8f8b-058f26663678", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7f0574c1-117a-424d-a7ae-c4c9617f9c17", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e45df220-a07d-4201-9cdd-9c8005ea9c24", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "6b3d2acb-12b9-41d4-ac67-bff261d26837", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle xm =\\frac{2 \\sqrt{R g \\left(\\sin{\\left(\\alpha \\right)} + 1\\right)} \\left(\\sqrt{R} g \\sqrt{\\sin{\\left(\\alpha \\right)} + 1} \\sin{\\left(\\alpha \\right)} + \\sqrt{g} \\sqrt{R g \\sin^{3}{\\left(\\alpha \\right)} + R g \\sin^{2}{\\left(\\alpha \\right)} - R g \\sin{\\left(\\alpha \\right)} + R g}\\right) \\cos{\\left(\\alpha \\right)}}{g^{\\frac{3}{2}}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "xm.factor()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3357e1dd-300e-41b1-83d2-fadd188bbd94", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "782a068f-0ec1-4ac6-a1c8-122de18f2d02", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "55176072-28bb-48ef-996f-b3c9eb3517bc", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle dx =- \\frac{\\sqrt{R g \\left(\\sin{\\left(\\alpha \\right)} + 1\\right)} \\left(\\sqrt{R} \\sqrt{g} \\sqrt{\\sin{\\left(\\alpha \\right)} + 1} \\sin{\\left(\\alpha \\right)} + \\sqrt{R g \\left(\\sin^{3}{\\left(\\alpha \\right)} + \\sin^{2}{\\left(\\alpha \\right)} - \\sin{\\left(\\alpha \\right)} + 1\\right)}\\right) \\sin{\\left(\\alpha \\right)}}{g} + \\frac{\\sqrt{R g \\left(\\sin{\\left(\\alpha \\right)} + 1\\right)} \\left(\\sqrt{R} \\sqrt{g} \\sqrt{\\sin{\\left(\\alpha \\right)} + 1} \\sin{\\left(\\alpha \\right)} + \\sqrt{R g \\left(\\sin^{3}{\\left(\\alpha \\right)} + \\sin^{2}{\\left(\\alpha \\right)} - \\sin{\\left(\\alpha \\right)} + 1\\right)}\\right) \\cos^{2}{\\left(\\alpha \\right)}}{2 g \\left(\\sin{\\left(\\alpha \\right)} + 1\\right)} + \\frac{\\sqrt{R g \\left(\\sin{\\left(\\alpha \\right)} + 1\\right)} \\left(\\sqrt{R} \\sqrt{g} \\sqrt{\\sin{\\left(\\alpha \\right)} + 1} \\cos{\\left(\\alpha \\right)} + \\frac{\\sqrt{R} \\sqrt{g} \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)}}{2 \\sqrt{\\sin{\\left(\\alpha \\right)} + 1}} + \\frac{\\sqrt{R g \\left(\\sin^{3}{\\left(\\alpha \\right)} + \\sin^{2}{\\left(\\alpha \\right)} - \\sin{\\left(\\alpha \\right)} + 1\\right)} \\left(3 \\sin^{2}{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)} + 2 \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)} - \\cos{\\left(\\alpha \\right)}\\right)}{2 \\left(\\sin^{3}{\\left(\\alpha \\right)} + \\sin^{2}{\\left(\\alpha \\right)} - \\sin{\\left(\\alpha \\right)} + 1\\right)}\\right) \\cos{\\left(\\alpha \\right)}}{g}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dx=xm.diff('dx')" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "bbfb4be6-d71c-441b-acba-74cd2c08f9fe", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle dx =- \\sqrt{R} \\sqrt{g} \\sin^{7}{\\left(\\alpha \\right)} - 3 \\sqrt{R} \\sqrt{g} \\sin^{6}{\\left(\\alpha \\right)} + 2 \\sqrt{R} \\sqrt{g} \\sin^{5}{\\left(\\alpha \\right)} \\cos^{2}{\\left(\\alpha \\right)} - 2 \\sqrt{R} \\sqrt{g} \\sin^{5}{\\left(\\alpha \\right)} + 5 \\sqrt{R} \\sqrt{g} \\sin^{4}{\\left(\\alpha \\right)} \\cos^{2}{\\left(\\alpha \\right)} + 2 \\sqrt{R} \\sqrt{g} \\sin^{3}{\\left(\\alpha \\right)} \\cos^{2}{\\left(\\alpha \\right)} - \\sqrt{R} \\sqrt{g} \\sin^{3}{\\left(\\alpha \\right)} - \\sqrt{R} \\sqrt{g} \\sin^{2}{\\left(\\alpha \\right)} + 2 \\sqrt{R} \\sqrt{g} \\sin{\\left(\\alpha \\right)} \\cos^{2}{\\left(\\alpha \\right)} + \\sqrt{R} \\sqrt{g} \\cos^{2}{\\left(\\alpha \\right)} - \\sqrt{\\sin{\\left(\\alpha \\right)} + 1} \\sqrt{R g \\sin^{3}{\\left(\\alpha \\right)} + R g \\sin^{2}{\\left(\\alpha \\right)} - R g \\sin{\\left(\\alpha \\right)} + R g} \\sin^{5}{\\left(\\alpha \\right)} - 2 \\sqrt{\\sin{\\left(\\alpha \\right)} + 1} \\sqrt{R g \\sin^{3}{\\left(\\alpha \\right)} + R g \\sin^{2}{\\left(\\alpha \\right)} - R g \\sin{\\left(\\alpha \\right)} + R g} \\sin^{4}{\\left(\\alpha \\right)} + 2 \\sqrt{\\sin{\\left(\\alpha \\right)} + 1} \\sqrt{R g \\sin^{3}{\\left(\\alpha \\right)} + R g \\sin^{2}{\\left(\\alpha \\right)} - R g \\sin{\\left(\\alpha \\right)} + R g} \\sin^{3}{\\left(\\alpha \\right)} \\cos^{2}{\\left(\\alpha \\right)} + 3 \\sqrt{\\sin{\\left(\\alpha \\right)} + 1} \\sqrt{R g \\sin^{3}{\\left(\\alpha \\right)} + R g \\sin^{2}{\\left(\\alpha \\right)} - R g \\sin{\\left(\\alpha \\right)} + R g} \\sin^{2}{\\left(\\alpha \\right)} \\cos^{2}{\\left(\\alpha \\right)} - \\sqrt{\\sin{\\left(\\alpha \\right)} + 1} \\sqrt{R g \\sin^{3}{\\left(\\alpha \\right)} + R g \\sin^{2}{\\left(\\alpha \\right)} - R g \\sin{\\left(\\alpha \\right)} + R g} \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dx.reducecero()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3b7272f1-2cc5-43ad-b31c-60c5cd6b24e0", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": 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" + } + }, + "cell_type": "markdown", + "id": "ab81df14-3d4e-43c9-bbcd-7dbae564e743", + "metadata": {}, + "source": [ + "![p010a.png](attachment:84dd77b8-dc1a-40fa-bec3-d24cbe7e32d3.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "c512835f-365a-4754-8aec-021b02a1c71b", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "0befbaaa-722f-4348-aa10-d0e41b859cbe", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=phybody()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "d8a58bc3-9e87-4897-972d-520eb087957a", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P.add_forza(F1,0)\n", + "P.add_forza(N1,pi/2)\n", + "P.add_forza(m*g,-pi/2)\n", + "P.add_forza(fr,pi)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "194a4955-4e3e-4ded-9e20-7004cfad08d0", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =F_{1} - f_{r}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fx=Fx=P.Fx()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "1f9a665c-b958-48fd-82a9-66810c07a654", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =N_{1} - g m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fy=P.Fy()" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "1477868c-7fcd-4cea-85e2-87a15a599371", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "markdown", + "id": "d4301805-5618-4651-8079-e5b7df56514a", + "metadata": {}, + "source": [ + "## Working whit two Physic object" + ] + }, + { + "attachments": { + "cb818d1a-58af-4268-8868-b88a55f9a371.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "e666b5a6-96b9-4083-aeb1-23ff8020e7ff", + "metadata": {}, + "source": [ + "![p030.png](attachment:cb818d1a-58af-4268-8868-b88a55f9a371.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "f8167f80-2a02-4aa8-9dd5-b7745c96d74b", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P1=phybody(m=m1)\n", + "P1.add_forza(N1,pi/2)\n", + "P1.add_weight() # equivalnet to P1.add_forza(m1*g,-pi/2)\n", + "P1.add_forza(fr,pi)\n", + "P1.add_forza(T,alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "8c1aedae-5d27-42d2-be16-c1bc35d235d7", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P2=phybody(m=m2)\n", + "P2.add_weight() # equivalnet to P1.add_forza(m2*g,-pi/2)\n", + "P2.add_forza(T,pi/2)" + ] + }, + { + "attachments": { + "94d9202d-b1a3-42c1-87ae-64b197451e85.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "8b00e3ed-a3e3-4176-b0d8-32bcd340b220", + "metadata": {}, + "source": [ + "![imagen.png](attachment:94d9202d-b1a3-42c1-87ae-64b197451e85.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "ba2cadfc-6b7b-452d-bc89-d09e47d569da", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =T - g m_{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# from P2\n", + "Fy=P2.Fy()" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "6b1ce4a3-98a9-4e69-9ad1-d5563431003e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle T =g m_{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "T=Fy.solve('T')" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "775b4ed5-8855-45ff-8b1b-6e2c053fe10e", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# from P1" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "d3130a1f-6d8e-40d1-904d-47af652144d2", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =T \\cos{\\left(\\alpha \\right)} - f_{r}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fx=P1.Fx()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "47cb9c46-86bd-42c1-afc0-6a920f533ef7", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =- f_{r} + g m_{2} \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fx.set(T)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "2a7e6fb1-9432-4c76-865a-f28fbb2028df", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =- N_{1} \\mu + g m_{2} \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fx.subs(fr,N1*mu)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "3083bf0e-bc13-48cc-9f69-a1c8b2ea909b", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =N_{1} + T \\sin{\\left(\\alpha \\right)} - g m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fy=P1.Fy()" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "c2a48dbf-fd52-4ab9-8cd5-ab592623aa1a", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =N_{1} - g m + g m_{2} \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fy.set(T)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "45e545d9-b6b8-445f-80fc-8f7ec3d478de", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle N1 =g \\left(m - m_{2} \\sin{\\left(\\alpha \\right)}\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "N1=Fy.solve('N1')" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "635a8ce3-db53-458f-b38a-ec3c1858e1d9", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =g m_{2} \\cos{\\left(\\alpha \\right)} - g \\mu \\left(m - m_{2} \\sin{\\left(\\alpha \\right)}\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fx.set(N1)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "c0e05897-6278-452a-b410-972514276196", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle 𝜇 =\\frac{m_{2} \\cos{\\left(\\alpha \\right)}}{m - m_{2} \\sin{\\left(\\alpha \\right)}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "mu=Fx.solve('mu')" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "9391ef86-2fab-4607-a057-498e4be1b5d9", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "2a422ae1-924e-4b6c-b44d-4033f9be8288", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "markdown", + "id": "a02fc3d7-1e8c-41b2-97c2-f0036f9f2a68", + "metadata": {}, + "source": [ + "## Working whit torque and adding forze whit x,y position neccesary for torque calculus" + ] + }, + { + "attachments": { + "e5e14786-609c-4624-9f31-b722b272a11d.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "0fac7f2d-2bba-4b85-93cc-adf17692e4b3", + "metadata": {}, + "source": [ + "![p040.png](attachment:e5e14786-609c-4624-9f31-b722b272a11d.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "38071338-cb6b-496a-bc51-cba52cff462d", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=phybody()" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "ea44c538-4135-47d5-9ada-97d924bddc92", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P.add_forza(R,alpha)\n", + "P.add_forza(2*W,pi/6,L/4,0)\n", + "P.add_forza(W,pi/2,L,0)\n", + "P.add_forza(500,-pi/2,L/2,0)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "1da80bcd-b11a-4f02-93fc-ee695fb199db", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle To =\\frac{5 L W}{4} - 250 L$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "T=P.To()" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "c3d96797-d557-4aaf-a919-deae21ca6289", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle W =200$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "W=T.solve('W')" + ] + }, + { + "attachments": { + "bab74f7c-ed56-4f3d-a005-4595cf8b00bd.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "c3b00c28-b980-44c2-84ad-4918b737f7df", + "metadata": {}, + "source": [ + " ![line.png](attachment:bab74f7c-ed56-4f3d-a005-4595cf8b00bd.png)" + ] + }, + { + "cell_type": "markdown", + "id": "474f1a07-1662-4cf7-9814-e2835430842f", + "metadata": {}, + "source": [ + "## More torque super easy sample... more advance come real nerd problems solve" + ] + }, + { + "attachments": { + "8530bde1-25bc-4fa3-88a9-7ec9492e5927.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "2c12e765-c88f-4918-9218-690bf3128c31", + "metadata": {}, + "source": [ + "![p050.png](attachment:8530bde1-25bc-4fa3-88a9-7ec9492e5927.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "2a64ac23-0097-40b0-803f-7cb672e6754b", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "e62603d8-3456-40ce-83d2-9e17e33c7717", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=phybody()" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "88a5e2a2-01d0-45d1-b49e-1bd3c4da5ced", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# Add several Forces in one step \n", + "P.addF((R1,pi/2,0,0),(3*10,-pi/2,b,0),(6*10,-pi/2,2*b,0),(R2,pi/2,3*b,0)) " + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "81845811-a805-45a2-b64a-e4484fb938ff", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle To =3 R_{2} b - 150 b$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "T1=P.To()" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "b19c9028-d3f6-4e67-8abb-ca8badd14a8a", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle To =- 3 R_{1} b + 120 b$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "T2=P.To(3*b,0)" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "3ddb3ee3-4fc9-47bd-b8e5-082120e00f89", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle R2=50$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle R1=40$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "R1,R2=simplesolves(T1,T2,R1,R2)" + ] + }, + { + "attachments": { + "780cf68b-4f54-492b-93ed-11fd0e92482b.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "14741175-15cc-45e2-8394-3db39fdd4c3c", + "metadata": {}, + "source": [ + "![line.png](attachment:780cf68b-4f54-492b-93ed-11fd0e92482b.png)" + ] + }, + { + "attachments": { + "982785f9-436c-4eab-b36b-e4005e89cb77.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "67435c5d-a689-4e31-94fe-9edfccf28b07", + "metadata": {}, + "source": [ + "![E800.png](attachment:982785f9-436c-4eab-b36b-e4005e89cb77.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "3b309dd9-f19b-45f2-b3f1-0eb15162c1aa", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "attachments": { + "8f931a18-34d2-4ece-91f3-cb81d8074ec7.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "f224d8df-650a-4336-8b64-0e290a80629a", + "metadata": {}, + "source": [ + "![imagen.png](attachment:8f931a18-34d2-4ece-91f3-cb81d8074ec7.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "061989a9-3ac8-49c0-841a-58d895365dd8", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle \\left(\\frac{a^{2}}{2}\\right)^{\\frac{1}{2}}$" + ], + "text/plain": [ + " 1\n", + " ─\n", + " 2\n", + "⎛ 2⎞ \n", + "⎜a ⎟ \n", + "⎜──⎟ \n", + "⎝2 ⎠ " + ] + }, + "execution_count": 39, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "L=get_hipo(a/2,a/2);L" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "05274a05-9279-4ad3-aa9b-d1f8035baacd", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAAABcAAAAsCAYAAACOlyPOAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAChklEQVRIDe2X31EbQQyHj0wK8DgVxHRgQgfQAbQQOoBH+y1DOoBUEKADkxKgAyiBoQPn+9arzZ7PTsKBebJmZGm12t9ppf3nZj6fN/JkMhmHHhLbAB5F+6XyY/OHfk2n0wHN+2xSl/YW4uW/H6ohT+jP8BgW+Abe44PaelEd+T1Ax71Q1gyqI1/j0t+8UfA6LQ1p+Uqc5vsTPIK/YYsC02z0OUeEX7Kt+LnE76QGF/QKYyogUvAH5CF8KwBSYMna6L8P/4S/5Hb4LQL629pljc/gB32QY/go/NFP4bQHst7ZJ3XkfLxDj1gOiHgEG02dImf0PY9wBpdZLyIVFKcZfFesXcUUFMLXvZDSl41jbHU7mRM4WuQs+xYxVGNgHbGmE3imksn6dCjAre5up5eUYEtFij78nIWr5SpsSuz6tijAL+i8qHton+b28q4V+JH+5TQc1uPVU0Fx1Pkcjg+Yjif48xqQMwdX5DnUoR2X1qYo0rIR/C34yrRu0/L+adnhLN7YLtru0Pcv6EY30doLmnPce/IaXvlepH9EX5zrXpOe/2fYy5XYAqfDK+xHdnSAAB3KwN5e5fZB901zpw1OV2MrLRif4WPYC9jHzjoSSJ9CjHEWXn3ONlELPIz/Ib2MfY0505qMeIA9zbgvuCCrLun4UPpoK+fR8y9JZMsvghjiImjoT0XtG3mAFQmgwKYjVlDzZuCAWsgbPhLvx7cBB9D3jjVopevVkQPoC2yILGuedqJXgQN4BMpuHTG6z21z3z8tAFjAfWQpoICQH/QoWLwVVVaQ/4ukIezOK5Qjs4C36PG+jP4DbKmonXVOR2xfd6F0jc1/GP5BiH8Pvs2duvlepnJw/QZejT2erA9YGAAAAABJRU5ErkJggg==", + "text/latex": [ + "$\\displaystyle \\frac{5 \\pi}{12}$" + ], + "text/plain": [ + "5⋅π\n", + "───\n", + " 12" + ] + }, + "execution_count": 40, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "alpha=pi/6+pi/4;alpha" + ] + }, + { + "cell_type": "code", + "execution_count": 87, + "id": "e9445d7d-cc32-4929-9699-38f5a4273116", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P1=mparticle()\n", + "P1.add_geoforza(Rx,a/2,pi/6,pi-pi/6)\n", + "P1.add_geoforza(Ry,a/2,pi/6,pi/6)\n", + "P1.add_geoforza(M*g,L,alpha,-pi/2-alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 88, + "id": "08e4ed13-847b-4486-ba6b-870ca20ce218", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =- M g + \\frac{\\sqrt{3} R_{y}}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fy=FyQ(P1,kope='s')" + ] + }, + { + "cell_type": "code", + "execution_count": 89, + "id": "c339a47d-b641-4a0b-b45f-c4c4e8c505e3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =- R_{x} + \\frac{R_{y}}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fx=FxQ(P1,kope='s')" + ] + }, + { + "cell_type": "code", + "execution_count": 90, + "id": "bdce84e8-1457-4952-9596-50ecad2c7b5b", + "metadata": {}, + "outputs": [], + "source": [ + "P2=mparticle()\n", + "P2.addF((Rx,0),(Ry,-pi/2),(m*g,-pi/2),(fr,pi),(Nm,pi/2))" + ] + }, + { + "cell_type": "code", + "execution_count": 91, + "id": "4bb60cbb-a431-452f-ad96-2ab41d415a71", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =Nm - R_{y} - g m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fy2=FyQ(P2)" + ] + }, + { + "cell_type": "code", + "execution_count": 92, + "id": "8ccd1229-d722-4810-a7a8-ff2cb07277b2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Nm =R_{y} + g m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Nm=Fy2.solve(Nm,'Nm')" + ] + }, + { + "cell_type": "code", + "execution_count": 93, + "id": "6aaae49a-9932-4912-b4dd-ba4b1a4801d5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx2 =R_{x} - fr$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fx2=FxQ(P2,'Fx2')" + ] + }, + { + "cell_type": "code", + "execution_count": 94, + "id": "b258099b-be7d-4a7c-8825-19f513343221", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx2 =R_{x} - \\mu \\left(R_{y} + g m\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fx2.set(fr,Nm*mu)" + ] + }, + { + "cell_type": "code", + "execution_count": 95, + "id": "8a1e6982-6fc4-424a-be13-3860240fb8d5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle mu =\\frac{R_{x}}{R_{y} + g m}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "mu=Fx2.solve(mu,'mu')" + ] + }, + { + "cell_type": "code", + "execution_count": 96, + "id": "bc4db5c2-9ee1-401c-a76e-c19b7b5c375c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# EASY FOR YOU.... yes you right.. \n", + "# a little sample that what comes later" + ] + }, + { + "attachments": { + "780cf68b-4f54-492b-93ed-11fd0e92482b.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "cf7538ef-2869-4175-b50d-ff2ea1fde0fa", + "metadata": {}, + 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+ } + }, + "cell_type": "markdown", + "id": "6a965e1b-e325-4a4f-8be2-8513bb3488da", + "metadata": {}, + "source": [ + "![imagen.png](attachment:817e226a-efc2-49b9-87a0-2315b4976744.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 97, + "id": "f80a2fa2-6bb0-4e7b-a0fd-af9d939eb9c1", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from physic_lib2 import * # run this to reset all variables" + ] + }, + { + "cell_type": "code", + "execution_count": 98, + "id": "80b9b959-aca9-4103-be25-cdb01c6de8ce", + "metadata": {}, + "outputs": [], + "source": [ + "alpha=pi/4\n", + "P=mparticle(v1=0,y1=L,y2=h,x1=0,x2=L-h)\n", + "P.addF((m*g,-pi/2),(Nm,pi/2-alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": 99, + "id": "be0c2a52-97e3-4df1-9025-42c02ccd112d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fry =Nm - \\frac{\\sqrt{2} g m}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fry=FryQ(P,-alpha,kope='s')" + ] + }, + { + "cell_type": "code", + "execution_count": 100, + "id": "7942d4ed-e373-4d7e-8f33-743ed61bcf73", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Nm =\\frac{\\sqrt{2} g m}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Nm=Fry.solve(Nm,'Nm')" + ] + }, + { + "cell_type": "code", + "execution_count": 101, + "id": "d60e2352-505d-49f3-845b-e442067cf870", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Frx =\\frac{\\sqrt{2} g m}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Frx=FrxQ(P,-alpha,kope='s')" + ] + }, + { + "cell_type": "code", + "execution_count": 102, + "id": "3832dc66-4f70-4d37-83ff-c11b98c524c2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\sqrt{2} \\left(L - h\\right)$" + ], + "text/plain": [ + "sqrt(2)*(L - h)" + ] + }, + "execution_count": 102, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "(L-h)/sin(pi/4)" + ] + }, + { + "cell_type": "code", + "execution_count": 103, + "id": "6b68677f-a26c-4844-aeb9-2ad22728dc7d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Wo =g m \\left(L - h\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Wo=MyEq(Frx*(L-h)/sin(pi/4),'Wo',Pobj=P,ktype='Ph')" + ] + }, + { + "cell_type": "code", + "execution_count": 104, + "id": "48ac9609-b166-42aa-bfaa-08779638de29", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle E_t =- L g m + g h m + \\frac{m v_{2}^{2}}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Ent=EtQ(P)" + ] + }, + { + "cell_type": "code", + "execution_count": 105, + "id": "67402e77-444c-4930-b145-b0af923b6f29", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle e1 =- L g m + g h m - g m \\left(L - h\\right) + \\frac{m v_{2}^{2}}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "e1=e1Q(Ent-Wo)" + ] + }, + { + "cell_type": "code", + "execution_count": 106, + "id": "923e1ebf-4d44-41c2-be48-ca289782fb42", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle e1 =- 4 L g + 4 g h + v_{2}^{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "e1.reduFac()" + ] + }, + { + "cell_type": "code", + "execution_count": 107, + "id": "6e3ffff0-ed89-40e6-9160-b2eb8b520d65", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle V2 =2 \\sqrt{g \\left(L - h\\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "V2=e1.solveR(v2,'V2')" + ] + }, + { + "cell_type": "code", + "execution_count": 108, + "id": "17109161-5c51-44e4-8172-9676298832db", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle fr =\\frac{\\sqrt{2} g m \\mu}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + " \n", + "P2=mparticle(v1=V2.ksym,v2=0,y1=h,y2=0,x1=L-h,x2=L)\n", + "fr=MyEq(Nm*mu,'fr',Pobj=P2,ktype='Ph')\n", + "P2.addF((m*g,-pi/2),(Nm,pi/2-alpha),(fr,pi-alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": 109, + "id": "4f4ccf42-3cb1-41db-ac7e-ea0d907df094", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Frx =\\frac{\\sqrt{2} g m \\left(1 - \\mu\\right)}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + " \n", + "Frx2=FrxQ(P2,-alpha,kope='s')" + ] + }, + { + "cell_type": "code", + "execution_count": 110, + "id": "bcdefa8d-fd3d-4cab-b20b-edf8ca1f613c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Wo2 =g h m \\left(1 - \\mu\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Wo2=MyEq(Frx2*h/sin(pi/4),'Wo2',Pobj=P2,ktype='Ph')" + ] + }, + { + "cell_type": "code", + "execution_count": 111, + "id": "beca56d4-5509-4b9e-870a-b2b33bdd323b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle E_t =- g h m - 2 g m \\left(L - h\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Ent2=EtQ(P2)" + ] + }, + { + "cell_type": "code", + "execution_count": 112, + "id": "e2e7bbae-dc11-4979-ab75-83b90a7da44b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle e2 =- g h m \\left(1 - \\mu\\right) - g h m - 2 g m \\left(L - h\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "e2=e2Q(Ent2-Wo2)" + ] + }, + { + "cell_type": "code", + "execution_count": 113, + "id": "a3ad260e-1348-47a3-9502-064ec0242060", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle h =\\frac{2 L}{\\mu}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "h=e2.solve(h,'h')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5064e269-67b2-4912-af8d-538a96cb3c6a", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a91d2ab3-1770-463c-8731-1ac5b9dda316", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "61fa08bf-36d4-423c-84ef-5f74280b1d30", + "metadata": {}, + 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" + } + }, + "cell_type": "markdown", + "id": "0f1be7e9-54b3-4823-9bcd-1263df31a68f", + "metadata": { + "tags": [] + }, + "source": [ + "![p010.png](attachment:a2596691-eaf7-43d3-9257-40c140afc15d.png)" + ] + }, + { + "cell_type": "markdown", + "id": "bced02c4-738b-4615-b240-ac793d308df8", + "metadata": {}, + "source": [ + "# Variable declared in lib_physic2 from Atb\n", + "m,m1,m2,m3,m4,M,g,x,x1,x2,y,y1,y2,X,Y,a,a1,a2,a3,v,v1,v2, w,w1,w2,aw,aw1,aw2,\n", + "F,F1,F2,Rx,Ry,r,r1,r2,R,ax,ay ,mu,mu1,mu2,fr,fr1,fr2,N1,N2,Nm, L,L1,L2,h,h1,h2,b,H \n", + "alpha,tetha,ac,at,alpha1,alpha2,t,vx,vy,vxy,Po,Ti,I_n,a_w,Fc,a_c,a_t,aw,ax,ay,Io \n", + "T,T1,T2,t1,t2,t3 ,K,X1,X2,X0,d,W,P ,mu,Nm,fr,alpha,L,h,x,y,R,rho,z,z1,z2,A,p= \n", + "xo,yo,zo,beta ,yp,xp,pp " + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "c9c0b96e-f0b2-4ca8-8955-d61b77d450b3", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# Steep 1 : Creating sympy variables Not neccesary but....\n", + "m,g,mu,N1,F1,fr,alpha=symbols('m g mu N1 F1 fr alpha') # mass. grav mu Normal Forza frozz " + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "c2d89f06-2f04-4f57-b6f1-ee7d24b15375", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# Steep 2 : Creating physic object P \n", + "P=mparticle()" + ] + }, + { + "attachments": { + "84dd77b8-dc1a-40fa-bec3-d24cbe7e32d3.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "13a598d1-2dc4-4572-b6b6-f033ac9e2990", + "metadata": {}, + "source": [ + "![p010a.png](attachment:84dd77b8-dc1a-40fa-bec3-d24cbe7e32d3.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "f76e2218-61a7-45ef-9fe5-4370017c3b46", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# Steep 3 : \n", + "# function P.add_forza(value,angle respect x axis, pos x , pos y) default pos x and y = 0 \n", + "P.add_forza(m*g,-pi/2) # adding weight\n", + "P.add_forza(F1,0) # adding F1\n", + "P.add_forza(N1,pi/2) # adding N1\n", + "P.add_forza(fr,pi) # adding fr" + ] + }, + { + "attachments": { + "59b0805c-5438-4f37-8d71-860a4c7154dc.png": { + "image/png": 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AAJ2phUb/npLhHr//bb+M5rcLrYUBAAAAAK2shWqqB+Ua0564P7dB1hCoAQAAAAAtrsWuUw0AAAAAQPtorUtqAQAAAADQRgjVAAAAAACkRKgGAAAAACAlQjUAAAAAACkRqgEAAAAASIlQDQAAAABASoRqAAAAAABSIlQDAAAAAJASoRoAAAAA0HH2798vP/3pT82txiFUAwAAAAA6xoMPPijr16+Xl770pTJ//nxzb+MQqgEAAAAAbe8HP/iBvOtd75Lly5fLn//5n8vrXvc6Oeecc8yjjdNTUMw8AAAAAABt5a//+q9ldHRU/v3f/93cU3THHXfIm9/8ZnOrcQjVAAAAAIC2sm/fPvnKV77ihelf/epX5t6yVatWyT333GNuNRbNvwEAAAAAbWH37t3y0Y9+VE499VS55pprQgO1dtVVV5m5xiNUpzEzJcMDA9LT01OcBoZlasY8BgAAAADI1J133imXXXaZnH322fKFL3xBDhw4YB4ROXvJS+S1y84zt0SWLVsm73//+82txmvZUD01XAytA2P1pdWsllMyNSwDfUMyMT1t7lCmJ2SoTwVrcxPoZjNj5js3zDei1bGtAABAK3vuuee8/tKvfOUr5ZJLLpEtW7aYR4redMoq+dbb/kTy7xmXxw7uM/eKV5PdTK0ZqlVwHZoohtbpzVsldRzOajklUzI8NCFWnLZMyBaOS9HtZsZk3Yj5zk1s4URTK2NbAUCFmbFhGRgY8E420ggRmDtPPvmkfPrTn/ZG8f793/99+clPfmIeETn26GPk/SveLPe++/Pynbf/N1lz+u/I7b/8ifx8X7EZuL6E1h/+4R96883SkqF6asuEmVNWrpBeM1urrJbjmxnbqKKz0T8q+UJB8qP95g6RHbu6/OfXaxZvmsRT89X6VKga0NuqZ1iyasgxs3Vz+aRT/3nSZ2bRethW7W5GxvTvbcv+1rb6+iEo85Z9bWlKbh6ZkOnpaZmeGJI+9l+g6WZmZuTDH/6wd33pP/7jP5aHH37YPCLyogVL5U9eeYX84j/dIre8cUReftJy84jIn/20XIP9gQ98QE488URzqzlaMFTPyK4dZlbJXTpo5mqV1XJ8+oe2XEed27DeC+m9K1YW71BWrqg3trcxHdC8ZvHmdgVzgKX/YOszwNbkhfCQibPEcfwTGAPpArG3vUZMqJqQnXlvpk4zsnWztQNkcCILjcK2antTN4v3J0kd+Ndy3D+juzCZ39eGavX16zT+SdKBYRlLMciL7gpSatk3cnMXt1wZlPHJnJSqS9T+290nGYDm+c53viNvf/vbZcWKFfLlL39Znn32WfOIyPknni5fff2V8ov33iKffNV75UULl5pHin7+1C+9mmpNZ4hrr73Wm28qfUmt1jJZyKnV0qumoqu6lVZWyzHyowX1I1tcXv9oIW/uLkzmsnuPdqXKoFQ2espNlsvHyI/2lx9PPPUXRoMLgscpT3t/TCRfGO23yrnm10exv3NSULsBWhbbqt2l+Q0I/g43cru3+vp1GpUDnbLrr+WPp318oycK3jq20xPHIkCjHDp0qHDLLbcUVq1aZX3nilOP9BTedtpFhW8P/X+FQu6bsdMfnLO69DoVzM3Sm6v1aqqntlhNrOtokpjVcgy7qWT/2jUVtTr9o9dIvXXhbWlqWHrsfua5ScmPD1aUj12jn1hug6yn+qy66Z1SS0XzzNi6Yg2Sp19GNxVbXdTN/s6p5Z5He+LWxbZqe85v6vSI3FylalHXRPZZra30b7X6qW6YVl+/TjN4zWi5dlWZHulLWMM6JcOlVkuK7tpGwasCHbe6903LyLoxWs4BGXr88cflU5/6lJxxxhleU+17773XPCKy8Oj5knvZ2+Rna78oU4M3yFtf+grzSLhHDz4lf5P/nrkl8rGPfczMNVfLheoZq812WHhNKqvl+PI7/T85/bJ2jbU09cNbKBRke1emv+LAbSURgdrTd571B18FuXze65Ouyy5y4g97pN41a63yrGGQPGtwKq1/dFNmJy7s75z60on9NUFrYVt1APW3ZzJn5pWJjTEH/VPDTmDtV7/VDf99bfX16zS962V7vjJYx7ei192yhqwTbDmZ3J7RSdYO0Lt+gyoRI8GJIQDV/fznP5dcLuf1l/6TP/kTeeSRR8wjIi857iT51Kt+z2viPf66j8g5J7zUPBLvC/dtlcMvHPHmV61a5Y0QPhfqC9UzUzI2PGAGO9J9eeo/kxcZXmuU1XKK7P7ZK6Vju07XuD2nhq0/xubsdmTR5HdaZ8L1QXxv9/zhbsD3RKVqWWsdPSUdJG/qZrdGYlNcoq5xvcvfOb2J6z+RFWfGGxTP6o8/l9eKb8T2bbBatlVLlXVAqnULbi89LoFzsGyN/xBS0+f1+TWP69cOJykM856l12TUR3NwfNI56F8XtlzTmsjXP5qX7U0KrHO3fg3YhmlV3d8ypIN1IS/W+KkyMRQ17oYuoz631VJ+PGWLu04t70G5xirM2BNDQFPcJTeW9u300413mcU10e233y6Dg4Pyspe9TL7yla/I7OyseUTkwpPPkk1vvEoe/E//Qza88j1y8oIl5pHqDj//nHz+vm+ZWyL/9b/+VzM3Bwop5YP9aM2UuB9PfrIwmuu3+innCqPqPvUH2CwrYR/lrJYTx+lvlHR5+WIZOX1X1bpNRpVPvjCpPod+Xn8u2Ce5/Fjx8fj+afm8ev7kqFMueplxat6eTplU72/k9JWrq79Wh5drLdSyS8tM0mfRfn6VbVb7erv9tMOKxd4O9bC3mTs1f1yDhm7fFPL6t6/fKh/v99A8WFJ9W/kaV9b1fy9rXjfztyL0NVYhRPcFDoxFYE2xu3Swv2qS19Qi7nsdeO96v3upzMH6Zb4N1etq+7ujJNzfGsMdM6HyOxEsh/r6DHd2edtlWV85AfX7YeEz9r6dcvrMD83imuAv//IvC+eff37oerzzjP9Q+M6ajaF9pJNOX339laXlLVu2zLzr3EgVqp0f0LBJ/ajG/YTlR8MPRJ0pwY9gVsuJpw9SQ5brTME/WPGvCT3gdg48rOU5JwisSZVx5B+Q0Cn6IDjN9rQHRUkSIGp9frjOL9fa2J+h2h979+AmbhukW+8q65LkJIw+iPKWH12mwcF4glP6fat2qcqp9BkTnASphd6fI78bwfJOtt80tKxTfC/td6t53SKCbXHqdw7wne3qv2/UevlT1PaMe98M9wG3PEx5tkKgNpq9fpluQ/19qfXvTg37W8ME18F6U3d7VPvbUV2nl7f9+Zr5Nwao1D6h+p577imcdNJJFe+98Oj5hY+cv6bwwBVfCQ3JtU4vO+G00rJvvPFG8+5zo+ZQHTyQLNUyOAdJ0T/SwddHTdV+uLJaTjXVDt6Kkx0C4v8gFKfK8gn9o6SX5bwu+eSc4VVT1B+VVNvT+QMWHYDK3ECX7g9cF5RrCs7+GVewUSEmIPV62/tE2MFS1fe395HwcqlYt9HKdWvWAU+6cor5jF4oLi+zWqsJW1RtuT055VJtWymNLmtn+Ym+l+V9pvZ1Cy5XH2TnI8u3ct3c14dv67B9Oux19n1JfjuTCtQI5nLue9exrbLR3PXLdBsGfvMrp+D33H2vavtbI1V+V9R6OPdlE/A7vrwT/GYCzeGG6mbWOKfx8Y9/vLSuejr52OML+feMh4bjNJMeFdxf9sKFCwtPPPGEeee5UVuoDpwNdP4QJghaFT/w6sDRb82jDwztx+J+6LNaThLB93ImdRBsv7dWcQa4vGLuD39gxSrDUfAgpPhHqXQArX7YJ/W8/Ry1Pjl9gKme6Kx3VCGk3J72spMdDFUPTNV0Q7mmkmh57meOWu261tv+3oUcdDjlFnZQYi+/2uNqctbNeu/Iz5al1OVk76vW98Df94JTWDkEVPw+6Vp+70Ux27zKtmpGWaf5XhY/Vu3r5pZR9e+c+x0fDZSj9X6x2zrsM2r256y+LjUJlI0/OWU0l5q4fg3Zhgn/7tS6vzWa+xncyf6e1KPzy9v+3qY7hgGy0V6hWgsG6/NPPL3w2O9/LTQk1zqtPvXC0nI/+tGPmnecOzWE6vjwYh/Q1Hyg5ok44AzKajk1sH/o9RnXSHYZhL2387j742+/h34L949U8QAzKee1kQfmabdnmoPCwHvpkxH+ZN9fmgJl1xXlmlZMeDKasd7Bcg0Kboeg+NdXBq6yBoaUUPWUk/1asx9HBA3nORGcMlOT+1sYXS6tUNbpvpfp1s35/Y4rUMNeF/0b5c874UCL29bOdq38PdOPxf4tScteJz014j3q0aT1y2QbOuua/O9Orftb4wW+Nw1Yt24o72p/w4DmaL9QrV133XWlddbTOUtPrTtY37/2S6Xl9fT0FHbv3m3ebe4kDtXOQU/IAZX9g1P5hzLuYMiI+MF0ZbWc2iT7MU2wbpFnae3X6j8m1sF3SICJ42ynmNem3p72Z4guDFdscAifyn8cu6Rc6xC/biFBLkS9622/vvLAJrgdzN0l7jaueH1kQHFfl1FxxqqvnOxtoV8b/Nz6nipl4Qt8p2LLLLBPxG6rppS1vawavpcp183ZJrrcI9+gyH1+cQrbDs6+4Lxpwm2YOVWO1vt6U42/c43VvPXLehuG/lY7+2P5t6DW/a057N8eNdX3Ba7QFeVtHVs27zsNBLVnqNayDtYfOOctpWW9613vMu8ytxKGavcHueL3zvmxC/nBqRp0Az+oUX9os1pOTdxlRv4tijzgs0T8UXDfI1fIlf5IRCwngtv0Pax8fHVszzR/WJz1qjb1q+VaNVXdUq51sd/X/Wz2AUf0+9W/3rHvY78+7DsZ2D+C7x92IFZqFmym7MoyTp3lFCiHyYgDzOgDT1/gdy7kOXHbI+6x5pR1uu9l6nULbBfveer1ujtHGPcgXU2hf0di9gXn/eJ+L7IU2CfsKWT/aL7mrl+227DGvzs17m/NUeW3q05dUd72+2RdgEBi7RuqtQ0bNpTWXU96kLFH3/c3oaE5btJh3F7OD37wA/MOcytRqHYOZip+LCv/WLq/N+7jYQc9zvL1FPqDldVyamW/b/RBX9gBXwU7PDjl6P6x8adaDl6TB7/Auta4Pe3XJi3eiu2im33rgWpGdf/lycKk+uunL1cVplvKtV7OQY2/4KiDkID619t9TsXjdhlWPhjYRsHvWOX7B6datmc96i4n56DMGqgpuKzI/dmotk86jwfXI25bNaus03wv61u3YPguTmasBPOcouD7hP/muyHC3QaJfrMyFVhnvc8E+qA26zsSrtnr16RtGPM9Tb6/NYtd3tHHMel0SXkTqtES2jtUa2F9rMOCc9z08VdeUXr9RRddZJY89xKEavcHM/jHr+IMpZrc3xv7x7z6AaA3hf5gZbWcWlV5X8Muh6gDhOjnuAcYxSn6vYIqgl/sX5H6tqf9xy9p8TrLrHGbdEu51q0iQLvrE/1eWax3/HvF7TOVyw8ekIVtw+LUXxqUqxkyKKew36iwA9DYkyHx6+G+Vk/B5cdtq2aVdZrvZRbr5l7/ujQ5B+hu+YT+XgW2o/uU+O9C9gLra5djYF+o6N/aFHOxfvVuQ/1w+bGK75hR/TlJ9rcmif1NqVeXlLddho3/YgMR2jtUHzx4sPCmN72p/P1U0xdf++HQ4Bw1HfrPtxVOPHZx6fVf+9rXzNLn3lFqharIy85pMyv9snZNr5kXmRkbkKGJ4nx/v/q5CTOzS3aYWek/T/rMrDYzNSw9/gKqyWo5tbLfN9KM7LKetHJFuYxK1DqWV9EtxzD9o9fIoJmPoz97X2nB/TKaH5fB2EXXtz17V6w0cyI7ds2YuUbpnnKtW+8aWVta9IRsHFgnI/769I/KNZEfeu7Wu7z8fsnlVGTyTMvOvJkNo9YjNzop+XxBtm93t8nM2LAM9PTI8JS5wzElw+qxnp4B9Xia/bYx5dQ/uknWx+5XO8T5ms1slc2l9cjJBvvFM2My0DeiSjAjqcu6dkm/lyWp1q1XBse3SyE/KaM5aztNj8jNpefa21m9zXn2XxpF/S4MlH4XlNykjDsr7u4nwZdna0bGBvrK33O1P0wWVFmYW9K7XjaptOObGOpLuO/X+13xNWr9qql3G2b1dyfJ/mbLqtxD5Hdm97tQoV3Lu0a9K6R89AOgVrOzs7JmzRr57ne/a+4RUYFaPnzekLmVzP/c9R158tAz3vypp54qa9eu9eZbQYJQbTMHvDNT6o9lj/T5fy3Vj+T2DQnC1vRO9fOrzajfyAErtKhFjI6qn0pjYov68xIjq+UkYf8xCoT5KBWfXx/sWutY/UA66o9GgPpD4wS/yU2yJj8mY8Pqj9jAgPrjrP9AF6eB4TFVWkH1bc/p2PTjc/9gVvzBrUG3lGs6vbKmnKpletrfa9X6b1qvHk0im/WOe7z4mPnelpa/QcYvLc5Wk9uwXcbXD0qv84H85U2Uv6tBpZNj0+rg/eY6fxfSldOM/UXQ+kdlU9gO6xy8TcvmrcUym9H/hB4cFz9/OVD3q/98KyXsGNUXt61Sl3XNEn4vLXWtW++grFcH35PWgXdUOUzv3KqWqqllj6nvvvpdKC1bbb+8mw4S0yftdPDvqeOsxNSwHVjNiT9zy9e7Xn9Oc0PRwXVAvWf0Vlcy+q40bP1qVO82rNg3av27k3R/y/Q3yuX89iQ8jkmrbcq7VokqWIDmuv415ePRJNOltz5iXtlcOlC//e1vdwL15/uHQwP1vsMHzFy4z/30n8ycyPr162XevHnmVgswNdYxopvdeZPftMZpXtRfvr5gtdfrfi9eS5qo5/nNF7NaTm2cvj4xzYjspknetWK9e/OFydFAX5/QZQTWOUlzpdCmpFUmr4CqlGO17Wnfn2Q91TPspmFRTbuidE25ZsFZdnGqXt5ZrHeVbRxXpmHLd7ZToGmheqz81vmC15euWtNDj7ucyKdFqr+cnH1ZTXHrEHxucVL7f8g2diavKbT1WZ2y1OK2VVZlXU2K72Vm66bHb5gsjAaaiZaeXq18/SlynYPla/XpVNvF+92yHk9bhM7fparLCZSdnmLL3H1+mnVs7PpVUfc2DHz/av67Y6uyvznqL/cozufJcsFa25Z3bex9utbjGCA7bvPvWqd3/e2vzXKaJ2mT7xf+n28U/uCc1V4f6yfW/W3F43ra+rZPlJaxcOHCwv79+827tIbaByqzJm+ERfOcigMlq99O+AGimtSPp/3bFPo860c0q+XUImmoVm/qvl/YFPn6QNlV+wuQ5L1CJv8PQX3b076/vI2jucup+Y9R15RrNtx9P9mJpPrXO3BQXFHOIQfNenK2W8wykm6XKt9xu2yq7Qph6iunwOersq6hn9lb6eDyy1N5PaznVLxPlW2VUVnHC3yGpBsjxbqF9rEMTvb7J3gPd3tXivw7FZhSH5gH1jHZclSZB76Dca+r67vShPWLlcE2TLKMsO9AzftbQL2/UVGcfTLLBWttXN7J2b9Zyf6uAo3RXqG61kDtPycqWL/51AtKz7nyyivNu7SOhJfUyjs/XsWBYUJ+VdQPY/Gsoh510X7cfb3061rlfMiPrP2HNew5WS0nOfdAOj4AxR1Mxf9RcQ90Yw8mSmVsTbocvJG09VnayjLLT46q8rD/ENSzPe11TfLHpYbPFqE7yjUjpVqD4n6fTP3rXf2gLfCdDBuV1V9+4CRZcf3814ZP1fcr66AodSDM6nuT7IDZeS97P1fb2C7L/pxda6vYNUchbxS/rbIo62rS/ibUum72gXDYVPkdsX/vc5PuPltRzlGq1dxV7N+1cMuutn1Zvba0T+nPbu6uUM93pRnrFy+TbajE7Wvhf3dq399c9ZR7nLTft2Tat7xroH7TS8vNdNsAtWqfgcrSBmp/Cgbr+9d+qfTYUUcdVdi9e7d5p9aRMFR3s/IfCf3DXk0+0FypeOBtHoxjBYr4d7H+aCVddsbsP36J/kA7Qc/cV6NuKNe2lric01KBqqIpoNqfdDivtq305Xusg8q0+2DdSmXU4IMy6wAw9PtZdVvVUdZJpd5fals3+8SE/1x9oB/V7aL821ZnbVRIE1T9m1V3dw9r23rLzDgg1f1dafT6JZDZNlRq/btT6/5W0uDfqHLwrb9MgtqyvGvinpSYs78fgKc9QnVYoP7caz7ohGk9RQVqf7KD9boVby7df/nll5t3ai1dFaorfoCrTo0KCG3OOXCijNCiJkfVQZn9fZ6bg/xms096cQBYC/vguUV/1+zf3ppPSMTI6rvSqPVLrA22oa3tf6ParLzTcPZpaqkx11o/VOtAvXq1G5TDArWePnL+Gud5v/u7v1v49Kc/7dx34clnFXb+X1907tu+fbt5t9ZS4+jf7a40BiXqMXip5MysyIQMZXVdHSBDM7s2izcIen9ORvXllwoF2R4/PHwHsEfbb/QlnTqNdWmgBo+QnNrguKggI/l8Xh1VjNd2GbIYmX1XGrR+ybXBNrS0/29Ue5V37aZk2Bp5PLch6ZU0gO6kR/l+5zvfKdu2bTP3iKhALSMvf5e5VfaRf/2SfOG+reaWyOWXXy7/8A//INdff738xV/8hblX5O7Hd8tFt42YWyKvfvWrpWGXp61TV4XqwXGvZr6GaS4OCtrBoIxPlmO1TAzJwFgGl6wAMqQv1+N9j9XB/Xp9+SVzfzuaGtaXwxiQsWrXr5262bo++Vqp8UpV3W1qi5QPn1tZr/S61xKrW7bflezXL7G22YZFbf8b1WblXRt9nfWh0ufrH80Hrq8NwOZfNssO1J+9+D+HBuqPbv+yfHHnpLlVDNT/63/9L3NLBe6PfET+/M//3NwSOfj8YTMncvXVV5u51tNlNdXIzOC4c33R6ZHi9UUBNMq0jMRex1cdBG4sH+L2r13T1icSms25lu/KFZRdG2IbNlcnl/fM2DrrBOWobOr4Vk5Aen4N9Xe+8x1zj8h/v/gP5GOrLjW3yq7cPu7UUF966aVOoPZdeeWV8vnPf97cKjr99NNl7dq15lbrIVQjtcHxvIxaLTCmJ4aEXA1kb/CaUfG/avp71tczIMNjKlyX0vWMTA33lQ8CJScbOAiswYxs3VwqPOmn3XwbYhs2VyeXt/vZaPYNRNOBes2aNRVNvq9edZm5VfaH//ol+Yv7vmVuiRfE//7v/97cqvTRj35UvvjFL5pbIv/lv/wXM9eaCNWoQ6+s356XyZw53O/P0YcTaITe9bI9Xw7WutZ6YkSF6z7dLFxPfWJ1/ZPcJF1XamP1DVVWruAQuv2wDZurk8tbHdtsGpVcLqd+S2n2DUTxA/V3v/tdc090H2odqL9kNfnWgVrXUM+bN8/cE+7DH/6wfO5zn5OFCxd638lWRqhGnXplcNzqF8ZxDNAYOlgX8jLqn8QK1c9BYN0Y4K39sQ2bqwPLW/3ejo+Pq99SDmqAMH6TbztQR/Wh1k2+7UCtm3z/0z/9U9VA7RsZGZF/+7d/k+OPP97c05oI1QDQNnpl/fh2yecnvXBtx+v+3KhM5rdzEJjKoFxj+rL05zYwwFtbYhs2F+UNdKuwJt+fefW60D7UV/3wqzU1+Y7y8pe/3My1rp6CrmIEAAAAALSou+TGntfI9ebWZ35YkOsuNjea6M1vfrNTQ60D9XUXvtvcKtOBevSn/2RuJW/y3a6oqQYAAAAAxLrkkkucQP3p3/n90EB99Q//hxOo3/Wud9XU5LsdUVMNAAAAAIikA/Wdd95pblFDHUSoBgAAAACEShuo3/a2t8k3v/nNjg/UGs2/AQAAAAAVVq9enTpQd3qTbxuhGgAAAABQcujQIa+G+o477jD3iBemwwL1H/3bLU6gfsc73iFTU1Myf/58c0/nI1QDAAAAADw6UOuaZruGWodpXUsddP3/3iQ333ObuVWsof6Hf/gHc6t7EKoBAAAAADUH6hvvLgdov8l3N9VQ+wjVAAAAANDlCNTpEaoBAAAAoIsRqOvDJbUAAAAAoIvpUb7tQck2vOI98qnf+T1zq4xAHY6aagAAAADoQlGjfIcFah2m7UDdjaN8RyFUAwAAAECXqaXJtw7Tupbap1/XjaN8RyFUAwAAAEAXqTdQ0+TbRZ9qAAAAAOgiwT7U/+8r1sp/+533mVtlG//97+TjP/obc4tAHYWaagAAAADoAlF9qMMCta6htgO1DuIE6nCEagAAAADocPU0+daBeuvWrQTqCIRqAAAAAOhgWQTqY445xtyDIEI1AAAAAHQoAnXjEaoBAAAAoAMRqJuDUA0AAAAAHYZA3TyEagAAAADoIATq5iJUAwAAAECHIFA3H6EaAAAAADpAWKAeefm7CNQNRqgGAAAAgDYXFag/95oPmltlBOpsEaoBAAAAoI0RqOcWoRoAAAAA2hSBeu4RqgEAAACgDRGoWwOhGgAAAADaDIG6dRCqAQAAAKCNEKhbC6EaAAAAANoEgbr1EKoBAAAAoA0QqFsToRoAAAAAWhyBunURqgEAAACghdUTqNesWUOgbjBCNQAAAAC0qHoD9ZYtWwjUDUaoBgAAAIAWlEWgnjdvnrmnPk+c1udNqESoBgAAAIAWU0ugHv3pPzU0UCMeoRoAAAAAWkitgfqqH37V3CJQzwVCNQAAAAC0CAJ1+yFUAwAAAEALIFC3J0I1AAAAAMwxAnX7IlQDAAAAwBwiULc3QjUAAAAAzBECdfsjVAMAAADAHAgL1B8+b4hA3WYI1QAAAADQZFGB+ouv/bC5VUagbm2EagAAAABoIgJ1ZyFUAwAAAECTEKg7T09BMfMAAAAAgAZpRqB+4rQ+MxfvpF/kzVwy/nJrfV03IFQDAAAAQIO1UqAOUy0sE6qjEaoBAAAAoIGaHaiTBN+wAB73OkJ1NPpUAwAAAECDNLsPddLQq5/nT756arq7GaEaAAAAABqgXQYlCwZre0J1hGoAAAAAyFg9gfqyyy5rWqD2BWutfYTr6gjVAAAAAJChegP13//93zc1UNv8cB0WsBGOUA0AAAAAGckiUB999NHmnrlFzXUyhGoAAAAAyEAnBepqCNZlhGoAAAAAqFMnBmo7OIc1C6fWuohQDQAAAAB16PRAHRRsFu6H624N2D0FxcwDAAAAAGrQKoHaD7Rh/aBrZYfjJMtLEqazWK9WRagGAAAAgBRaqYY6i1AdDMdpllUtYHdiuCZUAwAAAECNWq3Jdz2hOiwIZx1+7ffotGBNqAbQEIevvkye2bxD5m24XZYMn2nuBQAAaH+t2Ic6aajuxprkRmOgMgDZu+NaL1BrR77xHXnemwMAAGh/7TwoWVyg1mGaQJ0OoRpd4/nxy7wfkv1Xf9fc032qlUFWZXR46jYzBwAA0DnCAvUfnLM6NFB/aefknATqYHDWt/3J5wdoe0J6DQvVuulnceNdJs/cYe5sM/5n2D++x9yDtrX7q3Jgo6k53fxtOezNdZ7Y7121MsisjPbIC/ebWe3cs2RuzsUCAABkJypQf/X1V5pbZTpQ/+G/fsncak6gtoOxH6L1FESAzl5jQrXV9FNkhxz+3Ffbr/mnChizfvPVjV/u2BDWLZ7ftlWOmHlZ1deZIa/K965aGWRXRnvkyL1mVpk/+CYzBwAA0J7iAnVPT4+5p2guAnU11Eg3VnOaf7dMTdV35Zk1xVq82d3mrghOwECb2yPPfcMPm0q31Jw6n7NaGWRYRnfYtdwrZd5ZZhYAAKANtVOgtsOzPaGxGhOq33KTLF670pudt/ZaWfrZ1qipen7883LYq0HbIc9+Ib7P6PO7rICBNtclNaex37tqZZBdGT3/wC4zp62QowjVAACgTbV7DTWao2E11fM/+4/eWZEln/1gi9QKujVx81bEXeIn0Ce0U5sLd4suqjmN/N5VK4MMy8g5IbX2P8p8MwsAANBOCNRIqjnNv1uCXRO3UuavruG6ud3SXLhDOTWnq9bIMV1Yc1qtDLIrI/eEFP2pAQBAOyJQoxbdE6qdmrhqTVIb1Fx493dl9urLZL8/Gt+aBgzgFnwP3X+82ujrzVivVPbIrNcHPnwE9ufvuFb2m8eLo12Hj9Ju15zOe+ebY0+QPK/K4pk1/gjauiyulcNV+t+3g2plUEsZxXNPXrk13nu80cn311C2nbo9AABA6yJQo1ZdE6qd6+ZWa5K6e7e8YGazai7sBcA3DMuzm3eUB0C79yY5kNXlukwwfiL4Hrr/+FR0//Ga10s/3ws41Qd7q9fz4x+TZ01AO/KN71hBvxi2933gNivA7ZDDH3hryOXb3JrTo86ObqGgA98+VRaH77WaL997mzzzBhXkzM00/Gs/65MV1ZYTezJj91fNQHvhJxmiVSuD5GVUlfPdKZ+88vaz09T2cfYzVbZXRp/AqW17+IMQqrK5+rstclIIAAC0m3oC9RVXXEGg7lKZh+pygLi2MnT5gawZNaHqvbz1MNMzm8392ubPy/41l1m1nHqyQuLuvBVK7VrtPXJ43A+VakpYa6bLxAuA5rbtyMa3JgpbsVTY8oNxpZWRNe1p1ks3Ey4+v3Kwt+fvKIc+r2zM/UHPW2WoA1BNdM2lCmd+2A6qvHxbXM1p2eGr9T4SVn7abTKb9uSHde1nfbIiejn6c/XJPjWFX9d9j8xeeZMZaE9tn13ucmK/d1XLIFkZJWJ/d7yTV8Xa6aj9TJfJwZDPW+v2OHy1Dt/F+SObh0OXCQAAEOfAgQOyevXq1IH661//OoG6S2Ucqr8rB0sB4jY5vM0+8FWh4HPmwPrerfKcfeAfaOK5/+r6Q7c7AnHQDhUi9GRuBjivLdVq69rRt8ozG61wUKWmTfOCq18myry147JUD21/y+XmHkWVxwsJwnk4VXZvuMkKLCpE33J78T286R9l8VvMQ5as16sY0MuhzyubkMCsw9I+qwx1AAoPkWH0Z1XhydwKX+e8uz3smtOIvsJ63e2TLvM2hCw3I1G1wF4o9OfDWhbc8WXrRMJKOe4j9omSuO+dUq0MEpRRUvZ3Rw8GePjqYu20Z9XlcpzaN/V+uXht8S7thQcqTxDUtz2yaV0CAAC6S6FQkOeee87cKho67aKKQP0XO77lBOr3ve998rd/+7cVz0P3aGjzbzdAuP2US0zzY7uJ55HNN8m+Omuzj169RuavMjeirFIH32vVgb4+aP/+P8oCcyDu9C81o4TrcBBaOxo8QWCzaymVeRtulyWffVOxv+pZfTLPu1dLf9kh7zJhZl7kclnshegz4/vE1rFeYWUTDOglm+1+7Ira1k6LASM0RAadK/LcmnLw1CcOwtc5wGl1ECKsLIbNci11NYmuJlAulSPTF09I+eZt+LPSvhqmYl2rlkGVx2tg7x/yjY+VPpd3AmTrTbJA7ZtBzvqm3B7zP3Kt2Qf0SaX48gEAAAizePFiuf322+Xiiy8294i8+44b5VsP/m9zqxior5weN7dEfu/3fk/+6q/+ytxCt8o2VDv9KS+X+SE1pA51AL0/slloTFhN4qwPyuKtuqY2UMO1SgXP75v7t/6jCmbqQF8ftIcehBdHCQ/WnLl2yJHQ9QzUIKtQsWTYDg9WkKnjkl1OyN3woQSXL8puvbxgEwhBrl1WTbd6X7WtQ92/u+oJlHn3by2d1NCBWp84KIlZZ6fVQcUo7sUm1eFlYQfZBPtyam5g1oJNu2X3d8otANS6LLC3l1blexdfBtUfT87tm61bg2jOSRuP+7yyOraH+r4v0d9pc1IJAAAgjeOPP162bdsmr3zlK809Iu/49qfkjl/e7TX5tgO1bvJNoIbWU9DtHDLi1FiqA+KT1IF0mQpVp/k1jbpG9UPywppy7a9u4rlIHUA/59yna6nqP0Au9s80NyrWK0gdvJfWQQfwPpm1QqiucVukXv+8tcz5t+Qrmli7tbf6897kBN7a1imasxxvfdX7xNTS1bdegbIJbEOvWfL3/0zkSv8+fbvYAiC4bywd3C0HPuCXa+V6aO5nKwrbJ+L2O/uxitfqkzqlbVteV/dzhm/f5Oz9PmRZuu9/8GRD4DPY5VDr59diy0Cp9nhy7mf1hKyPW+7Wtm/K9gBaX88VNB8EgDmnD2i+r6YnvFs1+cQnPiE33HCDuRVOP/7JT37S3ArX7stJ8vxOkWlNdVjT4BKn32afiDWysz7wLjbxPFOOeedKc2dIjV0qbq1Y9ctjWc3U1/bJC8GaMxUQdI3b0SvK6xnsE6rDRamPqzL/lkBgVOFh1gqLlc19kys3e9X0yMhm9OOI2vP61ssqm+A2dEJQkP2+KkTpMnzLWdbOZ9dox1h1rXfixRX4TIHt6zRHDnh+21Zr215ZDP+6O4I1EJoOmfUFuDNlXmQ3hEDtq/88p9n8d+VwaZuEX1899nunxJWBVu3xxJwac0Vtr6XBQK0c/oL9nSqPxN+c7QEAaCr9J8afgHaiD1DeoKaTvFtArAxDdQ2X5Tk3L4f9IBQ48D767BVmTknQLLi6Gkc2toKB3eQ4WONmr2flSMxWP2f1+RY6IUAFKTuoK7FlVc1ZH5RFt1zu9CnWg3/te8Nl8sy4e2mhutfLCU1bZdYKs+V+vmfKUed6d5XY75usiboWbCKsQvvnP1jRNNke4MsLpoHPFL1P7pHnvmH9hVdlpgfJs0eprq/W1ueeKLL7j9uXDNPlsrD0POskg13mJmi6qn3v6n28Bk7f7PDt5fYfV88pDbjWrO0BAGiq+6wJaDd+sD7Ru1W01PwLWDJs/m03/QyptQxr5hr2vKimoWnZ76sD/NaQA32L05S2JGQ9ItfTbaoaDAJhTZqzac6qL12kB4YKrHvpM2ewXs5ntgROONjLmr/hWnlho3mNU/7u+lSWgft4aDPiwD5VbRnu4yFNlY15qy6XBZ9X27PaCZikQvfBYHcI9X52+ZrPa++P4ftJle9djeUc/h4J2Z8zbHsFy9x5ThO3B9DinObfF5l/gXb1R+Zf7U/Nv0C7OaimCTXpg1g9hpn6mS7cmlkPWnSA7GqqnVrMZKNZVxvFOHGz4Bi1DsJU2RRWB5VAoK5wmxwuXRbKrRm3m+vqgFTqG7uqXHuZjTNl/mf/UU76/rgct9Zaduk6wI1ar2Jz7iiH/UCtzL8q+oRGZRN6e33VegWbNasApwe5K1EBLXUY1NTnnu+NAp+XJVvdAOdfVzv5pb8C3lJu4uxf8iu09v6sN1tNwD8vs7vt2tuIwdJSfO8aJXg5LYd32Tw7NMfvN7Vuj2IzcX1JPt1CI4tuIwAAAMZCNeXU9Bo1MewFQmQ7+ncMJ9xqq8L6xypn2X1td5hr7u6J6CNcJ10zqA7E95cOwoNNjnXNXUQ/YTsAKYc/F3YJMDMyuAoUs2v09ZlNQFIBcMlV5ebjlYGyDme9SRaocL3YCtaVy89uvSr6ZSt2f/MStb3d5uZuM/Fq/eeP7PqOKd89cnj8Mq9GtFRjrmt/4wKaEfd55l+lyqxiFHhd+69riiNGqE/sTTK/dF1mfQLG7WNeHs3bbiq+Q5698mPlUb+tvsf1qLZN69kXg10iyttLBV7vsnneHUr1E1W1bQ9VnqX9Qf1mbPxyaI03AABAajpYAxEyrKmOv9ZtsAY4utbSDiDq4HzjW+WJ094q+95wbf0HyqU+2sWD8ycqmjK7taPxtZ9nyoKrrEt13XuTHAipITv8gT71PsPlZsx+ALSurXxk48dk9o70YaZMn3xQQVl9NrsZeFg/2UzWqyIoFzn94j2Xy+KQZvdO+A5e09qpgVX0tcu9msi3yjN283y93lWa9IdzBxDTJ0UOl07cqHLUNZ9r1Hv55VhnTfj8wfK+cvgD5RrbYB/zo4evLN++d0dp/4wcYK/K966p3nKTLPa/u7pff2l72SE4rIm6luH2yOgEBAAAAJBEk2qqAzXAEWHMZweQkpQHyk7AU8G3dKDvH5yrdSnVmDtBTh38lwZRiqBCxNIN/iBhfpPqN8nCDeFNqPXluEoBMFAj/+wHaq9d804MeJ/Hn/TJBxWU7X7VpfCR9Xqp8gkbiEp7y4fKNeWrLo+slXTD923yzJprZdYPUgnCorPeCbi14ZUnRfTI6aVy1DWfwRMO9bCbgJeEXHNabafF9nXVtSrfl1pUbxFQ38md0O+uz7tGfETLj7q2hz4RV9zf5q3NYFsBAAAANcguVFs1nNX6Qsf1rfV4NV7lAOiFp7QHyqFhpsg7ALdDmW7S7R+cV+3vXXT08E2y5Bd5OekX5bBw9PCfuevvhYnbS5fjKiqGp1IgTzwqtk9faskKzxXUMm+53Rksqu71UuWzwH/92jVyTGT5mP7duly23hRdjsFtc+9tprm/211g/i3jVlP7ld52W6z72jrrHaZyJHKHF/7NfAQ9oNtJqWrCgypPaoQ1nffokzXWiO6x35eq37sqZVD18RoF1l3z9zO9L8QONlbH9vD3tyWfzWJbAQAAAMn1ZDf69x6ZvfpjXi2pDsE68DjMwFJHdC1TJiGlBnqQpCutPp269vSqD8mCt1Q2i24nuqbaGe17lQqc566R+YMq/LbLZ9v9VbVtbvK2jd5vFpmgXB5BPKq5cEKl/U43QQ8LsbrP75dl1m6irAfJeueVsnB1sE9v/fxtlt3loap877RqZVC1jJqpudsDaEWM/o2Owujf6CQ/Nv8qjP4NW4ahGsiKfZknFfTqvawaALQRQjU6yjbzr7ba/Au0K0I1IhCq0YKsaxbPRcsGAJhDdYXqo06WJ49fLieYm4kUnpXZwqzsPfK4bJndL9dzVAAg6LlFIuPnijz0gsjw3SJnd8APxd29Il9fKnLBXpH3Pm7urIJQjQhNGqgMqMEdgZHAAQCN03OcLDjqJDl3fp9ct+QCObhoiQybhwBA/UiI/OtyFajVrA6gnRCotQt/JXK6+vce9dnupk0k6kOoRstxrml+7lnUUgNA08yTBfP65MvHnyzrzT0AutyDp4pMLVAzz4gMPlm8ryMcVJ/nseLs188UeaI4C6RBqEaL2SPPfaM8+Nq8Fe09mBwAzJ19cufTP5aeffHThfvvkRtnfylPmVd5jjpdblhgj+MPoCvpZt/f/O3i/OAvRU4qznaMsx8WOV/PLFaf82TvLiANQjVazJ7y9YiVo84mVANAI91TOCLXH/qNCtc/l/tLrTqPkhPmnyxfMrcAdKl7Xlps9i37RF51wLursxwRWf3L4ux9p4v8nPaRSIdQjRa2UuZxCSUAaIoHC8/IjYes+uqeF8nFVFYD3evgUpHJxcX5Nz4icnxxtuOc8riprVaxaNtveXcBtSJUo8W8SRZuWOnNzVt7pRxDqAaAptn03FNWM/Bj5YSjrJHIAXSX+5Z53ahFDolc6M10qCMiF5sO1Q+dQm01UuGSWgAAtJDsLqml+1TPyCUveDcSWiQ/W3qunGtuPXXoHjlxVh1wAuguzy0W+cw5xVD9kl+KXPWb4v2O+SKbXq7Ct7m5+DGR6x8SOcbcrhB4/vl7RdYlvJSV9sRvidx4hrmxT+TjM8lqz7/3CpEpU4/4n+4RuTDkN+25JSJ/3FecX/GgyAf/T3E+iEtqIQI11QAAoOjoBbLMzGpPvUCgRp22WRPax0MnmVpq5VX7zUzQYZF3qGBsWojLMy9S29m/EeJfVGgtBXAVit9RQ6DWTlLrscLMy1KRnye4DJY+OfAvftx5SuSciN+0Y54Wea2Z36V+BR8280BChGoAAOBZN+8EU8ut7ZO9ZGrUi1Ddho4WuUcFZM8LIqcfNPMhTlLB+J0qIPvuPEPkwZBuIw+fKvJNfVkuTS3zchXGax5JXIX4i61xH+5eYmZi2CcHXvuYyEIzX6GgArd/Ta1jRR6IfCIQilANAADkjKNPltEF5UgtLzwl/1xT03EAHUFfRusuM69rd19sZqNcqALyBf6PhQrO3zxFLcPc1PTybrPawLwxL7Iy5Rm7s62LSe86ucq1pVW4v886OXD+02Y+wousx+9T6wzUgFANAEDX6pH3HL1QphaeKfcv9vtia7Ny/+zjcpO5BaCLPGbV0p6lgmbVSlsVkN9pNQN/SAXof/VDqQq22840l+VSTv+NyOo6Bj1bqEK+30xbv+HuY818iINL1HqY+Zc8rAJ5lT7QJ82aGWW3+jWsksEBG6EaAICOtFTeePxFUlgaN71Sbl18nrxt/km6fsl4QWaf2ysjzzEID9CVnrBG/zrlsJmp4vgnRd5jVRtPLS/2S37gNJE7/eCrQuvlv4oZyCwJ9bt0/mNmXvkXq3VN0APW5bEi+4Xb1Pp5l9bSllapBQdchGoAAGA8K3sP7ZRLnz0g3zb3AOgyj1mh+kS7HXcV5+wVea3VDHxbr8jX/ObXytoZFdIzOFl39uPlWvFfq+WHDip2tMh9fuB+RoXlmH7hJUdErNWVJ7lQP5IjVAMA0LWOyGzhWXnqyC/kzoM75P37fiZnzh4iUAPd7KAVD46vIVTrWuTBvMhLzM37lpYHCbtABe5XHTI36nVA5BJ/WRGDij2tArV/+asVKoQnHRTNXtSTMU3LgQBCNQAAHUlfp/rH0rMvbrpHFu7/mZx44FG55PAh2WReCaBbzROxWlfX7BiVoi8PXNNaXz7rnTVePqua8x8xM8qPQkYB/7nV9PviJ81MAsc/a2aA2hCqAQAAAGTj+JCm1rVUeCdhX7P616eIPGjmPceqoO23D39C5OznzXwC87JeUXQLQjUAAAAaY7U1oQvMF/nmcjNvPLNU3XeyuZGVwyKv8q+PreLMfX6IVh4+QWS3mX9j3LWpQxypaxQ1dDFCNQAAABqDUN1mAoN11epHZ6qAa+ZPf1pNZv4+FbR/lHEf5XOsJuU/OqlcG/6AdW3qcw6Y+YSePs7MKPO4UD+SI1QDAAAAKFpohclaBut6+LdFNvs1xodE3pFXk9W/erMK1llepmrhfpGLzfwzJ4s81KNmFpbDe5JrUzvU6+1rU9c0SBu6HaEaAAAAQNGLrGT59NFmphoVZm97qZlX3rhX5AwVaM/4lXWZLRW4v66Cd2aeF7nAH1VNRZqHjlOhfZHIr81dia5NbTtGxB7T7MQjZgaojlANAAAAoOgkK1SHXa6qQo/I985SodbcfMlvRFb719LSl9l6oHxd6YdU8P6eCr5Zsa9Z/S8nquXXem1q2/xy03XZl/wyXIBCqG53M1MyPDAgPT09xWlgWKZmzGMAAABALU5RgdQPqr8+3m0SHebBU0WmFpgbL4i881depW/JMftF3mO1+55arl6jm2oHzRPZdJHIH5lpU5LBzaxrVj+jAvX3lhbnz/8/tYfih62wf9ZTIuqjA0kRqhOYGi6G1oGx+tJqVsspmRqWgb4hmZieNnco0xMy1KeCtbkJAAAAJPesyIVmVlRIfTQsABvPqSD6TatJ92sfCO/HfM5DIhf7zcBVAP+mCuJZdVk+228Cfmy56fdFKhTX6lErRZ9f4wBn6HqE6mpUcB2aKIbW6c1bJXUczmo5JVMyPDQhVpy2TMgWUjXQcDNjwzIwMCADw1MZfKcBAGgFKhSf7wdVRfdVDqXC9rYzy82+F6vXDEb1Y35ePbbbagaugvg2/0adTnmyfM1qj1qPc2q4NrXnaJGfm1pufVKh5qbj6HaE6iqmtkyYOWXlCuk1s7XKajm+mbGNKjob/aOSLxQkP9pv7hDZsavLD/G9ZvGmSbwKPED2puTmkQmZnp6W6Ykh6WM/AwB0Cl37+xIzr/sqh3ngNJE7/dHBXxB5T6DZd9DCfSKX+9eWVu7sU8uIqQVP7LDIhX4fbuWNT8SvR5iDS0R+bOZXqM9Of2rUqLGhemZGpqbGZGzY1Ob4/X79yavhGWvhPsAzsmuHmVVylw6auVpltRyfPpgv11HnNqz3QnrvipXFO5SVK+qN7W1sZsw0ize3K8zImAnc3n5pTc7+aU3URKLSoIxP5qR0KksF68y6dgBpvfC4nLjvx9LjTTNyiXVlHGBObLMmtJGDIq8zQfWZF4WH37MfEvlTlUS96SfJaodXqr+T9mucpuJHRNbp++8v3kx1nehDbsBO6gE/Rav3vMS6/jWQUPahemZKhWgToPv6ZGhoREYmTG2OeUqJV8MzIkN9rRpa8rKztNI5SZ+Fs1qOMbNLShm9f1SuqVheBu/Rrrx+5iPlfS03KflxtzBmxtaJf07C2y+tKcr0xEbZSl5C0OC4bFfB2jc9sk7I1QBgIVS3rwt+bZprq7jwI39U7SZ4wgx6dsrh4r9VLRT5F9OU/CWPqdcVZ5ObL3KX+Xyn13pta6Ao41A9JcN9QypEhwToKnTzyXWtdjQ6tcVqYn2e9JnZmmW1HGNm6+ZS+favXVPRlLx/9BrpykytAnWP3c/cBOpg+dg1+onlNsj6Nqj8t2vX0SQqWJe7XkzLyLoxWjUAANqfHrV7yNT6/vjFKuwWZxvuId3c/AUVcJ8t3q7mgReVByh7nX2h6YQeVJ9tl55R7zn4qHcXUKsm9Knul9zoqExO5iWfL0ihUJ7y+UnJlbsBy/TIzS01avWM1WY7LLwmldVyfPlStXe/rF1jLU0d3Oty3d4O6S9zxYHbSiICtafvvHKTXTU3mlf7prVfhk6B2m7A1rt+g5Tqq6dH5Ga6VwMAOsEFv1ThVs8sFrkro4HF4jz6WyLfWKred29EjXGPNWq4mn/gVJGvqVCt6YHSLkhau+2bJ3KnGb38/IeopUZqGYfqQRnPjwYCy3YZX79eBgd7pTeQcHp71fM32c/fIanH17KbnetpoP7aosjwWqOsllNk989eKR3bdbrG7Tk1POQO3BYVqLX8znJtdv9aWaN2zE4txjkxNWa220B0U2jd773ac9rKoFxjDRQ4sZHaagBABzjmgMg7flOcv1MF2EbXVj+sAvWFu0XeG1XjfJzIH/vXsn6lyPgyEb8L9TsfqX2AsgfV6+/TM2oh76AvNdJrcE11gtDXu0I9y5cuJM6Y6zU7zc6nR5I3J68IcMPqQH9KygN2J1yvrJYTZ2arbC59yKRmimXkj4btr1vkCHEzKqSaa2pX9HUvP1Z8PD48zJQGqyuXi15mnJq3pwpoG8uJWkY3FQdui2K3HMhiJPZWoct27s3I2Ea/T/u0bA7tiK6es678nJF2qda1TgSE7cJubfVm+uADADrDGb8SeeMhNbNYBWv/slMNcuEDKhzHNeE+InKWmbVdrP7oXlhrLfWxIttMLfXavYz4jbo0ofl3POfSULlLa+4LPDM2IH0R12ueHunzajjjDtm968xWBLgJGdGjR5ubSdYrq+XEm5LhUhjRJmTIBNXyNBz4vPrSUn3FMrILSa/bUF/4aMVTN5evqT2xRfLenDKjltXTV3pM0wPN9aky1qHZXY/i1FcarK5cLnqZUdskzfacurlcJv2jm6r2fS63HFDPP6/eHu7phJVVcOpU9kBxWv2j4WdEn8zxyj689rw8lsG0TIReCN6urY46oQAAQLspiKzeU2wGfpdKtJlcBistFarPeVrEv8rX6U+J/P5O91JdSd19WrEvtW5q/ip90gBIL/tQ7TStjR+UywtQpaPrfhmtHMY6lvt6tQTdj1b3f7VG49U1RlFNyouvDw9wtmrBK6vlVOM1ca72Jg4dqONfEzZasVOTW9qGaln2CQLbdDE0R+kvt4r15CbHQ08upNqeTi11TjZU7U/uXt6slS891p7BulfsceCmd5ZOyRSp4Ops49G8tEZ3dbV/l07mhAfiJCdjetesLXVnmd68NbYVBwAAbUM3A/9o2GWwmu15kUtUEr7eXJbrow+og7mD5rEaXaj+SutlvJdm36hfY2uqI5rWzkyNqbDX4xxc5ya31za6sgpT6wIH59v9frTOQFThTa4rA9yoTJqB1PJ2iFPigldWy0mi77xAOrWp5Fp873JgdUN4v4xO5ouDbukB4sy9OkAEm9/a4aG4DfV1ne0a92LY1Z/PW6N+PRCdmrdXT93IjarnqbLYtNZ6QL02NESl3J7OSOg1j3reL3NUUZ1YkprrsMf1dp4rg5da+/3ExvJJGxWo9ejsPn3SpGUG1bNH6Ff7ReqxD3rXSGl3pwk4AABAV8g8VDu1nI4ZmdJNpHWYHhpxwl5Ohb3aaqt0ral7LWLn4LxabXlogFsvg2YRvYOXWqEzJnhltZyEetdvFzun61DihWQ9bd/uvLcOMOX8Uhwwbn15xWTcXlBMc2zdNNdprqsDtQm7vfoavd5764Ho1Px2sy5mfcbXq4261TrpYAYQq5R2e87I1lIH8yS11Jp9zXB9+aMBtU+ayQqw5anxA2mVysxMbW/wGimP2VU8aaP7yVcE6tq+9A3lts7Qg9eZ+ZrZNfXTEqyoB4Cus9qaAKBDZR6qnSaSO7bIcGmAqj4Z0k2kyw+bmlUVvkpJMBmnH7YKU5OBg/Op8shgpqbVZg+SpAQDnObUWkUNLpbVctJbGdkXVa1buU20WreQayw7tb82u3m0PhEwJTcHQnHSj+HU4uvXqvAd9trU29MetC1pf/WZXeKc9lE75LQ/mbtcrdM3Vof8oLD75j6Y98p6e1T/iSGvn7zPb4XQOuyTM/rrErafJu82YNfU70h9OQMA6BCEagBdIONQ7R54Tk9PyMREZVjxm0g7NauJWSFPqeif6/SxVe8VrB6eutkaJKkywOnP4ATSqH7hWS2nJm75RnJGCK+9r3rZStl5s9/su/qo2jZdM1luFq/KJyJQ17U9rRrsxP3V7VrvqvpVAJyUTYlqwLMTV2sdFqJtLVPT3bteNliNIXxeoG5yeVZntV7oH5Xwr4vdwqEK64RVRZ9yAAAAdJzG9qm29PfnvD69ui9uujBd5NRqVhwAB2qPFbdGyQ26YX1wgyMTV9Z0a1ktpx7RzcntfsahtdRaZJNqOzzokyLFuSSjavu8QF2qmVSBuhAIypZ6tqfdZDdpf/WK7gn9ui96TnKjul/4pEzm1T6qpmKo3a4CYPKa+WbS4ToYsFsmUHsqTwC1VB9qm92iJOp7GuhzXW9XDgAAAHSOjEO1HciKA2Ppgar0wf727eNen976DqndZpr9a9c4y5sa7nODbAV7/UL64Dq1q3GyWk6t7PeNbk6eZJRiu0l1sBwrJe2vrLZQMFBbA6dVqnd71s4ZhE2FvGJf9HEZX6/7hQ/KYK/aR9XUTHG1z2lqq+eeHnW+cttNTwyFX8JtjtknWkIv7zUzJgNW83UAAADAlm2odvqrqtCnQ3Sm+cQN7fYIvbr/rn/c298f3lvYWb9Ac+zgQEqxslpOrYL9gUMl6Pup1rG8itVHOk46qrYbqPXgaCpQxy66vu3Za127qfl9V1Vw9GqLB2R4qv73Dqt59jWvBjqLz6QDtTXqfP+oTJZHLfOuNV49WGdbtvXQ+2GPPYiep8r4CL0r1DMAAADQLbIN1dVG3U5oRo8SbkJG9OjLZmTdmSkZsy/PpZuYbkgQtqZ3qkinzaiMOeAMpKSbApcHWYoeGduT1XKSSFG+FZ8/UOtWvVl3wssLBQP15CZZkx+TsWE94rsKJqXt2SMDw2OqtILq257J+q66JxwS98MOUzrBMS0TQzfXv21TKjZTD+9/XbO6P9NM8dJr/k5qBqcbDIxa7wXr4amQfcCYw7Kd2FJ8txm1HwYv+1dS7buX6OQXAAAAOkXT+lTXIr9zohwe1VzU6MsTQyqk9Q2Vm5nqg3g9YJg9UNDIOhnza7ucGqQJGfJCXp8MlVOAynAFGV8f9jw9mYCf1XJqFH25Mpt9SR/1+Tf7ocRc0syudVPlVXUQriSXF6qonZ+WkaE+FbJHZGRCj/he3pra9MSI9KlQFVTz9rRHMN+xKzqkNYJ9PWK1bU0WSyyr2me9P2Wmzs/kNtd3B7YbHM9bl9nS+8CQ9A0Mh38P6lyPWtktHtRO6JVpn9oP/a+zHlgxP2mdIKsyPoJz7XQ6XwMAAHS8TEN1stBXK7umdFCusY/MLXoQpNIlm5zQqwOeHywHxbrajUsPpOZd3kvfiHheKWBmtZzGsC/po9JLOfTrS5qZu/1axKqrUW2AtZTN3Ytho87tad9fajEQx25uXi/35EUaSWuYMw3Oser5TFNiX/mssgVEr6zfPik5e3OrfTP8hFn9ZVsT53rytuI19PXAir2SdKR5ezT7hK08AAAA0NYaV1Ndx2jXfeeZI28VUPV1rO2D8971m2TSOjLXo4rrEZv1dW/LTxuU8cmcqVlSB8ZWn2BdY2a/Xo/+rA+c83ogNet9BsftAOA/x615y2I5qcWFyMFxp7ltkBNYK/SJX/xabIBQgbpiACddDt5I2nqQOjWZ4Fic1O3JUVUe5bBR3/a013WHVO9W7X62+lghsj/qMky1K7ZkcKdqanluvDo+k9PkOWpgO7Udt1vfG7Wtw5/XmLKNptYrr/dLc9Pbx9R3pFC+hr49sF/sSPP2KOENPnkGAG1hmzUBQIfqUWEnu1GQdH9dr3mx7lOrwnDDD4a7TXkQKO/yRMXq8Ei6b/o6q3ZaB9YNm8arX87MhOVpHXC3q+ebuytZg1Lp5yZZdsamhnvKA5oluQaytY/m1D5apQjD6f6268rNg72m/nXs67WEYf/rGvWa1F/nDD6THlNAd4Go61rUGZdtNnRfcb9pux6Azz3RV2Y/r1XWHe2o5wrr+32R+RdoV39k/tX+1PwLtKsfm3+Vwq3ZRSi0v2xDNRLzA0hyKrTGXO+5aznNzxtcRlMqkG9UgdzabHUFSEvSYF0tVGs1faUb+Jlq0irrEaZ0IkaJ6zZh74tJu1cAIQjV6CiEanQSQjUitORAZd2hlkCNSE5/2AkZChkALSszuzYXQ19/Tka95sGFzEKfDsJJJl/YfT4duJOG9EZ+plq0ynqEmbrZBGol+pruUzJsdYXIbSBQAwAAdAtqqtH+AoOltUwNZ5NkVmvddUxzbd3CIarrgl1LHdn022323W37H7JHTTU6CjXV6CTUVCMCNdVof4GB2fzrIHcLgnNaZjR4PUJ+X/H66VMz1mh3un+3fQm63IbQvtQzY+ucy8BVvUwdAAAAOgqhGh0h7DrIXZSrI5uCI05xVHmfvn76UF9fqfm8vma61f5BRkOHIZ+RrZtLsZtm3wAAAF2IUI0Ooa+D7F6uKfZywh3KD9eE7IQGx6XgXE4rnB4pPrwCWu13m9Trczn1nDyjfQMAAHQh+lQDgDIzNSY3b9wsO6any02+9cBpG66R9c2+Vhy6Gn2q0VHoU41OQp9qRCBUAwDQQgjV6CjbzL/aavMv0K4I1YhA828AAAA0hg7S/gQAHYpQDQAAAABASoRqAAAAAABSIlQDAAAAAJASoRoAAAAAgJQI1QAAAAAApESoBgAAAAAgJUI1AAAAAAApEaoBAADQGNusCQA6FKEaAAAAjUGoBtAFCNUAAAAAAKREqAYAAAAAICVCNQAAAAAAKRGqAQAAAABIiVANAAAAAEBKhGoAAAAAAFIiVAMAAAAAkBKhGgAAAI2x2poAoEMRqgEAAJC959X0RjW9zvyrbwNAB+opKGYeAADMsZ4resyccpH5F2gXL4ic/ojI2p+IrFL/Lt8n8gr170+WiexdKnKv+nfzK0Qeeol6rrWrA23hx+ZfpXArEQplhGoAAFoIoRrtaqkK0FdvE7nmf4ssMPeFmVXTza8W+exqkX0qaANtg1CNCDT/BgAAQF1evlfk7v8u8vEqgVrTj+vn/UQ9X78OANodoRoAAACp6Rrqr39dZPkhc0dCZ6rnf+m24usBoJ0RqgEAAJDOEZG/+RuRlU+Z2zUaeETkr76mZtRyAKBdEaoBAACQytJnRC550NxI6c26CTgjgwNoYwxUBgBAC7jhhhvkk5/8pLkVIcn1freZKQ7Licdy4lnLGbhP5HubRI4p3kzlOTVdsk5k+/nF2445+lyRWE68LlvOJz7xCe+3G6CmGgAAAKm8Znd9gVrTr9fLAYB2RagGAABAKj88q1jTXA/9er0cAGhXNP8GAKCFcJ1qtJOlT4n86tMii8ztNA6oafGn1P+O9W4CrYvrVCMCNdUAAABIZd9ike+eYW6k5L3+6OI8ALQjQjUAAADSmSfyvt8Tmf5tc7tG29Xr3vc+NaOWAwDtilANAACA1PYtFfnQu0X2zjd3JKSf/2H1un1LzB0A0KYI1QAAAKjLT88QufAakY2vFpk190U5qCb9PP18/ToAaHcMVAYAQAthoDK0NXVUefqvRdb+u8iq34ic+XMVntXdd6tpzzkqRC8T+btXiDz0EnWHtasDbYGByhCBUA0AQAshVKNjPK+m64uzns+oiQHJ0M4I1YhA828AAABkTwfo1dZEoAbQoQjVAAAAaAw7VANAhyJUAwAAAACQEqEaAAAAAICUCNUAAAAAAKREqAYAAAAAICVCNQAAAAAAKRGqAQAAAABIiVANAAAAAEBKhGoAAAA0xjZrAoAO1VNQzDwAAJhjPVf0mDnlIvMvWsNpi+Rn7z5Xzp33guzN3y1nbok+hHrP65fIdSuXybmLFskCvw7jyNPyyL7H5Z9//Lh84J7iXVmr933Xv6dXRk9fKjK7V0Y2PS5j+80Daf2R+Vf7U/Mv0K5+bP5VCrcSoVBGTTUAAEBVPXLL6uUqUKtZFThHowL1kvkylXuZ3Pof+uTCRceXg60273hZdvJyef9bL5Bfv/dY+Y/m7kxk9L5jU7+Su4+omQXL5YbB+XJG8W4AQAxCNQAAQBX/cfBUueLkBWruGbnrnidlrHi3SwXb7607X9629DhzxwsqgD8h9z/+iJqekKf0bc88WXbKeXLruoXyBnNPXbJ83/0H5bo9j3mzJ5x+ptz6em8WABCDUA0AABDntEUyeu5vi47U8vgv5bofePdWWD94urxxgX9otU/u+tG9svzze+Rlf/krNe2RE8fvldGHnzKPHyUnvPgs+fKg1dw/pazf99tbHpY7Z/XcYrn4gpNlvXcvACAKoRoAACDGZ17/0mKzbxVY77zngHzfuzfgtMUyovsie2bl/h0PyGu+97w8aO7x7H9ervraAzLy0D5zxwI5t/ek+kJrQ973iLz//l8WZxecLte9++jiPAAgFKEaAAAgyvlL5f2nLC7O73tEbrAGKrKt+w+/LcvNvBx4WG6cih7EyOu3bOZlwUvk/ZeY+RQa9b4Pbnvc1FYfJctO+y353BLvbgBACEI1AABAhM9cuEyWeXOH5O49z4TXUsvRcsWLTzDzIo88ul82mflQ+w/KnY8eMjeOlQtPX2jma9XI9z0iX/71E8XZeafIFW+lthoAohCqAQAAwpy2WK7wa6nlMbkz6lrLSxbKuYvMvDwt9+953sxHG33c7+OsLDkuXRPwBr/v3/3b47LXm9O11SfKtd48ACCIUA0AABDiDRedVG5a/eh+ucrMVug7Vsr1xc/KI3kzG+PBXx+UUrxdsFAuNLM1afT7/uJpudvvhj1vmVyRppn6amsCgA5FqAYAAKhwtFx3yovM/Aty/6MHzXyIFy8sh9sjs7J3v5mPc+CIeF2WPQtk+UVmthYNf9+C3PqEaQKetpk6oRpAFyBUAwAABJ22yGpa/ZTs3WNmQ7xn0TFmTjlSkEfMbKz7j5RrjFNqxvv+3aNPl0P4SYvkM2YWAFBGqAYAAAjqXVhu+n3kabn7fjMfYtnR9Q7itVSWvdjM1qAp73v3bDmszztBLr7AzAMASgjVAAAAAcMvPt7MKQcOyz+b2a6zf1b2lqqqVQg/xcwCAEoI1QAAAAEXL7JC9aHnIi6l1Q2OyCP+VbiUZUvmmTkAgI9QDQAAELBgXvkQ6anZ58xcd5o9YmaUExYda+YAAD5CNQAAgGOeLKshO9596LCZS2ufPPKoma1Bs973kUPPmjkAQBhCNQAAQB2+f+gFM1eDc+dZ15hWrNrgpJr1vo8c6e6aegCohlANAABQj0cPli9TtWChXGhmYy2aJwvMrMis7L3HzNaiSe+7bJ516a5abbMmAOhQhGoAAACHOzhXVflD1rWfj5PlF5nZGG84bVG5xnj2gNxlZmvSpPddduxxZk55vsbacUI1gC5AqAYAAAiYPVIOj1UH59p/UO4/YObleFl+Wo+Zj3bp0iVmTtk/K+NmtiZNed8eOcEa8LvbB20DgDCEagAAgIC7Djxt5pR5R8sbzGy45+XWR8t1xstPOUHWmflQSxbKG1/sB/VDcvdDB818rZrxvsfICdY5hUf2p+j8DQAdjlANAAAQMP6oFaqXLpRLzWyUTT96TPaaeVl0ilw3GF1r/Jl3nF7u/3zkEbn1e2Y+hYa/75L5srzUCXufPPKwmQUAlBCqAQAAgn78jNxvZnXT6gsvMLNR9u6XWx9+xtxYIOeuPFf2XDpPzjD3eJYcLZ97b69cd8pic8es3H//43KTueWaJ9+78iIpXGOmK0+W9eYRR+bvG3DRIlluZuXIU3JXmgHVAKDDEaoBAACC9j8r9+8z87JUlp9Zvb/y9d/cI3fO+n2xj5PlfRfI3qvOlj1/cKr87A/OlCeHV8nIKUvN4y/I7ON7ZWSqYG6n18j3Xf/i482c8sQBud7MAgDKCNUAAAAVCjL68GNmXmT5Sce5tb9h9h+WS269T/5537PmDmXeCbL85GVy7sknyQmlw64j8tSj98ulf3lAvm3uqUvD3vdoedvJfhh/Vu7ak7bvNwB0NkI1AABAiO//4DG528zLySfKDdbA2ZEeOyyDEz+TK/4tL3cfeFpmxboE1ZGn5ZHH98r/vP0eOXHTwWwCta8R73v+ErlwkZk/8phs+YGZBwA4egqKmQcAAHOs5wqrmXGC6w6jsa597zlyo9cX+QXZ+7O75cxvNfuwaZH87Jpz5dzZ3fKhzz+Z7tJbKa1799nyP8/UV7Wu47Pb16debf4F2tWPzb9K4VYiFMqoqQYAAIhw0/Zfm9G1j5Llp1e5ZFUjXLRAlul/DxxuaqAWmS8fOk0HauXIw7LlBykDhA7S/gQAHYpQDQAAEMUeXXvRi+VDry7ONsv63hPlBF1T/KjVX7oJ3jD4Yrl4np5T773nUblqv3c3ACAEoRoAACDG9T/4pdx/RM8tlosvXCxv8O5tvPdc8ltyw+lLRWb3ymhTm53Pkxt6f7s4O/uQjG6hmSsAxCFUAwAAxPnFARnJ/6Y4v/RUufH1xdlGW/7ipbJg32657tYnZczc1wxvGFwmb1yg556Ru+55vKnvDQDtiFANAABQxbe/9Su5dd8hNbdYLl65tCl9q2/6uwdk4cSTclP5yl6Nt+RYufHcYi317MN75QpG/AaAqgjVAAAAVRXk/759T7EZ+KKz5IZLrVHaO8j6wdOKfaln98p13zwkDxbvBgDE4JJaAAC0EC6pBQAtiktqIQI11QAAAAAApESoBgAAQGNssyYA6FCEagAAADQGoRpAFyBUAwAAAACQEqEaAAAAAICUCNUAAAAAAKREqAYAAAAAICVCNQAAAAAAKRGqAQAAAABIiVANAAAAAEBKhGoAAAA0xmprAoAORagGAABAYxCqAXQBQjUAAAAAACkRqgEAAAAASIlQDQAAAABASoRqAAAAAABSIlQDAAAAAJASoRoAAAAAgJQI1QAAAAAApESoBgAAQGNssyYA6FCEagAAADQGoRpAFyBUAwAAAACQEqEaAAAAAICUCNUAAAAAAKREqAYAAAAAICVCNQAAAAAAKRGqAQAAAABIiVANAAAAAEBKhGoAAAA0xmprAoAORagGAABAYxCqAXQBQjUAAAAAACkRqgEAAAAASIlQDQAAAABASoRqAAAAAABSIlQDAAAAAJASoRoAAAAAgJR6CoqZBwAAc6znih4zBwBoVYVbiVAoo6YaAAAAjbHDmgCgQxGqAQAA0Bj3WRMAdCiafwMAAKAhenrK3Rk45ATQqQjVAAAAaIgbbrjBzLnzANBJCNUAAAAAAKREn2oAAAAAAFIiVAMAAAAAkBKhGgAAAACAlAjVAAAAAACkRKgGAAAAACAlQjUAAAAAACkRqgEAAAAASIlQDQAAAABASoRqAAAAAABSIlQDAAAAAJASoRoAAAAAgJQI1QAAAAAApESoBgAAAAAgJUI1AAAAAAApEaoBAAAAAEiJUA0AAAAAQEqEagAAAAAAUiJUAwAAAACQEqEaAAAAAIBURP5/OtZp4x4wgpUAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "75434b37-22fe-4781-ad5a-cab6c643abf5", + "metadata": {}, + "source": [ + "![add_forza.png](attachment:59b0805c-5438-4f37-8d71-860a4c7154dc.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "425d3fe5-0b6f-468d-b7af-22727cf5ee49", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# Steep 3 : short way to add forzas \n", + "# function P.addF = P.add_forza() but.....\n", + "P=mparticle()\n", + "P.addF((m*g,-pi/2),(F1,0), (N1,pi/2) ,(fr,pi) )" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "99ed5771-0a08-44f1-9b5f-6f749f4d9d05", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# Now our first basic function that we can applied \n", + "# to this type physic problem..." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "540492e3-d741-4c54-8770-846d3ae017dc", + "metadata": {}, + "outputs": [], + "source": [ + "# mparticle class have predeterminade value .. se bellow\n", + "# main value m=m, g=g\n", + "# Positio x1=x1 ,x2=x2,y1=y1,y2=y2, a=a(angle) r=r,r1=r1,r2=r2\n", + "# Velocity and accel (xy) v1=v1,v2=v2,v=v,vx=vx,vy=vy,vxy=vxy ac=ac a_t=a_t,ax=ax,ay=ay\n", + "# Circular Vel and acc (w alpha) w=w, aw=aw,w1=w1,w2=w2,\n", + "# Forza, Nor, Fr, Iner etc.. I_n=m*r*r, ,mu=mu, Nm=Nm etc..." + ] + }, + { + "attachments": { + "7d21cbac-4614-4e0f-bfc1-d34508f6c5fd.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "822507e8-113d-4b15-b943-9e6a999f7dc6", + "metadata": {}, + "source": [ + "![PMechanic.png](attachment:7d21cbac-4614-4e0f-bfc1-d34508f6c5fd.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "217641dc-c8fd-4f8d-83b7-2b2b518c1656", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle F_{1} - fr$" + ], + "text/plain": [ + "F1 - fr" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.x_res() # get Summatory Forzas X like simple value:" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "8a043d0f-44db-4bbd-a50d-fa6edfc40a73", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle N_{1} - g m$" + ], + "text/plain": [ + "N1 - g*m" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.y_res() # get Summatory Forzas Y:" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "7c266e52-eb90-4a03-92d9-fe1f18af674a", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\sqrt{\\left(F_{1} - fr\\right)^{2} + \\left(N_{1} - g m\\right)^{2}}$" + ], + "text/plain": [ + "sqrt((F1 - fr)**2 + (N1 - g*m)**2)" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.xy_res() # get Summatory Forzas in the sytem:" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "4a6a78e4-115c-4cd0-94ad-eff4cd1f35af", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{F_{1} - fr}{m}$" + ], + "text/plain": [ + "(F1 - fr)/m" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.simple_ac() # get acceleration in x ... F=m*a:" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "4738d537-52bb-419b-9a70-4b1d8e9c41b1", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{N_{1} - g m}{m}$" + ], + "text/plain": [ + "(N1 - g*m)/m" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.simple_ac('y') # get acceleration in y... F=m*a:" + ] + }, + { + "attachments": { + "d9179db6-710d-446f-aa02-6d1923acbc3f.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "42ad3884-479b-48d4-aa8a-c21fc7abfc8f", + "metadata": {}, + "source": [ + " ![p020.png](attachment:c2916d27-6817-486b-878a-e2ffb5accddf.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "8547e930-e86b-43c5-b1f4-ea5c30f3ddbc", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from physic_lib2 import *" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "902e6432-b427-41ca-b7bc-5d4106e13653", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "\n", + "m,g,mu,fr,F=symbols('m g mu f_r F') # Creating physic object P\n", + "P=mparticle()" + ] + }, + { + "cell_type": "markdown", + "id": "5d30b148-427c-4b0f-8b39-af793e02b513", + "metadata": {}, + "source": [ + "### we will solve first symbilic and then applied data" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "f6323a18-afe2-4293-8f77-bd7da93365c2", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# adding forzas\n", + "P.add_forza(m*g,-pi/2) # weight \n", + "P.add_forza(Nm,pi/2) # normal\n", + "P.add_forza(F,pi) \n", + "P.add_forza(fr,0) # f rozz" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "eb933c97-b41c-4e64-9863-8f8a84db81a2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle - F + f_{r}$" + ], + "text/plain": [ + "-F + f_r" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.x_res() # SFx=0" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "6dcec0d1-e969-4755-b827-627e796b0860", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Nm - g m$" + ], + "text/plain": [ + "Nm - g*m" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.y_res() # SFy=0" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "4e6c7d40-5698-4646-b988-30873fa6a763", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =- F + f_{r}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =Nm - g m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# we will take advenge from MyEq explained in Totorial No 000 and call superclassic sFx and sFy\n", + "Fx=FxQ(P) # Fx= sum of all xForces and create Fx MyEq\n", + "Fy=FyQ(P)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "1badeb06-b638-41a9-a425-169c7d9412c9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Nm =g m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =- F + g m \\mu$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Nm=Fy.solve(Nm,'Nm')\n", + "Fx.set(fr,Nm*mu)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "05bc239c-1105-44d8-b401-0df120df2c14", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle F =g m \\mu$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "F=Fx.solve(F,'F') # when MyEq.solve(var, add a string then return a new MyEq else the valu" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "8fb12c42-1a54-4a9a-9675-515cae14207d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle 40.0$" + ], + "text/plain": [ + "40.0000000000000" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# changed value in F..??\n", + "F(m=20,g=10,mu=0.2)" + ] + }, + { + "attachments": { + "194c9d4c-4cbf-4624-90e6-87ec04d883fe.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "64790ccf-a47a-4e76-ac70-f36493e70449", + "metadata": {}, + "source": [ + "![ToEq.png](attachment:194c9d4c-4cbf-4624-90e6-87ec04d883fe.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "d29acc8a-b952-4769-a0bd-c7262cb48b05", + "metadata": {}, + "outputs": [], + "source": [ + "# maybe upper explanation is confused by for now follow my game... more advance explain" + ] + }, + { + "attachments": { + "30993b62-da12-4b8c-bbff-cc09cddb0585.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "0cc2c67b-c4c6-4047-88a9-2e6a2821cab7", + "metadata": {}, + "source": [ + "![MyEq1.png](attachment:30993b62-da12-4b8c-bbff-cc09cddb0585.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "f631fd68-48ba-4018-bd72-03c27d25597a", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# later I have a great solution" + ] + }, + { + "attachments": { + "fccfbeb0-8e64-4ae7-89a8-b9f6ea0d5897.png": { + "image/png": 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+ } + }, + "cell_type": "markdown", + "id": "8ce153ee-d9c5-44a8-a4e9-0e1aa9b46527", + "metadata": {}, + "source": [ + "![mess1.png](attachment:fccfbeb0-8e64-4ae7-89a8-b9f6ea0d5897.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "dc1e30e1-312a-4b9e-adfe-c7859b752fe7", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# Ok now I have show you and explain to you some graeat class usefull Equation algebrate func.." + ] + }, + { + "attachments": { + "68a7da35-e40a-441e-a5d9-34985d1e115e.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "5ff1547e-f873-4b08-ab81-d29e629b054f", + "metadata": {}, + "source": [ + "![MyEq1.png](attachment:68a7da35-e40a-441e-a5d9-34985d1e115e.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "fbbc0582-3a15-4a89-9028-abe4f01303a1", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# My dear crazyand and misunderstood genius Friend .. \n", + "# if from now on and until the end of this notebook you understand \n", + "# everything that I am going to explain, you will not have any problem understanding the rest \n", + "# of course you need know physics, Okkkkkkkkkkkkkkkkkk" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "75e295d2-1860-496a-9aea-19ba15a7e8d1", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "markdown", + "id": "ee3a9b05-a691-44c9-8c34-65dcb79f30a6", + "metadata": {}, + "source": [ + "## Working whit two Physic object" + ] + }, + { + "attachments": { + "cb818d1a-58af-4268-8868-b88a55f9a371.png": { + "image/png": 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" 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" + } + }, + "cell_type": "markdown", + "id": "a3abe29b-6d51-4e94-98a2-be16edb334f5", + "metadata": {}, + "source": [ + "![imagen.png](attachment:94d9202d-b1a3-42c1-87ae-64b197451e85.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "a0c41a9c-3825-477f-835a-e3ed14bd4e9e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =T_{1} - g m_{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# fisrt P2 because in P2 solve T1 and send to P1....\n", + "P2=mparticle()\n", + "P2.add_forza(m2*g,-pi/2)\n", + "P2.add_forza(T1,pi/2)\n", + "# two upper line will be replaced by... P2.add_forza((m2*g,-pi/2),(T1,pi/2)) ok...\n", + "Fy2=FyQ(P2)" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "1599dd98-d095-47ef-956b-2bf6fd5ad5ef", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle T1 =g m_{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "T1=Fy2.solve(T1,'T1') # from Fy2 solve T1 and put T2 as name" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "f7e0b045-3f98-42e9-a2b7-a10c1fa8297c", + "metadata": {}, + "outputs": [], + "source": [ + "# Now P1\n", + "P1=mparticle()\n", + "P1.addF((m1*g,-pi/2),(N1,pi/2),(fr,pi),(T1,alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "dfbc27da-62b7-4b3c-b63f-7bf855506a22", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =N_{1} - g m_{1} + g m_{2} \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =- fr + g m_{2} \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fy=FyQ(P1)\n", + "Fx=FxQ(P1)" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "cf25b85a-5cfa-4fb3-bea8-5329b2c54258", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =- N_{1} \\mu + g m_{2} \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# changuin fr in Fx with set..\n", + "Fx.set(fr,N1*mu)" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "99186b7a-7df4-4cc9-9cb7-42c37554ec0a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle N1 =\\frac{g m_{2} \\cos{\\left(\\alpha \\right)}}{\\mu}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# noe solve N1 and re puto in Fy... see how..\n", + "N1=Fx.solve(N1,'N1')" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "352cd6ac-41b4-450d-9c72-67f08601c076", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =- g m_{1} + g m_{2} \\sin{\\left(\\alpha \\right)} + \\frac{g m_{2} \\cos{\\left(\\alpha \\right)}}{\\mu}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Ok create again Fy to get new N1 value\n", + "Fy=FyQ(P1)" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "55951ad1-dcaa-4fc1-ab32-a2bd47316860", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle mu =\\frac{m_{2} \\cos{\\left(\\alpha \\right)}}{m_{1} - m_{2} \\sin{\\left(\\alpha \\right)}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# finally...\n", + "mu=Fy.solve(mu,'mu')" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "92918055-a151-46bb-88ba-f4bb93dd2f48", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{3}{20 - 3 \\sqrt{3}}$" + ], + "text/plain": [ + "3/(20 - 3*sqrt(3))" + ] + }, + "execution_count": 35, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# testin some values....\n", + "mu(m1=10,m2=3,alpha=pi/3)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "313cca63-8dba-4929-9fc4-ee1827c628af", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "markdown", + "id": "e745b06c-125d-41df-abce-a36806fbaccf", + "metadata": {}, + "source": [ + "## Working whit torque and adding forze whit x,y position neccesary for torque calculus" + ] + }, + { + "attachments": { + "e5e14786-609c-4624-9f31-b722b272a11d.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "04cc6635-afc6-48c3-bdf1-d51922a9a9e0", + "metadata": {}, + "source": [ + "![p040.png](attachment:e5e14786-609c-4624-9f31-b722b272a11d.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "d2a1d804-dd43-4f37-8ef3-e5fcd62b4a80", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from physic_lib2 import *# run this to reset all variables" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "43358f2b-b328-402e-b8e3-92fa67dba150", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# decrared sympy variables neccesary ''' we ahve it was declared but....\n", + "g,W,L,Rx,Ry =symbols('g W L Rx Ry ') # is better Rx+Ry instead R because ww not know alpha" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "5879c5d3-7ec2-48e3-887c-98cfd24923b7", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# Creating physic object P \n", + "P=mparticle()" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "8b60742c-19cb-4006-b6f1-325a21b9a5cf", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# adding forza.. this time we will includedd x,y cordinate posss B is (0,0)\n", + "P.addF((Rx,0,0,0),(Ry,pi/2,0,0),(2*W,pi/6,L/4,0),(500,-pi/2,L/2,0),(W,pi/2,L,0)) " + ] + }, + { + "attachments": { + "d896a45e-f276-4373-99e3-cfabb171ee95.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "3b08d11c-55f3-4694-b5fb-3217233a125e", + "metadata": {}, + "source": [ + "![ToEq.png](attachment:d896a45e-f276-4373-99e3-cfabb171ee95.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "c2b8cb21-bd49-49b6-a0e4-88d3453bb0b3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =Rx + \\sqrt{3} W$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# take note that Fx answer.. later you will know why..\n", + "Fx=FxQ(P)" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "659afa6b-90a3-48a5-b222-dee30b3666b1", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle To =- \\frac{5 L W}{4} + 250 L$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "To=ToQ(P) # Torque in (0,0) " + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "2d60d6c9-ac96-4ea1-8ad4-7b7712105942", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle W =200$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "W=To.solve(W,'W')" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "159427d6-22f3-4e58-8a75-fd2d6828630d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =Rx + 200 \\sqrt{3}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# see now upfate Fx. when we solve some variable that depend P try to change all\n", + "Fx=FxQ(P)" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "83f00b0b-6b5d-4510-862b-43c98fa3301d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Rx =- 200 \\sqrt{3}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Rx=Fx.solve(Rx,'Rx')" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "0002c8be-01f3-42b9-90bc-194200d4a39b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =Ry - 100$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fy=FyQ(P)" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "a62252cc-af7f-421e-b183-b4c55a32e49f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Ry =100$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Rx=Fy.solve(Ry,'Ry')" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "6694f5f6-a15b-43cf-9397-885046a5048f", + "metadata": {}, + "source": [ + "![p050.png](attachment:8530bde1-25bc-4fa3-88a9-7ec9492e5927.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "4bf82dc5-7dc6-4ab9-83c9-411d43c7bd90", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from physic_lib2 import *" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "2afb5ae1-a00a-40cc-a5a6-90f08cc560c7", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# declared sympy variables neccesary\n", + "b,R1,R2 =symbols('b R1 R2') # is better Rx+Ry instead R because ww not know alpha" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "11b884d1-ff22-4061-b16e-b9bfb8270006", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# Creating physic object P \n", + "P=mparticle()" + ] + }, + { + "attachments": { + "58e080b7-067c-4d26-b044-5789fc5ad37d.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "d9c3cbcc-b5b6-4868-ad1f-e428be1c1055", + "metadata": {}, + "source": [ + "![p050.png](attachment:58e080b7-067c-4d26-b044-5789fc5ad37d.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "78f239cc-17e6-46ae-b6ec-e4c09f31851e", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# adding forza.. this time we will includedd x,y cordinate posss B is (0,0)\n", + "P.addF((R1,pi/2,0,0),(3*10,-pi/2,b,0),(6*10,-pi/2,2*b,0),(R2,pi/2,3*b,0)) " + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "9f75caf5-51dc-4a41-81cc-cbf630037444", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle To =- 3 R_{2} b + 150 b$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# find R2 using MyEq Torque = 0 in A\n", + "ToA=ToQ(P) # default Name is 'To' but now we need applied torquer in two point..see bellow" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "0b301354-73ac-4eac-9eb7-71664b8272cc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle R2 =50$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "R2=ToA.solve(R2,'R2')" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "id": "96012d74-6886-440f-97cc-8c05937b8c26", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle ToB =- 3 R_{1} b + 120 b$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ToB=MyEq(P.torque(3*b,0),'ToB') # also torque in B equal cero" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "d9aa861a-9ea1-4935-9917-8b952a9a0649", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle R1 =40$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "R1=ToB.solve(R1,'R1')" + ] + }, + { + "attachments": { + "712d3bef-e50c-4a7c-8cf0-e821b5deacd5.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "a3082ee2-fc26-428b-9d9a-66a96757e847", + "metadata": {}, + "source": [ + " ![line.png](attachment:712d3bef-e50c-4a7c-8cf0-e821b5deacd5.png)" + ] + }, + { + "cell_type": "markdown", + "id": "f1ec973f-c692-408a-89fc-e9bd38773189", + "metadata": { + "tags": [] + }, + "source": [ + "## working whit acceleration " + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "fd6d560e-85c2-4969-bdd1-9604c2c447d6", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# before we will try to understand mparticle() class....." + ] + }, + { + "attachments": { + "f5f61532-f6bc-47d4-b3b4-63456420a3ec.png": { + "image/png": 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EeXuxQySWu/aOep8dF2lPGCyF0xCaV+Cal1ia9PLrojxz30ITNz89FynPvJ3R+SIadVE+o8GVXE+knNrSn3P5TtsbSwM3tVXlR/ax1ET5uSDKT9YAd9LLZ7Z8NEXzNEt+5kx/PO+9z+m7Ktgz05S3/AAAVBgCPQCAMosEetcXC7pZlTffXqCXu9YLAAAASgtNNwEAyowHZVG1FjyCJWokAAAAwAUCPQAAAAAAgIpB000AgEPGuZ8dAAAAHFgI9AAAAAAAACoGTTcBAAAAAAAqBoEeAAAAAABAxSDQAwAAAAAAqBgEegAAAAAAABWDQA8AAAAAAKBiEOgBHCL7G8s0NzcXTM1t9YmD7Wb4u3JqUoYlFGN/g5bNNCxvqA9mZArp2b8p9ts1L6c3rs5Rc0++rLBtar4s8lJtc/EmvfwK2BPHO+dRaEo63suRn/I4MdOL/QsAhxwCPYBDZH59h/iJKjwN2jX1rgMOZtZ2qT3wvhtMHVpVs0wFB5sLLVraCtKwtdSaTcDJypYegCI8EMd7TxzvF0SZftGcpny8ZzT/jDi/qbQOVjKc3wAAKgrP0QM4pLh2b+H2JRp2Rt+6ZZl3crapObdGJIKqaDK2m3O0RltTTt/00sMPOL98jB9oPqDmy5fp1IUdWj+qPgQoGNeMLdwXx/u5WR7v46nCNgAAjAs1egBwQKzSqUY7FlSx1bMNot076q9pKVt6AAAAAAII9ABKJtaPjpsBchPBhL5fG8vmvGp+9dm49LIXWn2i7lqB6+HaMGNZob6CyZ+td9bVq7D9O7tESyfVX5yHV8V3X3aaljceiG9MNj3juvOeWNzRefXXEp0cszaPawjNPlfc78+5b5Ol71Zan8FYvyleJy/jarw85+tjJfaP+R31Pd7G5Zv7ah5PruW7bC83dVSfyXUaf/vvjSWyjaF0p32WjS4HCzfE8f6OON7N5Vr65znnZ878iZcdMVnKDQAAJOCmmwBQDlsNGlKtrf5SthrcvDr+/nBr2OD3G1vqb0XNH307atCuxb+bIMu8WbRrNKy1B+qvMM6LpM9CBu1hjRoiNwKD9msiD15ymmrt++pbk0tPPmL/viT2b8rUuK1mzeO+SOdLjWHtNbGs18Op3XpdvPdatLyp98V3InPLdNbeiueNdTm3Rfnk9FuWbxq8JcpcJF0xalnRfPDSaU+T5rL8PNtbe13k6Uu1oV+sZD6Pua+UtthXSdsk152yvVk45X2Ea36Omz9yPbF9EpdnGwAAqgaBHkCJyEDPFlBx8BYJ9FKDL4dgowyBnheUWtIp0y9uBkfdt7rO56ps6VH4Bl/eCKvgrJA9oW6wk4IDvlEOfcZBVUpw5qfRIAMl2832iGWx0TfqHHAZAUPEqMBn5PLzbq8lTYUFHTKwtex/uS+T8yKrPOl1+U5R+WPL+6jC8hwA4ABD002AElntDGmLok0k56hJHRruhJsJbvb61DibMNDA/DrVa126nr8V13Ssdqgt0nl5I9x0a/vVFvUbl2hdt1a04ZFAF3pUH+ykz5dF2dIjbdPtezU6dUy8vH+b+sdPFTjyYY3qi/bEzi/WiW5tqr9EKva6VDt9Rv0Vd+Z0jbp74QK3ek6V50jzO1mez9ubvTrbu07d4/XEQWl43TvP5N8RebaX1Va+M7mBchZF+TwuymekqeP2W6J8PiXK5wEYoGei+QMAACEI9ABKhoO9oRqq35u2iNbmaDkSfLCueD8aFOqJu9Xt3rH3fSmT9UsN6rdeDfr/iIDpcrdG7Ysp4cyIoCp7H73AJNKTi983bI261KfWFfG61yW611LvF9EXc0R/v3u3/XWE+wm644ArPES/KM+98fut7T/YJXqiuH6QUXm3d9LWnxXl84ZRPh+I8vmOKJ9/Ulz4XxqRvnx6at1TnwMAQCoEegClt0odEewttZ6naKzXMJ7fZpt2iq1amoxILdrI2rOJ1ZwpZUnPYscLjC60qUYN2tLPBntqSwVMRTzTbJfuhOPcMKP28OQTYu4HRfxwIMqzCPaWbojynLbuEeaPLhG9N7mRTYvb3oJFavUOUm1eJvxDx5UWLdW5rIen9nE1DwAApEKgB1AWHDBkGMmSa566ZW2buX9TbAvXmF2NBac2fi3aqNoz+YDy0UHV/Pp5Eei+6DTtWO6Qi05PefWpt2ffQft7PSKj6eLqosgToyln1OatPjUWjXyStTFF1DomWDxLjXu95GBR1ojmX3/m7Z0iv1avwrV5sunsyoA6i+oNAADIDIEeQKl0ac0S7G0316gbrVVa7Xj9n6yPXfAeCWBr7jkN+5u3RAjB7lFv06HaRteiPd9Lrj3joGptl9q2oIo/Cz0SYUxlSo/RL29wv0+1Ywve+4VoEN1aiA2Lz8PaL9yqh/u4LYry9kTLOoQ+D8vfO227KRfl2RJsbV8T5XnsWqhVurhC1LqyHAv25OMjel1q1Meo9cy1vVOia/W+K8pnFWvzhIVjtXigrZpyoukmAICbuSG37wKA2ZNNAG/TJe6St9ZVbyqNLRranswt8HP35HPuIrhZZ+grMjCJLDci9B2ZnpYK2Cxq7dgAMT6u0Vu4Ib57XARC5+2BUpRKXyzdStJ2+tLSk0dZ0sM1U2+ekoOXcABz+dhgrEFGfHzTfEWUtxc7RGK5a++o99lxkfaEwVI4DaF5Ba55iaVJL78uyjP3LTRx89NzkUzl7YzOF9Goi30RDa7keiLl1Jb+nMt32t5YGripLQeZ/Iw77mOp1ah9YaeYwExtjzVP8rDloymap1nyM2f+xPPe+5y+q4I9M015yw8AQIUh0AOAUpCBU69ebLA2htKkh29gjUDv+mKRN/ZeoGeJY6HkdK1rUkAOAACAQA8ASoCbmq4RJdSeTV/Z0jMBCPQOMK8mjFBDBQAAKdBHDwBmbn/jMnVr7dIEVWVLD4Bp/6Yon8dF+USQBwAAKVCjBwAzsbHsPesvqtYezOSxEGVLzyQ597OD0uABYGyDkGC/AQBAEgR6AAAAAAAAFYOmmwAAAAAAABWDQA8AAAAAAKBiEOgBAAAAAABUDAI9AAAAAACAikGgBwAAAAAAUDEI9AAOkf2NZZqbmwum5rb6xMF2M/xdOTUpwxKKo9OSJf2TNOH07N8U++2at2weZr+5J18WiB/ALdKv1lG8g7l8me+8XD1NLP2TUd70T7o8AAAAQ6AHcIjMr+8QP1GFp0G7pt51sL9By2u71B543w2mDk3zmeL8rDsZUK0RtbOkf0LKlp4q4Gf8Ld/cV3/N1vwz4nh5UZRzMQ1WDt7+PejpZ2UqDwAABw0CPQAYaX+zR/3GJZr1c8PXd4IA84x6b5amlZ7B/T7Vji2IV9t0+16NTh3z3i/OKnU4IDg3qbD9oC8fioX9BQAwDQj0AAAAAAAAKgaBHkDJxPrRcT847gO2vKHmCPObD5rzq8/GpZe90OoTddcKW098G5dpQ7bO2qZm6H0x5ej3tr9xVXz3ZadpeePBxNMzrjvvES0d1dWpS3TyqHo5Juc+XA82aFnNI5vRGX/771lk6SPGfQ95nrV3iPo3FsLfE5NtHVn7oMXm5+mq/biapHg6RHl7wJ+ovmvmFNkmnU/BVHA/2T1xrgktf1SfUHuabU0uJ1ceImkILTftMwCAihsCQGlsNWhItbb6S9lqDPlQjb0/3Bo2+P3GlvpbUfNH344atGvx7ybIMm8W7RoNa+2B+sswaA9r1BBbmCwtTYP2ayIPXnKaau376luTS08+Yv++JPZvytS4rWYtwOAtkf7X09O/9brIn9cbw9pLtaGfbfdF3jikxWX5TK7jLcs+GMF1+VHyey+l71uWd/lp2q8lbKvM02iaVHmIpuG2ON4Lyn/O+3heeOu1pjNh3d5y0vfjJMpDYn4KecsVAMBBhho9gLJZOqleKKsd4ggwan/jMnUbWzTsRPq58PyDNu2uzWhEzAzWLzWo39tUfwW2X21Rv3E290Av8+vnaTh80WnaWQ+qxyaVnnxUPyYxtY8TNeri9YU2iYCTttT7nUU16xT139ml+oUd8rPt6Dp9Z6VG3b2DWVPCA5a0j3fp+p56Y4rWnxXl7ZalvL0lyttT4fK2f1Mc70+J4z3ar21RHO+iXOz2xjze95q09l5blKvoAEteOazfWojU7G1Ts7dL7Qvxcrh6bkhbT6k/pkjm541X4/nwYIMuv1Oj+uKMOxkDAEwZAj2AElntiBskijaRnKMmiZu5nXU1l2ez16fG2YTQY36d6jVx81r2e+/Vs9TotyjcGnKbrndr1L443bBKKlt6JGMAlvu3qX/81JQDzrDayneCIA/GsyjK2z1R3iIB1HURlLT/JLyXN2+J430xYc+LYLs+ZrC6vdel2unkIYXOnI4E83vXqXu8nlgWONjbeWbKgZUIejlovxxpMuoFzpdQbgHg0EGgB1AyHOwNQ48w2CJam6Nlr9NYSFe8Hw0K9cTd6nbvxL9TLqt0sS1uII2IVNZU1sQN5Bj3iFn76AUmk55c/L5Sa9SlPrWuiNe9LpEIDLz3y19jWzqRvoV6at1Tn0+dKG+R2lBZc5cQQHV78bTribdh90H+4z3cD3S0/Qe7RE9EWh+UQKxWT9XmRQNnAIDDAIEeQOmtUkcEe0ut59UAIYHGVjQoDE87s34egoP5M3WqdS/72yZrKi+Fay+nqTTp4SZ53ETTaK4pn4XGzfdk083pPsPwwOPA+UqLlrgJrMy/YOKmsbMyvyjK2zuivKnfG2TN3bP28iab70bSbk7j1KCdfCJboDh/dInovTvqrxKJ1OqhNg8ADjMEegBlwQ8lzzCSJfcnM2ueSmX/ptgWrjG7GgtOY2Qz0z71NsWM201q9RuU1CLVVd4+etIE0gOzJ5smrgxm0q8xlWx2KcrbnihvIhht3RPlzZJGrqmaZD/I1UV7f0Et1nRUNjvt+QFqjKyRnk2ts1+rh9o8ADjkEOgBlEqX1izB3nZzjbrRB5avdrz+fNbHLmzLxwLYmntOw/7mLerLV/dEwJR0Jxi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" + } + }, + "cell_type": "markdown", + "id": "0ecf5cfc-794a-4f74-8f46-fc46484e0f3e", + "metadata": {}, + "source": [ + "![p06a.png](attachment:c8f23e8e-4d22-45a5-b2bc-7e97638c1901.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "d9a7988d-eff8-4b72-8a42-9dfaa45a1863", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from physic_lib2 import * # run this to reset all variables" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "604fe1e0-acd6-48c7-99da-48ded30c3485", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# first declaring variable\n", + "F1,m,g=symbols('F1 m g',positive=True)\n", + "# In advance we will include positive True in order to solve root equations \n", + "# also is better use F1 because F is used in several libraries..." + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "d7cb3092-0446-4607-a1c5-d21fdc20bb19", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=mparticle(m=m) # now we declaring internal mass for used in other algoritm" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "f5aa950f-b01b-4284-8bfc-2b540fa4c7f1", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle F_{1}$" + ], + "text/plain": [ + "F1" + ] + }, + "execution_count": 60, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.add_forza(F1,0)\n", + "# see ress x\n", + "P.x_res()" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "id": "abd16d1f-2262-4312-a6b5-aa1cf1d637b3", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{F_{1}}{m}$" + ], + "text/plain": [ + "F1/m" + ] + }, + "execution_count": 61, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Finding acceleration\n", + "P.simple_ac()" + ] + }, + { + "attachments": { + "45701cc5-f726-4d8e-9794-91655efa6529.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "badacbf5-d139-4e46-9b04-8fff42828f6a", + "metadata": {}, + "source": [ + "![line.png](attachment:45701cc5-f726-4d8e-9794-91655efa6529.png)" + ] + }, + { + "cell_type": "markdown", + "id": "03b403ca-5b1f-4d35-9522-79dec0409c38", + "metadata": {}, + "source": [ + "#### Finding default acceleration into Physic mparticle object class()..." + ] + }, + { + "attachments": { + "2dc62571-f14f-4de1-a2f0-5c5b73e2816b.png": { + "image/png": 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ffFGWSfzKMq2iovKdfO6552J9NJaB9aTFcEWS9H/22WfSD48++qjjCq7YPq748dZUEU5US9t77729tY6kw6BvzJgxsnzjjTc6G2ywgeN+eGTcaF26dHF69uwp6y0ss59Nv5EqWPB+/vlnbyk1uLannnrKW8ovPvjgA6dr167OWWedJfeaoiQmaEGLbMVlDnY1fwJbtcIUDsHEwyXuO54vLHJcze87t6iW6HxztW/NUYGWY8ICjem3V155xVubnzRq1EjOtWXLls6tt94qGf/t+Z900knS17x581gfjWX6Wb/ffvs5Bx98sPSffvrp0k9j6nLQoEGxfZhupP+NN97w/nJigYbwmzRpkjNt2jSnY8eOItAQQVQGQPBedtll3hHcj9iiRc5DDz0kr6dPny5/Y9dddxWRtmTJEulPldoINMTipptuKoI032AsGNPDDjtMKgtkj6qHu+bEKlyiKgfYViXEgg81FWiFQkiA580bl4pI8pr3A6GKXO1bO1Sg5Ri/QMPHLN/FGViBZhuCiAe6vy+TjYSzlrBAa9asmSSbxb+sXbt28j8ijX122GEHSYBrWbFihQi1UaNGyTLriosrk2dSyslvzUuVe+65x1m1apW3lBi242/T7LkjWjn3fMIKtKz7oAX8kyJ+cfrXJ/2yCz5E9OFf18Q/tOLfA/97pCWeCoaQ/1m+/JAKJ0UO32/B9cH7LVf71pbcCjSX+uz8nwp+gYagePzxx701+QsPb3/DwvXf//5XxNPZZ58tfS1atHCGDBni3H333c7GG28ct0/37t19N7NxbrrppsB6hAzWRF7PmjXL+8vxAs0GCTAdd+aZZ0qQwPjx453WrVvLer9Ao64mfQcddJBMs+6zzz6yjFP84sWLva0aLryPiG3GZN9993XmzJnjrckCSeoyhr8IpUUpr9ADpLLl0zSMIgTeJ31/CoZ8rZ3qP68UvhcCm+Rq31qiAi2H4G91yCGHVL3pbrvooou8tZX+U0Qi0mo6jZYL8F+yfkv/+c9/nJUrV0r0KeWYwixYsMB59tlnYy18fd99951Et4YJCzSmRRmf66+/XqI3GTOELtGeHJfyTYAI++2336QPaxbij/2ZckUkIyY5Dq8bKozfGWecERtb6zeYFRJ9+Qf6/S38YE883ZCJL0YlcwQEd4amfpTsE/yhVEjCOvjdULPvg1ztG40KtBzyyy+/xN5M27bcckvn73//uzSm72y/FRoNnSgfNFq3bt1kfThIwLLJJpt4rxyZRmabY489NiYoaxskUN+wU5xXXnllVu+56C//ZE7nKVjZbFOFlkcEH1r1xt8wZC2p8XUl+oGSCmnsG/e5SSiYQz+ACuozlY7bQ672jUYFWg7ZeeedY29msjZlyhTnjz/+8PZq2IQFGjnjyGlmnfu5n1ju16+fFP4mWhT8Ag3L3vDhw2UbC9Of7JeKP1lSElqAUvzA2v1z9IVoBdpmm22WVX/IgHO595CIixgLPAT9D6L4L8Ko4ynZwY51SqIkC9M+uSUkXGItdaEUHViR2v613jf0PgRa5Ocl+BlLW1gn+V6MbmlY7HIkftPaNwE5EWjpiLL6JOjWXnvt2BtKZB+O6lzfhRdeKMt2HWkslErCAg0RZnnkkUfE8kOSWdJEMIbrr7++RHj+9NNP3laVrF69WoRaZkj0pR3fEn/RhY6RA5HB+K233nry9++8886kyXrTxf+gkTGJ/HLzPySqvvACVgDviV+40zGFR1AkJHsQ5f6ezixB0RLZqrnGaIHltWrUa633TSbOvBa3e8IfR7Ughb8f2Wp8v0R8D6d8jFztmxwVaDnEL9DIPeUHX7QmTZo4f/vb32K5xZSgQEN8+SG/mF3HFCcpPLbYYou4AACsZFjMwqKt9gQ/oFEirEpARIiHiF+Xaf9irSV1E8UZHK+SSYnGL2rKIFq0BcdQBVp2iRIq4Yd4/EOrGv2R54Sv2V5v+DoT33vBHxHe/v77NslDvfb7Jjpvdq/qj/u+yejnKep+SaGlKnIivj9tq/aey9W+KZKWQEMs0SilY1+n0piOiupPpSXbt9BIJtDg/PPPd2bPnu0tKZBMoFEeC0HGurAPmh/rg8YU59KlS53ly5d7a9Ig9mFN8GUW+xXpWx/6ZVklVMIPu7qjbgRaSGSV+b7oAl/KYSEXelD5vwUDX5bB8cOv0N/Cue74AWTXkfuNYBL/9rb9+OOP3h5K8D2svuXqB0dmCIuw4P0VuCcTiYq4z3pEf8b3TS4e/QItTlD4P0+pCqUMYc+r2nsmiUCixV2Tn1ztW0PStqA99thjclKHH3648+mnn3q9yUlHTBWiEIuCBKlrrrmmjB2Z7i+//HJvjZKMRAKNqE+EF+k6SKNBlQMeqn4rGZYz6mcietnmkksuEStbRqoy2A9tgi+z2Jd4bL3vyzPWZx966f5irR1YFUtKKq8jSqAxfoxxbVqQoEArjj1EwsI0LNBCws6/beAhFlxn97ft+OOPD5zbLrvsEltHYM59990X2N62q6++WrYvhIjquiJo2YluhS3O4q8x/ABO+KMhRkgohbZJLkhqv2/y8/Z/luK/bwL71rFAS4mQaA20yPfAR672rQVpCzR+jfJQ3H777SUnFWkOyN6eDBVojrPNNtvE3ti99trL661/PPnkk5LbLaqFp27/+uuvwHpEbJhEAs0WQicPmoW0GeE8aIy7LSGFMGOfTAi02BdaxIfU/2WX9DNsRV4WPuipQLF0e56lpaWxzzFjy/tBehK7vqYtSALrS9x1hy0AvhbeNvTF6V8d2C8DjZQspMhRqgiLAWn5+GCvKeEHcjX3aKTIClhcwj9CqqHW+4Y+Y4Hzrv6c/da1XH0fJSNwftJS/1Gbq31rQ8Z80LCeYUXjpHfaaSfnrbfe8tbEowKt4Qg08pRV3czBRlAE4sg2HNP963fffffYOhLhgl+grbXWWrGSTeRgY8rSX+PSL9CwigwePFj2I4nt5MmTJVcb+/B/usQ+uL4vs+S/YOOx2+fK4jBjxoxYihc+w4g0xp4IWP911KYFiPwVGvVFl0igRT2oEj+QgvtmpnEvaWR1/Sf4QI64R0PTXfGf8eQWsOSksW9CYRf6nESK6BREZy4JfX/U6PxytW8tyZhAszDlaf2ASBZKrq8wDV2g3XvvvU7Tpk1jb3RDFWg1aWVlZXI8v0Cj2UoCFgTZtddeK+k1iEok+eqIESPE348IRdYxrcm0FpahTBH/y8rXUrQk2GPU6Ds8w+CDduihh4o4jruOahrjyvjSbBQyaVBYDhAh0BJ92UWOa+QAhcVc1cPUvy81Vzmfzp07i4C350u1C/92qTRmDpR6TLUP5PA9F/HDISfWs9DnRr5/wudq+6PIvECLtLBW0xJ+DwbelxqOaa72rSUZF2iAM+0555wjF0JB7eeff95bU0lDFmhYicIWCRVowYbA79+/v4gExouWyIIWrmXpT1TLlBwRnKTioH6o9av68ssvpSyUPw9aekR8+dFq+Ws51wIt7jrcxvjxPlxxxRWxvv333z/2/tAYV4u1iDLFHUecQEsyTRCyUCTbNkrMMZacB/6Gbdu2jVW1QMjPmzdPXoMtDUYjWTT7cI/YPvzW9txzz9gyjfsvTnwq9YagqIi/7+JFR/xDO14opU7t903wfeRvSb9kgla29AVaCucT2RJ91n3nV+Mvy1ztWzuyItAsTHNSwJoLooSMjYJqyAKtS5culW+wr9VngUaEr9+vLJU2adIkZ9myZTXyQbN8+OGHcgyEmZ3ixFL26KOPSrUAHtSAZW2Wr8ZnetgPbjq/quKPUfUFXTe/1iCRQGOKmPHj/sX6yBinMn4fffSR7BfE90XntuoeAFXjkETIQZzwqzo2kbrJprKtnx3W7Q033DBWOox8ehxnjz32CLgl2EZZMaU+EhIV4Qdy3A8HWvhzWs0xkpLOvsHPV6BFCD0rNKv+RM0+nykR8dmsttWRCMpnsirQgFqM1113nbPGGmuI5cim5KgthSzQ8FsJT6VsvvnmkTUnlWiqE2h+/D5oJF1ln/bt28tyRol9+WRCoEW0OvqiKi8vF8ER/vtYKUnsO3XqVGm2OkMqILI5Rpgq60NmxaffqmEfLASHYNFPhW+++Ub2PfDAA2V55MiRsePRELAERNnlddZZxznvvPNkW6U+kUSkBMRZiVOS8IdUOkInc/sm/WHju5asCjSlVmRdoFmY5uSByRt+9tlni1N3bShkgcYvchyw7Y1PYwpYSR2/QGPaDZ+iU045xVsbhMLn//d//+d0795dpkuZJs1KVYaYQKvGwuMn8hd4VcvFlyK1Nxmj3r17yzngu4eg3XHHHZ0VK1Z4W9UMxt9OT+cK7gOE1Lnnnuv1xHPEEUfIvbTvvvvK+RJhTCDJVlttFXhf8Hn05y+k7bPPPt5RlPpDtEjx/wCwgsw/FRn83KYudOwxqrZJZ9+g9S3RvoFrCVjW8lug2eutze/WXO1bW+pMoIHfmoYweeONN7w1qVPoU5xMtZCaxDYSpdZXOnbsKP48NKbGMkE4SIC29957e2ujwQeNey5rxMRWOgKt6pd4Lr8QsRjZck/kBLO5+mqapJXPKe87P8pyDQKNa4hKBm2xPmhYtC1PPPGE9FF6jc/qkUceKcsvv/yyLHNPsawCrT5Snd9UlbXMPrhtq3qAh48R//2QnX2Tr3PXBgRYdZa//JlqjHhPUvbNy9W+6VGnAs1CskfC+PmCu/nmm73e1Ch0gdaQsP6HNKL6eNjTiO7lgU+rab3HsEBD6Fd3DNYzRZc1rAWtjj602YIxwvfKP760BQsWSI66msD2HI8fZbmGFED4lTElzv1n/RAtRJqT6Dh8Lz399NOyH4Eu7IdwZXnu3LkBfzQVaPWToLXM30JiKeLHll2f+BjxLayD0tk39p1UbYtyMQgJtLz5XgsLS1qqP4pztW965ESgIbL4UiRwgIslf1pUOo4oVKAVFkTOBW/sYCPab9GiRdJSySsVFmjhNBtK7cE/lNqv/vFt3ry589lnn8l6xBbvU3WJqPMNRBfnTdoVfOzwBUWQ2fuOAACudebMmWJts1AxgPUXXHCBrB8+fHiswD7WQTtGKtDqL2GRlMiY5LdYBbeJsL6EW0IBlM6+qQi8RCIj9HfzxoLm4hfDNRWOudo3DXIm0CwUuOaXLRY1vgyrQwVaYUFdQ/sArK7hpE6y1GQ+S2GBxoMSi4aSGR5++OGA+Bg9erS8J0Rkf/vttyJGTjvtNOnzi5l8huTFXIt/ipPSavYaiUq1fmV2ipMSYVRFsdvYxvQmqEBTakJ4ylFaig/6dPaNtqSlYP2JCZK6sRQp0RTxj/tG1Ck//vijadasmbdkzKxZs0yPHj3ktfsgMC1btpTXUYT3zTemTJliDjvsMG+psFixYoV5/fXXvSVjdtxxR7Nq1Srz+eefez21w32wmz59+nhL1bPNNtuYkSNHGvchaPbaay+v15jZs2ebs88+27gCzuupZO+99zbvvPOOt6Sky2WXXWaGDh1qOnbsaFzBYl599VWzevVqM2nSJNOlSxfz/vvvm4EDB5ojjjjClJaWenvlL0VFRfK/K9DkGuCKK64wQ4YMkftr3Lhx5uijjzbuD0S53oULF5o777xTrtHiijj57jnnnHPMBRdcYHbeeWfzzTffmHXXXdece+655rbbbvO2VBRFyQx5IdDgo48+Mvvtt598YZaXl3u98eSrQHvggQfk//79+5sRI0bI62yz0047mXXWWcc0adLEtG3b1uuthAfqI488Iq8RPP/4xz/k9cyZM80HH3wgywidAw44wDRt2tSsXLlSHjLXXXedbAdHHXWUiLb//Oc/Xk/d0qFDB9OvXz9vyZjRo0cHhNgaa6xhevXqZbbbbjtzzTXXeL1VTJ061bRv314eun/99ZcZO3as3DvHHHOMt4Uxc+bMMWuvvbY8cBUj9wYCbfLkySJErr76anP77beb4cOHixhhDBEziXjmmWfkBwrb5gtnnXWW/M+9cOGFF8rrCRMmyPfM+eefb5YsWSLCjR8ja665pmnevLm59tprZTvLKaecIgKOzw+fG8QeAm2HHXYwFRUV3laKoiiZIy2BhlhKFawo06dPly+5P/74Qx6u8Oeff5qvv/5aXvPlB8msIb/99puIkihyKdzsr/S6ZJ999jHrr7++PAw7d+7s9VbCOFmxhZAbNmyYPFRefPFFsR4ghF955RUzbdo0ecjwkNp6661l+0KBa//ll1+8pXiOPPJIudbi4mLzv//9z6y11lrykJ47d66sxyJ3+eWXi+A477zzpK8hgzhjvKyVCRDIN910k4j3f/3rX2aLLbYQsXbSSSeZ9957T+4hxP4ee+wh2zO+L7/8smxXKPDZ4R654YYb5AcJllvAgsyPG4S+pWfPnnL9fH4QaBtvvLH8IDvttNO8LRRFUTIEAi3b4FzLn4pq+H4QPUUjmWR1fmj56oPmv6bNNttMElr26tUr0J/JRs4mV1hErotqlK2xkKkfnz8SbNrxxPE7ar98bjYi74477pBrCGMT1d5yyy2y3cCBA2OJaufMmeMccsghUneyJolX6zMPPPBA5DjzmSSAg3uaRsZ9xu+aa66RZVfoyv6U1sIBP9WAn3zBFWdynQQD2ES1tDZt2sj9YZfJt0dEKKgPmqIo2SbrU5xMlWC5wXcDf5Xdd989rWnKfJ3ifPDBB71Xxmy00UYyjfbZZ5+JhSob4KeHleLtt9/2epLTunVrs++++3pLRqwcu+22m3HFpCwzxTl+/Hh5nWm+//57c+mll3pLNQf/RDstiSVnwYIF8tqyySabmKuuuio2fWXB8uEKWbGQ8F5gHXnppZeM++AVy1CjRo1k+s5afxo6WLeZ0mT6z8+xxx4rn7kxY8bIMuPP+C1btsy44lemwu+++26ZVu/du7dYlf7v//5PLG+sz3ewKuPbuHz5cvPzzz+bJ554QlwuXPEp67HEYmX98MMPzXfffWeuv/568ZU99dRTZQYASzbLiqIoGUVkWhYhSpM/4/9VnY4VTKM4CwuiOA8++OCYtSGVRo4pKk/YRn1NSziK07Zu3bp5W8RD3j3yV5Epn6oCWDzYJ3PF0usPWMTCY0vDWmmh3JPtJ/E0zJo1S1JXWBhrkr8WAlhXyXHWuHFj+X7hvnj11Vdj18h1PPfcc86JJ54oyzbKmDFhWS1oiqJkg0buF0xWsVF49te30rDAOZ8owCjw/yJIwYLTNpYIV5RJhKBt+NBFgS8i29Ow8mDJuOOOO7y1xrgPXunDeog1DQsP1pLff/9d9mG9UsULL7xg7rrrLm8piD9wh8+0HXfeX8YYyzaWTAuBJ9myyGaaGTNmSJDPm2++KfcI1vD7778/do3cowQT7L///rKMBY1rxpeWgIL77rvPO5KiKEoG8YRaViERLYXS8e8AtaA1HJIlqh01apTcE/g4WT+n6vBb0KhO4D48pd8VF9J38cUXi88ZZXps7deFCxfKNhTNZvmggw6SZSVIIh80LGaJ3hssZbx3heZ35gcfNFuj1fqg2WLp5IVr1qyZ9OFbSvF3/D/t2FAN5bjjjpNtFUVRMkmdCDS+wElGi8Mt2cjro0CjtI22+EaRah5kTAfRTj75ZEkCSlu9enXkPskayUYRZvYByeumTZtKwATHHDJkiLPWWmtJ8AmZ8Xn4brDBBs7GG2/s/Pnnn7INBbyjju1v3Ge77babZKGPWl8fG+8H42Mz59MIKGGaujbvFS0pcSVyqlqy5OVxiTuTbBx1TuGGuESA8jp8jxD4YO9divNT9on//X+/U6dOgeNlsimK0nDJ+hQntGrVSqYBmGYiqWN9hDQb2uLbVlttJQlPmVakPfroo2bDDTeURtqLqH2SNVJAENxgce9hceymuQ80cfzn75DbjNQaBGmQB41UJKzj76633nqRx7YN53eOS0JWpreitqmPjffDjp+lW7dupkWLFjJNHLVPdS2eCjOis7e+22ivL57R3YpM5xHB/GIVIzrLfnG7je5mikqjcyf6zyVRI11L48aN5XX4HiG4yd67JSUlMq3JfebHf6xMN0VRGi51ItCAvElkJ8cXbdCgQV6vUt8hiee7777rLWUeRAWRmp9++qlEECLKWMZP6N5775UqFfiwzZ8/39ujCqL2EGH874eoTgQax+HHRUMAgctY8Nlk3Pzgm5VuNYlEFJctkrH2t0VlxbJuxoChplJ2VYq61gNmyJIxJWaS3X5SSWWXK9ISaLS0Wbp0qYwNeeC4x7gvbB5HRVGUbFFnAg1wyh4wYIA4IodTIiiKv8xUIkgu609Oi5M2D08sc4hBUnqwTLPHI+ggXB4KSKdA2hf+D4OTO8d46KGHvJ76DakzTj75ZFNWVub1ZItWpv9AT1S5Qmtg/3gB3Kp7T1Mp0SytTJt2la8qBd0o07Vy0ZiulxpPz5nRE7Oj0EaNGiX3CWXcqGbBMveHoihKNslJqSdyKN1zzz0i1sjKXRPyNQ+aEs9zzz1nfv31V2+pephC4gEYBVYtMrtTC5IcbpZNN93U/Pvf/5b+1157Tda1a9dOhNwXX3whljTye1GqB7FFPiumMJn6/OSTT6SqwJlnnhmon8q0FpUXiD4lirShQEkvPpMIUz+MX0YtieWlldObxWVm0Zv9XfkVhKlMsZYlWB8E61prU7n5IvNmhOCrLdw/VEAhh96TTz4p0atU2yD6mHUWIjqJ7lQURckoCLS6Bgfsf/7zn+Jge8YZZ0jggJ8PPvhAIj+//PJLr6cKjeIsHFq0aBFwpk6nlZWVyTGj8qDtvffesg6GDh0qfWPGjPF6HMcVF9K3xRZbyDJ50Vjeb7/9nLffflv6wnCfsV9DwxW4jiuGY2N7/PHHO7fddptz1113eVs4jitOpHqDK+i8nsrqFFGf1ygWlVVm7o9y7o+tc1uyQIEYsUCDYqcseRGSGkMk8LnnnustObE8aOHmCjRvC0VRlMxRp1Ocfm6++WbJWo5VgwoD/oLDZOLn13w62eeV/IRajX5rlcUV7AlrrJJ/qlOnTt5SEO6Vvn37moULF0qBa6Y/qUHqrw5A0W+CBGzeM4qru8LDvPHGG1IYPJs+coUGwRU0C1N5gwcPNl999ZX4kAJ+fq6AFesoVkbGnfq59KfCogXWl6wKGwBg/cxccWZGxeYxE1FuSm3EQMlAk0HjWQCsrVzjvHnzZBkLK4EFiqIo2SQnU5z+aUp8XhBiTB8888wzsSLLTE3xoOUh6i9RpFOchQPim5I/fogGpLwUjud+8H/i/V+1apXXU0WHDh1iAs0/xdmkSROJDu7Vq5ckoGU68uKLL5ZyUBZen3766ZKE9ayzzvJ6K6ftOA77EakYLpbOeTz11FNSzidT3HjjjVJgGx9MogXrCiJfuX6mcomoTQTTdIxfeLqOz+FFF10kn02c5Jlq7t+/f+xHFMX2KeuU6jRoeWlEJKYlpWlNqJrarAwa8PmlZQh+ND722GPiwzhz5kzpI2EtAQL4odnpe53iVBQlK4gdrY4JT1OSr4o8aVtvvbVMbwK5iZiS2n333QNToDrF2bDxT3GSJPSEE06Q5op4SVpry/BY/v73v0vutHAiVYqosx+JdP3Td9mkvLxcps3qOr/VvHnz5O9+/vnnXk80n3zyieMK0tj42kYeQ/KE3XvvvbJM6S4gATDHZX3qLHLKioPHl5bSfKZlklMS27fEXcoeI0eODJwnU8D+RLU0neJUFCUbpCXQEEu1aUuWLInrGzdunNOhQwepe4d/C308OPkCvOGGG2LbRe1rm1L/SVSLk2ShCxYscB5//HHJAv/iiy/K9tSI3GqrrWIVB+C9996LVTg4/fTTU/adqg233367nE9YOGYC/O3eeOMNbymeadOmyd+mQoCFSgt+QfXVV18F/KwQcWFfK8aWJNOrVq2SGpX493HcESNGeHs5UpNz9uzZ3pLjHHXUUd6rMFZc1dJnbFGZUxw7t+yJM66Fa6ROJ9dMY5nkxY8++qgkPrbjowJNUZRskBcWNMunn37q7LTTTmIZufHGG52ff/5ZftFvv/328ssVVIg1bBIJNCyw7dq1E6sry82bN5dlGpUFuKcsNkiARvkeHrjZorS0VP6O36E+U/Tp08d55plnvKV4yIg/d+5cZ+nSpV6PI0Jrzpw53pLjVFRUiACzIOYoy2bHh1JHWLbJpA8fffSR07JlS1lHoI8FayQixvLWW29JYfo4YgKr5gItUEGgRha3msO18HcQYvxQHDx4sBTcp4/gEe4ney4q0BRFyQZ5JdCAqagjjjhCvviIIJsyZYqzyy67yGvq/qlAa9gkEmjVNb9AwxJkp+tolIKaOHGitzaeyZMnOwMGDPCWHCmFZH8wVIcVaDzoEY/fffedtyZ9EGCUYaLmaKrTjHyGfv/9d3EdQGjgPrB8+XJZ99hjj8lY2HGx5/3OO++IZY3z/9vf/uZ07txZ6poOGzZM+hB1fC4ZVyyVy5Ytk5JJ3377rRw3QEyg1cT65Z/STKEVlzm1Mc4B5841IS6pFcvx1ltvPSnxFPd3vIZ4Pe2007wjKIqiZIacRXFapk+fHouOAqKjyGuFYzJO3HfeeadxvywlD5H7IPC2UpRKtt12W4kofPbZZ2WZUmLkrurTp49xH5zSByRidQWNvMZB3xVs8hqI/KSaQDgK0RUZkpz0qKOOkhI/BA7QVqxYIZGoRC5Wx8iRI+W4BDlwP7sCx1uTPpQkIndceXm5nGsquIJLxoXSRatXr5Zx4JxeeukliaTlOv0wtuzjiha5dvYjOGPLLbeUfRlTomPJQXfiiSdKXjn3e0XGmBx1cSxaYOJjOJNRbkqLuplEMQVRlAxMJcggHq6FMk5UDli5cqUERPBeEzhBQIANDHAFaqAME/ukGsGqKIqSMpU6rW7xW8H22msv+RW60UYbScHrm2++OTYF8/zzz0s/jWkYrCDPPfecrFMaJlEWNJy2XVEv/ot2eo4pKabH6cPCQR+WEfBPcWIhYhumSOm34BTvihYpuo4VDG655Rbnsssuc8455xzZh3vx448/FmtRTWAfpvPThalLLM74jC1evNjrrQIXAf5WTax2t956a2xsaExvfvbZZ95aR/z8evXqJa/xG8VfNAqmTiOxFrRUrVz+guppWMaqg/ejWbNmYvXjvT322GMl9x7F/a+99trY9Ka1nLoCNXZeOsWpKEo2yLlA++abb2RqhYce/mf2S48HAz4uPASY4kSc8fDFZyibTt1K9RABScO/CRAKto/mf3/D8ABkG95DHuJ2ei1VEk1xEq1JVKFNVEtDUPG38EdjuUuXLrKMqLDbnHXWWTJd17Nnz4BA4xoQZ3379vV6KgUa+zz44IOyTIJclhFCqYDjOdOLxcXFIqrSBR80ftCsWLHC6wkyfvx4Ob9rrrnG66kev0Dj82jf4zCIvihRCO+++65MhWYEK9Cy7HOGKGvcuLG3VOWDRjvzzDMlWIB7jGsDFWiKomSbnOdBC8P0AjmbyE81efJkmVZhCmarrbYyH3zwgXG/RKVY8YwZMwIJNZW6g/eAaR2KkLuiRabH7r77bm+tkYLb1FoliSzvpX/6jdxZ5L4jv5j7kJeEsu6Dz1ubGMo3kW8rXOqJBLSHHnqolG/i9cEHH2xcUR9IfEwf04FMN3IfcT8xTUWBde4p8pIxpXX44YdLLU8KhzP95z6kpUA2ufiYSqU0FLnd9ttvP8nnRikrpkYfeeQR44o7+RsHHnig/E1XvMh0ITnDLO4PDSkTRN428sNxfKYKXaHnbREPxyBRqitMvZ4qOG/GAheAzTff3HTt2lWKx1tcMWpcwSV1JPfcc0/JJ0epIgtTo+wDfO6YsiUXHeMHJJImb9ohhxwSS8zKlB8uCbz/fEbJrea/Rs71mGOOkeOSQ6xQIPks9xDnzLQ2+eoYH3uPkAyZcXbFtVz/cccdJ99j4Ao0zYOmKErmEZlWxySzsPhh+oYoNYIGsKA1atQo9quVaDR/fjSl7vC/D4nawIEDJR0DEZRR62vaEpV6wqr67LPPOq4QlGWsZPxtLGPbbLON9DHdef/994uljOWDDjpIrD+nnHKKLPvzoLVv31761llnHbFAYXFjmeMBpaGwgNF31VVXifUKR32Wcby3cL6kmmBKEDi/8847T47DlCjnwmv/347CFXJSMisZroiUY4VzvVkYH9KK+KNVee2PwsSdgGuIajYPGu8nqTWwUsLUqVNl+m/+/PmyDFjrOBe2L0Sw6HPNruiU6yWa3F/6iilOzYOmKEpdkHcWtERQsBgnXYqs8yseKNfDL16clZW6w1rQ6hKsbmSvD1vQAKsQzvKueJKs+VjCsOz997//NR9++KHcN1issI5hEeP8sYxw72BJwzqF4zvwd7CkAJY2ioezry2UTWkoLGoWMuljaXLFoDjZUxoJsF5hPeR+xTpzwAEHiJURK9odd9wh5aeSMXbsWLFEUf6Kwu04rPN3e/bs6W1RPR999JGZOHGiXCOfOayA9LkC1biCVa6FAAky5WMpwxkeq1EYV6CZli1bGlf4SrAABecff/xxscgB1rVUrKCFAONBaavPP/9crpGgE6yTBC0deeSRch/wPmJxtKgFTVGUbFAwAs3CFyMPOKarmIriATp8+HBvrVIX3H777RIpOX78+LgSSdUxe/ZsqevIw64mICoQBFECDaivecopp5j3339fhBHbIWwQRExHIvBtpB1Ti0zbATUWmWq1U7SUNGLakalIRCjCg+l0pv8QY4gkohV5UHMffvnllxLpyFgwVclUIlCejOhPfkz89ttvEgmJiNxkk00kupG/aUFYEqXMmFB3lPJViCFqhLZo0UK2mTVrlrnmmmsiBVQiPv74Y3PVVVfJGNxwww3ShxilpibTnpwXpYuYqqRUE5GmV1xxhSxbEJ3s6/+8Mp2LmOM+sOMYhrHiq8VfdquQYKqWqfHddttN3scNNthASokxHlw/7wVCjntEBZqiKFkBgVbXpDrFGYXdFydlclP5k24qdQc5uCZNqrnjNoEB5NWqLYmCBGg77LCDc/XVVzvdunWTZaYyqRRAbi+myN0fBrKeYAC7D5nhmc6yy+QUY5+ioiJZxjEc5347rUkjDxj3HdOWTLHaIAG2s9uQKw2iEtUSFOOHSMuxY8dKSSY47LDDJDO/f8qS+52o0pry4YcfBjL8k1eQXGiwevVq+bs0pishHMXpilPp98P0bHWJd3G433zzzb2lwoF7hPefqXI7Bkxp2rF3Ban0kZjX3iM6xakoSjYoWIGmNEySCTQapYwQJeHtqBmJsECsEZlJugz/epYRXPh7sWz92vBDogQZx2P5mGOOkfWkhyGrPtF+1hcS0co2NPzCEIpEfrJMtCqRyvQlS8uBQLr77rvlWFEgLjkGJa0sRBgmi2x+5JFHZB9KPyUDEeKPpKYhUCmvBlwDfnQWxojj4r8WhlJbpD4pNKwPGr6Il19+eWwc8OFDlFqB5m8q0BRFyQY5EWiKUlvCwos6m1jkqHnJMgKNNBrDhw+XAup2O4S9DRJApGFts+sQOIgPalI+/fTTkhsN6xvZ83feeWfZBktZx44dJeAAUUIfAQMEAuDIH4YgAba55557vB7Hef/99+Vc/0pSLB0LI1acRGBJ4xhWNAEWPcRiIqi3yT7VpTShIoAdE9sQqARBAH+T4Albu5NxZhsKiodBYCJyCg0r0Ki7iaj3jwWWT8Q/FRhsHylcrOVTURQlk6hAUwqKsEBj6nK77baLJWslLxhJRRFU1JGkD6sY9VyxdLGMZYd9Kc/DMmKCiEbyniGiSMxKclty8bHdwQcfLMflNeKNpLa8Rhzy9+0UJw9qzoXpTY7Jsc8//3zpQ8ylA+d1xhlneEuVljY7VYpwYrpyzz33lOXawnX4rUb2Gjl/olXt+CF0SdKLiwHLrAvDNCr7Fxr2Gp966inJucg18B7Sx5QzyY/9kckIfUVRlGyQ81JPipIO5AkjAIASPERSEtGLYz75yciTR94zoja/+OILWecKNekjapO8Zbxeb731JOiBnHtApCLlkAhmIBgAB34iOjkOgSlDhgyRQBcc+Pn74H6WJNqT6FACADgmUZM4kbuCRvKqpQMBDkShWjgPokOJWuUayH/G39l5553lb3ItnDcBCQQA2PNMBo7wXKcfjukKQMl1ZseP4AOiSfkbXKONXPXDedAKDd7j5s2bS1AH9xH3CYEd3Fv9+vWTyE7KXVnIjZcoUEJRFCUdVKApBQ8pIkpLSyWKk6S4PGBJWnvCCSdImgqS0NLHOkQXSW9/+OEHEWKsJyUHYo5t6OdhTJoFlvmfhzWRlkRtUhuW6EpqfxLpZ9NLzJw5UxLY8jBHLBLhR0Qkx0bIEJ2ZDkSwkhiXa+EaiJL86aefJHKUZQQcyVVJK0LdUcQn0a5WLHLunJeFbRFefjg2xwwzf/582d6CUEPIkZ6D40ZBqhIiagsJRPacOXNElJNwmPeNRqQ4EbhEt3LtftjHP66KoigZw/2CUZScQ0JXf7RhIqKCBCgFRgJVXlMnkuPgG8YyJXzwJWOKECd4+nDwx3nf7k9jmf2sf5H70JVlyjqxbBPVQu/evaXPTlvaRLVt2rQRfyxe20Yy22Q+ZTUFh3wS4uIbBkwzskwtSQuJZc8++2zxu+MamJLk+vxRt0Qp4rvmZ+LEiTKl6T9/GserDf4anrkGP8GE9UE9mN7kel0BL8uM3xdffCERtfQzpaxBAoqi1BU5yYOWLkVFRZTmM6Mqq9QoBQSWGErlhHEFkFiCKBsVhhxnrnCS14nyoGHRoWwUFi8Sq7Zt21am/kg8y3QkyWuxMmHJwkrmChfZjyk7pqz420BOKxKvksSW6UEsUVjo2J/cX0AeMc4T6xHTjuQ+I1cWSU7feecd2QYrHNOCWLQoh0R+NXKJUeqK88DCRwJZ4G+znSvwYnnPwjDdtnjx4lieNa6RqV3ydG222WbSx7H5bJAUFyZMmCBTkeTsIpfZ3LlzxbLFNTKdCVh/SKqL5Y/x49pIYGvh2in/hDWxUCHfG4l5mQ6mJQILK+8zSXnJRUduO8YUKyklvnr06GFcwS4JkP0wnpoHTVGUjCMyrcDgtLNcO1nJEjju8/7VpFG6yRJlQaNhRSKdhC3fRCoNUk+Q94t8XOSswsmebbBq2f2OPfZYKRtml7G0AdYTlkkzkYjJkyc7roiLy4NGUAK5xSCcB62kpMRp0qSJ4wo2WQZykJ188smSmiIKnNMpOeSKB6+nMpcaDuqUQrMQwNC0aVNJ6wGuwJC/bYulE3XJWJACZOXKlRJYMGzYMClsTtAB4PzvT7WB9YgxswEJhQbF6W1EbdeuXZ1PPvnEee+997y1lWBZDQc6LF26VIIDbMQqEIhix8Xf1IKmKEo2aOx+AV/nfskUFNdff73pcOp1pkdrr0MpGLDiYJGpCVi9yOoOrsATx+wwVJh4+umnpbA1YCHDooWVC18rHOqxImG18pdqwnLF8bCcUOAbny33AS5+SDj9s731M7NgwcMfiSz9WASvvPJKcSbHAoMzPv5iBBlgTXM/Y5K13xWW4suGFQarFf5pWGkIZjjssMOk+DbHwrcN3zgKzQMVDvB/w1mf6gTWurfrrrvKcbHSUYoICw+WNKomkOEfqyPF5QkewM+OceHvYNnD8oYFjuoEBDVwTpdccon8Pa6Zv0c/YEHib2J1ZIz84GOGlYnjcw75yIgRI8R6ydhw/owv7zdjAfjRUQ2D8lU2QIL3xBXEUoye95Ux4b2kgoC/xJOFEmB9+vTxlhRFUTJEpU5TlLoBC5UrlGrUSAZrCVvQXCEjVim7TMZ/f/4zWv/+/cWnDF8s24ffWvfu3WPLNvGrLZaO5YW8YVjvwglXrQ8af5fzW7VqlbemEixO9rj+PGh+yGeGnxiJby34k7FPeXm51+OIBQuLHFBxwPrWkY/NMnr0aLGecb5Y20gme8ABB3hrHcf9QSP7+IulkyeuWbNm3pIjedS41igfK78PmisiJV8aYJFjPZY9VwBKXxj80Diu39JXl2BR5D1yxbBYKDlfv/XyyCOPlD7GFrCG+u+nVJpa0BRFyQYF6YOmNFzCPmj4UmG9II0FVjOsYFjorJ8QliF8zCiSDliaSBPxwgsvSM1NfMywtGFpws8NixDWIqIZKZSNtQoLExGUU6ZMkeLjWEywhmGFwr+JyD6iO6nLyd+hH2sLENmJH5z1HSP6EosMFiciT7FCEWXpiic5H/zeXOEo6SsAfzWsaBQ551pJB8LfwVfMHpPrxbKDrxvRqPjFTZ8+Xc5zzJgxYj3CKnfooYeKhc2CPxX7AOPBdUZx8sknyzgBx6cuKnVDscrxdwALofUT9INVkDEj5QaRkXWN/xrxP2NssahhjcSPEJ8/LJlEw2K1xLrJPVIT1AdNUZSsIDJNUQqE1157zWnZsmXAgoEliIhELFuucIn1U74JHzBXADlHH320d4TKckl2GyoFkMTWLt92223OhAkTxBrFMpGZrgiR/WzkJ1Ggs2bNctyHuizjUwbWB42Gv9Nxxx0nr7Gw2Gzz+KzRt+OOO8oyjBo1SvrwB7O4Qk72xzpHBCJ/G/8xKiW44tPbKjlhHzSOzzHxw7JgEaPPX2s0qlFbk3HBX2vu3Lmyj40kTQVXVMs+lIfKNPgZ+q2DicCCyjUwfjYhL5Gr/mt3hahsc+2118b6ohrvGWPCa7WgKYqSDVSgKQUHAQHhByYNAeMXW6RLYIqL12ussYaIrjPPPDMg0MKNuptMD5I6g4AGf5CAPzUHx6ZkFK/DAs1WHmB6skePHtJngwQQe9TEpPQSIDgvvPBC6SOlA8EApO9AANL3xx9/yHZMvfH3qX4QhilNUomEWbZsmRzDCrL58+fLMtOgFqZ+w6lBopoNPGC6k+Lh9JGSgzQkqYA4steYSRhXUqlQBJ8pVwRkKlAZgPNhqpmgAV4jzkhjwvuP2B80aJBcJ8XTWU/5LzseiDICTxiDcNCBoihKJlCBphQc5LNCjNmHZXUN3yMsWIgEfMwQKCzzULfbYHmjj4c9y/igYb3iQW759ttvZRvrt4TVhmWEGcW0qdHJMtGjRA5iLcNqRR/WI7ah2WLpiLBtttlGIk4tlBLadtttZR+gfBNRpoBIo5A6Qs1CiSrqYyarxRkFYgMLILz11luxcQg3/O84FwQr507kKPvRd+WVV8o1pmK98sN+CNNMQPQl50LUJb6GNS3QjrjlusgjR51NLIpc97rrris+ghwboQuIS5axqtrx0VJPiqJkCxVoSkFi62RGNYQXaSvsMmkkSBZrBZrlrrvuim0TFSSQCBskwNQqTvA2US1WuhNOOEG2CRdL33///UWUICRssXTSXLDsT/FADU/67N9HHGDlsTz00ENicbNwXRRxr6lAa968uViA2DeZQOMascBxrrYPCyGQqoNz5f9UwSpFzdNEKUVSgfGgTiZC2U9tBFo4SMAKNJp9LxHv/D3beJ/tNirQFEXJFirQMgQPXW1117BC+YtW+xvCI9xH8XOmOJkSa9SokTS7HRYpfNTos9uzjmWsRexHpQK7n93GbofgmDNnTqyPbSiYjqUOMccyvlcch4bAwFJnl7GyEVlol4mktH8Laxx95EpjGdHA/vQx9YZgs8tEciIgEG0IPKIt7XGYcrXHp2255ZaBa7CvuRaOw7Stfz1jje+Z7SN/HOOGL5c9Jn/Tvj+2D8HJMiKWZc4VSyT/77HHHmJ9ZD1TuXYfxs0eh9f02WOTn45lirFzDyAc7fb8z3ERkFwzvmZM/doxIALY/g3EHH2MH+dDHwX2+Z/lp59+Wq6TbfzjE25MqdtzzUZTFKXholGcGYLIwLqCvFNEnBEh54eoPfcBFVmYm4LWRAlayF5P7UUg+o4i0dQdJBN/LiB7O9GJ5BJLlfbt20uUYz7Sq1cvyR92zz33eD1VzJgxwxQXF3tLiaHKAfnIavoR5f2keoArDr2e1CHqlQhRKjsQAVkTxo0bZzp16iSv27ZtK0XbqU5AJCxVDTinKMg7R6UEm+vuiCOOMLfddpu8HjRokETWPvzww1LVgIhJImwZG6IyiaylEsINN9wgEbQ1jcBMB1e8SZTuqFGjvJ6awWfYnz+Ogv5EBVvIpcd1KorSQEGgKenDUNZVw/Jgc1v5G7mtmHIJ99Pwj3rjjTdiDed3u46M+PRhcfHvU5eNqSnr0K+tshFNiH8ZgQtR67PRmBrmXuB+iVofbvjQEUFLa2jvH9HBTI1HrUul4Zfo/0yGg18YW0VRGi5qQcsQRUVF8j/5tMjFFQWWAlvzkXxeU6dOFSsDbLbZZmIBI5dXIqj3+PPPP5tp06Z5PYUJGe6x2C1cuNDrqTuwJGJ5w+pS12AhIm/Y77//LsvkUsMCQ2Z/8qG1a9dOxgbI4I9ViZqd8+fPl8oAieAY3DfWIkq+NP7W119/bWbOnCnVBnbaaSepHEBVBQt5z7DYcF9SrQEqKirk7yWC8eM8sQLCiSeeaE466SR5PXDgwKT7KjVHv54VpeGiAi1D9O3bV/5nWmv48OHyOsypp54qSVARYrfccotM+dgpOh56TOFETSsxxXPMMceYsWPHisAjwSklig455BBvi3iY5iRBKA9QYArW/ZUuCTkpE5QqCAqSpJLg006RkvyUBzWFuBEXCE1gegvxA/xtzs8W5V6+fLmIBcQrCVMRsuHC1UxjIXRPO+00WWZ6j4SvlDSi9NKrr74qZXooy0Nxb7CCFfFqeffdd6WkFMlTSUTK+P3yyy/m7LPPlqLfjMmwYcO8raOhuDYfDYQzSVkBEcU1IGYobE7ZIKaUo9hll11kispfWHvevHlyXPahxBAloi6//HLz+uuvy7UznpwzUGqIKS/GidJmbJsIipszvci0IOPHMvsgyJh+Y8qQ8Rk9erScv4UEuBSS5/2kbBUwZfjkk0/Ka8sTTzwhyXUZP+5dztM/fohd7sdu3bpJgXoIjx/3EPeS/x6Bxx9/XMpccb/yGhCpJMMF9uE9swKVcbJT+EwP8rnx3yNQXl4uQhThyOeR955rAKZ/SZhr75EoKGpPeS///cky7yl9XANloew1ZhP9elaUhosKtDqEhwQ+OTzcawK1FclqjzUFFi9eLLUBTznlFFmOAsvIyJEjYzUWeVg/9dRTIpCstSQVEFr8LQSo9YfhYc4D6uKLLxaLyb///W/p5wGNNQeoY4gg5WEHPDDJ3G6zukeBKEFgYIkBMtWTYR9rEMKFBzgi6fzzz48JAQQv/f369ZNl4AGN6MEPDF8ohAtCZPDgwd4W1XP11VeLdZOM/ow9vPbaa2by5Mnm+OOPl3qbCBzGAuGCkPKDjxlZ9xGVlgEDBoiowNKFcCKjfSZh/PCL4twzCeOH39dNN93k9QRBqFK/k4oO1gJoxw+BTB1UhCG1Uv33CNx6662mf//+cr8OGTJE+hBb9ocFVRKofoAQA87BWgrxW6RW6iOPPCKCDqs0PPDAA1LNAfGLnxf3CH51wOcPgcn7yPsZBe+RrU+KTyZ1O1nmPUWUcQ38WGE9n03uxdNPP132ZRywfrJNoh9C1mLq/1ERhh9wfHY4d0VRGiYq0BQlDbA+8XAOCzSl8MHqjMU6kaWaoBpEOmKNcliAEMVSjVi0ojIMog9rKlbpRGCFR1wm+0GjKEr9RgWaoiiKoihKntHI+19RFEVRFEXJE1SgKYqiKIqi5Bkq0BRFURRFUfIM9UHLEDqMSr5jc/XVZ+rb57AhvGeKokSjAk1RFEVRFCXP0ClORVEURVGUPEMFmqIoiqIoSp6hAk1RFEVRFCXPUIGmKIqiKIqSZ6hAUxRFURRFyTNUoCmKoiiKouQZKtAURVEURVHyDBVoiqIoiqIoeYYKNEVRFEVRlDxDBZqiKIqiKEqeoQJNURRFURQlz1CBpiiKoiiKkmeoQFMURVEURckzVKApiqIoiqLkGSrQFEVRFEVR8gwVaIqiKIqiKHmGCjRFURRFUZS8wpj/B3kZkwv5R0mhAAAAAElFTkSuQmCC" + } + }, + "cell_type": "markdown", + "id": "1b0e8baf-fc45-47bd-94c2-c7beb9066421", + "metadata": {}, + "source": [ + "![p060.png](attachment:2dc62571-f14f-4de1-a2f0-5c5b73e2816b.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "id": "76019949-a658-4265-a21a-bb75f7a87673", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# first declaring al variable including Normals and F reaction between mass" + ] + }, + { + "attachments": { + "541a4414-14b8-442d-9aa9-35cb935f2361.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "fbeaef60-ce34-4d6a-8a1f-46069a127982", + "metadata": {}, + "source": [ + "![p061.png](attachment:541a4414-14b8-442d-9aa9-35cb935f2361.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "id": "b9201210-0099-47d0-a2c7-df3fa76ac640", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from physic_lib2 import * # run this to reset all variables" + ] + }, + { + "attachments": { + "e9a6b102-56da-4a6c-873d-a3ca44bc79f5.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "6f559fcc-9f20-4080-a52a-2c49b1a34277", + "metadata": {}, + "source": [ + "![imagen.png](attachment:e9a6b102-56da-4a6c-873d-a3ca44bc79f5.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "id": "1647a674-b7b0-41d4-a53b-71763ef98fe8", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle fr1 =4 g m \\mu$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# fr1 solution\n", + "fr1=MyEq(4*m*g*mu,'fr1')" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "id": "f885c46d-927a-4257-8c03-973c2af60b29", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle fr2 =g m \\mu$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# fr2 solution\n", + "fr2=MyEq(m*g*mu,'fr2')" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "id": "2ea2d694-6210-40c0-9cf0-79263eb3176e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle e1 =- F_{1} - R - 4 a m + 4 g m \\mu$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# solve without mparticle only simple addin , substrac..etc Eq...\n", + "e1=e1Q(F1-fr1-R-4*m*a)# Fx=Mass*AccX.. in MyEq an sympy Fx-Nass*Accx is the nomeclatu..." + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "id": "227972dd-eb99-4d07-8fc1-5744228bd08c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle R =- F_{1} - 4 a m + 4 g m \\mu$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "R=e1.solve(R,'R')" + ] + }, + { + "cell_type": "code", + "execution_count": 68, + "id": "a7f15d2e-ef0b-4c6e-b054-d079f877c900", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle e2 =- F_{1} - 5 a m + 3 g m \\mu$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "e2=e2Q(R-fr2-m*a)" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "id": "f68f82b8-b56a-4573-8973-00f070a6cbd2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a =\\frac{- F_{1} + 3 g m \\mu}{5 m}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "a=e2.solve(a,'a')" + ] + }, + { + "attachments": { + "38b560be-acbc-444a-a236-500b3be97bbe.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "1a976de2-e001-4661-a068-6fa31530cc05", + "metadata": {}, + "source": [ + " ![line.png](attachment:38b560be-acbc-444a-a236-500b3be97bbe.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "id": "1ebe968e-1aff-4031-8d41-0e874cc3658f", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# I a feeling that you want something more complicated because te esta picando el * .see" + ] + }, + { + "attachments": { + "18392616-9ccc-43c4-bc90-0745662b9bba.png": { + "image/png": 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yAkZNglUwSeavws2bN/fu3btr1676+noqSbaYrZcTTwrh5cSTAij+UiAWIwxEW7TBycnVq1c3b95MXkJSws2+6jEDeikig0K5HE4GmBIzZKpMuK+vr6urq6GhIT8//8CBA7du3Xr48GFnZycy4+YPw8yfpuENPJ6xxsuJJwUgpKIfBN9AEMwXTbh5R0ja29tJShYvXrxu3bqqqiq93x5+mUgRVlhfkwbmpvyDIytCOUizzp07l5mZWVRUpHpgOXrvRysaaiGTc42eVwovJ55JR0xkpEww5RZeEFU5IiTXrl0rLCxctWrV1q1b0RLCLhpD5MUeGwVfxV+wviYTzFAiAayI+SOQZFf79+9fsWIFuoI6ai3oqNQUM3WJX5FZpZcTz0Ti5cQz6YiJjLpDVzClQDAlBamoqNi0aVNGRsaJEye6urqwIRATjtEPDCQkMJkjLNNzcuJgjW1tbQjksmXL0EslW0ABpaSgfcBSq4vBuvZ4JgIvJ55JRzgyUiB6Ekn1djq0traePn16x44dGzZsOHr0KBkJBvfMj8wTnQEbIyWTWkuA6TFJhEHTpkCNEqzKykrkZNeuXfr2JTIZIyeyd8t0WNcez0Tg5cQz6SAsKkpyJGgSQ4mnxNmOjo7a2tqioqK1a9cSarl57+3tpVVxVl+Gp+AirHU3uWGBKIR0ApHg2NfXhzTm5+cvWbKktLTUvSEUIyQcVdZpCi3ZM1XxcuKZdBAWiY+CiIlaIBU3btwoLi7OyckhLzl37hzSQmyVimBDL6IqNXSRB+MpBWDayr2kGSwB4WRF5CWsdMuWLWVlZahLjJaoY4ycyKHHM1F4OfFMJE45iIkEU2UhJBlEWKJnW1tbV1cXBZISAmtaWhoR9sKFC83NzaiIgi8hVcE05eKp5gzaAcEpuiKNrKys3Lx588aNGxsbG9kfJTHUu+6uC6jS45lAvJx4Jpj4aMgpOkFURVTa29vPnj2bazh16lRdXR1iE75PF/FOJj+acwxoBprKEQN24Pz586tWrdqzZw/7IAMWq51xy1e9fHo8E4iXE8/EQ2R0SQZH3YkTVW/evImK/Pzzz1u3br127ZpeBQpHT9mro6tMFTTnGFgjKQitSCanJGd79+5dvHhxcXExTdSzOX19feyPFg7qaFx6PBOJlxPP+KHAF497GYcYeu/ePb3aU15evmvXrtWrV+/evfv69evUcEsOeo0rnJqA/NhhkoR8yr8ET4MmayD5j0E6QSuawWLZioaGBtQ0PT399OnTLBwDkLGZmpcTz2TBy4ln/FDgC0M0VC6itINyd3f3rVu3zp07t379+uzs7CtXrri3UoACWYs7VU4zRiFVPuWfiYHKyRpI/mPQKLSyOhSUjITF1tbWrl27FlFpamrSm0kx8wH59HgmEC8nnnGCkKfwF4aYqNttnRIr0Y/9+/dv3rw5Ly9P3+NDP/QJYJy4MIo3IyjBR7l0ChooWcin/INOhbUYHdZXNAzEAmWAWOp1LRTlwoULO3bsOH78eEtLCwZsi9s0dVQXj2cC8XLiGScUK+NBEqQZ+sUqbsOXL19O3GxrazNCY7+Node4OLpoS2HcspOkOwf5j0H1eumPAkfKqClpypEjR0jXmpubmY+XE88kxMuJZ1wh8BEBpQTIA3ff98xHfmtqavLz85ctW7Zp06aKigqiZzjziFcOh/U7Bsi/G9TWjgsaV0fWDj09PQ0NDUVFRdu3b7948aJe8SOZkw3qwnbJkpoYrFOPZ4zxcuIZV4huCpGSEwqExcrKSqIkecmBAwcImu7dEYVUdXHlGKzfMWN8RolH42rhKK50ora2dvPmzevXr2eXOFVWhwGbCa5XDHLo8Yw1Xk484wrRjfDn5OTx48f19fW5ublbtmw5efIkSQn1+lCT5MR1ARMbY5HbqYdWp4WzGxypZGfYpaysrKNHj3Z3d7ONyAm5HZbsmyQnHjn0eMYaLyeecYXoRmR0ctLa2lpYWLhr1y59FFjvkRA03ZsH4V5BaIxDBsmgJu3dadPeTauxp5aCmdTOLIipHXu0ukBMQika+9PW1nb27NmcnJySkhK0hHr2iiYvJ54Jx8uJZ1whuhH7nJw0Nzfv3r2b1AQ54ZTbcIVF4iZH28egyBiPbU4CBTOnQZSeGIWJrRwftLpATIxUsDlsCCAhnZ2dBw8eXL9+fW1tLa00absw41Qdw1iPHs8Y4+XEM64Q3Qh5in3Sj/Ly8lWrVm3cuPHmzZsY0ETlBMhJvHQENe/OVHZiq8YPrS4QE/NOO9ulSjYHRamqqtq2bVtBQUFjY6M+5aUt5aiOYeTQ4xlrvJx4xhWiW4yctLW1HTp0aPny5UeOHLkbQTfjto9BkTEe2zx6guTk3bRAUyQeOq+x/zMm44lWJzlhN1RGNjjeu3ePTTt+/HhGRkZeXl53d7exsqhjGOvR4xljvJx4xhvFOMU+AuWjR4/a29u51166dGl1dTWxkkqOvb29HLFRl0Hvu0E+R4+VDZOjzCwwKmJkxRUmHLYCDWa7yE76+vpaWlp27ty5cOHC06dPS2Y4qhWR1r6B9k3lkaF9Ti7WtWdqkVw56T6d/uEf3gheMXjjD7Oyr13Lnj5t2vTsFtv6Ung5mbIooBDvgGAHKEddXd327dv37duHhDww//IHYZGCwqLs1TEG+Rw1Vkaev+ZlNcTVTzzsgOSEbZHokqMUFBTk5ubqF+z1qhf1yAmnrtcod0n7nFysa8/UIoly0pL7p9fRkenzsvcf2Z89b/ob015/nQovJ1MewgO3wP39hPxnT58N9D/tfzLQP/D0SeQGOQYFFMKc4iOBjyMRsLKycseOHWfPniVZISwC9eFoqI4xqGm0GNWwr2nVpM18Ny0iIBP1WtcgaLuQE719ovL169eR4by8PP0bMGgJZto9Crbn6LAbnVSsa8/UImly8vDI569Pe/1P2Q32PJCXD1ETLydTH8IDcf/Jk0BUiGGBPgS/q9U/RNRQQMEQCH9ApV7aQks2bNhQUVHR2dmpV2xEuGMMahotgWoMmoQM2TD+sA9sLTrhFKWnp4dNu3z5cnZ2NlvX19en7WJLseFI2XYeBXajk4p17ZlaJEtOHh6ZNW3a6/NO21NxadFbXk5eAQgP/U+ePnlMYiI5eUpuwv8TlhMgFHJsamoqKCjgXvvKlSsdHR1ET2y4DcfedYxBPkdJODmJZrK82KXFKpNjoxAVtARRoYmtO3fuXE5OztWrV/VSoUlOArBkA+VhxGjo5GJde6YWyZKTlsHeJhm0MkG8nKQMRIfg5a0nj54aOTEvfA08M7+ebi2iUUAJmo1UEPK4lSZQciQaNjQ0bNmyZc+ePdevX6cGG7W6jjHI56ipAVuclGix7IZTFFSEMuJBYnfr1q2dO3eybyR2bW1tyAxNUh0nxiNGQycX69oztfBy4hktRIeB/if9cXLCw1pEo4Bi1CSQE0Ke1EKnJCUHDx7MzMwsLS29b36QSrfbFNQxBvmc8mixbIKTE46oL1pCmtLV1YUMp6Wl7d27t7GxkXqMsUSJJcnWy4jQ0MnFuvZMLZIlJ/7FrlcVYkMQ47gLJmwNPCPm9z999sQoSn/UF0eGQvHFBUqUgxB55MiRFStWoCjU0KS7bCKjtEcopKp7DNb1VMGuKhrq2RlgHwAZPnv27Ny5c8+cOSP1RVTIYDiGN01dQB48niSSLDkZ5K34h6c/R028nExxCEuBEBDuCWEhOTEPa/MiAh+h+26Skps3b+7cuXPx4sVlZWWKibTSRGQECoqMQVgdDOt3qmBXFQ37oDfkyd44ZU9aW1tzc3PnzJlz48YN7SeVNFFwBEritcQzNiRNToJPcsV8UPj1d97x2cmUJ4hsBCniO5Hr6W/Pfgte5hqdnJCFcKyurk5PT1+/fn1dXZ3kBIihRM/wCzjB+HGoacpgVxWNNoqd0eZghro0NjayY5s2berp6WEzERu9j0LZ7J+XE88YkkQ5gZYji2a8E3yN8fX/8l9jfEUIIhtBikA1kCw54cgpsbK8vJzgmJ+fT7JCWKSeSoVIDFzfeNQ0ZbCrikZNbBpygsqyIXpbntRkwYIFBQUFd+/e7e7u1r5pVyUnrq/Hk1ySKycxnJ6HssS8n5IoXk5SA2LT02dPiVL2C4f8N+oXu5SdUNPZ2VlcXLx48eIDBw4QGQmXem1H0dP1jUdNUwa7qmhs22+/uXQN5WB/2LS8vDwUpaKiAqWhns10rxCGO3o8ySVpctKS/af/em/W/m57CnrvZITJiZeTFIHwhIKQkCAiQXqSDDkhLBL+gMhYW1u7xlBZWckpd9wKnbJXfIzH+p0q2FVFo7XTyo6xb5Qlw319fQ0NDTk5OdnZ2Y2NjV1dXdpPLyeesSZpcqK3Tl5/b0Z67hHITZ/x3uvTpr0z71LwRasR4OUkNSA8xcnJwLPH/Yl/sgsCJ9EvdqlADffXpaWla9eu3bVrV3NzMzkK9XTBnuhJlKRvPHI7ZbCrioYt4kgrW6EdQ2t7enqMED++dOnShg0bDh061NLSolfDvJx4xprkyQnpyLXceTPe+6/gl1Wmvf5f781YdGRkiYnBy0lqQHgaRE6eGDmJ/oX5l8VFyY6OjpMnT65bt27Pnj3caxMWCZqKjMHoBpVtz1RGC4nBtkXjdgCpQFk5JQvR/rAh5CWkdPPmzbt8+bJeDWMnh3Ll8SSFZMpJUvFykjIQogJFUWRHWIJHoCXPBoJ/8WkEKEpSkE4QCpuamo4dO5aXl3fhwoXe3l5lLYRRWoNBDaZTyodLrSIG2xYHO9DW1nbnzh29R4IlR3IUavbt2/fdd99t3769s7NTeuPlxDPWeDnxJIEgkDk5Ia7xCOQkeFVqBBD49IoWbnWvzbG5ubm4uDg3N7eyspLbbYLmffOdeaQFKGAs5CRFsWuIxraFoJJVs1FkJHprhDJHyuxPRkZGZmbmqVOn9A15vSqIve3s8YwNXk4mC93doY8xpBqKemE5eTrQ/3SkcoJ4EP4oECKRDUIkZSTk2rVr3HSTo1RUVKAlmIFRk+dfpxDGTUpiFxCNbQu1slh2QArh9oE/obKysk2bNi1fvry0tJRKthEzNpAyXeQE8GBLHk/y8HIy8RAFvv322+nTp9vzFMTFuKTIiRGIIFByW61Pc6ErlNmo8vLyzZs3k6O0tbVho9dwBKfBBIyoyE8qop2MwbaZ1mBrTV6CvnJEMJR/tLS0FBQUpKenb9u27caNG9Swb9gYrQnExrowhH16PMnCy8lEIiF57bXXpk2bduTIEVubsgSRz6YIBD3i+wjlxHgI4h2xsq+vj8hIQOQWm+jZ0dFRUlKyffv2s2fPsntESZoCMYl86xvUN0XR2mOwbebNJBbIYqUQ0hK2qL6+fs+ePT///PO6desaGxsx075JTrCkxrowhH16PMnCy8nL05D9p9dH+nWaCGEhgffee882pDKoyDPz3XjJSf9I5cShOEjsU+gkMhIiyUsOHDhAjlJVVUUrlRBWlJSOlYF6xOGaWC8LZKXsBmUkFn2tqalZv349WnL8+HH+ruB+5N9q5KhezomIOfV4koKXk5ekIffDd4j/I5eTGCERKZ+aEJ6CuDXwLPg3GAnoyMDIsxMHLgOvESgTRjs7O7kZ37hx444dO27duoW6UKMISxeirUKt7EGuUgU0gCXYE7MDaAaVLIf6lpYWpELKyilllPWTTz7RB4JVqSO4TbC+PJ4xxstJ4nRfyp4VfDczYCRyMqiQwFRITQI5ITXpf/b0ybNngaIgJyN+78Rh5MDKCVHVRdKenp7CwsJVq1YdPHhQb6KoiS60prScaNoUEEjKFLSKVgMFFsgfEqs+d+7cr7/+Onv27EOHDt2+fZvWBw8esBV0NGri5cQz3kxpOQl+M2x68EuUs/6g36X806LT3YEspOuHKt8Ifqcy8q19GYdFIrrG/Ftg096Ynn5pf5zlixhKSMQUeNckIicmOwmOT4N/6DepcqL8gwL1HPXPAG/YsKGsrIwwes/8qi42FFJaThx624P5syjk8+LFi6xU7643Nzfv379/zpw5JCVFRUVdXV3YgFTEFdwmWI8ezxgz5eXkrXfeecP88sv+7M//QGox/cMP33lj+qJc8zsw76Axnx+RoLxQTnJnIT7Bh3njLYdmeCEZhjfffPP3cXz00Ud4E+vWrTtquHTpkh1sAhl7OaGgWEmQJVOhXF9fv8lw5coVgiw21CsKuy5gfaUUTPuR+bIIWRfiUV5enp+fn5eXd+3atYaGBrTkhx9+cP+8GFshEQ00xMuJZ+KY8nIy7a3PT0cSkIa171Ex3f0TX/afkFQ0fpGcPCdhOeHKf+ONIA0aH95++20k54MPPkBsdu/ejdLYeYw9Jm4HgT/QEn0xPvjNrhF+K94R8WrDIoESiJvcpNPKkXvzxYsX5+TktLS0ICQE35hICnKVKmjaFFgFutjZ2YlY8lSeOHFi3759K1eunD9//o8//njw4MHW1lZUhFUDOiro4uXEM1FMfTn5/PkP5Nt/u/75PxjZEFTYX9AfAzkBspNvvvnmP/7jPxTxxx80BoFJS0tD2+ycxgATtyUnRksCOel/1p/kt+JBp729vcRQQmdTUxO37WvXrj18+DB38dzRh+1N75SUE8QAVaDc19dXXV3N6g4cOLBo0SKeSrTk1KlTt2/f7unpYQcQV3YDXTFSa39A08uJZ0KY+nIS+vdWrJw8FwJTMaZyIoYXlUHfOyH6Ux8DcRM/YsaMGe8Z3nor+DeUE+HNN9/86KOPxuLFMRO3jZzYvGTg2ZMnz54E742PhojXABclu7q6iLCVlZUdHR3Uk5eQnSxfvvzq1asycF3U3fpKKdBF9JLJsxwSlMLCwrlz5/75z3/+7//+7/Xr17e3t9OKkCAe+tAXm0NBy/dy4pkovJyMh5yIoUTl97//vbUYHegEksM9LKNMnz59GJlBV7C03ZKBidshOXnSj5Y8e/LINr8kxpMVAwrEzeAFnQcP9I70tm3bli1bRnglL6GGetRl9erVGRkZVVVVD83bJ8RWoqp1Z275wZ4kjJuAQzUOpQKuni4yU/fhkT1gTwrS1taGTLJS1VBQwkF9UVHR0qVLv/vuu7179x46dIjymTNnMGCNLJYj06CLc5gUzIICMYPkep5saKXawHiskScxvJyE5eStRaEb95bcPyVXTsSgopLc4B5GAoO6DCpjTMbajRR72XE18iD0KDVRdjLSF7uMv1g5QTnKysq2b9+OnGRmZs6ePZsy9+kYcCwpKdm0aRN38U1NTS7KW3cjkhM3uiBwE985Mhm9RaFQy0CUqVQNXWz/YXHOZc+RvpxSxlVvby9DUHP79u28vLxff/1148aNFPbv33/06NGzZ8/evHlTkgka2rlKFsH8zAwTX1SKopUOhTXyJIaXk4jBpUXczM/IdeHVvK8yBnIiYkQlWQnK8JC+zJgxI6wrb7/99igVxV52g8hJ/4jfipdLFYhoBM379+93dHQcO3Zsz549NTU1J06cIBdBKfX+AbH1zp07hw8fzs7OPn36NCsiCMqVAuLLRlszfoC6A3NgIGooS1GkWJzKEjgFCtbL0Mje9XWVDEGmwnKQritXriCQK1as2LFjR0VFRWNjI6s+f/48Q2tDnJa4DEl+koKZl12RrZqiaKVDYY08ieHlxBlcWhR8bvgPn2fvP7I/e970N97505/eGzM5EWFRGbsEJQYNatQkYNasWbZhRNjLTgSKYnSFINQ/wMMavTw401GhnOjZ0NCwe/duNIMyUXXDhg2o413zM/VEVaitrS0oKMjJyaGVG3ziLB7oTrSVtwQJFmJQMMUD4J8ylRRwqI9UEdmJ/kpWaLX9X4TzbAYJPq6GfxWUACGcLHPBggVoyZkzZ8i92AHq6+rqEBU8YMkpM2FcoLu8yX+CmMETwnYYKdZLNLZt7LHjjRTrxZMYXk5CBt2nF9nvN74zY9Hp7iA/GVs5EYrv4/yLwmvXrjVqEmCrRoS97IQRElskxPUn4caWWKmoXVVVtXHjxvz8/Bs3buzcuXPx4sUXL16UlhBMOSIh3MWvW7du8+bN1dXVXV1dJmgHb1MzH+suAYLJGxiavkKj6DU3DIjvKBkTA+bgpmFdDEawKdESpVN8IgkYMIo+ZbBv3z5Wx0L0vUVNQ5qKMQOZGQXID07kXAMliEYfihE4HArrMRrbNvbY8aJx+wZa6VBYL57EmNJyklKM8kWnEWDFZNq00QxtLzvzs4/mC4xKT8hSuGiTKSdIxZIlSxYuXHjw4MGsrKzZs2eTrLS2tmJAhCXsEpRRlOLiYv0b6WQzCtMKGfKWCBibaBOgqI0fhgCSg6tXrzLKrVu3yI0I95xSJqvQKBhTsI5CBDtkCAJYJJyBloZ/OjY3N588eRLJZHWsQh/fQr2MZgWoL7oCFJw3kHM7WGKEuzuYkgojcDgUchiDbRt77HjRmGfVirFWOhTWiycxvJy8ohANrZgkJzshAOkr8f1OTvqTKie1tbWZmZk//PDDqVOnSktLFy1aRBZCpkIo7+zs7OjowJJIwQ0+erN161bkh454CCZn4qMcvhAsTZx5riUgCUGl8HzixImcnJx58+Z9+OGHf/3rXzdt2nTz5k11JNCjOvIThiYwocxqCZ6lFmg5aUdbWxvOv//+e/KSM2fOUOO80YU1aiacUm/mZX8qGALXBjtYYmCv7mE0NwojcDgU8hyDbRt77HjRaAO1WLdSFWKQE0+CeDl5FSGEvf3229KSUb7IZi+7sZET69pA8CUXaWlpQTyYP2UkhLBLXCDOEnkxIOwiPNevX1+zZo1+z4p4jR8MsMSGAq7k1kUTDKjEkhQH8HDboGiujjjXx5FJiVDigoKCixcv3rlzZ+XKlV988UVdXZ184p/5mLlHgU+caBVMmyNlLDmieWfPnk1LS2PCuEWZJDCKdxwxYBputgKfHN1agDJmTECWatLolKnBlXxySqWxCspq1R7iwdnILVApwk3Yg2o4aos4hmHmIBuHGdD+YeBHp2YcK5MgA1VqIKCveoGaYpB/GTNbjrjiiD31zIdTmdHKqVbEWKoJBo5M1U1Jw3kSxMvJq8gHH3wgLYFRflteV904yAkQGghPFKjU9U+BI/VEB8IZURhFQRKI+MuXL1+3bh0RP2yjLs65CyiKeigKwlBVVUV8P3bsGLqFDW4pNDc35+fnk5o0NjYSbhiISkSCPCk7O5sjHhgCh3iT/xjUi4KGk0qhHOfOnWOqGRkZZF2kVkwDFNEEZeyZhobgFLDRYqlkUOqBMvW2WwhWAfYkkoJQo4kJGcizwCGeId44BtdXyJij6mUzKBgwEENogZxSGUzRaK1GN26e+6eeI1sH9AJstHxsOOKHbdH2YqxRqOSvghqMeeLwILcU1F0jyjlwKgMzTU+ieDlJDfjL5k8c9OeuP32CUXt7O0GQ64Qma/oiwlqyaNEiWztSdNUxu7GWEwosXPGFJkIAp5TZB8rUKyQRRygQO0pKSkgmCPTUUA/Y0EWeBX3xTL06Xr58+fDhw4WFhenp6d9+++3p06fxjA2ygT6RiBw9epSt5pQh2HZSpQMHDpAJ0Up3TVJHRzB1E6qCp808cYzF9LAnwdK3gpYuXXrhwgUqe83PpdCEc5IYnlyOPMscgTiI3oSzKMkJPoGpKlzG46aEGad0oSMF5kMl+8BRkzSTfY7mrLIsHe5Ufd3o2jF1AcpyQkFgIChbo4iMqSwbvOkJjZkhQ9BEgS5UhqGJeiGH+NH+cGTHOFLD9lKmErf4lEPNB4K5ejkZKV5OUgP+soNLLXLhiba2Nv37UUQHTq3psIQ/IjxjxgxbOwp01TG7cZATjm6Z7pp3G6K4oMBByCAKE/23bdtGrCcKU6MwRBd5cKj++vXra9eu3bt3b1lZGb3mzJlDjkITe8smU7Nx40ZsGIXITignrF+8eHHFihWIFsKAJbjZQhCWInNzo0sAcELatH///l9++eVf//rXwoULN2zYQJaza9eugwcPIlF79uzZvn07yRDHnTt30rRlyxZOKefl5ZEn0RfjnJyc3Nxc5kzNvn37VKCpwOAqcXjo0CGki5RLUGYgKo8fP37+/HmWfOXKlatXr7LA2traGzduNDU13b59m0ny18XqHJwickATpxI8oEATHUnv6iNQxtvNmzfxxpFWUmEqgQI16DEdJZMc2VIElb1luxASdszFenaSvdX2Ulb051TPoOpBNYGd+cPADM+4YhQWyF8Cg0rO9SxwVME9UxRArkD+PQni5SQ10OUh9HfPpcJVQdDk8uN6SORPn8vJKsmo3zJxmIsOAgUZh+yEVauSJVOmPmZPqCdeEJgIQwSR9evXkz0Qv6hXTMdYHhwEFPwUFxf/+OOPZCSEUQJ3RkZGc3MzrewwqQN+UBciJs4ZiGNVVRWeQf8MIpaapAoxU+LIKPRiDkQ0AjoK8dNPP5GaMBbOUZTFixdv2rQJcaKSpu+//x5J+85AqvT1119/+eWXn3766UcfffTXv/71f//3f//+979//PHHn3/++ezZs2mFr776Ckvs6ch9g2r+/e9/U6AShz/88ANHmuhCPa2mX2CGc1xRoJUmyjifNWvW//3f/3F0MDr84x//YAJ/+ctfPvnkE4znzp07b968n3/+mWnPnz+fIzK5YMECFgWZmZkkdhyR3uXLl5OKsVK2d9WqVVlZWevWreNImRrqlyxZIoVGX1FQVJwyBuwMZeRTKsvuSUoR1927d0tZ0VEUVIKKXp47d668vJxt50m/du0adwNs7I4dO6jkKebp426A546ngyfFPV/BH5OXk5Hi5SQ14C9bf+j6oxf6u7cWBl0G9iQO9/b7W2+9RZS0taPDXHQQKMiYygmLJTSgnUQH0G1sWFHAbQsBgjyA1pMnTxKMioqKuEFW1kJwlzFgwBFv9CIkLVu2jDtobqspbN68Gf+SDQIZ9/hoCTWMSxdsiGXEu+rqaqkFs5Vm0Kop4ZMazZYyZvQlA0A8CPdpaWnEVgYl0jE3pIubfQqNjY0kQ+52HiGsqalhOG7nOXKzTwLBlOjFUcmEbDjFuaisrORmnFhJ2kHQJIBSA5wiiocPHyZ3YU+IuSUlJWwRInrq1CkKtBKFHTo9ceIEZjGQ+dEdDSb1IQdiIQR6ZVHA7glkQCAPJH+or6SFAkJCJbuBYLDh0h62hTIGPGu00hGBoYZe1ICEBzNkSZpEEwrEqaQUYcOPWmkii0I8WEJ6ejqtSB3GKB96CRiUlpZy8xH83Rh44vQM6m9Pf4eeBPFykhq4qBrmpf7cw6kJZVs7asxFB2MuJ+EC6OJ3lYoCQjaEcqI/+nH+/HkiC3esXV1dKAoKIQEACuqODHDPi2wQzdkcbq6Jj3RHQkhNiJIEZbrTBQ+EJ+IvMZRwT7QilKPNGlTiQZlpyD+nOKfMTCoqKohfv/76K32RB8Ixd9ZEeTOF4ENf2NMRP3b95jU9KkGRLtxEDW61XsrY4IECpxqdcalBVpmzXg5VE5ZMholRA9QABepdWZOXB2qC+UVDK2CmjlgyBHEZUE1GZPeoYSDBKU2dnZ2kjAgn+0ZBxmxsS0sL8ulePaNGtwuAsrLhNAGiy76x4agpR/ZfuovQoqwoKMqKGfaIBPKGrlBmUIbTd4bQP9SLJxR1QdIQUZ47VoFNsBdeTkaHl5PUgL9sXcZhXurP3b1rktx/mt5cdMBkki8niWDHj0bRjbhAgCDicJP7/fffc0NNXKOSYEcQoYAlBuwk9USfjz/+mLtabre5w+U2lggFCMCePXsIc/TCmEiHAYkF9875+fkUuHcmkOGQqEr4wxVlqQhzIFRxyhyQEG6KUSy98kYl9/h4xh4bojYF/Gv+MejpHgfsnsbBHNguaQxHYKpCwRc01QRxfdXd1g6GnMfANALdjkbecEsr+3no0KH58+ejNDwpmjZNqAv1HJUOIjMoGc+sfGLAiHbNZtW25EkMLyepgbmyYrFtieHkhIKtSgZ2KpNMThRTXOhBFYj+CAN3tYr1wK0xQYe7YIyhvLyciM9dLfe8Z86cOXnyJHGfBCIrK4tK4hRuCUkIAykFcQrJIc/45z//ifBUV1cjHoyFAcEL50plqMSeW2CEZM6cOQUFBQQvKlW/d+/ezZs3E8uwZJL0YhqafwxayDhgx4tGYdohM20auEpQOQY5iSGmr60dDHlOELzhls3kmSUR4alBObSxqiSnyc3N5dmhzLMQpD/m+ZIBR0a0f1heTl4eLyepgbmyYrFtieHkZNbofvMxBjuVSSYnCi5EB4IFwZos4cKFC/pRReILp4gK0UQvtmCJHyw7zPciqQTZoATkIm1tbdjgh7hDL04bDLji5heFoFVhEW9nz56lBocY19bWohloCUMT3fCveAfcHWdnZ5PcUMmp/FOwC4iG1vEkiPGReWrVCrU0MRmz6/alNs0Zwl1iUK8Y1KRegxo4ggnFoTnEoCYchuWEFETzZBU8xRUVFaSqPEGaGEeGUF8vJ6PHy8mrAjdlkpPXXnvNViWD4IoPmERyophCgehANEEViPJEkKKiIv3SFwnBnTt3iDiIB1EGJ9grvlCpj28RXDjFDEnARkEKe5oUnigQnlAdzBgLn52dnRjn5OQQyLj/vXLlSmZmJlqCbJAe6UUtjYg9UrRmzRryG4bAOXNw055AmIOmwVRZL1NFPpkzRxdqZaZWoABmSwYHY+M7CrwBA8GgBsOjjjFQ7ybPhA8fPszm87zzTGmqLAQ5Wbt2LU8HBlgyc55B7h5UdmsU4bInEbycvCpwNy05Aa4oWztqgos7YBLJCaFBcQGIFEQTYgfH9vZ2Yv13331XWlqKEiAA1INiCgU6Uon2EI/oqCjJKZFIDmVJJZbqSCt6wPFW5Echjxw5smPHDr1TsnTp0pMnT9Ikt/jRZIh6ZCcbNmxYvHgxs+KUhSgUatoxaKXjgIZjJqyX1TFVJsySOUoY1ES9wwRqKyo0xSOfMaiJ9QI+be1g2JlFw2Q0YhiMNUNamZiTE8mhbK5evYqK19XVMWeG5nlB9U+cOME9B62arR3DyknBzGnTZhbYGs/weDl5hXCvd5GgDP/hruA6jlycwlxaUU0qGFCQiJYgIgTzIEjwGI84aKcQB01MEtlQwOJITCT0b968maShqalJuQWBhqMKBBRFGQrUoChUEmKoJELJrdILnGMGlHGLDd4uXLiwa9cuoti8efP+9re/IV3Xrl2jFT+ELToqIiu6kb7s3bs3KyuLJrMO61CjxCCD8YR5Mlutjq3gqGjLkZUSfFUJrAWwpCn6r2I4cAVa8vC97ISiUccYqMdeM2dK6Povv/zC5ruxqEc8li9fTmrIbDEmoSRbXblyJaKuBUaPWJP2LpdLnJrUFMx8d9q7aTX21BPBy8krBFHgjTeCf8/lhYrCNcnlp+uQizB8memKpZUjcGrkpP/ZwBPJSdCj/wly4oKEOo4RdoxoqGeGROq2tjYiC2UKRBYmXFVVRRDPzc1tbW016wvutVkj0YTgyCnhno2ihiOhE290lw3dcUKlWXogDC4q4V+/EfnJJ5/8z//8z+zZs69fv4564QS3mDEZzNQRb8SvAwcOZGdnE5e1CoZmoGD2cZiFjgduLArMh2mzRmbOEhAMpk0BIVRCRllQTysMOtVgAXEE+z4KORkK7PHGM8VkJCfMzTVRSWK6YMECbibYdobmWeCPgSSGp4lWOkaNGGQmcbIhifEpy2B4OXm1QELcP+6LonDJ2YYQXFEE1yBy3L8fPEwo4dqjPh6sfzPZCULydOAJD5Od9HPu9MT6HS9MjAqClKID0V8QBxXWL1++nJ6ejqIQ34kjREaCC3GTI6cNDQ2VlZUnT548ePDg1atXCZ3U4woPKBDd8cyRXoxiNinIV7jhPX78+LfffvvFF1/gedWqVUuWLEFjsGRcLLHRVlCmgCwVFxdv27YN5ziknqMKEwjLYQ5Mj9myLhs7ZxawhOCG3MTW+vr6INDas+AjDGyONsE91xRAK3KoMmwQg5pisG3R2LY4aGIyKpAmzp07l4lRg3RRw7PP3z/ZSU1NDTU8NTdu3KhJM0sx6sCTQl9N1YrJzALKDrMf784Meng1GQQvJ68cYUWBjz76iBhq2wxcTtyI3uu723e3l8e9vj6khZTDXlLREYH/xcoJCUrwvsmEyQnzJ0ZzW8rQHIkRhH4KQIH4QgQsLCxcs2bNlStXpAfSBuovXLiwbt26RYsWzZkzB22YP39+WloaaYTe0cVAQRNXDEEZKNfV1W3cuPH777/PzMzcsmVLTk7Ojh07Dh06xF0wgZjtJZCB2Yzgxpzj5JQT0FTZELTWyUnkjtzeq5tAa8/YFraORWmBcmIWOjFywkxUQE5+/PFH3QqokhmWlZXxHJE4Mh/kxKgiyzMrMkujnhVhacUkNAH3Epcz9sTg5eRVJEZR3nzzzXCawpWDeChUmscjkhVChokJAbq6LJwiHKQjgZZg9rh/IHixy7yQERVBxg1myJwV4PRiF8GR+1DQT5gQR6qqqnbv3l1QUEDCgX27+SHCM2fOZGVlbd++/ejRoyUlJWQbx44d43Tp0qWIBDFId76EG0QC8M+RzczIyCApQULIbM6dO0d2cv78ebOB9vUThlC0BckJGoPeTEI5YXVMg0minRKOd9PSFFptGLUSY+MtYqyl2f4Gs9CJkRP+7ChwRE64G1DypEqejvLycp5iniYqzToCWeCJcAqBDVONZCbPR0dLVOMkNhjPE42Xk1cUwtn06dO5Qhzvv/8+lxlNXDxcUYEchDABwaILzBLISZCXDPQ/lpw8IYwH94NBJ5loxHGGGEcoIdihH7t27frqq6/0e4U//fQTIoHMnD17dsOGDRyJIJgRaDZt2iRJoC9RFRs8oDSkEQsWLMAJ2oMyUUMrTTdv3kSG09PTkZMTJ050dHSwOQgMWkUTAQslw4yNYBOkK0Ckxgz1mpxyoht5Zs4S9NoOKNSaM6MtwamNquyVZq4FyolWqnqHKsMGI0ZOYlCTxmJWyAnPGrcO0m8MWFRFRcXmzZu5M3CvZa1YsUJLoZyfn09H10RZPlXx7kxgL8J4VYnCy8krDffR4TQFPvjgA+Ipl5AuSy5FfV0tKEQIhIIQaQIEF/FvTweeoSVPHj3rf4SikBUEb8UHCmSuxSEu/rGDaTMoEwAEgMQCCSFwE18o//DDD2lpafpZWXRi/fr1p06dQjkQkry8vKampiCnML9LTyRCZijfuXOHVizLysqQARnoC3G//PILTSgWWkL0oZ5eFBRbmQl+0B7K7FuwF5NeToi5rIKtQwhtnDXqcfHiRXtmTgsLC4MYa2QGWBS9WJ05G6GcWLtobFs0chIDxjoyeVbBk8sTrZcx1YXKq1ev5uTk8CzbvCuY/fNFcm/BQqyYBC6DeWIgNXl3ZkFNjZNR0+yJxsvJq058mgISFa5Mri59n42jeyAwAwTHGDl5/DBKTp6/dTL4xT92SPwokCgQ6xcuXHjy5EmEQVGmrq5u8eLF+ocaW1pauFddtWoVt6U//vgjAYiOmPX09DRHIKqyRefPn9+5c+fx48fZDOQBhytXrsQzURUnGNCFerSBgXCCqOCf4YKIaMKcghrQSg3yU1RUNAnlhHkyJY6s1N22s5zgu0rmrQbCLkne3r177S17gY3g4SdaK9WKHKoMG8Rg7aKxbdHISQzMgSOt7DBL4O5h6dKlPC+qB56O6upqbhqojIiCkYog7zALwygiJgytRcUQ0iFPLF5Ophr2rz4a2zY0R44cee+99wIlCfH73/+eei4q89Hf5w+0JMhOzPUfyMmzp88G+lEU81nh4K14oyVBJLDexxfFIG6Wuf3/7rvvkApuUakkxBAWqV++fPlXX3117do1KlGX3bt3Iwxff/018Z2IQxilKT09/cMPPyQetZtvJHA/u2fPHpK5xsbGffv2YbxmzRoUF80gs9GIgCVjoStENHe3jsBQ42KTFEtysn379kklJ5qzcNkJsZVlZmZm6hsbFy5c+Pjjjz/99FO1BnpiYF30UlketCKHKsMGwjXJbFBk4JCTGCQbtHI/weS5OVixYgVKr3qQnPD01dbWMvlAG8387et4iETkDSENYYaKxcvJMHg5mWrYv/pobNuLQDziM5U333zz22+/JXRaOdGLXeYK58h4+mSXvsYYvI/yzGoJD7nVHIbChIsoqFTHRJCTMJohQTw7OxvZOHHiBCpCDTGdcN/Z2blgwQJykStXrsiMEEPm8a9//Ys7bgy4dSXQz5gx4+233+Y2vL6+niBLokPlsmXLtmzZQmaDJYE1eBHQwIgaFFyZhdgpGpiYjthzZBTiHX6UNgXzjiD7iYXJMzESL+SWHWttbeUPgCVTRj4pU6OETMux3QaD1WHDxrKNFLQtdFE9lZJwlalUK2ZsIzXIbXgUNXGMh1aa6EKB44EDB3imeOpVj2f8XL58mbuHmpoaRrx69eqmTZvIO5Ec/gD++c9/Bqpi5JFWTY++sViJ9XoyCF5Ophr22orGtiUGwYJgasUkxPvvv8/1yWUWvp65TJ/2P3kapCbKTkhNguwEo+BhcBHWDvAiAreJgaXtE8LM6xnxLisrCwEgJhIXCCWEP1KHW7duzZ8//5tvvrl48SKzIpYRH7nj5k62pKRE0e369evkK3/+85/JUfSmOne7OTk5f/vb36g5deoUTiRONIFbYHixTM9OyKBTJoY9R0LYJJQTJmkWEURSoKBNZluYMJGdGlZNmZ1k5pSHehYc8oYlTuTTrHIQOdHWUcYzSSGJIErPQBhQr1E4asR4aKWJ7hR4dgoLC52cMBY4OcEta8E/twjcVXCvwFPPHwBl5sNY+KGX52XxcuKJhSuToIiozJo1K+aNenjttdc++OCDS+Yb9cbyycDjh0+fPHjW/zBQlOBHVp5EvsYYxCYTIgIoy38YPHDpxmMu/1hsWzTWUQgFL8LQ1q1bkROFfvSAeoarqKiYM2dORkYG0YQaxTLuu7k/LS0tJZoA4YzIwu2tvpjCKEQf/QzX8ePHiT6yATyAW6CDLowFdk4hOWE4ypITfOIfexmrl+wnBNbFhnB0i2K2TIkjcVlbQSVlhfjwhIeaOTZ4wwNuObperJp6Kt1wKrPVbA43AeSF165dYywqtUV446juQ4ErzHBSUFCAnPBnwGnwlITkpKmpSZZ37twh36JJ6oWBhgAKcuVJHC8nnkHgiiWi67rKzc2NfwUM3nzzzY8++oiLs//xw/5H9wce3x948lBvxQcPoyPy4LDeQ1AZjBWNjOOxfV4E0YFAQEjKzs7+5Zdf0A/KQCzr6OhgwmlpaefPnycgCubZ3NxM8kElHREJ4hdHIhEFxqUjBoQnkgmiGzV0oRKwh2CpETmxa4isws7JzEo1Co5o0uHDh/Pz8yUnto9BZhOCVkGBCXPUbmhWTJtWKlXGTOsSqucYD5Z0pIt2m03jFGPq8a9tVA3GzhVNdGFz6EKZmkQGckeeO56stWvX8rxzin/AW3l5eV5eXlVVFWX8cJOBnPCcskymoUEZEWN6UaNBPQni5cQzCFxLwPUGXFpcVyQrixYtcj/5FUb5CmGaS/fRg76Hejy89/DBfevOIJ/x2OYRYV3EwbQVUJCTo0ePIgaEjOrq6m3btq1YseLIkSNMlRvYnp4exaza2to1a9aQebBYaoDIEkSgiEjgYc+ePayRLvinniP1mMVYMrSZQhRMlSYKtOKcMlEMOUGiwnIS9I+WlnFGu8paFFtVyZSoCe+JEwDZg5Y2KK47KwX5UT0FNxBOZCmod3CqPXQDcYwHPxy1gag1TxZyQkFNOEEzJCf8JaAZqqeSvwRa+YMBBEbPiMbSoJ4E8XKSYvAnngBcb9GP34a7MGynCHSIhIDgh3W7OttbbjfV11RXVZRXll28dOnSjBkz4l8EE3p/hWBdde1K9bVKnADehE5jsG0hqOQ6j2FQSzA+olC4oenatWtLly796aef0tPTs7Ky5s+f//XXXzO9+vp6QgZLA8IKZW5XMzIy9DE2decI8s8WkdaQSezYsaPV/HAkXRTp3NwgmM3QcoIBBVp18zs55QRYFFGVKIxwUmbOCIBiLkcHq6CV2Wp1wrqIBhvW6+TEdQS2jrJ2hu4cHbazSVOwpEZDUNBpPAzhDNra2nbu3MmTzj7jhFHww7QlJ9w9UMNMEA9NTKfMBGM8aCzPy+LlJMXgb52/9+gHV0DMY+Dps/7QI/iolblIBr9OYnwSFx8Fb4c+6OnpbW29g5BcuXj+9LHDxQV7C3fv2Jezde/2bB7oyqxZswbNV956662D+/cUFe7jYiYwCTSGFCGMXmq4ffv2LQMFlVtaWgjfMYRdOXQ7GQNxgbGIHcQIXB04cODnn3/+7rvvtm/frm8pEhkxo5U4QoGZICerV69GTuirSmwUYnDFQASgXbt2FRYWUkO0wobQgwHegIITFRMDY6ELNirggTIrYjgcMk/ZgDxg47AN44Ibkb+H4E9C3zoKvdDkoJUd0CZQtrXDyok2ky5slxQCKIBzQhM2oC3FgO7aEDcKBZ3GQ0dngOqj/WQnTk6A5/TKlSvkrKTamPEs88xqjTRhyXNBPU6oYap0NGN6Yrlffakp85uBu1G/9QfDyAnGTSu/paM9H19eMTnhjzjyGB5pReRh3u7mgg0e+kgVjycDTx+bxyM9+oMfPuH6DF77Dn+7MBAP44HrNehJgZvBgYH7Dx6gIg11tZXl5edOnTxUWJCXs3Xr+jXrMpavWb541ZKFKxfr8WtG2q8rFi1AV7755hskxIqJ+efoV2YuWZW5lBAMOTk52dnZmzdv3rRp04YNG8gPOHK6bds2Qrw+egsUtm7dunHjRgq5ubl0JCJgQCU1eKAQAx5wLrAU9CWTgH0GwgccPHiwJMLRo0cJ5UCZ/AA/69evJ4PhfpYmkoYTJ05wG1tRUVFaWnr58mWiDwXmwCjXr1+/efNmdXU1BmVlZYSnyspK0iDqa2pqUB2U6erVqxhQrjOoklY63rlzB72k9eLFi5ohnvHf2NjIkbQJYywpUNPc3Ix9e3s7UY9cAZBPxI/YB8RHE42DG3wiKeGPaKgmoCyol2QOg5wjnG4IutDXxPbgX2N0GmD/ciLaIxTxXeinEDagUjXqC5Q1bfmMaVIXGTCu8WFRvaAcA3PmSpIH7kvIQnhm2UBOWQUCo7f3edKDL7ebTwOzUrWyySwfKNNEJUNwxJtgbsF16olQOfO9c//fayhEWFQGlRMJCcZ0sVXjzqsmJ0/dI7iohn6gBqG8Qxow0M+F/PSJeTzuRz+ePjSPB/1P73N80v/gwcO++w/ucfP3JPi+enBxGFf6GFbwLfZHgeA8efjo8b37D9o6OqquVp4+UXIwf++OLRuz0pct+Xnegu+/nff1lz9+9a8fIo/v//3Fd7M///bLz76Z/dm3X3357dez9f7Ke++9h8B8/c3n33zz+X4DcXPPnj1oA1KBkBC7OSIt0gN0gnqdIgZEbcpOezDmHjPLQCEGUooVK1YsW7Zs8eLFCxcu/OWXX34yUBDkJapBLXCIaOmn43/99df58+eTsnz55Zdz586le1paGjYrV66kacGCBRkG6pcuXcrQzIpRsEFRmDNmOKGJ0TmyagaaN2/eDz/8gMN//vOfX3zxxb///e9vIzCT5cuX45COdMGeKf3tb3/78MMPP//88++///5HA1PCD8bMgbEYEWN6MTEV6L5mzRpWwbawHO2ndolKNoQy9cyWSbLhKCtRlV1lk4dCz4LAmGdKAuxAZZF2CjyVqDKQ8HGKMai+qKgIGT527Njx48cR41OnTp0xnD17Niy60lp0GpFGjykjnwinclNCf1tbG5GdREHaBpSFklSBDZYoBF3oSNKJVCMSCLB+65NBWRpbgZxjhn6fPHny9OnTzIf5MzSKi2CgKBQQFWmGVJMLEHGiSZXCy0kMvReOSDbCouK0hAenTkhUQxfTdQJ4xeQkleFi4zoECpxyQeplEHdzp3s91QS3kQYZc9ESOBQvFEG4EydSBC97RV4EU7AACjHIAChjoHt8bkIViSC44TSvVhE1GIuJETsYixBD6MGecEZHutBROQcR59y5c8Q7oKCASBNpBLkLp4RLcprd5geJDx06RCQtLCxEMgmsUk3iMqpDgSPBmuBOQA+fSiwlq9QoXtMXh7gCshZqaEIw0AkkBBVEO4FCZmYmAoPUSflAwgnUIKtIEWAAyB5lBCwGmjjSBU2dPXv2p59++tFHH3311VfSv6+//ho5pF7q+Mknn3z22WcoHzJJgRq08K9//SvHf/zjH9TTET9zDK4gEEtUVkoJFNBdtJN6LMNjUaaGegywlKzKCfbUsBAklrWzKMm5FJcaaS17xeawRTQxczyjfOgH26i9ohdueYKo58nlvofnlCcRYUNveIr5Q9LLXOHUBLycxEO24cRDonL6/7GnFMJCwmMCUxPwcpIycKWhFg8jH+hEKihwNcZDE0ddnxDkYaHr1pgEUFbTCwnb29mY+YRbjXjZF080MdeqXpRpEtJFmuSHMsGFXiojS73mW3VUclSBXvjHifMWjGqgC+qll6r0/ja31br71l02BSqlo33mXZ/ghSrzUpWG4OjKDIRPjeIGCq8ONApoCN3CI7cIZzzcxXPzjlKSOqCdFy9eJG+gDOQT1BBtqVQacf36dYzr6+uD1+/q6rChHuhC2kFmgB5ToCO9iNRE55KSkiNHjhQXF7vEBSgQwUlo9Dok+Y1e2ERTEVf0QCj7JC+UcpDboRacKv3CgDLiSiVCgqKA8lclcBwRS2SGGoyxkYLiB2/oCurFEV2nF33ReP1zNcyZTWNL3bMp3LZ7HC5Bef5ATtwjumkCUxPwcpJKcLG5q87BKZclIc/Vcxq2kYHTHqIh8VddqHTIZijUqr4KvhTwQL3raCJtYMCRSsbVNHTEWF04qkCl1iVLCKZrvoiAfwwExpwS6CkwCp6plLG6U+BUxsaNXa8mQ0EegHozgn2ZBYJ5R6ByUGxzCDcBoRHtSTSyV6ubrQpgTILuIEs8q5IuTC8Y3uBasWQ57IaDU4GBtTZwqnotUzUcVam+PJXIKmKs/aGM6KLEenWLbBIoqwB6mQtVQ/b0FlRVVRU1aBuaR5ka1WOAwqEc5Ci0SgIBCSQNJVXV0wFuB4Cy3RpPiHCCMsxjYlMT8HKSGnCZEUq49ggNCgeKNa6JS1GWFBR3dGXqFHtqZMApfYNr1wRBoAlUAzoN4+rVV2GIAt4YBZyBkFuMBYEDYwrq4lzhJAxmHNWduCa3nGqIGFgR9loXZtRwZGKqxLnq1QScgitjwCgUnAFQo3lScH2xkWUYUhwSFCbJWLSGu8egvrhSR07xTy+myhGw0Ygyxo95lgJcme7qyFFlIc9mcPudD2rUy40oA/kRVGKJPSPqqdQTBFTKj45K4ARmGAPdmTYGeOZImZrg+TP5JZX4YX8AZUI/EBv1UkfMUC+Obg5Mj14iZqoeMUiCMthjYlMT8HKSknBlKnZQ5iJUeZhLMbiUI3Kiy1iXboIXMF0U+CjQRZUU8OMIolFcQBQaBRvCE6eyp1KzAtfFeSB+cdS4HMPYPqFAKUs3AbkCzZAajgp2qldflYHuwp6HGLRyUNxkhgcbRg/WH9EG14tTV8NRZmrVqbOkEIZWodYw9MInR8DAdkh4UWHoJT+U3VgUnGdmq9awf0bniAGtHNEV+VGreqlJhPt6wrwwQZnw1AS8nHii4Hq2V/aIGDQcjN5nPLYtGtsWjW2Lhno7uRTEriEaLTYRrJekYl0ngO3geUlemKBMeGoCXk48UXDB2/g0IgaNF6P3GY9ti8a2RWPboqHeTi4FsWuIRotNBOslqVjXCWA7eF6e2AQl9D78ZEhNwMuJJxZ73Y8U6yWEbZhM2JmlJnYNI8V6SSrWdQLYDp6XZ5gEZTKkJuDlxBOLve5HivUSwjZMJuzMUhO7hpFivSQV6zoBbAfPiBj0HZRJkpqAlxPPZMfGoWhsWzS2LRrbNtWxq00A2yGpWNcJYDt4RsSgCcokSU3Ay4nH4/GkDDEJyuRJTcDLicfj8aQMMQnK5ElNwMuJx+PxpBIuQZlUqQl4OfF4PJ5UwiUokyo1gQmUk+KHf/zPzj+usl+Q9Xg8Hk9ikJdMttQEEpaTulW9v/vPzt/9Z29Gva0ZHQMZ7+Ot83fvP6yzNaOmuC9Wn+JrPB6PJ+UhL5lsqQkkKieR6J+06Pz4Y+Ptd58FPwqYDCIzfO4wvmacePbM/PNbA+YL2c/6+58+eTLwuL//8cB4T8Tj8XjGDeSkPnjRibTjj+/zMPE3/Hj/YZExrFtl7vQ/S1IyYQft/LjYVoyWiMPnahdfM14MKSf2Jwg9Ho9n6jHNvYo1xCOJL0aFKe4z/vukVUnAOgy9FhdfM14EcjKAjCAnz54+C/5N4CcDTwYGnjz1r7p5PJ4pC9mJDbudH696XFc/UDcuwbfoM6NVyXsZyjoM6VN8jcfj8XjGjOfZyXiGXfuuRvJehkr2GydGYv847m+6BNQ//vh984y831c07nmVx+PxjJRpkbv44V7UUmjuHdX7HC5KBmE6eBuGwss6rDOf1BpstvaN/ZA+xde8BEPtSTCByNtLcW8j2V0a1Wtrkfd77GOIJ2XoffB4PJ6JwsnJMHfi8e9p2w/gJnrz/jz8RT1eKh+KZBvPH70ZTo3sDEOhPL5maIo+C3QuLDyDyclA5NWz0IMEwrYOtksBRtUSDfohCbTe4rdo2H14yefF4/F4kse0BF4Ucm+u2LAV6WKj5ECR+dAXNYN/7ivS/Y+fPQ5aSVPM6cvcWbsYal7/iZ2PqwkF3/iaoRhMBuIlNqIlpGiBWZ35DmZUr/hZYaYXEhNaacyukszFdxx+H17yefF4PJ5kMs0Fd31QOHgoSAVhyMTKuDdXImEriLYuwEUeMbIUCdah+nD3hIiE8sh7CXGZR/zbP4m/ITSYZdwMB5OKGMkZxk90vjIEdojh0qkX7cPLPC8ej8eTZKZFwv1gD8XBuFv152HLNr3/kAD3PNhZM4hYhu+yB8sGhiMulA8pHqFR4muGQtOOnkzM+y6DrcJtS6QybpeerzQsQkMQVoIhePE+JP68eDweT9KZZoOUeQSpycef9X286nFR8ePIJ4ZtkAoFXFuDpekViVPx99eDxdNIdEtQTuLjbCSdCsXH+FA+SHAfHHmLygkiYToyw8FVIWZidlaDrXS4hMPyYuFJZB8Sfl48Ho8n+Vg5GSbWxNyqgwtk0R3jYuIgKULkFjtsNhxxodCpUXLkxM75uSunJTzsDAcNxzGLtachm+crHWZvLXF5RhwJ7UOiz4vH4/GMAdMUyIYOefHBKFLDIzrDCAvPABISG9PV8f2+4E3mxKJbTJwNx/pQGI2/c4+vGYKwDNQ/zjAf8XKPoeUkEridUlo/kSlF3JpPFQ+9txEGl5Pgo9V2hxPah4SfF4/H4xkDpkWHpHgiQep59Hf33bHvTESCuHkQvMJyEvmsMANZsyC6BZ/yGi7aWg/BQANFLqTGxvdRyEnUHX3wCD4EFdYYiOyAjeyRz3RFbVqoizP4uNhO48XCGbeiyIeybE1C+5Dw82KrPR6PJ5kkLCcuDEVujV3sC+GM9clUF+Dsw3aJurmOjX1RRN+GY2w+1BQZJeIwEi6fu4qvGZrId2L+GDg3a7TTfr4noVeWIo/wN04CokI2D6s9LvTH71UUsaoWPELfik9kH17iefF4PJ7k80I5sYEy7juDiUTqIBDbOGi/dGIxX6qIrRyUgcgLUL3BT4rZyojbyK8dR8J9vAAMs64hsXE5aoFkWnYhv3vffvUkFvPalDHoex7Q7V69UE4CS9s9MkT0ziSwDy/zvHg8Hk+y0QeFUzwGSQDCL+PE1ySMzTP8i0Iej8fzMkzgP+47ObGvCw32kpHH4/F4huRVlpNAOWJ/13KwV7o8Ho/H80JedTmJejci9KEsc+7xeDyeRHnFX+wa9KeOfWri8Xg8L41/70Rf8oh8qsp/lNbj8XhGhJcTj8fj8SQBLycej8fjSQJeTjwej8eTBLyceDwejycJeDnxeDweTxLwcuLxeDyeJODlxOPxeDxJwMuJx+PxeEbNb7/9/xFeIz+nxPYIAAAAAElFTkSuQmCC" + } + }, + "cell_type": "markdown", + "id": "ac959940-6ea7-4caf-9802-af248297d11e", + "metadata": {}, + "source": [ + "![E800.png](attachment:18392616-9ccc-43c4-bc90-0745662b9bba.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 71, + "id": "115239b3-7a9f-414e-a991-74004650a320", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from physic_lib2 import * # run this to reset all variables" + ] + }, + { + "cell_type": "code", + "execution_count": 72, + "id": "8018c39a-2fbb-4d7b-8b7c-c3c367cc8b00", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "L,M,m,h,N1,fr,mu,F1,Rx,Ry,g,a =symbols('L M m h N1 fr mu F1 Rx Ry g a')" + ] + }, + { + "attachments": { + "7fb1573b-caa4-4ac8-8078-79782e229637.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "29cccac6-313c-40bc-8c6e-03ae82210f84", + "metadata": {}, + "source": [ + "![E800a.png](attachment:d1d2861d-4966-4e30-9ee8-8cd34e26c0eb.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 73, + "id": "57b60e44-9b16-4134-b039-c386782df8d4", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=mparticle()" + ] + }, + { + "cell_type": "code", + "execution_count": 74, + "id": "0ec912a1-13d1-48c0-a848-09640703aaed", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# adding Rx Ry\n", + "P.add_forza(Rx,0) # default x=0, y=0\n", + "P.add_forza(Ry,pi/2) # default x=0, y=0" + ] + }, + { + "cell_type": "code", + "execution_count": 75, + "id": "56300ddd-efbd-4617-9831-35b866cca3a0", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# adding F1, distance from (0,0)= a/4,angle dis= pi/6, angle F1 with Radio = pi/2\n", + "P.add_geoforza(F1,L/2,pi/6,pi/2)" + ] + }, + { + "attachments": { + "1424a57f-1298-45d4-8dc2-4ecdd34774fd.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "bdc493a5-ebee-4f22-a967-66e3070ebbdd", + "metadata": {}, + "source": [ + "![hipo.png](attachment:1424a57f-1298-45d4-8dc2-4ecdd34774fd.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 76, + "id": "18c31223-d34b-4ecf-ad6b-f8509e93a558", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Rc =\\frac{\\sqrt{2} \\sqrt{L^{2}}}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# add weight \n", + "Rc=MyEq(get_hipo(L/2,L/2),'Rc')" + ] + }, + { + "cell_type": "code", + "execution_count": 77, + "id": "030773a1-c5a9-4304-88bb-58839609bcfc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Rc =\\frac{\\sqrt{2} L}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# humm somethin is bad... haa ok again\n", + "Rc=MyEq(get_hipo(L/2,L/2),'Rc',kope='r') " + ] + }, + { + "cell_type": "code", + "execution_count": 78, + "id": "bcf572ef-85c7-4e62-bbcb-9011bbac3521", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# angle Rc with x axis = aa\n", + "aa=pi/6+pi/4" + ] + }, + { + "cell_type": "code", + "execution_count": 79, + "id": "78fd2d2a-089b-443f-a92a-830e73ff023e", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# angle M with Rc axis = -aa-pi/2.. then\n", + "P.add_geoforza(M*g,L*rpow(2,2)/2,aa,-aa-pi/2)" + ] + }, + { + "cell_type": "code", + "execution_count": 80, + "id": "82040872-6ec1-4421-bf7d-3c3f46b0a01f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle To =\\frac{F_{1} L}{2} - \\frac{\\sqrt{2} L M g \\left(- \\frac{\\sqrt{2}}{4} + \\frac{\\sqrt{6}}{4}\\right)}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "To=ToQ(P)" + ] + }, + { + "cell_type": "code", + "execution_count": 81, + "id": "ac6f9fb5-85ec-432a-8c5a-fc88df68437c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle F1 =\\frac{M g \\left(-1 + \\sqrt{3}\\right)}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "F1=To.solve(F1,'F1')" + ] + }, + { + "cell_type": "code", + "execution_count": 82, + "id": "aca67765-a819-43bd-9cc1-55b00fb86fcd", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =- M g + \\frac{\\sqrt{3} M g \\left(-1 + \\sqrt{3}\\right)}{4} + Ry$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =- \\frac{M g \\left(-1 + \\sqrt{3}\\right)}{4} + Rx$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fy=FyQ(P)\n", + "Fx=FxQ(P)" + ] + }, + { + "cell_type": "code", + "execution_count": 83, + "id": "84bb5ea0-4898-4194-b1cb-173db3975685", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Rx =\\frac{M g \\left(-1 + \\sqrt{3}\\right)}{4}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle Ry =\\frac{M g \\left(1 + \\sqrt{3}\\right)}{4}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Rx=Fx.solve(Rx,'Rx')\n", + "Ry=Fy.solve(Ry,'Ry')" + ] + }, + { + "attachments": { + "780cf68b-4f54-492b-93ed-11fd0e92482b.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "a0ae7e08-15e9-4bdc-a95a-26f13e48c572", + "metadata": {}, 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" 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" + } + }, + "cell_type": "markdown", + "id": "8b4e313f-01b9-4c0a-b559-87b6c776f926", + "metadata": {}, + "source": [ + "![imagen.png](attachment:8f931a18-34d2-4ece-91f3-cb81d8074ec7.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 84, + "id": "89848e23-208a-48b1-9713-fd2d6ec5601b", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from physic_lib2 import * # run this to reset all variables" + ] + }, + { + "cell_type": "code", + "execution_count": 85, + "id": "3e510f1f-5f03-49b5-a070-38b9e30684f3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{\\sqrt{2} a}{2}$" + ], + "text/plain": [ + "sqrt(2)*a/2" + ] + }, + "execution_count": 85, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "L=get_hipo(a/2,a/2,kope='r');L" + ] + }, + { + "cell_type": "code", + "execution_count": 86, + "id": "77560fa0-cb49-46fb-80ae-45df86f0fba5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{5 \\pi}{12}$" + ], + "text/plain": [ + "5*pi/12" + ] + }, + "execution_count": 86, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "alpha=pi/6+pi/4;alpha" + ] + }, + { + "cell_type": "code", + "execution_count": 87, + "id": "4cee9232-0ecb-40d5-82aa-10747b6d9519", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P1=mparticle()\n", + "P1.add_geoforza(Rx,a/2,pi/6,pi-pi/6)\n", + "P1.add_geoforza(Ry,a/2,pi/6,pi/6)\n", + "P1.add_geoforza(M*g,L,alpha,-pi/2-alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 88, + "id": "397b419c-2558-473d-96a7-5358b5d8358f", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =- M g + \\frac{\\sqrt{3} R_{y}}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fy=FyQ(P1,kope='s')" + ] + }, + { + "cell_type": "code", + "execution_count": 89, + "id": "2b135421-daff-4c8e-8b40-7ab7b05db580", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =- R_{x} + \\frac{R_{y}}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fx=FxQ(P1,kope='s')" + ] + }, + { + "cell_type": "code", + "execution_count": 90, + "id": "835de282-f724-424b-860e-43595be28842", + "metadata": {}, + "outputs": [], + "source": [ + "P2=mparticle()\n", + "P2.addF((Rx,0),(Ry,-pi/2),(m*g,-pi/2),(fr,pi),(Nm,pi/2))" + ] + }, + { + "cell_type": "code", + "execution_count": 91, + "id": "e3bd7ec9-ea19-4ada-b5c9-b78fd96b3f94", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =Nm - R_{y} - g m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fy2=FyQ(P2)" + ] + }, + { + "cell_type": "code", + "execution_count": 92, + "id": "3605de44-297a-47c1-9159-115fdee2bff1", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Nm =R_{y} + g m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Nm=Fy2.solve(Nm,'Nm')" + ] + }, + { + "cell_type": "code", + "execution_count": 93, + "id": "27fec9de-bbec-4dc6-a7b3-4e2f3625b2d1", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx2 =R_{x} - fr$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fx2=FxQ(P2,'Fx2')" + ] + }, + { + "cell_type": "code", + "execution_count": 94, + "id": "6e09dbee-aa57-4abc-93b9-74a1058abe16", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx2 =R_{x} - \\mu \\left(R_{y} + g m\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fx2.set(fr,Nm*mu)" + ] + }, + { + "cell_type": "code", + "execution_count": 95, + "id": "3209480f-5800-46c7-9f4d-01df82d7a021", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle mu =\\frac{R_{x}}{R_{y} + g m}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "mu=Fx2.solve(mu,'mu')" + ] + }, + { + "cell_type": "code", + "execution_count": 96, + "id": "f78776d7-c9cf-493e-b83d-3387954d798b", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# EASY FOR YOU.... yes you right.. \n", + "# a little sample that what comes later" + ] + }, + { + "attachments": { + "780cf68b-4f54-492b-93ed-11fd0e92482b.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "8122535c-d664-4e0f-b22b-3d037e9147b6", + "metadata": {}, + "source": [ + "![line.png](attachment:780cf68b-4f54-492b-93ed-11fd0e92482b.png)" + ] + }, + { + "attachments": { + "817e226a-efc2-49b9-87a0-2315b4976744.png": { + "image/png": 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+ } + }, + "cell_type": "markdown", + "id": "0e42945e-26e7-4612-81f4-10933f2032e3", + "metadata": {}, + "source": [ + "![imagen.png](attachment:817e226a-efc2-49b9-87a0-2315b4976744.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 97, + "id": "f52357b9-79ed-4409-88dc-a33334aaa5c5", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from physic_lib2 import * # run this to reset all variables" + ] + }, + { + "cell_type": "code", + "execution_count": 98, + "id": "69a1a998-c5e1-45f2-9aa9-41ee9f79f421", + "metadata": {}, + "outputs": [], + "source": [ + "alpha=pi/4\n", + "P=mparticle(v1=0,y1=L,y2=h,x1=0,x2=L-h)\n", + "P.addF((m*g,-pi/2),(Nm,pi/2-alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": 99, + "id": "f696a012-c2aa-4db4-b1e4-c70fbe1a4242", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fry =Nm - \\frac{\\sqrt{2} g m}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fry=FryQ(P,-alpha,kope='s')" + ] + }, + { + "cell_type": "code", + "execution_count": 100, + "id": "1972eeb5-eaab-48a4-bf5f-3dc8f83d94f6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Nm =\\frac{\\sqrt{2} g m}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Nm=Fry.solve(Nm,'Nm')" + ] + }, + { + "cell_type": "code", + "execution_count": 101, + "id": "bb385cad-9482-4300-b6e4-2bf91569d2ff", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Frx =\\frac{\\sqrt{2} g m}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Frx=FrxQ(P,-alpha,kope='s')" + ] + }, + { + "cell_type": "code", + "execution_count": 102, + "id": "aa383f75-cc83-4235-b45c-386bc7be931e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\sqrt{2} \\left(L - h\\right)$" + ], + "text/plain": [ + "sqrt(2)*(L - h)" + ] + }, + "execution_count": 102, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "(L-h)/sin(pi/4)" + ] + }, + { + "cell_type": "code", + "execution_count": 103, + "id": "75ca484b-86f4-4512-bdfb-e4276e8cb1a5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Wo =g m \\left(L - h\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Wo=MyEq(Frx*(L-h)/sin(pi/4),'Wo',Pobj=P,ktype='Ph')" + ] + }, + { + "cell_type": "code", + "execution_count": 104, + "id": "43adf12d-6245-478f-8b68-f68a16a74fab", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle E_t =- L g m + g h m + \\frac{m v_{2}^{2}}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Ent=EtQ(P)" + ] + }, + { + "cell_type": "code", + "execution_count": 105, + "id": "bb83d877-20b7-428c-8fbe-758b05ff2adf", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle e1 =- L g m + g h m - g m \\left(L - h\\right) + \\frac{m v_{2}^{2}}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "e1=e1Q(Ent-Wo)" + ] + }, + { + "cell_type": "code", + "execution_count": 106, + "id": "9631e46b-8ab3-47e3-8875-72e8581f6c12", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle e1 =- 4 L g + 4 g h + v_{2}^{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "e1.reduFac()" + ] + }, + { + "cell_type": "code", + "execution_count": 107, + "id": "48203f7e-eca2-44a5-ad98-c4c93e5465d1", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle V2 =2 \\sqrt{g \\left(L - h\\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "V2=e1.solveR(v2,'V2')" + ] + }, + { + "cell_type": "code", + "execution_count": 108, + "id": "193d9d74-2c16-4f14-b2c0-6c95bf112329", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle fr =\\frac{\\sqrt{2} g m \\mu}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + " \n", + "P2=mparticle(v1=V2.ksym,v2=0,y1=h,y2=0,x1=L-h,x2=L)\n", + "fr=MyEq(Nm*mu,'fr',Pobj=P2,ktype='Ph')\n", + "P2.addF((m*g,-pi/2),(Nm,pi/2-alpha),(fr,pi-alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": 109, + "id": "72159034-4270-4ee2-8242-f5d8b0228b89", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Frx =\\frac{\\sqrt{2} g m \\left(1 - \\mu\\right)}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + " \n", + "Frx2=FrxQ(P2,-alpha,kope='s')" + ] + }, + { + "cell_type": "code", + "execution_count": 110, + "id": "50f77144-da00-4c08-8f7d-d4397ede76bb", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Wo2 =g h m \\left(1 - \\mu\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Wo2=MyEq(Frx2*h/sin(pi/4),'Wo2',Pobj=P2,ktype='Ph')" + ] + }, + { + "cell_type": "code", + "execution_count": 111, + "id": "47f9886a-68ea-4105-98f5-0911b219d9b5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle E_t =- g h m - 2 g m \\left(L - h\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Ent2=EtQ(P2)" + ] + }, + { + "cell_type": "code", + "execution_count": 112, + "id": "220310b9-5654-41fc-8b66-e9b1ecca3abc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle e2 =- g h m \\left(1 - \\mu\\right) - g h m - 2 g m \\left(L - h\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "e2=e2Q(Ent2-Wo2)" + ] + }, + { + "cell_type": "code", + "execution_count": 113, + "id": "8c5e1658-9d82-450e-830a-30ab8e6879cd", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle h =\\frac{2 L}{\\mu}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "h=e2.solve(h,'h')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2f063eca-b3dd-4b82-b81a-c9108cd26b82", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "04a8d4bd-7125-4254-a30a-b3e7edbafffc", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3d4ee03c-f896-479a-9e50-5b311b43745e", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "42c357f8-d00c-4e63-92fd-970a33873554", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "dea8a1db-0450-4503-b788-27a7c8bd74de", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "91ea4501-3849-427f-aa08-9fe0bcf5defa.png": { + "image/png": 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+ } + }, + "cell_type": "markdown", + "id": "c4516bb5-287d-4abd-9cda-981e6cffca4e", + "metadata": {}, + "source": [ + "![image.png](attachment:91ea4501-3849-427f-aa08-9fe0bcf5defa.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "5a08fcbc-10d5-4a1a-860f-152ed29d631e", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ab7eb733-25d0-43fd-8924-35a2dc4d6a3a", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5066fc95-a54d-40ab-9365-3adf32ee0577", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/30000 Mechanics Waves.ipynb b/30000 Mechanics Waves.ipynb new file mode 100644 index 0000000..b7ac4b9 --- /dev/null +++ b/30000 Mechanics Waves.ipynb @@ -0,0 +1,127 @@ +{ + "cells": [ + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "4774a8b6-06ab-4dff-a029-0d39655b5dcb", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "058dc4d9-4772-4f0b-9fb2-60065d38e228.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "a5fac7db-4d9f-4383-af66-e59be028a103", + "metadata": {}, + "source": [ + "![image.png](attachment:058dc4d9-4772-4f0b-9fb2-60065d38e228.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "5feca8bb-e729-4e84-97f1-c0ba0c0b36dc", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "9e605e56-8af9-4b85-a575-42121d04ce1a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x =A \\cos{\\left(\\alpha + t w \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "x=MyEq(A*cos(w*t+alpha),'x',var=t)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "292ba3aa-910f-4f4c-be4e-f1fb31b1021a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x =A \\cos{\\left(\\alpha + 2 \\pi f t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "x.set(w=2*pi*f)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b96aaa98-515c-4eef-b08b-a7236b300dfc", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "da84340f-2a4a-4918-9b2d-dca33f843849", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/3020 Static Blocks and Tension.ipynb b/3020 Static Blocks and Tension.ipynb new 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" + } + }, + "cell_type": "markdown", + "id": "a5fac7db-4d9f-4383-af66-e59be028a103", + "metadata": {}, + "source": [ + "![image.png](attachment:058dc4d9-4772-4f0b-9fb2-60065d38e228.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "5feca8bb-e729-4e84-97f1-c0ba0c0b36dc", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "5618a620-24f7-415d-b7d0-d4ad0113928a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle e1=\\int \\left(t^{3} - 9 t^{2} + 10\\right)\\, dt$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "e1=MyIntg(t**3-9*t**2+10,'e1',var=t)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "5d2cac82-d454-4d65-95f1-0ff2d585d80d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x = \\int \\left(t^{3} - 9 t^{2} + 10\\right)\\, dt$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q=MQI(x,e1)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "e2892b92-b2e0-4020-b0c0-e6dc1468a2ab", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x = C_{1} + \\frac{t^{4}}{4} - 3 t^{3} + 10 t$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q.doit()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "b952a8db-0a05-4fdc-825b-32aa35aaece8", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle C1 =94$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle x = \\frac{t^{4}}{4} - 3 t^{3} + 10 t + 94$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "C1=Q.solve('C1','update',x=6,t=4)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "c7e08373-d4e0-4001-8377-4035a9bd37a5", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "91ea4501-3849-427f-aa08-9fe0bcf5defa.png": { + "image/png": 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+ } + }, + "cell_type": "markdown", + "id": "6ba99f9e-5727-4280-9904-03c83ff3e127", + "metadata": {}, + "source": [ + "![image.png](attachment:91ea4501-3849-427f-aa08-9fe0bcf5defa.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "b877e8ca-200d-4192-b656-945d1b39b7e3", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "ef85b871-823d-45fa-b245-606375d04b3f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x' = 2 \\sin{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "P=" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "e082584d-39e2-463d-acde-7033a0edb3ef", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x =C_{1} - \\cos{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "x=Q1.dsolve('F')" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "5b3e1d74-adb6-4786-b75e-853ad73ee1b2", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x =- \\cos{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle C1 =0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "C1=x.solve('C1','update',x=-1,t=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "22098f99-423d-4098-a87b-56d5df010c9b", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle dx =2 \\sin{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle d2x =4 \\cos{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dx=x.diff(t,'dx')\n", + "d2x=x.diff(t,t,'d2x')" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "56806b74-5d1c-4290-9d28-f3b49372ca23", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle y' = 4 t$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2=MyEqDiff(\"y'\",\"4*t\",t,y)" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "4b665fb9-909f-4ac1-b102-dedc0176042c", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle y =C_{1} + 2 t^{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "y=Q2.dsolve('F')" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "c1953788-6281-4661-aa0d-c04ecbf62ff9", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle y =2 t^{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle C1 =0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "C1=y.solve('C1','update',y=-0,t=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "2e94ea07-0ddf-484f-b504-0c2a2498cb86", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle dy =4 t$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle d2y =4$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dy=y.diff(t,'dy')\n", + "d2y=y.diff(t,t,'d2y')" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "a429280a-78e0-4145-ab0c-5f1052e7de0f", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "alpha1=atan(dy/dx) \n", + "alpha2=atan(d2y/d2x)" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "868c61f6-99e7-4722-9f65-6dfa7162f57d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle \\sqrt{16 \\cos^{2}{\\left(2 t \\right)} + 16}$" + ], + "text/plain": [ + " ___________________\n", + " ╱ 2 \n", + "╲╱ 16⋅cos (2⋅t) + 16 " + ] + }, + "execution_count": 44, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "a=sqrt(d2y()**2+d2x()**2)\n", + "a" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "42209be0-899b-4cbd-9fab-496ee39441d5", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle at =\\sqrt{16 \\cos^{2}{\\left(2 t \\right)} + 16} \\cos{\\left(\\operatorname{atan}{\\left(\\frac{2 t}{\\sin{\\left(2 t \\right)}} \\right)} - \\operatorname{atan}{\\left(\\frac{1}{\\cos{\\left(2 t \\right)}} \\right)} \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "at=MyEq(a*cos(alpha1-alpha2),'at',var=t)" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "e37aa725-698c-45c3-93d9-2ce0411f0793", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle 4.06826977118219$" + ], + "text/plain": [ + "4.068269771182187" + ] + }, + "execution_count": 47, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "float(at(8))" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "63aad34e-bf2a-4702-97e2-e4553d256d8f", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle an =- \\sqrt{16 \\cos^{2}{\\left(2 t \\right)} + 16} \\sin{\\left(\\operatorname{atan}{\\left(\\frac{2 t}{\\sin{\\left(2 t \\right)}} \\right)} - \\operatorname{atan}{\\left(\\frac{1}{\\cos{\\left(2 t \\right)}} \\right)} \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "an=MyEq(a*sin(alpha2-alpha1),'an',var=t)" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "60e6802d-7f7f-46de-809d-4961c5f6beee", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { 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+ "text/latex": [ + "$\\displaystyle 3.75805374534975$" + ], + "text/plain": [ + "3.758053745349754" + ] + }, + "execution_count": 51, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "float(an(8))" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "6e5de242-4b18-4508-8b2b-c67cf348a95b", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "91ea4501-3849-427f-aa08-9fe0bcf5defa.png": { + "image/png": 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hgyivA7uvFagGSAvtP5A9aPvVJl+mTCnPuOXKlZMGs6KU4d+Ny2pQrNqU9ZAxYwZ67tkGCnSvYO/QVmZYBbMqgB68UAIGcYjcY4CAjTkHeyeC2eMTL148PgD6005WZDEfZe4CQPzDh0YJVniMQH3BwoX08adjVRv16tbm5+PzOx/MKVmDdmG5D7xlk9hANVMpEWXLPCAeAWPyH3yYJeF5aiSTi+z8RZu+AvVdu3erQwXz2rh+YfgYOXwIZfpXuXcrc6sx9BWop2dAgIOqbNlylOTxxLSdFdgT7K2CstusaVP1CrfzXO6DYlCaWZJrsnEUFvP5CxbyQXlBsSdjndtdTvsfDHhu9lAhzsMazsZyBkPsfVbasK5gxArmvfapJwuycn2I1m/cyHv7YmrBXquCBQoyiH+C96B0nj0NXqWGbEyF4XHDxk20ir0MZXg+yX4dmw9b6ZsbsG4G6W6874H49pgC6mvYkDR0xEjq0a0LVa5Yifel3dSX9ycYob2xRRuBLtYIgCH2Isy7n9asoRGjRnvAIv6+ZNkyRVj3YqNGysgjHmkBVkav+CE+S3tzOD7OZiio4ikXBfrSpUseUCKe8+avN/UQ4V27dpXD+UMpGe9xZk+7jJf0fw/rIt1Y8a5Y4cHZKlEGUIhzMuDsz0SU0D9wwVPbo3cfBkppGYj24faT+fRdMIyP+2KCcjgUZ8CJS/qaic+V7gwWMAfBGaCiBfjbBTABWAPAnjt33qN4g0QVBrR+vJ/Ae4hL7jvBaRuD+Jyzc0bAa/zxmDEqWsRY+QJ/D2ag2YCNcRhXXGZwABnB4zzn+3n0/rvvKmeQnEMCuqBXSGQGwB2cJQC5b77R2uNNhSFzGM8/Y9SDEBu2YY+okexT2i3KhkYnjzqcKtg/P3jvPXqCgbOM6bRvvmEi0e/5fA1RhlKrC97yMDY+HD16jHW7AeykyKxuu3DhAvVhnqhEiRIyh0NfJnlLaev1FkCWJ3ceCuY0EpxpuGDYH/v5eDp16iR1Y4O0GLCgJwwfNUp5kmW8rIA60nAQPZKT9RfjvLBaE3Z9kPkLMNeHHV1JkjwgqfMlnN0XoG6WgdX6kb8BjL7DzjOJKhCZp0qV0nYNI5pkxOiPFFB8q21bz55y9txZ6t6zN59l+Xltd1ZrSSJaMCcEaBvHVt4Db/nnTDa7bMXKcOAdcx6OQRi9Zb/0ZU+zGxP04dtZs5RhEhEQ8KKb15JxztsBdRgR4ESV59Ff6H6Y9z26dqFnqlTx7G0L2DDTpVMHxhMVPXu2GDHsgLqsF7scdV9kYbn4YuEfow2oJ2Qw258tzfDs4fqTrdFBfYJ547lIo0cO82xEZhkhrAYTHVWLjKAGoArWwjNsNYdCnSplKtdAHRMHmyhCdAYzwINHRzZRACMsDih+VZ95xgPUkR+IjTEzW8DkAigAUH+HWZtfYuI8gDlcotTDMg4lFB7OhYsW8SY4ml59+WWexC093mcBJdkZBIcN6EfJbDxDWzk8qVvPnirkDKE0ooigv2M/H6c2gQb16nnkmihhIlbC+3iiFczyEgBilLcAdYA3hIZVqVzJIxco2Qi7g1Fg6KAw3twfWMXg5erYpbsyEgwJG6AUBl+A+kq2VsK635MVgaq8gGVjWLtuvQIBLZq/rsDJNvYgwPiA8BlYfHFBkYABB2V5hg8drACr2/as1iKMNhjTZxvU45Colzx9wd+7B/Viz8WzivjL7jKDasyzLyZM4M3vO+rUob1SDuT7ZI5Ur1bV0VBlbhMGqdGffMoW1pMcydHds26g/IcNGsLhbntp1PBhKlxQgLp57aH/P3LUABTYtzm08BWek+a5W+zppz1A/Thbczt37aEslgO4RIsYOsSwAQvq8CGDlWXT6oKFvEv3Hup3AEOZ4xfYi9aDD3xYnAWoy74QmfmLd/sK1GGUMq5f2Rsmcagn9gAYbHyRudX3+wrUzXuN1RpzO89PnDxBYYOHKQ8fjHRCWneGQ87ad+pCT/KYQFGCAmF1yVo298mXPVTmIfZZ7Csy/ufPn+c9LUgRhsneZxdBAqUEa6Zzx46eM0SUdIRfDh0c5jGKxsJzNkKXnMB6TIF0dDImgLqVh9cNwBWhOuWo//nnHwyU+6pbcX5jngNkQm8wenfwuwBjKI8CokQZFQXTOJBmoCBRAek4TF1AOc6O4L6hHKX3si2LvVP/RalGNI0xbN78TBJ4MX34LgFb1fj8ERAsfUWpyDrszZJ/d2KnBJRr4wW5TP1ymkdOdgALYP3vv/9mvSCF1/B38yIRkGgMgTWDgytsCO/OZwicP2ZDiMyrwxw2LsAT/dzA+wg8vsYwXLPSL0AZToohYf09YBZ99DdfV8bUqcScjO853iPNUQ/w9MNgidBw6BN2/ZH3vNG6lTJKubkgX0SNikfcqm2UE/3siy88oMtpTdj1wW7ORxVQN8vA6v1Lly9n3X8C7xOhEXQZ9GsbO0KcDE5W8pX34DejJxprx2gkk2cBaBGV05n1RRj3MLdzcGQBDGdiOMC9CBmH/gYjG6LtfFn73sbkJHu13cx5O6COvXUoOw7hYJPLTCqI/b17EPBJMo+hUe51SxJndZ/I2+3+7mZNxIZ7og2ow2LSjT3nRq+bm/zUnzn8LahPHxUOJwBNBIeQFEx4hLLCYuXWo46Qta7duquwqJ6cr2PMgROlEvlZAGWiqL771lsMaMKXi7HrvwBIhI8ANAHgoG/wPhq9dKIcAATPm/ejo7JpB35xCP7JG3dSzndCBABAdrceQeq7ADKMl3if7ZRaN+kDrVq0UPk6clk94xaoI0+pf9ggjkK44gH50q6Amzx58iggcePGDerSrQdlzZbVAyxgxezYpSvV4FA7jBVk4bY9O2BitSilLwCvmGt2lxlkSMh+mjRpIhhhzHPEmIdnHjO3Jd/wfoSjCeg1hr4b1x7Cm+CtgrXebCSzApVoF2HYYrwy9k8MKI1e+J+tEUPkIsDX+Lx5Dfkzf9Gur0Ada/JjrmBhjLLwpXKFWeZO88dYns0p9N2815jXmC/rxm6eS5vorzFywtx/u/3Plz3UHPVifMeX075WYeBBPbqq1BJfc9Slf4EsiRhdB7MVWC9dqgTnR04jCXePLk+6fHNMAHXxWtepXUuBRtEREBqKyA8rhdY4Rk5AF+B79CdjOKx6u1KyEZWHesBZs2bx5Ooa2xKFEmuwIRtmnYCD+TcJHTeGuX/N+c3f89luDKk2zy83QN1ch9r8DNr05btwVg7lqhMAguKZhbwR2SBgxCpv2Nx3AZvIbQdYSMxOCUQ9VuEQ9tzscXV7ziLHfMmy5ez4WEKneU9GKLBcxtxTMzgQZR1OBeTVmy/cjxzYfiEhHBZf3HY8zUq/Exj3BaifOnWavf3f04aff+aIhWvhuuetFjxSxZDuiZSLhhw5h0jPLMy1YOQkQIPegLpVDXPMVUR0In8eHlBENsllzA23atuXNWHH+h7dQN3b+kHqqERb2O3/3nLmYRhCetfc73/gSMzfOSrunqcp4Q1AeTu3oF/mZC3mNBBjmlXfZIzc7ml2Y+LrnHfKUR86eGC4dFzzO53AuD9A3VdZRNdZ7+97og2oI/zIDHLcAHVv4FIE4AZkSsk4UZIRdmt3Pdeggeqvk9Lu1P9vZ86icexNHToI4dK5VR3lbGwZg9Ih+e/ybnlH+/ffJwAeqwshdt179lLEE+XLl1NGC+TvpOT6lsZLFF2niWGn1PoiQye5uwXqaANyQViv3VW2dBkPkABYhCdRPMaIZhj90SceA4eATLftWb0TB9ZCzjP6ga3GJzk0zKgwyJyw66sZZMg8g9e844cfRnhMADDmSGkmMrK6rIALDlmwIn/NOccggoHXwnPIclqIGaib154VGJfnrX7DPF/P+X4jhw/lkOM84bop99vNbdzstE7Mv/kzf53e5ZSjbi41aTV/3crcagx99aibS1ua16Wv6wZGIaTIzJo1W4XdIaxeLuP6suq73Vr2ZQ/FGCN/Udat097kBNSxHuHtAeEYODqMV1wE6ui/GazDqIcoMm/5604y9Oe3mADqALOzvpsTAZDbAXjz93ljfTcCCzzrVHvXrFD6AkrQtjFkH15ppBchrNcpRDoQQB3Gbl++C32FB3HsZ+OUVzxf3jyqr/BMS4guFHEYfhHFhxBlqwu50JLjDsP5ZCbhAjEUQAo8gLVqVqdmTKBnJHQztyM56vs45BqpkIhERIrWH3/8Sf3CwpgA7WlPrqoZHHgr/2W+3248owKoG/P7EQZcgPPc06dPy/nZu1WahzegjjPnAOfdT576pfp/6CIw0iL1x0gkFhmgLuH7yP1/tn491bcUKZKrnOoffpzv6FH3ZU3ENaCOcwp562a9GnMW0Wh2OfOSo46U3Jo1anI6WRm1pu7du0+jmBgNBivZAyA/cG2Zwax5XcicfIVJI53Sf7wBW/MYPMxA3VdZ+HNWRuezcQKoG72EdsLxBWSKklmOc0CrVqls2WTGDOk5L61gpIG6UeFMly6Nh1DPyiPr1oMnpGSw0P/BIX3IMy7MjJTwJkv4Pt4LxsbWLZvb5oRJ3mdEheeW66gEedYfj7oADkQcgAEUZC7mC/k6+DZEPYi3tQOT2tWtXVsRyIBkY9jQIWpjFUDktj3zu4y8BWLBzpUzh5J1rz59lUXeF4+6t3F14z10ylHPly8v/e/5hirHHIcsvE9I5wgkUIeM7CJV8JsT6Bf5+grUIzt/8T5fPeogRXID1CVVwZvMrTaTqALqbuY5lD1EZCBcEfmblSpVZLLLvIogEmRCSDFw41E3Gw982UMxJuACMMvZSlZ2a8LIW9CE04ww59NnSMf5+ztpAEflxFWgDhkYwbpSCL2QzEWlghDdQF1C3H/7/Tfbz8qaJWuEMHXjzU5AF/McJG87du5gzpj+lCp1SkfPMxR1sJ6LB84XUII+yfeATA3hxgMHDaamr73iqGgHAqjj3U4edfN34X6QOSH8FGC6dKnSKhf/AybBlTD3yJZCA2hBag3SqxZzLjyMu/1Cg1V6otUFg8HHDF7AVYT0N7nchL5786jPnjtXedQFFEcXUJeIhV/ZMDp4QH9Pfji+zU3ou1lOaO+3335X3nnweIDHoEvH9soY4itQl3SQxMyNhHSB5Az+5XIT+u7LmohrQB28ORL278s+K2kiLzd5SfEcSFSQVeh7dHvUzWv/YQbq3jzqVvugL+McU/dGCqhbhYvKB5jBiVWIpxsFXu6JSo+6lZffPBCR9aijvMOX06a58qgjXAbh/WZl2G5SQPnGhMRzEydNUWFLg8MGMiNjMZ9DR8MrPDED1I0hwU4LAeHv3YN6K/Z3MCB37R7EzJA1PaH4bkCjU/vw0ANU9O7ZQ4XTyxXZ0HdvHnVEXSDXywlkmIGLhBw/ICvsxwD9v0PWLvQ9Kj3qiPT4ENEiTBJmB/h8BepuQ/2txjIqgLovMrfqU1QBdTfrRoxbzZhFF8RZ/ykQD9Y6Ln+Aups91F+PuqS0HD78K3vlh4TjCYnLoe8yVx5loC4EbE8UfIJzhsNH60A+xzhHGMznKFsm5cLMayyqc9QB9IS0yfhuO8CCEPLlTACF/FF4zrwx1wcCqPuao47vECPGOQbsIMhd9dPqcLmpCIMfPGy4MjIYUxLM8odHfB8TzKZkwAfSPdljoKeAQAocLRJ6brU/Yr8HJ40ZIIkhARVn2r/fTj0aiBx1KzAW6Bx1ycHNwA4fczSFyNXJow7CT6ROomwc2OL/2yseEL7tZsMnDE+5c+fyGagj5Q36ZjlmFhe5SvuIbgHJZ6Bz1N2EnqMPUZWj7ub9+HZEKTrtNXb6o+Ttm8cUOqs5qkb4HaxSerAfHjp0WPEhIcXBLkcd+v+8H+ar6hYgdo5MjrqdTKzyu62MQf6EvuscdSckEvE3n4A6Hh/18ce0dNkKJo8apLy55gsAdcqXX3qImPwF6k456iCxQig0cslQJ9VtjjqYGDt06sospsk8JGR2YosMUCaSAu0AACAASURBVA90jjqIQ8CSD0COUmHG0HkhOqtTu6YKrwYLMjwCKNMh5crcTglfohKkTX886ihPB+B9Brn7I4aFO5Ds+oz5hXJiTbj+5aQpXyrSCpmHAuR9ac/4HsxtKCtGBnL8LvMF4em+eNSjIkcduU+dunRTLJnmvkA2sLh786jHRI66XY67GVj7M38xVlEB1H2RudW8DTRQ92XdzGU25I8+/TSCMUjWSlIOy40MUPdlD3XKUV/NrNwI60QlChBUWnnUobR26NxFlXUx91XmS1z1qD/Koe8Aih9x/vhGzt+1y+EW0jPFkGwiVPrvDPpLKarItTWzvi9mhm8AQSkRZmR9B7ErSNoEWFqxvsv7czEg8sb6Lv0BeWYv9k4DgFdgMGTXb3P/QYrqLbfT6RlhO3bzXdIOgMHwEaPVP3GmgDhOOHtQzSW4b39VyQYlLI11pA9xWbB1nA7VrOmritQVhH137jBHjIGZ3oqcz2p/FIUfjgoQ4mI8kO87fuJkLne1iCOB/quP7MT6jpKy1ZgA2Bvruxugjn4K67sbBmzzd4nx5Xf2gvdnEkNUqcAFZvF+AwepHGYnoI5yZT1BJMYkw8Z5Z0WQJyAKRgEjg7qt5/RfAr5EHI7dn8lhpbQvxhQEvkhbcALqvqyJyHjUrcj+rOaNL6zvboC6GGuQptGXS/oJ0z7mMfaos1zl4EEZ4vgRugOOBujdSI8EQa+QPQs7u7GsmR3ru7Dmg2ANkQ5OrO9gRp/EkbPdunZSVTJ8WftO6SK+zHl/gLpxbzBXuvCV9R0Gpw4ftPOse19k4RYbxfR9PgN1eHFBRIUya0YGX3wI2KGRJ3X//j8e0jR/gboT6zs2FbBfC0EbgNaiRUs8pbrQJylPhEklHmsoCCgHMu+HHyOwXl/nepPjuZRUk8aNFXO2N6AOL6y5PJUT6zu8Wi2ZjE1Ytt2yvgPoQOk2srHj+8xkXiIvHLJGRnvci9qia9auoVbMGm/Ok8fvgQLqAmwAoIX1Hu0bw1clDFYUc5QZ+7BdO0+daBz+iEgowznqxdg4YVSCujNT9B0OBQNrqzDNy+++tmdcgPIsiAuxIT9QGO7QmM8/V3PF1xx1I+t7UPduqiyVv6zvAv4TJkygysWl/bcGLsa2DyuHf3P+sTegjm8W1neUckMosblfVqzvKO+CAxw1V3G5ZX1HTdxOnbtSHs7Z8sb67s/8RZ8EmEJpE/JJY3kwKILmOureQt99kbnVhh5ooI4xdzvPxdD5AudIvs9lgrDvwPD33b/VLVDXNjJA3Zc91I71XVj/EXppZn2Ht6hihfJKnLIvHWHyo2Fc3SEvE0ziAhs+AAIUn7gI1M0gHVFCZdgY6LbOelQoD9EZ+u4GhLsB897qqJtraRtrDsOTXJkBKmryoryYVR11Y83jYsWK0u1bdwjVIlANAqkjZk8wPMwoa4b62268c4HwqANs+fJdMneEqR6GN6uoAYSKDuMoM1xVKlVW1SN2sjcXNcqLcxkrKNko2yY5z0m5PjlqhsNxInW5URYStaFBpGV1QYeDYeMqewlRTxkpPagTD/I1lHHE3+xqN6M9Yx111JouzjntiGRAvXKrOupugbrkzm/bvl1FHMB7eZoZrXcxYS/ArJEgzOq7BDAk4zrXZcuUUcaHTVzOFimLGCsrkjdpx1xrG7XOQRiMHGhzbXoJs8dYAbQUYb2rAeedY5xQGcn8HqmWgTS5DFxfHrr8Ra68gvKA8eKjb7c8RgS7OupWawJs5SA2NpKu+QrUkQYxmnO6C+TLr5xS8CxLSUKzjAMN1CEX6EUTJk6i5BypWJOjKsHNAIMUonoQ0WMs6Wfsz7U/rlFwSD86wik8qD+el3UdlOSFdxoXvkGMcMaxBRcDokJhOF++YhXrVDeoK3NjgTgQl4B3RDFXqVSJnVJPqbWGkq1leE51ZsOauY66tz3NCajbzXnwR9znfPuiXE7QWx11twZHY414zNu0nC4EY+kvzL8EPgajgc5qfUkKBxjwy5cpyyWFiykdOzL7YFScpYFs02egDuVCgUYGvlITGUQJV9jrgQ0wPhMuIHRYlCx/gTo+VoCv1HBGCbBF7FU9yRs8SolI7c0dO3dRDy6jBWZXhIPAMryLF9hRroWNyxhaDiWxN9c3xaZXolhxLsVWhTfh01xjc7lSZqWUnBugjpxChGdV43rsCM8Ee6m5Nrqxjrq8DzW6re61GmBRao8dO67Y3MuVLU372MsuzxtrfMOYMoBz43ChRjwIMLZv26EIpUqxIgira/LkySO8JlBAHeA2bPAQ9T58a07O85b5gRqe2JwEHAHsDRoylGvYr6cnuG4yNq3rvGmhRjfqPPfmvlbmvFoBkrg/qHcw57zuCldXWj7G1/aMQpAyZFeuXOF89BLs4cug6sSDuOo+H8z4mxOosfIGGuuoI0y4JLM679q1R0U+RKaOuoB/lPGAhxE1ySEnhDjH4/mOTUpAi9PaE5CNw1XGCAy1OABUDW8DiR9kJHXUIRNshqg9jpx4t3XUZ7NSIHW0Ice/bt2mzZs30a3bd1RNWGMUQ2TnL/opY4jvq8R5fLBOI4Tw4KFDavMXY4svc90XmVut3agA6m7nOQgzUQUC+xw8Yqjzij3xNI81rkyZMjrmjjvtf273UKOhJCeHcUKRh2KyeMkytdaN54WE6qNfmCfgYAAwl/KWAAXly5dXSi/OG8x5MEa7TRsK5OHpT1tWIL3Cv/Xs3dRZ9+fdTs9GJ1CXmr1Wpc+MfRSCtmcb1LcMwTbmgaKGOeoA7+E5jqsoAyzMDQBH44X5s3zlKsXpcfbsWZXri/2iRbOm4fKJ8QxyrpetWE4oAwhDIsDNq680oRvXb6jnrXJa0YdlrAd4C3tH+4EC6mjLl+/C/WII2X/ggC0PAEji8D0gLkX7OHdAjgbwKCWjhPgMfEKIKJD7kP9uJD6zm3tQthH5gHGLx/pUOT7XEBWI3HVEgEmJMru8eewBGIslvKdcZsAPHRA8Nq8yERdqjcvlNkdd7kc0zzQOiQaIunv3b8qXJ6+K5pv61dcclp7JkSRQPLETOHUCcywtG1MaNnyOScbyKl6NmjWqq5KZxkpIRvnI8yDQhPMDBtasnGIG2deuWSucZxe65IhRHxG4Hirw/oj66LvZWGEF1GVOL1y8iGZy25AXQuybcm415jqcWALu7fLfzWsC3/Yyy/pXBlrQmWRN+ArUARTHTZhMq1atVJwGiLSBnmR1BRqo4x0yj1GNBPXkReYteF+RWt92cxhzBfw6a1mXvc86VCE2mLTmKknfzZnDRrt94fYJvAeGlWnfTFcE0QkSJFRGWhDZmSsAod1vZnxLK1lnRFQtxuqlxo2oFs8fY8k2t2vfGwGjec4/9eSTnHf/isJ8uAIF1NEW1j1Si0BAKft1Xa7+MfbzL6gCG+rNqRlm2YOj5iMuV4x9Gc41lNqNzD5oN6ax5e8+A3V0HJN369ZtNGPmTGU1AvhKnSoVl+SozCXMXqLs2bJ7vi8QQB2N4SBBqQpYSnGhtuYbrVtTkcKFwuVErVu/QRkSALphaarDwA8DDlIXHOLwHsol5GwLFiyiSxwOhPuf4TIfbd9orYwQuLwBdYDRnt260arVa2j16tX0N2/msAa+z6QsRYsUCTfOALBLOBRvOh/46B9CWCGztm1ahsu7tJsc8JJP+3o6/cTvAXhEf7G433rzjQjEcaifjNCxTVzeDuMDbygOTExm1HW3unwBL/K83TPY4D8bN8EjE4R+tWnVivPqNyrrpNGLaSUXWFM/5JrpKNlkvpD3Bhna1e72tT1j+wg5G8VM8jvZ6ANDD+ZOUw6PHMEsrQCXo0cM5fqQ6SzlZ0eEZTXPUKsd0RVW7KLGxq3ahCKP0i1f81zAvAXZEhRMWPkR+m2ubmCXR4wxmjL1QSqBzNvXmPhoIudYmvOfcbDs5bU+cfJktQbv/3NfzfM3uJwSWHrtlA35FvQZYVVfTfuG4MWBstec+4wIFhgdzOkGkZm/8i54sj4d85kCpwn5ACzHAAhzH+WIpMSer3PdrcytJkZUAPUHh1HE/cRq3RjXIhRz7J1vtW2r9m8AY7Psjd/gjRDRzR6K9jB/YIBBPXQolTIu8FAY1zjkDGV/Bs8J9HXIoDD2XJVQzxv39nQcVdC48QuUnw0PfdirDqK8Tlx71ts8jA0HrxNIN66XmPCsRydQjw1jERV9EI869nZhUI+K9+g2Y0YCSAXoxhV4snGp2CAug4sQZX092ONRCnHLls2e/HktFy0BXyWAsoGIzH6Gib6tSi762t7DcH+kgPrD8OGB+AY35eUC8R7dhpZAdElAyOFy5MhuWUowuvqh36Ml8DBKwA1ItwPrCI0Xr3tUyUYDdf8li8i+/uwxbffOWyr6SF9xUwIIzf1uzvcEIk5E8uACGBXeAzh+XmnSJG5+nB+9hjd9+rczVNQduCPkAkldMIfaZ8mSWeVYw5GkLy0BOwkgzB25/4h6MUbmwBn0PaeaWqXiPKrS1EDdj5HXQN0P4elHY1QCCFuezqzzbZivQNIgoITMX7iQIwo+5uiHlkwU1DRG+6hfriXwsEng5s2/6AvOgdy374CqXOENeAuw37JlG5ewfJ7rTNeO0qgBDdQjP+OQroWwX+Qh52ISMKeSZJF/i34yuiQg5IL36R+VrwzjNYjOkB6G8HXwBaVNmza6uhNr3iN5zDtYDuAEQNlalI4DEe895hTo3rULR3qWijX91R2JnRIQXosMzElRrWoVSseRquAoQI56ec5ZR/lBO16L2PlFUdcrDdT9kK0G6n4ITz8aoxIQYj+ksdStU4t5BHLS2rXrCeyl+fPno4GcG5YunXWIf4x2XL9cSyCOSwBgHTl1xrJLTp8EsI48RoCDqA7t10A98pPr8y/GK0Mn0ms6fPC+LQlW5N+gn4xuCVy6fImQIy75weBJql2zhqqVnYTJ3R7VyyofGmmo7zDjuTnH+lGVkf5u7xJww3/hvZWH/w4N1P0YYw3U/RCefjTGJSCcB0uXr2CSkhuKZ6J+vboqdx5kPPrSEtASeLQkoIH6ozXe+mu1BLQEtAS0BGK3BDRQj93jo3unJaAloCWgJaAlEC0S0EA9WsSsX6IloCWgJaAloCXgSgIaqLsSk75JS0BLQEtAS0BL4OGWgAbqD/f46q/TEtAS0BLQEohbEtBAPW6Nl+6tloCWgJaAloCWQJRIQAP1KBGrblRLQEtAS0BLQEsgUhLQQD1SYtMPaQloCWgJaAloCTxcEtBA/eEaT/01WgJaAloCWgJxWwIaqMft8dO91xLQEtAS0BLQEgiIBDRQD4gYdSNaAloCWgJaAloCAZGABuoBEaNuREtAS0BLQEtASyBuS0AD9bg9frr3WgJaAloCWgIPlwQ0UH+4xlN/jZaAloCWgJaAlkCkJKCBeqTEph/SEtAS0BLQEtASiBIJaKAeJWLVjWoJaAloCWgJaAnELQlooB63xkv3VktAS0BLQEvg4ZaABuoP9/jqr9MS0BLQEtAS0BJwJQEN1F2JSd+kJaAloCWgJaAlEC0S0EA9WsSsX6IloCWgJaAloCUQuyWggXrsHh/dOy0BLQEtAS2BR0sCGqg/WuOtv1ZLQEtAS0BLQEvAUgKxBagf+e036tUnhCpUKE/t328XpaP10adjaOPGn2lg/1DKlzdvlL5LN64lYCeB334/SsEhfalI0SLUuUN7Spgwobr1n3/+oRUrV9I3386ks2fPUp7ceShsQCilSpnKtTC3bNtGIaH96M032lCj//3P9XO+3nj58mUKDu1PCRPEp/6hIZQ8eQpfm9D3R6EE7OZYZF8Znft0ZPsY6OfmzptH4ydOotCQYCpTqlSgm7dsL2BA/dcjv1Knrt3pmcqVqUunjtHS+bj8klmzZ9OYzz6nIWFhVK5smRj/lMtXLlP7jp0pS+Ys1K9vMD3++ON+9ym2faPfH6QbeCgkcO/ePRr7+Tiav2AhDR86mIoWKeL3dw0fOYrWrFtHI4cNofz58lu2d+nSJeresxclSJiAhg0eRClSaCXGb8HrBgIqgegG6leuXqFuPXpR5syZqFePbnzuJFHfE50K4MMO1J0US4DACZMm06bNWxT4y5ghY7j5dOfObVq+chV9N2euAokJ4senQoUKUYtmr9NTTz5Jjz32mNf5d+nyJfp25ne08qef6ObNmzzWmemlxo2oVo3qlChRYs/zdnNBbjh+4gQF9epDDRs+S680aRLhvSdPnqSpX02jLdu2E/qdKlUqqlKpEjV99RVKnTq11356u+H69T+VLH76aTV9wMYjK6MO5Lnx55/pmxnf0tFjxygeyyd//vzUumVLKlK4kKO8Tp0+Rb2DQ6l8ubLUtk1ris+yxrVuw3oaPHQ4pUyZknXFspQ7Z05qUL+eB8gb+223bqILqF/74xr1GxCmzrYeXTt71rM32Ubm9+gGTL7sSd7mcmS+1+4ZAd93Wa/xZmy0m2OR7Y8vMonsOyLzXFTOjahs2+5bNVCPzCwIwDOxDcRqoG4/qN6MUNu276Cg3n0oiBXNqs88E66h+3xwr1+/gaZ8+SX9fvSo+i1P7tzUqkULqlSpojrIvV0XL12kaV9Pp6XLV7Cic4OyZslKr73ShOrWqcOKTqJwjzsBxjt37vAhOpD+vH6DlbJ+lCxp0nDPmt+TNGkythiWpLfefIOyZc3mrZtef7979y5BVtO//ZaeqVKZGr/wQoRnoOjs3befJk6eTHv37qP7/9yn7NmyU5vWLfmZKq7k5a0jD5TTSbRkyTIaOjiM8gbAi+YGqF+7do2C+gQrhSukd6+AGMPsvjW69xdva8TbmMT0d4jxZvbcufRcgwaPrLFZA/WHz6PupFiev3Cez64QOn3mNH3Q7j2qX7euZyneuvUXjRk7jlatWU1PFy1KlStWpDMM1tesXUfX/vhDAbHy5co5Lu2LFy9QSL+BdOLEcSrH96ZNk5oOHvyFDrNjp+GzDdjD25YSsPcVlzdw8+2sWQqI582Tlwb2C2Eg/h/4BhAdMmw4xY8XX52reXLloo2bNtHuPXsoV85cFBrci9KnzxChr3///Tddv3GdkrBjQoxExpvu3r1H2NtmzZ5DW7ZsIYChlClS2gKiH+bPpy8mTFQOj2pVq9D9+/dp+YpVruVlJUwYktatW08D+oXSEwULOMo7poF6ZPf5yDwX3YDJF1DqbS5H5nutnsEaHTxsBG3muek0LwP1PnM7vsgkqvpg1W5Uzo2obNtORhqoR+fsMbwruhVpb5+pgbq9hJxACBT8YSNG0uKlS5UiE8wATMAzfpv61Vc07ZvpVIC9rLVr1WSl4Ab9tGYNHT9+nN57+216kT0LTl6JC6xI9WAvwrFjx6lSxQqUNm1a2r//AB06/IsKYWv37jus6CTwdN4JMB44eIi6dO9BfzNgHzRwAJUqWcLz3O9Hf1eerT9YAavMXojChZ+ivXv2KS9xKgaWuL+ghZIARedP9jQkTZLUEngCFF+4cIHm/fgj/Th/If3x5x/qneh3kxdfjCD0nzdtViF6SdmIULdOLQVqYaBwKy9v8zyqfncD1KPq3VbtRvf+EteBusy72+yJ00A9t+NUhVc0UJf2qAdKkvbtOCmWi5YsoUmTp1KSJEkoS5bMbEAM4r03mWpMPLkvPN+Q3mjd2nNOnTt3jnqwYTpjhgzh7jf3QLz1CxYuom5dOlHFChXULQC/4ydOoCVLl1Pf4D5UvNjT6u9O4ObatavUi73NN/+6SZcvX2FDWns+byup52C8DmUv7pkzZ6kfh6Pmzp1L/R3vn87h4tO++cY25Nubp1l+T8Eh3PXr1VVe8oN8jlp5LsXokYaNEZCjhH3j/OvTtx8bFmCg/U++bkYeQGzg4KEczXCOjcoDKU3qNI6PaaDuRqqRu8cXUBpdQB2GoSlfTqNE/6ZJePOoR+7L7Z/yRSaBfrdTe1EJpqOybbtv0kA9OmeP4V3RrUh7+0wN1O0l5ARCjjHg7tS5KyXnUK+LHNo8fMhgDgl8QjUmwBiAOKg7wjofpBP8+eefyrMKhWPk8CGUKWMmy5dD0Rg7bhzNm/cj9ekVRFUqP1BM4JlG2gQUIDPgtgOM0tZyBr24EELXtXMnFV4nxoZVHNIHT3upkiU9/Vm5ahUNGDSYnq1fnzpx3pzZqICQye5BQbbAW+YVlKjy5ctxWHg+FV1gBdRvMAAI6h1M58+fp1Esl8zslcCFvwO8ow0neXmb41H5uwbqUZP6FB37pKQkIKLk5s2/qE7tWtqj7rBYAgHUBYBs27493Juw9yAE/tTpM54c9Vo1atAX4yfQkd9/Y6NkQmXAa/56U0qeLHm4Zw8eOsR7y1dsyNyv/o4Q7VYtmtOTTzzYj+0uq9B3gMn1HHIMT6pdCDPCSHuyEbVEiZLU4YN2nr1RANsTBQvynvmhJ4QZ+bvdOPUlDwPJbl06RwhdhgI4cfIUFW1TpnRpT3exd3869jPaxEbMsIH9KWeOHK62MgGZ5pslt1IALs6fUiWL06iPP6W+fXp7gDNC4hcuXsLe61DPmYa23ILHG2yUDunXX70+lAF5smQPDAC4JIy9nArzbkVhQ4ZxtJX1XICnG0aDTz79jLp37ULwrCfntrqzRx+h8wIWYMh+/713w51Rvx45ouZRRf7NiuvAG1DHGP/553WVzgTPv1OaxPYdOzk/O5SNGq0i5IFDlsv47AWQwhlodZlBj7fxM7YhwBD9NV6IusN3S1tt27ShzJky0gSeZ0hlgAGicaMXuL8Nw6UhoI3IrCcrgGr8LvNaRgTim2+0CreW/2JjDAwsy1asJEShwWhfo1o1TwqDG7nAmDTzu9m0eu1alW6BNIjaNWtwJOLLbJR6EElonMc9u3WlufN+oLXr17N+9Tfl46iND95/T42VN9ka5e1tX7OK2nC1mC1uOvzrEQrl9VWpUgX6669b7FXf6jX03Q5YI23kc95jEc2ItBGkpzR5sTHLrJYn4sXNnJV7zCkzWKeIzmzdqiVHhD7Q6+TC/rZp82bl0JK91m7vRv9n8NyQ9Bak6jT63/NsREN0aWLPPDf31ZhPjr192Yrlam/HGjDPL2O/kMZiXCsNn2tA8ThqB8a/WJ+jjs1g1Eef0M6du9Q3QQGvWb0ab/SfRMhRB6iA1Xb6jJkqvArW2jrsWWzZoplX6+Ct27c5j3QBzZk7Tz2bmAfi6aeL0oe8gHJkD39Y4d7pM2bQfPbaXeJ8a6v3OAEuO0Ub3zpu/ER1SP7NCxhhy21atWLrcHnPgSDPduvcmb7/4QfavmMHffDee9Tohf8pq+46Dn3+bNwX6hsQntLohefV4T1pytQIOeonTp5gazPnjPH74N1RYc6vvqxC0oyeU7vFjW/8cto3nuczZcqkFtzzzz0XIUza2IYdUPdlDMx9slOyzWOVLk1aeo4XwGuvvspjnEiB09mcEweFxRhKLkAOm/DokcP4wMkc7pUyvlU5RNoMKuExC+rThzq2/5BD7p51tTeKTE7wJma8jB43LNhFi5cq0AvPesWK5ZWnHIB24eLFNHT4CPUd1fmgMV5ugB0Une5BvdVjQ8IGhFN0xEAABQTf+t2cOQq8Gy94oyVn+tz5c9SpS3e1oeGay2tq5IhhHBaYk5yMNAAxHzJ3QbasWS25C7wBdYzZPt78C3N+HkLtne6HV79Tl27Ko28eP5FlWP/+au3ZXQjvh5UZmzDmCfYMKINvm8L33chf3uHLHuCUo24lZ+OeVLdObfp0zGcqLDQhA5IanMPZ7p232TPzHyCB0vHV11/znFtCV5USE34/Ffma5WPkwjh79gx9Pf1bWrEKOaM3KDUrMfAWNX/9dXVo4bp16xYFsxfoDN/bN7g3K8dzaPXq1WoPRHRI584dqSDnXrpZI2hv/4EDKiQU6Qy4ihQpTG+1fYMKPfWU5VC6+Q5Xi9jLTWL0WrNmLbXm9Ar08VHmWYmu0HcYBw8e+oWNb6dpytSvKDV7IZu89CKlT5eegXVBpbABYOHCGQqva+rUqTxh0zAcvvPWmx4Q/DOHOSMENBeD2KoccnzlylWe36uU4QXA3wh8zVPCDL7E47tg0WIqUbw4VXumigpdxj5/4eJFT3uilANMDOzXl/NyU6qmt2zdyh7egZSV98whDKzT8PmGa/eevbymQpXuY0XoZQSvRsB5hfWZ7mwQyJEtmwecupn7eA4y/nnzVgaJyxRIAfCAfNGnnbt2sxF2EPXu2ZP1mpzKY503Tx5qz0YHyY+2eo8AcOy1xu823+vkVfyTI6t6BfdVAAoh9EePnbCdC/fu3eWw9hGqeYBz7FuIApBQcPnOnDlzREjREqD+POe1v/7aaxE+xxtQ9zZXjL87edqWLl9Oo1k/dlLuzSAK37Wb98tZDDiv8nxu1bK50gFk/IzvBjDau+8AHTt+jM+H6cqw8lyD+hzun54K8D4t3wld6+79e1S6ZClK/Hgi2rVrDxvFTkWIOIjsenIC6nZruVaNmp45h/NoyPCRtIN16IocoVjoqSf57DhIGzZsoJycwtAvpA/rVjAi2M9rAbD36R/Wm+soHWczr4E169ZSSTYESu68rN89LOMkSR7ndIXMLKt8fKZdZf15E2VkAxZ4G3A+OsnWOA7e9jWndeVmTcs9IqdLly4rmXzFINcNIaYVUDfKq2b16rw3pOazfq3SQ/7XsGE4vgRzH63aM6bMFCxQgKpXrUrIo1+7fh09zvpYCBvtIGeZD4i2hCHLmC6yaMlStXcb02tkTmbgOQ09FpGeP/G5vWPnTqXTg9fhD+ZIcJobsrdDf7KbX4haxbV8xQr6mNNOYNgpW6aMZ70gQubO33diN1CH5aVL9550kQ+skiVKULZsWTks9QTt2buX83fuUoN69TzeCFGCfpy/QCk/RYoW9oTT5uYcoiGDBlK6dOks5ycU/P4Dw2jr1m0K5FSsUE7l+CJ8Fnm9w4YM8uSWcU7vzAAAIABJREFUyr3I0yhRrDgr+hXV4l7F5CW5cuWkwXxYZmDLi69A/ZdfDrPFvDclTZaUarJVHxfYN0+dPq0st5JjC6V/6bLlTBL1gKUzbZo0bP17mQk/6tNiNlIMHzlaKcDly5fnXKjECsifO3deDbZRgUb+buiAAayZENWqVYM9rRlp5cqfbMOczYJbv2GjykHOmDEDPcf5XyBQWcHkJ1s5fwuKwXus9NttFFYgwpcxsBpEK6AubUJpqV71GaU4wJCxY9dO5eUFqMXixxyrynnM4vVF+zJ+FVmOxr/LuyUH+/iJkzR6xFAOE38wt6DojRz9EW/2Gz3g1M2miPbQTwDISVO+pMKFnqIXnn+eQ/7Scxh4Qbp69Sp16daDSrA34l0G55+xgWHDhp+9en2xmQ9iD8Ku3bvYczyMsmfPbtkdJwD9B3vlu3brrvL0QP6H9XiUw+NhKNrHofFtWrVQxiwQ2ADo/cgGryn8DQDnuBAF0KjR/6hZ06Z0/fp1ZUlF/iC+y3gJUAdxUM/uXSPMH29A3fxhTvc7/bZz1y4OzQ+iN9u2sQyZx3tkv8HGL/sAFLVVq9dQksSJw+0ZboG6L3uANzI5J6D+YKISKxIl2ICZ2pPeUI89IjLXjevRbj+FErP/wCFav3EjA4vFivSpYIGCrPA8odaDfA+4E2AdhuFxw8ZNaq8sU6a0J3degPqu3buVEgPQAQ8hvILYZ2AARHQDQjGd1gg+S/Yl7Pk1alRjEHVFhb3C6ADFFeRJ5usyE1A5fYeb9evmHvQNESNvvtGa83CLPPKEqNEF1GVsvIW+g7wM0URPMLjEBUIvhDkDiA9l/QFKlYRiA1S/wwY5IShzG3JsBurQcUbweQGA81bb/3Koz547y2SQvXk95fd4xL+ePp1++HGBx1Mq4d7QeXD16dXTYyQAkAOIMnuo/zu/bitAeu78hXA52ADUfdlz9vZbbT055OjzEk63sruM7N5WABJn0EefjGEF+nfPu+Cp/pG/xclrjxD0GbO+o0WLlrAO9A7VqlnTtg8CxpEKZvao//XXX9Q/bJA6ewTs282FQ6yH9Q4OUTwlcFhIxAJIeKGc26WOSej73O/n2eZ3RxdQl/d0+PADdlTVspSZHegJZOg7GOODeU5i/8YlawcgtU9QT5UC4c96cgLqdmv54sVLrAf3V8BYohJeafKS0k0wthhHeLvBK2OUn51hBIZs6BJwlsm+gTbgVJk953vWl0LUXi9AHUAPzjd4ZuV9kjLRgyM4wI2Dy5cwb7u5bOedlwnhJs8c3wIdBw65nt26qP3FLSGm1TfAwQPjF9JGoC/igiEA8+4EEzgOYvxkx1Fk1d6SZcvokzFj6cVGjZTxXzgoxCCQLXs2TwqIPI9x6s7pMZJ2Y96743N659jPx9OpUyepGzsJMFdwAXgPHzVKRVEZ+2k3NxBhASdzl47tOZW0omfv2MD60lA2EMEpCqJK2WPgHO3P+nUGTvMRucCQpIyxsZX1XUJkV/KgGkNxMXHgAYUn1AjUETaLg6cnSLZ4ssuGupaJMQDCWzR/XS1GqwvKH5TpZxvUo5dfesnzLP7ePagXe4ifZXD0lnoUgBAea3POr/k9vgB1CU9OlJAPGbZYiVfLKgwX/Zy/cCH9j3O52r3zjsdzLV7MhMzyPHRQGE+uB4yqonDDQiRAHVZ5AJErDP6Qi5Q7V+5/J+KDMGcsTLOH2Si32xxRMPqTT3lhnaTeQd093maAl7BBQ2jPvr0+g0JfxsBqDM1AHfMEmygYZAdzzrN40/B33Pv5F+PVN5bmjQch0ACfxlBngM1RH33sKAfc88mnY8OFhAugBrOw5JBL3+y0DKPX3G7erOZc8zDezMIG9Ff53hLq/g4rVHZee4z9Ap4rk9mL1JgjKxCKZqdoCBhPyFZIs0cdik5v9khAcR02dAhHajxgELcCoBKJkCJ5MvX9MNbA+/8rh06B9dyJERdreBB/Y28+3M1EeXhfdAF1GQMoarLuzWMnHnmA9KCe3T0RKLIPIMJFnnUD1H3dA/wB6gnj84HAIabwIOCSd1+4cNETPbKV2Yy7sferWdPXFIuwKBWYy2CxRzgt9l/ZE62qSkyaMkUB584dO3rehfU3eepUDimbpcj1ihcr5vGob92+TXkuX2I+ARhIZQ0jGsgYKWK3RuC978iRHKVKlaAP27Xz7I1Ib+jWM0gZmqyIDWVs7aJyfFm/dmtc+B+wL+NbTrIS8KhXLoltQB0EZMawcoylWSmFt/LzLyZYAmDcu40N1U7KplslVxR79EEY6sVL/t67bysAJuAUfB4wioGEDWASutPI0R8TIuacvNCIPhzH3yJgAu+Ct2kNK5jGb4DD4JfDh+2mNhu9y7Ejpbj63UpptWJQt2NVN4fzwivbkaO4ShQv5sivIiH7cBYYc9Txd/C0wFCQM0d2R6BuxUrvjalehCIeOHhVhUVdgIFwpdgJ0K6MmdNccfKouzEIRAdQR1g+AJRcVmkM/qwnJ6DuZi3bycmK9M/XXGFpWwCWfDtS6sToJ3Kx6kcggDoA8Bw2HOF8t7pgZAS2EWBodY8A3ho1qnn0ALd7mNU32D2LvkLuyZKlsA1/N7dnlKm5ioSRs0L2N4zhVM6xN3JVyDfDWALnK0oV2jmzZH9DVQljfr7V3MC3IMIVGMtsOJR5m5sdu9Cj4BhCVBSikMyROL7OO9tN2ocffMpRh5ejQ+duiuDJDBzMihqEAosp8nDN94pnKQ+HWcGKJ/Ui3fRbni329NPKcy+eH3h6zKADiwFACmF1HT54Xx2SdoqYWXEXDx68iOawZSiJ4ydM8ii16llmQh3OpZkQDvrfQfEg3LpFs2YqV854mRVQCc1uwzkcZuOFhDkX5nBRX+UlSvtXX3/jWDrKlxx18xjYjZv5GwV45siRM4J31gzEYP0UMACAKPPpyJHfHD3WIqtanF4hoEzGskP7DzxABqBnPYdT2V1PcuhY3dq11c9WIMSKQd2JVV2MOWgP4djtP3yf6jHodGJ9l0iAJUuXRTCMQVEbNmIUG3RyegXqVqz0Tkz1IhPxvhZka6ewlIssQDrndNmRxUXWo+6GrMwu9QHGKnhuErJnR5ju3QB1n/cAL+XZnDzqsO524/QJo9HG3Ec72VkR+vma2y1ti+FQ9lVED308akS4yCerftiND1IWPuFw/uEcAVWYc4aNF74PuWlOUSV23+HL+rWapxJ9gWieEcMGM2DI6Rhx5eZsehjuiW1A3aqOulmx9OZd9ualslJUEUq8gWurz/3+BxVRBbZvuSSPHvmmEpaOdBDko/9y+FcayHpPUM8e6nw59MsvSilEewhfL1q4cIQ8auO8kbx3ePEALgX4I7rOKq/dzZzzV7GUcN5LzOGwj1NYYPi8f+++ivSBgdoK/EputJSOAjAW1vcTJ08pIwNyPcFiLkaPQBJwCZjJweHwaF+I3aAfjOJoiev/EiLe5txepEoiBN+YQ490QTn/jTKO60DdbICwAur+rCdvOepmngCzPKUO+3EO4S/D4cb12MjyJM8RSSsxjoXTvD516jQD4u9pA+cYwwlmvMxA3YqoL6qAupv16nSPeLqvM29Cv9BgDv9OpW73B6jDOwzvOdJOwf9RpXIVpVe6wWUR0jX+LbeZNWsW5mXqSokThy/zLHJ99623OKLvWdVvb4ZUkQf0YURIgnsAURBGrhTzHm81N7xFM+A9srcj9N6uVrq/+2lk5oBPQN1JWTb/Zpe7aOxk2dJlHGt2YyAWcp7YDxxGBm8HSl3IJR5PX0C/Lx51bx4b9EOUWjul30lZNv8mUQFDOWesNJMuGC9RmhGOMXrEcFsPKCbyYT4Av54+Q5EtYFHLZcxXtpoodkDdzRjYTTzzN7oBeTKu5jD3C1zmpUOnripX0SrsXfoggP4ck0SIpxnRFvAMOwECp8XjBiR6W3y/sMJ2ltMdQNCylgHdeQ5vfL/du4phGtEQyAfevHWLp5kcHA7/EQMk5KZ15TQA5EgK6ztSTQ5wO/HjxVO1bI11790AUG99xe/ibbx9+w4bwAZ5IjSOce4oiH+Qp4jrFnv2L7IBD3lcogzh75L6YX5XVAJ1rBNYQQH+AAoRylacvT4IzzZHLbiRUyD2AOP3e8tRh+HReJn7KKRnyN8FLwiiNp5iD7xEUxifddp7sJfCAo15iDx342UG6shRxzxM+2+eLe71BagbDVRW887bvuSrwcHN3MY9ABsDGFAhHxcpSrgCsc7dvj+23hdXgTrWfMvmzSzXAsIXsU7M5HMyBnY56shjrMn5s+XLleGa2XnYK35f8fBAgRVwafaUg3wNESvwmiNXEuGU8B7h6sXh24gOkFBaqzkgXp9zHHGCNk6eYlI9fg5RWnYh097mUqAVSym5hj0VZdIQlnqAUw1h/JJLcqPx79NnzqiowD1cKg0XABg4c0CQJx4syDRQQB3Gjv4DB6vIMbuybNJPN55uo3z9BeoxHfruFqhHdj35C9Qha5DJIepy/oJFqqJMvH/1HEQDGIkh7ea1GGmScLopdIACnCedPn1azsffTUM5kjCuAnVJAZg+41v1DRJ9B5n5A9TxPNJ9JjMRp5QghGe/Vs3q1Ix5HZwiLs1A3VvUgXm9od/grXFT0UAiZPLmyc3kxvXUuKZIkVxxh/zw43yvHnWZm+nSpaXnGz5HVoWRU7LhAxwQ4Dl6pIA6NmywSj5mIRaUq0D4s1XetDGXGfU2kb+ci62jsMz26tNXhXVBsXXr3fWmiJmVYiiIE5mwpDUTeNjlZ0jeZyCAuhNwMBI7mZVm4yEiuaD58uVVYfjY1DCR5y9YqDY+X4mu3I6BnaJgB9QRlof8c6tL8r/N+ea7du9RERogE7PKaTW2BS/eaM5DQRgv8gxByJY2bZpIRSN4mzfelCSr30Wuhzk0Ejnj2ZkkCGRb167956UGQzzyqJDfZ0XeiPC1kaNHkzkqxQ0A9dZnbGgDOV3i999+ty3LJm3EptB39AnzBrmbyAWFYQtXbs7DfpNTDKwIIJ3WRCD2AKOs/QXqaAuGsxkzZ9L3XAkAeyGUGBglED1iJGazA7jGnHuUx8MekT5DOpUbCOAaFUAd+xJywHEImi+AKOFRsJqXUQHUJey+AOfuIy9OSDo1UCcuA3mUeV1yO24RgWB9lxd4y1F361F3Q6Rk91FmJVfC2V/mPFmEPoqRzyr0HW1KqHBv9qIDPKBsGThsrvI+Ci86Qq8TcGoL5rJTCL70D2HuozksHLnsu/fsZp6bZZ4cXrnHm9fTW466tzPA2+/IzZ/NhKR2+fbenheFHjwZEloaCKAuRgQYUPr06mGru0n/oguoR4ZMDn10y7Av3+NreTY7j3pk11MggLp8C4DpVeZE2LRpC33JKZMgF0N0SjEmlMblFN78K/McDeaURMnFx/12oe/R6VH35tV1iv6RaBtUF3K6nNrwBqSR832GDWtIIQW/FjgNjJ5783t99ajDAARniuxPbj3qElmUmLmGjKUPZR64CX33ZX9xMm4G2vDpba/E71HuUQeTn9Hj56ZTuAdgC6ADh18NZiKUywzMo9qjbiR7s+t7IIC6k0dd8pEBPOyAuoSVJ+KJHNa/HwP0BznLuNB2ZELf3Y6BnVzsgLpbVmXJSe/ft6/y/oEg0EgSZ/dekP7A+46wKRh4UDsc5BHGFAZv3lI3Oepu57LVfSDvwoZlxQjvpl0BFSA0NKZV+AvUjUaEPlzzFfnKTld0AXU3ZHLmfmJNgD0WlmLUYe/SsYPHe+pGTr6ARDftBQKoyzdCicHBg/DciZOmKAA/OGygyhuVNW/OUZdok8Mcnmssf4f77ULfA+FR95a77zS/oiJHHRE2IM7ydj2K9dTjIlAHaEQU2Qft3vOQrXkbW+PvZqAOIrjPvvgiAlmQsJ2DcEs86mhHlNVqTI4KUiL0AwRP4m2HVxAeYxgRjc/Z9fE8V+joHtRHGRaRNw7F21jmDc/5m6PuRj5OSrQ/QF04MeAJE+Z29McXRdqq/wibDhsyVEWrhfTpxVEQeb1+ZiCBuhChtW7ZIlweODoRmfJseC4mgLo/68kfoI6KA+D5gb5bpPBT4cKmQXYbzCVaUV0KaXW4rAATyA6xdjIw4a95rcEANnjY8Bj1qPuTo379xvUIkSsywedzqV7IrvnrrynHj10EkRlYoz/7WK9OyWX6wKshRkkh3/uWiSP7hYR4+C7MCyoqc9RRkvHQocMqZ//GDS7dy2nESJ8xp09gvoJk3FuOuuzfZ5mTwFuZS6ncgTKgIJczXrEeqEuOehpmNTcTAJm9EVJa6gznOEoZKK+7puGGUR9/zEzEqyN4gQWEITzcW446PNGz587lBZ9YlRlA6Qq3OeoCpFAyRspt2fXfTkl3yjsPdI66EGkh19UcQovassjX8dWj7nYM7ORi/kYZO9RA9UZihjYRjtOxS1dl1QNgQLivt7HAc8KqfpbLcwG4oH6puZybLzmukfW0mbkMjHLyB6hjE/1iwgQOz1kYrm472ncDGO3GCyAdkQhgDIeBzKkMmrQRSKAucxjVEcz52m7Ksx357QgraRdVKThjODgsxO07deEqEXkUacnjvB+4kVMg9gCjrP0B6nnz5lNM8ADkKFGJb5BLCDbr1K5JHT/8UP3ZCuCCVLFD5y7s8csYwXgq3xpojzr2nilffsnkdR1cl0U0yiwqctSRhnKeSfrMF/YYq+oOvpxbcf3emALqUKyFdRoydPL8mIG13IsQzb7BvTxpOtgnUQcXKUcItRb2YfMYmdsTJQ2GmrffbBuOeRpkjGCXN4IAUQARFYWa5MJgjfcAHIBELgETyiIM16pEmLk/wsiOZ+9zKS2c507h8t7mnCiWMArDcO32ArEd2JtBeCqM2HgW+whAE8qsGsvPuWkXufrzFy5mxuqvqQrrKu2ZBV3GRUCeeS64aVfKVR1hglRj+SdvzwYSqAtfAUprGkPu3VYfCCSZnJm4ze47rQwB/qwnf4A6DCswaCAC1Eg+iDGUygeoZgTuBlxW81q+B9GA/Tl1BFVNcIHJvt/AQYpvwt/QdytSPPM882cue5uzVr9HNvRdPNV37jCnmIHd3Ir4zeq9Tqzvr74MIrZXPeDfF9Z3iYxJzgTI8KAjPRTRSYnY4Nk/NMRT2vsQpxeBmBwcIlZA3bznyZwBP5SxQgj2JZDXlSxRkooyFxgMPihXiXSeOMf6jsEDs/s8Drt0w/ouShYWl5HxF5blL6dNY6tzGU8Yi3kSyLOoe41DFpYePDfmc2ZA/+FHldsrgFS80WbWdwkFb96sqSJoE0UVYWhGoCj5uKiRKmAWOdEoxXKRCVSMDOXoJzy7a9au4bqWLR2VfmEbR9k6t6zv8AIO45BtYTk0lpxyYn0XIwoY5lG6TnJK0dc+nOP2N/fBV6DuyxhYLWKzkg0F5OMxY9T4QQF6hReykKmB7Gs8l99o0rix59sFcC9fuYIXaKJwTO7eNjMwsiN8G0U34cG3Ki3mrQ35XYC6FeGXUxsgbEN5P9THbs9khhJiCwMSLP/wEjuNiVXbWAMowQYv6jNMsmcM3cX9dsSG3r5V5hk4IcAMj3x4N1cggbqkeBxhwpBBXBUAFl5cVpUWrPomYB5lCBHWLdZhKzJGN0A9EHuAsZ/+APX8TFYFTzBKDRn3XrQv88zIai9rz1h33ijfYcz2Dw8GLjCzo6YxDl1/gbp5jcjaQcnKQRyKmCVLFvVOnCUgcgM4RlSIrA27c8D4HW7mZWTuiaxBLjLviq3PRDdQl5xshERCAS7CaRwNOP8QnmTUUXcT+o65hOirCRMnUXKOJEMtYJSbWsdkbrs5LxqVIpB6IWXbzLI3K7nXuBZvcEg/OvL7b1yKrYAy8O1jjx7YoXGBkdmcUwmAAWN4pQoVwpG+SbjqH3/8GY7J3dv4w5s0eOhwZXQwsyd7e9b8u4Tyo9/FihXl/M76HgDj1JaA323btyv2epyjl5iP5CeusQxdCfn21bhGsrdLvIjnzl1QEU6XORIIEQcdGaQb81/t5oI3UiuAs8FcXWg7n7cvNm6kyudZXVb1x63YxJ2+xxsgQm7rFxMmqprQqPUM77DIy1gT2uodgQDqArzAC1C+TFkqUaKYKi3sC1D3Zz35C9QFoJ04cZznWxUqVbokHTx4UJUPQw3ufqF9+dzKrcRnN6+lPFiypMlU/WuAsE1btqo0McwVCbt2ilawkpedbK3GMrJz2dtasvvd27yU56zmmOR+J02aRKXpZOUzWuqTly5VylN33pc5O2bsOFq1ZrXaNyqzQQ5OUhlDuzrq4GWqzSTQMHwuX7GK9b4b1JWNlDAuShQOUngzpM+gytiiKtQergIWLz7GlfmJDOXS7OYG9qIRbDiFARcEoNWrV1XvkzWK0m8V2FEE3dEoFzFwYo/5k7EK5k6sLc+GgRJQe4xrNgu5FZhNwe55l5neEW4sABoK9iAGJOvWr6cnOB8Qg3CdhYKwLYQn9WbGd9Q8typPdZwXaueuPVTNXdRrR23wzbzYQH50nwEf/iYh9cb6wjgAKlWqwIt4H61evZrJSnJxeFWIqqMunkhYTtCfQlwX+wbnvfzMg4Z8TzOxEcJKUWMXF2p+I5xk+7YdhFDOUuzRhwcAZduclH4xFqCOuoAffAcGG6QZVnXU4zMbKtgXs2bJyqW8Frmqo278NnjMynJNZMgYYDAek6pgYjmF8VuBCF/GwGoRW3nDMH96s6Xq8JFfVa3rqs9UYbKZ06quMkC7sUQV2gTgRoh4Xvaqu/HCSz+kNB6AgJOBw83GKGkFJ5hJFIpYaT48rBhhzW0J+IUVT+Y/7oGHH9+PElsotWVXnk3aw/yeyaG6Z86ep23M0AmW2vKs1Hbv2tljWZR7BazifTikAYKkLKDdt8IggvJeiD6BUQ2bkhWnBIh/zGUyrBjHnWTqDdgjCiWEvTVYL8hfRNinyMtsiDO/R/YBlPTAAVOzRnWuu3lKhUWZa3a7AepoPxB7gPTTX6Bu3HuRxlGubGnax172JcuWR6gTL6kCmTJlVHslOCsAzBcuWsR1R0crYi1ELkCJQT4i9gjsR8LW78SLYTWGdmvkAQHOPBr72TiVjiP72uo1a2nHrp2K+dVY0tI8pnbf4Wbd+nqPBurRn6OOMfr96FEaMeoj1iF+U0oSlKWTvNe6BepoA/PsACv08NSipu59/nfWrFmpBYcuGuvlWs0JKyUXRnZw1Kxl3eU+G7kLsQGhdYsWzPUyh/Yw+ZHRe4M2xQv/4fvtwpG+icJ+jA0PvnifpY4veCdAeGjF4+N2fiPvFLwWUHLxLf04lQykrG4uIfZasfInxfkBY8dTXBEFIaEgMvV2duEdAt7w/zB8gF8FHENWz1rNBTNztLnf3vJ+5f5AKNbeABHmIYxO076ZTiD9hE6Tn3lycNaDi8NJXoEA6vhWhOB/xKV6YWiGkwvlNX0B6v6sJ3+BOt4NY5AiO+W1B8Z26AKIYkFKAUCkXHbzWiJpJkyewkbos5SWyWQbMnkYPPbgYYFeAA6J27dvKbZztznqdrK1W0eRmctu1qTbPczqPqs5Jnsn0mMRPg+dABgCZHKofuC0/uwin9DGci7LiD0HY4B9A7pzC3aaGnkDZK4Z10wCjkgpw/gK5KBGfRPjvXDxIprJcwPGvsxsjG3KHCL4OxyARl4Opz3Pqm9Ym++w89D4PlnLU7+axoaG45SC0wOgkwJTwtEWiP3E7Xj7lKMujcJK/Nm48QxwN6k/IST5FSZeGco16qRsmtwr5E7TuUYvABlKUyF088P336Mc2XM49tNIooWDCtb1phxKMYKZG/+6xXXDRwxlkrB0qg2EYU2fMYPms1IOIINan88+W58QfoGFLhfum8rhmPOYJRDWFYBhFLmHRxcA3uzhREm38RMnM6HFZrrNkw+TDJMXGyCIvnA5Kf0YbCj78BYfZYUEwKMR188GCVjffv0jgGfz+9C/Nq1aKMu1ndfpv43rrmIr/JqJtCADPIuFgbAQ9NGuZBaet2N992UMzINpF7YqhFgLmNUT/UzKls9nKleituz1SJ8ufbhmJGy5atUqrsLe5WGAT9QKh1JlrMXudmGY70OoPOY3lBWQIyJCxM0l83/W7LmqckG8x+KpA6MZFEg2UjmVZ5P2ZWwucanDp5j865WXm7CxoJTlswCrYNNdxuANTOzDufRUbi/kUALKjKzzVt/mNH/cyAL3eAPquAchpPBKgA30/j/3OecqO7Vp3VKFf3qTl8wtgFeEu2G/QSg8wuWMZGtugTr64+8eYB5HI2+HL5Uo0A4ifKbx+v6JjZAwWmLt4FB76803whEnwUiEg3cG72lYC0MGhalSSuLJhnce+zH2ycaNX1DKZB/2qiP6oxPXLZVKBG5z1NE3uzWCdyLHcOLkyT6Pqd13uJ1vvtyngXrMAHVfxkjfqyWgJaAloCWgJfAoSSBSQP1REpD+1piVADzqYWz1HDJooFdis5jtqX67loCWgJZA3JZAdIe+x21p6d5rCWgJaAloCWgJRK0ENFCPWvnq1v2QgORyo5zSsMGDwjHZ+9GsflRLQEtAS0BLwEICGqjraaEloCWgJaAloCUQeySggXrsGQvdk38lAGA+i3MBt2zdFqGslhaSloCWgJaAlkDUSEAD9aiRq25VS0BLQEtAS0BLIDIS0EA9MlLTz0SpBI4eO0pdmEjwDpMTvtm2DT3LDP/ecpOjtEO6cS0BLQEtgUdAAhqoPwKDrD9RS0BLQEtASyDOSEAD9TgzVLqjWgJaAloCWgJaAlEnAQ3Uo062umUtAS0BLQEtAS0BXyWggbqvEtP3awloCWgJaAloCTyEEtBA/SEcVP1JWgJaAloCWgJxVgIaqMfZodMd1xLQEtAS0BLQEgicBDRQD5wsdUtaAloCWgJaAloC/kpAA3V/Jaif1xLQEtAS0BLQEngIJKCB+kMwiPoTtAS0BLQEtAQeGglxDgcuAAAgAElEQVRooP7QDKX+EC0BLQEtAS0BLYHIS0AD9cjLTj+pJaAloCWgJaAlEGgJaKAeaInq9rQEtAS0BLQEtATioAQ0UI+Dg6a7rCWgJaAloCXw0EpAA/WHdmj1h2kJaAloCWgJaAm4l4AG6u5lpe/UEtAS0BLQEtASiGoJaKAe1RLW7WsJaAloCWgJaAnEAQlooB4HBkl3UUtAS0BLQEvgkZGABuqPzFDrD9US0BLQEtAS0BKwl4AG6np2aAloCWgJaAloCcQeCWigHnvGQvdES0BLQEtAS0BLIMYkoIF6jIlev1hLQEtAS0BLQEsgggQ0UNeTQktAS0BLQEtAS0BLgDRQ15NAS0BLQEtAS0BLIPZIIE4B9Rs3b1L/gWG0Y8dO6h3UkypXqkiPPfZY7JGm7omWgJaAloCPEvjnn39o9py5NHbcOPpfw4bU7t13KEGCBD628ujcruUVdWOtgXrUyTY2tfzRp2No48afaWD/UMqXN2+UdS263hOID7h16y8aOHgonT17joYOHkhpUqcJRLOxso3Lly9TcGh/SpggPvUPDaHkyVPY9vPevXs0YdJkWrRkKQ3sF0qFCz0VK7/J2CmcEStWrqRvvp3J43mW8uTOQ2EDQilVylSu+75l2zYKCe1Hb77Rhhr973+un4sLN/rybb/9fpSCQ/pSkaJFqHOH9pQwYUI68ttv1KtPCFWoUJ7av98uLnxynO5jnAHqopyN+2I8vf3Wm/Ri40YBAenYhMZ+Po7mL1hIw4cOpqJFisSqAf31yK/UqWt3eqZyZerSqWOs6pvujH8SmDV7No357HMaEhZG5cqW8a8xh6ej6z3owsM4X3/jQ6lr955U7OmnqWePbuqgcntdunSJuvfsRQkSJqBhgwdRihQRFaKfN21WCkG9enWo3TvvUKJEidw279d9/swLf571q9P8cCDkNef77+mzz8ZRly6dqG7t2qpLw0eOojXr1tHIYUMof778/nYzTj4fm4F6XFMO79y5TRsYDH8/7wc6evwE6xaFqRfvH48/niTG50Z0AWh/3+Pv83aCtmr3UQLq1/64Rv0GhKnzqEfXzp45aSUX6N5Tv5pGK1aspNC+IZQ3T+4Yn7/eOrBuw3oaPHQ4pUyZknWrspQ7Z05qUL+e5dltt6/4Ama99Se2/e7Lt506fYp6B4dS+XJlqW2b1hQ/fvwYBepXrl6hbj16UebMmWLNfhrV4xsrgLobpe/MmTM0dMRIVqDy0dtvtg2Yxwmb0IRJk2jJkmVsRQ2jvP9al2ML4Igt/YjqiRiV7Z88dZK+nfmd8iBcvHwpyoGx229xM+/dtuV0X3S952EF6idPnqQuDNQrVaxA773ztjqo3F7Xrl2joD7BSmEI6d2LFaLHwz16+/Zt5Um/fPkK9ejWlZIlTeq2ab/v82de+POsPx0PlLwWL1lCH4/5jIJ7BSkFRAP1B6Oigbo/s/O/Zy9evMDRf4PpMBva07JntkSJEqy75LUFC4F5q/tWogoAm3vg73v8fV4DdfdzAndGlbx964X/d+M71q1bTwM4AuCJggUcG9RA3fdogZg0mmqg7v/6iFQLMaX0OXU2tgDk2NKPSA1sDD8EI8zcefNoLHvOcD355JNUIH8+avjcs2wVzhPDvSOKrnkfXe+BQPV8jfFp5boD/swLf5513cFovlF71DVQD8SUu3nzBg0ZPpJ27d7DYbOtqUG9egGJ/gtE36SN6AJk/r7H3+c1UPdt1kSVvH3rhX93+xoZoYG6Bur+zbiofzrOeNSjXhTh3xBbAEds6Ud0yz8Q71u/YSOHdw2kAgUKsOesJ2XMmDEQzQasjegCO9H1Hg3UAzY1oqUhf+aFP89Gy8dF4iUaqMcMUD937hzN/G42rV67lm4yD02qVKmods0a9NorL1OSJElJPCgIwTRedevUscyPFKC8f/8BCg0JpkJPPakeu3v3Hn308Se0dv166sYpDxUrVIjELPH+iITdtmnVinNbnw8ISD946BBN+fIr2r9/P91nA3TuXLmoWdPXVFivkafHmyy9AXVv73ECQVbhtFbAD+OwnkOTZ82eQ0ePHaN4zDOUP39+at2yJRUpXEh9Dwzs4ydOCifslClShsupv337lmpj8eKldJnDYRG5gPShJi82psSJw0cuSUNO7WbLmsWTo96To5vmcsoC5srdu3/TU2zkf/fttyOEfZ/mSM/JU6bSlm3b1X1242KeNZDLnj17qWvnTirtUt6TL09eeosjRs154EijWL5yFX3HXCbIuU6UKDGVKVWSWrdqSVmzZAnX/F9/3aTpnJu9jEPVEdGVlKO0alSrRk1ffYVSp06t7jV7JZF/7iRvOwCPd6FPiEjFGFi9C++T5/twBNPmLZtpwaLFaq1nzpyZ3mO5lipZwus6cfMumYNmeWMfKFOqVLg/e9tXpK22bdpQ5kwZacLkKUr2KTifv3GjF3htN1TjYLyM6wd/L1SoELVq0ZyefOIJ241DDAWVK1ek0iVL0rRvpqt1gei7ZzlcH+N2/cYNmjJ1WsDmiXxbG15ziRInopkccSpr6OWXX2LjYn2OWn4QOWhlyLAzbmBtL1uxXK1LyMpuPlgJA+t5Mc+jefPne+Y49oN3eD1kz56dZO/Ztn17uMdLscycUorc7Ddo0G688Q0vPP88vfxSYzXeO3ftpr79+tMzVapQ+w/ahYuw/HbWLJUm0qNrF/V7oK5IAfVbHK45fcYMmj9/IV26cpnSpUlLzz3XgF579VV6PPF/ExcL8auvv6ZFi5fQVbVhJKM6tWpSyxbNFFHHps1bqHtQUIRvMebsnj17hr6e/i2tWPUTL+wblJoP8fr16lLz119Xk8DpunPnDv3Ag45JgwMsMQu5HIc5vv3mG5QtazbPo0YFLW3atNS+Y2c6weGuxuu5Bg1UjridMmcHqH3pPxSRUR99Qjt37lKvLl++HNWsXo1GsXJhzlHHty1ZupQ35Fl0+sxp229zks/+AwfoiwkTae/efeq2IpxD91bbN1ixeUAWcuvWLQru24/O8Bj0De5N386aQ6tXr6a/+UAqwDmcnTt3pIJ8wFpdd+/eVfnX8378kXr37EE1qldXt8HLjTkxiQ83hBE3efFFrxt0ZCY7iAeDegfzQXWVhg4KCwhIx8Y+9ctptHT5CjUX7eY91sf8BQtoztx5nrF5+umi9OH771GO7Dk8n2MHdty8R9YOiMcgQ7mMY/bRqBGUltem3XvczE1je+3efZcmsPL029HfWaaDqDQrCuYrEOvA2Ka8H1wSbZnUZeLkyZ71Ubx4MerY/oNwaxnPYt+ZMXMmLViwSO1P5n3H2L63PQr32n0T5jJyUCdNmUK/Hz3KCme8CGvoMr8f+0mWzFmoX99gT+g7nt27b7/6Hqy/+//cZ8Kb3ATlviITtIjybXx33Tq16VMO10Y4bcIECalGjeqc0/42EwEld1wieNe69Rvos3FfqPkIhbfRC8+rAwbr0MyRgH1o3PiJtIlz57HWrfrlBqjL2J2/cJ46d+yg9mG0ibGUscuQPoPao6fzHi9nyeuvv0bPP/dcuPQmN/ISWVXlA7ITk94YAQzy2oP69OH58iE1fPZZyzWhgXr0A/XDvx6hUFZ67tM/VL9uHcrFuaSbN29lroC1VJIVMOTPxosXj9fKATp2/BifHdMZND1BzzWoT+nTp+cIKevz5/Cvv1KfkFDCvtulY3ulYMHDHcLvqlKxIrX/8AOPIhqZ88Xumb///puGDh/B+8ExRV6VMYP/xuGfN22iwcNG8D6WhPWB6pxGk4KWLluhzmXkjIKAEnPdjSwlP94KeLl5D5RpO8I1N0AdSvP4iRMUUCtRvDhVe6YKXfvjD9YRl9KFixeVwl2mdGnCHnSc8/rnL1xEBw4eYn3vNcqeLRs9xUaX5MmSq/MXUQv72HBRpVJlBaA3spx279nD51KpcHnXxrFyajcB74f4tj28HydJ8jjv2ZlVBN7lK1d539rEYCEH7+F9KH269KpJkXcS1kOrVX2glP+0eq0aF+hR2MPsLsh/2fLllCB+Ak63zBPuPYlYhw7u1YueZvIuXAAoY8aOo1VrVlNBdjpUr1qVQPC1dv06epzndUhwH/X8g7PvgVx27NhBFXmew0i1/8BB2rBhA+XMmYv6hfQh6LhmoH6JyeWc5G01X9DGoCHD6ODBg1SSUztKMtiWd+XIkZNCg3vxGs2g+oXnV7EOn4TnMHT4wgzAbt28RT8zaH+M/+ctRN3tu67webubx28WG/6u8ri1atmckiVLxkC5IKVhXch4wfjhtK/IfIaed/f+PQbRpSjx44lo1649an6aSeZk/eTKkYOq8ny4wu9fsWoVj8lfnnltNR8E9EIXScmcAWWYryh+/Hie98AYd+bMWdbxE3FUaEG6evUabdqylZLzvOsX2tdjPPJlnsi3JUqYiJImS6oMfri2b99Blzg9tPnrTRmYvqT2FbdAXdY28J7T3LOSgXHePlO5CpUtW5r3++OKwDAezw98Z66cOejgoV9YFqfZaPEVpU6Tmpq89KJajxhfq5REt/sN+uRtvFs2b0avNGlCN9hognME42Dc48WQgLEK1N4vsvIZqAvz+m62Blav+ozKGYcSuGPXTjXYkocp923duk2BzCJFC9PePfsUWQ+sjkMGDeRJQLywD9H6jRt5o15MLZq9zhtRQd5cnuDNJB398sth6tmrt7IgN2RDABTGDRs30aqffqIyZUpb5nzKhxmBYolixRVD/K9HjtCq1WsoCW+Ew4YM8uSjGxW0nLzB4Nt+ZzAyacqXyrIJa0rGDOmpYMGCPgF1X/ovebAX+bDCppctW1a1ce7Zu5fu3rurwueETA4K8IjRHzOr5Qplqatds2a4bxs0cAD31TkvR7zNGIsaNarxpnKFgf9yBXJgfUTepijau3bvVgdX1qxZOd+nIOfTXmaL+EbKlCkTjRw+hDJlzGR5Hp0/f5669QxSRgTk/8NTcvzEcerctYciggjr38+SXMv2dPPhh527djHhRBC1aP46ex6a+vCk9a0XGGz06NWHcziPe+YzlP+tzAxatkwZgqUY+cXGeV+drdgVK5RTIO5HNmrBc2Ccd1Zgx+17/AXqbuemzAHIMwGTqCViUjQwxHbp1IGKFysWQVhWoNbtu6wkL+/fun2bAqcgdJO1gT0HivBwXsuwuOICMA7tP5D2MQiGwlemTCnPvpMrV04aPLA/ZfhXeXazR6VLl84SqBuZx7PxuqhZowbd58Mc44w1FMz56MhptwPqCxYupI8/HavWRL26tRmMxP9/e1ceaNXUvl8UlZJmSpGZJM1pNKWBqBApIWT80nzrNnfrdpszJiJzGZNK4vtQSQmR8RPFp5EGaZBIfu+zrnV+++679zl733PuPfdez/r++HTuOXut/ay1117POzyvUanduGmT8TBYsUyLp7m5v8QchsqoVwTewq+/WSOt1asIr0y0vHnkY0+cPNUYNhs1aiTFix0hq/Qg9+OPP8nvf/yehajbucLLG/eEZsd11x23S8f27c1nYYi6nTvsKTgkYl/D3FXTAw32lK/0IAms0FbqAWTb9m3i7AufB8ELJAkRND+s3yBTJ4037xADm74/Jk+9Rw+ry2XypAmGDHqNn0Q974k6jLbYy/51xx1ymh627Hw9/eyzWgnhFSVGwyOEJUxeJOYcXsVn1aGA56Nu7XNkpIpnYc1Dubpq1cz9wquBVMAI7teiqUBbAnSS5qM30gP3k888G/EsXaTPU1clnCCaQRuehWEj0syB2Ul8cLAFqcT92ENhGCzdxCtoPyAS8RB1nHMm6bMIA0uPm6E1lOm12/LjFhXdHKLnv5M12qFvRPTLT9wMc/vqvPnGgWC9lZmpbq8aw+nAAf2kaeMmUefYrXpvD9off/KJMZjaaAi7lrAmcb7FOXfPnt1mPUFYNFWNC3ZOvebFb42BqLujLizZw3pNUSMVDEyL3nxT7nvgQbmiQwfjoLKYWUNBleOq6LhSjUF6lVZEGjZypBKKK825B+vG4gItpl5qoLr4oouyEfVoBhyM3z0PuObMJ56Ql1+ZK3epAR9GZGsYtfeAc7/1ONpn6pI2bUw6iPVEI4pmgmpPIXqmS+fOnvMVtq9Eh75DMR4RmTjvosHpN3DIUGPIGarVp4oXLx75DMan29QRaO9v69atMlSdXaVLQ6Mmc47cze5riHZIU2N+hQqZxg04mQariNu679apEbOVieiwc++FW5h1Ykkp7s25r+zavcuIDG4B2dSzEt7RQYk6xgRHIwyjTdRIZNfDe8rvxqvxqPM1nQzR9WpwWtz7wAN6nmlpFPbtb/H5MBXabavOWRgl0cLkqIfZb5yYeM13OT27jFSjGAw/8Jw/pXu7c5/5Yf16SVWOAAOz29MedL/3+14oom69oQh1yVAyaD2v+BwHn4dUkR0bWYvmzZXArFKSNsiEZyGkyW4Y+B5U1rEZg3yi+R36sOGCEPbt3TsSvmYf2tnqSQb58yILuCaIdp9+AwQkPXVQSsQ7s1QFJlDirUP7y3Xh9zD9ex3Q/LxoYTzqQccPDxM2q7fU4gjC16xp5gvGSQacRP21hQtl4pSpck2nTrrRXx+5N3vIPk4frvTRo3yFqeBJ7d0vRerWrS0977wzojJtiXXp0keb3x+mngx41HHQvk2V9q9Uzy3IptMrjvkGIfVrb6lFcfTYDBP+g4gLPLBLliyRjPQxalHPTvTsdSz+u9Ta7tWqKjGzHmOvv2NNwdCSoiGO761YGYkEgLEHG16QUCt7XcwPNhGE2FkCZufHve5h5MEauaRt64hFEt/F5ympg9XKfklk3bnXfZh+4iXqQdemkyg714DffHs9N0H78rqm01jkLMnofDZAakFu0R6eMUM30ReNRxWHArvhW8PU+ee1iBDboHuU1z3Zz7AHWiMN+nc/Q/BAuT3q1lgFj+BoLY0DYwCaNRzAozNxXIbxHNp+iqrnJU0Jhg3j3b17txGp27p1m0ydPEFD847xnJIff/pR98EUPVAWyRJZYvvCocp61O01YWUfqZ4X66nHd6FKD0uxNcyFIeow8rj3NQjowesBQ6Ez4sXuTcBkXPpo81IMg9c8jWS5Tw0gMFbiGUfbuXOn9BuQaRzE8wtVfRJ17yc4v4jJ2UOTM2Q1DFHH3UHZetjwUeZGGzduJM88O1ujcm6M6unEd2GYWvPNN77vtIYNGqox/RzPvzu9Y6j0gHDbo48urRF6G423F2GaeCd5Hdi9LvjBhx8qIRxjSjbisO5si/U9+szs58w7HCGifs0LSzfxCtrPySdVj4uo+43Rkiv83RnG6kXUdyuZGDxshIlO69OrZxYjpcX/Ik2dsAd7rz6jqb5jnxuvjiQYFW1zRwvgfT5sxEjTvzvEFeH1iLxzGpncY/ALJYeXd5xGTyAiZKwSJZADGEa8vHSZQsgz1Yi5MNKXn5o3jJh79u5RI20xo/DuR3b8xuX+HJ7rFCUlMBq7Caj7HhC9it/DUIpygHDu2RbkmQ7bV6KJ+k033mCMJLZ5Xf8NNbo89PAMYwTEe9vZcO8fqUMH8+mM5A2CAX67eMnSbNd14xbNmxtmnWBMuJepGsVrjTpBiLqNJPpZ37WWzNr7s2vtBHWUOI1wvhuW4w/2t4j2tWXgwhD1MPuNfXaCzPfX6kQeMkzL06njw5Jy4HavzlcsI2GQ+3Z/JxRR36WHw/4DUtQaXU0GpfTPskHaA2Wm5adHJKzdHZqLCd2t1sgSmntmFZCDHPqcA7ckJVpZK78wSHja9+zZI0X1sGYVlnOLqPtNiHv8OzTUpFffAUYZ2h5O7W/dJMESF3je3N5sPJA4AM+dOy+qEeM1jV64T0No4YmsoTk0zgYs3l+5UqZMnGBCC0HU0de9GkZtCQW+70cU3feMEP30jHEaovaVsahN183s0kvaxlTPBuFBCaX9+3/3hBHhf53UOuenko37wH0epuHIVdR7UqtmTRNyC8Lm9HgGeWjs/FTT69iDvv0dQqDS9UUKUgDruF+znlV4hG1khHvdh+knXqIedG0615t7DXhdI4ymQpDn2CuU3/ZrCRjCxCaMHycH1DuM56hMmTLZDFVYh/C2fr1mjVnb8MD7Yejeo7zuCXP3yIzHshBCO64nn35Glq94Xz0tquKuRNNN1PFbhKFbo6YTx4809AxRRNaQaPuGhXqAegad4dxBPMA25Ltb167GWOZs7vVno1Cwt7uNb/Z+rXE0yJ4dbe4s9jd065ZlXH6pG0HxQrhcn7795SJNsbKGWHtfvTRNIppxOAieQfaLgvydZBD1jRs3mb3+vRUrTE6ts8VD1HEdEFAQHZAHRNiEIck5mUd7qEUYtTMkGe9mpLnAA2kPwEGuH4T0Oa8TFEs38QraTyJy1G3ZujmvvGocKgf0vWybO9/UizhajOH982t++gX2+9GIulcddTcB9sp1d4/FKy86Wv/2by/NmaPe6ic1TH24VK9+vClFVVnz51N1X3bn3ttx3d6jhxHJtfXRf9A0kfoa6dda00lO1+jKUpru5GzxEnU7B3Aq4YzvbsDnUc3pxj3AqOVnAAhC1MP2lWii7o6g8bp+rCgct76CE69oGATFzc5n0HUSrTwbIo9RI72lvkNh7ApC1P3y/Z33GSuXHBoEi978t57bF8km5RwHDx6M/Nz5PIcl6kH3Gz9MvObbbRgpp9F7kzXKGefLRIe9A4RQRD2WlxMXtLnctn4wRBGQa428QOQXIXTK3aId+mxpraUaMo88d2eLRtRx4IMlGqQTZBRhTMiLRG6887CL6+UmUQ8y/mjkxv03S/iqaL7WCA3DcGoC4F7sAfjuu+4yh32vhvudr6G3fg0GA9QSPq6KEtO/c9Td3uugRB192DrUyEE9ScvfOcOPfQcR5x/sPSKMBi+SIkWKmCviYIAXX1nNbwG581qP7q7dRqhYQ4Mh4DXNwXt1/gLB/Ds3HPt84BrudR+mn0QQ9SBrMxrZ8sLBby0H6cvretH6x+EXJRtX6AF/8sTxxhDTp3+KkswW0rtnT899BoTP5tcH3aO87slp0LJh917j9wp9x2+Xac4gxozQM2dzP98bNqw39+TWqPDbt8Lsre71Z/8dbX3bPTdRRD2IxkIYvBAFlJY+Vn5UIRv7fGPOEdljDTRez15QPGM9+wX973lN1J15vnhHQ/izfPmymp/5qXm24yXq+5WgI4925QcfGK2U3BKQs/Me7dBt/9awYUPppSJE7nOI19oB4UFpUXgi8e6M1sJg6UXUg/QTL1F35rFeeMGFmmJXX++ruu7dB40WD0LJY3nULY6IVkCkhFeLpl+A7yeCqCP0FRGjCIH2al550fZ70dTVrREAa7+sGp1Bms5V3RLrUXT25UUurOjafNVogVMMGg8Qw4On0KYJxEvUY9Xhdt4D5iko4fTCMWxfySLq4BrIY/Y6U+L8afUV3PeYCKIey+DhxjAapu5rhSHq5cqVlcvaXapZ5dnbUUeV9s0ld2pOIJ2vfr26GjFznOzatVtGpaeblMeceNTD7DdhiDrubqGmFEKHCw4X5M+npGrYuxqlkLYXZG8Pc1bIEVFH6FeLZk09+7G53PijFXV6RT28sH5iwwBphqfDhs37HZrwuTNfEoJZ2GTKVyhn8nBG62EsGlHH763gGgRoIGiEdoKGPt+iKo5OwabcIupBxx+GqMfyWAYh0JkH3+UmVwgPj7thU0EoHf4/EUQdhOq+Bx9UcbVXjACHXy5SmIUb67t+3jGbr4pwoolqjPATw3Ne32IOgQ2ncJvXGJwaDu00cgD5bHiIsf4HDx1hHmQ/j3qYfuIl6kHXZiKIetC+vPCM1b9znrdv/9mIU7rJn72uF7kMskf5EXVoN0RLv0C/bqKOz/yeKa/vw8CRl0T90ZlPaKrSdZ4hehif1Q/JK6KOyKsweCFKC5E0UzVXDt5/5MKmpA7RMNYyJp8QRMDvnUOPet7mqNtwyW/XrZOM0WmRHFDMTyJC33Edm8sJYykEUEeNHCalPd55zr0nlncsWo56tANzWE8QxhTU0x0Wy2R51G3IeCfNoUZesj3Qhgl9j0VKYp0N8PdEEHWopEfzmkcbRzSi/sysWUZfIYhHHeQQDimvNYmzzk7Nc37//Q9UK+EZI2qGsORaKrAYL1GP5eVGVAA86hafeIh62L6SRdTdmgdB1iG+kwiiHsuj7l4n0Yg6xBsHa1g3hKxxlgpD1JFeFk2B3Q8TGzYOPRGIwdoWb+h7mP0mLFG3OekQKD+n1tmavjxFU/wGmcitRLccEXUv7060gWHDAOBQSH70sccNgXfmKHsd+vDigWfkm2++VU/IOM0v/P8SFEFCZt3jQdg+lDBnaomTHzQ8sp+qELfVHFa03CDqYcYfhqjH8qgDY6gb+5EVv/v1mr8goavR+rHXhCAE8rP3ao4UVJ4nTchQkYpqUddyrOiNWDnq0Q7dQUiGc3BhPN0gCejbqXSPawUJfQ/TTzxEPczajEWU3ZPoXsth+gq7BuFBh7fsI9VQCOJRf+75F2Taww97Gvii7VF56VGHl7+nqsRDoA4q8XlN1GEhjmUAxTwFeYZysn94/SaaR92NF4g6hKl69elvwj5hKOuXMtAI3DjD+Zmj7r395qVHHWJJ8EJUUKFW9+FuiQoTZUyYGJdH3Qo5lSpV0qilQ0PHTRC9UIgnR93mT0Ngyp27mxOCGS13HFVbkKfeWtMNESEWBsswOerOfo7Vg3g8YnLzNMoMe7Cb4FolZeAWy6P+k+pu4F6RVjRm1HAV6sosORamxUvU7fpExB7Cg8N60HIjR72m5vGCZO3bt08dLWdkCZO3olyWfMVL1MPmjcdD1MP2lQyiDuPKM7Nmy7/uvCOblkSsdZkIop7sHHX7/DpF6GLdt/PvOHdAP8wdOWSfdURD58SjHma/CUvUrXH0exWYhoECKv853Y9iYRWKqNsDUEndICeOz9O2RqEAACAASURBVIjUZHR3ApV2qBKDkKM8ijM824pqXdzywkh4qtehCfmnvfr2M6rOzrJG6Auq77AiRjtQrl23VoWdtpkyEM5QlM1a9/LuPv1MSQwbOp4bRD3M+G1usldubW7kqKMe6+NPPmlKJiElwa/l5KDtvpYVokLuHDz4U++7Xw/PDU2uoA1H9+o/3hx1S5jdecARj7oeBBHef7J6WWK1aLnjIOAvqbhiNVWSbtWypYbv3avrc3G2a9tnByXNcpKj7u4nHqIeZm3GS9TD9BWWqMeTo15ZU0eC7lFhc9RxeP5KS9ZAIR2CUonIUc9p6LvNUYfopLv6gXvftfsqSp5AnC/a4TMviXqYnH6sIWvA2aLqvBCsfFPLKboF90jUk0/U7eHyu3XfqVDiCFPVBQ2qyqPGjDVpSl6h70FCx7EGILSF8j4gfvAiTpxyj3yqJdrSVMDRr6xbrHdBrL9bhfDnVdASlTGs+jE+x0EeZSOt2BA+M5GGKtCKShpez1s0NXaU4cJ7FTmRVo09KJZhVN+d/eA8hkM1nimcn+BJQrMhpvO0JrjTu+tnEEAK2K1aH9mpSg7RUahmu4m6W4QMcwujywIV1UUdaFshA+OAYBqE3NprjWsv4S47f17iZmHC+u28ICfcqTyP63+tJaTe1dSmrtde41vPHf1D9d1ZXg+/jab6DvHgLp2viawTL9V3rHnUZR+g5ytnmoet/Qx9IPQZjah7ib6559GpxI5z5HkqIB1L9d3L4xzEeBW2r5wSdfe+Eoa4OZXbR2hZOivuirEv19S8LVqdIbPkaGaVA2dLBFHH9azqe5B14qf6jjMVVNZ3bN8RWvXdpjvAcOhUvkeOOCJE6tSuIzAmeTX7Wzj+oCODtYTfPfKoiiXqc+6Vow4Dr1Xd99uXraEzyH4TZr5tf9Zgh3/n1GgX652Cv4ci6laVeu6r88wme7VuHHjJmA1SBdoe0fIPV3XsaISakBc4R4VTnGq/+J5bLAmf2UNTelqaCUlHswRhrQobTFCjwInVM3M5oQoMxU8s7mhEHURtvNYzddfqtmJDNXTB2FDIaETdLeKEe7rn/vuzkFwvdfYw43eKwIVRfUepjutVIMrOQVDVd0s8kP80VkMOjz02M1oB40CpPdQBBcmA8F68oe8QCZo2bbrcfvutZiFDlRtld9zrIshiDfMdqx5dWe/NqWCNcg39tWxbxYoVjeBYCbXg79a1+5eGRpbS3HyLpbOvaGrsIOnT9dAwRENeUO3ArmXUa8bGnLnh/C4PPKQ15fW5iZajHqYfW9UAqSROgTtnmLlfHfUwazNeoh6mL6/5daq+uxX3gT3EE71U31NTBpjyYtFU34PuUWFU3215PRy8sb6iqb6j3AssyKV13aFFU33PKVG3xgyUeHSqq3upvm/dttWUSMIh1FnVA2NDfdwlS5doXdrrjeE1L4m6VX0PgpddQzCWjBk7Tt9wh5j8frf4KYm6926alx51jMAeLo/UskUoc4nDGWoEI00OB24n6bPe6k1qbG9Uv4HUrl0rUkLQfTdWRM5ZM90eiFE6DWQwqPJ6mPcOvuusCYzDP7zdXqrvQUPhLXnDPnHRhecbTzKI8saNG1XFvrsxtmOfC4Oll4czaD+2Hj3quiNiBWKeKIeJsxVaNKJulfjXaskp1ASHwwS/hao5GkpTjc8YY7SE0KwCNdIW4PRB1RR8Z5vuVWljMgTXOVuFYpuq2OZm1aVA3WrUXcb5wpb785o/r+si8iJMtADCiSdo9BwaarmfpqJtn2g6FGqWn6MGB5Blv1J8lqijjnpNrZcOUTacdf+jlX/ctdGd9bHtvf5PxeK8vgtcho8aI+u1DC7qUdetV8fUObfftXW3/daeH95e68VZ2xx1s8/RPOLPtWLJkneXGsFpdx31nBJ14Bumr7BE3W9fCUPccHZGxZEZmg5RUnW4EMED7QIYbFDtASLbzrJ0zjWZKKIeZp3EqqPuNCAFCX23+x7KRsMwgef1/PNbmJrj7yxeKlu17PSAvr2NSrqXQXK9llRFuP1OjbyupWV/oTGBmu4QF0XZW3xmDXjWk43nD/vrWXoGbtumdSStzYltmP0mzHzbPpBSnTpkuO5H27IYLsO+M2J9PxRRx8VwEB2itf2+WfutKX3Wonkz2aQF6FGDGyTHlhBy1oNGyGFDLWAP5W+o+rnrmFtV3kqVKpoa4pdf1s4Qc1uGDJsd6v/iJY6H/VBVVIVgRrSwa3sQhYhMPRWzuPCC882LzdY5trXCcU9eRN0q3K9Xi3WTc8+VerrhwWNqD424Pj4vWfJIo/T336+/NqJhTiIWZvxOvFBTGKVBcN11332vatZ/mDBOrzrqdg5Qq9tiG6uOemZdzbnyoBLoUrqptLr4Iql8bGVTBgL1jaEeeudtt5n7iYeoWxG5yloT3tZMt2QAD5+TOMRaqDn5uy3JVbFiBbOuvFTfgxJROz8btMxOixYt9HBQQ5YtW25UhSGWOEiJIRTo7fpAXXr0ib5RGxpCiAfVE4DPbISIF1kI2o9V01+iIotYA9U0Dx6lMfB8QEDJmRrg1U/QtRkUHzs/XqQ2aF9ec+yuo45SOHgWP/xwlYmscddGd9ZRB0GroyUIV6/+zPO7Qfcor3tyGucQTdFGn0+8lF5f9KZ6dfb+LVzVKGYddawPGBSKFy9mPCF+ddRzStSBqX0OUEfdWa8cBirso06DJ1JnUE4R7fwWzY0AzqqPPtbD17tazrGOMW6ibFteEnWMxdZRj4WXXUO2LB2Mjl7q+iTq3jtqXhN163GaofmsW5RolVWC1k7FiCCcBh0avLed4jzQp7lHo7LwHoEhFCUj3c16hXbu/CVLzXTr7UZtdbcnMyfvl2i/wXMFLxIUjBFZiPtq3fpi1TjpGPGyBiXq6AfnC0TCffnll6bbM/Vw2q1rFyMSZg++YbD0C0XOST/YVy7QMx4MLThLXd3pSmOUR/PqB/MDLYyly5bpO/GAuZcbtfrDiy+/LChN6Qx/hdFj+oyZ8vbbbxltgdFa/gp7PpoVTVuke+4OPeBjHI0bnavOiy5a1iyz5KVf87pupUoVQhF1XBuG/yeeelo1FVaZ8ykiDiCK2Ebn2tbS9hqDxQXl3Za++57B4sCBP+Sk6idKD3WC1TjzjCw/w7X//dbbitEc85zg2jh/dut6bRZtB/xou1YRgjAgrgmiA1wQqXDj9d30nJfplPFbe354+60XrznAOfkaXQNOpfl4Qt8tEEH7CkvUcX2vfSUsccPzh0g6VH3Bc4rI4sqawtZNtY2cdcXd6yFRRB3XDbpO7L0hRRMlXlEqFc8Q9qlOOndtW7eJeP+DEnW//qF3dZuu6Wiiu/gtDLCI1vlMDRuHqgGrYf16gug+lDz7bb+WLdTydmXKZJZMBN+ZpBFSqDEP8g8jgLsigsU56H4Tdr5xfUQSTZwyRfeBjbkW9o5+QhN1/MgKMC1QVUkoecMy3VwtgqhRWr5c+cg6hGfmaRVye2fxYkNU8L36etjrcctNWcKS4LmFguZsfbGBTI0bm27KXVkPLzxfMAaU00nq2LG9nKwCQUPVq97q4pamXrJfiKYdJwgswumO0M0NofB4STvF7PzymVFnGV55WE06dmhv6pWiffb553K/ljeDsaJokaJq1WlgXsD4rrP8Vtjxo9TXtOmPqIr1+6YfEMCrVXTFfd3MB+J3NY68oYeBFww2uLdmSkxu7n59lnx+96Zg/42xIW8JJWNgBT3410Gj8t79xutNXVAYXeIJfcdv08eNVyGTldlqptva6pe3a5dFkd1vrDn9HPeIVIsH9eHHXB2qpdpQj7HHzTdF5j8MEcXLDWF1b6g3Ay80GDc6X32VCctBbWbbMI9TVMzqk09WmxKGUGy9VkPWJqmK8b7f9svUSePVEFPOl+wE7QffmzZ9RpYa8SgR997y5caK6+dRxziDrs39ukFGE/Nyz40fqUWkRk6eY+f89OnVS8NHZxlc0ZC31FtLbrlDHL32J9S1RwSKW5E1yB7lpyEBDEFsEbKJF4fdC2A5R41fNC/Vd4u/+/mDFfom3ZugeGr3tGj6FUHFz+w4EfH0vY4TpWI6tL9MS/9o+s+otGyRSetVaR4hZ3h2YfSBJxv7G4iRXed5TdS99isvvOx6xHtkgj5vOPi7y1jiOyTq3rtqXhP1nO7theF3Nv8yt5SCCwNGhfUeoonJFdZ75n0RgcKGgPWoN1IOCF6ZWy1HRD23BsPrEoG8RgBeUKhCIwTerYWQ12Nhf9kRCGNIIX5EgAjEhwCJenz4hfk1QtWnP/KoifhADj3bPwcBEvV/zlzzTgsnAnAevK7OUjg10kYMzxYFk8i7JlFPJJq8VoFD4GP1zqYOHSb/ukNFLP6uAlDgbqIQD5hEvRBPLm8t3yFAop43U4KIj7nz5pmw05tuvNFTZCpvRsJekoEAiXoyUGefRCB+BJAj/9rC1+XDVas0rXK1SctGVZloqS7x9kqiHi+C/H2BRgBh+Eu0LATqNyLHnC1/IUCinr/mg6Mp3AiQqBfu+eXd5Q8ESNTzxzxwFEQgLAIQCB6vNdM/UP2z81qcp6nc3X1FI8Ne2+/7JOqJQpLXIQJEIOEIkKgnHFJekAj4IkCizsVBBIgAESACRCD/IECinn/mgiMhAkSACBABIpA0BEjUkwY9OyYCRIAIEAEikA0BEnUuCiJABIgAESACREBI1LkIiAARIAJEgAjkHwRI1PPPXHAkRIAIEAEiQASShgCJetKgZ8dEgAgQASJABOhR5xogAkSACBABIkAEsiNAos5VQQSIABEgAkQg/yBAj3r+mQuOhAgQASJABIhA0hAgUU8a9OyYCBABIkAEiAA96lwDRIAIEAEiQASIAD3qXANEgAgQASJABPIzAvSo5+fZ4diIABEgAkSACOQRAvSo5xHQ7IYIEAEiQASIQAAESNQDgMSvEAEiQASIABEo7AiQqBf2Geb9EQEiQASIQEFCgES9IM0Wx0oEiAARIAJEIJcQIFHPJWB5WSJABIgAESACOUCARD0HoPEnRIAIEAEiQAQKGwIk6oVtRnk/RIAIEAEiUJARIFEvyLPHsRMBIkAEiAARSBACJOoJApKXIQJEgAgQASKQAARI1BMAIi9BBIgAESACRKCgI5BfiPqOHTtk2Mg0KVrkMEkbOVxKlixV0KHl+IkAESACRIAIhEaARN0Hsm/Xfit9+qdI86ZNpV+f3qGBDfODl195RaZNmy79+vWRVi1bhvkpv0sEiAARIAJEICEI5DVR/3nnzzJg4GA55phKMnjgAClWrLi5j192/SKjRqdLqVKlZGD/vpHPE3KTvAgRIAJEgAgQgQKCAIl6PiDqry9aJPc+ME2GDU6VRg0bFJClUziG+cJLL8kD0x6Scenp0rBB/cJxU7wLIkAEiEAOEMgvRD0HQ+dPiAARIAJEgAgUOgRI1PMBUS90q6oA3RCJegGaLA6VCBCBXEWARD1X4eXFiQARIAJEgAiEQoBEnUQ91IIpbF8mUS9sM8r7IQJEIKcI5BVR/+23fTImY7x8tGpVlqHWrVPHhMDv++23bCHxH3z0kQwfOUpu7t5dihcvJi+89LJs2bJFyh5dRjp1ulLatm6j/94s0x5+RD777DNz3Zo1a8qdt98mlY89Nks/+/f/Zn7/+utvyA4Nv8c1Wre+WK66oqMccUSxnMLH3xEBIkAEiAARSCgCOSLqv+3fL7Nmz5b581+T7T/vkHJlysqll7aVztdcI8WOOMIM8P2VH0hKaqrccdutcuwxx8q06Q/Lps2bpESJI83LsEvna+Twww+PejPufvDbiy+6UK7v1lXK6IsVLVou+cTJU2TJu+/K5Anj5OSTTjbfP3DggCxeulSenTVbvvv+ezn0kEPl1FNPkVtvuUXOrnmWHHLIIVGvi5y6adNnyOLFi+WPA3/IKXrd7t1vkJdemmN+N2rEMM2nKxa5fxwSrrriish9/qYHkGEjRslmPVDcM2WSlFXs/MgixrpQw+JnzX4+gp3f/Tdp3FjOPON0eWTGY1K2bBmZOmmiHH300dnwBSbL3ntPBg8aJO8uWyZv/Ps/gkMT7uOuO2+XGjVqyBLF5+FHHo30eXm7SxXz6yJzi4v+9ddf8vkXX8qjM2fK559/IQf/OijVTzhBut9wgzQ+t1EER3u/P239Sfr27mUOR++/v1L+/PNPOeecWtL77n9JhfIV5NX582XWrOci66lLl85y2aWXSpEiRSL3EAYPaAu0uril3K8pBd+o3kDRIkXlggvOlzt1PZYsWTIyP26AnCHwv/76q8x+/nlZsGChGZfX+kvo08iLEQEiQASSiEBeEXXs///9eo1s1jPB4088JUeXOVquuvIKKV+uvJx+2qmya/cuX6J+eNHDpUKFClKrVk19jxzUvXyl7Nq1S85r1lxWf/qpVK1WVaoeV0XfX1tk9erVUq3a8TJq+FB9L5Y1yP76614ZN3GyfPHll9KsSVM5sfoJsvz99+VTJff16tZlTnwS1x+7JgJEgAgQgawIhCbqe5W8pI1J15fa53J+i+ZKgE9SwveefLz6E83xbSDDhwzOQlTLly0nB/48IA0aNJTixY6QVR9/LOs3bFCr+I3S9dprfefD9rPygw+kdq1zpGmTxvLlV/+Vt995R44/vppkjEnTl3XFUEQdRA/5yHPnzTMv5AuVuO3cuVPmL3hNfvppq4wcPiySI+5lANi+fbukDBos677/zoypQYN6smbNt7Js+XL5848/pHbt2gkj6nas8+YvMIJ2Z9WsIZ9/9oUxPJxw/PEybuwYKVeuXOT+Dxz4U/7U+ytdurQeUo6TYUNSzX+7G4j6a6+/LkUOKyI1zzpLDzFVBQq7y95bLqWPOkrqqEdjhR5aGjVsqMS0uKzWw8v3atC4okMHY3Q57LDDzCUXvPaa3Hv/g6aP1q1ayqGHHib/eest2bhpk9xx661yRccOhqxbov7hqo8MWUYOPg5MP/yw3qyZalWrSuXKleUrndsmjc811175wYeybfs2ueuO26Vj+/bms7B4mB/9JXo/tdWoc7R8+eVX8vU3a6T1xRdL/7595Jdfdup6+trM3ULFo1vXLnLqKaeqseM0HV852aHEfGTaGPlCjRH169WT+vXrRvB3rj9uKESACBCBwoJAXhF1i5efmJzX59ajXvucc4zXHYZTtB/Wr5fUwUONZxze9g6XX2bePTAmz3rueXn62WeVfPeT5s2aRT57dd58GTFsiBoFTst8Veh358x9VR57/HEZOKCfNG3cpLBMKe+DCBABIkAECjACoYg6XmZPPfOMvPjyHCXKo5XUnBF5ycEr/JCGnIGot2jePOKxPOnEE2XMqBGq6poZeobQtN79UgzJHJc+Wo48MvNl6264HrzwTtKH7yx9d5kxFHS7rosh+mE86us3rJf0jAlymnrQQQKtt3bz5s1yd59+cvrpp8nQ1EFStGhRz+vihT/jsZmGsMJLbr3vIJYjR4+RGopHojzqb739toybMEkG6YGkhR4wbF9+919UiXfaqJHGqx6tgajPV5Ltvod5CxbIpClT5Sgl6xMzxmqUwanmMrt375bUocNk69ZtMnXyBDmm0jF6MPpB+vYfKOXLl5fRWjoHc4lmjSufqYd94rgMOUPxtET9E/VsDFWxvGZNMw9AWEsPTp8uL7z4kjE8jB+bLhUrVvRdI/Hi4XUf6MwrmgFje3jGDHnuhRelT6+75ZI2bSL4w6AxSuf6/PNaGMJvDRcFeA/g0IkAESACBoGCQNRvuQlk/PLIjNkw+g0bNuqZIk3fI5Uif7Pk3v5mt3rqBw8bocbsqrq398yyf69dt04GDx0uF114gXEksBEBIkAEiAARSDYCoYj6LiVt/QekSNWq1WRQSv8sLzlLmNu0aiW339ojQtRv79FDru50leOlmj302w2CJXfw9E4cn5ElhBuEK11z2xAq1+tfd6l3fr1vGTWv0HcvwG1/+Jsl2m4DwN69ezWUf4j8/PPPMnniOKnkOAzA+3p3774mxD8RRP0P9c6npY9VT/fP2YwZtq/q1asbo8L/fvifuX+Evg9Q4mgJvd/C8sPE3m+DevWzza37N9aIYo0yzr4+WvWxDBo8RDq0v9ysA69Qf/t9mx5xQ7ducoOG1tvm/k0praGbCDy87t2LqO/YsV169R0gZcqUkfTRo+TIEiUiY/v9998NUf96zRqZMnGCHKfRC2xEgAgQgcKAQEEm6lu2/CjjM8ZE0uIwH26ibsk4Quv9WiuNurr7rjsLw3TyHogAESACRKCAIxCKqFsyh3wwv3Zp27am7rglYUFytN3XcpNReLj9WhiPOq4BooXw8RdeeEnw0kZYvm0gqX5E3YuM298lmqjb6yFFwK/ZsW7YuCFUvfdYRN2rbrz7NzbPffLE8ZqXXj3LEO3Yq1SpoqGFQ+E6z5aTb38QdI3g+zCExItHUKJu1xS85r179sw2BdZQMX7sWE2hqFPAtwAOnwgQASKQicA/hajX19S3xo0beU47IsVOOTlT04aNCBABIkAEiEAyEcgRUW+o+eYtmjX1HHfFCuVN2HRQEgYxNXezZK/W2Wcb0h+thSHqzjxnCI010bz3U0460QibZWiYOURqYhF1rzHlFlHHgaFjh/ZyiP7P3UqXPsqkHnyn+fLwqHsRbC/c4iXqx1XR/HeXGJ6zHzcW+Jvf94OuEVwDRD1ePIISdb9x2fukUnwytyz2TQSIQG4h8E8h6ueq4Cm95rm1inhdIkAEiAARSBQCOSLqQUhhUBIWjajb8O5EedSRJz1gYKp0VUXx67p0yaZMDlBjEXXrKbbq9vhNbhF1Zyi934RHM1TkBlGHen40jzoE93oqqa6iAnHAMpFEPV48ghL1WB71555/QUsAPaxpCekqoFg/Uc8ir0MEiAARSCoChZ2o//TTj5rCNtRo44wZNVzFULNXRknqBLBzIkAEiAARIAIOBEIR9S0/bpFeffpLSX3JuXPH3ajGQ9Sj5ajjby/NmaO1To+Qy9u1i+RoBwnZnvPKXLnn/vuzESybf16ieHFfor5v3z4ZoiI0W7epqNqk8UYZ3LZEE3U7ns2qoD550gQ5vlo130WbDKKe6Bz1WOkRRxx+hNEHiBePoESdOercI4kAEfgnIpAsol5BI/GguVJc38Fo0VTf/cTkguSoI3oOorcLFi6U7tdfH6lOgj737N0jTzz5tLS/vJ0amqv8E6ef90wEiAARIAL5DIFQRB0vuXsfeEDmvjpP647frCJxnbQOeWZY9p49e+SRxx6Tqzp2NAJb8RB1XM9P9d2qbl/X9Vqj+o7yar369jPlxpzGg61at3uglmwBsbZ11Fdo/e7UoUP1RXyZqr7fYcZ+UHOoX/xbsb5enbq+RB1jCqP6bkLS+w2QGmeeqaXSBkdqxq9Z840RWytxZImoddRtePWll7SVnnfeGfk9cuyffPppLRlWX2qdXTOq6r3XWos39B0edav6XqlSJRmTNtKUdUOLpvrurBtvxxVmjSQCj2hEPT0tzdR/R3OqvqemDNAyfhdQ9T2fbVwcDhEgAolHIK+JOoRTx0+cZGqhN9SSoGfp+7Jtm9aGNA8YOFirxVQypdiKFSueTRjO3r1VfQ9C1PGbbdu2auWYDFn73To5u2ZNLcXWWDZv2SL/0Uorh2qaGaqTnKa13NmIABEgAkSACCQbgVBEHYMFAR4ybKR8s/ZbU0u8RfNmsmnzJln0xr8N8bUlwsKQMC8QLOn78MOPTB3rJk3O1drtX8jixYtNOa/RGraGOuqWVKFe6mmog33mGUoY98mKFSsEyq4oN2aJ+i+//GJC3zF21E+FYAzqhG/auMkMoVKlihHyHKuOOuqwN9c8fTum/b/vF6cYHQh1esY4I1wHnFCv/Gc1KixfvkLwXdQ6v2fKJEHov1fOM+5/7LjxWqN+mbmvlhddqIeXvaZWOWq+D1HvA2rLr123Nk9z1EHU0Wwd9YoVKxgiW7x4MVOP3q+OerxEPRF4eBF1mw6Bua9Tu7Zcflk7OVEV9Z111BGtUadubVm9+jN5+513hHXUk71tsX8iQARyA4G8Juq4h+++/15Lg94j65Q4n9uokVYv6S2/agRbbhF19Llv36+mzOyiRW+a+usltLJH40bnyvXdukg5R7RcbmDMaxIBIkAEiAARCIpAaKKOC/+qJHL288/LggULZbuWJitR4kgVM2siN990o5QvV970HS9RxzV+279fZs2eLfPnv2b6Kaek9pJL2sg16snHi9U2fO+JJ5+SufPm69j2SuVjK0vnazoZLz8IvCXq+D5C6qZNn2EIPyIEzjqrhvS4+WZzPyBt9rt+IeXO3/9x4A8VoztZOne+Wh7V+uruHGr3d6ufcIJ0v+EGeW/5ciX4n0Ul6hgryP6iN97Qe3jBGEMQAn62etF73nWHqQOLlozQd/QLA8nnX3wpj86cKZ9r3fSDfx00WNyk9Wfr16ubLf8/XqKeCDy8iDoEBp965lmZresE62Gc1nOvW6e2wdZrnV/StrXRNziqVKmgzxi/RwSIABEoEAgkg6gXCGA4SCJABIgAESACSUAgR0Q9CePM111GK92WrwfOwREBIkAEiAAR+BsBEnUuBSJABIgAESAC+QcBEvUEzAWJegJA5CWIABEgAkQgqQiQqCcVfnZOBIgAESACRCALAiTqCVgQJOoJAJGXIAJEgAgQgaQiQKKeVPjZOREgAkSACBABEvVErwES9UQjyusRASJABIhAXiNAop7XiLM/IkAEiAARIAL+CNCjztVBBIgAESACRIAICIk6FwERIAJEgAgQgfyDAIl6/pkLjoQIEAEiQASIQNIQIFFPGvTsmAgQASJABIhANgRI1LkoiAARIAJEgAgQAXrUuQaIABEgAkSACOQjBEjU89FkcChEgAgQASJABJKFAD3qyUKe/RIBIkAEiAARyI4AiTpXBREgAkSAcN6YYwAAAZdJREFUCBABIkCPOtcAESACRIAIEIF8hACJej6aDA6FCBABIkAEiECyEKBHPVnIs18iQASIABEgAvSocw0QASJABIgAESACHgiQqHNZEAEiQASIABHIPwjQo55/5oIjIQJEgAgQASKQNARI1JMGPTsmAkSACBABIpANARJ1LgoiQASIABEgAkSAOepcA0SACBABIkAE8hECJOr5aDI4FCJABIgAESACyUKAHvVkIc9+iQARIAJEgAhkR4BEnauCCBABIkAEiAARoEeda4AIEAEiQASIQD5CgEQ9H00Gh0IEiAARIAJEIFkI0KOeLOTZLxEgAkSACBABetS5BogAESACRIAIEAEPBEjUuSyIABEgAkSACOQfBOhRzz9zwZEQASJABIgAEUgaAiTqSYOeHRMBIkAEiAARyIYAiToXBREgAkSACBABIsAcda4BIkAEiAARIAL5CAES9Xw0GRwKESACRIAIEIFkIUCPerKQZ79EgAgQASJABLIjQKLOVUEEiAARIAJEgAjQo841QASIABEgAkQgHyHwf8SnWM/hWShLAAAAAElFTkSuQmCC" + } + }, + "cell_type": "markdown", + "id": "a5fac7db-4d9f-4383-af66-e59be028a103", + "metadata": {}, + "source": [ + "![image.png](attachment:058dc4d9-4772-4f0b-9fb2-60065d38e228.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "5feca8bb-e729-4e84-97f1-c0ba0c0b36dc", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "5618a620-24f7-415d-b7d0-d4ad0113928a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle e1=\\int \\left(t^{3} - 9 t^{2} + 10\\right)\\, dt$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "e1=MyIntg(t**3-9*t**2+10,'e1',var=t)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "5d2cac82-d454-4d65-95f1-0ff2d585d80d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x = \\int \\left(t^{3} - 9 t^{2} + 10\\right)\\, dt$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q=MQI(x,e1)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "e2892b92-b2e0-4020-b0c0-e6dc1468a2ab", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x = C_{1} + \\frac{t^{4}}{4} - 3 t^{3} + 10 t$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q.doit()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "b952a8db-0a05-4fdc-825b-32aa35aaece8", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle C1 =94$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle x = \\frac{t^{4}}{4} - 3 t^{3} + 10 t + 94$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "C1=Q.solve('C1','update',x=6,t=4)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "c7e08373-d4e0-4001-8377-4035a9bd37a5", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "91ea4501-3849-427f-aa08-9fe0bcf5defa.png": { + "image/png": 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+ } + }, + "cell_type": "markdown", + "id": "6ba99f9e-5727-4280-9904-03c83ff3e127", + "metadata": {}, + "source": [ + "![image.png](attachment:91ea4501-3849-427f-aa08-9fe0bcf5defa.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "b877e8ca-200d-4192-b656-945d1b39b7e3", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "ef85b871-823d-45fa-b245-606375d04b3f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x' = 2 \\sin{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "P=" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "e082584d-39e2-463d-acde-7033a0edb3ef", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x =C_{1} - \\cos{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "x=Q1.dsolve('F')" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "5b3e1d74-adb6-4786-b75e-853ad73ee1b2", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x =- \\cos{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle C1 =0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "C1=x.solve('C1','update',x=-1,t=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "22098f99-423d-4098-a87b-56d5df010c9b", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle dx =2 \\sin{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle d2x =4 \\cos{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dx=x.diff(t,'dx')\n", + "d2x=x.diff(t,t,'d2x')" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "56806b74-5d1c-4290-9d28-f3b49372ca23", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle y' = 4 t$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2=MyEqDiff(\"y'\",\"4*t\",t,y)" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "4b665fb9-909f-4ac1-b102-dedc0176042c", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle y =C_{1} + 2 t^{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "y=Q2.dsolve('F')" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "c1953788-6281-4661-aa0d-c04ecbf62ff9", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle y =2 t^{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle C1 =0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "C1=y.solve('C1','update',y=-0,t=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "2e94ea07-0ddf-484f-b504-0c2a2498cb86", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle dy =4 t$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle d2y =4$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dy=y.diff(t,'dy')\n", + "d2y=y.diff(t,t,'d2y')" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "a429280a-78e0-4145-ab0c-5f1052e7de0f", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "alpha1=atan(dy/dx) \n", + "alpha2=atan(d2y/d2x)" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "868c61f6-99e7-4722-9f65-6dfa7162f57d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle \\sqrt{16 \\cos^{2}{\\left(2 t \\right)} + 16}$" + ], + "text/plain": [ + " ___________________\n", + " ╱ 2 \n", + "╲╱ 16⋅cos (2⋅t) + 16 " + ] + }, + "execution_count": 44, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "a=sqrt(d2y()**2+d2x()**2)\n", + "a" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "42209be0-899b-4cbd-9fab-496ee39441d5", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle at =\\sqrt{16 \\cos^{2}{\\left(2 t \\right)} + 16} \\cos{\\left(\\operatorname{atan}{\\left(\\frac{2 t}{\\sin{\\left(2 t \\right)}} \\right)} - \\operatorname{atan}{\\left(\\frac{1}{\\cos{\\left(2 t \\right)}} \\right)} \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "at=MyEq(a*cos(alpha1-alpha2),'at',var=t)" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "e37aa725-698c-45c3-93d9-2ce0411f0793", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle 4.06826977118219$" + ], + "text/plain": [ + "4.068269771182187" + ] + }, + "execution_count": 47, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "float(at(8))" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "63aad34e-bf2a-4702-97e2-e4553d256d8f", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle an =- \\sqrt{16 \\cos^{2}{\\left(2 t \\right)} + 16} \\sin{\\left(\\operatorname{atan}{\\left(\\frac{2 t}{\\sin{\\left(2 t \\right)}} \\right)} - \\operatorname{atan}{\\left(\\frac{1}{\\cos{\\left(2 t \\right)}} \\right)} \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "an=MyEq(a*sin(alpha2-alpha1),'an',var=t)" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "60e6802d-7f7f-46de-809d-4961c5f6beee", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { 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+ "text/latex": [ + "$\\displaystyle 3.75805374534975$" + ], + "text/plain": [ + "3.758053745349754" + ] + }, + "execution_count": 51, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "float(an(8))" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "6e5de242-4b18-4508-8b2b-c67cf348a95b", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "91ea4501-3849-427f-aa08-9fe0bcf5defa.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "a5fac7db-4d9f-4383-af66-e59be028a103", + "metadata": {}, + "source": [ + "![image.png](attachment:058dc4d9-4772-4f0b-9fb2-60065d38e228.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "5feca8bb-e729-4e84-97f1-c0ba0c0b36dc", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "5618a620-24f7-415d-b7d0-d4ad0113928a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle e1=\\int \\left(t^{3} - 9 t^{2} + 10\\right)\\, dt$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "e1=MyIntg(t**3-9*t**2+10,'e1',var=t)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "5d2cac82-d454-4d65-95f1-0ff2d585d80d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x = \\int \\left(t^{3} - 9 t^{2} + 10\\right)\\, dt$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q=MQI(x,e1)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "e2892b92-b2e0-4020-b0c0-e6dc1468a2ab", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x = C_{1} + \\frac{t^{4}}{4} - 3 t^{3} + 10 t$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q.doit()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "b952a8db-0a05-4fdc-825b-32aa35aaece8", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle C1 =94$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle x = \\frac{t^{4}}{4} - 3 t^{3} + 10 t + 94$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "C1=Q.solve('C1','update',x=6,t=4)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "c7e08373-d4e0-4001-8377-4035a9bd37a5", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "91ea4501-3849-427f-aa08-9fe0bcf5defa.png": { + "image/png": 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+ } + }, + "cell_type": "markdown", + "id": "6ba99f9e-5727-4280-9904-03c83ff3e127", + "metadata": {}, + "source": [ + "![image.png](attachment:91ea4501-3849-427f-aa08-9fe0bcf5defa.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "b877e8ca-200d-4192-b656-945d1b39b7e3", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "ef85b871-823d-45fa-b245-606375d04b3f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x' = 2 \\sin{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "P=" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "e082584d-39e2-463d-acde-7033a0edb3ef", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x =C_{1} - \\cos{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "x=Q1.dsolve('F')" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "5b3e1d74-adb6-4786-b75e-853ad73ee1b2", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x =- \\cos{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle C1 =0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "C1=x.solve('C1','update',x=-1,t=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "22098f99-423d-4098-a87b-56d5df010c9b", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle dx =2 \\sin{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle d2x =4 \\cos{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dx=x.diff(t,'dx')\n", + "d2x=x.diff(t,t,'d2x')" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "56806b74-5d1c-4290-9d28-f3b49372ca23", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle y' = 4 t$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2=MyEqDiff(\"y'\",\"4*t\",t,y)" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "4b665fb9-909f-4ac1-b102-dedc0176042c", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle y =C_{1} + 2 t^{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "y=Q2.dsolve('F')" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "c1953788-6281-4661-aa0d-c04ecbf62ff9", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle y =2 t^{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle C1 =0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "C1=y.solve('C1','update',y=-0,t=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "2e94ea07-0ddf-484f-b504-0c2a2498cb86", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle dy =4 t$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle d2y =4$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dy=y.diff(t,'dy')\n", + "d2y=y.diff(t,t,'d2y')" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "a429280a-78e0-4145-ab0c-5f1052e7de0f", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "alpha1=atan(dy/dx) \n", + "alpha2=atan(d2y/d2x)" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "868c61f6-99e7-4722-9f65-6dfa7162f57d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle \\sqrt{16 \\cos^{2}{\\left(2 t \\right)} + 16}$" + ], + "text/plain": [ + " ___________________\n", + " ╱ 2 \n", + "╲╱ 16⋅cos (2⋅t) + 16 " + ] + }, + "execution_count": 44, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "a=sqrt(d2y()**2+d2x()**2)\n", + "a" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "42209be0-899b-4cbd-9fab-496ee39441d5", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle at =\\sqrt{16 \\cos^{2}{\\left(2 t \\right)} + 16} \\cos{\\left(\\operatorname{atan}{\\left(\\frac{2 t}{\\sin{\\left(2 t \\right)}} \\right)} - \\operatorname{atan}{\\left(\\frac{1}{\\cos{\\left(2 t \\right)}} \\right)} \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "at=MyEq(a*cos(alpha1-alpha2),'at',var=t)" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "e37aa725-698c-45c3-93d9-2ce0411f0793", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle 4.06826977118219$" + ], + "text/plain": [ + "4.068269771182187" + ] + }, + "execution_count": 47, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "float(at(8))" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "63aad34e-bf2a-4702-97e2-e4553d256d8f", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle an =- \\sqrt{16 \\cos^{2}{\\left(2 t \\right)} + 16} \\sin{\\left(\\operatorname{atan}{\\left(\\frac{2 t}{\\sin{\\left(2 t \\right)}} \\right)} - \\operatorname{atan}{\\left(\\frac{1}{\\cos{\\left(2 t \\right)}} \\right)} \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "an=MyEq(a*sin(alpha2-alpha1),'an',var=t)" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "60e6802d-7f7f-46de-809d-4961c5f6beee", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { 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+ "text/latex": [ + "$\\displaystyle 3.75805374534975$" + ], + "text/plain": [ + "3.758053745349754" + ] + }, + "execution_count": 51, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "float(an(8))" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "6e5de242-4b18-4508-8b2b-c67cf348a95b", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "91ea4501-3849-427f-aa08-9fe0bcf5defa.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "a5fac7db-4d9f-4383-af66-e59be028a103", + "metadata": {}, + "source": [ + "![image.png](attachment:058dc4d9-4772-4f0b-9fb2-60065d38e228.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "5feca8bb-e729-4e84-97f1-c0ba0c0b36dc", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "5618a620-24f7-415d-b7d0-d4ad0113928a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle e1=\\int \\left(t^{3} - 9 t^{2} + 10\\right)\\, dt$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "e1=MyIntg(t**3-9*t**2+10,'e1',var=t)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "5d2cac82-d454-4d65-95f1-0ff2d585d80d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x = \\int \\left(t^{3} - 9 t^{2} + 10\\right)\\, dt$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q=MQI(x,e1)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "e2892b92-b2e0-4020-b0c0-e6dc1468a2ab", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x = C_{1} + \\frac{t^{4}}{4} - 3 t^{3} + 10 t$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q.doit()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "b952a8db-0a05-4fdc-825b-32aa35aaece8", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle C1 =94$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle x = \\frac{t^{4}}{4} - 3 t^{3} + 10 t + 94$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "C1=Q.solve('C1','update',x=6,t=4)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "c7e08373-d4e0-4001-8377-4035a9bd37a5", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "91ea4501-3849-427f-aa08-9fe0bcf5defa.png": { + "image/png": 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+ } + }, + "cell_type": "markdown", + "id": "6ba99f9e-5727-4280-9904-03c83ff3e127", + "metadata": {}, + "source": [ + "![image.png](attachment:91ea4501-3849-427f-aa08-9fe0bcf5defa.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "b877e8ca-200d-4192-b656-945d1b39b7e3", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "ef85b871-823d-45fa-b245-606375d04b3f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x' = 2 \\sin{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "P=" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "e082584d-39e2-463d-acde-7033a0edb3ef", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x =C_{1} - \\cos{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "x=Q1.dsolve('F')" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "5b3e1d74-adb6-4786-b75e-853ad73ee1b2", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x =- \\cos{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle C1 =0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "C1=x.solve('C1','update',x=-1,t=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "22098f99-423d-4098-a87b-56d5df010c9b", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle dx =2 \\sin{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle d2x =4 \\cos{\\left(2 t \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dx=x.diff(t,'dx')\n", + "d2x=x.diff(t,t,'d2x')" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "56806b74-5d1c-4290-9d28-f3b49372ca23", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle y' = 4 t$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2=MyEqDiff(\"y'\",\"4*t\",t,y)" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "4b665fb9-909f-4ac1-b102-dedc0176042c", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle y =C_{1} + 2 t^{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "y=Q2.dsolve('F')" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "c1953788-6281-4661-aa0d-c04ecbf62ff9", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle y =2 t^{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle C1 =0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "C1=y.solve('C1','update',y=-0,t=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "2e94ea07-0ddf-484f-b504-0c2a2498cb86", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle dy =4 t$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle d2y =4$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dy=y.diff(t,'dy')\n", + "d2y=y.diff(t,t,'d2y')" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "a429280a-78e0-4145-ab0c-5f1052e7de0f", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "alpha1=atan(dy/dx) \n", + "alpha2=atan(d2y/d2x)" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "868c61f6-99e7-4722-9f65-6dfa7162f57d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle \\sqrt{16 \\cos^{2}{\\left(2 t \\right)} + 16}$" + ], + "text/plain": [ + " ___________________\n", + " ╱ 2 \n", + "╲╱ 16⋅cos (2⋅t) + 16 " + ] + }, + "execution_count": 44, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "a=sqrt(d2y()**2+d2x()**2)\n", + "a" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "42209be0-899b-4cbd-9fab-496ee39441d5", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle at =\\sqrt{16 \\cos^{2}{\\left(2 t \\right)} + 16} \\cos{\\left(\\operatorname{atan}{\\left(\\frac{2 t}{\\sin{\\left(2 t \\right)}} \\right)} - \\operatorname{atan}{\\left(\\frac{1}{\\cos{\\left(2 t \\right)}} \\right)} \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "at=MyEq(a*cos(alpha1-alpha2),'at',var=t)" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "e37aa725-698c-45c3-93d9-2ce0411f0793", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle 4.06826977118219$" + ], + "text/plain": [ + "4.068269771182187" + ] + }, + "execution_count": 47, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "float(at(8))" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "63aad34e-bf2a-4702-97e2-e4553d256d8f", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle an =- \\sqrt{16 \\cos^{2}{\\left(2 t \\right)} + 16} \\sin{\\left(\\operatorname{atan}{\\left(\\frac{2 t}{\\sin{\\left(2 t \\right)}} \\right)} - \\operatorname{atan}{\\left(\\frac{1}{\\cos{\\left(2 t \\right)}} \\right)} \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "an=MyEq(a*sin(alpha2-alpha1),'an',var=t)" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "60e6802d-7f7f-46de-809d-4961c5f6beee", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { 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+ "text/latex": [ + "$\\displaystyle 3.75805374534975$" + ], + "text/plain": [ + "3.758053745349754" + ] + }, + "execution_count": 51, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "float(an(8))" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "6e5de242-4b18-4508-8b2b-c67cf348a95b", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "91ea4501-3849-427f-aa08-9fe0bcf5defa.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "b70800f8", + "metadata": { + "tags": [] + }, + "source": [ + "![image.png](attachment:e3ef3083-5873-41e4-9bf2-57e9e67a6933.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "3bbf5a54-9ebf-44aa-961d-7d135ae2d74c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "2d71baca-a357-46d3-b469-8489256228fa", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "alpha=atan(cfrac(3,4))\n", + "P=phybody(m=0.8,g=10)\n", + "P.add_weight()\n", + "P.add_forza(N1,alpha)\n", + "P.add_forza(T,pi)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "417edca5-5ef1-4452-8218-288fce5341a7", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =\\frac{4 N_{1}}{5} - T$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =\\frac{3 N_{1}}{5} - 8$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fx=P.Fx() \n", + "Fy=P.Fy()" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "d7ad4ef0-88ba-4411-b2d0-72113126e29a", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle N1 =\\frac{5 T}{4}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "N1=Fx.solve('N1')" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "78cef6c6-54cd-4c71-953e-6c62c52d492a", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =\\frac{3 T}{4} - 8$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fy.set(N1)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "3619dfe4-b902-4fcc-b390-5fa8dbe67e9a", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle T =\\frac{32}{3}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "T=Fy.solve('T')" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "b998e112-25f0-4f8c-b625-6909aba6b892", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle N1 =\\frac{40}{3}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "N1.set(T)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "976e6404-77b9-43c3-8fd7-74f302bf203e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =\\frac{4 N_{1}}{5} - T$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =\\frac{3 N_{1}}{5} - 8$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# mayby.... the same again \n", + "from Libaldomath import *\n", + "from lib_Mechanics import *\n", + "alpha=atan(cfrac(3,4))\n", + "P=phybody(m=0.8,g=10)\n", + "P.add_weight()\n", + "P.add_forza(N1,alpha)\n", + "P.add_forza(T,pi)\n", + "Fx=P.Fx() \n", + "Fy=P.Fy()" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "3207d284-a977-4464-8187-ecb7e112a19c", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle T=\\frac{32}{3}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle N1=\\frac{40}{3}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# but compose answer\n", + "T,N1=simplesolve(Fx,Fy,T,N1)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "b38045a1-6562-4f7b-afae-db6383df2c81", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "81136f75-2d22-41a1-a734-59c24a9d1562.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "249c0dd2-ab48-4d57-ba8d-6f8e811da209", + "metadata": {}, + "source": [ + "![image.png](attachment:81136f75-2d22-41a1-a734-59c24a9d1562.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "885ed876-f3d5-47c4-aee6-2ffa3ddeb067", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "attachments": { + "9e6b4a0a-b251-4f1d-bbdf-5f6284de0d7f.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "0218728a-834e-482f-83fe-8fd0ff04edc6", + "metadata": {}, + "source": [ + "![image.png](attachment:9e6b4a0a-b251-4f1d-bbdf-5f6284de0d7f.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "2d34f1b3-e7ec-4955-88cc-ee6c1c8b93c8", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=phybody()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "0a52027b-407d-46c3-b240-d9ba18fefd3a", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P.add_forza(F,alpha)\n", + "P.add_forza(N1,alpha+pi/2)\n", + "P.add_weight()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "03a1a4b0-42e5-4c65-94bb-7a03ab0f3765", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fr =F - g m \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fr=P.fx_relative(alpha,'Fr')" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "a4653a9c-ade9-486a-9891-e2e56168f9e1", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle F =100 \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "F=Fr.solve('F',g=10,m=10)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "f72e7beb-e0c7-4b62-8091-1b25e0454580", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =F - g m \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fx=P.x_res_relative(alpha,'Fx')" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "eafff180-058a-480f-a7dc-4a13e480dd93", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =F - 100 \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fx.subs(m*g,100)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "f8f4b8d5-19bd-482e-aca5-3aca9c33d0bb", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle F =100 \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "F=Fx.solve('F')" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "06834b26-2e1b-45ca-85db-573f04697a92", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle 100 \\cdot \\frac{6}{9}$" + ], + "text/plain": [ + " 6\n", + "100⋅─\n", + " 9" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "F(alpha=asin(cfrac(6,9)))" + ] + }, + { + "attachments": { + "69312e3e-a571-4b54-86eb-d4caa01a02c2.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABLYAAAAKCAYAAACpIdeIAAAAhUlEQVR4nO3dMRGAQBAEwQUHjwncnQU8vExMPBECiKir6law8SS7retcAQAAAIAmjnknSfafdwAAAADAJ1WVRNgCAAAAoKGqErYAAAAA6EnYAgAAAKAlYQsAAACAloQtAAAAAFoStgAAAABoaRtjrPciEQAAAAC62JNkzvn3DgAAAAD45AH3SQsLB4OIvgAAAABJRU5ErkJggg==" + } + }, + "cell_type": "markdown", + "id": "8e52e81f-0d72-4476-b60f-bf61de261132", + "metadata": { + "tags": [] + }, + "source": [ + "![image.png](attachment:69312e3e-a571-4b54-86eb-d4caa01a02c2.png)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/4010 Rigid Boddy Friction.ipynb b/4010 Rigid Boddy Friction.ipynb new file mode 100644 index 0000000..0196a04 --- /dev/null +++ b/4010 Rigid Boddy Friction.ipynb @@ -0,0 +1,935 @@ +{ + "cells": [ + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "440d166c", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + 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" + } + }, + "cell_type": "markdown", + "id": "6918827a-2fd1-4ae1-bdec-c275ec18063a", + "metadata": {}, + "source": [ + "![image.png](attachment:0a784723-c3de-4993-83f5-1aa45c75957c.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "c31b25d1-0846-49df-9e35-6883e02504f1", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "3b68b0e8-2b9d-4899-9063-de8b266428c1", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=phybody()\n", + "P.add_weight()\n", + "P.add_forza(N1,pi/2+alpha)\n", + "P.add_forza(fr,alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "224f4b4a-01ee-4ff9-8084-1219db8a7752", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =- N_{1} \\sin{\\left(\\alpha \\right)} + f_{r} \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle - N_{1} \\sin{\\left(\\alpha \\right)} + f_{r} \\cos{\\left(\\alpha \\right)} = a m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1=MQ(P.Fx(),m*a)" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "fbcc3cf4-bd78-4a2f-88c7-8aaf0e88115e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle f_{r} = N_{1} \\mu$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q3=MQ(fr,N1*mu)" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "dad5e532-b1c7-4f50-939a-8680c15b3f37", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =N_{1} \\cos{\\left(\\alpha \\right)} + f_{r} \\sin{\\left(\\alpha \\right)} - g m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle N_{1} \\cos{\\left(\\alpha \\right)} + f_{r} \\sin{\\left(\\alpha \\right)} - g m = 0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2=MQ(P.Fy(),0)" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "23edcf3b-6d63-4fd2-8f8f-d89897cbf9ce", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a =\\frac{g \\mu \\cos{\\left(\\alpha \\right)}}{\\mu \\sin{\\left(\\alpha \\right)} + \\cos{\\left(\\alpha \\right)}} - \\frac{g \\sin{\\left(\\alpha \\right)}}{\\mu \\sin{\\left(\\alpha \\right)} + \\cos{\\left(\\alpha \\right)}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle f_r =\\frac{g m \\mu}{\\mu \\sin{\\left(\\alpha \\right)} + \\cos{\\left(\\alpha \\right)}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle N1 =\\frac{g m}{\\mu \\sin{\\left(\\alpha \\right)} + \\cos{\\left(\\alpha \\right)}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "a,fr,N1=simplesolve(Q1,Q2,Q3,a,fr,N1)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "250b0be7-24cc-4a5e-acdb-ae0ba6fafd3e", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + 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" + } + }, + "cell_type": "markdown", + "id": "0588979c-1fee-47ea-b504-ac2c79cd0499", + "metadata": {}, + "source": [ + "![image.png](attachment:f294dbc7-0a56-4a18-9c8c-80be8d80bf37.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "b7af2e04-6380-4ab8-9930-b13f7ac2fc9d", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "9b4fb4d9-0709-486b-8db0-1efe1a0bc19d", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "Pm=phybody()\n", + "Pm.add_weight()\n", + "Pm.add_forza(N1,pi/2)\n", + "Pm.add_forza(fr,0)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "d83c41da-8cbf-4b24-8db5-595be4e05d49", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =f_{r}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle f_{r} = a_{1} m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1=MQ(Pm.Fx(),m*a1)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "18c70eb1-e477-4dd0-a235-6670e5177323", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle f_{r} = g m \\mu$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2=MQ(fr,m*g*mu)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "6f70b318-cbaf-48f7-b9db-27a733770420", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "PM=phybody(m=M)\n", + "PM.add_weight()\n", + "PM.add_forza(N1,-pi/2)\n", + "PM.add_forza(N2,pi/2)\n", + "PM.add_forza(F,0)\n", + "PM.add_forza(fr,pi)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "d2072c55-d2cf-4171-986b-8f1c380f67fa", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =F - f_{r}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle F - f_{r} = M a_{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q3=MQ(PM.Fx(),M*a2)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "0f68cc0c-65cb-49fe-aece-d8cf8b117c06", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =- M g - N_{1} + N_{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle - M g - N_{1} + N_{2} = 0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q4=MQ(PM.Fy(),0)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "818951a2-82fd-4f8f-9a61-4c8f92e0bb97", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle N_{1} = g m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q5=MQ(N1,m*g)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "7c34e0fd-11cf-41ea-ab72-d5237bf52598", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a1 =g \\mu$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle a2 =\\frac{F - g m \\mu}{M}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle f_r =g m \\mu$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle N1 =g m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle N2 =M g + g m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "a1,a2,fr,N1,N2=simplesolve(Q1,Q2,Q3,Q4,Q5,a1,a2,fr,N1,N2)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "23f98e41-c237-4949-ace6-9e452bb78501", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=phybody(x1=0,x2=L,v1=0,ax=a2-a1,ang=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "13dc9022-2b50-4a4f-9151-f68ded16626e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{t^{2} \\left(- g \\mu + \\frac{F - g m \\mu}{M}\\right)}{2} = L$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q=MQ(P.xpos(t),L)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "922f8550-8af1-49bc-a9a3-2f6b7fc836bc", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle t^{2} = - \\frac{2 L M}{- F + M g \\mu + g m \\mu}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q.alone(t*t)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "56549cff-1fe0-4d5d-8c12-e2e526c8db2f", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle t^{2} = \\frac{2 L M}{F - M g \\mu - g m \\mu}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q.simplifysigno()" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "8c228f24-5a28-4756-aad9-18651af57aee", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle t = \\frac{\\sqrt{2} \\sqrt{L} \\sqrt{M}}{\\sqrt{F - M g \\mu - g m \\mu}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q.Rpow()" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "289ba5d8-5934-4543-8e3d-a94840bc3a92", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "ffa50eb6-3f37-46fc-a9d0-f34ffc552509.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "d6096b1f-8ce8-4ae2-bbed-56bdbceef139", + "metadata": {}, + "source": [ + "![image.png](attachment:ffa50eb6-3f37-46fc-a9d0-f34ffc552509.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "d63081bd-fe79-4f73-b676-7fe40a29086a", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "attachments": { + "47df3749-6f08-4757-84c1-dda325614b20.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "09e9954b-06a9-46f5-a077-51e0e57699ad", + "metadata": {}, + "source": [ + "![image.png](attachment:47df3749-6f08-4757-84c1-dda325614b20.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "3bbf5a54-9ebf-44aa-961d-7d135ae2d74c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "alpha=atan(cfrac(3,4)) # alpha=37g" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "b2c8e158-ee2e-419c-a7ef-0fa93dea8c76", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "B=phybody(m=12,g=10)\n", + "B.add_weight()\n", + "B.add_forza(N2,alpha)\n", + "B.add_forza(N1,pi)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "80da7592-da0b-4325-880d-ea42f2c8540b", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =- N_{1} + \\frac{4 N_{2}}{5}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =\\frac{3 N_{2}}{5} - 120$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle N2=200$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle N1=160$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# when we haves n equations with n incognites.. maybe we can us simplesolve\n", + "N2,N1=simplesolve(B.Fx(),B.Fy())" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "d1ef549c-71ad-4db9-818a-f5dc8af8b31d", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "A=phybody(g=10)\n", + "A.add_forza(N2,alpha+pi)\n", + "A.add_weight()\n", + "A.add_forza(fr,0)\n", + "A.add_forza(N3,pi/2)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "83e84f9e-b389-4f45-bbab-f8880e279253", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =f_{r} - 160$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =N_{3} - 10 m - 120$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fx=A.Fx()\n", + "Fy=A.Fy()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "3f9bd665-efcc-4513-a39b-3f890a0c316e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =\\frac{N_{3}}{3} - 160$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fx.set(fr=N3/3)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "64f35f4e-8943-4b6f-84c5-456725c2672c", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle N3=480$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle m=36$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "N3,m=simplesolve(Fx(),Fy())" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/4040 Rigid Boddy Torque.ipynb b/4040 Rigid Boddy Torque.ipynb new file mode 100644 index 0000000..513252a --- /dev/null +++ b/4040 Rigid Boddy Torque.ipynb @@ -0,0 +1,592 @@ +{ 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" + } + }, + "cell_type": "markdown", + "id": "04a5d40f", + "metadata": {}, + "source": [ + "![dedic.png](attachment:c9fff4c9-2c42-4f2f-9214-9bfc1d497739.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "d63081bd-fe79-4f73-b676-7fe40a29086a", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "attachments": { + "1aff9d9f-deba-4293-979a-f03ddf9d26bb.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "09e9954b-06a9-46f5-a077-51e0e57699ad", + "metadata": {}, + "source": [ + "![image.png](attachment:1aff9d9f-deba-4293-979a-f03ddf9d26bb.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "3bbf5a54-9ebf-44aa-961d-7d135ae2d74c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "alpha=atan(cfrac(3,4)) # alpha=37g" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "b2c8e158-ee2e-419c-a7ef-0fa93dea8c76", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=phybody()\n", + "P.add_forza(N1,0,0,3*L)\n", + "P.add_forza(600,-pi/2,2*L,2*L)\n", + "P.add_forza(N2,pi/2,4*L,0)\n", + "P.add_forza(fr,pi,4*L,0)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "116a8fd5-c098-4759-8fa8-b3de67d85272", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=phybody()\n", + "P.add(m*g,-pi/2,L*cos(alpha)/2,L*sin(alpha)/2)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "c64fe61e-364f-4614-bb51-46c84833ce15", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle To =0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "To=P.To()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "f78f8d3e-a058-476d-b1fb-55589a4b309d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle To =3 N_{1} - 4 N_{2} + 1200$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "To.reducecero()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "654e03d7-3b0e-48c2-b1d6-fbe258cf7911", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =N_{1} - f_{r}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =N_{2} - 600$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fx=P.Fx()\n", + "Fy=P.Fy()" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "8dcb4ba3-e9f9-4022-9b60-ca277e641127", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle N1=400$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle N2=600$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle fr=400$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "N1,N2,fr=simplesolve(To,Fx,Fy)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "a965f9d5-3748-4817-83da-8ad97c84db70", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =N_{1} - N_{2} \\mu$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fx.subs(fr,N2*mu)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "04639c78-e2b4-4c67-995c-f0588416f8aa", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "f31edd67-ac36-41c9-90b8-6a55b81cfce5", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle R =- N_{2} \\mu + f_{r}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "R=MyEq(fr-N2*mu,'R')" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "61db31cf-8647-445d-b8bd-d2d5a4a3264e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =N_{2} - 600$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fy=P.Fy()" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "c847ab34-43c9-40c6-a644-a73e83208772", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle N2 =600$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle N1 =400$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle f_r =400$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle 𝜇 =\\frac{2}{3}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "N2,N1,fr,mu=simplesolve(To,Fy,Fx,R)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "46b25eb7-6c69-4974-84f6-fadb9e52472b", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "5597473d-95fa-4b09-8eb0-37435b77a936", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "attachments": { + "4577997c-c800-4a83-9948-f0d17f0bdcc5.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "5259df6a-f142-481f-960d-947cdc1aea50", + "metadata": {}, + "source": [ + "![image.png](attachment:4577997c-c800-4a83-9948-f0d17f0bdcc5.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "a28738cf-08bf-4a2d-9c30-bf324b4b3270", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "A=phybody()\n", + "A.add_forza(m1*g,-pi/2,-2*R,0)\n", + "A.add_forza(T1,0,0,R)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "89687bb8-01f2-493a-94e5-be8e113957ac", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "B=phybody()\n", + "B.add_forza(T1,pi,0,4*R)\n", + "B.add_forza(T2,0,0,R)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "fcdd6242-a2fd-4722-889a-826446a8f7e7", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "C=phybody()\n", + "C.add_forza(T2,pi,0,3*R)\n", + "C.add_forza(m2*g,-pi/2,3*R,0)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "a1f0a605-e986-4e89-bc62-c7974a40302a", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle At =- R T_{1} + 2 R g m_{1}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle Bt =4 R T_{1} - R T_{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle Ct =3 R T_{2} - 3 R g m_{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "At=A.To('At')\n", + "Bt=B.To('Bt')\n", + "Ct=C.To('Ct')" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "b0befd3e-1877-474c-9024-b653eb9d6a6d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle T1=2 g m_{1}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle T2=8 g m_{1}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle m2=8 m_{1}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "T1,T2,m2=simplesolve(At,Bt,Ct,T1,T2,m2)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a5acd59f-0786-4a13-b09b-83df9ea590ce", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/4060 Rigid Boddy Tension.ipynb b/4060 Rigid Boddy Tension.ipynb new file mode 100644 index 0000000..bb0dc64 --- /dev/null +++ b/4060 Rigid Boddy Tension.ipynb @@ -0,0 +1,866 @@ +{ + "cells": [ + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "440d166c", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "c9fff4c9-2c42-4f2f-9214-9bfc1d497739.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "04a5d40f", + "metadata": {}, + "source": [ + "![dedic.png](attachment:c9fff4c9-2c42-4f2f-9214-9bfc1d497739.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "d63081bd-fe79-4f73-b676-7fe40a29086a", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "attachments": { + "93f9a5d8-e670-49b9-b6f6-d9422a94db95.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "09e9954b-06a9-46f5-a077-51e0e57699ad", + "metadata": {}, + "source": [ + "![image.png](attachment:93f9a5d8-e670-49b9-b6f6-d9422a94db95.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "3bbf5a54-9ebf-44aa-961d-7d135ae2d74c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "m0,T0=symbols('m0 T0')\n", + "P0=phybody(m=m0)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "8bd7bf39-fc38-4772-8987-9b85abfc793a", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P0.add_weight()\n", + "P0.add_forza(T0,pi/2)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "f17105b5-2432-4649-a7e4-7a966b273d90", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =T_{0} - g m_{0}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle T_{0} - g m_{0} = a m_{0}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1=MQ(P0.Fy(),m0*a)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "7d4c9b2b-759b-469a-9659-f35246a8a224", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P2=phybody(m=m2)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "89b7385d-152c-4943-9bb4-2114b5ad53fb", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P2.add_forza(T0,0)\n", + "P2.add_forza(T1,pi)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "16b711cf-0c7b-47f8-bd33-88215b8a1120", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =2 T_{0} - T_{1}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle 2 T_{0} - T_{1} = a m_{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2=MQ(P2.Fx(),m2*a)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "e64a580c-c138-4c2b-93d6-bb098b57655c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P1=phybody(m=m1)\n", + "P1.add_forza(T1,0)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "2e3148f5-fa04-4227-a644-5e004f76f3db", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =T_{1}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle T_{1} = a m_{1}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q3=MQ(P1.Fx(),m1*a)" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "fa666962-76ff-4f6a-b7a2-86147a1831eb", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle T0 =\\frac{- g m_{0} m_{1} - g m_{0} m_{2}}{2 m_{0} - m_{1} - m_{2}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle T1 =- \\frac{2 g m_{0} m_{1}}{2 m_{0} - m_{1} - m_{2}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle a =- \\frac{2 g m_{0}}{2 m_{0} - m_{1} - m_{2}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "T0,T1,a=simplesolve(Q1,Q2,Q3,T0,T1,a)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "9f36b75a-ddaf-4af8-818d-20483526810f", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "b455feda-4bc2-414a-bf1e-3294be4d0f59", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "attachments": { + "2cb0d7e1-f66b-438e-b4a8-e73be2a488dc.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "f540543a-2fee-44ac-9560-90fc388fb969", + "metadata": {}, + "source": [ + "![image.png](attachment:2cb0d7e1-f66b-438e-b4a8-e73be2a488dc.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "f19375d7-661b-4dfb-8c38-0f6c295b8a2b", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "m0,T0=symbols('m0 T0')\n", + "P0=phybody(m=m0)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "ace033ed-a692-4b26-babd-a7e8fb62a2b9", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P0.add_weight()\n", + "P0.add_forza(T0,pi/2)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "0fef5aa3-ae6c-4c2a-8b98-95dac208df1c", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =T_{0} - g m_{0}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle T_{0} - g m_{0} = a m_{0}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1=MQ(P0.Fy(),m0*a)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "935b956f-19fd-4b89-b3ec-86b60f2371b0", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P2=phybody(m=m2)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "b71a50d8-8bb6-49b0-9b5a-a9d4a712194c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P2.add_forza(T0,0)\n", + "P2.add_forza(T1,pi)\n", + "P2.add_weight()\n", + "P2.add_forza(fr2,pi)\n", + "P2.add_forza(N2,pi/2)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "0067c964-42cf-4a9d-a933-cb1b9d08fc63", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =T_{0} - T_{1} - fr_{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle T_{0} - T_{1} - fr_{2} = a m_{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2=MQ(P2.Fx(),m2*a)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "e4f4cc32-4a1b-423c-99d9-e0b59f4713d3", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P1=phybody(m=m1)\n", + "P1.add_forza(T1,0)\n", + "P1.add_weight()\n", + "P1.add_forza(fr1,pi)\n", + "P1.add_forza(N1,pi/2)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "7e50488f-8cb3-4836-ab2a-6579cc318431", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =T_{1} - fr_{1}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle T_{1} - fr_{1} = a m_{1}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q3=MQ(P1.Fx(),m1*a)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "7a45c20f-64c1-4658-bba4-d104e13db4c5", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle T0 =\\frac{g m_{0} m_{1} \\mu - g m_{0} m_{1} + g m_{0} m_{2} \\mu - g m_{0} m_{2}}{m_{0} - m_{1} - m_{2}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle T1 =\\frac{g m_{0} m_{1} \\mu - g m_{0} m_{1}}{m_{0} - m_{1} - m_{2}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle a =\\frac{- g m_{0} + g m_{1} \\mu + g m_{2} \\mu}{m_{0} - m_{1} - m_{2}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "T0,T1,a=simplesolve(Q1,Q2,Q3,T0,T1,a,fr1=m1*g*mu,fr2=m2*g*mu)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "cc895daf-8238-4dff-941f-bda3c5d754b0", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "3d09a6a1-87e8-43ae-b194-5c5e38359905", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "attachments": { + "5150def2-2d50-4f40-85ef-4837e9dea6d1.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "06876965-9493-4622-89f3-278249327a34", + "metadata": {}, + "source": [ + "![image.png](attachment:5150def2-2d50-4f40-85ef-4837e9dea6d1.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "a944e519-598d-4de9-8bb9-65d7fbe84b72", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "A=phybody(m=Ma)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "7b8c289d-2397-4886-a6eb-9b9e6cf7535f", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "A.add_weight()\n", + "A.add_forza(N1,pi/2+alpha)\n", + "A.add_forza(T,alpha)\n", + "A.add_forza(fr,alpha+pi)" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "0bf769fd-373c-4744-81a6-cbeaa771a7a0", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "A.set(fr,N1*mu)" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "41682cdd-d0cb-4ee7-923c-ef32b270ee13", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle - M_{a} g \\cos{\\left(\\alpha \\right)} + N_{1} = 0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1=MQ(A.fyrelative(alpha),0)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "61c93aa2-ea4f-444b-95bd-b02977cb5bae", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle N1 =M_{a} g \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "N1=Q1.solve('N1')" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "c04140e8-9c83-4769-8a73-dfe0b8b1311d", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "A.set(N1)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "51f1869b-2601-4bbf-9508-6fb1bd793bd0", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle - M_{a} g \\mu \\cos{\\left(\\alpha \\right)} - M_{a} g \\sin{\\left(\\alpha \\right)} + T = M_{a} a_{1}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2=MQ(A.fxrelative(alpha),Ma*a1)" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "8f0d0789-f8a5-4260-b2e7-a13c8392e011", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle T =M_{a} \\left(a_{1} + g \\mu \\cos{\\left(\\alpha \\right)} + g \\sin{\\left(\\alpha \\right)}\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "T=Q2.solve('T')" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "fa3a51a5-5416-4b7c-85dd-d0153e47f4b7", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "A.set(T) " + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "99e4e7e6-fca7-48a8-ade7-2b16111c3790", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "Mb=symbols('Mb')\n", + "B=phybody(m=Mb)" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "6d2a6352-1bba-42c0-aa8d-9d4f9ee65e10", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "B.add_weight()\n", + "B.add_forza(T/2,pi/2)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "686716e0-d785-4140-8462-97a83b28b403", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =\\frac{M_{a} \\left(a_{1} + g \\mu \\cos{\\left(\\alpha \\right)} + g \\sin{\\left(\\alpha \\right)}\\right)}{2} - Mb g$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{M_{a} \\left(a_{1} + g \\mu \\cos{\\left(\\alpha \\right)} + g \\sin{\\left(\\alpha \\right)}\\right)}{2} - Mb g = - 2 Mb a_{1}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q3=MQ(B.Fy(),-Mb*2*a1)" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "5eb83754-446b-419d-9c01-d33a57436b8a", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a_{1} = \\frac{g \\left(- M_{a} \\mu \\cos{\\left(\\alpha \\right)} - M_{a} \\sin{\\left(\\alpha \\right)} + 2 Mb\\right)}{M_{a} + 4 Mb}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q3.alone(a1)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/4080 Rigid Boddy Pendulum.ipynb b/4080 Rigid Boddy Pendulum.ipynb new file mode 100644 index 0000000..c9a7a29 --- /dev/null +++ b/4080 Rigid Boddy Pendulum.ipynb @@ -0,0 +1,1461 @@ +{ + "cells": [ + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "440d166c", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "c9fff4c9-2c42-4f2f-9214-9bfc1d497739.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "04a5d40f", + "metadata": {}, + "source": [ + "![dedic.png](attachment:c9fff4c9-2c42-4f2f-9214-9bfc1d497739.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "d63081bd-fe79-4f73-b676-7fe40a29086a", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "attachments": { + "6f6601a8-9505-41c7-9fa0-3ec791e1b098.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "09e9954b-06a9-46f5-a077-51e0e57699ad", + "metadata": {}, + "source": [ + "![image.png](attachment:6f6601a8-9505-41c7-9fa0-3ec791e1b098.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "3bbf5a54-9ebf-44aa-961d-7d135ae2d74c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=phybody(r=L*sin(alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "8bd7bf39-fc38-4772-8987-9b85abfc793a", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P.add_weight()\n", + "P.add_forza(T,pi/2-alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "caccb0bc-4d3d-4da9-8bda-6a916fb6101e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =T \\cos{\\left(\\alpha \\right)} - g m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fy=P.Fy()" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "e1628511-7077-4c72-af61-c269cc451099", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle T =\\frac{g m}{\\cos{\\left(\\alpha \\right)}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "T=Fy.solve('T')" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "aca90c24-743b-48ea-96b1-69e522f1e0db", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P.set(T)" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "85f89c22-105b-4063-83be-7b124a355081", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =\\frac{g m \\sin{\\left(\\alpha \\right)}}{\\cos{\\left(\\alpha \\right)}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fc=P.Fx()" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "3cffb654-8df1-4221-a6d9-88c80064e0a6", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{g m \\sin{\\left(\\alpha \\right)}}{\\cos{\\left(\\alpha \\right)}} = \\frac{m v^{2}}{L \\sin{\\left(\\alpha \\right)}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q=MQ(Fc,m*P.v*P.v/P.r)" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "0985594a-9ee7-417d-a59d-10d14167b7bc", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{g}{\\cos{\\left(\\alpha \\right)}} = \\frac{v^{2}}{L \\sin^{2}{\\left(\\alpha \\right)}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q.simplify()" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "92fc6bfb-7866-47d3-9f9d-60a5d6e4a303", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle v=\\sqrt{\\frac{L g}{\\cos{\\left(\\alpha \\right)}}} \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "v=Q.solve(v,'positive')" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "7223d0a6-ac7b-4c9d-98d9-2a59c1c0ccff", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "6553122f-2a4d-4627-aa95-a958d52786f9", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "attachments": { + "f90d56f6-96fc-47fb-a911-2dfe12cbe0c8.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "adb0c02c-895f-4cc0-8fc6-07c83092fcb7", + "metadata": {}, + "source": [ + "![image.png](attachment:f90d56f6-96fc-47fb-a911-2dfe12cbe0c8.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "id": "a57b285e-43b1-4b6f-9b37-b5866d70a031", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=phybody()" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "774d12c5-9454-45a1-bbcb-085b335e2aa7", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P.add_weight()" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "4f2bd153-1581-4cd9-90ae-1e1b2f5187e2", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P.add_forza(T,pi/2+tetha2)" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "f86e8866-4a54-4af2-8278-90ff2956e539", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle T - g m \\cos{\\left(𝜃_{2} \\right)} = \\frac{m v^{2}}{L}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1=MQ(P.fyrelative(tetha2),v*v*m/L)" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "2f2731d2-f9d1-43cb-8158-bc676d48d2bd", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle g m \\sin{\\left(𝜃_{2} \\right)}$" + ], + "text/plain": [ + "g⋅m⋅sin(𝜃₂)" + ] + }, + "execution_count": 58, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.fxrelative(tetha2+pi)" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "9ccedef3-2964-4ce4-acf3-f6846673b3f4", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle g m \\sin{\\left(𝜃_{2} \\right)} = a_{t} m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2=MQ(P.fxrelative(tetha2+pi),m*at)" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "dfa9e20e-b7ae-43d7-8c8b-7624007923ac", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle g \\sin{\\left(𝜃_{2} \\right)} = a_{t}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2.simplify()" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "id": "33723e34-b73e-4ec3-9af1-0a56af4e8f66", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a_{t} = g \\sin{\\left(𝜃_{2} \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2.swap()" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "id": "9aeb4e66-3495-4fcc-865c-513f257b6ab1", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle v = L g \\sin{\\left(\\theta \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q3=MQ(v,g*sin(tetha)*L)" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "id": "8ad9b895-df0d-4b60-bd81-d815c29b047b", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\int v\\, dv = \\int\\limits_{𝜃_{2}}^{𝜃_{1}} L g \\sin{\\left(\\theta \\right)}\\, d\\theta$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q3.integral(v,tetha,'',[tetha2,tetha1])" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "id": "8948dfce-0eb6-4479-b426-98457569a8bf", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{v^{2}}{2} = - L g \\cos{\\left(𝜃_{1} \\right)} + L g \\cos{\\left(𝜃_{2} \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q3.doit()" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "id": "bbf6f202-cfcd-4640-95fb-9e761531b0a3", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle v =- \\sqrt{2} \\sqrt{- L g \\left(\\cos{\\left(𝜃_{1} \\right)} - \\cos{\\left(𝜃_{2} \\right)}\\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "v=Q3.solve('v','pos')" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "id": "39c63e39-4699-44f3-a818-1bbe2b714c60", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle T - g m \\cos{\\left(𝜃_{2} \\right)} = - 2 g m \\left(\\cos{\\left(𝜃_{1} \\right)} - \\cos{\\left(𝜃_{2} \\right)}\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.set(v)" + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "id": "83692963-85a3-41be-8c20-34dd18859a27", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle T =g m \\left(- 2 \\cos{\\left(𝜃_{1} \\right)} + 3 \\cos{\\left(𝜃_{2} \\right)}\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "T=Q1.solve('T')" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "id": "ff942f50-97b4-4bda-bcfd-e88b64a5df42", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle T - g m \\cos{\\left(𝜃_{2} \\right)} = a_{n} m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q4=MQ(P.fyrelative(tetha2),an*m)" + ] + }, + { + "cell_type": "code", + "execution_count": 71, + "id": "e6118ae3-86fe-48f2-aca3-bf88551cdaf5", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle g m \\left(- 2 \\cos{\\left(𝜃_{1} \\right)} + 3 \\cos{\\left(𝜃_{2} \\right)}\\right) - g m \\cos{\\left(𝜃_{2} \\right)} = a_{n} m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q4.set(T)" + ] + }, + { + "cell_type": "code", + "execution_count": 73, + "id": "3d580459-c331-474f-bf13-2c5ce4dcf070", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a_{n} = 2 g \\left(- \\cos{\\left(𝜃_{1} \\right)} + \\cos{\\left(𝜃_{2} \\right)}\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q4.alone(an)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "93731799-b1a3-47ea-b3b9-e22b2f940592", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "66791010-e0e5-48d2-a375-697832b175b3", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "attachments": { + "98b68228-379f-481d-9846-8f3e2f48d514.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "a11c29f1-85b3-42c7-8a10-2c7f58e15fe2", + "metadata": {}, + "source": [ + "![image.png](attachment:98b68228-379f-481d-9846-8f3e2f48d514.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "a2e9bf92-d760-4c7b-a6ca-18d9136583a7", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=phybody()\n", + "tetha=pi/2-alpha" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "627d059b-548a-4214-b8ca-5665e91fa601", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P.add_weight()\n", + "P.add_forza(N1,tetha)" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "42ceaf9f-5415-4473-8144-070581e3ac4f", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{m v^{2}}{R} = \\left(2 N_{1} \\cos{\\left(\\alpha \\right)} - g m\\right) \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1=MQ(m*v*v/R,P.fyrelative(-tetha))" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "3b35d9bc-6acc-46f1-bf76-ee330f7b2684", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "def eQtangencial(self,ang=alpha):\n", + " QQ=MQ(self.fxrelative(-pi/2+ang),self.m*self.at)\n", + " return QQ" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "5163e467-2299-4a58-bbd7-e8cc9f308e90", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle g m \\sin{\\left(\\alpha \\right)} = a_{t} m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Qt=eQtangencial(P,ang=tetha)" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "f7c09990-4189-47c4-b3c6-ed6ad7ebef86", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "def eQnormal(self,ang=alpha):\n", + " QQ=MQ(self.fyrelative(-pi/2+ang),-1*self.m*self.an)\n", + " return QQ" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "a32acc53-8f97-41f6-bb65-37d255cbdcb6", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle N_{1} - g m \\cos{\\left(\\alpha \\right)} = - a_{n} m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Qn=eQnormal(P,ang=tetha)" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "d0c808ba-b8be-4657-bd08-edef8d33018c", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle g \\sin{\\left(\\alpha \\right)} = a_{t}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Qt.simplify()" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "d831d590-0c21-4d41-a741-d1d1d3624bdd", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a_{t} = g \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Qt.swap()" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "91f2e689-5396-413f-9587-bd268aad43d7", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{dv}{dt} = g \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Qt.set(at=dv/dt)" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "01895384-9f53-475b-81a2-72a30936b573", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{ds dv}{dt} = ds g \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Qt.Mul(ds)" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "b04c0ce3-3c1a-4103-bc33-de5cfb8ae9f6", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle dv v = ds g \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Qt.subs(ds/dt,v)" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "e26ef55b-5153-43f1-8cba-70f18e2b989c", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle dv v = R d𝛼 g \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Qt.subs(ds,R*dalpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "afce6ab3-6801-42ff-9c3c-2a71b69f7f31", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\int v\\, dv = \\int R g \\sin{\\left(\\alpha \\right)}\\, d\\alpha$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Qt.integral(v,alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "eff62338-589a-45a8-a744-c5023804772b", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{v^{2}}{2} = - R g \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Qt.doit()" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "id": "a1c81504-87b6-4959-b1b0-e84e98bbdb5b", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{v^{2}}{2} = - R g \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Qt.subs(cos(alpha),cos(pi/2-alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "id": "8d42a9f8-8659-4f0e-bbed-c159bcc89593", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "'-R*g*cos(alpha)'" + ] + }, + "execution_count": 63, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "str(Qt.R)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a622a0ba-0049-43e3-91ec-2c0cd145278f", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "bb37139d-7c9d-4ba8-a05d-fed9ceb9bf37", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "84125a0f-d18a-4c43-907e-658c156bd552", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "737caf63-6377-4006-8bf3-4d2fe842a8ae", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "bb711d29-0e77-467e-a1fb-2085584e63fb", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2a8795b4-42f4-4abc-a2ac-de5c6e3b7d0b", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 62, + "id": "1968f0c2-f819-4f45-913b-afab9d97cb1f", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle d𝜃$" + ], + "text/plain": [ + "d𝜃" + ] + }, + "execution_count": 62, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dtetha" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "260d9069-4036-448b-a4b7-8d6796aa0c41", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "fd611213-d65f-46cf-821a-044ebf076dfc", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{v^{2}}{2} = R g \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Qt.doit()" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "f08159b2-0617-4cf0-9c31-bcb2bfba6c89", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle v =\\sqrt{2} \\sqrt{R g \\sin{\\left(\\alpha \\right)}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "v=Qt.solve('v','pos')" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "a0305c20-6357-4d0f-8ae4-439fb686ef15", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle N_{1} - g m \\sin{\\left(\\alpha \\right)} = - a_{n} m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Qn=eQnormal(P,ang=alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "5e9adb8b-f863-4c88-b9c4-9bc7cff8c25b", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{m v^{2}}{R} = \\frac{m v^{2}}{R}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1()" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "39f9aac9-72c5-420a-bdb6-a58325216add", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle 2 g m \\sin{\\left(\\alpha \\right)} = \\left(2 N_{1} \\sin{\\left(\\alpha \\right)} - g m\\right) \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1=MQ(m*v*v/R,P.fyrelative(-alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "be49f172-c40a-4892-9304-d7bb77fd4814", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "60730acd-ac3e-4869-9eda-267fa1ff10f1", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle N1=g m \\left(1 - 2 m\\right) \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "N1=Qn.solve(N1)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6c1f924d-baba-4b7a-9129-7935735c2217", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9457983f-7889-425d-9ad2-3956720eb5af", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "cb8482d2-d16b-4f14-ad7a-b9fd1c582bc0", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "8ab3c3ee-66f3-4f43-ba19-93384db44f17", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAAAA0AAAAJCAYAAADpeqZqAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAx0lEQVQYGXWR3Q2CQBCEDyogsQNKQFuwA2MJWoKv90akA6jBDqQDfzoQKyChg/ObC2suJGyy7OzMLHsHWQjBpeG9vyZ9Ca7h3gnnMhtCkOFOnsG9TNSC8iW34IGUp8p5WLwALUIcEAmeKE/yop44kH0cQmxpCmojZRED/W7mNnqRbTpC/jcshrStxKy71tJyGp1bqfushfSHtsigoQjW3DM/4buZx47XQeyNtIrxBNYWpaOvVNNPbv/nI4GQscOoLfpQOtEIbn6C60qF/XOl+wAAAABJRU5ErkJggg==", + "text/latex": [ + "$\\displaystyle \\alpha$" + ], + "text/plain": [ + "α" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "alpha" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0ca0c7e9-0c9d-4625-a5f0-fbd5ac7fda2c", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "56593f1b-49c4-486f-af22-fe5ab6e590cb", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d41347c8-8405-4cbd-a49f-abc0f41d7724", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2fa4430f-c320-4167-b159-d1612a275d9e", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4708883c-a08a-49ca-bd27-c7dc9a20b206", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5a6944f6-5ad2-4731-8d4d-b13f0a7c1a77", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "bc1bbb43-e47b-4fc4-b481-f870821e4708", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/5000 Dynamic Energy.ipynb b/5000 Dynamic Energy.ipynb new file mode 100644 index 0000000..e65dcb4 --- /dev/null +++ b/5000 Dynamic Energy.ipynb @@ -0,0 +1,598 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "9d2e4882-34a0-4fe2-ad67-24c5e75a3312", + "metadata": { + 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8Q0H6N73+D28nzDypLVEwmVT3yMO/fVtfDGb1AuomWSfT9rvLJCld7+21J5/PxCpObHGeOuEXkVlY9WTZbeOQmF3lwuaCQPRxacqs2VbjzVoM55ZpyStvKfCPsyen5yRRMYZo+8ObqUYBdlbaJPVoW9eWzrbX07Jh9rFmbelve/t3hQ30z14rYXZ254bglHK95c8OONFvnX+zGPDhFmgq+zOlx7opbq6+uHRaejU5kkPJ2nzMU/mQkKfu1JKKnBj8DTl0Buywo+YGbSxK3V6w9uQIb2sugvuvO4LEUPGVrCCR5DTR4huDIrtHXU7kSky2hQx3rCCp8Tzht/rWoFNFj3l4llv32CZRx5Qkk6FFvphLukphCtTeH+StUj0SdSa16YnmVzHAw2PCrKX6i1WCLd5p5ePE63Pob/MVXSA9xX5tP6pg9cSNQKWS1NGYz8Qq3nqe0uJiwi9lu6FPybItZQ+sipeGbaRVdZdD2nKQSqF1L968/Np3t1NzklBBhtZt3+tMdnNMi1qYqRQBdlTaXHKaCvVYP0qu6xaFqiIQb0B6w+wohC5UZFUKO2jDbEqoid7ZS+ga/A11+ZlMdfSbOV5e+kwfNFg10n3dxFHVxE7Jz1DrkshgunLJ2Ki7vrMs6wJur0PtpPq5d8/KkaWCOSgxEKXMu6wumtUWjaqYqrPG1Kh2xW2nNagqqbxNKBShsrzZMUwaZRzDw8kTkosWX9aSzEtyIuM8WVOrZ5gKunApPyGhS5H7Vt8aXF761v/XCNA83J2mlD22SdQxJTnzdVYR+l/yRWkFCnWxQRMc2f1KDuEOnoVrn8j4Pn88bUudSW16DQzw8GiLqyO9Jaok3EGn5h7rUsgidTZHElWtSbX97jJpmW5b8vlMrOK0FhcTfkm3pfoqZ09tzKh6SdklM8EVZ9b8+nuEIFfaQnp10g1zrUVOUiuoddv3Asy2Ww1oplIE2FFpU9SjRV0PZHuF1g2ze8ttTW/bO0RXWM8kuoa+zsBA9Js5niLsyFLJqClAsB4ZD9WNVKae1sWXsZdS7vg802ToWYOzhSnsFAl/ehhHS2xWrVlv+4K0aOWWjaXP7sxE2/X0mbUyLdu+nRydVIlmQYAw90yFMzA3znFPbGVUrwjMI3PiEMDcMfmW+LK1/dnHLOBW1Zdb8526EcKUgQABYozxKLdZIjXGYBZR9i78LXuDOxmnaj0L4OSYfEuc57Y/p5gF3J3bpQ1Y/myyQX8oaw5BgAAxcI417kdfUiPVZo9He8GhaW6vbi7oDeDkmXxLnP+2P3+4qEpz/I7fX394xe5DGvwAgfkDAQLEIKxCI1sp5zbQShaO8yzW7+0FOBkm3xLnve3PLxUHRChekk0LQ4AAAeph5lgRHEU+n5ijKsLN1HjGMI1MviXOfdufX9ZWXoTnS8gZIzh2ySBAgHqYOdbYLbrsTgM4WSbfEmn7AABQAOcYAAAAAEAgrAIAAAAAQMA5BgAAAAAQcI4BAAAAAAScYwAAAAAAAecYAAAAAEDAOQYAAAAAEHCOAQAAAAAEnGMAAAAAAAHnGAAAAABAwDkGAAAAABBwjgEAAAAABJxjAACo4/DK549PfXPwVD6+tLSWw9OHf5xSX9Gv/ftybaxQUwCDgXM8LJgngJecuTICTx8+21Fve//88MxeeElpK4f7dx+v/XgkH0YHF8evDy6H/+3azx0pae+zg/e0f//4vYfHcgXGCgKfDnCOh2Qg89QdZZFPff7HrZe7G4MZYv409sSNwLDs/mk9vIX1ZfM+/ezuu/la87p7KNf70U4Ou/sXH6m3xZtXN15cXtJXxq4Pxz/8anK4+sqa+dyNsvY+ffLPA/PHg1+PmPTpQ6KtQ+BTAs7xgAxjnrrz7OALbZGPvnvCiBPGgl0pbjulUfutOdTYkzYCA3P8ZN+8b756wbxH6aYhw2Dd4tsH8tHyaO/KAG5pKzkc3/rJ5GFz+ZrypF9/ZUv9PXZ9eP7bnnlfOX3OvHeiQnvPrb+m868c/Y+Wejz5ZaG/rUPgUwLO8YCIedp6e/FkdPqv/+yI853XF8w7wLBI3/ngz+f2cxr135pDjT1pIzAwUpztjTPmY5RuGtKf41vfOLd4dWX3xsYL9bJTtsPQSg75m42Sb78/Zkfn2fNfzPvWG6fNezeqtHd56Wctz7Pa0YcIQ9g6BD4d4BwPx+6/ekHq5Hr6p3/NzfQbTCeu72zXAdd+aw419qSNwMBIcZY+TJ327KYhPVGe8e/XrT96eePFJ84NXfvfzdXRaHP16/5ztq3kULh5bUV56gPkoRnxvRY/Xu+heHOmvSfAy2Tr5p0Td47NiN8Gh6VtWWi/bNc6iZD05Jz2lw1orwyk46Li0nuy2WJCYjwhIqWzemhffpl4HG3BBMblUsmQvrNlB1z/rZYa20oBzL6iCZ0SkFFvBELGl7eoiNo1IilOekhANw3phSqR9Yx1gG/eB1249snGi0uJc95NtJJDa6ENgVO8lJDoWh1I015LO0WqouMTKi3hBGnM9mC2rjsnLZ/5oadzbK18RTUUu223ATPXJeiLMuLX7O2vxTdPuGWLIFbdd+cV/U1SElkpSvHyLZIT7S/YxA5ltLJKsxc2MznhpxrlhlLbfw29TapPubqoiqehpKn+ZZI+VzFAQzCRlMHO99Ev0ocN3ha03TcbiTQ7t4uyuv/YRnO225sV/1aKxrZVAOmljp+k6nCTkqRTbQQKtM5bGlERpckwVKEvbXGSw1gTNGQYOXvu35USbV9OX4ZOykNnOYgO1N7cxhzpKpM8NNsZSdSHRPtdiQV726gDZe21+Sluaqx7iOS2KquSH1feNFUsUmsJPQ2ytf/qp3KxbPe3ddUCTyQuH2hBd+fY1OKesfKandthjR5+aWpIIm9UnX21bwNu9KE2viHZizZEzMaH7T9P8ZwyTGv03XnxxJyUJLQ+ZaUYjY6uf1U/3mpKTnZs5KK1OpXx/gPzleKZQTJgzeVN9kRb3JYRMcrZALeiOEmlzrYOuH6i0tyktuSu5eqnKpGSVviXClPesLAJ+lxN74agvlKIpLyx8fO7VdNyTcqZJEPxM/QNb+r16NHRb3/p62Kvs4cfXLT1bl4V2mVI+FayxkYzr2u53fxTjoiSWD2PeCeGKiPQPW/p6SaIKEEBbIqhCu2Yv6OBtqkaEpFza1S6NsWt82+mxi0k5aGjHBQ+S6NHe14CWe3HNK2rnXGKp1fzTTvyuxL39v8vdLWbdKCsvWIeExXJHbNQGvWpr4S7JJNUsYSSRrMlTKrZHp1aQ8EHs3VlgScbgah8oCUdnWOlDXaAomO8bqxu26uecHOAaxj6zqsrZhum4vjW907PTIiYLOikDc016k5nO5RlVHqwe35RX898r4QkvD5trhplsj7BaOenUk8WT06CjYJorZ5lzI0+nz7czwasgt8TbYPqJAPGgqsWlQ1wi8WJltpVnymLbsauzR9d/94/SiXhLFG7/eBty9VDjPH6FaHlnibbigPi+lxD34ZweMXn3/y3mrhyxmXoOnW7RXphfUX//dbr5n9NdFsltN9K1Nho5p3CVNAwhemIKYkcbuW7fFWP0u2VZ6GqjEDXvLVJN0FE8UbkW/TSPdOz3ts0l5PUoAGnIfHG2BZxJVWhvq1yApzLEjgWSXnoIwfn3OSR3XjR1DvbmUzxntt2ZO2AzbnbHBbVgbL2ls1j00POVUcqH16xPqWOezl7bTlFFcvELGGybLt2at2yrWhl64oCTzYCaT0FtKGTc7y77z1j476cfssoohm2hix+vD6yKiV32m2Yl844l8gdVuIfGB+ai/Zsjf71tiM/PJIuJyGJQJ8kLm3h2vtmOJid8pianG97nh5lLOO6gZDdv+X5W+aBkgFlwVXLDwfQoZOkSCm1RbVq9aisGWvcPffv5pLounwTL1cPMSaU1NVa+DSZ/1h97YOi71Krz/L/WsbREBRDtgVbEVvnV+za9IVLqoORdepz757V/Y3roVUqpvuxr5W6k63i30rT2Hjmnx19Z+QQHgggXVec9Oaghan9LenpFUfXv8rP6JSMQL+8WeLpRkWUoAC+CpRHKHW69oYZYnkTV0+ChqTLORmJTqk9CKIUJJCSh15y0A/8qEIIppdMl0B7O+MUb+e2yryOvS5PGSa0o7L2Fs1j5CH20Dq34mRxPYX1jFNUsQPpsu3YqTVneyhbVxa4I8H4wNB0cI4zRTRtXtWodADZiFN2zi6MnhiVKu4XdsNrcwykrnLzwBZLY2o0/OhAJRF+JW8K40m4MZlzLnMUF4ZiyXn87EL3MjpbnOGyqvEtVsKb7FGaCivz1dfWrcxtEy1NOSSVWh71ykgsgq5BWUWyZEfcywDdTU400alc3cXYoqR+ckvjUgynBCL6XE/fhiDDTrNEW2sKh2sLS59VzcBZ3JppKKs4Td9K0tgEBZDnrHwaJFHTPIskKYln1/aI2vlwzeHgToVnF0wx9shbRiTdqIhSFMBWgUpCPMLsW8n5bKjrdnJOw8V31ink4R0zNeiDBFLyMIgcDIEOGNqYo852RhPEXjsJ6EmrhHYklLQ3k3DsIcun3zHvmVvpAuRcrtKzUaDJEraQbcdOLSnbvW1dWeABu81GIKmngFa0do6dIi7dcwNZiSUts3r8na7O7E7BOdOmIiV+XOlK6/iYzdXsK24pXExhPImcunvcpE7VJEFDcgpRa/fFHmV0i1O+z7Czeos3z+sm4VqsGL5sTG9zvvLfHZeWbrdirfxQPqnU7uM/X5hH6YWkXA3KSrGZZbTr7wkRY93K1V2MSSV1jnhwsL/MW5eXQer1OUr3hrBw7ROx1C6OrcbwDdMWmn7goLVLZ2j4VpLGJiiArcQgUDKTQIw2RmBzdMf0iNLNr71qY8lyayYFI9Arb45oulERtVCAQA6uIaRTX9dt5JyKC+KsU9riuQEpeRhCDiUdMLSRQHs7456Tc9e8y6glkNCOyjmXx/oKjT/kzIc2kEO2cBQC5FKeUEeDJUySrfvYqVNLy3ZfW1cWuCdufJJ7CkimrXPsl1//JyapsHfKIHW8d6QaW3ZnHWoAJwtPx7e+iZ0bkC39hLbDxQPVTX1VJOGWpHM+kG9mzuB2S65MqzKK6vvtUMbGqZa/bhatHv2rld6a/mBGSlrmowN1PTCRMqB0rSip1PIoU3264DaGSZbM1L9tbyFlL88H19KpXDlaiDGlpOEuFotbFcnTTp8DhmgI5jiqLKxfGT4XbTZUW3Cmv3FlszgPl0bTt9I0Nk+FiKQSs2WrZ27fjCISEdimOdTks3HNpE/euqYbbSO1ChBOvAUNIR5VaWmo6zRjOyA+AjULjkrIwzByqCRJAp3tjKhKrsm7iLW8yyhElcTgHltD1UMubJhJTRMq4Kbh6738tGw46ixhm1Y8SKdWne0BbF1Z4M1fzBuB+p4COtHSOXb9sZh7t2mgnib3UY2flJK5ICGlZzoSKOtIGgltR3Caj18LE1ol4Z5TsToTTU7sWolOZQzbjJteVVlaXvxYXz/44uFxaUZKWqYmtz1FBsEPfvy7bhzZUGpFSaQHF02NF68nBQ52KJfQR1U8dSV1z1GP1dFgW6sNlrFJnxvp2RDOfK1ukGW44g+QjqMtKPRu7tIZC21lbqn6VjuNjWbedjB6xTMLy+tCSUncDKWiKp/hmkmdEeiUtxbpWqIiqr2hOGWo/qVDV7c3k8e9AYka0mx2+qD1Ns2jLeZhCDmIDlRNHxZolEArO+MG+ZkdsDlXFB3TBiUpaa/TwJIMmzTNzYB89+SgOI8WENXVeposoadZuzp3ainZripFoq0rC7y1EUiUD6TQ0jkW82HCktwsyPZlGaz4AVBG5ayAi0zaeexOS9F7MI02R6OsJAN+zKQUVLadKsXNvhtPwo29/AJQ9hwfs5WcXJk+ZRwtfPC2Nscqb/f99KrOkmwyePDj7zY6KjtpPJxEzG9WlaG8av/6bJq0UnvCrLoSaYLrpWCJBtqXq7sYW5TU6K26QR777dv6YvXMXOdZrgEagp8SdvIZqi24G7L2q2/Qj8pGKU7B3D06rfjKXcO3EjU2LiLfwfzuVjyzqMH8ZFKZFCWReSn9WLsXxyHTS3v7a7WLmH3ylpxucv2mqZlspVcS+PQNc8F0wMrjjEzsNWlIS7OThPMP7IqTQQ8/7HFaq0vbJsVgMaRtHjrKoWa2ta3hbWVnnCgEfxhCEDndTgdqSHqIi6z4cV9b+JxLN1A2lPRylrCtbIOEXH40wfVip5aS7f62roJuxqcgH5sTP9PR6uNLzSk1EpI/U1A6kZ/8MN2wEqhtjWqY+ObP7y4oI2XjcuxH/Y88/oYcm36raS3VX9RWoNgM4kn4pbeM4nPaJ5f9q3MZNTk5h8llolZ2x54po3FlqXTZlUHXxsImnVBqub/uepiuwmc1pWhty9VHjB3q1ybtMumF6W+r0+c6ol9sLF0gk4ByrvIUy6hoTEXjajxHXpcqMpMgjfpvJWtsNPPGG5AN4O5pcqXy4TmiSuKUoaqwvnTyFZfV8Ald89Yl3TyBiGI3ZJm0SKK1rbWSRg1JaIytyWUvwyT63JQon0Q8D/3l4IRQMJKKNuaoqtIbqRBFdtqGJVlJfK4qyhJ9iCYoaVnJk55QpEK1FNnDE2Tbs1NLyHa9/rvsVTb5wNadLgrcZaNKH3xyqkQro+8b5OO0Wh7b6uNLTcuZ4+Wlb+0RqgolPom8ccemuDUFf95h3ULJuXfPylGsgjlRsql5CDIuX12UUCGjN/7MqZB4Emsruc2qSjtLz2mRnJQ0C67vXEbN8tJncrimylgYNLZw7ROZp88dYGRjp2pCdc2xXC7phFLLcLYUrCbPKbQZP/h+tBf/NZC25eojxoSSqoe7Q0xNzdqiSZhHNpMa1ec6Bm0Iyghq+XvzOmBbuHDJb+YwaFkV7Hh2RpXGtP2E/rv+W8kamyAis5JoXpJnmaopnhhQQVRJRBmC1YwMG+SnXvKVshHonrdW6cZEFLvhzNeZEPS/pI6y1qouVuhVnkYNSWiMrdEHnPkIS43Rf5OoO+UtRzwPg8ihhhRz1NXOaFEEDzdyKEZVxZWkqL2y0BeGVSQ0RlVS2S5W2bqTnhChaAlTZNuzU0vIdn9bVxJ4GyMQUJCPnVn3c8+tPr7UtJw5TsWOP5QCFZtoP2S0pBp/ZnbHSJvk7CBPNYnBxltGhkM+cGzIyLg4KK9hdsqV0Vmfx9QQFBNuC7OETPNMXscSjMCJ5e1lws3zJVqkIZGklX/WzuGzjM9cJDBgF6Z7hNHJlGIo2nVqMIeMyTkeE9Z2xFYkB2PCyQGkg3LWMc3DBoY0E2H4qQoAeLlofc7xSZK+WjoIE04OIB2UU6N8zcfFYB53IFfVWuQkmea8zTv2J+XwjAGgK7PkHLtfoMkfmT42JpwcQDooZ8ajvWBvtdupXQouPBmmOW8AAFDDLDnHbgdS/AjJQZhwcgDpoJwGt49TjjRSLx20MBoNf3pue6Y5bwAA0MQMOcfBgdiTYMLJAaSDcnrMcRDhXvUp2kMzzXkDAIBaZmlDnt0IPLG9LBNODiAdlBMAAGBMzNZpFQAAAAAAY2SmTqsAAAAAABgnOMcAAAAAAALOMQAAAACAgHMMAAAAACDgHAMAAAAACDjHAAAAAAACzjEAAAAAgIBzDAAAAAAg4BwDAAAAAAg4xwAAAAAAAs4xAAAAAICAcwwAAAAAIOAcAwAAAAAIOMcAAAAAAALOMQAAAACAgHMMAAAAACDgHAMAAAAACDjHAAAAAAACzjEAAAAAgIBzDAAAAAAg4BwDAAAAAAg4xwAAAAAAAs4xAAAAAICAcwwAAAAAIOAcAwAAAAAIOMcAAAAAAALOMQAAAACAgHMMAAAAACDgHAMAAAAACDjHAAAAAAACzjEAAAAAgIBzDAAAAAAg4BwDAAAAAAg4xwAAAAAAAs4xAAAAAICAcwwAAAAAIOAcAwAAAAAIOMcAAAAAAALOMQAAAACAgHMMAAAAACDgHAMAAAAACDjHAAAAAAACzjEAAAAAgIBzDAAAAAAg4BwDAAAAAAg4xwAAAAAAAs4xAAAAAICAcwwAAAAAIPRyjp8+/OPU54/Na/++XAOYbw6vKIX/5uCpfASAmYYWDQBFujvH9+8+XvvxSD6MDi5iXGaYUvfw7OA9M+x57+GxXAHD04fPdtTb3n+79jPMOnOl6mPz8+bXILgW/c8Pz+yFuaBjfZX1h5HDzEIn3o+uzvHu/sVH6m3x5tWNF5eX9BXchbGhxiGnPv/j1thsd9nhe/rknwfmjwe/HmEWA45/+NUMCFdfWTOfYdaZJ1Uf38htjg3C7p92imdhfdm8zwXd6quiI5jgXMC4u7meTHn2ytCJ96Sbc3x866cD/b65fE0ZlNdf2VJ/4y70w8aoVAzynh18occhR989GdP4r8LhO7f+mq5TNfj5aOmcuQKG57/tmfeV04hlPpgjVR/jyG1+DcLxk33zvvnqBfM+H3Sqr7L+DK9RE+vmahNq5OR64eGhE+9JN+dYXITtjTP67a//1ABl+30qoA9ihh78+dx+zjDiVbzz+oJ5Hxypza23F7MaXF76+cbGixtn9eAHPM+e/2Let944bd5h9pkfVa9qyEMxtwYh35fNDV3qq6w/g2vUxLq5+oSaOMFeeAzQifejk3O8+69eahktfWiHk2srL25sfD34ZMXLhTNDJa/r6V9jHqpKbc5Usz8pxEQufryOrGDKoCF3oNCXvcyU9Wd4jZpYN1ebUCMn1wvD9NHFORZFmeI4iuAYjcdXZiIUWsxQhdflQuISzffxrW+k4Im7KFyzH6R7aJ36oIw9dSerYcITG7X0ZCWZzrTks7nJm3jB6n/VMGS5YqkPk9agDTmV9oKdLjr1ZZH6qlTF2vX6WuJaMazwy/qTplFmx17icVWDdXMx6hNq4uR64Wmib+bnol/TdHGORVFqwy5ta7GvYgB70Ua4DZXR1pVqXHb31W3BMRqjX6SFTzX3H5sY7gavK8V8a2H+ft2MfTV7+2t3D+XveqQ2g+eLctvvSgVV1Y4RdVbFnVIPyNSm0KKSdKZv6kmIrHx4okigrp3XliiipRMpS207HajGO7f01kSavDbHZvewZud2ziLlVN0zpPybUtcMl1a5ITuaDHKOrI5yMqmWUrRoQ1LflNrjfUqlil9G+rISzfVVq4puvT7YGhVmo9gi4lrRXquFWkmW9adeowLEoTx+klD7w3RzQpNKxBOq4gR74aK17E1OB6Rdj9+kT0W/NhitnWMlIGmTj/aMXMzLOwdaOnumtViOrn8V6u7hl0ZwEtOjbv5q34by6MPgmiRVYVwUxr4EdkE98LbR79WVXR1to18/vzvUktDwiAZ/7s3cwUUvUmnzbr+ImO9s4FW0CErzrDBt2e0RIvvPY4MzeX4QVSaitt91O15Ltk8lZ0Vt6Zi6YOSQqc3O7dCyJ+hMv9STcbLSi26mIrwE9vb/L2/XmkrUrKWRstguobd/Wd9OB6rxzi29JbEmf/+uMcf6v2/eXFUXjn77y/5HkVN1YVD5N6Y+rN6WG7KhvqJzqJyocmV1pM276wWrpBQt2nA0G4eWzUHf731KpYo75u/UgOPm+oqpYoaRdpiN3EGoCVrRWqsNjZKs6AgqNEqrU+s5vyG7OUNdQRISqmDI7HVs0WnuTQttH0cnHjPpzfrfUTInSVvn2Ak9j+zG89LZXDWise12tPOTa0vhfiZXMduXN15cXTHbKhuQYKDcEF82kHoOr/jUP5mD3YF2BUcKbsy3ahvZwCuTqub41vdO80zZZUUsPiMizw+iynKiPlcdbXZ4RRrG4s2rZ68td05do2yTHWtqTbixum2veuI60yv1NnhZPbcVsXX+TaXn9zb1xXAPR2OJmrU0UhY5WcmbOSUQMeJt5u0a2+kwNd69pbci0uRVRZgOz+7XXlhf0X+/9br5n6ZsVYaUfyz1YfW23JATDLIl6+eW7unbChpbllK0aIPRbBxaNgdlP61HZYspLTc55831ldb7qJudtK312D2/qK9npyzHtaK9VmuaJVmlP+Ur7pSqCjpHmrXq5jSxgtTRLWBjor1w7s6ie9NK23MPnIhJ/7dPvzadtHWOF659JN2bUU15md14gXW4ZAfiC9feN+OD4imJix+vj6yw1EP0d+22SvlWFa5iwiG+jIdWX/ugY7M8ec69e1YL0HkMoUhf3FjRa/dScGX71Gg1nAEK7alqNvumubpDW3b3xXxEZ0ScYDMKorbn9OWnhe7ftTmxjapH6gp/s9WE0em3TP9tZmdDanWmV+qtcJLZua2Kr0/4rp4WSi1RBcll0V2R6iSCsfvR9a8S589i7XTIGm/f0odEpjq2zq/Y/doXLqlmpfMvlKzKoPKPpD6w3pYbcppB1qXwt+VtjkRelqQUF+xQeJlEmlJKdXj7qTxjU8zRaO0N45imOXb96kucla3Rv96ryFsPyUNCKq21WhOVZFl/Kq4cfWdKEZ5MJV5OI0N1c5rGgsQTqmJ6euHwznr3JkHbCw+chEl/Vf5fxcC2blJ0iTk2FEfbblizeHOrXGA31pHN/gujJ0ZYm6tGvxOQL4aDPzeHnQ0+pJ2YeI9ER2EqcKseVUNbW/DV19atxIxG+mbscKIwx0773m7r/Jup4g1rsyDq5dPvmPcseEh+/0XlxFrkPqln/bfc7OxvNl0R0Zn+ZU9GcqJxZVcc3jHScN1MtEQNWtqmLLvWvmgfXZaoRgd3Cmt8VcTb6SA1Hqm1oWhq8q6kS59VjmEUBVUfVP6x1Mekt1lDTjLIzw7+z/RSqoL8iOX+A9Pp+l65KKUEwQ5DgnHwxKvDdc9XvZPkqiApzjVaX0m9z4NHB0qYYS3n43rjWtFeqxXpkix267kr9smrK59mT06LSzb07uYUSQVpSqiek+yFK6rMPa1ybnU3ZvwLD5yESR+oX5sm2jvHTkb50Xau/B43rMzfvHr8na7apXvJE0gSKR+e0777t1XTYBZh4donsm6og2D0csNsuMgN9sWtPvx3x/Rhbqxmdd0NBJ2BMHop4fDqzup5zQKl2pQUs8yc+dCGDUg4lP/9l6J56pC6N/ReE6RjLlOnM33K3hI/R1LVV8k0W0KJ6rU0vSybozvGvohpW3vVri3mdj9Uk9JOh6vx9i29JQ1N3pe09scdiqo+pPxjqQ+ut8WGnFLRwVqnryDXa/peuWQQ4oIdhBbGoUV1BNJwPUgS8fpK7n02V7NvuaVzieuNp9JeqxMlWe7WS1dsL5wLQS4t/TfQt5tLVol0fz3kBHvhNPfGkWD8SzowAZM+RL82ZXSeOS7glo1ydVlsyVJne0dKobfO/y/ZtrqdAdnD3QiyiKqhjSAOSVVSm1jMk8FNPRZ20hikxT46UEYh8MlklFbtDOnlUbvkpPcNtN0AKykGXNiwS7F6/chNwNS7Oy1S9+uDThN8xxzQTmf6lb0ZJ5lwzkaK4DrdpBKlamlVWZr1IYx7riGpnfav8a4tvQM1wnQWuWHlrqzqOfrIPyH1HMPrbUJF+0z6VXIfoxx8sSiltkXrSFJTalkd4SR60IN0CHysrq/6dp2FKITtyA1O6qaBy6l00epEoxRFeuFsjvaZ22KliMuwfzeXWJCmhOo5wV441b1J1XZ/Z8BETHr3fm06ae0clwYltciO2up1vS5Lcq5ZKpnqcJmtVRsxVubM11kI0cz83mPFWqFrsZrVlW8zidlNGKMHP/4dTk6o0ZhSO7c8qqSk5V/12AypzYzCtlyDjE2VJA+K5imgdequw5B7XIx/PU0606HsLXEmLCu76GFmZdqVqFZL68viakdRpQ/dNv9WtNMha7xLS29PapPXG8Blr32VqhvGJ/8gdSEuQ7vtJnY+QKkhV1CsaJkalHVznbdAXV0eaqVUoFy0xJxXk9SUkqujNK1uWu7i9mZdD1JLgs43qWLYjlx1qGcWw2HTWlZGk1anGaWy/tRplPUF9eJ4FvPagqpSpHVzLfuLBnE10D17jrZ153H3WOUsuzfpxqeqzU7OpHfo16aU1s5xeVBicMMXP2/vTmF0QS156leFGjDNUmSqxh/fvq0v1syW+UG521ZSjc7nqcyCN38cD67NuwGoTdQsSbh/afcrvwNUBoJqcHb30EcU7Tx25/Lobkmk5MaXfXCLMj/ua18w1zKzeKbWqYd9s/qKMbXbl2XcWTEcr9SZsZfd42yQ4PcsB1GMbUtU0NJ4WdweZJWo3dngkK1Fe/trSl3r1nM1ie10uBrv1NI7US3MTOw6k7qwtVNKA8o/mnorGSr29r9MCCgPSDfI+nA3ZeXMf5Uy+7XRGtoKtnXODUlNqVtzkJar5PDpG+aC8SqUf9k0idWuvkq9jxTH91ZhddhZNEM0lbbCV7Q2SnV4X/B3tzieaUt+gaKK/t1cYkEaEmpgCnphk7RKV75Scm96Gv9JmvS2/dqUckr58vJnEq7y3JEcGcGSnEM1npwhVsNNG3Gydf7NVhEn/ouCTT1rIcq+uIzlyZmeCtzhPlKc5o9joiLnIh8n0spSKGuuzeum3klTlI/F/Ev+rsF90ddUTf0GlVvOTMfUXfV5CvVohRDVmc5lb00pw9pc3ghmfeIlWv34170GLY2UxT2/ShQ+lWKjK5LQTjX9ajxaa0NQ0XAUPrfSQPIEZalQ9QHlH0s9XW/FCjVL0j0tqMqEig4y6f9lk/MfK6QULZojKefVpBiH9aPk6nCW3CFfyaVSFE6BxvrKMhbiZVL93aoUo1rRWqtTJJmZ2SxLFRrlO8QsRbkSZKCOChFJLSR2c1vPUwrSlFATvbM3QC/ssHXnKk7SbWF83MdBO3F/Q2MGcvhUOkvmZBkq5liNX1bcxkmDKnnpcB9/3l7bufRz7551Z1LqupGD9JYXPzbD1mzUmKG0RM/hl7U5j51f8UOx5o9jIjsdT6MU2h+dbU9gye8O9pgTfGSRQslHzssUzEGeCZrnasRvelj44G3znMIqqov6r8xMx9SXl7713zKlNpXlTptyShLVmc5lb83y0s+Bhms9DD1jRbxEhfmVopZGyiIKX7kYYuO91KvY6IoktFNNvxrv3NJ7UBTmhUv5SVBd0tAgVKj6gPKPpZ6st/ILZJHolFJDTqposSFBtt08mY9AqJBStGhCWs6rSTEOLarjzNeZKLScxcAuL30m3Yq6WNUKAtrYmaIqynLr6qK388Z6VKQYTaW1Vrczs5n+VGiUXTE3L0lRtMXM5kbo3c2lFaQpoSZOtBdOcW9aaPtYOvE2Jr1lvzattJ05doMA1Sa7lM0ONJVoilFWcDLY8aiyBeEQsxI97hydRMWhMydErxqn1vqTzcdUzlrlSG/IjYh57/ucNjmff0QaVVNuU0NZfxI0aiBtgUmBSW9Da+cYAADGTM3a6CCYBdYqt9Ul2nHuwzLOnM8k6bEHs8UsOP0AXRkurAIAAIbBLZWOw780K8U7t0tb0IY5pm2cOZ9FWsQeTC3KD3586q7bUGVxB+RVLfQDzDw4xwAALxMufNOcPOC3tx9eMTt+RtO9hXzmcD+9Fvy+xozyaC84uMmdSJD/lRmAuYGwCgCAl49g93oAYeIDIwcazHyQiQSH5FlsPuIDYHZh5hgA4OVjbeXFjQ2/TV5RcQAL9CX47YbZxhxVEZ5/gmcMcw0zxwAAAGPBHunArjWA2QLnGAAAAABAIKwCAAAAAEDAOQYAAAAAEHCOAQAAAAAEnGMAAAAAAAHnGAAAAABAwDkGAAAAABBwjgEAAAAABJxjAAAAAAAB5xgAAAAAQMA5BgAAAAAQcI4BAAAAAIRpdo4Pr3z++NQ3B0/lIwAAAADAeJle5/jpw2c76m3vnx+e2QvwEvPs4D01Uvr88XsPj+XKDFMe9U3nOHDORqel4syVUgEAwGBMr3O8++eReV9YXzbvPbh/V3WBf9x6+ZzsuSn40yf/PDB/PPj1aNZ9NTfq+2/Xfq66Mg1MZ646UyH2OVIqAAAYkKl1jo+f7Jv3zVcvmPcoTx/+UT0J9Ozgi0fq7ei7J/M5PzQ3Ba8tyGh0bv21Lf2+ePOjpXPmysxy/MOvZtS3+sqa+Vx1ZRqYzlx1pqI4c6RUAAAwJFPrHD//bU+/bW+cMR+jSOf34M/n9nPGX//Z+aF3Xl8w73PG3BS8viCK5aWfb2y8uHH2Wu9lhJNGFHvr7UXnkJWvTAPTmavOVBVnfpQKAACGZFqd491/9RroaOnD1Gkr1/m9cdp8zHj613xOGDvmpuC1BZkrRLGDEUv5yjQwnbnqzJwVBwAAxsmUOsfi2KUv6Urnt/jxerHzc7HLiX728a1v9B4d/ZqJrUhzU/D6gjRggqr160pVYKyN02i4oRO9BOVGLFmllK9UYTaTfb5/Xz6OnfpczVoDMaQJOZGIBMajdQAAMDl6Ose2zx6mG/COjnICvrSO3crpxCXd+48PzHv97r0UP1vvXv/9upm/1Oztr909lL9bYyUzyGa4JiGPv+AnXxDxNop1oX2UizqoWrNzO5/D3X31lbUf7fBA84u4R7UUI57dUQY5lzRVQ2pLKiOWoFLKVyqQkcPxk1gtREtRvKGG6lz1aiCZTMrqlJirpDqqolwc+yhRKnlO1UOMImUZbpZAe60DAIAppLtzbHqXPbtYqdi5HbovtiNMn+jS93tHZzQ62DF/RwOOpYfLvntw0Xy0L+OXuI194mdnsz5F/0x1e1/t6yDd1ZXdGxsvLi/pi/vP+82NZZvhnOtfcAucx1DjZNQJeeIFP8mCyFaqfJbu3zU+is7zmzdX1YWj3/6y/zE+ym3jatsSmdfP7zZPSB9+aXwaiXhWT7Ay0RxctIVK05C6khqkUoLI1/IV55B1mZeNlsIFdufPZyidalKVqz4NRJcok4mqrOtfhXqYmKuEOqqmQuyhUrljK0pjD1Vkq0iWZgmo/LTWOgAAmEY6OsfKA7ATJNuXVR+wum2vOuTUJN/ZqE5F3J2CR2VRfpXtOJfumR7l3qa5PFp863X7RzfsEqpEsho/WyWUzfrs/BQ6H8e3vnfd3id667qswyZPXRd59vwX825iHMM5zqPr3/t0fcFHo0d7RZ81JuR6Bi341BQkrAv1QJMNe87AwvqK/ttpy+EV66Nsrr4wJUrCFVNHPDuXSOf26oo50ECRpCGxkkpZgsjX8pXjWz8FDlmO2LGG8VJUCFPdaU41CanKVecG4r1GVSO6gdvBTKiHabmKl66OWrHbFM9l10MOr4jzvXjz6tlry80S6KR1AAAwlXRyjnf3vQfwtXZfTr9lervSVirdlyt3IZjgObr+VWE6Wflb3jNesae2rb2xaN5jroDq1d49q7tb1zsaj8S/zNOkQ1Wek0/IEfy8yNOH+8Z3dIc6+QKmnpVRh3LvVLrBOqzCnbR6/24uP8UV2EYhT7zgJ16QMEsyg7h1fsWeM3Dhkrp5kDMHFj9eH1kfSHJrDzS4dCZJUI0l1biyZFRcOfrOCHn7/czHEj8sldpSVAnTzZuuvvaBF2ApVz0aSOA1qgxoFq69b+Zc/ZHDibkS6ktXR73YJcXXXzHqFyw+ZFptPePxmQgAAJg6OjjHWW9nPICsOw8mZhzShagOxq1Cjg7uBDOLWZdzVTxj5S7LimdKsKzBrYraicY89jiz1dfWn9iEjPtVnGpyKW4um17wDzvRtXX+TSlgByTdV0ZSQOMciAQMu/sy93lVJtLyR5glCXkSBZ+SggT/cusSS59Vr1mLSzp6tNcisEdSWRhZcfncCikakt4uyksiwRUR+MqnQQaS4pIVkVJUCDMrWsUcsM9V9wbiKmvx5lbZiXQrS4m5ipYuQknIPsXl0++Y92xcJ1qtWo0ddEUl0EnrAABgKmntHHvX5J6bqrn/wE8M59kc3TFdiHQwa6/aVeZgZjHX5Qi7f4sTlkyD6+CWPv+7E07pSV/oJoqcE2M6NtlPo+7sEy/opvr++cI8TS/F5ma2ZOnczH3aqIBc+GaikCdQ8GkpSPYvrzN1vw6zcO0TcdNdBHOys7J6/J0uZpZbIUVQKSV17l22JFK6YjcmFoJ9S2EPjdSVwj08JzrX3HLLPoVcdW8gVQ08Uyp5fmquLPWlq6Uk5JJSnfnQhHK5oGcX2VIa59RLoIfWAQDAlNHWOfYr2v+TnsxNsYSIr/PoQLkL5cmVbGZRupxwVslNvykqprIqObxjMpDzJxzNOaneS24iI82dx7e+ie+gr0TS3TsyvfLSPRuGKKu3vu+XuU8XRuJJEvJkCj4tBfE4N6VxOVt5KhtByK9yViqD3TPEWzLFzHJbR4WgEksaRbaOZZPNfhOYItYiYqVw+9IyjzNobum0aCAS2pv3cQvDm9RctaujRopKNRpd2LCRHjriyC1n1fvf1RJorXUAADCdtHSOXayedN5uW0we6e00qyvfBpMrxZnF4oyO6mn2dkaL25sFHyuJ0uK1QrwuTVVOHvz4dzi7s20DXqVHVJnRIbZVj23H9mUfMWI5uCgT6vnrpRDMRiFnTKzgJ1EQp0sxv1CfbFA83uHM16pQEkmS/hvaddEamlpBpZXUzZhmlK9Y7OhFL99n8fqtaCqFk7NtbqOt1WJzq8vVIA1EjhkpBVpEcxXQVLoypeJUKZWsayk9OSiOcwISJNBN6wAAYIpo6RyLO2ui99yc1vZlmSxx85FuJ7jq/+zmFYfMLO7tr1UsO8qJCtuXz376hrlgfGjl9ETmbp1f4lJXPZZ7uPuXngTKbyGXiSLl3t099BGHO4/daVCqaPZ4h9ZxjSXCJ7iENMF1t1m+EILZLOSJF/xEClLGJR18XZ+FcvFR5cSzO2Eg/bdFKqM1ooJKLGkcP3r53S3fZ8HcFTEGddTGnGhMfsSxU/n/9m19MR8pnqeVnuRwi0U+XMGdduJieTNa5KqxdF1xkRU/7ivXPD+kbCuBgtZZffaDt8JHAACYOlo6x25b9/WvHts5rW0dzOq6wB9/146s83X8YQKec++uuLA8swNPZmtsiJ6ZLjIBAOfWX9OpGB/64qOYW7O8+LFLXXc5pseSWR9xWVQmC1Oeyk9fcQfGKc58et547SagUL9M0VS356aIOlOYHpMOuBi566X6wHS9KUJWTLTgJ1QQTxbH7J0Ye3P2ZBMA6jwPeRn3Rf839SyLGgc0JqjEkgql83SDKxcu+XV5/RBzCkf5JLIINaVY+OBtXQojOiMZU33S3CrO4PO56txA/MEUdjxsq0O1fRuTYGmbqzaDhBwlsQfB8Qo3btSER4UYmiXQrHV+ssBS+AgAAFNHS+d4eelb20koVB8mgXeuC7T9t/g6lU6tDcuzXb76eObr7NwDfcixbHBZXvpMHDh1MerWLFz7KDiEweRKnmNdlvzGf485/0tWSM+9e3bXl0tjTlyOdPxNSEeb34ekkEQLJ6H6iVjV9eoJ3QQhayZR8BMuiPOcwhXwC5f8zieDclDkyWW0H1b/3wx/0m2dAxoRVFpJXSrZkWHlK7pRqCebl2RbRpvBYQs1pJTCD43UQFSqzw1O/Ax3RT47N5C1ldzZJrqyii26Za5qS1dHqTgVSqVxO4YrG04bCRS0zo6R/DJa4SMAAEwdp5QRlz/hBJEfSlDdanQwMN3MakHs75goj6c01z4gNuJCec9+UFG+UuKp/WGRxnscA5UiIVcnQdfSpRdHa+9ovDoAAABTD84xwDQjYbhb5990s+kAAAAwRtoe5QYAY8KErt51W74s7rjD1A2FAAAA0A+cY4Bp4tFecI6BO/egFPMNAAAAY4KwCoDpwYbVFpj9SHQAAIDZAecYYMqQTY0WPGMAAICJgnMMAAAAACAQcwwAAAAAIOAcAwAAAAAIOMcAAAAAAALOMQAAAACAgHMMAAAAACDgHAMAAAAACDjHAAAAAAACzjEAAAAAgIBzDAAAAAAg4BwDAAAAAAg4xwAAAAAAAs4xAAAAAICAcwwAAAAvM4dXPn986puDp/IRBmfGJIxzDAAAAHNJkk/29OGzHfW2988Pz+wFMDw7eE9J7/PH7z08litdcRL+b9d+nnpwjgEAAGAOSfTJdv88Mu8L68vmHQxPn/zzwPzx4NejfjO+xz/8aiS8+sqa+Tz94BwDAADA/JHokx0/2Tfvm69eMO+D8PThH4PMuZ4g59Zf29Lvizc/WjpnrnTl+W975n3ldL/nTA6cYwAAAJg/xCfbenux0SeT27Y3zpiPgyB++YM/n9vPM8ny0s83Nl7cOHut54T6s+e/mPetN06b9xkA5xgAAADmjt1/dUzFaPTO6wvmvQa5benDIZf8nV8+O+7gGPnrPxOesfjxemNFTBM4xwAAADBvPP3LhjREvF65bdhwWHG4Z8kdHB+uImYppBvnGAAAAGYUcx6FeV3Jb7uTbXZVXu/9u/KVU5/vf2lvqw6HzR5+6vM/biWfZXH/8YF5b3YH63Jur7dIrp5a4RRDot3BFEog980Fe8Opu4fmUy+kInxI9+6+zdI0n+x26sWNDfkTAAAAYEZQDtzaj8bx8myuvrhkQ4ePb33z+/W90db5N39+N5y+Vf7ing23CNm+vPF1wYlWPtxt6+NmVNwWUJGfgPC7jTmXHPqcK1f+4iP1vnjzahj+6wqSfTFHShJypVBSffG0ld5odWX3k6VzynX+at+eXFFi6d6NlcaNjGFFjOSxjlLtTAvMHAMAAMCM4Z0/5XS+uLG6ba9mSNRvPuDYe8bKpVPf2ri3aS6PFt963f7h8P6i8hT1nW/eXNWfdn7qPNmZRXdEcu62r5mcK8/SesaKo+vf+9QDF//RXmFWWJGYhA6JVo6vKam+8+qKOZ5CkT9fYvn0O+ZTJ3xFPL/yuXjJXvJTu2ER5xgAAABmit197/yZ6djTbxnnNdsA5/y/AOVoes9YJjvX3lg074X4h8Mr3jOWqdaFa+8v6ffGI5PPvXtWe9LOxTSOqX+56dVozgXlTMuca4ZL/f5d5xkbfpGgXkdqEosfr49ufa+nhOVOezyFKrKTnjvB48zXWUHMS8oYnTbOKmLntsrz4s2rG9M5VVwA5xgAAABmiMx5lUCFZ0ffVcwTK7Ip4acP942jqfwz789VH4QsPx2i7twqhyscP4mFArvfzqjcCJiQc3u2w+orI8mw8dEvG9fcsrvvoixkPjs//5qcxGhh9MQk4e/0yA01exklyiLBM1bIozTbl31YyOEdMx0+tad54BwDAADAzOCc16V7Ltb2/oNSRKzz/9yUsPODN5ezsN3dv3PzskLVnSrR5CMXGjYCpuTcJfTPF2b2V0f9upsNx7d+0r7v1vmVa8sL6yvm2v5zH+yRJBzL6vF3OonsTk/TCR67+6fSPeOsODqawrvgfvgxtad54BwDAADArHD4pfEat87/zwcquKjcemT2NJwMdjOsitxRFZVHFHuPOforem5OtOKXR5JyLr713pHxaJfufWJ+ne71VyQaWBz6pc9McIILC/EkJSEOq0kiuzPA/Z52CQnFTvWMFe5RkmGDZLIw/JgqcI4BAABgRsjtVzNL/N7HDfATlkJpItnEHy9ubxacy2ru37Wxv5WBFtWUAjxScx6yfbnggx5cNF8pXveR0K2TCH1Wj/s97cLxdtYzXl3ZTfaM/aMCFzyI/C7NWE8POMcAAAAwI4iba4KJJfhVOYtyIENxa1o1h/bYhO3LZz99w1wwYQn379pzf2X72oNfj0ysQnZeRBAyW49zT11O9Nfl8OC2OQ9DgcPzIoLr58QFd5HQrZOIToQLTx/+IZ7x+/+tyYnI9tV8HrML/BBE8nqYkUV+TyM4xwAAADAjSIDB0fWvHpvgV+X8bXy95jzaH3/PfthC47zGtVeNg3hwUftzeubShsCeW39NP21vXzl8Fx/ZEFh/MIW+eCpz5uzJDzGWFz92OTG+o/66zJu2y3lhlvrMh/bUuUIIsn/mA/NrHe2SiO2Hc6HM2ZHJSibFqWiXdA0XtvS5Fk4abs74RsIw40TBOQYAAIAZYXnp2/MuFkIv8Vuf1Xm0LqLATake/faXeR+d+To78EE5Z+5AseWlz+So48BjW1vJnQ6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cuj0RQGsS2mve0/brfgKpChtA9bt+uG7r62tzm2INDPSHTaCqc5u5ES7S8dpYx3il5ag1unOy5EfgZArQyumWIeSdm2Dx0E2w2Ib6+voEqPLFtqLtiptl0dU63oeB1myhA9LWmyzfOwZax7v22/1NAVPAFDAFTAFTwBQwBUyBI0yBLAORtFk00FoZR2t3d7drbz8Ylr3WCSggBFBgkCy3eHf5tGWa9nwdjBaKaZh0LY4m7mEfYOlA2BncsyNPgQRARUuF4/QTng4CsPQDKCmsrOOGNwJplSJ5N2zuPf6eQgRC2hwAFoDqL4456rD3gkO0Vhygw59UCEoPg7S4Rl14MRRSHRS0xht+adgC0Sxyncb9wzC3GxIrm3qFYxgPDjA5KQ9Bq89P+UeyfyrUl1SiDyuU4njH+tznwXkoDtHwZrwZFiqZOFqH1b+IVBYKHxAD9Pg6LeO47LNCZgWt3PCK9bQOsVfRlAS6wtia2/yMbtd+vOoBWBnHtTbh+i6/ZNOdmbaMqflQFNeAbbdQXVJHK1Mj4V1wIaEqdWTfyckrvvge3asEq+MRS7mUGpUGrXEfU6gPyFrPcv3FCI78Ylpk+XdE2nqjfWSp8ki2w1ITiWnuN5HPtc2wJnLpWNpMAVPAFDAFTAFTwBQwBSaMAlkGImkTn2WAVOgZcVoLpXusnjNS/iZy6ICuri63f3+bgFbC1YaGRvk5UUGrDuYVtGoczxgApq1rvYClMWiVJfLqgkzEZMwN+vHLIFxqfTFoFadetYR88NDMgxq5F8FnBtCKlckSdkLuENhpIYhBBuHds84hFfj/0YPW+DkjgVaFeoWAQ9y+uHwcWDrkI48cRSuAbi3b3FJj5GE0oLWYg1XLsBJtP1kXJddSVvlDwiiEIisEWjV0QHyvQnA11n8k0CrL+gO0kroOkJ1FCzJzusFxO6l7HrQOud4+QlWGB0AMU7SP9oPtrqOzy82aNdO1NDdWLEZr2u+pLKC1mmUZgKyuCiBgJWjl89mPsm86cGC/Y1/Lz2bMgA4tLWm7qdTnG2g1R2vqSjMOFxhoHQdR7ZamgClgCpgCpoApYAqYApNPgbQD2LTnKzDIMvhPqj1RQKtAt4SdcRgsSYAx4S7pQ8Ud4sAqVfs4+G9r2zcMtNKFVQi0xo6lsSibUmlL7gjPZ+ryW4VFTJMuz80a97CnH2AEtCiOJSjQBACqmjupF/ChCmCCfa+vL3K0ArQSDPIl5Z0DreEeBK0pXFlS/DUe2ubCD4T7qnbEunooaJVtuhJ1p5DbLIZt1C6G1/p77jkBxsWbRuk9Y0BaDNzxnAGCVrzUJax6i8sSLsgkaKX2UBQSpHO0FqpXMaBP5onpiPUpVS/180xtIOxQdAho5U0LbIbFgKcxaE0+sxhwVdCaDLuhcUKToDXL5kwDqM+9Um4+xDHDAvD+Pb3YGAthBHgQsG7dutXt2rXLnXDCcW7u7Fk+6HAFjrTfOwL8WQYhfVIvE+1VJ2DkOwqTMAwbwPzEm8UxFAuvZT/K8uHfr7/+utuxYztWD7S7NWvWuGXLjhp3BXIAP8WTKhWjNUvbSVue+u+IFNnP3A+kzU/c32Rpe2nydLjPNdB6uEvAnm8KmAKmgClgCpgCpoApcEQokHbAk/Z8HSClHbwUEm+igFa6+RQvxJup5KDNYQKthACdnR2ykZO6Wrn8NQktY6gmTCjlcu4sFTsGrVondFm7Osb4vqY3a9xDdbTmyiI4WgWyqhs1ygDLUaDhIJYIA7T6TZuwbBigtYZxWglaGVM1Bq28p4DW8pUQ8MPNhfBTNt7CMweGsAxb4G6AW3DM5eGuP08QV/ScZNlpm0iCVv07GZYhbo/JEAEK7jSMgG4IpOBJ78lyo5t1EBbA3AZaoc5TJwHn3FgobCxWBcBM7euqagS2Zj3iPGnd0Xvp7u9MT6VAK4oQIK+Ao5VFps7W8Lvozhc3HcsYOiDZTqlB0tHKtp6lPauj1W/Whj4BdXUAdbOru0faQ9v+fe65555zzz/3vNu4caN75wUXuNNPPdmtOOqoimwGlbbOiKM1ajilQKsvH4b0yNdbasl4rWwPDBmwb99e5H2Te+CB+922bdukTl911dXu7LPPTpu81OdXGrQWmszRviPuQ+L30mQq678j0j4j7XPkOyJl0GEDrWlKxc41BUwBU8AUMAVMAVPAFDAF3gIKpB2IpD0/OSgbjaQGWkdWj9BF4wvGGx4peImhXOw4zAJm0pZjErTyegJWgXZhaa7AuBBXNito7SPkiwBLztkawgYkHa1kmP0Ann0hFqPCQQG+cPUVAq0ETzXc0TsjaJW8A+yyrLoBcvSZjYA5kv9q7yBMC1r1PjFYj+NJxmWWBAq8VpdJ68ZYMaxXpyjvJ3ErqTGWlxcDrepqFVdsgNwErUDJaatO7nyBZXi+AkatU3wGy0shfaVA60A/4/aOAFpDymUTtFCeNbhgrEGrljHLIito1Rit/Vw6z7qN9jKAcu7pgaMT723evMndfscd7uGHH3Jr33jDXff+693FF13kzjr91KKhSTIXdIEL08KvLKBVYrRCCMJVakm4yskr6su69Qby/eyzz7h77rlXJrSWLl1qoJX1OiWYZPFm/XdEmjqVtR9Imx8DrWlKxc41BUwBU8AUMAVMAVPAFDAF3gIKpB3wZBm8ZI0bmJTfQOvIFTJ2NeqZw5Z0AxjoIFfPjZePj2d1j6GYpmE4aMUydLhHNaZssbiypdI4QEdaREAPWZ6djHeKG/Yi3ADjsxK2KqzkZlh0tVKfeOm96EXQiliWqUArGQ7dlsJysEwbAKurp9t1d3fJ/XnfpqZmR9gqy5QZ0xRpkxitAegmQTm1UMiWdLSW0in+XAGmgta+vl5JT21tnaSFZaE6EHIKfCK4RuxOQtQ4xII4dbFZUgzWRwNak866GLSqm1Odt7rxWzJUQjlaZHGy9fUC6pcBWgdDmBH+qENhwuA77CgWMkBPogaF2qkCZ/7kETuQy8nzsDqAP4ZQpn2IycpuopYQnVUvLL1/88117jvf/Z67F5DxzbVr3cc/+Ul3xRVXuFNPXoMwA35iYDyP1PCL+WH6g3s4GTZA0xpvlkcrL8MHHDx4QOp+a2urnMb6xDr/5JNPugcffNC9/PJLAlmvv/4DbvHiRRKndbyPEKUi1WPYP6XZsE/rEH9OFkdrsYmmYkJquJQ0QhtoTaOWnWsKmAKmgClgCpgCpoApYAq8BRRIC1r76SrD6K3QAK4YeKJTSAe0o5G0EGgdBn65zDu4kvgjNtpwvM1d0iX2pS4nF5DgU8RzD+zfL/E9p06dJsvGCY1k8CmuPMTwkxB+XFebz0Vu0+1o9+1D44AOd74xUqdfoisLysPScb9ksUYojFdXdnUPQg9zaebfzCdEC0Qu8ff3hI7a8zehDp7ZBfjAvxgXVMqmnBE50yxiDS9FWXYMGOF3oae+dNZxqX7+VOomS+TDpfydm1Z5KOZjelYjoerIY4xIOVK4RkWzoGkuhYld0Qs5WsVVS6dm2AyLCa/FsmHJg4BWwKewFN7XBeQP5CMfa9WX5QDO8fVON+DyISwFiDGfNcCmgbJ1dXVjQ51O19HRIZtHMdxDS8sU1wzY2tTYKHWNSacMPgusfyoGY8r6Jc55kKBl7dOnSuezX6yAfbnw/3qxVLwXLtseBa0ArI0ErXT3Ik99iNfZi6XkXUgzbLeutqVJdKpFvuj+9foraGWefVtjfFxxKyOPfKU5khM7muc4JIJvN37JPH9KvWLYglBXC8XlTaZBWl0Zzry4D4odrewTCcP0p4d8w5/CZ9RDn6QCyefGQF0BcBIA8W+Ncax1IHdOaHjJONJxanKaxGkMZdzfz0kP1r1qV9/gIeq6tR603v+734mz85JLL3OnnX6aW7RogZR/U3MTYpUuczNnzgKgbJG6ypiuu3btdDt37kLs6L2SXvarnExYtepYN2/ePAG7mzdtdhs3bcjVZ7YXtgu6oufMnePmzp3nZiMe7ObNW2T5vg/xMYj7NLoly5a6ObNno89uFb17e/oElG6CA3fz1k3yXlNTE2DoDLdgwQL8nCXvUWNO9Ly57k23Y+cO1432yJmTAfQBO3fudNOnT3fHHHOsW758mWwqyJABdPM++uijiM+6AzFqT3Qf+9jH3MIF813rlBbXieuZjw0b1kvTYx56GHaBsYnRfjhZsWTJUnf88aukXfi+b0i0XLfuDUlLDXVEWmfPnoPXTNGysbFB6uXeffvw3J1u85bN4jxXuM5zly5dgvTOcFNQBhoCmf1HPyYCpJ3olyF/okNgn8C+lt/X/D3/jSONQPpj+a7UL0d52/fnnFSRZhW1lYL/FijRltL+uyP5zHL6kCyTwrxv2hUecV7K6UPKSftEPcditE7UkrF0mQKmgClgCpgCpoApYApMKAWKOX2KJbIPo6q+IgOtYQO2cAO+V0uIRshWBsjgZeoqHEmoQ4ELHVk1GFT6GI0EowLFuCGKQD0MPMNmR+L84gAY5wz25S1p3OSkE3CAA9fm5ikCbZhkArc6uPe82wu7T9f798s9CDQFNIYLJO0BkulgUB1rtQBWXiekjVqE/xT66oCTgJSwRO8qAJkaK4ATsBlB5QIxSuWeIEPVhIYhP8Xy5eFEgEfQFKvA5eB74DKAcH7wz2fml5wr5PXnxfvmxBBKnymDfk0Hb05QV67IozkPD2Z5SNzPkDCBgyHcAB2aCoUVZhEYsV6EZAKUcEm934SrRoAxl9UDTmJ5OZci0y1bBWhZLUCwynV3dqOudcqGOnTRUbOpcNC10NUK0Mp6JnWvlp95CB9voiWu0WGg1Qugjlttax66sjYVVlI33WJt6gaY6UEb6QZoZd7r6+tcA1y9dYSpuEd3R4/rbu9yB9sOuOqGatc4vSXnQK4HSBL4x3i31CvED41BIYFtPWBSmiMLkGHMXQGt1KxIyIg4DaIBl8tTpyINIOeMjFzhVUPob9B2CDQH0B4G+JMvthM0Rq3j7PukDPBGI2FjmOxJ6qB9QfxTIXKso/YBen0MZuVaAl9ODAnsHU57NX++NuXrlEC30Ef2AqgTOBIQNjUR9Dm3fsMG98Mf/AjxSR90r776ikDI+YCMTZgcYNug+/Pcc88FgDzeHQX4yUmH7QCSzzzzjHvt1VcBUjcBnA4IlJ3S2AQ37OXutNNOQfqqATAfdvfdd5+0E+1D2traBCgS3q5atcqtXLnSPf/884Ctm+ECpxO8G310szvvvPPcSSedhPSswHt9bu/eve7NN9+E+/Qx9/wLzyLtNW7atGlu4cJF7vTTT3erjj0O8LhRgOzevfvc3Xff7V555VUJBcB6092LDb8Qf5XPvfDCC93ZZ53pmqc0AbA+7p544kn38ksvSbiPVcce665+73vd8cceg03B5qAddyAfj8j9NIQL0yiOcLSjOjhkzznnbHfdddfK9xRDnLS3H3S/+c1v3O8ArwlaqXczQOvRxxzjjjvuONloi4CY32Evv/Sqe+755xC64FkA3G6ZECREPXrl0e6cc89xxyI98+bNx3P8hnucGOpCexWXPm/AF78DMEEiE0X8DiRMZx/DfpffHewD+eLEUpgE07ommxQmNhSUusV2VmAyrJRLO00fkKznWa5Nc025/05Jc8/Jcq6B1slSkpYPU8AUMAVMAVPAFDAFTIGyFUgLJTg+4sAqzUGQ0O+xgf//iN/IsD3Bc3KgNbjbkpAgzbPjAVcMPjyYIOTgZkN+13HCrJwTVVyF3sHkP/OgtQ7LY6vwPp16HBTffvsdbv369XAeLRHHEge7BKweqAFEcYALiNQ8pTEH2cpJv0C84A7iIE5BaxKo+KW/HrRK2Qig9W5Purv0IDyScAwxaGW+8DedlqoNAUjOvRuB1hyclUGyB625e0flF1eNPGglkSFo5egcVyVAK+8jg3K+MIpnGShgLQRXeX5sOh1Wnw4TaFXXqsJND/XF9in1gKauQepGkE+YxU9wTiyWGrYAACAASURBVD+gqtfbO8Z4TS/gfFdXF4BHn6tpbBaHIMuYcFXqXVePwApCDEKtesaFBYjpxwSAQOs6bs7lAaBAQ2ljvozlP84TiLD5XdXj3dTTgNZewOI+vHoBWli2taj7dayTBCyE6QBZfXTidnQhbABcvy2NHrSGeLZaH1lXCYIInBRM8yfvU5vB0VpOG4vPqRRoBa6S+sCW2Y86wX6Rjv9+2eiMZYNPxAntJ3MIslqhab22xURnWQy05uLgsg6Ea2IYVAi0ysZrUjf9hIueE1+vkzXSJwfQyrrowzOoS92X4dZtW92v7/i1++3dv3VPP/UUwOVCt+yo5e7YE46DI3Od2717t1t+1FHujDPPdO94x9vleW+8sRZ96u1ws7ZJXSBI7MTEwp6du90ZZ5yBTaTOcmefc657DC7Rn//857jPWinGxYuXuBkzZ0g6Xn/tdXn+zFkz3fRp0yVuKg/CVELVU049xb3r4ne59wJ68nm///2zksa2tj24bkicqb2YBKIb9JRTTnHnnH2ue/vbz8e5b7o777rLPfnEUzLhsfLoo92u3Tvd1h1bBZqeD4D7x3/yGXfgQJt77bXX3F133iV98RS4V/k90oOwH+0H290F73inOw+AefmKFe6B+x9wP/zhD93WrVulf14K4NyC85l3fq8cA4B65ZXvcSectEbg9D333ONefOEFuFS3uDlz5siKitdef03cqcfju+e6979fJv2owy9+/gv38iuvSAgDOt/r6xtkkqalpcUtAkS+6OKL8Z11QnDA+slGttcBtEU6WhkWgnVCQauEP2Ebh5aErZxoYG1h2yFoTdYZOtc1TIg/M9Qp6aMPncYx0Jq21zoyzjfQemSUk6XSFDAFTAFTwBQwBUwBU2AMFUgbjwxDMMDJlKAVo3fgu2GpLjWoquPSaEK9AAqyOkZioKAJyMWoFMhBQOmX1Oach2GpdgxaBfoAaNXR3YMBJt1NHGz/53/+pziwCBHe+c53uosxeG1shAsRg2a6WTnA5hCzAe+pm7Gc4ssKWglsZOknBrP5GKd+GafGvcxpgnM4eK4Njl6ma7SgNZj3gpPVw2x5Ht3CGJ0L8yHEJmyFE5KDeh66hJuhGwkk5bpAWwkLefBaBaxamwRjhj94jdSZcgQe5TlMNbVi6ACfNrpSQ+iAkCCF04oU6OLlgSokh4et6or079HlyuX4BK1ckl8DJx/rTgMcbryMmvQBqDKP/LuuHuguPK+ni64y7FBf5zXxacpvPhVnOQ9dDwVq5YJWOpsJByXUgcQtoBBMTwidQfCGNjAAONzPDZJqcGIj3K5w6hHIKpQWLTixEMIlKOj3P/P5K7fI0k4e8b6VAq01YuuGbixrmYBCebIehdcQyp9lKMCVEyF4TWtqdA1hMiXZD+YAegCjmnddyqz9p9ZR1TAJWllhhtTRGoBYPFHA67zz2aNWKTM2Yoa+YI7kLd+P9qH+8u9t27e739z1G3fXb+5yTzz+uDsWLtOTTjrZnX72mRK79PnnnpP2c9ZZZ7trrnmf27+/zb344ovuDoDWWVjafzRA5rRpU922LVvdU48/6Rqhw7FwxX7wgx90m+B2pauTS/OZrjPPOgug8XgBs7fdfpssyafD9p0XXAAn6SqB+/c/cL/7PdyddKpedtll7rOf/aws66cz9vY7bgd8nI/QBqe4WbNmy1L/Rx55RFYprFix0r336qsBT99wt956u0DV+QgpcME7L3Dr1q9zz7/4HCDuOnf++W93f/lXfyX3fBTXPvrYo7h2hTv55FOkbtOl+8ADD7izAZYvfOeF7lKEUnj88cfczTff7DZs3OBmYdn/pZddCpf6VNcGgHr7bbcJIH3b285zZ8GByvAct3zvewgJsFcctqeddpprQ3iABx58wHV2dCJcwlx3/Qc+4ObPny9O31t/9SsBqycDFjPkAoEzdSPU3btnj3vvNdcgzedLeAKJb83iZIgFVr0caEXvJeFQ/CQR2zZrMF/iupZJAoZlGN6PaH/IVSKxq95veMevAwOt5fZnR/p5BlqP9BK09JsCpoApYAqYAqaAKWAKpFLAu+7yrsdyLqZjss9bWco+uNQzib9KgdZaLpdNgNYssDW58U+caI4TCVoZ/y4GrRwc8uBSSl2WKgNHLocmaAUl4TJsOoW++MW/k4E63UVXXXUVNjt5PwbnTXJ9J5Z6M15efT3oYUr6lwStvF/S1aogjbEuOWz11zA2qHc2SoxPcS4GkBniXsaQheBE3JJR+AA5n5CrgKOV9+az4FUqWP6BD+XcTepyoiuqhm7gvKlVoCJhtk8fQbb/nEmm0zN21PF9vxx+uJQKK6W8OIBHTcu+R315VVrqDcAJN8PyIN1DTYmrSKcm6omCTP2Mmilopdm5WHWgJn2oW92I1dgLsIKbAqbWw7naKC6yJGgW+MoEoUl2d/cKuKLOEk9RQWvYfKpQ7sT9HMpe21c5oNWvNWaCmHl5vBw5Dy8BMqRhWAp5sS1hhqK/dsjHZw3hCeI0aX+kYJ11UyBeunmdXL0przT9WZUCrdUErSgXVG+ZsCJo9bF+MSnDpd1oX1wuj/+TCk15p2G5O8MxFIKmClo1r0nIHF9TSI+cCzHMYqijVZaBh34krhe6iZloxtAX3fnN4BrgvGa5hi4HQG8LwOQdstSdrlGCxQu4tP5t57j77r8f7sy7saz997KM/4YbbkB4gVcFvj7y6CPuXe96t/sANo5asWKZe/H5F9x3v3Mz4OwTqDt17sYbb5Tl8YyL+rOf/0zqE/vec899G9yjU9yPfvRDgZ0bELrgc5/7nDg3ubz+O9/5jvvpT3+KfrsHS/wvcn/913/t7rzzTnGJElZefdV73Gc++ydwh07D5lWvuB//+MfuscceR/zWg+7CC94lDtzn4SY97dQz3AUAuO973zXuxVdedHcjHz/+0Y8EJH/uv/wXd8cdd7innnrS7YQj9u1vfzti014q4PNxwOYf//hHbu6sOe4MhCT44xv/REIq/Ajv7d6125144onur5AmhgNZi83DvvCFL7jde3a7ZUuXuTWnnOwOII7sLd+7GRMvAM6Aytddd518PxE4P/vsMzI5Q9jLeLb7DxxA2ITn3PLlK9znP/95dxScwyzrJ554QgDsnQDLVwNuX47NyZgXum79kghOpUaglQ1Qw5AIaPUb7nGyUfpZAa19ufApWt+SEzzqZlXQSqd6sg8s9W+CNO25WHvIco9yrsnyb5Ny7jsZzjHQOhlK0fJgCpgCpoApYAqYAqaAKVC2AvFSv3IvImTFsKrc0/15AK18qfPQv5kfZhWCTjXiaPUu0+SrnIcrcIhBqw6GcoMi3JvhVmPQKi66EKtVwKXshh426BFgBaAJh544CgGz/u6LX3L33/c7gNa5WOJ5pbv22mvF0crnKmjl3/loq+Wk3m/QFIcOIHyKYSjzF4M0vwSb414fa5LnxqDVD3z9UnIFITyHf/MzqQvhGqaw0FJ4iRsroJWx+objTL2nB635pccKz6rhYKwNcWq1vH2M01AbJBygdzkJaGUo2Aj0+E2vDgWtvJqAlS+mXxxXKaF2eSWSP4s69KJecGl/DFp1STxBZX4TKpo8w/LtEG5BYbKkmVMQdOLqDjOiCSYzcH+BuXQ1Atw20tEqLjCWgSePLALgN+8Yw1sSJ3MQdRNcX5eO02WrrrK8i9VfK9cJ2A7lGhpoFtCqgDUHvgm9GcOUeWNdZTuDBY6w1ccxLlxIBL+5dhq8cJMJtCqZZrWXMB/B1cp8qxNdXKLSkPzZTZio4UZv5YBWraW5CY7Qf0p9iTQv5GhVy7i08xBjWM4LRSV9CECxQnJ5BjpQLrPnBEFzc4NM2uixceNGgMWfArT+1r300ovuE5/8pLvs8svd8Sce737/3PPud/fci89/6FYBGn7s4x+XCSvGVN0OJ+z7AREJX7m503qEGbj37nsAUH8EuLoDsVrfg1ABi+UxvwI0nD1ntvvcn34OcVmPkTAtP/nJTyWGK8MT/Pmf/7l797vfjbQ1uu9//xbc48duCzaHOuOMM91nPvNZcbLSbbsNMVavv/46LP3/lA8/8PpacZ/ehVABmxDj9W3nnO/2IZzBWmxEtXr1yQJQr4Ej9PV1rwmk/eUvf4El+8vch//wD90vfvELCZVAN+nqNavhPD1dQCtjxb4AULsMaT/91NPdBz7wBwJDma89e/e4k+H2JfxtQszlV7Dk/+/+7n9LzFqullh98knYKKzT/ewnP/GbZC1dihAK50hbIpTlZl5039LlugVhBQi2+fzT8Tfh7YwZM6Wv4gZdPwaI/va3viVO1wsvush96EMfgot3loTpGEQ5ssi9o5U/8VJXKvtW2dAvtO3wfUNHq/Rjoa4VctHr94Cvl3T1G2hN+71zpJ5voPVILTlLtylgCpgCpoApYAqYAqZAJgWygNZ+UI/elKC1ipBVgVCZKa0eR9CaW1bLjYckJCKBqofHMWjl31za7pfQehhG2DWAsAH8yVisX/zi38uAnINhbtZy9dXvlfd5HR2GdLNyg6AElyypQhbQqjf1kM+DVj00Bqe6Bfl+DgYKfB1b0Brv8C47hxO0wvEWO1LVqKgsRzmQgFbAJurOa/2mXyODVkYgYH64LL9SoJXu0UKOVoZp8PYwDzHVGSzUQj4h2Mxv9FXIrevh8RA2maJj1tc1tiJxKgMmCYRjHQzwn38Tdg3C0TxQhfABElOYsVs5weE3QNMNuiRNeF83qpElwyE2qtTzMjbDOsTRKnAm5JpsTgBrePlMAyoy7Igvz2KgVYBNYhJmMoFW7+73ZmC2TvkJoRRQE0ozroCGwGDeyS5z7VdhODcqGuHIhw0pL0ZriDXhJ2JCXdF75PoQaYd50CpuY2SiCzGDexAaYgo2gBJ3fJgE2kDQ+qOfSFzTV15+2f3Zn33eXYF4o0fBpcqNsu6/7wH3r//yf2Qjp099+kb385/9TEAk431++MN/6P7wwx9GuIBmtwOxXp///fPuP//jPxBz9GV3Jpbe0+XZCJfqXXfd6VbAtfm/4f6cP28uwg/sA+i81T300EOIqfo6QOtfuEsuuQRL8JsBYH8CqPkTQMyXJZ72Jz7xCQG1zzGEASDkDTf8gfvkpz4hIWHWrXtTXKm33nobnLEb3TvfcaGEDODmh7MR1uDE1Wvc5Zdd7jZu2YjQAc/LhlN0jdJZ+4Mf/ECu7cImicdgwynGQaUu3Kirs6PDLVywCBtirZJQM4/Cvfu9730fEHefOxXg82/+5m/wfdEIR+3L7otf+jsBwPMQEmAN4sr2YAXFLwFxGQJgKTbeOvHEEySea3sH4q7i55y5c2SjK4Y8uA1hB9jGzn3bue4v//IvXGvLVJm4YYxapu8/vvpVwNolAMbvcJ/+9KfwjHnSX4ijNbRl1k2pl1GHKpsgso+go1UmijDxiskdbuQWhwug8zk+DLSW/MqftCcYaJ20RWsZMwVMAVPAFDAFTAFTwBQYKwXoaE0LWmsAF6oDYCg3HQStVbG7LXK2FrqHDu71s9hVKZwnDP75exy/UHb8JmyNXILirAwuLgI/3TxIwgbQBMhl0HQ0Iv7kl/7+SzJYXok4fu95zxV4vSdAJL/REQEWqROBq7gWyzwI2bikWMAk8x5ckQpE42X1AvLU/ce8hmfEoETPST4+d260hDwHVkLoANUvt8Qcz6qVWJP5I+loTYLWam7YBA0IQmOgqs8XaBMG9nQYD0A7dSNPNNDKXPsYrXS15kMHMGxA3r3qgSoPDxVDiIoAkLU+qguMrlPZKyyqIhL7NNyDwSE8jPOTAgI78H/coE0drYI9UI7cmIoQVZ2jHnIMAdRgR3HAHv7Nz3IOXJybFrTK85knAlRqQVDvM+s39sKvdLT65cVeMILWQcRplTwfsnDY16XJDlo9QEdZii3Qw+nBUOiqqToGJSqDnE+Fh8erLrVUWdtO2aEDWJ4BsAtoRacYO+JZNj5GKyc8Qp0LDaEHE0+E/A0NiPOJgw5XTi7t3Lkdy+jvxOvXgJm/B9j8pLsY7tLlR6+A63IrluU/6v7l//yzxF298U/+xP0ES/WfhROzB2EzbgBk/aOPftRNmz7V7di6zT395DPuZiybfwOgkzFP6cBkHu/DaoJjAS2/9Pd/72Zj86u9iFl6G+AoJ78IVD//+f+KkAWXygZX3DyLoQNex+ZRqwFKP/WpT7mfAe4+gZAE7QgP8KEbPuj+9E8/K5tG0VF66623ihv3IDaw+gw2ueIKhcceewzL/V9DjOE6dyZcsXv373X7D+6X+Khnn322xH696aab3P3334f4qW0AnW+T5x8FMNraOkXi73a2d2OCpBZgdhmA6K3ua1+7ye1D3FUC5C984X/B0doiz2BYGsZUnTlzJsItnCuhSn5wyy1u4aKFErf1csRzXbp0sY9zLSFgat0UhJm4HaEL6N7dAgftCQhH8Bd/8ZcA00ukzfO+DLfA+6xeswYhFC5wH/nDD7up2DRMQsLwVmyuUi9R67iJX8RMGWaZcJ2QlXWTfUnvYJ90RjpxcwhkZasOE3nmaPX93FvpMND6Vipty6spYAqYAqaAKWAKmAKmQCYFGFcQqCbVtXTBiBsvukrBXLEbcensSKBVQaNery69+O9ijt0YtHIwKRszMWgiDhpxFLRywBn2ahJ3oUAGfC67qWOZdiccS3+PAf7jTzwuG7FcjmWxHGhziTsP5pEQgqCksRFLv8cQtPr7hx3rE6BVNfAbTeVhn+Y7pxGpjzjYPMxRkKqf55yY4VlpQGsMuiX+rexezRi3eYhNw626hUV3cV566M0lwFIeAbCXcrRWMnSAJAy69QuM8rtt86jTOJoBIqqm6iLuRjxL2dFbHaWM+UtdQqgKZayElj5IgKcZHqr6Tdu4C72EsuBHBJpBH21cfGYfN8QKoFXrCcugG8uXuYSZsKcGoKcesV8b8GI5S0gIdUuW4WiNQau0H8YDDrS8ltAFD5Ztn7QK0sFL56bfC+otC1oDc/bFpZtPRaBVnMD8iK5WSkXYjv9LgvnxBq0atkPBmLRFCe2Bvlz6MY/K+f907jNsRUMDNwHkhlhwlmNGZRucqL/85a2Ig3oXQgX8Xlyql1x6iTvp1JMRSuAVCbnyne9+xx0DR+sf/dHHxInJ0AGbNm3EhNWVEqN10eIFbsObG93d2FSLoQUOHNjvLrroYolbvAsxWh966EHEIV3u/tt/+xsBl3R9ErT+9u7fumefedb9FTanYkiX2bNniZPzllt+IE7X008/Aw7bP3N333034pY+jvfewEZU70Y6Por7LBdH6Te+8Q0swf898tXk/vIv/sq1IXQAwStjrR44cBBpW4z5gwFsTFUvrlVuvHUZXK4MI8C0MlzCGsDMCy64EGB3tZs6tcV1tHe67diMagjtbfXqE+W8m2/+PuK/7pJl/3/7t38rEyCMEfsP//gPbvu27RL/++JL3o1nDSHO7Lfhzm2Bm3U1vm8uQ96PknZ74EC79JlTp7bKxlxPP/2Mu/u3v3VTcC5DAzD+axNiu/J5jOnKWK38vuLmWxdfdCG+n5ql3OpZogSs+iJojSZ/pN9JglaEDsiB1gJudY3Pqiso2F3aZlj6LTv5fxponfxlbDk0BUwBU8AUMAVMAVPAFBilAgImU97DD8iHHzFoDSvzh50gjtbg4pJBfmz1w98Kt2LgGi9JLvS5PiCO1SrOHQFFfum5xL2MHK2yjFKep2DLg9ZeLJXt6OhyX/rSl2STljVrThLnEuMBivM1QFVCCEIuur3UMVaOfLGjNbkpVS5vIcaqOgRF5+Ay4jNiR6uERCiwGVYuLqM4En2sTtVbAaEsPQ+OJLrcauieSjhaNU/FNsOSgTs0qeVGTaEsCVQ5uPfg0W++xTLge1zK652sfpk5L5kom2FJXgmU6C7lBkahMnN5sJZFvFRW9Wvv6BZHKf+uq6sXoNIAl28M5n0YCw/QpeZxqT2BatAh5yXUWYvE7IU4XoXW0VnqrWjyHtJJ0MoN3LgbO+/HNHAZMpcMD3N8pwStfSwvglbWPzy3jqAV6Ueo2LA+Hj8Z7YAxH73p8ZAjjmE8mUMHaOwMAa4aAzOoIe2XbZogK7iB6Rwc5GQI4bRC9QL9oZZzIW1HgrJx/6nnxRNUhSarcv2nQLlqcXoS4Dc2Nolzn/0f2/D6Devd9793S4jR+hJioF7vrrzqSnfBxRcA9t3nbr3tdoGBK1audO9///vh6twnS/MfxrL/0884AxtivcsdffQxbi3e+yliq27cuAHOy2lwYH4EfW+HhBngplfz588Xd+qpp50CmFgvoQNuv/0OANHHsBT/v8umVQsWzAM4/ab79re/695Y+wYcoW9z/9//+z/ciy++ACj5NByo97vjTzgWYQbeBWfqOZKOr3zlK0hTm1uyZKn7s//nv4q7lPFfnwMM5kZc3ISrubXZzZ47W1y1F2Kjr6uvvlrS9QhixN5+++1uOjbtIoTlhl+NAJ07EHOVDl06Wi/GJl0vvfSSu+3222TjLMLYv/nv/12K8GW8/+///u9uFwDsggUL3Pvefx2AboP77ne/Kzpx0y86aBmyhk5VQmdO4ixavEj0IPT+93/7d4l3y1ishLgEtHT1ctMxAusbb/xjQOj3IPTCUegPasXB3MAJGvY9MWiNKpXUTz//493WaPV9XHkS+u9CbnXvyNbvV04W+WuTR1xPS00kFO5FCvQrpWZ0y71RifPGKr1jlJwJdRsDrROqOCwxpoApYAqYAqaAKWAKmAKVUCDpDC31TIGOKZyZfoQ1/K5h3OU/isBgfJZfRq3AKQ9aY6ekv97fXJdDpx3w+DiJcCeGXe4V6HmnoE+fbrYkwIvAjy4zuId6evqxYckXJHQAHUYKWpkeLq8lcMg5GMPOzaX01c+LgVYvZz7P/LsQaI1Bn55TDLTSbaquo2KgVR1uClrrMDDXI2bgGhZWyzX3U0Fr5GglUGSYAB7qWFVnKt1ZOcga6pt3cPqnKrgXuBf+4LM0tmW5Omc+r4CjNY6J6svdb0wmG6ghbYxl6V3GdL/WiQO2QTYI8xngRwRUPEfhMmOu6oQDAQiX5w6Ld+wF9qCUv3LigI0nuA+1vrD8GOaAAFvCWYR6o85XwhreW8oiJWilo1VCB0ib9W413mkYaOVEButABFqLwdW4THTyIE05pe3TRPtQVqJ7CNNRLLyBakogKulLTAJpWjUdwzbko8YBYuViYIYLvIMV5Ug3K+8tQIouYG5M5OtIPEkk6YhAUgxFFcqW0x8WmpSKr4s/j38nyGf9YT/Yh1jCvk4zhmuV1HW6Mr/zne/IMv71G9e7q668Styll195ucQ+/fkvfumeevJJtwzL6i/BJBV/HjhwQFymrKdNiMFaj3t2IDbqDsQqnYLNnlatWgVg+wFZ/s+Nqp555mk3D2Dxhg/dIC5Vhiz4/i3fdw8++KB7c92b7qN/9EfuUsRoXbXqWNl06od4bVi/Xjao+uxnPyvP2QqHKWO6tu3fA0UHEQZgHly6PYjNul769TPPPMudd9473D1I11cR29RvOocJJ+S9D8vmuSke9Tr/vPPcxxAeYQbCHWzZugVQ9meAwxsBojsAPxcIaOVEy3LEl126eImbN2+ehCK4A0v9OxBn9ZRTToUD968Bk6e6bUjTN7/1TfcalvpzYuQzf/qnbjVgLV2yhLN04O6Hw5bPJvBdAOBK/Y5FTNhVgL7zF8xFWILb4ch9DhB3h2udOlXc67t37xY3MJ/NeLKnnHIyoGyj9EXsv/jdJhNhrG6cCBBF8of0RaFu8kO2Ya5wkb45DikR6qZ8r4Q+Pt+upMEd0qQNtKbp5Y6ccw20HjllZSk1BUwBU8AUMAVMAVPAFBgjBRQClH27ACLKPp8DtTBai80l+nshxxTvXcvl1FFsuKTbSq+LIYbGpCzX+SX3IATDqw+7YilEqAEgVVergla6L8W1gwFlrdBmvzv8//yf/wOD+ofEtcQYrZdeelm0NDy/EU1BC88IIo4WtDJ93tHqH+IdrYGEhfckvxxQjyFoTZbxMNCaiENK/TQ0A/bY8U4qSov/CL6lzCOIFfOsmPXH74vjKk3lzHouEkA4RyCs9UZCB4jLj2AVkDVsLCPLqSE1YZTGAmZdpQO2TsCzTzFd1YOMCSyxienkZTVjDFgfSkChnl92G3Ip+Q2RTXOgFdfSBelJiH4qgFXjbsrvdOOGzcYIgbKCVlYnoluF3oHRHApaCW7yfD43YSD1s0ipTTbQKhCby7Gl1IJbXso3hApQx2AMs6jbCKA1nnxSZ3LeCV66NSSBcLL/zDvo/cRBHEKElTSw/hCuwvczXV3dgIFvyjL6Z555RsDjO97xDtkA6p0XXeDuvuced88997q1a9fKZk90sJ566qnizuTSfDpKt2zZ4voBJhsBAqe3TnWLFi1yxx13HO5zPpyoLyM8wN0Aka9KvFZueHUcwrfUog3edeed7rXXXpONn+j65H2PP/44wNSHZen8ZsQuPfrooyWeNmO3Mq0vvPC8e+31lwFX10k7bcImXFyyf+65b3NrTjrZtU6ZCqfsLwV+Lj9qBUIRzBGwvHvfbuRts2z2dfzxx7uPAOyee87ZgKoN7v4HHpSNtt58c71AVsZwZv7OQl6PRkxv9h38nMv4CXxXIW/Xv/96uGCnu4MITfC733l92va3uQ/ecIM7GRtitbe3iyOVIRZee+1VAafciIyO2RPw/OUrViB9yyTtL7/yGmA3wOyLL7kOwF6W01QAV0LWpUuXItbtydhAbD5CoNDhDgc6+ySGhpBG518ycRP1kRrOQisv6zC2wpKVIMnYrHE4mkMmMLTjj+5toDXrl9HEvs5A68QuH0udKWAKmAKmgClgCpgCpsAYK6CuxzS3jQfh5V4nm794413uKOSS0g/5WR2WmDN+ZfKIAWuc/tjR6qHiCDubBwegpAHPoLmG+JdocAAAIABJREFUoFWhLTcVoSuLj5cNibicnaBVABdAK52FgV8wBuC9994noJVLVK+55r24j3eaKcTiILaKa4BTHJlBq8TE9M+KIXqu3GIqGVyIhDjqLlRHK6/X0AH8XeFKPnQAhuRBgyKGvlyZS3Jo5Bu+f1bS6DwMtQWW7SF9OOL6o89UdizplUxXDrRy2azUR3XlJhxdheou60YeLvs6pihMXNW4KA6RwF29fd78BmzyLPLxUBcFfMjkhxdXdIvAuaaNgEc+DyL2AmAxjEBPT7fsJM+lyLLrOIsqhaNVHW95aJhjNHnQqhMtBIaJOpDUKPn3ZAOtjMfrdwiLQWvOQOjjsorNXit9cALLnMOh0DQJWRW0xpNOpTSWOiH9lW87BfsK1h1UXvYpGpLEb5jlYxPTSSq5CknkPffvPyCuVoJGLplfAQi4AoBzxTFHSxxRQkQug2/GBk7zAPyOOXo5lre3YkOrNgGQBIqMIzwfDtNjVx4DV2armw6353Q4Rnft2u3Wr98oS/jpfF2J+7ZiaTz7bm6IxdAuOpnQgk2oli5ZLDFWt23bKfFQ+cwlS5a4adNa5bti9559bu+eXViqvw0hAjbj/enurLPOwrNmyKTH5k1bxZlLWMs4rGvWnIz4p1Pcps0b3ZPPPOluxpL+Jtzz3e96t7sCAPfEE08AJO51O3bukGeynVETPuuYFUe52TNnS4zv9o5O14WffL+puQlu2BnyO12sDMfANsq2OgMwuR7wlo5Y5qsXG9t1dnYi/7sAjjdJ6IIliBkrIWrQnlmShLeDuM/gYD/SsROQtkti1TJcCOsH2zxDLbDX6MXGjuz7G+lqleUkviyl6UbVTjbBkn7EdzYyEek7oUPqZ9LVH4fAyXWCUeU00FqqpR6ZnxtoPTLLzVJtCpgCpoApYAqYAqaAKTAKBbIssy1nOWqcJA64JBZn/GZEzRKfyADOxzk9FLTqLWLAoO/FrtdCji4CAh18e0dhrQxIuaS6q7NH3FA8DmIHag5Gp2MQTkcPd3nnclFZWgkXIseh3FCoD4Pgv/1ff4v4fg/Isk2C1uuuu06cPeIzJLgIzqA0G2ExDQJq8RJTZ7AY6Xg3r6P+FvkBlXiFewyvGuI5DIPoMIpW51I4UTen4p+x/ASEREOSJnE9cQl7OIqZ5jwTDFZH5sOfr89Iome9jWolg/wSfHqYszVXOUbRIMq9NMjHzGm4BAHqJa5P5klAcbhGV9MOC48QtRNxiAUCnVtCLiUaqIg+W8C5F17Txg3eYu0JbHoAa3oBc6pRr1tbCZwCaFX3ZJG8hFqUK1ctoriohgFSrZNsN4fg9ZEFU/BXbrFo24n7tWL9Vfy+j7PrncG+3o9clsM0KFXmoQwFguoMTbimkGY5kBXajpwzQsWKJ61yVWCEvrNockNiPCyNKmauXYWJBZmo8n0UJ6EYJoWv5NHX2ydwsw3AlVBwGiApHZWtgJgHD+4X1ybrIPvhJsR3nTZ9moBV9rW7du0AEN0rru8WAMFZiHVaV9fgl7gjPAGX9tPd2dXVJf1y69Rp4hitQr774UjV75Q+wE75HPWbdb6ru1uuYf/fjFAEsoEXMsxNC7t7AD27EKZgxy5xoBIMMz0dgKGvABjfh827HgRoPQZQ92hs4HX0yqPdq3CVPvPsM+KIXQxwe8UVVyDMwHlu+VHL5Xm9eD5/Mk0aq3Q64swyvx6a+k0IZbVEtIGdNhO/9B5xmiVv3GiMBF7b8oDoemD/fokFyxishKQS6kYmBv13B6vcQWzCRWhLwCzfqzhHvssY0gZ35MZ+7JfrZIIyD8xDFcwVbVwNtWuKHa9xHfBdVb7x6+RQseqc9t8VafoEO/fwKWCg9fBpb082BUwBU8AUMAVMAVPAFJjECijcTJNFDoRHAq2F7hUvgS0Uo5DpoMuHLxnsgfz1dHfJ0tH29m4MQhtlafXWLVsFCKxYsUyWhw6BtnIgzkF+HZxbHKdyAM+4ev/wD/8g8f3mYvnrNddcI/ED1U0mg9Tgnk2blzRalXOupsPn+1D3UTn3GKtz4rQk73m40zZWeZyo91Ht2QbELQfQVYMYjx60Fp/YGKv8VGJiJ1m/ygGtY5W/8bhPFs2ypCML6KpE2kbqL4rlM2s/wmcRXvJ6Qkn+5MTbK6+8IhtmPfjgAzJZN3v2bLha17h169bBnfumAFAuxb8ScWiPPfYYN2PGTLkPvz/ouNXvAl3lkEXrLGVaiWuy1IHJlP9KaHwkP8NA65FcepZ2U8AUMAVMAVPAFDAFTIEJq4AuN02TwJGW/he7j27yE1/L93TJJgd34sLCe1w+unnzVvf6a6/DdbVf3Hz8nPBp565dWGq6BJurnI4dn+cDQk2VgTR3aecS2RrE1SSgam8/6P7xH/9Rdr5m3DuC1vcjxl4MrHQQergHlgZa09S+I/vcZNzlQtBJJxxY3727z0Ol8T4qAWUq8Yzx1im+f5b8ZElflvKvVNqyPCdLfngNnaY8dMKM3xcHDx7AJlQvu6effgpu213yPcEwB4SonIBjnNQVK5Yjpuu5AlnphKVzlqCVqyP0EFdzBdpZlvLPek2lyiZr+uy6w6uAgdbDq7893RQwBUwBU8AUMAVMAVNgkiqQxZFEKdIOSBUwKWjlczloVhcRf9KFunHjJtm9mS6ltn1YvopBMq/hjtd8cTnraaeeJstAj1q+3M3EwJkHB8313CUeyzEJWjn4/qd/+ifZOXohdn1+73vf66699roxKcW0eS/1UAOtpRSaPJ+XA1p18oPAlXWNYGis61whRSsBZSrxjErWliz5yZK+LOVfqbRlyU/aa/KxZwekLfA7If4u2bVrp8Rv3bNnt4QtYNvhRlyM50qoyt813ACfrZMY/N6Iw9pk0TltXip5fpY6MNk0qKTeR9qzDLQeaSVm6TUFTAFTwBQwBUwBU8AUmLQKjGbwpq4h/uSGIhxAc2DX1dWJXaU3uruxW/UDD9yPuHovuGVLuQHLVBkUr137hrhZGeuOu1h/+lOfdkcddZQ4lHg948byxaB23Yj1R9D6z//8z9gl+wlsrLLYXX311XC1vi+3WQwLRwfqSfhVquBGs/S10CBWIUKcplJpGK/PLXTAeCmb34QtfoLWpWL1QuvE+KUqf+fRtOty01eJZ5SblrE4L0t+sjw3C/yaTGnjpBxf+v1BRyshqW4kR035md9EjptRdWBDqRaJ5yqxYhFHlc5wHuxvdRIjDiWTReMsZVnJa7LUgcmoQyU1P5KeZaD1SCotS6spYAqYAqaAKWAKmAKmwKRWIOvgze/I7JdDc+CrgJMDOzpYn3jicffrX//abdmyRTZ0ufZ917nly1dih+z97o477nDPPvesa53S6i6Hm/WPb7wRu05Px0C6QeK0DmEzIq76rK1DbFcMtAla/+Vf/gX3JGhd6q666kq8rs7tzM0C0kF2WlevOqrSFnKhpan67DiMQVaQmzY9hc430DoWKha/h5Zz3IaKlXdcJ8Y3Vf7uWdv1aNOWfG7y78PZHkrlLYtmpe5Z6PMs8GsypY1glN8fsZNVN1AkgGVfTue31mOez+8Ynq+TefxbP4/bln5eiTjIWcp+NNdkqQNZ6tpo0mjXHj4FDLQePu3tyaaAKWAKmAKmgClgCpgCpsAwBbIM3ngNB8o6KE4u2bz77t+Km/W3v/0tnEhT3OrVa9wNN3zErVi+AjFb97hvfvMb7p577pGNgRg24NOf/jTcrVMkLis3e1ZXaF19tcBcgtYvf/nLAlqXLl3q3vOe9+B1paRBAa9u6mWgNV+8Blor09gLwcTKPLn4U7K067GAMgZaS5d8Fp2zlGfplBx6RiXSpuE0CEv1eepyZaiY2to6ca8mwwAkJ8WSk136vcRcxe7WLDpMxGuy1IEs5TkR825pKq2AgdbSGtkZpoApYAqYAqaAKWAKmAKmQEUUyDJ4o8uUBwFrvCGWupK+972b3W233SZg9Pzzz3cf+chHEBrgaIDUBrdv7z731a/+X0DY37gWgNZLL7nUffzjn0Ds1flu6tQWcb/6A5uZSIzWXon3+q//+mX31FNPusWLFwucveKK98iSUXUwVRK0KsBMuvP4fqHQAYdrsGugtSJN6JCHTATwmqVdj0U9LQRa4/eybL5XqVLMolmWtGXReTKmLdZB4Ssnz/g++3MNC0AI6+N21w+L5aqgNQay8aaME7muZak3WepAlrqWJW12zeFXwEDr4S8DS4EpYAqYAqaAKWAKmAKmgCngcWaebJatCAe+PpaqdyTxHgpf+d73v/8996tf/co9/PDD7sILL4Rj9UbZvGRwYMi98cZa9/Wv3+QeevghOFyXu0svvcx96IYbsBHWDMTdawobanGDFMQOwP/4LMZp9Y7Wx92CBQuGgVY+O7mZSpo8ZQkdYKC17KryljxR618SBFVSjDRtQNM1FlDGQGvpUs6ic5byLJ2SQ8+oRNp0MipuHzEsZar0e0Un7xS+ahxXAlU9T9/TiS59fyKHqchSNlnqQJbyzJI2u+bwK2Cg9fCXgaXAFDAFTAFTwBQwBUwBU2ASKpBlIJZFhuSSTQ6GDxzYDxdSrWxw9ctf/sLdeuut7q677nJnnHGm++hHP+JOPvkU19Pdhw2tHnc/+MEP3csvvyxu18svv9xdeeWVwa1UIy7VujrGffWbYWmIAoLWxx571M2dO9dddtlluOYq+YxH7FxKq0GWwXgMWmMooO9rGvTeWZ6RpVyS15ijdSxUTH+PuB7EdSD9nbJfkbYdaD3O/sThV8ab0sXgWSdFxuo5Y3mfLJpleX4W+DWZ0qYxWvV7RFcj8Gcyn6qVhonReOA62cf6FMdr1faW/I7KUk4T7ZosdSBLXZto+bb0lKeAgdbydLKzTAFTwBQwBUwBU8AUMAVMgVQKZBmIpXpAdHLsHiJUiXeDfvrppyVGK0MIzJ49x73tbee6E05Y7To7utwjjz7invv9cwgJ0Oeuv/56d9FFFwLGno47A6zi6O8fEMjKlwAr/oefX/7yv7pHHnkEm2bNAGi9VEBrDLFiuJkmT1kGopr3NKEDsjwnTT4KnWugdbQKjnx9sTqnumtYi8MBW7P0BWNZRxW0JuuggVbv1kx7ZCnPtM+o1PkxeFct9GcMYQlQFcISrBK2MnwA65ZuxJgMGaOTbrFbtlL5Gu/nZKkDWeraeOfD7j8+ChhoHR9d7a6mgClgCpgCpoApYAqYAm9xBbIMxLJIxsEbB70MF6ADXQ58OcjlJiYvvPCCu/fee9xNN31Dbn/UUcvcooVLAEyr3NZtW90AYOrceXPdddde69asWe3mz58P+FAj5w4NDXqAytAB/B0/+fdXvvJlCUXQ2joV4QYukc2wdCdqfq7LUSsRl89Aa5ZaM7muSdaBGGgYaPUb2vn27CdK9DDQOrFBa5bvkLGAeXGb0b6c3y0aFoAAlucwVit/8u84ZEx8DesaP9fvh8nS8xyuspks+k32fBhonewlbPkzBUwBU8AUMAVMAVPAFDhiFMg6eKPDqL39IMBqk8BVHQhz8Pvkk09K2IBvf/tbOKcdcLTV1dU2uBkzZrklS5a4E0880Z122qnunHPOQqiBqQC2fa6hoQEDYw6sOUgedP0DgxhID+Hvahls/9u/fUVAa3PzFPfud79LHK10N8Ux+5iXSuw2HUM2FrTGE1RYoJoq9LXQAUdMcyg7obpRj8aOjMs4WQ/M0epBq7ZPtouJeGTpC7PkIwuYrETaRnLAF8tnlr4t+Rz9O25L+jyFqtrPFuvfOfHHF+EqfzKuN7+XCGYny5GlDmSpa5NFr7daPgy0vtVK3PJrCpgCpoApYAqYAqaAKZBp06mkS26kQZMulUxKrZuJ8Ke6T7MMjofdl5tUwZVKR6vARLhOuzo7BbYyruot3/++u/32290zzzzj+vv6XWMTYGx9gyz7X7RwobsAG2S9/fy3u5Url7spLa0AldVyHz+YJpTxS2u5wpaDZt73P/7jqxI6gIPnK664wl177XW52Ky6RJvXZIE4OoAtpm+81FV1iM9V0MrP4sFwcllsrOFIz8wyoB5NE6PiDNEgG5AF7f39huBMpCPR/87PmCeeJyWUNyqW9fgs+QpPCqnBAws9U/ZNi5Zjp1+ZXbJ9xnUgWcbF6lyhMk4LPgbp3pOd2Nke0NZEf2kdwzT35cQXXOAIw8GX7CcXTmMZ5oyleE+KOhxavtjWLrqn34wud07u3ABN2dboPE/UF71XHKPV5zm06eBQL6vCJJ6p15SjYZY2rTGfRV3mLbziv6XaByE1rInkjuVSoN7Few0OsYyknfly5DEw6ONM1+A9cWXiv+S9tOx8eoYrxwkpFqzcD6+akAiuHnBDPs61Hni81AF5i3UgwbtLtU9+To007fFE0mjKM35uobYU16WR2pp+B2o69fsuTdrG6txC3wPxvUtpXSgdrBuHHAUqXdwmq7yxXA65fpz6z7HSTdtXsv2W0+YLahY1wKz3GMu8jee9DLSOp7p2b1PAFDAFTAFTwBQwBUyBCalAloFVOaBV78vBaB5W5kfXGvNOQWsMW4vB2VICDgDmDGDUPoifhAeEBZ2dHe7A/gNuz9697utf+5q773e/cx0d7eI6bWxuJlFw9XX1cLe2IC7rRe7tbydoXelmzZotjldd+slnx8uLGZKA8V+/hns+iviuvN/VV1/t/uAPPphblszB/2gG1aWgTHJjHw+7RufKKwVaS6WpVBml+XwgxMKthns4CTYHUW5MC4EfwRrPqSYY9yP3VEemNhCRIrk+Jlf69AiIyVsZQKuWcXIwHqfZg0z/0jqQdvCe9vwBxqMc6JfnEcZpKI3hgJMTEiwntkv0A/gP28mJOzwGrWE1v7wXV1+RlHlKFmhE9RTGS/4DtKlhPcArd0T6sG/wReHbioLALGWTrDflaFiq/cT9plRl1nEViOkeAbRqfj1oJdj2EJzMy8PMfMPwiNlD6yGCVLYjFIxK29ffK7ergxOTQJ3n1MDZz7JgWXpwilAtkFPvo89ne1TQKpMkSAPPZxocQCtqzHDQ6pmsf3aoA3yOT3Mor1Ce8XeD6q2TdqpNJcK0pOpgJtDJYw1ac+0v0bcVagvaN0gxx6B1HPvPsZRe/y0gbSX0HeW0+UJp0P6an432O3ss8zge9zLQOh6q2j1NAVPAFDAFTAFTwBQwBSa0ApkgUww6Es4MHUBwUKIvDiR0aWU8OI7BEEXiZ/E1aQcgXb09At4ITjnAp5uO93vllVfcvb+7V+Kzbli/XjbCmjN3jps+bZrb8OZ6t3PHDtfW1ibhA1avXo1Yq5dKGIHFi5cMc0nF6WGIghi0cinoeIHWuAIVGtiVGjynqYAj3SseHGYdYKZKC2GLuBwPhccK0z0g8sBM4BkfUAnQmmgDhdpR7DxMk+/43HLBnGQ7tMUsZZP6GpRLv8C84AhNWBrVVUkgzjbJtBGA1lbVBheszyUZIl/B+HiIm1FOiiF2/JwAd2LQrBAk2XfkzhHax87mUGiZtowqBVpjcBj3r/q7TgBpuBKtC6IpNUaWBzHpxA39VMua6ho/OYGf+p42M7YtTiTx4ATSAJz7/YDqdXVY/o778DOGVGF59vbR+aohGHw58p4MrSL3xuHNjYSvWFlAzFp96LJ5bbIErFw9wAkzQlYPfP01cX6TE1hj2QemrQdH0vmldMry74GhQpbpEqJUaTtMIV7qPirFveNTY5iffD/Zx2ZNk4HWjIVjl5kCpoApYAqYAqaAKWAKmAJHggJZBlZJR2tyMKJxIjU+HQfrfMXXqUsr6T7i+4SYurNzGg17BQjAfRUcJ7w346s+88yz7mc//6nbu2ePqwUQPe6449zMmTMlTW179rpXAWIfffRRd+DAAXn/hhtucOee+zZ37LHHDnOuxBub0JHLeHtf+9p/yrVMbyVAqyCL5DrdNCKVOPdIAa0yUOV/GLALVBOoNPlAa9LROlLZZ2nLWh1S1ynojZY2zGkcV60YhBcDreSnAwM+DIQHrVVoRylsv1lAawJGjwaGVwq0auiA2PUfO+1jJyfLgOnSa9ThzPfkGmrNPgRtRkJtAJbq0m8/WeFd4pxEolRNTY0SikU2GJQ4o/34vRvvN8t92ts7pP1xoqm2ti4HWHlv37f78Ct0tNIJy3tWY4PBZBemaaiWEC0+DaxD/f19+Bv9eE39sIkEzZfG4Ga+dUJvDLvDSXeriQJaxQpd5neZgs/UfVTG0is2aTZS/5o2bQZaMxaOXWYKmAKmgClgCpgCpoApYAocCQpkgTPFQKsO5hWWchDMgTI3impCPFSFAPEgI3Zh8XMCAjqm/MC9NpWEDP/X04vNsBAagPfl9bzPU08+5X7ww1vc0qXL3AknHC8QlZC1p7vHTUG6nkXM1ptuusk99tijAhRuvPFGhBG4WFyt8SYnTBfTx2uZR5779a9/TWK08rwkaNWwCWmduZppLZtiQCft4K4cMYsNxPV9jTs7Hs9Opo+hHEME1qJJl9iR0brvyeRozcGxEBIguWy8mCijbdPl1BNKHq3+HXZJnG6FrHyvBoCNjlYND0AnK0MLsJ9g3uiCrKs7FMKJTbmES1n7FJ1kSdbPZFuKP89al/WZae6VdMQdUucDCFbAzp+c0OF1fmM+hl7wTtFih++b6AT1m/DV1FBzT6X97b3DWGBmWHng08W1+n4lQEfHQXEas99mqBUBqiiffjhYFbQSuu5FSBama8qUKXg1S3+revAn//YvOplDbAA6VMXx6uPN6vdCztUcYCvbNifOCFprquvlvOR3j/bJTL8+K2t5llXvj9CTyoWEWfqONI7WXDzWCLTG9aXQd5+C1qzfo2mKLO5H9LpC/W7y+zBt2gy0pikVO9cUMAVMAVPAFDAFTAFTwBQ4whTIMrBKZjEeLGu8PMITOlOToFUH1UnHld5jNKEDCFp7sclVV3eXAFGCgO6ubvc7xGX91re+5VYdt8qdffbZ7orLr8AGWNNlKW0/YOnjjz/mvv3tb0uIAUKJT3zi4+58bIpFR2s8CFQXGQdVCoRvuunr7uGHHxY31VVXXSUxWjWPClpHO/CPB2Wx9mkHd+VUzULxIDU/FR8cAsSkjAJQudAB0XJZgqliu7ko4BINUy6Xpd5sRwq347iASSdmscmPcso8yzkCwSR2KOPjhs2ngqs4DhvgXYwe6DFGa21VnQA2/57PH/sIOh8JBQnkCOGYH6lvjCFa40MUyH9cmh6Bdd/YfA60fhIIJo/chj2BDjOmbFxuydiy5WhSbAKE1xZr82lBa9zmkuFXNI0xRM7/rvFdPVQVlyj07u3rFVDagU0C2zs65NWDCaROwNS9u/e6fkxUEcAyrjUnknjlvr37EFplvzyO77V3dEpc3v4BTGodPODqG+rdFEymTZ021TXD6cqJKMZzJYAlqJ2KWNetU6diw8AG19LS4mZg80HGxG5tnSJxsBsaGqXcWY/ofGWrZ9gAOlqZNtlQbdBPmhE0x6sgknEzx6NPLKcuTPRzkhMNcR0dbd+RBK0KU7XNDcK1HlpoaKc+nIRgd405LOWed7PraoV4MoPhLipxxG2u2MSN9jdx35wmbRX/Lk2TuDE+12K0jrGgdjtTwBQwBUwBU8AUMAVMgYmvQBbQqoMLHawlB2qEkDForUPMVA6SdemrgsoYOujgOU5PWkDJzZMIdvoAbvj8XkCB3Xt2uzvvvMt965vfcAsWLhSX6iXvvsTNmDFTYOnB/W3uxRdeQPzWe+Wa+fPnu+uuu86ddNJJbuHCRXJO7KjRgTzfJ0hW0EotKg1aCzmBRlvjDLSWpyBBneKDckGr3w2o/EOd4fFgfiTYWv6dR39mP2J19qD+eycqXJNhQyzG01XQSrBMRyLbioLWOjgTFaJqiBEPWnkfD9O825G73aM9Y9ecwSq/ozw150ZLNaSvBLwSMYIkNp8faauHAPr8vujDYA7dnMHZWYP7FooFPJJSlQKt6mBNuu2oSQwWh8Ebxk8Vdz82A0RIFDpSCVcPHNzv9uPvPfsIT9vwe5vA0872TgGt1JLhVToFwAK6ogz2A7J24loC1D44WiWsgJRtH67t8E5kfNYMqFoPaFoPaMq/G+oBWpubJMwAgWstzuPfMzHJNWPGdGw4OAOhWmYJfG1ubsRnjeKKbWmZgr9xDcBsHycaJLwEIXx+lYPmtRB8LgWzR1/7j7w7VBq0SvmE/o7fyQom5d8MeGm9ZXvWth0HDZGpAYnTm9/wsLaCoFVLWL/7C/1bJIbAaf+tYqD1yGtDlmJTwBQwBUwBU8AUMAVMAVOgbAXSglZ1p8WQL+mu4zneqeZffXBREao0NmIgHuK16n3ipeij3S2au6BLDMAQf5DLZzdu2gDQeqf77ne/iyWwHbLEdc3qNTLg5yYv+/e1uTaBDvvdWWed6c477zxxvc6bN18cWYQKzIN329VJ+nkoJFLQyr+ToHWkQVrZBcQBZ1hOHA9W4+vjQV7aAV88oNR8yWBYB8DR0t647CvhHNPQAcPymnQzJoSsVOgAWrJyPq0QLzZZpt6BGeGDEB+z3LIvB7QWulfWOlBuunheD9p0B9qGj4Nc61+yTN27zhS29sFhzvZD2MrQAQpa4zbk43C6CLRioybcl/Wt16H/GPIgllBGQCvjfjKeK4FsgK7DYGsIORGnQ/MWw1RxvYel83UMNZIS5MSg5ZCyj8q9kGOwlONVJzz4DGrKnzqBpaEWNDRKwX4TlbMNfduWLdvdunVr3foNG9yWbVvd9p073I5dO93O3buk32sHdB0KsVsJVZuaW9zUqdOCi5ou4zrX1+tB95w5c9AHcnOsQYmtO4ByGRzsQfkipApWB3CCy/fn3ESrIQfNe9EPd8NF2wnYy3MYhnf69Glu5qyZAK4z8LxWgatz5sx2ixYtcCtWrnArVizHZoSLBX5Xod6gdvh6BR38Sglfp5LhFCrdR6VpM4fr3KRDU9OR/A6SJOPTAAAgAElEQVQv9v1SKt2xo1WnNBS0KijVe+t3Iidmct8zI2ympbDVt3du3FYqNUfG5wZaj4xyslSaAqaAKWAKmAKmgClgCpgCmRTIClpzg6QEkNNE6EZY/NnWhgE9Btl+QN0qbqXc0uAIIibhQ1pgRJcdHWqySzXjCWLwv2fvbvfiiy+6hx962G3cuNEdbD/oZsLNKgN/gNfZcFTRiUVYceaZZ7pTTz1NXK10YBFwMD6ibrjCQT1Bqw6SCBUUtDKfV155ZS50gA4s0+ZB9VNgEBfqSPfSAWxWAKr1oJSjdbRxZ9NUUg7aB2lYHOYEpYsvATCjm1YKtBIu5BfE+o25kocud8+9T9Aa1fdytNC6p+7FJACP64v+nqXOpe0HCFoPYrk5d5bX2Ji1cKRy87lcmqBJErTW1zTk4HMcZkTz5x2tvnwpVfdQr+sa7PWglbE6QyxX/qwlcAVoTepMQB88dNIfECSS/jH0ZxxWQEKHiNsWcZcBFAlb0xyFNBtp0kP7PO07Cz0r2Q51aTzPVfis5/gJpWr0re1wre53e7CxH92r+/btdTu27nDbt+90O3buwmuH24v3eF5XLza2Aqjsw6SUbFhGKIpNrOqhe0NtA/ro6W76tOkA0L4frUZM3Z4egHCcOHfuPLhdCVoBWQlbCVkHO/E7ww3gb8BPXsU0EbTS2co+lM7YboRz4fO7OzsQrqVbwgU0NNaJvbEPn/f0dEo94nfEwoULEE97iVu4aCFCEjShP17kVq48WibJOFnH83hQGx+DlnF98xMa8eRdmvKcbOcWmqCL34tB62jyXihGq060yPdg6L+HPRttXD7L/R//iPpQLc8QYoDtnBMsh/OI4Whycjltugy0plXMzjcFTAFTwBQwBUwBU8AUMAWOIAXSApYYAMbQJwl39DwCyJ0Y6O+Du4ouJrqlpiJeXyGXl8qW1QnKmJE6wGPMRx5cFrt33x63bdt299prr7ptW7fJswkeCCVOPP54t3D+AoG/xx13nFuyZGlux24NcaDuVUJWDvJ1kMSf3/jGTe6hhx4SGDuWoFXdjHxGvFy8EEiNnXWlNsopVjUnMmgdxMYpuZ3rw07mBOmFjskGWrVcCrnPhFEQJIaX6pEFtqftB3oB6w52tktsVV3SXQdgVwi0augAdbR6UE5QRpcm3ZHeMcl062ZY/nPnugBaO/AaBlrpouVkCtGrAJgoviO1AMQhaGVvQADI+sNwAvwvr4133XNpOt2YjQCIDUh/mqNSoFX1UcDINGpoFsZb3Yo+bePGDXCurgNc3S5/b1i30e0CZG3bj2X/OIdOUtEXy/HrMYnUxKX5Lc2umcv2uZEV3ptS1+ymtU5F3NRpANCMrctYmrWIc90jm8TPmjkX5QvQys+4kRkAeF//ftGY2IxtVONuerctQCt+apiVrs5u3KvDdWOyS+P0tmPTrT2797idu7a7LoQnYLdNdyudrnwxpMBKOFxPP/1MANcF4qqdPXuWhCPQeK1JR6+BVl+LDydolecnJp+GpSdwcfl3QoghHE+oVbGfxz303xj8y4cMOTyH/ntGJyKLxUsuN3UGWstVys4zBUwBU8AUMAVMAVPAFDAFjkAF0gIWHcAlnTFJh4cOJDgw2YM4qQcPtotbacqUFnEmFTt0QJMljMAgLGtqilEwxUF+F1ypnXBSETzw95kYwPM5/XB1tdIlBfcVn9eMDV04gKI7TP/mYF6daJomHWzxfXW0cjkrQesHPvAHuawpMM5SLQhSGLaAB5+rzi11sWn+kqBtNKC1GESPy7ySjtYB2RDHx93VNDDfXHZKZ6LUuRBKQAG7QLeUA/IsbWCQmymFgvV+1tKO1uoMjtZiDskYjMd1QPRJOPzKqX9pNSCgpDtSn6dxWrVccnWGMDUsz9fNsNQ4yrbqXa1eO8K32lqWq0+xOFoROqDdARKKo9VDVfgXffgA/qRZFefJRvU4eOkAzhkkbB2iwz0CrQHmss6wXvUjrAHzQQjZUt8osDXNEU9wJK8bydkq6YxDSkQXJyc84kknXkO9OHnEVQKcPNq8eZN7/fU38HrdrV37htu9G33tgXZA40bA2EE497GhFUSpAfQkWG1Cf8ef9Y38vUlA6xSAzQbk33X3S2iARrhN+/uweVl1LRykza6nG0v1UUZTp85wdQCtINmuEWC2qnoA99/NkpKyI4BlP0j4q05sibvLsBKYoGIZDqLP7QNwbWyC3lghQNh+AHFi+R3Rtn+f9NMMNdOHTbB6erulD2yoh9MVG22tXLlSNig84YTjEWJgMRy2c6TP5koDQmjtp1XDLBMOacp/op+rOsRQL/m9rXUxiwte81/I0Srtd4R1/kTz2m/SUc44vHHaZIM9tnEBrqHNH6awAeoqZ93WmO0acz5LXxt/n/p+7/A6dce7HttmWOOtsN3fFDAFTAFTwBQwBUwBU2DCKZAWsOQGV5GLTgdpyY1ZdIDCwXIvoAyXi2qMVh1sJKFDDC/SDv7U0Sr3jJaX09FGoMINXTiomz5thsAc2WgFsIXgrrGxUQZRvRjgM621cLdxAK8DKX6WHJQyfepoHWvQyvsdxI7ePAgrcnEwE7tux4Pp0QzaYjAe5zMJdA8XaNW6pKCZzskkaGU5M27nZAKtyUF4EsRRF9VGoRzbWNq2k7YfkE3n0JbiCZZ4Y5tcPxEvG+Yy/0FOGnhHKw/vao1Ba7wEHI50wLwuboZFN6osZSd0AZyQv9E2SLsFtOL/ws9BkFyC1oEAWulYFUds2GTLg1akH0vWBbSirbU0ADpiwiXNUSnQyjQRrnYgVMNOTBZt377NrV+/XkKhbEDs1R07EBpgrw8N4PupKtdUh8ksgCqJL82wAE3YmKq1RQBpbWM9tAAAhbu1EY7RltZWQM8mPAT4S2YPqvC8fukDp7ZOB2hlnwjXb8MUXFcv/RE3E2xsolt1v2yKRVhNRyrjYDNMzJDUDfSrAKpcLcDJNcJW2pR7O7pdKwApN8GqQTsmmG1vx4ZdcEh347uCkPUgnK4H4Mbdjw27DrbDldt1ABtnzZQXXa1z586Vn4sWLZJNCxcvXiSrJRjypdD3UZpynSznVgq0DnCCU2edgngjr/IHZGVokPDfgIBW34/F3z26eWalQWtyglRXtPDfBownzc81BrEC/rR1xhytaRWz800BU8AUMAVMAVPAFDAFTIEjSIG0gEUHQup+jAclxUCrDphiWWIXXhb3aiGJezAIUvcjN84QsBLtgs6YjIQxXNLag0ETB/VdcFBxyfPsWbPFPUU3FePIEmzqQXhB0KHLm3XJagxaOQhLOlpHUw34vP372yS9hBF0mulmXIX00nJMC9g0jcVAa7K86QQU2JUynmUWLQjOxdUawcQcaGX5ShiBMGDnElSCVrpdU8byy9IGsjhaq7iEPUWMVoWY6tSjhnE5aRtM6sNJgzQuqXjQX3Y50TmM9qWuNWqv6dN7SPrDRjfixkRsz8E+bu4U3MghfABhKw+6IhXCUiYC2D5Q1d6asCSd5wTASsjKl+hJpzDvEYNW7LgkoJV1KAlagzN0LEBrrFcxF2uhNlmuo9Uvu+8Xx+emTZvc888/h9fzEneaoJWhAljWhJazZ/tl9VOx/L+3a9DHn4U+tdyAEHC1kbGxWWbQuRefVcM9XIvJpBYA2CnYBKupqsEN9PYjnmoP+sIe6XNmTJ+NfpKbWdFVDFcqXK6MxcvNAqfPmIrJqD7X2d3hDhzc73bvQqgCbCp4ECFZCGNZD6dPn+6m4UWYyziwjEHQdbDDtaKP5asR6RpCGyes1e8S1o+urk7A14NuH5y7W7ducus3vo77Ar7i3vsBYHkO83z88Se4U045BRsYniWOV4YX4ASZd0MevqXmZbejcTyxEqCVz+gPKw/irPA7otDh6z0t1t7Fid5dJgc0vIh+3/A8fs/WIAa0n2TBJRVwtBaa6NXQF4wzzIkLHhKDOGzsmaavTX7f+n7PHK3j2Azs1qaAKWAKmAKmgClgCpgCpkBegSzwJxNkSwxeAq+QRX9ccipbooSxkfwg+JMPD10aGD+f8EReEh/RQ5R4WTHHWvxc7h8GxBJTEWCEQFRcLLhQoIzEV8xvOEy2wjQlh3IDWJbqYweEDZPkvuqc4aYcXIrOEZtfgksAM4jltYQ3HNTJbta4B8Er4SZhrcZ6HaRTjOCIzjhZsu6Pm2/+rnvkkUdk06zLLrvMXX/9B+R9GYBiUJZc6l9uHefzuFs38+OBFcAB0qQOWxkQhqWZxFDUWBbSpxyMDud+hFY+NiZNhloHquoArfAXvXL9uABRal0j3YlBBJaP3x2azCtvbfI7hhcfSB4Sw2/YplfCz/yLsXdDvmpYj1gf5Jn+c99WqBPAEXTg8vJiR9IRyr+zgH4xUg4TLy/88HaYT0toRonrfEoLwc5SoFWv07xqXuJJgpH6BP2MME61TuqWK+PwwTBpo/wX7a+0jrAdss7iQQLC2X4JyUN75e3z9/aVj+nqw/lAcPJ03+58G+Rt5W/eiv2Bpo99iJwcNGUr0U6Nzwx9Dd8TQM2846fGl9X6OxTFBZbbacxI9kchDQS1rJgy8SJ1He0E7jzfqTF9/j0FflLfJfapr6/SN+AcnwZszIX+KA5PwskbTrY89/wL7sUXXnIvv/Kq27pps7hXfY55fw9OCUynADy2YiMrxlytGahxfQCm7QCWNYDOMveAVxM2l2pG+JZ6bCpFgNTeiaX5dPM2TXHNDS3Sznr7e90BQM4uXE9YSy0aAF2XLVziGhCztQ+OVFaYhsYaN20enLPgp32Dfe4AHKltew66tl1trqq31jXXtrrFC5YQpbnO3k5XDdNs47Q61zoLG2HVIsaqa3RVfYBp2L0MCuI5CHOA0mZQDjpuB7ET3r79HW43QgrsaNuF/hoAuBObfe3dgbxxdUIP3K89om9jY4s77fQz3OlnnOFOWH2Smz9vHoBzi893OKgxoa46r3374feDL6NBfh+gLsTtJ57A0vaiqxuy9Bul+qVin+d71biDz9ct+S4VYJ13hxIE1tbVBLfpSF8MoX4Ue/hI74fvePmeYhvnvxm0bVNf+TdEaJPhG8uHAPEFI5NFjNMsbRG5jNoOV5roZA3LjJvfha4gS0rLvibZl2nfHMNgDeeTFZLGz8h6j7IzdJhPtNABh7kA7PGmgClgCpgCpoApYAqYAnkFDidoFeiSGyTJCtQcyajGB7XxMkEZVA0vOQFu4A26q3gVSAhftXCSyiYXckHYUV4u9TcgzCPoJPB0XGJcVYP4fICdAiQ8VOPBn/xbDUvyNv+Py1U54COMC3RYcKRAXQ76OODzL3/4DXUIEri5jzprmD4CTYnDBkcN48XJI0K+BeQFQPODH9ziHnvsMQlLcMkll7hrr70u5/YcDWgN1FKe46EqjhCbVNKC9+j2lCOESRAElAG0UhuaaiSXsskNgCrKb4B5ZNnXAyDhJ708fXivAa+WoLOoGIAZ4ZU6ivm+DJSlLAo7dkbaLEXLZxCFx4E465QvF8Zo9cXNndGFawXgVwPKyqIaae/4pCOUfxdyXIcKUvRHqfZZDHDG7lQtR/0Z31PdfTHM0bQXg7Ka2HjgXh5oZdvLt68409q2ta3pBIfAy7DUt5RW8eeaL6038c+kDjJZAeLfy8maMMmhP31z8CDf17F8P0TgFG+sE+usafEb8OQPOj15E8IehT+xzvpcdckLVCVoRVuhQ141ZyiCXH1E36GbtnnXbugYpS4zJAj6FvzCjac4SUTnKu/D5cl0bW7bts29+eY69/gTT7sXnn/JrVu71nVgWT7b04L5C92sWXPctGkzXT+7IwJg9FdNgK1NiKsKxOb6ASE7sAS/SuLV9qOP68FGVy1wos5006ZOx/MGENN1HyZwEFqgDhtkAbSyr+2DE/hAJ9ykAJy79u6WcALTsNT/+JXHuBac23Og03UhDmxt3ZCbsRgbU80ANEUYgXY4/vbu2ud2bkLc1vZa11o33R2zbBUga7vbsW+b667ucM1zGtyiVdhUy2GJf2+Dw0eupq8a6QWk6wfArepD+x4CDMaqgvopSAOcreiMutCx1VT3I0/tbv/era67o811tu9zmze+6bbB1bt7zwF3HNytq0862Z1w4hqJ5bpyxXKJP9uE8AUNDdzEkKAVMJv9FUtDJvo8rGZZDEB/TsZpXG4NySF9WeTgV1ejnpem/hc7N9n2k+cpwIzrdbJvYHr5Pcb08buMYRTqEd92XA+6yfmFESY7JCRAgK3S7tivoDx1czqZDEJZ13ESgmUugNh/b8Qa5NpbaPeyioJfUim/37LkvVTfnuWeh5Rn1P8YaB0LRe0epoApYAqYAqaAKWAKmAKmQBkKZPnH/lg6WmEmyo1p1NnKZHPQXYMlwN7dGZylwyCHsEFZ9qugFSQzB1qrw5Jv9WPm3S90TdKRg8E0BrxcZozhrwwUORCp5VJgjudwb3HFBeBGOEiGwc9qCFqZxgAeBWpJ/DhCSb+7sYDWQCPFbRaAsG50QeChA29ZuhjSy7zLbtb4WQ/YwAE5HWc//vGPcqD14osvdtdc8z5ZMstrY6hURpEPP0VIANNOaBTQMDfFgqvVHxyc5rdh8u64iEaX+UCB4ihsjmGJQ/1u4gStQTMBrdUCWgnCc6A16Cx1YhxBK/Ev65KAVi4t9zxMDi13li+zzjril5MXz/xYgdZS8o7UFgtBlULveTekTkx4oBy/4jTEz0s7cKdcqPW52ykDEF1zS//9xzmgyc8SsLKUJpp2TWvyp9TqkEf9vZ+OVpR/fG4MPX39i9IV7iE+usghnexPk6CVAJWNgEuZBbRKu8tv0JNz1gUXqrrHpb6F+s9rYtAqrje8pI2FEBjUjG4+D2fhNsTfDFfCjaQEOAGQ7dmzyz333PNwyj+MvuVxt2PnbrdvH8BiB9ypuKYFy/yXLVnm5gG2TgM07QVY68F1wISugZtdEbRKPFw6BRFrFZNV3Bisq6sdsVKbsZx/hoQEoGt93779zAHaDSaVgDspJjcT6x3qc3v273UbNm1wQwCy3DBw8dx5rhXu10Y4UPleXX2tmzp3mpu5cJZrndni9h5sc9u2bnObXt/iqjqq3dTGWW71MSeiz+h02/dtddvaNrmaliq3bNUSdCktmLVpdJ37AQU7+9wgQhZUDTFcgUMaG7H5FTbeampxu/cCFNc3uWnz57t6BOQd6EM81wPbBbgO9Ha4Hdu3uC2bN7s3N2ymDxZlyLixTmDrBe+8wB1zzEq3dNlChFSYIRut8buIZSHhYARs++XpDGvACTf2tQpVdUMvli8n3bReaJzq2Plaqu6X+rw0aGUlz08qab+rayvkm0DqEr4/GXsc+fCbhOVD4JRKQ6bPOUkns5jh3ws6ExP+/SCTnGFyk22O/zHN9SEkgLT30E4PAa1RnHX2TtUpNznMlJ9c/5H16vKui/Oatr8u7wkT5yxztE6csrCUmAKmgClgCpgCpoAp8JZX4HCB1uC7yoUNyLlbpURINPFjmMPMgwZ1vnlQQtCaBxagphhEwymEQV9N2Mwpt/A9N5jyy9P7cS5Baz82XwERlTho3PiIg2TlJrx/IeCGUaY8h+40hVTqXvXLo+luxSvAI9nJPDgm1QWkG3LILurhpfHm6LpR0NqPZzGm609/+hP31FNPSeiACy+80F199XvFSaSDdd2lOJP7SQxwXArqYy0KaIR+Cpp04CrpYkxCAu+Ujh8PWhnPMAatBD6CnOBGwk3rAmjFzbmUuwHvT+FwOQfh8svCx9rROhJoDSx6mMNZvLNlglY5NTha005SpD1fn5Xs2EYCLLGLU6/LClpHeo7oSMgYdItBqz5X27eWebU401JWtqB3IcAa66Jp5c+RQauHw7Gble+IRlHaigHXGLZKLEj0GznQGpytPg6B7+OE4xG0iicvIC6Bsr7XTPbZCme5o7qGJJD6GcIWaFgR9jn79u2Fg3W7W7v2Dff663y95tatW+c2b94CeMtEMLxJDZb3N8OVOtXNB/ScPmMWoGSr249l/gcAYduxnL4OfU8TJnrqh2oAR+FwlQ2vAFCREW441dBQ71qnTgVonYX0ViHmaTvAHPu1OjetcZpM3nQjdAAnVvYeaHPrAVrZlzUD3s5GWIJWhByYgg2xhtBHC6CFU3TukrluxvwZbs+B3YDEe9yebXtdfV+9m9k80606+liEG+mEo3WzW7v9VVfTWO2OOe5419dVBWA64Dr29iJ0APytgILVVb3QmbFjB30IhJYZiKXNPgg9DgEvnPVVCFHQ3bkH/TauqwJg7uoQCL1tx063B9B41+69bsuW7RIeYfGSxW7VsUe7Vccd445dtdItWjjfzQJwrUcfyvLopiMZeJkxZwlaJaQA+9lQ2fW7gEUmjlfC7AAxdcVDln4g2Qck+4b/n733ALPsqM61q3Punu6ZnjxCOQskoYRABAlJCJGTRbRMsI1trhPYvv7/+/zGfu69vr729X1sAzaYLMCYjMgCJARIAhRRDqMZTY6dc/y/d+2zutdsnTPd58yMGKCPntZ077N37apVVatqffWttYqu/dSNcCnhAMFD6rhHSJZYTvFOSS5FOAw8MuYO5oq99dCv2cEmByEArfZH4cCmQD41RivrSOEAhd+5o4aDgHC4M7eW+LVCMX6PFV2+uqmogZXsvSp6UeGhwzWGDqUOR/LZJaD1SEp3qewlCSxJYEkCSxJYksCSBJYksCSBsiRQyWa/og173ngpeHmbq58xsQphBPS3ARiwCw3YK8RKLBiA3jgzqGCCFVwBjdUp8LRG/wK05hmt7vaOsYgRNmWxCuVGq6zXIh8Z0AorZzFA64wSSM3CSDWAFPBQUFCBWZOBKlkYAU/EkWUwN5qQ4v/B/soMVD4ZG42ES/OAoif8qdV1gFaygH/5y19Od911l0DXsXTZZZeml770ZcYkwhA3oKhgmNOOspkrBaB1GldQZE4sRgABTwJFKISCu771RwXGKGDLjBhqBlwjIRit5sosyMlBacX5I4QA2aUnMeB139EAtNJPcfga6yl/MTfrHKj0fv5lBVrzyiTO/WJ6oBjQOgdoGohYHGj1e+bAUT+kMGZm+ciH6YMCGFNKXx0ItIptG5ipUe94SI/DBbTCanVmoIUQiO/1dlusVv8v04nMFUYiOqaucBDi/UN5AK18bwclavuUJZySm7zpVBE75dK/cePj0iN3pttuu80SXe1VYilAM/RIrcDVVgGqnZ1KKtXYYomrSARFXNU66Zp9itm6r7c39Q70pzqAVRj10p1tisfa2UXMViWH0vsHxTglSVWLkmJ1iDFapXk/PDJmIQRqq+vTqo7VpmcGlCBwWh4D/Qo7sHXnDiuvTcmsOlSHlvrG1FQjdqeAVnT0yNhU6t6wQqzWzrS3f7fKGxY7VUBpTUta0bIsHbt+Q5pIw2n/4Lb06NYHU7V0ySknn5P27xlKe3YNpKHeydTa1Ja6u7tVN5IZjqnMgdTa3iGwdXlqbGhPo5NVad/gmMBYhXORC8LUxICxWxsVO7pRrFrikg4Nj6btu/akzWK2PvjAI2mPWMHjStK1du2adMKJx6YzzzwtnfX0M5Q866S0vGu59Gh9wV2dsBMqV/1GTO5ap8sX1rs4RtHlfiBHv2RJt+aZ4GUt8EX00tyY8ZOOcI+D9nmglVscjMzionPASQJBzU+BrBYS4wh+MqA1g3rdO8VeV2CyOtA6p3ddY+MVw22FkABzXigBfI3VrmRtq7TZley9Kn2Xy+BQnj/an10CWo/2Hlqq35IEliSwJIElCSxJYEkCSxL4NZJAJZv9so0+WCgBKzGbsQjQ6m731CnDITPQj1iBETx01kp0BwRgqCHuXQBaKcGZs9n7MmOVa1NCVwE8J0YBWmcD0FpATH0MwN4s/G7GnO4dV2KXacU3hPUJoJAl0sp4d8akwcW3wErzYshp7H6Pc3EU7cv5RCMHvEjfAJZYAg8Z+J/73H+mn/3sZwJdidF6eXrlK181JxMH84oxExc1lGEGA7IWYu4BSgO0zoUzUNUBRg5gkVrsu8V/AFoJuEBsU8MYDGjNwCMz6gGaiwCtjarbkWa0Ep/VAPgiMVq9hZUArTaCC4A6Y7WSpDaLnWvlzONi98b5VYzNWgy0PBiA6WXYfCtMfuIqkmjNdYHhhnwfXOfnpl0BWGJW1RViFy92tPm783WO9c3XD4zSCJ2Fz9xcKoSRsJkadIHVuwDmHAAuB9A0tt3L9dirheMYA6uKAq2FgNXOnM0YhNnBkx3cWAK9A2egs1kNVNJ4nhKw6Ymu9uzZmx5++OF0++23p1tuuUUA6x4BooNWrY6ODrn5d6Wq2noBq21yf+8W0JiFCKGkZrFLmxQqYFjxoQfF7ITV2qTQALBWB/b2KOFUjYDWDh1U6WBoeiINDfYbY7NOYQDaWzt0eCVmqmRbpQRXzfXNaU3nWpv3/SprUjFihhTjtUfPkGG9Re9Z1taRGqrrUpU6RDinAa19fSNKcNWY6tpr0vZ9WwXspdS9YkVaLnZsl4DZZa3NOqQZSSNTPWnvoEIKyFV/Rfvxadd2sVB3KhyCWK3EmV27dq1CHAhEnR4RQ3e/xWhta4exuyyNjFelPT1qW2NtalAmxplpxakVo7VWjNZGMWprFcpFQhLYqvr2DqbtO3alvQJa+/v3p8GhfiXMGlO9ptPxxwO4np6edfFF6fjjjktdnSsEjqs/iAErGcIEbm1uzMa+rXUKRhBCd3goHMLM0JcA0IvVAwvNkWIHIfEZH/cGYBbGso+yuTrwXWHyugfEXJyVhSpQ4fdWB3memKbOYbq+xttKUmC0ZjolS3iZzd0sPAohNixZJiWFhd3ncpX66WBJDiusftHHytHZh+O9h2sMHY66HIkyloDWIyHVpTKXJLAkgSUJLElgSQJLEliSwJIEKpJAJZv9sjfsAK2ZV2rB6NE/JYBWywrssdRkOLofK0MAACAASURBVBkwERIdmVHFPQWDah5MUexMoSUAreb2PpdVJwNWM9f+rAJUZboAtE6Oke26ALRa6IB58GL+iXnRIq/RoVELO8B7YCgZ6EGCmwJb1p4DaDWDLvtYjMVcD0W3Y0vYQR0DopdFSc2e+sxnPq1YircaOHLVVVel173uN7K2SBawnywjOX75lXwKQCvsWct0XQBa58oMQKsZ1npHnQDmsoBW6lpgwxpuZjFrs0zQxgJ2oBUjXgzGKYBJ/dQ/RUCrJ1UziaueMJsjScvxMwfbFsNo9f7h38MJtBabs/FaufMzsj+9rhGIdJn4v4thiuaBTKsfYIdY44sBWn0YM1aeCqCVuTsdYjNaP8+F/shqc7iA1rlM6AX37BgS0sm7BxwsFQ45SgGtrjc8LiX9MyOQcki6YpfYlyS6euSRR9J9992XHnjgAQGuD1l7cPmGQbp8+XJjno5LMTY2yXV/uYBBxYWekss7QFWrwM9OxVulnpOaKKPjY3K3b7XDmH2KlVqtSre3t0kvkwhLsU0FmuKiUKsJ1CQWaaNinzaKLdsshmtLQ1tqr2+1g7Qx3T+miK9jKnNc78limVan7q4VyounGKhjkwohoARY+m90RECzmKijAlMf375RoQFq0rFPO8bYrB3EihUDtbp2LM3UjqSpGsVVVUyCmZH21Lt/PPX2jKXhQcV/VaKtzi7FUK1XOAIlw5qcGbXwCK2ty5BGGhyZTXt7x8XErRMgrHiqoutWCWitVhxZdAFAa21to0DaKoUDmBXgqraOiC2rhFk7tm9LO3ZsEfi6WeEBalP3qhXpwgsvSM94xlnp1FPOMCC7QYD1hLwhGhRqoblRabk4kCt4IzgQ6P3uep1+wkuh3DldahlYNNBa0FmxHK9vvGbz3JjqlSw8i39mDuzNZmLRBzOWeHYA4gkTLeFlQad7CA1PnugyjQe2dohRIqni4mu7uDsr2XstruTidx2uMXQodTiSzy4BrUdSuqHsSgbur9rg+3WXQbH2L9TH+RP8+Lef8PmJ40JlPUVDfcHXENdtTNk5OaHGYGLhHpDLDyfcXXJp8aDr3McH95RyDbVSC69XLt8XLss5hkPOdWWORXCY3GQWFNIh3vBUzbVK3lNJ047msV2JDI7W9lTSFn9mjnGwiA7OG8uLeKSiDX3Ul7GeeZ1ZTK8eah8txnBYTLvzBkW5z/yy3l/JWCy3zwBZHWg1sAI7aRFA61ysQgNaM+MqA1rnY7FlBmoWXsCBVtilc7aYHsPwgi2b1fvAGK3Tk8R9K8RoVYxQXDod6yxgQwcQTbk2LkYTAGEWPy9jtFoyDgBLGEqFda1G5UVgbp5Ak70hD465wefXa919WIVcd90n0803/zD1yH335S9/WXrzm99iZQCyjst4z0IfVJj5uUyglb4g/uAB/vQLTQDA2kK3Z+wkfrIQEQaCwxwkRqsuZz9ZEqQakiEd4RitYMsAP5EZXKu61DCurJ/o16yBVCVj5GaAs3/ycyK/x3Ews9y5E8EAf1cxnRevLcScLVbXPDBabHxyLa4/pfaLpfbTNlcLQKsdfgCK2CFM8bijLm91Rdkfl7fXuVgBsY8MaA09athRPBgqFBD7PB6UFOsbk2FguPI+QB7Lal74FCvD6hzq4rEnnUXI95HR6uEHsliamY4bH51I27ZuSz/76U+NCX/33XenLVu2pL7+XrFDx9Pq1csMPF25slsAqEIDSH/0yb2/Su76y+ROPyZ3/jExVyfHJxRKoFP3rxYoKXBVIOGkwqY0itEKO3n/nv1q47QBhyNy5x+TG/3YyJAdhnHMVKs4q21ijXYpKdbyru7UopAEo/1DmtMKu6LwAyPTAnOFplfVNSj+6W6BtENpw9r1YrTK5V5tWLdqTVouxmljdUsakCv/rqGd6f5N96eqhipjjnY2tacWmKaTI6m+YSrVt06nlq5aufNPpx2PKWzCdJNiz4p5O5iBxhyw1dRPpqbmmrRsucIkCABtJRnW3j7Fip1IvSMKhdDaoPAFjamzo0lsVikHsXSnFHYBbwbxdCVesW1rFLalVjGyyQGlmK/7xBDeuOlRyflninn7aOrt60lr16xOZ599drrkuc9LTz/rnHTsscdK1gJNGRdSOswfS2xWYK7yNzrc51WMu132BCjxwGL3S8X0VNQR8Xu8NyLj/3DVNV/OAXvgOFdtxM9/ItA6ngNa5xitORvT194loPVI9d6RL3cJaD3yMrY3PBVGw1PUlIpf8+sug2LtX2hzyzNZzJl5A8gXlTzQWi4YWXFHHuKDAKos4DGO24jcVqbk8ujgK23kPv6t5NT0UIHWKHPbXBbcO8oBkw5RTIf0+FM11yp5TyUNW2ieVFLm4XqmEhkcre2ppC1sut3FbKFDn4U20wfrk0plljeufS77vHYd63PeDcVi+jRuqBcaPwu1tZL2VPLMQvU8Wr+vZCyWLZ8co9X2agXLiH8BseaSSIV9HOAszMKM0VoAWQvATBbXFeAiA1oNAFNBsCAj0GpZuB38LCAngHhzCUdEbqohdp65ygsEkdGfZZ/Pfmwc6xoGWBYXVu9V7EMsyyyJVfZ+a4cqReZymGf2bKE8A1cKwE0EVub2GwUw0QEnZ42CRLmb8Be+8HmLq9jf358uvzwLHcDHDXXWb358vpU13pAlCVhgtIYYrT5HSezlMVoplzoRP7asTzGgtYBg2q4LkAhWsIz2LBJltp8no/kvGmjFS3bOjVb1Y8wZ0DoH3md7l/iJe0m/Xva8KeyJbL6EQ+n8PjX/fTG38oO9u9j+18v05+K//vvBdHes0wF7aUIHFARCkyLYmo3dwpewn5kzuock7uV+orxKtT3eYyz3ANfQxV6XA3u2dE2KzW2TQwBbcUuOIOpi2uVAVhbaIjvIMbd+Me/skKfAhOdfwgUQl/Weu+5Jd9+pn7vvsrisOxUDlWeJp9nQ0CjAr0mxVzOWaZb4rjr1Kv7zrP4lIdXY0JCAVjFDpes6l3WklYpt2tKmiMnSZaPjo9nBko3LanNtb21tMdf5GSW4qhKYaXCv3jc9OSOGZ6OFEGhX0qkGxSwdVrIs4lsT97VPibWmJexmJc7auXNPGhFL9LSTTlF81oY0Ls+B9avWpU4xTuumatKIkl3tm+hJj+16LM0qYdXq1asEsjanJoUJqBUYWlU1IkbrqEIM6N0zAlv75Z4/q3pN1QlcnjAm7sQUYPK4mLbVSlilmK0CfztUfu9+sX97htKWvUPGaF3W1pRWdyvurOK11kr/ESqGZF6wWcHuZpRYq0Fs3ZHRIYHX+8yXYXhkMO3Zuz1t3vx42rrtCRFb+tT2erFol6fznnl+eqZ+zj//PAG47bo+Hw4HHR6TI/r+LsbxXsw4Wcw9C+2XbA7aPMxPuuCWn5HT5z6W9NFPJRZTiQruod7ThNnQs+b4X5hHGZnWE8a57pg/jIWBzSebL9ka48/GavgcynTOYmd8BQ0Jj1Sy9zqUN1ay/hzK+57qZ5eA1qdI4pUM3F+1wbckg/IHmy90ESyIcnSXgwgElv+Wp/YJ3zxHdgPsF67DcLUNYMGYtIWoUrfDQrMWWsD53uUYQRcHXiKg7fc9tRIr/21P1Vyr5D3lt+bJxmIlZRypZyqRwdGq2ytpC6w1wCGLM+VZykNcL5d71GGVtP9Qnon6JB6W+Hz3hD387cyNPPuqVBmlxtVCeudQ2nOkxvLRVG4lY7FsmRYDWll/9KOwa1kiLFhtJEUqrEtGcjQwMwM/I9A6rQQXxoRjTdF3/j2IrYFfgdFKHFaLL+qgmAG7gKHTMsDlqqqs2QCt7iZPeZawSnPN1yyLVarrxqQFYNP7Me1gPdqrCiDwFPFbBSyQaMvAEOLBCSWqE7gBKy9rwzz3x2VvbN+5T2bQsi6OKRbsjNhjfG644YZ07733KqP3kFxSL0yXXnpplsCG8AUy5vnX21BJ/wC0zhCj1eSXxWj1ORyBVtsD6ads98pSQGv0yQewDlmkTRc8RUCrgX4GkBdCBwRGK0Ar4Dsf+trCSxyFQCvyon8OBWiN+jdrbwY6HCrQ6sLj8CECrVx3sJXfI17jbPAyIX17VdRriwVazQU6fI4WoNViTxaq5qE2aB8HOL6Xt/if8mAbHBwQu3J/+sb13xCT9Q6xWrcqfuiQuayT2IofwgU0CWitF4uUQ6JxkS3GxsbTMHFgBVvVi6ZJHOpJvN10rV0g6orlXYrL2mT1GBoWa1Wg5aQmRnN7V2oXEEsCLUBWcTRVLjo1O0EbgyUrHUtCLUIIUOex8SFjNtcqxut+MVhndGjTLpf+HsV7nVA81rPPPCc114rtqjioq1esSq16bnZoLI0pdMBg1XDaObgrTStBVbuYtg2z9foReEwCvYn+NDrRm+papxQHtSW11q3RnG4U479GDFOFDwBonRbLdQb264wAz+a0evnK1KXYrSODE2mnwNbHdivmrMDVZa1Naf3aFWK71iksgZj2Fr96RqERCBkwKYLKrIDWVgvlsm//boHN0pdasKZnxhX/dlfasXNr2vjYowonsDP17O9VoqwTFUbgXOnty9IpJ52Q1q9bKbC3yfZBjE8/SHcbk7XDx3DZ+vwgG4yF9ksoQMJXAIQf8CnYiq6TfQ7bsFR/H2mglfV0UqEmWIMdaCU0D+vQk4BWUwDZWksIGtNftk4XdNlBgt5kBwQHEeBh/KqSvdehvP5wjqNDqceRenYJaD1Sks2VW8nA/VUbfEsyWNxgi3JaLNAaAdfFveUXc5dvlj2bKGM8usXRDoAbTr59sT/UmpZawON1l5/LO/7rRp0n4FjI/e1Q63s4nn+q5lol76mkfUezLqxEBkdreyppS8ZGV1zIAsiKgeUGtbfT573PK74v91PJgUuUc9448DrFTLrUCfadz/X887GMvKGfb89ChkMlY6CSZ8qV89FyfyVjsSL5GDAafjJbyNzGM2YUyOq8C2IV7FQyGgNyGmt1/llPWpQBrRkQazYUQJn+szFcMKrIFG1gawH4rNK93IXRzJgEBHCg1ZmTxF99EtBaOIi08axs17yuFkDBGK2Z6zls1nExyiLQCoOsVj9KWm2s1oU+zqyZUHzEPbt2Kr5gr4Gr997787RVoAl1Pv7449Ppp59hiWO6u1cowcu6OaMcvVBW/2TItgGaHvuWBtUKCMk+gAfmjJmxiQpJcgwdK+NjfQ3YLMkZV6oQOsAEZwVLOARCNEu3MDYKgPORZrTyQpLVlEqGZSEhLPwFQGYBaLULB2a2Lyb3OTA93FuG2Ir2ZSyz2O/FPB4ONiZcR+dBVgduqa+vC/kDtHLaYiMmF5oj/3yeGFcp8BHrvlAdrd2M9PDyRUzVosXmQwEcsD4ZOO+Mwfk3FFs/vXCeh4FvoisEDXbmu4PqsPZHBIxuVWiATZs3pUcffSxd/+Wvpc2Pb04dCg/QLmCV8AATk5n3Gjp1ZfdKA12p7+7du/SzRwFam5XrScx+oVKz0oGzom4SibmlWa70KqO+qcEqPywWJzqJuKoty1elLiXPWrVyhdirExLitHC3jMEP0DoqgJRYII31jQJi8WQQ0aNJUx2FKB3TPzTMaVpq6+wSKDsu9mh9Oue0Zwg4rUsDe/oUo7UpVUvnDe3dl6bqdDjWpNiz1eNpVmBovdpUM1GX6sRebZbeGxrck3r6dih8wKyFO1i/6kSButVpYGgq9fYrGqx0TY2SXE1PKQnY7JgA5Zm0Wu9d0dmdambrUs/IVNo6OCw1NJva5OK/dpVCFihWaw09YIdvcvOfqkr7ewYVimBc4F19FodbbRoaGhRgLUatYrrW16PhZsRu3ZMeefgR090jApzrlBRs/YZj02UvuCRd9aLL0jHHbFDs1k7rj7h3837N646y9HqJQb/QfomQBozRavaOkXxTWLztQK4QI51XmD5QP1ZVQjtfaGKG72GzEgbADjA1CAHyjXQA0Gq/qx5zbjLZg9mcfvJLGPOlWOWV6psymjJ3ayV7r0re488cjvFzKO8/0s/+0gCtTCDvDDaaPuGj0i8mrIU60JWIL9b8jVtz3MxGw9EmSeEEJb4vv8jHgbpQHUp1cnzO65M/EY4bEVvwijCJFhpEpeq6kDK1bJP6ickOStWTOsQ+zBu9Ua7xO1f0rjhjW2I/RPkv1F5/V/zXyy+1IfXNEd/HjVKxdsT357Pu5ut/sHbF9sW+MCOswA7w65ExEuvkp5HRyGF8cw8nlt6HMf6OMznjBtb71cdYqVPNUpvICBi7DBxs4Rkft/xOyAB+cPvhnnzmS38+zzhdaFPodcjrjjhv/B4PW8C90TiI88/lHOdclF3UV6XmZl5e+QVuMUZIsbGbn7tRT8ax7HMgAt+l5Hgw+fr8jmX7XPH68V0eVM/Xy+WUnyfRNT3qimLzPo7/GALC+3Ih3VysDw/mKlVqg+jyivPY501eTovVWcX64GDvKaZfSr0rP/ZK6dr8eHNGq88rZ7Z63xSb+1G3xPlcaixTNxiE3vdZm59scvoY89iYuJnxfh/f/t6oC/x34rhxH+6L6ENndPAuHxO+hvlYWmjdyOuqWP9KwOZK9xKLGV9H2z0HG4+l6lqRfHJAq7HYDGQtgBymlDLjyMq3jNPFgVYYpz7fATIdaDWwMA+0wi7FMLRyyTicAa0YbKzxMtUMaOV6lpBKrzagNXPnzA425t08ee/kiNZ2fV9nmaiz94MXTqm+EwIfAFoNOzTGKYxW4jJiIJb2GogADfUYFNPrjp/9ND2qJDbbtm0zkJX4rLyf5DXETFy/fr2yW5+ZnvOcS+ZYsGWHAMoBrZm/dpaZOfsUB1ppf1kfulQykKQFalixhaC2uHbyzgxodXawuSYXYvE+FUArdchCRmQY/RxL2qt5FAKtruf837gm59fsxexx4n7G+9afiwdwcS0sZwwcDGj1VSZHKi24oJfzlsKoLQPYNl3CkHyqgFYbY4UW658I+szpgcI5BnUzbcIUKWRLt0OPwkEH14YEVgKW3nHHHemuu+5K99x9T9q8aavFaV3e1ZW6pC8AVWFl+p6oS9ebFDoA8HXH9h1p957dqbV7daqTPTArHVYNFqCfWk3EOh0oNUnX1YuBCjNwbGJcrE6xZKWHuzYcn7qlizjwGVJc0mEBjpMKLWAhPwi5IfZ/Qw2hA9rFOOXASzq3ZSY1NDcKKG22eMxVAknrxUAdF9BaI5f8kzecqFAA1WlwX39qJKyL7qmfGk8TAlrHFYd1tF4aXABolUISzI7qUGiqNrUIyB3q35P2921PHSuaxbJtk/v/ch2QKATBRHXqV4xWPBhmBYROjPfLk0EhBmpn0yoBnV1tXWlmfDbtH51MWwVY14ux3q7QAevXrNQ9KCJiBYBJsD7USta9BrZO6+SoQfIi/MLo6LAYxQKfBbbWiW2L3p8Wsrx75+70uJKRbd78RNqjeLaTCsVw7jlnpRc8/2IxXM/WodlxaYWAat+z+t4n2uR5W6L82TD/RKl9tN+xGKDV7V17BhuZcfEUAK2jIgdZWB3eyWEgoTP4Yb1aBNBq88YOFW2XkVXfzvZsEtq/S0DroYyuX+yzvxRAKwPQGTP8DoOGyY4S8YXcMpLqk2e9HGwR57sIRPE8ygQXB97Bd4A9KH3+dVcIN9yi8e0MGMpw8MqVUGQbVmQIqEwYfsgAll8EqFw2DoQ5G2cx7znY5iVukCLIEcslWRGAFP0QExhRF4uvE1hLtigX3Etd7hHwcplGRYm8aU8x4M/7KgbrLuaWVGp6uXEdy459OKfcC+CQA8oOHkUQLbYjvs/7hmvFGF7RaI9yjbLwOlGWA3qMBe5nTPJ7Bg4oADoZhnWdccIH+dFHyCj2By4lMzK4yGrJ8+NyWyE2qsdRc+CEv/2dfo168C5PYhUBBzcwvS2xTTzv7rmMFcr28RfHc5QJbeAZ6u/AR5Sv18kPQvLl+L20wcuhLP6GcVOMIed9NqzNWrXchmIiD9dBDrz4WHXZ8z4/pHHZcQ0Z0y76K74zysvHlQNFboyUYvH5fX7olGc0e9lx7vqY97Hs8qLOyDKLBYhxno0jn2PeT3lA2Y19v9f72MvhftfLlOnMQcrzue16xsc83+VBf8pAz/AMso5zP19f/87XAtoWDyZ83Mb55LLnGX73cRX7azHxgr1PXPa+XuR1Gm2lXl73YoZiXo+4nKKRGkFrb7fL2/VxbGcpXehlu37Oj7k41vJrWgQu/TuXo48LZGfAUcGd0PvA+8jf73orP5bn1+gMYPF6xsQd3jZYgj5WauRmmLkDTlifRoY891COr5c8v1csD+YqY4w1P661vqbH+RQPm7yv8zKO89DbwTX63vXtwfolPw5K6YPFlvHLdF80vBZb78Xse55UVgBaLfGQgRvzTEkHYTyGmvwEzViv0fpgjFYRbIxUIyNpqhCr0HRcAQjFYLK2YIiF0AEeo9VMq8IBeYbzEfMNR9nCfwXcgyImxUo1oFUsGns/QCs/2Ny6YVTsKEALEshkybB0UKnnuH8Sxg+x5DAGcesXCFsrwxsXXJuLBbDkgDFXMAD9GvLt2d+Tvn799emWH9+S7rnnbgNZfU+O3gE4Oeeccyxe62tf+7q5OVt2UksaXPDdNvkVgFYHN21P6bENCvHtMjZqeUArTLZpIawGtMJqpavoR4E6Zt4a0KpOxuBFzgaGZ1UrBrS6Xnb9xj3VJbJFH4xlOKdHAVoDuZY6OPiHWCxyAE22GK0oyF8cozWvr1y3+1wutjdcaM5GeUad4M8V04nxmYVsQKuz9es8az2248nHedm3lQIfcZ1cSK/Z+mEDqVQtFiph/vuFxpqFNzFmdAHoySPLhaK8D2xfwK3G6s9Oohjrvl9gLd6xY3t68MEH04033phuu+UWga13W+Kp9vZOJXZqS61io7bIVnQbCp3ZrGRWHBLBtNwlkBb39pXHHKfrALLaN9kcZb5mc524q4QTqRHwSCgW4pEKQ00bTj4rLRfQ2q64o7t3bLP1vb93v8KrANIqfqtCAHS0dSgW6krp1Sm57it3RMNoampvSW0dy1KT6lYjpieg7eigbC5hmmu7VqVqAZ+EDlBqKLFaG9KG5e1ponYqDYrNOtagNQCdq28nR2SzTdSmtoZmgbyw//em1es7layr3vZ/1TWtklezYqnK2wAvvvFhAdC9atdoamuqTaval6UOJdQa7htNu4dG0hMKi9DcpLiqy1qVlGuVQGLJX/JgyteIwVpX35x27epJe/f3pZFxAcZi3LYreRhM3jHFmx0YEPN2elx9JVZse5v15tjYRHrggYfSQw8+kh57dKP6pjWdfNKx6YILLxDoem4686yzLJYr65zrswxo9QPF8sldpcZ/nNvF1n70MR+zW4owWqcVyoa1kUNN0zvcK6C1mvABR/DDmBuRDc26wHrBulwLQUc6n6SRHIZW2USJc3Ge0eogq8c59rt8rz8fu3UpRusR7MYjWvRRC7RGsNINL19Q3SBzQMDBEQZm3uBZaBF38McZgZSF6wFZ0R3AapTCigaZLyTR0M2DEw7gORAVjfk4kUwhsFsqfOIiFzcnLo8oC5dDHigoVhbXSsmi2PtjvVwx+vN+P4uDA60udxYQB2AcUHCGk7MqHahyRRIN0AgkRGDHAYMDlFUBBPW25U/e/N64MZhTXgVmqrczvjcPOLjsvf7+Pc860BVB5WKgWb4tboDH+sT6OihWDPDinbwPw8VlFwFZyqYfRkc5wcwy/sb3eDxUrjvAFYFBB+19vnld84tfBDYd4InjMz9+48FEKXApPuPMW6+7z3Oe9bojs3xZLn+fg34CmwfXY7syOUxlWU4ll/hul5+DwLzTZejv942ig4kuBzN0Lb5aBi667oi6K87LOC7inPXrpQ4dXEYRsOR5HxdxTPpcimMrHoLEORbrlq8n72L+82EsxrblVy3k4fJ3mUWgyudhvm5R17oe8Xuj/svPo6h7fO65Lo4yLKYTfU55/aL+i6f5sR5xrOXXq7zR522KOmGhdSrqqagn4pzwukV9FeubB8a9P7weXi/vg4PprIOtJ3zncyX2u+t9B/p93sax6+VGHeSyIdELm1oHbbP+FDxiIBPraMZcnT9IyFyVI0Pe1ynWLj+k80McQFa/5nEl45oX1+aok/I6KL9GxTEcx0klmdgXM07yc2/p74NLYG5dYwzp1vntWIAmHHwAT8jsvWw/VYhv6gmJADspJOoMezRDcLNngs2V7fwKSTB03XeC9m/hD8c7Mqy2wHwBtA1lUaTVnRixBeasJ9nIwNvgiWWAYcbQjNVxYzovrTyjFVfghx96KH3zm99Mn/nMpw1o5UDX5xZxFt/2trenF7/4xeksGequZ8pltFpbC2vnvL4pMHwK+zeX1wHzIuynFzX2DSwqsIYyPLyAnIcOMDorSNL8GMn6JQ+AZcxT/+TvKSVjvz8Phjmj0LHjjOV04CfiyoZ35UInLKQz8vu6RcnMx/8ibi5W/kJ1isUuVL9iZcVnDvaueF/otkW0qnBLBcmwirkG5+dYvgJP7vOFa1vuWJspsPHtAFMDl3cCXPHJ9gJZrebezFyxaZGRaPwgiXs5eNm9e2f6wc0324HM3XffLaBzr+mJBgGFbcu6UnfnKoGdcr8XtDgBeapaBB0lgoLxWS+W6pBYrz09AwIIR9LqDoGzzW2pVgdITS3tAhFFstLeGtYrMVwNcAXqUj1gcCrWRjrumGPSjMIA7NXf8lVROIGpNDU6npZVN6WuOjFLFUO1U2ST7hXL0+CEYshODSvO6lCaJDKJALoWufhLJGn/nt5UPSbbQCEDjhGztgZgTWSsjo6O1CFQtqNF3i+KEZsEug4DakooEzNy6les1FmxX4np2sjBqg62GgT6VdUqHmtVn4UMGB7m8K3VYtLWNdQq4dY+PTckEHVabNZ2S7aVxIrdJfD0IXkOtHe1Sz6tqaW1MU0L3JuSF05zdV1qk0y6FSphVAdxA5LH0CsXDQAAIABJREFUnn6BzTporsae0b5ouLcnbd/0mHT0rKIwNKQGxXlt1HeNLW1p386etHvbnrT50c1p994taUB1WKawBWeddWa6UodlGzasF7N1hRKRydNHADjzaVigL/3eQrvxtlCb8/vFeZ09P5oZJ+zfohfsoidbQbFm615+EZ1fF32AMk7tIKzEgcGi37vAjczdSdmOPi8AWK2KsFkLhw9F53xOTxfXkweuMazpvyqfxeroX4X2HrVAqzPQ2KQ5+ykumNFIpCPc+IqAV7GJnu80nmPyRxaVMzUBXurrGwxkzSuGaJS6AR+BC98Qu9Htf9tCFRVG7u9ozOUnni9oDjhgFPJxY9o39xGs8bq5LEoN7oU2M1Fufq+zxZzhyD0OKjjQAVsSZhHy5T4HfCJI7UY130VWpv9d7N3F+tYN+QiIRXn79fgeL9vbRF2cQRkZaW6886yDq/47ZcRFJgK+eXDR25/vo/xmMBpU3u/xmQjmeLvd+OdfgIT+/j5jqsLMcvDIx0uxZ1xWXg5/54Fcn2sO9vozDrRGll4EX+PcyI/FA43S+YXEQTzGjgOYzgSEbehjOwIZkTkcD1Fim7juLNPs2cyFk+ucAFN2LNMBUt7teiCy7+LBj88ByvN5Gt/tequYPvGx6LLyOkTAOwJQPgbi/PB2uEx9DEcZx7mTH4dRr8WxEsdjfJ4NNd9FRnXUb96W/OFFft7FNhffcGTjwtvhvztw5XXyech15oCvHbHMYvo3zkvvr3gA5HKM64zPf64549V1oY+ZvKwjAOn1yPdNXCuK6bk4fxzsjgxJ6s34dgDRyysFtMZDQj9A8LEV9VKx9YhrEcj2fonzI65BzCFkFQ8u4/zwccE9cQ7FfvWyudcPQaiHz3e/7vPG1ylnvvM+rvmhINeZ8z53XW/Ftnsb8no6P2fjXHRZxDkV51u5QKvLOv+Opb8PTQLF9M3BSizGMFuYLQbQeqDN58aXjam8AeXIaQm7qpg+c71QaoyWalO59zPP9u/fZ0DrBz/4IYUPyEIHMKfRf6tWrUrvec970gtf+EKFElgx99qoZxbTY/m1KD8fYxnltiH//oPpufxatdCcP1jbDrWei5FbJfeUOwdKrUuVvPsX+Uwl7Z4bD/qlWJzFhdpTLtCKCsgnwSm2FufnQ7ljLX+IT3m+1jrJJN8238/GvQz7LsKJ3Hffvek737kh/eQnt6WdO3dJN9RbqICJern8i8Xa2ab4ozMigUwLIhUAWy+3+7Y2hQIQEFgtduqwwE1L7jQ2m7rrxDIVM7ROpKc2MWJbOjpTtWzz4dExxSSVqzwMUQGKMAmnJsXa1J5+ZXtzGpJb/xODvWm6rSVVERJI7vXd1S1pZa0SUsl8bpNbP8Du4MRwGknycmmvSv1TY6lPdusy6TFVJPUKaJ0ZEkCsZFPrulakBtWNd7R0AHg2CYAUC1d2Vq2Sag0K6BzXoJgW+Dlr2fNE/hKU3K6kWW16/7RA0NlqAcEtg3LxH1EyMPCNdgGWYvaqjhNjvfoZMLC1UXZPi1iqjbXNaW/vUHpsy7bU0iV7TqEDLDGiwiBM69CrrbYxLW9bpti2q1OVZKLIs2nPsGK1igEqHFcAsezBvt604/FHBVDX2HuqBOo2qM4tem5WjNpRJeTau21venzLg2nj1odMnxNL9tyzz07nn39eeoZA11UrVwp/FllEe2swEsZXq4BWYkgXA1rjXj3aAe4ZmMdqFpw3FYCMhzK/F6pP1APmKVK4EL0c5taKJx2PaU6XGUv8V0XnFltPy9VVi+2bo+W+oxZodYPEFb0bVC44jKFosOWN58UKuJirr4OvDiZFUCQaxb4wca0YozVvgFKnuCAVAyTigMuDCNzvgEVkxzmoMCU3AoA1ZxF5XSN7zhfGaDgWq1Oc1BGE8DJ5hwMRDlL7d14e74oAixu+XOdEjHJ5Ng868X2vTuC43iEXDn+/g0gRrIgs2YMp1fymPQIJcaw50BrdTCNLiro4ABDr5S7pkXXHfe7az3WMEDeuI5hSDGiIY8V/jwuXM1ZxcUUG7rrn7nk+ViLT1U8TvR8iwO0u2RFMjIBE3h3c+4K6RfftCJgVA1r9cCCOqXkGWnG3de51oJX30d4IsHhb4wJOndxlOdbd51QE3eP493p5Wf4eWO57FCuK+FE+x/xeNh3cz9+xj338+4bCQeK8Lot18v5y+bqOKwXK5BeofFu8DynHx2Zk6EZgzfWE6wiXtY8/lyd/u0y9fAc1KcNPrB284jkC8rs7dhzPUZ/4e12vUHbUDcX0TX5uRFA6P1+8PXGM+rhyfUo7ioXGoCz6Gb2Ea6y5ZOnjZaHP0L+00fVhXLu4l/pTBjKKhx+UHT0qfG3jGdrjfe+HNq67XYfEdYpn4tzk3vzaNLf5g7VS2LxSlo95l6HLtpgxFTdL3t4o+xhqxAFfX5e8vn4gVWwMOzjqMog6hrq6HvF3O+DM/c6ci5t7Z6jHw48oh/xhhsvY73G5Rr3h89/fk/836nDvq2jMlmtouJ6MdVr6/dAlUK4xVhHQWkg2U6y2pYyMUvuCUi0utx1x/JcjRcYhh7i3yBX4i1/8ojKI/yxtUbIb5tCaNWssNuvb3/52Gejnz+nDcsd61D1Rj5eqcykZltOup+Leo7WelYydo7Ut5fRjJe2eW/v0y6ECrX5AE+th8z4AM08V0FpsrXNSSdyzRruVdZ41ze0O1tnNmzenO++8I33/+zcKZP1J2qQ4oOiGDRs2pJNOPkUM0/40oj1h1Uy9YqHIvVqxT1sa6xQrtV4M0VpFZsFTUrFWBbTOKBFUbZXAUCWVUnAAZZyXTdi9KnV0LVcCrBYBsSOpp7c3I8foHW3YQ3iWKwbptOKSDk6OpP2EG+jsELAoQLOhJS1TeR0AvIPaixHzldiuinVa26YkU6cfk/YM9adNClmwSgmhWuW+r9CtqWfbrjS2rzetEAu0RTFcAY2nqpQAVKBrm+y6ehJj6aBpUGFlZuTGD+haK2/CKsVxFZVWCbRk66pPx7UPrqmfTu0r1c6pGtVbUV5rmqQnWyy8W3W1wvEJaB3s260EXMOKz6pwgQ2tck0XeNo/kqobFQ6mgXAxeox9o37aBbR26Pn2lo5ULVLNjOo2pvftks2yQwBrO2EVBBwP9uzRe+oUgqExTcJEViFVAoRba8WoVbzYqcGJNDDak3b2blO/3Zq2PLE5DfT1p1e88hXp6qtenE4/7WSRdnWfWMSZ3Y43kY1Oc5rPjx/f8+QJIZXOuUr0TaXvKkuHsOdeAlrLEZnd6+Oj3H1O2S86Ch44aoFWl42DQXHCuDtuBGgqlaWzWiKj1Y0hBwnjJjEuMm74ci0yGh3U8wGUN8C8jGi0Uf9iBqeXFQ00v8+ZrNEodaZfBPIigOLAMmU4WJI3CPk7b1DGe/g9sjYjOBXL9OzxzmTl3b4gDwz0zzFDAa4c6PN3A1zwDhYfL98BtQi0RjA79k1+PLg88huaYpsLyo/tcDCGegAaYWQ4ONKlBZ97fUMSDXQHBLy+peS9kKJBbgBV/o4ITuHqDkgDoOusNi8vvp97qDuxRwENyRzMfS2Kh0S8Uspx8NzbQHkZoDsqIHfYAtsD6HJ/u2L8eEgNnzveT1GJ+riOoK5/H/vVF+MIxsd5E8G3CGbHfvX56u33d0bGtwOiXmfuQbZ9fX06xc2yKMPCps865T6zatXKtHKlTrb1cYYwYxVZ7ty5Uyf3W+bCCPAe7l29epVl7KSeDl5Rp3hI4uMuPy5d9j7WHbTM6yCXjY/naIxGoIz3OIuQZyJInQfLY5283yIAFRmDDghz3759ey2bLGOEDyymtWvXyOhea3+jB5jvjDHGTqyzv4e6RcDZ74kHBQ74FWMDe/uLbcZclq6nXWfwdwRaedbBcF9jfCw9oU3npk2b0uOPP26ZtU899VSLcUx4Dtga27dvs3nS3d1tBsW6devn2LdxvDpLO8949fHv+t5BWu+zuKa4joyy8+cdUIzjJa5NvmbFZ30+xkOxOIe9X0ptWr2P4pj0w8oo81iPYjovlu+HFN5W/raYq4W4l36IEw8RM5kxxokh5oeaGc/A5ee/+xiK4yU/l/JjyeXgsvP54v/m13l/V7F/uZafp/ny8n8zj/zwYqF7l75fvARKjetSJVQCtJJ8pZTTX6n3F9Nlxa4tvqXF7yy3TOrLfoPYizff/IP01a9+VbFa7zHd+cxnPjNdeeWL0tVXX51OPPFEm3fuEVZuPeOcjc/G+hb7vdz+LLdeh3J/ubI+lHeV82wlMjta27KYdsf2+u/ltsciTFQYOiAPsMZwD3OxoG01K54EJ99f+b8XsikOJiOfd75X8P2L71Wjbeh7bPbT5H5gTwyD9bbbbrMDmN27BRhKV+BmT5K8NWvXijE6kobH5VEyKlByQgfBszWpo1Wu/G0Nsitq0tDIgOKsyt1/RGBstUDN+la5+9cnZUmRvKtT54pVqVWhB1JNXerVvn23QhLgrt3a3CT3+S6LPT07PZlGBnrTsNipQwLBJlS/6gaxSpvaUofKbBPsWTeucAfEjxdwKDQ3NXW2pHWnH2tA6+NqR9fa1alzeXdqa25PfTv2pIHd+1KDymqsB6xsEv9VAKoYnt2tHXJWqEoj0n97+gbSuGLd1oi9yqF7gxizDdq3tPIMIcm0X1SQ2FTfQkzsJgGUAj0FuNbW1smVv17xZBXuSJzUoYE9aaR/QKDrRFrW2pnGBUrvGVKyLcVYnRLyW6X4rM0qs1Xgbotko6wZFoKhGk8/yaFW9tlu2TVP7BWTGHxCwPX0iPbgivHa3Kb8KU0K9SUQmC1TZ1OnWK8CisVsnaoSQ3iyL91378/T3Yq/fdcdt6eTTjoxnf/M89KLr3pROu7YY8RibbU9PQC1gcOSPUBr3D/5fjyOSx+T0U5czFzN76/KeaYSvVZO+ba3sx/9l1vgD1iblhitTxKr65ND0VXl9tUv6v6jGmj1yYoBxcT2SROT9ETjptyFEqE7eFDMeC9leEaFEpVANDRLKZhYxzzQGgeBD0LqQNsBf7gGuOXMIAdVI1POJn6I48XfEbzypFrUg+fz7Dp/3l1kHfgpaXQUWLbUgTra4iIgirb16TRt3779YoC1mIFMOwCg+B7Xs2GdRgI8AMo4czXfhz4G/P2lJqdvDhaqr5cTQZ0IhOTb6WBUxuabNJeKxx57zMYNi8zTn/50A+T4xP6Pfy+0qTnYvbwfkGrLlq1z7FjaysYFuQFeMR8cQIzAA/cBWGfhG2rs97179ylg+k4DFOn77u6VAsRWG1OTvnPAizpRLv1KcrhNmzbrpHqTgMVt6Rid9J5wwon2L2CTJ7aKfRPHHb8DQtEWmHzeV6XckZx5ezAwJM67vHwpPz93s/FJQi6SEOkEvQD4IZMnnnhCANrGtHHj4wYaIhs+a9euS6eccrIZj6tXrzGQEvkwh2C33nrrrelHP/rRHIsVGZ9wwgnp9NPPSCeffJLJhrpEIOpgG+QIahZrXwS88rrG5wnXI8jG35ENzHf0e9QvPv4dpPMyFgKCqA/PPPzww+m73/2uxugT9i4SoZx33vnKXPoMa4YzWtFdzBnfwMcFdiFd6Jsz7otAqbcjgniuw6IMfcy5nPz+yFaPejL2E/d8//vfSz/+8Y/T7bffbkytyy67zADX3bv36PqP5CZ3vwHxXHvOc56TLrnkuXO6FZm4rqVO/B0B3cWwvbz+rvuRqeu6yO722FmwbvP6KK9nihlnxXRVHHd5dkKxuefv8b5x0NXHWX58en/FA7RYbrb+jVtcSdraqFhoxT6WF6fghT0lpgrx5arkc+lsWJ7x9dQPHGI5Lo+F5mGxNufX+6IVPMSL9C39uvQ5vBIo1xh7KoDWLEbrk+Mwxv1usTWiEslUsm9GZiS6uf/++9O///u/px/+8Ie2v7jqqqvStddea2smh9CeXK6UR8bB6us6L3/PEtBaSS8f/Jly50B+LTn8NTqyJcb2+u/lzoNfRaA1zjl+zx/S5u0sX+PZj8Bkvf/++yzxFTFZN27caHtm9trYGR1KSoWNofS8aYxwSwL2hBvK5b9GMUYbtbbJVb61WizVPiOEDI8oHIBiuDbWyYNIe/ammnpLTtW9co1ivHYqDmqVxX3doYNumJaUv3pVt1zbFf5tQkl+hwVUKmbqhJIR9SjEAEnjWpRcqr1OSaJq9D4BtSCNY9JbxEfFLb/7+LWpZ2w4bdu/X8BrR1qmUAGrV6xJo/sF/iop19hgn2WDbxRgOVtXnZq0F1nVrLqonD7ZDdv3yH5QeIBqAad4PbW1KR6t4sm2iwXbrmeIRTspYFeRSpW8qlVga7N0pPa0qmNDsxJgrW5V2fKEHO4VUKw4qwJauzpWpCklzdozUpP6kM24wNrqGcWGVfgFybZJ8oP5OjYsjEA2W42A0PaV3Wmf7tu6b5eYDnLzxwacHtPeSWGSBBK3din2q4DWcT23vFFeekrMVau+qGokmdeY2UR33XlnuvkH30/jas/KlSvSS8Rqfea55+oA7XhjHJvHaXt7luCxALTGfWreRolAayWzu9z56fvKSt5VzjNLQGs50pq/txSWU1lpR/dTRy3Q6uAAGzSMLDIGeiy1jLlHZmCdKhWyByNmd1FcaPMWv3cjMrpXurJwo94Nr2jsR2CjlAJwQCEOqGhkFmONUjeMQQxxGGLbtm23WDe9co8YV/bkZp1WPe1pTzNGFew5By4iwJgHZKi/t8ljU3K/Z1TPG7gOVLlijICLM60iSMb9XHc3Z9oA6PDggw+le3UyNjg4ZAsOdYbpRbk33XSj2rbNNuKAFoAybMxdPg4oOCDhBr73QZS519fd9xkHefaRbxjyyj8CN/kyHUjKGIHjMix2Wnu+//3v2xBat25devnLXyFQ7eQ5Axg5wPpEPs7kLWUYxHHomz0fV75I7JYLC0DWTTf9wOQF6Eq5T3/6M/Tul2sMKF6RFlaPEcm7PFs69WfuAAr+4Ac/MIB4jzYC9AVt2rFjh8kbFt6VV15poDH94++mLO6jLzmdxg0IsOlkuf8861kXpSuuuMLGoN/nc5YyaX9MsOXzlOt+H/OXv/MfZ2DG2L8+hxwM9E2gj4v8htCZpD6eHNyKYA+yhYkJYIp+cdYswfV7evZL1gPWtuc//wUGnl100UV2D26S3/zmN+QedaexHGEw0gck0ANMhNF6wQUXmJz4LrLlXbbUx9sUAWWvJ9+5HL1tzuh0Jn8xQMjLjEyDKF+fP5Gl7X3lc7vY5trr4+/0etJmQMbvfOfb6ac//anJ7HnPe56NjUsvvczk5fcyHhyUd0PNZZ4xFrNxEz/ucZA/COM5H1PUjTHvgJrrTw8DkI+/6czwqMNcLv5d1HnU7Yc/vFlt/E768pe/bHrsBS94gdr5fAGtu9JXvvIVY3TBij7uuOPSy172svTqV7/axgR1Q48zLuLBGHqPv71deZ2dZzC7/vbrEax2/c49eVc+2pUdMMgNr3DQ4aCHJzPkeddXxQDDqJuiIRaBcvos6ty8vvbvHHT1w4c8mJ/fjLtun1JWYOKAZfXUQYFNpGykWJZ4QmCSEENAK4xWQFayHk8rk7C3jXt5v8cXyx+A+Lu53w/Y4liJLG4fo3Ftj7Lz8e33Fdsj5O9/kiLMXVgCWheSUGXfl9sPlQCtuFgqRYYxX+bGTiFGm43fPKhaOCx0plucFz5n8nsaX1vKlUIlBizv4CCd/ek//dM/pe9977um+1/72temP/iDd9m6x94UHZO5mWaHlOV88romv46V+rvc/iwlt4X2bZW+p5gcypVNOXJczL2VtOWpqvPhrFu+rGLr3WLk5ctPJYzWON58fufrEeM8GoyVo8sdrB35tWfR7SnoIV/zDmYT+34JHcS6hG1x++0/k51wu+y+B2Rn7CkQa5YZKQSwlc+k1vFRhQaYEchXV6NrShqVFKO1SsBhfZ32cU3KmTArUosYqeNjyp2g0AHVhA+Q7duihFEdncvT0449Pq3oXitmZzLiiAGtAjybBWZC6ull7664rG0CFOsg/Wg/sH333jSoeKZ1Alk7mlqVZEpEFbFV64SajopIUitGa60YpbVitU7WVotTKttJe4oGAcMru1YZa7Radd+nw6Xh0SHBpArT19Vh9njDBPY1EQJm0h7sdN1XK53XTrIsJQZs1z3NxERVR/apbiNDIwZwViv2arXYtRNCgGvrBPS21aVVaxQ7VqzeqlnFXx1TEFkxTjvEaJ2uEat2ujntG9yvJGGDYvbOpGUCWpcptmvdhGKmDg6nPoU2mCBpGcDu6u40rjYNjiukleK1AraKjiO5670CiDu6uyTz2jQu1vCyhs4kuDal4WnFbhX4XTdlZJzd+tmze0d6TDYSNmSDwONzz31GuuzSS43lukKea6h0238W9lY+Lt17M+4d82SKcvVHufdXuh4udr7MreP8QjjeMh60gAtZnrmyPpXIoKwXLN18RCRwVAOtGNkMLCY9QI+zeFgAYJuddtqp9n3G0sqM+FIn53HCF5NkHMB5Bk/e+PPvIwBbrEw3wvJGsd9bCmjNQNYROyG8Q9T9m266ydy2SdqDiwGMqpe85CXGaOTUjPY7CJMHX6Ix7MChv9eNfJdzZLfGOkfZxARFfp1/HdygDIxZZ/xRd9pBYG3AF5iQJBn75Cev0+L8qC3Gb37zm5U44XIxJI+ZS+zl4IEzE4uxAuNmw9vGcxFo5R6XQZ6N5f0TjeXYj1z3UAucQj788CPWF//xH5+xxQXXuN/+7d829oazWp0Bynj0sAeUWQrQnVPWORayX9+mRBMAeoA59913n7nmMM4v1WL37ne/x9ioADoOQPIc/eqbJEBS6v2JT3zcTim5fsYZZ1gZ99//gLk806cvfelLrcxnP/s5cwxoZ/txugzA+q1vfcvqccoppxj4+OY3v0l99jQzEh1AcYDT6+Ayd0CNv6krPwCt1MfdgL3uzmB3IMoNLn+PL6CxP2Mf870zfLkeDzzc4KOse++9VyDrLQagkb2cDMnLlnVYe3bt2mU6B5AbhiZMnbe85TcNNKMfPvKRj1hfUB6HBLBXAWsBwxnT559/gWR5sQDaS+YA5zjfHWilrpFx5wcW1IH2RWAyjlcHb1023kYfNy7TGNbB5ZbXA/n54WCey9v1Xdw8ORgOQ/ihhx62wwfAZ9oPCMkhwEtf+rI5gI93uL6Jc9LHmLeXe+K89qRIPp6om9fLv6NdnowLmbku4vvsUE7sg4Ie4HsHlPPhYuLhnoNtrldxk/32t7+dPvShD9rhwkUXXZje8IY3Gmj37W9/yxgcvb196dhjn2bZtl/2spfb/Oe96HI/NPB5Qrk+vn2M+rtcVnGdyBtiEXDN3LgysNTnma+LXPd4qQsBrVFOvNuNqaijvI5+zevuY8jrGdedeFDgcz8PcnN/BPj9oMDrYWNXDBaYE0agALbyTb7pznmgFear69wpA1qzMeDgqcsrDwZ7Hbju9/qc9UOAqE/i+pdfN2K9879HecbnFvqdscaYWvocXgmUC+RUCrTiBFwMaDUdngNarU6kky9Yb3EPmt+Pxv1ZuW0pNTYXI2H0GmDrv//7hy2EAEDrK17xyvS2t73V9qW+F/R5VS7Y6mtbsTrmDc5DlUExucUyixm4lcg6r8ejHl2MzI/UPZW0pZhMjkT9Dmfd8mWV6o/FtKNSRqutZYX5fjQBrXNrpuw330/4euf7SZ/LLh/3COMgmoN29sbuVdMg93nWKwMjBXj63mxP776kc1DpCAGdAhq1000Tk2P6flKxTgW41ssJXgzPGdb7WcVxnZaLu5ikOMe3tXWkdWuflpYrfADP9fb2p71inzY0Zon4GhSDFK+0Qbn/d4mRih5qFrFkx669qa9/yJ5paVScViWBOmb9+lSvff+wytbGKVUJgKxWAq1ac61vTIOj8qIR67VLQOdyxT9t1r27t29P/RaSYDi1r+gUMNyYqgUIN9TpXzFu+0QqGiORpwTUpra3CfhtFyDa1CASgU6D9+yWN2H/cJocl80sAHlWYCfs10aBxG0dDWLqViksgWy4GoUHUGQDZdVSu3VfnWLFNq9JvWK6Ditxl+ItCMAV0Cobqnp02sIM7N/bIxBbeVFUXpNCKFQLOK4Sb2FWibvqxOzVn2lQLF+eb1QiL9z9J1T3LgGtrQJaq0bEpJ1RWIdpQsuNp1EB0yNDA7Jztqet8lZ77JFHjDV8+mmnCX94aXq6EmQ10X71FR8/zOf3GCbPx3u08+JebzFzrdJ1qhLdsdj6zO3j+GUJaC1XbL9W9x+1QKsrfeK+/PSnP0kf/vCHLT4ezE4m8cUXP9uAHozeFSuWm0t6sY3c3ILmC1vY0LpxHxlBEczwyZ3f5Po9eTZOsZHj90bD0+/Ln/D4dWcRAgDdcMMN5paLUZ4xBCbEPrwivfOdvycGaKcBPHznBqyzB0rVLa94qIMnUnLG1cE2UBH48PsiKIpBSl0AWnEh+drXvmZsr2XLlonl9RpzqUbh/uu//pvYhI/Yvb//+3+gDforzO2aMh34pT8dOI9Gv2/AXbYOVEUj35V7HjQvpuBddi4znnFg1wFLFhHc5L7+9a+r7h+w72G2/dEf/VG68MILbfxRR9qGQezsa+rhwI/Xs1jf5NvkY4/kOwCCMOlgXgL4IBOAv3/4h38wgDfGt6Uc2HJ86M9HH33UYiZ9+tOftjqfd955FkMN1iXlApyS1IK2AIRfe+1vzZXnQBVlAjp+5StfTh/72MfMPRrW4m/91lvtdwcsfBz45gxAg08+1IeDTR7bFnkBvgN2+sk37/bNGf3hwEue2UjdIsgcwUBnUvJ95nKs+EUF4JXvfvCDmww8+8Y3vmHt/8M//ENjJOKeu39/T/r4xz+WPvOZz1idAA/f/e53WygMDj8++tGPSfbLDEi9+OJnWYIsDg7op7vuutvGOX30xje+yQBlZEObfEyX2uCRs47QAAAgAElEQVT7OIiHIfSns7WzQyWd8mdokwFCHlok2+BkG84IIpXSS37dY/AC2PuzPn+8r6hXHmjlO/p2584dkskdOjz5pI0p5gOsToxuPyjxeRwPhJy9GnV0nK9ehzjPY5gKLzvqVr/X5w9tg3XLdTb+bWIYRD3B786OzQ5VCAnSYm31MCsccPEdYSL+7u/+zp4/TZvNP/qjP7Z5BCv6gQfuN6B13bq1xjYHtI/rCnVEXgAT9CGyjv3o/e4HBK53uM41708HCZ0tz5gC4Gdsuw5Chj53fU10/VlMVv6dHwb52Io6KT+GYp/5ASjj3NcEByqRWz4JoJflbGdvW2wzaxKHW+gEnqffAZ0mldV3ZGTMDhxrxTypExOkupqkXpmndaYPSC4GIEscgXmegR+aUUcH7vPtcv1Qag102fIeB18j+9jHrP9bCoyN9y12x0n9TQ5Ln8MqgXKNsUqAVpt3eaA1gC1P2pfpu1odGGTJRrJPsT1kqXlZjoAqBcwYj+jI66//qun/Abm6XnrpC+yQKTLWfX12T5vF1i3qcm9/lEWpcsruz8Ihd77sww20LqY9lfbFYmV6uGSW749Dff/Bni+3P/N1i88XK4tri5lbT5pruvCrxGj1fYDvNX1/5vsj/o42NnIjdj22wZe+9CWz8zhox0MOew8mqx/8sm6xj2aP8NCjDwvEG0srVx2jfUubJWQaGSdcl9zR68QUbVNyKAGPdUryVCOX+WqxXof3701T2stVCzlc1rFc+7hOfafntLcbsDBoqpvA1jp5u+D1Nyom57Jl7Wnliu60dtVa7ef75Zk3LBBU4Qi0t2uV3bxBxJ4GtWlYNta4ymavUL98WWrVT4NinA7IFX9GbNs2JdBa2bostYlR2yOmbp/YsoPjAwZW1uudNQJE2wXctra0K+zBWBpRWaPav9TrPc3alxF/tokkVgI7d+7YJqBVrv8zjWlMlNlJMZVbBB63LhMLtVOgc7WSZdXI9qkHEhbpQG0f6pGHZFNXWrb65DQ0OSqmLaEJZgUYC5iVZ2+1koaN9g1mOSYIIcBaITZvkwDjNv00ap/UIqC3vaUu7dy3M+3cv1usVe1H5VEh4nBa3tClUAoKQTdeLUburrR7YLf1HRuqIcmyRvuonp596Qc3fj9tlgffuHT+7/3e76UrX3Rletox642NGwF59khup0V95mPB906LwU/inKtEN1aiO8rVZdl+YInRWq7cfp3uP2qBVgdXMCxxSQBovffe+8xVE2MZt1TYhN3dK8zARInnJ27c2ETDME4+nnFGKB1fCgDJb7p8cfZ3RKZPZF96mXklkRmEk/Y+r4PX343nD33oQzLuf2xthjUHgxLWAAw7WFOUSQgFZ075iZKzuOJAjgCHX3cZowAdAIpGt4MeEdxywMtBBAclHRBwRhqnmj/60Q8NmCR+F5vsV73q1cYEAxwkgQKLNG191ateJVf0Z1noAGcTOdDk76HOboh7HX0DwN8OQLlc831QbFL75srl4H2UHyveP4/oRO+GG76TPvCBDxjABTD8x3/8xwZeelIqB64BUQAIIljh5UYjJN9HccxSH4AiXNWJA/ntb3/HGJi84/LLL09/+7d/OxcjNYI27m5NvQETAbx/+tOfWX1f+9rXKIbo6fYcoQM++clPWF+sWrXK5tQ73vF2+45+pBxnED700EMGmn/wg/8m1t6x6bnPfa4OOt5iYSyoD/fCbswW2bq5zN++6c1YdRmYyr/0HWVzkIL7IR8ATuroBwexD+fdwTPQ0RmxgGeeZTyTvU6Lc/PK6+P3ecxQxiWHGICtuDq+8Y1vTGeffY7adIzNreuuuy596lOfsjkHa/ld7/ovdjjAyT3PEGqBZ5ib6B9CSyCfb37zm7ZRAWhlQ0JyKNrkbF+f594mgEA/wOC7eRZqBqb6375RyealEgnoX8rE2CW5GSwAxhz6gDi0fE983cgOdH0Ew5x+dgAYuaFLfP5G9qmPW2fbEvM3ArC0m9hcbLYBHc8//zwDWpnvzljlX56bBy9x887Cl7D5Bnj0+e16JwJ+0Xji8AEgjjIZM9Tby+YgymOBUd52MRCIJUgbYDcAjNI23svYcdn6nOE9/E6CNMJsAIx6PGMY4B/96EcKoTuebkAr4595tHHjYzaWmUeMYZjezpB1GdDPu3bttj5lvNQrmUHWXy1zYCRtt31bAUjnd9eFyItxQv1oLzLA04GQBbQJWcDI9uSCcc3hOd7PM8iID2wExgphDdyo8oMoXy+KbYq55uXRn8Tapo20h3FOf3os8QyMUVQ20w/K0ls4KKBufijlbfZnkYdf475sDUhpZHhUrJSBtHfPfqt3nd43o/dilMEcwW2Q2Kz79pOsUIdlmj51YscQF446uSy97tSJchg/jAMz0AqxpP1QLAt3kQG9cd56vXzM5teXUqBK7JNyjQBfa4utZUvXKpdAuf1QCdCa5cLgfyF0QKHK9v6832EBaD0g+7jmgtc1HkjFsZY/iFyMVMo1YP19vrd54IEHLCkk+u+UU061ddEPy51Jzr2VMFq9vQuBnrGdZfcnjGILO5KB2vl3lZJPpe/xukZwr9i7F9N3h+uectuSl9PhqkexcnwtKOcd+b0Dz8Y25tv7VAKt8cBlztYohBExudrBYWEsVpgMqxxZxfHI7/FgN9rh2Z4pi4/Ofp49EvtnwpIRu559EDqAvSV7kSw0GHuczLvPD4e37dgqsG4qdS5bleobtO8TgDkp8HC2SnHnayEjCPDUetwkF/+OFoGqLZ1pdmwwjeogp08MVtDtmiolx2poFjNWexFi3uswXNEIzC1+tlrAuWTY1NyQVis27LFrjlFs1EntU8ZSb/9gGuNgRXuHVUp2RWKrae1PprSH4dMsl3uhnIpTqkMuAbmNAntbFSe2pUq/671VhJGbmRAkPJEmRDmtqheAKcC1q6vbgNbBgaHU3zugEAH9aYb9jg7LCGHAT5PCBwBYzigcQGtLl0BZ7ckmtH+RrBoUn7ZeW5SRif1q34j2T9q3KGNWtRi9vfvFxK1SwuLOdXq37CiFDagmeRfhBuStUyuwdEbs2xG1b1h2wAgH7XWZF08LTF/JpUFyaWmqEci6K+3sA2iVDLVXaxSI3FHdlrRDSg1i2W7fvS1t79muWLerba3qETsYj6AJ7Te3PLEp3a0DtXvv+7lYrWeYx95LX/oSAdbr5zwBi61PfpCeH5Plrjvl3p+f85XMicU+M8uhfu5zgPdKzmOF839PdLfYdzyVOrecOi3du7AEjlqg1dkuTFxYUtdd90kDi9jQcWL2ohe9KP3u7/6ugawZsKC4JrAGAgMgbkB9sc4bQG5Qxe+9HAf0DqYg3CAtFis2z3Txcnzx8nipKKIY9oBFDJbYX//1X1vbly9fnl75ylcaixfQZ+XKlQa68ryDpJSdAS+w9+bd1n0z7EZ/NAwd3HGmmgPOGaAybptlPhiq1C8PXjqA4OAMz/lGn7pw0om7+Te+8XUzUl/5ylcpRMALxYI8zr4jjg/vuOCCC40Z6fLiWRZxjzfoQCpgDMa4s9poP67x7obtsRj5m98dhItMKZeH93EpcJ53AxAAsnj/bFUiKADPj3/84wY0ADj+6Z/+qYFzLh+u47qSAY6ZG7SzW9l0OAvKT4fj2IrGkytVrtHGxx7bmD7/+c8J7Py6gSy4+b/3ve8tADYNczEqfXz7GPv6179mAC0AIWDhO97x2wYGIR8ypn/4wx9Jn/3sf4gVvkLgKSzVay0xmSc083FF+Idvfeub6f3vf7+1m2Q/b3rTG1XWausrACQAH+rG88SOJQA+sqOfOOnme1/8XC4wn4nlS4wlYt5ecsklBkx6Oxzk9r7evn2HJVJjHvDuNWvWGEiKPOkzYqYifwATAH3mDvrCgBlt3vh4WWwOYSmyWUSPMDYvuOB8C40ACIm8P/3pz0jnbDVw+nd/93csBhUMYcI5cP8f/uEfWVIwwCHGyz/+4z8aCxZACzD8T/7kT9P69eus/PxCSR0Bd5Ad4CH1px0O2nM/8wOWJAyB/v5+ybDf2g5Y7ePFD1gcuPRxz/z02LN+gOHgLiE8cHP3JHRuGCN37kFWMTwB70CuMHqpq7MDuZd5DHMaWZIc6sILL7DQAcx3ZA3YSywt+p8wFA7UuSs0BywbNrBZyw7MXBe7PnCd7gDoI488aodPyIskbugF5Mhc5X3HHXe8QNV2+33TpsctkRwgNOA3Y592AUYSeoV3YxRQtgNwAP+E1CBjrrcXmTKGiUXLXCE0xDvf+U4rg/sBWukXxuNJJ51sYCtjgLlL2zNAckhjd7/pKz+IoZ54ZTBfaH8xAzFe41niBz/xxBbzGkCmDsAzXlgbNmw4xtYHZ4x7UkL6jzoidz7ImncyP5bL1Yyx4O+KbmCu23gGGfE8c5B2UaavA3zHISjz1xPlUR5yIxQHsuBDea6rKcv1PHN0BQwUyZR6eeI8Du0Y+9u37dG6uMsMOow52kefe0bjY45ZKxfEKcUUe9zcF42dLBbHWmU69jnq4xhdjhypK30ASMs1ZOVgM/9SB3QB3iPc53PTjYdiwHjUca7fiwEpRzO4sfDW8VfnjnL7oRKglRCLJWO45Ywwl6wxWkNsxjzA6fo/7htiXPPF9lC5BmzcQzEPWA/QKyNyNUWPsO5nyeuyg7T8HFhsveJe/VcFaEVXRl2Q1wvl9sViZbnQfeXOgfxeZqHyD+X7JaD1AMcME2W+vyrpv3yf+NiLXjVxbfcY+27jsAf50pe+KJvoFrNXWcupB2um7x1ZM1mf2WPRj+iIEWKGKixAk5JI1daLsSqgdVa0UIDWmWp5t00pcZOAq5bmjrRy+drU3bVGru+yx/Qc7vFjwwIbBVa2NCqBE4xOud+PKPHTmFzkdQyta/KElD1BGIFVnSvShhVrU92MiCOjU2m39ksDspHH5VK/rFvYgeoq8qhCE4hRS7KsNSvTqFCwYeVpaFO4gFaBuYIgFYdV7VKdW1VuVY0OvKsE3Cq51Gy9rq1ot31LR/uyNKq6DYo5O9AjQBcygDxw6oRNtApobVEyrGFj3yqh14rVivU6oXprL0hyT8WnnRGTdXhUtqPiszap7q2NSjQspmlfj+z8qZpULVnpuFoyEpAMeCoZNUr/Ns5onRCrdlZBa0fIESI5D6sx9Vo/lN5YawgElxkdOs+m3YN7056h3jTJAbT6plPyaZiS/TglzGCqNu0WELurd2eGqRBmS15F9q9k1i89f/edd8j+udX2y5aPQEDreSJWnHLqSXM2MOPIiRh+uO4eRD7GKhmvlejGSt5Tia5aAlorkdq8Hqukbyt74y/mqaMWaI2bOdh0sKWIj4l77nrFVnnRi66aY9/lY/C5KOPGdO7kMLgJOdiDEogMmmKdHsuKgK67JwOy8DsfjHLPMp0vy0EGNqIY3rzXDToUcMYwG5ehvyP9t//2/1rmRkAeXOthETpbFcYQv1MGQA1GPWVhEALKYBw6cOrus85QpE7cy3UYQC2KIeMAKfUieRWGLb/DDMIAx03ajV8WUcpwA9+BTFeq3ua77rrLQh+wGBM37w1veL0Yrc8y4Aigis05ZQFUEp8V2SDHnp6e9POf/9wAHMoEEMCwBkDgWTbyDjhs2rTZwCTqy3tZIFjcqSubfmcTRtdl6h2N6TheKNeTr8HU27x5k8nJ2ZeMRRiLyAtA7r/+179UgPBz7Xueg0F32223Wv8BQGL4AAbRPsAtQDf62YGsOJbiGPWNrPcToMBHPvJRgXiftra/4AWXCoh/r7XT3b0dJPONEu9AzsTPdDAVAAzAHuAB8Icyv/rVrwiEPU9lPl9M6asLJ9EZSMz7aRdsXlzsiVEJKA7Qeu21v2nyBgSGNQurcd++feaGD0OZ8AJsupAjDNC7776rAFzjDpyBLYQCoezVq9dIjucYSxaQiO94v8sH4IuwCdl77jeW79lnn61T1WdbfFkAEMAf3nPHHXfavKE83NhJTAWYFRnGjAHu+fnP7zG9Ath0+eVXGODHxpB2f+5zn1M83v+wPoVF/p73/JndSzw66gBj9Y//+E8sBlUWi6rFGK2As1sU0+jCCy8So/WdNk4AhfOMHuq7cePj6qM7FOf0IcugyidzwSaW7YS5Yz7/+c8zmZJ0ivsA9agfeo+57rFu6U8SeTGHuM736AXqxhyCyciYBJw788wzLdYzwDabxMhkdD3hIDfjH2Oaw5Gf//xeAy8BuGbEJgB0BLAnrAtyor+e//znm766+uqXWHxt6sxmHHCUsngG5gMANjJBNoCzjEFc8p1d6SwjHwPMc8ba9773PXPVBwTNwK8mm//uLk+70I/IFZlQHvKA5evsYQB4wkGgexwU5TCBMUo7Aew9xrIfUtE/tOWkk06y5GiEQqGOhN7gh/4EZOWUnxhWgL/oMQ6biOdLX6BL2bSiY2GUMu5IpveMZ5xtMccBjZ1l7OPfWSSumxh7lIluot3oQ8BsgGHuZV78lsJ6ADCylsA4QQ9woBHOIQtrVYPWlzPsgIHkXlH2rhd9bFAf5iGg+p133mVJGvmdDTdjDcMLwJL1meR6jDHqxsHET37yU6sDeoy5xz2sUZnxNWw6hrrTF+hTDoWIw85YJNEGB4633PIzA82NOaz5jLvgDsl1mWSKTqINrGf03+Mao4Cm7e1NNv85mD3uuGNtjHDAgkyIJ4f8s5+V1uf0GX3AgRFsYd7hfcRYOeWUk+0Ax/ccDlrn3aIjSBRBifxBcDnbPsrMHwyW8/zSvcUlUK4xVgnQOiPjvVTui8hajTXULmsOaPW12P/1A/54PYIc5fR1JUZO1M3MKX6YM+hd1hrmOJ9SZIPF1i/2zWLrWXZ/FvY5Xqc8EFrqveW+xw+/SwGtcS+4WPkcrvvKbUvUaYerDqXKqQRoLaVni7XT19lydWulMVrjfHfWW36cH8Bkl2BCBBwT05EEWv3Q3b3ZkD/X3O5jL8gehDUd++6hhx60+jjjFV3gQBsH2/wAtEISIMFSh9bXJsVJrRJTNNUAsooAUSsPrSol7UwCTEn2JLsToHHNqg1pTfd6gYoCNbVvmhA4OaGYpLNTAmIFtLbqYLdFh+b9IwOpZ6Av7esTCWBW3l1imrZ1Ckhs1iFpbUtqqVFsc/GG9mjvMCgX/nFlpmqUu34rh83SWVOK3zojoLJh1fI0qH13n5ipne1dqVU007pJAZb6aVfYguXtrVDe09CU7G2BrNONIiao6C7taVd0rVB4AOUDUFxVVSGNDAxb4qsxeeLUiWHaoL3ExIR0pEBX9jZTOkSbUAKtCQWsHZ3WfdMDaVLxUaurp1JTi5i0jR2pvrY9TY3pOTGAx7V/HFPBk0oWNiPwtAZQW3ZCi5i3DWLc1qp+BGsb02AZkvzqVYcmhScYHxvWexQGoXo89U4MpN6poTQOw1VYwcrV69LssPpuvEbMVtkIU6OSZZ8Ox7eYjXbi8ScI5J0SU3cg7VLYgx2K17pj+9b0kPaSY2MjaY3stqtfclW64soXmq3Nnpk95LwHYpY/wIlkxYgEi9Ufi9X/sbxK9Npi63PAexbJaJ1LbqmHq9V35aWHPNDbopJ6Hk3PREztUPcJR1O7itXlqAVafTFhcmFokWgFgAsFj6ELIPT2t799DhTKFmNtTLEkC6OXTMTDMuL6BOYA9jgTrqHg3ghAAYC3YkWXMZsccI3uV5EtMLcRIk+BlCOLz14xenZs32nACowd7sdoY3EBPMqYQop3ojqNawHqFYiIQbpVSY76BXiMCghgUQIIWCs2FImKCKa9UW3++7//ewMwcE+97LIXGoBximI/Mij7pfhg92D4AnAMyXCfpBwFqz5GgCQyIlESCg4g9uGHAWg2GgiMeyngCoYlQBdsKuoKAALoxenkkBhBTIQanRaSzdGZT2fJLWyDjGRO9VyJRcaoDzK+o68Ikn7ddZ+yy4BoxC9E7gAFuPQiU0IHALJQzkMC0+4S2HGvAAp3iZ2W8YwhC1hJPEziYmIQk6jo5pt/aKwqQAw2+LiMzKjjqS+gLJnfYdCuWbPW6uDAeHS1j3V28AvABdmzachccjtNLhnIcKeBaqefdnp6z5/9eXqGZEIyi3vuuduAFRLj8JwvLmwaABJwqztL4MPJAs1WStYtKhemnS8gzlLk2vxmKktmA0AB+/RTn7rOymYs/M3f/M3c4hYNLmNN6D+ApSc0Ln8mV3dCb9DXawS+XHzxxWm92KOMoQxUejy9VMDQJc+9xABFB1s89iJjGllff/31Fp+WsUUyrN+69loDRx5UMqRPfOITFqMJ9+Hzzjs/PV8g68UCQYl1+t3v3pBuUTKt3WLgHXfcscZ6o80AbSToAuAipiVt+o3fuMZAE2ez+YYeoAqg8fMCP3Hd3yjA7XyBc7BG3/SmN9n86dMG8Etf/oqFS7jrrjsF9F1tSeNw7QcccaDTZcV8ZW6QJRXA7hkam7gJM49wG//iF74gBvH1NqcvEnBMLOHrBUrfIAYs8+QlV784vfs977Zxh4HJmMK1HHCWuQbQRKI35EGbfKOK7hiSqxIul9SVshjrq8RG7AAglUy3SCabTTabxJy9QsD1RQaq/eQnPzHgnPnA+D5P82aF9A1lb5dOeUzvBQxE5zjzfdXq1WmZ2oeL98bHN6afqozV0jXnqq+vFSB3osCtOlyjpaOYO/S7Gx+MYeYXIQFgpnN4AtCFjiPEwvr1G0z3AITdp/nOPHyO+v2VmtMkw+LQgfAnN930fdM5xwuUO0bPZZlqN5oMiPnEYRL9Rfxg2s8pOtYFYC5MA9yX2OBv3rzFkpfBLL9b443NIOzUjJXYKhfyVgMtyThPmI9lksNxkj06izm6W8zK+/XOCc0pQHhLACd90iOQ9GcC4Iix+4Rkj554pkKC4EJVr3fs1aHPw+on4iTD6KaN17z+Gp34T6Xv33hT+q7etU16mH4m8/ZrXv3q9IhkRvgUQnOwLi3XnH/mM8+18Bn7dSDBYcGQDsoY65dc8hxjlPvYB7RgjmQHa0qGIBlMjE9qo7vDdB5jjL5BZwPkc8CBLBkjZ0iWf6iwBp3S8zs1vgkPwpggbtjJBvqvsjHNnN4kHbdWuoADi9e//vVWHgdvEdCJXhCEewGgvPnmm+15wF08ElasWKl1cJvJgPFBOBVA/MsUjoR6sQ587vOf1z3bbeON3E88USwIZCsAG5bqFo13xi2HCq9+zWvTaaeeknqkswBFafPmzU9IJjXWJ8dqHMGCZ51kro5JXmeecWZq0zgY0vuJo0xd29padCDyovTWt73dmLKMNcbNZyW/WzU2L1TduwS6ozN5/7Tkcpre3ywZcC9jeliAK+PrKoXrQUexDjVqHWU8AWSz5XC3yLiWFN1w5Txuyt0gVmJslPuOX7f7yzXGKgFalT/7SUDrHOBWwolQ+U4EtGa9EQ9ho4Hi3/n3xfY1C/VnJWPKQUP2wByUcODA76yFngjLgRqvmx/YLFSf+P1TBbTmmaa+7zgY+FnuuHGZefu87PiOXxTYWm5bXD7l9GUl9+bH+mLLiKBpbFspgBK5/yKA1rn1IvDd8wcvlgIyR4dfCGitpD9pP8+x/+N3J6f4XsAPgLGBIBtgj2MjQYxBfuy/WCf5PSPsDNo1Z7Sy5+PeZbKdmhUWoLpOrv8CCKcFOE1VKZxYlWxhAa1TE4rFKnm0CGhdJTYqjNbqGR16akvYIPbrUM9wGuyTvTsxZet9d/fqVCcG6Lj2rn1KbDWuwKMzNUo2KkCzVizU2uHptFygZUN1g5JYyeuzpT5NdyiJk7JDNeuwu0Os1dG9+6281vU6nJbAhxVDtrFOZCZFWZrqH0ur69vSKoUG6CBJlhJt7RDzc8V6kTe6W9Jos/SebBoYsLVKcFVbpVBDSR6Dg0osJaB1ZHBYwHKj4riSA0GNkFKfUKiD+iaFBlASrVHpzeGJIYUNUAgoJQPD8Y4D3qpZsWdnVIfUZozVKiUMI0briJJZjYvBW6UylHUitSoJV1O1yDu1CnmgveWE7MdR9UGjgNY21X9C906KfTtVLQBZQO4+ga27RwZTFXH9tSefHZ5JLbNNaUPnGu2jRtL+gX2GZTRqH75Oeyb2ruyXB/t7hVn0Go7CITuYR5/iwr7w8kvTlVddbgfu7PE9DwLrAUQw9rvOhnZArZLxWck6Vcl7FqtjDlinloDWssUWsTXHHMou5JfkgaMaaHUZAjbg3vsFAR8Y+med9XS5pr5MQOs75hK0ZBtOMhPbgZN9pqfFwBGY97CAoJsVjxHG3RaBnLCZMCgBIk448TgZ+acawJQxWcbnXB8ow9lM/O7x5WYmlZ1vZFzx4vrSAzLEAH5uve02nQJtNcP7BDHyAA6eKWYObCEYS1WKqdKr07b77nvQDEee2S/wjJMiQM1uKaizzzk7/fY7fseMN9pJAqNHxeAFdDjnnHONIfgqGfAsgI8LUAFwAMyEGcoihmFI00+VMf0CAWEXXXRR6lYbH5FB/HkZud8QWM3Cd9yxx4nuf74tlgBCMAjPPfeZBgJeL2AJAxpZcjrFAjEthc7vywVGv+Utb0nPvuTZqVbxZpzxFg1xX5RRspSNwUviK8DSa699q7E62ZT/y/v+xQx2gJn3/tV702te8xqTO8xl+hkAmUp0dXRaH9I++uxNSi70+7//++bmSf0/qZASfAdLFLZor041Nz/xuLUTg/hZz7q44BJ+gW0A3PU1ix9UO8dCpi1stmFNAgLjcs+Ggn4EBMT4B5TkewBCgp+fpr79L4rbCdAxpnEDmHmz+hZAiDHAOEUeAHmMX9iSgG7XCEw888wzBJCtsJNO3+BlsS8nDUCo0s4KwK+2tkEnvOP2TsJnfPazn7X2Mhb++q//xlyVMW6iMcOeDYCKxDEAL/QD7uyw7h7QSeRpp8k1XuAUjGEAAtitb3vbbwlMvNAAND70H2C2s7MBAwGh/u///UeTCezPNwvgbJftkIwAACAASURBVGkhCdTjdihAeIJzxUR7thizsDlpLwzQ//V3/8s2WPz9rnf9nsWvpA3EQCXRHQcFuOEDtMHahuHIGHcmAyd/g9q0wF4GNPqRQDbGNO7bADbXCCBao9ib4+OjAka/ISDye+mWW39kBzG/8Ru/YWC0n7I6y5t5zju4boxlbQYAL4eGRgVO7bJ5/TWNgR/98EcGLCPv1whAu04Jn4g7/LgAy5eIufjnf/4e6wPKglX4sY993MYv3zOvXv7yV1jbOEDJ3CiV7E1xlLZs3S5w7ob08U98XPN2PD1NbvxvFxh0aoHRCcjLmLn1tlsE6l0yVwYgK2A3DN2LBL6+QzoQFiDtAISFdfyFL3zeDgIAen/nd37HwLUObUgHtPHlnf/yL/9sTM/j9dxf/X9/ZYcfjANhegKPiKVKPN2MkcQ8YTN9yy0/tjGEbuA0nr56tWKwrtOc2717b/rBTTen/1AIigcfeNAYiRyewGolQdbXBdDSz6+/5g0aZ2+TXE4wtu6mTVvS//k//6C+ukVuYi0GmNNn1L0e9y/NjQltfqcFTDcoyQFjGrCY2LrEC/78Fz9vp+3ozmc/+zkmh9UClWFyMt4AOJEnoD/zF/AVYPETGkN3ivWM/ocNje5BnxAWAEayy466ANJzyIKe/fa3v6UM2/9uoD7syT/4g983uf34x7emryohDKAfY5cyAeVukH6Ggc14PVvg72WXaaxe8zoZHp06dNgj2VyXbtRYffiRh4y1/MpXvsLGGeOVsQyIXK8Nd/aplq6ckA66w8YfsYMvu+wyi9V9gQDjnQIq6f/7xfTl0Aw5j0hWsHr/6Z/+yfQsegwZAzCjB0lsxxrDesP68ta3vjWd9fQzDJBEn3hc1RhahsMxQFvWMMBd2n/lFVelk04+VXpqLH3q059KX5YOZ6zDav3Lv/x/jEXMevff/8d/T9vQnYqVS2K5yzQvOiVb9CyA/Oc+958GmrbJICH+LUA3Mv3sf342fU9zoVOeAYwtDoVoCzqefmG+fVNhTTDomHMXS+fDer5bB18wVl4nfftnYqNnc33EDiiZA4DFrCUYBhwUcJiDoUiYnjPOOM2Mnf/9v/9B+uRGC1n0pje9Ob3uda+T/jvN1kP2F/NJt35JdnxL1XySBMo1xhYDtEqRHvAeOXwm8bCeFP+Tm7JYbQdyW/i7Go+OXDkLdV8lxmglz7A2Z3upbD6hb9m/sC6xzrOXduICa4kz3sp9V1Gg1UVl3mnzErF9v/7nrKGDyeqA3lkko/WAusiwXsx7Yh2chezX8gCrjQXV/0kyorJlUp9Uu7lX228IB3l5fkD7u3CLnWWWDGxRUowL9WUlIHn+ZUc70EoSnFKfKNEDZEFnHqQ/D2C8av5bsscFgNbokUl9ytVptsOQDeTz2j0nY9uYx3iJsP/61re+bSSEWekBrxrrOt57xFcd154CncC4ayBWqNZhbGkLFyVbrVFM0dqGNulEsTVVAizNKYUHmBXYOjMjRqoE1NLcaiDr8s7uND68X4mrqlPXsuWpd29v2rdrv/YfPVbuujXr0mrtSZvam+U6r9j1hBCYVqxX7SGnxYCdUjKpjro2xTwVg7Zeoee6BYgu7xDzU2Cn6tqp9wzs2G36bJnCkFUToxXFIobr5JAYtPuG0oaOlWm9knCxg9+3b3fasnNLOu70E1PHesVabRZjVeU2UL5c/Ouq5eFWq3BUeveobLdRHdS2ak9rHpZdTWlcYOlW7deatQ9sFHg7KpsP8HR4vD81typ/gMBYwM1JJaeanFCSr5o2hQGoTY2q77CA0GEl+hodHQCcSPUaH62yEZsEtlqoKLFbp0WwmRARqhEWrlDj6alxrT4Cn+sVhm56OO0e7Usb9yjUg/quQXbg7OhMaq/rSCdtOEH7a4X5EojM+xtUXpsOnMEAamUczCi47Jj0/YDsHDCVB7XX/Ln2WGeeeVq66OLzM+8w7e3XidSklcv2jxzC4Z1H3WIIqkrG50L6ptg8rOQ9sZxFa8VFAK3GgC8sWMxn4veWqdafvDYstCE4ir9fAlqPss7h5ATABoMKNiHB9jFm3yZgwuOGUuUpnVZN6ycz0AGKBmxRuPXW28yQwrjHiMYVsFqnPrDIMODXrFllroUAZhi5zk5xF4p4Es9EGVPQ6cce2Zi+8MUvKB7cowZmATgAXjF4iEeHa+1KMYeeLfYgRjeJO56QkQmIB8AIu/DZz3m2DMFWYwUBYKCI3vCGN5ixRxkkXQK8guV25RVXGqhE/EFchzF0Acqa5DZ71pln2bOwHm8Wu6pP2a8xQgGZACAAkHDfxxUahm+tFHGH2E6eTAbwb7kWSP7+scA4Ns9PF0iIPDBebxOIDFOO971KRugLBBicePLxYv20zMUhdYDVY7EgB5jIACwAkICFr3jFq4w5BQPtfe9/X7rj9jsENu9L7/7T9xhDEoCSU9Ifi/0Ii/cUAVxniaUEyLhdCxPtg4F0hQx42kiSNABkwGTAmzMEfA5ooXjokQf13R22KQAEw3AmOQ/v5eNgegwZQdthVt6ozIoASowNABXcn88++xnG3OMUj/EEs7NWC9spp5yW/uIv/sKMCoAo3NaJmwgASEKgM8443TJB3iL5fVH1HNPmo3t5d7riiivS857/XAM8yJztCwjMV36mtaCxD2Zsg3eNKq4RbtIAkzDZAC4AZIjRimHjyaP8FJrDBjt0MLBkwoDDr13/NTHvbjQwpkUgAR9P3sNhwDWvf62BR4A01MeBVg9zAPsZgOf96jdYd4QfuPrFuEcP2vgg9iSbngyUPsWMLebg17/+DYtbCngCQPumN7/B+op3fOITnzR5Mx9w4wa8418HWucWSVkHWWxFQgPcYAcMPPc0MQsBdX9HsZqP0QaJ09MPfvBDAoIe0HyrsTihuEO7a70bMvS1A60exxILhA0BcuaQgzHA+OWQ4Q2vf4O5H8MGft+//Iux64k1dfXVV6V3/t7vGrBH29moffzjH0v/+Z//aWDUsTrQQE+hWwA9jdGq/wALb711HhSFYcgcJH7u8ccfa32PzvrxLbBBb5asn2MMSksiJ0DvA+oDDiwYA+hAZM24gU39xS9+KX34Ix82EPECjUMSeJ100gkGDBFWgDH6P//2f6Z9iq+5fsM6Aa3vtX5nrEMixeBywxiZE2oAgJ55hu6ljcxh+uryF15uG6ptW3fYd7QbfYXOgWl8oQ563v++96XvCUzcoVAagHwwfJcpDImNP7lnMZ5uvOlGG4uAs29/2zsktw2mAzEwAFcBWvlBLtQJHUqs4uu/9lXbyB/3tOPSb/7mb5rLfHairg23+of+g2mMtwL6rkfsag7bOKy45+d3C6BdaexT6kQb0anf/d53LXzBc9QGvCZg7QJ4AvIDfL9PB0QAr8gM93xCqjykTef7PvA+kwF1oR0vUliJj330o5a8jhil6JGXvORqmwO0jQMV5sY31RaYt8cooQCs5Wuueb0d/KG/ab+zjKeV/XZ8TECx6sEh0L/+27/aPEQfImvqlIVFGDMgk/FBfQG575KbP/Xk8IOxSPvoRw5Ovqg1DP16vFzErrnmGjtsYbz4gQR6PIYiAaBHrwKOcliCzjnppFO1/jQaiA1w+y0B0l0aq+g5kgXyPGz3f/7nfzavAMInAHA+73nPtVA3GGT33HOv2OAfNR3LRv61r3mdrT+EBoANy8EK4QRYA1/xipfZAQ/W6n49+zXpYw7oCE1BSAKY1LwPvQJj+EViSf/Bu96VVupgi8OQ22+/03QIjOJ3vOMddvDD2uNhJvB+aBYbBr37la98xcYGB2x4ArzwhZeZdwnzy3V3BvAcZZumpeosSgK+b1nUzYWbioFhCxlkk1rTJ6Wj8bjxzxyjtQCu5QFXkbIOhuMUrbIDU+W0pxKmKeWzTjC3mZ/sr5nH7GmYH+gP35t7LoG4Dnv9Dg7GyaMBcJBVE7Cp8FC2RnFV/5onWwZQAg5Y37CQzX2K90weJM0DWbF+8/uzA1FdvLoWP/E5/S59dykQwYAsPRqI8PPjxyWS+7KqCvCLZJkA++QOEoCme5HltA5SObgm/q+O+OXmLGkC5lsCpnJGzYHx9WL9fQz6PsLjWTtjsry3ZHc7SO1zrxRjNc6p/Bg7KOhC4w8AS+K4KS4Yu1okHohEa5+shGz/MmX9WICzNW54nc93Z62bN2Z+uNKHheRYPJ/XPa6/mIc+j6PLf5R1Mdn493znMi6mD/ieNZL4+OxxOThl/WQNrJcN3digSKb6gRgCkQDvzQnZHrAim5r4aTRhTU4RZgQgUcmuZItXCUA0qNZpuxq749rHMO6bxPhcv+4Y8/TavukR1W86rRChYrIQbqhHe/X62RoxZNvShrXrU7v2eDMiC+wTQQRAcrnIME0k+pQXTJ8SVI2RMFb7lBbtTRq1v9qhAyJYoBvWbkgjfYMCNscFdCrMQJuSeSqeqjScYqSKLaqkVA1KRlU9XZPGBkZ0ADYtULVK+1jFMVXogN6ZAbFTFetV9Z1UBWbVtuoqhQ8kVq1whikIUAKP69TRHS2KhypbHc8cEm5NSX4zImFNKOjspA7XpyW3WskaG61a3nXT/z977wFgZ1nl/7/Te82kSBKSgAlFEBRUBOmIIBZaRLqIIChYULf8XdxdF9e14OrqH3Utq+sqFhBdRCyLVGmhiCAtQCABQupkep/5fT/nec+dZ17uZOZeQgyai+NkZu593+d96jnf8z3fo7W7Sf7CgLRcR4fGZM+qdoI+I/HXZIxsGtmRtXqGKgWRqQEibo3mmuYcAytN2tIe6qwoMxVN1oZqgdCS5pM0w7ObRPLS5/vl9wypyFelZBhmzVbGjwDcjvWS7BMLV+q3SbOeiWB4jQBXYchJv+7Xp4DaOtViWCMy1MonVsh+RMpswHwdJLVeJVIBAzqcZv3iV3mWcG6fMAfVNu7xnTo4rROCPuxV9iKAtpmgxqR7Sr49N47OpR+csDeoz7ktRwvF1mhmqe31al60RL3lfJcE7vNMQLZVEart8+yxfJY9mBdbTQVn1qQN33b+MF2A2/enyVqe7+854LnQw2fb6Z5ptWSbZbTGBiNsEgCuLND67nefPUEDalhMUwywSoEs6BECluHMUqRlpa7RJhAVdlebGK0wfABDnlq5wiI1MM9sk4hSpwFjnMXKZHOA5onlK5LbpDn4HR04XQKaZir1/hg55S9f/HKTFIBNQxoqIBfsGlIym7S5P77icWOwrVE6JwAmbLMFCxaaxigpqYCzpCYiZwBIDEAFk3C2DpcTpQeILibAx81KRwVsgGG6116vtOreAD3PySn9nlK47xLz8mltgkuVfgnj6dVKL75WTDeAOhhJMJg45PYQyw4pgD0EtAE8A5YtFzjBM5NWvJtS4wEqrrzyJ5a6+cf770sOPugQMZEOS96IJosYpg5UcdBzXYBsfsf4OVOJtHKAj7e+5e3mfM+ePVOMoq/aM8Nm/NCHPmTMU1I9Yd3SfthM+7/u9clBeuZeOfQAsk8pdXSeQKXdBWAC3D766CNiOl2nVOQFxlgDeOjsBmh90IAy2E5s8KeKBYueKGxN2obhD5ieS+VO9WpJRwZEBYhZKBAPnVFS2WEwAQ7ArEaTCMAAtujil6PR+vcGOPCMyA2U6/oBmNs3WbhoYbJ2zXqbfz9RYSUYU0QG0al929vfaow/y5BOjRwkAwDMevsAMHTYqgjZgKpSApABIv7Xf33HWK3MSwAHpANc8sL1KU070IDWwPYANEcvlnZTTA7wAabWkJjXG2U4AYAu2HFh8uZj3mROEuBGXKjGjWTAIhh9FMMCGNx1192SV+29jwDw1QYm7SNGNGsHsGvWrDabN7D2fq5U/v/4jy9ZwSqAkneefJKAVgqflZvBBrCO0QYgirYl7E/A4/FUAhmAOFXqI4CkBx54UODRLwU4X25GHGxMdFJh5SKF8KUvflEG4YbkDQfub3OKecHLHT/+DYjMHHBNKX5HgAb2JKxlgjqAUFViFgOMwRqlX9gzWJOwRpnrpCSfc24AOpkf9DnSAYBNADOw604QAx3H09uBcQ04fbWA72uvFcgmWQXS/wHLALqQ8QCEWyXGK2sfGQrAa2Qn2H+uEFv1a1+9LNlDvztMOr0wzPkMRijMYtKzYevNFfjL83/gAx80uQYCSgSiAJguueRfLMWbgBOM1v32e52x/E3GwgyMUIGZNc1+wZr4xje+YfsDa4gADuMEC57UKNigrLUfiM34kPS6SIEHqATA//d//4KlzyORwnx/iwBHMzQwZnQPWKd3i3WJk47m7WmnnprqYLbkAhA4KowNRj179TXXXGtAKyAic4AxgiGJ/AggJvtuKDzVbgErrs1Ycx4QTIEN+/AjD0lWoCU5WYGts846K7lS/cY6hX0OW5u5iNYrLAResLb+T3vNF/Q8BKUALQGOYdmjG/rpz/yrBRx2kUbr2972dgsc8ewwSnF4YZieuPREY1gGNn2Z2P732n737W9/034m8+H8888zwBUZGUw0GMbojo7KYtO0SNYqzf43AssBqDE+0cgC+CZtC/BvwYL5Nh+qZTh/85vfsMAMmRMvE9PXNXBh/TJXAYYJvMBY3kEyFJxhhx1+qIICu+fGh2dnrfDyVEJ+xsmiP9lfYHL0KtUOwBYWODIh7BH0IwAn4/yQ5APYO5AIaJK8DfMSFm9jY4MFZJ6Qwc5+ANj9iPb1gzWH5s6dZ0FIsjoIZhJsfPObjxZo/Wb7DP3CcyBNQoBh2V13GqPm+ONOsKDMYwpIIluwn8aK/l+y5OWaC5tszrGfMSc4mykKh73Qo/XNeU5qHGud8/hhAbyAv/dLm5jxAWw9WVrjC5QtwZi5Lnu5grvTNUinZZltf9NW6YEtBbRO1djBFGj19zl4YmBLChDyt5jNti0Dre4g8Z3AD/sI9g3nwtKl77DH5Lk4d71QrGvJx301FdA6ZEBTyvRMXVlcX+xsPpsFWrFjc8657aCTAK2Rsw3IGnOL4jZN9m8DJjkvpxlhoR041SVRcbOp5gx/3yzQmnNOJwKBnBmwAjk3jcFKSrjaCiZIVgc2aKUkwZSTFgAAUBnr4+m0aPw9sZMc730O2GFn8W+3veLMt8LuFOzZWBc4BlpjDde8QZB0rPMBrTkQ3YySCPTZTCp/bg0znrJNbZzs/xwwTEGZ9C+ArMxTY3AZKuOBgxAcAGg1BrsDrTEQ5EBrmtY/GdCarTuxuYBLvnPKfRA+FwOtLnfBOYdNS+YJfjjEIPye+vpak+epESsU0JKJhG+Gf8SLgGVtrVLpxS4NQKsIUN2an9IxNQ18fy79lfmB/wQznnnJ+TxLGUIzFIx9Rr4zz9gyZ2ZSJhBU9Z+Svo6upFzgY61YnLPkCyN5BDC5XvIBPdIPbatvThpFrqFtG5R92i+fBzC0sVlAqzRiVzz+pA3cnJlzk24F/Qdl19QIrGxsUgHMJrUN+QHZak1NKs6rYlFD/ZL8kpZrrZ6lrbVR0gKSaFM6fo+YuOXUTNGXsE0Bl2J/qk1kylSLYDWi4PeodFJLpH/aVK/+0HOVlVRKT1V2reZCWb2KYeEDqn2DyqhDe7VJgeTKRgHR1ZXJBunPdosd2y/mab1A62rZGkJlBeAKkMaX1z2qqPuBdIDmo4GDmmhjAmdpEHtPpTJQG5qUsUt9AOQB5Cd36PNdsqv7mG+SZGiUxuzIoHRgVSxrrKsvqRay2awCXOjgVgkoH9REFUnWAoZ9AmK7RSLa+NxaZaT9Llnx5MNGzjpIwfOjRIQCJEeGDZA1+JDBPvL5ZEE423DyAK3x3oyfEA4TA1qnCmhm9xXh9s/foacBtFpQCqBYX/zbzhXaIlCcEF94paCp/lUh+5z93dtn4CozPgVaHWD1uAy4LSvirw1oze2dhR422YF9if28zQKtXu2QxQnQigMGawW2GYxWGIowiuLiHWPMak1d0vk4MNjsYUcSbSfNf9HCRabfB7sJRiTA2JVX/lg6bPcbcIWe47HHHpfbELwojN8DgAug8yc/vELObkjb30kMUxzGN4kpBLA20D9oTjtgDJp+S8TKPEZMpl0FBqySc/fvSr2GUQpwA0hCaivP6OxZUnzZjEih/PylnxOTR4WCpLUK0ErbYYiSjgq4RbonBYyWLj3eImRPP706+Z1A3ptuusFATIBSnHDAwlvEOvi+AKAVAgspHrPXK/dOjhXj73UC/YYURavVAdAkpzfncOpA4RAkfRzW1a0CIe5Rfy3eeXFykNiY55//3mS+wC1AOcbKq2pT4ASDmoOZw5iDmTRXwIaTTz4tOVBgdnNzg8Cgr1nqJu35uNJLASYAdUgT/bXSUkirh80Kw3GhgFQ0ANm62maqqq0ABQDJDYpoPvLIch0wFUmZnF7asGHDumTl00+JvXuFOcj0LU72+973fmMeOtDqxh8/01aca1h7AFGA+gBfAEPMC4A/Nll0a2jzF77wBUsJWbDjIgEGHzCwmPTclaueMuMB9toCsaQ4aJkzzJPfiLUGixnj4dUat6XvOFFMulPDdq25GgqJBaC1s7PdopPMhRHNadvwZbT+/2IHktrMewExPquUfFi6Pn88KMAOb1F0AWuAKBR8+pXAGYCRWoG3SCoY+CFQDHY0v3+9mGzMY0BBgBjX2fH2EQwA3AdoDEWYqNgpNrYYvIBXBCoAag4++ACNv6pjau3BHgPU+tKXvmRz+HVihZ773rONHQyQ8Z3v/JetEwAqxtlSrgW2uXxBMKYBmDDWAebGdM0eAb6/Sb6ufkA3EzAG1hwsNBjPpHZXyTg555yzTZsXINqj/Q4U4fiR0oIsAqAXr36t286OzuTSS78goPV66z8CL7SH/QaWIJ/5+te/bsXDAJqOPPKNApLebwxd7sPr62Iaki5PkAHgmbkHG5Z0+6BXVKH7dFkggLnE2LDnBGAPneLynBQG7e4S2GOVUdXnAMnsLRQkAzSD0Qprt62Ne4/ZnnHVVT8zYJs+RCfzve89z4Bg5hP7CkxgwMInxYwEXP34xz9u7wP8Alimy53ty7zkOWHCf+lLX7S9lj3lwgsvsBRunom5BhiGJMpXv3aZFRraTwESghQwJ1kX7FnoX71KxcmQUGDsuTZrFhCUlHPGBk1PNFqRAGH+jTMzAtBO24bFiPjd727QvLnWxoGAFW256KKLDHAtkwXznIy/lSufNl1qwET2IQA4dDfZe5lvBHUwok8Wg/TMM99lTFXWPYxLAjOAqDBLaQcPuXr1Gu0Nv03+7TP/ZqDlgZK4OO3UU4wJDMDNngBgjE4o4wKD+XOf/6wBfQC6H/3oR4w5S/uw84Y0pzslc2LA96c+GbIiBHYyl1mHaMoaG0YADaAilXWlNqa+XmtBL8B8gER0vlmLBOcAWAlYUFiMQIhLAyDDUqmxnSfWBzrQzDGei/nAWDMe3JsA0JuOOlLBEmlOp2C767Ixt33vZC8gIAG7BbmcTe1dtl4adH4QyIF9ytxij/qQnoe5i/b25y/9vObdCtuzPvWpS+zvwakbs2Djtdf+2gKjN0i3mIBNk9YcZ/8m9U2F5h4FMJFLIOAYHEKltymAwFn3y1/+Sszp/9P4VggsPtz2TgIDMHbRgmU8WTPchzVMf7Gu36SAIRkJzyp1kMAdzqRL2ngEnj2OuQTQeoj69zydfQsVIOXvBE14NcqJKVTj7yVmK/5FNndzgMTmHrhQUH1IaJZgp9wlHTDJAa2p8xYDd6WkDRfY6/nApKkukQ+cmuozOVkfrV+AVvZUghfIhcDKn+5rc0ArzikgFT6ZA9NujwC08vc4ZdqAXZz6VON+um0wdz9iJk4KrqYXtL9vLaA1DyjgzzXZHCTQOCQABkbhGOmpyFMBzhhZRKCL9v9KGHD8LaVoFSMd4O3wfdLb40xn7Cw/R1ymqRiwlevG6zQ7X19soDXX31nIhvVpoFb0ZZMplX+g3XaGTwRaDaA3hvbzgVaDcIzYl0I2BrSGOR0D2/Hc9vvH/VLovuafjQFtP/vxq/B7yZDBXiFzigA2wcyFi3a0YHSN/IoKsVmJilC4CX+PsXaglbN6ZDQUzNvUoXR+Zeh4wVtjPquP0OaPazPQBRTX5HcduheV3etniF0pckil6oaU6zPCOpNKvtC90mtAhIMupeH3a+43ilVaL7ZrvWxbylSXIWFQ36SzWvIG8lGeeOLJpE+Fqmr173YF5ftFBqoRYNkogLNRhbJkqpuN2NDYovZJ11Vp+LynVqBlW4uAZQm4llXoOeUDB/ZpedLVLzav2sO/IT9RAGtYxJlRpfuXSCe1rVmSKhr37k3KPgKE07Wq5Q+jVQ+kOKT2qC5Y0iBwuK5VurIqvtUjG7CHQLDYqZWwofXzgIDSgR7ZXWLB1tJvxihWAWFdBfZ6qfCAMqHRZernEbFfIdfwXMM6h/okJdAhm69TBB5YrZ3yfWRhJrWyt+RtqfEiTOmz9WLmNjKmegHX9osnO0pAWV+j8u+GxbSFCXz7nSq2eu9tlvEKJkF2GfVhyA4GcPU1734q88mLheebx9kzITc38xC+p9zjWT9Tvilab3ova23QCE5iXwuYpm5FmfwnggDIUYQDKSUz6TtndLX6Kx/QGoPDBr6mjeG95Zrg02nbNJr/or5luraOnwPZxvh45hvXF7Xh29DFt1mgNU4VwdkClPjpT39qDC+XDgBodXFle782OOjeY6TH6HACGFgpls1qse4AuWA7kc5PcQvYiYACN9xwnTQ9V5gWHymfsGQ9xSV2NhkzNgiAx6/8x2XJL6++xgphoQsIc2zPPfcwFg+HJ4xTAF7YUaQlHqEU2wNU7AQ20mfkqMPumpUCIQvFnMTpQ8+TNFVStWGnrZeT+K/StHtCVcnRPTn+uOMtHfRHP/6hgc6kwC5ZvIv6Yk9jpOGMU9iHQxBdO4ptAfbBUqQQyLJld5oG3hNiDpFOD0ADuEXhFPQAjZEqMA/2I8AZAO8QQA+SbAAAIABJREFUKdbS1EE2AFbRow8vlxbfzqajecEF0tq0tNqwEQMEwm7iwKXfceABm0jvB3iCQXniiSeJhUdqeJt+d7mBjwDnf6uCUkcf/WYDbCm4A/hGGmiNQEtYgTO1YZO2TSEdmHyk5HM/0mhvl5P9nIAetG5L0ZFRNUaqIZLuyXNwWJ955hnJeeedLzBhrrWXz/LFC2CUDYCCPwCZaGDyOZiIfMEmBGQLTnWHsd6+/OWvWNXwl83ZITn33Pca0IrMw1o58VwPoKUxraiNkcDcAxRBMxEwa1exE4944+HGzOIA5NohbZV0Ozb5fpuDQR/X06dHpI/6RQOEmJekAH/2s581BrFHoPlucgPSFoLtRZ/D0kWf+F4BTrDv0O3deWfJPghsBzwC1LhDTpICjgb0nXHGmfZ3UrDdwGVuMB6App/73Oes31hLrS1terYOY08zz44QwHH88ceZBiUnEaAO/fmf//mfps3E/D73vYEBCsMZYJv2AYS5RitgG8ARcyEAo2gMecpUKI6EU/ejH/04uUv6v7BX0E2kPbDAAdZ2FKvvnHPebWCjBwJ4FpeK8OrtXqwszNXHVTTsLgOTmQuAMgccsL+liDc0SNMpBSphCcJ2pdLqEW88QqDj++15CDDwvN/85rdsneF0wuBF95K9BVAyFNwQuKgU9q9L4uBGMWe5Doz0Y499uzEZuQ99Q3Te07fdQHlOINvlAthIG6dw1yFivy/Vs8/RvoMhS1EhmH0Ec2aJrYocwQUXXGj97hq1BGkAWin4BPh48cWfsHEHsISVB9DPWPm6BmiFFQk7k/4CKL1QLEWeiQAExfKQW7D0+cu+YnIgSAcAtMLihf3NGud6BwtAROoBaRdY2qwh1gtjxLWRC2E/xEBl3YQiUIGZ7dFwWM3srb8UExp27zz1K+xSjDskK7jP3dJfhSXNHsCcwIhFRoH1z71gZCzTvoQjeNI7TjKtb5jIN2otrFC/nC4tzlPFrIUdCijIOFBUiiAWmrIEeghgobVMSj57KmxNiuEBcPI3QOYvi1nMHkgmBX32jncsTQOAMKrlCOv+10mq4BP/eLGl4wN2AhgTPCMFPgR9CZhwnmGel8nh6TXwG4D+9tvvsGJNFNbiPcjT0H8E5A7V3EAqBN1ZQGWCK4cfdoTtkeiSGZskdWDZTwCMYZ3vsefu1g72RzecnNXO+1mrFJq74YYbTUebtbP7bnva2TRnziyB1bcYIxzdccb6Y3/zNza3AF//TZIVnFFzlKFx8cUXG2DKuYVnuVEZC9dd9zsD0Pk8awcwmP5rV98g37B06UnJkVpz7DW8ggFeaprMzPtbb/u9MemRtKD/2VO/ojlZJ2OfM4trwlJl32H+2vknLVb2QeyLB3SmAs4C8LJXci7DAHtEmS8EX8iGYW8/5z1n6Qyda20PjC1VMBbTZLoG6TZk//3VN6VQQMI7rNCxHta+Oiw0Lwek4qsxf6P/soMBiFOoI7Y1gFYPDPuZ+rOfXWV7cpBIOca0jG3nAmDS+onlvfwZN9dO79vpAK0x+DQuHfD8XovHK8tCNWwsBrfSRm4WcGXsigF0C6VkFbFCDYSWDwFAYPgxEUoBNKRoA/oBRlek8gG8waQD0vlYyO28T7MOto87Z4gXGXOgtZhgVHyffOsvH9A6FVievY4NC7q7Gc5c/GzPYy8j7YFx4kCrHUp2MOXOAmO1IQmm7/S9sbFzDO3ApHbAlTmYBVpN0oLrmYxSYMWGoHNg2MXrKbsnTWcvyBfoiIFzznfsYbI/yQTBnucMJTiLnYgv1yrws1pgZZmCnNi3ZB+RVce6h/RAhumY/DJqiPTJ10xKZNupEBZ2Hi+rUA/RRM+DfeZkN4K35fKPsDEJaKJzXSI2a60CunWAobIRSW+voMCV2kIQXtC+wED9TrZQW2WT2J7VAkMrBZApgxGbsloMzcZmY7SuW7ve7DB5XUmPGK3DYoDW6+8Uf66qVVasGKjoapdKPmB0VBIH+mJ8WsR2fdkssVWrZJdpXY2MSAsWrVmhaJsElPYhdaV2wfQlEDym4l5qoIC1QWnONgr8TJL2tZIqAGyXFEBtS1NSrXtWkvrfLZkB9UWNimQBtNYKhB0lQ1drtFtFvcp0hozqOfvliw70dgvwHBDLtVpgK88WgFZODexFasmMCPgdEkhLOwFayQ4Y1lj0ynYx8FYFVttlUw6oD6vkSw4JZB1W0a2mcl1Tz1RBPRpsVdKpBDKW16lvBH5TqLFE4zwsksQDD92T3Hv/nYY9UGgb4gaYBzgN9pjLBrhN6X5qdv5Odhbn1n8KcBayR6GVPp0zNHcPXRw2MLYd8zsArdLil81cwRzSePq+b+uRHldfVIvF7ECr2dXpXuBAK03PAq1l02xbQc+7hd6c3dMLtXdoRj6ANd5v8kmUbKHmb3OX2WaB1rinHGi98sqfmpOHkwT7DaA1PoQBZGDSkXpr0TRtXj3a+GDsYQRyaACyAIw9KgeOyvaPPfaIImzt5ogCeMAo8gmQPeBx3GA1fvbTn7OUaA4b2HkACsgRUAERcIxK7xQgQipg/tz5xtZ8o9hvnTqgLpWjToql64TizAHQwgYEMIBtyzVgr/3TP/6jgX4w42BXwt778pf/Q9qNv7dq7V74Zb7awKZAiihaiFwb0G6eHGfSkmFoAXgCVON04zCeL+ARJxPQFXDl6aefETD8iAHZsHpovzEkSX1QnxGtArReLHYQ2nrnnXeu6dICkDiAxUbq7F/ag64nrGGYVYwDmp5HH/0mS2W+5ppfmd4kqf8fvujDYtcep36YZcWzrtNhDrsMKQRebHQtAgLQPoUxASgHy+k+tZVU1RUCOgBUYKw26WDicAP4ARxkvEkPBUB3LU02SNJeAMYAyHhOjAlS8bkvbYeVAfBOSjrgMZ8BDAG8obhXuxjRM1pnGmOR6C7PiLwBAu4wITEsEYRH34ZILRFbjF/+TbovxbAofkbhK5MLQDtXADU/l5uGU8rK1py2yut6XXrppZYWzmZFP3zmM5+xtnlFR+Yt74UBGoBWsasFKgEewjrkAIRFPU+VNQFWxnQKXK0xQFvz9jt+b0DVRz7yEWMGopOaa4PGlfWDofW5z33W7h+qne+uCt89GucnLHWe5wGkWihAnPEiaADAD3vzXs0DHKGTT3mHjQPjgnMG45axg0kLixgmICAbc4nnIuUkBFBCqiDp46TU36DiSwCesKAp7MYYUlQKIHtfVXY/WRXhYTDGYKUDlr7ZBw1cBTU09lzviit+quqagwb4LVWaN/0BW5S0aExg2kXQAN1GAN1DDztEWpPn27zFQGTdoTPJ39lzADpPP/00Y4ECnJkRqeMYVt2XJZ1ByjOMR9b+2972ViuWFFLflbIkA4w17K8+GTSwNCnkREBgl12WCEw7TJIYZxmAGMDA1QlFtL4o9injA5P2Ixd91HRfAfQHZFRhKNseJLAO6Y9PCGh93eteY1qZWCQhYNJnfU9/AaYBagMw4lN4ejvC9wBy5WXVFhRarjH5qop0sX9QiC8HNgpoxQAjRfwdAjVPOPEEaW7NNHbvqlWrNRfm6G9BdoGv8XEuU39j4IbfA6hhwMOsgE1Jyj0SHwQtYJceI4kUgl6wE2G6IkkBqMy+Dnh/gjICXBv4UrFPmfebFAA5UfIqBEvQsCaABQuedlIga67GDGYk4C1aoRS6+4o0egGokRUgRbZVbI5ntDYIJqALSv9wP+Yxcgumsa21QWGtt6iIU5iDMpQFGPcIUP+dgNZ//uQ/2fpnr+H8OeigA21ftsBLLp2RtR3kHNyxRMcXrV/uS9ou+1O3gogA67CkOTvuEyDL2LBGKNy3g+YKa5O9gmt5JoUz/HEOKmRQc9b5fZj3/n7kQ5BtoK+Qz2Atv+fsc7V236TAxgwbk/9WkS/mNUzjf/j4xSatg5Y5mtKMH0XYPiy5GPZz12+EjY1WLayZ2++43aQDWjQnKa5G0BAz9Ywz3pUcfRQSJxQ2DAX/YB4w3uwx90naBjmd4/TszH3aD+sfHVf2XIJm9D/9xV6DBm+dnAakDti/n9TZSFE2zlpAWWR9OEOuF/D7A2VlAN7CNj71VAD2NguI0F8EBKZlzW9z5t/2Bm0toHUE0MvArPE+H3deAtiSfVEIazpOYvy56YArz7tPBAxNZ0Y40Mp7sVkcaEUWhAwQ7E0PjLG/YAtlnaoXB2iFHT/xCVwT968JaEV3NWjbogtIyi20KwFCpv8PWKOgs32h9RhrtBY22yYDWn1NuXQA7/PzpRiHPb5PDAL6SOcDWuPfbW5OxwDLCwFaDVjg/zJAKz8HeFXfAcCFnBJ0CUGW6QOtvJnz2ouUsu74KqQ/86257O/42YlG/JvzGV+QgDBBUPxIB0gZ39bWZvO5AFrLTToAOR0Z7JC+AfQBSpVhOiRAECJOn0gw1VXycWvFLJVNCFGC3iGr0j4jmyc8E/7PaAoml8pWUhaaClypTGtSJbCvXkzPNvnKtQJ3y3S/PmUHDeLfCwGsUXZJo1issyuaBQgKAJWfB4hYgf0tMLNWBaggqGAPD8t+GNEXDPAx+Vp15XWmz1pZUybmZ29iki8CjQFZSfZGAqFF0gIzZ0p/tVI4g9o/OihCTFKh96IP2530iOBCynmj2lhbJ5mAMb1P8gJK7FdhLwXuJZvQubY7GQJ8E6MVoJVaK9UC8oYFtI7JzsXyr1b/1MKcVbbpgMC/zq4haCdqp/pBdtQIAK7YqlawSmxW+h8lC5NcFmt9WFgIRbsH5L+Uat41SOahXCA03Uv7+pENELi8UW3u13uRPxgU0DqosWqWHFTFoOaqihD3iBAB4FgpW6euSW3SF7I2fJXoc088/Wjy4GN/NJksbFDG/YwzTrdsUFitwY+jmKv0bSEQpVmE8bq0/SoNWuRbr2FtsY9N54SKztjN6GLHV4r3AezsALRq/FOgtULPANBaqcCBS4ywFg1o1T1UStgKuIW4CAd92AvyAa3pn9R/hZ/vhT198e9+sYFW32eKCbwV/1R/vk++JIDWuBjW3Xff/TxGqwNCIQ0rgE38DlDm9tuXGaCDYD9p8RQZQZuQxc5CuevuOwX2PGbsLBiMFDcKazoYB3EUEQYS6dCf/8ylqqz886S9Y6O09HYwZx/mE9UVmTgYM1aMq6sjeblS7Q8WELC7qjnDjrnpxpus0A2MJEubVSoF94L5CksNpiL/5hD7xCcuNmeZNEp0EWENkToO0ACoQpqqa5M6QBLAKCp2VxjIABAM4w7wB41W0iBxOD8ojbxddllsKZ4U57lR7fq5HFbAUZ5hlyW7JAvFjqKvKFQD+xc9SYoOASR84IMX2N/oH9fe8sXJd9oDSINTe9llXzWphiNVnRrNWEAiKjn/7Oc/swJLaGyeqL5HKw/255PSYgWc4bP0E4xVQCxYeqQWA7IDBiMJwRdgBwAwLLp6FcIhJRejAIYZ6S0wHgGkHGhlXD265k4AaeeXXHKJMZsAK2CfAVaQfu7p+YCzFL0ifZ6Kl20zZiUf/OAHbRz/S2nwgIbNKaiy665LDJAB+AcsRKfIjLEQOpejLtaU5BEsPViGACk19CNAK4cic8VAFbR2EOXWz4A8jD/jQ8Twn//5n8K80+cYc/rdtJoUVWYNYEh861vfNDAayQCYcmed9a4cywRQCnYoQOxVV12ZLBIg9w//cLEB4bBKA2AvQ0n9BbBPEShAPsBANEPfeMSbxADbaFXVeXZYcqTWHiUwBDYo7fzTnx6ydCO+YI4vWDDP1qD3O4AvgAbMUcApCj7xcqDVnssMHUA4ouSkhq8WkPOwtC2/rZSVe8QeVvVSot8y0g6Vbumhhx5sz0qQwPcG5qmDVPyO+/M7AiespxtvvNnA1iOlA3mQ5veeYvbBLgXgXLdug/XBTI0XacqAlbCuX/OafZL3iDkLMA1gj5FBqjzgNi9YdDBaFwl4dnYtexTAMjqjvxWoBBjI+kbTFFb33Lkvs3SbXDVzXYd0P6LK6zSXYbSiz0kQBf3i884/X3tQ0NxcKa3Unwt8hl1NAAewiLXlQCusAFiDVpRIfThTrGWAdWQjjI2PMW9zcSCnx0lxNwBtGJvMc4I7p59+hrFpiVgDHCOJcrcKDFkxI7ECAclI8QZoJjBwm+RDAG/P0hpEKxkWKFYIQBXBMMYWYJp1AhhdLWMmzDsZ2ArQEDjDuGf8WYOMF/MJRuveCroB0jNuMCXZo3l+in4BnAH6sv733fdVule9dIk3JV9QwAKmJy/ANkBV5FGQY3lQDFHmEMysAxQwmaOAQ4WM0xUrnsqxs5m/BPuQHOCe6LdeqrR4nBB0adnjKBb3xS/9u+2bwzK80YFdqj2FPSxoJA/JgXlSa+oaex8GPGzhc889V23dxwIhAHgVObAdoHnUgl0UEQtzWIa11jtjxH5IMAOtRKQmAJbJnKBA1U06+2Crotn9hjccaPsvZ6PvFzCL6Xv2A561LP1bHJBgTjC/CcrAbIdpynkEE/uA/Q+2fzN/kAP57nf/21L+6b9L/uVTNt6k4/+N2K1ItMyfv6PO2b+1ACRBMc7Kxx9fYaxiMgYI3DDHkNfhPjzTqqdXWmCBAFMArNkTwjlLAIh2UfwMoBvNb85zinfAxqbwGSAQYCvF/tA8R+8VvVXY2KQ+IzkC85azETYz+zf72b33/sHkDC6//AeWFodcyEknCWAXoMvegEbddqD1z2fAbok7FwNOFnpfHC7YhTGUlQ9cnXDdreSIFQLWePscTOP7r351re3JBHODBNDbcoE6L6QXs+KDHRSCx3Hfezv8u0kDcPinxYC8vwxAxDFPg3BurxtApP8sAyBFXHPXzFwj7mdzfCOmadymScEpgLKI0eptmnBdA9PGRzx7n/i9k93HALkJRZqmnnlDKpoIyDKk/ZGCXaUA3RUpoxXmoHykSu3xOekA+rEwjDXXCJ8H+dhJrl9tz6AvB/CmfoKJ73DQPpaJ8ExG3pmVj4gDtn5vv2J2ruf63UCR8U7INx6x9q/NOb5Y1PFczo6X3mSamZpgAK0jzGlR4ALQmkoH2LXSYm72QBOlA3wd0J980TbsV75itriPRfaZs/092fw24Ih0/NQ2xkbB38XnDjUowjmKz4jPwWPX1KgQlnwWbNYK6XwC9kGMsCdKfXA6iSy9fumU9qErOgJoVWtB7GqxMZH7QSLJnk+2kvuRsAjR4Afk6pY+aqfO2/b+TuGdkgxSBkmbQN5aZDDU5j4xPLlGqYDL5lkzkhb5hG1jDcmQtE03yOarpLgUMnF6b7VYqzXSQK1Vm0n4HpKfZMqbSrOXEKnsoJqksUU2eK1UjHW9MbVvdJTsOjIO5V9XSuu1UqDuyCYrtNVQMV+sWYpFlSXrlErfKbu2W21tbmmUryTmbhWayPqMEvSb66sFyep6fdKyVVvQPYUlWqM+rBb7dkySdCNq87Ds/VJl8VTo/eXIB2gs1m7osnUr706Gupi4ytxFSqBezwbzl61yAJBXgDFAK/MOya5+MVZZ/Q16rkplk8EcxpYGbCVQ3aECX4P6TKXsv+ES2VQChmtU1GtEv+8S67dPn2cONqlf6wRg18rmQU8WBLpcvskzG1Wsev1K8w/IXoMIduqpJ5scGiQxzxr14qlBm3d8rZlvB+s7XUfxGp1wThQYEPQ1mp3/fjZM2KvjtS+gFb8dn2uYzAC90fwR9TE+pamtOCkE7FfroMqkA1Ima3phe1/6xXH0UpIOyHcu+zlb6P6dPeecTBOfGcXYIC+kHVv7s9ss0OqHBh0C0AogQcofCxlnCI1WWIpOS2fw7CDXoiU9kWrvsKZuueVWMwJJ0cU5ApgE+MCR5WC55pdX6yBZZiAc7CacQd/oA0MwpGvwbw4eGDmf+7fPC2j9maU07i62GimQCHbDVqTiImnZHCCAPzh3SwRazlSKBdFlmKOAiPfL8YRVhgMJw5bIIenFpKMCvOD0fupfL5F0wOMqsrU4OfWUU40ZRzEkAIEnBIjCnHy9dPVwzDnYOKis0IoOFCYuz4jGDQ452o7f02cpgkNVwL/9279LFi6ab7ouq9Smq+WswkbqltMNIxFgdxc5rVyD1HD0CX/0o8utjQdKBuGiiz5krDlPDfMDPzbAcbYZLwDCjk2dyVveeqwJZQNemsaiqobDaL1IYM/xxx4vFtcs29w6pGFJf8C+vVeHO2wotFw55GFBHSk2EoAXzEZYvOgSAu4hoUDfk4bKPSlKBtCK40xFd4rFANg4KBlHvQHcvvIVVUCXhiXgNkALgC5gElE51yckvfjTn/60QIcOAVzzrQgP4M5PxYijTaRwv+vMsxTNO1RgzJ7GhgyGUbmx1gC1+3Wwo4c7o63VQNZQSEwVOnXY4rQT/eXgCZuPUnH0fmQLYM1h8NB+wKCPf/z/s7a51hHMzGeeWa2CO/UGZtbXNxroBHOYdFhYXGef/W6bz4wXfQGIgX7rLzQWFKn6+Mf/IdXIbLQxcGOOlGEA2W+roj3jTiGk0087w8AyNCMDa/a5ZIHAeUDz448/1sA+UvJ/+9ug7bR8+SNifQfNHkBMmHcAU6SuwxaDsc2z0RdeAdwOOIkleZSbbCn0LNFUBHSmYj0/83fYbABa9D2Fb9Da8Q3cdcPYT1jLXJf+ekQSGb/4xdVakw9Y3+EkHrD/601jiD0EKQ3mHUEFNCz5DGxWmK2zlSp9hArDwZ7jWWGqMj7sVQCS9DdSDK5hxTzAWCfg80cV14G5/b8//19LkUYeBGYr/QFDdYTovcD3bs0XY/UCRspgJDjx3yoahLQDrFE0MOfuEFjp6BUDOgF40h40Ud//vgusL6j8SiEgCjoxJ5AZ4JkoyPf6/fczHWSmG0Ei16am75h3pHL/z/+o0JWkUHjhTAMi89wwuOk30tivUME3dKlh0bN2ABzRd2WMHlBA5FBFuN8sxhP7bxNAovYl9lP6DaCN9bnTTjunYHN1ui5Q11LBAwGy7HEArwDdzDeq27P/Ejk/4cTjBWLOzhURhHmJ43+02oAO66JFQVPzWcnIsI4IvJVpDsCOf7uKVxFgwqEgDX2x9lvTK9VexXyuVd9RhO1GBWGu1DNSHIAz6GydP23qQ3RHvyJJD+Q5FmvPBNA8Ss8J6AhwiEwDIDrF05CYYe51SA8Y7WaCgFdr7aFLy/5FcGfx4p0NqDA2iDnzAAtiWIjVgSTCY489bvsaQCHBCV4AuoDLv7v+OjsDzhT7k7X7jBjfv1QwCxkRZFhga75WjFCeifEFjH34oUdtH4fFvmDBXAsAxY4s/QZQzh7JGQHQyt7LWUoBt7333lcsZYDNTcmPJZvxM+2FZEAAtCOFgH4yUj2f/JdPKuPiGTFVWy3Qd4jmUYvYMJvUFw8qIMO85Zzu1b3ed/777BwkgMPewZpboEAcqfsnnrDU1hT9uFGBOYIL7L8E6Zh7f/d3fy/QtMHWL+PJ2fU7BVFaxHThLGZvJ1AAmArYfaV0XL8mNjZSOwTryJSB9Q/ATwDyV9IMh0G9l84C9l1AbP7OuiS4Y19oIG5/vSR7YGsArTBxslnjUwGt2LJF4l8FjUOxTo7beqzNxyQtxfp7hYL/sP2dxRTbWLFjtSWAVh7S0t45GVLNy78EoHXCfCwCaB0WKGVZTfgtAqXKlHoMOGVSDGh0a1ZVqL+oiF4qJMAyplJgupCJ42CD+0cOpvo1THvTslHGU92LWWvug7kMgaceO6CYD2iN7x0Dj1scaIVC6Nk4KVAUF9WC8Ub/GqOdrCz6wliFhQGt2GXjQCtgKPYBWU8CA1MJgS0BtHINrokNiP/8xBMrzFYyko7sKdqA3QjQGmpz9GgNjgh8E2gqVisgZgBZwzNCjKB5+DlDqniPTTuqVPvSUoGz8tUoDurp5VwPXWEv7EV2CX4MhZs3dQ8mG5URuqF7k+BKsS8rRVZRYLRefkS1hmBAvhVF4MqUCVY/o9kIG7PLm8T87EtWS3KrWn4wQCtyeNh9tLNVvlOZgNI+2dgEWkYFOvZ09Msvqk5a2pqSJn1V6/4lAKAqXqWohYYWSQ7da1TFtQbXC+isSGY37JrUNoggIqB5rfxcGKLtIjUAtLYq/b+1URIH0gtQSDmpFjG2SteqKqlPemVf9AkcHhF4ijRSndL/ywXwjSrdH3AUqQRkAyogDyENuKFTEgEqfKX36/Gl/yp2qAL0oXgxxJpBMVTRFeUZaa/wEIHefeo30G8kBiq15mG0U2CYPYLgPaDwqOzLOmWWDZfrOiXaI8R0HdT9OlTvYEhapegEN6k+SoWuQYBpUH4fQGt1SXnSPtCebOpvt7lxxx23yZ69OtlTdukhhx5kGX1kdFHElpfXEQlBqnC6sS68qCE/x0CozWmeLt1Hijmrgt8VBbzy7HUTglkm10ddFLGd0/tbjRD1O33qUiDeJvoTrWAHWn0biIFWlySJi2EFYbxt8/ViAq1+bmwHWreBsbfFp02RF8AXABip77AcYROhMYq2Xlb/Cf1VmGn33fdHA+dwoDsEijWLVUOVbhxZmGkAObBlvvb1y+SM/Z+xZ5YuXSqG4ofsnrmIRbpqnAUJMPCZf/2sAa0wPSmCde455wgM3dkYU7DV6qHy68s2EdJ4pH9SImcMQ4d0S696DogD3R4ggxRPwBIqVsNUW7hwkckEAHCRQnma0rFeqecmNRhmKZ+D3fkWOY1ve9tbtFHXyIiSoLg2Xr7zfHw54AoDDycZRxYNv09+8pNWPAU907vERqMKOvqoHGxozn5EACJFXzggAYZ/LkAINh1yATBaP/bRDxs7iH4CGOPlRbD8sCblhGJYADuwK085+TRLj6Yq/Xe/+z1zoO+Wkf6xj31Mz/FWO+C94jMAJyxBNH1IQwXk+L6AYsAAUlKvExsQgJpoJ2DRGdJhnSc2oKVw67lhmpIezBidd955lpLL4cvf3TBhjtF22gsISrE1KsEDpgJiA7TAuoINBigJ2EB66z91tcLyAAAgAElEQVRK0gGh7CWLdzWgFVD8DqW7kr4KsMH4nXBCKHDEC9YV2opPPbXSQCVegIy77LrYNnQHWgFZMUw6VTXTCtZwyOsg69TBDeAA4wvmFv0MUPDRj37M2saYMdYUHYKZSR8tWriTgUHfFKOV5yoTKMBnAJyZ/0EyodSYfbCd7/3DPSYl8ZGPfNTS3AH/6BvmPf0DkAOjFYPL09I/cOEH7X0UQgK84v4YlRSVI3V/zz1fYYLzoSL4MmPeoenkoCd6lq8WGIhkBqxrQGNepJgA8IWIeLmivRKLV9/AwuPlYDzpvrBpqAxOX8GypTgZWqek/ziLJl7P8eaOgwgYT/Bio8TwZ85UvykIsKMYd4B+zC/2COQJXim2OTqbMH0J/MBcRSqira3FWIJIDADioTmLhiY6kgCNBG/CHBg0RiB6U4DnpErfIi1nir9xH+blUVrPgKd7CWCi+jlzhWtZ9VL9HUcW0JKgCEDl/lqnH/vY32iv2NH2jnvuudfWMYWSAKJI7ydlnaJOBExgH8NoBaAm+gzj+uSTT1H7D7D3cOr7vuvOET8DCJLSDXjpkiWsT6QoFuy4kwFszA+kEAgA7bzTTia9wf7M2mXNMG8ADmHYA9LupPcABrNHPPjgnzQ/7rIicaSe7rvvq62fiYCjVct8d9uIufH971+uAJmKqCmwATtyfwHjSDjMn7/AAiAEWZAOQMKFveotKk4HeM06QwKD9QATmnlNWyg0iFwErEvGlXXBdQHKORfoOwBOvmDnwlrn+elb1j57MeOIlidyAwTFTjnlFANR2duvE9gHkL2XxgMdY/qU9QwLFQCSLIP99nutBQjoU+4HWxPrn3ENEWDps3b22VolbZ/1dKZA/BN1ZsGSBdAlEAmrdrb27YvEZGbPQtYERjJ7OIW+GBeemb5njJlTnA30NQDzMcccZUAsTlw2SMEcJk0fMJ8ADWMEc/3ggw8T8/dlNldpB6n/69ettzEG1AQMhhHLen3iicftuug4AmoS/CTzgcwEAFzOTzIUkLbhvIORe/XVV5tGKoFLzn4yT1gjzXK0WJ8wyGHtAzDDDCf4MEdyHgSs7pTu8o+0Z37nOz/U+VwmIBaW94e17+xt+9jy5U8kPxF4fpmAcvZNQCKCNexFrFfG7tbf32rZEYv0PGj9HnfccbZeOD97epAVSSRBgLbctmo2WxO3vybpgWLAn0I7s1BWop1ZKYhY6L0Kff8Lmbf0HQFWghrszZyDBFY8Y8XPXnN2M4CQ/83b6+0YB8YAqAII+DyALANbO2iNE/xCGa1x/8VzIwuAxqnmBghkxisu4OXc1pg5Gz//pPdRnxU6dxSjFeMsMCmFAyklGD4bKgEBaIW8hcZiBde2eYZ2fFrkpYDJ4wxIBzpjAJTnicFOlw4odK3xfk+Z5z5ulzjAyM9ZoJVHcOanz6V8jNt4bpqBYYUqU6Z1NJZZ+YlcgETvKdWZZL6iM9zoT12K+5oeK/2AjZ+yRUmNr0yDnFlGqzFkaVTEaDUA0CQfgp8QM1qz8gHTBVonG+K4H1nLZPlhw2AjcwZbwUsVooJE4HU41qx9VsVM+xR8FugplqgVPxIxwqvMk6oO+YSHGtWkhHU6JqCVNHx+j/2E/4LMFy+ISjwj1ydzDluoTll7azd2KS2/S2BrpxiXAv40Vk0CT+vREiWDT341ipkluh8FpOr12Xk1LUl/V1/yjGygWqW9l0JisSJ6FDcq13NI+kproEvgqM0zAZyb1m2SXmpV0jqzJZm5w+ykvrlVgQq1rTQAlyUCTIeHBLIOrJVNvyGplpbq3NY9kqZWZT7p2deK0bp2Y0eyTv5EiwDfmfIP5syUJqzy7MtGB8SalbyZ+qexekbSLVC5W3qo/TBTZW+hDyuoVc6CgNZOkXL0N56qXLZFlwLla9q7BZZWSXO+KqmVn1+Lvqv+jQZu8DH1GfmB6K2i11rOOJj+rFjAWvf1yNIB9DMnkUsATNX3Pn2hQ9vc2pYM6TF7S+QTC6DuX79JjNYN0oxFo1R+mILiwKUDYif3ySctFbbRUCFZg3JlwZUETf9lyhC+5pqrzVfeQ/4k9QeQB6PgKX4MPgDziKIg1AuwNQLTG4qtXlmdbc9acG3pQs8qX5v5gNZ4X42va4CpZVGOp/6DC9NCdUVYg6xVAgmQdjSPyzHXWfsh7hLAYZv1qWyIA8bpAYAnW6XPFpisUMDuXPxb430ke5W4nwodC7+WY2ubC4AV3/pt85MvGUYrziUOFQxJL4YFo9Ur2nFIwPh66qlVSoG/OvmD3odTDduNDX3x4iXGgj3llHemoMUmOfgCiL7xtRzQigNF0SSi8Q4wxUYEhgMO409++BNzCpfJ8YaBRfENQJXFSsl0Vi06fKTDwlzqFthXrajcxk0bjZkDswgnskYpskQMfy9HDmf3ORmsgCek3cIMoBgWQAUakOgIApTBziXFH5bSbkpZBhBEk27HHQWOibXIhrRJIBWVt9etW2ObAWABLDAc8YfFSgOAu/gT/2TMMZ4Jdh3OOMwgdGYBey4S4DZbgFyPAMhbbvm9ARfXCogFXIXJdt57z5FkAozXlglAKyCyGwOA4hzSVyrFd1ibPxqtME9hLsJe4hB/XI43DDAABvr6cTnWVJPnuXi+uXounhmACB1F2HAHCtjCmYcp1iXgG3AaBt2iRQt16AvQVOopwB9gAMLtaLTCUoJJC9gajy/gAWNGmwEpYIUxzwDaYBCjyccYk1YKiwwNV6q+c0AtXLDIQFzGE6ATEBQNYYw2HHrYV2gtsuWuWbMu+YP6Y62iwoA6r5UuJgBRMEKCNIADrT0SOTeNYQEHVmlc/UEfAJQzDrQfcPLcc8+xtHXACkAB5iQ6xs0yDl77mtdZgSDWDcw/GIVEFknlAHTi0KPNFJQC6ILBCUDJGiCNHOPHGQS8D0CWFFrAeAAc5tD73nehqqPvaGANlbyJfKMtjIwDQCOgOsDc9wSywaBkTQC0Mkcw5OhTwA7Y5Mz3vfZ6pQEpobBUCLKQmo7AfmDBBn2hoJ8zYLITv/3tbw2wXLRoJ1sfBGBgBHouYNb4d8Oc69OnsE9htCKMj5EIWxH2L0AUABhsVkBqADvS8CmsBIgEoHr/A3/U+l2eglalxs6kbxhz2gI4C3jl92TvCM+jtCEFOAChKdwEeEc/MSbcl0JqnUrZQi+WF2MGoA4oCcCG3AN997rXvs6KXS1evJMZpnfeKe1SMcVh6DFHXq50btLmkRBgbVCM73pJdnzrW9+Srup6Yz7D+DxcjNAD3rC/MfPo3zjIZNqvAugABQmMsKZZU2gDYwQ3qIprYJqGAoMd2ntglgJSAjKzpgnuMDcB/TDAaDtffL5brAlY9AREWC+A9AQhYHfDBq9RBN0KCsBaUH9g/H9PGqDXX39D8pCua9XjVUjwvdqPWAuV0lFir+PvzH0AalLFG2SsW2VX9T2A4LN6po3SloWBasUMBQYyL9mfAWjRb22EMUE6vQz0dgHTANUA1DgbyLvwjIwtQDRsWPqpTuuGYB5AK04D1eoBqdnbGU/GkbnH2cB8oE2zZ8+0vQBGKyCF6za7uRai+pozvUM29rCSWYeAwVyPZ6RdME7oL0DI00871bIZKFYH2xjA98abbjTwE+Y3axFWOeuDzAxkZjjH9tnnVdJQXRQcxdR59H8zF3lO5FUA3dkPATd3kA55E2wIOQO0gwABMhfoUyOHwJpmHgGGsmfz3Kz3HaTxW62MCuYTgRXAGtoB2In0B1IyAK/33/+A9ua7bb2Syohzxp7BvVmfGyURQF9zbsHyBcBFH429/dFHH7P9/AdK/cdx4+yC5U1wgjnMvsT4kO1BQJaxXiJbwaSFBEBwFhEQJTuDCsTzdHYdroJch2quMmbMS/ZwdG23v/56eqBQwKgYp6TQe9h5uRXA/qyjxHoOhY8ASMS4ssDYxII92WfJAVpO/4na7s/gQBXeaDZtO1u0KCcrkAJ8OdA2ta8mOIgZHpEBXFm6cWYqPw8IpZ917XwyBv5RcyQjyYJ898n2gzu5OacUcDrSJbRrPm+ZTfzNUK9AI5O8JM1ZNWxqqUQetBthuQK7lqmfAFpBFKjBYIWMqIha4MvZpt6/Dmg60Br7T/63QuYo1/GiWoUArV7sNgZaJ2NUh/NVL4DWzQQ3nDWdm1vMm5TRahqTBET1O5dhmBpodY1W44CmhbG4wETpgKC2GwAeT7udCmTNzqPJ9obnBTDS/iZzC2LIz5VBRYFLbDjOcOy24NMkZsMMSieUpQAYWlcL0FqfkgnCnKQIkz5mQFuAnSi4oBT+Iclhad9gr6hTKnkDeq34YaS+ay8BhMMHQRasUjbCc2s3Ju2yE3s1sUfFzq6Q3dSsezapqFVDueTWALIJsmCz6CzmPJ5ZJR9H/iuM1krZRaXUKZCmaa98RDJ8eA7k/tAw5SCnnFGFiBBVAlprpYvaIv+3Us8zMiZpA8BhtU+X0DNIH3V4o8BHFTfWAqst30Htn6nU+8ZknbIx17fz1WnSXPjuc2fPEJNV11cEZGS43xjlVQCUsi9gtParOBWFsBrECG6ieJe6aEAs216KhwnarFSqfr86uUOSIDWyhavRddXz1QB+VgHWlYhdK7xB/kevCECAgXViGKMaOipWZq9s6zHtzXVIcrHfCtgckHZrvyQK+vS9T6zWcrFxZ7TNSrpKJc8w1JmU9AC2KhtTgGuFSD9We0X37BMjuUv22rDuUyVbeoaeWTRbAa2h1sXDsnfvu+9eZaE+kjQ2N4ogdoplzO222xJj7RoLWuSpSti76nsLRKRBCFYBNQkYe9/nXLsVMBZQs+CgU8qqDyzrsLlNOBvSX06QeNECDsURmcDphki2n+2fIpalhWJDZqQYx0Jhy8GOWboR0MpWYgGYNODiKyDdagS+h7Hb1l7T2Ts2B7hmgdp8e0zWHvAg7LbWF1uqPdss0MoD+mCQQo7TDKMVRw8ADOYTgssOYnAIPaE0QFKAcQJJCQasINpGgRw+c4KKG50mBxSW0LPPPmcMsB/9+HKjuwOmoY9KhXqAK3REYo1WnwhsCvcsuzu5/robkit+eoU5eBSjgg37GjlxSAR0dXSbEw9TjcMIcKFWh8YqMXdIecUhBFCYN3+uQJsN5twDdD6toh+vFUAFKweH+JJPXWLFQDgQzpcWI59ZJ5AHYOjyH15uhwT6ljCUdtttVyt00qvDC4AI4Abwg8MKbTkYQVfJ4QRkAJC4UIxP0rUBhgB7ATF/LFYW6byvEOhw2mmnGRDCNWBywdi8R84uv9tt992SpWJsIltA+qgbNRya/DukfvdZ4SjAOYAwolj77XeAipkcLSd3kWmHwuIFpIMltLPASoqAwbx6/PHHLO10T7HGFu+2i/0OfSC+w44CxIIBBdsXcAeNXN4LCNujMV/x+HJzymEz48QD+sFOBZwEbAUcDhXtA9PQtaPQ/qTNV1xxpR0ajD8gAYAGOoNIUmBwABD36ZBCd/MMaQlyfZhs14nR93t9/k9ixgFYWxV1jQ/XAZSAzQVYxBjvr8Nnv/32swrsfn82bWxfQBAOlAodvjANABMASgBZuTfXA+iE2UUKP8Bp0E/8iaWuo8/zhv0PlMbvJ6zNAMikvq7RvzkwZ4h1UiVACnArpN0nyeFKgacoEtelf5j/btQBijLn0NWluBXADpqMJ510ioF5sG8p0nSrwEeAFnRjAYBI6UaqgnnFfdEzhAXG8wGgcH/ml0U/Na4HSdsTvUzGkbkUjHginn5AopUjDWQMBUVjYdBSWZ1UZdYeKeJ77bWHsdEscq5Djv0hZudxJUtR0rgzhyi+BhuTdYgIehmMA60BgBbWLl+MPZqbANe8MNQ2SKN32bLbNd432zN4oT1AUcYVsIh2uEyBj7Ef6DwD/doucOdmAVfsRQCR1icyDgnO0AeMLeARQHIoUveYGcAU8UFm4Pjjjtd6mm+pZH/604OmIQzIyLNThIjK7zBbAXw3tm9I7lp2l+01jBPA/qvEDme/OUCsVvrWUmTUZ27UM26MDwAngQv6jL2FdUsafwWGpvYQK+KlvZC+pW2An/QZaeidmmOwPh99dLl91qUe6GPmGV98HqAfWRL2JPqL4ldEwENRMKW5K8WJwlvXCLRlP4AhzVxkfRJogWUIk/cpFQ37ozIaAIZhmLMHAOg5kB2eqde0oAFqCZSQ0s948dzsM1TZZc06W5/7uC4a40J1VfbRoLWq4JAAO4I+rM03aH8/6qg3G3Oc1Pa7Nb8svVZjN6K0Lmfo4LTMVwGsvfd+pQUPFy9+eSrVoXEwgMDj4hhs6g/NebRi2Y9hCRPEQ/OMdVKjQgY8C0E1gPWDDz7Q+iZIsKyyfY0g0pAcFZgPPBsBBPqeOcZnjtLePG/+y+RMNeYkc5hHsYMKe419lwAa35EIQPGfQgE8D6mAsFnoD8atVXpu7BHMC84+AG7WCvsi7fUgF/2G9hvtQJpiB7FJCAyxN20S4+TJJ1caox6gH0Y5kje8GFsCQ5x/x4i5zD7SqEAJ+ypjs1prisKVP9R5yfnImYXd0NIyw7IHCNg8oIAJ+yuALnstz+z7AHMGFliH9gHWOeCst/Gwww5PpQNkMOta219/PT1QKAhaCLjkvVjoPWIn8sUcCWN/aZ/klS9rxM/dzTFWpgu0GjCYgrZ2w3SZZfsmOOYhOJQFYbP9koUqtyTQimNt/UJ7XiDQas+ic4Aq9f6a0KdpZ2SfZ+OaLrH0lM2mY7OmtiKpaQBkgkEG4EqVbEDWlNEK0ArLNa0YX8i88QBcPBbxPHcAxc+QYoFWPy9j6QAvBOX+n88599NioNXn6IsCtKYarTbqGaDVfgW0KFvPtB6Zy4AyVC5PAXPYc4HJOjnQGt5AdfsgxRCvO3/+mI3KWcp7vb/iueNrIQc2RUAPv+MzBDOXL3/MSCMwWbH5OGeDDV9v/ij32yBbjFoC2JGQFEjHr1QRJZ6EZtrzEidAxBK2KeiVvipKJaun7aO3ryfY2rJBCGjzbNgzjDdjxe9MCk9+0KaNIizJlhFUadqllfp9i1i0zQJamyrFoiXdG5BY81kyq1ZUa6auCxC8XgHcUgKhWksDujFyc9hqyPo1ylfh6CaQU6F+q5ANTGV5ih7NkF1RVSO7dpjCUmJf6h7lAkzHRjv18wbZqUPmg5eNirFa1yLgsFaM1h5JB/Qmm8SknTVrjmXWzMHf0loEaBWV1OaJzQsxUcdIw5eGbaV8qDqxY5sEQFZQjEkAZ6+Yo/ytWpJHQ1qfXUJQaZ9JB6jfa6QfUKV1zRD2SXJvI3iH/Br1UNIg26lcG8eIbMZe+Vqw1mG0SqrZgNY+Xb9HWZbdfO8P65/izp3l/cmGYdVLENBaIWmAGo0TviJzalDM216NT7fsIJjc1WLMNmvcS2QTQQkhM+npZ5+24rAPPHCvjeUr9thNBKujVAz8CJMvw6alLk2FnrNMfUcwG5s4MFYJzgkehvCR/hcCWSkLGemGPGGmyfYsk5ExAD6smXzBt/GgSThYwlmg//cc/+cBrZpfE3SEAVpFAjLpgDyM1r8yoNUxAw+K0b+xDBl9HAdqfey2A62FnLxb8L0eKfU0S6oe/kwOE5s/jiHsJ6pDA9rguPH1hz8IOFEaPODbgDYcWEwwtwD92uREA7ZRKRrtNdhhABL33HuXAM6VqQbjfqZhh44b6dPO6nPNQi8MtE5s0fvve8DSRXHKcTZJZ8dZpkAVTiYAE6AmE4gUXTZ5KlffKn1V3kuRFkABWFIAKKSt4pieorRTDjKAKFiCtBOwAukA9CP5DMAQ6ZuwXUm1x+lcuHCh9UuvokWAETiMu4tNBBAKkPBrgXRXCahm0wF0OUpMNgrI4JjCJuJAJb0XsBEH3JhSOsxYFAAjAHkwhvm5Tdqi+6jC/HHqK4rJuKYOQETQ7ek3YAZnnHZSpISCPosW7WzyDVwbRiuSELCBAEqoGE7/wdi7U4AOrMZqafhwYKLbwzMCwAFiwX518PUeAe/0N1Emq/6uzbtEBwIHNMYBKboAI9wTYBLwhz7xxe/yAQAqjC/gDWNBCjYAJe9jHuBw0w88H6DQ+nUbzZhgvALQvZsxqNEuvFUpzaQRA5zDsCPtguvA1kJTEk3Z+TvOtaqbAEm+yTAv0bLhd5YuhNaODkDSzAFKGHfGnPkIoy6w4F5vfcdzUNSFMXz2mec09nskf//30nCVRhAs05tvusWAOOYTAF+oANqfvEaANqzd3ZXmQdVw+oCKnD6WjDd9A4OTZ4N1BvAI826nnZZIp3a2Pcf1199oQBrrkP5hzsMKZm3QbtbTXOkazpZsBHo/zLllAv0AS2HpMXcBJ5E2YE7S51yL+1cpyguLlSg0RcXGdBACwtEeZB6+Ld1YioNdoNT+VoE36PSSsuSGqbPe3TFwuQbWDusPAKVfIB7gLUEW2KAYm86q5f38nuAHAA4vAHMCGqtXr8qldGEgMpfR20R3is+x9wA8059BigHNWaUrdfXYddAehXVIcTWYgABgfNEmQOl99iGNnuJRpTYPsAAoFjUso4v12SZwijkWwFH0jTv0PqX76GfGkvsyXoDnsrAszX/VqmdsD6RvaSdSHjuI3U77MdpiDWNn9vM3GLvsS6Tn01bA1saGFns+WIbxoUkqGKndpP5jXPE8sLp5NoBblzZhrwPgbFDRgGYBfHVKPyNlJ7QDsDU4F6wJXrQD8AyJGEBh5gJthGUavurUxh4DrCnyxH6GQwCIF4o9Kd1Kfc7cIu0cgBpW9Y5aj6xx7rVeaV8A72iSMoZcH/COPYW1ymd5pjnS6B1Se9auWW9tc1AdOQnmSwg6hcAThcgozuR63IwPbQIkBNz0AnFhjkh7S0YxmmMG+sH0kCE3OEA/dtvaZV4xbxgPPgM4zRiz19EPXDv0F8BuqKBKG5gfgOysSz7L8xFM2lFBIc5IJDcAIGm7ByloA2vBnVe+s7+zduijdqXKMQ48C3MVRi59znplLTFmANff/e53xapeaw4UWQZosPq64Pr0gTFAxHTlHsyD4FCjjz5oQSP2Z67N+Pqezd7B2cD+BRBKWzhXcHApjPiLX1xj2QCwa2G7Hn30m9LKyaGyMfOxS4Ur79OZDnvVwQw/N7gm2nL0G+1izr5MjFoKpdFu+qtKaXzFgGlb0GTafqmt2AOFgqBTzY1CrzfZo051ny3RRW4TuDPloFcMBHkgO5eZkoKlWXAuH0jn68+AkzTKOllKKc+TBTTzAa2be26ca7RKp3rFbTXXPWK0WkV5gNHIqafNrhO/OekAA1TTz2X/PUwRJWdiOTs2Bcec5eughLf/4fueSJ5+6jkDwOoE0jQrdblO2vi2Rwn0goFVIzsGRmuID5HiPq6ZOFU/+N/juRY/t//dHeoYaC10nnt/xMChO++xPefXdbs+Blr5nYOt3ma/bq6/6dOI0Zp3Xkbs6Nx4OiATd1o8lWDCpcV+LD1aP4/pPh4YADgKPe+Aqw3H+DxioqVAa742eR8H2y2wyHlelxmIAVVfV9nvvob4zpmKbQehA2IHtjkEAAKyXJvzHIkdzk3O4RrZC1UwJZV6jq/C14hsU85elz8yuBlbBjar/r++RoFQvQ8JMFiOnK/MVeTYOmVPAL7hg1o9DQq56d9jA7JjdM8hdVaZALtqAXzNyqZqqqw3oLV8DOkL2Um6wwg6pGJ9trXI9tR9u0VcUAN1d/kyYrRSc2Stsj0BWmGdNuNr4jdip/a1G2JWpSD1DvMWCLBUbZUxyfINyJ8YRG93UJqlG2QzPCvbV/Y79lJJowIZdclISUWyZmNP0iE92R61d9bsHZJZuv4M+UMVWselCnJXSrNjVG3oGuhJqrQ2YauOUphOzwhDtKFM/iK2ngDQAdi7epZ6yRgMidCwSbYkvi3hklIBsDV6xmr1G0R0A1rVd/2yuUZ1nUZlGFVoTY8KRIXRClulUfZrFSAmgLaujyTdJop3Sf6I9d/cPCPprdUYlCqjUtlT1ZquTQLFa1OgtUf+BX7PoNpVJdDTvpRxOSL5BpFtLaOqXVm73d0dykxdLsB1pfT3NyoAfnRyyqknGfEA2xC7VgPLUygAIY1a2aicJTZ30buXjxTvacDS+MMVRQCtg1oX6CPbHE/Xr/vbvgbtb7mgFSx1FmkowGy5/cw5lw6gwBjgrea3rTfaC9M5KH0FFmxYwhbwc+kAp0xQFM+ODn1ty9IBfrZnz4J4z89nazhBx8fTfaLsWZENAmXB2OmeQS+V922zjFZ37nDkAHDY+GFr4bCx6S8UKxJgLoAmIV0d5s6qlatyKQ44foABm3QNnGPS/haL8UMUDcdztYBP2DHr1681hw9AktRCCi5RmRln2dsRHCptLHJkB8SCATS9TeDXvWKiPfroI4pmSWNFGq2t0lMN6fMSvxY4QFSLNEXo8M/JSbxDaZwcVrB/zHFHp4TVaQBmmxXWIn2RlMVfKDUaoIBUT8A8GJk4levUXkAzmJOwNgF8OIwqKCSkTbBMz4KQOI4sIBz9decddxrjENBvrhi4ewsoJfUYZiLt/ZOqhXOorlSKJGmzOMm0I6R2wFICyCHaKaadpSUvsn7iHr6YstUqH3roYQPGOZDZylqlAbNYfUyaCPeCLUi0kr6YLVAOBiiMt+UCZtkUh3TodwmgoQ2MxZJdFuvzSwSKzDc9TMYO4BBDANCAgxlWbLUOb2dl4Zxz4AOyUHQJkJmCXvFm63IHjIuDxKGA2iM5Z97GPa3Gjg4Zxb3oj31UiGyJrvkyXZPPkmKM/AFgP4XPGFoMbg4QUmF33unlxlyjrSHaixEYLDOYBbTVgS5+Jm0ewBj2Hc/Ls7JpWZ9pflNlGzkHfgeTG51Y7rvLkl2TD6sQDRXpQa0ee+xx0xol7Z2+AlwY0rp5hViRe+29l809jB3muetfxUYuQQPGi3XGfALMoRAS/crh+aT+vlFgIX9nXtOXvP/++4G3yBsAACAASURBVP9oqcYERl4tttocpUlTKI4+R88RlhsMS4BZ2KBIMQD8hKre42w9jFRSr7ul0US/A75QZZ3Ue4B5gijvUlV7CtIBhgJWeXQtHmt/JgfY3SDnubkuoCFGHpq9wXDFaB0yTadaGYTG+IRlogMX8KVPUfm4nwgQOBvYtXdhFrrxG1gVSAeoqqiuT6o3RilRUkA0xhqAkLkPgL1wEUWqSKlSmpHkBlhjpFoNqa3mwCB4HxLfAvCofkLEHTCbyUcAggBOKE4i8Emf495mDACgydABqK2lHe7U8tn0726U+8/eb4CuAPawGFgblUo9yjkxao8ZSpZqFZwcXhQ56tNnnFGMcdjSIhak+rwKg1HvC/ttcEjKtTfac6qvg6xBYHkCsvMiPYy/8f6wP+MISIcLww1DSM/LftWbMvvRc+YaNs81T0lvp50A1o2az/QRrwEZtBiUA1TIhQGkdtXoOZ0Z7QUbAPS5D/1gALo9a5C4MEaudKkxEDEcTZ9b+wdsCpi/MFtgf7IPwPR2p9HS5nBo0mCLGWUwTdQlBKsYP54LLe4+pbwRLOFZaHs1IGPKAMuB5TZHAvDIdRkD5hnpX71KT6P986SPjFwFoEDYiwKw6g5t7Mz53uBjaAXbFDTAmWS+skZCsS8cplELkD23+jkLqHzjG98wPUfY/he8/4LkwIMPSpp0X2Mc6AunCsfL0vk0/9E3Z90xD5gPBENgQ9CPFOGDacr50SJ2sbFj1X76DxAeVvgmAdHPiGFxlzJQ7r7nruQQBbheL3Y4RQpZ48xlzkOek3+vUYphp1L/7MX8099maF/iGegn+o09E8eQNU2f+zxjz9lSIFcMuvi6syaljnRo4PbXn7MHCgWMxlmHqSeWaXz+62kSTo3/TbjSlpqDU/WtA1+ccQRNYcmHIHSDBXxYGzyTyeWkrJasXRHPbZ/f/p3P2JkP9S2d+zb/U5AxC2p6WqmdO+l77Prp2Zh9ngmgFcG66DOTPfuWBlrzAazx72iHThADiGLAjH2Ol9kS0X/e7lWPr0nWPyfbWvtXXZOyTVrqlQ4tMEznEngqyohWwEX/LkkZrWUCyji7Cnn5ueBsSj6bDWp7nzmbtNB14+3hHjFo744513Opslyf6NnyAa3eNr9mDAQbzh7PG0dMog7xfneAxj6SMlrDXEtfLFu/lpHjUp1GwMcUOJ8KaM3d1gqVhbZ53+XsLLXR+yUGWllnMdA6GcCa/b1LekFcQQueYp4EZPk9/ob7ea7vTvCcIGOQ9GJOav5ogg1TlwRQ2V6WOG2A56hS5AFoG+uaBRJSlJgAdqPZfzwbfgmBVP5NAJygrcmpyQeq1vVZB33ovCrLr0x/rxW4WVdWk9SpuFSZNOxL0SSVHVoqW7ZcYGxNNZIYoQXl8lFgdXONJ1c+mZKrZsnvVHq/UuZrZMMaEaHzObWfjMKyZM4OOyo7SxjAqOy8QdlwIwQnCMpQXKpdvkyNyAHyCcobtU+VClwdTZ5Z1yGgVRqr0khua5uTNAvwNHBTfSjDz1ilstCTrv4OA1AbZshukc1jwR7ZdlXa7sYohiWywDCApJ6/Zc7MZFg2+iZsYfn3Y7LZ6Y1aAdx1Ip6Uaz+AybpR+3AfWWWaK/VitJYBTnf2K8uzS/N0TLZWrQpuqa+0b/QLw+js6Ek2iHixUWDroKQc0NkdER9jsEasWLFyKyQpUC8AuyotuNYH8BscWoG42nlkhw/ofaWSaCgR2B3qzwiI1vseeVSknsceUc2Gx5UttrsK4R4kOb1Xm1wUNt4owQBS8QFCU+kADxKYvneklxIAS9lq9tvpH4h8bgBJG805m+txoISf+coBrOOMVoJuY9ja+jKAVGMOc5uFGLSuQ6alxUDUl8z8cj2MA61my9t+oP/YBwJuGyRF0ubzmcrCj/dCtuei3+v7Ym47i/bFyYDW2EdwkqSPZ6ynHfvKsW+5HWgterhe+AdZgGijwVxDRxQJAaImznQLB6dzu4NRx0AuXLjQmGUwY0Laa7sxG0kHx/HGEIQtBuCGQwgQiLMMawkgk/RVWHWAPUwSJg5/Z+IAovDiXjDiSBsFaCWNEkajsbx0eKAhRxo2BX8A1nDWYAEhfUD6I+9noiEsTgoq0gYUBOL6oXBOh1X5BnjhwIFBuIOqixNN9LRqDiUAONLZYYeulkPLi+ffVwAgoCIHJG2CqYOGIPfkejw77CGe2cFkS7UUgAwgB/MqMLkarS8xoPksrDrGBU1P2sGmCCvOK2Byfzd+eA4ccQcPcE6dTRinujhTmLEEaHQjnoOcsXNgz1llbsQ7kMU93LBwFp+DZO6cxt9jYzA2YH2z8I3fgbrYwPHNIQbxfEOJjUk3gPxZAE3dQS9kZcTAIHOZwwxwk98DBvJvB4hIJ6bKO3OHVNpzz6Xw1SwbGz7r85dx8dQ/+sK/inHSfO6YSWUgH8CeAH/dg3lOui/atWhWWmqy2J6MI21BjgLtToo3AbQC2p999tn2vU2RYNpM/zHPaCM/w2QG5GPOEXxh3gN4oWvM9X3DLuZZChmXYt9brKNR6P221vNvy89TTNuK6betdZ9C58DWfH8MELAPsHdb+p9YqgTDYMSjDcwZSSCGYoVo3M6apfQ8rW/TAMOITZmzvl/HDjV7Cr93wy02BM24TZ01bATsBoKQ2A6wqNnvjpd0EIxW9hb2Kb6cpczfYyBoa/Rdvrnm/ZjvO33h/bQ12rf9HpP3QKFrPge05gFwzAmz3xNwiO6ZOmn5HJ7JWlbM/lXUOMtJJBhP0A5JJGxGgBIkbrBnkWohyOQFWZm3FHzxYNrm+s9tLANaybxQA922itsa22XOeLWgXtyHqXuQdc9jLU5L2y4CaMVxdx3OwGgNrFZeoT3jUjwOEOTaAUj2PCZrOg98jujNaE4KotIVUyDAQLwQ7CUoFoBlB1xD77SvRXpowACwGgExSAdQFItHhFMIo00MG2OzAtqMqI8rlLZMsNBf3rfxOMW2su3VpMNHhWz4e449mu7HoTccKB4PN2THcXN7oWfVuAPvZ4O3zZnU/JybOzpHeHmb4u/xs/k1TQc4DQjzOR/HuJ0AVHbNtN/tB4BQe8ho0kWgjklfaV7wV9KYbRgNmAxj54zW8AfNJsCdFBiyOQmglQK38XyPfZVAEgiMVj8j/HdZcDnuh2yfc77iD0NmwmYnA4XrcoaTIcMa5oszk8+arJIhzQBPrDsC5QQwg14tyBOyAaH9aT/o2eqqVPxK2qf4Qy0CGgm8Mo+6AFoViKUnKgSYAuhWUMBJQKVoKeZfdONTKqVdJT+SShWoqikT41JBgsoSfAQVpJT2KcWrSpX+X1rZI5kGsk0UvK2T9JMYoIBdT4kUgh0yQ8QfcIC58sFhtI6qyNbGzmcEVvbYM7TNVHHlqmatD4GTSb0AVoG1mvNV5UNq/1Aybwf1S6uCy7VNYnRK6753JFn5XLtS+BUIFvu1talV5Ctls7HO6SuybAmGlw4nXYObkmZptzYrC6dSPv8Y+weZUmisShu1XzgFM7hMbW8VOWVUn+uCZSkgc0RAcABaqxSsF6iM/ID24g5k2AS0MiK1ys5K+gSESsqgT34imswNdTVislca+YHi1BRXRbpsgzRl+5U5VikyQTJDPniDPqfflfQOJtVid1aCs2h4e3VvyAQVFJTW/YYV6O/Z0KE+FmO3RlIFln3ELB5VIfLHk0eXP5w88OAflVlcI0LXQmXAvl21EHY3/fwRgefDejN7CLq8EEIgirn/DnzpQTLzMQU6G9DKegAwJf6QAqe5PSurr6y3cX6wlmNQL6ebbWvQX+NAK8IFgdSQZikY0BokGmzf4wkplsV+z36gtqgeWABa00CfrWb+jzamQKtBVelFQliCdz//le93ed72ov2qGKDV99EYO9kc0JplzG4HWl+04Zz6wgw44EoAQ6GkdxtwZ4aFRyTSA52Bc8ANgBSAEACGgccYBGwEoMHw46CAecZ7OEj4HaAVEwMAxyugO4Dlzh9/d5DTDzJjB2lTJC0T55LrMGlIv+ZwQsuPe/FZB2d5FlgAvLyoDOm9nrLtgBXP7Q4gbea97hjSN1yPZwKMhD3Iv+kXCj4BynqqLAci7aIvaZuxn/ScfPe0L7MZUkCZ66D/x3th3NFPRBi5Nn/j2V07xw/27IEeR1qdHeUAac64sX1n3DijDXHEIzAGpbErRxyg2tvrBpGDtrFT6teI50f237FBlTU2YmDTwdTcVhzNuRhodcMvvpZfx6n0Dhh6St3Us3/8HbFByX3jdG6fKzC0KQwFcElqK/IUFH9j7tEuTwWmD5kPzg5w46lYB43n49peZZj20L+sKYoEUeTtBz/4vqXtwoBGB5n3wmxDFxG9Sd5HUAJJBcAQmM2u98uzcz3mAcYROs3Llz9qDBrSp5mbaJBSrAqtXH+uYvq5kDEp9r2FOujF3qfY8Sz0ftvy8xTTtmL6bWvdp9Cx2Vrvj/dz31tZ//QL65D1jcQH+tEE8FjbF174Acl9HGHBPrRYCabR97EzHRvHMZDLPTyAxft9D+P8BdR1ORJAVvZKZGMovnXkkUcaCOR7i5+t2cBbMeNZTF9PNtfc0M2CrduB1mJ6eerPFDPexewTcUvi+QybO/w8kYGZBbb4fGzLTP1kxb8j7pN8/QMjH2e9Vyzze5S1hGY2Wo4UKj3++BME8AEAkK0V2D84xpbdkPEi8wF53mrT2Msx48JvvU+ybcr1Fe95nvtsH8x1hmcQTRiPzRRBmrwX04KBVoRHBAEDRVOgVW2gwncZYKv5KwAHegl4AuS1LskArQ5IOmTHczhI50Aec8QfhWwWsz35AgRM/zAoRhwgOD/zrKZ5aGCX9aCBJtYUfk4BA1KXXYogdpp5XwxgOuBtezV/syuOv3LjkA60AdoAvKRkwCyEAZY2ILa13Q+I+xo7lba4H+bt8rGP2+LtjPfMeK3EJIjYx4jteLKhcnMvT0DEn83nD/OaMQ+PGjrYx8a6lmxL9FlFsvDzilTjCoFn9IGNX673AguUbBmyadjrqdFQpS+ANC/WFveZ+6D+DE5Y4Ts2OX8PmUyeKRTA57hmAdeLQVnIOGSeUBOFjESIHWQ8kfYNQQe/z21+zniVpDeWbsmoQMgysVTFMKWfxgRaDo/guyk7p1qsSIGfQEujAu7K1CcGpFHYSXr+tZK1qJV/V45GBkChZaxp/QCyyocvAzRVPYAR1cUAEOyU7T+gf5uv29wgRmqbmJ2t6snapLdbGYBd0l4XSFbROpBIYjWpqcMfh1AijAA8QeBjj8DQpsbWZKa02tsAOxWIkAJpsqFvpcC5XpvX9Sr0VFJapTT7JGltnCuQsil5Rvr/VRVjYsKSjSRcsll4gYDa0rrWpLdU9U7WdidPr+9M1gmAbAGgpqiW+qxCcwXGarkkAEZL1Y6RbskShOK7ZAExhwh4DIrQRSGsAfUt8ww9X4qajgkEHULKT3MJEFtYvfpW0gGyr+gHQMF+AauWACCEjwwb9t4hsiSp+UExKea02kEBt5F+tUF92ae9ohdAVuzVUYHkg/UiRtVI2kvZQGMqlFWh91KwFa3ojr4ujYnAbcmBDauNJdr/q5AnGCITUs+lXuvTvOsl60gBnHUb1qhg8B+SdWuelVTEWPK+c85ODnj9a5MZymIbFZA+DICrtvbIdzW9Xs2zan2hCesp9sxP5hsZTkgVhH0qFMzy4Fpu7ad7la9h1mJgnoYdNT5P7bO2cMcBVruOfYWzOARJPHAW1jjtIrsQgBjZsFGCJ3qGckk+lKp9YZ/1vSBlzdo+rI+Pb9GhPaZdHF7eEt9L7XskS2Lr3960ZWDYqc737LmctXfy4Sb58BLv99iWz41XCoDHY5PrkL+wf2zT0gHe177Y/OcYRImdEqehw5z0w8WdN2c8hhTTwAyJmTEOPnE9T/X1yeaHkadOeAQ1BuxsXaTpLW6YxJRpn4RZJ8pButhoyBqT3g6PAsQbhvdNnCoSWKahWAgvB5/4d8wMiJ3auK8dvIsjEn5PBw693fH37NrwZ/V2x+ykeCFn2Qr+OTdOnHEZv28yg8rHKt4Isg7LdJykeJzijcA3DJ5psk0k25fez24IFbKHxIagtynL8mLuArTC8CRNHzBhTxUjAmyNwW03Zt2A9fF9IdEkDDoAf2elBSMr6LoiAwHAAjhKO2DX7rXXK+0gQisUJjgBEF7IYhxwwP7SJN3XtDKZZw6A0AcArVzvf1QdnMJCpDTBBkdv9zAV3UJGhMJwztTdDrRumQN5qrmazwmf6jPF/H06azbf/lPovbbl+xT6LFvr/b5PMxf8zGNf8HMQLVz0rv/3f682/TcM6qVLT7TAS3Dg0PmtTx20yPhMjcoYkPAzzJ1Dvns2BUAr4CrsWfTX2V9gyiMHRICHLJWgLzeecsm/zalNiyNy/T/3nM7aCP7824HWF2dGFzPexewTcevjOR3bMlkHJ5/tkXVaXoxemcoRQ7QOCZc+MbBuvvkmsz1uv/020+x/z3vOMR1s05qXg+8+IunqWaB1c213tmhMUJ3qWc0XnUAuTB3pyEHNN3ZFzQEcb2NbBaAVDcmJQKu0F1OgFVDNoEaAVgBWAAD2odSR9/vHbQMMyP49Oz/MpgO8NEmi8KxIILkMUDx/bO80MDDtk2gwGBsrApPuf7Ev49fI2vpBPxcgdxw8NZYXQI7+ZoxNtYu/8zsgDJNoSMcn9mvyzXO3m9mbY1/CP+fP7H5Ydh35Oom/x3trzL5yAsrm1nXWj7CK6bBPYbjSfxl+Gn0BKAPQ6n4TQGulFQUKBZji+wVmn8BE2dPWHpFbqskapA+jscn6R94f7l94INL9Ln7mK/YlvO+8XbQHMg7g6he+cKllo0Hg4QVhCWkxgqHcw2TH0vMdxmgpqN+o2KQl+nup2Jn6b2R0QM/cLb8g6JdXV3O+S5dzWKAUc0H/U30ppfmLYSkyT72uXSewSrCqAa32jFCuBeyht1op8K6UXPOkwoI7gyZ/NWJgJZr4dTWqgzJWJ1C0XNJByn5TGv9og4q11kEKGtMX/S1SlViY/X0aE1XMahbQ2tIkPX0BfyX6m8S7kt6R9SqoJc1SAYVWTU73GxupTtqalG1a2Zysfma1QMNR6dlDVBpSu8uSNslOJXUzkv7KxmRVx1CytkNMUckpzVSqfpu+ZgAYoxMqMBSJDniQg6N9lvaPdFSdgFYKKgGMDkgebCjN0EQKC0kt5sCYgOghfSfjE6AV9RACV7BAra/UN4N65rHRAF5a/VgV7mIzHLMc/SA7MCJwdFi1KIakwdovYdU+abgOSGJgQNIBQ2jr1ikrWNIBw2p/id4HQFwumSpBism6rnYxhtUmzYdhCoNKwmF2AwWzxTQWm5dh7dLcaJfefaXe093blSx/9CHVK7k/6dy4Ljn91HcmRxxyYLLH7rskI2LQj6ZZTMhA9fR2h4xP2YYEGFwugDVlcmcA/kIq2U/db50MD/Azwn1Rt0P9975f5D1HAbzVvyw336OzeyjM9Nj+ZAsPAYaJBMBw/QC8ehzMg1y2RoyzHF4ecrH9OcSmJgYMXwJAa/YMze6l2Z/z2Tq5DvkL+8c2C7T6IZsF4XzSx1HXOKIXi/B7OgWfiZmb/GzRxhTMybIx/e8OyjqD0CeK3y8GT71d8eEfTyw/mPIBQL4hcA3fFLKT0hd2/PfNpTr6580QjPT24vkbG1MxGJjtK28X74lBuRfqbEy1lja3EB3szhp/U12z0L/nM4ALvYbPpywwP53ruByGF5VhHsWptt4+vgMyPPLIwyratLMxmmE2+9jF68jnoqd5vZBx5FpEtp1tzDV9XmGQkYZ0mwrAUZxt1apVVoCItiAfQNqOF0EDGF60aJGt06AVFWQRWC+sUz5DMSH0XO+9914rNAdLFjAZ/WIKKm2r4Go8zsU4dNOZJ9n3vJAxLeR+2/LzFNO2Yvpta92nkHHZmu/1s4l1yhr04I63gcyMVaueluzHfbmMEor5oTFNJgcabXFgMNv2+KxnfLIMJ3ckGQfkdNhzbpcWOnsNTuIb3vCG5O1vP3aCPIGf+exdfJ77FzOOL7SfJwN9sqABP3ug94Xec/vnJ/ZAMeNezD6R7ffsGPtZPZkdmAWOXsxxjPskb/+ghyzgALD1N7/5tQIb1xvYetyxxyUXfuADYmlJs5v3iDUFYEC1bEtZL6DROXZRIR+yjOXnB2vi8ZpszRXQNHsrIIDZ11sAaI3vnU/GIAu42v0NuE5Bvgjss8BXxATOXi/f88O6jd8XA5J+L7e1fX72CfygXUhCuF9g2X86B+JUdoCinD8C8A6QkWGMxmxV3+div8zbE7OmpgJa43b72vE15/eLySaelRWPRQzGZPttKqCVe9EXcfYFawKWIiBOkH9w6TskPMVotAKagdFKv3IuGdAqtmfs08Xtd5/Q7fkYeHbpDj/fYr+a93mmG89OXYnbVMj3sssus7OTdsBgRX6O7Ezuw+8IaPJvAqYNYnRWCUgcHpLshIpG6XQ2oH9IbNahwU7p6AO0inkpoFVeeDIyJP1QAciAzL3orUr7slRAXl1VbVKv69UJiESQHjbhkGQJ+PuovprEiGxQUdxaUVSNSWwSc2I5VlOsGAk7AbkCWkcGxbYcrtaXmK1j0luvECtTwqfVlWwMI6abP2RFrcoFtCrIK6CwWWDt8Ijk5wR+JuUDgr/0Hl27u1usTckTNDbMTprqpONa0SDGbJ/AZNWpqEJ/noKhCigLGB+SRumA/r5WAG6PwGTCDHNaGgW0VqvAlcYO9qP2SiQ6TK9/uN+K2lIstl7Zr5Wmg6rPDWlNQUu1oHWafar1M0K6v3qQdW0kH5NlCNIktgcBtIqVinQDgB9AK/VjwTKReh0V4D+GXBJAM9r+XQI3JVHQ3SP/DaBVnx2C9VonJnCtvkueAUC8knWq9g+MqC5NuySYKMZFQWCxrpur65KdVe+lvUMyitKCHVV7OpR1vJqCp5IHQM9+5aoVyX33LktWPvlYcrhA1qOPPDx5y9FHC0BXTYi0Pg3a+9QaoGYBth2avCZLgi6rwFz+TQBC+LZg+EieJA0uxeeor11ftzFO4H/LB7SOr+2QRcEYxfIhsWwIaxew1Yl91kUqGhYDreN7TyCh5r7S5W5kNs1/AFfbVwlK8eV7uu3vQXDG2jae5lDoMZX3/VOd71nsZTqgaXZPn85n4vHaIg+2jV5kmwVaffHEB50f8DHAGR8+HungfX6geL/nS2135ibfXQcye5jFAFV8KPN7b2O+gzm+jrfHJ6IvUH4fswpjQNc2Ty1md7D8Hn6NuF+cXen94gaRtz3foRyDqX4vB55jJi5/4/d+382Bu9nFmZ3ztCu7KcbOg49v/D02luLrZQ2zrFGVb73lcxjcSIk3hXybUHYeZq8/lbNWrGMWa6liFGHoOIMry0SlojhgJIZRLENBX8XsbWc45wtiTHefisfRgXwHPNyw5Jk3bWo37WD0jNFCRi+RdociQPWml4iWMkApP/NZnpFn9UqnXoSMvz2mQmnPUDVUjFZSgufpoJ83b56tI/rK1/F0n2Nrv2+qebKl2lPsfCv0/tvy8xTTtmL6bWvdp9Cx2Vrv9/PD9ZljBpKzhgicrFMhPvYi/k46XKg2LEaLfnbt0XxnCL/jcw6K4vz5GeFnJD+zr7BXsAdSEBBNdH4HqEvRQHTW/YzzfSIGWrNn7Nbov8nmW7y/+r9j+2ZrtO2v5R5/rvXr943tyPh3PjfyfS9mnypkPKd0xJDvSJmZV199dfKbX/8muVnFLY877rjkgwJa0fQnvZM0aNZ3VaVc5ALT84sBWo0NlIcCG/dXvr4rag440ErBKgNb9d2rSsMqA/AAwDQHeiKj1favlNVq/kEEPDrgmc8mzacdOgFspU38F117Mts2ng9ZoDW2wSfrOwqV0Z5xlqwj4uzXacotYCKFSQFYYX6l+orus2T9GC9i5aBnDETGNj/tKwRodf8g3ldjv8iv5/ebjDATnxE8oaXN50vnTVOPYSkCyvgZZlkJYimG9OSJE5Wilg7g2PukmWvAE5A+wGzERs7uGfHfvD08H3J7bm/TdgPC04KbTmLg/Zy/ZMNRU4FCWBTdpQ+wyfEnkA0YFBAMeSKAt8je1STVdTq7hegNK31c+e26Q6XJVgwPw3oV0CryLoBiYLSK4T6sa5brl/p8t0DFfhXIYs3UVqogqeTsGvUdLU7m1YD+xt8FxybNldI8VVtaWmcLlBQYq88MSkt1TEBnaSlSA5IXsPuLnFGmQlCSMRgWe7xU5eArK5X1UkUxLrUfkFGM1sFBAb710odVkLehAaBVcgH6O4U4NWIqZtUvH2O9nq06mb/jLgJWWyTjIJvFGMYifoz1iGmqe+v+MFB7pRHbU1qTtI8IGJQgcnlVTTK7pSZprdXeNyoJDAUlYJOW6/lIMQcrpSgUhYRrkfFT/xtoijQA7Ne0KHK5QE1Yq1AiJQNrRUdZWrClDYXjd+ajS3XB1hhU1hA0IV2/knR1fmPVVDUuYgIPqhBWX4++pMHaKwmGwGbl2ppn0p8tK5MUnP5dJsDcpBx0r16N55qODUnPoNjEYsb2SS6xSXIGuy7YORkRAD6k/i/RfF0v2+spBdUbJJkIK3T9ehUAv+3m5IE/3pMsXDA3OeLQQ5Kz331m0tAiYoye22UBmJMAzhTgJoDlTGuyIgyDoDC0gF+213wBhXg9xOdlbB9u7hzN4TWpXI3rZxuWwldagNDeZ2tbe30ugxm2NIV0xxmsvk/41pD7ngKttKt/mJpCoVCX3SMdN0Bd249zGtxbH2jN2grZPS77c9z/488+MUKa7zOTvbcQW+Wl8N5tGmhlMmcXhx8Wfkj5onPDwIGz+GCNByL7d5wvdGgAprJFNuL3mjGUsmAdUMpOkskmH9dxYJYNJABJEsfWi6rJMXAWH5JudLiDlWVEOrDqm4kf5rZwYz/6rQAAIABJREFULdoVCh3FjjDv5W9+T2+XPxufdVCaf/NZEz1nG2HzjgoaxEbHZJM9a6TFoLBfMwb88jkf+QBBf/bsHPFnz9ee+Npx27OfmWzT2JxzM5WhXqxj5Nfl8w60egop8zV739yBkYITPjdiXaZ43sbXL2TDssMvZZo6i9XXi4MrMWCPcUb7ve18d8DXQX+/Ztxm2gR4YsU00qrwIareHarVk1ajtgQDsM9+5+8r5Hm21nunmidbqh3FzrdC778tP08xbSum37bWfQodm635fvZhD4iwVv08Yc2bs5gy3eO9Nu7r7N4cO45+9npBvyzQ6g5zzEhyQ53r+j7kmufok3tWgDN++NnvWcx4FtvXk803P4PifsnaHcXec/vnJvZAMeNdzD6R7fd8tk6+tmzOQXyxxjJuR742jTkTT77UL35xjVit/5fccvPNyZuPOSZ53/nnWyGbctmKgDOVYqxVCjD4iwdaKfgTabSS7v1CgVYv+OLFuyabq7Z3TaLLEBf+muzznrqatdfdRs9n61s9ebLAAX2Ch2BgUXZft7MgBRvRHAVUcNvP/Q0+Tdvc54l9kNimjW3zmJkWt8/9IG97vH7ifdXfF//OzyffaycjI9hndIMYaJ2wZlKg2e7Be9MvdIvLLGU6/N4As7SCuZ1jFrwImYMALoCt3MjY4BHQOp1170ArzwCxgc87kcF9QNrlGSlXXPGT5KqrrkqWLVtmAC0sWM5aPksG2rAYipzxbsdbsFJ6pbB0R6XRWaLEf8GqAl0FPkrndGAgBVprKpKa6gZLmye1va5UEgK6b8eAtDkF2g2JJVkjRLZRwF2LimRVGZCKzupA0oOUgmQIGgW0tklSbOYsqtZL01R4Yn9fh+mpjoiJCmYN2FVWUi/2aqsVsQLUrKwqE+tVWvECWkcEeHZJ37WrWwCj0t1rahuTOoG39Ur9H5VcAFhac3UrI6NiVr3J09KrrVCblizZS+BqndpfncxsFeAqoHV0uDOpkXRAaZmuKz+oSwBn11h50iGmrD5kxbdmNlYmzTUaQ4GUIwCt+D/lkjUUKFs6ht+Pdi1BqKoc0IrycZA/EWYgJinriXlga1t9EtYbRfJYfWqpwGQK5g0JhBxEsgPNVApGCbSr1N8kNmByHeXMH/XzGAxr+U/9kgUYhMkq+YAh6eYKxpTNJqxAzNVE/Sl8Wt8GpBfbY4zSPv1+Q1+npAF6kk6J1m4U0aW2tDzZdeHOSbV0bsvldxFYW7d+Q7LiqZVJkzKVSvRzZ+em5I7bf5/cc/dtiEIk++33muRcabXuvHgXaePONsY3LG76EK1az0o0jWHTZxaAr5eReQBa9e/NBVji/Yr57jhBdh/L7g3+s+1BMO5zFNIgtwLQauIgKWIa1r/634oBEmxiTbtMzfjqHJcK8B0yfGc/7Bvss/Vve6CBrQFgtXWPFu12oHU629xL4j3bLNAaKtYP2KKKgUY/bLLGp03eNGXFAUY/iB3A8cMuvp6DOlnGa77R84PU9Vz9UHZjIeuoxQe4A8Lx4T7ZYvdni6O++TYKN06y37NOQAymxsaAt9f/zt/4XWyoZDeu7DPmc5azbfV7Zg2mfM/v/e59Rx/4xpp9rsmMxs0Zo5Otyskci3ie5XOu8jlLfo/sXC1mR/CDgj6wKFqqMex9Ekf546CDR659Lfgc8c87G9Y/X6gTz3UAPgAx4rRbZ7fy7J4+xuGZZSD73/35HPiP10y8Nh04wbjzg9dZcB68wBB0uYFi+nprfGayubml770lgIDptGlbfp5i2lZMv22t+0xnPP5c72GtZgMirt8c70u+58dBzTho5n/Pdx7He4vvE35e+efccfQx8T2Cv7sMi7NZeQ+BVl7sP/mCiC92f25uvvkz+t7t9saL3aa/tuv/udZvbDvEds9k/Z8FWorZq6Y7tpPZQ7nPpwwffr7++huTm26+JblV0gEHHXRw8s6T3ynt5ZlWcJXrlEs2gLcXBbSOZ1ZPq+kGUkRFRKb1oSLflJMOsCRXAR5ZoBXgUaCHM1qNoUtx9pTNGLNO4ybE4+r6n7m5kocV7Ha7X8M/k29OTcaiNcZk+oHYr5nM5rb2mPBgIKB4+yak+6dAhKfPg13ACHSg1dudza7zdrv/k4+I4ft9vqGL/Zfsmsna67Gf4cSBmKSSJbfEfWrjKDAk39hk/ax4bOJiYJb9lfZf3FYD17RocuWyUkZrIVOVNnggkWCnn5X4r/zbz2DOQCR3vvOd7xiblaKzvKiV4BkoIbssFPuJQWgpfKbPDyuz3pikMFoHBrvlH7QLWBzVPlAhu7zJ0uYF/4ktCblSRa0ENPUITKVwUpVYoI010ltVAaoaMSQB7fqVvt8ltmjPUF9Sq0XdrPa0zZgj8I00bZ3dAlqHhlWceZTiVbBaxQqVTmxlhQphV7UmjSqQVSdZgZpa3VU6rSMq0NXeIZCwvVsAoDQ/qxutGFVjs4pVCzAF8NyhYT47SNLTr6JWa59V8ScBrbvspUkOY7cymTVDBcH0ACUqZlVTNai2iGGpz3VJLqBDgOUm0U5HSfmXrmxLXUnSWCWQV0AxTFVAOVFsBTgKoBb71urEmKyKbA8jRbFP/j/23gNMr+o699/T+0ijXkESvRfTTS/GVNNsirExBlwSl5t78zh+4pSbXP9z4xA7cU1cAJfENsam2GCD6b33JgECCVBv03v5v7+1z5rZOnwjzYyFGLj6eAbNfN/5ztl9r/Xud70L0C3T6MySJ3lIeQnoMvONHwByuLdKrNWTAK2ArQCnSBdU6v1afQ6IB8+VZFiW6d5IOMxbAD9dqzUKgLZPYHGfGKv9XQIAYb0qwXfT2vV6np4hdmyHGL9NXWo/gadLF78qtmtvWDB7TpioqMQqJTRlPVin3BtvKJpogoB5pA9aBdQ+++wTkg94PKxRey7YYX748DlnhWOOPUGa+XtFhnXG5GZtMPKQ/mMMMfYAWjmLAOwld9Qgez85dEh9Rl8XfC6NBmg1O0s/MQHjxvIzg4zWwVUyzkRLVki30mm5z9K5ynKZvqh3O22tL7tcQAq0mmZ2Judia/BWlg4Yi22Rt6Py99gUfjOW541mLXynrx23QKtnNkzBwBRwKwTa5UGjFGjNU8hTYCkFgRgs6UZSqIM8o2MeAMyDcvkFgHsNB2g5CzA1KtL7FTLK00Vl40mdCe1njOA0xNzL5CfKXqbUiaM9XLuH99PTZTd+Bg2HzZyypg5xOpm8PiNxNNN22NSEKdRGY5nAwxpJzv9PCrEph2Sk5d5UnXyspaG1qWGaghRuIDrYwBxKE3A5+OoMM55rhp5+8mzuzS1MPBeglbHh+oo+bhzcTZNupZIT3i4+J1Mw3ecf90hlEzAYuR+n686G9fv4/HWjcCSHJpur39v1+Vic+rGUZSzjfizPGc/1GUvZxtJuW+s5Y+mfrfWdQkCrrzeFWEH593yfSPcjdwzze0Whvcvr6U62O/G+jjgI7OuhM2751/e+dJ/bWu02kv2Psnh9hnP8t1Z534vPeafn76ZsiHx7bwTCFbBHtlT/bLZMhLnawAzhhRcWKrv0c+Gpp56yRJxHH320JbgjLBbwgDByAtoltVg4zHqYQjswOZo6bXWgNcKmFv6soN+NGa2qdamxy+J/aX1SsNXnd2pTm20/wsxhecYqoICDebGLhsLUh2O3kj3bZBeyaLjhyA1u/9t6DSnD1qahyEPABl+Dja2pl61ZGVBQCoBI3TJCR35tT/eFzZFgNuVD5Ekq+TGU+mZe3hRoTck4hcaffd8qF6UaeBmQlq3VaV+m/Wjta+zBKIdDSHQhv9Wuy+Z3BGI2f+LgvkBaN29n2pKDxDSSzNt65coVNnd/9atfhTvuuCMgQYaPUF9fP+gHcmjibGW/j41RgY7Gji2t13yfECoEcqKn2d7eHJpbVqufpUtaUawQ/QYBoITNS5+VrO0qT5uA1E7Vv1vyAOUCSWv1jElitNboX9jwXfoMMLZdEgO1AiNrJT9QX49WLO2HrmizwGhpsJYqca4RCrXW9JYCMQq4rAkTqibKX1B4fpUiMcVq7RNQ2Czd1ZYWRcS19wuEVRJOAYQTBLSi3wrbenrlTEvc1tLZEta1rg/FAlpnz91BLF1Jk0lftkYyCLXSna2tlNxgWacl+ypXmdvFZm0VUCmhBrFM5TOL6VsvHdc6Aa01tJFhZYpKFLA5IHmBEiUPi6xllS0DWk2TVSxX5DV4ny5nCMTkSFmyuuw0BPBzI6BV46lL5e6Qtip6q91qX5jDk6UHXERiOrRVIS0ZYzYyM/uF2AKyUiZ9zX5AX4t1fW+b9FuVqHjdqtWqj/zEsqLQrTZul/ZuY1tzeE0Sbv1KhLj9zNkm8VYm3V36pbVNybDWN0lvtdYYmUQeLlvxZli6ZHF49dWXBHpXhj332E2HcR8NR+hQjnFtjGr1NbINFoHLoVWWEA1GNwzvHn3O2uEJ5BwX8rGeAqop4zXFKwrZWm95T+1rkjjZnDaFBtV/uPmXAq35ZHjpupHDWe1wpUvzZEijlT6Okg9Da2RcK22e+W8bR+MXWppG9N7m9vct4QdtA1qHumLcAq0jGi22LkRx6BSgGel3fVP0cAoHO53dkrJhNjfw/LuUI2UR+jMcdPJNKg86ptkfU3A5XVBsM7fTlo0dr7zzxTVupPD9/ImxO5kpCEqZXVvPHWQ3ulIQzvVa/ZlevkLtk9/wt5ST6E7ncP08HFA6mnExXq4FzPQkM97WhSQuUsDAxyLvpUCrMz89cRV1dL3gQokANtUGtHEqpM+1PBdA1OePhxnBNEWaw0/VC92Xe/kccJmAdEwhwN+l0+26unqbX86W5ZoUWE1ZEOOlDzfacPNHm29TITe3Xm2px44FpBjLs8dSn7GUbTw/ZyzttjW+444qe5yxNPSzuXb0fcT3GF/b8nOFe/te5lIpzshxGZLNPQvGTktLs7TmJg4eCvnBDU6CGffG8oh2xDtxUDNcHXwM+563ubpujf5+rz1ja60TI7FX/JrhyjRegFakA9x5XLduvZJdrjD99BkzZoaddtrRDkRhI5EEq0sJsQD4KpSxulCip2HbBTt38/jSRl9/J4FWwNahIHoYZFseaHXgLN9mqbTAWIBWwIwUaB3Orn8r0BpB3HRcAiK4Lcf7ACiws+wFkJPZbIOAbMLodCIK33u7gVb3o7wcfoDnZchHYrxlb+KNUQCt1qZ8xYBWfLQItJq9rt8BpmByAi7F9o/MRdNshM24mVdq9/v+Sug/z2IP5Pc0UaXXe9GiRdJm/UO45ZZbLNEsUnqQJ6Iua5SN86g1vsPvzm4trRTQKCZiVTmg5hRJBOg7AkZblKF+Q+NylR+boEhA60RdJ3m+Ekl9SRvUEhyJoij1UpMOQJe1StICEwVs1hJCrjHTrWtaxPprF+u1vkIs1XJkwarlB0i3lVB8hbiLBKvESwrBF5hLg1kofBfAvhilSpxVLdmCMsXBl0inlf86OslzoWi7PjFoJ0yTTSCd1gn1uleXsT4nFTWYX9Pc2SxQsTsUqyz1k6frmbq3tF2DpA4mSnd1xuRqAWJtKo/Gt57TrXp1KHFWl5i5isA33dga6Z3W6bkTqtWnZKZSqH1bp/pbOrVlAYYw6yEZ6yWtIpsJKQGA1nIBrqViSJo6CwPGNCr0Q5L6DGgbEFMVoLUPtqku6M6A1jattdSxQ/02QQzimdViJffpCtWFhFzQ/eNBBxIDSBCoXtJo7RKw2aXkhoC+5SpPb5tspvXrw1oBrT1aGIQNK+GX5Bx0nNQu8HvJazBau8Pc6bNUF91PDFTTLFWisV6VAdYxGgdt7a0m6dbc1hheXPicGK9rjY386U99Jpx2+hkaL5Kb0HW9aNLquaZTy8FVdmhh2tYArfIhTXbDWNW5EP7EdrMpmSXJ4t9NHcYMu+8kBNJ4oII0QOGNaKxAK/OaOjvQShSGCT7AGM/WiRS43Qa0bm71G9+fj3ug1SeKA6renHlmaOqI5J0TvpMHNuOeH09i003dr03vn27EbGbuiOUndGocO9iZgrdpuLaX10HZPFPU65kHWv391LjxuvFeygJM2yptk/QeKdiasibTE+FCC1v6vU05f+l1KdCalrnQFBmuv7g27etCDvr4nnKjK92mmM75E+x0LDlAkTJJHWD397h3alCP1onPg5qMvdbWFhk9UdspPXzIg/Upe8A1HX2s+LxKdRbd6MbIc2DExwLl8PkKMM2L54+2PqPrmbFdPRanfixP2lp1H8/1GUvZxtJuW+s5YxkHW+s7vkcO97x0ndnc/pzuT76P8n3fn9K9iXmf7rV819dB329cwiA6iJFB4QefKdA6lIBBLJC3kS24uf2u0OdjcRi2Vt+/258zXufvO1mu9Nn5cuD3w4QyoBVATE5wR3tHWCfHvFZZtBukYwgQg9OM49ihhCs4ztViV/HeSF/OGBzp9VYcfvL0ocxmTNeV/D3HMt8jSzXT6hRohNu8EdCK4yzWWMRLNma0mu2SMU1TlqnVIWGypp+5JECeOZVnrOalA9K6FhpTPIM2G0pqtXnmsd2HLOkkeyJpjl4OoPI7jE2352KGeMFChAILTAEwcS1GL49/bvdBozDJP7CpQ6h0XSx03UjmUOrf+fNTwHfY8QcQmvWj9Wd2iJ7vM/++A60GqqjtTN8xiygzWxygVfOG5EdWF5NliMnGNkdScXvf2zHub32Ws4AXQCv7X0p24Nrm5qbwyCOPhKuvvtpA1tdff90i1dgXSYRFOegr/uZwkvsgvcN7lgtBeqUlOlCplrZpXe1Uga2TLP9IWxuJeQW0CkrlsKWufqK+V2tAa3dTmwFnA1oP+gQoonMrlC5UKEkUibKqlUgK0FFpmEKLklK169pJundVWa3auEzlk9yAkuzx7IkTK6TbKhasknJxKNPW0iGQV98UmDl7kr5TCYdTybuKYQ8yDml75AUmhkmTZ6lcE+QrVAoQlAwB9e4pVT3bQ3NXi5wIrVdiZpZTJzFluztVGzE0p9RXhwVzlMwptKl9NK7F0u2VfmsPkgbVajPpUZeKZVsuWLJaZayrjofPot+KDapyqA61klIw1iqHDgLxXDrAGK1os2ZAewRaNT8ZM2Ke2mJiMfQZ0Ko69eo+IrGK0ar6a61lvW1VX00oqw6zxNoFZAVs7Zd/RkIwDjsMK4BVKRZsFyxYA1r7QqXA2SrYqWKrtivhVZMO0ZB3aBcQ3SQ2a6fq26XCrFu1KpSpjDBaK0hUJZnHPgGsJUqKVS693SKxe3sFvrbqHiU6YBvQdxa+8kJY9PLCsOilReHiiy8JZ519dpgj6QED//kP5Jf2wKbL5pLLjHh0ZqFIqNQPpj2HY+OPdB8hiZdvIalWa9xfItKdX7sLRW0Vel56PzV9fA2yliODeXCHTCRwbE+LCPlIq7HJ6za1vxfCVN5iA4yAMJRfj/N/p/ccy/67RRpiK91k3AKtvknbOExON1OQrdCEyg+gTQF6DtDkB1Z6ausbXLoh+kmn3zudZLznm56zBfkuwI8DSr4Z2iKbJazyjbrQgBuuDvn3bfHUYuqbo48hb8u07bycbmSkC1T6PS9X+t30Pe+f/ETMl83/zv+b9rPfK3/P1DFP2ynfb/kybsk5tCmD7e1eJPJ9lBqnaV/4WPI2ZSz4e35az2cOVKbJqcbaVn4A4oCHA60uJ5D2qT/DZUHcmE2B1nQu+fxJ+9XZcrznz0xZtBiC9Mc2oHXLbMibGxcjcWQ2d4+RfD6WOTaWso3n54yknd6Ja9IDl/yBaLre+3rt8zm/zxQquxvRfFaIaZo6yb73+aGOPztlqnIfX1f43ZNg+fvcbySM3C3dzpsbdz6WN3fdli7X/wv321rrxGjb8p0s16YcsRRoBRxCng6wrU1gKyzW6iqx1rLKsgvBQGMOVgpEgLU30tc2oFUOfQZY2tqZATOFgFZvcHfkh1snNnJuE9Cg2CQONg+wpn0HIGEJnQy4yUACgSSMBYC+9vY2jYk2gS2tYjUDtgv4g62YAYkx63qlRSl5slbfG1LfLr9fpPuG27ruv+TH1kjnkO8jbq/6XrXJ9TYHtOb7oNA4ByPz0G0vu/uWXoc0krKQT1OoPbz8fugYJcd6LWcBbUl/8K/7AzyLa1566aVw1113hmuuucZA1sbGxsEIOvqGfmGPREYA2zoFWilnt8C3AaFAVdJEBWitFSjJ/tqhxElNzatVWQGt5SXqY0mJCGglIVbHhma7pqRGbEYlygMg7ZecQJkGFAmWqpEOECDfIxC/uafdEmI11E0OldKA7RdTtV1gJQm3SqQbOmlyTZg2Q1qrtWKS6r8mabA2N4p3qZxOc2corL2KUPQO1b1XPwTvwxpF5mCy9F5n63v1+rtMZV2nxE9NoVqszg7JBjTqp7S+JpQJiC2vnawDhQoxZQVoSnpgxqQ6JYGaIeCzReClQMgOaeEKdu0TSFmmqJmKao1rSQoU9whkVJKtajF6SwVeos/a1C5WqVivRNdkEsdZEiQOGHRddjg1JPkZD0GK1DZKjzQEtJp0gEBWsYH79D2SWfXoUKdNbOE2AdGt7Yr+K6kK06ulnUr8u65TYTUmBLqSgIrEZvq3S+3epTWmR0A30gEK3pe2qw7INHZ6OlU3zV3kG5oEPK8UK7VLAG+/Eoy1NjVLaqEkzJ02I5QImB4Qc7VfaG+lEpDVV0/QM3RPrftEIpZLo7ekvDgseeO18MTTT4R77r83nHH2WeGMM84M++23n7VFKhWXHrIwh9x+Gw7vebcCrZFbHF+29g7+ZLvnNqB1pKbCuL9u3AKtptuRaEwOt2GmG5FvNoVOPVJ2XLrZFAoXdF1M7pcm6aE3/Xm+SeYXAWetennTzx20zdclv1Ckm3wKWPozU2PAy5Q6YikAyfvOBuTaNBwmBXz9nmnbudOcygWkoeiFDB5/z+ualj9lEOfrlbatlyWtL+8VYsT6QpwCfqmhMtwM3JQBljeuvBz+ndTQGZFB9icuA7S/Z/S2U+Tsla9DWm6Xf/D+chDCwQo+zyevGW0xeb4nrQPYpH84DXfpAO9vnxOFyu11ACylTD7f8ptt+l1npGEA8gzCgtGQIlwxz7IdbZ3e7utHavj/qeXYWoDMeK7PWMo2lnbbWs/5U8fE2/V99kvfK30P9nWRNSHdm/JlyK/xvg+k+1F+3c3vKX7PdN9z59XXagdP8/3L3+neMZb+H2u75veRsd5n2/f+tBYYr/P3nSxX+ux8OSySVSwsI91F4p1sdfHGxDJDZ7BSTLX05ZmyLRHLKLrq7QRa0zql68YoimcAiLOf0DEkIVae0QoTzRitfm3KVs0YrbbmJUmunNFKuUgaREiuJUfaBNg6aB8l90zrUmhdSwFbY1EVYAJvqj02Yn4luobtAtybmhqVVGlZQP9zzZo1AuiUYEf1mDRBSXJELsFuJDR92rTpYcGC+aGhYZIdjqd+lR/Ep37DRuMqY+b5Opq3MwvtNeleMdrP39IWGdD6lvskDWn1SftWF1uCqyT8OT2c5P1N1cPbx/sz7Vffe33vs8ONLAKMMmLv8x52M22LzX377beFm2++2aQDmpubDXzlPi4BRFnol8mTJw/a+nzfDzObWgVQCgitFEO0unpyqKlu0HjFXwFkX2/JsCqUGKquTtIB5cqvoPD6dml4IlVRXi/2p0C4ATFe+wXK6VKpqxYPAq3dAgcblZQK+YB6hcCXi6FZpIRUnZIHAMyHKRuB1jpJCJQasNy4XiDphjaFr/cLaN1OPoHqWtIj+QqBiGKalolRW15apzVKQGvDrFBTVaf7iGnatCZ0tzeGuuKe0N7ZFNaL4VreUB8qGiaH6oaZmufVpv/ap7D82VMmhl3nzxKG3CRwtlVM/o7QKqJol+pWq3aqEUBbX1cR+to3hAEBlCVqjxIxdUNplUBj9b8Oo+onCgDP1CAi+M5aGrWs7cdOLpiQEWgtERu2DCFavqMvoIvcK23bXt17gPB6WKBqu/aOntAqoLVNGquV+m9imepn0hMwzrWWSPoA2YU2hfO3aw4iMYB8QB8EMTLdC6gtbleiMEYpUgAaD03d7WGN2mbpupWhS0t7SU1l6O4Qs1mg+HS1T59kInqaNxDmIO1aJSyrn2Ls1h4ly2KMlajdi8VqXS3ZgIefeCT8/pabwuFHHRVOPOmkcJJ+Zs6cZaxWxh6v9NDF5/5wjG4f8+73+WHFWNd0WwYLSAfwvh+Q5Nda5rcny8qvBcPptroaxOB6ZPff+Gfw4AZG8zhktG4Kf7D2yrFvC+Eqm1qPN7X3vNs+G7dAK52YhukP17Cpo+a/+wadfsfBxpTFamGEArGYKGiouI4QoS5+kpwCkyxubBAmAp+d5KbP8EmegpUp4OUMvLR8Dig7AOaOH++n9ykEgKYnPGnYY7ooeTtSzvyJkNfBDZX0Galz60BwagTkDdXBxSdrl+FOn7yc3q7uiPMMlz3wduQZDra7o+xGhLeht6kbK/mFdlOT2xcDB5zTvk7rnN6D950JmvZj2pbDtXUU+GYjKY1C+BgLxvLIEkZ4uAiLvYnlD222vpFw7xTM53c+w4jid4wgFmiSG1BOM4hc05QTU/2NroxlrdQppuk/YehkcQzWfmw0OAaZ8WxRYugJZU4CISE+j3x8+ebo4zbfL4MAfc6Yj3peMayMF44a4SIIq5PJ0TXdLJQkY01QfuszlZnvE6pUqlPiMtOE0/ezo+L0kIPfndXrJ/u2qbKJJUYvhoEbqN6nG68BQxVIx1w67nyM8F6qiZUfi/nDJC9Pvkxo3KbrFqfefUlontWHML7UoDdHeGO3NjVKCuqPqWrMt06dZNOWaKsNGRXRCIj9HQMmTVPItKTicxhvlJOx4G3g49XHB3+nYLivy6njYA5mdhBA+6Vhht6nft+0TrRDKn+SylOkh02+NuUPAuK9owyFl9PWvOxv157ztov9F8Mi03Kma6GuJBvHAAAgAElEQVSvMek+kY5Lr7evp/k+83aMdYuWuc+JXj2X71l5AAyzPdPbxhNucE+/v68d7lBxrbdverCZjsXU2PU12dnyrDfetraf5pLr8Z6H6dNGadv6OpnuJT6n0v3QDz5LNMfR6KI7bBZm/7N6slYZyz06qoQWUkbGMQ4YvztDJ12rff10WyNdW9M+Sff7dN33vtyck5/2fzo+tiawW6gM294bCvkdTVu8E/2Wd2zy64yvNVuibOmzCj0XjVYLedRDW8XyapOmX5sYb/X1ZAYX2KI9gnlp88o0B2U/jCDcMO2Ddx/QOoRV0i4GsI4SaM0nTgJoZZ23NQfbTO1o9somIOuoGzhkp6RSAsN9rxDQWrDfkz4k4Q7FcIZql9bc1WtWhUWLXgrPPP20sSVXKZu9MVkVhk6CnE6NkbZWgWcKKZ46dWrYeeedw5FHHhl23XXXMFthxLzcZ0rtNLev0jHva6/bS4UiHjYaT5mtN5p5vslrhwFaB8uYSEMM+lP0i9qjVFqYUUYjJnbCFvd6xH0+C1G2Muuv7MDSbPKkHqmv53u221epfcreCwnCbVvaCrbhz3/+3wayPvDAAwaKcW/2dI96w76BeTx16jRLbod9BaGB6/A5WgTAAbSWFdfoOoGpAvYcaG3v2KDrB8RolCSAQuVLFV4vIQLLaM8+XjmxThqoCjMXENcvUA5GK0BrrYRX8cc7ZfduaFf4emeb6TuXCawsK62xpFS4C2i/1k+oCA3SS5VamYC97rBeQGuLpAna2/tCtcpSo/vXie3a0FBjsiblAlqLBZqWFtWJJTs91Klc1ZIO6OhoCX1dTXp+o/RE14U1LY0SfxVU2TAlTJyxvQDNKj1XGqIK35+p5Fk7zJ2ieghgFODY1VmiMorRL0Zp3eQpYcKk+jBlUrWA1ib9tJmua6mYnuUCi/uwkdTtvYCqJhUBUzX7l78JHeeHEQA4aiz2CM5rBRg8tUEGoUdyAA60IkswICC2Uxqw7fohuqC0T8Cv/quUtmqZ2qqkRL6WbPQu9XOj5l+Lyt6mn371Rb++W6yQ/4H1rWFgndiq2Jt6n58OyQ1s6G4NbzQqMVaV9HAFEndo7JBcq0b1aln9Rmhdu0pc4ZIwQe05ddL0KHMAkRZfFNEGgbxtXe3hqeefDrfcfnOYO39BOPDgg8P5558f5i9YoD6oNj8u2qNoOsd9mfEXbTqkF946G1P73/e/QtiDz42RzP0B112m7LaO+loa/Z10DR2SbcmuScpYUGM1KwBXR8GV+MqDrPY3iO/QYjJ04UgqsZlrNrW/FwKp83uBr0PpYzYHrG4DWrdAx23pW6QduzmwLO306GxFY6SQ85oCVgZqArRqkys1wfZMd2pwcEdkx4Y7nxm4I+fWJuLGgEFa/zwAiqPpTmbeoUsBBXfW0tBqr3vKJM2Ds3zPkwnlk22lDmIhZzDdjH1z9UVpuAk3XHv799wQ8O+nwAptkTr0qePNxs3LDSwHGRzE4H58l3tQVm8Tr4M/18dA3ggZ6tYh8X6/pznlWVZOrnPwNQWfbbxkoKY/Oy2/f4fvOxjj45AydevUln8xWDCsMEwxYrgWx8ROL9lU0W/SJhWBVoCfeDrkIEZ64udAAazO8vIKM4IGgVbaKQNaDQzh/gYaxXHNZzZHMnDcgDM2dsY3myTgZGa0p8Dc4FjLEt84WO79n/7rRrMzVaO4eTyRjcCMdI9kZNl5oZ3mx22H+sd6u8MGEAtwGQXT+R2tJjZiA1Z0Sku5qpXVkjYlaykGLP1FX1EOF/bnbwcDfbz5PONUH2CmXiFDcaPXSTttmIFtflDgY4H783z/8fcxavkO2lYpGONjlX+5Fz8wBjwRnc+tdNxRt1iOCCJ7e6fXou1Fm/qLQ6PBBBTZm1yf9ke6Hlj9NRQYk83NLSo3DOFq+2ZsB4DqmLgB/8pBTcLCDPjKDG8+d31e2oD70n68l44Lb3cHZ70sPl8w+tEP43uwlb390zXdWc8+L+L4iQcPcQ1l3Y16YoOOjsrp/cn3vHyUJ/YNIWYRaO3RgYLXE+O31+asQGh0tAib0/zq7u6xcUeIXh5UL7T/+HN8H0j3Kl+3fLyk6w1jnrBcnyeUp9vCAxnfMUGA968Do/EAI0Zl+OcOqlIPr78dzlh9e6wOKVjNvfw6nzN8l8R0GMQ40CnQ6mPa10f6g3BDHxfuDPt38mMwXXe9bTxxVaWSacR5mjqmrBHUP64lA2LBUGb6hvaoE2uGg4oOORTo1TkL3uUD+Ds/z72tvB3TtuXadD3weowkimJwcm77Zfy0AP6gHfK9FYIacq/eWty8Tbo1KpR3dvyZeVs5n61+CHIr9Ft04vNsxk05YrZDaz3yg5zlK5aLvbhS7MXlYd68eWGP3XfjAise8wMgrkxAiWVfKfAabp1MXdyRtq/ZLwUek6/PW9osdyg5kueljFbCnzd2yTPn2ZKc4DRHppShKNlrUJeQvScrc6qsQD/6IbTb0sZstYuG7pPHH9LDSOsrfJjBGxdAKygWF+baLd0z8+3BZx3Y67odezQHW+vWrQ2PPf54ePzxx8ITTzxhYejYkBMbGsLMGbOk3TsxrFqxMrz26qth4cJFYklOCnvssUe44IILwgEHHKCxM98e4za++wG+D6T2vNs+/i91TG2m4cbZFp23b502Gz3W+9fMeNjOgKTYvsbGxI7VHMl8CmzVQY1Kve/D0d4zQC5GhqS+l9e5UN+47eCJI9nnnETgvij21be//Z3w+9//Prz44gsKmZc/gvSHfAjzi7AvVC5sqClTpphvgV2I1ANjDLC8o6vV9FaDmKZl0lAtK622BF9dAtU6BDSWKYS+QqzV2pp61UF2GNRvsU3NdpiskHHpoBYJBJQxI6A1KEVUaZgo9ivJc/vVDmtamsLqRjFjFbJO+H1lZY35C4CqPb0Ky68tDRMaZKvWQjAZUJk69dMuuQqFyHdKhkD1njy5NkwVC9U0Z3X/HiXC6u+VHIKSdzXUTggNSoZV1Kex3CfwMKwLGyQjsKZpQ+gTM79q4uQwdeZ81Uk+W49sMGW6mjqhNmw3rSH0dm4QE1f+bHd5IAlVuyZ4rcZ0fUNdmNxQKfkC2T2A17JDK2TDVslGLFXYvdJSiQGLXmqE2sgyH/WRZVtYMrR4qG7J0dQ0HFTZrDXQkmoikhC/z6GKvSy5FX4QkYoiS6hcxT3l0k8VWKymQbmgVJThbkkF0M+NzZIEEFiKxAClEJypiwRmi51buq7VZAYYo5UCQLvV9q1qa6QDipBFEEDeJiZvH+C4ntu4akloWbsilIvRWyN5iFolB6sSAAuYjjxBENjeL5C3R7IFi5csCg88dL9kIUrC9gt2Cp+8+OKw+557hElitDvRKtpScawbWQK7PiHCpeOda1KfKvX98wcvhfbPQu+xt+Xnbmx+/Iu3Aq18EolAETz318Yr7VvX3ajvnHVfZn+kK/t4B1oLrbHpe/m1Nv93fg/e3P3ezZ+PW0arg4nu1Hgn+cTyTiq0ufrEcyr6oLOcAbBphznQWpI542wuvqGnoKgBVGx0tqjFCeJOFm+5w5hO+jRc0Q0lyu2/2+TNFgrfQPm+gymFjIK0Hfz3FPShTHzfHWp/xuDkTwxKL2vahg5aeJ3Sxcodef71930x9HqlgJw/mw2eVxoa5GV2ZlRal7TeKeiQtrG3oRkEiHxngJcbJH4PBwrSBTg/ZlJjLW1fH2OMIwfLvQyFxl2hRdvLb+XC6DYgFaMpjp/I/IgaV2RnpC6AcxhDBnyjwyNDBr0rTzKVH0u0LWX0cc7ghKndrXYvzoBWvtNB9kcBshhLFcruWaEdODLyJNzOCbvND8Z33BQw8jC03Nhnw7NN0EA5Z5BF3SdefmjgAIWHKNEugDPcjzHQqY0eEA7DxzdVMhc3CeDj7/o6bdbSTmqRkdUqY4BEG3EuKlRl+lQzwvx7ETjsC2+88UZYIYevrq5O4vhTwty5sCNiGdNxs9Hcz1i06ZhN2Xe0ma9DPsYIiYO9w2cRjKwxkM2Ywtnc9bHNv9zbDVzqDuiEgQuYyWcTJ04Y1Chz0JEyDvZ/YlzH8gAgRkAsHoxEw4t/h8Yua0gEZfNObLrepGPT2kiGYnSeaeuhfoXhSnnJLM04rKubIMN7cpg0abIMOJ4xBGxRBgfu/ICF+lAW2pb29KREvM84oEy85+1N+6xfv8FCDnnPkzHQ3lznmk60Qyrt0iqmDM7ehg2Ng/dlPODQTRbTwHWDvVyp4za05kRgnzaIp+mRJRunRAQz4/zzw5j4twO8DrA70Ohr5nDrG+/n1xLGC4Ys49xB0shsiI63tYmMbxjMjEtAxCgNIkdFyRhI5vD6629YPeiLmTNn2L18HqTrFL/zPO6ZZhZOAdDCgHRMJMl1zAnalH5J13XqxTh18NTXaAfI82tzCvDyHd+DfH0uFnhDCOradeui7h/OhNqFNWHGjBm2ljJmXlKyBRw5+n7GTBJ0xHZMoyKcJeuSJ6kD6/PGy0udUic37S/anc/83un6su338d8COKokBck7Zbb/ZW5QHoK1pWAY0HBL1ji1g/y++bmbfx7RVp4geTBRk9VlqD6xbvFFXcrFxNoUQ7JQnWwtyg4vSaLz2KOPhocfeTgcfvjh4RwlOakVGGOAThZZkZiddrt0PqV7VGrX+V41mjb19fQt7cIGmb3ydpo/c7jPC72f/86wBNPC2PJQ42+mcvHwKB4E8EoTVvlX8+PEE8mkty4Mrw5dUWisbapotCFAGy/sOJirzzzzTPj5f/+3QLsXLQz9YDHWDjjwgLDnnnsJaJ0pMKwmrFq5yhiUP/rRD+27MFm//OUvh3322cfsCV5+GJwHWguVJ+3L0dZhNONqTNemjW523OAAjAQenxTYcAnKbXPRvxsNu0E7bqTlGLIF40N9D/O9mHZj3/7qV78a/vjHP8q2Wy4wTT6aiAzVoocOyP7plM2O3VCtA3fAV4t+037PPk95O2TLcpjdY/6X9M7FiCw3Eglgn2wY2WOQSvguGq+UAZC0qwNiU2WYPHOyADSUKrWPSx6gXPt3tYDM7WZtH2ZN3y5MnDo7LF29Oix+402xLXVYIxC4srosbGhapez1kqRY+0YQQVVAa22Ys91cheM3QMUILWLYtzZ1CggVaCzd1Mn6HFsAMlWrMkY1tvUpWZTYp0oUNU329xwx8GtKBH5LNqCrtCtskI+0HnkDsW9rdc2M6XPFxpdvJBHTYtlfDWqPmZMm6ERA5A5JCbQq+ZZQYJWlIlQoUVZZtZi/aMP2S4ZBTM4SkWXKZa9VCbitlIxCUalC78XMbZfd1t3TZWtkXOsimaKislxJvERMyKQEiCyzqEP1Y1ePbD75O/2SDYClWir7m0OSPr3XrbL0dgkcR2wVokpPmdpVB+eVshnLVMYS+Q7Ye/pV+KpA1n4xX+Vbqhz4hp09bWF6b1mY1l0W1rdK9gB7UuxdJBw6xJ5t10+RSCxlYgA3C8zuhvwBi7Z1RegVC7hGmrA90qBtaWwLU3SwMqA+e2PtMkkvlIf6yfL7OhrD+jVvhpVvvBqeXbhCdZoYLvrEReGggw8M8+fP28hXwc9hDAIp+5peXBSjjt0GT9dlbDVsb0gp0QeBcBMlMsa0LuTmbjaJ4iPTNT27boj5OvwBWH7u5g9EBz/f1J4x0gXgHbiuEP4x0mKMqY9GevNxcN24BlrzrB8b4xkwmbbdoCOWbQTuwOFMuUGEo5VnDxkghOPMXpYxoXq0uZjTZGy7yJbjewaqZg+1E6bsPWfG+P25xAFM/24ERIY2PK/HkNMeAR0vN9en4bIpOOJ1SB33dMGJDvdQhuZ8O6UD2svu5eQzL4dvzr5B+2KXgrNelpTl5/dyMIOyO+DtJ6lehtSg8jbx8qYAexrO7eCIP5Pr/STMQ17Se3l5KYeXNwURuNbBtLRtU0Oa8nsYfgq0cr33WQqy+X1SZoFdS6i7DGdAHDZU6sjpY1NTk4FYy5cvE0i0YVATaebMmdoIWxSa12Lg3Lx58y3UKg9mp/1v/QYgBKuP8R9poWYYvSomwVNPPamNvFLsgslh3vztzSGq1IbkQGs6Th1wcPDdx2vKJPa552PcAYy42cUQJF6DfagNsEvGAOBdZHvK6GltDg8//KgAkpftPeqI4b127bqwdOmS8Oyzz9r8aRAz4pBDDg1z5iBiX2P3BFh75ZVXwwsvvGBg6y677BL22mvPsN/++2Z4cJx3fnjhY8PHjINFaRvmDyCcYc4m/rgYGwsXLpST0WoA1i677Bp22mlH0xjzQwNvC29LZ9ICZFEfvr9oEWBQWdhxxx3D7rvvbjpF6cGNs6u5h4/1NCQ/ZV/7XEtBLl+P0jGYggnep77GGetXAvaMHthHHsoG4IrTtHz5aoWX3R+WKmFCjfqIMu+5114yumsGgdP8AZWDT5TBAWxvb+8PXxsYK4SyrV27Jjz33HOWmIH+x+DiFdmTNabrtt9++9sY4D3XIAPAfv755zWOHtJ4UlZbS5ZQYiAbQOvee+8Ttt9+O3PmHMTz8e2sZV+rvGwpIOsHWF4n7xf+9f72ejo46+87UJmuqb6u5h1FB6QBT2HyOhvXy5Q/3OP7kTEa24nvLFmyJNxyy81aV5rt+7uLYbbTTjvbWEsNT68/awvAPM6Ij/0U8EgBc3/f90TamQMiXjBdvM4peOtrrOl1qU9cjyttu3Q/83Gc7jm2fsvQXr9+XVi8+DVz5lesWGHPPeCA/cNhhx1m7OJnn30u3Hjjjba2zp49Kxx9zFFhOzlhzrz1PvDx73sl7eRt6+3i5SvktObXkW1Aq6+g765/AVl7NHdgEtn6ZWeIQ7qKFt6ZIZfsoezhJCoZLTA5llYp5Hyk60Uhxwag1dMWO9DqTEtCOP3lv+MWVohlZqzWUbzcJmXtvPfee8I999wT7rzzzvDBD54ULrvsUgNj3N7L274+d9x2SB+brjuFbP3NFdHXjPx1m2q31NbzshV6Tn6t3hrOYbp/p/tHvs3Sv8fi8I62LjzDNT9Z0x988AHr/1tvvc3AjlmzZoXjjjtOYOshYYcdFBoswI5nsK/dcccd4Qc/+KERCBYobPizn/0zs/nYq9NDrnQsjLZ8mxsn77bPR9unw7UX44k9mwNzfI5/+Zevhbvvvlv76nqtG4rcgphh0SECRIXITZROKUCpHcJmclX8zQGn6Qfjt8Kw1H2NCJIdmHehAyo7DAkA1oEKsWK7BcpyUFpUVCHAtDZMnCKwUuCfhEx12COyh6KmygUSTp04TQf5s8P0WfPCho7OsFyH7h0dAmO18NbUCaTsbRRQuj6sF9iq2oRygZpTp08PtYpCKxXY1yHfokPSAcU9YpEK/K0VaxYfhxD5ZoX4Nyl5VUefSA7SEp0hkHV7/dQKaC0p7g6txR1hg/ytJskPIHVQUzVBDNspSmqlfUDgZZXu0aD6T1GkDNqr/Spvl0BbQNZyAZBlkhsoEVBaVCFAsAj9VJVDP2VaXoWxqh2EBRRJxiEIlARMVNvFSKgogWZh8gJVo62PTaeoHEXilAkAd6C1j+gygbgGtCLJomuIOOsVgaVX/mRvd9R4RTqgZEDlqYBVChgsP1Z92CXphY5O5dNQuTs6ybPRqfc69Pz2ME1lmy528vrmRhGPtS9KemG9gOcmgeadRKupLDXSWW5XNGGn7C0O23o614mRrERiRZWhtVF6rivXqW+nRKC1caWAVsk7TBPTWfIDHc1rQsu6VeGBRxZKtqA4nHPOOeGoo48M++67j/lrQ9hAZOxa7DCsXosyIwJzKJLY13q3xRnTQwxujUURW4bzlbf0/B/t/PS1fEuX452831jawMv7Xl/fxy3QOtIB4yAYBh8LlrOW3EjzDnQQgPu6k2WMKEBNnUY5cArQWgZAZPT1+GITQVuoT4YB962EIaNn8UwPoyS8gufzk3eiebYDOymrqBBTyKjyGYvKn52Cir645EHBkbZXep2H8fvJccqC5bohgCmG6juoQXvkEym50ez/pmCG1zkFotyg5XoHXHHYDfzWioth5qw9gB6MMsK5nQ0FuMDG5P3MMwgN9c9HYxQDALBIw5jkPvw4mJiOmxTAd4ZUOgbQXeJ9Z6FRxxTc6pDIeIcMB9qOEPcJClnp0Ua9ePGr4bbbbg1PPPlEeFW/o8O1ww47hIMOPCgsX7FMgNMqA6GOPfbYcMoppwwCMD7O/DlePk4Z8+Xu1Anzrbf+Mfz0pz8zluosAVUnfOADYbfddguzZ82W8xhdrZRJ5ieC3leRPUdm4TjOeQZ1of08/D0d+2kZBsddjLCwE3D2ToDSl15aHK686spwjww++vjEE08MH/3ohfbZww8/rDL/xMbEDgKKLr3k0nDgge+TZtSUsGzZivD008+E3/72t+FJtd2aNWvDqaeeKoH1D4YTTjjO2tHHFv3picRop/xYTA9H+A7tzXccLGatgGX4n//5/XDDDdeH1157zdgYJ598ivXJTjvttNHBTP7wwcfVPffcHW666SZjEdA+sD4+8pGPiAl0REFWHOMYpibOC23jc9QdMAOgCD0aDHcnTLrD5irl98OUaAhH4Nv7yI3uON7LjGmMXVOpUC8Lz1J4U5UMrXViEL788uJwxZVXhAcfeNDGz9FHHR1OP/30sN32cwQST5dhPNXuSzs1NqLNVWrzkXvzHtIWzGnKRfl4DcpJZGV//fWl6s+nw29+8xsDzmO9xZjQ96kH5Z82bZrGxkfDMcccK+B0ext3fPbmm2+Ga6+9Nlx55ZUW2m/GPcwMtU+dGNInn3yytOCOsiyn6abu+wfXcx9AR8oN4O/rL+PBgUPed2fQHU1vT9739X+khgP3TkHo9HDC9yqe7WOR+kRwU8kO1Jb55Hi8Txbhr33ta3awwv0Jy6T+55577iAb3IFoygwzifICtHpdfB/ytdvLyee+PvIsDoEAWD0E37/PZ9zb92Pux5rtQCvjgc9TFqxrxPlBY3pIQ2hqRUW11kPN+aeeCtddd53NecbwmWedHT7xiU8oG3G7rXHf/NY3rU131pz8u7//Sth///2tT/N96P3Nuj9BzoMfMhYCWvP96fuO7zPOxh3LPrztO+9cC/TgKMrhNRsI9guyPToMRY/Zxnp2eO9abCZVw0G2ZzJ5G4s+FqDVvFUPY88O9wcTNiW8uYTfOWqg1R1bB8L++MdbZL/cpsQ6t9ue8PnPf14HYg2DUiop0Op18veGc87y1420mfOgqX9vcwD1SNfrtBxj+c5I65H6HpuzZQutTaN9zljrwjrLHvDzn/9cdtFvddj9uu3Lxx13fHj/+98v+3JXW+PZb9xn4CD1t7+9wf6eIabraaedpkMxDk5j1EF6GDjaerxXrx8tiJGfP/6323yrxUDmwP973/teeOSRR2xvLhUoCdDaZfJukfgzUUzUGtlP7O/kZkAmoFwH3NjW+Bnp/CJCrkqh5hzO831s6EHSrhacqM1LpM4Ei1irmSiihcBI8TRDpZatUt2/SMmcyoolgQaTdM72YUBSAcJFw3qBd8gC1es7FVUCEkvli3RJH7ZXia/ELK2QXUZ4frmYol0AwAITq8WYrCgRA1MIKSHfED2bu/rFzJR8gMDESQ3Tw0wdwm8ndmpNMSHqHSi0hsaO1tDeir2hpFnlkoSS/qwKKn6rkm/JjmjgwF/RVTqaNabrQL8YrGLowvQsrxG4J6BVIqcCCCFnUT8d+ovVSjlK9dMj1m5Lt+SnzE6VPIHajLph45uiKRFq+i/+PRAmT5qkOlca0Eqgj0UhCmjVThUZ7vhTeh/Qt0+M3R5JM7CHlQk0rZSUA0BrsdprQD89JtWmw3mBnF1dijLrQts/ShHoiWGS/MCJ9FW7gFX1NQzYN2VzrRLpoVOs2QlKfjV5+gyTrWqTL9va0iZcpFlVbRd0XBFapPG6avmaUKk26heZaF2XEhVPVHSRpBSKBzqladscOpU46677Hgtr17eHD5zwAfmhx4ejlBwrarFGBqrJvqlNiMR3ALZfbc1Bp5PJ3BZ1m5hDHNYjt8NpV/fj3+51YbTzk/KMdc19u+sy1vuPpQ38We+1tsi34bgHWlODrJAR5QBJ+q+DGilzMQWAaAQHBA1egsmpCbpSm89SASgGBOg9Tli3nzcvzJJIuyXNsvCPLBFMBm4w6f0UhUntIbAOIDpw6IuDA1QOVlIWd1y9jKnDx3vu+KWDcjhDNN1QfTKn76VGjINBhQCxlKXldcgzt9z5z4M+aft6/VJwNnVKvc4OEqaOq4NCbNi0SXri7ewj7xNvJz/Byhun3nYOvHmdUmDWx1c6VhzESk/aHajnHg50OOPNv+ttn56oEfIRvxt1dSjjMp0qPyk9K3SSmgTyECa/WuEyhNpw2v/6G0t0urrBDJ3zzjsvXHTRJwZBtPRZzjoDLO3SiS4vTnEJ62EDapGRc9Pvbwo//vGPDViZKcP2jDPPCIccepiBrWWEmmchSta2hMFr00Ubxw0qAyjllFpCmmxDdFkF2jE1ktN2duAEFhAnrzEMOoaAvLlsmer/pBnqsCJqFIZ22qmnhU99+tMGnNx//33hW9/+loUpbbfd9uEv//Ivw0EHHWQMtYceekjfeVDX3G/gHt+9+BMXhyOOPELXzs427HjaTlulock82+eFh7SnYKQDTd7/Ps9/+ctfGLD7qEIlcQ6OOeYY9cv5YkzuvVFIS3rQ4P3k7J9bbrlFYNhdBubx/VNV3/e9733WZ3yP6xwIZj3x8QYYGsPXo7xILH+WNM3WkdimztBM51Y6T1JWprdNPAxCmBctp8ho5TOY121tHcqsuiH87Kc/tSy1ixcvDsefcEK46OMXCfyeZyAV93f2JYA0B08Ad74O4lQxhp05SF29DpQX4I0Q1Pvuu18g9C327H322ddYmDBZly6NIOzLL79sQDztduihhxrQCiP83nvv1c995jQcffRRYn/PM2br8/pbQwkAACAASURBVM8/J4bnUnP4cPzIcgoI4ABtut7wO2PB2cCwLyijJ3wyDENjP7Y7/RCTUaXrsh+q+Xrge5EDc8wX/07KOvZ7pAdovkZwL9qP77IGck/vY1+74/2jDAlJSFhPbr7599Ze1JsDiA9/+CODEhfscTyfuqURBzzTnTHvoxRs5Tl+MOdj1ccZbcf9XC7AP/cDGz9s9Ge4Qez7h4/FdJ/fiMErxk2UsFgZ/vVfLxeoeqs128c+9rHwxS9+0ZLx3KdxcMUVV9jhAJICn//C53SYcZA59D4nfR3wNcr7OJ0j/nvat2m53N7w9i94qDQ4Mrb9Ml5bwKUDPGuwg6z0v7FcYQw5ozU7FGYfQ1fv7X4Vcj5GBBhmyTx8ZXL2Kn+nv3v5kQ4YDaOVsZ9qP9544+8sHByg9UMf+lD4i7/4C4sc8HUgtat4ZlqvvHOWzsGxtG8hH8HXUb9fIYdwLI7eWL4z2jrl16F8+xX6eywO71jrgt316quvmRQAYwB75YgjjrQ1ecGC+ZZEyfd81lv2Egf5GEMcgO2xx+4GNrk9nZITRtte79Xrx9Kn6bhP7QT2e0BW7O3/+q//st/tAFRAZZH2WA64OUwnyz12diVSZrIVAFntUBgQT39jv8Yk0hywc1gFwzIC5Xyfw1GiP60/9R82B2Hqxf2yOyRdVjep1oBW0XaUZEr+ta7va5NmqMDQEml8Tpk5J1RPnhrKOSRtlE+OxJkAzNp6fb9aPruAu3YBd21tzbq+TOtNlcpUr2er5gOlYXKdJJMqqpT4Ktqx8CNbBEI2K2y+o7dYibAaxEytDzMVlVUjMLS0VPerlm5pl8rZhq0lJqvYt52SGgC4rZTG7Jzp08JEpBQASAnbVzSAqiQgUyH6hKvLPiuXdECJZAKKS9DsxFYHxIUxK99JZSElRVMH+SawvyIhAPZq1L3PZNj0N34bzGJLRCZg15JwW4JBciUo8SwVtahcwjAAXBWVJrAVIBVfs0wgMwzjsgrZbAJZQwmEBQG9+lwutUL55Svqx5LnqXxF6osK9UVFv8hAAnktua7kmlavWSf2sABS3ZMIyIlKEAZruEkgKxJfEsOV/9gX6gRKd7d1h6a1OrhXvaDw9igRl26q9qCsksZT0rHOlg1itd8f3ly+yiIXTz7lJDugoy08ObTp0Mq+JnpkKNiC/AvRR8rvKU54iqxgCA+ScfhTpANGuZCMZX6Odc0dZdG22uVjaYPUvt5qBX0HHvSuAFrzHeigkjt97pzG5CRDiZLyDE13djeapHYaJA0SgQMItBN6ukx6NYRdT5s2PRwmJ/Ugsc5iEiEWcDGKYLbqVwxJA58yjVB32HyDc8CUv31x8MnvwCP/8j0/zeXaTdXD656ybtxB5bv+fgr0pO+ljrwbcbznjqOPwTQU0tvf28/r7OzNPNCagpIRrIn6ld43bLxeD56XgpFp23l9TN8TJnEWlpIHN7zMDmY7eJrOJ1/UfEHOgx2po2yGQibl4ABu3jlwNjCAjTvuDhangIEbjdZGma5bZPn12ekugB1hd4Bv6IrOFqgPOw9mDaHyL7+0MDQKaCVkGiYfQKsDmt4+lI02MsBeP4TscMQJg5DTaTJLEkZ85113hF/96lfSNlojHdNp4SxpqRGKv4uYmYiaA6ByLwf6OFyA2W1ZZTNgL0J7cR6wv/u4SeeU979nOaW8keUbwbzIEorJNACayVALaAKQhmN7wvEniKF2kZ2aPnD/AwJV/tVCypmPX/nKVyQLsL917R/VZo899pjpSwHqLRAL+NyPnCum6c7anId093ycp06L9yv38cRADrSmAFg6trn2jjtuN4cCsHWSTprRpKNPMBhcqsTnmIO0Pl8YM8ggPCItOwBBtF2POupIMXQPMlDdx08EgJSpVMCqHS6Y0H3U3UV/DZyPfvY1CVDUx6udhjPWbF5FkND7wwE1n9s+pgfXxSzmlL95BhhiHOdRA/b6668TeHezhYoee+xx4ZJLLpH+2m6mvQarBeOGMchJPCxBY0FkUiZDwPCQjIOXi2egFwZgTlgh84HkCzB9cdrmzJlj4OF//dfPwtVXX20MxaOPPiaceeaZZqwuW7Zc4/pqk2PASfjMZz5jbQrY9nsdLtx22+1mwAFmn3/+BeYAIvXgrMuUgc6Y9PWQA4liOR4YqzE8LuoBYxDGA7M4/vMn7L5++zqQHvjl1y4fhz5WfB75GuRzHNAXw5sDGCQTNgJcVGYOVHoUysXsbFRbAi7/6Ec/sL46QawBWN6wr30tZm46uzTdp3y9SvcPf68QEJmCpJ4gy/ddBzIdYKdutE1MKBbZS3545/tAfkymbcv6GZM9dIW//uu/NlYUZbr44k/aAQzXMr+Ym/Q9TOazzj7DpESQ5vC9xcd7fl9L5Tj8Wl/fuNZBcz7z97eBAuku++77fYBki1ExxRzXqDcYM4Db4WEW4ZLaJeMdaDXtt2x/dnDVQde8nAD7edkogVbaxoFW5gxrLBEarNsw5//sz/7MNLH9gMrXNh8dwzmY6T69uWuHG2nbgNZ4gD/a11icftZbGKzYMgB2Dz74kEX2cKh3ySWftAgcj2jw+cNY8ESX7A/MMfZiXqn2vB/e8f5Yyjba+o/360fbp+neltq6vE+/QVJg3mLLIrllSUcVzo+EXpOSmPFCYoz+Yx4DoLoPh+0AwFqP7Jg+p0+RBXACifV1RsrAVgGkxY+wvBHIsLUK1NT7DdMnhQGF7PcNyMaUrnyvGJIArZ2SCRiQ3VUzSQm4pkwLtTq0qeyVrcDhv2QGauoEINbIJ5HsQLuAu5bWRkWYSo5A4G2N8gf0ykbo7y1SyP/UUKv3THdWEYRFKoNwwLBWYrQbBKSWSxpggso/tU4JvgS0llUoempih67RjxitdfUzlABbeqXrRPTR9yqkrTpPckQTxC4FvJ1QK99PYGZHG0xMhekD7hG1pbZEq7ZEvAj7EQhpYKs0YAFce/uKQrt0UKN8XASiidjEbq6tlcYrsgGyN5FU4z2ixcozGzTaHtRPWqxqT36KlViKRGOlxUrAJTy1WzquSNIBclcpOq1EWcZKBbQWSzqA/FuAxu0qc0e79Fql09rTK/B8QLajgNa+PuntS5qhR2iwaiWGcKUOsJF8ILJM4K00byur0JdVsloBrRsYK/3yVbTnTBRTWYKuoaNJpAD2ID27TCB2d5GiHsU8HlBCrV5jtDaF+0SgWao8AjMkv3aa1osLPnq+2WtD/kpMFVWs/dmjSZCO6rc8EpE4k64LvOeydYxHJ/5srbVjtPPzvbiujaUNxrrPj/f1Ol++cQ20Rod/SDvKAaDIQPMM7lrUssQwvpn7IM5PxLRTBz+TTQKo2izn9HGBNoRAPSFmFQ77fLGiPnTGGeFUhQazkNsix6kseq/ZApmCN3zuDnJadgcU8uVyZw2Dw8EdrolyBBlwloU8U96USZCCAynrxx3plPHk3+U9B3zT5/kESdvLDZ20fnmQIAVP0nukgKwDrd4Gfl8HIwCUPGN3CgjHsJOhBC387nXm/nkgNG5AEbRm4/I24Vp/z8dHvh5eFj539mXqQDszy/vXmXt+b283DBBvd3fa+cwZaV2EZmv7YkPhX4BWmJyAV4899mg444wzxTr7cBaaL+NGff/gg/eGN9583U78jxRTE+CJscFzANU8PMKMn4xR3a/QEi8rwJw/f/GriwVmPqX7LbNwIDS0ZkpLqxYwT0YMQKsnheM73bqnZ7V0EM1BKDOk2AizQwJvf9rSgdUUhIlzL4ZiArg6kNcuVXakIVYoG+2qVSsNIJk/f56AsgNNy5V2+f73v69Q/Vetrl/60pfCjjLm161da8DcqlWrxF7dzhiLu+66izFpCBNqbWuxceWGPuWK2csj25f6eOi1g/7uQPK5M/0ikzAe3nA/AL8777wjfOc73zHwGzkHGK04GIDBzvImnNoBJ57rgJGzN7kPQOoOOyzIGMplZmyhselJ43w8EhaEERvXBMKxozyJv/CrMDJIBNSqRADGmhRPoKam0oB7T07l89KZJQ4AxrC+bhnErHEx/J9+JUSJJBe8Joq1+sADDxgTF2b0fvvuZ/pK73//IQLtp1rbesZ6nsN4BHylvrxPv3ANYKGfNqcyL1xHpmL0wmhfAEXYUe973wEaD/OtTN/85jdNUwxZDdr9sss+ZWN70aKF4Yc//KHpjKFr/NnPftbmCZ8BDv/mN9dKx/dl0ykFwN93330NeHNw2Nmt1NeAVJUXYJbxB1OD/mfcdJCkSu07ffoUgf5TrV2Q5Igap/EUHWCc8URdYfsAkLpDSTIvByC4Br1RQvboS/qIgxE/uOG9qL3KgUl1ZGczRzmksj0rhpfZwZ/K2K5QL9ietDt/Y6R+97vf1uHK7bamwAAGaMb55VlumCLXwlrrTFuebwkwMokE3zt8raPOlIn6Aawyr7gn3+PFvWA08z36nTnjazHzgTZBe7cGVoie4YnkfCwWcgoNnLW5C4MYxnWpxsG/yEn8vQFjH9Hhyp+pz2FHwf5/8cWF9myY1tttP9sOYVLwl/vZapTtqdSD/Z4x6m09NLfi+ulM51S6gzbcBrQOLkPvzl8AWG22qJ81/2PYbLQt/SAZoICXr58ArcgHvN2vQk5iarsUcmw2dkCzw1Cr38YJd4YyHqueowRaqXe6tyNVct999xnQdvTRR+tA+AI7FGVNYO6kB44+74arWx5sTW3Mkbb3WNqt0L3z9vBIn78lr/tTnNfRlGO0gATlYq1HF511+JZb/ihd9aUWPcG+jU3kY4R7p2SKPAjoNrLvk056cLssD6qMpl7vlWtHOw7SNqYNfH913+nmm/8QfvnLX5o0VzyUrAtVBrSWao9uNJCuVns3h/kW0o1vkPlV2Ov0ETZaZLVKago7WfYr8gKwWb3v0GbFzqsUOGlEDv3XtLZJAGVZmLHdzFBcQUi/pKUa14ceRbD1iSnZTfg765WYnuWSV6sVED9H7FRZvQpVV3RflQ7xKyX5Vy5AsVuJnBTqX11TJ7ZlreyJektW29Yie7RYrFnZMg110lSdKrBWv3f0FYflAk5XiHXJcyo1NidXy1YokS9VrUO2KZ2hpatV0YVdsnlnyS4qC6tWNKleMdnX9opiqxZwq4KGaZMnKl+B7Jse5BJIWCWgVSAkADXJrMrEvi0Vo7OklDVQ8gH6gTVapGuLi+vNlukVM9Wi5Qyo7g1TJGWAfwjhpKUlJnUlAqtYUWYdskEBNE0qgLZGVks2UUkRoC0yUiqLGLZdsg07OtGHFcDK88VkLRPQWqpylJJQSoziro4SAcSAuZIaE8jdJWorIHZLz/LQ1rVKuqvoysp+q5IsVJnqJ2YvNmev8jj0aJ9EZqxdtqPZm9hTKtMUyT2UShaht6MvtIP4itVbO31yaOpuCeub1oSBHkkHIEkge/mZZx4Lr7+51Egkp5x6ig5mLhZzl8SlUbLLtFntB3A9SvmUCEwuEsN2uFe63mztNWO089P3wffK+uT20VjrM9r9Z6zPeae+964CWp3x5QxSGi0FDL0RU3DQJ1w68RzgNBCQUActtoQmPyMQ6vbb75BzeqdtPnso4QusP0J7/USuS4sLCzZAq2vrRSc7alamDJg8c8wBr/TEJQVPHUzkOndOHfhzdpA7fO7YutGbDnQHefNAKO+7Q82znBmZXs/vtG/+urxD6cYR1/mm6s/ze3uZ/P301MmZTA4yc60zV+O9dSKnvvF29c+97RyUdSCX7zgQz792CmvZwocyxztLyx3sCKB02zUxjFZhFhnTyp0qXxDTdgF08VM1nuHAUQp4R1CbxGRRP5OfDoGKgCAeLsLv3/3ud43NuVRG6kcU2nvBBRdYkiXui57ry68sFIC22sq42267WxIi16ykbFzH38sUgu8gL/pxMP2QDqjJTp0JBVmxYrmFfS/Xv4TZH37kkaavyPhXlIsMhl5LbMNzLYOjwI1YJxLd1JmmbL30toz9A7tMRgL9mGaZpwxu1BEOjtEGsBLnirKgy/BCs2vSpIYstFy6SQKIyBQP8ARwSkg+ofgkt3niicdNd/PFF1+Q8VES/uYrf2MM3A0KWQGQQ2Zhjz32EIi0v9iVe1gYOYDt0teXZMBzPIjh+ZQH54C+ZP4Aek1XKBCgG+3ohxve1yRkwnngu67lCZhJqBWh2RgGOJYXXPBRhSZPN0Yuz6ev582bb/cELHMAdsGCHez5K1eusP6iTenTWbNmGljl84hxiW4v/bVWgDJJCdBmol1nz55poC7fwSCDbfrmsjdN2/e5555XiP96Oziql1j/NAGCMGUBW6crWYCLwzvQ6g6Nyz8AtFLepUvfNKYKZaQ+tB8MU4DQp595OiwUkAWT9/zzzwv77rePgY6MT5gRy1QW+hBjnDEEgDtRmV2pJ2VoaJhoYDL39AMLxjFlefPNNwzIfvzxJyxb7UEHHZwlMqozvV5CwgFUSXiGRiug6apVq8UKfyT85Cc/MeD6sMMOlRbpeabFSr1wKG644QZjcDCumF+AsEgSuPYpZQFos/A3GaKUBc3mV15ZrDpRn5XWb52EtsnABdDfa6+9xbSdZaFwixe/bCx02ioF9GCRAywzrgAU6TOAY/qZdqJ9Gfe+BtbXi5Wt/mKcUL40pB8HBuAX6YLIrCzWOFop5urr1mYbNqy3eWthYBrfPOOeu+/UPHjNmMEOtDLfeR4s8CVLXrM+80MI+oq1Z+7cuRq/84xJ4QmyUseNduN7ixe/YuvJ5MmTjX1PmCH35dCEebXzzrtYP+CMv6pDHoDwxsYmky7BSWPcME9g8gPM+HjwdRwgnP6lnEuXvh5amtutbqw3JF4BPGftPVuA/8UXX2zMY+YszDruRRn22Xdv0xB2vWCY0y+//Iq1P3PZJRnoe/qV8pA8jTWK+vBKgdZ89EIa+fFOGXHbnvsntEAGtFofZ9rHHHj5nMQmYB9lH4/2DFmyx7d0wGCirizscshlHWI6Zsc0VqdSA1pH//LoIBLTcdjFvriXEiSit8d884M3t703B5ylIKuvN1sLaM0fvrvd563yTjmCY3HgR9+TY2ONsg889NCDdhD+lHSz+Ru9VTTrP/CBEwd9IfYxJx4wZtxu9TZN7fLhyBtjqdN76TtjHQc+59wm52/2vOuuu9ZsJuYstpodRqJpr3UO+TLmLsAldgc2BSCpE5qQODMtf4Gn2HIcTJstmR0+QcIwH1aAq/uW5EGJ0XE6KFaiKsDXKTOnhZJqJTgSINipvb5fLEoIH4Slt6mMLfgMyhFQoX14Ts20UCGQrV2galWVtEeV4KpcICL6rD0C8CYIjKxXHbCzCGffsL5ZmqXFoVo27YT66jBtyuRQpc/FYw2rGjvDyvUkTtIhtuo1TQmsJuleNbUq9+R2SQsIaBUrc8LEORpCVbKpFV+vsPwqtQ/3KRaDs7OtMcwUI7dOWrP9vRyEi8EKq7QMnVhJZKlNUPoqVcIqgM4iJdoqKu7Sj/w/gbE1NbNjNFQGtOIrwlTFPobVSkIsbFL8MWwlgNd2A1rlSzrQKnvNgVZA3vLymtArxmeXwNA2gZ2CuwXqynEYkDZ+kSSxxACuKNF1ShjW36ukYtJn7RCjtVU2akeX2qNXAHXfqtDas1IMY4HD0rItF0u2oliSEgMCZ+WHQEToVTkpD+OiS2zYPrVjkfaQidK0RXK3W+zXRkBz1aFOfby+vSmsa1oXSi1ETv2liMsXFz4ZXlu6SIB2czhOpIlPXPwJ2bwLLErQ1t4EaAVkZSw50OpjKr9GO/bi+437N1tjHRjL/Hyn9pS3qz3G0gbv9P76drVF/r7jHmgt1BB5o8gWrIyF4MCan244m7EQQxFAo0qhBWwUbA4vy2Els/Z1119vTuz79n9fOP1Dp4cPKJMqNiundm3aEKplRBZZNu6mQYOcBT6ywCIbwpl+DurxLw4tbB8H51x6IDIUOe2KSaAcAHWjBCMFI8aTRWH8w5xyhirPc4fPw5c9bMudVgdsva24F0CmGzYOBvJ9wAFnlEZmkETFs0Q6bgxzH66hDdJyejiqM/qokzv+XMe9+dcTW9G/ADKAYCQz4hX1f7SB65kOyjiYyP1i9vGYbMHBRb6HE40TD1MU4Muf4YAfJ52UhfvHskj8HG1P9R1A0hRtos6udTAzBaFx/NnEAffS/oI5RXImvkv9uS/gGtdSXvoKYLGxqTW0NiusX68G/Q2T9Bvf+Iax+NoE7Jwo4/RUne7h8AOooIvZLOHwNrEzKQ8apQAx6Ym/A3mAGWzMBkQQcq6TZoyn2WJ7AmIw1pHEAJxYK9CqXmzMo5TQCMDVGDoCQQkZWi5gCVCrVe1IRkk/1GADBJCcr+ej2QToCXhLmCL9lG4alJVxTvgyIMmrr75mAB6MQcC8uXO3MyBphx3mWR+uWrXOQEXmHAccMBYPOeQQm1sY8OjKwsSlbv/n/3w17K0w/U6BSoQOk5SK6w877BADW998c4USKT0XHn7kwUFhdMYB9wI8A+jBqKHMAJA777yTZSxnvPI5/1JngDNkRNAN5UXb0u/8C3jM53PmzJVO6CEmHQAoQxgWoBfjBCCOOQl4zLX0BdqiAEHPPPOsgefTJSrP9w877P2WdZfnxuuXWQg9daZ+hFL1y5Ah2QCA5ZFHHCHmyKFKOrGd1oQe0ydFHw8ZCgA3DNqpOsGfKSMH0AzQel8xUAEaKaevT6mj42E3y5Vg7OGHHzW2MGMKQI82may5AeMfwAvj7syzPxQ+qZDteQu2V1KBCTZeSegGswld0Jh4iFP5ZmMWkpDpSAH7sCpxwp2d7k4WbeVzkvaijABxjHUcAUDsm276vSV6QqMXgBunjsQagG6//vWvLdMx7E3GNSxY1hraBlkO2gcG8umnf8gcQaQeUoONdge0rqqsNePvNY3Z2yUTgcbrmwIVGb+w3WCV7qMMqe9XnwHYYuQ/9fTjxvTFaWGNZ0zjSBhTwdb8NmN+kCTkgx/8oAGizz33rMb8CvXXhkEgn7WOMQzT/LTT0KyKmrb0U4vWjeZmtG+jrle5WBUPP/yYQMV7Tc6CEC4ODdkb+qTv1SyQt6l5vV2HxMLxxx9vCdcoGxp59BPjBZCE57AHAQxvt91cA7Lpp1133c3Wm1ROgHWfPgV0Z4x6u3LoMGPGDEvAxRjfc889jXUM6H3NNb+ySBEATtijvkcwHvfccy/N9YNtjLKmc3/mDwA0wDtJ0Sjns88+Z5q7su1NOmGD1m0YiKzbHIZeqOR5vJDl+PGPr7K1ZrbC/M4978O6916D0gGUj4RZlJ9xSr1pX8qEJjDXkuSOwwzmtx8IMj9c6oDn+GFoKuOytYy2bc/Zgi2QAa0W0prZPr4WxuiEmL3YpFoyWwZbcLwmwzIn00XtnHSLkoDKDGs3qsPH3x12LRkD0Or2LHsmaxiHqRwgsqeyH/uBeCr35Ha7O8L5XtwGtL51XP8pzutoZslYnH7mCZrtX/3qV7Pw82qTt/qAkqyS5NMPrD3ahb2M9dZt/PSg18dLWo50vIymLu/Fa0c7DrwdUz/YySjs37BZr7rqKrNN8VcsESbRMjpyYV9l3iIJZdFYHEDLDmQd5GAT3yACXwJfzRYhGif60dieLhsAUQJSCt8HhCUywNitgJbcv0FRX4q6KpGNUkSSQXVche7ZrH1+g8q4Qnt8t4DKUl07o1qMVKWf6lH4OTIAgK2lilzrF1CJXin26cT6eDi6QQe6+F7dnfL1VJ/qihLZqA2WoKlPIOP6tt6wroXvDYRaaavOAIgVcFtdI6Zm3YbQqDWtqblHQKuSBJfWCbQcEHiqSDPZZ4C23Z2yrTasDDMMaK0zoFVUK2OWlgiYLFUyLxi7xUJESwR0FpeI8VkiO6NE4rACWkkGNrFBUmGZHFUkDcUkWNaOYoKqKyyCCr+tDh8NSS7aXO0o2VeByCLyQACRREAxz0UjVmH9gnODiLqhTUCpAd16Xl93swwWga1i1FaL+VpVJj9VCb56xdaVKRpaOhWFJEZrd19r6Ohfq3usFftUXdatQnQL2BXgKjxVDFgiNgXfChivUr+JkyDdVh3uSy6gWJq3tWqjIoG83Ur6vF7kmW75hvU65F7XDqN1faiijICm+nzhy4+LRPS82XgHy/674ILzZdcfIBt+dvRPbO+KjFaAVtoKEgSZHt1uz+8j24DWd3blG+0alZZ2LPvPO1vb0T193AKt7sh4dRys4/1CISnuLLlj5J3u93G2Idc5C9a+Q2IfTuM0uZcuXRKefFwMOm1ASwRwoAV5ijSnjpOTihM8oIULhxugiRBrNhFYVA5CYkQAdPA3Yc5sKlyPE+9aNxjuXkZASmeOpoADQASnWKmhkdbbDZTly5cJmFpvxgtMJIAbbwecBD5fuXKVgTqERc6ZM9tAU5xdwBzAQDZSmH08C/AVoAtmFuUGXAO8wOnk+14fjGvAgyVLltiPh7+yyfHD/ebPn2faS2wcnmXcHXoACN7nX3facfhhSTlTlM8ASwAH2OABBwCyuBcMKoAWkjhRLtoQJhUgDOUBmAGMIVSYdnz55ZfMUX9N4ee0FWA2ocGwmOgv7o/DjoMNuIA4P9fQT7QP9+a7aEDiqKMJyabI59QXBtp+++GkR7AAoAFtREKtvX255wvPLzS21xSBEvvKqYf9AVvzQbECWlRmynvAAe+zupG8hbb43Y3XC2x43oCsY445WkDNScYM5DMAUTRKASOWS+s0iqfrlFZjlfEMS3sfAWx77r2n+r0hvPDi8wZ4NKp/Z4pdd5aYYLsLuKPuq15/M7ygNoL5B0hD0ivqRt8CwAKsAtphQANILFDIe792Q043aX/GhoU1q1y0EyAheomAp4CTfMYmDWDEtYzVE0/8gIEzq1evMeDnmWeesf49SvW/6KKL7IQaMORnP/uZWI6PW2jSP/zvfwj7CwTiOT/8wQ8MEOQgHQbFWWedZf39xBOPhSuu/KH1guVZ1AAAIABJREFUG/1NpnrGMvMKEAcwnjHOnIZNd4bkQeg72pzPCT3+3e9+a+0KoxTGLG0BUA8TDoCM92kPAMSPKykUhuott9xs4BMAJQw/DwOnDemzE5RACvYu7D4AQsoKyApgyNgj4ZPrtwLmMs8pd339JMsk+oSyrLdr3lGWCy+8UM8+0CQFbrjhOns2ByewCBknjwhofunlF63/YCfCLDzyyKPMCfawcF9bGTO0+/3Sw33s0cdtrjC/CR8DCJupPuI7N9xwvQFU1IE2+9SnPiXgfXtrs6eeetIATfqLZzCPdtAYufXW24yNzJwEeCMZFSAnawRrlWeaBwB0IIOycGjC2sa8Z84xl/iXQxT6GTASCQAYNTwX1ioHERde+FHTHWbtYE1zQPA3v/m1/Q2Af7aAOdo9lZyJjGtsu9JAcpc/Cox7RXVhzDAvmSMchjwhti315fAE0JbDApgLzGNAXeqzww47GmDKukkf0q8A9qxv1JtDGcYk/c+a6OWk7XiP8MuPfezjBqTDKo0hezI4LZFcsa3RgJZ3CtylPGvVTqz/tHm11jKcjKeeflIA8RIZqL0GsgLwsnbAzmUuXXPNNcYw5fn0B3OBfYpxydgD+OcAgjHDOKe+HgbM2GBuw4r5xS9+kUkE1Ni6zFyn/xgD6ORyuADQyjrFvKdNOGRB14/2YO2gT2DBwZJm3WVNRk7lkUcetYMansf6t+OOO8uZq7RnUM6Vqgt9eM7Z54RLL73MDiIe1vr1H//xH3YPZCT+x//4vNaL/W1dpsywXW+66cZM8qDeIgRoXw5R6CdezBXWOeRLWKeYx74v+d7rh5wp+Do602vb1eOiBRJGKwcp7BfYdc76N0YrCUVkTxmLB/mOFMx8GytRyPlInZlCjs1GQKuXLQNcLWdKArA6+ArQOlohhBRoZW5yeMlewz7BwZzLz7hMyWBRaLuM+bYpoJXPuG5LsZI21W4O8Hq50vINBwq/jd2+2Vvn+z3/91ic1tF+x0FUIkb+9m//ztZbDts+/vGPy349xmxbrmEeDUZaAcLpPS+vR6V57gbTprRNeCjXhB8Kb7ZR3uMXjBbE8P707/n+xfrGgcgvfvFL2dU/NVuCPmJ/HxBjlNZ3AJW5iz0D8OpAK2uh5TQAcMu0MtmD62S3WOIl/R77PMou4StyPSHirA3Y9OJ+ipUpXVfplVZI57Ra0Vf18pdrtLdXyZgCKF0pW+R12X7dwtZKRLqZUjbBQMIigXxEO1UoaRRAYk+PyiIbAmmAqZBl5HOyjkPE6JNOa78+65O8gCVZQtteYfBtvcpjIRCxTOzOBpVp9oTaMLVaeqJlnWFF19KwQfZFm5ieNZIrKKtoULtUCuycIIZvnZ5dJLKVSDRr3xBYKv1XEbX6xA4t1TWlCrUvL1EyLIBW/V4sRBQGKwBrkRJtFQlsDWKVlleorWq3M/AZhi9EBOwIAGPajcRY6ANEApPAYKID0MItV7tprRZt1YDpfgHZaLQWAUBK03ZAQKbcBCX6ku8n5inrfYnA3s62dZICEAu5R9iFmK8AraWlRDZJX7Zbh/hdIlb1ArQqq1e5iGDlWsfL5P8KiO1plW/QJBkw/bRIk5WkWWUCrivrlURVaOy6xrXGUC5RW1dL85boiAE9v5UxojrVyNZtIkeIiDf1YvKWq997xXh9btEj4fkXn5CP8pJssF3NBzr55JPMPozjirKzK8X1IEZqAbJuvFNtat3ammv3aOen72/vpWVrLG2Q2gXvpbbI12XcA61MFt+sAZYIJfRQThYiWEqAbQASOLCAex7qB/DESTugiIOKDAa+gzEIODJdDu9kfZ9Nf5U2oBcFrnzzW98KzysMd5dddtZpi5hyAlxdn8aAVumIsLF46DHPx0l9XeLOgGJsWjwDJh0GCMBbBC1nG4OO8uEML1z4ogEQHm5K5/AZ38XBw9HGQeTZaUiNg7eAYoQYs5kBOsZw1jmDGo/o7zyjUF9YcQAP+4uhSyIYvg+oRagxmy5l41SStgb8hfUH0EH5YR3tKwYX4AEONy9CLtHOJLQWJiLfc31QB1FZMGHf8a9/7ixb+oA604+wwGB0wgT0ECMWWpxe6gL7jH8xCAgd5tn0G+GwGHSwr3gmIMVPfgLz8Wnr89NPP82yktPmgDEAYDjaXAt4AYBM6DVtwb0B3wAA9ttvf3P658+fZxscZYRRBaAHcOfOhDsahEmzUVIOyko/ABCRkAXGJQ48BgZA2soVq03bZp7ufaBAMpL6/FSZ3OlHxg9tFcGJD1i5CbX/9nf+TSDkvTYGAJgA9QhBBmwACAR8fuGFFy3kBBCd8ONehZSsEPD6rFhzPOPQ9x8WdhdY+MQTT1rSApJrzRA79TyFUQOmbCew8ZG77wsPS2ONMWMMXc2L7QVcwX59VeHBgCK0O236QYEnB+vfMhlA3TIMYK/SVoxRfgfMBWADJInh7nMsfJz6LF3yhkLdlxkYc4ESE2GQ05a/ufY34S4xEwHxAOP+5//8Xxb6C3BOmQHMGB9/8zd/Y2w7nvUtzdObBTCi13rKKadaUhzCTxjz3/7Ot9Tfz9j8ol332GNPbei7GZuQAwjAUMYShiN6YvQ5YCvPgZ0IiIQDAMAGcxF2HC8OBPgu/8LwhY3H9wFWyeIKgAXgxgvgdqeddjRglLkDgEN5CLeGCcicAcyB9QeLGfCJpCKMNcY8Ywogt6Fhqoy7TgMUnQn5mc981sLnqxRaxRi4WwDSDgL8OWAAhLz55hsFxN2WJd2qsXudd9559jzGvxkvnBTrh3blwOPHV/1UQNR9Yj4vM6Bsn7330f24fppdD2B2jw4QWM9OUWIlwK05c2caS5rPaDva7Mwzz1KbHWHr57XXXqs63WrsYOYGbFM03OgTACyXC0mZgawPnHQDCL700ssWlvrkkzE0kXb+5Ccvtjoyru65526Tcbjpppu0Xs4zfcBDDz3M5jJjBEY0jNerr/6lzV1AczIi03YOArAm4CygF7xixRpjUJNojbZhTJBMasGCeTbnbrvtjvCo1j7WDBKvHXzIgXru7HD55Zcb2M24ZnySFIZyUEfmAeOCdY760hesXYwNnFPG/3XXXWd9D6jInOWgAZAb/WFjjNtJPjrdfRrXz4cbVd9HBURykDFP4e4Au/QV1/Le/fc/qAOc+zTGVxjYCdDKYQRjlLWQ9YmxzZgE4ATgZT788pdXq90fszHLIdeHFNFBech8S9k9igDQm8R6ZJt2xhKHCRyc8MPv9PHeGkP0DYddjCnak70EuRTWNfp49933MGkDpCh4LvvoVVddaWOXe3NQwDW7776naaIBdN+gtfWpJ582x+Sccz4cPqsEPIDMfOc///M/w5Klr9lY+bu//UrYWe3NuGSe8Ez2CMYHcwGQl/ZnnaFd2Csd7IaZxXhhf3ej3Q17xgzzJgXr38uG4nu2bhnQiiPHQaD3qx8qmF2jOQXQYH2fxeGPJdR+tG24pYFW0NR8MixLODIGoNVtVZeycnvI9dk9yom/HVxz0DStVyHQ0BlLPGMb0PrWUTNegFb2A6IDYLTiY3HQxt7KHs+66eSQKHWTEVoyH8fBV/qX6xgT8TAe4Cj+7uSYNBpxtHPovXL9WEEM2hI7xg+OsGGwXUkeShRQjDwqinrKhKRrkSgXIMkhO4ArhAueze9liqZBAsBtRz7j4MkTY8Fu5Tp005Gv4pncH4IE95wgH2CqDpp7lfCqCwKHtEEBWSdon26Q/VErIBVGK77Yevkob6yTvwQrVBIFU2oUbaiwfJbgMq3FYHAwZmF8AjY26N5T5McS2k/UD8Bur5iWnR1toV1apwC0qpSAViUIVhh8h0BGEj0BtM5SGSZLwqCyTFzOnlUCYZWzQEzOUCLpoGIxfUt1iCxbqUGarJWVEFjWykd+U7/TEujGKqK0SMnESki8JRBV2rBlxQJaAQklGTBQ3KF7SH7AwFYxUGGUls81f6hU4OkM2UrxwL3fIhghPBEpSDQZybLomwoBumUCoweU6ErsFjFIdR8OJSx6VgA59dW/HXqrUx3ZZZ+pCvq3vVXyY+2NYaC7VUBruSIeibzUYZiYqm1dA6FZQHRbn7RWB6RrW9kThH1bYqtSJQLrErO3s7kztDej5S8ij7QBhE+H0lr5etJeXbrijdAnELZEUgUVYtZqBFhyLuGuYQB5MMnNIQHRLp90kjRcJa5gjNYXFz8Znl+kH/lSc4QxHHHk4Vo7LjT7MI5V1V2MZfYroNWYEGt0QKv1zjCHelt6XRjL/NxaZdvSdR3ufmNpA7/Xe60t8m00boFWCuoGl4fc45Q99NDDFt5PyAObBs4cIBYTFCARhgrXA1zBPIRpRaguIaAweNjIYboAtOHEHiOj4BCBEzAXCCPH4fqn//tP4SEBTlO0KXAdJ2Vt2hhwgnlmrRYPgBBAJzT3cJhh7MCWgYkTGZJTjWWE8woIyLMI3yUjJ44iACPACYzTKm0kDrbyDBw9wkzPPfdcYxvBjnWNI9oFEAKgFOcdcIONCUAG8AGHmmcDeJGhG+eRjRVAi88oL8/A6SfsB7AOYwenm3ZxXUlARRxJQEKYYziksJsAnF57bYklpeEavgsY6yed1AtGFM7xcccdb8w3D1mm7d3oYmLRZjAH+ReAgrri0PNcWGVcSxsDBHD99773PWtLFmLaBmATMIC2gXH6b//2bwZyAQqi2UdbMzZoZ4AMWGXcE6CD7wG80VcANb/73e+s3bnew2wpNxqhN954o35uMsd9//33E5hzoTnYACgApZQJYwbgCZAQgBCnnvAcNhLaG/B83rwFYacddzG2GGUATL3iih8ZeAUwSv/RXkcccZgAh/qwXuGzl1/+z+qnW61Nzj///PDpT3/awAjC8gGQaD+AFRITAVbQVy8vfCncKtAG4HlXgVvH6L6n6sQQcJw2ggmG4XDmWWeHY8QynCdA/6ffv0JA64M2r2Ae8v6B6vPXNR/u1hi6Vu1HvxISDOB7gkCI+skNAlojKxmQl37h+z//+X9be9LWjPkPf/gcYxtilDz91DMC365T1sl7w8c/dpGFmdHvMAJhHb6qkG3a/0tf+iubP9Tzpz/9iTHYuP9f/dVfGfDDOP2emGt/UGIm+vskAVuXXnKp+m8nC2+/5tdXG5gDEE67MBYAY+knxvy1AnYJu4YxCcMRtilMyCuvvMKAIQA6ALPTTz9d7LZDLKQath1jlRB5wF/mDOxjmI2A34A0jAdnXlNODgRwOpj/zBE0P2H7kgSNtYT2RDcUEIq147bbbrfPjz/+BLXNCQby6dw7rF6zLjyk/rlbwCJgOHU98YMnCiSfqbXgeY3BxQYmUw5A7yVLXxGodJeBToR2wqBk7DDGkG5gbWVMRU3eDjv4+cY3/j08IIAOpsCHBV4BAAMiligMCiMLIPCuu+8SwPeIAZUXXvgxjes6k2n49re/bUY169bnP/95G4eMCdqL7/3619fY8wCc//zP/9zmNUB0ynDhd3cK6G/6AWCZdmUdZc4xJy+99FIDxjlUA2il3ZjDrMnMA9qOecwL4A3gn/4GaIX1+alPXWbtyvikDxi/3Au2+V133heuFzuWAzeAYZivrGPz5s22+j300KMC928JL4m1jTbvoZKs2GGH7cLXvvbPtk4A5CMHwQk9rEgOyji0+vGPf2JJQ9iDIrh+rvU9B2q8CHdnTHDA5KA4azWh+5YcTUkOemRk01/U51vf+qbNe9YV1qMjjjhc99vVHBEkWJ5++nmxun+g9n/YxiDjG+CXNYH2on0Zu4DvkdFaaWWDDUq7wzIHvEV2gDlKGD37FnsR/cCBHCxi9PnYB1ifYf6ecsrJAnY/aNIvrFOMAcYrURUAxxwIcS2HdJQDQBUHnbp+5jOfsXsz/tGP40CCecOaiJRCVaUSTcgh4ef//vM/2xoD+576fe5zn7PvMm+Zm49r3S4V6+Uf//ff61C0ztZhQH/u6YnWSD4I65p1BVsBEJb9g4MO5i7r3Pvff7iN6TT5JP3lms2uQ7m1jNltz9nCLaD5Iu6Phdt7dmOYWCn448mwBp0CQxpGn9l9tCUfE9BqNVGlClFUeS/DitFoHayPfPLRMlpTp8rBnEKJMNM6pKCpf38458y/t6UcsJEwWvNOX/5wZbT993ZdPxw4nZZ/tO022uspQ/Qj7gr//u/fNBuMRDbsiewrUWM/Jh1k/3L2Kt+z5IYCaWMoevlgM7lNQllcSgh7oFAejrerbcfrfUcLYvj1Pjcd2Ib4Q3QQeyE+DaCkHxb2aU1DOoDIEF6wVj1iA+APiU0SYzkpBzDVmOvIS8nm9Ig2GKWAn9afsDL1b7XGBhJms2TTbxDhZL2A+fVt0oaV/YIvMqFKbFEBoWUKe6esbQJhV7YoWlMpd7Xhh5mTZoYagY1mI8LmRFNb4J1Jm8HIlf0yYUKdgFyRrkQUqZaMG8mH22SntElCyZiRgMTSMe0aEJOzlzB/gb/yvadLE3VylaITBaJ2lyk8XuzQvv6K0KxkUZ29AmelUTpdpIoZM6dINhBd2EbZkqu0BbRZ1OCaNWLMCmitEchaVzkp1AjIrBS7s0jRRII8BU6KCVoitqjA1qJSAa8ldfp9rmw5pNeC2TjYS9huK1etUNRau9kuSCTA3mX8l1cIA6gQWYWEoAKuiwVyl+sL5RxgoHurG3WqbdrVh1JMCD0s6GqnIkkLtLWK0dq+QUBrmzRaAZhrtODXKuxfxCrpDDR1C0QV0Npd1CXWqbCA2goDWksERncrKVi/5AX6pJ/bibwA9ZEUwkCFyGLtiqxasjD0rGsJxW3SgFWisTJFhJWqLCWg0GIo90kGoZ1DzL6iMGXCNAGxZQa0vrpMmt6LnzN7DXLQXoq6/MIXPm9EEfZeAGaSGgOx2rZlgGlJ9tfIZml6YDeyb4z9qtHOT5402jV37KXbOt8cSxvk99ytU9Kt/5RxC7SyqKPHxkK0XOG6DzzwULhXjhCgIY4SjiGadAA7zESARBzsowQGkmkdgBVwLYYetpuDT9gCmwoGwloxktDeg1l4zNFHmXPMor1QINXlX7/cEqxMmjTFQNgD5BhjlxJyDYNz4aIX9XsEE3FgYS8BVPCda675tYE3GBI4mgC4GOr7ijm06y67iQE2x5iFTyoMmNd0bT449DiPzXL4Ydvg9JHJ7/wLzrXTYdg3bGK82PgABzBsYPThHPIsnHaYdzjGML1gTt533z3hNjELr1fI74477hROEtAKQAJ4+ooSuFx5xZUCvO4LdZmG4rHHHasNs8Y2x9Wr1hjTcqHYZPVi/wJ2niegb67AjBXLV+q7P7SN2Jm3sHgpB87vY2JEEep6wgnHh4s/8UmFF883QIDTTwwuTqvYsAGBr7rqx0rY8rr1KSzUBfMXWB89JAYcbb6TQMl5YqqRRR7gGLAd8AzQkfoAALMRMQ5+dOVVqu+txlwlhPhDAskOOvjAcPdd9yj7+A3hgQfvV91rpa94mIDC480YLNGm+oQAWAxGmK/9Og3ca5+9w1lywheIeQWzkbB2mMp7Csg6XIAGmoD01+sCzQAK6PcVAhsAnk7TM/eSzh/t8BOBKzj2bBqAEEcfeXQ4SIxVmNCTdDpaISPnO9/5ngGCAIoABoQM77DDfGNFY8T8y+VfMwAHZuxFYrN+XpsRSWso049/clVYL/YsY+gyhXEfKLAdSYA1ah8yAF/zq2vCzgKcDj74IBt/DwhA+K7AaiQyCIMBFAawmjVzdvh3acU+r3Zj8T9R7Xq03t9Z43KD7v+05hJ6Tq8sfkUaRRMsPOxshetOmjpRp9yRCc24xIgD0IAVR3s6oA3oBPjMyevrS5cZmPGk7nm8ACwYxPPnb29Jjq6++lf2jKM15r/4xS8aixCJC0AokjCh9fSXf/m/rM+RQrj8Xy8PN6qdYR0DiF72qU8LvJsq2Y+lYvz9zsYXICNAKmw+xnBkSy8xsIr1AdAVYBkAkrb4geQIAOY5cOE9NMcAohjnNi41J/gcMBngHeYmWc8BhVmbAIgAFnlxMHHppZdYO3CAwLMB8zj4ASiD3YoO9IUXXhBmac5eJbD5fhnBAFef/OQlFkqzt9Y1Tr5Zw1YLbOSQhbHOeEL2ABY/icFWCRhDVgB9UQ6Z1q5dbYx5ygrACNBKm1In6uKazhg1AJmslz/72c/FXn7N1iiAVtoUdnNkl/QagAw7FU1Q2vMSgb2lyhpL8sB/+8bXbRzw3VNOPtX+5XuLdPACuI4kAuv0XAF2F0n4/ojDj7J2IREb7ULWVctsm2l8rRYwhwQF/bdKgOIircvP6bBsqebJ4QK/6LMPavw+IhCPOlI2K7c0Wo9XHbk3wAnjETCW8YvswF577Rkuu+wy2yuczcu6z3yGpfmHP+hev/+DjZEjNR4A6SOoK/1QtdUbGo+vCwylXLtaIrMZWtvqwz/90/9nwCOHEewHsKsB5wG9MUD88IE6MX5pu8hoVUIItdMvfvFzO5gBAOVwjzB/DsYYe8YK017YnUmd/PaG3wrY/Zrpo3Gw+Lk//5xpiwJiWrSE5uGri5eE7//gP2x/gEFMewH8AojTVgC6gOEwaxlH1B/AHZAVBj/SGoDSxx57jM119qhoAMcEg4DOHPIAtDJHiX44+aST7TkYy0XotylcDz3ZxWpXxj2OGWMeQJc9DkCVw0m04FiL/+pLX7ZxdtddsJRvsj2WA0SA1hMF9rJ+WJoE7Qtf//rXNcdvtL2AsfqFL3zBDHbYuN///g9tD+AA8+/+/itWN/bc66+/ztZRQHgA+Ti+Y5sBHHMQxwEkB5jsRxzcMlYAXdPEbSlLiL6Ne1rU8BzNayyG6WifMZry/L94rUnfMK5xWGWX8MJOMYfemFyxb3nZoRCunpjl45bR6kCreXK5Hs2AVqtjBrQCtxaNEmilHfIsRJd7webl0MoPzVLmYp7Jmh6ypQ6XA5xbcjxuDmj1MGhrtmwebwNah+8B2hN7nwgJ9gDWW+xVbFi3tfibl0dBRB1wMqlL91N7LjYh6286LjzHBPsMv9MvfH9LMZu35Jjamvca7V6RSjC4nUObcuCJfYqtQlQVUWr40rRvj5iSsFphruLbscezNwOs4q/Rf6yNvIfvDaO1R+xPB1rpRw7pAUD5l7/5nLIDqk8TcxPbZp32/mbZKC2SaJlEIk35QyZfonD3IiX8rBOhoUiJlBqVlKqlX1IuYqPOmiYyj0BSANwItBJerrU5U6Tuh8SjRbmqstx8zVodCHcLHOyVTF6PEj1VkfNDfm9Z9USTDmgRwbRXIe7VWtunVleIMVsW6oQvdyu8v19gZP+AEmuuUIJeJcXqEj1zphKfzp4zQ2UVZ1NgbH9/o4BHZPsgKpSG6vI6gayKKqxUrg6AVskH9ClRVy8AZr+k2IKSfRUph0ZplxihDaGiZpewQXMBGb9ZIg/gd+MXY88gXVMj8JeEtgCwcS8C/JXcntpWjSpAU/kEpG1bLdumRKCszuHFZlUiMV3bqXYfkM/ZqUq2r1d+j45GfUfybUU9xgquVFn7i2pCu3RVGxXGv0EAbFuf2knJuiZUKr+DbLbSfsl4iB7bqfrXVgjHUG4NJA06+sUQ7lc9qmQzdW0IS1e+FspJbiZ0t09M5X7ljOhVHw4I1O5WOZoBxInHgiQxRWQVSTcMSD/2tRUvidUqoFWRaoDK8+fPC1/+8peMABUJWey72Hr0MxKPJN9i143SM/n1PH8w5/tPGgn8ds7X0c7PdJ95O8u1Ne89ljZI9/2tWdat/axxC7QCeGmOaoEPBj7CCELLkhCVk+SE4mASdgkrhuzNgJEwwEi40iiWC4w+2Fw4bjAHcdZgEiIZ8NJLi+xUD9Yki9yhcnwJ1QSAXLToJXNGAYKm6f6w/tCAw1nD+YQ5+atrfimH7lHbnHCGCecGaIHNSdjpU089beHJgBQWLqmQ/vcdcJDCGyYZQMpGh2FyjJxYgOHDBdYgJI4z+juV6R6BVGjwfeiMUw1sOfbY42xxwbj1010M23/8x38wkC4ytXYVAHFEOEfswe23m2ebCE49rNXvfe+7Br4CCsPsg/kFIPM1sYJu/uPN2kDmGEB48ScvNjCaozVCuAF+rhXQ2CqAApDqCwJqCAltUfveLgAXTR4A7Lmw9dQ+sH5/IKPrdwK51sihpdz/P3vvAahnWd7/P2fvk5OdQJhBkCUgdeK2CgoKaAVHtdZZ27q1rb8u///+WlvrFqqtdrgH4oCq2KKIMkRElsgQAiRkkHWSs/f5fT7X/d7h4e3JOG9CjGlePCY57zPufV/39/pe3+uNgF8e0u2r8seN+7/+63txKE7yBfPj8Cv7zw1ZAFEDS2PMg44Hc7X1ZBvdg8alyU9s+5NPPjF0cgXbLrro6wEiXA3jWYPvbJiGz3jG04JRdeml34628BAgEPK8550R4ISAsOwtAbf3v//9oRlzEN5Lx4NlcQwZii6w8jgAhCfCbhQoaaS+6wGzvg0IegOs4rtgtZ5txlXaV7BBwEJwR6BfaQp1R8+lPKc96bQwWvxR2uLDH/5olPkeAEbBtddxsJ+LoeBYNGPl3//9+wMkvmcF3//+a4t3vvOdIY3wrUu+CQPxg1HWJwEcv/mP3xLAjR5qgVgBXgFNNzBDZxWDv+KKHwaQuIIxrOFj8i3rIoj094wF696D4SsjQXDB3zvOnF8XX3xxhP8KhL2a5E/nw4RbvAgxeACJrMPr2JY1e/HFXw8msKCe7FR/nHcCJY6lewFC1ToV/E8ZwTujXF/96teKe2mvp+Ew+ENCgZejfxlA62f+LUAQN2Dr7xzXO/43f/M3AZ64JgimvulNfxhyECtgxTovrrjiBzFn7UsdDDpj/OgsEUz63Oc+HyHtsiuts6DTBRd8PJjCAkKuGQJist7ygSCH93/hC5+P+a2epgC78991SmauBqzGq+PzLW95awBu1l8mx0aYqbfc8otgzfdRNhmTL8eh0sPaYPjSPUROAAAgAElEQVS5Hl4N2j/7s/fE3DchVNInSprAfmwH5UJSyHtLMPHV6JW17zwR8B4ic6z1zOH8hnO/+93vjj7Jye1yWKfXJFboZWjo9sc4P+fsc4LJmUL6NW6mWS+/E2NVXbbnAaq9AYbsJMbb5Zf/V/HBD3wgyrIU4FF2omFiwXAmDDxnotdoPBR24AuYB096wpNiDddw8iAwgsFpWJrAXGaU5Wy36hfffKNM6K+HA2M+IWIaZG9+81vCAaLUg2VyLRL0VqP26KOPinaTbe5hUDa8DipZyrLd7eusI5jbwTXgmyRClLGswauDILPbXf9d7+3DDKyVWSNpLH4zJGpkq77tbW+LeZEZoIbq+b3jzvH2x3/85pibOl1c02Vz57B9+0eGquwg56efzARK69zXAti1T2Vcvutd74p9xmscE0muZhVz6p8DyHS9EywWtHSMuf8IdnqPDjpBRdda+0ugVxDWeupI9B5D8507efzZX75HoFUG7KpVa8JZIyP18YC5OsuS3A/JGkiWcN99D8QzdV5sYK5uYS11PVWC4pfo95pkwrX2L//yLyM6w0Oga7btLFP9DKRUdIT6cWzIBLnwwgtjLK7C8SDQanubcPD6668rPvLRjwPM3xlJE//8L94T+mw3oGWrxrDzWrkUAXnB7DJoqnyNa4Zrkc5Yx9Nf//VfhwMz190yZOM9M7D8XTXjdVcMuVoM0wNA66607K5fE0ArYzlrsMoG1bGll9c/DFHNII+/F3xNx70dM1Jy32YwsZYD384Yrdur5XYVV0tAq96KpNmagNbZfnJYt2XMkl46AWW+6+TKEVo5FNz6l9ugun18fxlg3dPjfGdAa/n730Sgtbr/Ztt+s70+g+3aZToJtct1YumYVKrG6KHslHOf1V5RUkvnWtbN91xQTjjovpJZaFlGwH+XZYVmO04fyet3tH7Ptj2ry1n97JkcATuqW153MiiVpQNWrVoZ+qxKPhhtJNCak24Om8UeENO5mwHTYB2XJAEyO1Wg1WuUW/EdXufHNTLYrJUogWC08sl5MHT4bzZvA/vwGPbZfKIve7DnJgXn/AGYbcYOVLpgnIVJRqth6PPmIglAqL9IMCtJciexeDWiK2tiwsGBvpAoUPNUe6YTBi1xCZQNJxpuJc+njZJCZLQWbUgHWEeTZU0XXY3TxVwe3c6fhsY3ASw2wk69c8U6zngDRO2R6InIrXkLeoqDls0p2rqUS4AFOkRSZJNk1gHsAuB2d8xDigDWK0Bmc10L341gRw3yQy6WyT5sogEWuZGivnVO0dL9qGIT5+ghbJkFCxcjidRG2Un8uplEVGi1zpnTwQ+EMkDnEc4DA6NoqY7Q5oDfDWAaXYCTnfRLJ8ByUyttRVv2890om9O4WuJIBIwPDBcjsE1HBjejY2ueDCJUOZcYGVQgbzA2yXkMUdd+gNsh6jE6NVZ00Kg9AJz1AK1jAKgDW4aLOeZe6WijT2DMTvSh6dqLwTMZ0gEPblpXdE63FJ1wVcc5c4ySMGuYP8dk1zI2tso6pr8aaPsl85fCmKXu6Nfe/+CK4o4Vt4U9bL95fvrTP/2TOIcJsurryj9xXgZUnwp91gNA6yO5pu3Os2uxZ/P7dne93J1y741791mg1QzQZre286677trQTV1JSLCHprMBQGSiLgdclV3k4czF9dDDDgEo6uZAdWmASk5iD9YerAwLFrTzQGm4vgDLl9Ht20iY5VyyZhv2LRjpAVQtUA+AhwEgetg1vFLvisDYhg29xZe+/PkI5/YwnkPyPbj770984p+CPaPnVrBKgMfQy1YWNzNZf4UDt14cE6u8FmDN79VtNZGNTDUPr98DgJRh9rjHnRpZ6GVHufnlcMV8qHsfYI1sRwEutfae+xwSAgE4HX7YEbHhyZzz4GjotSw2ASrDIQV+DEv/MCzGH1zx/eIwwlNfAJv0lSTY0cAJbzUbnqCxAMAWrn0GBpRAjQwtN9J1ADomSbJMShXo/ZQF9lkE1gX4vEYA+eUwT5/05CcR4pz0XaNfOSyrrSdopVagrFrb/cgjjghNP1lcasoK4AokqsOjVqMGnYxC29kwaBmZ6kBaZrV7BTe/DRPqSoAXARf1BQXC7A+BJIFaQ3lTePGzABmOD3aUIt+Cc+99718FoNdB2MlrXvOaYHz9E/15CwCamoyH0G4CfJGojDV/tMLQEtjYBPhp8jQ3CoEW66YG0k08T71T3/ksmJqPOeG40Fr0vQLkF1xwQQDOsul+X6D1ta8NwMDM2hpHfytTDoAm5BAo0zve/o7IyG1dPvKRD8eYdXy/8Y1/EGHGKanQVIUBuRHgXM9od4DRhldfeOEnAuQU2BaczCHWSgrIGrU/jzlaBuaC0OoVcLCcMr4ED+2TszCiHdOHHbYsvNv5sGUbCrDap0pbnHUWwHMllHgbgzI85XiJAdYEoQRfNdYEhb7xDYGqjQFu/REsPUFT9T+/8MXPhYFuewjGOI4FzP/2b/82QsIFbGzzd7zjHQFc2VaC6gJbjhXnj890jji2dYII5JhkyzXCg4HMVPVxdV4ItDrHZLPJAnXM54OjYJzPFugRILYsL0NrVkkNHS2yOxxrGrAyCd/znvdsSwrnofPBdetDY/Mf//H90bYy1gXCbJ+///v3hVaxffgXf/GXodWrXEEjBpjMfutvXxjCLYPQj4dcgSmBZeeg8h+yhAUsBTidE4LNOkj+/M//PJwf5UzQlsk2UF/0e9+7PJIIJGb82XFoClYC81XA/bLLvhdJogSSbU8Z1nXN9YTbfz/WElkDhx9+RDiQ1HW1rQXVBocwVgHu5gEmLzt0Gevib8V6IJBvncwqqsdahoL3bNy0IQwrx6j1NbS/d+PWmNe2rcnIDj/i8AD8HS86rb5DWL4hWOqmPv3pT425MAozQJ1e1yOBTusqq9P+cs441l078th07n/+858LJ5zrkf2icyrruebwx/KBMB9k/u7v/i5AfwFEnTxvf/vbK0n3kqaZ77effIfg6R/+4R/Fui+j1ee6tikdINAugG85X/3q349xmbV0bUOjJb72tYsDaJW5IXtUUN5Dq+PG9vMaQX/3MdchmZuug+qcfvSjHwnWpm0hi9SxksMD872CkdZLoNHnCgy7zmTdyqyrZ32Nqrj//gdC0uFtb317RH/Yt46ZtevWBKNZhqrOTaM7ZLTo6PP5OgLd69pZBwR83/nOdzF3V0Yf/BJ2uM4h20DpDp1IAXTBqtA59nHWzcvo8wc53J/3kvMCaHU+Oq91ljhP2wi9+z//5z3BbHUvtLzOBevjni7QWmZQ6RST6f4hxrK/d220bW3jnLDF8ZL33zKzohZDsRbDtJb37A1Dcl95Ry1tGvcwHneVj1wGMcrgYG4Dv88SKPnvWbt0X2mn3S1HduoImrn+6uRzzmnzahtkZ152ENke2Vm1u+/e2f2zHQO5P6sPfeW59uuad7Oty87aZk9/f/fdd4eTU+ed/e/6roPWiDNtEddL7RD3RddXHdF+lO7RVnbdz4xX96QskZbX1gy8zrbctfTXbNs6z+3qd9XqMNieMyDv/7ZB2WFR/d58f7nNypq3Xm8ffeQjH4kII52f9o/tbwRdP3JzQ9iQLTJYBbsqcipGHTVyHhGsbKkkBtTxPyETSk5piWEYyaUrhAAPOZbdf0ciLM4h/mgTRoJk7vOs45ksbCqTIPGfkkh+r9yA5WrFrpR1JaDaTtk6iUo0BH5wK+AhIF4TZ2ejupQxa+MeZQPaCH+f6iYxcFtT0U34/Uj/UDECe3OQ5E9NXQuK1rmLi0YlEkjoNDnK2aZuGEB2rABLxE5dTJmWFrffuQY7cJjyk6CTiEq5mUc+6qCiZyE6p+2QHUY3hSJBT7P5Puaz5i0gQdbCok2gFiHTcdbGcSQQJoa4d6SvmBoFaJ0Yge1J2ToWAnDCEp4isVRHD/fwTHkUQ1tJFjYGuEmfYM80IBnQS7nXD04Wa/ppI85NHWxUB2Mjzmkh2RT2dyv6ssPjw5CbeovxJgBJwvVllDaCcTdxX2/vWhi8JD2bHoBJixYt7N1mGKr19YrMEt5P0iuKipYreAtlbIKF296BLBwatxt7uaetrmjlp60d4HtsC9Glm4s6+mMYCYCtMGa7kRnoAmieNtIJG3WAOg+AlQzx0NFxnfJJX7WjjWiHrrkQJRYWqzc9gHTALyMyUyeM40DpAM8cPXO70/4JkG80cEqK5Ud5n13dpdMds53Ts11nqveMWu/fH+7bnbauZb3+TWqzfRZoNcOyE9SVzMPiBRdcGCDEMBp1p6D7KNPGA6tMsVYOUm5A3QAzZiH8yEc+HuGisruSvtsLIqGTxp/eEkNIDUH/0pe/RFjrzUHV90CXM94ZqnwHh8AjAA00GATtDP82EYmGpYxW2TSCP+o0alx6v5vDxz/+sWAFucEJtHhQl301hUaJHkQPum52YxzkDPM/nsOvoIwbnod7r7Gea9auDkD0t3/72cHuc6PyoOv780FPdpLArNfbFi9Ex05wK2kwFhi/t0cIt0CroIWAp+wfD9Ayiz720Y8G0LoUFsK5L5K999rwIk1XmBuf/vS/RjjresCqZwOsvPe97w1gbIgNeeWK+4ItJqiVE7rIGBPwuQVwwzBbD/GCFc9GksCDsmBfPoAY1mHIsm1oCKiaiH6XE1VZRsESD7uHHX5Y6NYIXKpnKlvzDa9/QwCt6qzaNwKtag4JQP4QIEGw4wW0hYCK4cPfJ4z8YnQi3dQ9ZD8DuQjvdYIPD4+GduZf/MWfh3yAn9+jPx8LMCfYbNb0fsAtQ0lNEBWsYgD/OsaS/azMg6HPMomPO/64YKP94AdX0HZfKm7lgH8UzLE3A9idTNjyoYAM6pQLFuggELDTSJWlK3D0WvQnly5J4ugCkP8XMNE+NpRaFq+Aqv3xXQCnf/7kJ5BlOJIw7KcGKCgDzfEdIT68JAFI2jNJVF0AVAatGq1L0ceU6ek9jlsBE/vNe0+DZWm7Jw3PkWAbanxpJOmRdi7Zdnpc1XNy7ArOyFiT0SrzUMDI8e/cE9CITKXUuRWwxTI6Pm07f+cCbTvL3NXZIOvyrQAnhtPY11/+yhciA7ngbBloNXxYoNXx/xLAFoFWAWLZfIaT224CcTLtBBgzo1UGtfP/35CasL99nyxkQVM1YB3DeuDfgByDgJmAcGY9ZtabrHeNQO/RGXM4Y1Tt4gsvvCDATUEwgWwB020aWMwJgVYZrc5d54tMcVnmgp8fBji/h4OLILvlsFwCrTp56kgK4Md21OFjlngN0h8zHxz3ziOdFDqWlIrw+xWMKSUZPOi4xvzZn/1ZAKSZnZsPmK5HgpFfu+jiYJ3ISnzxi86N8PomPOfOVaULbNPLAZl/DEtSvU/r10aIk4xRx7HsZoE5f38our8aSa7XhqEJFCvbIWN60eIFsW7LiO+nDRyrHaxvAqgm95O9rT62bevYNSphfGSiuII5JVgpi9VxaLvbto6Zr5KMq4O28vDmmn8S8h/wE2DaXBXltk8F+gyFPxu2ru2Uw+tcA9w/dA6YNEt2jpqwSj+cgQ6u47ec9EjQLbGJHwppFPTPoek6VRw3rrmZKepznX8CoK7Vjq3E9E+AtN+71loG+0dwz/mZAWHLmDWQnV8C9Y4x98G3ve3twQ52DPkRfNcx9c///MkAje0P21KgVRa8jgTLL+DoeDAZYr7X+W79fJ/Pt3wC2FkaxrUvh3XKEHUerFz5ANccTuj/n8ba4H6glI5rgKC8+7cyAGrTmljSw7XP0Gkm07iOtj+Otnj3u/8k2t0kW2qsKlkj+1jWt9Eo2gKuF5b9QziGvsM824RMxkvREnbuW0bXn0984pPFbb/8Raw17/6Td4akgoDAZz/7uYiekHFt4i33Sts+g6fOA51e1sk5aF1sWx1uORFYBqUzq7esnT5bw68Ww3R/N0hn24bV19fSprN9564CrRkgyTqTjp396eN65FrhGqtUkU5W1xntKx2hKcFLAlv8Mzu0Huk2mO0YOAC01tYjtpt7jdF32rCCJkZc6NTVqa22tXaUmuGGrMt41R7TKWeEhY5tz1yZvVoGWi1RtUNzNqXcG+vk9saN5dzd95fHcF5Hsp0yk3On3DYZaA1JpkoEjnaI//Zs+gEkt7R/tR+1e5ynkgm08wXKkn0uOJYiZPIe2cx1Rp/IcNUR7qeBM10drFLPe7negrRlqQfZr54TtKNNWJmZsD5bDVLtMok5ShF45nEM6WB37LinawNPGi7P+tlDOXu6YJUCQI4Rql4PaUVW61bOUjrs27heWbS2LkLuYZ62t8Nw5ewy0NtPNB2EkUGSrbX1FM3dC9ER1TGNLTe6BT4m4GLjFAmbYK72LKI9FoEfwJIFhJwzl1wrWzYVfQNbsHcBatsIbW8dRRt1NM5Fc9uXYS/I+GyjzOIRvL+1E4kDpC+w1yeG+2ChkmgKtmwHICjhkMVgQ1sxAFN2jMRczZSnBbuqVSYpgGyrQGtHM3qwALYtgLzDY8W6gYli1Vb6AhCTmhUHUcduEmm1c09bOzqo/H4182ucf08S1ah0QHtda9Gt1mz/+mIIgHQKrdgmTMSmVurgGRaNWgRwiWKbLLZsGuJssoUEWOM8tx6JBHIHkNxqKwxVBGHpaOoy3c+ZdSPO6g1o0kLIAtMYRwO2C5ZqZ3s3rFXkPpQvAIMZxO5Xq3ccBvIEkhCTMGfruaedfuum/9ZvfbC4e+U9EaU8yNlacsEf//EfRVTyYuTfMk4QdjdAq9FpjrkDQOtsVsHar52Ng2u2++1Mpdrd9bL2mu6dO/dZoFVNOgEppQM8fP7Hf3w2DDoPkIYVCFAKtLmhp0Q7RbDrDE2WlSZLsrd3K+HWr8bwM6nUY4Ih50cA99ZbfxGZstUX3Mjh7nwyh59A+KKA5r8DtN6FhICGgiGGatS5GSWB5qK45NJvAaZ8J5htGpteJ3NNQ1LASgDS62VdGtoZGbDrGgMsUltPrcEBwEr1F2WmjcLwy4dX2ZGG4AqMtKEdI2jy2te+Jq7TIPHAl0XH9Ux6eBcIzGxVdS9lH/m5G73FH135o+JTZIZWW1MARfaP7DuBSUHh/ybst2f+PCQHzoswZ0XPBecg0XEI/iQM1c8Fk/i5sP4Mrfcg/sCq1cW1ADMy4ayrnmtDnD2Uq1Op53oAtp71FmQ2S71AgBttgEY8X2arAJ8AnVqZAgL3wYjV863WpBPPsCKBhPPO+51guJooyHb/KZqoapk+DxDk1FNPiUOxLK5vfvPSALlMGPSS815SnIVWpKBGDqP/whcN9+6JbPey9sz0rkFgmz5AePxf/9VfhabhMHV8BSCOY0tQQ8BKYFygU2aYRkkHeoDNbNSySx0DbghqBLphCECakOXT//KpYPn+Fuzr//t37ysOW3Zw0c3mqWdOxpes54/jQPgejADb0ToJmKpZqoGh0fF373tfgPpbYZe+GADHsvtMDdvPwfw6Gq1OvYCvf8NrYZIdyrM1fgnt4DOfZFWjhOOMs9G1M5Zs53/4h38EZN8QWpkCkIIoAn6CC7K49SrL7jZz/DLKG2HdtIcbcwYXrKfsxRE2d8eiII2LrUxRwZMvfelLwSyTSSeIaJi5uqHWed7cFCptOQfZxO3njo7WCGf65jcvCXaMYNk7kAhYAgN91ar7AVq/FCHQMmxlqMnyE5BXEkPWqnNZprbs0/mM5RUwawXcZafJGjU5k8xRQxr9GN6twSn71OfKdldKQlBY1rZjyHoJdHmv4Hw+NMrC03khQJSBVvvNA4MSCx/FeSHAK9gk+CuLVMBao9L2W8e8u+WmW0N7dwvrk8xFgTCv/zSJ0Qx5djyZ3Md2SBnPZVxl4DzpE2mIChILcNpmPtv6y75Uc9N2dd18H+PHOem/Zf2ZqMg+t36OfdcdJQZ8xoUXfDKAzkcf+2iA1heHdEFXF0YuxpJAq2zS76PPeu011wbrXCbwPMp9EyDvv37632inOcVJgFKvxwly/PEC8RibFa3thgYTOQGYMqaZ/RGZINDqWLRtcmIrWdc3A9CpD/q2t78tmPgCqBOI9qvH67xy/dTB5RzVUWAf25dKKOhk0jElcN4MRUCtT+ewDizBWcejAHIG3YNRy49tIYhuHdWglSUt49M95kW0RZlp47rlASbJeyTwREar7H/HgHNHzVCdRV5j/yeg9dJw+jzucb8VjHnXRBnyvt97leewH1xDBFoFkgUnfV+WjNE55ZjXYSdA6hqlg0zQVia+Y8NEiMqhuBc5Vt3DBO0FGAVoXU/UkrUd3BttC5ng+eMzLFM+4OVDmuXIYYZZo1XpgDWr19EPRzI3/w8g6nGxd93D3pO0jL9YrMZpqNzDG17/xnBweY3vsD2cb0OwqB+FjIhh+raV81amq94Y55DsJxNzuXck6YCx4h9Ixqj0j+wYGcrKJ7i/q33+KRyEtrNyPG97+1tif/Lw5twUcNWJpANVQD4nmrT/XbtkZ+n0cTy6d7ge20/ZuZHZ4O4ZMjHcC8oJXWZjttVioO7vBuls2m+ma2tp09m+8wDQmlosrw/OGR0q2nCul9q9GWgts+Bn2861Xj/bMXAAaK2tpe3bHGXn2UwHnj9GDQiOaYdoI2lfCrC6Z+jgdM866aSTI6IjJ4PM+3BZJiDLU+wp2Y3aarnju8pjbU+uzeXn7my92V4JnZ/uUxlM1c7SJhRoNcpP8Nv2dk9zz1arehyw0zOAbFXD4rVzBDCtm/ucwKLXC7YKfDaT8EigVZA0Ik64T8dpkkczczzJkbD3tfc8p/mMnBzNxJ4JTE+kCwkrnr204+LMAYjbpvwS7zM6qZV3zifKZV43kmVthL9rSvJOiUEjkGU8WLaYhBOHf0c337ejDdtK2D/vH+gl5L1vqOg1uRMaqnWwMOsBBgVap8f7iqZ6QuSxF5cRxj8HdmorOqp9W2HRNkEuWXxosYkybdgMYAmLdQKt1fqWEYBQk4CR8LPzINoI0g3AYwNJsJqRJ2gHaFVYvw7gcmp0qGipF2QFwLRchPX3kThqcBJg0vRQSgnwu2barGFsACAVsJPzWgf2TBORsCasWjcwXqzsHUM3dbBoJqpnEe3SDqBNDi+eC7uXs9iqDWvRRaUtObxP8jOnaU6xoHkObbm1mFBXlTrWNxHI34i9q6AtmASwK3NzsFi3Rsb56qIV4HohdVq4+CAYv0gscH4cQ1JgdAK91yEiNzevIxp2fdEKWNxMktx6wNh2wOAOzvYS3qaowziEtJExHPbY+tG3JpeMcygANQzkZuq6hTLdv3ZVJNY1N42kGpPknv680yEsSUbSqZ7O1QKtgvOypQ8ArY/EKvY/n3kAaN2z7bzPAq2KRyXmH4sMnjd1T6/nsHwjeoK/IpzYBV3QrAe2iqGI6qDKLHXj9hB6DSwr2TGvAgSRYXTssUezQcgKTRP4ttt+GYmOBA58/rkkP0pZ7xeSrflfI6v0cpIheUj1oO2GZAivwK+JdgQEZC2qienB7a1vfVuEwxuCLWjmZiKw8fjHPyE8vHp1fvaznwcw4iHQDfBMZAFMhiPw4ceDrKwuD7OyibrRaTEUp5wMywUoe4A/DYCqZqGAp+xRjdyzznwhh94j4hrBQ8NtP/jBD6ADs5CkX8+M7M2y73yXIZKG3HYBDP4O9Xzb298aAKiro0w2E1UJgN2/8v64969htJq06We87xLaTtax4IXMKBlH6m2aLOdKwCtDySz36c89I8LHBTWVR0gMBxOIqIUmI2I8Nn+1cWXHCnbYvxsACvSsCt6aUOhE+ldwUWDcZ7/0/JcF0PPYx54ch13ZoQKxMt4uIwxajUnbQ1DOsHy97V8ggZEGhaxemcLqAloOPe2yfz8G8CyrSWDHhE8ahCbgEqRZ9cDKaLvncuhXw7IToXJ2q5A18KO+jt7dRjYRAXnZaWb4FqRWC/Zd7/7T4mCYqj0A3glwro8+uPDCfwpw506SjgkqCO6pLynYbp0+/OGPhGbkwMBgyEIILgnGq0v5GZjKnYArgiwm/9KZsIR3CK76acF7KlvXNu6EeSgo/8EPfjjqsgiD4tU4IR7LuJH96BhJ+qAjwc4WhNCBoIGV2FwEtGDsbAbYcFPUgJZlGRkx2Qz9aLip9ym4IoApA9h2Fkj0HbKhFbG3jQxtz4xCged/Y859/evfCA1kwUJBf+uizMHXLv4KjJlrw4AXwLJP1V2WsSdYI8NRdpoHPMHh+2lzwU7LoJFvQiuBdfvbTw6ttpyy7QS1dFQIxprczLZVKkKwzvnvOBDY9SMYIztS4MyxJBhjex1xxOEBUn4SlrFAlvNCB43M1MxAcOyrw3wTeqMf/vCHMFo2x7r1yle+IpxFX/jil4qrAfrvoQ1ecOYL4v0+X2C7Ab1eATT7wsON65HzRsaq64nPVr/WtnM9lGniuDVUzzmlIasGsLqxkQSuEt5lH9geAsgXXPAJ2vJ25DqWApKfzbw9E6fM0ug3owAELAXBMns2HF2/dSrz9e7QWhbcE2w977yXBhMzzXmSLFQkNn7xi9tg6q/h90dR34MDADMzrN5qDXiBM5mpNxNef8wxjy7eDktRANt1vndjL4zbr8FK/GywGI8AYBVgy336H8y123i+bSQL0UR8+NIDvBSYFFh0ngiwyVC0vW0zy5a1r51XOvKUf/HAaDs+//lnxvrjOHcMJweIYN9IgG+2owCnsg+2j+u3TG41WI8kCaBlt43V9NXRIcAvsCnj3nVTYNg+dS/ye+ege4esT1mvjlu/z2NI2Qj7QKBfJ5WAs/ubrM+keZvGt4CtbeV4dWwbWWCfKmHg3uXvdTwIYhrqK2Dtx/kviC8jNTPxnFMykDOzxd8rJeI4//d//0yxClB6MYb5m970pkg+uAzG0goiHmz3f0YSxHXjyCOWhyPglMeeUixcMB+nzLpgj7of6sQyeuFPYLQK+OrY+gTzSMeb++OLAK4da4LWtrtJ4fi02zkAACAASURBVNQCV2fOpJZqqMuAn4ct4Jj/2MfQaP0VGq2s4+969ztib7JOJqBTusGDotEkzk/f6799rmC3e4z7qePOuRSAPetbZlHrxHRcOP8cB8kBWxtTcbaAkP2zJw/ze9aU3DeeVkub1lLy8kFkphDeZOdMPYzNWdb5reWd+9I95WiASy75FmuKYOvlMa90euicdF4I1GQW/N4qfy1jYKZ7yv3665p3tdRlb7ZzHgc6srQzlKXRjtfuUspFmz8iUljjtSFPO+3JEVkh2UMw3v3UT3bulZMKZmdfLYkG91Z/PVJAa3Ufzgb4KN9blg5wLmpf6Gz1T8Fv56j2hn1lzJQgmexS9+QgB4QjOok4e65xLifwk6RKAGstLW0BtGo3eJ5xH00RTACzAKsZKG0EaA1te2xJJaMEX3VUKiPmGSon15J0JKjqM/y4v8qk3dq/JZJ0LcQ+WADQ2t2JrjznCJNDDQ/xTtbbiNzjmg5slXYIAg1t9YCADUUXv1M6YGBgpOjtBzgmZH6qGbAVoLUBALSBBE9tjWMAsnXFAs6ShsK3ALTK9JxAy7UFIHSAsg4SVj9NwqiWjkmAXOrXNp0A5yak3mBqymqtgyU6Beg6OS4AzFkHgkQzegSyWRuRKZgGtASPhXXahlYsUYtopTaRRKsFqYFmE4giAdABKaEH8kmQeQi3Ryq1eHBgrFi5WRmCwaKR9uqB5NNGG7dhX7fQtkMk/FqL5Nao4LoyY3w3h+cublkAkxX7sRgBV4VdO8UzpogyUzm1nvMqZe7vG0f6ro+z6lqIq1MAtEQvSvAwIg3bcwxgd2ySduYdvVs3BxAuYArtLAhkbbSvIHgnwLCRniGrZx9yzpcUVxdoKyA+Y4Nfxr/7qOfq9esicqkXe95x+KY3/QGJmE/HJkvnzmyXh0wF2IoRsSkh6q5/9tb6ubfWm12vee1XVjt2dvaksi2ws2u39/3+1H4z1XGfB1pl9XlI6uWgbFit7CwTVd0Hs0fQQqZcO5v1k2ClJRDhJMCHfwlGnZv/a0hm8xIOostJrNOAB8YwWDtVFqih6GqYGkp9ztnnhrfVsBZZOr7naPQ/1fyTLZdCIWT6TABO/ieHzMsAZK7YFr4pC9ByGpqpVqOHN9k6AiVJw3QMkPimSLRx6y9ujcPz7xEqbqIPmUYOVjcqNz83FD1laszpCczagPmg5URwQxPskeGpN9lDttpILzrXusKgZUF6AJDqCkLmBQEEpjxQK1IvAKDhI7vWsP05HFBlS775rWS0F/gIMCxlwr4Y8Gs1obmCAm8jHFYg7Uo09/4T4/oItGDVbrUOghjqrAjMqrVpSMBRlEMGmcw4tVTT4pmAVtlJ/f1bAbnXp/B0NlgXU4Ee32Foi9mz3djf9AdvChA9hyfdxSH6fMAcNSz9vSHJHvzNMi8b8XL0c593BklUGA8elAXvfvzjq0IqQj1Ay5TGyokYeFP09Z0B5KmfaxIvgerfRa9Wr3sG4w2LexwJzWxDwRpZwHUVsEpwZ0svej3Ur4lNSnDFkHa1BleTzCkyg8OMPISxNZ8DiMCMAO8guj8XXvjJYH6ZaEom3Cte8fJgfPmcTYAdF6JFKFtEr5/OANmT9s31sHplG+tM6MI4sE5KFpxyyskxXtykBIL6B9hYmUMLYLcGQENY7UqAcxOznXPuOZGMzWRo6jlewzhawbxSg1WGp+PShDICtc4/JQtk+ukYEKzvAmwWMM26vjJ0ZZN+DYkG+0rjTcBI+QyBM8HHSdjkfYB2SkG0M7418gwd+sxnPhNAsKxYQSMZfyZOWsu/v/glNVpvjnEie0+WtAxnE5XJXNWxYb8IeAruCbTKVhdMEqwWMEyg5ZNiDKpNJXNZJ4XA18lIkTz96U+L+SObUWaOhqj1lHEq8885Yz0Fb7///R/EuqGUgm0kOO7BQeBTxqXXzCebqgxZmakeKASJfPedd5Kc6ZqfRHsL5uqMeP3rXxdhyj/60Y/jwHrVNVfF3FEiRVD5YDKe2laGPQuuuXaYCMn7vV4Wn0Ci4J2gmuCj9ZJBb308+DgeZBY7Z2RA65zILHoNJ5OOfepf/jXmnXaRTHITENnP9o/JtXQIuK4KhHlYkiX5wnNfyNjoQ+/2yxG2rW6zjggdP5YjsxAFatWddk1+9m8/rTiJuafshayIDECoNy3Q+jPAbxPivYT6LD9yOc6ErmI1LHrn9w9oexmfJ9FeAnA6uTTiL/nWJUiG/DCANNm4vwUALDhtPzm3BSSTNufLoq9ytvl8mMs6cerB/gtMdIF6mbKCooJ89rWHQttCJoaHFp8RySIA4mRXO4/tE8ebIGkGiT1ICHo6vj2MHo0Gstrbgpz2v/0pWKF0huuM4+RI6q1mldfkg2jewF0flSWxjy2jDo3HAmC6Xjn3beMb0QFXVkI2v+WQXe4eZfsIIjtH7X8BVvvRP+0HnRmOMX+sm45H28D9I7O63aeUa1DX1wReymG4x5k0S2kG11Wdl5de+p8BCJtlWoehOsqWxblguRxLOpE81Pn97zN/3Udc8z+Cs/SGG34WYWbJCfL06EPbymcL8sYewf5vAsI3vuEPGDOLwglopIdrnIb/G9/4+nCkeK/OLyUyHL9JP/2ZMX9Dn451wjVDoNZ3pHn/21FvIwjcV7QNXMsti4Cw/ZSZ4bUYirUcAmp5T63G72/ifbW0aS313FWgNR9aHCf7E9DquunHOrkOuDe4/umgVcZDx4zfaWceAFprGWHpnr01nmspoUCcH/vXNVP7T8KEDnfX07KjwWu0B937dKBrA7tvZkmmXNdyWPy+Lh2wK/2zp9brWgHdDIJoF7hvazsItGpPa6vYB55V3QPV2JwU1BJkZX4LFOY6ahP68dzi9QKo7uNqffLbYKIaiWjuERmM1lsgViKI1+UzicxXkwMLno5QHsvkOEqgPOsFZ8BgLuoEV55JjU7slI2E7svCNEF1T+ccEk8RVQhxapjzzRbsT2XcZEFZzNbQdW2H3UpkKIBkN4STKULcx2CGDoBajglwklirDjJRI3IBLfXki2ggBB6+SA/2XZfh/y091KVATkG2LWQBmb4k1mrpgEUKx6a9Ezf+NGeraSJ/6tv4NwmxOow6bY2IWfVgaQJAVpJWIQPQCNA6PTlEmPyWAC2ncTpMcN9EPfWGNdtUD9AKYN3Kdx2cjedCjGnHfmnGWQwnudg0NFGs6R0uxmG01mNPdtJWbZB72rFxQ6JrbLhYv2VzMSwJwD7k5R2NyCAAAlvHRgRbm5qp+wTJsWDNjgJ01gnswkYdp35DQ+NEl20pJvpHisYRmMDk9pjm2cMwU01G5mo/rtwd7b2VhLnTEMdkEkdSMsDjBgBlpcMaKAvfhAyFY6gZeQMB5CbGzbSkJPcN2kx60nrOHY7DdQ+ujTH3OmTzzjjjueAu4hdozVZIZRKytKFlROu4mc1nb62fe2qez6Zuj9S11WvN9tow13lPtPH+1H4z9cs+C7Rm6QAX+KQVySLDn0MszCYeEij1UCTDUQaPjBnBM4FNQ/+u59C/CdDyzTDjXvnK34VlszQYsobACh55/2c+87k4eG0CJHsZDEkPV4arv5+wRBMDeeh7xctfFowhP4KBGhDf+e63AZIuC0DF8FAPbLKrPJzKaJVxqWGhTp+HMoG7URb6GwnXkIEmIKE24esAgS2zrMyU6CNp0rqZ+XHzEgjMiRSyxpVGjeCIwIQgnJqCGjCCSUoDHEHWZ1mCsrP83qRJsnCeS5b5F6HFKlPRBFCGFX/7O/9ZLADUkC35BwCagn8Cawqgfw2Gj/qPgr+nwAJ7OczAqwAsA4ii7QWuZPw97WmncSA1XLkehtO/BzNLMFywyPr53pS0KmmGWk8n5003/ZzkOpeTvOswAIflHOiP512bIxTcsHiZqHpFXYBl4ZmI5+qrrg7G68sATAQDDcP1easAYgQr7BMZd2pyqq/oNYJ/VyKhcNFFCVx4Gn0imOgzx9hIBGFleQlYW0AP5ucjPSCLVnajbSBL1lBdpQPe8fZ3FocefmjR2oneEKzeOwj3FtTQaBFMFLAXCPjCF74QYdknnnAijKu3F8ccdWSxCEDC/h3CC7sO4PLjsK8yGHYOQOrLGW+OB1mvmzdv2abhqvEqa9PETkceeSjg4j0A7V+N8Wv4te88g7BwmWuWQ4NnFVqlAid+HBM33nhDACMyeDWsBJ4cM7aDoEcGugzpOu3JTwkmqDrBtq8grUwvnQgyic8AfDIZlhpLGkoR+sNmqOHkgcuDl+xgF1BBHMfB4x//RACKhTEPfJ/J6WT0WTYBU0ExARwBOtnDJ9Buq1evAhy+kN+vDKDnfPQYn4zWsCw1E4nZzoZrq6ep7qJMSlnXOls0Kp2T1tMDoECQHwEqgSoZ6YIogoayrl/5ylcGE9CxIsBu28laFaRyLdAYFLyVBWvdZO3IIn75y18eIf6OPQ+dAq7eJ0AkYG99BGw0JE0MdOkl30ZjN4VvO17eAggvCOrapu6kLMytJh+jvjIvHw0bf968npgPSmsI8ilHoR6t/xaAtK6CSQKkjgHnveuj+qyCcX5kMLpWGZJuWJ9AYZY10Flw0UVfJ7HVlbE2msBAuRHXDddLVyZlDczybrj2YfTp49FYex2awd2w76+5+icxfgRT7XPBUNtkGqNKxoOAvGVtgkXw4he9kKRJpwYLWEkUQ8P8XH31NYSM48ACCHSdXQLj1edo0K28d2WxGf1Y625fK6vwTMau7EjfcdNNt8Q8te0srxEB8xfMYz1Jhz61cAUUs96q77PufrKEgn/XuJMhrO6sDNWsY+YY9sDgeHI9dK07jzUiA96CqIKYOtsE/Z07j0LWQ7DSfv4ibHrnhcnZBFcti/NZrWNBC4E82dnuDToUHBfuH7JjM5s0e/h1RjgGTU7mWufcs50EO3XMySZSc1rGiPXxOx0x73jHO8OZZTSHwK+JwlwLrJt9ZdIo/y173r/rzNBRYjIq12/Hu++SLa0jwjXTCIIJnGcy5J+CTM4557wwNLmVK3Ff0hnkmtFPu7m3Lj1oKU6euREl4by1PYZpM0NNdSrYT4KfAsH2geuBTCjXXvda+8o+8F7XxD6M/mfDmlenVSDUcrkuyE52HDybpIfObfcgy+G8ULPcvXwBY8f3OQ8c/66ljlGBZdc458pGbA3XGIF0QWfnncxdAX77NgNOtbBaazFQ93eDdHcPD7W06e6+c3uM1gyyZiZ4Wbdwd9/567zf+mSmXNZa1nmjhIARAEoSOTeyxFV2RuytMu+tMbA35uLeqsts+8ZyeQ7xk+VUys/we/ddz23+PeS2KuzVfF2um3tUBlhnatO91Qaz7c88v3fUdjt75s6+99nV79mVe/I1ZYeIdoH2hfkBtHPd67VptKudryCcURUBzuxI0hHumSjLCchwTdE9rUFwkrzkGV2bRfJEBlqNZPIM0wUr02s9Q3g2cK+X0eo7BVUdQ77LqE+v92OZXDMiYgiQTnbsul5tLhin2AEmw+pEOqALELcPkHU9GsANsFsFiscI1bdMzZxLJKDMITnWnDbkDmBfFtMwb8f5QRd1lJD3eoDKpiZ0XZvGASX5QdFsLlIInQG0duMANiJwknGMFiygbAvP6e6BxYskQX2T0X3rir6hvmKsvhE7dh720QIiszqC0ToM0Cohpq1NSTnqA3N2anKQM53yA9hlyIFN1CPLBdBa1BGxVgcYi5wAFgXMWsL+IVaY1KuJ8k+Q+Gvr6FSxAdmDSSQC6ibGijbq2k6ZOmTlcq4e5XdbBrYWA9jHg8o+YLE3oc/aNgXzGLCzFV1Wu3hsvB89V64jQZft1Qwjubm1C6C6BcbqRDGwvq8YWd+PbABknQZywqAtOyW4SfvWAwwPU46B/lGAZPEYwGTwiUF0W8dH+omM7eE5RPrAgHWs+X0zdWmn3ToBvBkpAcjWU/c63ruVZ/wSW9TIpX7OOxJWBFqPOx7yBOPOcZEA+pQ8W6D1AKN1tit17dfndXemda7sENsTgOuurGm11+TXf+c+C7ROcXiT/SgoZTimB0sXdJlFjyK0WualyXdkQMlscaGX8ScoIlPNUPFfwBw9Fzbqi/l54hOfEJt90hQaBTS6IULjZa4C+xWv/N1XRoiwB87//2/+vwAujkUnUOBLMNGJ7+KhtulFF32FJFKXRzInD4UvInGMAK/lyTpwbi4eyAQFBIUE5AwtloF2KdIDtwH2qN/6DMKVPZgKzEiNN6mSmrF6eWRpyhJV0iCzpxwyGrmGkBrC7OHdg6CMIMvw0vNfHuGQbmw33PDzAH8ugZ21iBB8w3YEnWV0rVixMrIz/zeMom4YrUoHKH8gcddQEdvzcxzGv0GmZpN0nQRT+KUwOQVufkGCp8thLKrzKYj1lKecFgw+D72CLerjekA+mDLJbhMUNVzXhTIn8rIO6if+C4DYEuQejieJlACFxplAwMUwQvW4HrT0oNCoPZm++QkJFwTwBHoNQZXxd/LJj4nyrlmzNg7RhuCbifqJgAOCiOeQPf1egNYfcYj+FowxN3Y1KJ9GSK5AgoxQjQ4TQQ3Sv4cdlkBB2Xwe7BX6dywZFmd/a1x4r3ILDYAaGomGr1rfE44/oTiBhFeOIwGIz8LS1JixP2TnPQuA9zgYl7KqV9OOd9x+RwDTslOtt2CAgKDhtwLMsn0v/KcLgkGs0fF8mHK/h6SB+pcaLTfccFP0vQxpDZeDAfMEwDSKsqEkECQAYZi280SwWZDeeigbIAhhyPwa5thPYP5dSvj2MBugLMEjcBDopdTYElwS/DMrvUCekgDzYMkK7GQ9ncxAEKiyTgIttottLmht2yqI7hyyb2WVCfprWDlu7Fc3ZwFW2WR+p3TA57/w2Xi/1zlXHEtHoeloOLYgueCITF7vMcGCmcs/B8BjfwnMyUKTlShj2AVdkNQQaue449m5IzD/e7/3qmDfyYYzBM7rXHsEGwWZBJV11Mh6dE54cLBdDZcUDHOcaMgKiGq4CmALqFkf+8DPFVf8kGzp/4XO6K0YF+gxcZ0M6ecw9ucDpqptKUAqGCzIZ9upYduCoeKcFOwV8LENBK6cT7Ig7VvLmlgjR0f/W/fMkreNbD8Z/zL0DQcX5HQ9zIz5O+64K5IDyoS13QW0rJdrk3VN4fIYWBg9GsuH05/PBxBfehDsWtjX3ns7Y1pwfABHjuFDjhfDq2wnmb1Lli4pnvB4ksoB0s8BDDVhkWPIj0xjdYKv5/0CceoSx2ZvwgOMWdkRAm6uh/ap7EjXWQ0xnRa/wEGjvIxApOyKZrKyavDbJoJ4Mj69J+vlljP45gONf9q/sqIF/q2Pz/OTGTqCgrafzFXb8AHAZ50Qru8ahMrFyOJeSl3dN9RxFoDXueAeoryN653zTtDVMSmoKNDn2meoveCoAL7SAamOGM+RPEJ28VD0taC2+5dJHwUKMzMkscRbAuAVZLfdXfuVJvFdMl5l+Tr+lYzIBm1em32HQK/jSCfEYSQ2k8Hpc20D28d1UceUIH8d4WPum+qm64jS+aWjT1Bep8qNgJ93wzrPjoVDslQO9XAdcC5Zv+UkDdRR8sxnPj2kXKyb4Kj7qs4kAdocsm/fWV/rp5PJtd6w/nvuuTvWODW93DvV8HauCGg71u0j902jHFxTBHHjcMm6Y/2styCqgKpjTEDXtd912nnn2v4KtLotaxwWK2B9LYl+agEQ9neDdHdN4lratNZ37qgvyiCrz69FZ7LWcj3S91k3x731d83QWalzUVtTJ7UOpKy16TWZVVdLCHgtddlbY2BvzMW9VZda2rnMaLWcZQZqZjOXgb7yGlmeHzsCWcv7ci1lnM09tfTnzvrHZ5avye1U/a4ycGGZy9/vCNDNz65+Xta8zRrJtr37tnbKBz7wwZDCce91z8vAqecZo/SUDshrVgK3nMPOeRJHsU83ck1mwppNfoq+T0kqOVtD0vFjVKbRg9nhIonA8+wA55xubBv3TuUBtBH9eAb0WuthJIoA6yD2QdSLn76RgdB+ncN3bYTdtwm0Yof1b+0PoLXZe2XEArSqdCBRoKerB8CyA6C1lTB6AEXYppNTSBbA4BwEW5gG8GuEydoK0NpaB5O0abqY194FfxS5C66ZmGiizoC3yABEMi/s8E5or6gEIBUAk3WaUHjxWxFM2wGAdXpKMhEJwniGEbB19RQGNms9rNIGWKWNyAgg3Eo5AA8BWlFupczYVeMcvGmKDq7vhEna1aZkAUm+bSf6YJhnD4xSZtqrTtARQlaHMgl8bz0EmAeMYERKYUhGsnsOGrCNE7BAAW+bqVsbUgr11HMS8NQcMWPq6kIYaKA9+T8kAiB3bcBuR7MVvJikX/yiGfkbbG+ewH3t2FvTxcDWpE8/zTtbkGYYGdxYTIwBtHb3UBb+DaNZMsag7FvK1o4d3gHg3Abo2kqiLVm+CAEUvbBjV2CPGc25fsM68o+8grMl5CnOB9lxnca1a4t5FADdK0nYdnVe72x+7upzdnZdLWvHzp756/4+rzs56q+81oQMCHOsvG7tTlvvj+1X7r99FmgVZJ1AL6QeHUj1WQ21dbEX/BLYFCxUf9JQXdl2hg8bmmj4sCDPDzgkC0J6WJK1cvYLz+GeJbFprF69FlDn2gBbPLR68DVTqgwkJ/h73/tXJFy6PhiZAreG2wsWePD3UP31r19U/OyG62OgCeD8LiCthzoBEoFWD74m5nj1q18dQGto5wEWyLK5445fwdb8bPFdANc2vFUnHn9iAHse8NxoPDgK1HhgnMBLpXyB9VWrtOwRFkTxcC7QZkikh2PLf/bZLwoAxE86TN8AeHE7h9QePEXHk5DkdcF8u/HGmwnJ/mI8o5HFWukAQ75MoORi5uH3U5/6NLqIFwWz7wRYPjJ7ZYo9QCjyV5EIEHgR+JDZJpjhPQKWApuDQwORNdrw79fAwjxN5hCgnTqHtpvlt/3VBjU0xDILTvhMARfZYQIwglTnn/+SAK1uv/2uYK0a1usB2YOvB14nqUClxsMGDs9u3rarh37BNZNzCYJ9i3sFjwRvDT1eCANMME5GtCwugb18UDjoINu7M4A12aM///nPYCFeRt0SiDYWwvEyf9HIYRO2b55DiPkTALsFcGW4fZmkUIZSW85TSWrzOwByT3z843jmaITOCpSYuVvmsePyiYDWauF6mLcPHGuyYg2h9WMI+7mE+x977DFRtgE2Ktmw11330wCmYnNj/IwAzllGwS0BZ5+ng8L3yfpzkxQsMszesSd4Kfi7kn69BYbcjcw3NYplm7l4OvZtM0FbAXWZmoKkhmZn0fuyTksORXdseQBzbgrYadANkSnU/nYcPQsNRAFIQSK1fW+BRa4zxPliPwjwCQrp1PAa6yTws3z5kcH0FOSRPS44aoi7TLRjjz0u7tGhoWHnR6BUJ4QsSMfKvffeF2CL8ywZm60B1sgedJ75Edz56U+vCwBTgGgUA0bQTlBW5mBmJ2lwynyzbIbw+2yTbVlX3ytoI2Dlc92wfnrd9bBifxpzxbVHQOipSCEI7BwOS1rvtGCcoJx1Exjq64PJifGkVquyIIJ0hpYL5NmuSgoYki5AKsvPvpCdLxjtXBMotD4mEzsIRqEAn8nrHEPOQ9c86yFzVBDcsHOBXu+x/+0H+92+yYZzaHsB3B6NJMRSogV6epTvAABc92BxO/NQuQLHTw5B19kgK1hg0TWmFeC4/PE9Zin1MLCC9UPjSxDQed2AoXfkYUcikn9YyDnMZc3pwdHhmuOeoDSG4KQgsEn4HMNKXIyNj4RmrGNMcNZ13nK7xthGOSmD5cjgq3/3GgFun3HXXXcG2OpcdG55j/3pWPPHcaDsgsC0wJ3PtY+OxZlTTk7lemYiJsefz3D8e/+SJUtjrDhH7rjj9gDXM6CqhIbt5ScfnDJ7yPcYNq+DSdBQh4bvF/g1NNPxYb/7O9d7Ix5cQ32O9XduCGL6I2ibWc+ObceV+6xMc9mu1d7rzGq1fwz9kkGivIPrzeHcY1K+FPrFQYp2dCzpzPKnB4D+6EcdFfPIse78c5w45h1nyg7ouHM9sn62ixnNvdd+UfPLULn51EmQ3qgPIyIcW7JirK9zJ4GmC5CnOIK2Rs+N8S3gbP0FT2Xz+kznjWPMj6C2DhvHiW0guOx8cg3QwWfbyPZ3HXE+53BI26cWEKkWw3R/N0h393BRS5vW+s6dAa3Vz91f+i478ayP88r54/rj/u2aoW3gJ88L95iwI7h2b7TB3hoD+1Ndap0DuZ8zgJjZqdXrYXZS5t+XgdZsS22vPX/T+3NPAK3VtlL+9/aA1nICVttXG0NpB/fGD34wydvpfNeekOATEmAAd/ZP1mTVtk/h2onpGvlNKkmJBFIFS83p4e9DWiAAV5IW8QzfF9ICAoH83jOH50gjWzrZ50105bPGsKvt9/lEl6Q8DjAgK4xW2dBpfJGweBroUNkCytkG67QNtLODPV6H/kac/O0SlSjrJMDeKLay0atz2ruLHgDZbs5n87GTO1rMq9ESgOVW8lhonzQ0jAMAwrxEw7QDjdZF88h4D7N0aBBQGfarCa4m+bftY3Lq7h5AXuQDKAL/pg0AEClURKwOD3MPMfHT04KtargDPPOL0QmSO8OcFc/s7JZhWg8TFLAVNuvYdAeRbBCsAFmnh6eKbkFWvu8iy1UDjNV62nkSeYYJ9FQnJpFUABw1wVYdEgPtlKndPuB3gqajAJx9auyz3gqg1sPcbZpWxxYNhCnAZIoKARZWKbJy2E2jlG/MjqPdptCWnQSjGN1MEqveoaKxjbwc7cgNdAByAopOTAP4jnfRLvVF/xbes7WXsozSVzKzsNGnRqkb+QiAdYcB2zdwvtGmmwZQbqE+7QDHHa2NlT9JTjYyVWzaOhj7hhF0K1feF7lTJP48BQm8RL5QYlAdWHOeyYRVGiJF++7q5zd97djVej4S1+U1PZ89EKCBJAAAIABJREFUymd8+6XsTPX9u9PWe2MvfSTaaFefuc8DrTI3ZfqYqEjtFw/NL3jBWXEIEgARbPFQ7mIvU0t2mElZrrnm6ggjFdBw4TZcfBngrBuLTBkPz7dzsJWpKXCk7qOeNMNT3/e+vw2QUoDscFh9vtPFbBAwzs3p/pWJuSSAJRB7NomXPLgK7BqW4Ts9SAtMCsLIcAKSqsgDTASo9J3vXBZC0OqhLiOMV++fh0jrmFhmdRw6Twh2o/IDKYFS8iBkw8SDtG0jM1ewxTY46qhj4mCtWLmH1GB3wVBsJxujwI/tIxvtFlip1lG90wkWWxlBrwYQPebo5bG5riT01Ozx3yU8VADjqEgO8swALKZ5z/cAsmRSqkHq+wQakyGdpAGG2SRlRjo5Zes9gzo8QaYmAGlOcnbddT8JQFIAwnYVsHQDVttHNqUglSw0Q+UFEDbRNwLk9rkLtF45k+jY1tbJH41+wQoBCoEFQXbBVNvJcHGBU59rOLf3rQCk8J0LAbpP4HeCKAJ5ieWXDtCjbFT276233hYgkGBuL6zQYTa1DsAe21VwMJhfgEDW/zbYkDIiw8gJgKCxOA2wT0ar/STotXYtLDza0HEsECr4YIj5kiVq+o5GwhhBQ793TAh+HA6I20Y7ya50LAtGKLfgmDNc2HbRAMrhQNZVfVETY20my739pW5mAtdaA5RxnCsXoaD96Ogw4IIsswTa+l77UEBdUM8+XrJkQTA8sRYeNh5zFloXH8EYAVeBO8emY0iW21zCa/ICrmyAIIjlMUR369a+8FoK6M0BSNMLPhp6mGz+eNO9T8BPwFGgWLZwbhtBGp0d3ms9XAMy48K2mAtrO2dWtyyGPzsWPATaxz5TIMU2zXpWAqaWKwNNvj+Dc7aN9bUd7XfHdX5mTrDkupPLlMKnphB+3xKSEFMYIGbhFFCy732/wFwyMJJ+8QAyHoZjTWBY5ey+XitI6nqQk40oL2JZZE4Konmt7ScQaX/5O9s2r4U6JzJgZ/3zgdgkahq+OngELJ2/1llArInnuFbJKjABoIwD16g6wq+cr5bfcHHf1YtWlACba5nj2OcbQmaZukhiELrT9LnP9ruIXsDozZu173XdF6RNfQg4iWHdxRqjA0tgL8mppEOBxn5iWIVMF+zW9bFWN+NtF0S3z/LY9Z15XOSDf4C8lDcfEj0k5DEgwC9T33p5n7+3rrZt8uomDe00d1KiMr8zAiFrMnqfc8A+MJw9s9uydm8Oh3eNKbO/nGOOXZ+bDy9lg0Sg3gOMfZgOVnr9H8r4q3MgAeWdsX46R1wf3buy1qz/1smU6+f7HLfOF8djZtM6vnxPJKdgLPh328bDk3PWZBZea3IM15UUWqx+X0P05RbqvnHD5kqix+7oF8ePzxkyYR9jz7o5Rpzjzg3LOTExynq0OfaHeI9AK6eF1Hf1MX/a2Nu6qZvP9HC2fv3GYIB38Pt2nJnZILRfLZftnOud1zfHXhonqe8y0ydrD67DgWD97HvZuxlkDfC3si/vqtFVfUje1fvsy/0l/HxX6zzb63bH2J/Nu/b3g8GO2sI2zozWHOLpoVoHho4tnUfldcy1xXtcO/bG+K1lDMzUn9UAWblNys6n2Yyb2V5bS11m+45ar69uM8vqPpHXqTKLO9svjgHXy7z35z+r18Tys2tpg1ruqWVO13LPTGWr5TllcKP6/myD5vOibe5ZwTPfBz7wgXBiazsnoNVEz+xjFUar8gC5XwRh3XO1cwRcZYrq6NQebOFnlP3XRM/Od8/IyUYEoBW89TzHWTLOAyH/lyKisu3p9TJgjSg1WikSZrGn+2zfpW2X36nup8xNJe3asTHa+GnBzvB5fdgvnbBk29i7G9n3h7F7xgA+2wiH72xizzaJFrZUF2zVhkbkn0Ymit4hwvCDnYtkQDNAK3qrXW2NxbJDl7NGEUY/jG0OGDjCtSP8PdYvgMIlS+eTpIq6A7R2dXdQVoBFbBWsZA6+2KNj5k9BCxZCyRBh/p5dqDmJt6hLG+1CSH4bDE8TdE3VdxUjsET7B7AfPR5BKZ0PcDuXcnS3Y18D/BLKVUwzZ6ZgnE7DxlXflMYE9Byi/pyV+TFh1bhJywCX+wVatYUBZkO6obWz2MpZZ5SzBDcVLdpPPFPgkp4CwKWd6asJmKjjkttIjDXZj25usbGYblJCALsYoHUa5m399IJibKi1GOwjinPdGsrchx02gWYu57ou7EYYxFMAzCMQ5DYj6dDv2QWAt5HkXi20UzvgcQd6tZ0dbUTADRbrN27FJtzIuRpiDziECayfD9AqzqDdKNCaoqzEFA4wWmtdp2u9L5/TtZkzq9Vn5fNite1by5qby1br+ldr3fb2ffs00Do+5sF9KBgln/3s5yKkV0BI3ThDKx0A6nv4EQCUGSao6aFXtprM1p9xr+CS1wukGpL9IAxGQQAPnjLnEvvryDi4CTKZxEi2i8BdHAQ50GbtmTiQ4dk6iHBZ71M6QNBOb6GhUyZS8fDrvbJZn/CElBjGkGkPioIMd999T3j/r73WhF0PJrYSC4kD1QOroISh/iedfEIAeIJ/2UBNTCHBhTT4BRENbZR9JjjmIVcww7Bc2ZRuRFkjK+lGPjVAUZl3Mkc3sghPsZIZTq/m6mGHmlG5CSr/+mASyUj0QLyAw++hsE5lHLUCKt2KJqJArsZ1ZjYYji7TLGVxRhyfA62Ah+3jz3HHPTo2Xq8XHDFZl8xJWUW2QwYU7CcBcBm6gli2mYutQMJ9960MeQDLvoVDvr/vAHQTCAxAnHaR1eRhXYNfpqPPt2/USdQh9pTTZBCeGgxNE6oJfvh32bdqPnZwOBc0sozpkC4oBEgGI9nxIctpCyDQEONMw1GAVP3LVM46jIexSB61lc1GTUrZ2fbDYYQbLwbU9HmCWgLggraG6iTAUYOHRGhkzNRQSsCjgK9ZHPFgVkAj50BKLtAWYLDjQFDF8FqTeQmipDCt+tDxFDQJYyeYf3hw2cxTaBcZN/UYUh7rK0iVNB6HtvVFAk8nkneaTT0dMNJim8Eyx2MO9bD983jz92n+IJIPcCcArWB83jhbEbMP0E4DzpfzsRx2kr8TyLHdO2mP7FUTYPHjs1PbJOM+hzLk3+fvygtq2aiv/j4/J5fd+yy79clJgByfGZwLNiqGonM6i/37fQK6EM+vhOQHU7QCKMY7MYaSFnPyAPr3vIk9dDCRKWS/pLlue7k+OIZsZ9/nJ7MTc7KRvDH6Z970crv6b9mi/lsAr3woyofGSBTIf7JNE1NBPa40jiyD4yDWqBhbCShVhF8DWIdHhPiU+sMQM8dcHLwqfdzgs2wHr8Uy9PdR7kpm2/Tc3GvpeQrESmhoCGDTsjzk1dYYzyGLfuehwLXH37W0JoZGGlcppM2yZxAgt5HPyyGO+dnZmMj1DECYZ/qcDNwl5wEsgTgYJCdY+Tn5kOM1AnuG3gl45r7L78hhlnms5fGd353fmYH1/M6yBELuw+zsKM+JPDe8P81Dws5MflHpq/y+rLsYzqEK2Jy/83l+7+/9KXu3HTPJeSa4av8kXa3EdEnz9OH9qqMn9WUOS0xJEtNYTyBm+rv9mVnLDgWdMgKtud9NxJHXo8yaKh/0Zd37+8y08TvrUZ4f2TufASH7M68PuQ/K9S3vweV2Kq81u/L32RqmuV678uz/rdfMtk1rbaf9/WCwo3bJc6i8RrpX6sCQlZYiDVIinbwX5n3jANA6uxG3t8bz7EqVrs72xo5srrwHZvst751lWyy/O9steS8r/3625dsb7VZdzpnKuLvlyO2U15uybVf97IfbRQn8zO3vvJM4oDyXQKtnN52k2gEZaDVbfGQJCZsr2ZDh3MQGdE8MAgd/SioI8BV7QgfpGDa7Zxht1GzHadd5lg3wVJs42IjJsAt7ITLJP5RwS5swnwP8PuzwYMbiUOdMVEfYOdYEWCGJs9BobRPppMDu2QOcozpxjnbN5YzPuVsCjDZgE4zOVs7dHTx7IQ4gk1w1NKINOkxyX4DQKUDLFpimcwiRby6GILA0FPOWHIp92hJyAbJTTWw1Bat1VGcRTNB587s5G6nTvyYkADxP1gOCLlm0tFi86GBAYL4HnN20ibM3IGsByNg5j3NOJ+1AkQdGYX/y3m40TyfrOothZAPg3BSjQ6yXgLRL5rQXCwEt53RgTyI3QBatYhrAGtQ1ZAk8QEzJkh0GBKUPBCT7lY3CPquDgDAkeQNbqhGAWcezQOwAhJdR8zSYmJD2aNL+1k6jXevBCwRyBVtH6Y8JdGDHkWPoH7mvGJ9ez4Gwj1bHvgUUbms8lDJSP1ita1bdWwyhzdrUNAJbGOmobrVruyBtWQYSHg8MF4OSNszRQFRyA+3QCsjcDtDaxbm1d/MQxJ9BGMkkyb35xojee4GJswFalYDTPtR2dMzlJOSJ1JDs+V397O7829X37I/2QHl9z7Z1zN8K2S+flctr0662V/V1+2P7leu4zwKtwVICaBVwkA101VXXRvINs9mr7ZISnsyNsObHoP9oVnc1KgPoqjBCW/AcqYn4ox9fje7fT2Nj8XtBV8M2zQq+FJBsLouwz/Mj/d8EI4Y0ytSUlWjYp+wqwyUWL1qMPuhJgL3HRxhrYjwSDs0iILirjIGDUubL4YRdGsJp2KwMMA+Mhhgkbw1eIZiIDzywJkLb9S5qrMpYkyEp6Dd3rsw9wSjYZBXD1fcJ8gjsyojyoOeBP5iNgIAbYX3q6VtEOTuokwl1crisYN2SxQujzCbDCjF7PYQAsHohnVhlFpb10kCaB1Bn2TbDmFswf15stkOAcY0s7BEODpCW2X0u7m6YgoiCf/ZFDhv37zIr3TxtBz++T8aT9ZOlmJlhmYGWWE94PVl0U7ixYAY6MdwTICue0PQevJIYAPmAnA7XCYwWLL7yR1ciVfDV6Pvzzzs/wuUN71V+wg2rOpTZ5vbH96ZEZWzGFfBLO2QMw2LUH9pIsLAbMFAvZoAYCJnbBnEd4JXhDo30+TSevjp+2aTREJpHGQCoi3YZHExtJqsqg8s+I4FxKUmaQMMY88JxbHk0BNIhJgEODxmnKcFjwi/V60wMSlliHXgULXP5k8EtnyFg77WyMR3XtrfvrWChGDECkJPhcLCNHX+ZAZaBCcuUgce0WSagrr9vMMJwLEMCZwSvyC5KXbzX/nBMCAZv+2gAVgroNVl7NL8zA5XZmPf+0ICqeOYzMFQGkjLgVt6I8/jPi77X++P8ywnoBMqck9UbQwK7Me6qgCjHYwZwwpPPf76n3Ie5nraHdXMMtDOGNCoSAK6u00NhWRlsfui+NI4y4zK3dwZirWtujzznfI/fP4xltA3gxCDEULLcKTuwbIaZQ3amKVuELjGu8qFAxkOAa6UwnwBWY0JpmCahe43yMhvQMeWzoh/MiKrX3/nH+KsL/as01p0/eR1I/Zd+9z8260qRracgs2NZZ5Mff5eBUsuQwVK/y+xO++vh5UtjPR860phOTA2vte/95HFT9vh6n+/M0gtel5OJ+LzsOMtrfZ47+RCUgV7BDMeF9ag+WPmMDPBnvTPb3P3C/nDcZjav9UpjLcmMZPA8VgvaNDPWsuOg/C6f+bC5HQkrJ+M9jqe8lrqeRQI0nGsy8N1jXcuV+nCttn/dC8vrVvWalNewOnXISuue+7TlaCPRQnKEGZ7IwYYx18665HrnutUKO8S6qHGtA8o+yoyqPAay86L6EFu9HtheaR9IQOzufmZ7CEgH391/7+6We1++f7ZtWmtdqtea8v5U6zN/U+6zrs6dDLTmfzvP8lpava9at10BpvZEG9QyBmY66FXXofzvfNjcE+Xd0TNqqcsjXab8/Gxv2e/Z2et3ZYeX7ZS1v8vlKrd3XnfLc6g8Vmppg71xz/bG80xjP++rs+3rbFOVzzXl9qpuszzPsnMx79/+qUSajNYPfehDEUWo01WnSGYZy4qcMLJI24x9LgO1AqomLJVIo62gfZft/PE4p2N3hP0nDlhJbFZJ6BxOXglGITVgxEtz2PsBzFYIEl6TtVq91mRc2gSeB32X8gOG6GvpCXjO6TBZVSLzDLGvawu0cd7ugSSziPO8DE9tjAZsxkZsxmbqtKAiHdDQALAJm7UX+xajEvkBZAsAQZvrh9BdZazOWUIIvRFKlA991sZGmJpthsx7Xh4Ke2Llql8VN/2chNaDRiCBRSBRcMKxjylOOuEU8IFDJI5CHNoQ4fwtnS3FIcuXFR3zkEWAH7Fuw5piDFuwGzB3sq4DNmxLsaGXs8MA6ynnwWXze4olc1thiHJerCeasIH29CyE7msxod0sQD1K322JNvKcuQWbcAJbuhkG66jAMGBqK5IJcgympzgb02Y0atHgGZI2qQ9dXc6SaBk0G5mFjS9jdoR2H+N8NorNtmnrL4vhidXFdCMRfcgPNDWgd9uynDadX0wNtxYPrLwLZus6+gf5QOQD5gCg1vO8UeQNUMYDqIUJLIFMNir/IRgLYE5EIBnHuroAu3tNLJ6i3pS0u/mWmyL3x1lnPq84HTk7zxv5fJIi9tS31XZL+Rx29VPLOrCrz97eelbL/fviPTOtM7mcee3b3XW6/Lx9sQ32VJn2WaA1g1uGCqTkH+sCkDR5TQhys/gLIrqJG/Ztkhc3gTjAV5gxLkLqzxmivYFNxoOSZ/+UxXg+2m6HAkZ2xeIf2RX5uGAJWnqQ9PDcC+gk61OWoh42Q/IXLZYlOHebBl8OP/Qwb4ihG4f3CpgZyuxmFhutgBk/DW5C/E9voCClYbqjbBqTlNtydHSiP8Mmoxh2hNlWmHs+w797WM5hnA70DPII+rn5uFm1xuE5sQUTwyh5OA07T2C0HsjEOmis0PPdKAVc/cRGK1DF3w1R8N8jAEC2ucyyAHXUgan8PQwC/t5YYZzZR5l1lFg/SVDdugdjqfJuy2ZYie8R8Ix77N8M1kTYQAJoslaQhMAAzeIegMCKUbDtEFoB5TK77lK0WS8mg7gamsoFPB2mscm/ngCbOYXbsunw7vKn4tS11xLDLg65sjk51PPP/M4AQNkU7Dfr7LXWI8NSmb0Y7RrNnZ6TAdRkSKW6GYITYyD6/CFgK5VFuJb/OGcLPIUn1eekptkGgj6sDuqwZ7Ap2oi68Keg744O7BFyrIHCvHD+2d5RnG3AFb5lfhngMeWyLzJTIb8/z0P/ncF7+1EAxLpax1wvyxVt6/yjP/xL9LUVc6pUITFlhlqeG+VNIR8Ay6yaMoiyo82h+gDgMyy/88c5Vz5QWLd8fT5sZsO2bABnlmNuB+tlP1vjzApOC0T6fQ6ZSuBaGh/+lI3uhw3Wynwtf58N4eoDcb4vg9CZiVzdxgJnwWgNRrcs1Oo3Vv5dmZ8CorF+5L6zdiXgVrZEzCXHZIBF/j2tGeW5YnsLyto2zqME0Hp5AtPKYz3G8zYAPvVFud0bK4PW35WTt0RJKuPWv1eDiXmtrA4JL/dxBuvygaTMhI46xLx+SOYlP7PMBi6Pz3xPGQTM47Q8V6vrUT3f8uEo92uup88qs3kTazTtCeWy5+flss10mKye2/ZjOINC88www8RS1ohWCyxJC2TgvOI0ojz2fXldye+OlaAyKGTsx/ivrLl5zphc0ne4bsfyEHtCkp+IfST6IDFgy+tF7pO8HuT5UW6vcpvmOZ7rHO8sSQXMBNBsZ6bs9q/zmNrtB+3HD/h1HazK685+3LzbqpbnTXYklnVYy4zwcoTL3portYyBA0Dr7Edt3iPK66XgXYpggiEI6ULnns7avDfn/a/abirvf9U21OxLVjkzzPLGWsbNTK8o25rlv3ttdogLHpU/1dfNVJa8B+W22p5Na9tmx20AnbEnNxCJtzHyDnzsYx+PhLFeI/EkO4nVNh2FsJLtI8HQZE9UNEo5U3qtH886nokFWsOmqwDqnhkCuJVYxBdKA2gXeFZM3yErpMwRwJmf5PxMeQm0Idy7Q9uTvVvHrGd1dVkXIJfld8MQfOYAmjbCCDVnirJHQ9gYTereQ4xadsRhRBqmJKytjTjKeXcd/+4xMRcsT9mZvX0QkyAayTbtJpx9YQ/lAmhVGqBlyWFEc/ZF5OQQiOGc7rlIzR2XziYk0R6fGIF9eWNx9VU/pH4gqhYUcPH4o48vTj7hsZCkjiTan7IBWGJdFS0k0Dr4iIOKzoXUBfB0c/8mwM7pYlEbEbkFeTbGmoiwBTDu48w1gjzcAoFWGa28D8kBqDzFlOcwSE0NUxJWPENBtOrrDfKF50olwzwStoE1TBO6Xwdo2gFhq68P/fv1q9Cq7Sx60NCfCyBcD/I5hUTBEO+agiXbQLuAfhYTjI9BCDSjyGSNb90MUHo31UIuqb2f/sXGmoRFXAexbHwebLTWYiPPnR7fCg6CNBWJtpppy0m0aQd5du/QOPIMEBmUBPN8j0zaJG1V3zgZQLVAa+9GEneRVMvxeQvSAf6c9fwzSaT4/OLMs84MGzI7tbXvDkgHzHIx283Ls625szWxfObanVfuLdtgd8q4O/fus0BrXuxzR2fvad5A8kYlmFhmqexsYFQ3VoAI26PUbKdly/eUy+XlGXDKB+bqDdRr8vvKXoH8qryJ+u9ayjbb+u/O4NkX783tbTs6VgSfzUD/JZJ3rV27JoBWZSZe9apXRVKgmfpgV+r1v72dy+N4V9orX7OzA2nuv/xnGayazXv21rWzXTtmKlf1WKpeM2YCu3ZWvx2Vq9pAr7Uvd1aGWr4vt8W2OlR8FDn0rDyWBPnyXuGfEfbm2injO2QDHnJYzLY8M83xaiC+1rarZf3YE2Nttm2wK9eXAeOH9U3F6Zl/l/ezbJztqA3Ke+SulOGRuKb6wJzfUb1/PxLvPvDM2lqglnlVy5uq5+LO9rVa3rEn78kgTdmmLP/OdTI5PP+nYzMtsJWwYh3hFZAoRdgk7UeT8t2PjNeyZYeEBn52KuYDWwbPcp1mY+eWbQH/niM38jMzeJUjCGba36rbstxfuR1mcqzlvSU7sMr9nvflcvm2B9jOtK/ltqluk3I54r5gCj60+yUyBCAGIFdyRCcJlkwA0EedypGclN77MMmd7LiPayqhWwBj6f7krDJbuN9FAiTZZAHWpSQ/0wIowUZM4d2+S9BtEKLJvffdX9xHYpuVAHkSRUx+uIzcAhJTJJw0VZzHEWYe0Sp5PKV9uj4is1J9cvTPpLqUFacl36ThGHtLVKTSfOn+RIrgfxHpldh04az1/40Kos3UxzcqMhrHtsnkCW6wXLnOMUa9Jnm5K07fxPS03L5K4ojOvuwMtV0y8Sb3b3bGprOiCaVS+beROKKfktM4/SQnYqqaTuf0u/JZszx+8zjM7ynPLb9zPHlGVmv+HpIsm0tEvX4/Aq3b9MgFWsnKpA0l2SVL/1h/yTWSd0LTlXEQof8RzUN0GxXKGu2yXgXXBUV1fEqS8gxm/XTay2x1rNiaRrrIlPV3Xuf1NvUgQKuO0s7Ksxw3cwEgJfGMwET1nnpAwsiZgjybEmtdRJrNX0QSTyJBJ3T6wrBtMtQcjVAFUJuIvOJftCOgLiBgP2DgGNTTJkDCTpJbdXXWk8ypveiGkbr2wd5ixT33h2RAF7qjhx5yGIAjkaUB/o3CwLwOub7vRv1jHMF8PXr5owFaTymOPfrEoh1dVCP3BK2bYKMesvyQogugtamzodgyuDks0p62HgDRLlijjcXqNVuLcaQDmgBsF1HnBUgH9BCOP4l+7EQdICxwq0B12zQRcdxsYty+AfQGYLsqDbvmQchnjOkuzrZNzTBZ0aGtA+ztHzAfBNJ49NvcOSQrJa9NHeUdh4w1PGQUKCQtQv2n6tvQZwVoRVIhTR6k7wYFWjcWrZ2p70B7i6ZiEWzWtmJigL4dHkCWYRypQKQZkFBoYo6OsC70wwTu5TmjSsnS3q4PowDUw4DDo1NDQcxtbQfsfrC/GEQ6wHHwq3t+Vdx37z3F6c99DtIBz4u8N4LvjgHHVZ5b2vQHkmGltaO8d8x0Jsnf13pmqN6bqvfP8r/3hM1Vazl3VK596bt9Gmit7sy80ZQ3kmxc5cm4Jzp9Zx1U3tiqr/W78obn9/6uHJqZ75kRVCg9sJbBtzfqv7P22Re+VxPRMFsTaH3jG98ovv3t/9yWpMyDwCte8YrQ0K0OD97Vsh9o5+0cyHbSgDs7kD5kbD60meyIfbur/fVIXVfLHK0uS/VYKh8U8/ox2/fM9vpHqn1m+9zqtsgHxvEAVEsU2e08ON+vUebhcBdu2W4RZ5rjGSSMI1CFtVpLW9eyftTyntm2fy3X72hOl1lP+/I8Lte7mqm1szapxRGys2ce+P6h+bUrbVHLfMrP3Vfn1a7Ue1evyQBQWc4kS5yE5AnhpEYxKMGSI4cebn8nXCon3mvkutBP5F4B1p/85CfFV77ylUhk8upX//423Ue/F3iyf8oh5Fm6xndUR4lUH/Ky3W/ZLbOMSQkWMme9NyXZGYpQY9l09md1BEF1O+WIjnK0is/LzPby9eW2y9+XIxksb5ZNmOn+7PTPYzRLzOR78p6SSSTWYdtzKiDrBLIpYRe4r9H2/t2Q6Yj+CQALBiGFVvu/udm9r6KDiV7iFKBja9Qt7YcBEtKZgpp8CTONhJXIjck+GwEUqyOkuhEQZxph9DGj5ABVTEbZCoDU2IT8DEDVGG3eAqhjpnfDEgbIQr525ariymuvKq4iEfFPfvbTKOt8cgScfOpjixOQalNGrQGQR6BnEPDLrOeCKfWVZEsm1kyAftrnGyt6jEPjlIl3mF+jsV6dSvoXQHSCUOtt2u4RQVOJaBGXHU1Rc+MAQMBV/ABU8p/JiUKezESfsC1BqIoW7ATfOMozR2A/+r2RGEZkZLkp29t+NCmrAJsSOIJeytOZDDRr8Uc4O+Mz6YCnyKwkjzUWskO4Mkg6Rfr5EnCbnp2eH9EhIVeWwVbvAICMspPkqZL4Ms+r5KL/AAAgAElEQVSR8pxyPG2bn5HsNuUHcN/N0lHOFVnHOSJSCaIsHTApAxUgLkvG5XckexSAjGhIgdQuAfNKrg3B25D7og8FbI3EVLJOgEzWquew/L44B/N7E+4ayeVzUj4JZfV8t+MNNipltD08m81Dqm4+0adNzZbBBFUm+Ezwc2Ndc7H+wU3FOiJWlx20rDho6SHF0iUHp2caQUmI/fQ0Y4efYcL8JxhHrnNFHWMY2LAXMHRoargYB9BcdNA8IlXnF3M7F6IbOsK5sQ8QGpk9Qvz7AXd1FCyY10O+iCaA1p+QJPqbxZbNW5NcEtccddijilNOOLl48uOfSiKrucVmEnhuRW7QObb82OVJOqCVJMgDvRGiX49WbFuHyaOaipX3rS0aCc+f1zq/aJ2oKzph8S6Yi54sOq0TjRPF2oGNhP1PFKTqpfhILzDRB5ExqJPg2jxZ3HXfbSSgGip6aKvuOYsYcyT13uhYU5JOHd1+2rKOHCZzSdZFcuEhGMMwT0f7AcK3AJgP0leD5DYYqis6kBZsWTq3WLMeaYBJNFjbmTtIGBiR1igwDPN2cBPtATt2ThOSDrRzJ+VpZowPUq+BybFiKwB2rM2wcNtN1jXUX2wd7C02ADIP0RdTSDQMAC73r+9F+mEAScINcVZ/+tNPK557+nOKc885N+6PqFdeXM+cd73f3z612ix573E+lR2YeY3K58fqSL3ZtF8tZfvfYEfNpg3L1/7GAK0WOm8+1Ye3ai/9bBqj1gGVjbl8yCoPsmzA5k0uh27ka/I7y3/OdFirZeDWUp/ZtNdvyrVu7hrfSkDcdtttxe233x5hJi7gJocy8ddRRx21DQSfyUDeUV0PtPMBoNXxUcscrR5XB4DWh1pkV4DWLG8y0/zMEXmSfmRhzBZo3dm8PgC0/s9W3xHQmo0+76oVaN3R8x+J/egA0PpItOrsn1kNuD1S+/GeWMNnX7tH5o4MMPr06nmT7eQ8D9OBTYhJxl5Ff6MSARByHfHz8IiAJAdlgpM0n7Vtta2uvfaa4qKLLiqe9axnF6997WsCiNHWymBP7ssySSFLeuRy5XnnNZnVWbaR81ridfmehyLcSMhYASjzPbaFCTUzGzVrWAsymQRIvfXye3ym18jQzckTk2RQArAWL14UkmPluniPYIsJUvN7ErCaZFmWLl0aeRfK66B9s4UENfffv3LbmSaBZCkT+vLly3nXkpSdnf8E/Ho39aYkur+4NUk68V7LZXd1AFg97gmPI9/EwSlMvB4QBVDJPBP3/Ore4ld33hP7oM5HWakyBRcunFccf8JxkX9B/HWERDwbNvaSOPYOIr9W0QbrQwtyAoBw0jwLhCV3dc0lImw+mcsBCoH/RtDgHh7xZ6ToQ9fRBLp3wZi8F0brqjXoO1K2VkKTFy1ZDPONZEToaLYycKZomxEATzUsHX7u53VKjoUUVmKZZtvK35l9PdysIskVNmgwfOPvcWX8cGWMAQGeZpiLdQC1Phc6IxqUPIN2kZ0bTEQzs9PX0kuJeg5Jt1FAZwd9MGn9TxmnpFv0EHG28rZUHtm4avgrYZek5+yTxOBM0gAZCA0gMZKJUlbAsnj+NgbrQ3/fBrDmSB2Zn4B1LdRBsDYnwMxzJGvLZymg8tkznzsdR7JMPQupmW4iYf/0d45N/xQkVTpAoDlkQAKmS7I9wQxmzlsXWcqCqbJQLYMgqyzhLBlgMrwA9Pk4B0YYH2OVXB25TaYBv00S7JgyWZbl3MYe5r4ka5c0oC2XEgJthJzDUw2JvbpI6ESiq9aOYhOA5to16wBBF5LIeDHjegmMUuojKEwy1PHxgaJv6wbm23ocBoOwl9V87UKfVDYpYD1jomiZKuYtngNISXlMOMUPrgYkC5y3SBkgIWDOkHkkeu4hWdX9999Z/Oz6a4q77ri92MRa0Uyo/onHnVg84bFPLB5z3CmAj23F+rWbwkmhE6FnQRfjj/ldwMZFs7WOdREuLRg/awcM0Adh0PreOU1zigWtaM0yZ7o6AYvRjp2mbBtHthRT9Es7fpUGHB3TzGGJB63onTYAoK5YdTvzaYiEYN30DaxVgOQNDw6Q7MrEuWjZDm1hXkwBRAPsTgzh6CDPgHKCyNSOQIwd6CXnyaZxgOPhon0RkogHzS3WblxB6H8vYC/9T3eaaKuZNhvpGwdoBdSljB08v5Hx36UmLOO6H8dJH2vYFn6CRU0528zHMoI84nBf0TvWV4zWI/lHX25YsbbY+MCDAPGybjeQbLyfJFjPLJ73/DOKs194dszjkCNTU5Z5PFtt1kdmd92zT93ZWWOmt+XzR3lvL+NK1XtkLVHRZdthNjXen+yo2dR7V679jQJac4XKA3R3O7faANqlRqsYn2WdqnI5NJpy0hEBvOzBrn522WuZDdBaD6Mztc2u1GV/vMa21Kiwb2PBjgNF+vH3Gt9zyFLpd3pP7Z/qBEM7a5daFsmdPfM37fta5t7OQJNq4zN77fbVtqmlDarrMhPQWr5mT7xjTzxjb/TBTPOqEmSXsAA+M9WlnHgrrvFn5wTYh1XJd+fDcvk95feVy1c+cM+2bWpZP/bVPtyVOb29fttZu+0JoHZn7yh/n8dA/l1u85nGQLneu7tvz6aM/1uuPQC0zr6nMxBTPnD5d8dnOQFkBmo8wJp01o+J6UxCm7WOgzdW0cfz+yyLFWO9srj67Jtuuqm4+uqriksuuSSihF71qlcGSNjGYVwQp6zR7nMyoJmSWhoynJiDrr05cWNmp3p9AqnGI2t6JLmRgch7vScn9FkIczIlbkyJY/1eANTs6rKl/LeMQu0/bb7ly48qjj76UZTTxKCJyeo7NpGPweSpAlGZHZhtx5NOOjlkEcrglmUwydDNN98c7D3vSWzGtPk87nGP5z1Hb7MvfZb2p6Cp4HSApXzymcG2ecpTTiuOO+64SHbrvjYKmHU/mpFXXXVVcSmRWU0ArSm5LuHGAF7z5s8vznvpS4sTH/MYGHdoLgJ+mCw23XNNceUVPyYknER+kdQU4AdA5tDDDimeDbBxyCEHB4t5C1nA7793VXEdGp4r7rmjWLN2ZYWJjEQA5Wunbbs751CmhSQQ6oTB2ELW8f54Tz+h3iYL7kM6YDNJfQdgzG3qHSZEWF1ufrCzoz34aaOdDYM3/FkGZdqo08YuNCnANq12eKK2BiPU5IoCnuaIMJnrGGO0VWZrlMx7U24I+9CcGN2dgGKU1VB326oJsKkRYM/M9RWBgUBt60zoZrZFnjfpeOLLdBZIjGKLVY6izHMo5ZxI7S9DNrHEKwk+KX+WDsjXp2zpSXNSDwXQ7rbxkT3Bab4+FBacZ76/b2ZettKOSdLAuep8Vg4gsVZzwkyvzY6WrJnsGSfr5NpXK1euLH784x9HdJ/lFGg1NF9mq4C5eqe2cVofUhtYLkFew8BNTtXmnK6wjZUNsP2d75F4me9jvphYK5IRP/zv6r6a28Hkv7432lnZEvsjJApSuybGMuWQjUsduwjrN3u9wG0DoF9bMyBx15xi86atxZrVa0lI5fjsYXzOx5GAU4A8J4bLjwLwrd+wComB9cHCboKF2draXTTzM663SGa+yZzmA+aSRHN8mISlgJ2dSAZMTQnUkhgLCqm5WboAmOfO6YQdu6VYu/q+4qfXXUPY//0BMp8A0PrYx5xaHLLkiKJ+oqHYuK6XcpPwk3rWN03B6IThys/ipQuKdpwOE8yf3v4hElkNBZDrPe31rcWyHvK/yMwncVQ95UIvoOiDdTvGOjnZRxJRQOJG2Od1AM0d3Ug5tDcVD6wDFIUl3E6d21rn0V+txfp1/czR5lgPBtGFbWwcJxF2J3OL5zBm233GOGH9AyQ/fnC02LRusFi/prfoWMIcXza3eHDzKoDo/qIRWQU6DMCYRGaN3ThXyCuzZZjEWADd+gymRopOytIC2No/MVZsoY176SPnpYz0VsbMBLq2SgcMUo8JmMkNgM1r7lxZrF2xCqB6A30ICD46CMh6Ohqt6LSeeVawp5MtlvLAyGrd3z57+gxQPjtnZ+QBoHXfGDX7LNBaPvTOdNjZU81X62DP5cv3l3WVsqFnGXcEFJUnRq7j7h7YaqnPnmrLfek5GtX2Qw6ZyUkZcuiZbAaNgwyszLbdD7RzbWzOXQFlqufFbPtmb47D2YJfe3vclN9XLmvZC1pur9nW55Fo61zmbX+mhTSdq8KEezjLaqYy1Aq0ZufZrgD8swGCqstYyzjYF/pmprYuM9Hynle+Ls/n7Y2zmepVXgNm2mMfiXGXn5nrU67LzoDWfbVvHsl22hefvT/Nq1rat7x2ZjBSMDOHygsyZltIG0im1vAQIbWsqe0ADYaj52sywCiA6KcbRqKgTSuMsaZmQ6JJ18LzbrjhZ4A3VxWXXfbd4vEkGH3Ri14cTDRBHAFQQVPt48wSda7I6DQ5z7p1a9FYTCG4/j7dswit14PjT+03v1u3bl1x+eX/HUCRz/FH0NTvjjvueADepxGhtDzAScttuWTufZ0kqL/61V0BBArK5ro/5znPLc4888xgqdoOllcm66233hp6/nfAVtuwYcM2G1JQ6BxCWs8gI/bSpUsiPNn3WA9B1osvvri49957A8DyHQJg1vv8888rnvvc0wnbPTjqZ1j5feiYXnPNNcU3v/mNqEMG5HymCXTPPffciLhatmwZwAgZvNGgvPOOO4vLr/hB3JP1Sg2nndMzpzjk0EOLl778ZcVjTz21mEt48zShu4MDfQCtq4v/vvz7xXe+exnvJVweNuCoIe8w1ObOm1M85WlPKRYSbjyOdEDvg33F6vvXwGi9nVDejRHSWwfQIdAVCTEDTIRBB6gyTfi1GGknGXsMBVduIIe1C4QJiG4l0U3PvAS2d9GniWwCmAgYE/qfAqoB5Mua5Hn8N2Houn3r9xWwWky/ybEDS25QHU9CniMUnvb1PttieopktNHegGsAbYehCXsqUgULFiws2mnPrp4umIQkI2J8CxQ2KVUgW1tWrO8SROSZzRXpiXAoKD9RAfiTzAXh3hVnhe2ebFLB/gQQ+pP3rAx2+u8cvpsBjwber9TD9j4Jn3+4hziYs5X2yO/ICSz9Uwapzy/vmSa0tRyRNBrQyvZ3vt18803FZz7zmXBAbAEUl9ntj0DrEGemQfovZCUquq65XrZBAkJpJwBENXQFUVP960MuIEBfHTeU1f6L5JgVHV/7fBwA1/5tBvS2TL7X631uAK2Cc5WEyHGtzFqaQtbrQpiWfmeSNQHMdoDVud3zSIjVHwmog80MiNrV4ZqWElB3AzwaNt/bu46yAojT6W3cZ8z95GQzOqK8k3WsubOp6CYBldqhUE0h4SAhMHdRsWWrMhM82aRaAH0tAJdzOgB4O2DZor16/XVXFw+svrdoaJ+GTbuoWDRvMam2cHQAzk4A2C5delAwxqfrcMZsWIOW6gMAn61F9/y5Rdfig4oHYalv3so8ayDBGO+tH50qDoYx301fjY30FVNNMKyRG5hogXHK2O/d0Bss26YmHB3MRRm4ndRx42YThI/FXGttnYvHopXk38qrCFB3AGSuZUgNUCdAcBit05OjyBuwJqPLOopcwMa1g8WDhPKvfmBjsfCQecXSoxYVG2mz4QlAbRKETSONUAdLt6GuCy1Z1nwA4i4A6mbZqVODCBqwNkB77WNu9wL49rLfKPWs9nGrjhV0csencJI0cH07zgFYwQKtq+9eSfvdH+x5JTnOOees4qwXnFmccfoZFaA1ydUkzeYDQOtMtvVM54q8DtQKssYKVHEUzsYGOWADb7+19lmgNRt5eXDlzWxnnVnLAJnNYMrXVhu0uZzlwe01Wd+pLB+Q61Ie0Pl5uwsq7a3619Jme/OeDLQKpmavdA5R0WjIAvAZLNnZuJppQdub9dkX3zXbNiuP9+3dWw2w7Arg9etsm9m2wa9jfuY2LTusykDrntiYZ9MHuwK257ES11biWHcoGZAPJ/mMIhumKux1Z2X0XdnxUl6jd3ZfLd/XMg5mO9ZqKVct91QDk9Xl/B/AuQf4yuF0e8bjrxNoLffNjtp8V6+rpU0P3DNzC+yszfeneVXrGEhMuzFCUtcVDzywOjKMy9BMAOokQEcTAOPi4thjjyuOOeaYStbwxAi85ZZfFL/85W2Ej68NBmgkxuF5C2BNnnDCCcXhRxxBCOpBMKtknqnnOFpcf/1Pix/+8IcBNvpck40K7CxZsiTuedSjHhWggx9BSIHfe+5ZAavzVwB7d0WIu+8SeDGZ1jHHHB3g6SEAZj5HMHX16tXFt771Le65O9h11k89TFl6p5xySnH66acHc1RwVhva5913333oxgqa3lkBc8kEXgGfzjgjJV1ZRDbz7HSX+XrXXb8qLr30kmLFihXRZsEapQyW7TnPeU7x1Kc+DQCP8HlA0Qycyk79/ve/H8lWBY0tW4CBgMTPf/7zAU2fGKCf1xtWLuB1222/KK688sr4ndclbVl1b5uK0057cjBne3oETQjvRU907ZoHi9vvvL244cYbH9K8BdjqAWhdTGj+ibBt/VMAbBhG6VYyka9evaa46uqfFFf88EraCRCNdhRsNtzdkOITTz4R4KcjQpwHNw4SEsx9JtmRcwlDtMly8Q7DxWWHNgJwmQxrAi3fMYCwToAeGXvBxAS0lAkpoL0V8HkLbddMG3XDnk2AEyHJgDuTgDwhD1ABcTMQKYM1ZBp4xihAcUgvRFIowDDac5Qxo/SXDGBDyyM6jb87Bvxx2xcAldEquHUQAL+AWzsA4FzA5HkL5vIzD4D5/7H33mF6ndW599b0PppRlyxLstxtjKmmGUwLGEILkJBQEyDkpAGBk0NyvvPln3Od7zonJ5xQklAPJJTQCWDTSwCbYhtsg23cm7o0mt7r9/ut/a7R9iDb0lhYjvGra67RvO+79376s5573etePWSSh/UKYNZGnWx3kxzJum2GqStLVDAxQFbGqmBfKR8A4BtgcwlqlvuC+TgOzdJqNEx1T6yeDbkYYK1kilZf8WdG7CyZ+KGpS9ssXfvu7kycdkw14tJyDwz0M1cvL975zneGnJqOBJ0Bgp4Ck9NqpNL+gqIBtAo419jjAqQpJSBrNc62tg9sT8dtG+0Zsg30QQDNNZ3ZTGZUMlS5vwmilEKABRpAa7CDS7Zv7vml1IBAMQx3+kMAfQ3aofbNBGO4qbGUQuiCdToB8NoPYCmwF5qg9KH3NWFWK8+YnmVcjx7kvIeGLABpJ2zn6ek6Ej/Nw95FexSnQzNJqlpgjzahHVoHg7Id7dR2ZDIGhlz/mPsdqwDj7QMIpsgEbFy7tjgJJvj1rJMH+nag3SHLljB65AAaYJPWo7daDxt2JYzbjjYASrQpRtBmHRrqo4+ZezBaezdvLfpwYI2MI0uAHIcJtWbHJose5kwT83NSLdcF1qsG2quzqRgHxOwbGKGOMHuBNslUBXMXJwJ1miD+fwURBs6vtvZV8KU7ij7C+82U1QwbfO/u22j7Adi4OhCmYJrOAVIjm0J5ZyZXIPuhNIlSI6OAwCTiWg/bdrgP3Ve0ChgD8MfpH35mWwBamX+UuQPwt1nglDIGIxwt6FGcEUM4bYZYe+dkzyv9ANjLLOEfLH9w7PoO1pOVHcXBO/YVu2+9k/X8BsbhHubadPE7L3spa/Lzigue8pQYH6FbrEbrQ0BrrAg5r6vnuVw/007NdSedPMs9MzxkRy3X+jr8dQ9ooLUMkyiZc0t/llZn6WHuSJtpOQMxN4VksWZok2Uow0oOZcbUSNSAE9jTOCs9kOWGXX0tHdjLKVdOxiOt+4P5eykdINCar6rXOTf3e0picE/ts5yF6MHW3ssZo0cCslVBloeA1uWNmmrfZHtW19K8a65l/s5DxPKeeORXVRmQhxtDvwSyuf57QIlsy3d9ZeKMxfW/lr13OcmwqgbMPTkCljPu726/OvJWWx6D/Gjuf1+/e28gWO5Pfu/egOzqfp7/vy8e+vtat4euP74tcDj77nBjaDn78rGYz8e3de76dG0aAcif/vSnxY9/fBmM058Auu0MEEzbs7e3NwDQpz/96aGp2gYTKiQEABM+9alPBqApEGMouO2ppudpp51eXHjhhcG0POPMMwDgYBiZxR0b/bLLLiu+8Y2vFx/96EcDeBXg8rV161YSnFwQCbLOIaxdxptgr+H5VwIYXnnlVcEGFQASnFy9enUAv49+9KPjZ8uWrYugqeH5X/nKVwI8Ta1VAbYRynj22Q+LZ2zZcmIAmj7H++1GJ/Tiiy8OZqsAYzJ1XUfOP//8uMas64JNtot1sWyyWmX7WZc8g/i5wPT27SfVEviUkmCOnVFC52Xa5v1DlzJYkHNcc0axEe3UpTkA7IudO2G4AQQG4MT9vd4f6+B7MS5rIKZAj+DjLIjS6NhIgIwCYW3tADMAZcMjo4RHDyGvcLAY6O8DODmIpEFfcd0vbih+9vNrAatlhI4B+MBO5h4tAKSbtm6GxSkRAZZpP7qKgDcynGXJyixuhQ1qmHgbIJygbzsgZj3au4KdE7RNQwtnGUB7gXvByRne3y+4v2Mn7XFHJK4SYD355FOKrbBuBeGpQYCMwJURWpw2h0DpHEhWgH1opc4Ydl5juM6ODMG8AzBDE1awdYQfx/fAwBDsW0DdYETT5gDAJZkCSYmh/hifagXL3l0N8Lpp08Zi46YNOADW4TjojfG2CgdCL/UVaGyGqV2G+ZfsVFmV6uYK4EbyNe5VX7NBEmgFTlqUJUtwo3q2q4IjceagorOAR0ttmQjYWZRGOjSfSziXFxfek02yFNjNM2jKWJROgfHiiisuL/72b/92EWgNcJR6CbbKWlaeKUL2Za+qwUl7+n/HXunvLhPwlNrFAqI1hrFgPD/Ovbs4UWt6t34/k4vVwyxVozXILtG2NbkAgFWB2LEA1GF682zBRIHyVTg3lMmYhJlteUMrtrU97jk+CqgIQOp4a+W90IZmbionMYsQ6QQapz29MFwJ++/s6qEdCOWHrTrGnJh3jLRRp3oYuwCQDSCvymLUkbBsnKRv9Y3tRe+ajQCfgP2G+M+tKLZuPLE457QzigM4o0bGDxSz7QPBtJ0am4ZVyzgCDG2BATpHYroVzjVkH+rUgkWldWx0sGhgTq06cXsxInub8bB242YkLNRLRUOWejPYi2mSR41MDRRTC2ivImsw07CCkHzm6Qys1GmZqAtFG4Bzeytl5eIW2lOt5q6udbRpF3ODpHOCw8yhHXdcjz5tXwCtLc1zaNfWFatg/tcDGs/A2J2eMmFWfQDQKxoAThsAgMeGQ6JjAfr73BySCtOAvbBfZerOoyvbDtO2GcZtQ91EzL1xHR7MmRHm7zDSBALfDQLwPCPgEKVmSN7VAKO3hX4Y7xsp9t+5q7j6Z1eyZuwKoPXVr3llAK2PO++8ANUPAa0PabS6BCRpL6NTkmFfTYi39Gy1XNvmITvq2Fp0D1igdSnYcjiQ4HBNcbQDZDkDMfWkcoDHplzLrJo6Vhm+ZDiSHuz0nHvN0iyreQDN3/d2CL2nIXC09T+2w+mBc7cqGB6aP2z0VQMoDZGHpAOW32fLmTsPAa1l4oPqa2k7Lv17OXP6cEDr3QETeRioyp8sf1Tc+5U5N6vOs+pV1cNJ1D2A1vIkUia7KtuvGmYn8yrXT6+JELdaWNq9l+jQNxIEXHrN0v3ovqzR1fX+aMq2nPl2NPe/v757d218b/v5g6X+91c7PxiesxRgXQrm55jI3/d1rXwwtJkAiM59gdbLL78ClurVsFv3BctT21Nw6ayzziouuOCCAELrYCmWToyi+M53vkNY+4+KO2HByiyrA6zwM1mJj4eZeRpMy82EtJvlXtaZeqOCpT/5yU/RHP1hZOfeBuu1HYabiaAEaAW4MomUa38mnNIulnVbZhknoQ4Aidr5AmAbN24MwDb3CkFPWaaCmrlPeR8Bt1WrVgfImhqtfq69Z3137NgRAJOvAHuChTcN2LYhQvOT9JCOd9tuaGgwrhXITQekDCtBWYHItB0dc44372n5ZHRWNT19ZrDrALJt98wKnzkbfFY+P21Uf6fmZvSJyBeh8TJGA3GDnzE4OBy6qBMAHAKn/QMHi6vQlb3lllvotx0wDQFwAEOUhBC4nJ1F57O5raYtq9xAJ222sthwwsb4fztg7RTJc+r4nqH3AqvNza2AQDDK3GfdSwHk6tTf5G9Zj9ZZ4KoJxpyvCLUXZAHslSkp4Gr5Bco2rd8YEhKCmeq3zgHayXYTbA22Wm1HD1YrT5gRYPUHtGYewLUB4FplU7WDZulDEzaNBvCqpihZ402eZBh7MOBEpg1Zn4PV2w/j0ERIg6HtGbqskcRN/VGypQMcmxjXs9k62NcytWVhOzY2btwQurTBGKv18yG7Rfa34JkgZCmJkXIBSaRZGtmY64pWyrz2zOEWmrtjtNJesoCr9tJSR2TVeZlgqI9wXPqyXI439Yf/7u/+rriGpGoyyS2n41GGqNINAqpTgH3xvJpUQsoSaFPF3BNopa+dH/aJ7VBKFCgVAaEI0FYmqy+BU9eRcDzYn9xXUFfd2cVXDby1Dt5XqRLLnU6htQD07TAwTSw1DdioHIEgfSQ7KwX8ARcBi9EdNRFWgMSUUzB2enoMJ8T+AuwUxjKB/e1dgLMAlYKKhrwbAo/Y6MzMMHVnjDjXqNMcA6UBPdRW2K2d3auR72A9GJlCi7Sx2LhqfXHypi3FxBDlnB0qJlvQjmYNm5pAXgLxAILjg906q0wHdW5FnkAWaYGeaX/fvmIBiYNVm7ej04qcBizxnjWAo9x3HmB2jrrXo2naikbryMTBYowEUgKtK5ij08xBpE6LqZH5YnSQ9pmHpatmLuH9rczD1lYY5F1rYAF3sYbR5jJNef5tt14LUHwApwdgbCsSMa0AoPT3NAnwBgeRlVloow8BqJElmJ8dBFTdj6PDRHu0o+zl+YsyQuYAACAASURBVFbq0khSMdbOSbWN0VpuYr1uAJiudy6OFiPOQ8bFOHNwlPVB9m8Dc6MtGK2eeZDooE68UTR2kEwPrdeDu/cXP73ismIPkgo6e/7wDa8rnve85xXnnvvwAPhlkttHOc+OMkDtAb+VH62tkvtMrkNVoLWKZ1jxXAOWazMfbdnymQ/4Rj9OBXzAAq2LG1MFlFjuoDnWbZti5+m9S2MrDvi10BI3Xo1A9WPUoToRj65MAvVtUsC8Wq7qxnlfDvHLmSDHun2O5/0SpKkaOpmZNg30qsGy3DH1697Oy11YHwJa7z+gdakxfm/A5v3FGDxaoDVs6RqbwoNUde4tnYf5t4eCZgzZ5c7vpWuzZa4aOBmys9y1bjnrx7Goy3LLe6TXHa5eR1Lu5V53pOW6L997IJftvtTrP8K1hwMUcu+5C3Oqdgp7sM6ro+kr7dNMBKU+qZqgMj8zbF5AcvPmE2CZPrx4GFqWBo6V+ogrCLO/EUDztmC/yoaSyef9BD23b98OK7EMtQdBqOmkTsJe3BEMRsP716xZE0zUMqN5ZwCnmTzKOiyGitf0LxMIKh1ZZRiydpqgTTLn8hrBz3SYCw55TQIyfr+6zixdr9PJnqygPKRWr0mmUAK1qSmbYFSyhfJeafdbL+uYzrj8ntclo9Dy+n8BpwTjvKaaCCzlxarJlGSyzgAujcLIDV3bgweCuTo8bCIqk06pdbu/uJ323wfrV1CxDoBD+FKAdWV3D322CSZfdzBSTeqzCo3IXrRc28hsrnRAFz+z/Wg6AqB0dtFfyiLQ71P8bXZzuIylfqrh+jDPBG9ECk0MJGAmwzXaUdCZsWJ4t2UTIDFBUncts731G4V9OAcwKm5aL3gsU9MolBgcQDIAoJAGiaReKKYBZxZgp7YA1rXAcJNx6nNNpCXQOgkwNSNoq+ZpJJmqC2DPMOrO9qbIZr4L1vA+zmDDgOeTk5QLIGsYhuzg0EBIAwi6diJvILi/acMmmK6r0QMtNYLX8buXv1dxbnP8qwOrXRHOBwHiWnRi9qH9n2M1balfWo8EWbn+cK+Mzlki0QrYXEoH5D0T4PceOeby2UttPMebr0z2ds011xRvf/vfhXNk//790W+OTQHSBdrCughkKx+Q11lPXzKoI9SfupvoagpwMZD/GlDqHDR8XWaljgnXFOesa5Hz1Hlhe3fAlFY+wOfIgnY8pUyBz0lGq89ahWbpWhjIrSS4WgFjVSkH28fyhSOIMaY2q+fqVhN/MUbCTuNfC+zW6Rn6fLwPwqt9TWn5bkF4v/RKZQZaYIS2wMyemmQ8iGI61h33Mvl7VsP47ua5TcUIgOTM2CyJqrqL9SvXFJtWrisWcGZMz8CqngcodEDDhp0AQJxj3tWhY9wsU9iEZQ2UZ2YsEnMd7NtDUrbmYvUJpxZ1gsIC0yRuawQJbuSaGdjZzYz7Negfj032w2pFR3clTGsSXyE6C9iL5MEgDo0+QOEp2Lj0RTfzuAWwtY65094JUxUW7tCwWsfqHi8Ut99yDUxg9FeRBehohwUPsOxcHBqeKHbv7afsbYDKXcx9GOcTJAEc3QdTXQwY8Jz2qa+jTWcbi8GD6KzS/PBLAULZG2jT+jqY8iSyGpvF0cT4UMRjjDnpJK4XaIXRCshEm8IOh80+18SoIIFXE1IJw/uRsrjsR8Xe/btp9bnij//0PwG0PjckYCxf4Cm0vX0soP/rDrQmizz3ttzDktyX2EeuLVW842jsh1xXjvaaI7Hzj/aeD5bvP+CB1mzo9Ng9EBo+jacyM2XphvQ9Xzm4S6B1NAT2Dx7sj3CVNDrvTjqgWsflDtrlHDQeCG16rMqgYeGmbkhMNVwrQfB8ToaELZfF9+vezrbjcsborzvQmmBdjsPDOVWWtutyxlpek5tyaeSWh9jDyZbk58vp06OZu2kM5Fp3OHA3v7MoaxDMmsVjyF3G3d2VVxZKcySduPfEWfdU/ixDHn4t210YR8u0/pbTp7/qvjmafry77yYza2n/psf9cNdlG+ehseqNP951XhyDNTG+6kH2nup0LNryoXscSspQHSO59xzOYfpgnVdHMxZyHpWh6GR6DkBJ5pq6dyWrzB+ZljIOBRaCLMlB3aRJMtWSFdYAIFKCoTIADa0uQZdxNDP9jgBNMkWToSlwk8xV2aOGY/ueNlnOmeoav3QPyH71O6kzmQfvPGxWwdvD2SIlwxSQDvDncPtdMhDThre8CQZZp6Vz2zIJGBnSbLulDS+QZDkTGLYsVRvHNkm2bgJkCeBaB88I9lHJCCSLOOW13zJCbnQYMBVAQiD7MsK+//27/14MARYKZsriDHkDwMi1MDFXwRoVmKqvL/VeBWk3EZZ86imnRyZ1kwjZz8oG2I2DQweDMdokGKR2bzDYTHzDvknSqzpYsHUwWxvot1HKNEKfj08SWsw4aWohGQ/XydhTlsG6yUJTyzVAM8ebwCTfsW4xHtRWnQVMJV56QZamDD5+5gVmBOsYa3WEhy+YEIkiCLQqA9AKSNNG2XUQ6HCdok0HcRxMGrrO2G2m3eq5xjBnE3OJxHUBTE0TwjxB+yqkWq/+Ld8ZJFnZ7r07i+tIdnbbHbfx/93FNG3gGOlqJUu94B+MPPtBxvMZp59RPOYxj8EhcU6xdeuWYCj7rJlpJBAADW1LG7W6PlVtvJyLOS4EhRsBIZe+tG5y3Mherq5jApsygO9uLzycTV21//Jcat1ktP793/+fkBNRhsPXISYqzg3qZii460R5ZlLmrkw6Zji+Y1bgVaAz5hjtP+/6ob2l1it9tBJWuwC733POmAAuHSqOEUF+GcFDJHkbhREvYNpEm1gOr5MdKrNV5uzKlSthYvYiY7EytG1DfgCgfXKC8Qij1HHmdY45gU21Wcv1yLB/2pmw+vmC+tTBwkb71PIWC4CH9R1FL04Ik8+1A8rPwhydg0mqlIEgq4zqzt414IUNODNGinFAyTqkNU7asKVY37mmWNXSjWMC2ZCx/uK2g9eTbK0NgLkLneYDvGdCsYVi24knAG72wLqdKIb69xYH9+0oRoYPMnc6ivWbzyKJFprFJr5SLRUZgFbkCuZHxop2xtXmtatgpPLc6aGikfKt6AQg7mwtpkYXigmA1pH9ODzQS62jrisZ68jTFlMzE0UT4DEZrFgjhDVFllcUd9z2C9p4sNi0thMHhM4P8Yq5Yh/JtW6+fW8xNc/9YcF29WxgYUdahDq1dyLbgJ6qybvamBd1aNUO9AGjMjHrkUVgAvPD2rbAfEH3dQbt2XnqghIBerJY68xz3T1tAKXO9Wm0W8dp32n6Yw4t3Db6YKx/ECmLH6Mnu4/61xVvevObiuc+51nIe5RSK65hTaxHOo7Ual2mqX00W+f9+t2jtVVyP6wCrdXzXH6ea06S/pZjpx5t2Q63B9+vjfkAf9h/GKDVwZUbzfE+fKWRVh3AWb4E7vxbI8tNJoX+1WjV4FwK7lU34/tax+VMkAf4GD2q4pVJEiYXWcO2R9XLnDc7HFh+NA/6dW/n5S6sDwGtpeh/vn5VQGuyuJcyezRgUvIk15r8znKdDkc7b/IgUgXUqvc4HNCqXlu2WhVgkWFyuLEYDK0QPbvvQGtqAlb1+qpg69HUP7+7nPXjeO9791TP3MNy3GX9qsbe4cqffZ1ssgRoq9ctx1BcTp/80uG3BvTk/MhxliDU/cUAPxZ1+Y96jxxXOU6q+8fhAPkH27w62n7L9nLMZkhzMjKTBZrAaMy1Wjx6+R1D7msJiCIBiXqMpT6jW5bMIlmnkaQoQothuQkUhFZjGT4d+og1ncYMo6/2UzUSIMta3QOzbIeba76XdnXa0flejo+cmwGYUSaZtUuBVq/xM9eqBGy9vso+zftmOSx31jFBVp+VuQCSBVt1aFrGKqCbB2Hf836pJZuyA9qtI2it3n77bZGMrB9Q8GAfSXQODgaj1fduBRzshp0qC7MLlqWgo6HeAq2GWG/gt0COSatGAGk7AUnWrCIbOpnTG9UfVSrRhE/AT8OwOqenDZcmOU6HDD+AKQDWKYDQKVh587LJAFobAZbHecYoIOYEYE4j4GI74b895pqIUO/R2JsF5NSLtW6xWyt9wPgRMItM9Giowp2k8QHQAVin0bWcBpSag9UY7Cz1XgUyKceC0hQm0QFobYYtpwalALf3nGGMmoV90j5kHArorpABx4CcMoEPz7Z8CzoVlGeQtSkI7FilDsot7OvbW+xHy7Yfpus0QO4UzoXxofFgDSsdYV/Yz8od9CK1odzGKmQV1m9Ytygx0ANg2AGbsBOmYZlUqmRhLwKmFTkjx1HMN53dtP/hXkv15hdtRECmpYk9l65zh3tmda20Lo6z6667rvjAB95fXHrpD2Cv/yIe4RxRFkONVlnFOaZjLtXsK6tiYirBVh02vpTKmCShlHIOriMCrclqVWrC8SDbWeeEzNXc29XMFdwfx0khSO/zlAMIwJfkUdXzsGVT4qGlQ6C1DMf3edP0zxDsbcvXwrlaAFZzT2dFkKuDRalcQCPJpmCwEuY+TXj6EIzqBRJVmVSqd+Vq2KAArYSzL8yNA/gD8ALETpvkz3GF/MkkoGFfPyDsFDqoODC2b9harCXhVDdgIzOKsT9Y3LDzumK142LT5qJ/ECcIY8zQ+9WrYJGThGtyvB/9VnSo0YptqEdKoBUN5O6TKKzaqyT4opz1zM/WRpijJK1rYlx3OEcbYIqTcKqxHRS1FZAZbdW5iXqSZpHsrx82LdIZ84DUXYCwuFyo2wBzhzkCO3Z0gjEN2DtJXfaRDKtufrw4cWMvawdJyLiX86Uflu6dewaKidlmcmsxfqnXNInFpg/sKzq6YMd2IBHAdG13DWU9GegbBzpFh7exO9pbJ9oMAGp9G2dsWLKzgOcT7A1j08w7lAfq0c2V0YonKMbKKIxhWqaYITkYQgXF+MBwceVVP4k2VGv6P//lW0hq+MyQnylZmjJnHWtKtGSenqPdER+431+OrVI9G6X9WY2wqNrRaUMv59ywnLIt5zkP3N45tiX7DwG0poGSHXl3LKhsmnsDc6pNuJzBUWWJVY3F9C4c7p7VsKTq59WDhOU60sNbblrVuixnchzu+uW0ybEdlkdwt6rMZQVL0Rh2404wKcPlkl6fd07GQFVI+mjGz5G09eH66AhqdngjTCNtiUvvWN1/6X2q86cKMlQPSXkAOZo2S2Nz6bVLx2CVEZCHtEPP8bCFV9TDn/NFY5AN/nCA5WGN2TB+D3lHc+PygOl97+oFvHcvarJU8ll310e5hmWYmd93TOah9J7WpCMZa0vrmmwmf5dtVcqaaMy2tdWy60biCA/NapsdSoZ1d2vLsVgXsh1yDBxuvQt5gBrrKsafgJfirLJenAM1dkeG8UXfLwFUA2K9qxTuLw2He5s/OTZcK9QizAOIfaZBL/MpwGmffYR4rsPPrx7i5x5+RaiWLf9/LNp/6dPusQ0kf9iOR1C3ZLLKYDGruPe1bdK5uHT9zbXAeSdQI/vIuSGLwUzXDRzmIgN0jYF9zOpeTv97fWXfl+G+Hig5ZIRmXcnqqYItx6xs91qqX78vVO2jpfvCQ0DrL4+HXF+rWqE5VquOtARi1besh8GY4exlm5b3da2qrg+SugM45ANDfwVafZWhwZPxXUN4g2FWSxR1aN8ugcyMqri7kZw6dLmfVzVUD+3VaAPWWJPeJ8HMZL8mgHl3jFavyWRVVaA196R8TtUOOhwrNts6x+hSYNt2yM+8d66RWfcEjd1bTGKlxJiastdff32wDfv6+oqxEcBIpANk2kVoPRdvgVl54okw6wBVZV+Os8e7F/WSMGgTbLA2QCniLoq+fX1cC1gD864JkKgJsKQRdlizoe9AM5M8d2ICRi2/e3qbYfcBqgKs8jjCgQWmeJ5h2YRtTwF4TgIeTc5BYgAIbYfBtw5QtoHxIys3pH0Mqyfc2PExJQgajFR2OqUA6HuZj+11hGJDhhNgHYfROEX9ZgXaQlOztWhb2VU0IWVQB0A2rWYrz22YHKX8smhhJ9MOapxOMQ5NmKW0gc8VZI1ETthwgrvNhDwLsNbzprBmI+81Wr4Ys8oTEPpu+DuIkIzWYA7v3Y+27D4kGPaTyf5gyGe4l5VgoOy9efRc1xYnbj6xOPW0U9EgJkoREE89YTWM161bu5hYreoMzv3B/o7N9DBJPavzYaltUOYSKjetpbZg/l39XV0zvSbntrbgjTfeGAnv/v3f/z3Yrc4DwWSBZCe0/M9gk9p2NY177ydQJkNVoDVkOmxz6jPJYAn5BhObYYdHcqvavi0T1zaLtYjvpEZrN8C0oKwv5QeUEPBeArhtgJtVGQHXkZDba1tJ+UqZiigPIN8IOtRqtcqCdQzKstXeCMY2708A5ncib7HuhFUhHTCOXusBWJzzAK0mrVrdS/+1txbtgPoLAJFKB4zJ6DcJmmWGZTlBuQVnmxjrnTgwNsH67OHaDu7RXgf7lrXvlp23FhuQYtmybXsxzrh3PM3C9mxolJGPfungHoBK5mjLAsAurNtm2LD1GyHWItlBncfRha2HhdrSUAKtc8iCTAAiG+bf2Q2gC6sUPYFiCgmC+lmA6CkYuENAq3x3BrC6HZbq1OxYsa9/N6AnQDNtMDmNM8JxjQOh/+Bu5vxMsXXzmmIloGxHG+3JejGG3uq+fpKCzTahQsB9G9qLyb0ArXv2c08Se7XqbCAZF0CvjPD+gyTrWtFetDWvos/o+wlITfRdG0m2mruQdWBPiGcC8s6h/yrQ2m4yLOcb7TiKfMLEPLYeQGsr+rITA6PFNddezRwbYx51FH/1139ZPPOZz4jxpcZvuV+VUWkqWQjcH4ktend7ywPt/eWc63IfSWLfUsdllVn/kHTAA6fHjzvQWt0gfgksCUOvdtirCNfcBaistWWenVzYFdP2O+rq+DsNGgdeCtHfZWPzYF/7qW6QVSMuAYH0WOY98/sJ0FQnTzJxqgeEw7HGqtccDqhJL3l+lqL61fD48Ipj9BgeE0ZoTYxcBsKCIFKZRSbeX2QIpcdV3aNayH0m66oyc8sDcKnlk6+qEZoGwN21YS4Oljs3/aVTIAG9BKQDgGKJXjAsRa94rYPDcFM3ipU3DgEaEtTZH2VyzFyqNzHL73dyMaq2bfbJUgM6Q9PyGtsyDe+lxpPvJ2DrZ1Xjfyljotpu2XbVMLqlYEq2ZRrnCRjbLr7yQOLfS/tl6b28R7UPq4BRHsiqDBENTA0rvfRm4d21a3e0YW9vD+FUm+9Sz+z7vGdqpVXbbCkjLZPJVaU3vE/2jwxwDx96sh3jCaI5hqc4ONx22+1oTF0VhpuhReegM6ehaAKO6ksJMJcNx07ZBrV2wHJVkD80pDD0TLLhz+233YYBfVqxbeu2MJrVKgvhfUPaZGccBqDRKM5kHslyzDGVoL9torF+ww03FDfffBOHqZ1R1zPJ3nzhhc9Z1CNKxmQVXM7Daa4/CdQuZfTk/CkN5PqQK7npxpvDoPYAZz01gs3q/KxnPbvYsHF9ZDw2YYaaYy2I6XttaHTVGOG2va9qEo/ssxJgtl3LOSjzKcBq3jTb613W6GAGOg9LhlQAu/THHP3RYFKEeK5Ab/m5GZXtugYzW9uF8d3aIV1QvYKUqUvl0lZ1fpX9wH1rQGuOxVj/oh8ta5k117ZyDlWlRHLddxwmMPD5z3+OMKcryOY6gFbhycUjHnFuZMbu7V0dZfd5ZiRexHYrgN7i3kS9Q8+O7zmmso2qLJjsg5Q/8bOqrl+yrrKfl16b9ch65hpVXb8TIKiyrRYBkNp+66FY5oiHl8gqXdGVi4MOfR1Ojtr7jgP7/8tf+XLx9a9/PXTctm8/qXjSk56MZuMJhBP2LgItGtHOJdcYwxSvuebaSNjj723btmFsPxMNyU3BbIi+crxEeGK5RkTdjGasTfbyc8dPycIr+++uY9HumIVR5fiMugbTStvg0PiNvaU2lv2P4MAg/X3lVVcVX/vqV8lcvbY47dRTiic+8Umhtx7spNp9Fgfb0o3tGP+91D44xrd/wN2uCho8BLTee/csBVlyX00boCpbtQgCAuI49mWuls4NWXnlHPK9JoCIfC+vUaPR+ZiM1lx3AkzilU6opf1XBVqX2oteV93Hct3Oa5baWuUeVK641f/7/cMRG6pnjRxLad9579zb/H/pVDnEPEybKvaj2M+wM/le7sPVvTvnaNqL1fNHPk/NXO0qJQFMYuXal0xW7186RVuLzRtPKDau31QmEQJE6cbecb9qhWXm+ij4Jbg4ABOzDTboSSedBNDagyncUOwDMDm4/2AwYjuRDuhACqCdEOUGtXABMBcAq4YH+4v9B/ZiH/QBstYVmzZvLZrbujCqyboO83QeoLUZoBWUEi4aMgEwWufR51XPdx3PaGFNnUD6QN1Rw/4bsCPUcw2mbQBWMFlNcMVaugCg1N2wuqibXkFyHnQdB0gkRPj3DGCQGeXbsEe6kD5oAXRpBMgNndYZkgz17wudRyUMbINGZcEA3+btZ+0TQTHaLBJ3aYdjU8isbQmNTCQQ2DsWBH5NiMXC7rpfDyAM9AubkDYgmY8Dvqets+iLBG1outY0jR0HozB2DyIBd+edd7L/94eGqCzaVpiBHQBXp5Mg7qyzzizOPvtsgO4Twk5OgDDHR+7TIRFQkWg9Ap9fnGuqtkx1LFb3+erqUD0/5NnEc/HNN99cfOUrX8Eu/E4ky0tbrwsdXRnFng+9VntG4DP26ZpMQKnjTAImxp57uM8uk5AyV2rnTcepfa+9pr0ec4B/rhfBfOfHpE1tAJw+01fanD43gFxAQH87tuNczb3nVmijmbQKp0PNiSNI2+y4gcU5ADDuZ/4/NIE5C8zO1sFmbS/WbFxJH/cXfYMHi93MiQYSP3V3o7O67oSii3I0EgY/NTEEWDsIy5NEeDBwBVpnGeNMNgBHykoSrQ6A0eZ5nBUMo0ZoqB2AoyaxIkoe6YAO5A1wSGiMNuIUQId0dHwAu78fQHI/rNN6gF3G7CwOWzRiSalV1HPPFYy5BQDcBkDWRuo4K6t6997i9huuRwaks9iwaW3RvaoLABUwuIm1uOgqGucAZGG1Tg7jAABgbm1bAYt0qNjVd0c4KRpYB3CfkZRqDo1XmL8D+4pmpBM2b0CCgbD9ZtbzFiQeppABGBxbKIamGmCr833mZSPSBB1j7APNo/RdH/22D+Ba/dk52PVjMONph7Z1nBsWYCQDXk9MIbGA7msPjhFs8VHs26FxsAj0Y03W1YEcQmmxo93K2iGjdboOUB3G6xhM4RuuvxaJhCk0knuK//r/vK142tOeWoL8AvdBYlAP2L2pHJNVO/Ted8MH9jequM+RlDT3ndy7qhhF7kvVPS7XhiO599LvHG3Zcg9ezrN+Ha457kBrFYHPgVGCoyWryUW8fJWMvjxIlQc7t9lDlPLITM33zLjqS6DGyeqgSVHw3HTSMEujqGqwpYGUhl6G+uR30xj082qZc7DlRri4udZA3Py8OgGqgJSfp1c+D5T+7aE7WTS+n8BHFWSLUCkWOUMyYhO03t4wGGvlodNXgF41AzVYX/5NuwmuaUQk683sqm5oft/n5UG9epBfNNRrPVRt0/x/deJ7bTKUEvhLY7Z6+I8Ntwa0YrVFPaZR4R6ljH19/cUAIVXe3zKaHbQdA02NH7/otzG7FudutX+WGh/ZxtVFJQ3o/CzLl32eRn/W73DGfx5q/B2aRhok/D8BxzyMLDWSqmMwK5BAaLZX3iPbK8H2qvFVdnvpSU4HQLUPExT12gz7S5DQ344FdcPsf7WcLrnkkjD6Tz55e3EBmYpNhpFZdL2vBo5MNN+rhk9VvW7VcVMFeMq5XhpkWTcBLhPJ+Ry92ZFxt1YnkylcdtllxRe/+MVwqJjE4DnPeU5xxhmnxViIlSIOQmVijXIul4Cgh0bBHd9rhfEwwyHBULGrr/5Z8QMyJv+AcKpzzjmneOQjH1k84YlPRBuqpzbvzDD7yyaxTgzB3lxbqqEa/j8NSA+dhqNp2H7zm98sfvSjH8V9n/zkpxRvfOMbA0xe6oDx7zygZd9Y7gRaqwfWrHO2o9deddXPi0svubS46KKLop28h17/hz/84cXrX//6YuvWEwOkltEUBzfaw7nj/W3/DAG1LTN0Ptk/+RzbVxqJ7Wv7TKNbZrs3wyjIda2sl+taZf0OoJUfwVWMPhEz+0IjSrB1knXMLlcvLMC18LaZgbQ8UFedWjnOc609VLbyEJ7frQKp2Y6C35lxd+nB3L9lauV69d73vqf48pe/HGC5Y+QZz3hG8dznPpcM3FtcYsMILOtZjuU0CHPNKdcLHVoe4g3DK1nY1Vf+rXNDMF6miRpi7mPZ9qnvl/XKtSWfk3tVHkZ8v3rNoflROqqyjRbX7thPg0MTdSkdPFm3kklm3QSXy/3MnxLYmEA37T3veU/xz//8zzEvHGu/+7LfLR7xyHNpp821faTMUryCw7qMrRtuuCnmgyD2jTfeUDz2vPOK17329YC0WwPMLPdEy5HjJ3XQy2cn2H+onGW/h/0Q/X8I0Has+/0y4U5pS5T3Lcdv2R6H/j/BIeI2nC9fBWT9v//3/0ZCy8c9/vHFK17xisi8nmPbG9QZk3s/vJaOmfvhkcf1EVX7oWpvpI2W7bHUjjuaQt+FDR8DZNGgOZrbHPPvHs4euKeHLD0cVcdK2hHVPSrvFaBqOCLTXkgnmvNOppn7n7yk8hU2ViUngfb2/v0HcFbeAuNvHWDfttDT9FlV27lqF+c6lO9V+y/fyz0k7aTMg5B7QN4jx0K1bQ7XdtX2qX6etlTuwUuB1uoa7jPCFsSZPzcnQGiovKHHriOuNeXamZqbYd/QruOCebYb6+RNt9xa3Ixj9+Zb1QjdW+zdtz/APQG8OWypldi1a2Cnbt64CZtmU7Fq9draPk3yKhLnTMEidA3tMqzflAAAIABJREFUYf+uA4ycAagYJcGTAMrqVb0AZi3sn3XBzhtAX7K/f4izgbnUy1DeZkEM13lsIcHHSeTNBsZ3FPMN0ziYNxOmbUKdjmLYLOpNrYBVsB1Z3+DpEa4Pexnwcx57fGtnN2l0ODuog8o96zh71GFLCK7Ksp0FzJ2jfCsArGTe6izrXOgq6kiEMwNDdBaAdbaWkb4FgKydvW5Bkgi2fL2MR5yRcf7B2TUv2UOHsMmL2gTqYL2qBcygDPase4TnsRoLcx5gSBarZ6FWWZaaKtxDwE9ges5+0Z6iVyaoSxPf2dDdiz1ITo3+/cX42BB7gY7gJtoeMAq7c9euPcWdu3ci4bCbOg/RV7B7qV9XN/IMJIHbum1LOOhXr+0Nfdct7BebYb8GASPsY84C7lkmE9MIYA8q51PFQcvfNTGkEmDNpcjv1fbr6pypnknz/9UzQp41HNvaO4LF3/ved4uvfe1r4YTXdtX+jGRftnuNWOL5Ucd82H+1xFdpQ2nPWhfB8XrC+Rv4SfvLflaGoWQwm6isXDviPuqrMm/ca02WJSiaDhyZw+7ZsmHbuL+JsLzGMlguViEAXGwMmNCtOAzUY2XVggyi06GR9WdvAHYmfFsJWN8GiIk5ypgCaF3fQ+KngzhN+2G09qHdj5MCoHX7idvD+TDD+J8modM4+qQDw/2wQIle4uJWkvm18dPOOYTWwA6lD9FpbZwBWAZdbYCx2YAdU1ePbjNjt5k1b0INWAZbPWUeGOxjPO0H6Nxb9HQ1FmtXgUesmGH+AdzWrwHIRXOVn0l+Cn4ayEBVh3043LevuPXGa0nGxjjasqno7oEBCyDMBMeA5FwwzrgdYv0ZnSxWyNpFw3VubqLoHzkQDoR6nB11tNsAbd03NVFMj8P8ZaSv6hLoVT92ljmNM4Znjs2go4tG6+h0XTFAsq9upAFWR7j+KGvGfmQ2dlF3uOUwdKdpf3qONa6Fs4TzCLsHpnwbMgNNgL3zzM8x5vMAzpMVJAZToKSFsWFfNTAGhmlf59osOq0reN4o0gE3Yk+vgOG6adNGpAPeWjzlyU+uYComndPRXtqA5d51RK6JY74X/ypuuHS/vrdn5H5Y3bsSbM29cOk9lmsvHm3ZfO5yn3Vv9X4wfH7cgdZk6GRHHTKqzCqIPo9i40xvD/EKJutx9+WBVTaMC30yyOJzWFAJdOUmktpUbjTJlEvB/jTSloY2pvFVBeoShCuBqvkwJhOI0zPoq8roy8Gah+GqsZssRN9L1prfF+SwTMks9TNBGg/bKdJ/OIN60RjUgHJDFmAtT5UBupY7emnoaSSXnkE3Vg2kxmC93YIB6Ps+a8uWEwPoyvCnHOxVkC7bw88yDDq/lwBIsrESsLAtrJMefcMw3eDzVa1XTNoaI3GazeQgHsvrf/GL4rIfXwaIdFVkrnzY2Q8rfvM3n1esI4THUKZ4xWVlNlpfwYisARo5Luwr308guQrW3BMYmoBaNdx7aV9U2QvZx2X4KcZcLeQ0Qc9cJLN8CUAm6JgGSraPQJnt5uf2i8nVym4tGYJ5APG3zxOsVNcqMorWgPYEVHK+lWG7/ii30BT94b0ch319B4oPf/ifARk+GKDcE57whOKP//hPImOxY98D1sDAYACzZmntgbW2lKWaZfd+3rc6huMQUmPb5vio1qecNzLRNIfL79oG3/72tynXhyO8zszGv/d7LwcAfgrAzsMCKPHAaKiXTLymGisy75vl8dmDZO/dS7jYLxhXGp5f+MK/hc7Z4857XPGnf/pnHBjNnlxmMw6sr/KjnexcmSLkOUMlvbf1TG24nPe2iWCnoI2A3ac//elo56c//RnFm9/8ZtoWLSfaU2Ct6oTxPgl65jjOvs4kG8kQT6ZM9uuHP/wvxcUXfTl0uDT2TznllJg3gkVveMMbOBjgKeeA0NMjQwYjMhCzQ8Z8OhYcuz6jKsUhAGk5YzxXGPICUxpEJYhdArYmUCnX3xLstj/r+KNcd40GKw8Z+szC58OP+m6Go+kt90syZNswHqeZ04ao2lY5t1zT7Yela7Hfcz45/tX5WvqybR2/hprZ7unwqwI4ebCwDb4CU/Oiiy6O32eccWbxG7/xGwHwy241dE0NKcdd9lerene8BCRti9IbL8BYY2DVgL3q2pPg/M9//vMA5O2brVu3Fo973OMXk874/eyPXPN9r3S+GYJ5KPFMFbywLo6ZKiiRY8dyul66NxpG3KBeGOVP8NHwQD933XTc2qf2p/WaYm12T/bzAwCnHwKQ/Pi/fjzWqbNZn1/O3Dz//CfB+jm15gBJh8ccjoefFJ/4xCeYf9cFUCMj/TdgW7/2ta8NJ0euW4IXh5xV7jUl485XRmOWgG86VEp2a87bEkjN+eseWCb+8X37p1xva+OxZsdrb5isQ0fTxRdfXPzrJz4e4brnP+l8HBV/iNPppDgsloCuURW/NMR+JW88WI3Zwxn290tdHUcCGuGjry3weZZz0MSCWvup9Gg6/34lnVy7adV+vLfnLAUD7+37d/m8wsSP+1Sixxb3yxqhIf+2ZWSRu/bs2rUz5slnP/vZsBF+93d/N2xI52ySBNIGP6py2exLnFFHe/1yvn84kDbvk+cCLCzAA/cn9zajqVxgjKIoN7FFvU3WB0HFUXQIlR8xOe6nv/CF4oeXX1HcjDNNLVRBkW7Wuw2A1CesW09W85XFNsLRzyL6hM0vkst4FpoDoJyHJTZKYh6h0vUkv5oDSJkESGk2rBgQR53JADXpryb2yWnAkOHJ2eKOnXuwd1jfCb9uRxuyHR1HNoSiA6C4Fwbg8NwOMJwxAC4A8iaYhnUdxeAwQGJzB/qvJ2CDGTEnSDMB2AUTFRvgTIDFDvbPPnQd53iOyahYnIMROMK+LJDYEOw5mHqE6Kuv2TzBWjsn2aNMYiQ4O8W+2Qa43M7esg8n47gMWfah0Pnk9/wY4yzAVJ3C3A9wzZBwgT7th0naV3tB5pvnQcOUR0YGeB79w3juQY6gE83WNpiUE/YF58YhExYRllwPS1FQ1/ZYyc/kBIxVMrSPTRxkn9Apz37YhJ2NpifBVMWe/gPFrn27it377yxG6MtZ2nTnTpiugGpNZK9vJSy7u6eDPfs85sLjiyezX4TsA+OiB8C6Wacl/cObDJdS7kDA1/5yzOj0CRBcEKt2/on1J/avQ5GXVTsxz5B5bqg67aukDm2EAwf2B1HhM5/5TPFv//ZvMX+NXNMGFdxcYVKxGiu93F9rQGsQeQDJaqx3+6Y1krcJipaRT6UuqsmqAFlr50+BW20fgeZyLmvbMT4B++wbz6a+Lzgb596w2UtyisQhbYB27DPLNUnyp+G+UULXsZVb0RRF/7S9ow42aVHsJtHUBI6PNhJcdaNJ3NK+shjB0dDKWF+zphcGNeCpUhn8bmac9rR3F2edcnboog4eGJSwSd1wWMzCAMdpYaTXiVu2IcexhvLAmO0fQapgnPJ0wZKm3jgzYtxNM/anby16cIysXL0OkJazB/fCJQ1gD4sWGYq9O3cU7QCgawFMe7vai7UkzdrY3Fn0I9Gxf2Kh2MswnQFkrees0QlgOTs9WOzZdSt6wGuLE7aeULTCKK+nPnVtq4uRPvSa9w8WY/v6iyZYo52wYFdzv1bBfAD8GYBUtTmaed4B5twdAMjwgWGx45whbH9ooI+6jRarWWcakBCbYv2aayKyjXVlAOB2FWvGes7WriOjgNN9B3ZTHpLdwUTtxO5zbg9iF+l4qGftWIdkRh36twusPWpAezZQW9r2icg2xrD2dwvflXWsLm+cc+ca0YgeCykL+/jkk0/hzPUnES1k/1fX4Pt7D/glHGI5m8gRXPNgAzOXU59F++I47PNH0EXH7CvHHWhNRmB66Q6x/DTkSrq4TJl9HMQMFSh1FNEDYdMQaK0yfVo4HHawoSrs7Xdk5VVFyqtM0CrLcCn4VG4wZUbPPNQmmOuhO9lPVXA2w6HDLg8QoQwlr/69lGWY7DR/Hw6ES1Zbhnck2JH3WQqeBbjKxqh2YRi2tXoE+8DDpOWqnThlMHhK1fM4ikbKD2H0feMb3wiv5zrApqc85SmEw5wVIE31cJ7A+FJAMo0A65tsu6VgtX/nddbJ/wsgJXiUIEKCsVZAI2UWT5pA6y8Qcr+IQ69hnIavPP5xjyv+6I/+U3HC5o3hDXdjNgxasf4M504w1TpUQf3sz2of5xj0M8dKlie/mxlmEyxMgCOZFmngJKhq3RKwyt+2z1J9Md/LZ2QZlo6VMEYC7DCcuQx31lDN8Zgga94ngZU0eLyvbZFlSralZfH9KuPP79p++zES/vVf/7X42Mc+GmE+CbSqAyao873vfa+46aabQ17gaU97WjD9evEmZx9XDb5MTpH1z37JuZblTBau5Yo5pYfY/JVx6C3Zed///veKj370YwCHVwbj9VWvelXx1KdewPPPDoZaaVyWbEZfoVOqW5SXYUvprBnD2BZs3Qej5Atf/ELxwQ98INjRj3n0Y4q3ve2vwtngPaY4zLieGGpfBV0jgzNhR9W6aGgk0FqVnbD+Anvvete7gvFXAq1PB2j9iwDUBArtm2SPJmCdAHquUTm3qvMw5146Puybv//7dxXf+ta3IwTn/PPPj/4RmNagfvzjHxfGjW0n0Bg+jQA/a2F1NTZuyVYuQyqr2aUFMQXl41rlPWpAv0a5L8FtQTizV5eM65Kdm9EHmUHX505HUhL1u8pTRZlQw0y+HGVrALsgWBP3cP03uWAVaM12SOMs52KWyb7Jfsi5VQWr/cwyZts5vwRnUzbB79oGsi4vvvgixt1Hi1NPPRWg9VnFi170omLb1m01RmsZSpdOlHQilIBgGXKXwKX1rpdiw8vypqa0Y83x8+1vf4sx8i/hRDjzzLOKl7/892Bur1mcVzkGco2yDumwqHq4c07ZNjnfc7+Mh9fW6myPcr7Z9ALrZXh/uK3CQVcCxmV7lkw161YClDrP5ujvseK73/0eDPhLMcYHmT9bi2cwxs3WLPO82v6uLT/4wQ+LT336U3EI8/MzzjijOPfcc/h5RG3PKQH+1ObSeeLzlLnw2ZZJEFjGXemQLbEyw8yq5fZ6nbDJaC3X39qhj8zcNX/k4nPKMVX2zR137ABEuiKA717YYqefdjpg8LOKtTCYMpQtGLoPMVpzSC3r93EFWhO1j/FTGzv+v8pszYOAoL01rLDNllXho7joSA+ayz7oHCXQGlnRa5FS5Ry5o/jxj38UtoIH5Ve/+lXhyHPuuvemQ6dqDxxp9Y+07kd6v3v6nutpMnCrjt9co3Pdjc/QfMQiC5B1QXBVoBVIQ96ozpvRsRGS6PQXO+64HRbh7cWOO3eE41rwZR96rCbbaQIg6V61ulhFW61Zu6bo9W8Tz+A4bGXN6gGsXmBtA5YDaIVdSahyWysAEkDrPOtWO3t4G+t0I4yw6QkS9sA2JftTMT5HSDFX1QuARYh9S3EQDdJxQnpNFi6Ih+Ffhh0DZPqchtYx2KiAtbDcZuebAT/ri8ERzj/8vbJnDfV13BspJriErioO5vWcs5oBIs2yHqyzUH6lVYyKwQapk/gC4NNMiL1yAws6PmHQLQD8us+1KQ1FfUNftRZZN6EWKDa/QH1osxshMqlHzKg8Wa3YCByrGpuVCzOpT9ne00TETOL0MzKmDFsXdEaCiGe2A2A1Y5MoqzZCAq4Rzo1jOHHn1YGEsbsCkIs7wVQ0GgeJBrQ0W5ph3fFYnXITU2h1kk59AmarjLxJQKgpAOdmQN4edC3vvBNm8u47AegGAJ33A7oeoG5thH73FptJkLQS8G8NrOSHPeyc4hSkHbZuWl9j7BL1VEvyqYq+rFy1MAWllDuISB7t2QBjD0VPxvJTAzLT1s5xnWeuHL/VM6LjWFtdh7sOzk9+8pNhUwiWGjljMizbUybq0rOl8gGztTNRzAPzC4R+KvY05ZU0kzaq9qdgt2WUoVp1xktQSi2EcFA6sGjosJt0DuC81HHt/X2e53eBVtfiybEZ9E7HcRTAMhVoZQw0twAiNs8UO/fcAStzAjY2SeIYr00kgTtIaLp2+0oSxzky5yjX2BBMZc6TrUhonLb9DMY+zE7thXCUUOYVOBKmSNqEXSEzthlb0Pk9wd9B/AJkla0ZDPaI5gLIXLEvWKedPasZGziX6LBpnAlDaK0OETE3wLzvwD5Z3dNZrMPW72XednCPfaPTxV7C9A/OglVIKKGMrcgD1M0zvsYOMu86Q3e5y8i6LljmXWuLgd2wZPcABu8+ULRQ5lUAyVvWbSx66L9GxuPQ8EAxjCPEJHcz2NEzjEOsNZJmwdiFrTtD3dS3dc41ArQ2w+IeA2Qdh6E7hq6rjoDOFljFOB+UORgZQj6AdWV+fiqA00GjFw70F+OcZ2TOrwErqK+X1Yv+MixzbfSBfpwc5kpRf5czQCf91815Z5r/e6aX3DXC2tLHfZRNMXLpEY94RPEHf/Da4jGPeUzsG+kgqGIPx2KNX+49fhXg63L26/tzPzzatlpOffIZD+R6HW07HO77xx1oFZRKoCA9cvG7Fobjwizd/7rrro+sm4NoqKR33I0jD8TBUmRhWYn3UnBQ/SJ1GAWIXKzTyMvDXnkoKzcvf1eBiwTlPHS7UCcIWgVfq8BHAqppkHnvPMDnc6pAbW6Obi4JlAmaJVMyD765yOQgzHbKQ3V1Mwwgzw0SI1gxcXVugikmm7LGtg2Dl0N3lMXNrcZi2guI/ZnPfgYQ4SPBTpT19ju/8zuwBJ8a4FnVe5r1SQCoWpdk9ZabN/qWyaStGQZpxFaZmglIpFc2NY0EH9x4zSipluMom9atMAI//vGPY9B/PO79xCc8sfirv/prkgNsDqDVsBLDjVvwKue4SuPYctvWPi91Tm1/WVwCTnrdEmxMwMS/szxeJwhtm/tdv+Pn1llGne97n7zWcZlAqJ85HkrAT5Zd6yJDK8tZBevSWLK8+fzqIlYFZatgS44P62o5fGY1OY3lk70X4Vi0r4xX54bvWb/sg3KcT8ZYEHz/yle+yvdaAwAR9FlJ2IkM6Pe///3F5TAz9u/fV7zyla8Klt/27dvjuQlS5xjOMVtKEpQgcZYzge0E9hIQDtZmOFuSlVyG+V522Y9hhX4W58APotyveMUrcQw8GQbdmRHe4kuPboIlZsUtAbBSTkQGp+WRtZaMXtk4b3/722NsuNn/9V//10gsMae4u15wDCV1YLMeJRMuIuZqjLjSuWEf22/VbMeZeMNyCbTKELaNnvrUpxZvfetbue/qMFJ8yXwVkM01RwPW9snx5nXZdjkX02FTOp/GuH6k+J//82+RQvghINfW4qUvfWnxMkK4S8ajzo1Sk7QEy0qmQWnwlnXyVQLjtD/tlKzPXK8OOSBgr+D5N7rA97LfXHdLUNzsyiUo5zwrnU/1GHEYq55NuUZnWYSs8r6/fa+VDKQyHUq5k5qGpo4Gxo7ODsdfsh1zzNvGPsO+lhnp5wKmVcDaelWdarmuZdumZIXX2f7pBHQMXH/9DaE9+sEPfiB0RJ/2tKfHGrkV1oOszgTw3a800q2XZcq18BDg7N5Q6sj5sm18bs5/GU+f//znAcrfEf388IefE+xqwV3nae5f3tfr7NNDazFty9qUThnv7f+9j+NSmQxZ8Am8RjbgmiyM7wlgC7SWLNEMpVf+RBCz1Jd1XERyKH63MI7igFZLpiNQfzugy2233h5zxnBK94/ce+PgFc7HeRw0twC0/iDkGKyberfn4ThbC0srsxXLEnYs2f7BHqedZbMm6D/O2OvHqHff71Q+hvXNtcUQvEiYF5IDsokF0xmrHK4dUiGTQT85b3zP+pQOnpqGMHPC9c7vjZCsRRmHa6+9JtptNQef008/I8aWfdHCswWl7y25WTmr7vvrwWqQHi+gNZ6rk8eFr8TezXVeAvk1Xfsy0U9KVOla4uc4Aa33dOBb9kHnPgCtzhsPy5dc8v1wDslef+1rXxcJgpynyaJPe+Rox+/Rfv++zLDcp3O/zf0hnVQJXpXOLAAedA8PAa0E2GITTAAmHABA2LlrR3EL9upNN15f3Hr7LQBxu2DkoV0JONJBJEk3a+PaDScU65A7Wrt+A2HCa4Jd6s45MzoMMEIiGsYfOzAJqIzuYx9u6YIVuZawdqIXTDgDMLgWPdC1ZDfvP7CH90aEeYvheRhvhVqqOOTRgGxCbmAiog+8D+uigCTklSn2SixWQo/J7N5KIqEmJVUIZSY0emwSTcVx7GWiG9q5PoBKibsAufMwB5UOaGFigLGEc1slGX+mAa1mWHsNz68HCJPR2sRvyb7yfNsAoKZhw7lud7OPdwCCNWEPjLE/yYJtYt3tZI/SJpL9NsE+WkeYcQgysL8sEHZMdq+QMoh+CocgtgNlmIByOgaQKuFCx1qE6POjk7b008+jvYqNwHemZGOzbwmyysSdE6ClDCvJyr5qVRs2htE6tCbg0/AwAB+sWnA2CMwAhwBRzWhmdmGzrW3vibD1vbBc9+zfVdxxG3r/t90Yjkb3V8dKB5q3q1cJtD6seNhZpxdnn35K0c0+0mniLzVnZXDW7J86ytKmNr72pc5v29W9SimEcDoeshuqZ7A8hyX5I50bS8+I2gC/+MX1xUc+8hHOUh+L8rmvhd2gZrk2SQ3EdS7pqC8d8b5farb7ijlAWQRatQ/9SbmksIFrrFYZqqUme6nTGnlEQoqktDECLPcsWou2Cec/e74EG5+nXazNbhmmAOhHhwnTb+oIJ0NzAPmOhQlYxncidQHoSTK3tpC+aCN502Cs6zIxO7Apbc8hCDvT7Pl1jN2tm7cXa0iIJcO7DodBlIc5HfYGtmiDdjJ1nSDpU0auNMgAZawIGrZSdwH5pvqDRSdM1bauVcUczpAp5rjs51Hsk3HG2jjzuY150IONsmkd/U4dV0geA2zcNz5fjBGKP64sAuAoLo6iBSdOCyxRx7B900WkYBNs6AbkDkYODNVYrQPMv3pA247ixHUk6CLBmPbLwYEDRf8Q8gfjwySogsmNE2cBpu40fw8d3AeQb9TGfDFAxFE9sgmdsnBxIIxS3ik0cKdhrrMCFevXrY75PjFGGzLf53BcKDnQj/yCpDcuieR0K8lRgNcn5qYEN/GGYTAazyCjnGW0A1dSDp0Osukz4mofifp2794T5A8d8p7ffvu3f2fRXnygAq1pfx+LfWk5+/WxeO592SPv6drl1Cfv90Cu17ForwcU0Fo9+AZAwz+9sDfddFPoyfwAYOUGRKJdPPVoCab6KgEGvLnsSh54FYR/5CMfweS9gMyc62KhzpB3v18e+EsANZmDGeKeIEYV7PQaDUo90ibi8cAr28jfHk41KH3lNfmMBBQTmPC3m1AJbGQoaR5oSzaY72diqtTfTOAqwZE0WqsDYHGQ15J7JFgs8yDbNUDNGris9zKyRnJg1sv5OZK9yNZyYdyyZUvxkpe8JEJWFXqv1qdazwDEa+F1yaBMPcDIHBjMoVKfNO9RBbRLg7UEuvMny5oeTjfp2OTjUDxefPITnyo+9KEPBej5yEc+qnjrW95KiAeh7BHuAOsqNJjQqq0Bygn0VcH0NBQSTKh+JwDrWnmznbOOCZQmey77NfuhCtj4HfvPaxJozeckWzNZvXn/EjArD/0aLgma+HfqRVZB/2Q658FAI0qnhM+RfamxmmMy29lnVMdDdUwl+8/6JKC4a9euSNLg92TVyXK2bxTVf9/73hshg7LT1C18znOeG55JXwKqVbA7E1ulceh3BHplw6V8RM7FbPfoh5gWJgQy87cg5kxonV588Zfj2db9ZS97WRzwLJvgiuNFQCZ1GksvejnGBFct21gwT2GnY1D5UjbgHe98R4BDT3j8E9AL+stiAwegsgClQ0bQUyDMQ4KAnsZFIwaUn3VzYFBPLcdUtrH3du1Jpu573vNPAVCbVEmGsI4CGX+Ch/bNTsKMlBhIB4zXb9t2UhxcrXuCnjlf0nmR89I2dQz87d/+HYzj72Pgry5e8IIXAJC/PNZB28K5Y5851wXe1gBurVmzKozZMYDavejGCbLbfzINTe5g+fLlsw0N37+/r7gZwEyjyrGjUSyjefv2bdGngqr2Rekouy7aQbbCls1bAmgcEwDX8cBh4wSSH9kme0hWYDK7KQ4pk+GEK7VZm+zPGnBoP6sFaFs75g07d4yqP7Zz587QblbK4pxzHh7AmM4E+yPX3HSoVB1bweaszXu1qi2zIbHpbFFDTybIl770pZgHj3rUI8MwlIXZCsMi2aoervbtOxCOCNvXuW7byYbsgU3svhFs0ZrWVDpV/O282r17dwCt73rXO6N+Oi4MxX0CTiUTmdl3vlxbBNWt+zXX/Dyutc3PPffcmPeC9RnNYR1sG0P0TWbnvuV9LKM6qa7VZlM++eSTo6wtGOBxeK6tR+6pPuvOO3eFU8V+cmw45tczR9Sjc2xNw3JSw1aWu8/ctm0rDLcnLO4RlruU/Bmnn3ZFe7qvn8h+cyrSFt5HdoOyML3B8i777TaM8Z2AnZ1oApYSGkWMT/vEJHa+LIsOQvcuNSLTcDsETJcJ13y5NgzBbDmA3vce2lv5E8ukk8P7n3LKySETYFl249zduWNHZAN3PVaD7+yzzwqg1TZKVutDjNbF5WFZ/zleQGvu90bCBJjKP4GG0CyNiAWT7AB41BKtRXJEw3ulmf2KX0sPH1VHqo/Oz6vfW9Zh5yiBVp9d4lalzeqcN7mO+9qT0dj7wz98Q8xl16NllafSrvfnAaxa1nQ6V6OPLJbjRQdXPUi7iWVW1JEwiDGxACusH83BHTt3F5dd8ZPiyquvLK75xTVhW4+hTSg4uGXzySTTO5cQ41VFI2cGVyPBCqOzVrF+tRjNoWOTT8hLFazWPiQH+gDtJgJo7WZtXx9htxOEUR+EGXvyiVuL007eVuyGNTuBbqiS51xRDC+wfzOT7eouAAAgAElEQVRGWwBJOwBDZgCWJgGIdE6tAKANhihgURPrazuAUgMgD5BjSAUItI4DtM4uYL8DtAqEtuN00kc2CZilNqlA6zTJeGRcNvO5ZpSs0nGz0FMHQ/rVi3Sfr4ftJrvVxIEt2rKsvfsOHKAusHhpi27W+gPID+wBsFy1Zn2xbr0/G2AEY2vxPgnTAX2wvwB7Qwsbu2ue9gzHLu3X0oI0ECCOGp4CqbLoGiPZpECltpt2pAk1CT1HP1IG7oJ9RiZ5Wa3TtIfnIO3CboHWHmS50NRsUMMboHWMhEFTMFpnSR7UyF7YDJGjhUzvjRJXkHNYAAQ1adcIfbV//x5smJ0Rou95sZ+9cnwMZzS2ZhtnxQ3YWdu2bChOJ3nWqaefVpx0yvZIstiFbeD404ljxI9gnsaTjmpD7f2pJj/OsZi2TDqU0564O/a4+77g1oc//CHOUR8OuyWj2nQoqXOrTRyOQ/4fZwt/sNNNbqUNFtGQtSiAdrRQZZxatjz/lM5zedillJ52s39rvws8Kq+gDeTZLiJ9ImqsJNb4tzZuRkG5hgjgNZlkDZ3h0SEIVYCozTBSm1uUCsSZj7bw7v07YHKOMmYZJ42QFgBExxif3ltHwtq1q5kb9fTL3lILmbGydvWGYg0yA6sAwRtNEie5S0Z1oPqcOajrKGfOAeZfmfiS8yqNpBTIFPXoXdnLvdVq3c94IDwedmwjIf7E2ISEgPMt8hbYd9yzjfF6AnIA7Tg0JrGf+5nDAzBg55tXojMM6YDyN8Ii7QBkXdfdxt+4S3h+K21cB1i5AiC3DjC0jnZYQD+5yfkNX7UT+5bpFVrNsllHJ0eY+9OAvz3UbR1MYKQ+WBsmYFwLcms/7WdsLuBoaOteXUxQJ3wqAL3o5sN6HZocLk7CjuoCnJ4mmq8Bp1Id2IpyD4PDrC6w8hudd7KN6Z9x5pzA8yrwGMefttQgZ6Rh5vkE/+8FKF6DzdxSk4RwXGjT6ZTX3tVOf8ELnh9JepU4O+TkPxQB+yveau/29rknVH/nOf6+7k3L2Rvv6zN/le24nPpkeR7I9ToWbXbcgdaqdMBSoNW1Xm+S4OYPfnBphPca4u4ivXXrtuLRj3p0tEF48dxEWQT80RASmHgcDBnBOA9OVVZr1UjNDcly+H8P3yXTK3UES23Iffv2FmrnycIxtF5WUx5qvSaAXl4JjqVn0fcy5N97uqFkeKsAbYa1Wmafm8xKD7J+lj8Zer30vQQuU3O0phcQIGrqOGa7Wj9N4/i7xsi03oIal1x6SWSjFHzSSDasefv2kyIErApSJyhovUoGYsnaKkOJy9DnrHP1YJDgWWTtZAOxnm7A1bJlWHuCRwHE6gevGfQehD5FuMsH3v/BCE84l8zfb33Lfw6QxlAdgdYx9GeGx4YXdX4se1m+MhypClpbzqr2pX/bD5bx0AG9DAfWeCvZXOoU4XFkoxGwEMgRLBTgUuLCceAh3vvKppZdl17Z7Cv7XSPs9tvviN+2h5+VyW/U4tUwWBOgiH1WMv/GFw9WMrtlSAgqOfYy1MLnCgL6TEEHWWICMQIqKaWQm0S2u/X12QKMG9DbkcWZ/WDZBDIE/mw355SJomwPveLvfve7AiwReJHN6pg5//wnx+dKPZg0wDbzWsOmnDPW3fpqiAq+CUZZZ+u6YcP6mve61JgVSNnPz569+yKOU6PTtvBg5zw0ZFEj7JWvfCWAzhMJsz4jxp42oD8aFJnp3mf2UaabbryJcu0NUCXbwDIK2n7ta1+Nua2D4U1venO0oQbfKB5pr7EtbF9BnrI/BFplmAIeYpi43qhrbH2TzZjswQTy/vmfPxzSAfbdeWjB/s3f/E0k8bJfbqRsgmbWr8qA37SJzMMmfQN4ct0T3KsCSVmPBGpdp9RoveLyn4Qj6IlPemLxnAufAxB9dpRLbcxIvkEdzNBqnz75yU/CgJ6NPjMx0c033xLa0GVG3bODjeEzHS+OPx1e119/I4c9wpFYM1ICxHktYCdL8WQOgI2EL95yy20wFy8OAFeD+yRYoMIUHkIMFdtA3R7FWBUMvPZaxoTJCQxT07AX6HA9Jjuw1zjv1GU2y6/shyuuuJyfnzBGb41oB+epfZah6Fth9Dq21BUWgE0nh/M712XHTDlvB0NGwrpZf0H1XCMcL4JtV155ZdzvvPMeC6P1ZaHXqg7YrbfeFiD5AQ6QalQ5F21fB6LaZ5uYOwKAOgBdF0zWkf1WOgBKTWX3un/7t88DWnzAkRxz7tnPfjZG6LMCbPU7MgFMHOUzSp3hPbF32DbOX9dvQX/nk3PL7/34xz8ORq7tkmPU+h08iNHMfuo8Emx1Ddh8won03+kx3rzvIJmpZaBefvnlHGQx4mt7WMmCbQ9pim04N533P2ReKrPgnnIOY+alL31xCd7WZE5uu+2O0ER2TXE+yYZbTznXoxkms0dtVsv9yEc9qjhx8+YYc2oyfx85gnLtKue2fayum/MopRe20NcPP+dhMZZ1IDgmMxy4dIqV+43t+rOf/Zyfn8U8mAhJovlYU32dAWPVOXEKY/h2ynn99dczLq+N9Vkn7oUXPjvWS8sj2Ooa08jh6f54PVgN0uMGtMoWi7FxKDmdwKpggjaln7kOyTjz0N7A4ZQgWQ7Xv/rerq7x5b5WOgvztRRozQPqUZfsKIHWsMcEgWI+roj5LNBqwrgnPelJxe///h9EchPXmXSmL7dsx2u8JwC/9NDv364pAg8CiIP9gGswWHft3gdwsBM24x3FDRBDdu/dXRwksZJs+1YS2XQTBnzi5lOLk7aeBTBFoh6JG6y/zQB3Mr7WES1Tj4NxGrBuBayyBvZixb8m0VYclyWGfuLsPOAfGqpt7b3BcL391juK7bDBzsYBt2/HHQAqODxZhiZbxkiwY+Z0GPf0QSeA5iTg2Rgg6DDgUzPjuBmQ0TiFBurTZHIi1mtcWJQH4ASQaBj2LVoCQL6G/QP6sjabwHCYvWAGh9qCycCg7TVxH9faGZisEyby4f4yMNXU1DaqM3M7mpH1ADxNaq1DgZ3RxmZP0pHVgwNyJUDMbrTy72D/XIMDtRdHoffcw9ps4tsOgDVDmZsBe11nlYLV/RHzMeSwjJAxSgkAS6DXyDVLDthqEh5W6QjTmIeE4X4p2NwoOMs1M1Ru3IRcOlopKioDyDMAgDdCSBCcBdSan1WqhigbkhjVmwCKrPIL9X4OMQbw1WRYhrGPc+5wrxzs7wt7WztmCFtR5/Eu7EftH9NvdZOUaAPzI/Zofns+3Y7NpISUuRBMcmYCtWCPuuH5Clv2UGLH/H+O0+p5NW38XDP8nec290rBf0HWD3zg/Ytn3fhc0gvflUnq/PbeqaG6OA90QgWZocwBItBqYjLBUV+GjI+b2Irv6LzqqEliad+MYLsM0f7OicifUEueax9GDocaW1aWq6CmRAkd073MjW4YmwuAjENIB6xYKJNwtSJJ0YKmaROs0j5C3IfjDCbRhnOCOsCcB02spdN2w8a1YTPsYY93v5d70YJToRNHRDdgo3t7M06FFTDFbWvPmoxwZCY4Nwyo1+u5FptR0FmgmXuvMelWMw7y8Z04AZrRRMap0bO+mCVB1DBzyPkXyTZ9mAmDaddNnOtaAYgnOaeOUh9UkIsZ9H9nuN8s58eGqZGiG4fGiWt7AJWx7wZI7E1yqhWsEQ3YbqwARQPXQXOP31g0SGMYIcmZCaB1cIzzycQQ7FRC9inPahjwg8hZTE8A4tIkNEH03RB23JTOFtpxBczcKQDqodGJYueBfciMDBTbsVW7OUdOG4FIebzO8844OtOjlL0Lm66tk8gvnCxDB7F10a/tkBVNK9nXk7CGjZi13RzPgtIOLuUERgGUb73t5mIHrH9tdu1HiSDnkQhV27o6bo/X+p97aO63ScK4u3l21HtubT8/2uuOd3vcU3kfAlrvvnWOO9CaoGZ482obySKYJ5ORhUpwwwOZCXC+Chii5odh7YYoeVhOAe1bb70pQITPEgYvE8/D44tf/JLIDn3mmWcuhudWD7YCsMlIzWZK5mICdBpWsui+/vWvFZ/73OcCMHo8rLfXvObVcTC1DnlIc/PUaBf0kG0lAOnBujpBBJf0nmb2diex4J73kRFWlUbwOsEBD/qGc2uAJDjrNQIEXu9h1udEGJwGOe9l+G+y6SJTZAjMl+wwy+CBQq/UTthbAjxleOSaYE9ZjqyH98rQz0MMyqE4xPs9WW/J6Mu62o4+Q0A1mZj2owaHB/4yxLhk8doH1r1k89YS3oSIPFViQ/B8UYfh9KlPfqJ4//s+EGCGh+G/ettfFxs3bQgjbApQ/iBi3/vYLOw772Ub+WzbTQAo2oiX7Sno4/tViQONEBlZ0Ta1jV9gzeeVCWNKQEZQwnFw6qmnxffuvFPQtG/xR90j2dQCMdu2bQ3ml+PBe1hPQcbvfOc7gBI/DIDJ9wWnBNEESk5DC9Cs3bZLjif7wmcbzq8OoiBTHmRkigl6awT5XDctw8W9//e///0Ax0rmZek5t8zJBLe/dBo8CnBD8E+Go20nsPKtb30rnBv212Me89hg12kkCT78r//1vwAGrwmw1HI/Gm3TZz/7WQGkChgJStl2MuIMX1cnVCaiTEHn0xe/+MUASwVhnvrUpwUb5tRTT4n+6YOtoXPlRz/6Mc//MXOe8CsNDcaa4IhjVTBnK237hte/IbThTochoMe2dGiUiRM0rnzdBqh99VU/i1BlD4aOzQD7sSIEhQMYw9Mt81AHzh//8R/TB6cG6G1d7SuTB5Sh2iW4Yvi74TqCWTJ5bW91XQX0c+7b3mGA0ne2y2c+8+lIhiXQ9HgymP/3//7foxwy/D7J2BZAlsGvTEGGr9tvJciK5iXZ7l/ykpfGGlBlxduf3t8xYR2/9a3vcJ9bo+23chg7hxD0F73wRdEfH4LNMISBY6i+ffmiF/1WaMVOot903XXXBLtXrU3HtGX8zd/8zaib818g9rvf/W6MCwHOVb1rAsB0Lgvqa2QLmimL8Pznv4B69MYY+cd//MfiZz+/ujjAd9bhvNEg7wek7SFRgXPo2RdeGP2iHIRgngZ/K4aer5C5wPhzTXP+/tmf/VmE7qs3+wF0dU3sINjvZ8rGKCFQHgLaAyh2XOsE8DPbMsG3KlvJdUKQ17o5ZxTpj72l9lMCoaMxvw2Hf+Yzf4MkbL8XHniBB6Usvv3t7wQAGpm6aVfD5GSCetgKxwfj6jWv+X3mN+xkgOOqA07mgqCnrNMvfemikJew/zds2BBz+fnPf34ArpZD4PFd73p31NnXZgBJw/Yc084Nn2XZXEM8uDnfHLv/8A//UIvGKNvJxVXnkGH2rh+WYcOGTZTzsSRM+yPqtj3OeZdeeikapd8uLgYsl5HcWdvPbA8PTq9+9avD0eF4dH8UKB5kPp332POKv/iLv2BtOC2AyVHm19e//o1g7BqK775uuXs4cLezDwsie/j20PkyQGwdRe4dyjWkc2JoZIwDQx0g6MlxTw9ow7BDZH84Z1yjlHQ4lc+9l2xr6yhw32VmZfZAjX/16UxyNcE6rzyN0TEC7JZR4P9prEceANyvXP++xt6v3aF8yluIorBOyomMwVby1dZ+KOniPRmj9/WzB7KhfV/qdryB1gQUrEMArTo/2E+D1SrgEMw8Drkm6TkOQGuCrIcDWtNeXi6YaSr0hG/jOYt/HerR4PrWQJ/UaBVo9dnuj0oHfOxjH4u1yuSUMr/dBzNKxu8t5yB2f433PEBnjaugdrJbE4wvo7cIvWe/vPUmHDG/uKG48mfXFDfhUNy5azfgDNEu1FcgYsMJG4pNrPfrN8Gc6zkBUHUTdmxTAAy34hxU8mQdds0WHGoLsEqH+/YWMwB28zDJ6gBb68movoCN0j+EnvzIJEmcZlifTqItscGu/QV6nycWZ55yWjEEk1IwJbJCdMA6RGt0gv29pWtl0QXQOsr6N6ImPcBNqxJSSuvEeJadDSDFs1oFYAlFHhkDsCG8fwWA0awMNRxabThEBWgGDh4IfVZHjCSIDr6/mvvPEEvs9/qJDgjHhYxFERrQyDnYdTJbWwBJ2xrDoA+HaBcs3k6A4C73qN17i9vQs9U2bgWcM4R+Dw7EYezd1YRNd7KXt8GwMxFWJEME9IlYJB3wOtAAo8yAXlNQDpZpAHnK3hDhFiKylN92H+ec0Nm5ErAUkIuzxQhlsZ6y9BoBUOvrBOKQCVOzF6Yh6vw8s4P9mBB2xzFs2slZ2Lzs+w2EfW/auD50QGUOjpJIaQzAu4yWgY3KXnP77TuKa7Enrrjip+yX+1lHZE3K0KV87CFncDY99xEPB4gnIoPoppOwaeMsXGN4xrlNewIbsspgrcoIpCxanhejaSqOmarj3j3zIx/5FyLS3h/2SRJpUvPW6wLAlWwUPV2uDnE/3i8/L9eJVgDrVqJL09HuPute7Hd0onvGLSVEYFuSREk7S7tZ567JtIy8E6T1HOu5L0DyxXVmPs4rnkdWc75cARg4OKhUW6n33wYztq2DcQUwPgKLUwBvhDkyMaGe7AoSRHEu5Xy3fv1akjatDZkvbVrX9nrm4Cxjtg5nQguOcqOAOkl0tWIMfXbBZEF2hs4Yc1ygdQKAcR7nQjt2rvdt4WcNAC7ZCNCNvcODAGxngPK1m4p5dI0HBXylCAvGy45lTZjSNsYebiaJ1wy6p7PIdMzw/LFp3AJKRZg0FZB0JYjo9o1rAC+xr/pho+LEmGf8NxDO3wxTt4H7LgC01gO0ysJV5qiOc8g0NuXA+GAxNAHZDB3hjpYOkn6tKvbv2RVztgeHgE4H7Z9pzr7O12GcDiYQU2ZkP+zxOzgn9nFOPYmzrUzgGdahRlnPRnTQftMw2Wd4zpp1SJ2QkG4F55Ch/cMkhnPNY7TUSC6yskN2MRJeM89xNk1ih5WOqX3FLbffVOzdvzvG84XY/q9//R/G2U/sIceav++v9f/ubJeHgNYjt+qWs7/n3Y93Px95LZf3zeMOtLqgZwelJy4avTZhBdjCG8Zh6p/+6b0caD8VB1kBhze+6U1l+EgtMZAhOh4qP/c59Rt/GICFh1OBVsN0M0t7MgBzk/H+JTtTLbgy7FztORdfvyuA8d3v/nswPj2crSe0Rbr7y172OwHgCh4l4Om1gnV7YeHJgvUw73O9j8CAHhvr5+ZmnfyeTCjf83t6Nz0cWg/L4kYlG0umlWGbqYPq9z30C5zYHgIm3Xz31JPR/xHcoeF27LgzwkQEDVzQPCA/EkBI8G87AIEvvXsH8cDKYrPN3OA9qCu7oIfVBCSC1zK2rI9ghguobSdY6aZtWTyoeuC3PQQ0BV2TPSbwIXtTEMiQc1lfgiAlIDYVGi1qEQqeuClb75ByYGVvUwtPz2CI4c+HPqvgis/WqP9v/+3/xWvaFsLjJsu64qdXFD+9+icBUAhg2ZZu4LLfHvvYxwCIPTLYeWlYJ4M5vHAcuq2niR0cO4KTglGl8XKI7Wyb+9IAsk/93H4RMPT/fu6Pxo/tIdPR8Sr4arsJKAnc+eN7Ghu2R+qF2gcCBo4vNx7vaxvKHjWBjBqljjfZbo5Fvy87S8BW8EX2m88T2BSUFXi7+uqro4wefmTWyXzz3jok7sDAdQydeOLmAKXse5lb9ve//MtHADk+HGUQzFRTVKNNQEhNUwFjx4AZxs2y6lyzHrbfF77wxRjHjv0/+qM/Kl74whfGMx3HllcGjL/9vlIVAn6yUg3bdsx97WtfC8C2iYQFZzJmBbUcU44hwZ8DffsB9TawSb8++lWQU/1RjTDnskmZBNN3wyb4EWP727T3jTfcGO3lGHCcOm4NY/kJ419pEr2vAsZvYm3ZhsE7BQD1JZj0trt1dR0RVHUe3Hwzjp0rr4h5Jqgj+Gabe2/bxFc6GNK58/73v496fygYvX5XsNryOD8+j3yH81XQS51YWUF+JhvRZzu2fL4h6x5kXRuWhr97/ZVX/pRkB59ivPwMAKstWMbPe97zitMBhwY5CAkIym60j5yzJnXS0DHJxO7dO6NtBYPNTiuoaL8JvNlvMvsuuuiiOFw7B5/xjGcVp5x8aowPgXnZtMoSyDZ/4QteyLx+WKxd6ve5vhji38PhTwBWtvwa6mHo+Nlnnx3zwut9L5KDcAAViL+BZ115xWXRt/bZH/zBHwQA7FohWK8jwXGhxILriE4Ry2cdPbg9grLYZs5F14TUNU7HnuNP4N41/gtkhHa9d1w85znPiXXEvruTZCYmX3M+6WAxWaDgcw9snDtuvzPAw6uv/lkciM59+LnRf67JXnfJJZfEWuLhQgfhUy54MuU/7y6MVtdngUZZzV/60hdrCdO6Yj/QEH0soKXj21B7k5x961vfjGc89rGPjbnq3PZZAp2C4YLyL37xi9n/LoxyuHcJdttn1k0gXIeO41jA1LYv27GJhE9nxvh3vmmUf+5zn486+B3b3fXMOe08/Clj7blIhjhn7NNPfepT4TDYC+DrPPnzP/vzmgOuiDFsn1xy6feJlji5OJkfpRHsR8vgeLuN8aGT4ulPewZtdUE8r0xEdnE4XoaQRNDpYt8IxArwO45/+tMro89Xsmf9BvNQxrHOQl+pC6bTwXZ2jXz/Bz5YXIQMhOunUhTuJYax6QS0r2TmPeOZzyx2wZjVqeAa6Hhx73zLW97CvHhY6MGrQ+yrQbrI/fB6sBqkxwtoFbAxCY3sq1KktRSLMXhWCZMAWv08dAVx3KHlVzJaDzFLf9XdXgVZ7w1oXVZZ7iPQ6v6nfeF+rXNYm9s5XeolH8pxsJyD2P0x3lMmKcOv/bsauRSRYOwB2nOu0e7Vt916SxnFgKSJcgE7dxE1hK0sK7CbPWctQMQGwVUciT1oqLaRpLepgczhRU+E2O9lrbmW6JVWZVuwHU5lDW+FKTkrWAqQAVUDgAbn6cxEMYL9Ojg8WezpGyru3NNXnH3OYwEn1xS3EnWxrndtcZJnCoCsFYAgdVwryDIGaDuCPdss0IoO4yyAjMCKYb/qljqGg8lqqDb164Ci3aamKuzQIXSpBwkHrjORlgxe6t2tM5WzzQT2q0SNVgBCs4x3Yk+uJtGTeSvHYbEF0Kq+JXudLNYFWLBzsOsM5ZcBPDs1DBhj2D+OKeZcJFXivvuw+YzUkJ0qUOt+oKSLzj+Zde0ANW3QTdv4bRi5oI62WUSa8TwBsyYAs862leEcr6Mt1RBvM0JR3UnWfbAobIPB0Ppes5aEVNiVs9BYJ8weL/NQ4LMJFjDh6CsWIFrQppI35me0KU0eig6mOqnce36hJJ7MwZ7cwj66ZlUPycUAEmEp+xNsb9rHxF4DsHz3Ur8bcdrNEhre2dlQ7GWP2Yt9vX/fnmjDNYS2e946AWBeR+NmovS0zTZxb8HMZFKXZwQkmDg35Hkj1qwaqFo9S+f7sT+FNnot+pPzlQ5/Jdi0//Os0myCVPbTBFfjbF5jsHr2yrlYOl3KlUbJCM9pyv0oBeD3lAdwrvjMiOqr5YCwL0cZV+OMcS/vhK26krOqNpk2lzZzMFtZWyOaiWdrq6zBDuywXACt4wCY0wCkCkqFPjqM0vpGpRWQfpAIM2rkoedFgdYm+qU3osG6VnZQ1pk4I7WoA8y8GGacq/vqFr5x4wnMQ8L6Z5XlwDnOPK9rbyqm0SYdQt/Us/os40hwtReH7Ur6RDmLeebZ6AgRRTosADa7eiFeAfgPMm6A4UNWRMmCScbGBAD86pXmiFAOgmgngPtJ5Dl274NkhcQASiRF89Ro0cPnW5CYUNNU+2IU58ooDotxANp2ntuGDmw97O16NZL9cX1ink0yzybmkGwzfR43a4KhCzrCWNsNYIr+cA9AsgrkstFZA0zwpY5sB2cek9H1AbTu3Q/pBHbqNmzNLvN5MFYWsAHnPB8Duk6yHs3wnNWAvgKtaiRPDyPrN2KOBAB2nZKOBx059Gs7c1FHtnljJjmz6lxXrunWO2/EedQXJBWlzTx/eJ7175SXWyTcLWtTOzYX3ZODs8ocX87THqj74XLqUl1rlnP9/bHPL6dcx+qa4w60Vr1u1YGr11yGfk46vZjvfvc/BPCjPqIMpbe97W3B2HLT8RDu5muY7ze/+Y3Q0pPF46FQ4EmwQEA0vXVq2LmxC4rq5XRjiDB6FmuZMYbrypCT8apx5UFVQ9Lswy4GHuqfyUFMJo8HShc7wbAyxPiWWNBlKMkWyuQ/AiePgtXk4U4PoKy2q6++Kg6YJSt0VXh1ZCXJpHGjcrP1GkNjPYSXuoEmqGkKELRkMZZJmdzwziTscRXePxepPRwaDXe9CaA19BEjucrD44D6WJiL62A+WrYd3FO2rqCFG7lghsCXAKjtL7By+eWXxUFbQMn6p06poJBGkS/7woOxYFCGUftcQQzBwW9845thONlWhmq4wXu4FXwzpNZQ3O3bTwoAKUK7MQ4NPXEsCLSq02pm2/cT8iLQmECr7ZQH4kt/9IPiZ9dcFfWURSp4ahsIvnjw9gAtGOgzLUMa2fa9ZbONBRwEXQSV/FzmlP0tqOqh3e8JAGmkOG4ESQ05F/Cwfayz11pvgRoBg9e97vWxkVgeD+4CNrIXBTZlnum1FTDwOsNhZZgKKMnIS81FQRQBMMeGYPhv//ZvB1Bh/3/1q18NsNxyyToVWDPU2Lkg4PmNb3w9+tZy2gbe37Hlva688qpFdqzgyqte9aoAhJyP//iP/1D87//9v+MZMrz+x//4/xYZre985zsDGLMv7Hevca7ZZjL73vOe9wT44ZyTBZbAsUbLDQCeSg8Ivtk3PvPlL39FsEivu+4XATbJ3HN8XXDB04vHAYScccZZMa4FvByTtpfajDLbBVqtj/PC76Sh57N+8pOfxtz9Bm2hIXAKc+wlMN0NiV8pk40yOvY/9rGPRv8pHWB5lW/QEfKe9/5T8TMOklO03+/DSHw+hoEhzpcD/l188RfRQv1ezD8BVgN1pLoAACAASURBVENgLiRM3/bKcJNkLvq3dX7ve98XGpoJtDoffI7hlzoGHE/2kcC3L8e8mrQCnbK4ZSs6Lhzf6TTyefaXIJXs2He/+x8J4/5RGKq/9Vu/FazDLsKvZBT8/OfXRd8IYAkyvehFL4xkZoZ0Kb2iLIRhZbaZ4+EFAKZvfOMba9Ipl0ZbOT9lGL/qla8BVH1UhGgJork+/pi5LovWsSDD2bJ9FrDuu4CE1wPQy2Q4m7Y3I72e8VXMRcMFBa4Fis846wxYOxuDaS/D9Hvf+25xBSxTDWbbRemAM844PdiOZoR3XfJgLwBqfTTmZFi94x3viDZx3r/uda+Ldc+1JfecZFm5bgtgmvTt4osvWmSR/smf/GnML9cGWbnOMXWJBSgtx0tf+tuRrO2SS35QfJ355Zq//aTtAYw6Rro4fDjO3YcEKndj8Jq1/kW/9UKYra+qhcKXTDF/nJ/OR79v+8uad1zbd+r4Wo73ve994aBx71AyQ3azAKxrsOvN29/+f2KttW6OxVe/+jWxpvp8Ga0CiQLcr3rVK1kjzw0w33XYuaYDa3BwmHm0pXjLX7wlmDa21UdJnCH4rkPQtpfhvJ51zTVXh4hriePENVVH2L/wfXVNvf+f//mfx77muPwye+glrK033Xxj8eLfeknIjTz+8Y+L/UAwPufopcjYnH3Ww4qnMT5cA/cxN2Q6C+K6VmykzK977Wvjeuf/VVcJ8ny9+DSHR+eha9GFAMznPe68SKrhvlRKB5lAbJx1e0+0xRdZY9zrnvSk84vnP+/54ZDTeemaJTivY2k/TsEvA/L+/Tv+PpyXsq/f/OY3U+eHsy6rSVYzxaRy3A+vB6tBeryAVmFVpnCwrKpAq6xWQdY5M1ErDwEgJZvNf4JU9fcT0Fq1jw8HplRt5mUf/JYBtFalA9xTdPJoy2onuR6kE8tWrTobj3aK3B/jfakea8p+pUSUZXZd0VbVttepc9NNNxZ37pApBntOkI71u40w6m5Ai7XY92tJerMakLWtAw3WVtmWyoyg6zyDHAu2rJJIN7DPyls0qdJ27LlO2ZpA/A0LhqUDlsDEHAF4GUIXdYRQ/h0AMjfesYt17YJi3aYtxR7WsU7YhGtx9nUBEqrtOg9zbQDARMBTbdeG9s6ii/W+EdDDUGb1JqfUWWWvAS8sunm/V33YBoAe8MQGQJExANNRAK8mo6nUVWTs95i4yoSx2LutfLEDNqF97L5rUisJo1NICYwQcaDjQgZcvcxT9FEN2deRodzC1ORQcCRb1LiOM17JnPRM596jl2OMZ3t2UhpGZmoryada0HuVIemP9zWxUj/RFAcBTvth/alY1ghw2k0WdVmyyjW0se63cq6aho24AhvEsG/bRif8xhO2oqvJ2YLZbDks/yy/21oNxZaFSOizWv4jAFeTJL5FPqARCYNGAL8GylKQNEn25hiA2onYKko/yEAew94cNvpNiTGTMdLDk7T7OBFWI+ptwlBeu7aj2IGtEJryMCzV5pwBPBWANAGSeq2nnU50G3aQjm7PrZ3qdNZY4UkGcl7FqpWoJ/+vSl74/bQLMwoyz79f+cqXccZ/IogOnll1qAqMCUK6ziVwYlSOoJx2c6x//IRWaU1qRf1Z180ezpyZEMvIsIwKFWRVyszPQs6O8+oADFETlUkI0jYQpPUaSSieJWbpq4h05fva46uUZxMslwy9YHJM4EIWbBOtARcC/MmgpZyAkpMwPReQc+DTooW+7+mF0YrjXkb1FKCoNphztBdbZYS+HeVnhDqcuHlrsXEtgOw8ICl4wL7+A0UDc5dbFaPT42EXzwHmbuL8tM7rnU8wv6enqOvMEEArjjgTg3UQlUmSKqU3ZFnXy34FjJydpI9htXZ3wkyleacFWps7AUbrGAd7SVgFEQoHQitOkm4m5jrarSWSLjeRuIqkn4zFvvnRorert+gGmG9raAuQVQkD23ScMo5RlnkcJvVIKnSsYrysUNeWZOLYVoKc5pMwAk83og4KcQSjGXyOyPcQjOPBQcDU8TnkozZDiEATn7N1CZCP4EAo9aan5yhjLwA6OrIC83PMj6mRWebiwXBKlixWctiwrnW2AcDLbo+xiAOF+1ie627+OWB2fxACXkik3atf/apFuaeMwM3xfn/sAdV9qWqL5P+XOjBy3t2Xsj0EtB5q9fvSjkdrUxyP7z8ggNZc1KuGooLc0ywSMtIM0/Ww5CHzox/9OEy2A8UFsO7+8r/8F7xdLNQwAr1Wj5WgqKHfhi/K4Nm6dRshyecTbvrncRB3cCfry8O17BUPmqV2pyHVbMJsnIIwZagz+kYsSjJqZBF54CzZp7BHDXnFe69HRgasnm4P47K2PLB5T0OSZXgJrFqWpz/9aXGw8/Dvwfg73/l2sKjcYCybHkAZN3GgpBwarR4oPUwKKngILKUCVgawlAnBBOciPNxDAItaAxuhm5gHUZmsLnBqIgZAglFwDkDkM2E9yjwzbEYAT/DFMGrBBVmCsipt249+9GMBDMpItd4eTp/+9GcEq862kKnkhi3oJgBUaq68IvRLNZgM0/Twr6EqAOvnhq4Kxnm4FijRaBCgUBBb8DoMBP6V+UbdY9WRKIpPfuqThJJ+MLSWBGff9l/+KlhkHvq/BPh2x5234eGeCjBAlqUv++T/Z+8+4Cytq/vx320z2/susMCyLB0ELJHYEI1I7NEY84vGhkYjYozGRKPYS1TU2EtM0VgAu0Ys8Z9o7L0goEhvCwvbd2d2Z7b+P+/zzHf3usGEXQFJwuU1r1nu3Ps83+dbz/mcz/kcgKN+1e/GC0gLSAaKcvQbYEXv0HNIgwO4el+bsf4YPEAwz4w1LcUXM9G8Aq55Lgw043P22eek3z5Ycwvz7C//8q8KLHG9Cy64sAAKzw2MYkwZdzqhgCV9jd2MlepHm4EA/xAW1vve9081V4DZL3rRGaVnCGQxP4FcUvLNF3350Ic+rFiw+vicc84uoB1AJA1ZcECAAvBy/vk/rbGnmchwljYPnDN/iOZjrprHgNs3v/lvC6DGNAXCSh+n9Qj0dU9zxgEJMHrFK15Rc4Y4PhbY4x732MyZFHNI/5gLCkN5XkD4qaeeupOpaV2SCcGYM0+e9xfP7x173DGVkq4SOYD6w6mYikE5kEABEM2aEhgRkDE+nVM6rvQr/+VfPlupvwIa5ucDsq5PPfWJ9XwixpdddnnN0Xe/+93F9CVhYG/xHOdnXv9tnvnqANiCL0AvY2YcOV0/+OF3i0UI4LYWn/70p9fcb6lUTfvZtfxgtGIS2B/MFxqtgHRtBty3Ynn2HZ+3frAlBUL0h/1A4TFgkvnre+YDI9XnMQIYTK9+1WsCUH6jd2DA2j8MIMiQsZZJT/zsZ78I2Pt3BbRi5pnbT3jC4wtscC3tACgCVO0x5vZpp51WbTDHMCrtK1ioj3rkowPI3amAVutFEAHoKE2b7urj0xdkTQD9xpUGrT3qdzNHn/cXf5mqpZwiFdzHlcGPXX/w0jxX9vzrlq+oyrhfS9Bja+a/fRy4KRhl7IwxHWGSBQJm+oImrb6wH5111lm1NgQXMKqteevKOmjgN2fa/LXHffnL/16BDmC2QJ51QhrGZ+y79pF3vvMdZRxihAKg3fujH/l4rTNrnYSGcTWHgLokZb6RM+PrX/9a9D6vrODWw7M3/cnTTh1Lqw1sk3a3wowAVFIIAHkBOev8BZmL9vurrro6a/FNxXC2j5PjwOzUF8YdEGpvBAqbf+aIM+y+9z0pY35hrSmACHAVcC4wAHS1Ho3Pm970pqzrzOOkavq7AB/WyTkB+v8tZx/Wmr3qvmFIu665NS0sI3uGjAGs/w9+8MO9f/7AB8L4uqJ3l+zPL3j+X5ejZH92HmuHtmIYn3LKA4t5iulrnC688KLI/nyixpwz5BxQLG5zAoqCK8BRTtARWedPy5q3N1rvtIK/+c1vJQD33jo3f+tud898flzaeHIFapzDkxXTiFNijMzvAlrDVBdEo+PuWvqYg2B+kHcgwaLgm/3jTW96YzFvnCnWgoJYGK2AVhAr/bLb4vW/1SD9zQGtY6M2xtDqbA3yAZx6QEkHBEllLvuUfZW/jb8NgNbdgdVf5ZjtZJqNBWz2eI7sIdCqj8oqG5vy9g/nBluIHeM882pB7CZxc3t1LIuZiPFIf3EMZOr3SUrfPecMu8MZ5zfd+E1hRi6OnvWSg5aWpnWx4hIcqwJAAczGhZEqzVy6LsBw65YAN1unxWYZjD0+3LvummjYJ51Wmu0+sR1mJDV+SkC8HWGMbQkoNJpzbEuYkyMBXIfDvLs6lboLaD3xd3qLlx6WvWwo6cNJ344O6r6YgQEztwUQvv6KZb1l16SI38pIaAV8nJ4g/oycEeNjY5du6Lo1YaCljkGedVGYlIcko0Sq/PhUO1eciwRkFEt7U4BkAJOcAQW0xvbNKsieH+mB7PsAMXqpABxYHynK4Iv1u5NV6n7bI/0GsPLnnO2dPBqiKYmzjizi/7FNSQetin00kAJF9u1JYZkqPmY9ki8YDbAks+HKnGVXXHF1zsVrK2UcADcj57szngQUm0SK96YwEgGtU2IrOh/YfEsOPizSBXMzTgGTMx7aPBJwbHqKXM2YgYUYtmwApvVrhwICRld2c0CqgFuTFAWbkjN7Qop6BRi9MZXt9w37cF9FQ9NX48lKhNFJomFtguZrFV1VbT3jMCdn7X4HLMzZsqAqs6+LrbM6EllXhURzycUXxQ7/cXRqr0yhohsq4/DYO9+pd+/ojR+VDJNDlxxS2TP9MncNNO0HfXafy01SoNWmaBmkCA7IDHwNdqX1Oyd+4eT42QWijkkGkHhq36l1nLMUO7EVyAKsG1nz3tk5GOCNr7Ahz27dGOeqZxH/eDA2gu+tTOo4P9t5yzbwPfffFD8BqIcRDdx133mZt3PmzOqtjaQGws20pMKPC6MTW3h7ijStp0m6nu2HhZwZFuByIDIPk4HisQ2mB9jEFN4ScNC1sY2BrAtiE45Ej3V9gNa1KWK3eHGA1gX79WZsH0gQ5Mbe1Tcu6w3MnNLbpnBVcIUNKSaF2UniY9+shdnxndavXBN7PSAveVrzOcDq9nGDPTKvGwLAT5Rpmzk3NZl1E7KGx4dxrqgcR3ZjQNeIumZtj49tFDmJ9OH8rLMZmVfT8hNYOoGb1BSJjuyK6NIuj3bz9cOd7NY+keqYF53miWH4bs16WRm5vNXrVkdbdVVv0vTUIpkzvbf/wUgaycbdEHmAgMR8gqE8g+zfiQFb+cIAUMXo6pxJf5Ni2zqSPkxQYb99F4UNvKA3P7ICa+MzrAjJ49prr866W10SY4PTIv0Qlv70gK07NofpPrS1fC1A65SA6qSg7Bcy6jCdzRlzF66zIfPj++d9JwDyqvIXFcL6/d9/9C8VVGtnRiPa7fGZtpfGWFtTfvffs/+MvalL7037bq/n4V523c7M9L35/t70397c5zf1ndst0GrBcoyIm2/NBsWqe//7/7n30QCCK8MykQ6LdSbVAvjnwFZgpFKFA+JgBXFKOZzAiTPOeHEBVv4OLACYAqWAZ1LzgQFYN0BYzhxj8eSTH1BOGDALIISx5ccBQQIASMGp5sBjkdH2A064Jyf56KOPKZYSEAbAAETB/AFsABSx2lwXqOe+nEAgFhYkgANjTJsBXFhdUn6lBfsMh54jDLyzKQGXAWY/CvClWAkwVbuAIdhHUlUAe5hNUoGOzHUfH0bUA05+YGmSSVsGvgBspf2feuqTC7wC+Hgmz425x5DmoAN7AD0MUwAwRpQUdUCVzRP4hRmMnQu04fwD9gCgwGkgLUai72G6Ajuk9gIPpJA7oDFaxyW1pyp0c4RiDH30Ix/t/UM0+wCEx8bpff7zA7aHFSeq95Mf/jgpSMsTYRypvjGuNmpsZD8dcHdgtQFQrA8BYe3lnkAAzME3v/nNxYo2lj7/rGc9qxxtkVmbAvYjhpWxBT54Xv1iXugTwKYUcWCc97Wz6Xcad6A8QB74bv4CfH/60/MCBn6/5gT2LLBGtM/1Aa3vfOe7iulm/AEDL3rRiwrMcT3zGSCnPzGtATDYZ6LmQJ63v/3tNU8aCC7l2HMA3i666BfRCn1VgUmkBU47rUvztyaAHu94xzsKGDSuZ575+lobwIq/+7v3lNNhzpx22jMLmALS60f3fclLXlxgqDVAcoB2ou8yqqU3A3c9q89irtFTZhAaqw984J9r48bo+8vn/XXYwgeV1o91jrkrOGEdYzb8SRit+upOdzp6jB3YjSidVul9Z2csvpb7XHTRz4t1+5CHPDj3elTNR0EUxvdZZ53dO/MNZ/YWZa3QX37Ws/6s2m296XPzzdjqN1q6+nJ1DOVrrr2qGMFYPQxGzFygs75rhcz0c3M6Aa30JgFlgKQXvOCvdwYsrkkaIua6vaAzbruUMPPC+gG0kb94ath8gHLt0ddNasN9zAXs2Ne/7swCnw7IfKd3+eQnP7nAPPphy5Ytr73xK//x5WId0m4FtGKKMMouTUqiCtKKgx0aKZJHPOLhJR3AMO+CFv9WxjNW9V3ubH/cv/6/0vwTPDkvQSFzGqtcfwACgZgA//PyLCLlGIQveP7zo1eVFNMYojwxhrBidoz5a7Kf/iD7s/Tuy7Juj4nsAXYspnYrsgJQ1SeYsPRVsfu7Qk8TCrznRDTm7V/91V/V3OeENYaV/rLurHdzHBBsnAVi7NH2I86NzwFS7W/GT+EzQCs2qfu89+/+sZ6bY3Fw1vPhYWVLi9cn9FmvSACD/ifj9sD02cMf9tDeE574x2PVdeNYZ4ybI0Su46Mf/ViNjz4EtApYmPskYF7/+tdX8MLcFACiGapghO+by+ee+9kKmLg3gPWBDzy55qz2A2EF47TfvDv00ENqvZunGPz2l4svvrTkWlQOd/39o3/9ta99PWOe8QvQTvduYZwUUh7OHqCtdPqDDjqw+t65e1aCTPSZj8n5R6N1SQJRGDwvf/nLat8D3p72jNOSmn9y+otWLOmVpLUmqKDYoYCHwBpN21e96tUFdFuHwGdn6Ak51wD4XUBuawV9nOXveve7ytg/Osz3pzzlyQkQPLTsBkxWz6gCsIwC88be/IlPfLKcQmfaweRUcu61YmLW+CGHHFxA7ec//4Uw+f+mAhXWC9BeMbZZ0Ty7A2i9ZUzX3yjQujtGDhyqmSNFVcCuscY6NLZEBm4DoLWx0/p7uN8huak+awG9PRqVPQRa3XdbmG7So+07nexWZBayTtlLLcio/fappifeAKE9adtt4YA1QLux8FqBUXZKyzpjN9tX2UH2q2nZN2fMCcAWFpzg8YKk509J2rv90fwAZgwEAJUuPz5pv9vphEbrc/y4ZFQoHLUx0mEBeKRZq2IOnMASpTu5I5+V4gv92xHwcwtma9ii1wW8uyJFow469Kje7AX7FDNzc86c7WFsLgyQNS33G5czcO2KNb11ufb62LKTEnicETBlWpiBEwKiASsBiJ32YlKmE2g69OAlYbdifCosBDAKEzX/HhcAFYNU/YPBgJEAk3EBdjs5COnKgGSLo0sfR4uQhQi0tGZoOlYAqpZNB5IWgSL2sUwDAQygGqBVujEpArIKCubQ1a6CSQXiAmc7oLYrVAcUCjMyZIvV6ZPVa8iDCY3IXphaAPCynHMaIm17WIGxvDc1QN8N16cIaLRqDwijdepUmqvRvMy4kQTZMRINeEBVgNZJAVpHc1asX5dU9+HIiGwlhRAWYfpwAjB8fKdVuSmkjhmxI2fHJgeWj499OhLwkUTTapqkmJqkR8J2POCgQ3r7HRi2875zkkqegp8Zhx0Zr+uTUXjVlZfHlriyd2nqjPzi0p8H0M18mDmtN3v+7MjBHdG78zHHxwY+pHyalsmkV5sMkjlcPlP6tp+w5O/+vxFJWpZV5wt+vTJE6aVbu4palXTA2DVqnWd87IOlF4uZKBgBQffK30cyL30eyYB/JODKDqLTOlwyE4qidWCrMcdsZmOaC+xlvrTv0e8E9G3JeVtg15h0wGzAeeyF1csjrxcgdWaKTQFa05jM0QROhyLVEN1bgQ16pdu3jo8URoDWyDwMTk5baWtn7mzLGtoexrH5NzNrd3rsqfHRO90EbM0Yz507vzc7rOHBFD8byppcsymBiFnTUqhqXNZeAPeAlNvTl/vFJ58XAHRWgPNtabMCsltT3GpcnhvQOhRpg41ZlyNhupMFUURucq4xJfvAYNZLpnPpBW+Ob4L5OhqgVRDF5+bODig8GJZ45nut68zJrflZszEEssy1jRM2JaiStRhpAlqtU7MmB3NPPtBwQP9VScXftCOa+7nXzAUhMASkzafKrl4fO0ewCLNeLMm+Q9t1n+jXbgsmsi1gMvsZahxOd4rCRbc2AfdFC5PxlO+uShDt+uXXRm5AsbtgMhEomBSpkRlp87htAZeHI4cCaAWGC7yXpONgjTuGqz2VFIE9a3XIXD/5+Y9CiNpU2aWIK2zVpoFtLragV2Nk99dR2ZPzY08/a+5ZM363tdSfnbH7eXRTTNebe887gNZdPXVbnPM3d1xujc/dLoDWZuj0T+jax7NoFZuwcQ/l56wAkhy5lWEvnRgQ8C+S3rh48QG1yYtSTmBolA7PygJi3vCGN1QqrpTuV73qlZWi7VoKjQCIOL4Pib5c0+IDFAClAAkcdADn7wU8undYgFiIX/zi53tnB5ABlt7ttzotS2AdIIGO4+fiiGNOSgf/3VN+t/ewgAJSmS+//Mpi7wGdKqUzxQKelNRRTjyn+QNhAGHbAYg9CyBShMfmhHHjflJazz2306njDAJqsYow9Byi2LEOzn+Qlpy2H57v/FGArfvlM1I6VU+WfvkPAVA42wcHEDv99NN7D0/BGtV1VQX/YFI+XQdAChTzfJxy9wS0AlmkckjBfXoKEKny7HmkjGEHqWQJHABAY/ZxvIFGRNevuuqKMebng3Pd+5fTSgahAzC+UACT73KggUKTATAqIiZq53AoliKgNYxWIBBw7sj0/V+H7QXYmBVgUgV0AvrX37CsgIlWzEv0VjoqIBEAjqGnjwFBzRmwuYq4tbTzV77yFZVaw2kgafDiF794jCXZVf7FgKRzBCxujFWgdANygFLAux+HiXVEmM9YaUCJrgL3lNI/veyyS3cyEAUPLgsoq//PP/+CpJ0tyBy/d9LtH5f5dNcCWt/61rcV6Idlp/3Pfe5z6lrAUv0I+D03LNuHBsjpDrAH1d/Mu1e96lVj4Mw9iz0KwGlsSAD0i198RqU5YyEDEnx/atLSzvnI2ZXqDjDXDsAHppdUX6AT8N33AcnAWQA6MNqh+5KXvKTS9gU3nh9QDYhOX5GWEqZfA1ox8YCHv/d7j4rhtrEYZIBszMGT7nv/3mnPPL3YrJ3m77ZiHQLurHHAuO+eeOJ9An4ctdPINEb2DiAyFjDpi2VZX48OU9ez3fekEwvIF8jxWSnPxlwa+90SXHFN18akOydjbXyMH6C46RSL7IpMA+tKlyhz2rUB3QI4TUPL9RkPovaemd6j72AX28MUkuNYCMaYq4BkDqrvC7ZgtQID7Q9YisYHmx7jvc3ZdjhgFQFK3/rWt1chMWlTipOQrtCOqoabPfCVr3x5AO3PJwhwfO/3AyoCRAGeq1Lswlyinwt4pEVNWgDwZg8iYfDFL36hDFb7xH77HlAGcwcqd9e3P2s3MI4ECTDPeH06RbYAZgeHPfCozJXnPOe5HVsslvDkOHMyFzhQV151TbE2vxiW5YVhl4/LZ/7gDx5doKG15jkwIM1J+6e9E4PV2pXWbw8VLBN86IJm8wLyvbz2S3tuAyNaf1iLr3nN3xRbiYPwjAQNnhjgeUoMUfpoHIXvJwDyuc+fW3ucgAnAnkSH/e1tb3tHsaJJEAhS7ZOx9/xextH79mSZBoeG8U4y4RG/52xIYcL0WzMmmwag7ILXve519XfPC+Szr9gbXvvav6n54bPOBWtEWrzADCcTU16/2PtOyRnEiCUdAHR/d4BI2RUctpe+9GXpq65wo8/KOKCjSzZiUoz5rsDVvdLeQ7LXXtv7Vun2frz2rNUJKmAoYJ1alwIszgpsfoGeT4ThDbg9ZOmhVbjs6Mg5kBKQcq9t7ivwiTU8OeygLXFKgKAcIXvYW97y1jBI1veOz9x7zWteW/tHAalhxHLaT06QDONeEMY6co7YE971rncU8C19+SlPeWq1i46bQF3HtgJ2RJcwjrIg2qc+/S/RZv5+sZLt/wKcxm9xxvdeJYFznwKxnenmD4fQejj9WacnyHdM/e0OoPWWMUtvN0Br0ZPHnmkMcC1bdLfHvC2A1n75GbfvB1A6nGNXkZrWvN1ZmTdrdPYQaC0SRNaL/cze0Qql2q+82FQt7fN/EtDaitR6Bmc/jVDni8wPZ4nntAfYdw9csjTsxIMjITSv7NzJAdK2xJYYDStvawAjafnYqQMBgLAx6ZQODCS9etL8FHZMujENxwCuIwFcNydV32sgQBb5HoUSgSGDYXOGS1n6k+ty7VWxZ24Ii3Ug+pID2fP1Pe3HzSnAtCCFt2bk/J6c9HwAroDSpNhvM2KvzJY6HZBjYs7YgVx/e84Oey0N2AU5KxfHrpkS1uVAgE66quPkNiuuk8+My+/BpO6Tz1ArAd2VjwVk76Vw1PZxAYJDiJkYW52UD1y1JN+SfTY+gA+gdXx+MHqrwFBsBIAsCa7SQgY6yTrI/wNmADHb0i9eCpvSjd8RVi/gmX3Qgh/usSU2yGg+iyuxI1qplaqdYnWKI/5U4DUyCop9DccGpi0wNWN01eVXVWB9ftiLExTDit7npNjQUfvsjduYTMFZKYw4O+BydFo3x+Zel/7eMJTCeFvp16bP4yNMjMRDAa0BnEaS6j2YRs7M2bs4djGG8aZ1SbPO3FmrmFE0MNfEJtqedh16+FG9hfvv25szf0bGfCSg7I7e9ADb7bWJGAAAIABJREFUK2J/3HD9tWVLXnnN5b3zIn22PsDZUECt9QmMz4vNcsiBSzPvFMs9sgKb9NBl77R9wJprAeTGym6gUT/Q2vYMRAfB+ze96W+LKON9bOam0drteQE808dewNUqbAdsx3jO+/aArcYqb3QklMECUwsw9beMpbO32ImAeF/Ma1QxtcwJtitpOCxYMhEAw/69w72nx7ZUCA3QKhNqzrwUjRvfAa2pSpixWZ1+XhFfJUzN3GP7ZqIBactAQN/INFg7Q+lDU5p9S8ZgUsZiQubrtADtuWUwguH0XZ6d/nYA0LIXsnYHk7EymrW7EiM0BAY6p3MCss4enNqbGbb1dAzd2EEbpOsHrA+FNcWYU7ckNt/2EIRKuiLjm/BGb1o2hOlp77i0J0hlFkhkugKgbszamRRt1+nTp0ZWYHJvQT4UZdgUjVqV8Q+Ams8Oh6W7ZWJGY0pYvnlvx2iCFVmHM7MHzIk/NRj7lH7qCszWjWsC9G7sDUwfDPgffegpXWFjeIbaKFtCWgNiW78zA+QviLyJ/cD+tIUfE5B6/IRZkctIfZipMyOLcVDYyevDvg5jds2KPEn2jXT9uo2RRcz+MStA68QJ0zLW44vMxZ7HYmWzywLBoAW0TsrvGWPZZstCorh82WWR7hgowhaQFRmpfPwxX6mdY/2M7Jt1lv2aH3L/dp6VTIa5u1umQ/8t7gBad/XG3gDH7dt3AK2/5sS9OV//VZMV0Do0lBSabAAGgnTAOSm0gYXCSeOszYmDydFkHdvHGaej2XSAnme+/nWVYo41+JKXvqRArsvCfnp/GGVYeNh3CnlY6IwaQN1ll13S+6ek9ir2A9CSdvv7KSpio8Lwwnw6LCyve4VN85gwmrC6OhDsrb1///K/xaFcFiDvQQEwH1Fphtp0fbRgOYnfDuO1quxFP46jSPT8ygCMnD5O/rIcfgckPfkPA0g9Mam+vltpFzGSgBudfMG/V+o+1hzmnbR1L8AVB/wtb35LVXw+KumVnGXPNi6AEkkF6dyYi1h+nOJTwyIENNtIgCjAFc48kIAOpO+6vlT6T3zi45V6itGjIvNjq7JsBOVzuG2IofepT32695q/eXX6cXLvuGOPq7Rg9/xqgLgvhqG4LEV2ZsVAdL3S0szhyrBdnnThSzImmHaqlwKEgLQ2bEwkxmf//AC0Am6NH0D35S97RTnGwJBrAwh881vfKC3OxlTVf5x7IBVZBKD7w8OmA1Ri+zqEzK22oQKKsGv7Ga3GSuo/Q6LpHmFDffzjnygWsUIwL3rhGSVoDyx28J2bsTr7rHOi4/n9YkAq2kVzU0oFQ/DLSb+mM6p95AhEdrEil6Vq7c8y90Ry7xpgE/D829HTZYS8J0DJP4SV5nX/AD1nnPGiAr5JaWiLuXFhjCcgDtbm/TNOADpBhde//szqT2AT5qhggGfmUABKX/7yVxYTkXF7xhlnBOD9o/TLhKpQ/84wydYmOn+vzDesT+k816T/3/Pud/S+HnAfSw3jFwvQ3NRPDDkAEeAQuCNFHmjs8GVMrcrB/c6spX8PAHdVvn/qU04NCProGotPhl2NfSeIocDUM5OqCwA2jwGtZDS69XBuGenmC0Dq0EOXVl9iNNY+kLEFtEr3FgyQzvSEAIokDswd1xLt1Z6PhUX4mr95TYGogNZnP/vPq8+xSTvtynVlDPzO79y/wBZrE/NiJGu/yUnYp7ANMOABek1Di7HQUmCw8gQKzDuMvD//8+fUvwUaMD4x40WWBTPojdqjvv/9H1SgAGDuPeu6K4500M6524wUKfSYsW95y1sKBNe2Jz7xSZUKbj9VPdVe9prXvKaYw5xGRZOsO6a1uY8dr9K74Ir72yOe/vSn1fWwRDHcpeNjzJtj/i2AZS7bD1RyZ5QLdhx88JJi6n8lbHwamj/IM9gzsUEFH4YTWZeJ4LOMv3UxalWm///CoATWlU5pMhLojSriZq/3rMBRrEmftT9henBABAOkwwPvBbDsZz6PWQkAb3ILzQmxlgQjXvjCF2YP/mYhKkC6PwqIqjAaAF3xCeA1SQQBM8DlAx7wwAosuM/73vePNc+cA/aU+0Tb87fDBsW2NCekxNnvMEXpoHGSPFc/s9YcMQ9cQ/o85irnBRvV2hHMa3IcwFRrF9BrfQhA6G/v0SRuhuI+YVsBD+0tgofOLpWunYdnvv4NNTYTxzIHZGO8PwEA+5ng4DMDNt/7Ps6XpWn/SAp3XF+M2u9+93u1lqzZDdnfzam7JVVfIUNguKwLYOlP8hmM4Odkfgs6YO+/IXuHfZsu8hkvemHJ6EhVdI3Nccroq5NNwGjFOiXf8+IzXlJMGpIDAk3WpL3v/0V6gDSFNXhDUhEviq7zG974hqThLasxeHKCSYIe5lTVR8ZAzL+bxtyynJf2PXPoggt+lme7qOZpKzZJfkWQAJCNzYZVbM7Yk8gZ2As4beZLJx1wcyyd//4z/cbq7obr7kDbf3+1/zmf+I0BrU0nwPh1KQR9QOtYgTN/2218az7dyq9WZbyNe/9vt24EhcZS8/+N1bZHTdtDoLWuXYBZB/52BWySMlrVxRXr2Vx7l/1Im1q798YRuy0cMLZC+5ERgiEPfHLeCs4D5uwbCA5sVwHO2bFVp6UgFaAVgDAxzMih2Egbohe6mR5iAM+pivVgteZ82xzwY8b0aG1O3y/n87IqsjR9cjIRoBYhE2xOCjDpM0GldWFgbs/3aXxv3LQh+2yAnvx9o9T6AF0bsP6yJ84hBxDgZFyuvW9AofkBa+ZFfmD58usKeFkSu/OAnJkLYx/jyI6LbTeFtmqd9Bim26LBGP5aQJBJ2wIkhmFXf6wAQ3wv2qaZG4pQsZVoZk4KOFmEmIxrgY3bU3wooNqksOwmAZ7yLJbQNmD7GMjqN8YcoHX8eEqy9GpJNQS0S9J0gWux7VxXP3hVenoxK9POcQHmkm6NVYlfidGqanpQrtKhxGRlq2q4WNpoqtKPRLMSkzEQcarCrw8bMWzrAD4/P//C3jUJ5E4OiDQS0Gpd2IwTkt69I0zGLSuHegvnzYgNNyt9H8C7xmIozNQwV0fT0gBsUxJcm6qg0dTYKsNre1ddc0VVol+YeXBMbN+oHPSGyQYEbN0YcJw+6w3xxwBqixN4nBcfYbrCTNjGWTtzEoRelSy8lYpiBSxfm7G//Mqk8gf4Wh9W5bWpGL8s7b1x2YoiOLDHnIvs11a/oQU4bioQ0/ybZou2Ncj3EiR+2cteWoEE3x3MWTwwFizxOWPYPo+hqJ4HH8JcYBM5KzcnSFr7j7N1bAzNGZJexQyPL+R953btDWEvG1OgOWC+k9mY+EvgFtasl8xL9qtixxtWdrJ4M+fskzmQYEHGfmICACNbFNdaX/UHJsVWGx2Orb05QGoYnwNhJ2+IX3lj+nda7jM7/S4IvkVhpwQ45syal7tMDON5OL5CZpaCVBmn2dFenxdAfNrCub1NCTZcc+PyCi5vTJ+ltb3pebZZYTcfvN8BSaEPYWhkfW98AvITYjfdGDb5aK5DW3V6APkpggWZ+zOzzDOlArCvj4xAilpNmtVbFumBNQmezEthNuzSAdqss8P8DYudHuqqtGs9zdnJM3ubI5MwvC36xpnb4wOyDma/mRd/en5+rJWhaKded+N1Yb+uraJY08LGnRt5gXlTohlr78hYAfKxwO0NC/mqkVWYQgrDes9c54PviOzCjvEzezdel2B9nmH/ECk2hn09HJ9hc3Ryp0yLHTsze8yKa9L3w5EWGQzYuk983plF4BI4ATCPCh7ljGBL0mctXd+s0RvSlz+PrTayPbq4Sw/cKem1ePFB3bGSudQYreYkP94+4Fy7LV7ub143wL9lY+xOAmxt6ScJ7mn7bq/n4Z4+R39f7O13b4tzfm/bdkt87zfOaP2vHqIBrRaelAQgBabbhmx4D0zKOwe0aaq1CLrPMvyABApYrAhbhWGkcJZFQ2eOI3hjnLMjjziqHOI7BbxoLCmgEEBTOqpUisc//gnF9hJxA+68+S1vrgPupICQT3rykwIezizGz5vf8rcV9Rb9uWfYgvcOG5ZRZqOQjsrRvSjpo5xgjBxO+vF3Pi4pldfurJyNCSYl+P/94WNKi5DhVYHjHDxYNVJXPRc5AcADJ5xupE1BWgAmGiYUw1AbMd8wjVpal3RvIJo0VoCj51KVmoEs5RS4JaUEA/bxj//jKgYiPRTwopI0R13KLEboY/7gDyvdggfiACU98NIc2jb9Y5PqTpsP6AM8UuQH2DkzICSQGtDSNlVsWsxihhdwUWowILSlfNJ/qkN/zBimjSr12jhJqcekxAgcymGAtQjYw3DDagMYY7Dqf2lfWLDSrYGs7oPRqu0tcmWx22QBLzT8sPcYFtrz53/+7GKMNVH5j37040lz/VilQp+QlHpAKjAQ82wwUUygvM+osK0qO3Ynp92zMGwAVsB1hZkwXqXxtsrhAB1tkXqLfUrCQX949nPO+UixaNv4cfaBY1/5yn8UgA44/P3ff1QKydy/ng/DC0gHeGOQkRzwPOQ0zCvzUd8AWhV5EEV+5StfWYV2MBSB729/+9uKkWdOvy4A0NyAiCoNv/vdbw+wrUjOtUkt/9PSrASuMLAA/xjl0o79/RWveHkxKyfGUKfHyXB5R+QMgMNXpyCAYkyAWgzdTsbiPb2lMSqB+qc987Sk9HcF5LSJLiywz9xiwD39aU8v4PGwsO/MZUAr8M6cAQ6ZtxwnQDtwyvy1drwAOoxObD06jAA/YB22pZe0KsCP4E6tzTC9yRTYjxib+s+Yd/qoEbhn9scQY0A2UL5pXPmbtmAle69jp55WoKGK9Z8J49N3GNPS1z0T586+A5Q3X/yttQFgZj41I8C/gfWK/JU0QIomaceppz6lgMZuj4vhmT2RBIT+E/gQtHlmWMPa5PvYmcadJiuGKKD1mRkD+wuWq+JcXdGwe9S42Y8waKyPxiJv+7r1Iv2yK8r2mQJFG7gLZAb6uq9gknXn3ua5NWKeA0exMqX9d9IHw7Xn0xrVfm20roHn90vROUxtDCMMxzcGeKMf7SUQcHLODP3XjDlrv5ML2RiG50trDQ0NbUwmwGNr/5U6bs55tksuuTxA678muPCe3pKDl5T0yB8EoJY98dGPnVMMXHPk2ASZHvnI36u1YFzcC3AOIHYv7FYBg8ZmbdHyDmTlvGwqCZAzzzyzmMAAdxIc9mTP+brXvbb2N9dVqfUPc1YIIHaadx340+65TZGWuCf61n5DGsC5tjgAPaDVOEyOk+hr9ojSd73wvDL6n/Oc5xSQLnCAnQ4Q1/+AZQCl/jWW+nfpwYf27h+g9c/Sx4I6gj7A2CNyBpEIEJATeHl3QGrrUTv/8nnP7Z3yux3zu1s7m2of8uwf/OAHat56doxvL2xv7QdEWzeyDKxhZ5tgknbYbwTUjMGpkb4xb9tLn+hrn7cGur6216+v/QebH3vd+aefBXKdsVhE9o7Xvva11a/mugAvoNVe8+swGm7K9rkDaN3VK7eJ8d1pBHRA6tj62dmChp7fSkBr/7nwn7K50pYGoGpP64vd+6Q5eq3Nv8ohvKm5tvO9gB7O1WIM5vdNQcjVBSScxl5YrQ1otXfZu8m4sLucWf1Bxuas7q1j2Q8ot6D4f7V2fIbsWAtudsV7mm574Li+55DCvDl77khSg39x6RW9n0Xv+Sc/vTBVsa/qXZ99BbPUfrgg++9+CxYFiEvgKgVv6BMOTJMSK8AVcJFMQvYUrDeVurdmbxnNuTI558e43GNDANy58w7MdZYmGHRNBd/0ERDJZ/SnlH62CHDIyzk3Gn9m2F6lWCvfJjbNFoBlABy6l7NmRPszAN3C6FAuALaGeLI+eo3OnH1CFJkTQGVGxqRIonlu7NRio1bwqQNDacQmR7lSs1tAwSyghdqBZgpGdXoAEwNwdXPQBQNqpQgRZikmaQGnOdtqDo2tpQ5sBbzSYAWwxf7zzVwPAxE4uhOMz/9VgZ689Clgte4T1izpAf+fUe0kB3LPbq7LWOhkC7xUkC8SZuQaAK3j89mRgD478qb7LU8BMfbyhGRtyKKQSeT7w2uHezdcdl1vatKhZwU8mjwp94gEGXtj7ZCK61mPE6LnGkbjpPQ7rdZNyWhavfK6QG87UqAoTOfoYpKL2JJiYx5/i8B2GrQ6VdyHw0KcEX9pfoozLUwhoa1hDALcpocla56MBgST6n7jmpxll/w8RZXCLMzZvDFtBIheGtkrZ5viyvskSKsegayK42PHt6zOCbF7zXXDWIGgsT3EmBgb68EwAj7r3Ez205khYPzHf3y1iA9TM6cVwzKP2y5AOqCBTsVYHZOqQmKw7r1ki7DD2/4pOG1u+3xjuroeeQBBePOgvZpevmsBQNu4mqPmmSAxvf8brr8mYxgQdM6CsKwDrmMZBiHEsNwaYLHAZkXHQszaHAkI86j0kXMNklh8AnVeFLE1n7toQvy9tGl9GOBspUyZ3vQdkUYKoL1oyYG9bWG1ro9W8o0p3jUUu8363B7wfMbEZJpNnxWWcaS7ElC6bF2Ynunf8WG0DiWAsj3XnZB/k60YJyiQ7w4o6pZbTo4/Oz2A/azJswLUZ27F/9icYAmt+clh4O47T8p/JDToyYZpu354S4rSzeglYb+3OkW3aINHMaE3GMbs7AR45gZ/mJYxs0+sWLuqtzq2zab0x5TM0dmRT5gTtummgNubwiIepvucsTUJFmS/GEif7BDciaxCBS+2b07feH9OkVKstxlh/ZoP7C57ir6clD0EuD2S6ylCNiV9QaoBk9m4dXb6UM3BGbFhtwag5WcNJwB1Q3zxKyKTMSu1GY6787HldyCPdPKP9oju9GnEkebf3JbSATCktie18/RXBbl/Hftvb8/Dmzr7bg/v7c3zNFujO5P+975uv0BrpaBk4wybxgIEXgBaq8BQnHMOOHBrXkA2hlAbJ9G2FStWFrMGG08RG5s1h63S3JNiClTEyOFkYhZJLaUzI7UXSLku6aYOIunr2E30NwlknxsGnQJAx4Yxw9F+ylOeVEycn/z4vNJZ/QEwZ8WqHAazilUF4KVTUwdkMW2TxhBDCriJMXjCCXcrptQHPvChSs9XxZJe4kMe8qBKhd44BtzYuICVHbDwpXL+HvvYPypWolTHYggG1ASEvPrVry4QEouSsyx93N/dmwP50jB7OZOYTphxZBOkoJAO4GhzoAGUnExMSkwxEX6MVoAToA5TCKNIhU/GCnBGQaC/SVqrg5h2Kk1O/YkF98WAjiszJlJG6YYCqvRD6bYEFLGJtxQBTrnq4tNSNdThWPpAY5EtbC1g8ydTwZyzDEx+cqrAe2EESvUH6hlnz33SSfctDUNpsdh7+s6BLGVbMRZAkb5pVWebRozrAcTIIZhPQJzTT39mzcHGHvtgxuxDKbYjOqe69cte8vI+oHWwipzpk//46ld6By1eUuy9gwNur0lFdMClfvbcjwqL8+Qwu1S57nRaL6gUdmkeh2UM/zQp21ioqpGed975Y4yxjxRAoCgMrR3GoO8CVIzXYx7z6N7dT/itYlUCL8wt+rvaf7/7nVS6r4DWziHZWtqaL3nxyyrNX3+//GUvr4JOXrRSsbGtC6zRV77yVcXIM6f/7r3vCsD0nfq3VPtHRIYCAKEfATJvfOMbO6Z2AfwvLvAeA4RRszzrCdCKtYgdS0e06W9KMQe0YhQCGwUMjjxSVfMuHfu73/1+6VhKU5YG87SwMbGvjz66SQd0+mA2fixAwCaAEMhj36C5S5pDtBzYwpAlBYH52qQxaLSaR5jtpBOahjCWm2AD4KuTA5B2pBBQx8BozGjtbOBZA8F89l3vendJBxgLhYAEOwBXwGOAKjDe/iAQgz1njMhQkA0xj6V9S+U3hwGtuzvewD7jAUj1zAwY6xxDV/s8BzATEAvkBtgDnxuw7O/YmcAu/WufMK7SvrESref3vOfvav1xqDFlSawUMyF90B+F7nRDR2q/AYzTmTbXzCNp3YD3Fj32fcCd+QBU9gyALHuv9WcssYrpaGNNA1qdBVLi7Qv2ASxE4Js1DfAD7tsPsJQBrcZNoMVa8cNwBA5b/xjs9giFlQDxQNT7phCFccZM/XH2+HMTeDGX9s++DtQF5rnG57J3ykpomsvmyB//8eMKAG2AgzbZD0X9FU6ULdH/MldK1iH9Cmy0djjawEYMSqxhASPp/57NHt/0rDE4rX195B72FffbFAdTah/nwjrEpMZoXZwCcy9/+Ssyv47IPVIFO44prWT7+8UX/zwaqtNr/7ZHcJSAtPZrTJqDD15SezbwHCAOkF8Y5qzA4wte8Je1R332syRuog+c/d4+gmncJHu+873vlLH9jGc8vdahYJD1Yd5hjgLj9aW9HTAO4JeGKYhGtsF17DEA5nvc4541p40x5rngmHnjuwJUzpp+4KkFIpy55oy1qu88j/633ztfzHvzSAACo9e1S7YgL9cW3OMcmLPmjtct5Qj8XwVa//ea2Df9ZMa56SvaM/t1TFtg2dz1c2u/GpB5cxnTPu/s82rBRHaGPV6ROCx766GRHqyTxrrbm2dpNloDTu2p/euknYENmAYQ0GdnuwHs2JEC9gW+xK/wXnE6gQtZ90NrV/RWX3dN77Nf/Ervy1//du8nF1zU2xEAFavtTscnqySs0H3mL+xNiXbh4I4AbTumh/kXdufUFO9Jejf25OakkAN+aIrqk/Wxz64LqDcjzEmAzor4BQsWpODO/kfGVl8e4CbgTlLi58yaHiApAfw0aTh7P/uwWH8BgqYkpXh8KpPviB4k9in7YX0KWU0LqEdyBYi56IB9e3Su58ybnWuluFCAvHHAyuz//bZBP1C/u83g/7dhqO5W0O+Xvr87pdtAjrGa92RMb4vgibnRH6S4Oe1bs2J172c/uai3NQD4OHq6GdfRVIofARDFVtgYDdiRbUlFnziltz3g6PYUMgJQD24LeBXW8cQUMFq0aG7AUrNvS4p8Zhywj8NYpNu5KUDtljAR5ydd+5B9AnyPpFWjsRlT5X4yPcvY95u3DfeuvO6K3o8iHbDggIN6CyNNMTvAvmJHF19yQdbXp6toFl9ynxQ4k1lz0v3um6KTx0dG7YhKs58Sn7acYWBmBU+k7PsBrsqsAnxHjyGtFOR+//s+0Pti/KLzEmSclnk4NcD9cEgr+hBwy04iAQAcRYKwlq0ZwKr3W5YfkE2woAFUWKpkBNhe2mUNmtfsCEzVbbK8ck02nmvSZq2irmM+LzBYFtDC+NEyYPh37sc+x7q1hq1nQRNZVK6FDMU+YEdVIDX/5m8sDYlFDQ/wLp+ev88uJgfGL5WmPynA6JRons4cN7XLSlu8qLcyGTZrM7aY3VsAkrnGaNo/M0Dp/tkPFqVtWOKXrLsxjGVc64CQkSwA4pOx2J5gz2iA2Q2xWbfUvNreWxTiz8I8z5wpM2HF0Wdd37soY7t1R+ZM0vDnC4wEzCfjsSmFujalmBXt5/VZ/9eOri8W9ERrm78XtiiAn505LoGOoby3OgDnUHCEiQnsz0xhrllhqg8JGNRPgjuxyRWFw2Lfkc8PJwC0IfvXaADTCWG7zxwM03VgQbGMKwiVce20lTvpsy0BTYHhUxQXzXts8h11fg2MyeKF9ZzNjGSXPZbPJsh0Y5isy0O2WhlpMraejNr7nHjvykZU8Nie2bJQ2YONWLVXGRo3Z8Hfwp/ZG5Bxb5pwW+yf2rU3z7OnbauAUM2S7DX+53/x63YLtNIEEpVu0S8L8R3veGfpiDbpgBeEpbpQRc04i3Xul0bg5kqdxSj8p2gzYktKx1cMxeSRyi3l+IYUjFEkig4cx51uZHOYTBgbuM2eo4vJpsCM7ym4gZV5nzCsnvrUU+sg+1n0gABD0hBtQop4SPveLxu2DX9FBPQxPb1EAo+Lo+jvWHqYbCpeYyk5DIBg9wtAqJgT49ABpT30FDEs/z3Vn7FqpPZj9qDce67GaMW84cx7/y/+4rm/BLRiN74+cgrYP5gHzRl10DWglW6Pg4h2CkeWHqHUcEArRx04Sfvvjx/3+J2FjRQIoKsJvJEOwgmVas+Q9Vxnnf3hMiCBZo98ZDRvkzK9IcwxxrjKoGW4jwHR/h/AIF3Js7PvGhDKeOLcK4rmwOak0wDEuAJU+ZsXgAprFSMLsALgAd4AEwASJ510UjHOANW7syXa/2OU0WB1b+xCwEMD1DhFHznno2H2faQYrfR6X/TXZ+TAWFSGgDkBMPrMZz5bBYcArc973vN6+4cdqPq2lPobwpZwCD32jx5bjFX6n6tyAP04rFLVv6XlAqyf+tSnFDA9IYwMIMZXv/q1ApTNa/NW+6yNrqDL0nJ07ppq36pma6fxpDssEOBz5jOWdiuG5fAE9L3yla/u/TRzkRbTiwLsAKLNO9ql740WqyqwCsO9+MUvqQI55tvb3/HWGl+gD8DwoQ992C8BrW9729uK5W3e/dmfPbuAoYMyLzfG6Lg07BHp6eQ0aPsogAZcPDQsuy8HADTXgGq0SI2x4jPAJoUTaA1/JKz074b1aM0/OsCWKvYdcN6peElP8sIWBbADFbGdAZnmhdR1Kf766PIwgT/96U+lPf8UA2xm9dFzn/sX9feVqQoL3AICmn+YlUBOIBRjzXvWPYDHWACVsA0wYxuQ7R7+BkQD2gIIvdxHQAPTlsYopr3Aj/EWzMA2VSQIYG8/Awh7DwAFNMQetlb62fzYfYBUYL7nrTn22MeFcfz0Cqhog8AJUM1eYr4KttgLvDyvNG2sfmPr+9oCaGWY6weMcqA1g1bgxXrCJOVY2yfp2nl2IK2gEOMXuxar/5JLLq79wfq0hwE6fRar1D1JkLi/9zAuzQnzzjhiuAJqjQGj7F//9Ut1LynfwFjjDwzEjpQCb84LLtlnsKWxFMmtcNS911iO2m1//cIX/jWg4peydlLkK3v+Kac8sBhaFWCWAAAgAElEQVS9HIZLo0369bCzzwqblzYnfdBnP/vZAS0P6F0bjVAgnf6+PlIoxkVAw/5Jt9l899zazjAVVAGmezWGVmPZcqbpkNsDzBnj/eRoVgsY0WG1jwECAZmkIwCF+gMgaE/nkAAesZYP2P/AqqZLdgBQad+gYe081PZjj71TAcnGx/pwti1LZVlAq/UsY8A8tg8K/Bx55FGVsmhPNWf12VkJNh122JHRk75vZDkeH2mIH9RZ8L0ffK/OP3Ig973vicW++ty5n89++JXeBZlDJ/z2b2XO0EG9d+3JxrB7rm9WwNAaMLeAsXRjzR19zMmzv5uvdHKtLXPRnvC+SP4I6siY0GedRquAXRcA8INZi30smGB/sQ8q+EZbGsjqjHB/a9Ocsr5IlViz5oz9SLFA86MFW/rthl/XVrwDaP11e/D2+f3dmTptvTe22O5Aa3t/T52XvX36BpD8V9+/qbmpffZmafY0nu0Z9mxpzu0M9Gx+9vTVbLH+77X3GvupBTfbGQh82ZLgfxfw3FUYCKO1Aa1se4yrtWtXZ6+8rveLC87r/SQB40uuXNa7Lqm/Gzdv782PLXfwEYdG/39p9ob5KVYTpcVNud5IGJRbpwRgCmgzLZXpA8IAWkcDYiTvquw0BaUALCrPz49G6kD0HFclTXjSYKq6T9s350F0VZPuvyMMsslhMQ6ksjlRU4UgNwSg2JhiTVUUKMbvogMP7S1afEg+A/gImzVAByLH1EgE+P+588JinZ/Cm7GVMfVUNVewqkDQm2AJ/ar3qujbbr7u/1SgtfMFd7Emb8682xKG6froa+5ImvUOxd02rou2ayrah0SyMmOyat1w2IIBCgOWlmZmlDQnZ5znTU3q+dCaoAWbewcdGIAqWprbo7F7QGTCJqVWwUoFz8KwHN6UbKKkq8+KlujiaLRuS3X3bZv8JNMi/T4QcGpKinANB0y7ZsW1YSLvn+rxCeaPS0HNSLOtSOo8m2ZNfAS6n0M5LwUL2U2Lw75ErPitnGWHRD5rSljS2JT4wpWxF9BualLb6ePWK/IOXuy3L3/5qxUY/eSnPlGBgklhU2KWFtCa72EzFsMvbSzpI/IgVTSpu1Qjp3SMZSzaXRrNtPdJpZFL4ss1MLV91vyi0YrwALTz9/LDgf5jP+wGZzDmqSKpLaBM1gErvH+cga3A3HZ9nGiyHvNiw5ZsRb7vXrIA1ZGgx++6nUZpAkcJSk/ekvJRafPUBECGM44jWaOjAVmxl7eSRIntuO+c+b2DQggayTpVKGsVTdWw0EcS3NlnvwMDUgas3hj2ZwBuDOOJec7V8ZFWZp9cHNtpUdozd3pS/gOuS7+/5PLITgWwnyotP32lj+kJ00Mej/U8ZXpvQ4DQazMnx3uOzM/tafeUjNf0gNHknyz5kQDR60hVZe7TcJ6bYlgLJ6YYVr67kVZt9inMbqzYgfTNDlq6sZWHt0UCInvX+MzNOVMXBgReuBNk5R8q+GVOqO1A99hYKfSFzY75Opo9F4N3v30XhcEaGZW0C1t6NOCujF9zaG3WEttsTfZc7OB73fMeVXMBKQG5yqsF71rhto5g10kGtPPptjoPb86esfu5tKff2ZvP31bPfwfQujej86u/c7sFWjuDKVHjbEaVjpKNV+og6QAapBg0HRiysEAmL0w5qSAYVFhG7w/QKoKFAfPsAD1Az2/GIftMHFlRlaOOPLoc/nuEkSj1nJ6I6FClHyeiow3TszGL2in+g1kGwODUAgtpnM5IARxAJO3KH0Yj1eFE05OTB1hz8tiMmnPvmhiB0t0ZfAxURZMAhQ4PLJz7pAgSLVQC2RMTMfPsHavt3GKpASBsUBxNYJu/A1g4iG94wxvL0WboAvews/ydYYkFBvwCtEqjeNrTnlaAo+fD8gVuYVoCWgFAAEC6iC2dl1Zl6VTe/+RikEnL93zABYw7LFDPBGzC+nGoqfT+zne/M6kfy2MMnNB72EMfUkAVQFYUrCtw1DEDMZempT9VmcRSLo0vySFjVH59CPjDLgIOcIZVz3YPQA4mFOAIoCLdmNHv0ARSYVvo4zlJmdBvwCNgWT9jpAFjgBpFZwBfXgBCrDL95DMO9098PBqt0WmlRXjcnY4r4OLoo48scIl9q0r3pz71mSpQBph45jOfWeC3lHqp+RiiBwSkeUKBnr+dQ3ZqWNZX1nz4YJx6B5t+fNKTnlBAinsDCL70pX+romSMLBXMaSHROQSyYDEDnw8/IsBBAB7953r6BpBoHgCBsARPPBF4O6HWgUDBmWe+KfPi51Vl9s/DfgQu6xt6kVitgJXjcu2/CoBO5kCxmne8421VcAl4oT+Bf/RLgZUAJd/DUgOQWQ/G5bBUUAU8ATcx934a4xGIC3hyT3ODvAdQCKhnbZvr5jyWuNRqwKY+IIGhs8kLYMMCILv4WKc/ZqwAi9KCAUnSzO0BmJja4jfDhgGgndaXtd8AfL/1O8AOAEOvzXcEOsw9her0kf615sxP1wUSAWH6mTeNzahPyBQIILk+sLEDey8vALMDcw4v0ND1zXNsRPrLAhqMEkA6EOrukawAtrlPY0y6jhRoAJj+My+AVcBWbGf7E2Dc3xWocn1gnbFzHUEswJX7YQPLBsAUPf30Z9WeYa1jfgLu/N16syf4DMNdkAtYZtxoVJ9wwt2rbQIEWPmurc3aj9GK9c+Y4qyrgEuixHO6ru/rI3sZ7WLrXHqq9eg9+5h2ArkBuvYqci10ewVfBLGwTAVlsGgxw81D84jB3owWzggtV/2MLS+I4VmBx13BMfIcYbzkfh0rfqDmAPCZPrPPSr03R7A/Pa99QNYDsF6f2lfNM/OtPXtjaDUgsNMXH629+G1ve3tlKWinsfED3PP8AF2BMaD4pJxTQF/rw730r8AGYPRe9zyxwF79a+/4RAJR67Iu9w/T9ImRfNB2YyEjwXMJFt5w4/XliAAZ3c/zn332OTU/SaOYm9aAtptfAiknnBDA9J73rgwIQS177U/PP6/WwClhtz3iEQ8r9s350cf7+je+mQDJtwuUkLkg2GWumIf2KvPHv7sCWyflfodVv9rb3cseRv4BEwJzzpwVpADS2uPMBcCydWXemyfA1uYUKpxlnBvDHTCvwIj+A15ffPElxQh2Npgz2vLDH/6w9iprEwO8ZXu0QFcDy28JI/gOoPWWNXBvL1drwIE50hh3za5xhuwOtN5eHMtf5XC197X9qquuHMt0eE/OprsmW+uxxXy3DvslTfozhm7OuDQmawNTfac/A6kDg7piJY1Rvi3kjCquVOBuZzt7lYxL/u1vZQtnH7009RjYBpflXLkiwZwQD6NRGFZXzoclkSE67JjDwxjNWREAZHtSwEc3RI5oSJp9dBTV4pmM1YfhFcAioAyALShn3g/bi02bNOb58xbms4MFtI4fmBfdyEUBS5PeHKB188iGsPs2hd0XwChgjgJV2+MDYCxK1ccQPPTwO/UOOfzoAja6orBJUw8IpMgfG4LGIoAGqYHtQw8xTRhLu9/Vy/1A/031fbGL/g8DrSWbkHRsRe52BLDaktTo4ZzbGwIMrYw9sHLtht7KDUkzj2bmEB3YAGATEsyfNm5zwKOkjker9uDF+wY8BwAOBfA8LJqn06IfHoZyPquY1vqhkd6MSBPsN3tqb/todEsjujsaxiJ9TIXJps/JOI4bjc7mmt508yZs6KEAtLQXSNAuz9k2ElkCFepXlxb/VWGi/qTmBWD3zll7GNgCh/vtm8K8ASm7Qq1hhwLuipXcseTNB6DkhT/7RQUYZaYMpd3mHaDSPqXwFZBsKIELlOt5Cl4F2KsiV/n7TelmdgW0xpitaTd7mg3tWmTiKoOpj/nK32MT8YuxXN0bwclLMN357hpAVhIb5PzsAfwjZ3MD54CsXWG1MGvH2NyeeTDfm5DFyp+HBZCnE5QoPy6fR4ByfTbiaIDT8RmTknMS2CBbF/xhR56dfyrIMSv+5IJZc3r7JFvw2vj9ayI5sjWFp4RFUkUudToWBdCdkuekilxLsuQr1sWmXZMxWxiQdUEwhjlJtx9ICv6W7B1XXXtl5kiKqoWlDpjl0yEcDURmY2J+piZQszHPd2PA3nR+0PPRAPSbepPzHFNjiwKot+ZZtquPkGffqrhsAOYZEyb3ZkbYYks0EUbjDw0l1Z9MytYEgcYDXMPCHUc7V0G7fGZ7rjd3enSnp83vxip+GhkTe4vCZ4qKNQkBNq/9x166KbIYvTB4Fx94UOQBp1eAi/29MXNVYSydQHrq6quvTEB9XREI2IQPj33GxiO91gJnNe8yJsbQTwvQdZrOuwqq3Zzz47b8zN4Ak3vTvlvCxrw5992b59nTtt3BaL05I3Erf0ZAksZHM0ylAUl/BsAAmTBh6Bty1jDLGmMFoMEh45h97OMf7f32CfcI6HZKwM9HxnFd0/tanCzsFMApxuDjH/+4AomkVQAJbeyA3XZf/7aBKzj0sQBvr3v9a6Ppemw06X6nWJ/75/4i4694xavK2QMwScX1c/jhh44dIh3r0HUcfBy/Tm9yeznA0pZVVRZVe1CA0ZMfcP8CWvx/S52XVswZxjLjxAMLMdE4/K4DwANAvT3p2EAfAAsWLz1OGxSnnROJnXfBBReWESqdFnNRWzipAEygGBYbDTyAAMcaSNAxSVXcPijFXk7s/ekzTg878cDaVK+88upyrt8ZWQVG4uFp0wv/+oXFsAQyv/Vtbyn2oZQRhUwe9KDfTbrLXSutw4IGQEg1BxBwXgE/wA1ZcyqwNifZ2ADapV87+FparfRufW/MPXenI/vgYs55YQTSDbz44l8UiAwI44RzpJsT3ox21zU33hIt3lasqgGt7s9QkML7mc/8S+8Lnw/Yl2secsihJaUgnZjTbu645wc/+KHeeQEc9o0OoYJq9wzowXggsQAk9LknPvHJef8eddgDys0H6bWjCRhwVMwj4N2iMF4/GWAXQKawGIeiKo3nIGOYqIoJINk/UhKPyly/ZyKGUncBiE1yglGirRhZQCfPjmVHg/A97/773mUBU8wFjFeV0bXPdz3L2miwAWmfFcDtTgHW6Ht98EPvL4kErFlM0Q6AvHtAiuMLEASs0X8CNgMN99svFb3DsMMQ1I++d11A2g0pOCDYAZT5g4Bo0u6AdQCljpE4vtgxItvaBIjD7jRWnt86BtJ2DDZp/JjQnYPlme0X+uELX/hiaT1iZpoHxrNLWZECs6aY4MbHHNfvCvx4JgCbYkHkSAA1jDL6mdpijVp/mKhAQXMPcN4V5eoKuWkDTVttwPbDMPYdnychAuSxb33oQx+q59UGxqfr66eWSgNEcj2pztiW5oVgSDECaDQligwUsk/4bT1Z+wAz4+2zNJdF87UBgOUHmxCr3dpxff0LWNQmgCdZBvID2O3mh8AS7VqAuB/fBwg2+Q/f0Qfu2TEOf1GAvX6k1azvGVj2T6nYmLaeG8hqrulfz+w6HGMBKC+GtRdZByCoPgRyGxuBAP/vOYDD2mN87Wf6gZa1NSGwJFDQtEHbHLE/Yvp6HuxJz6df9RVgVXvM08vCbHVtzgy2+Z3vfNecPzOqXQJZnBbrCQhtzncasJtqHASmBPb0jb2pVRVvRmWXLrW1QEB7LfDXGGDVCraYW/ZjrG7ts+dprzOFFEXnsGytPrCHP/zhCVzc+74FkmILywaR4ofRak9rgRFMeixy0jFXX3NlsbIEEv3dehbUAKxbc+ajZzHfrckCZR/0sOzZx9VYY51+KmcJgBuAevxxd67A4wmRycA2vybjLBD6r1/6fK2lNs877dQUI8l1MVYFV/SR58fwtbfrUy/9aO4oxOb+zj19Ye8EMJuj+tmPM8J6MTeNBVDZPASc2ps4C+wHgLL1ZcwFDVqhEf3MntAHXkBmwUuMZePYAqh7amT+KvPpDqD1VjYsf0OXt8YbeNqA1iY7sbvkjCa2z/6GmrsToNzd4Wp2sfXq30232dnGfsQQf9KTnlyscuvfZ+x/nrUAE/myN/PVAk/2lf5iPi2t1GWs6Wb7t8vyG/gPiBf2w8559zmFD9eVXJczQzbNRQFYFa+ak8JUU2fO7c3O/nPAkqW9xYct6R209IDeNFVsoo+4MXv/yIYAQRsDVG1PBp3U7IBi4xX2iWiiPXNb8sGBrhMD0FShzQAVM8JcA25dn0yPmfMP6c0/4NgCWoeGUwhn9fJIjS2L7bYyl9uac2VKb25sOnYdgILu6UEHHZKA+pLKpuqA1u0BzSJRRGvAlWPneK7yE8YSMcdtx+X7ZcmJm3Kcf2mvcZHdVCr+LzFaC2UGtJKpxaYEnKdo0NbY4RsATrQ8g8QPpRjRpq0BScMXXR9NzFXLLumtTHByaxiDSxbvV0CobK/DDz+ygNblN6xJkaSkiUdqYFPAt2mZGwtTTGj75syRgHoj66N9uWkoQFbSuqcGQNyRYqVJJ5+ctTM+upcbwobdNzb9QbGvV8W+25R5uMNZFht3Y0gE30qA96JLL45PsCzg2pSA8of2HhLSwT3ufrfe0UceMpYt2JFVzAnZdp09qejPaGzeGyr7jr1xVc7mlWFhA3bpdxbQGkBzY4IMAyH8zAD+xRYCugnYI3jQcDWPChAbk9St4q9ZH21/MHf1K2ATG7YkU8a0eAG3g/k7lmRj8ZcMVa5fmp+xzzvJNhqrU8v2anIlQGD38WInImGQUmsyBvYbe4X3MWdnxQ5gk7kPmT6+AttgfkgpyAfrVqYIXVD0Wj0Zp8Fk9kwm0xEbgx7p5gRgFdwaIGuQ57n84svCZF3fG1wwp7dvbLSFYXRuDVt4Qgq+DQTkVahzKL4GJiuwFUCOvTw5gZdZAdEHEizZHoD9hlU3hGScoElS9wGcE/MhDORJKXiVEUtfRXYi7swocDjPvA3Qmj1raoIsGK32NIzWKZEcIHkyPlIDUzN/dkS2YiTF+cYbswzPSOYoeRKSCqGb1nNMzr4ITN4WbeHN2VtmT5sdsHVe2ZSA0uHYZIZ1a8BW/tamvKfYuKLXdp16L7Ia6bAi/mAgG+sbStc/xcPSvq5uw5bIX1xcLGLz5k+SkfSYFGXm79vbzZn+c7ABr0W2GvOhmjzbzTw+btOP7Q0wuTcNvKXszP/u3nvzPHvatjuA1v9uFG6DvzsItqqwl03fJgoIwXj6jPTBOJqASKxKLC1alAwdbFY6IJ+Ks47BBpR8TLTcHh1H7/jjjwt4sLYrhvWxj5TTNmP6zDjejyjQjWHIaXM/Tvvy5SviCF4TUGBBpSxvyqb52YCJb3jjmVXciKNP53Hp0iW14Xz4w2flnl8uhp6o/v0CJHSagAoDDBaVXkVk2naup/o1YAO4dvY5Z1e1eMF3Th4QhT6gzcbGaxOSvkk6QFotZ1T6M+ZAK+jkupzhd6dYC9DVtemCkiLgeIowYSBJXQY2OWxOP/30Kqzj7xxP6cSczZYuzFHl9CpMg7EKjOXkYi89769eEMNicUW7MJU+k755XxjEDrlDwvilCclJnzNnZhVw+krAA894QBhnij91AAt9wG11yAG/PCdAAUAD4DAW26Nd0xnrG4vtRMIAMO2wxqR7SljFroF1y8nnmAOibeC0dhQrALZw7gHQNm5ONbaZe2G9tqIm+gToS5MP6IX55NBXVEVfYYxpi2JDWImfO/cL1fYDFx8QhvX9ikWrTeYDZhxQ9IqrrkhkeWaxeR8c1iZH/XMBY779nbCnAqQcc/SdCqQEKlVxlgCm1+f6rgsA+d3INAClFHjxfACrGWH8inpqi4iwdgOqHLjG437RbVLRW3sAbnQ1gZY+h/FnzM1fYCGg1Rz8l8+cW0ARUBOQAKDQV8Ye8GN8AIK+q8jN5Bze3/gmEPUbmXc/KAayuYHRisXos4AraxAY24FkqbKatBvABsPHNb1PIJ9upLF42MMeWiw9Yw3gvzzXWJG+cAg7kB22xt44e35zd1aAtXtFRkOKcitO0SQnWmoReQRMT8EGoJr3OYCuxXgzBzowbUM5iEB4jEqp26Kw+sbaM88weBmgAEbtB+KZb9KqMSv1sbY1jT33Ynx7Hj/2HmAZAI1O65IlB9ccZvBKvW+axQ2I60DbrpBSqyiPCaivraMGxFojmMKAPsxTBUq0wX0AdIBya8KcxkLC0DV27XPe11bP1ZgC+tceAGyVXo0hzrgyPkDHC8OGBl615/V5QKp2WQuewWfNP32gv4whANs1MQ6tdcxqgBawzHe0hRHsXvraXGzOvT1Sm4wZsB5wtmrV6p3apOY1VrU9UH/a+4C5GK8kWdyzFTArZkOe2doDyNP3loZuv2hMKX3ouX3O3NE2rFjSLYBrgKO2aKsgFnDOfGuGh+9pE3kQ91+cAJUzqx9gbYw39zI/AAGATWNhvVhP5iNmqPNEO6xtKfDaXVpq2T/1rawM9zjuuLtEv29p6WL9JGDkV7/69Tq554WZepdIEehD4Ll2//Sn5xdAb46RrDGHjZ85g/WliBbA1vowPtrkGRZEuueud7l77Wv0ajHcv/vd79XnGNSq/Dqrjjji8Fqbio3Z27717W/U+epau4KpWwsAP+ywQ2v9+be5hekqfd9zNmZDBxIfV3uCNelMM+d9pgUxZIVgv1ofxtcYmUPmob7DeNaPxhk4b54JbhlXe71xFlTApHZ2GiPPrU+OTqFCa8p4NRbGLWEW3QG03hK9ePu7xu7j2tZ+gWWZQ+3H//ezX/fUefl1n7y1s/93P5C5O9BqbV1xxeUVsHvve/8+6/a3qkCivdY+5Ln2FmjVhrY/9Gcetf5pfdfa1LFdO0CbbqO6CwLC/AJBMucQxr/AjD0NIxAgesA+i3onHHu3AF0zA6wkoJtzY/rcpBjPio01gR5limUFbAvxNOm2ATK2JwhacEwKLCVVPOZKabOORtdzc9Jz7XOKSAn1zgz7jUbmDTeuDFASqaHB/QooTfnw7EWpmJ7K9Vs2b8g1xsWOmREptHnRWk1xmexVQJZ5sQvnzI4clYJb/svzICBgtgKZWrEpgeU2TpLGAy3/0lToH8/dnej6fxWr+oqE+fL/ZKB1T4ECwDxSsL7ld4wL8C3NeoeUdj+ZJ6NBs5D3tgQh2JqfNatX9K6+NPZPzlf6nfssmFvn1TWxFedHwzMCnr0VqzcEAJtbIL5iSdOS9j8nANvocEDVjWEKbgywl3uNz3yYOBBd0a0bUiApMhOxN1Sy3x7pgNmxmeclO6Rj2nbaozMCxJMHKEml2GEX/Dx2ZXyN1DTrHRmZrbve+U4544+KvvDSyiwpLXrBHsWUEBHSfoFP57T1IJj5rW9HUueSywrULF3j2Jxlb2Z+kKVw1k7K3AYgAlr5HvV3zNCxgIc1CDQ1d3y/faeCS2NAq3O2AbRVYKuu2YGmSCNl72ZR8fNrLZdkQCQI8gzaASTVBtexxr1XpAeay/lOtSH/LoYrrdbY+TJPaRjvs3Dfuo/vuvf02IlzY68iz6ivsmXtaK3fKQFYB4IHTMn3pgdwRbLdmqJVa4INDJH3CBnEnkBuYdo+83r7xKdckH1kyrQAnAFbN4U1ujFZsptiW40E/N2R7wJbgaNTY+9ODYjuuwpQrYgGb2Iq2W9CVigQO5IAubcx2hZAFFlpW4InEydPy/hHwiBA57b014wEZmalr5AiFKWYE5kSxbkGAvBPjk8zHJB1dTLBJobxHuS8tzmsVnqpw+vCUs08mqSv6cxPCOCf/lobwH/ODEX15pcfKUjVsYq7IJWU/41htfIz6OTyc9lVW8LYHhcWL7vSZ7fne+tjh20OA3jihOyX6TvjcGn0helAL4q/9KdP/ZPeo1L7ofRli7DSMVZ3ZiZYe2MA/h1A666t/LayB/Z0/9z9vLg5dsgdQOvN6aVb+TOKLG2O5gkDi/PUdEIxV7wAQVg5KigvyAJ3MNwYNssvUsxECq6UbkWtnnHaaSls8gclyC06A0jE0vvhj8L4CjhF/4/T9oAH3L8ccBPsF7+4pJyw70S3iYYr9qyDBBDy9hTkUoH0qBTeeVAKLh1xxJElBcCAKyZt0j5t9sA+rDjp3zOzmZ+f9MYfhrXKiT8uoBnwjOYdNuaHz/pwObLjY5ABGR/84Afl9/3rwB9JFM3z/+M//lNVYweoAUKBuX/6p88oBkErOCN9VWQSM4/j+PznP7/YRJx87CGsWawlTqODRqV4YLHDECOVxh3QBeiH/aYd2k/LEZsPM9G9733v+/RefMZLy7m26X7rW1JZv1Bg8Ka0d/8UemFsY9wdc8yRSe/9UVWfl8K/PodGabzEkIQsM3SByf6ffictRcxE/e3AqcKkeQG3AAF+pHjacIBgWIf0O30eA7Wx5hgAzYH2PMA0ALq0YD/YSMBIcwho0oC3lh4srRoo5rrYXQqjADsBOMCYsz58doHP2g+AMg8AQBxwLCn6hZ/+9GcKQBKRBUJ6Nqm8G6K5BJTX5yvj6DMu9CUmL0DFs3W6g98uIN1c1+cYohh8QAggkrR4xofDEJhsXAE8i1LE4ZRTTi5GM7ATwIgd57qeVXq+wlGALCAU8PG8n5xfuo6uBcTD2APamJcXpB8YKwBq4JjgAcNn1eobK233e9/7fkUszbODD15SACAgzeGpXeY8QBcYNiGRT4ECzwu0MEZd9dKOqalAnLlrHZKSWBkW+o0JnmhXO3iNSWMaukfpMB+4fxWt2HlAxDBwXePaVY4PIyFGBqePTAgDk9wG4M9zKSrnt8/4HpAFuNZYOM3RM57GH+tT3zFyWpEgwFCLwJp/rb3tvdYebTJ2/l6Vh9NvXkB+72FQCi55MVw4ip5Tn3sf88+cA/C5dgNksQPdg7HfAGbP7h7AuX72XSu+5HkaqGkt65+uwrz1F9ZEjEn3Zax3a7JbkNpgr/CcjbnQ9VWYCNkDfM4YNVkDz9tFpCfUfuZ9QF1zmv0GgEmHL/C8gNK5dc/GYOiKWI0U6Ox97Qa4l+GX52MYtn53f+Aq8GNsW7kAACAASURBVK/1u+/o6waOtd/tKGtGDPDN84nGCw40pmx7ts75TzZd2mH96Xev9ixdHyalKr991327FDosgE7XrKXv+f82Vh17o9OkMt/1r7a3Z216o20MusIP8f7z8m8F8ryMl2JbGF3YEPSugbBATtfSbq9JYanQ/vNaHQ3tq67iIKa4ZJgx1ovnMgZe+tW4NVDDs3kZxxkzwqwPO16fuM6ateuLkdWxxRV5iKbgWMHKjmkW8CPaZqNJhfP3Nq92pjlm/K0939cO41vFKcfG2/oDEANF9Tkw2rptxamsb2dyA9PbeFgvjRnnet7HsPZvfaqNxslcci2f9Tdt0M9tb/HZNu7Gp1uznazMr/u6A2j9dXvw9v39tke0Nd/AsX4w8zcBtN4k+Da2p/W3Ue/2A6DWgjNehgS7m10qSwrQ2qQDrOsWPOsHTG/uSPWfES2g177bD7oWky4bjD3GvlbBufgR1jhN+B//+Cex6/OToJJiLaqYL0oQ8m53umvvlBMfGLAj6bA5n7Zhp44LOzW1vke3ro99mrRhAM6W7JVbaaACQek+Zw/NWyqJT52abKcCIRJgCpAGPJoQUM2eE6goKeQreyuGJ/TWjmZPDaA6Y0bsi2k0HKNDOHF7AJgAcHl/boookSuju4isNyXXmTy2RwPG7J3FXw1oso08kquPSQq0cZo4jgLjHUDrzZ1fPlfnUhWPUlwpQGsxJbtSLTXQ7ADswvwz0plVWIle6rVXXlrg1dbMj+k5N9X+EJDs7ZgQ321biBMjAb3CUJ41P4WmZvVm5nyZmZTx4XWjvc2lQZCzY1JS7AczoyaliNO2aK+OhDCBgR1W5KQUQ5uYAkuTkj6uiFEQxN6mdUNhl07tzcw8ISlxXcDWC37xs943kgl3VTTWFWhactCi3jFHHdw7PgHVI484qnylSZlH7fzGlmYHON+0l+/48U9GZ/473ytmqrUjrR6o6VWAKFssvkrL0CF3RuOU3TWpMkG7dHz+HUaqQGtX16KzUYGrfL3aD/LvkjQYuy6yRWO00oIFBjt32+eAeM5c6x1LVJFpfjaGLdKG62iza2gHoHUDYgIgMJ+bFtB6dggUimsZT4AmMHcwz4BYcT1iC6B1XewedUJis0zKtQczptNLqiN7Q57ryhCalofItCaBk5nBFGaFSDRjYZjwsUVmz52f4mX7VIbcipUJ/GPy53kVtqKFujls0FmpJzN96vTcY2bmUMYymqcrVifYmz1k+pwZ9V39NTOfsz+5xqr4ZdsDZk6dOqdA9s2jw2G2bqkierNi6/FBFF5bEBB5MPbtILA1z7smmZnXJVg/kAJnE7K/7Mh1hxNwGs782ZYi4wPZ6wD2W8JkXR97bPmaVbne9MgizKvATtWpyRiVlGJAYTb8UCTj2LaDkUcxUUg1pIpWCK0Bd2MvCwbJQm3yEABbkgu+c00CctNDEjo+Z8RTnvCk3imRIOz3XxpjtQGrfptz7bxpdvOerOvb6rN7A0zuTdtuCRvz5tx3b55nT9t2B9B6c0biVv4Mo8Ji5Sxen2jTjwMSSisFdtpEF4Wmj3EDrJmWzQEoZ1OVuq9wCcYfsOeh0QTFGmtaoBb897//w4CG36x0Q84U8BCDxWbt0NiUaJEN3mZ/v5Pul8qO96vF/rWK2qtAvro2eKwgIJwCKw6Vy8NE6ipXX9RbHbADS6854Q4nIAEmGzCVnqT7YS4xUK9OarFnAOo+PDqtD3nIg7NxDVQVRsDpP6dSubRUAA/GGFYN6QQgHLYvBpaq8XQoMYY8F11GIDLWEZBLQZZO2/IXBTZh82J2en4VzQGH2tixdo6pVFsVAaVxYwID/zjwd4l+3WMe8//Kwd4YXR/ANJAPS8gBODPGpX5R9IXGHscYUK6NUjs9A3apw7fTZO1SNz2T6pkHFVO2s28mJq3BCzDm/ph4oo/GQyo5tp42AoYAyYxqQFFFVHOQdo5zlyIOjOiqjW8txhetXXNEBLVF1aRfA1u1D4Dnu9q2dGlSuMKeBpYAQH78o/PquX1XOxzWWFvAei9Mv/PPv2AnU8X1AZBLlx5UoAdQwzgACbTNGGA6Awe00Zi2sRb1AxTTP6RJSepCexjYDmVzSgDh42G7fuLjH+/NibEOaH31q189llK+svqvHZrmg/swHjoARbXbtcX60HfkOObPn1t9sm79UP2tS2efkr/tWyBIVRHNAQrUA9A2sA3I09prfIEzwDPAlVQlrAF92InSdwXPOpA7gF0O/v0CSDuwXW9jjIFKBxpLPdSvXaS8SyUEFBUDc4M5l4h19Hd9x2ek4Zgj/t4O7p16TnkPAGevsC5pTzrQfbZjzXaAYn901b31H2CFcdH9TmQ+z2j8G6tU3zRmqD7z41WG69g9WpvaYdZAmgZeNWCxfa+l0djDgE6N5djJa+wq+OHvDRBzP8/R0nIA4V0K1q7CJK5rP9Sern2dsez9dt0WaW6Aqb+7hmdvIKs9s2MIGM9dhYfaZ10Da7Lrw65ffa5LKVLRtks901f2n/bqnPM4tWPBNp9vzNLGcO7AV6nz3fgZ1/7n7J8DvtPOgdan7V7eb8VTtEO7mhHomkDWciSqr5Ielv/vDNGuP32nsa/aNdt7/r8DOH1nV35mM0y0sd2zMUN8p/WNdrTPFosj7WiAYbuXz2onqZsOCEyRQXpz8ROtsUpl3bR55/h0qfRxNAIGeHUs8eEuUJD/zHF9b522tgC1u35qwRHXNo6ZV9U/vVrHAgPWcDe/NpaGbQdcdtWOy3AuA3xzzedurXUyG/7dAgKtXQ1M8TdrxN44L+wNZ2sHmAJtU4V3DET3nn5u88x12pprTML2HB0TuAvimJttXvrd7t8cwNaOJkPQ1nlr986J+2v84w6g9dfovP8hX+0HBzX5pkDW3d+/NR+tgb7usbuDtTvI2trRPufvZEKwzsl7CMwLOLOnW72D/s/uqTPW2tTWr++3c7mYa2Pnh8+1fbK1mZ23KrbHj3/80943E5yvrKZrrivbFwC6MGnEhyY7bemBS3uHLjokh1O0AbOnb0uRl9FUgB/dti5A67qAQ12gZ/vWnDGbo4e+ReZHdxZUSnUCWfPnpmDPxgCtw+sqIwBQAevcEfLExvgl18Zm3RzFxPHTFlUwa+HCpBvvG7bqnOmxXRJYCvg2mP14ID90VoP21d49HoOVLECe2/46vi+YUzr0dutK2aZMP8ZYTDB7QtKOb+rVP/d+aa+pi//yN/rHKnf/z5cj7baHE3Nvxn8Pb1Ef31OgoCBVfazPMYbHUtLr7Ejf+vu2dLTPBMorwJU+7+ak+W/OmaRQkjG4IZmQ11x9VfycNZHb2pixjy0RhuOOaFhODeA6LySCfTP+G1bnb+sTjB/ZGg3OiQFNY9tMz/k3GAN5YiD+zN2RFGfanjT0zZudxwnY5v7j4w+P25xxJ3Wn2FN8MIXMhhK0vDoSBlckS+SyKy/PuhjuTYqkhXMYgUOWGik7fgZ7umo7VAbTthAmVpScxt//Y3zML3ypAM6yyZzJ+c9v/i6WuP8niWEc+bz+DVhlw2Jbk4fjOw8KwMYnKtu2slLDDMfIlaE5RppgN7CdyX+VtuoYG12QosgI8Ueajck3ci3AbxEmcl92p2C6jDZ2Ch+ws+u6AsrDYX4WgzdtjQRppezPia/J7qkgMN/AUotttibX3JhAdG8kBbFyHwXF+P8TYx8NpA89q8jHjVnHtFaB6/su2Ccs0rlhvsa+yTNMGqAlO5D78ovCSs6YT0m/AUOxUDcFpLSWZ4Y1v2jR4uAYecaMxfUrbkgjkp0YEHI06f3uKwsS8RhQuz5Boe2bY/NNmBlGKSbtcN7fHJB9MAHtwSo0zXcC9g4Mpt2kGnInkgXLo4s6GN9oUtivfm8PUL8NgS1jMTX9MTttGcl+t4Zu9Q3X5R5h1sfPM96dZBaN3Mk13hs2pDhc/Dnp/1PUUMm4Gu8mjUF3X7/bk9mfthTg7OoAyYIS69ev7S2Jz/2whz+s95CTH9S7a2Sl2n5kvJvN1WUmbNvpjzW7e3dixN7sC7fWd/Z0v9nbdtxe989mr+zJc90BtO5Jb91Kn7VZOt0wW68N0+sHMeS+lIrQflvcNlbMUhuCQ8MibdExBhcpAGlMhyYNUfVjm2sDEa5JCv9PAxzSaMNyBA4SlPbqdFoHi9UphRFjVGEMm8ePUhFeij1WqQjcooCOUrDptc4P+LkmG+KPAjYC0HzGIdHYVKJ/ImBzUgTrHkmlVMBkfQ4S7QD4AmY5xIcddkRpdkq35JiOJuKFdeYzgEyAFbABQ1J1V+mLwCypzVJ5GZNNr1DbAKaANQ4vkFP6M+acNHPMRSxNQJMiK5iPBX6mbzFygXmKdgGOAY++78BbctDBYfEdm/YOFDCyKsDzyvwNQxAwNiHpAgBQzEfX6RzuVO0MQ3FtDiBgpnRP78+e3THXpDRLi+U8GwPjX7ZfNv4OQOmKGLT+bKCGcceE9FsaDQZeY5G1A7WMpVwD0GdDNA9mREumA/uA9B2Q0dLcMNpc36uBIz4DnOzArk3F3NqwPhHK6DMCtLQXC8+hJEgADFgTvSNyFF7miznSVeJV8RPAGWBzLAVedcbSJsr1K5Jb6TcdMAXgWLbs+ipeJM2fpAOmK9ATMKNPaC194AMf6L3v/f9UYO/JJ/9OCni9sPqmbYLtGZtj1cDE2rxrrenjTVVgAdjhfc9VQY+qKqo/EtUfAy9FyL3aWOzuMLY+7K7jGh3Dzm+AC3Jkl6bkmQHgMdAqMt2Bh/6/u1cHlrZXA5O0pUtfAa4BCsMUiC6Rx5mcCpqNNVhOEuQ+rwa6d+BujMQxJm4DHa0tn2lt950G0Lb+6z9UGsjS5ifw0zi27zXGm2dswEwDNlvf9TuI7tVAvgYW9YOR5oZ10IHdu8Cpdo3GwOsHMxso2sa7XdfzlAE8xgRq0gz9h3kDBpvx00DRfvDL94F0jLJ+1msHXtGm7oo8tf/XD+26/Uzl/ns14K+TEOmyGgB/DPMGXjegtgHDrT9bG9p+38ayPX8DNfsBhl1Aa2OwdJJjxcQY0xNr7BasDo50OR5l1HfC/Y1N0fq+gbz9IMGvitAbhwYQtnnmuZtx2fpfP3o1pm/7bFtjrQ/L4egrvKyd5bhLpx0Ddhvw3AHGHeDDaTKeDWBv93H/JuGgr1qfdtfr3HDr1nndreOuoIH9xDWsza5ydrcXS8Vr1+x/zjY3+4HwxmRonwesmv+u2z+WjX3u+VoQpI2F3z7bAiXmVf88bPdrQI5rtHWnTY1pvHvf7dyUbqF/3AG03kIdeTu9TNs3217Yf5b4d/+e1H+e3pqP0z/3d52xHYTWzoL2u83P9tvaaPrWJGtIjpD06OR4wqzKWbr7NffkWfr7q7Vn93PC+/1nmrayRQWzL7zgZ5EV+Vns4oviNwSsCmg0c+acYtu2nxmTw1jbHj8i2oaTYn9MTGr/dozWcbE3C2hlJwCQxkDWram8nvpAm1PASn7H9DBYF86bGSAlabkBIyaGoQi03CElN3vOmgSCr0lG1oL9D+stOTya0bOmpj7BjNiD9Fg7oBWrEYiq1wFoXuUC0cBMarn/sb9OFAgbs4U6zLUEBervVYgIMEvbUfWkm3jtDvK3j9RR8X8caAWo1hyrn132ZlmrWKzS7Qvwbmq4CokkoyFjBFz0syHEiZVhRl6//MYArQEKA5auTobHuvg/4+IvYQzOmze79Fm3boxduynyE4FKB4CiUxO0j1zF7AUzw2oNCzAg7Uj0YDdHA9O5ui1BzG2KLG1KUDe/J+YQ5QPvkHkUoHI0Op/Sv69NptW6ddEcXbu8pKTmBIhEyLnnve5Rkk7AV6SEucmK2xo7gc9Gsuy9f/++3ic+9enKIBMs9cwte2h3u9nfsFiL0RrfYHLOU/vIJoHLgHjT4gcBQJsf0WS62Bd8bXPV3xBUMFILWBuz8/nzZTuM+eXWdmW/FamEzmhHmAHg8m8QjzB7yQiU7Fbuvzl2/aYEctkq07KugeFAasxWjFXasCOynYB6ikXl8+peDGwLCGsFxu8Erk4sGRATQNC6K9i1JfeQCj8lzwwknhJm6YwEeQdin65YFcJKZRolUJ3vT5VNFj9lMNfLrtIbit89LbbLwUvIDiVwnLYuj/TEOBk1AVo3RQtWyGSqe48x1bcGA9gRkdUJ0YYeTjBnJOxTBdQmRm6EDzQMIM6MJTcyIeDpuKx/z7Iq/vAN117Vm5hA0EDaOD0EnMH8fSABpQnZUqYFlJ0bfzSzKgXYhnpXpfbHuARvpqZgWxcYDzlAEDx9SA5g7bo1XdGwgMbTgbcIBrRVJ4aoNCE6u4r58dfi382MX6y/btSG/ABbzbu7ZR4+/gmP79312Dv3Dtq/Ix21c66dMf2+Rj/xoP882pMz5Lb47B1A6y9LzdycPr8DaL05vXQrfwYusi2HFMfohhhNFwVAxDSkW2dTBshUIY0xlpIoFPARwAe0WxCtI5szpwyw06XZdsCExI/Sw0yqJV03mqbSJyx0m7ZrE80+9tij6nsABN/Dlrzwwp8X8NWAA2AkJmYHJiTNUfGasQ3o2hRh4dy5nuvYnGbNxHjrWFqKc42Ejei+g2OpTjZM9+MIEtbnBFckrxhkSYMo1ld0Z7KRAzEZtM0BrfuPpUYDNgGsDqJK089LG10HKCKF32Hr75zQOsAC4DSdP+ygBjL6jn5s+pWTc1jtSEi3A0MBZl011F3OcWcuNoYQQM0YbM3mr++BdsAx3+k2UuwjziymHEcfky1AX+ni7EoH7kDYzhrsB0/6mV/GqYEE/eyx5nz3A25tE2/f8bz+ri/as3eAX+egNx3P7vMOFEZt154OQOgi6drfQMR+B6UDTTqmQgdednqYvgPw9fwOzs4YHstYyrUB09/97vdLB/c73/5OAf8MJzrFDBX3u+KKy3vnfu7c3pcii3H8nY/rKdbyqEc9snQOGyutLdkGpOwCpMN+GGvT1qy5bo10DC9j6xEbQIIlwgjbngN5ZgwDbfbqB8wa6NRAyNavBfQAczIPgDEMPEDrjKyLXa+OudGNcVfUYoxctrOfuyIXUrK7ebPL8eh0p+qgzqHf2JWNWehzjT3ayRV0Dlr/PCiwqYDDLs26GZg3FUlsac3GzufaPOoH3PrnYAPD+p0d/26Ghs8yZICKrtnS/rVFxL8V4PI8zYDtB7/a9T1XA4dblLjdp0Wcm2Pqs+17DZxq4+X9dp/2TO3aDbTs31caa3P3vvJd7Wn37HfSGwjZwNL+9rY2u0e7fwOHvbc7q7PNof77N2kB97an2kNa//9nME/6IGZqB+43EJNzXmucCZw5jInpu51zgcXZ6X+2fmvzqo2r+2mHPrAWG1jX31/9beoHT/ufpX/eeL85L/1p660N/tYBrd36KN0xrAzPUXtUn55hpYlZB9DWXWygDmROauuYfEM/6PHLYEc6If2CHWtfF7AhV2COWI+leZfrdmMX5zFpb52T0AVZbmq+NNkFz9b24rbHNDC02LdjzrHf/Wutf49rLNl2Bjjn2AKeq6Uctn5xbXOt7fkt+LX7ONzUftC3ie31P/sN9t2N9zaf9vrid3zxN94Dbb9rZ+PuAGazT3Z3Pm/Nhjf7qf+e/Wup3bt//bf9uO039jeAq0AYALP/tfsz3dxn6b/fTfVXW6fWdwtgtTOYnBGN/a9Fl3pZNO/tO0cffVzvqCOP7h1+2JEVqEFnYydvWLOht+HGtcUiAw5JBx6Ygl2Y4G9SuQGt7JVt26QPT0/zpwWkSSVt50CYhJNj384PYDq8LqyttSsLaAXU7MixMRR/YHUyhpbFd7jL3U/sPeCUFKel6ZrPsHGnBNQYzE8VteoOmZDbQK2dEQTYkbLsWWsfy55Fa9NLhXIvAGE/07WDCX8113T3faWu0ZixfYPTv8f9T2O03tw51j6nD7viw//51dYFW9NLX3ReJEgs2T/eG7P9AVzm2o0BW4eQPgJ4XxHZrKtDVNkYv2I8QC0sxMkTAsxtDygW6YCRsBQ3b1yf8R1NYaaZvYMPXxLgNNqcAVSHw7DkBzM8hgPYblwTPfbM1xSKr2r0svlG0+7lIQxNDYA7iPiRebVhaGU0iC/tfTEFYJcvD1Mx57/MzHum6OzSEFpIe8jQ2+VHTex9KDUlPpaCuxckO1Gm2khs/dKCDZkJq9We0Pyjmn+y2sZ0VDEc2Y/DGK4532WrzUomXrOL6XtispZuatbN1jwPBrfsR1mNzd9xj1Y8qwWV697OesHefLdJCji7yYzRWOWHuDZ/in87mraMKAzqM/Fxh0J6AVQPCrTUPacH5EzGnMwaHGW+V/42dXx03NP+kYCJs+Mfe3b2nmsClOeHwQowNOYyW80ZZCTFf9nnFwSnWBMNVGQjjNAJWdejATHnZlwWzJmV+hvXBlQf6C09+KgCXLcH9FwlqzHjMzV754bIC2xJu6JPUkArf7BkUHaEMbxlSmy+oUrFD9KasegC4gBOtp7+6QVk3RHZCpIpa26M7uwN10aGIvtGNGdnL5wXNm3qY0TrdSBSBADoWfn//LO3Lve9KvNEEbjEjQqj4PuxgxsYX3MiIK/zYnb2SEXMMJS3bec3Z26M2WL2opkhUGHjVgZqsi07NuuS7H8P6D3taU/r7bdgUVjcM3eSC3a3+5ttvjvQuqfr+rb6/E3tqbfGvW8tu3P3tu7N8+xp2+4AWm+NGbKH1ywwxQGTTZAxJP3cxgbs47S1dMMWEel0BmcWQ5JD3WmoTR5jbBGt7xh6Xpw8E2kkUUFV9DYE3Fid1Hp/n54NSQTHBg0c7armdQAg58+GuzGOtY3MwQtsqvSNMn46Z68zPjtWY3NUObktJbJFbBoTsKW91uFVzmPn7DrGOzWgjsHkbw0oacBFS3X0GX/rZ/h06dW7NA59px18TfuvgazNeW0GtM81tltLG24FRdyzQNM+oFWbAX6NgdU5rB17UX8zT4zpWJx+J7OqM6AbeNqYi97rUlH1QT+zaHewpjnG/WCb9/qB2GYo9QMrzZFo86explynHyhsIFQ3b/pSf8eASWn7HRguCjvG2hwDYB1U+qQAxgJZf5kl4pqN8dgOlK6tHbDEcOi0cYYj+3BZ75NhU/9rpB+k1ggqHBWN3wa4YCkbH7pDJ510YrTSUggnBxu2MBCosRb7HZYGbpUBVWPTpeXtAnRaezumt9HoAJou+sxRaP3YWIaNZdn6sY1XN4YdQ7cDdYEZXTRzStin+qmbK/Qru/t2wLU10QHTDdivWSElSAnPmve7zOMG6pSw/hh7r6UfNXCwH0zvb682t/83Lm0t949d164OiGkOZFubbQ6299s6b2BtW++u1/7d5m9b+419yoj0cp+2Npsz2YBWf29Bgbauvefz/SzYNp8b67Xduz1LWx8NBNC+9v3Wjha8aH3XQOh2De+3udAP/ra/e6/tVW1u9AdEWp+19vvdDyxqewO27e2NYdja3L9++h17z9H6sI1j/zxo9+m+Q69EYuCYkzoGOta8GJMK8HnAKoOfoazQiTXRMWI7KYtaH2Pgsvf0YT9LtH9Pac+rbc2Rae/tDsJ4vwHoPtuA8UrbK0exA0Xb+MspbfuydWW9AgzaHtD6t41/AbBhaTGuG3jbwFafce1OegWQmiDnGCgpjVaPYZWPxklxVlrT3TzvgNa2LqvIZUlT7EqZbgCqe7Y1uzvTue3p2ujfba717/v9wYU2x2oR5dXGvq3ddg3j0/q7Xbv1czsv273a+XFT4HC7z6/7+w6g9dftwdvn99t8bPuq/+9n3vefGW1u7qnjsrdP3myltg/078H9+3Db1/r3rMYUb/tEY5C3/ay/TXv6PK7Zf5a0vaF/nbb932/2OTtI1pbieT/72c+rAO2EABsLEnA+4vAU/1u8NCxAWuq7Kq9vDPNwaOWa3owEN/kQMwOaBmcI0AoQ2hAwgbwIe3xG9p5kT40PE5BWZQoYrQ0JZOvIUKrJT+ytX31Db2h9dA6j6TgnhZEW7Lsg6boppBPbcFPAkYX77N87YP8lnf9CWUBGT35kbXUWcvcqAitpguydLdDd2fsJfGYPJm3G/uGbdOdMqsIDY8re6Szs3cfwv5sb2/gb8ub7Xv3j9b8daC2bsiKTNwVQN2jV4OzKsNqhWC8WgOgr27X1f864EdmMApW53nWZI9cFaF8fDd/1qc8g/XraxBB4dgS43xSWI792XQq0bhtKQaW5vWPufGQVGNoSwCxJ+UkVD4FGFtPEAFvrN/VWXBUt/8gHTJ80pYo9YrSuyHW3sD+SSTKJHnqEKkYja3B5CBiXJdPxkksvLlamzDn1GU466b4hY9y3gq9lS8QW/07k476a4AQfA0C2NoAhSS6Fj6y5ncHVluGTriqJvf+fvTeBzrM67323BsuSLE/yPA/YBoMZwxxwgEBICFPCkNDMA7npWu1J2/S0aU+71j23t/es1XNv2nsuadKkbUiAQEgohHkMQxiNwWAmT9jG86h5sGTJvv/fs9/n0/aHZOn7bAuH6gUtS9/3vvvd8372f/+f/wN4LM89mKoGcqrsrOXsPdiP0FeJjwJQybUX2a3MfmZvgiar9VfVJ3YWbFP+hf1qrusWLyHeg+wB0gEeDBcbzABR9Gt1Ue8cTsBobRZYSkCu0QJA21SW/cRekKwGh92Uew9AJUHl2HMgJ6A5QTtmyUFQd23yPlX+YQsLf0AiD2mOyfLorJAdxTuIKQBpaLIITTVywS9XHpq0V2sURgGJy1i/GtvDCSwm1qx273ZoMmJ4TZhYOzWMEG4Ay3mXWK5l4A1iGBPjZI8Ob9qlw9pF9D09M1I6sWXSQd3XqYBmAliB+Tmcwdt1j35g6OJVRByNcvWRMslNmL0JaCsQv1n3dCFNIGwEfdjKskp9DsNX+QOYZY8pe3abPGeRMBkrxr0Fu9J4ILg1JCvYxU3KZ7fsQ+YrSFrULZ6aXdIiBmhlb+cBY6OBIAAAIABJREFU+yrlFdmp90JiA1vBc3Cx9qWXyhvzM5+5SmXi+eg56HtEn3rSA7Z0relvDvsgvy8GmCwmv4WuocW8g2eKKU+heRsCWottncP4XARaI9Dkm0WSN7FyA+aISC+gQeASE7mdHpnLcXTLptGj1mPKpuxhYDIhsOksNzZPj4i2gzeAQLjbky4/6NvxbtyqiSiIngwbVwwdNpYOhvS4Ryp9TXY2URhLNQJtFvxJaZPnKgnoM5FzxYA3+kzpY+5Y2U2DUlo9KqPLIrhBzuTkrFpAZt+8O0DkQARpxzxGTUkWLD894jsmOtfeM12/7FSK9PKZdM52tc1p3tFvl+ojgs9Rnwr9Fhfvjy7ePX/zMJty3mXuXJkO6969KnOmO5od2ueCYXkZHPxKQQj/PWXNed2kLrb53ZOyp0BV+r2DzL4IpPVp96n8gAac4GLgjtBi2LNQ5H4z9hauFL45pz/GTX8PY9XvNmCRPo4BY5sMtI/iSS0LN/q6D+mEmsWLC4H4DqJbakFtlN4ogbQIYnbBBeeHWYqGzuLm7nsOylCP7mLrmxSanP4G25b3WfEyIDnrDhlYEj93xmlqkzrI4WBeCnTwWQR6MdZk0BhQAnswlpzhDEBDfirEissxNbLvLcJuxhiAwQ77I6pmmS1g4ybmKwK1MKG9Tzgw6Kw2nnHwjTZxN2gHotPDEG+XfKCVtmFMkqYH4MkHgBzQcUZ7PJzoYXU62Ol14yCvj1feybNoHLnuq4Np+UBrdM2OulZcKVDq781nJsY2juCcP+Nt53XkQFOaJ95hgH4m1ZIPBvqGl++dDevjzA9+0jZwVqf3l3QTnfYh0osBnxpMn9PBSwcu3A08BeQcRPM0vS+4RELPeI2eEwCMZToUQhIg9kGxEYzNLjcw059lzpJBS4AFGaaMLVzrAFvz695d1C06rwx7Bwn8YIfypGC9AxSep/Tf1OjJsTwy932+c5Cd9PwwyDZF2RhmnWPtYs5lPmKwwHDxA43YvvEQBeMdwJl1wg9dKC8XdUwbUB94QniZYIZFcIiDATwS0DqOeqzMXRF0id/nruwwyfsT/1JP3mYHq4d8oMX7r9eNHw7wuYPBvlHMNwZ9DvT100Gu9HDCx4q3lwPCveXxUD8bAloPtQaPzufTA3KfK1K2ds9aHA8SDjYODncJ0z7X22bJx4IfFqXrha9TPOeSO4yTFEROx1Yhefd1w9duH8tuhzrw44EuNyvC9vLlr5uW/SYBrHhtVYj1N1FBYmbPnquI41NExBivuZy5TQCD5ifmxk653u4R442AfpAzRihKd0WlbIkKAa37BXiI5dVFOHeBrGUCWYeVj5ebdklQuMOwU5qYHdJeHCFd1naBrB3tTZIqmximz54eZh0zJ4yZND5USVIKI8ciuWttwb4zYFVeQeismu1ic5XsZv3wLjApfohRwJqUrhvoYJsdR8RwyBVoYspusvmYQ2ezf3psoIHU+X96oNXc1h1ojZ4dBi7nzlwjAcMMTpPRks3JQSJu7tifWj8rMGQButFRBTwnqJoqv079sE6MvmYFSkO7kwC4JQqs1tUuvdM6aY5Ldq1hpzR89xLktDYsOvV4ubQLlttPQCy51aMZLwBuhPpyR0Nr2LxmfZD/TKgVWDVNQVxFDQ1NAGLKUweSPCajBcgX9TI3SDN22WuStFPU94bGujBZhw5nidl60YUXKCbGAvN8pKBbtm8NyyRlR8yQt8Rq3b59p1zA8bSDCMGBv6/zmeeLkR/igREBnwFaYa4iJ8BntWJ/+uEz7v5cxoJlL4q2vun6SzZDzEizEUwaQza5a6gqPb7HLjDQkwBZSrtBNiB2SDxsqDQWfZSb035Sz9jhg9qpTQckpIdcwF7t5Utll1Rq3FeKRIQuK0Cr0PFQyoEFXjcam5VlVQI0ZcNwkA7TVmk1iTDFwToA44SJE1SGeMgNyAjoOVp2oB1MK+0O2T8tyluD9mvYO4Cs1aKIlsA6FVOV/W1NpditoyZLB1YBsWQ7bhGJrAQZBXkCdKEPLfmApuYGYQJNGt8dAjVVPgGtHe0A0NqjCXcYoQBXrTrgwTsH71vkrAgeXKWgVBXDBEqrHwrGDOX7xa5uqFNdKHCYylOtua9CYHMLcTfaxIxVnZSqDju1d6pXG42QVvCYUZJWUH6IhQPIbEGw9B7exdw1XIfoyFGAmxAcC6BVFWj9BCC4U/Yi8w8xPJA9bBOoi5Tb9Z+7LlxyySfkiSlZRB0SuN3s612KPbjNle6ZBjKPfVD3FANMFpPXQsHMYt7hdV/os4XmbQhoLbSGj8D9djKridT0UezAMAIr8dQ9vjCCQRm4YItA/B7XGm4xQXq7MXme5ROmkj2PURsX1J5T4OwRvZsTONPjY0FN0oyupTqhwrDJ2HWWJdtsxsxZ/h2lIi/xRVamHMU+A9y4Pxra0R3I8xYNyQiGOEMgnYzSzb03AZ+lzIT0c75LwRQfUGn6aVM6gycfsHDDOb3Xy+vGibWR1QEnlX5nXAy5qI+eNvA6y9rDG8jqtOctvZX3wDz09BG/t7e68HJ7vfvmOk0r3YD3loaVw8BWLTK2MUpRhDTPsRLcSMnZbr0dnMckY//UM+526yAz7IyNmzaaseaAuutFYlCgKzxJTFd0dAlcZfWcMOVydW/9rqcteuqjp/96H+5puQPbIq2rtD7TyTbtq2aYGhiacSOsjDEVPwyxekrGhPWfpP9Th9ZmtrmImsp8xsmq9RPqLBvTvglL2zgFBR2s8XpI8zqQBSNlp5qbtt7rLD9/Zyyzzyw+d2UaX5bPnn4fy3Jgp3Ag1NnWXs/5QFM+EJy+P9d+Nm9GprezhPJPktM687znMwf5PGVVpmy/9F3pfJWmldZ32gb+bFq2A+ZP9Qvem7IMfYx6P0/7oX9GWdn4OxDLM2l9pWnEPETmBvMTUYiRY0HiAimHVALD+1usw6irTH6dCZoCJ3zuAGjaJ3rrG2kd5o8xb1fvK+l49nTfN1dla59t5LPDLyujnUYkb8jucz3kdJ1I511ntfnBkc+DnpaPc3dlte5v6/KBpUn7vtdV/trUW/nzP+tvPeytX/WWRgoGeZppX0zrPh0nafr56abjeSBzykDKO3TP72cN+EG3B16jP+B5lXpDpDbLYAKt/dVoChLH8Y89iudJ9N5y+9Elrigr820qycNY6m3cHOzdvtZQV04OYC5nvXUZJ55HWmnduvWKYbA0vPDC8yYZwFo8WQFzYbFOnTpdcQgmKYBOZKYSKKq6eqR+kN2SzYD7s6QPzJbSPGVM02EKgFgugBWtVoEkkTMhBlpJrcoxJjQJfN25Rzr80sMsFYgxRXqrJQJFyuXTPWf2jDDzmFkCWmeH4WIQlstVHB5aiUCPUjHChmWEEAseQyA+s9khJ8h7TuzbfWIyGkLHj0DWaB/F6LDsL8yDh70CQJ5+h7xhxAXdvld6nmUVUf++kPnnPzvQuh/2qdmU1DeH9bKRDXzLNovWUaPXYvTTBmgVUK++ZECrfioEincJpOvYI+C7SoChwHeeALDqVB/q2E//i55q2zbvDFve2x62vrs11EnPtXHXDtm0reqno8P8hfNCY5vYoZIVKK+QnIXczgG/WnY1hoYtCiasgG6zJ4odrR/LCqxRkYGEvIcOADMxELu7xVhUX6wWSAloiNv3a8uXhZUr3pZc3maBdYqjMW1a+OIXvxDOPe8cxRuZZAzcFatWh+9///8JSxSkecOGzZmHpw4RZN9EuwhXdg+aGglGzGNjTe9V5CSBdTAgOYCGacqhNUzhNoBOQEIBkoChHsSUtJgregg6ApipLyTuCGqsOobxOkUBerHBsP+wtQBqyU8M2iSZPc0LsFkBBtkbAOKUCJA0eSABoCVqF4KJVYtFyQUTt10yUdTdMB2utGtcslGtranV/ZQP8FxEGpVnt9qGg+Mq3VdNHvQcIOskxcIYrvSbFHwaOb1hysdGyZRYcFYYqqr7StXz/r3t0mqVLIHy01i/O1SVV4U5U6TRKr3UVh2arNLcBUO+BpYoUgXKS3Or9FD10yXQleB5gjcF3qquRcSqkd7q2NpR+l7MWTGZZ0oXGxt0545d8rIaKX1cAmlJKkoa0TqKsSBpLbJjy0SkAnRWzwxNO+t0QKR9i/ojcxSM2naBpNDpy0R15eCGecVAVv3g+Uu94005Uu8ngDV7M/aizFPDYAOrLbGXYb7u1ZwYmct6ryZUAg/eeOM3w/nnnae2nKr5FSZ1lHL0/beTPlK8weMWpOSw/tarD+L71JY/ku8fLDuymPIUmrchoPVI9pQC0h6Mxi4gO7lbi8lXMe8ptOMW845inymmDgarPPkARm9lzM9/oXkbzPLzLgdbMWLYaETGLZIYUZ+MjQcGh7P1Ct3UFNsPjvRzXvZ8cMzBPt+EOVDSHxh/OPPrwJ8fbpBHdOoIlMZnBEdDu8ndygvtY57XYp7z/pnmzesS48XBW69XB+rywc/egPMULOwNaE0Bs94AwGLHTp9gIlsgO6iKwLaXiby7Pq8DGrZdSpi//I6Bl2pEuRusM7n419uQsvn3pLVF+lPvvPO2fQ/Lc9asmRZtG+1szw/3e32nIF7aF/PbuJg2P5x9u5C0im3PQt4xmPcWU57enikE6BjM8g296/DXQH/2hLNBfe4hB/nrQr7dMlhzQH/93dcNnw/TOdZZ7eQ1nRu9bF7T/dlkva4/OgvCU8oktOKpvLloc68FIMWjSG7YKxToikCxL8n1ebViLdQLgJg1a7YFlp0/b4FAgbEGrrYoeCmeMyVi4PM3IBCM1rISgSBiWHEgtG8fTLsW/Y7Hihh11ZKw0pwvopruhdknUGjYyLBj1/awftNq07CcJM+iY+RBNLqmUq65FcbkGzuBgFsCmgSclOKZZidO5n4Tg17ZwVMMsBPXaA6/pVkN+GCRtOLtkerqpI2MJJIcUBvBEk8hZJTs4B82JQfshfVxq/+8R7z/GeCY9x33dsMCxa3QZWAsqzGUV1a8nqcscU7arSHt817lCHrN9sE1ZwsraR93Y2Nn3j12oJ8dTKcFdzpO7MvGGhAjMZNrwGvNpMLEpsQzT20OEzl2W3qwwerxbz3XsLtRQbPqwraNW8NmBW0jmj3gJ9IVY8Vs3LBxm0C0PfJamxrGKmL8SAkBl0tOYq+CvTburBdYB4A4XAxK9V8BlZWKR1IqILAb+R71pxZptO6RdEAtAXzpv/Ly3C1AcP3ad8OLS19S2k2hXH3zjLPPDKee+ZFwkuI6zJw21e771Z2/Co8+/Eh4QWArAZ2ojxaLWYCmukgNyWUHEzBakchQp6MOkQaCMDQcT0vdyxjmsNqJI2VKg2cgSKC9aj1Debb5JdPG9zkHQJQLLdYY6R6vHOSLYowF193nvTBkYV1yAeoSuIz0h+s9XSoXbnEEEKsZoUMWsTshT7XLg6dZZYPZaqBsuca33kG+LeaJPBbb5TbP/gpZwXKBiVGzVQE5JZdAPJb9mhw42KmoqLSA2ARk5p6xsgPxUO3Q88RgIUDYfoHIHKbUVI8WaCo9WPWb92RDtuAli72KdBOEKPWdUt2LHMVEzS+AwE3N2vcJRGasjxpVY+/YK3B7iog1AK0N8mqsEHhrdaT0KtVeI9UGDWKdog/crfRx1y/THLNX3+OB2o23E/KCBAtXGt375FkryQILgoV3qt4Le7hN9WqerwJUR6gdaFs6s7Ur40Z9vEcCsFvBCLeZXi51PGPGtHDKyaeELwjUX7ToBOtDwwk8mMk92FyQEH/SdS8ltPS3TvU2sgdjDSVfMKitz/rckM1wjANjt+dFGqR/2RSdP+kelsnswEQOR73lp9GbvVNoXadrzoEa40egEj7gJEs0+Q1CUxdXysPRQYp788GfKiZfxeSj0I5bzDs+bM+kIJBP4PllPBz1WkwfONT38s58EMhPAw8mkfD73saUe6B1V0y7FFs/GB4YdgBs5A/tKDZ870gQH9bCvHnHhHPPPde+59Te1tUiptuBlr23cvS3wfVnuM91MZ2NynsPFSzKZ52mBlWh9e5j2/PleTNDxzSA41LmoGZvIDGf+b3OUHWg1UFjdMDdYIeBQWAADjj4nrb0dudQ48knnww/+MEPjEW+YMGCcM4551hk35kzZx0A6HpeUqAlLf8Q0Fpobzhy9xczRnt75lDHzpEr4VDKh7sGett4pO8opk8dyrxfSPkGI2+pXZa/rvi66B5Uvv6wEyVQjR+GoTUEUFKhjToAabOAhfVr1oSXX4bJ+oJ0KNdYAJyJAj0XnnBCWHjsQjvoFKwa2gRSoHUJmw66GyADQW/Qihw+XIzBMXLBFuO0s6s5NDRvF7AKm65LgbFGizVXqTyUSqIJMEfsLTHStm1aF9aufCMsOPZY08pH93LiJALwjjTQg4BYMUhslILybRbSMwXN+0Xszt4PmfbfGw42f/XaD1WMDskeALaaDcqPwQn8dzCgFeCsEKA1QhIHC+7Vf+k+2DvSujWgVR2ii6CyAqnqFTxt/boNdmBbWytJJLl+d3eVhtdff0sR23cLpJoTRkvOS87vYdK4CXJ7F3AnFmSdAik3SncU8KxSLMuR8mYrEahHUKd9AsjqG7YpnsmOMG7UGHOXDx1dclmvCg276sKjTz4eNgsIa8b1XQcDk2fOCCedfmo497SPhHliub675t1wz933hF/cfruxERl/MFpx6QccBUilHCbVp9/o59hCqRSK23m+Z8G29J9qxT4ZqXzVigULsEqcCwA7I4+oXnina7MCqkIswZXdZAZkRyMXaPdqrAOAjpQGq3u+IS0AiIsNyH1c6I2SPmkzx2CrwarkgpFJ0GqYv0hxGBuW8xyVGTvPwXeCZ7kEFNJJALDICfAeAkwBugL6AubyXYPSJRg3ed6jvxkfyDWZZxSBu1TuKgG3gJw7xTauF/DdJECzqaHZhketgOWaCoG7VTVhgoJ9lSp2QEt7ncWpIQCZgc56N56MsIkBlLFRqXfqmfsIKjYqix/DPNfO5MXxhtoNSRUA/70A4/qOzysEfnbva9O8KD1b5QEwdJTKzbyJ+3+7frCZq8WK9XgkHHZ1i6m9D+3YzPOAvrB69WqLq8P8h0182WWXhUsvvVTeBdOMGUu79RXMtq/ROhjrVDEzBXO7uOq250v3O14fth/pBWg1kb4i5vdC83g46u1IAa1elsGydQqtu8N1/xDQWkRNFtNxi3jNgMGlYtL+sD6T7wrc22b3cAzqYvpAMe91d4p0c+JgjefBwdZi0v996QeU1TdcvdV9Cq4dCphXSH04o5X3vafIsmjDLV36imliYfycddZZ4YorrpBG3CRjONq6OkhAq9eXjwfy6EzTFKAkT+k9/J32NU+nN5AzZU331fd880y6+fInhdR1fpvmv6+vceJ5xDDnwvBNJVG8T/l9/E07snkHOHc2K2Dr/Pnzwqc/fbkZiRiLzTKOn3766XDrrbea4Q+YPmXK1LB48fnhoosuMmar62fzPWn5gUh/wMzv01gerD5dSH85lHuLKc8Q0HooNf77/WwKIqYbh94Oegop6WDNAcX090Lzlq4jfQGtXjfukcAGFiBGBNTIfoTNSuwGASZbN28Nb7/1lnTrHwkrVrwjBtUOHXAp2NUcBbuaPCWMl6vqGGPzoY0uTXWBU+b1bT8xXgB5Mv3XYQoQUzFWTDkdsAnMqK/fJqab2Fj7FdNAYAhATanYgwBg+6SdWSodx24F2tnb3hhmz55tQUdnzZ6pNR6vIm2fM8aqBQCMHEYrGuTP/OX/SBywFdOehT5DiToFtO4TQ/UAoBX5BdZ6o+EmvT3HaO0BWvsbCz0hwj48QKvFzcoqBjYzrEQ0Rwl4C2BI/2pq6gjPPvNCWLXqXZO4GKMAReMkRTBBQOtoAWdVAuBgTrYI+Bot9utwNOBle3Spv7XKztghXczS0k7ZGqprWItic3bKTXzq+IliU5aH9zZuCPWybRramsOK9WvDFrGzmwXSnXv66eGCc88JJ598smygZ8IP//lHYbsCebUBjJE+gUX1A9sRYI9/cbGHAJzKW6USKKnNZyQR2UAcXFSLVYq0AOMQQBQwFZd7k0QDCBRIiPwZ4CifA74S8Ar7jXtNPiCzudBSZZzThy1/BLeCiSkmKRegrc0/yJ6ozrHLamvH2mccqm/btt3eRfqAp8RfMe1jAEikEQQc1kgHNgadkp6/7gHsNNkoYhEIfDagliCtNp/oMzFLyWMHTFqAOCSoBLhyMadMmDRBjGJJiqg+dksDtk3fw0Q2LVux1GuUVqkmvmFi248Vy7mkVMDvHun8Kr+wfAFaXcoBfVxYrASucl39ZukCk3cYqLQH4LgDraWqK+xZmPrIYyFnY8GFqScxWjs1D8LKpZsC7JtcjOZd+k6N+uMoAeXEwSGuTKvyUy6pkgrNe+SHNqHcBCUkr9jKV199tSQqvhSmT59mRAWPg1Go12Whc5TvZfqbZw71e4IIqtdY36bvpPtykwzDWyHPJ4DjoyGgtWeBKNSeONQ2G+znh4DWImq8mAFfxGuGgNYiKs0N+oOxiQ7HoC6mDxTz3pTlMdDnB3pfEdU76I/4JtbrO2UuppnBwEh17QarDmifbdJpe+mll8Jdd91lzATyOHfu3PDRj340fFJRNmtlDHMaThl622T2V6nFlCUFpXlv1BLFMO5h1HjdOtDqOqJpfrjHdTk9/74RdrfRfIMmfcfhYrQ60JqCGl6XKQjr7zbjUu3gZc5FqVU7eJ7Iv7vDUgYMRLTM7pTr3NNPP5WrKze6582bZwbjggXzzVhH6H/ZsmXhiSeeCOvXr1c/2GYsiPOkQ3XVVVeFE8SqGj9egQr0HjYHGO5pYKy0no/Ehru/fnW4vh+sufBw5be/dIopzxDQ2l+tfni/HwJa+2/b/HXc57veDtByc7gdrsYfW8O0drVo8751647w6tKldqj56qvLDFwZLVD1zLPOlAv/MWGUgs1wsImeIIy4FkU8JzBWGYw8McgqEu8S5n85OStIVY2AjCYFmFGgnZa6sGdvs9heaBIKNLEgWaPkMivmGi6/lWKlAS6JxYRO48SJ42MUbrnq4rIPQAygaiCUsT1//4HW/PktB7TCNSXQoTNaLaBXJiDQK9Ca6ZweaGS8rwM559XECHDPf594Qf997mi5I607gNYuYo+ApuF2r46EyzsMawJuEhC4saEtPPXUc+Gtt1YIVBPYJa3VGgFtkxXMrXZsrfq2GJwmQqqeC0NSYBZAa4MYkbs1PnbU7RLrsFQaoWJOoj9MAEwxWseLRYqmaINcujsEFrZLR/OdtavDaoGtazesD1MUFGuRvHEuu+yTAsq2hocVeHfZa8sUFGu7sUS70ciXvYu7PECruUWbykLs525zpkCrSzaltlaJ3NeHa0yNEeMTPVbASAMlM6CV/gSgWqOy8T0sdNKHCcrBNff6/YB23IdWK2CjxVUhzokGIOA1bvjMA4CtHHxYEGq0SuXqDxCJXYbNR7qAtTA/KSfMVmPXEvDWZANqcoxXDm64x4IKqy72IeFmILD0ZtWGI3XvOLXTzl07Q5vyUKV3dakMSBDAuGUeqpXuKgG55IclPVYF3KOH613MU11qMwDS0m6RI1TB40XaQHwCRuse4kEQ/FsyBFyUD5CXtjApOaUd2bwCrQmipn7FxRy5h77AeNL3aM3yfgKAoaUKG5PGLBWLP+yXPIXY0pQf4BjAFbmB6ioFJRs91iQRqFukARoUVKuyWkxdyabEOm+RfFpd2KWy02bYzNddd539uLSdxzEodHwWY5cVs3cqOF/q/9QyIL4dDGanaXHuB/QHZs3zZND9JpoxxGi16h6Mdiq0XQ/n/R86oLXQyimmgYsZ8IXm6z9D5yumTo6WZ4rpA4ejr+VvWLw+0o1LMWDe0VKv+fnwQBzmJoMeUj+MUNduHSzxdE5wH3vsUf08Fn77298awHrKKacYK2DhwuPDMccck9PqdEZjoXkrpt/0BdCnoEDal3hHb8GI8jfC+f0tZaymwKfnOW2v3j4baL/jWZfNcPaq6wD2djJOP7CgBJkbGQYg9xGhNr1S3cEtWzZr4/5qeOCBB8NaaZkBmI7U6T3BAJ577jnJCbSFU089xU7oiZ5KPhrERtiiAAgEYXn++eftvlmzZoWPfeyCcOWVV5qMgLMwAFox2FOAOr8++/p7oPX0QdzX35jsLU/F9OnBKlsx5RkCWgerdY6e93ib9we09jWH9leSwRojxfT3wcibBfpR8KpOgRSdAoXKBD5s3LgpvKI5+p57fhNeU4R0mFknSf/vo+ctNpfgkWL7lTV3yuV1pMAcBZCR1wGsvC3btoRhFq27JtRORPOwxJhpsAmVdBheoqjeClrTqSBC+/fpUEz/ArSai2/1CGllTpQczNwwddrsME4u3pxX7pW+I1qJVYqo7eeX1KXpytqhamTMlgHwWET7yKZNryNxwNZbf+yvr/n3ffWFvoDWVDoAZUs70DXAJgMXHEjI/jW93Tx0obd3pmCFBadKDogHWpaj4b60bPxujFZjEarTqStUEsQK/VYYhQK9OjsVgEgyFy+8sDS8/fYqsQLF3pS8QHdLgxiBM8O4ceOtz0+WC/bosePUv8WAFNhYJVbjerEIdwg0bBPINqJK+pwCWitUdwSAqpF+aInkNtBgBSDDfXyYxkezmNkAs+vEcn1v/RqNhY6w+PzFOiAeb+zEBx98MLz55hsGoOVYrFkwXVOetKBrPd5mjFWC5XERMA/w0YNnxf6PniUsUwWLki0GoOkAK4CqBz8COIU5yf0e+BbZAsBNmJseTIvPcNvnANs0P+2QgzHYpbprMRYr+R6ld8FMj+MyBi82jWbZiW0CQGGzApoCoDIvkD5AI+xa9FdNg1X3AIo7kIw0ADZoi96DvUm6IzRXjNWhzwTVHwA1QC51iU4soGij6r5NgaXQYi0TAFwq9m2X8lQu5iiyCDCGa+nHAAAgAElEQVTzSW+ftH7L1XaVarcp8ogDytvdsN36DhfgcQSEu6x+DchWWUmDOqGcJnFF/9BlrH50Wk3PWczUUcyPYuBaACvifYj5rPxVSgtY3cLiTHQKoC83vdqo7Up7jFOfA+ynD9XVN4S6nbs1p1YKaBXLX3W+e/duHYRtNb1Yyn3llVeYbMDixR/LjeFix/LRuk6Zs4XqGKa6/Zf1wQi0vp/NSnsMabQe6N1ZbJ84Gub4geRhCGgtYgEvZsAPpDHy7/mwd75i6uRoeaaYPlBMe77PwM0m8XQyt4k768cp2HW01NWh5MNPyb1caVCsNN0UMHPQ8FDeO5BnMcYIfvWzn/1ckY6fkWTAhnD55Zfr5wpzk0E+APZBvvZcoRGli+k3qXu8b/RdgzU/orwbjgdEks8qIB+0t81CFriAW3oLfBWNbIJ7vH9TWcy4cQMdw98MYIsOzP5CxqmMZ49u7fd5HtMgVBid5AmDubd+w2fvvvtuePzxx+SO+rAZi9dcc2049tgF9swvf/lLuaiu1EanVqzWL4bPf/4Gq4foKtUuYHad5AaWhLvvvttcpjAyv/SlL5lG72S5sjpI3BtrOB2/nrdi2nwgffZI3FNMmx7N5SumPENA65HoWUdvmimYNRCgtZiSDNYYKaa/H6m8eV5sTRKmgPtsa0tb2K3AQe+sWhmWCGR97rnnBZxuM2bgwoWL5DlwophT8w2kKe/oDmP2lNj8C5jQJiBpZ50ivG/bHErETq0UIDB6HBGzFaBHgE29gNby0oowfuREgShtAmg6BEKxZRb4oMBYgDwErZk4YVKYOeuYMGXaDK0HCvyjBuW7SiKbCyyxzbbyE3X64DcBOsbDS1sLeWPGdE37Qv9Aa+GUJ9ODLfCx3uSoDpZPkt8jsChfoxVmnQGttvZnzv/8nuUHUC7/SsOE9NYXAex+3658gLUn/7EuCGrEL0SzR0KAfgMPmKYDp1yzRrqtm+W236b+qMjtw9QvW3TQ2ylAjPrYq8BYPFEmHc19ALQaLtUCW2G4lgk8a9i1JTTu2myu37U1o8JEAWSdkhrYozSwVwDnqnXoUK0x0r63w8bTWyuWh3Xr3jUgk/EzY/qM8Mby18PqVauVl80GWDpoal5BjFFjs0Zwye1C/nUbHNuMHy635QFaOTQBIHVpADuIyBjsjBsAQA65eQfAJ+7ykV1KQKkIvuK+D4MT+wxWKwcrXKS5R674gIHcQ96wxQFpHYRlrCIJQD4BZfkXRivMXfKJqz/Pki/KjCwA98OY5fJDewBI8tKO/rPyWSVGK2MAF3LqkbxW61lYrtXKOyBqS1uL6lyBpQTcEpCM9sSWhTm/Xe0AqM3IAditrhwRJk2YqHHWFeoat+dsavoJkgswe6kDApYB8gGy2nwEZxr9VQH3XJ2qk1aBvtQjLNZRY9CVFRNY74TR2inmK2xlGK1l+gEgpj9WC7jtFuiLdABjGlYr8gHoCyMvAGN3uMBZpAOot127dukwbKPp05500knhK1/5ihFOpkyZYvVv9a0+7BJahYzro2mdOiDf2fQWj5DiWLBBbiThXGhAe8S3RBFozZNXKaQyCrj3cNRbbzhE/vpQqE2QplnoswUU/6i4dQhoHQJaj4qO+EFlwgd7oQP9cExexZTZDZr896f57wuMLOZ9H/Qzvol1oMpPb/MnaddLdSCr0PYsppy4jgOw3XTT/6fgBa+bIfHtb387fOELX8y5UjnDFiPRDc5C31VMWdKAT7yP+sN44sJNygFS7nMD2YFW7knHhYOt3vf8Gf42lyud6vs7PK1UqsDzn384MNB64DnPP+wDNtSkCchaLQYBeXBWq99L2p4v8pRjSshYTsuXyggg4P/IIw+bFABC/p///Oeks3u2AlJMVxvfZAFXSP+rX/2qDMivHhCAi/zx/O23/8LuA6j9+te/YdIRixYtymlnOfMhn4Xb/4Z7oLU1+Pd9UHPhkSppMeUZAlqPVGscnekOAa0HHqINpJWos/x5Ln8dT9d7QIrS7tKwacNmBZhcEX77u9+FV157LawQ4Foj99VpYvh95CNnaX6eZdqVBIAZ1rY3TC+pEut0rICkkWKoirXaqgjvYgWWEAleepcVIyoEosrjQaxCAIPhCgwzbiQMvj2a37sErMr9VtgQgKuBqQa0ThbIOi3UjpvYA3Zoo4weJIxVXHIBy+IBZxYgSoBLLrBXtqYezG6jDt+/1mvjXmBVU2+FAq0uD+R5SPORHrbm1nK9oF11UyjQ2psCQN+gZOxVhWo5DqQvHul7+iqT8XyNTU3wTkC8shzQasA00gty025QUKTmJgIuqT8qsxVCbd5dvy7skF3SIjuuoaFFuqoC2QSUCRoT8BrC9Jmzw3ixH0doLGzduFo/axR5vsICYk3V501iGbbKNR0ADpsJ75pJ06Yaq3KXbNkVa98Jb654IyyTHAeA43R9t3vHzrBNtgwkAoAhB1qjLchxBa7mQEx00h42H22G/eVeR26XYYch1mHaprLfUhYrACugI/VjQLCAWABL00RFuxWpBIGp9u7sc4BF7MCRAoxh+pIGACm2bosC1XIwzztqdUAOIGuasAJRAWP5O4KU0VuKPOPebmCg8gkDlEN93su9gLywYH08WEAqsU67BL6iAb1XwCr5AQBtkIZupZEABOZqOMLeJbBUqw782ztaNXYUWAoQWkAttjiBp5BTAKjsULvC6B1WHokEIxVsa5/kI5A2KVf6XJShVZIDeFmVE5TMpMEiuQEg1YBj5Y0wTEYIUHmadW+0PxXUVfMnurOVAk6pX2sHAard3ZIxEAjMNVzeAWOkD4seK5IHHa17DGwfLlC4S+xoY8EacKv5rjQeoLAnIl4F8SkuvvgSkRK+IJmtMdZmAOfUMX3APc0KGYfF2GXF7J0KyZPdm+GlEV51oJVh8X7BE8uPsf2HgNYhoLXgnnZkHihmYBX6TGpEDLQUhb5joOnm3zcok0SRmSumDo7G8qSAUiFVMVjlTzd0KeCVn1e/j39T476QMh2t91Imj1jqoFpa/y7Czj0YJoUyRost93oZvq+88ooYrT8zl0bYjzfccIOia34ycXPHoBuRc+8ZrH7j7FUMGn63KK0yGjHUMBp9LDrwl7+Z6m1cpKxhr7OUoel90Nkx+VIEKahZSJ1Ho17RXGU8p0ArfcGB1hTMtSAGuig7zxAl1gIV6G/6Sip34HmiHBiumzZtEptktbFSTzzxJNPeI72///u/D0uWLDF26le+8mW18x/ktGtJj7TR6n300UfDvffea/2CvvDpT386nC9XPJe94N7e1pwhoLWQHnFk7y1mjA4BrUe2TY621IeA1sLQP5/DmeccOEs9I/xznwdNF1uuq3tbOiTJ81R4QF4GS5a9GpoEVIyW+/Sxxy+STA9a2eMNUIC5hVbi2LLKsHBUrViqAku0bnTuExgoIEBRZQS0apMf5Jrd2WpSBPsEDhBIBzCiWwAtayHkyVGjFcV9tHQcR+o7gVAAPuOks14l7xSYeK0CcCgDAKyvcbC9LHiXXgXYE4GnA4HTtM94f+5v3ifQShQdKOAS+8yokQVcfnjqefY1yg/t/e+e/Mo1GYBGIBOfOYsVUMo0WhNGq6Xp2eHzAXSd38dNeH+AMd9bP1cdmV6mAMrhw4cJvKO5YFFn8Iu+h0UIcG9gDW2pvo0r+ibFAFi3fqMxWNvV5zdv2a7I9TooGD9JfVXgnEAwC3Qk+YvQJbdxpVEt8HCMghDtkls6QZLKsyBOw2QrT502xdij6LY2S5d4R902k096d827YfOmjZaPTgGH7s7OoYIdLoj9ye97u4g4Hw8W0gswL94XGd09QKvGmGxQ3NcZWwCagIAVsp8AHgHxqAZjr1oALmm4ZsAoIBZAp6WFdisH7hx2CCwdJUDQgFOli3s/zxjrkyBUAgnH6uCF9ABoo03YaUAzgKY/gyu+7Z0szxGwxTUfVi3zBPdHMDeCl3xOHgBPAVxNH1XfwfKs16EPLFryBIgJSD1M33O/FF5VQGUuqzLamHRHVEUgljKN0bPU4V7Ngx179Hx5ieafYVYGriZJotCWsF8BrWGxAupSL25jVpTqfkk0MLbb1YZNYtPuFXu3VEA+MQaqNZ9VWv5UTgHPSJ60tdaLndtgfcKlAtoE0PKuhrpG648x8FhsbfpypyRX8ATgwnOssbFRJIOvh89+9rM6CDvd9j6UGyKK94XBwl0GBXMwb4aeWdoZ+rk9eTYwbFUACOcHNroN/AIm6SJvLcaeza+3/DTy/z7U9hyUdiqy/g7HYx86RmuhnepQO8jhaIS+0jiaO186sQykDoqp54Gkm39Pocbs0Q605mtg9sVWdUOGdunLPbmY+jwannGgFYMBQyNlZ1LWaJBJr2iQgVYMUrRZH3zwATMIL7nk4vCJT1waTlf0VmfgkncTzZfxZhu5LChVIfVazDyQSgd43ZCXeHo+PDsNjyf+5I9ooLZhSoKKeZ9yvVNco+hfPWwFGceqf38mBTt9U5GOex+bhZbHxyh5xe3N6xH2gUsHeH2mecaYZnOCC9kxx8zNlTF1cfO0AUr5HEMRMJd3UC8wW1euXGFgOpFUaVs0Wj/+8YtzQbV4juc5zQeMvfPOO02v96KLLjJG65VXXmV99GDl7m/DXUh/Gex7C11zfTM/2Pkc6PuKKc8Q0DrQ2v1w3DcEtA4ALUuaOp37fa5j3kwZ/r4J53NcYrdtkTvzsuXht08+HZ5/6UUBpB1hwtSp4ZTTzwpTxWYdLUC1S1S+kr2Zm6bwi1ECF2ZoXdi/v9vcrPcYoCpAYLiACGmpdgtcbe1UhHMBRIJmLZBMu4CRHRs2GZgC823mjGliBo4PYyQxAFhUIXkADvRK0YjXBhngCZdQgBOAFQswY0BrD/iQcpl6s0m9avqb9wFao/PvwK+SIoHW9BBwIEArjNb3Aa0AVUg+9AG0Wr300XVSrO7DCrRCT4YAGnVH5b4ul+uyMiqEyPC4z0dWq+vSci9AK/0ZUG2ntDM3bdoWVq97L6xdL13V97bo3mHSzpygoGxTxZqULIY64vix1dLSlF0sAI3Uy2XXbRIZoL6+3gBBs0Nls0wVaxW2JczkVrEZG9sbBLBuDmvknbNq5cpQJ4ZlowIetRCkScCuhpKAPfq+QDyBop2SHcCtnTw7o9WlA9xO9MOICJDu03shQ0QmKTaa2e1iqgKyAsr589h2AJ3Yna47ips/ZbJgVRkISjqwMwE1eca/xx0f8LStvc1sPximsDex8bAlRwpoBGgFLDTN18zVn/qxdxvLk+BY3ZobamJArEx+wAHcNoG2gJDUIYzNbjRnxQCFlTpKLNtIahBgKtC2Q7YrdSEuqBitkrKyQyfNS5pXaiRHQtvhjg8ZYrzkAmCyw6qtFxN5f4m0omsUIExyD6RHO0IGoCzG6lX9VYtha8xT1Sl1UlkmyQNpvEI0aFW6Teo/MHrLdP9osUyrJAFA+dHVtbpUT2lrqVea9QbeIsfAAVO7JCfaJN9COQEGCdSF1ut+gcD83dLepPm61doNrdyJEyeGr33ta2b7TpWWcEpu4PdiPfuKscsK3WsMfJZN7gRo5VDEUFO8G+JCYPN+FsjRbV6bVzP96iGgtQdlHpR2KqpxD89DQ0BrdsJQSHUWM+ALSb8vI6yYNI7EM5S/GKB1MFyA3HhP6zD/NP5wgL7F9IFiJhNzz0hYcM5WzU/L9Y8caB0sVueR6F9pmg6ceX2b+LwMBqJacgFgeWR3r6fBYvQ++ugj4Y477jDZAAJx3HjjjTrB/YiCIc3OLbS+wGJMNusUmpNrjLVCrmL6TX/pr1u31li45In6A4g0nSgZuh4V1De83EMkUZgA1DHfUwYMO+ofwNPlCPLZSikjxvNU7NjxwGhuiLuMRH5ZSR92Ku77K1a8YwEGLrzwQunmzsgxkLgHI98BYdJirDU1Ndqm2oHTl156SXICj4RVq1YZC+Bzn7ve2nju3GNyGwJvHwJjvfXW2+Guu35tOq8ERiMoFgxYDP1Ulyq/DvrbcPfXnh/k98W25weZ54O9u5jyDAbQ6n31aK23/2z58jbvDUhLbQx+L6ZPHYl5v7c2+iDy5jaku+y6vRI1r3G9rQ9vLn8j3P2rX4flb74Vtu7cGWYvmB9OPeOssPjjlwjgHC5wZG+o2yFQQN7Lw8uGm55rJZt9gaiAdntZBwRu7BXYKpXHUDlCjCoxCPeLtdopwAaQEPZa3fZtYe07b4cZM2eEucfMC4tOOEEyAYrwPk6sMtipYEj8ZJdtlGHxGQSaavA5gsjNUU7A+4ZpcBqwks/8O/jf+wxoLYz2BNDaixTqQYenSw25vdIX0NpTCQKBALuoB1y+KZsBzhnQSjkzkpfNW1kR9gE0ej0m9Rnfm9RxYTj+Bzr15I+f9O/875D43CeRUpiHpUKkkQ4oEdCK4irMQpiCJWIcwpwmYnkkyoG2iuEq0AYmbJNAr0cefzI8/cxzAk+3he7O/aGmamQ4edFpYfL4yWFPy54we9akMHv2JNMfNaBNY2r9+vUKYLRbcgPDM1fz8jB5ymRjT1bLnmvobAjNnU2ET5cmsrQ2JRfAGFwndmudxt8+uYubPqr0PKuqFGlebucEdeoSa9xZnr7/8rXK5QNyslRq5GFykwfI4x5z7ZdtjI4pNhggJ8Am38WAT5GhOVqaolxEu6c8gKBRLozgW9JBzQJWVSEPYPIdqhMBo+4JBRDLoQkgaKsO0mGrAp7CpIWRa+CoBYvqjrIFSgfyBOkD3MJeB0Sskr0L+Ip9SV4IlNrc1BImTJign4kCJFuMnVyuNuQgBvCYOA2tuq9B4KgBuPs6Q13L7jAM1i7fC9AcM3KMBdFqEagJ23e8wEpczAlUtUMBpjqk01sqVj4AKeUg6FSr3gUQyzvIL6xeA18FLDN+q8orQ5VAbcpFfpv0g8QAdj7SAcMJkKY8ALRafywp19zbJDu/weqvUu2EdADzbCf1s0eAt/JWoTRtnobxq7SbmhtUp01W1wsWLAgXXHBBuOKKK81OdhartwP9pND9z6HuG4705OBrWb59ln6ezqu+JxoMPIT3Ho71/WBzXFq2Quo6TXOwbJ1C8nc47/1QAa29Gbz9VVZfDMGDPVdMx+0vH719f7R2vvwJZCBlc7bcQO49lHucfed1F43bqJWVbzweynuK6QPFtKe7NqebtXzg2CdTZ+q5u86hlO9oetbrgLZlA/aadNpgDHIhsg67kOBTnCh7ew9G/v/jP+4K//qv/6oAAusUjGNe+O53vyv5gGPN4HJXcXdj9zaibVw7dKB5PJR+k85v9FnYnTAzn3rqybBs2WtmKM6ZMyeceeaZ4dRTT82BkeSb7zZs2KggUWssEBSu8TzPhbFGYChYm5Q5um5FiQQuZ/Tmj79DWfjzDZr8sqVjcufOHcYupYyA8rj6o5Xqhl+aR34HBOV5NvlmDKv8BMeCsXz//ffpZH5qOFnRrZECmDBhvEkRuIyFB92KDNptYrT+KvzqV3faRoBgWH/5l39pYDb39zVvDAGtAx0NR/6+Yub23p5J27SYMZxfUmeTH/kaGHpDITXQH9B6KHNeIfko9t5i+vuh9ue0zty2Yb5k3n7vvQ1aU9eG15YtMykWQJI58+eFmfqZOHV6GCs36WFylwZgqtuuKOv18kBo7ZQWpQAj6bCWygUa5tcwaSoS5XvrDrlcbxXzT99VCiypVaCfCn2HNiUamB3t8uxoagjHzl8Q5i+YJ7B1tq1n5QJ6YKmamzIBrnBpxnUaJqvAL7hp8XKwtQdoBVC0gDToWBqryQMEJYgtd7zP5fpAhLG7CKC1FEar02sL6BQpUJDaz1bCvHwClnYB/hmcHEFWc3w3t9ioP2hasbqsf9kPHvCxPiy9LE3A2fgOd63NvsqqIu/VBZToyN/aF6ja25iy+qVmDGyOio6ArbHcAKkwBKknNDeHmdYmjNZOMbDb5Z6Nhiefo6W5as3asPz1d8LLL74qYLUjjK4eGyZIRqOyVAGXpN86derYMGPWBOvDMLubFYBpp9zZOVyYNG1yTEuuy92ZGz6BkPbsbw0d+9oMMBstW3q8AmgtefGlsFzjcLXsvyYBha0CF2FrwpAFdETrmF6AXUv5OFAwcNJAUOnLZsFKXZMzMmkF9Op+rhjcVMCt8hNd7wH+4gG4u8kDDtYKDOazBgWvA/ikrvib33neCQIAjqY3rIpLWbCAmYC7kAVcTmoELHWlbWB0FviK/GLbOvvVNWQtfQHUuM1zP2kAzpIPNHWRCeAwvV0MU+QQaEe+ZzSMVpAyygQIy/Od+wV8djQbk7Va5a4VwDqhdrz+rQ07d+1W+3aHkQJCbf5RHTVLqqRe81Nd024jdEBsQJoANisM3Qjm1hgIC1EgF/hVQGrNcDH2KbPsWoJh8WyVyj1Kur1IONDuJs1g8lfYva1ixTaY5izMWQB45CP264f5rJLnBcA2S4aAubWlsUnpNun5TmP1nn/++RYsds6cuZLZmpyTKXMA/sPIaPV9Sf482RvQmi/FcuRnqCGgdTDquL93HPVAqy9Y71vozZ2iR1zfjbX8+/2k1sENf6ZfQyJJPx/kyl9c+Ts9nUjzEBefuBD1ZZym5XC2VvrONO387/PL01uDp+mn3+fnszeDyu/Pvzc1lP27/LzkGxsp0Jmfbm9GXl/3pG3tz3kdEQV+06YtucWayI0TJowTO0FaXjKscdUwYzCPWZBfb14+r29nXORvEDAa/XKdLkCaCKhFY8INkAiA9hjSnnfvI/0xMfMn9Px+Ed+VGaws8XpXDHIgXR3lxfsfJ7UYedYnjXmRq2m7lzz6vRjLaM6kn72vj0WPiT4v8uQXRqVtPHBBz8Tb+Q7Xi/geB8TdQCdtPQQIJoOATdhDDz0YbpYrN/W9YP788E0xSU88cZFcVibljPjY17zuo46Yuybyvr7Ga1/jJx0bzh7+xS9uCz/84Q8tCAcg3Pe+970wU6wYDC53gXKjkfe54eh9oq/xlt8vUuDc+0BvIGM6Fmhj/sYg9r4OOwCw9I033wz33XdfeP6558JuubsvWHBsuETC9Zdffnk4XmweLow1QMPnnn02vClGEaAjTAAzMLMTcvJ17bXXhsWLFyuy6HF2co+h6v05ZSvl5zd/bB9sfvd5o+8eFjWS3JjDqAf8vvvuu8UwfdPAU9jGp59+hhmkub6dzc3k0+U2vG2RAXhWZX9OdYREBJIQixefb5pTXLizUV6XhHBgnXfdeecvM93ejXaq/3d/938aUAsjIr3SuST/wC+d//vqJwerj8H8Ln+eL/bdB1sfe+aPI091KqY8vT0zBLQW2xN+v55Lx3HaT9P2L6ZPHSqYOdBaHKy8pXai583XYex0PCdWKcL5K68sDcvFpEMre8vWzWGBtM9PP+esME1eBNUCJbqkBUAU7E7pqjbsaAhtuwW0tnSGyQIraqql8VgmHVcx4CoEBG0XcLtK6bzx9jt2eFYhkAHZgYmTJ4nJV2vgS5UAjdGKnD179swwXbIB48brcwEixiaULbRPbtsGtOoCaC0VYFsuYGzY/qgF7uxVhxiBGVOgNfaPaMYUymgFaMWpt5ALoLWkQKA1n12V33fz1yNytE/mbYRfYskdYPXf84FW/u6U1IOze/P3A/63226OxWY4bCFVMGj3pmOnr989M2afqW/wn9mmqr39pnGrzy2YkAPTpuAIDGsfwWZs1w+u/uUKkAQA19jQFrZs2RFeX/pmaN7dFir2K0iSDh7aGmW3bd4u4G94mDR1jB0qlMj2b9nTpqBwLTpRLgsz5sySG3qN9e06AZctYjriNt9dKtCzRNxvjUUi3c+dPTusVhC61fLmWbv63bDy7bfDhrXrzPYhX7AbuxgDHEBk+1vK6DEBsCEBPrHH/Mf6mZ5Tga3XcK8BshmISV0RTIqaQBsZsNQ0WAX8AnDC5ORLk+4woDCCpKTLfSYtJjvXDiWz/RbfIRPAWEcWChvNWKqZ3ikasZSZywNkAfhGOQGkDToNIDXJBeUbkNy952Cu2hyig3eAZzLXJYYoz1J+9jmAvNQV4wJgtKNLurH7200SYpjeM1b7hQljxwvYniD7fJuBopV6ppTDf5WzTW3T2KyAfvU7RYSYbunV1deZTIAF65PNzWHU2Npa9QuxS9We5H+4NHuRD3CgtQPmsJ4dqfcBtNIbeVe7GLCwpQFh9wsE3tvZIsA2Bk0zsNoY8tS3mL4ZwaBud73te+qVD3R6KyuHheOOW2hyAX/wBzcYoQHA2oD1TKc3f20sdH0brHWq0Mkj3ZebZEoc3LYPcpIQaeb299mBUqHvKfb+w1Fv+Wn0he0Uksc0jUL7QiHvORruPWqBVu+k7qKeRsSm4pjoLBIhE6wmOgdRuD91m8bNmBM2Z7v59+lm20ylPAkB7mOydNcHB9zyDRI/uUuj6FlkxUy3j9+Z2Jl4XAfQ301a7g7rQDBl8gjlvJ97PdIjaXqZXWDaXcUdSMrvVPmb+fT7lC3pdZqKl3s+vQ2cUZMCVjzn4ITnxU83/TsHXszQzVyT+c7z5hFPeV8KePjklOpdOiPQ6436SNN87rkXBLDcE7aItcd348aNU3CiSy0CYnU10dajEQze6SflHikw7QOUxduOdmMB9vKQLgsvoC1uF2ZEm/ZMjKi4e1e9QBW5XWTuLgiNo71D1ErE79N6sRNVLfIEWMCt3Bd/rxvPk/+d9sO0fTyqOvW3F6V8XcNkVLHo4n6CXhCuLKTT3NxqJ7Gj9RkGj+lAqT4wgCkPulEOEvN3p1yFKqVT5p+lfSgjKkRDO+KhB7iA2fcQLMzwB9xFPF2ufHJHqVJ9eJrtRO0kwqqMhvLyGEGzS6eobHb4m6c5Icb96Z7f3BN+/ON/sXZftOjE8Kd/8icCCBeGsToFJh2uSrk2UbfUlwnGcwKvMehjyjUzvZ297/nk78CXA3h8Txo+Bjk5vksrTFMAACAASURBVO2224zRigg9jNDvfOc7YZo0rxyA87R9ziG/aTu6EZLWp48F03LSHEe/wIijXrjoe/zEeoo6Vz4HOWBoOlWcQgOaY+QYNoWbVlfYKkNuhdwkf6cIzi9J9+6dFSvCfIHVn/705eFTn7osLDzuOEuzWWxWAiL86F9+aNpeRA6FnTlz5ixjFT/11FPhRT0/R0Y72rTf+tb/Zu2R9lsfvwc7QHAg2ue4dD6hXD6vpu3i81H+XMw8S31R/ytUrptuusk275ysf/GLXzJGK3VDPXFRx74p8DxSdozHt7WpuPnmm23upn6om5NOOukAVip5yzcQyDNsVp4F7CWg1l//9V8rMvZ0kx5I5QMou7c35XftqrSP8LtvYgbDGCnGKEv770B/9zLa5jObiNONdro++L357c09/YGZxZSnt3rubxM9GG2TX96B1vXQfUe+BnrbeBy4ThYGlg1mWx+uMXKwWs6f03ysu63Ourxly2atSS+ZFwHeCHhUnHjK8eEYAa1zNAdPmzsn1Ij1tV+svrqdjaF+p3QKdzWF0j1a78OwUCv36ZGjJM0zTu6pkrXp0vq3XhGwl73+Rlii4ISNYl/BpJs2fXaYLy+MBccu1O8zwvSpk8PsybXaI8j+kt0AUNopGwpQsLJKoGpFDHRlcxIHxVpLBTEJ3IpAq0NkgGP8OMNVM/cBVZLa4v5F/rzxvvVEgG6hQGuZAa2F9fn+iCDpfJ1LWQDefp+7c6Xu4fe6PqH1L8Bmc313Kaz3e5ilwOsBYKuwuaOV1drXutDneqFDgpJuQa3CGveXyDVdIBqs1jLZuKVotRqqrP6mNhS+r391n7rR/nJ5I+GWLjkBi94OSNmxLzTVSUpgZ0to2FofGrbVhy3rNoW333hLoOxeMb+rwnzZcyO0D+mQi399a3Poll09RYcJlQr0tl/v2y5vHwIwsQcqkQZHt4DWThEaYJjCai1lH6T9AzrGD9x7f3j6ySct2BmMaaQO0GcFD8Z2cXvUA9diO6XSAa7lL2jZysj+yYBWgaUwJW0/rAIDtNL+MCTZE3nAKgBDwD3SxF5CU5k+ZS7/mU3n0gO2/xYg7ezUUWKVsmczfVbynYG7Zs9nbFbeiS3vZBDYqZQBMBPg0soHoz0DXQE8SR/Wq7GRddXq8IagfI2ykdnPUK8Vup/PYeVCbGjtkJ5phWx7MUI7JRWAfMA4zWsTx00U0Lo96rQKeEZbmoB+bei7CswkgN9sgd/Y4mi0GhNV76J+qCv2ug0CWglcZniCJCr2aZ/lwb+6VNaRI0eH0coLZBD+BmSnTqi/SklBlJcxcUgXVrq8SDSUq9yQYErEsjaJAoBWMVqR44J92yBbmYOCiZPGhWuuuUZ7gUvCOeecm8M6mMMBcJ1k4GSIYuKIDMY6VdisGe+2uRF9ZVYODhJywMKBQCsYwQE27JHnDOTyV2i58tehIaC10Bo88P6jGmjNN858MnXQwV2JGyQWTaQ7XESZaABRRo8erYlHgvZaZHzC9sAtdCIf8J6mAy9+UkU1OUDC4GBT7KCn62Y66OULiIMwDsrwPv+MhcGBGm8CB1McLHTQxJ/nPQ4q+DPUCemysHnAm5QNxTNcqeGUDpLcgpRp5KQGlKftQKoPNn/GJxIvk0+WsL9Y7LgAE1wbxychL4dvqr3+HVDm8xRsdQDKwXRvNy8Hz3u+vb0cKHnyyafCLT+/zQLYsIBMmzbdTtiuu+46Azmx+Tol6o42kolRM1HyX7bh97KlRrHXN4uug80IluPiA7CzQYEU0ILEfR0h8CiCPiIXpMn7CTYU76TtqBMHzCgP9edl4D3UDeCut3868Xle+TdlhMTnBdCZm0d8V9RA6hZYJ3cdopkSzZcT3IxlTTlgb7A+4N7Gwp0CHoCv/ADakh6MjB7gNPZKb4/sL0srWWuiN1S2UeH5bvTRlKcIssax6OU8MDo7xniMXsqF4QIIxibsoYcesvfOmDHD9IBmzZqhcT7CQGHak/z6GPbDi/RwwgEsrz/SSg8QUqA1d3qdjWfahz5/yy23hn/7t3+1ueajH/1o+BMBvsgGePAr778+Ht2t3vsWfcClBXgf/QJG9tat2zLNpSiw73lzINMBSM+jj510PqJvAm5zL+0W55p9micV7GDz1rB06cvh+ReeD88887QJ1n/ikk8oaNOV4YQTjldblciQ2h7eeOON8IMf/MDmVlhFV191dVh04olmyMEqfuihBwTINoUzzjg9/Omf/pnpVFH2tP94vyUfsAnojxjPPndQfurDQUs/OON+TtqNga66Sce+35O2p8+HDrYuXbpUYPyPBQzPNMYtIDHu+1FaRMZz9t6oN1udewefA0A/++xz4fnnnzMGwcc//nEDa8k3ADsavHPmzMmN15TNQVsgKXHLLbeYriuyCn/2Z38mDdxjrG8445f3RLe5uFknbb5LmfMpoOx16uvAkfq3GGO2mLz4e3wu83kk/Te9J23/9H1DQGsxtf/hfaaY/jsYIDl+IzEqfeQAxsPo7JBa63Wcow90K/egGoW01mCUZSD5oR38AD4lQnRp3cfGsEBSmUfLHh2g4mnx2ONPhJe0tr8uNiufTdR6crE0rieJfVotKYBqAQx6MLSpDpsEUBDgpaO1I5S1K1DM3tIwddQ4MVrFaBuuaO4jNafr3u3SpHxv88awRge0O3fvMJtrpACSY+cfG0447nhpWc4OUyeOUzAhmHfYONG+Yd/cLbCrXIF/cozKbGMMsFoqW6ksQTOjU08EydwOSgNieZ3l98+DtZfZCUqy0GBYpbjmF4jr40b+/isDl/VFBE0PdEM1+yPz0PJSO4vVbuY5P0ijLPoI8DuC1pknFWnGG+1+s3UYCwIeKYPZzCReYHkGZR6AnJBUWs87e0auZT0FvSF5gNarcLjcA8pFRmvU741BpWLfszGkf60+KkoFUkdSBy7n3L9/n2zpTgWUapdeZqt0jXXwsE2244b174UVy18NuzZvCOdf8DFJCMwSGFcZNm7ZEpq0J4LJvU9t12FAIHmh3kVsGKUD+irtRcRmLEeLX5+PGUUAKLQ8S8MLz79gNtGm9ZtD4+4G3deu/inPqTL0PdVeWSBVCCXYQchMxfaUDYceqcBDtE7R/HSbD5d1QE+zb2A/2v5ARxnsbYwkkEVp17/YTIDCeGnZngzXeiOHRMJV3FspmJYqnGmWND2eAIzYcs0HgLjuleVBwWDWOlCKBySbF5io3AcIDLCKXWn7CILj6R5sz/GanwAeYbwyX5kbP+8X6Mrf7KfQ2cUmBocYLTkS0mySzVzfVC9GKjIDIpfomVEiB0AUAWS1A/iM/YJ8RJnmSpN26Nxje43hejfarEgUWHAx1QefVYulTIAqxhf28F7V857WNgOKGZdGBlKdlYuZavtcPQ+jFeYqF1IC4grBxze5Api5PId9bOlpb0XZuJ+9BW2xS2DrMfNmh9M/cqrJiJ166mlm8zqJjHrjWcdsUmJZSogbyJpyNN/j857N57nJ0OfLbPLK+vJgl6PYuTDFhhwDSvd2KWh8IAYwwBIm3r2FrlcDfMNRc9tRC7SmizSb4zjRMXntz4EPTEgwl1avlmvD2nX6WWun4oBck2WcwUQ65ZRTbFPMxDwC2rxOfkjDN/4OonjU7Z5JOzvBykBZJkg6E+CXuRToh/wwCXFaQ5rkkRMccyPQ5OpASAqMOTjqYKqDMSYEzimUrtRAZXEBoLCJEHeAjMmWAkTem3jO8+lMMB8YnibpOWDsAEYK9uTT/Mm715EzVakjP6nis7feessAHMCCY46ZKx2ZyVYGNyIdhKWMPBtP4mAvVlp7RMMiMpT9OcrJ3zDSAJtcQNtdTRzc5l87dVS5KPNzzz2vAEV3hqUvL7WFftbsWeFrX/2qGG1/YPkBiGuXywXAY4UWHZtMMqDVAXXKFsGcyGTlOfIHk8/7X6mOpIl4u1Pg/tNi9/3yl78MZ551VjjnbP2cc47lF2CQ9iCPo0ZJK0eBGUiH/kLZnH3nwYecQct7+AxgxkFqB2F9AaOeyItvYryura9hxJph22Od7pNRFsFdGKuKvqsT7jpFMKXNGBe+ySCdPXtw58kW3+wUjnxjCMJ2xYjhpwf8kAGd3R/bBeMo9pt4DxvLCJraOmQoLIZT3HRhqDhjlmdon1ZOei3Q0vDcKbODsoCR74mpQrvTp6YLbB1XC8AfgekYACC6/ESDLh5y8F4HuWljPncNKR9PKdvRF4+0//M77yUPN9/8MzFafyIAb3y4QALwAGq1itLpp/jc6wA670+B1miINso9f0fO6ETLaeXKVdKgXWag5bx5Cv4h3VTex5hhHOQz+31zks4BNhbUdzGGEOzHsKKctJ/PpQTwgtV61113mR4dQPH1119rrE3sLqQCABxv/tnNZnSeccaZ4aqrrrL8kO6TT/5W2qX3hyUvv2ByCX/4h38Yjj/+eANtU+CR+jcDWYbbJkWzBSjnACzOYxH89X7E5ps6Yi6mfgCzGUPpQQ9tMlKbbuqCuYPxRfqMKT/YomxPP/2UAM//MKbu1772VWO57tH4o755hjrlb8BXDkhYM3gP89jPfvZzaQM+YvmivLhDUR8bN26UhuBOyQh8whiuPv6cjetz5X333Rt+8YvbJbnwhjEQ/uiP/kh1c4IdCpBHB5HJg/ct5gvWDQ/wlY7fA07Bj7DpUIxRVkyW+gIYvNz+fXpf/qFjft/vLc1iytNfOr2lOVgA12C9p5g2PRqeOVztfbjLEoFWvGRihO6oCR0lczj4Zc1kfu4BYgGxDmRsDyRPg9U/etb+nkBf6Wdu06VeCeYGzeZf8x7af4BpAA1bxeJ6RzbkHXf+OryjSOeNTa1a02eGRQtPCJ8470JpAlYYC61LZkOLQIO6DjHNjOkJ4Km63CM21p79YXpNbajUmt4svcDyGjHk9Fzj3rbQ0tkWmvRMQ6PADUXHhrM6f+bcsHDesWHW1CkCOCR5U1k4vaiYuva9wEDa0uoTQG0gN6f3AKoU+kwv70mBfm/bHJCq9MsIfOUn6tn7fI5Ox+EBc7i9Jzusz/q/H7R73URbKXriUA6DHgushMGYB8BL6YO5KONZJtN6i7IKsTX8N8pjYGAml+VN5aCijZ3MvqduIoMyynz5c772pXtMGNv0cQKX/u7Bh8ObL7wUztZeZI4kN2BUrn9vU9gtJmS5Asd1yPbu0F6gSizGCmwxBd/qnDA67B0l3VUAUu05S2UfTZgwJowZN0as2Jqw7r2NkuB4Kyz53cthw5r1oX7LbgG2AuP0g4YEmsfDZL+NHjvG7Jpdu3ZZjZhEmPauSAGMFBiI/UX7sP8D4AQwNIIQwCga/xnQCRBooB57GdUDaVIvAK246xtAKlufuQHwOdrzMFIBTmPQLsBVtFhNs1k2MWkSRIo8uJ3OPmMv72c/JRvU6xmmKxe2GWQDc8nXuwErsV8nT55idif7jHYBpICf5Nf1Y80+VNtBPMK1vyaTjiKtLQK92afwLhipHlSWPEQygNikBNPK9sikRZ5tKGR7O+rE+zmgNHssWKe0AbY0ez2TBbBAfPIMVF5c9gCNVfAL5l/AYxi7fFemTs1/HhiMuqT+sNUpP0AwEm5OGMCGvkBg/qc+dal5F7IXYN/K5WQ2J0b4Z75XH0y7ttDp8MN0f7FzIc85buR4g+MQvXnZFfyeZM0x5ZQP8XXUAq0+SB1YcNaWA3JsfF999RVpOS0Xo3CDTQywjhCLBkACrCICH5Mcnx0nF4oTpD8IGDBaOk8eZdoXd39PyiB0UMtPYezkSBNs2vl8oXO2owOmfH4AwyzrRN55/d/8DuwbcSYjB+BSoIE8OBvS3TX8XZ6Wg7gpa8snOS9vWrYUXHVgNr3fF3X+dTcN8km+YL79+7//uy0csL8ANnCj9vbzSTUFX9ywSidgf5+3s0/CDmY4KBzFzNsMaHGAw04etTixWK2WltBzzz4f7rnnnrDm3TVhjE4Av/zlr1jk75TVyaKEHYtbfbfpb3FyF9l47tLL7/4Z+eBzrsiekzB7fWPO1e3BBx8IF+pE72IFZvr4xy8y9w4WN4Dd6DYvKQqJ2vMec9vIGH4R/IsLrbvc5E9mvNvbMv4eAUTu80jxLktB/bGgsqEDaHbNVaKY0nbNMjJ4V520jmCGkk9YfyyQCLpTR4yf+gYJnWsx9j7M+6mLSZMm2JiK7EqigLaYXlBTYwSnJ06cYAs+4wE3f1jF5A3wfawMMAwhACVkHMhblCvAsNBJr8Yrkg8YiqRbK80hQEzGL3XGiThlWqtDleXLX7e0ycsJJywyRiv3Asyvlcv266+/asYR9cCJPGXmXrRUp02bdgB70GUXuId2oW7T09Z0zESQrN3Y8z/96U9NOgD9TVxm/vzP/9zmlhT0pj1SdnnUN42gI/MXQb3oV7wbIG7r1q1WbwCeCMvD1vUxnzIcfXzwGd/7/OXpj6iW+L/6QatOtGP/gtEcjTTA7TfeeFNg5NMCBH9h7Xr22WeHz3/+86qfk63OYLz+VmDqvb+51wDNCC5+yrRw6cMv6yDjcTGQ7rv/Hhmb1abV+jGxj5hj/WCCslNWTr03b94UXnjhRTsUI4AZeab94gEaUivdBvhivB533LE2t6xevcaYTrRjnJeIWFoZTjvtNB2gnWrviq7/HQaU+hj4jaQl0FddvXq1Ba/6zGc+YwDrG28sF7j8bMbKlkuW3k9f5FCOgGr0t/feW2+HJs8884zlkbzCRqVdaHfqCrF/gmt5v8ifMx955OHw61//2uYG+sY3vvEN04clnXSe643Rmm6c8hmtg2GHFGwsFZmpdPPt73RPEQeffX3w8TMEtBYOvBXZPL+3jxXTf4sBzAqtIOAlc4s1PcFoR8a5QKCKGK1Rogddv3gwO2IE4B/gQW9Mw77fPhhlcduVd/VmI6duoYxZn9PINetRi9ZoArdA2sIOeVEBd5599gWtOa9o018R5oogMW/+cWGutFSnK8AV0c45pG4XyFovAGhrS0PorlDd6BB83KjaUCUEdpj0WkfoX4CO5iCGmVya9wjIaBDQWi45gOqxIw0Uwe4YIdtlhtaZ6ZOmhBpJIlXAnjzQy39AzVtMXX9YgdYcEJsd7qflzNlDqlWcrXTmb5fp/9tP9GjqAVqj3ibAo5rmqAVa94lMIJgx11fy68D3TWk/YTRboDBAjD6A1shWZb5I6sQ8eyK704C27L0eSIx3waJknGADb165OmxcsUau6nUWXX6y7JA9ihrfLOZrY2OLsUUr9HmL5hv0MABcu8fJe2qMDns1F8nYCfs11qqrh4VR+ny8JLH2Kj87RTBY8pyCjC55Nbz56nKBmXKD3ydWOW76mtOGy44FOMSmBWglWFYprv6AoBAnBATGAFJxDjTvNgggmUekkY0y5h9j2d2tAWMBXAEBsWV9bwxw6nJggK0mvQY5CmKM9iTA28ggVGmuACzEzd8O2gUWsofhfr4H9KQ9ciAm87WRS9hjiUEq8gfPAXSzv8LWRBMVXVZYoXgm+T499utI+KC9eAdgJVIHPAsTlPgHAL9GOFBfN+8zY5iK0ZpJGcCWHSnvyDHaU9BeRlDKgn+Rj9y+xAgssV/43p96izFJSg0EhtVq83V2r8sn0G8Ao91rkLm2W+8gfdqsRnlGr7VFdrz17wzkBVuhnadPk0fhlZfLzv6UbN0pufgUNr4z0Jg8pJ5aqd08oIl26KZDqoFibSIfCz43kwlfy9M9j2eu4PcMAa2H1K6H5WEH6hwE9M07pypr1qyRcfaCQIonDehjggPkY/NNUBY2xTBdYTZt377dWIkAFueee44BCQ60pkZgqnGZLphuBHihyIeDTx6p2lluDsw5WMjf7vbuE09uIs9OCzwPrlWIMeguxakrqXd26oN7PTq2u9y68euDgftYgHguajZGlp+Ds54On3se+czzTjrcnzISGGQO+PEMYPY777wT/vEf/9FEvBcuXCg3/T/QCdeFOQOc+x0Qje6ykX3qdQMIlLJ503d6vrzslDGyiSUWzuKovJMHgEFjSaidG+obpI24QTqJvzJ3/hEC174ioPXrX/+aLRq8l/cD5DUIwNkBw01C8ftkEADWAPbUih1JOwDCOIDlQK+3HwDhzh27FPjmTrHfHhOI9EI448wz1Mc+Gj4qN+VjBRZNl3GCcYOxs0lsuN11O/V3m6XtGxQAY+QGYL5xUSYWbbR61q591+6j/JQvBSS8/gDBYFHCyoO1Z+2rxRwNnxUrVpt4PAYCdUPdAlrxjm0aF6+//lo47tjjjIF7wqITxOzgJHqvWJWrVYfrTQ/J+zppkO9ZckOCKY7mJBvGTQJGV6gPMCYxEqZkp7y8A/1PTo/pf4CbAImzZ8/RgjzJQFGAv5aWtrBjpxiqAhdhqcIapG3IK6AW5YPdyTthrmLwAJg9/sTjoU2bNkBYGIcLdYCCq6ExMZe8qDZ5yOozGlNVGVMoiKF4ikDMkw0whMnrjGjqOQVaHchMDRg+o1zMQWgU3XzzT8NPfvITA6rJw1/8xV/mGPNebz4e+ZsycShEu+JW/o4CDbwjvVTActMO1j3MV7QdbvykuXjxxwxYp48DVgIO+pj2/ERpiwrrK4wN6g+GAkArrGzAQtqrWrp1UZohCKh+03RWf6agYgQiOOfscwS03mAAL2V8QvX74IMPhiefejJMk5F+3XXXC0j9mIGgsK9el+4dMh2/vPMXZixfeOGF4eqrP2N9icsPp2AOI4Xwrg49fvOb32jeftHkRWClUv+wyikPAHr0JihTcK75ORZBZJ5G7wHqhZN42hAGLuAvfZKyp4ck//IvP7IAVoxl8nzaaR8xUPv555FKeMb6Iv2K9KhP6uSGG24Qg3ie9XkCYDGvMZZc/zlGci1TXxxv4C2azw6ip7qrjNHf/vYJO+iBMQx4++Uvf9l0qzjsS8FCBxZ5JtU487UiPYTrzbA5LAttXiIFG0uHIRM+p/pBE/NfBHEiC9y9M4aA1iGgtb/uVkz/LQYw6y8f+d870MpcxoGRM9fNhVqbbHTTG7Whra9rtP7OPFODZqiCjBRyDUZZfLyma5sTIFiDUm+qnvbQwbDWe1hf0VYbYQdwS19+VWvNk+HlJfJAam4Lc8W+W7z4QtkI0wWijg41BL3KQI692vw3ysbYIdfbboHQFVo/JtRKrqZbHjMKhlXSTCTw9tCgQDON7S2hWezVZgURGj1BEdiPmR2mw7YaPy6MkD0yVvP/GK0d4KsW3qYwPNuapJi6/jACrWl/8L7aF9AqJzDkPe3yPYuvc24z+cExdsZRD7QCeDmTVX3VypX4wRJEyOQV7H8PlxbHvJU/A6ZtLGUAowOt6fd8lx7Y51iz0WHMUuYA3YNDtcu1v3H7TiMl7JR93SzPppqa0eYe3tDQrPsA5WQvGrGAfarkzEaIBa6fMYo+X4nbO15hAlHLNdZGagxVyZ4S4hfeXbUmvPX6m2H50mXap7ynPYWYqyqHA60wWN1OBgjtktgsNpoxUfXD5e7ktDlAK3qvpAGgaPVkpADiZolEkHktRlJBuTFjXeqP/WDOizMDWmG7Ro8oHcgI2edd5mFKvgQiugekgayyiQE0ARb5Dvd/B1yN8KJn2E9Rr3yf7l0BTp0lG+dCtZHqhwsw2Qk7PM/72YNha7OH2aEgfbzfgm/pe3PjJ9BsognL9+7VBxhK3UEysmBeJjmBjIRiUWR1Crjs8y15Z99Fm7BfYQ9hIdZUN+w1XFfW9hLafwD2knc+71JbRDA57iuI1+AsZMqP1AP9BcwFgsaFF31M/56ZIztYO6Ifl43xFFgtZs4sZP0buvf9NVCsTZRiVb7eefv11o4Fv2cIaP3gu2t+IzsggjQA+owWjEWbdgY7wMnll3/aot7BasXVHpD10UcftfuYlP7qr75nIMB0id/TSdyF1rVTOQVk8nBXdlsANKlEV+g4eTqbjU0/aQDY8l0KzDLBAy7wLCy86LIbJx1P05kA3ln5HpdaJmbcav1dvoEnfZ+0mbDdqGUS5v0O1vKcuyo7YzcuTmXmpgzIRvkAONw13wFeBxTcFRd9GQAbGBYw1ty11Vlj1DFgHAAGeoRM5uizXHXVlZnrfHWubhxkol4AECkr4AYgI6AmQCHpU04WEurOwXDKxN8pKE69AXwAyuFmvV6aRLgZA7qUiJrQIdd3AioATJH2N7/5TQXr+Za5p8McwcUGYBCwC9mDOul4dci1jDoASISRe6K0KOkrtLmDmg72e5C0nTt2hu9//58M8H97+aowbdYk648w14jgDgOQOod1/fjjj+tdyxVFd4udHlL/MCx5D/3y0ks/mZOlAHB87LFHDcT1AweYMCyQPcAvaVRYfwGYuvjiiw3ohhHIgrpq1erwwAMPKoLvq1ZPsEkBhzmJJA9oGQNoXH75FeGLX/ii2u4kM2xgBANivqrnAJ2s7Fpw65EZEJsQTbPLLrssnC/dS9z/3lQE+yeeeCI88dvH9Z5N1r8mTZxkZdu4cUPuQID2jEGXPh1OEVA2R4Arw2LTpk1i1i61cUo90f4GnMkAAjSPAFeJ2J2LDTQDPEPH7ec//5mlvWD+gvDd735X0d1Ps/GGy/gjjzwSHnzofpMMAcAGzHOmKH3k9NNPF/D+DfuO9Hz8+ryQbxj4337QAEsThuRPf/rvBrSSDm0N0Orp+abBxz7jjDEIgxUmKMAjeQHYpF7oU3fffbf1S8b33/7t31qbMt7efXetuaHD0oQ5TrmpZ5fi8M2tg/d8D8OYLSR9ePHi88XYvESAMACjdJzUzq+9ttza7WeSBsDYO++8842VylxKv7j33nvD3ffcbcxW8vfVr3zNWJlzFZAEtz4HWu/81e3GWkWi5Utf+pKYvZ/ILR4+7nfKqAQAhwFMnwSYJU3kFtBz4v2UEb1YAFLqBVAeVyQ0YzmIAICm/ICglJ33caizcOHxNuZ8PsP1/x/+4R9MEJWJKAAAIABJREFURgagGvAUoB0pgNdee83AfLSkeD99j6BXfAZIjNYsbk8uT0LdUzbGCvMT+WLOQm+L3/0AgzGYMlEBWO+//z6bg+gPgLj0X7wp0n6RGia9GS4uG+LrRcqyPlIrdMHGUpEZcfaHH2T42hgPGaPnQD5jv7e8pfV2WIw/vbe/dPrLR5FVMqDHhjYqB6+mYvrvYNRpymhl/k0BSXAaDtK2b99t6wp2HYd3o+WuW10dma8DvQajLL3lhfHrzDK3mVO7F3uyLBdZXfa35GneUNCeO26/U2v/M1r31obJk6Zpw35uuOxTV9rmv1JA0HCtm514PgicKJEdskfp1Mv7ZS/Bg1RPuEQPk0NSWbPAh7pmscVaQn1XU9jdXKco6wIIdHA8Zda0sOiUE8Nxxy8MU3XoWCmt/gpAEbQzDRwTbGVCoIVdg1HXuKcX7FV5BKUD0hpCa5Ra6w1o5T4/HMzVEx5eKdCax2ZN18YItgJcxfBihVbCYMwDgHOdWRAkstjbQWBaD/a7/gM0dRA1tT3LZBADsvqaaGlmrFfuA/zK13E2t3BYvzkh4dhCJZLT6G4ToKfDjNeltf/M07/T4cUMzSnogHaIodge2jSmhgtkxK3f3NX1HEDsZHm2jdb+pFr5rGuqC617xW4dXhbGyvNnjA4qCEq7beOWsObtldonPKt94MrcgTVu62iKOohu4KHWcwA+QGW0RgFOkQiA4RrLGONGpACd97NItim3vWhkWUoKQLYXWq/U0x6lD0OUC3sN0NS0W9W36uQZ14lrfHZgS912m1RZDF4FkxXQlqBWvJvPbf+baZraYVimI+2u9Q44AnBG1jXBlQFzRehA5kzv5jOAWUsrC5TlWrEcMMHeRXIOu9eB1g5hCgagKr9csEU9bRiu/A1BoUn7Sdil7CfoD86IJf88S164+M5BWu7nO8oCSxXw2qTVlDfKCtGD9uAd6Lp2KX9xPw5LOkomGgaREZQIEnasSANnn3W27ecWHn+sBQH2NncCgtvEjIvUs28w5s3CZvIP993FzIU25SaHQD6X91ZTxaafyuIMSQd8QH3Q9Fgyt1sfsCul38TG/4EHHjBwDcAT8IVAJx/5yEfMDRpNEy42zy+/vMQAA8AuAtUAajBZpVqoDma6Wzjf4RbMKSBsWWePsQEfN67WnvcTWDco6YQwKzds2GgsSmOUKR2AHoCOGEhFguIZm9Kp9HRQysgEHyUQ3suYPBGYdWafLwJMqoDJuHkDqJEOeeVZABhYYQBcgAuAIhHo0KKq/HDPW2+9bYGayBdABc8TSAyGIMxHQFU3lgFXASQBR103EbdwgJhZs2ZaPRNw5vHHH1Md32flnzJlqgFeZ6FVKgYXAAl1BJixbt1aA0sAN2ADUmYYmJMmTTSA8FgxK8l3ZNxFhpezSN2AcVCZBYl+gPsybcx8gEsxoEa7hOFhmvJOwGA0I7/1rRvDV6XTSjr0G8AcIoKTHxYhtMLKtQjhNkxZFyxYYAy9M844w4CVfDA7tkdX2LxpS7jl1lul0fq0AWGw12YKqD3rzLMEOH1c9XC21fszz/xO4N/DWtSrdM8YqxeYebhFUxaAWUAu6gHQBrcSgFl0HrcKFKVvwtycO3eugXrR8AC03mZsQQBXAvZQ54BT9QJIly59VcDdPQYSsfijEYlGEG4ujwsAAmTu0ibk2muvC1//2teV7kwDzu8XELZGLtcA57wL9h+SAktfWWrgFYArTMJPfvJSA7moQ1yk7/jlHfZcrSJfMhZPVD7oS7AGt2scwTDHPRy284X6OeusM8XgaQyvv/a6mJMP2XjlNPlk9a/Z0tUdL4OO/rpcgTEAyM7U/Zd+4lIDpul3P/rRjwxcn62+/Ld/87empUn7w9J9+eWXBcY+b30VhjttSjrPPfes5XfmzFnqD1+xPgfb07WaXLYjNfhSo9dd+AF/SQeg9cc//okBfdTHX/3VX+eAVnc78oMY6nOz2L8wrR944H5MYWPXX3fdtTZuaOebbrrJgGuM3r/7u78z8JZxxmfopdInGOekDdjIGEHP1gOsOfuZsdXc1CIDulzA+Cxzi79MBtFkyT7EAGv7jdGKziqsXMYhshefEdhI/ZL+r3/9K8srBxm0MwcVJym/MwWAotObMloBN7nnm9/8hkD4T+dWDDe8OMTigOUHP7jJ0iR/9BGA2QULjrU5iwM05moO0QxA1xhEhoT5BNCB8cLB2T0Cf+n3uOR/9rOfNQCTeZ16Zi4EsEXKhPHBmGf+pb0IjMXcTNkJjsfYRGeX+gTkgOFMkCsOfpxV74da0cWfAHrxIM7Zw7QT73VGvh/EPPssQOv91l4OtCKrAKM19ZxIN2a+xqXLra8z79uwHsE1uWijqcA8mSabrtSlzA1y6ojLD7iGGK09lTu0STl4Ryum/w5GnbpGqwe58b5vYKTsF2ytnbvqw9Yt28yTZs6c2fLGQaM86vYP9BqMsvS12fL5LH++isx9sdQVOMfICprfV65cZ3IB9/7mfskUKfhOuWzbeceFk088JZx68mlGeywDWJHN0Ka5fI9s02r0/DUHt6vKGiXD1G66jrLdhN6Vd3SHGoVnL9F7WgW0duyTFIOeL1EQockzpoYFsgMmTZloAWmGAWbxH26wABughVpLC70Ota776qtpurAj01hKA8kjMboKhY1h9BYM6MKKVIZ6A1rTPpCWB+V/fw//oqVJwCe3FfxQ0YKQweLkBcUAxwOpqLx7Cm1PgMO96p/ejjl2agJQQDt0HVurk2xdS4FWKzM/GajHXc5YdXYlaZsreAao2vf63zwQs/cB1ObsiE76dvSE26I5ZYWIF406fG+SXdgoW6q0DD3TKkWyxz1egar0ezmsU4IvScqrgrGnfHSrM3WXaZ86XLJNtTpg1iEzeWjWvnGH0n3r9RfDyhWvhw2y39sELFpwpkxrH0DUdD0F1lEP7Jna2qX9ijt+JiUQQeeoc2usXQDZTIsV5qSxStEPzYJDAdICsrr0CuXDs02Pmh2GByNgLHbe7t31RqzhcjmTaGMwH+0z4gj2MG79phWrumC/bOCo8gD7lLYBpGT/DrAa3xVjPTioSX04+xSg2QkPeJcBkpqnVgZymqarwM1dwhcAmnmO/Lp2qvV5ldf3IjGWR6uBoJCGGsyrS+Io2isB9mKjki8uA2nJm+qQvJMOeQQYp7/xGfsJ8kcaeBu2ao/swb0MXEWuArYs3quqhzYRX4wspjJarBilP0rzMLb5xz62WHuYEyWhMDYnfedeWlZf6OhmIG061/kBXBFDdOiRImqgGJuI1/i8zr99zedpdgp+zxCjtYjWPMyPuPu8u53zNy6ZuLPCCmOwAkxdf/315kYKY84XawY5m3tANTbubMCvv/5zBlDaxAZV3k7KIlPVgRU257D4YJUBxAEKuus7DCuAQFhJMOdMtyULZsLkvGLFyrBs2asG8rjbM+xI8oguJMCAB0Fy1xje61GyH374YQOQ0LXxzTsnYr5QMMnxTsAZGHkAFTBTcUUGeEZvE6AQ4AgwC01S6og0tmzZavUGKApQwLPUB670ACB33fVrY3YCYDCgAKwBY5mMAWIpH+ACIC1sRthvfA9whYssrvOw1li0AK/OOeds6SJ+1rQPAW+JUP7mm2/lWLUAvw7oMonPFysRd2DyTT2TRxY6H+huAMUFosnKQ6Ab3g/4jrvZ/PnzDOjcvn2XXNlXGmjNog8D88Ybv2Hst3oxJF96aUm4RxqOtDPXTAVdmDxFUW3FHMGtGOCFev6EQD0YhbR3DGwVT1y9bdAa27Rxq/ri49KyfNKenSwwFMCJUz5AWsDLZ6UX+4wYbr/T9yefvCicpuiMxxwzz9oKV2YYerzvyiuvMp1PAENYnaSHViRALXVFm3OoAEDE/bB1lyyRjqbGBKAfkdUBQAGeVq1cI2bnMxboiP4AeMb3ALwYOz/80T9bfljAP/e5zytY0NeNQfqC8oPmKMYIAOsVV1xhchxTVD+A6TBFYR0S9OtTYgvChsXAwQX+n3/4zwYIIh3AcyzEoxSxNGpjvhFuue2WsFrGHqDYlZLxAERknD2t9P5D+WRMMr6+8IUvyNX7FNN6RbvtCbGF0QmlHQC/z5Nu6auvvBL+6Z/+0XROp8sl/r//7/89kwQZHTar/TaobtetX2OHEnPmzLY+DRsS13X6Of37mmuu0Tg4Xf11QU7nNtVtToEvX0AcaGXM0t9vvvlmY7QibUDb/c3f/I3NDemmwbWMASPXrHnXQECAVsB1Aip9+9vftjkJIPp//s9/EAP5FZsTSAtWNAc8fGeaqZr3fH5gjJCfGOwqMqTdqDG3rZZ2GXfl1h60PUA87WEuYnKnoh5oS8Bi8nzxJReHq6+6WkD9Isv/7bffbv0P4BoNXPK5SP1ohkBlGK0RqH1Kgedu00a5zpipgLG0e3qRJ8rDQcz3v//9cNttt9lYoi3/9E//zEB1DjOYe++44w77YR6ivW+88UYbDwDjlInDCr5njqXO6EO8D0Y4eebwYMmSl5SvJ82gJAgVcxCHZv/jf/xfJgcAu/WGGz5vc5gbELQ7h2jUA2OdcZHqvtIXOMTC2CevXs/86+CgG5Xkk3q97777LB8cUqDpyrgEPKYueI53pqxOdws8YJOdbaAK3QAeylJcsLFU5MscaPV682Scwe9tQ72kzIj816V101s9FVOe/tLpLc3BaqPBek+RzfqBP3a42vtwFySGNMJVOEJgzt4DEgNgaJV2Ilp4gCLMbcyLFQJZAZwKuQazf6TrnG/EUtDNP4tySHINlnbqzl07tDZLr/v5peElyQa89uobYdwEHSLPnh/mz50f5syYFWZMUUBFg0Kl3blfwKnm3j06LBuJVqE05LsUGAj5gHodkrcJRChVMLEKIXiTqhW0R4fm+/a1hArZc5W46tZUhfGTJ4bps6aHKpEHKgAl5MqcQa0CowTEYMQQbbzA61Dr+mAApWflaAdaQcn6mg/TzXlufk8YujYiAAsJrJqxW/2ZCLRm+qxHMdBKdPh8oDWtDwdRKX/+2m5BnjIQIx9ozdUX6WcyAwbERp0Au2z8JYxXY8QSoAypAo2HEv0QaI+D5iaNlXfXKGD0+o1h46atpoU80mzVKBsA0FolzVZY3u06eC4X+D1C91QriG9pdUVoKRVbUocWEjSOck/aR3RoD7Rt46qwbs3bZvtDoGnS3m6vgEzs0dGKjwH42i7AEeCuU7bPLpErwj7FJBheEypl87vuLGt8lMCSfQrQCsM2C0YFkQByibF51SkcnKQO0BqF1eo2FSCsB30CWCYgFnYbZaT+qDNYrQCQsOYBH2G2Il/gwaUAQn3fz/0AlezdudeCG8OQhf1psQWiBjV2o3mYqgxOeKAMAKKm7WrM41LbcwPyApi6fAJpRbZyJhRNx4ehincPaWT7b2z+RhFnIAdRBmxI3ss7ySf3mfat8kl+uQzozTyEOMCDuUr+IJ9h0zZpP+3sXMs/QL76W4ydIOlAvHozwJTygGMcr9gI7BXOPBMPsPHGkOX9xhQG+M/kCg+Qusj6uo+N3ogFBU6/Q7cPsAaKsYncRnGyh89f8eAjEgHz17+C3zMEtA6wBY/gba7XxmTC77CPAEpgCjGpM+AvvfRSA3vYlOPiycBmg+0R6pksYKWiiwVwxETiHcUXdHNt0ELA9fbb7xjAhZsr7/M8uOs6wCnsWXQTcT3FFXjzZrlQrFltrDxYmyx0rgWKyzaAJCDHRRd93MCVfDkC8ggIg5s4rryAKnRYwCBALgSmOdEjiAygKpMf7z7vvPNMD5T6Qa+WjT3MQhY3wNDvfe97BipwP4DxrbfeYiAFYCib/j/+4z82EAIgDE1DZBgAl2HfAsQCRLHwwXSFHQpYBjhz4YUXCdC7RAy+TxnIiXss7Dfuo01gtAFQAmDB8AUMBeRlYgdkAygGcAC4XbVqpYGNlJm2o0ykSxAgH+A+qJnAARzJC+w++gEMQYAPABeAG+pslfRFcUVDM3WX2nCq2IIw26699hoDw6ljAEjcfwF40cKcMxf38nJz98Xtd9myZdanAGM+97nrjRUX9XFitEwWsair1mzubzBHAaxOPDEGMIIlykaJuqYfbZdWEuzVmpHVxpij3qkb2o1gRLi1A8gTjAiQlroBMIL9B/gO2H7RRRcakEqeqBP66O9+F8FUmKb0y6uvvtqApxeef1F1/rD61C+trSnj2eecFcbpRJT+9//+r/8VHhGwv1H94tprrhWz8MuWT/r+bb+4zeoMgIsgQscff5z1qccee1yBj+63MYibyLnnfDT8l//yHQFUY41F+A+AhMrrRMkGXHfddeF61dt4sVsZl+vXbwg3ic0IQAb785rPXmN5RS4AluLDjzxkjFuA5GuvuU7A+WyN42EaV+ssMBT9HhB9hkDxefPm6LmnBUr+3yZNEIHW/0P5PdlOfGF4NmsT1qjoqwD6AHiwegFa6atEjUcflj4KkEn9pIuHs3K835lhhii/jB/GA98zZmHT3nrrbQJO/836A3n/b//tv1ke/ETb06XOuR+g9ec/jxHtORyi33LggUHFGKAPERCEQwDAOb5nvMTAAjszVvA+Y9V7UD7mDuY8+ppvfLmf6M5dErYn31HOYo71YYy89vYOCxTF2PzJT35sY+gizVHXaYycdNKJtvm5885fSX/1DgN+FwCifvNbknw41Riyw7TR5eCE/vLzW262sX3yySdJjuHrJh2QAoh+2MM8jEs/AC71SF/+r//1L2x+Gyv3T/J+xx23S4bkVptPGX/f+c537JBg/PgJVn8cSjzyyKM2Npj3mP+Zb5D6YG6A3c6BFQY/8/0Xv/glY4JTRz/84Q9zczsM2dliazOfA+4zn/IDqO0SBLRJqpHNZoU8utaxM1Mpnx+csYa4vi1zAuObIHA33vhNO3iBMUvf4UoNTduMpWyUXoyYI7jUHpB0wcZSkRnrC2j19/u/vk674Zf/uiGgtcgG+JA+Vkz/PVTAbCBV6UCreFu52zn05IKlpSXG5uwdWp+GyxaZPHlC3MgUhrO+b/MzkLwVew9zIGuNy2/lAAYKk81hvmaigb93b2tYIhvg4UceCy++tCxs3LxD+a3QweqZ4bRTPxJGVdWEkQSAkd2KhmqZAoE1dkhrVWDAHrk6V4utVoIXh1ie21sawy6t8+Y2rHWucl9ZmFE7KdQS7KqkM0yUp9REzf0jxyjat36qR480F+v9Alm7BaRgUxuwYa7fAmDk/VHoVWy/See4/P6aznd2oHcUM1r3E9kqOwzsqxz5gAqBsFLmrIWJNTmByGz1foM+K3ghP0crozUenPSUxn/vC2ilbFbeDHQaKNDqdWLAPKBzJi/g/TUFXP0zmKkwm5sU+Apwkr3Hhk3btT9aF5bIxmyVrMCwCgW3xdtS/+7RWK4QrblMLNhW2Z8jSoeHCbIzJ2gvUF4zPOzYIwYrchxtSOwJaNRPlfYp1eVdobl+h0n1EYQWosMO2arMDdhKFtBL/8H0xDbfIbucBq+AdSnw02vPWJgCZwFKXUqA+wFEGQeAooCylNV02wEMcdHXWAZsNftc45m90//P3nnA13VV6X7LRbZly707duTudCCkkQxk6KElIfCSAG9ooQQGpjAFeO83M0x5wMA84AGZYYDM0CGBQAgQWkLo6XGKU+zEduJeVSyr237ff+2zpO3jK+uea0uRzb1ByLr33HN2XXvtb3/rWzwPYLMbQDVjS3vUGvYUkJLQfgcY+Y4nGDa/Wt/FnwRA5FpITjBlqQ+sUd4HS7DE0DwjAxYBONOXH8RDygEEpe8gtPCCGQvw65ICY+XDw0wFvEVGwIlIAMRItDmY6iQA7hG/W2f3AwRlf4peKxIG9WLu83x7P8vvgeYqewXed0arRXRaorWYgG4kWQFVH5IUAngTBQkgS3uxt3m+9v/s7046ablFo5oNTYB/G+MJAzJtD49SxvfzKLCiNrd6ffEWqMQnsjGVgea+n+M936ccjhhSdgmrQGvZTTVoF/qkpGPZZAOuAvLA6mJjzwY8slkvsA0zgAqnXu70lTph902xGwM/hcGRQ18Sfccf/OCHFoY+TSAR7EquAai59977zKgDugG+XSh9QQwd4CwgDqxNnE4AFDbXGBPuB0DEe4SOsqmnXp74hHK4LgwgH4xBWFB8DkAL6EjoM8AxQMxKhVn//ve/MyNPxm3YfzDJYPbBroMpR5kAkP7+7//exKlZBABpYN5xDe1D2QE5ACMAi7/xjW/as2HNAQbz+dve9nZjsBKye4/CxgEwAHORBYDtSfgtbFdAj8997nPGtANApUwAy9QBUBNWHGUH3KK/zjrrbCszExXglmuoO2Aj30fPkMQ7eZ0v18e9Tcl5YFcCYnANACPgJL9hRaIx+rvf/j58WyxdgONZYnG+6U1vNmAPMJl6fP+m71sINJqygInTpk+1rPd8DpgDAAUT9GxJAFx99dUW8ku7sjgR/s7ihhYsumFooZJhHCDnBS98gZieF4nR+QpjWBO+wviBodrISeSeZoGAzcaYAySG0Ul4MeAfz3vzm99sYCv3B+wlTJrM8Cy69Ck6rowlXoCMAJdf/OIXbW7QrpdeeokxY++7936Nxx8LBPtyeIEA/ssue7WxjAkRZ+589pp/l3zAT60MrxboSZvzb+bWdddfp4QRM2wcAA7BLOUkmXqulDOFJi/A11mSpvjLv3yfyj3b5s5HPvrhsPK+lTZnqANzhJBwwM6Nkli45prP2tgFJCTk+1L9/FDA7c/Esmb+ICdAHdHPZKxotY9AqRwSsmbiaJDhE6AaoPKj//oxYz4CaP/TP/6zzRPmxRa9B1t47do19n02s0grcCgAaAj7F2CUw4TLL7/c2rSXVSBbkzoJ7ii5Tq8nv4tJxZoMNER3FLsCq/IDH/iAAc1+Xcro4XqkGb7xja8b4MuYYp6QvZ7PcFRJTAWozP0AWjmcwWbABmWOczBB+bApzq7FCXKh/fREeV8PAHEcfwsXNtic80RYAPeA8/QH/UJ7wCa//PLXmqQIr+9978Zwvcb1b3/327B44SIx5N9k82HJksW6zwgdMMBo/YWkM9DKbTc7fMUVl9shVAqSOdAKkA/QysECh1EvEoP2fe/7K0viBtBK2QBaaQNAYOwbQCsHEIw3AHsOkiKr+lfWRrCIGe8I8gOEwu7mMInxw/cZT9yb8gHquz4uB2v0EfYvJgqbb4xxZDeQ50hPbB289nHhuriubU25XYfbQfkf/eiHdkgCGx07zqEW5WFdYC7zyjsq+VNi22Qnmzi+U+nGvsgiXalTVuQZXJtKB6Tggt/HNpW5+pd6RhVoLdryx/f15YyZfAsMxbzCb4BZNUKAnj8Pxhab776oLZICQhgYoXVSuoHFg7mHxEZ4+2ED2dwb8JEla3GGv2/I+B3Xy8aw9ok14RfyZ376cyWx3dksUGBsmL9gUTj1lNPDkkXLxKbbL/BmVJgkwGI0Gd3VZru6BVIItKnRWgZI0KPN2Z6ezrDngMKQtfnvgPUlEHafdCenj58U5gigXTCl3hKRQhoYP1EsVvnzI3Vwu18g636S2siPN1CBpDmwvbQejZR0QdFXpePGbVspG5eyQA0owQ4myZXKKSMJmIrm9jI4LAfqH2RbSyD+B4yKerCdzh+Q5W37fqJAWMuyikT5ABitYi9n/nI8eBR3Uz8ArSMBbsqpeHJNJX1TyXdS2LgcoBWg2QDWJBmWJ8EqxfIzoJH/GAtZSL2zX1MZgQjC9q6eBkKie9jWRpIpHeYoCqlNB+zbduwKqx5aHR5b87gxWzn8nTC+XjqqYmcyzyTBMar7QJg2fmKYO31WmChfs0s3enL31rBx95awo2WXaRxPFDt8qhixs6cqIVToMTLPekv0qnwC2teR7Ik1nv4FUMTHBBBt1h5qFMzbjBVnbHfN89pMU9SlrQjlJzFU6veYf5UlbzKgDi1Y/Q0g6C/aisRaJjsoRi6+Jt9zLVPXT8VXtuRQRMxkyaG4B4AqDQYL1PEB9h+eNIs+siSp2lMY0Jo9GyDYgVmPVvAoM8LzLTpV9p76+XXUkReMWtqH/RKAJvtKmKYAvpQNDVme6wm5KJeBvbKHgLtIHuDjsq9knAAgUw/2SwDS7BHwefmeM2epH99zeQbzcxlAeuY+HVw1aU8SSWGqr+6HDw6h4cILn2c/7G+jHKIdN/T2k8+h1MbF+ZyxidVe9LmvFwWndfXyClqgEp+IxzgG54Ar76XEEu/XXqtThr9+UPGrQGsFvTlIX6GTYe8RNkqIPAAU4Zhs6NH4gzkJuJF2No6dU/pdjxUmUWS8xhDbVKCZ5Eww6wByAeLIKP2Sl7zYWG9cD2v1M5/5tIWdA/oCiAEGwrqCRcX3YFDCHPurv/prSxiDEYZtyHNgS3miLp7tjmnaZIT+A8B87WtfNSNGYhbAQYAPwIKNG2FA3h7+n9iIgGKwDP/yL//SwAbK+MlPftKAVOoIE+7v/u7vDGhlYgBSfP7zX1BY+Oftb0KJ3//+DxgDlZM8yg5YCJDqANBb3/pWY3hhFGGRfksanNdcc41l8H6hAEVYotSDcN1/+Zd/MQAL8IoM27Au0Rn98pe/IiDwC2ZUAUMAdwHFWVBoHxi/Dz+8ylhsDzxwvwFGsCvf8pY3W9kdNPdJz2KFzAH1hOkIiEG4MgtAQ8NCWxiQFXj0kdWmd8k9GRv0F21p7En1L4mmkBuAYQtwuU96XjBOo8bjEzbGALNo+/e8570WTs1CaCd7ctI5AZX7ZwAgIDLyCQBuAHeXXHKx6n++hapwIstvDgEo11NPrQ1rxNYDrASYBgik3RjjAPvU5U/+5I3WDjCIYe0CngMiXSbmKQw+gG5elHWNnKVPfeqTBkABGpMQjrD9jRuixitsRQBYxsNzxbjk1BgmLcxJQLYmga6vlsQD+rBIJgBE0c84QSyiU8QQxvk1iQzTMCLxtvk+AAAgAElEQVTzppJLaNzAeH27wPjZAqq2ixX9b//2cetLRNJfJ/CQ9ubF3HryyQ2mBQoTmc0Sn10igPtGtRtA8sr77wsXv0rv6X3amr5HR6lO7JQIKJKYDl0lOYGqA0DWx/W8ZgH9zK0PfegfTTeY8REzy98WfnHbLcbUBEzjnpwoA2LSXzgYAGocFsCIp17MC7cN6eaARQp74vOWOnE9hzOw0Ol3xjIyBH/zN39jNgBnKv/CCaKNAeAoP/UCnH3rW6+yQwbmP22EvQAUffe73605c56VCY1a7AzsZvqCEPdYDmkoaWx42BL1d11rxqdlaBVoz5iBcUu5OIygLmji/k4gKuOH97AJAO7PetazzHlingC2chBCGwKeM69XrFiu8T9Cc+R+s1ffkHQAr5e//GXGpuZZ+Q0D7UN7ffzjH7fEecxTDnP+7M/+3PrNk0kBtML4pWwAk+9617usLdCwxYZg/26U7AdyMNQTViwSJRyy0A436QAF6QtY5cxr7ALyKvQhNhBAH+mCxx5bbdIP2BdfJ1x6g0MbDiQcyLakAbKRbo9SB8RYD+pH728HWjkg4TnYEurxt3/7fjsQoN/Mwc/Y0f0BjHnHJT0IGKRl9qD1c7Cf4W3I7zywwHupk57q1JbaiFaB1qHorWPnGZVsKioDWIq1CbYasHWUNv9+qEKkVQRatUkXg4+yd3bC4IKtpHDMYwBojZJWAkZln5296uu0+9l+yPhLHZL/6re/C/do7aifPEPRKIvDaac/U3I0DWE6UQ0CA+q0tkyVlv3epl2hWYmtdsA+JWs3SVwEUneIGdusQ/EgSYAgGYH9AlJa5Qe0Ksv6BIGl88W6eubCBWG+fJTpM6YJZBUTTqAEGZVswygNV4AdQBrK64ltR4+OuR2KvCodN3mgtT9w8ngAWlMbb6Cq6Y9GtQZ/AbRaCDzsx4QNZxt5gCMBfcMXaO2rh/djaoPyazxgtoHaCdjqbTQQ0Gr6l9B/9YK92Rtqnhu0pncKjKhLe3Tg3qO2BaSDidqle2zZujv8/nblMbjjLgFoM8UUrzdAr0v2SKcbYXLt+DB70jSBqDPDKO0DWnWw8eTOLWGTgNadYrWOlW2aJBkqGK8LZk0N0/Rv5tFW7WUeF9BKVOCjjz1qBJIezdda+fyT5PtQBhjo7EOiD6AcIvKt2jqUuHXU2DBZvqoBnXoxFgBMY/tF5iph9J36GQ/zVeVyndYoMweArTGkf8ew9275xePNB6Y9DJTU92gzpAEAPd2+Ar66Ljya+lY22QhLFiV/jfsZ25ZnZpqq2A/8P8rpzFjKGuUEOVCrCfVq11Gyi/j+6KGidwpoSs4MWKSeeBo/lP08+S14AZruUhIzA3JVDjRkuTfldiCV8tSSfEtt2aHr8H95Bm3AvfFJJ+jQCbkBcnZYAi3V2eZUpgWcltsj9Xp0DQmx2lWG6Pt2WxQb+z3DIyTx1yCffT8nBtk85gAryjP0HSIacGuHJ1Fawcdqirv4OljE5lavLd4ClfhEcX7GPX8KtDoBziW90j4s/Jwq0Fq8M4/2N7zTmOgw9gDYyO5OeD5gIEy0N7zh9b0Z6511lnY8RoX3mdzpwOB9d3YAu9gQA3DaAiEgBpARcIoNPt8FhIOJBYOQkzuAKZiQhLr75h32EgAim3/AH8AJNuwAdHUKFwBMwPj5KQC/UwAHMAXgAnAMIBmwADAX5i4GHsAK1ttnPvNZaQ0+bAbwqqveZpm1ASv+/d//w0AKDB7g6wc/+EF7HqAgz+K+JBDiewATkdE61ww0wAUMSMA3wB++T3gA5af9qDMgyCc+8QkL8QZoRbORNqTcH/3oRw2EBDyhXQh3BpwGGL/hhu+YrAAyCLBsGxSySzvRrrDcnnzyKWPVwSRlQr/5zW8RwHK1yR644XaHlu8AEn7qU5+yJEs854Mf/F/GsqN96WMSYT0m+QD0IO8X0Hqi9B0tG7r65dsCuWjj3wqMIzz9xAUNCp2ZZWHquD9RxqHFGISw3ABiAY8INfZQEcpg4L08JtqOJEvf+c4N4T8FZL/kpS8Kr1Ao86WXXqx+rzfGL+MC4BY2JYe447VBoH8Bx7jXLbfcauxU7g+D7x3viO3KWANUAugC7IThCAMS8Jc+ZEzC0gT85t4Aqq9+9aX6eY0W6d12X5IP0S4skgC1LM5IUMB0XaU5RTkIXX+lpAXuVz/+WIcZ35X2LaDvQrEYGd84HvQLzgJOHsLtzvZGsxPNHzQwP/Shf7AkY4sWLwr/UyHbaL8SYt6q8L7Nm7cboAdTmEODiy++2ABO6gcrkkRbjJ1XqK0BhGd7SEp0ybPTUHO/zOlCa/gzn7nGwDJA33e/6912X/4modIjj6wSiNyotop6xswhxidast/97ndt7PAZur30b8quc2c3PZn1MB5nHtEe9D3sVJjisL7RGP6bv/lbY49GNnN0iO30GedOfca4+sIXvmhgNmOIQwcAcmwahye0cZRQeK7N0XnzTrDvoy0K0IoEB6BstGfRWXUHh3Kj8YeDx/zqUFK4kWSQFavnZdKCxUnCFhE+BNMV5gH9wQES85z5ge4SSaEYp2j8IocCKIwGLYCmJ3SC0Qq4f7Oxw78n57HO2OrIigBqRwesT4sQh5K6cxgECxi750Crz13a50tf+m9jtHL4wNzGxgBU0g7cjwgBDoQ4EKAvGEccip2sbNIcZHDghR1/xzveYf3KHHZGFYcd27fvMG1j2hq2O3OT3xx6YLNh6l999Tt7EybSzqaTpbI5CM9YcH1vX3PcTtnmQNcipYIt5iCJw6e/+7u/t0Mt5nzKaE1ZX3knxRkAPoZKgbJHe831Zw3GfQe6p2+w/Tpfn12rm/d9DU/vVQVaB2rZP6zPCzv7ia0azJYCZOWHMHWf9xweskyw0Qdojf4qiSdI3tKXEKdIuSoF/4o8w6/F/mHLHWR1f9sZS9hDbL/JPdkh2U1h46YtAntqwkmnSat+2clh/omLlFxlUqiXj1wnQG3yOPkXSgK2SRrrWwTU7JS6AkDueGlIAsa1y77CaK1XYqs66Wof0DrarPW8efsuAbSTwhId/J5z6oowWaHSsL1GkE0JWqQxr8i6w//rdxaXDjDDh6ZNWPBVaVu7bXNgMQ+0pj7IUDFa7TkJsJ8PT49pnHIv+aWGcJkfkoGHJVhN6dq1DzajgWd992IO4JN4e7j/cKwCrflmOmicGNAax6KDrVbfTA7A29k+y0Lg8XlhFkIQAEjjs8MBrdxvRNYfaJTa+BbIijRJN+Nd91v/1Mbw8Ko1tt/t1DVz5803ABAwdpzSYGnnqP+Xrimsb/nxXaMOhNZ97aGtp00ApJiTIqeM0jNmCGSdpshHDpEB57bLl7rTSAH3GNGlU0Aq9R+nvSjjGhAyjpeYiR4wdY8OWJASqEMnNgutN6aqESCUGAqfNQN8aAPKif/n/rgzSF1jlX0c0QJEHdJ2vLgvPpzLBDhIam0FWzSTccFHcyASbdYoG4gElxJ46Zn1qisAZTwU6+ytG4An/QWewL24pyXnlg1ir7BHvjm/J9SLaapncI898kkh6/A8gNYoXVVrIDF7Y/YV6M8acxfgUm1nOraqvyWb0h6A5wC0UmeutfokkgRER7aKRRzzvUSmL+VknHEf03jNkmZRvi6Rg3r0fGtb+kvtTmQdmMD5F5ynaMeZ2cFg1AJmHhNxADGG77jtcnDO9z/poUDe1ytodquXF2yBoj5R6ns7WO595j54KV+86HNYg106BPb98fyqEYgzLKvonY0xA6hCY5TNPZtwwCaYe7D/mNy8LLOfDINnF/TFzdmtfvrlAIgDnoCAD9z/QPi0AAeAIkAY2FuwyTAkGAyYc7dpk8+ixPMvuohEQK8wkBOg8frrFWIr0AJDBVMS3UEARRhV6EpOmTK5FxB2JyI11NSBewMgwVgFyCKE+oorrjSggUGNAcdh/c///Jwx2zgthD0KIMw1X/zitQKDv2YLDGG5JNPxhYX7w2YlvB2DC7sUUIiwbwAogELCbgEeYPFSL4AKjDkLDezJr33t6wJUP2KhvAB+MO5oW8pCmQGJDCxTuwBsof0KgEvSKkBBgNZ//ud/NvDDNE417KgTeookNgI84R7oPBJqC/MRB54+dQeMdkBP9mMf+5h9F1D4//yfDxtgDHPNNGUFMq6RFiZhyiTyWaj+APijXh62/Zvf3h5OO/UkC4+H8TplykQDw1PAjbahD2lbwt15thsS+7ecTBIRISlB+31B7f/c514gUOsiAXhX6H7KpL5la7herEcH8JctWxLOeMZpBuACctJ+MPAA0Lnn+973PrXrn9qiiTQCbcd3WeTf8pY3G4ub8jAmaVPGDH3K/IBJyAHAa197ufR/2u1710giALkDskK+WNqZ9CfgDyAu73MvxvK5554jzbQ7wg9u+oHCxa+TRus8YzYC7p6g/mJBN9kEOUecro4RS6ROQDgAnZ9k/+///b/C3bpvQ8NChZm/UW3wekvm0aY+3bp1h0L9P2IJuNCEuljh3gCtt9z6c2PeArYCrAHUod8KIxz5DtoB64SzwoYIh4cxwXcAWreKNY0GJ8xa3l+79gmBmNdJJ2qT5tBkewYHH4B5yBvA4IRRCbDG2IHByYEN/cApcnxeDOVM+5w5g72g/XiZg6h5AWP9WvX7FvUFzMv3iv28QhIGzrD3sCbKFrO/brZ5eL3kGRjfSHPgjAH8McYBhZn3zC8Acp7Hs2DiwhYm/J1rI5MySw6g8jB2+D7zh39zir1XYwAGEAAf+sXGfCcTqZwwZAUeeRQ96l+a9MRE02h9voXhnyagFCAVmRJPqIaTzvji8zPFaMcZJ4QfeY477oDJP8/Y2IwZQtHcdtNmvtkmEoADEkL7aTvG8nvf+55eaQDqdO21XzSGsB+icE9sCXIt3BMbhXYs5ca2XXLJpdZeiwXuMwdgrHOQglYun3FYQ5vgtD4um4AzvFBMZpz8Tdrw/+IXt1qbrlx5n0JNT9BByUtkF//aQPvUYUyBA8pJf1rW2QxMt42j/qOvYKl9/RtfM8CYZzPOKA82jzHAwRJ9xJoAgA0oHjceceOVslpSsNrXq8F2Rgo7SxUWKN18puMlvR3v58OW8iwIv09/QHQl9TloY2wbXusg/V8a8BpL6s5TpaBL0eYbqucULddwuf6I+3uQKoLNiWyeyPDp0y6NMqGmSWn+ZiyAneUOY0ar+2TOXvV5aQlUMn1r/GEOBpF7+tUvfx3uvOPeUKNs53NPODGc9qxzlKBqcRgjfwINwglac8eNEHtr9IEwcXRN2LZhbdih5KV7Dihxrb4ziqzX8rf2ijnXKmbXzIUnhknzFMmmhuL9dkkuLCNh7YITwlKtR7UChwABaG+wlpFa05i+HFobK1DtzVoIu5BZPaI37Lr8AVDpXPxDBFqtVSG4qDMAFVPc1tiIAK29YG1fpAOXjpJ0wrHEaD1o2lLVFFU+AqCVsWx2hMP7jCXogC3tZ2ughjkHN/s1Rw4I/CLZVWQUwt4WO01tDcC2Z8/esEWJg+9WQrqtOqTg89FKIIdvXz9KhxT7xfju0v00v0bIF6+dVBc6RyqsfR+g4e7Q3SGwVXNxjJ45UfMXP3y0DkRgqD4h4gDkDySedokgZACgyuDgKH6QyQqoHhYlpx9kPCBt4LPB4jQdVSQ+BEhSXvx/O9iR7xhBZpWPxHaZ7xR1RmNduQb2JhqtjC3aBdKRAZyZHqsBrRnoCzDJvw0UlG8LCMpvY6fqHnzfP5uS7QWppwOt7IPwibGJ7KdhwlIO9l3UBzvIQT+/8bXrREzgfQBQWK68YLpyPfXg3k2yfSnjlb0XwC9tQfn84J/vIslAW1FW6uKf85mRBTQOPAGYs3SJ0gLEZo/BPfFfAco7BbTuU/khi0BCIlk0e2dINwtkW9m30KaxrSPQyv2dgOR+WHqI5AeL6YFS+Va2euWRtkBRn8j9bgP3NX4cZKVvHWAt5W8XfU4VaD3Sni3w/YE6B+OE0SasFqCRTTgh4wCtsP8cAPPwX/72hS29t5+2u+4E12H4YTCuVCjTP/7TP1m4NidsMFnZCBu4okUGoIvQ/VYtTuiR/PEfXyiA5kWWdIrNNADtZz97jYEhbJwBEnCkYbXCaALoAFybrQzg7ph6aKo7XYApOKSAiIAsgKWwApEnoBwYcIA1WF+ERxNeS/g+QCvgJ+H3JD/COBNi/o//+E+9lH3KAkALKOc6sh/4wAcVNjJNIMRuA/QAMdBMBZjybN4YYa5HBoD7k7kbcA5wA7YZofGEwQNeUT40Dkk6dd55zzHgimRB/65s9PQNgAMSA5zaUR7eQzeG73360582oBUtXNinhAzHcOh4CkmduJ7+gpkLWxWtUe75r9LqhHHqSWp2qj5rlXzpIyorAArA35skHUBIMIw3wN+f/+wWgcLPDX8sQAtG3JyZ0y0BhYePePlodwddUl0ZM0QKZyerJUAzLEpAXNiYL1Xbv/a1l9li9MgjjxkITbtSnze84crwcoX3k+GcdoWF9+EPf9h0bqnnX/zFX6hdr7YFmTB77gsQRDkAoEl+5nqxgEcwWj/96c+Yhi6gPtqnMFQBgQGA/+u/vmTsZ8BsFk6fK4TNA2CRCGqhwuwYsw+tetA0YZGYAOg/88xnGehLqLhpOKm8bP3oA3eUAPQIHQTERKrivvvuFai51PqQwwrAKADxLQKcP/qRD5vjBQMVdiVlfUzhRYBjSEyQIAxWLqDpKaeeYmAh4C5tzb+5D1q31AMZkY985KN2AAArlNBs2vM+acTCJoT9jY2gzbATOEIc0lA/AEIcJELLKeMLXvBCC2unjDCLqRvgJ1IAfiBAOXAWaCcHfvgb1vB11307PKgDCjSMXi+G/TN1oMCzSa7GtSSeom+3qQ9+o+Rl3/4OQOFtxhTGacFZ4ZnYhte//nUWns+cj/uSuLDxfMqIqD5j1Bc+N7PuCPrJvh1O4ETq+2SIZbwxjtndRJ+/JtwlqYJbNOe+970b7ITaNGs1dp6l33wHIB+2Ngdc2Boc3ve+972mG82pO5IgMOQ5qELLF2b5ggXzrX+chejAIe3NeIXRCtBKXxGqzzyHAUvdqRdsdQBK7okt4XABAJ7DKu6FfUR6gTlBu2DnmNewUZnb9D+MVebR85//QmPJcLCAXf+OmLBIScDUh3WNLhbA/Jdlu66TjjT3eNnLLgp//hd/1gt+Onjg7e22Ol3eXD+N92CosYGhDjBa0TdGsoE5jUwHLPIbb7rRgIUzz3yGRS3AHPeoC+7PnOHlEhD0Le1Fff2zcpfXgdbWUvcp9Z10o1gpuHC4Mh/OAfcTdQe10zHPv72PUscvD+KW216990629c6S8fmY/ubfVnbb4BaFArLvFizcYLR/wSIM68srGfND0aZwNwD4YCsxZp0gYMCfDr584yo3x14WXVtQmzM/Ngero3wj5vPP5x7vY+uxV/hjrM9Eo0FEQDe/o31/aFi0VGvMuaFh+SnKaD4lNInpNUGH3BN1CFjT3Wo/o/TT0bzLgKGe2qkCjUSkUPKeHWQ1l2+kHN5h7jJFMQlQ3ScAFa1QcanChc95Zlh0wlxpejIxI3jX2SEQR6DqmHFqUAMFFLkkEGYk2dN1EOx6oSNhZxZ8VTpuigCtACywTYu8RmYHf0W+UymjFauXrotpJE/eVmMnTcYhBR6ziwxstZ+oNer6rCOYA4CIBQ8d8gdy5bRFRf2Zdk3WT/l9Z1pfG5oZedpB0rSdUkZrCnK47+7vAagZoGrh8iR+iixKA2CRCNA82dfVFsaK8AEoiZ1BHxok1vBFDiEEaD755BbtESRnJt+9p1aSYRPqwqwJ08NEga1jD0iuY7RYoAIGx02tD+KJhr0divhrVLKrjlYdTmgPJ9aluI8WOTVFcmsT5GPBYmUvjK/9uKJF8SXbZBfQDIW5yT4PFiayEM7z4hAcPVHAVoBS/EFAQSKweL83QVamce+6tgYG6WcMuqkZy5W/+W47jFSNnVFZGD+s1kOAVoB82ic7CKMt8bMgJeCX094Al4CJjI/p2pvTn4DHHp00foIkCgRa0p7UzYHWqfK72fcZ0Kp2sv2L9hbsR7CP7GvZJzNsiBQ0YlO2L4YBywsQFLYwzFLubZInkCzsJC4CYZSNF2Wg3FHmQCQD7Zn4TkweFgFa6oSMAHsKbCFMYksSjk4tbY6kggBb8hycc865Fql2uhLdzpckGhJu2FKIGBnHwIa2TecB3B8H7dI1o5w5Wb3myFugqE8UD4Q5pOgzbk4ASfG1fMmKPqcKtB5535Z9h4E6J+ou/tbYeQAzGC1ASzKpv+Utbz1kked+HsrpzLP01N1DMt05aG5qEaPwQWNbcn/o8s/LmIP19ePNMSYhT4s2yhgsQCgyny9ZusSSN7FJJikP7CgYoTDOCMsF3PKkVoAYZKKH8ZWnXPug5juAnYARGDnAWRIVAUR42DpJYmDEAbQSzv+2t71NoOjLLFyZkGTCZjGkgIf/8A9/b8CChUKoTgC0XAMwhgH967/+a2NUoZ8FoEeIOqwwACgAjIsVRsx3uR9gBeHOMNIAgWDcAbQC/BDSDCsT4BNwioQ4AK0k2QJUufbaa63PCJF+//vff1BoNaHeJAiKiZJ+nwGKbxXA9y5bKGKoSczqyCJHewImk3yL+gPq/emfvlvg76mmjcn1OwTSrH58bfiYGK0rVZ95ykp/1VVXiSn56vArsTy/f+P3BaxcJ/bgmeH5OqkDbJtDqLoWCmepsfht3brNFlJAM5d8SI0MTjwg8Z133mXJub6lcgEevURANSHNbDZIGESbPaYkRjgY733Pu8P/UJIo2nXLls02Xgj9B4gF3CPkGZY2L8B7koTB3mQBBHQH4GYsMb7J4s73aAsOIgBgAS9f97o3mIj8PffcF74muYvV0qPkWtdd5eSU+cN9SG40d+5sK8+u3Tts/AGak/UejVruR5Ij+pwTWdrkSSWaAgijLQC6mUeMXcByNlWA3jBrL7vsMnMQCBmHTQgTGbATgBG2IWxSFnuY4LAYaS/GI+P59NNPM2YkgF6jTnYfeuhB6wOSCcGeRGaCgw02chxm/Pmf/7mVB81axgdzkMMKykGbMW8BgQF1aVfmLPMK0I3TWkLuGcc4hsy1xYuXWB9SF0BeZ7TSTr4AMdZW3veA+ucW6ZnebO1A2UkqhSwBzgjvAb4hIQHznbD5e++7WwzV9QbmUWY/+GHOM68oDwBcOv4ZDwPZycMZXA/tdM0d6k+7M+eR92BuLV++QkzkP7H5jyPo8x79YYB8Quw51WYsUHZAc1jTbqtgn9LmtJHbVt+QY2Ngcv7Hf/y7STdQDg4GYExjK2C5o6F67bX/JYDyS+YckgQMG8Scws5yKAPzme8z3rk3DGDY90QRIC3DIRz2mbnC+GZH86QOsO7ToQPAJw7ms2SHoqzLBHvO7TrQYEycpwiGl7z0xXZI4szl/jZr6cYSpgCAAOA0bNb1OuQhsuCG794gdvBp1qdIVDA2aXPsRL3Cx84//zw7qOPgKtW2cnYyc94Z/TEpQf+abP31fSVjZrgBrT6GUqC1FKjq7+U3y5W0wUFArQEwsI37mEmHALl51lKZ3s+Rlq3Mx1QvG4QWKNp3pQ7Dol3PsjRnh2CO9xluXxy7H4SaHnrLCBpDvY0sOl6mtyhfGVIC7+FnouOND8Oh705FGi1dulz+WEOYo+iBuUqCNaF+skAZbd71fcKQR+7TYW63okcEEI1hTu2XjmGXdBGlGSnrF9YItHlKklRbFc215ORl+lka5i+cI1sucEHBJicsmBEmab0WFGDSTrStMVp1L2O06gUIY6xiGMQCF/xVAaZdUVun4yZdR3rLAUiaAJHG7ssOTQ3UYFD0/k4GSLIp7r2OIZS7X1ro1KYaXz+9XXzSYV9+uBSTWEXmUzwYi4l1YsIn3o/sbIBBC3kGbE1edl32d2yTxNbaGAMUjEmPjPFtF0fdx8gE5/r4PfQi+XyUQKf8a6ADw6JzmvsftN704hIp+nowe9fKlDVsvKrvWk9m1es/ZfICltiKSmbXW1cbmJ5928DGvqRZlAlg7oCAUA7I4543K6uBm/pe1p4tIhrtlI/NIcauxr3yyZVX4gCZ5zWPNf9qFc4/Gkbr2FqF+LeE3c07NP826AyoRzkcJoS2nY2hTuVbJv9xLL6f/o3OapP2f2jh3y3f6kHtC8gN0S1AkKRROu7QWIjRO+yxOmDGimnqkgA00D75PKbnKt+daMMY2RgPcmBjRkZsHLO0DwCkMVGJ7jLQVLklBBruM4B5hOUqYOyxF6B9AScBRK3dOADIQOuurpiAC8A6hukjUaCEU1l4fGzPyHDl3oY3wCJFZ1vfYd+LH8g8YA9Vp0gmov5gr0IWGaN9LaAydhLQ1wBQy/lBZ8ZyHRQplR2aMK57qDdzIJNDtFlgwDogqspKpBXlBYw1bVjYxy1GFuMzngnYu5cIAOEqaL7G8me+pZ5VN7YuTBez9myRXpAvu+CPLuiVPTTGrOoOkO/mJuNtHDLXSr3Rnw9X1peH8KJK7EAlxavkYGcoylZqXXJbd7gyF62PPSdrOA5OjufX0y4dMNDAYcPPBhXACmAJ0I7Qd7RA36CQcP++LS62EGMM4qLEBpUNOhMc9lgMpcfgxGsx2gCtDz30cPjYxz9miZ347D1/+p5wsZIaLRBIB6i0adNWux5qP5qfIxBnJ0RDz6F8GC+etX79k6ZzSmIbQCfAVow7ICAsK9hgAEbukDjoy73RYQRUA4xwjVYAKUAnWGI8BwYjrFRYpJSLEHvAHZhTANGwfqkTIC3JrgAUAIq4P5t/WKkw4wAoSERDxm0ADpIuEXILOxNAFA1WTrJIAEPdVq9eY1qrAKoAeimjFRDmk5/8lN0XxiVAK0AuIBggDpqKhEzDooTBBpNy7tx51gaPP/64AVwkt6L+M2fONPD47W9/Ry/r1ZMtuKZxNIwAACAASURBVCQEiaxgtRFuD+MQRuL55z/HmG8Ae9vkhN//4CoBcZ8ND4nJRqj6VVe9JVwpGYbHVI/vi/n2RYHVJ4glB/B9hQC/EwQ21mrx8CRdAIrr16+zxZzFBsadJ85xg8NvFiwE5QFaAfgALtHXfJl0WnEM12g8AYQSps333/mOt4XLXvNq+zfgI+MEliWgMQARbFTG9VSNM8YP7Qd7jzEP+A0wg04mL5h7tMFXv/pVA4roS4Ap2KS7dzWbPADtRNujBcSLsUeCq8UCsZYvW24gT0PDQiW0mmUMTABNkm8Beu+UGPupYpbS1/zw96OqB58BUDFGSVyGY7Nq1UOWGIqDAMBSQswBKikTc4DxCqsFKQf6kUMSAGUAJ1jq/l00iRgny5YtNYYhp+SEHgL2Abwxbhdo/qH99PWvf8PGGGMG5irPpVyE8zNPGPOEu8OMBASjjXkWwD42AYAQaQGAMMbizTf/yOYWIVCMC+QPUhY67efhnj4GANXuvgu2/X8bYxNGLsnQCIsHaGXtiON8rUDC28K1Ymzu3Lld7yGB4JInnTbOsEuE+SNlAEBM22GvmM8mfK8xU+RVamPvwv4cJHBYA3AJ+ExbASrDkIeBiWwCdQVcj8nFfmU/vIc9AywHjAcoZ67D8IcJ7/IdjInoN8ZEajDi6RPGKnYGuwdgiyYqkgb0OdICX/rSl00LmvvSFsw92PXMbcbGr8UI/uEPf2RMVMoMQAsDGKkWAFgOMxiryL4gC8LJP0zlBx54yJJTkYiOU39s4ljkKEz+Qyf7ciB5zvOUTfXMM59pLApe5QCtgAtIdTC3OHghYSIRAr8Q+xY7/BLVEXsA0O8MYiQjLrjgOfY+deO7KdjqaxP9HjcY2Wagd7NV3kgYaG0tdZcq0Hrw5tnbg9/uSJZizBZ1Mn1+lNeTfVdV8pyiz6heP3ALFJ1bx1O/RXZhTICCnxP9aYDWqAfJvzlYwnfB/+tQVAdMrrNll6dLqgm9xmkz5ggAGB+T9Ug7cr8OWmvBpKD0divhI2G+NWJ4tZGkUskJR4wOj65ZG55U9MxWyVItO2lxOPm05eHUM5aGqTPFuJMCy8ixgADY7jGZIMDA/TjUVxQdNx7tkB4kHc4OpfXp7/DJr0nZp4cDZPtto0xjz7VEuY7x4OSINBqBegNETSBvhICh9JUHnw95ntwJ1uguHVp3dcHgxBZHYKm2lkgPhl0EvUwHmWehz5mDigcdaD3CwdQLsBrYnMGw+u2h10Vun+6LS9ke3yt76D4am1s2NoVNG3fKZ98pv1Mh85pzYwRQAt4BsDW17g47m7aH3Y1b9Z7YndOnhM5djWGc2nqJ/HWdXFgfzdF+aaR87mb5bLdrj3P77XeG+1beq++1YDVC/ThFWinpHf0HwcLl/fCB0mTV+KsGJMqf9MPvKPPVkWmn9iVact1893tpvR6NE7jQlD2yZeP+3wk8JnOCvIL8wEiiYfwqWZ5pZ+8zsgMSZpFggWasPtM45MVzPPkWbe0gLr6rR2ASRYYmK8BoqyJfAVspJ13b3b3PCA3mi+oZBv5mCX+5t4Xz8wyLgojAsqimxngl6tblIwBUbX+g39H2xZczn2EC9+0FIH5EyQOiUa3t9bfNI350n4UiuJwuEgq+6xlnPMN8cy8H9/T+KDIW/dq8LzVc18SiNrqStvAxVPS7Q1W2ouWqpD5pXYbrWKikHUp9Z9gCrSmqDvMPtiYZymFWsYkGVEInFANHJ2HcnLnFpj0au32mgwhgmLIRHWylQZADWCMHjrBVGHdPPvWkaXpefPGrBJw8O4Kx0n8am4G00Yjp5F5AK+AtYbVPPPG46QgCQFAWQDo0DgHRACQASmFeApZhfH2Rc/Fo6urJsABL2XjDDiUpl7NgASJ/85tfG2AAg5Y6oScIQADAQYg+IattEtcm6z1A6nwBxZQRRiNh/LBSqQ+A1XukJ7lYIbS00ze/+S1LNAO4B7gE+PHGN76pN2SbsgG0ApQAbgCAkC0dYBKG47/927+Z7iUg7ate9UoDuDDKALcAOTjcLCow5gC+0FQFoCCsnWRigDmcvpFQCBYl4HEaxu+ANGUnzB4mHsAPwBp6mBdKG5Y6wz5dLQDzpz+/1RjGm8V+ABy/4vIrxSR9rRaJkRYyTTs0imXIAkzo7gqAvcULrS0ABmFosrDBoAQwBOSjrgCe1It+Y8GkPIA4MIK/KiboFIWKLBEbErCnoaHBriEBF0AoeqIkGlq+fJktjCzIJOdZJz0jQHMWPfoFIBW2H+8D2JCojXEMA5O2hcHH+IEhCIBJ+wIgMg9gQ77mNf/D7nuHnBvC6DkBtQMGtJbsZDsyOtAJ4gDgRWI/871p0yfbaSyHDTA7YTdzAgvgxWJL//A5bU47AxDBnEazmAMCWJ3IX3CKC5uVRG6Ad7ChYcoC5lNOysL4AshH1xSnifZhrCCNwXyBBYrTEzWVYjZj5gNMUV4wGmlz2g3AFOY3UgcA+AD32Avmi4df03eA5dQFtutmabjy+9nPPsuAcfSDYc0j8wDQSt1goAP4wtLkPrwohzNasScbN2wy1g4HEPQXIe6vf/3rbcyMk9YVGnC098aNm9Suj1u5enpIUhXBMwvjEdC3e3ejlQkwkr6nbUhgRpndyS66EJUCWp3hD9D68MOPGPh3u5KU8D7ALvrKzH9O8B3YxZYSes8cpS8Zt653BQsb2QAY5YwJX2wdNKTuzBHuwSEUc/bBBx+wMQAwjuwDurx8l7HFuAOI5Tuw8bE1AOEczgCOU4677rrbrmV+8hwkG/g3QDkSKoTpw3oGLIal0NoqnUAdnKAPTPtiOz2Mij5gbADWMw6Wr1ii504yu8CrHKAVJz2G5cGe3aD5/m2zT7DYrxCz9qXSfT3vvHPV3o/aGL9D9qteoWannnayHUwxt/K64g6Im36Wxn+6aSqy8FfilA0noNV9AN80eN1TUCAFHUrNkUraoL/7FJ2DA/XV0SrbQM+pfn70W6Bo3x3tsXP0a1T+HR1ohaHmybBGW/htjR2Icbj1k5/81Ow9fggbdtbU2UQS6DB8zJg6ZTpXkk0BDk0CXzoFxMqIh3odfoGZjdB963TYNUbarGNqJlj4/57WdjHvWhQO3G2AzryGeeHExSdIimBOmDRN69UEDjb1mbHLxawbkI9Zfn2P5pVFx42DlUWAVrebQwW00j7OTSL0Gp8zD7JSJtbj8fLpYNClr/KAVjLUSyO0Q9qbXYBHCpMW25JEtpxZOzkZaTcomzUai/nXsQi0uk9VVAphoDEQQekIijsw3tzUETY9tT3c/vu7QrsOPybUk7RXe+dRCt3XoUpTa2PYs7dR7FbJbkgDebSkBkaTOEmFtLB30zkNtu8cD8FHfzwsn/7ue+61HCfbd2yzPgwHOkVsif69HyYTjUSZeA+bgk/EXoI9CHsOjwCz8HZjl8Yx5v6xA4Du9xLBN2IUyfAi6YpDdw+7N1BTNgY/00FV9oYQMiYoihUgE+1UDgbwhSfIXxuhMesALcApZYxSXjE3DIdH+MyE6yOLAAMWKYX6TIOfvWOb9peRURssWS0AqyXLFphNfdn0uFSR+TxEDlBPkgCqPK17W2wfB6u2VtF+tB1SCwCsMXmYkhYrkoBntetnssgwcyWDSA4JSACArnwXRjntSv07tReAoATzdoL67EUiLl0iIgwYi0eo4V+neyAnUvj8Ktc/PVaAtaI2utL1oRKfYKjKVkmditbnWBkPlbTFIWvP050Mq7+B42GuGKanBH4C5tx8848NXMIoEaJ79dVXa7O+wIBMQDLYj4TpwrAzPRNdB7CH0XBAFgOWgq49OlliI/4jsQfZ5P9awN8FCpeGpQUghL7hKC00vHAguffEScq0qPdZUACJAIABBWB7ErKKEYZ9+4lPfMIAHQAJQmsN0MqAGwfsfAF1UJLQWd5bseIkMQbfYCG96MDCBgRkQLuTehFOyz1hlGEIAWi/Ja1BkmTxGTqYgH2cyqE9+WNlCAcAoF1JJkY4/UknnWxgD3IEsCsBUmKyqxcKSH2LgRUwVQFjYG1+V+GwAFuAQDBP5ykEjAUSXVnAZsATgCJPigNbFtASkA0AjboA6MDYpByAHjA7uc5DkGGjUQYWAcYGfeXADe0KsA1ACxsPsAhWI+xHQDuev0VsBxitAMBtWgg5MbxITFDYiwuVQGHHjp1WH0Dl9evXG3A0XXq8s2fNsAUqhqb0GFhDORhn9C0OAGOMMvmpKO0O45LwccBb7oVDAGBKOyxduszY2PfI0WDc8L3xAjgByQmHAQTHRSU8nvICTAJ0AWACjpP1nfbnRd0AcAGV43O3mg4S4B1tQnvCqKTvAFofkBzGT376kzBt6jQDD40lpxAWWLgwT3eKgYnD+0cKzX652ufMZz9T82iitQFA5qpVD9u4sbCbTE+IMUsdYMKedtrpBhpTDsBNxjtjj/EG6E34O0A1+kwcYPA57FrCV2BpEzJOkiqYnUhIAILBcGYMIkNBP+D8cKIMexawjfZkvK4WiOUJvWhv2pp5ji3YJHCdzzkcMB0itRXXMBeYF5QRbVzaG4APAJt+Xrt2nYHF9A334TCB8lN3O03Wi7q7iD/jslEA6fr1G0wi4x7ZJZws2LwwdueIJQxYOFoOKTIOMHyYAyfMn6uynGj3YzzjQGEjKC+sTMoCo5V5QJmL6nLmNzCuXR1P0qNzjaMKyxQAeM2a1fYVnFragjqbY2oOXTwhZyxSftqM+U6Z6BMASoBCwE4cxhSEdoeX52OXYUQznlxSxSVUsCVoYtOvAPGwpnm5Junpp59h7cC9GT/cIx4WELLfZeVBI5gDGA56rr76ndbuOKHoKHu4GUAvrGbu4cAmZcM2w5xevnyJHcqk61E5QCvPwF4A/iIVAtP6UUnQkIyBgzKAYqRm4ph7yp4PCD9byfYWLmywgzdnFvmmgXLRHg60VrrQV+KUDVeg9RDHJQs1GhygVU8zOnqlLV/e9yrpn6LObHklqV5VtAWK9t3x1G8ArYSy7lNoMiBABPQANEbYOkqkzQ9/eLOFDpMMkwMl/IX9um4EYa6jx2pjX08wuYgO0pKU/QR6myifyHJ3w25VSDjaj6P2keC0MezQT42Ak0lTpoe5OtCcNmt6mDprin6UxXuCwAO5UgcOSHoAmYCa44fR6odMpUDTdEzlwUr+Hgqg1eeNA61RLiDqEbu/4aAfQOsYgVlEleT9lN77ZEzOgy7Q5TAAAbBI8tkltiVjLTIOyeUAq9WBVYy2wNZ9VaD1cGPAx4uPL/6mXXftbA73r3xEfnKjfJB9BrTWjBwtiQ+Fmdcg7ipAT/OenBYTJgqUlK++v6MtjjX16yj172Ttp9BDHanDkhb54E9oD/jDH/0grJavuV37r7FjCFfPwt6znCr4pOz1PTcDf+P/4AexJzEdUe1F3MdMfSYmvSfCygOtLm8RdU0VIp+NPSQ5jEkr+2WArQBZ9kNjx0aWLc8FXHXtVIBbG8/yOzlIQHagQ747743VHmG8Aa1jDOg0xq3uMVERVhPkF1Mmxq5Hp1FegFaAX/xUxnAkN8QEq4C/7NWM4WoSLRr/tleQfjXyAPLLAVcpr/mMycEFzzbGKrILusakC0zvNjKHbS7qGZbIS9/lmvkiPCyWH79c+MW5iso8SxgG4Ksf8vsYcZ/dCTvcy/9NGQda444VYK3o2l7Ud/DrB2qvUvcdqrJVUqei9TlWxkMlbXHIfmW4Aq122qIfgA7ApkcffcxYS4BasMcAJGCPEaYLgMKLjTobbkBZNvRsuC+99BIDqAADnKXlJzQYbYwJoU0kUvnud78XvinAjBBU7n+pQvcBDQlX3i4w6DaBe4Tgrzhpud5/hoFFJGhBexGDGUOO32RAIpvqD33oH0zXEtCOsFxAspiUJobVpoAvQCdgKMxaDCKgG8AsACRgHoAk4eJ8Rn3RLgRUQx4AIOSGG75rYd+AaJQFAAQmJgsXm3sYfnzGcwHKYM3BMqCN/+///YSBdgBTgNKEDaB/Sz3QryRkF+YkQC0LHoAMIDfAKQviv/7rR42ZCsMQIJX7w96lDakvADYh54CNzjI0PRkLexir61YYMw52LkCPZ1unroA0sGE9dITys5jA7gXgJiER11AOrq8he6YBmAiMo+9TF84SEHehwoLPPedsOQFTLUERDEZYekg9bFX77N0Dw3WElR8GBkA7EhVenvzE8RNVjAtgJ2H+tCGgOAAeodSw9QAOqTfgLv0I4xiQimsAKmEtomFJWXAcAfnod+rImGDM8gyeB/hO29MG9BX3A7xDBxVnBF3Tk08+RSyRZht/gMlcHwHGncYsBJj60Y9+lAHrTxkLEwbyG9/0Pw0AdQ0j2pL7AgIDfAII0j70xRyBRBwYAFh5H/EZ8wowGscBljV9RnvAeuVUmPFOOel3+oVrfDF3tiV96Q4iICxMRoBjErfBXubFM7AJznrmXgCkPm4I4wdYg2E+eTIMGpwYZS9WeQHEHMTHmfBs8H46DuhPXRi3Dk6aU6I+MPAuO0mnHFyHw3XrrbfZOPz5z39myaQuFCsZluz8+fNUhgnSB/2q+v8OK/eLX/JCJeh6eW+YPXUFwGQsI3dBHyI/AGiODXBQv6ix900OZY/zDG2svpeDlbQj7Uwbul3ydqV+KTuV8rsUyzidwtPPvrj6ZsrvkXcm8uHv9ANjEpATG8XLE6l4Ej7mBYdo9BEvyuVMVv7m3xxQwcwFRGWsI7diutRivMB+QQYAWQzbSCi0Ff0s6ku5GdO0Ddej9ebhh172coDWdiVpaZL8DExw5jhRDDDGAYfRXMaGTJgASwNWAGx4mOV9yZM8NMzHXzr/nDlftO/9+kqcsqcDaC1VPy9HOq7S6/JOXcpyzY/zou0XQYO4eSv3BcAwFK+izuxQlOkP8RlF59bx1G9Ro5Wok8hS7BIIFv2vHjsAvfXWX2g9+41pxaOfTbTJfPnQO3UwybU1SsozfvxEgQZaT/U34Eet/LYJYrSS+apLPsBI7q1QXVFYw6YN0mXdujPMmDs/LJEP9Mwzzwp1IjvUos06XkCDwphHjKZMul6v0TUWSz4sh2XRcZPfjJYzjlKb2Z9dpHEcrOLf5dw336ClEgCmgKsltkp+eIaBQwbK973SOpZsH4FynWJYwgjcI2C+Q6zmA9JfJ6lkJC6QOZ1EUJyNRTCwZt/Bz8jXsVR9i/ZNpe3W38As5UO5L3y0Ga0ly5AxLTdv2RWeXLdJ++xNGhejjXnOvB0vFjq+WGPjLtsnzJg9MzRu3hDamxsteguN1nHqD2HgFrVVK7Yxe+kW+Zg3fv/GcNfdd0q+abX8LTRB4/jrREcVBrv8T/xArme/wf4G1iUv6l7qQDU9SDikPzXWYOLqy3ZgCpCKnXGGK+u1+fKZMC7fRycSWS/2NDBVATXxfwFbAVdhqaZMbcBLgEpkUepE5qBNADijn9zZu2/Fj3Bt1biPJQEuetZR79STV5EsDKYth/Tsm1zagHIj07JftpF2NtA300IGiOVz7kM5XbqDZF3stTr0M0n7TaQT2FN2aP/Z3r5X7TDK9kfgImcqXwn5NsAn5syS5nW2F3Df1MqZEJ7ok5RU4fMm7aNS4+tYAdYqsQOVLDaV2NyhKttQ1OdYGQ+VtMUha+VwBVo9pIECY7QAfTgpZzML4IcRAQRjQztjxnQzxoBOhLBjoAEoAcxI4ALw58wwB1f7TmW0iHT2CEjdoZCJ3xvYCQsTQzdN4A5ZBgHGMJDNAgc2KDz0RS9+gU7pzzNtQEDdbym5EmAniwXPgiWFkXrooVUGSlEGTvVNN1CG2Yw6C0D24m9YhDybbN4YWNhihLUDUAHOoQ8D7Z+wexipMN4AWZ1tCMi8cuV9BmgCOtAGME5hQpJUiAUNYIEQghkzZgpcO9uAOwwoAC2AIIY4Ao1nmB4ooBrAFyG7gInUh3txX4BeAGTKDpAK0NAsYXWkGghJJyybz1mYH3nkUWO8wjxzoAawgzaFsQjo2NCw0H6nobI0jwNC/KbtHHiCKQmYBgOOcjtzj8V+vAB2MiS6owfzeNHCBgPqWNRY9GA+wmglXL1N4dv71b7UDa1UysJ3pooNihNA1s6oB6UwDbWXg1gOlgPsof1JgivGDX2yTBqoAJyMUwBOAHfKzCJMn3DvKTr55Vr6m8+5H6APz+bFePbkOABEsKhZGGlz5gQgmTO/qT9tPVZi5rfe8gvLGA8QC2hLXzHcqAvPv/56aUjq0OAhAcCElgC0vvktb9R4WG7t6AcAxoIV0MmzHCijHQCEPeSHMjvj050QX5T5zQbMdXb5Ow1Dcc1kn4vR8YpMZneiIgNTYTbZM11TKt0kuCNmjrzGCM8kJN/BVdrSGZLRiWJT2Nl7T+rpc9JBRgcm3fl1ZyPte4CzTjlMSCaQGIoDF8JyGGcrdMhw3rnnGNCGpAdA7HoBqpdcenF445+8wZwcngWQDUv9t7/9nbGfPUkUoGEcf/EwyNml5Rp9L6eHYXGPlL3gfew6WC6L4P3sc4/2pu6lvu9lcpasJ2xKQTK+63M4TehEPwNqA7Z7W6fjxxmrKdjohympHhfSGrBc+S7tzgFTnKcRXE0TSViSDjmm0fZyeBEz9UamBBs0HHLYWbGVywFaH171iOzfLXaYgA3FDrImwYhGNgCbD9uLZ+PxoylnDlb2DNo3srcjqJ0yj31c50HqImOg3Gv9uqcTaB1ww51UphTQWqquRR1TG6uZ/bGxUC5gUwVaiw61Y/r6ouOqkk3VcG2gaM8BNSELRM1BIslgsP5ctvCXkgzgmhPmzbcDdHycEWLFAdiQCZyD7nFjsftIAwksFSAyGmabALJ2hcc2C8gRlCCgVWG57S2KHGkKrW1KTLpkeVhx6unh9Gc/K4xWcp4RsqVCVcMBAi+UN6FHGoaAwILdzL4Px1fRcVMuiHE4+z1Y7VByTGfN7uudRwV4PVLQrFSZDw+0dihqiKgzmH41JueG1jpAK+vqKGO14jvq5xgDWvNrXx6EKGo/8u1Y6vv599C+7ZYGbpvm2i7ledi6Zaf23A9pH9IiWbSZ8k04rGfvIea4flveio4WtXWXkjxpLycWK/3RI9tgIKYUWdkDctgNyHqvDsRXPfyQDlwUVaS+Yp+Fn86eHWCV7+D/+ME70We+x/I9hvuQjKOUqJT6nNGPEzu1boL9Nh8+W5/dF7Ukcwq1xx9krEb/H21USaDIL/R9EMxRJARcsiAdx3bor/sTco90AKCrM0rx6djf4ttaaH/G1I6RtSKlKAmg73MASS2RF9Jk+IOwV7VvdG3WyFqFcRuB2d49KOBvb4IqGK7sfaIGK/tQ89szMozvuwBpaWOYtouXLDWQFV/V9xtj8Z2T5GtOjHI/2fcFlI2XEwO8Lrzne7f+7E567WDZpiO5b1EbXemzis5pb/tKnzfY3ytan7yNG+zyPZ33H9YarWwwnUFGpwBmEmIMI4/QZoArDwPlN0YNpw6QEmYf4ctLly4xYDEFpDB2GKt4bwFQEuTnWQBvaAiS1RyNPeQHWLoBbADgAFABSF760hfJQD3L7kFYtAONOJum86LTLUAvFgxYri960YsNwOQ9jKBvqNPwBzQx0Si89tovmpGH6cgixQkfhpnEQQAJsCAJ+UemwIEJBhAAGmH0ANEAozCAaYdZs2bab8oOiMfiBWgCSAubkYURtiuniLQHZURvFrDVk/GgHwkQCKCIYQUcAWR23RzCx2krgNy4UE40ZiZALc8CJAfgbc2yHVI/7sMPfQGAGMOsFaKi9nFwyAEVZy96QjNnJnMtrDeup+zUb5yYjeMF9gKAdYptCKDGyXfd+LFZKHEEYC2kWE7/zl1azLWwjtICBOhL/Sm3g4Iw7+KCEnUrHQhJF1xOG1nw0L6M0gPd1vfUKc1YTTtQVtiSrhPsY8BBSQ/vSFmIEfCMYIyDmP4eZUoPEWjnr37l68agRBf2xRp7SBFMnTbZwrYII7nuW9dbcibCxgGEAWJffdkl1mc4Cs42ztfVDb0vpOmCSp1pE68X1/qpZ/56Bzt9Hrjj4E6QG8QU3OUzC6vJgD8PY+HefvLKZ5GdGJ0rXg4C0nZpm1NPb0sH1PLgrTloWXhMWld/HwZPJ5phcm7uv/8BY8P3ylHogAZm+Gte+9pwo5J5kRwJ24KswkUXvcTsCO0AmI78CAAd7PEXvOD54corX2dsVupCOX2uFFko0vbyceP2gs/cbvo9ve29D73tsCvuUHmb+3d8YXVQNAWE/fkOtFJXd5K9z7xtHWhPwXWewfsODht72JIbRoaul7+xcbc5lcw3DqIcFO6tX6bVFoFUgPg4XhgecdMXD3MITeQFE6MI0PqbX/9GUQhfjg62bA1shLPOPkvaxy+UjV5m8itdpikXs0mTSJEXpJ507FKntH3TjYOzXSthtRQZMz6/899JHaiizlSR56dzNj/G0vuUs2lMx3WRMrA2dMveWiiixgL/5V/OXXUox35XgdYizXzMX1t0MzaY82aoGzOuFX3ZsQFbkb9BLuBWHSg+qAP5ZyqiA6IDpAC0DNvETB0l/5zEgc3NOgRVrH+tJATG1EYJJXwTOWICXJpC467tmk+yxz36TmczgQaKUhoXFi87KSxctiI0SCqqRsl0RGoM+wWyWrC4LuoW0ApAK/jWbP1wfBUdN369j5/+xlG6Xgz1WCv1vHw903rkr0+vLdk+vdIBCukWSM96KhMd2YYaNxAkRltyJSJFoupLzTEmHZBvgzwIUWmfHm685ccUQCtuEr9p5+aWveHuO1eKXLRZoCltrfB4ga0kygJsJfy9XgTWcWPi4TEMZ86wYVayJ+robDeJJPauyINZPpO1a8Id9/4mdPW0m21g7nPgDpFnm2TfIKWwV8YfwjeOB9CKOtXeCj/Ifb/Ul3S/xf1y8x21BxgneRIHWpEIMLtlwKr+bYfuUQcVZ5DPsGPjFX20hQuKRQAAIABJREFUT6Qb/Dl8RMaSH8RTp17AUR/AaOXlJBBIFuyvbH+Ddi17XBub0bcDlKW+3MMSdWXPjeWPfqgn3GJP4dIBvG+HB7qO/AIuf2A+tsrEfaOUAHlDxFq13A+tkVySsWwNGFWZp2rvSRTZEuEip0vOBaB1qQBXkkYDKB9ASiEDvPN+eepTOfBdBVorX2UqmdNF14/KS1f8m0Xrk7dxxZ947Hxj2AKtfoLkLEKalMmNUX5KrFKYjIRGu6Yj1xEqDwAZdffmWLInZ0y5UfPNPfcHwKsdHU/VnTkHMAfzEukBjJWDRTyfzbwBoPOjzigDC6CPBQIQmIWBTT/P8IQvsD9hODloBXDhwImDRnyGRiNMXTRaMcwwY0lOQ3i+A3w4FICbhO06CEo9fAHCsNI+lAeWl2U91PWAqS487uEYkf0YQ3+pQ8pK5FrYdHxG/WFl4ljzYjFydqCD1z7BWBz8Gg9FdrDMgZcUOHHwwUERrnHQlPo5Y4425d7Um2fHZ8TflCEmPuuOSc9Y5BVKwUIHuBKBF7R5auyk1rRvMt3OsQptMYYkbWiM1j4dIF8cU/DN2Y4RsGNhjAArrn7fSX1k8Pniz4kpQDl9ty9bXNNwbGdwujQC5WFc4lwAxvl94iIcT1qdAch3U8afM79/fPPPwq/EsIQlvUy6pqecekqYJZCe5wKG33TTD0znlmK+8pWvDFdccYUW3oXG3HZmXf602FnDlCeG4us0W46K9z1jhDIaeyUDyNKQ+/RQwQG/CDw5o5Asxmk7RiPq89YPXBx85zN/Ntd4WDvz3UHrvj6I5UyB1bzjT986+JoHYPtbQGBNczKNc7lz53YBqbDKV5qEyWaxm8+QvihJwZAG4IAIRn5j8y6NzXja7Sfe9APM9UUKsyRxEux3Zwynhw5FlpX8guygXjr/0vb1673//TPTscr62YHA6PhF4NDbJmVCpw6k2xD6x693J9kPCBxA9/v7ablrdNH3/NvZn/zbGbhebj844xp3xp2NGHVaY6gWGlwwqrANfQnLrLa9CT28ncthtN591z1iiH/HGB0c6GBvzzjjNNPq9jAxAHlsEDajXZsTMnazIXS7lx4a8GyfHz43vL2L9L/339H4zmAAren88zL62HRb4eOlFAuq3HoVdUwJvevUWmDMD7FI0IlO62+jJLPvVj62P5Z8pbh0QFHHNLV55da/et3gtEDRcVVJXw9OyY/OXf0AMx581YbHHl0dPv3ZzwTsIYfur3/d603+BpIDCbLaZHNHyG9CI57Ip5r9mlcHCCNHuiXaTkKN29v3iMG63QCL0NMWantawuyZ0+VzN4QFDYvDZJEGajnA9oz3cgPxwDhG65Z0AF7hOGWkP56A1tT+p2tuOgbz+5uhGG+lbPhAo6tUufL1OOQe6lQivLHNXd0Cy0SMib40IBh+XTxArR0TD0kNYo/npge9BlrHis7po2mPB2qDov2Z+sbuC6T7Ei97Op56n6F2xWeijbdvbwprHlunSMm7wtTJs5TLYn5oam7VHG027eQF86eGSRPHGFGnRfJr+NDzFCXHwQkkFfaS+ERIeNE3RIV++VtfCJu2PmW6zWfrUJoIP/KLQDZC3o69BWs+92Ivjz+H/5hGZ7EPNQmm7FT8kLpBrNDhDOu41T/TDu71XRk32drugCJsVspJ2L3LpeEn2hjLoinHac/M34xFcjIAOAOw2r5EP67hym+PgnQ/vzZLXoWWLWPY98Td8lnBHbCl+Lpgv4DWNqdVbpMT6CKyUKQLP5B3fVb2txnZBlYs93FdW5ixlBMA1WQT1P5LFWWJlB45S0455WRF7M6IuUf033jtn2GewapNcRePLs6PQf6m3ul+rtS4ys/DSv3ZgWzL0fq8EjtQybOLzmmfx5U8ayi+U7Q+aTsX/e5Q1OdoPmPYAq0+uR2UYgPt2ik0AM4c4d+wWgHiACY4CSOxCsBiZJRO7A3/TDdvbGz5G4M0SiFNgFoePsCijWPIKfxegUe87ARKwtRjlcRkqsAoM6zaOPtmn3IBcAI2dQng4948g5M8wEwHVhlYzhh0oMo7k5B/ZAi+J/YbYBVJka688gpjlgIg+mbTf6fAG23lzEZnfRGuzbMd4E1ZbQ6m+AJD27rx417O/nPnLQVa0oXZNROdKWgaqRl4xnvci2scUPB2cSAuBRR8otlCo1cKRjrY40xWypWyv1igqAMLGg53p9hpxkgSmhHLE0+6YbmyaDnIwkkgWTBHcD9d44uGswg9XNrL6fWL2pSUso9x7W3ECSrhGr6I9rIItZCN1mkwoKuNOzuNrz0olN7biYWPNuI5qTPrTFBP7OZt66Czj8OHVz0mluR9xm7mns7gdtkF2Ce02XRJbjxfrMvnP/9CC38BDE4BVmfS0YY8y8FOH2upoXTAOJUU4Dt818eC91seiOOatJ4+tn0spKemXj6/h483P5hxENoZlOm9HbhyAM1tjD87HZ8+z1JHLr/hsVB0OaNuSwiD4pCG5H1r164ziY3zL3iOhbvtUMbV1asftyRUjU07rd9pF+wUByKzZ88yfVZYxdgwB/V9TBRdiLxOKViYtrvbndRBTcFwd5jSdva53+usZk5u6sjn+9ZtjDOe+dzBcmce+6bdAW4/9KF9mCsOtHKdSynwTMacg7b+Gb/dSaRvYpIWDukiq5QQQ0BX+o6MxdiGyCawWphOq7/KAVpJKHb/ygctfNGTc5AIjQM5kmR5W5m2lmwGoCsHNBTLbVhq09ODvTyDuOjCX4nDWOo7A21Qi5bLx4uPMf9+CrR6u/mcLTr+8+O73DL2aPy0d2dSDgp5HCmt3/TZ4nscZKtgvAKy1lTAaK2kTpV8p9y6V68rvwWKzq3jrd/iGh31DO+8405pzP9emcV/ZSwvsl0/57zzLXklWu740i3yqZsUHkwECLqsY0bJhyL1lQ4qOaRCa3O8Mn53drfZ+miEgP0dYcq4A2GJCBNLxWSdpISNoyWNtN/8Oewpp1VwWB1sld9NSHMJFnr5PTu4VxYdN/nrU/87Xbt93c37xqXW/FLrW9FymQ3P5HAGGtsHya/0IqF97Zw+O1+OePyZrckc4Gt7YFGI5nf5us1+i2Sl8vW1f0NrczgDrZW0ddFRme+TdHykz/frevdfgNmZX0UU347tu8OWTTvDk+u1Z2gX0aMLbftu+bQdYU9La2hYNEPzfaxJAJAclqjFBvmxhKA3K8KT+44dQ5TpDAuPh5n6y7t+Fh5e/aCRmZDKIiEqe2eiwZCnW79+nSVKBuzkhb/oe0Dfm7rfny9/3z7ChGLNRvRqrWf+qiXGMrYniaXkA8o3w/9j7x9l9qhbiyWwMhIO67tFQ5Esiz21rIzGIon+TD5A5WPfB5gJwxT9VPaY+Hy+/7KISN2bZ/OsbtlOZ9VSN3xZ30NRHvKLeN26RDKCnLFX2qqucewgc2wHkmJFm2jPJvKP/ZpFbh0IUwRWz507NyxTwmjA7VNFvEGmD9tcLxAcKT3qZ8m4VC4HWt3/9b1fGq3oPhz+ar4P3Ealtiodv+k+qui4Horrh2J+5n3fcus1VGUrtzzpdQOtA/l7lrJDlTz3WPjOsAVa04GIMfMEOBgldCqdOZcCPHlQhI50MMWBCwxsypbs0xCK3YUt7tFpE5tkFgVO6zEw0YGJ7Ejb/GvFBwjjlTI7uXdajni6FBM6+YLB7zyb66fKEA/Qetttt9kJIFnWL7/8csukDZP2cJt+Z5NRFhYsrnVGqYeYO5hKmfMGs9QEoL4p8FLKaDrw5myyNBybZzg4noLlzjZzdib3cODFF0+vq4Mn/mwHbRwQ83bmXrzHvTvVb22SBIAlQWbMUq+Y6gSB9x45BspoKadggoASXtwrBVodwIt9HHVyTTLB8Juo6wj7okOLs5erDuatn6RqgHGyCBA/bpz6URt3wp0BPwkr5sUz+JxF3JmtXu60Dxj7/KTSFynby5iBlgG9VUDfeiUKussY32i1ooOEVhKg3jxp6DaQaVL6kUuXLjaJijTSztvdnQgf/w4alwKAHBxLgdq07R1ESRflUiCetwfzmvlH/WindPx7ORzc9vGVtlkehC41DlLnBnDO53Opa71N0gMPbAeAHQxJXnV1ce5zyr1Rh0CI28+dO9s+Q2d5y9bt2mjqZL67w0KkuCd9jgwHzB/mrM8l2ADci2RQvIousD5u+uuPUnV0hyoFubxty1lEGQNuE1JQ29ssZSUfBF6ZDq/YSJngflo2d7BTm8V3fU3wsehALs+KjAjpARvbOGZmjbYl5kZwNgz2PDLT43u8RowsBrTyPZ4DgItj3TcGD6jPO+z+gLCHtF+JyFb6zNm8DrD3Z/dL9V/+vaJjpr9xlpa9nHFQpGz5Nbv3YCpjTefZvuXcO72maBt0a13fK1vOZseiGowJkrFiLNVKDDvEXtqY4j+YVVWgtWjXHNPXFx1XR2veDKdGY91rFXj6+c9/QX7rL8MegaOLlFfglFOivvg0saVmTJ9pvs1uJeHcLGCFKJDaEcouXqdkWPrdo0MvwAfLvl0vqZzudov62NO2RyBICAvnTJEM2ElhmSLVRsoXB/To1EHISCXUAtwYwUV6ua7ySOZkcXL5kDVr0XEz7IHWzE4frgEPGvsVAK3dSgIEeEoCHyyu9bcAV35cd72mRsCWhoJFIbCuD2PpgKJjoJLB2R/QejhfEpUldEs7kIDT2gfLHPC0pUURg+37w5bN2w103bNH8mjSyVW3hJlz68KESRxedwlYbbFDlRPFPgcobNrVZP0zeuQYy3UCqInftrl5Xbhv1d0mAbhEYevnn3++yZfxGZF2SGkhZ4fUAFJoMYy/TwrM28N9I9838j7/jv6rfD5A1AyE7G1Dfc6abmzTDPhkrY9EK8aPSCVIB4jsAtPUfGIiCTXYuC97LydOGfZgpKrIrk19P/AB8yflcHoEIAQcG7smV4j8BaBolnzLZO6kSQ37lMRW+LC9JAHKocTQHUoS6L6skYii7wq4a34TEYG0AdE4qiOJycAOTtRe71TZZLRYlwtsnSvZQD+QMVJCdmhl+zHqme2lvX09ypS6+3uOraRRgHmAtQq0Hn7mVuITDIXtqMTe+Nwr8t0q0FqktY7w2oEGjm+0nT3qjCXfbOcZL9wvbwxSZl46+Xvf1/KNAxhDUfo0+uJpTdykm3+Qba7s1ApWkr0ffwzkyhKbuGHl/Twz1wEnykmdMNacBn7lK18JN998s7RnV5mRbZDcwNvf/nZbhAghd2bsQJPTWYD+bDeo+cXJgRjed0akX5OCrOki5sCYLyB+nTPTqH/aH/m6e9/w28PKHVDwezko4lql/O1gT8r2Sr/nzoONCQEfnVrEagWIc88OE26njlrw0AGjr7PEN7G+WijVx6PIDJkwe53dShg/izXMQy83INgYhSDXSfx9TLYgWlbJbHFlQe1b8D0ZkFZXgaxB3gz1cCae14nr82xNby/vcw+Pd+1bnzterthWApvF3IUR0qQT4XYBfLQ1kgE+FkjCRdIyWCTIZuB0EDYDoy/VwHTALW9E0xNOrnF2ppffAbeUlZwff94+Pm+8Pfx9B+X4m/t4Hzu46qB7fj74+Pdx5J87gJPahrScXnZ/vh/M+PjLm7legEjd6vqegG0GvGn84XhyKEN4Ok4c9gVnqaMT1nsEZh1YdOZ5euhAP/By9vJAdjJfvhSgTw+CvD7uKPkYc+a7z3Gvn7dH+n564OH94exvL6d/nzbO92HaR9yLe7h2NfdJwcZ07KV96c/x+eN2x22TJbvSgZkx2w9ygvtaKlMfMbtv9l//EYKYH6v5tk3toLFqlJiDe0WbyzPjWoFMAO+NVeKWOJ7RMO5LhpUeTvgz0n4z65SBr4wVZ/Tny9Pf30XHjM+x/sZ63g6UW45S1+XHibepz3u3PaldqOR5RdugWxEPrQ60ypbaOpNteABZ49ofN31ms2XTAXZqDlpTBi5pf5uQgb450Po/0Pernx+dFig6ro63fsOWodtPAqxrrrnGNBaXLV2uxJrnWl6CHdt3yacYo4RYJ0jbf1fYIX3/RmmQE2UA0Dp10jRpOypUVTbaD5Dbpcna0tYcdjftCgd04DV9xpRw1jNOERizOMwTI2ukbCfzzxh3YrKabSD81w61++x2EpRwdDr7KN5lMMZNuh7lfUb/LH2uj8X0EK9oucz+VQJoFwRa6W+AVh4FSYEf0tp7FArrb0xwKaBsBGHSXKc9W/Zf2nXpHCw1HytqA+pT8FXJcwo+4tCD3ewG6bPzY8KZw1HuDLK4dPE5PMc3UnKxPY2tYceW3dqjrgldHfsV3Tkj7OnaHHr2NwtERUoMcs6IMG3ydCGJNSYtMLJGRCVF8tWOrLV+o+NqJnWH1etXhRtuuMGATCK/rrrqrZY8GN8ZUsjjj6+xxM7IA5Kc2veS7su6j+j+rAGU7tDxJNmFOnJtmMyb9udanwFQIaL4C0DT/VvzU/XB+AmRJOP+hwOhDryy34tJnA+ONrS6o2+hl5EyMnCWv9kPAlxbUi1IQXaoz78pT3eMfMoYXxw6Afwyhvv2dx45SaJi6imilvayHD4ArlI2y20iv4UX7FmSc5GQF3AV0ha5OOaLYIPMgO87eBbsXJ5PpGfUsRU5QcWjfrSp75FoJ5d08DrSB+wrnYzmPo3/9j1Y0bH7dF8/FPPT7OcwtR2Vtn/R+pRakyp99nD/3rBmtNJ4blCZ5GlHusEtBbj5BKcjHdhMmV3ufBwCtNpi3hd+Yos5hWAjla2nxoa0f/dptbnDwqIBGJYCrfkB4AAHz6bsnAgB5t100022sMBApJ7o1lx55ZXmtGL0AGP6Y6LmHQivtwMa6fd8cHu7UL480OqG1I1BL6jEiVe2yfQ6extai2Sn2yk4w+d5Vh3X+emdM3u9XdxIO0Mt3WjngVZ/Tlo+iEWsYzhcPLtdoWqxjjDdtOgCwGSbYnRwkAyI3RnZz94etjjr+wCW9BNAKy8WNBiptQImybJpme0z9iphp9zHgR3KwniyOum7+0wnKOqSent56EUpkDXvNHuiMJiPDj56X3movMlgIGjuDKts4DojE+0gpDVYYHnZIgswPSbKHXCfXo1LfdfnSgoMpJIRfM5inNdSdtDQ+ygdS+l4daDVgbJSDL4+hyPOZwM4EqcqNdil5ru3UX6s+rXpGPTypkBryuA9ZHFgvGVtzVji37S92RHTkIqsC3Ot9DdgK/f29krnEe+745gfi3k7MtDfab95G/OdPNDq75WyAf4Mtyf+d39Aq7dNOh8dTExBd3/P+5zvpXXPszp9LvoYTNvG2ey+DvSVOeq6WXKM7E36gCnK37bfS2y6bSYMaO1jpfbnOBy8WWHKE67ITWMiCbu3btOdJcFCZiZmuD0YaHV7Vqrt/dlc43Pbx2m5Ds1gOIzlPruc8ek2wW1hul77WpI/SB3ovvnPi7ZBjzaZ7Zqj1JMNktll/mM9yGQD0nuOICMPXc/Ayl759bhUmfLtWG67lntd0XaqXl+sBYqOq+Op31hPYOvfe8+9Igf8ONx51x0WGXT2WedI8uoMY7WSGBZXcbwS0pBRvEU/ewmPFQsWNtyMyTPCpAmTQ13teEl0odvaFLbu2hYa9zaFtq69YdbcWWHRkoZw9pmniRWrCDZpr8M2GyHmIv4Ny3+vNJQZ8pxBL9adQ3b1YIybg9ejPv301K6W2tQeG0ArUQQCgWwjBoAKOHZwgsLIRkx/AIEz/eykZ8uxy0UHQiXzuugYKFqmdF093HcPKQd7JvkvXcYYVy4GY4tHfxb2akdrZ2ja2So95rViryqrvfpiZ8sTYU+7Egqrf8Youd24sRPCpPqpQXLJYeeOJl1BFnuBrFoeJ02cbJqgPXWtYf3Wx8Mvf/lLAaqP257qkksuDRdeeKFp2xO6v2PHTkvWS5LZ++9facliAWDxEz3Unr2z6/VH/y+G0EffAY1WMTAhvbDn07oeWaTONIXAIeINpsMO2mMyXw7FzWfnHvoPnzCCoVFuir2Taa7qx3w6CFe2p4zRXHHORZYpoG70KUlUFUHdSCASiC2CCwdGRDt26T60dZpvg3u7bxv9bdiv2h+wr2D/k5B5uI/vs0naTWKrEwSqPkMJCc8+5xwB2XMtsoBITCoLKSjKJ0QSGfs/O+CmLuxZdZX7mg60Ui+XhePf/r6Tq1KiivvpVaD18DN3uNqOSuxNuTYnvXepNanSZw/37z3tQKszePpbBPOb93xHVTJY++vso9FZ/ZXXAZx0M4kh8lOhLVu2WmZGQiVoE4waOq0zlcQoBbkGKmNq3A7XdgPdZ7A/9410f885orJni6c7mv6M3rGSHkIPcCpfCjxK3ztkw2xLa+lT7kocrLwTTV1SBzkFtQ4qi9fLwSQ/MdD389dZiTPUaaB+8bYs5dwf7bl5SL+VOShTkDHfP17utJ6lbEgpu1RqPBW1P4NtzwZlPh2m3csdLwN1XXqfUm1Uydwp2jcDlbHo5zjUNv2SOVjBIXbvYUfvwWB2eFO0PMPp+kr6s5LylxoDpWxqem9nplg0S/ZBr33U34TWuS0oZU/cPve3brt9Ssd8+p1S9Tyi9bCShqt+57AtUHT8Pt22qJLuBGaIh8Vsz/uMGHkItirh6g9u+mH4z8//p6JjJof5808Um/Uc81c5lGYjD6trb2t7xkYTgCOAlERYzY3NYdrE6WG6wNYZU8WK02H2tu1bw5r1j4fWLkUQKTLkjDOfEc545qnhlBWLjYXV2YWOPmHIADocfsQEdL0RLnYo7IBrJbUdmu8M9rjJr8eprcn7U0cMtPbj5x62JUu4xoezx+a2jkSuJR5o7tfBlkGoxlztOyzteybf4PT70FIMB6DV+2Mg37Y/v7XcUVqRvVF7QrzY09psEYH14yWNB8AHG1SHI13SZm3b0xW2bd0VNm3YGp56clNoat8QWtqVOHqP5PF0qDJt0kzpfk6RDjMJYqWx2qMJq8R3B/R3Q8NChbCfHnb1bAibdz1lmqy/VtJeEsWS9PmVr3pluPrqd8W9SDa3161bpwSz94Vvf/vbSoD9qBGZyMkCyOqH85E8IMZoBhzaHpvDewg1BkxGHeeUhMEhagybjwAokSyQUDhO3QdIKhvnWyjf0QEmQnIxco2A0XbJ9MFQhalqxK9M69R8A/2H/aMsvTJQeg66r5RnXF19lEMkyZeumSqpOxL5cl+kiWK+F0BYkVjI+aEBHRmwvJcxVxUZYLJ7qgPA7wRFvp4uDVbA6jOffabJBCyYv6A334Pl6KCNknkb69Y3Kc2CZhWnvZxUQz3yQCv19MhPt8Pu86S/zQWuxPEtd7Af5euK2uhKH19JmwxV2SqpU9H6pHUp+t1Kyvd0fmfYA62D3ThDOXB5Vp6V6WwzT6ZFyDEv2JeIVR9ON7JU25RiBA52G1bvX14LVDLWSn1nIIexvNIc+VWV1KeSp1ZihPPAXSlww+9byf0HcpQrqWf1O/23QCVj7Uj6dbj1hY/fIoduw60OaXmezv4cCGhNy1nKRqTgqv/bNxp8t1ygtb/vlOq3KtA6vEZzJeO3aA2GzH4RuaXNPdEYNQeEUGmnPULMftvUC9AYo4iqUQoNBrzaJyBmh5hlP/7ZT8Kvf397uPOe+8NChaUuUZjqilNPVjjxJEkCiEAgmYDQJgZWu8JguyPQ0kZyTANFdC+FgMPqGidwYU9bS9jVuCNs2PZkGD1uRJgzf2Y4+bQVoWHhiWHGpCkWKoskC3t1wDUiR3gZ0JoBwfzd3wH3gO1uQHKxl5Wg6Jf4ShYRVuxpR371oG5qLfIvi3ZL28T6K4aUHG4sp/Y071dFImuMCIpNl/V93z8PaRwDi/oCDHo/H7L5NEB3VTIGhqLsFp5vCZSQYIgRHcZoJZIRpqvAxzYx1zdu2KyErxukofqU5qCorqYz2qOw+0lhYv0UAaGSw9srQFSyZXta9oa9mcbqlMlTwxyxLeunybaM6JCkyO5w1z13h1WSB+hUXo1zzzsvvPMd7wyLGhp0AIP8wP6wV0n0du9qDOs2rAvrn1pvz3zssUdNToCEWSTfQoorjTqz6D2k/EzGKTJAnYBEO3qUTF7/HckET+ALIOnapWk0YLRfMdKFoegJrfxwFhk6P1131qfvRVwSgPuOkoYtybRg+Y9SmTxvi+WPARDVewCx/BhuoLL1iFa8n6TgitIEJJ40aZISkcVEVwsWLFAkweKwfMVy5d5YYnkfyO+AvJ1HN8ZIy9IkIB+y5mfmDpKddNIfiSv1SSvdm/Y3vvNzZSjmwXCdn7bkFF0/MoJVL5jeH+Cd3TemHtTVih7pHRMlFrqYCLHvxf0tCWH1VbIFqkBr0YF7BAPJT4jMd8gMtm/K8olkPDS8qGGpAq1H0EGD/NXCRrIfw1rpYna0q1dJfSopQ9E5kH+Gn2T771L3473Dhc/3V+4jLVsl7fGH+J1Kxtrx3DfpQcKxOB6ezv4sCrQOtAngfkVAU3eYXTbG/QF+D/Ss43lMH0vjuJLxW7R+Q9XXhAsbYAADX0CraV0KaO1WCHEXGnxjBLRKY1HQg0CP3QodXh2+/I2vhEcefyK0de4PZ5zznLBUmaynz5bu6jgBqEFhtgJIRnccCHU9deHAXoWntktLUKGvo8W8GjtuQmhWXgIYrrX6W6leQse+ttDa1hSmzKoPS5YvDAsalCBSYbDoudZk8hxF26/s67U/VAqY0hukfoCJlPlV9nP68eeKfH84XpseYnv5esGlLHnP4crdH5nAxr/+F0V9yn/RNxaLUORL5d/+iK+sxHYMhS3wHBX55LJeYU9AunHjxrBx4waTuTsgcuWBbqSf9ilp7bQwWQDp7t3NoUnzv1WSIDtlL/bs3WOMU5IzkRti5px62ZT9lkNinVita9etDevWrgtz5swJz3veheH5z31eOP2UU8IE2R1sDrapc3+XaTdvUpLZRx99xKQE+NmwYaMA1y3GcAX/Irz6AAAgAElEQVQIJoTfWZipnJSDgQ60+t/sl1NpO88d4mH8XOf7dti+UQ84fieVLSzVp64ry2d8xxJwCSDlBVuVMgOkGtPU7jnKgFFYswCuyNYR4Zom8ub7SBcQNTBboDWJrkgotnjxorBQki1z5sy2hMeWyJNkgZlMXbmD1kDdTAKh3O/kpQHL+V7+4Ke/8e0gr/tGQzEPhuv8dL+xnPbtvYZDMJPSyA6o+gFDDyIPcGkCtJZ8Xna45p8h1UIiyuqrdAsMS6C1t/OGoOMqmVSVDCY32PmES24I3VnJ171o+Yoa1krqUv1OZS1QtC/7M6xVoLX89k83Aem/nUmONhOOBeFAODj5+Tdc2rr8Gh+fV1Yyd4bCKRvq1i61TpSq53AHYp/O/hwIaPXP083Z4frZ+2QgZza9h29o/DtV6YChnklH9rxKxm/RJw6F/aIe3Z1k1CaKiiSeUAGl1Wd5a2IG6m4BGDUHBCwI+Hjo/ofCr3/16/Ct71wXmpVhfP6JS8O5z70wNCxZItB1r67dI/ZbW6gXY2viqPGhfsSk0LKjXSHHQmR0f7AvkpFukfRAm9hcBr5MqQ8Tp05Q6OsYsVmlzbp0vsKQpYNIVnA9dyAWVtF2zV9/QAzeff0QLvrrA0u/ZVIFxV5DMW6KlejIr86vSe63Hs4e9tcO6XeqQGtf3wyFLUg14/156VrIvwEIkbjbpvm7ZcvmsH3DjrB7++7QJsBw9pz5YcGJC6Wx2h2aWlrDzt1Kgiet1b0Kg584eYrmd73m9QQlqZJEgWzEju3bQ7cYsdiBdWufkKbrDjFgm8MbrnxduOjFLwmLdC8Ax/3Sz9/bvtc00gEZ2UM3NTUa0HrnnXeFO+64XQzXdWLI7hRwCeDaadcQDer7bgc9XVPUWamAm+SrcJIFEaXADp4bhHXZ9wqeqNMZsZZEWD+U0bX0UxYrveegLADpGGnGjpNEAGDuDtXVtWa5hnpxDYmvAVH5u1lAdFNTk4GxlLO+foLlbpk3b15YunRpWLFiRTjppJMFti4QyD2ll2lLP/EM6kDZjtZroDlb5DnHG9BapO75PWaR7xZdP/rzTVN7ktpv+7edVCVyEkiVlThw9OMv22tUgdbDdmMVaB0iRqsbfIy2n9KkJ4f5k5sogN2XfKrcyVgFWsttqaG/rqiRdIc1X9LhAv5VUp9KWr0SJ7M/MIX3/YSajJnxVLlDQvHjw3Ql3chvDoZLW1fSbsfTdyoZa5WMm+HeZj5+cew9lKu/ZIYOFA7HOj2d/TkQ0JrqM5eT0KEKtA7HETa4Zapk/BYt0VDYL9xf9BfZXdVKG9XCtAWw9khkkb0WIESPgA4S+7W3d4Wf//Tn4cc/+Wm494GVYWTt2LB82anh/AsuDAsXLVTCq926plGhrS1hpG4saCGMGzkxdEs+YF+PtmpKNNMlVhhMty2bxUJT0ps6gQpz5s0KcwWwzpyt0OJ50wXYzCBli5KMKnx55JgYfj6IL0tckySzSzfCJEwt5X9VgdaDWyU/H/zvvK1N9zT5g6x0veoF+gytKkZOrTJaK5ssqYap3yENG+c9/A6YliSvI/R/07pNYcuGLWG7gMNZs+eFRQpbr5Fm6N69HWH7zt1KmtUsUHVfmCItZgDEWh2ehBGdAl8bw2YxUUdzuCP2/KYtm8IjD68K9917T3jFSy8KL33xi8L5550bpokhO1psWLRKeeHrMIbw2wFbN27cJK3XdQZcbhdwu2XLFskLPGnvk2Qa4BQWKgBompg1TbKcMjJ7NZ8TJnavdICFS/ND9FsfqxUwk3ubpqp+Ukaoj2NnwALM8jngKd+BreqMVurHvQBZ+fHv1NWNV3KreQJVTxJbdYr2KdNNLmD27Dlh1qyZAmcnGUibzjnuzbPTpMnljor+1p3+/KZK1qnjDWitxB+oBKsp+hxkP9Ac9rD+3v1tsq7BGPf7cn364vq8rm9+HAG4Vroeljsmj/Xrnnag9XADp5IJXLRDig7covdPnTZ3MnxB800c7/tpGXV2A1tJ2YaizSptgz/071XSn6W+M1zAv0rqU8kYKDqmfZ7ZSVuWOCi9B04IJ74tOj0nOQeO4+TJky0MpxTQOpwBq0ra81j8TiVjrei4ORbaxZ1+Z2a4BE3+hNqB2EqcuaFoh6ezPw8HtDqQTRuYk5ltuA43looCrakf4PetMlqHYtQdvWdUMn6LPn0o7Bf7qn0CUUk2NHIU2myRydrZCYtqhG3ga/RmY1NLeGLNk+HGG28Mt9zyC2kLdoQp02aGpYtXhPPPPj80nDhfCXF2hw4Bre1tCheWdmIPCaxqlBhr9CSBCePDgTGjLBlMiwAQ2GtEk0yePFFJchaEhkXzw9wTZik79iRpC9bZ89GKHFur8OFBBlrRc+xSyHHqq/NvNqelNqZmF7APVUZrv0M69cHSfztr0n0qZweWAl25edRorQKtQ2MLIuCS+gwOGvphru9VATrJKwLQ+tT6jYGkVVOUU+TEBSea/minNFubmlsFKKLLPFLg4MwwRgczB0g81d0SWlp3h207tklCQAmpdMDTKFmA+1beG2679ZZwsnRGzzvn7PDKl10UligkfqrAVqActEbxe5ysRDkpX7e0pHl/9+5GA13vu29lePDBB6Qj+5TA1j0CZTtlT2C6xuvcdqdt6gCr15PP8pJj6ffcN+B6bCSAqd8/lQTiOw7wcj+udZarl4VoOvRTuZbPYeLW1yuxmNpz5szIYD311FPDeec9xxixfA746vIGKcCat2FF1xz3ew73PZ/PR/Ks4w1oTYly5bS5j59yrk2vKep3EKnRbXJAB0sH5PcLvWPIdNr75AbQE64CrUV76dDrn3ag9cirUL1DtQWqLVBtgWoLVFug2gLVFqi2QLUFBr8Fim54KinRUIArBmZJo3Vfj1hfAgtGiWEG4NrV1WFyAiNMi7BWCWjWhG9+89vhrjvvDk8pGc6c+ScIPJGO6uTp4dTlp4R5s2aE/ZIO2L9fyWkEpGzeuk3hw22hU1nH6+pnK6HWpNAuLdYugavdAjzIA14/UUwtMbMWNijkeMGcMFkA67ix0jFUxnMygBtTBuR3kF8OtOYPWR1oZZNqQGA/2bnzxSs1NkqBO4NcrSG7falxmh4mObjqIJ2DOQ44pYdZfq9eMMfoqZ5gqLwqVRmt5bVTqXHbH9CaAuHejwCFu3aImfrUJtNN5f1x43RIIqmR/fvF+JTdGDkSCRC0WafI0Iw0Ldee/XsEkAr43Ncl+9AV2nWo0tq+RzZD7NQnnghbN28M9ePHidX6wvBHF1wQnnHGM8Swl6BJxrxLk1h5+L3ZMZjpKtPOnbv0s1MEij0CX3cb2xU9WX5IoNXY2GgAbMpAdaDVNVT7WKzxnrzy7N5UFiC9nmtTEpUDtt628XBhpOnJ0q7IBUD0cLJHg5KBLVy4UADz1JjwSrIAU6dOMeA1nTMe9eokLZ7rJC3v20rWqf5AuPSeeaC06IH+8Qa0VtLORdssjvFiwtP7JAXUCdCa02hN17LeRIbZ/WvQbLdEcjEhnAGt/cgH+Jg4nGZ5f+vhHxKBqQq0VrYmVb9VbYFqC1RboNoC1RaotkC1Baot8AfWAkU3PJU0z1ABrdAGe8RA6xLza/RYaRYK6AQEAIDslmxAS8ue8Lvf3RE+97kvhh0KBx4tBtZJpz8zzJ19QphcNzk0zOX3mNDWtF07wTbdriPsVFhv8x5lH+8U6DB6cthXMzY0Sb8VYGW/Nn7TlS37hHlzwrKli8KCeXPDrJlTBbJKKxGqKPRaPZu94YgR6MYW10It0t5WT4UX924aYax6JEzCBKoEaM2Pk8GuS5F6H61riwCtKeDsbNZSUQNVoPXg3hmKceNtXorRmoKHKeDT3qq5LlBzjfRSd0uTFV3RrVu3CxAaobD/GQIRp0syYHIYO2aCpnWUIeno2i06eJfpM3f2SEZAEl57OvaI/QoDtj388tafh13bt4VTTlkhVuvLw8tf/grZnLFmBwAVPeyf35HRKtZsEglKtBqyYC5z0CT5gm3btpq0wPbtOwS07jawlURT/gNDt01askS3cb8+Tdd9Jj2Qn8f+N21FuH/+ECEFgz3qCBCXHyQUAFCdvTpr1iwDUafIJpIQDEmAebKJyAdw7/HSteUeALZ+33w0bFqeSgC8dLT1y3bMQL48o9XncRF7crwBrUXqnq4zRb9X1O8AaO2oAGiV3sCgAK3l9nvRdhnu11eB1uHeQ9XyVVug2gLVFqi2QLUFqi1QbYFqCwyLFii64amk0EMBrli5hGvuk3Zql/QMR9WKxSJWK0Ajuoh729rD/UqA9eOf3BK+9N9fChMnTQtLV5wczjjz3HDiCQ1h+sRp+pkYanraw4YnHhYTplUhwspDIIBSUcOhpa1GMgIHwm6BrtskKdDW1W5A6uLFJ4aTli4Jp592kuQCxNyqHy89VjFnLAGXgA49G8kAwIYjBQ4GanvCK3sSoDXPZOX7+WQgpRg8veGXCevoD2FjWQRoTZmRDhalsikO4vQBrWp5wO4SWrn99WuV0TrQiC/9eSmgNc/GPISFpkOaNtmITdJEfWLtmvDYo4+GBx9aJXtyICxqWKwDlPliqs/U/JEEif2MCo0tGyRR0hVmCGAUHhs6FfrfvLdZ7x2QZvO48O1vXRcekIzASF392ssuC2+96q3SIp1lWqYAorwAHN02UO50DOa1UlN5Cq7t6BCDVoAqoOvmzZuM6QoLdtOmTWHVqlWm7eqarvnkVinI6M9NWbDePqkmK+VECgBwld9IASxbtsy0VmfOVPI/6VtPmjTZ6gfI6+xalxZAKoB/Uy5kBhywLWUX0/lDOx0N25m3a/m1z+dxkVFXrl3M564ZijWxkrV9KMpF+xYtW2VAq9Y7JAQ4vDgCRutA62El46bIGBtO11aB1uHUG9WyVFug2gLVFqi2QLUFqi1QbYFqCwzbFii64amkIkOyeUOPTSwz26DrP+RQa0ZGRmfL3r1h2/ad4frrbwi3/fq34fHH10tPdUk45bRnhKVKgjV79twwuX5ymKZs4vs7W8Oax1YqsVZjqB3ZbRm2a8Ri7ekeE5ob94WmvQJT9P4eXdfd2abvLwonLV8UTlmxONTX1Qk8iOBujWUwpjxCf1W2Uon+KmnLw31HTxPLti8kszfMMpMMqBRozTO/KtXlO9r1HYr7pYCPg3UO/DgYVUqXOt2c27+r0gHWXUNhC0oBrbyX9l++LByGwAhvV4K79evXhocfeSj85je/C3v3tIUT5y8MM6fNCxPrAVrHhXG19WKtjw+7WtaFto5GTe6aMF62Y2zduNAq8LNbCfiY96tXrwmrH3k4PPTgg+GsZ50ZLn7Vq8K55z5b9mZWb/g+dgFg0sdSao+9zGlSy7T9YKsCXMJ6hcVKngaYtEgNNDU1Wf4GvyYFWtO2KDW3fX7nE21RzjrZOJisY8eir1pnoOsY6dPCWEVv1ZNW8dvnhWvRpnIaKQvcP/e6p4cY+VDxInM+P9YGY62rAq1FeqTv2qJ9UZFGKwB9JpNjY8qjOngvCy6p5OAxP2cqYUJX1mpP/7eqQOvT3wfVElRboNoC1RaotkC1BaotUG2BagscAy1QdMNTSZWGAlwBzDwg3UQDUEZJD1WZMAStSBNxX9i6bVt4dPUT4dr//opYao+ECfVTw4qTT1X269PEVDtR7CyFvwosmKqEVgf27Q1rH38gdLXvDCP+P3tvGmXHcZ5pflV3r72Awk6ABAgCILgK3MRF3MRFFCmLkmyN2237jNXHdo/d7uP2mR/T3fN35k/3LF667bGn59htWd2WLUvWSkokxU0iDRIESYAkCILEjkLte9Xdqmre98uMe6MSeZdMFAoAGUldVdW9uUR8ERkX8eQb77eYl3Ykscq0ImHLYpdMjS3IxCyS42TmAVonkTBrWnbv3oHzbJOd26+UDKwKOJdL4voJ4wXnJ+RYiTgb0BoW7yWTTKsR1dYgkAwrTPllv/dxnlgG26mWCs7O8F7vnqicD3FmAiXLHrfhreQUrQ1DFLqDASFhoC0ISQxw5eMJJnJqxbjR339a3j/8vvz02WdldHhc1q2B73LXOmnPrcbn7dKR7VYbgen8cZmYPisjsBfp6VstPatXwa8VsBaAk4mryNdPnTwhP3nqx9ILpeeem2+WL3/5CVgJ7FQVaxAosk/ZYN98bhJ5mbLax5kA8DgDVfk79zFA1bMPgIUK/aL5IMqCznb/JvC0AahZ3m8HOYUEYVSi2v0/+DDCJMsyD5dskGqsEYLA2IbgBvReqAc6tb6P4ozRDrTGv0ejHMkHiPN4eGE/PDT3g30PLELByk37JAbbBB6C6N943smHr+ZzO6lWIyudRt+HYfdJlLpdTvs60Ho5tZYrq4uAi4CLgIuAi4CLgIuAi8BFi0CcyWXUwq4YaIU/qy6OB/AkaJ1fwDLVmVnA1XflZz9/RX7w1E9kDBnEb97zadl29XZZv2GzZJPdsBZYkGkowvrW0W9wQUZGjsHndUQEXqwpnDK30C6dLatlYSYFC4F5OVaEb2txEurRAuDJDQAn12DZ7CYAVm9i1wHPxlQyBTUNjVq9yd1KxDmoaLXbqVYbUH2b4AzU2mxwUpm0Wr6GJpFN1H5wqe8fBuEMtGLZDbzi77a3ZL22NVCMgJXtEyUFjAOt8XpMEIyYtjNnC7Yz26gEQLqIMSOD+3dyalzOnD4lL730ogz0D0K9CrUqxolUohM2AG2STXfjvS5YkwxhPOiXoydOQNGKRFCAra3wYC0i49X09KysWbNOpian5flnn0dirH5Njvdbv/mrcu+9n4aFwPqKXymVp4Q1VIVyM8DU9DGqVFlmc99RLWpAp31f2/WyYxAGV4Pq3jCfYXu5Pvc3dgAGyNqKbuPfau4Rc33+bZJcGbWrsRQItkvlXrGa3VbBRukNtYC6fc3lULx+3EBrlBibfeN8v0f9PtSHA5a1hrkmH46YzSSZM99ZNEdnAizzd5iiPZggspaVTvDesu8vo/yOE7vL7RgHWi+3FnPldRFwEXARcBFwEXARcBFwEbgoEYg64YlTyDgTscjXMdYBAALz8ClNAGqUAVqHRobl2Z++KN/57vflDKFJR4/cevvd8FXcIB0dvXBabJPpGSa9GpW+jb2SbheZnjqj1gEtAK25cqu0z7dJz2KfgK/Cp7UsZxIzUkzOSyaXkLvv2iO7YBuwanUXEQlo3DwgTA7QFcuBAVrN5E8ncJErFe2AWqCVE1QC1eDG95Pwrksic7i9OdC61EPQXr5cSyUZjO05xzjQqiFaibEgCBnNdYNQ0rQZ3y/jYQiT2/Eenmdiq+kJeWPfGzLAhFjzrbAlgQJ1HiB0PofOkcV+KUlmBpAQa1DODAxJApA029EhOajjF1sSWLZPb+akzM4Vpf/UWTnw1gHA2+Pwav2cPPTQZ+SWW24Vepby2vRrNV6tLBPBJP1ZDcAh4DR1sIEo37OBpv0gwH4/LB62HYEdnyDYDCarCtoA2DE1FghGMWvOS9sCo3Lle/w7mDgurG3seyjq9xSvx+vYbWxAbr37OdqIe+44Uat/Xy4erVHjHAbHm4lh1Ovo/raHsf99dk6/sROdcVVJCGg19jrGw5ww1qhaHWit33oOtDbTu90+LgIuAi4CLgIuAi4CLgIuAp/4CESd8MQJ2ErAFS0XlgeWiyUp5GcklctCpVaWIx8dle9853vy3/7u72Tt+k2ydds1cv2Nt0gm26awpHWxTSahPhscGZLVm3ol1wVIUhqRMrwXFwtT0rWYlk7Alc5yj8ycBYCBonVudUpS3W3Irt0h99x3i2y96goBV4Xiq6gqWvUnTCRx/lbNTs4JIoU3ywVaw9qMMSZopZddcDMTS/v6nKdylWUSatY0ymu2MOVO8Hq81kp4zsbpa+dzTBAw2+cKgiHdl0pl/qfLVLGZ0GvOK2B2QGzT6vxI9+LyVauJQvi3XlZtXfF/TOISSQZ7PgGIeGywX4T1E7tf8fd4SY3CdcB2f+YyYXsLqjjtRFJh1aR7BgFnHknuYLPMRyTy4ZEjMjAwKJPjszI3tQg7Ee4ExWqxFXAUy+xTZ3G/jcn0XF5KAHt4uiOdPauQiC+HvpGQoaFReL4WAVQ7ZO8rr8ob+/fKp2/fLQ8+eI88+eST0re6D+NQBhYkAK24B7P4nZsBrRxH0qmkLoEO2wz05Ge8J20oalSjteJtg9hg3OzzNoqbKS/PZ1sFmPPzPc+6YF69aPk+fzfLrYOgzAa5QTAapXvyGgZQm/jUAq02eI1yDe8+XeqJfbmDVhsINxML0++a2TfYzyIdowOolSyu3sDpt4tatRjrAN8ugz7Mdt/XcRqglR7N2k/4soabekpWU/6P6wqPsPZxoDVSr3U7uwi4CLgIuAi4CLgIuAi4CFzICMSBmSsGJyNWfLnqEpygBothlvlFmmzDiK0AJdg0EtpkcwSo0/LjZ34qzz73U9m79zW5/bbbZfeu3bJh3UbAjVlVss5jSfBcoYSkN+NY6tuJzOI5LP1vhR/rsEwMD0h7JieJhRZAFkzcZxcAC3KybseVsnr9Glm1apVs2YJEWr3dClJLqtyiqpVZjuHXSjWNR9h8E4Hmgx0WH6MUsxPbLFG48Xp4Gfi3wGRcynm9maNnEUqVD16asIu2AXgFPFpNKRu1td1Hl6u/NuoXtjovWE5+dj7+sU3Xl+KqeSZX8uwAFugHrOv8OWH34qzTdvQb9QTEvvof24Zerb5PpkIKvEcWYLgBmwq7Q1WJfoTGywC0GczWbIx5/ij7Nt8rvT2D5zb1MRnuDXggWDPgjNDLJH6Kcj36LPNV2aylwjYQsX0WFzXI3hFBoFhbgbcIP2c+pJnDQ5OEAs7pqWk5ffqMvH/oCJb+jwC4AsIiEVY61SbJRFYWW6fQngU0O8YGJMZj/dvbulHPnCxA/To2Pi1TUzOSL8/JwXfekkPvvwVv16zceuse+bVf/TUo4a+RtWvXANx6Cs90BlDVB0IeKPV8Y1ugkA1rz2bAdrP9wG4TGy41o1gMxjh4D9v9XW8LrZs3BgW3WnWKWg8Tx7C+FjzXcoLWWn270djS6J5oJlaNznGhPm/UNmF1b3TMuf3CG2vNFnC7qbzP7zt7ozVA5fsQ9iBB0MoHWapo9T3Vayla6/XTZu6RCxX7lT6vA60rHXF3PRcBFwEXARcBFwEXARcBF4GaEYgzyYo6EVmp8C9XXRoBtTiglZpOJqKZmJrC5Ckhp/sH5K/++m/kwNsHZWx0VO77zH1IWrVd0lCbzmKfmdmCtHSulzLATGluSno6MtLTmZHVXTkZh8J1eOAsoEsSCqwFZPWeg9VAp6xeu1auBCBZs26t9PT0AMp2atZtbtyP2ca5GYhmQCuBZpTNhhOmLxh4QGhlluOa5cXq2YgJ40IQtPrKSy2TQpvqix6yBIKJwOS0mXIGYd5y9ddG/cIGrcG+eL6gtZl66z4+aDVQFDyVTFUBNqkoY+qBVnYKH7RSyYfP1afVAq1sN3r7Gn7Ic1IEXS6VcSp4hmqCNa/vNBvjOKA1CgxhOYLtYBSEVHUncH+pGhNJk3gfG4UmwSuTQEXZELXooJWNUUMFWhvwLaCsJSnSLxXJ7DJ+2YcGh+XQoQ/k6NGTMjg4hucYGViDdEh7Bx6utC5AxIqHL0mMD9NQr05Pob3aAc6hll9ow/iCBzgAt7OwIDl28ogcPf6+DA0OyubNW+Txxx+X++77DBLp7dRxg0A1maLViKe482LswdZaoDVKHC+lfZfrO6RRnaJep9n7q9F1G30etVy17n37PFHu33rluxAxCJYzFpikmDyGtJ8PYGzQytUd9oMBo2itB1obtecn6XMHWj9Jre3q6iLgIuAi4CLgIuAi4CJwiUdguSZWl0I1l6suzQA1AxzCFHQmFvZnnFLNAWyMjY0DcOTl3fcOyR/+4R/L8PAIlGNr5fZb75CNa9bKzMSUzANktbampGPTNdKazEgZirRMa1lyqUXpzKVlenJMRgFbS8WCLkEtYv8dO3bJ1Tu2Sx9UrJ3dSIgDj8U0snAnLB84zXVsQdUFQBRiH3qhRjUPCANmfM8oBwllbNDKpZILRsFDPEVFa2BiWQGt6iDrgdZWP1NzlP51sUCrKaNdL/s9s3w6Sl1i7etZBupLnT0porRYOl1vWwBMW6lm1v0WJQ8P0HMUVQStAGxJn7QaeFsuzSsiSCepkr3woDUsBvWgi51J3kDWctl7AODBY9hrWEvFCWAzmay0tdGyo/mthUGMCFgWF2vfa7XqRCW698K4ACCe5IML/EfV+8jIqBz54JicONEPoFoALG6Xru5VqEsGMJkPLooyNtIv46MjaHMkqgJoTbZ2Api3at9oAYgdHT8rp/qPyVtv7tfKX7Njh/wPX/0lwNb7FKgStCYA3BlLbvrgxH9KA5128wG7DPZcru+QRlWNep0LARnDyhi1XDxHI0WrA63hvcEGrWFJKfX70DyA9J1abaV8oz72SfvcgdZPWou7+roIuAi4CLgIuAi4CLgIXMIRWK6J1aVQxeWoS61zhAFVWz1n6l8L0hJMlAFF52AL8MZbb8uLL74s3/rWP2C5brvcBtuAG3ZfL93tXTJ4+iyACBJBpbIQnq0DnEzKAhLgJBYKkkIyq/ZsUuZmJmVibATLf0c1WQ0XLd599z1yM5b9dq1fJZm2HJRs8GIlQCUH4w4+aLOXMRM8sbxU0S7XRN54HtoKTi0HJowepvH8QKHRCwetnoGA/qdIKgZoDfbF5ahbVOXTcsGFWPcV4SnjTAWq+ntCe0kLAd+uQZXCiG6S1gy+AjQPz+AyQJr9AMGDkp6q1XQjnrNUIqBflJRCgKWgZTliHavO1kGsg1Ffsj8aO4t51JGKVmMTYPbjw4o4itZWpR7hHq2160D7jKgKcuPdSLDrwd1WLNkv40FJPl+Sw4c/Amw9KicBWxehmO3o6Oz0eAMAACAASURBVJKOzk7JtaVRrwWZnhjCw5lxtHVGMslOyaZ7IWaGQpWNR8VrYVyGR8/Ka3v3ytn+fk3Y92u/+s/liS88Aa/W1fBq5QMbD7QyZlQEO9BabeE4fT7qd1Wca8S5j6KWi9f4uIBWE6/IsT4PRav5PtSVCIGxREdd/Z//MIuxjjrcxOkEl+kxDrRepg3niu0i4CLgIuAi4CLgIuAi8HGMwHJNrC6F2CxHXZoFraa+Zn/7Z3CipsoUQJEylHOFwpz83T/8g/zghz+Sd955V7ZffbU8+sjnZPtVVwN4puXU0RNQcVJBlpXpli4pQYq4MI8lz/BoTEFBl0sj2c0c/BUnRuUs7APyULsmoc575HOPyh333Ck5JMFKpKlZ9P02OX0DrLSzF5uyF5kxHOAkA4Vf5MlljQY3gMuA1spSTJ2MVjf1t/TVlN5k3UzYPciq7/F1mYLWi3o/IK6K4xhzXe5Pj08oVlVFDIUiPgCGV2Uk1cyqtoYqmoDNgFbjJxsGWk0StUsZtJr70YB/YxNgVNaEhQa0mgRIhK1RNg+01t+sfERenybYjgxavevwemwjJrWjz3ILzCBbWpLywZGP5NC7H8g7B9+XaSTPoxq+d9Ua6exqh5WAwMN5UopMwgfv1lymW9pyfYCm6BcE0gkA9sU5mZoZk/37Xpf33n0XVgRH5atf/ap86UtPyu7d10p3d5cqmx1oDW/rOGNn1O+qONdo1DfDPo9aLtOng+cKPpgKfh6nPnGOaRSDZXkgdp6gtVEZzedhHq3NHvtJ2M+B1k9CK7s6ugi4CLgIuAi4CLgIuAhcJhFYronVpVDd5agLzxGmSq01yTP720rAc/Yl0IDybHpqUoZGh+SP//iP5KkfPy2roBb71A03yb33fEY2rb8CiZ/g3Xr8lMwXCLxSMpfskRKA2HypIDkoC3PwxMwQtM5MIfnNiAyNDCCjOJLctLfJ/Q8/KJ+6/RZpyUKviMzkCpEAd+n7xq2SWMOCPGUmNVJlYnhCm3ptaupba7Jux0P3oVeotbNXKi8Rk7cZHWt1J8WtywBag2WMMmGvBQziePnF6Z9x7iuqGhlVrA4HXAWcA1xl5vkFwlbEk3wwCUhH0JpiwhXEvqQAr+rByfoplISaNUHlKlvLT4a1AHrLK8A5oNKblthkNOn5G3xIob0gohVBoz5qq1v5uy57DyQ7qteX653fVodX9guS1aDi1XuiEK1Zrd0VHOOe12RUbCMo3o+fOC0fQNW6f/8BOX0KNgET07Lpiis1IV5bjp0gjzYvq0drLtst7blemc2X8ZAmD8A+i8RZsCCZn5HjR4/Ju3j489bbb8rdd90tDz/8kDz42Qdl08YNUMdmVCXMjRBe1dGMJ3+PCI6jVX5l945zj0YZT0xtol4nzjXiRC5quex71r7epQxaG9UxcqxXELRG/T6MXJc4neYSOcaB1kukIVwxXARcBFwEXARcBFwEXARcBKqZr6PE4lL9x3ujCVRYHcMsAeKAVnPuUABHeFuclxPHjsne11+Vr3/j6/L2wbfhy3qr3Hj9DbJ717WytmetLJYW5fSx01CgcUl/ShaRDKsItjGLRDZdsAPIplNY8j2PvycAbcclX5oDAMnKmvVrZM/te+TqXdtlHkuBF3WZOH1QjRLOyyAfrKsBZglVxkWDP/WyczMW58Ar+oSGNIC9XDIUXF0A0BosRr26X46gdQGgVRWtBrQi8oStBKnqy4uGoMsm252QnfYBnrUAX4YDos/QmxPiaO3T2qaeQvZyBK2qJLVAa9hYEHX8aAq0BsEr/W4j3mvmIQUTU3kpy9C6fmI7eqROjE/Jmf5BeffgITn0/hE5huRYV23dKat6VwPGIqneYoGPawBa2/CgpgM/u5AMqwjLACTDKjE5H8AtXiNDQ3L0w6Ny8J2Dsn7dOrnhhuvli1/8IpJi7ZC+NauXWH3wbvZgrwOtUcdOMz5eit+5Ue+BSx20Lld96raVA61RuvIF29eB1gsWWndiFwEXARcBFwEXARcBFwEXgagRWJGJSNRCxdz/fOpiq+vqgdZaYLauEo9wCr6W+17fK1//67+Uvfv2IpHNpDzx+cfkmu3bZQ2ASHeuW8pz83Lyo9NSAmgVgZ/imi2SB1wZHRqWXizf5RL/MuDIzMyEzM5NIbt4TtZtXCtXX7NVtmzfLKvX90EBW1YUYybARslqQhqsGwEaFY1RrCaNStBA5aZBQzSWq0Wm7cFyb8F+EqZwDIuX/V6cxFZx+mfUujNaXBbugVbARSqJ1ULAUzcTkJskWLQQIGTlqxVLw7nZ4Q4yQTJDfq5tQlgLKwtdzhoAh43+DipZa91vzfarsLjyWDsplmnjeu0WtX1CQWu1k4Q3nSpao7WqZwGxiKR381CQQkUKlfEiFci0I8GLRH1urgDAekrefPMteXP/QYDW66WroxvjBJNg5bWtsvB9TrTmAEfb8H5R5ooeaE1l4NOcbUEivmkZHhyCQvY44O2YdPd0y1d/6aty2x23Ypza5vUP9B+qagnhk3h445JhhXuUNmrhyH0tKpxvVIAan0ctl/meCZ7uUlG0GhW2Xb5G40qjz88JnQOtMXvb8h7mQOvyxtOdzUXARcBFwEXARcBFwEXAReA8IrBcE6vzKMKyHRqnLmETxEaKVjMR8xSA3qsWwOFn81iiPz0xJT9++mn5P/7v/yC5XFqu2LxBbrtlj2zasEG62julHct6i9NFOX7ktLSUsaQ73S6LXX0ymS/KYP9Z7APvVUy2J8eYAAvLfVvKsuXKTbJ951Vy7Q07pXd1t2QBXkuEXz7I0YzF/M9/Q8sCSELgxmXHVLmqmjUiyzTnCYLWMAgdZYIb1hGWq03tcwfPadquHhxoBGeb6cTLUZdmrqO6R7/Ny2hck0JJj6WqEz800RgJHn8nNEWyo0rGK3MR8nerbyhf9f9uYR/CmYPM0O4DtX43cTAQ5Bz47y/tj6M05rlMvzSgNQhZzT3LatoPSKK2jxooBASqJh6+4PTc5tIAVoPaCErzBHzsUirD/qFYAmRtlUwGkWeSLyT3KsJbN5VMa4tOTc7IgQPvyuuvvynZLB66QA4/PHwS3qwL0oExpxtJslKJdlw+K0UcX0SSvbnyNCD7vKTTi1KYLUh+dk7m8Dpw4G2ZnZ2Rz8I64IEH7pe77r5T4So3T81OOxIaSHiA/uOyRe0Ddh+KEoOo14kM/6IUxto3arlq1f9SAK0sQyPQGhbXyLFeIdDKB1wcd6NswYeIUY693PZ1oPVyazFXXhcBFwEXARcBFwEXAReBj3EElmtidSmEKE5dguW2IYw9iQyDRvVAq/mMYDOfz8vhQx/I93/wffnzv/hTuemm6+S222+WLVdshFK1R9ozWNLbCvgxWYR1wFn8jr+znZLPdcjEXB6K1hHpyLbJItRrg4ODgKTz0t6Zk527rpYd126T7dduhSINCa0Ay7hc3MssVc1WbOrIMpXKtCXwYBQTHcUFrcY6oFaM+L5pD/OTQDPqtlxtal/3QoHWemU1MY9a/zj7L1LNSTsATMxLgKFUQ1LdqnAdYJ2gVWGrBU6VswaoqSJBX8Va7UP+fkywtgygNXi/GejdCBDY914Q6phEXiYxmw1aTb80AMZ+WBC1r5VppeAvodf7QB9qmEjZv1dbcREPXWxYYtezVp2LuE4Jng1lJK9LArSmUmhb3Mf0aqWiNZvKSCvU7iXs+OFHH8nbb70jo6PzcrZ/WE6dPAzImpQ1fd2yrm8dbAM6AGnTXpK0RdgHlKYBi+Hh2lpCwj6om9Gq9LF95ZWfy8mTJ2THjmvkoYc+K0984QnA24yOGV45aRtAZBz9no7Tp1fqmKh9wB7/opQx6nUiw78ohbH2jVquWvV3oLVxAxhFvNrn1OKn1ve4A631Y+pAa+M+5/ZwEXARcBFwEXARcBFwEXARWKEILNfEaoWKW/cycepSBUjeTKcRaLVhSD3QSpBTBgwpAY6MT4zLd//x+/LMs8/Iy6+8IA8+eK/cfc/tksYS4LZMFq+cpBYyUpqel7GzE9KR6ZIsrAQmADxmoVgrYJlvezqHpFhl6R/ol25kE9+0ab3s3H21bLpqvaxa1+mpEUnOPK2iJpkKLm1meW1FK4EK4VscRasNDmtBADs+jK0NWusdc759iecOm+jXmvwH1ciNIAE/DzsmCJZNfzL1iWM3ECcWBK1Mc1YEhCuyDy4C7lG9zORXAHIGtPKnUV6GWYdWrAIsCFABbFRXaXIkD9rbW72/7baxl/YHY1RPIW7fp8E+ZvpZMplUNZvpp8H7lvcBN74fpmhuJu55nKOAGPMe0nNRQe7/7p0zZFk57uEW69o26A1CV1MGglaCUaUxqjKGmhUJ8niPs57JRErv+xLsSQbhs3ri2Bk5ePCUvPfOB3Lkg7ekb1WXXLllvVy1+Sokx4JFSSkBuNoq5YWSzOTp9TyJZGh56cAY044HOu3t7fLqqz+X9w69Byhblvvvf0B+5Vf/maxe1aufpVIphaxeMjsHWuNA0KjfVXGu0UwfDu4TtVzmHqp3nrBzxqlP1GN4XTMGBMtpK9lN2aOev1Ln81C0ajpIPgjDeBqMk44H/pjC73IHWuv3aAda49zx7hgXARcBFwEXARcBFwEXAReBCxKB5ZpYXZDCRTxpnLqYS9iQzD5PcEJWD7SayRyPJ2QtFot4FWQIHqt/+v/8hbyJbN5cCLzn1hvlWkBSiMMkxezvlKECfizMAY5NQa2a6sQS4ZycmJ4UQpYMFK+dOcBUQJ2hoQHNAr5j1zbZvHWddK/ukGQ2oeo0ZgJPw4dRs877npycoHkKPw8CVQCTKhzVnTUyaFXE4qti6zWRgWBGPUi/2HMntTakO3eyGTlxEOvTALQGQapRQAb7gqln2Pu1QGsQ1Nv9ymS8j9ito+8OqFrCxD1fLMOHExnloXykojWVTiMZUlrSaIekr2xlYit6C1TtJrQX6zW9yX/18rpcHNJX3ZdwQP1Bq37A57at905QDW5i0ixorQXNbchq78O2IYBkXzf91LSxgS+8P03ZuG8cyDKN+3uG4NRXeFagKe85TT7nJxLj597FpBX7t6Jc9rgSVPEGla0FhJnqWY4X8/BmLZdLUKYXdek+VaatLYTKAp/WouQLRZmenpU39x2HV+u7ULe+AkDaKduu2ijbrtwm2QyU8nPYGUnQ5hfLMlMYl+m5MSmUZmQVPF1pY5LNZpEQ64C8c/CgfPDB+3LXXXfJb3ztN2TjxnXS27sK1ic5rZsX2+iJ9KJ36JU7Is53SJy+E/U6ca4RJ2pRyxW8vxuNobXGiGbKGjUGrIs9BtjXvtRAK5MU0tLHxF8fAPHlJ7E0oFVv9AjbSj3ci1CkC7arA60XLLTuxC4CLgIuAi4CLgIuAi4CLgJRI7BcE6uo1z3H3DGa9Vjo5eLUJTgxDIKyRqDVU8xA1QZw4an9WqAUo+KMoBVqViSV+fCjo/J//fEfy8DZAVgGfEq2bt0ka9b0IgRUt0ETBuazWAIcLeAExYRkErAJkKS8P9QPz9VW6e1ZhSW/WQViczNTsuOa7XLznuulD0rWVA7ABB/kS3OYqAHSZjpQHi4bx7vqpcikNbAIwIu/L6Csin0UlnmAzcOt57EFaZzflhUQ5mdYMsq/JZNzn/B5yyct0MqyxcnQHlING3by4yC4a1EQbSnzrPqE9im/bPbEfwF1ZGzNTz3OKB39WBM027A5SsR5XlMsD5pXj674pvrvLRK0wtNztlACaM1D1QoDAVSPXp7pTFqyAIvpRFKVrTx2EX3QY6dVf1PG3lZZVWCiAnrs7GXFWmriGjiHaed6oDXsfrNVpmHtZQNW87ndxjZoNVHie7wHDHwhaOXvZl8DNyvDEH/x47n0UYBfZRw7WSjIFMBmpZ74RcEGQS/aQNXi6mPqnwExS+KvFO/BSt/wH4QosLTArGlglANWq4JV/eg7AK6A5nyAs4CfCYw5uWwax2EMQBvOzMICAL+3om0PvnVK9r32trz88jPwZs3CpmStbN1C0NouhcK8JNMp2EssQNE6IZOzY/B6nZa1SMrX1dEJv9YMLAdOAra+I88995zs3n2t/PI/+2W5bvdu2bxls3R2wD9alXgLKAMh9cdH1RrnOyQqAAz26WbGgTjXaOa8wX2Wq/5hD0fsa8WpT9RjzL0erKP9ICM4NsWJGW9vk4Cy3vHBf+IoPPUVrXzgxe+PWqBVrQX4cqC1ZogdaI3Ve91BLgIuAi4CLgIuAi4CLgIuAucbgbBJVNTJS5xJojILP5GKqYOCNWsLy+AddUm7vVS4Aj8Cy5rt8ttgybxvg5+gsszso+/78KSIJbxUmKXTAFc+XCHYIvhIYEnv66/tkx//5Fn5/lM/AOhKyBeeeFyu2LAe9gAZGUWG7wSgaGe2A0lq4JtYWpSpiRkAGkAQQJSTsxNSoEo1m4RP6xA8GAuyCsuAb77xBrn1lpulr68PFgM5jWQBwIdZyDNUuNGrlf/5gNNAM7UU0LXiHqirqP18INRs//LmfB491Hb01jV77gW+EqdCqbiXKYfdFv71tU/q/6qJxUycFUwCCkbZ7KWitfqA3cb6OzjRgg8vVQHs6Xy9//fLvqQMuoK7SuHohVrGBJj+t1yqT9AOUbG3XD9FyI2+gfZMoX2SNZKZ1Jv8lwFN83PoUzgvtyzsJujVidPCq9Obe/O04IgUKsKXlbDfy1JPKMf+yTJpfRBT2gfwpQAe51GvTXiHLgGtIfeNF0/vWuxhCd6gPhy31akGlBq4ScBZue8D9W9mTAoqlO17Nex3W71qrmvGORvImvrqPoTtaC8V6RKaI6gKTVWdWlX8liEt5X1GUOsphr0HGqYfc1m9KocziC0DS7F6gW1BQFqQtjaA7kyyYjdAaK73DEKpzxUwHix57MHbiwnNcB5zz1L95lEX71iNAX6U0Yaet4DImRMTsm/vW/K9f/wHKRfnAFvbZMvmK9QTOgs429bZJi3wep3NT6MOc7iFS7JmHRStnR1QPbdBFZuHmvWYfPvb31Xl+85du+Sf/8ovy6233Spt7RlAIcB79Klkaw6fV9s3yr0aZV+7rep9Z5l7O2zsjnK9uPvWApX2+ytVtjjQNE69V+LfEHHKZcaG4LGN+k+ca3HsaLTxYdmSzfo3UWVc0u9tLbl3X/sPv/Qn/kvG8DkPjoGNynm5fu5A6+Xacq7cLgIuAi4CLgIuAi4CLgKXeQSagRrNVDHqBE6nDBFBq0KhoASkQeGWA7Tak7O6EzKFW4AuXJYNJWkSfqs6B6JtgPqzMnnNvPzoR0/L33/r23L81HFZt36tPPHYY7J+VZ9aBgycOiMJELmutg4s+Qe8ACeZmEAWcBC0RUDa/kJe5mAJAB0qktsMIYQLctWVm+T663bL9bt3QlkG9RmO4xSM1+JEriVFYLRUoarwwZ/kBdtOJ/2Wt2RT7a/TQB/mckLoq2xQPFVsJhT+2JJL/6xLi6XxC3uZMhi1YTNlMvvYmeb5Xi1YbgM3tKDMg3QpIPRBa+V3s+zb7otGXaQXYPXZ5sjaDvhW4LJuLA1XMIbJdzIDT1S0ZxK0Lg3YlrAUSUE1la1ytCfHZXhvzswUKrYPuVwbwH4CfY5wDSAO/Yb10T4I5lUmdGOZ0AdLuCah4DyIrKkzy0MgyCXzTKzEW3OekM6vo10OO07m3uB7BHz0GDagVb1/LU9UAzt5jXqgtZm2bQa0mvNUHh6EAIl64xZ9bQmhwbRxH3rgVOuA98mJDXfWuKI91H+Z9zikpmZ5Mh8WMK586JJOU73sdfgiHqCUAGQLgN4ZPDTJIDmV17/8BxP86Y93HPP0KNPfeHuhby5aLNOuh7mv7XGL/XF0cBaq1vfkxz/6oUxPTkLB3Cqb8IBnVU+3dACypgFbF1oXYBswDduAAkaYBVm9Dh6tUL8mWjJI4Lcop04NyHPPviBnB4YB5pPyW7/9m/LAg/fJ2rWrAHbLqqpNIXEfrQsu9LYEije4mP3A4EKXK3h+B1qbi3jUf0M0d9bz38t8H0U5k3mwFHbMkns1uPIj8G8iewwzD0rN8bQVYOJKB1prt4wDrVF6rdvXRcBFwEXARcBFwEXARcBFYNkicKmAVqNetCtmq0T5/sUArc0GmooTVbUBXmkWcLy4eNDLAl4CoElCvVaWocFh+eY3vyV///ffkp6+XmTw3i73wu+wt7NTkoAhg/1nIXdblBxsAVIEppCl5eGzqL8nMzKAc0wDgpTKeZy+DLVZDufYJldv24KlwJsq2ctVXeoJQxWYUN12DgAIU2YyzhEhK89rFK2enjUeaLUBXtjvvI5RRDbbLtwvDmgtgnAzYZSCNV8lSBUfgTGVSppjLAiODQjzFZ4UGRbRH4oAjvREXfABdivUi1Sz0hM1DZjZWgO06hVCVKQsBxWts7NUSXu+otlsrgJakWtN1dNV0AosTy9PlI/slACeINDAQB5P8KlJlKC2pe+nB1r55GBppG0IbiCqeY9KzDYsP6+oLFGvYPKpZhStzbRtI9CqfdKCGEHw0QzUoaEG20yX8PrAWMuvlgNV0MrbiO1B9SgTSqnXKYCruQZht8Jrgna/cgwrYXgRhsst6EwYHnyg74FWxtAGrZXe5gP9yKAVsZgYnpNjR07Ia3tfk+mJMfXTXQt/1e7uLk1oBfSOhwJ5mYAPdKEEKwL0/941AMQZqHphYzI7Oy/Dw5PywZGjSKj1kfSfPSu//uu/Jp977GFYCVyDOjBOBrSujKK1mb5i9lkp1Wiw7zVbxjgq0GbPbfZrpt9HPWfY/nHqslJli1O/qGUL9rVacHXJeXnf11DB6hjrr0ixj9GHPudh0xGnneLE72Id40DrxYq8u66LgIuAi4CLgIuAi4CLwCc8AhcbtBq7AJ1IBMCfDfzMwvyoilYDgcKUgfaEOAhlIk9AuJyXGd1BuQha0wBWijiZDRwwrLU1JeNj47Jv31vynW//ozz73E/lltv3yA3X75Zd27dLG3wyW6CImxgelnnAVOI9HkPZ2jwUrin6sSazMlRslZHpKZkYG5GennYko1kj1123A0uA1yGTeA8Aj6dW5CsDKwKq6coKnM6VAgetG+xbIWr944DWoFVEWF8MvldPKVTrVuY5jDetAqsaS+BtuJuHCjUPQE6opkvFOaGlzyYgmveeZRVgfrdAK69DflrCtUv4hUv8F6kq5v9AMnVpOP5IM0O9r+INlq3W5J7LstnX5mgdgL7F+rCtkzgvoR4hqwGttK5gsiqqH7n6lLcYISCPn1fA6xWafsK0DEhiXyOqImAMuhrY6i7bGoDvMy45fwm8DWRNPQx8iNOGzQzTNZVifpvbnrvNgBMF075K3SRvCwOtCk0RWAXTvgqWSvRFf7CiipX8JNjttC2s/cwYp+4C/kuTkllKVo2Dr2hVQ11/W1J3axyt9mmR/MyCDJ4dlg8OvS9HP/gQv/dDgZyW7s4uWQ3LEfYG2knMAbKyb7QkFqG4T4Mbl2VqfA4Pd/DQJ78gI6OT8vbb78iBgwfk7s/cJQ8//IA8/guPwRsWCbgw3qVaM6oBX4kt+EBmCYTyFcw29Io6rsWpg32PmOOD112JcoSVvZl+H6fOwWPi1G+lyhanfnHKZsegKdDqW5XUarfKv5WslSgOtNZvTQda4/R2d4yLgIuAi4CLgIuAi4CLgIvAeUfAgVaPYoQBvUiTRRVx0nfRA61UtNI+gJMjQgsupT19+ox89x9/KM88+yyyd78rT3zhMbnpxuukr7sbfqxqqChz0xNSygN0UB0HGSLwFUgLlpon4buayMpoKS0DI2Nypv+kbL5inWy/erPceNO1snH9aunuykKtWFIPzkJhDio1eCsCwBG0sn7nTPZDlinaPqNROldc0NpoAhvWBpHaxW/bqKB1DhncCwTkqi70VEOqaFXYWoWvFZBC9bAvGzZATQEcX7STYBv4oFVhHN7nK8Xl6CFgLKxPmmsRtLKvFZDYiqpUnikND1D1aMU1CFk9j1Z6AnOZO1SZKo/0zmBgK5eeVs9Jpa4HBL1r+7mt/F0qddKEV+Y8UEozIZfvpcv4ZGFfUFFt+udvNMZEbc9a/TIKaG2mb9MSoOQrgytxUhjC/lAFp9r3aQ8CgK1KVIJtK24aD/5fkFpj56Vx9vtFALSaeFcO57kpqY4IWhfLrfB7npb+U2fldaha33n7bSkWytLT1S1XbNoCRSoe7FCNi8Jy5EoA2l+xCQplKUCJP4a6ZXBhWAggcdb+t96WV/9pr6xZ2yt33vNp+Ze/85t48ANVPuqeZDKsFQatNvS328pA/VoP2prpB1H3aUZBv1x9PmrZGo23Uc9Xa/849VupssWp43KVrd4YZTyhw8qn8N54tDrQ2nQTOtDadKjcji4CLgIuAi4CLgIuAi4CLgLLGYFGEKTZa0WdiCicANSpKJIIbAIgQpVIPgzUCTN5Rdga+DqFDDunvbutiOL7tvpuSdb5RoFQ0EZlG7Ju69JrAlYgCwV1rQBfrXLo0AfyF3/+/0IJ9o5MT83IV3/xS3LdtdcguRITyADGUvU4XwT8KKhdAJcV87hFgNZFqMSQ1komym3SPzgqx459INdcc6Xs2nWV3HjjTlm/rld6umEvQDgERdrc3KzkkBQrSUUrE/n4HpqmGsHYVt73MVlQbdpE9SN7tDLWzKpslyn4e5wJe7Cseh0q9HxaGFzWadrd7gtUs3LZfyX5Efufbx0QqmitgFZv2bdutBDwX6om9dwczEf6k4mwPBsCbwtOxIP9k/uovylOXITHpwGtqRSW/TOJFW4Sz5/VOx//5kvvNXMNvU4wSh44rEJSz2qA+yk8tMDiUnG0/6DCq67nxRty7rD7zMD/SPfZucUOfee8H5zgrBSo8t5ZMib4il/7GYXe94TpAK0J3Md2HijPRsEropewytvM/aefz2N8oL7ZD76Jtf7pJzXz+ka1qlSbFUDNBwAAIABJREFULnGusD4M82jVvoCCFfEQZ3R4Qp556hl56YWXoIyfhEfratiP7JYcfaGzSIiFJHz0KG5FXbZtJmjNS3//ID7rwXjSDlVrWd49dFj27X9DTp85Ibt275J//7/+L7L5yg14uAPLEwWtpic12WAxdmMMjaVDI9Cq93ENJXujS0f9bqsHWpezr0ctV6N6LufncWJ9KddnuWJTF7SGWAeErfqw72/eZ57/ebwtTjvFu9LFOcqB1osTd3dVFwEXARcBFwEXARcBF4FPfAQ+7qC1UQPbAEhVI/5LwQTVa9YEPQiLbHBHFSEBk2d3wMQ5yDgP4MlkOhn4qw5Dhfraa2/In/7nP5fx8UnpW71WPv/Iw7J180ZA1SmAVi65ZfIiwJ1iCaC0gOzfyBAPv80SlK0lqNEK8wn4s+ZkDKq0oeF+uf76a2T3tdvkmh1X4nwd0t6WUiDGzN8l+LjSNsBL5nN5gdYwENqoHet9btq0karNbt8ivCZLaEMP8HvWAWZSa7K6qweuD7i4vHvBp6o671Uw6ZNL/g3QaRbqGybGn8wdZbtZ2v2v1qTcgNYywJ1Z0s73uESddn0VRwAfjrIYKkTl39pHa0eL3FurYX4qoFsKYWsdrdUOgaz2/vY9ZupnJ8Y6n3audyzbwo5nM4DBUyMzFl6leG8HY8FPGG8qjGnHkAQApcftkjp7naPSVjydthUawoOFVL9XG0W7jf/nElDrx5Zt04rr2HxlSV+pqZCm3ywsI6Biff65F+TlF34mwwMj0tXRA2X8Lsl1dAGmtuPkSYw1hPgF2bCqCJAD31aMOYlUB8bDNvX5PXm6X959/33Z+/rPpW/davlX//p35Kabr5MrrtiooPV8fCOb7QMOtDa42ZoN5AXYr5n7K3jZjxtoDYtBI9DaKEFoMEZ8SHc+DzXitNMF6C4X7JQOtF6w0LoTuwi4CLgIuAi4CLgIuAi4CNSLgAOtviLPgqxLEt8AYBkVUhDEGiDInyUkGCJ4YzIh9WYF7CxAmUrvSyYqeu/dw/L8T1+U//Jf/gqqr065+cZPyaf33CJrentkZmoUgHUevq5MasREOvBJzBdkehZWAoVFeCYiEc3cvMwWkBG8kELCGvq+5mUPwMbu67bDQqBPOjoykkFWc0IeBWuqpvXEhYRFl5Oi9VIArUhdJUge7wFT/PDMAgDaEEsmfVIhroHyDLKqcwnzPKsBhWWqyPbOQVWpAa1G2EgfTwhR44FWnJRwz7t/qT70oJ0N5mwQp6DVqFPrgFbPcsDrNwpcWfcaoFXvnADraZQCaaVAayPI0QxgYP1579ibrfo11Wd70s+W6mK2J9wTlmzGWsFAcc0Wzoc4PmidDwOtjL3f/yqKWANaFdRGB60lFJR9OAeLgNdf2y/7Xn1Dzpzqx4OgNtm4YYvkMC6lAFoXMWbN4QlPsTAjnckRgNM81PlIiLUAZb3AsxVe0aPjU3Li9Cl5+ic/hLPJonzpK1+U+x+8V26++QbJQBHrQGu4gt4pWmv/a+STAFrt2gfrq7d3wM6nkY+5A631/33vQKub/7gIuAi4CLgIuAi4CLgIuAhclAhcTNDKScWFTobVKKhB8MO/CUwIRZiFXZWCXKqtLK2afZx/26C1CDBBIJLJgJaqZyVAne+fmUik5Nlnn5efPP2c/PAHT8vmzVfJPXfdK1s3XiEdSIKVn53ANcq4HswBkOGbIKYEmDoLyDrD19yCTE4XZXwqL+MzBQCRdlm/vk9uu/UmtQ5YtSqn4AVrkAF64JGpoLW65ngR5Tfgbwk0usQ8Wm341QwIa9S2tSa1tc5t3wuErLrQ2xKl+txLoav2BwM6DWiFN4ARE3qQ08807yshzcLxigISv9DLt0ai6XNsBEx9DFRVIOqD1kZqXQNlDYytFbvKOdUvoBoAr8Y+V/VBrFFxVz1aCRnrL9E2sNFWGS8XfKrXZ2ylsLl3TQxq9gfTB6xgmTiYWKhtgHriemMDvZb5rMW+tXg/m7HDHKfJ0BS2wg+VoJW+Ev7JjSLagFYDySsAHOMLus2SazRStLKLFjBGsa7t8G0+dbJfjh4+JkcOf4QHPXOaeC8D64Bsrl3SuTaUCUr60pwsTH6INi1JV1evTEzCtxgPfXr61uJBUEnODg7K8y8/J+PTY3L1jq3yhScfl4cfelDaAG6ZNG4lNlPvRtYBje6P2vfDuZY2zdSrkVXJcoxvwT7dTLmW47oX6jqXMmhdibjxfsdamGbCW9lHv5OqjiSRjg2Og5EPvgwOcKD1MmgkV0QXARcBFwEXARcBFwEXgY9jBBxordoFmIlrCQml+DtBq4GtCkgsYMLfqypCKlrhaog5UjoNSZunB9T9i0WoUmED8K1vfUeee+YFee+9I7Jzx7UArffLuo5eqL8SSGA1jf3zgCBFLAmGzJETLqjdigtJKFpbZXJ2XsYn8zI6MSOjk6OyZl2f3HjDdViqu0u2whcxl/PWei8A7HpLkg0I9GZgBrQG+6/xvw3r11Enll6NPXCu8FzXr3uTQKr3PB85C1MprAtP0nUhJoDNLBu392HyKC/NVDVxlSm9EYRWvPICoNU+D9Wv3qvqscnQ0MuXS81TKS+BVdgWVma+Zyt+zT7mZy1YbVTajdTCFXjjkfmKR7Ipn19VBcpUcdoPKggXM6CMFWsF/6AlENCXZ14M0MoHH8H41IuHUbRqzw1pomosAFnRWfThDIKQVLWpfw/6st8qFK+ey7MOwMnVvLcKWm1vXx0LfDWyyUNGGINuowm5Ku3SwKOVxeDDG5YrC0sRwtXBM8Ny8O2DcvLEaRkeHpX2zk5p7+iWju5ejENQ1sMvujR6WLIYk1avXiejY7MCvip96zdB6dsqY5MT8k/7XpXjp48hadicqlq/+KUvyNrudUiKll2Rr0u7/wfBowH4dhtHHtcsK5nzqVDwulHLUWt8iAonl+O6zcQhznWi1qWZcizXPnHq08y1l9TZX/XQzHFmHwda60fLgdYovcnt6yLgIuAi4CLgIuAi4CLgIrBsEbjYoLUKcGokw7LgnE4qogk+GsbJBkUGRhnQSo9TG7TyZEaZFgStqu7DRmhGNasu5wZIGYMf65nTA/L1r/83efXV18FDE7J79w1y2547ZHWqW3IJglkAjfkpZC2fAgyZUYLSms5IS7IDXolJmZhZBGSdw7mmZGTytGy5aqPcf/89cvXWDbJubbdGyLwWkMDJU1IyYZKHfIFgvWXIgc1OqmF/5PnMhsO/WgGNA1o1nsSzEa/VsFFDdjCAspljue88YJkNWj3rAG+rrLw3fdGAVrUO8Pw6TV+xQav3psegCVkJ/pIgZsxSvyT+IfGwY2RDVVvRZ65pK63NeRvd52GfL4ZIbbV+fr3p92mUsjyekD/NhFyB8oeBVlOuRuC3Zn/zgXOjuJnPeW83Aq3Bfsj2Z0IsVodNVB+2eiC9FcHh4wY77kE1Jf+2AaF6AKu/hHeUdiefver9a+5jKur9eyaNWEcBrd55PXDOBx+LAKZTSIS1F2PSgbcOyCH4rXb3IqHe6j7pBVRNQWnf2jIvrVPHpS2xID09a2RiuoAEcQnp7Vuv4xPtBd5+7015570D8u7hA/LELzwmv/RLvyg7t+6G72t3M7faee0TFczF6WtBeNtsgeOMaVGPiVO2qNdotr7B/eJcJ2p7xi1bnOPi1Kfe2BU6LvOeD1llUq+8DrTWb00HWuP0dneMi4CLgIuAi4CLgIuAi4CLwHlHoBGAafYCUSdJiiIa+JEFkzxcSNBqICvrUS5TnQrVmA9ag0ubbQ9XVsMDJ5WpE44vqUdqEl6I/f0DcvDAu/KNb/ytvHPwsFx15TWyc+d1svOaa6W3tROglTCXnqyjsAjAa2ZMMySlcjm8euETmpOpuRaox2AbMDkt03NnZNvVm9QPcf3aHunuatflyibzsAGtvDZBqkIxApyAL6dO0i0gaLezAomIsDUuaLVFrs32tTj7RQWtZUhxmXldfVn5YkzY1vq3v9nQ34dhHmjF56pCJGw39gHee/q+D1rZj1rR1kuz1Fchd63JPfuWAf02aCXg9+pZTeJmPlf4GWDn9v0V9ALkzmWCY5bfP64CGg1opXWCKjK9o7kf+yHfqgdXzT1j/4zapmHtWQ+GMNa8r+spWoMgjknkSniAYmB5TYsHFt5vfyq4FbT6MWJ/MGLuSrw1QF6NtR709dVg+FHwIasKXRle8+I96x8TB7RSVs17nn7SKTyIKc7Oyet735D9+/bL/jfflNVr1gK0rgZwXaXtvggauyY5Kx14FtSaylJHi/czGJ+ykm7DuAMYu+/tN+S1N/bKa/tekfs+e5986ctflM/cfp+sBYy90FvUezouaDV2F83Wh9exvzNqfTfa78cpm/kearZc5n5bTmhY69pxrhH13xBR6n2++y5nfWqNjTqWWv8mqnVNe9zWIcNKfhe1nnHqFfUaF3N/B1ovZvTdtV0EXARcBFwEXARcBFwEPsERuJRAa4U+VNojoPQji7Dh1jK0m1EF2T+pfDOgVX0Uue7b2szE21aqwZ2TCETnPAQ6fCWTaTl8+ENNgvWDHzwlp88Myq233Cnbt++UKzZeKV0t7dIOIJrJtCCr9yCW5p6VsbEhSSArVmd3N1RjHYB9GZktQn2GxFh5WBqk22YAWjfKbbffAtVYO2wDMlAReiCwFcHxfGFbFRIvlL3ytBDmKbRZqrQLU7QaeBEHtHqkyLcO8BW+3tzRK1/QOkBDGk04G7vFo0KZeUDLMjsby85i6k/PSMDiYZXyEJ4y8RV/6ssCrco4eRILtFaW8gOS26BVQ+ITzdqg1XsQQKCq8abSESCxag9gJ8by2jyh3r1WZvvQwHs9xGtFgFaQPgI3FqdWQiwTAHOcmnvyeGspe1ijxQFL9nn0/CESU+UUIe9Tfav3tX8SD2xWE5eZuHtA2mvhMvpwGcepRYgqQRt3Pw+0eu2v6mW/j9tFqtwJ2kesW8C6F9Sv0f/bJFFTr1c/tinaUfBYo4I1D014n+tFvZouWANmK5b7sz6FfBGJ8wBNYXfy7jvvA7S+Ka+9/hpsT3LS3tUNa5J1sAbAWFIuyJaOFumibzTALJNltQC4Ts0UJdXWJhn8/d7hQ4Cse+WFF5+T62++Vh565EH5yuO/JFuuuFKv38h/1/STOMDHvqfrHW/G9jh9Tu8tvaG9tg9+/VQB+dKBzFape+Os97m918cZtJo7xW6XsLa227DRmNH47mtujzj/5onbP02JmoHtnpG6VQcbulpvBx9AO9Bau90daG3unnB7uQi4CLgIuAi4CLgIuAi4CHyMIhBnYhV1whPlGsF9I03MF/PEGpgrJQBPmKGbk/KEvPLKa/L1v/mmHDnyISCHyKc+dQeW/m+V9VB8dSJFeUcmK+2AFmdPn0YGcHglDg1KR0eXrN+wSSamoGDNY7ku1i8zE3hbZ5vccMtmHL8OCbBWI3FNVoGJmZst+r6oah0AKuQBOCjyaniAhnWlKEDSPl6Bqj1LtEGbR3mXbYvSpnEviib0E5OcC0gqECF4cpCxin+rX9+lYMU6QEWPwJlUDjcB8JbG2lcq400DkQxo9R4CeO1eVbhCIZ3FUnDYFPBTuMLautwlheLi9MrS90UmNGqehCtQolmp3/ZhDyls8GDasRGMC4ZZYSNjFlBk808PCBtv2aVlN8nLCCxNhwzCLlUu6/Feb17kAwP/NM1EwkAQtq22BECnUaayHp643If21WJ4VbRBqx9DA1b5sSkr3/POwWM8OMN+ZE7Hn/Rx9ZSw5sZDXyuhbQGb6dWaSqR1nBodnZT33zsse1/bJ0c+OIrPFuTGG/cAkCalmJ+VPiTo64GktbO3TdpXtePhT1IGxyfw0AdJvCSrit8jR96Xp57+PvxdU3LddTvkN//H34Zif4dWiQ987GSCwXvXPLTiPhdybDd9KOo1GFvi+UrsrT5nK/9t+EWrFoLqyjXVTsLbg+MyAXnYQyf7QVgz5YwzDjZz3nPutwYPTYL7829j02G3PR8+8l4PJpc0CuA49Qm7dr33zEOpIPS1v+sbPeiKes1G5an0Ewusqv2M3YcqYxoHgvMrQXDMO7+zXdpHO9B6abePK52LgIuAi4CLgIuAi4CLgIvABYhAnIlV1IniSlyDoVlcmOP0UgHFIgAVgcUElvo/++wL8v/95V+rOq67e7XceNMeWbN2vXTDw5A5rDozOemBimzw7ABg61kZGhySdijF1q7bIGeHhmAZMAnQCgUjJqg9q7vls5+7Va66eoNkszlA1rR6yOr1fVWjgjv+p0t/Q2jfBWhHnlIhQpgR7AW4Xpw2jVoMgryo89kWC7RWrmedJMgrFJipXDZq6bz9DWQ1bW/bXxjwqjuiL6SyKYBWJDhSCse+AQ02k1n5l+Ycn7a+hL5URqvqMgZoXaRHsKptveXTJmGcqWEFWFGdaQHZKBHwqtDY+oIeycEtCFo86OptVchKBbb/2CDistwgaF0AVTPA09hO8MxE3So2rYodlxTV7uN2zMxO5h6vKCp5v/vPMwxo9X5WIi9JPv1RCwWodFs4bkDhCvh69OhJeXP/O/CQ3gtF/RQS7e2RHKwBWqHk7IU/ay4D04CcSMdq2AW0pWVsegb+rFA8z6cklW6T48ePyzPP/kDGRs9Kb2+7/M5v/w6U+7fC17UXKtl0KGg147jpw8F+0kx/iDMORP3+iAdaoQb2+5XeR+bFBwEcnz8BoJXjjxkDzFgVBl/5nhkn4rRnM/3E3ofXMCtWvKHRqNrPtWyJ3FeiFqbO/ua+qNzvfjmX4xIOtC5HFN05XARcBFwEXARcBFwEXARcBFwELtEIxJlYRZ38rMQ1GN75+TzAEXxZkdxqHsQjP1eQj44elx899WP5ayTC2rRps2zdBn/Wa6+Tzs5uZCZPSqowD0VrTvrgizg5NiEjQ6PI/j0CgJpRn8ST/WdkGO/PwfO1jAliL0Drk1+5X67ZeSXsBjKSAmQ9Rx3ke6vW999c/g7hQCsm7SGg1Yar54BWghfCzWUCrUHwWgXtLZLMpOAfAKU1rlkuekviy6Uq7EzCXiKBRFbpNOGo5y3bAtp8zjLVenCAKtoAaLVBhgEu5ifLF0k17l+beJggy9TPhqXcxQDTMHinxhY8NsSfOKhQ1GZZBtBKRSSVpTZoTSpo9cloSPs3Aq0KgkP8CAxctdWtpsmSgF+L6u8LKKu+BOgX6BNn+ofk3YNH5Zlnfqqe0jvoH72qTzoBW7sS8yjnnEwXxqVzdYe0deWkAJZeKhPaA7Sm2pHs74z8/OfPyYGD+6CCnZKv/Yt/IQ/c/wCS/u0+R9GqvsRUC8ft9Fb/W5GxHWEyCciW9F+/XxiLlaXjbRVw26BV+6Ypv/0Ux/wecRxYkfqjvHGvY+5v+37XGNAr2L9/CT35HWbeW/5vpqVntEFrUMVq+mRUhf2FKrMNW+OMk7XK5UDrhWoxd14XARcBFwEXARcBFwEXARcBF4FLIAJxJ3BRir4S12B55ucLulSbkzSu3p6AEvXFF1/Gktqn5fvf/5Hcedc9sufW22TLlVdKIpWWch4q1fGCtLVmZc2aPgCKoszOzMro+Dgy0ack19EpJwBax6enZIHLamEzQND68CO3IaHWRlWz6jJUX7VHH0H6UPI9nZRZMslzEx1FiWBz+zrQei5orQVZ7feXA7SyhcwSbBu22qC1hcpn9k1AnTz9fgsFmZvNV47L0YYCyY0y2aSq7hKwm6h66zbXB2zrgDClmH0WU844AIFglR66BrAG73FV0qkCjN6qxIm+/YMP9wxsVQBkgdQgNDsf0MpLUnVbRjmDoJVq1iTLFhG0LmkF39Ggag1QsQBWMKjDQkXu6n2WhxUJQXg226YPhFrR+RinU6cHAVo/xEOhn8hp2Jds27YTY8xW2bB+vRSnxmR6ahjK+kFZta5Hevp6JAkVa8tiBuNdRnLZLpmcmJIjhw/KT3/6Izl27H2578H75NHHHpXPf/5xVdybNjYq6zg2AWE9cEXGdh+0muubsdSG9UE/aw9y+33ObwbDUM8HtMapbzBucQB3nOuatravFwYy7Yctca7T3MhU3YvXqHpZL1WxrqRlQLPlNjGxoXWcNgyOvebv8z1Xs/W4WPs564CLFXl3XRcBFwEXARcBFwEXARcBF4GLFoE4E6uoE4OVuAYDuLDgJSjiUvBisSwDg4Pyt9/8O3n++Z/KG/vflMef+ILcdc89sqqvT63XCrMFmR/MSwaqMC6xJQkpIxv49Ow0MxdJAku9T/T3IxEWYGxvD/xZO5AVvFf23LxN1uInQat6M+I/M3mcB+FNcLk2YasDrefVr+NaBywRpdFmr0polvzOt411QAuX6sdQ+NmKp8plLKXnElUkia4qyQRAvyQz03PqATxP42BsXehfbe0AZ0iu5tkHAAamTBKz5kJ5sUBrWOmMqpWf2XYa1ebwW8ZWFvr3UwVC6I0dzUCict+FgFYdHwhZAViT8HLWxFsRrAOW1NOn9TZsNs4dekrLu9Xray0yg4c/eCIkbW0dPmT1aOzI8IQcO3pGnn/hJTl54rSsg23Jxo1XYJxZKxMjg0jUNySTM8PSt65XevtgB5DpgHo7gwc7APPJdpkvlmR8dFCe+tG3Zd/+V2TL9s3y2BOPyW/91m+rotUoBA3gslX4cUC73deb65nVvSLfZ02C1iXloI3DJxy0Uqlq2lvvQcTEAPZgG9g2ElHbM+r+5ruyco/7425Q3Rr1vBdqfxu02mWO3I+tAjpF64VqLXdeFwEXARcBFwEXARcBFwEXAReBSyACKwFBV+IaGkrlMZSZtcjs7CxsAz6SP/lP/0neeGOfqlu/9JWvyJ133wXVYFaVeKVCURYGitJaaJEsbACoLiPhKsImgKt658FATg4MyDyUhZu2XinrNm+S9evXSl9PWjpyyao3K5clQ8mqSyIt0Eql60ooWSuTP/zySfdopUmmleTd6xYWpwu1DlDIGg5aG02mw/p2rf7OFFee8k6gUCzL5OScjI5NSqlUUgjS3d0J2JoDbM36nRm+nEieFSmRGpP++Mm4DFyxf9YachrVM3icUbQ2GsKWqOlQ9zDP1nrnWC5FK1WtVJ6GgVZ9UBLZDdhKjOV3Khu6E7iauvPBi7YB6l+Aap51IvykT+u879VaKi9C3VyQd955DzYAA6rIp6o+CSX9BBT2hSJU9bAP6F3TJR1dnThDGnAVY9UctLkl9BHsn8L//eQn35Ofv/q8zKfn5bEvfE7+3b/79wD3Ob2erSQ0oJXJkcyy8ah9wLu3okHwRv0l7HO9gpWkyOxjq6K1LDaQ14xsftwZe/+lp6qeoHo5Hqs7hXsHLHlgYtU5TsziHBM3zoStZnxhOxt1cxD0xT1/nPbkMUb9HxybLnVFq4mTvVogTgwcaI0TNXeMi4CLgIuAi4CLgIuAi4CLgIvAZRKBOBOsqBPFlbiGhtvy2RsaGpS3DxyQP/zDP8Ky3FOyYdMmuR+ehTt37wKwWMCEExCDy3ZHMV2fLkPJCthF30K8uCS6ANg6XZiTk4NnpTWXll03XC9bd2yVTZs3ShtWgGfop4mJq17WT+5ByOopapHV2U9CFDWL9fl0G2cdoNN25SU2/7H5C5r2nA2L+RW1hfXrOGq/Wv1dHUKZ4AtlyOcXZGamgMRH0wAhZR+0dkgHIGsWEJ8WGOzOiXQ0RavqJplwqc62HDBDfUiDRLtB5zXJo6L08QsFWhNUtAK5qTUDWz+iN2dYHZbAOO2J3lbtV0h+Bn9Wbhw7CgX4PiMRFscixobw6cTJfuk/MyijI+MAsWUo80syONiPMakoXb1tgKxZqFnTeEiEkaWchg1BVooYvxLo5G3pJJJpvSB7X39JTo2dlHsfvFf+7b/9d7J27RrpQrI/M1aZ65txKyxhWrNtFGdsb/bcZr9aoFXr4w/6Crktz1+q4dW+gf+hIdjGql7GVllrYDNic2yDfhCsb9TvwqX9oflIxIkzy0bQyn6k30m+D6u5qoGd/MyoX5fLUqJRzWqBxjjxbHStqJ+zbHY5TFntRIfG4ziul6wDrVFbxe3vIuAi4CLgIuAi4CLgIuAi4CJwGUUg7gQuShVX4hoeRfCzwOOXI0c+AnR4Vf70z/4USYfm5TP33Sc7d+2StevWymw+ryqvDizfTU8hc/dkQaYmJjw/SSz5Z9qcqbkZGZkYl9PDZyXb1SF7Pn277Lx+h2y5apOkMBGDyLWizmP9SpjM2styCVqpYDOT/6CHYJT4NbuvA62KMbyuYEGUJaA1RICXANQkaDXbEhXmMmaaNuSNoBUcH7B1XsYnZgBCkOwIxe7saEem+RQU14BugKUqsruEQSthVqNtCVBQ6BWNaF5I0EqfVgVw6v+hngWRNmMNcI4Ylp3PdkUwSnucXRNyEe5ifKC9Ca1KdGm/xmVRzg6MQtE6qPYBBXj48nX85FGMS4uyact69A16StD2BAmMWtolk+iW2YmCtEAZ25ZOwed1n+x/6xXZf2S/3HzrzfL7v//7smPHDijxN1TsA8z1jcLVQKOobePdZxdP0eoN+d71g6CVnrxlQG2vrngohodqCd83ux5oNe1TqyNcTqCVdSBALRaLClnZz8IAItufqlfua9tMRLoZIu5sK0PtQ+P0wYiXbrh7LdDK+Gg/8x+mmgcUDU8YsoMDrXGi5o5xEXARcBFwEXARcBFwEXARcBG4TCIQZ6IcdTK0EtfwZtucWEKNCk/V11/bJ889/4J897v/iOzdvfLkl39ROju7YL2aAmgtSEdHh/RA5ZWeXpDi5KyMj43qZJSveXi9jk6OyyA8D4cmRpHpu1fuvu8zcs21OwA7NmHRLhVp1WXQBrSaSRiX+5oYUeXKLZmsvnehuoYDrQQuNjKtp2ytAqIE8BfxutmCXoFR+7vdvkHQaD6jsLEENeMMkmIRqpKzZaGcTqdb0VfQj0FjYDGXAAAgAElEQVRZFbRCOR2FTerqZ7/Pmf4Y7G9GhWXXM+o9ymgRtNo+xMHrhCW8sh841DrWhmetuqI7GgE1+/M8vPsWcBKTDEshCs7JpfY8N6029Oxq6bD0OkHgHqyf581ahaq6v4GsRmFJZTJ3YWPilzwSYfFhDhOfUUa7gPcT+LsE4FrIl+To0RNy4gRfp9U2IIkEfEc+PAz7CJGrtm3AIbAbQPvOw9ekM7taujs2SGkO1yighvNFOf7hITn47j554Y3nZfPWzfLVr35V7r77Htm5cyf6Vvocj85awKvZMSpqv9FhOiqcZVgt64Cw/hDsayUumcc4bqAyE5+pqpNgnQ/B/O+LSlnQDt5/S7ewPhEGK5uNF/eLM55Ejpkf57m5OViUTChAzeXa9AEjN0JDExvGg6pXPig01gJR6hNn3zgxiHOdOMcEQavps4yZga22QjhOXRxojdMy7hgXARcBFwEXARcBFwEXARcBF4HLJAJxJnBRJxYrcQ0NN2bJXGo7NTUJr8Jn5ekf/0Tee++QbN5ylXz5K1+F6hQwAyqyIpPRYNLZ0dYuCSzfLk/P6GQ0k0or3JgrzMrQ2JAMwH4gP1+Q9bALeOChh+TKq69CMqw+WA6YjPCepI/1oyrRTNONmlUntFCa8X0HWqPfEHGSYRG02gvna/mzmgRGLBUVra1UtdZIyhK1v5s+UbvGVDoDAM4vor9SIeUJKpNqRwEQBKim6mj2LSZVi8AZLzXQSohsx0Phrg8164FWo1A0KsQovacC0fCLAa360/doZcAJWsEsAV0RZUC2Vi6rRqztrRFoJfCkDYlZkq7L1LXReE58Rt9m/+cCxhy+P48HLgks8c/AE5pjAx8MpQBTCVypcD17lmrWU3L4gyOqRORjg9HRIQXwG69YA//oPF5lXCQlbZlV8Ipeh3qkZCFfhsp1GmrYj+SDDw7Ky/tflI6eDrnjjjvki1/8otx6620K2QjS4i53DmuDOGN75GPYjtY9EObzGwStVLMWCbWZAMpfNp8gbPUtBJaAVgXh3jjNcaGeot1+ONH4Pg/vtcs/noRfh2ro6ekpGRkZlWw2ow8Xu7t7tH5UsJoHixfDOiBODKKMAeezbyPQyrHZjl2cujjQej4t5I51EXARcBFwEXARcBFwEXARcBG4xCMQedKL+kSdWKzENTyaIzIHW4Dh4WH5u2/+vfzgh0/hrVa5dtf18uhjT8APc1KmZ+cAeuDPCmVrKgHp4OyklGdnoCbLS1s2C9DaiuXcozI4NCCDwwOSbcupkvXRxz8v6zaslRwmqwRFXI5q4sD6EZioP6a/LNh8RgDrecI6RWvUWyEOaKUJgLaEJU1b+vu5S51bAcEagdYofb6WkrSynhy6uooY0qLCClT1xTJ6/WlRfYCbJ621QKsNDwwssoFb1HtUS2glEAtCUwO+PAsEb7mt3hu+FUMtZas5jgpQXaJLUOYnNWq6//iqUvVdJaTDvepFk1HFbywLIDeMT1X9y2slcH8StpotCNTC2r8MkEfYahSSS0Ar682s74CiZXjwGiVcrqdLkoCsbOu5uYIU4dPa3k4A6l07D2B6dmBQ9r+xH9D1LJKmTUl7NgU1flY6u3MyW5iWPCCZtGQRlzb4zHZJNt0lC8V5mea4NXBKjp84Ivve3Yul80VYBqyXr33ta/LAAw8AtHVWQOv5KllNnKL2Gx2mIypaiUBtAGqAeFifM+enXUzJtw6gYlitAzzH1iXJsAzQt0FrsA+YMZ3vB/tB1LqEnaOZfh31Otx/enpaJmB/Mzg4JG1tbdLT0y2rV/f5thVF7QsGGBIe8mVsJJop0/nsE2U8PZ/rRD3WjN1hQJ2qX9vL1sQuTl0caI3aMm5/FwEXARcBFwEXARcBFwEXAReByygCUSdwcSaKK3ENLRcm5NMzs3Km/6z817/6a/nhD56SzVduk+uuu1FuueVOAFRAikIZS7Q7dGl2qVAE2RiHYeacKtAIWik1HOg/LQNn+2V4ZEjWrF8r13/qRnniS78g3T09kkAWeMxGvaXGFgAjTPXKsHQJcmWpoSoTmwdmcbqQsw4gO1uqaPXASzWaYX3RgNYwwGJPuBu1nzl3OGj1MJ8qHCnPawHYA/rxgL13ZaoavSRYWNbLZfnaoEiMFQE0epzWW6Zul8Oud1gil6j3KMGX+ln6S7or94JnNeotw0Z9TII4G+Isga3W/RKErLwGIWuS91uEjTHWMmgw8H+494KgFQVDMilgeQu0JujZ4G/NgFYbIHv3vld3rzEJctHWVLrDkFchDds+iVbHEn6qS9ne3nJt2JVgXypaCW+oyH/vvffl+PETMgxVfRvUrBl49SbgWVKAorWM45LpdoxfSSnOJWX1qo2ArUiKNTcrk+ND0t9/TF57+1UZhiqf9fi93/s9eeyxx9Q6hXCNG8clbvzbjFFxEiFF7Te1H0LUbmC9I3zortDTVx7XU0QzoWHZV6nzTjNJz3iVSm9S4bEH2uuBVtvD9nIBrawn+xz70gDAfRseGHZ2dmpSNNbBJMhSxS/6HP/mi/YSy6l4rtWqjcbSCLf7su5aD7QaH1tb0RrXasGB1mVtNncyFwEXARcBFwEXARcBFwEXAReBxhEITkbDJiWNJiq1JsAXY6IYdTJuR6hWPcPPuQjV6ogcOvSB/M3XvyHPv/CS3H7HXUiCdYNcsXkr1D0zMgflVybbhsklnVYx0S4BtJZmaZgpHVlMMqGCOnvqjJzu74eqdVh2XrdL9txxm3z20c9KG5RnCssIbwKg1dgGBCf/ZSpdVc1XXQJukggZJlMRMfqWj5X6QzEYJRt6C3bmUusom/a1wAHKzuzzEKpZO0W7gndy+yoaP32vulUgFWNlPvXjXK8+Pt+u7EKGaVsH6HUaglYAN+tEBrKZvhf86ZV9aRTIAgnOTL0UXqnPqqfk1Kqw7zCWeL+lBUu4AVuptjPhppWAAvtFLHn2FdOLBK0hitYge7X7Eh8aLKm0xqAaBFMfG6h45TRhbNzCbE+4OlbtFvzHDnpuX41aAcdaZ+zrL+HmVTQmAUhb8Wb1j9f98B+XfkfZtK48hwksk9L5/U2vYT5nnPT+BIvlkn5L0WrKWIlI2H0VDJN9/ypXR3sT6FLZSn9HjC0FXhNwsw0erabteQ0q3wtQt2YyKaha83L0oxPy4YcfwkbgBBJeATYjGRb9DugfzeInU1kpF5lQKykb1m+GKrYT5yjKzPSEDA33y4H398mHRw/LaYxlv/O7vyu/8IUvyrp1GwDSmBDJu54yaEJolIttRZV/o++VYDtEHdvjgFaGkqDVY+ZekkHTN8L6hfFapZmLUbDaj8UqzaZdAX2TbaQPJjz1tX2/GzVr2BjgjS3nKuQb9dWoMT6f69CjdXx8TAEqPVppWcFN70dfXW48WptJhmXXV3/3z9Gozvbn3m259OYJi2OcOEUpR2jfsdT39hjA8hkfW/5uEmHFeTgRbM+LUc/zjVOU4/EwK8ZdEuUKbl8XARcBFwEXARcBFwEXARcBF4EmIsBJkFEc2f/YD6rr6v0DnecI24JKrSaKc967xJmMmmPC1DVmsh48L7WMJ04cl2eehT/r0z+R9w8fkUc+93m54qptTN8uk9Ozah1QLi/KuvUb4Xl4hcyWJ6UwPS7FsWFZDQjRhtqOjUwh0/dZOd4/JPc+/Ijcdtcdcu31WyWHJbwq2LOpY4Po6DSc81HfZJDwZ54enPzJCSdexEj0jEzgDSbo4f5clj2vRpLNh1+hVETQSoBBpZ05zKgNCZIrmwW+vPdiXIdJfPAi+qCdg6afshiFxkBZEgAQlWiczNI3k4alIZutHrU/ZnyDcLpyGQPfAufTZeSBqWCjhxsLIJ20KWBfaIWvqm3vyevl80UpQaGo6iddomv8IY3q2VfZEVQwovg/OgZoMSqw2fugUn7TJHqAV4lKfVlvfQPAiBCN8SSU8kFIUG0bvHfYHyteo80oBglaF72EOl6PoD6XfRn1Mf0FcdXr+KCVQWrxl8g336txbgus1XvwUnnYwTLxsn7kjA2BfU2Ni3mDViC81SLeO03VwQwAfnnKCLQHAAE20W/o98xxS4GfQr6E5GEpMHB6AOPXYfnwyFFUhKrepKSTfBCEE/lq3GwmC8DaIavXrpUMFItF3DsTM5MyPjUqAxNQte57RX763IvyK7/ya/L4Y0/KTdffjP35kElHMS0D4W9rqzcSJWCpwnvzQm7eg4bw76Za160++PBvlGbYZhgEr3UBv21UbR4CWpejX5yvgjHOdyjLzePMvyWCViFh9ar1fesNLd79bNrPgFbb39h7cHduA9krPXT4snapBd+D/1aJG4Mo/TlYFjtGYW1oPo9TNlOu5ehfUeq40vs60LrSEXfXcxFwEXARcBFwEXARcBFwEQiNACcyVE+EKeqqk876BO5yB631JiFhkI1xWUDW7ffee0/+9pvflL17X4fH6qh8/okvyJat27FSOw3PurxMAbTSXmAt1F1XbN4shcU5Ba35kQHpBODLAGJMjc/K2eFxGRiblfs/95h86o49cuWVfQAdxEicRkagn6YiACwqciNgBcuYV9DqZUDn2RL4IEmxmw9aFwlaVcXW/E2i2dQjlk2Vib66yb6S7aFpJtmVNgHdi1AsPUyX/4JmKZxU0EoI4MHBCmzWOCiCVdBKBSSVwGGT2LqgNRAyA+pqRjIEtDaK+iIAMJW58/T5ZHI0s9SfkBwvqhN5D3Pj0nBVPulfjJ2vcMXxjKMBrZbs0rs8g2MH2gKthlOYJfHcT98jLOLYwfP6kLUenDSXIbA1+zW1NBtXKxG0an14rAdaFaj4oFUfSPDlw1YNUiocnDeKtxe5pbYc9jFhgMc8EKkFQSrjK2FnjD7dTJmD+5SYE0vjBdCqDiSEVxgJPMKO/iRY/j8hR97/SPbte0Pee/ewbFyzSfq6mPiqHX6vJVnESZLofzmoYtva26Wju1MSmTTUsvMyU5iTmeKMzMwPySuvviTf++6P5NFHPy+fe/RxeeizD0sPkiGRW6v1A/YvlwtIxtUqKbUUCFdPx6lnrWNqQbV611iph4PGp9T+3q2lZI0bE9Y/DliLA/LCIKE9btqfB8sUVkYbtFbaEWMMHySZMfZyB606Hq6w/jJOf4jb/y7GcQ60Xoyou2u6CLgIuAi4CLgIuAi4CLgInBMBB1qrIak14QsGjfuVinl5Y9/r8md//udy5MhH6tf52GOPy5Xbd0g62y6zs0WZmp6TsYkJ6Vm1GqrW9YBl8KabnZD88FlJ4viWfAH5sfIyOVeSOUhP73noEbn+5utk7dp2rvhVGBJL9QWQSihGyFomZA2A1qQPWtMXAbRS1XpOPK1kX+d8RlAUTZSmUVuAZJVoThNWoW0MaFU1K1+ISZJKVp6fsFXVnJ4qK7gtK2jlUv6AwqrRsBQErSw7V7izqFyNXioCiPlQJQmiRthKawB+rsnUuL/F0ZWhmjL4fWAJaLXZvlGv4pAgaOVS9QV4ghqFbhAahSXA0sudJ2hlJniv3ZaCVoWdjAMr7kCrQOSszZpKsQ8wLvTshfKZ3rxUH5YWZAjJi/bve0tehPXJ228dlD07bpJtG7fKKiQzmpudxT5laUdyo2w2Jylkk09Aib+IPkZFK+F3mWNaclJe+aefy7e/8z255ebb5IEHH4Ky9Vfg57paITytAsrzJVgPzOE8aUmnUngXDw8iPqhpdJ+E3bdRQZYDrfHg34UCrQay2opWB1qj3gn1/40T/2yX3pEOtF56beJK5CLgIuAi4CLgIuAi4CLwiYyAvdyPAYijsLncFa31AGutz2amJ+VnL78o/+E//p9SAOhav2GTfOb+B9SfNZHOYTl3SUHr8OiYdCAxyCpkYOZK5oX8lBRHBqWIrN1FJA8pzEERiGQz2a4+ufO+e2T7rmsk18GUKlxiS49WHBRxmTEBhrELAIITvmxFKzRBkgbtSmMnhX5UnQHsRrmMsrgItgaG7YUv9TS3XtVLs/pONPsE7zqwDsCLWssqaCVE9ZZwczUzX9TU8acqh33Fqz0I1AKseg0uW9U1+EsnsZWl51Ywl3jpErRaF7FVd2EKPAWoquJqhRq4GgsuyValoL9knvt5manJGD2wzOZRyOpfsCJYNcSUbW8gtspS/ZcOBF4hTVwUkPoxou+v8mj1BS2pJ2hwqSshK8tjLAUqCjWiP8trsRlFKxXKcAvVvuopWn29Lk/lF2zJkn2tOLS8TCYXc2tW0RpUstZyCKxYJVCVp1YCdi+IWcg6hzEshSIjJ5LOoC0IzNUmBkn52O8Rn0Xc/yPDI7Lvtf3y3HPPy/7X3pDrN++SqzdcJZs2rIfP9KQUkcSvr2+VQtZFtCcf2tAvt0hDDiiGExm0cbYk+996XX74w6ex7zq5/fZPy+/+7r+S9evWqXUAy1AGkC/i4RJ9W9MpPkX6ZINW3g/292Y9xWdlLIwyQJ9Hl4oKp3W4sMoWHDeDytpmFK2m+EHQ2mL5pnwcFK3BZgrGPvidEOdBgDlnnGPPoxtdlEMdaL0oYXcXdRFwEXARcBFwEXARcBFwEQj7h30zHq31IvdxA61BaBQWs6Gzp+U5+LMStPbBt/BTe26V62+8WXpXrQHkg/chEmHNzBZkdGxcskgM0o1ltBCWgX7MSGliWKYH+mUGiUPm4eHa1bdeNlx1jdx026fg8bpJEhB80V0RFAuWiREJKC6xQGsDwg28CESAwhS0KuMieAEpgwOjglYPXOGYiDw3Lmj1YrlUNarKSz0hymP7tfqBj+JTy0PmETfvRcUnIgnAyhellAShunAZf5LDcUk1L22EnXZbX2qg1Vsdb2LnebbafZVqVsbRW67t1cQO5zmg1QeuHgjx1K8V/sdwMS4WgFbBqJ60ClohafWSL/mwtaqsTWqWeZP0qQJaeUJLwdwMaCWctx8UmCcCaoVhQCvBt4mNAa1s3Jjbxxm0sq1pB0A99yRg6uH3jsjPf/aK7H99v/QstsnGnrWybdtWJPuDzUmhIGvXA5jCLqCEYJfQ3kUoYglcU7kMxjaA08yiHP7gkLz88s/0odOunbvk3/zB/yybrtgENS1gLNrBsw4oqX+wAng8QPokK1rrgVbTZRsByUbfUzG7fqzl7BcKtOq3hX9fe2NP9QHF5Qxag/DZtFU90MrPzIOrKG3rQGuUaLl9XQRcBFwEXARcBFwEXARcBFwEliECzShrGvl6fZxAq60gqaUAYX0/PHxIfvzUU/JHf/InsgeQ9XOwDVi7YSOSFaVlaqaAZbuLMgfvzGkkxUqlPX/DFBIHCZbPLs6OyeipEzI5MgS4lZQrtl4jO/fcJtt3b5O+dau9VkU2eHVWVdDaPDBS7oTJKI/Gom5AES7xpbrTy3jOM3mgNSFpnJc+rZy7Lka0s4wDWlktXaJvJs7WTxPrZu0b6nV9wqASlJbzAG4ErWUAVtoHKGhlnQmJ8MowQRDqTbVhZVm8deJmQCtPa6sVbUVrmGpRW9LizLZiy+57SyAKFa0AVAo9/WMNSDUQml2ESlYjsqUemts5tquqRPXLwC7hA0oeRyBmhGkGPC+5Jg8zSldfmZuArwNBawl+nga2sg1TWB5O0MqXVplL1bGfJgBioir/Qs2AVnN8aJtbqmq7vRRI2FnDmhwrK1CiSY/WMEVrEJawriutaGV16dGqzBlNQPU27QNoHeDBeM9Eg/6+4yPj8u47h+TAmwfk5NsfSg7J/K7dvVtGxsZkrgTQCnVrC1SoeUJWvAi9aR/ApFhZwNY2+FIM9J+RQ4cOyUfHjqpNyr/5gz+QzVs2SyabVbuAJG46Y1lAmq+K2gus6q3bb+r0h0bfd012pbq7BZWKwT5jxsp6ZQkDrctR9rCyNKrzhQStlWubhz/+G5cLaA2LpwGttdor+L1g+jLHtbAkYvXax75+1GMbtful9rlTtF5qLeLK4yLgIuAi4CLgIuAi4CLwCY1AcMLXzBLGYKg+bqCV9akH/uaRAOi1V34uTz31Q/nGN/673HvfA/Lkk1+GZUBGSgCsU/BnpVqMgK+E9d78XaHbbB6K1rwkyzMycvq4TI4NQb2aAWC9Ufbc/RnZdNV66ezt5IpsHg2+StBKP8OPJ2g1/aiWMsv0xagT/zJgUHkerxqglZCVatY0IKtmYlfQeq6pQUPQGvCW1T7jv1draXgQtJoJtD2xtgGRTsgBKwkklbEGQKuxBzCx9BSvPj33F6jbnrC6n/GJpSLWV8WqlyuC0qpZ4qtA19/dHOYrSD1w6ikj6SDgKVqZkMvcOway2orWuKC1qmHzamkrnO2+Yfi1Kr8smBtlaI8LWk2b1bMOMP15JawDWB6quD0/XFpl+N61ePDC/uH1dnj5YrwqzBVl4OygHPvomLz845ekBCX+NTt3yuTMjOTxwKJzVQ88j1vgIw2YTjyK2NI2IJ3JSiadlDZYFEzAguDU6ZOwENgvXV2d8nv/+vfk6h3bpQterxmAVmN14cWXoJWtGmzZKC3V3L5Rxw6edTlgZTOlCz5YCQP0tpVPcLysBVrPt/znG7PguGmgoil/I6VuzdhdhqA1+O8ruw31AQzNtkO25Qatpg0caG3mznT7uAi4CLgIuAi4CLgIuAi4CLgInGcEzD/owyZnzU7YPkmglfEqFYvy9Pe/K0//6Cn58TPPyiOPPCpPfukrMgt1WB4ZaPIFwAys/29pxQJ9QLIi3psDZC1NTktrPi8ZJJAZ6T8mU+Mjkkaimd1QxN754MPSu6Zbsu3wQsSa90RrGZMw4L+YoJU4Zami1Vv3XVW0evYBFLJeLEVrEBwo5MCrujheqUfkHq7LlKm8A7AmbCozOZgvxaRZggGtTEqvq+UvE9BqB8LP+6RvMUTGk3WBCaqgYG5RTwQP9zLL/ZIomoM9LwIPmhK0wm+zmmjGuxr7S0U96y/VJ7itgFZ6cGqSJaimLdDq+cV6Hq3cuP/5gFY+qjAo3AatBJuWQLgSIgO8o3aejxNoZedWATP+z4BWfaRAhTvuETUOoZnzApStSMw3ODAs3/v2D+DbOiabtmxR9Sr9nZNQrTLx1Rz8XamWZ+b3dBoqVbzSsCDomFmQ2dFxGRg6Ky///CXJZFLyL/+n35brbr4B3tXrsR99SYzthafudaC1qiY390fYQ8+wB361HgDVezgY5T5woLVqVxAlbrVWYyx5GFSxfvG+dxxojRLhxvs6RWvjGLk9XARcBFwEXARcBFwEXARcBC6TCHxcQKutIgmbtLKe3Gdubk7++3/9S/nJ00/LgQPvaJbtRx/7PCwD5nSpemsqi1kUVIjJjOTaOmRmZtbzOxyZlFYkhMklF2R04CRsBcalratLbkTymLsffkQy7VmFEkg5A6VgGTCCybAyPu5qvjOYZFgErV4yrKUerSn6s/rJsBKewGxFkmGxBkvUlYEEKkzWo1o7y3eTysRWZniKtHGJtGrvQkCr58/KF1eWaxEI63y1lH2ZRopWTbjkK0C1blZ9oipabdhifq+Uhf4GPjT1Q6O2COBlCkbNCnmC5TKyxJ8DWivKVqNW9T0IFJz63qY8P4GY74Fo2imot1Jw6yfQUqUkm4a8VhMtVZNimWRYxirCgFbjsxjFOoDXbCUQNLYFClfRxpZ3IxN0mXOyeASzwMYRe03V57VZj9ag6jrom2v6xRJLCbZbpJLF3BltyRiV8eCG3N1L/IZ24oMIKL7nmV0NcU3igRAtNaanp+WHP3pWTp06K9mONkkAsLZCsVrE/rQNyJep1MdDIIDWXC4HNWtaMpKSjokFmR4aldP9J+WFl59Tq4Lf+Nqvyx1334nkfjtwPT70gOoZfTaZhKcrEmJp/cMIecyqXq6Hme8c890SVKk2Aq2VBwO8fwOvuDG51EDrEgB9mSXDqqdaDrMBCMa+FnyP0rb2OcwKgyjHX077OtB6ObWWK6uLgIuAi4CLgIuAi4CLgItA3Qh8UkArFXuESbOzM/Jnf/RH8jySYY2MjMpdWPZ/9733wRmgCPAFkJBtRyIszcstvavXSB5qsfHxCYDWKWkBaG0DaB0bOQNgOyldvb1y06fvlLsfeVh9D1tBAFMgEKmWIsAIPC0F0DaCdYAH6TzP0XnAFWZr58tOhkXQSm9WJsNSoEbQSuLavEOBp5Q0Gesj3B8tlNcZIBkGWgHs2J8MeEgAMlI5F23zls8rcNZEWF5MdBm1qvu4aNqDXS2ePNPzHrX8Y+3r1QSuBK12timLnsUFrea6S1RQPhHm6Rk+9Z6F36/mlUIZ6H+pPrP4uwxjTqoVCYFZUa2WAa38WV1f74Muv/6MFaW+CmuqKlhNlmYFQ6GnF16vGbkkXfucBynNElUb+iyBSdxXL+OdtRmP1uig1UvytpKg1UBDRcCWbyzrqOpaE0XWfYVAqybFY18BgSerV5sMH7QSfC7gxmgBoU5gzGJyqrm5vLz0s73y/pGjMjIxKj19qyUHG4BZjFkF2AYUaceBZFdMaNXe1u69kvCfHheZHByWU2eOA7Q+i/0K8sUnH5cHHvms3PLp22CfUkSfpdIalh2pNF7wHNaBKtpd/XHcOwy0ht1DQQ/URurXZlejhMX0UgGt9rhbAcrsyP6mMQjpRPZDEn+IWnqMpSo1H5jxKmz8bbbfNVK0BqGreRgV9l1TrxxR29aB1mZb0O3nIuAi4CLgIuAi4CLgIuAi4CJwCUXg4wJabVWRye5rK9aY8Iev6ekp+Y//+/8mP3vxJSS6ysgtt9wmn8Ly/yKX/MNzNdvWKafPDEoB6sKNGzcDbbRA1TojhbFZgNaCZKFWnRg/C0uBaelZs0ZuvvMOKFofkDyZF9o1C0qUXCwAFEGLukjQGlHRyaXyOIqgldnB9UXsSDiG95NUsWGHlA/MFvHBfFTQqlw2oi6PS9QNaFWaZx3PSTNhjJ/BXpeZAwYlAWbSOcYg2sbEP6ztotoCeEvrfaascTCwUN9VYg9M5kwAACAASURBVImycKl1yCS8adDaTBH9JFKNdrXLQX9M4kyGi+pEKhHZD7lRoZSGB0KSkkVspRKXhSOO+NMATYP5fKdgD/pZMJCqVsaohKD8/+y995dkx3XneSt9edcebdAwDTQ8QYIAQQc6kBRoQSdqRtLKnVnzN+z+snv2rKSZHR5ptEczZ0Yzqxlpj0YSRYpWoChD0YAASEBwJEA2Gmjf1eUrKytt5X6/NyJeRr7KrMqXqLaIByarKvPZGyY7PvGN73XJvRQ84L0U3nCwVW0WGFVVwvJqTDZm0m75oCIOLXRPB2J5jPq79gFabdAMXjGKVlW16o26+mTQskn1lGwzampD/5IoWn2o7p/DXd3E0qvrPdaBZHe/cW/aZjQgeyaUJ4zPqRoQ5aVx83W/8P9Fn8AJoWefe0meef4Fefq5Z+XA4UMyvXuXFNdW0bfVUPfWpVwqabsfHR6R6fFJGRsclfzSgCxeuIA+74T84/e+DY/qRbn/bffJRz7xEXnvB98P0Mp+jN6uxk6C6lm1DgigNWoX/uRSHLTGM81vpn6Nf2/1U4euBNDqT9xEoJBL7Vl/7OTWlQ5a/Wfw+0D3eyfQ2k95bXWMqy/sh4Kidatohc9DBEIEQgRCBEIEQgRCBEIEQgSukAhcC6CVgyL3HPzdAIEWHOFnVXiz8kXQ+n/8r/+bPPH4D2Tf3n1y9z33ym133KUKVq6bpTfrCz99WZZXVuWGG48g6/aQKstqxQqsA6qSG6jI8uJ5qdbXZHLvLrnrvrfI/Q+9Q0Er6UMelyVozUCLmhi0kjtZ0Epo1gCjNaDV8ij8TIOxpGkja7PPrytoTSazIzhiUp9EGyEWYI3GlS8/EYiN/zpUw1QO1wFnCFuZcKcwPJToMtx5A2h1Z9D4ONDqSDNlriy7zs/TDbQS4rYpWnu5S99clWUSi2F8KTpP2bBqVe5ag2K1BoDPGOlzIoaDSDaUpeEs98X5eQnaRShYtpDPsEincHWg1DBmBa3YoYJjeBT34r4GVvKn/d2CVnVL4KpztAkFvlqUgGe2zcTVd7yvyEKACmubbE7v3y4F7qYANrpkax0QlSHBsH0R4OqNGsDq9LuXC7TyFuMquw3PdglBKwEn21EaEykucRk9Wrk5JSsDSMuJUnFNXjl+Wp548kfyrb//W7np6K1y3aGDUqzQEsXYQiwvLAG+N2VyZFz27Nwl02NTMrCckpWFBblw4Yz84/f/TmZmz8ihG/fLo597VD75mUcVsmopArBWNTlgUwpQtbKOvdE3X9EaB6jOw3Mz0BpNDLC92oz0nSY6ksT5UoHWbgpQbUOeQj4OWl2fcSWD1rgaNw5dXd/te7R2U6rG309aPq5e8ZpMUngtb8E64Fou3fBsIQIhAiECIQIhAiECIQLXeATi/9Dv9A9/NzhIuszt9YYu6SCE1+M9OkWRf79uoMt9HGhdXl6Ss2fPyW//n/+7vPjCC/Kmu++VO47eITfccJP6gXKZehUQ8yc/+7msLBVlPxSto8NjUB3mZYDJggAtqrAMKJeXsCQ+JYdvvVluuu02vI5IXTOlYzAEEJFq1gC4AESa9GhNoGilQJOH8T8uhcehTtXpUBTFq3AliDLIK7TCG8p5LftoQRDzxkYmYuCb2yyyjI7nydz1on2satXEmHTOntssPlcYvU7vSKtqZcyz8HTM96Fodferz27VrN7jwfOTl3SSOnOzvsCuGwRog4h614SMvQEjPp/u6almu4HWKLCEq7iIe4Y61IlUKNJjkxsH6jlAKwNazX3wnipcGo7rGGBqXibbvQm7E/Ean1dyU2Sfp/rRUz5HStjoOHO8Aa2MK8AsAJ0PWk1dacXDB0Hm0aloZfDNPinrcbsVaOXkQWszKNMAPPO7erRGoNWevYNicrOyUpUsGrARWxJcteJpJmJMLTc2E0712lJ2x2tB3EIgAvnJ5jS85072K20zjOp3HVDVPBdV4m5LY1IohcJHM1PLiTIS9p06NSc//OGT8o2vfx192o1y4MABg965ZBt1bX5hXtYBS8cHR2Q3bFEmRyakWWzI6kpRFpdn5buP/4O8dua4DE/k5bP/4rPyL3/1l7XCUNXPckfV1fIaRH1lfdSY8wZYr3B+YzHAZIBIpBbrdHgfBq65Wr6x1piuxTRm1vFIQK/13vVSbS3dJsozicNUVY8YaTI3W/5mboT31LmdG3G4aWvctF7aV0qfY2O50crEtQdemGXUUn2b/XU+ivYkbH/6TPbJ7bmj43Vfs4//SlZbWnv3+x3qzhCfmOp2PjNJZb8DbPs1bcxscdhq+hmqos03j79v/Fld2zX9bfuzdfv3StvEahRrcx9uMzYgnbdu70eg2HsmniEO0C8WaPWvHxSt/baKcFyIQIhAiECIQIhAiECIQIhAiEDCCCQdWLl/uHcaGFwuwJrwkdt2NxDF+II6VZBbmp3NInELgQD24XsnTpyQ559/Tv7df/h/5Ny58/KxDz0iR284Int27JZytS5r8DAsQrU6hyzca6U1GRzIyUR+BEtsh2Ep0JTS2pKcOXsGFgMp2bVnl7zrPQ/JTvxk0hm+3CASOE3Hhxmkm0kCWjX5jQfZHCzeDHhrpnpAYD6jG6jHl6B2PJ43aMfKvFsiHKOjNG/TI5Mvxze4ZLyB7OVRHXGgNQbmCLsUaBEU4j8CjkQqLQIlO752sMUVuMulEh8Ur9Pz1AIfvX8HN+zv8ff4d7wddIuxDx6STjwwEnU8f93Cngg+aIyw2SRQ7YClKWWAWNZnLQNQSPryZgHVYuJPU1C0GcB/TJxmvHxboIiw0Kl2tU7wP6uSVXhLaNiNMHRplEn7Gxf7+On88/R6zvhESqwjUH9VfV73UAonTZtSSwYAMYUtTNJGFa8Jn4JsZ83h6oYqyWw94fn0vDyW3shdcU3noCWtN3799OuuwYlms9g/Ap1US586tShPP/GsfOebj8nu0WnZS5g6OY1EfcMi+bxcWJyXaqUmOUyATMA2YCQ7KFX0c+XymqxVivL9p/5Jfn7iZSTPKskv/fLn5Tf/p9+UJrx/oU+XClTqWUw4sU/NMo6ErPhZJazHlsf7FfSfTJ6VhyVLpi0JHm1AkCaQfZWFkp36BFVtW09czNcIHknF6mkUTiqFvsf2UiYCppdqwGdjHW1E/ZzhJ1uvrWEVQgETGFndi/CXkz9UA/owVZsfrqdwmG3N3m9rogirE/I5Bcgb6i4nDtomDwwP1NJx/FHBovd+H0rofutN51rY/d1Okyt+v+dDU3cWWqJoebkys/3KhljZ7wL3PeKOSXqPfptog6ceoHbVgt8f6oetVi12cgL7ZfC9Ta/jjeVJa55W2/KVqv6+PvTUok7aedpj4vffLRbxfrGf6/UT58t1TFC0Xq7Ih+uGCIQIhAiECIQIhAiECIQIbBwkeAOEXsPjoFx8/6vxH/L+INCBSbc02y214z4cQL/00kvyOCwD/vSLfy4LUHc9/ND75MZ9h2TnxA7AF9gGcHAOSLAEhdfaahmerE0ZAi4tQD1WW1+S+cUZOX36tOSHCnLdgevkfR94v+zet1tSUCVmCoALUI4RelH9xcFeBqCWuLLnDWPAOkGEB8gcGHPniJY2k6nxPwwm6Y1KwNYJtHaGrIRxHPUZEKD2A/anDiDxStPf03p8GtUWlbO+mszckb/8fkMiIT69Bz39OMSVU63nA5Tx1Gh8342Nu4lPCZtV2tdh20xplAQA9woD47dA6wDGlvHWsrMKOrefP7lhxHxNWVOPW6jw8EaanrwKWq3fqgdy9BweaNWF3R0Uc7pbB9CqC1E3Fumm1bWfOHQqg0sNWlXBy9iwPkKlaUCrmUxwdd6HrQ60Gh9Zc4wC1j4Urf30q345blZPnaKU/r8zM0X56bM/lSf+4bsymRuWSajx8/khSaO/GgB8XKlUYFsB6IinJmSn3/MgoGuGNBPGz08+/bi88NKz8uq5V+Szv/gZ+Vf/y29JFseiIwP0hFqd/QFiMYh+jj9ZV+vse7Bl0X9WMZlFtTZBKwGlMR0wFRa12SpaTd9jGFU79DIiSdMpcR/ORxhvYSpO1bka7/PFsjSzDOseaKWivrleVdCatcus6U1rVK54atuBEK7qRBAUlm5SiPerfZyXzI9Qmfvx+yRS7vI8OumBY2PMzgetVJpH8JWPepWAVtf4fSueOHTVx+kTtJoitirfTXuajR92Ar7tk1SmSrWBVn432Gtm0IbTVoXvzq79MsqGtdVtlwq0btUvBNCasIKE3UMEQgRCBEIEQgRCBEIEQgRCBLYrAv2Aj27X3uof/tt1z9t5nk7Pz0Gig67+4OyZZ56Rb33rW/LYP/29lJAY5t33PygHdu5Tr8L84KAMjo7K4PiELBdLUgJobZTgyQqT1DQGa4vLZ+T8zGk5BdA6PDYsh64/KO//4MOyb/9eyWJ5fBaKsQyW1L5e0GpcENs3X0EXLb4lNMIAUZ+Pg8mkoJXHOtCKpckdQStAjCZTImjl4LoDaN1MnUMYQyjRafPLxT+HauXsMZEa0wKNfkBra0BtYuU2Ktjiyz83q5f9tjPCKYrfFC7x8rFwuGciX+JjsvxLhEP4nRCQMJTQW8E3y6IDaOUxQEx6bJvqaoNKq13RGkCrga3cXFhdHXBWA5oIikG3SstLCcxcnesFtFK9t7xclmMv/lye+qcfQI2flyEoUFNp6KExCTQwNCQl2lYQKqGxN5A8C3/I+NCwjI4MydDooDz/wtPy9PNPyhMArp/49Mflf/yff0smpqckCx9hqoJrOJ5xKQBAZuyyeNcfsY+qAUgSYho1qanNfN869dr3TITj3zVx8G4+Z301oFVbhkJWrBdQz1l+wERgeFHRyrkW9V0B6EVf7CtUeW7X3nltTrpxc0Ctrf+xEzbu+8N5GbtjOHmXwcRbGgrdNtBq+ygHWwNoNeWsk4FsQ5Y6X0mg1cB8nUXkXEK0BdC62TfhxfssKFovXmzDmUMEQgRCBEIEQgRCBEIEQgQSRqAfAHQ1AtVuYfFhhINMvkrQLQXlAPl73/ue/Pmf/3d55icv6CD5XW99UPbv2CsT8Cpk4qYsoENuZESWlldktViGJ2tdBmkAgIH87MIJOXP+pJw4eUImpibkhptvlA+8//1IOHOd5ABaM3kADSjDDLw0QA855Tmc771ELfiMg1Y3WNWBq/XB47MqBFKAZ47opGiNX1zj5SCtwjmraKUSyIJUjjmppGxlrTcUsAk1kLs+gUqnzV9OCn5rFW0b94yrpCLwCkJBOBk9C1VIvHxMPdZ2RpukqpPyyn/PP4b1wfe869aOOi2r7b1ANX+Y+u7aAjJAzz5Lp2firhWY0FLNR0VrxgLWjMbSncdTy1lFa+R5astW64p3o6ybEeSwpaKQ8VpWtLJ+4xHdknWNEYGptbMAao9Aqxda/VXbHH+6CQwX/UuoTEwCWrlvabUqLz3/U/nO3/ydDFQaUsjkZZzWAWNjIsMFmVsuIjlWGRMzUKCyd2LdQjseGx2W6Z2T8tqJY/L0c0/KN7/1FXn4Qw/Lb/2r35CbbrpJRsZG1XpB+w3GhEv6MVFBoKqKX2xs9wStVI86JSj/pl8ra65RSJp27VubxCGnn2U9A7Wt6Qf0DGpLUG8ggRv+Uv/iFD8naGW/xLYGCIvPHVR1E248h58g0fU1vA+qVWkr4+Ca29fdY1xF6VYYDCjobbXHqKl5SlbXtPhzQFWTybZ+vqe3698Dm/WlfArnnKDxcPYwcYmvfVyjbOZBG0TAiZbft00ieaFsm4jg9xg+00UOZKg2gSPvkQnlXJ8bWQvgc36/ZD2l68UGrUlqwWYTmUnOczXsG0Dr1VBK4R5DBEIEQgRCBEIEQgRCBN4gEdiugdXVGi4fRrhln/6gmoNowtZcLgc162PyR3/0R3L6woyMAKi++/53yJ6pnTJaGFGwJVks9ecS29WSVNaqSIAFPoHBfH4gIytrM3L+wik5fvxV2bl7p9x8y83y0EPvlr0H9kmOijGM4nTVa6T6pAKRmsEEw+sOoNWHrCwjH7RqmXUArRuWU3qFu52g1R/4RmDULgtVNaqOdNtJnj8o5u/+OVh+LIcakxpxaTe9NPF6PaDVPXp8kN4JtHYa1L5e0FqvcemyVUyqCtBAKW5u0K8RIv+2cK+GamPEr0bRyr2ZACwOWlUp68C+tQxQFNYWc3NUlLjKKQXx3hsLtJroMvGWWgEQvmkLbTmfWtGdXfJt6q2qIQn1LJxWW4+EnWW/wCwpaK1DofryCz+Vv//GY1JdKkkOfdfu6/bL4MSkrA8NyunZWVkqrcK3sgnf6REoXgvSrFVlCIrV0fEhWA+cln9+9kfypa/8pbz3ve+SX/v1X5M777xdJqemVcnKNsmnb+A6JpEbQauZRWBiLrMkn58Zm4AGlvKb5fkGtEaQ0i0dZyBt9+D6OW2nGmPCVNRQWjZoF0qbAkBReMU6WJulWlf7EJwfz0QdOP9f71OvbzylTV+Cc+F3Pgffd76spl8w92baZAsEV+E5y79zOeP3quJHPgfvjbWgA2jV+mUfy9UnVafjYE48Jdn6rTdJruGeOX7MxQatvdTtTvfU6d87m4FW933pg1YWQ4P1AHWGdYHfL3lNSGi2ywFa48/lyj6A1qS1OewfIhAiECIQIhAiECIQIhAiECKwDREIoLWl5vTVq26wVEVyK77P5aRf/vKX5Pd///elikHv3j175aG3vVN2jk9JDiB1ubgmVQ7A4LdaRhYWJnXKNdNYgpvFKyONTElm58/JsWPHZN91e+WWo7fIg29/UKEr1awGk3GobwbiNle80/L0VtIx0KoQgP/Fsjm3DY43Aa2dLmpAK2/XnLurolXVbna5uoUKqmilkhYqIOdzGB8w0+tQYQUAaQNxbAB0u/t1EMMlLYsPJgkxqoA4VSxR1szhOEcWA2CjaNtks4pWt0cn5ZPfThSe6fnN4DquWvPj6w+6k7Y1hroGVTThjg9wWuo5c8dGZGytDcinkYDILFVnQjWL6mMCYlNu5sVjBwi8YlDbfw5nwxABJT3vtaRotXXaqyhOWW78hS3I9h6ZCcbof8vmoPHUVuw8Hm3AcWwG+6mfK4/tEOPeGneyveKApRt0c16apqxFjv30ZfnOY38rSzMLAHspOXj9jTI4NSUNqO6Pnz8nCysrCpimxqdlamRMBghD8eRpeLTOz8/Is8/9WL705b+Ud73j7fKrv/ov5J577pGdO3epcjSFJfNsiYRUTvnprt8Gu7w2Fb3fATK2PaN7ANsgVKWK+1TQimbK0iBorQK08kGplM3R/oOgnFAVCl7um86ZNs37qqDt6cQG+qQM5Yw8B/qXCrxqCYGzmFjL0l8bnrP+5iDtMlY2cEJmYmI8grT0uCXc1WRffqdkAatrpraLjepVBjUrfZWCVhebtj7UtiPfo7vVt3TuranqNcXbsnHpNimYtK+N7pHnR9+pUFz7VfOJmeAyP/ke6wGV7pooDR8UkMzSbZcStLrnbG/HrRUdAbQm6zfD3iECIQIhAiECIQIhAiECIQIhAtsSgX4GJP0oZbblZi/CSdygjYOjbqCVy0P5+V/8xZ/LF77wBZnevUduvumIvPO+tyGxS14aUK9eWFhChviU5MfHAE6HkEwFg3DKBSsAp8jUPVCoysLSBTn2yityPfxZb73tqNx9z11Ymjthl04abOnUUQZRGgVY75vxSnVwtZt6RweO1jNS1V92NBlXi3a6bgRGrYJSAdNWHq0OtOoA1iSMcdm6O4FWQlZVuCEjed2CVjPYbanLfH9UV4YsP4LWGpdzAmQQgOQATuIR9HmFiuKsR6173l7qtx8rH7TGn+f1gtZ61fha+kDBB60OBET3QNSXQ91BrFULiAKKa6IVBuLBYR8cLW9P2wQ/jIFTzLb9HjO4Zdx0+XPCbbv6mzj47uU2/HLdUMbe5IGrH04hzFgadSH+82IGPSTgFzAj38MLAnb1bIQDqFUuUonIXFCA8oRrepMJaVkvD9Zhn6SgVeFgsyZnT5yU5596Wi6cPC9rmDwam0SiP/izVqHon4cvdQltch0VpwD/1pH8oEzBbzoFFX6ttiZLi7Py4k+ela999UvywP1vlc9//nPy1rfcJ7t37da+jGCK9TUFKOXaL/tWtlv+5KoB2gZwc6sLoiX4XMJt+wDtP+wxOkngLe03qlMzWcW406+ZliY17Eef2CqO02PYs7IPg+p0HX1MDT/Z7+Tgtc0+mPdTWoPPNtWrnFix3w8VeNPSn7sKJS/fo+KWEzpMoEWYXIG1AifnyuWyrBSLsnPHDjl69KgMQRFM6EpAl+IydAtu9WGtXYA+ty1LBX32b9YYglbafyTZeunH4ufbrvbpztutnWo76tJ9OOWyf29a9mw96AudPQQ/9yeg/P1df5g0BqZvbN2Ymxfxuz+1DVDQapTNlxu0uu9U7V2ofHaTlVaZ7eKSNBZJ6tqVsG+wDrgSSiHcQ4hAiECIQIhAiECIQIhAiIBGoJ+BVafQXa3/iI+DVrck1MEsWgdw4FytVuTP/uzP5Pd+7/fk6G13yt133SNvu/etGPympLRUlDMzF6SGQffw1KQMjY3LYGFIP2NCrPrqmjRzZSTEmpXjrx6XI0eOyO133A77gJtkeGRYwzmAUb+iVvgIugzv/YDWmo4MjeLH+R86GOH7n7rBrCrsvAQukarIG2zGB7B6v4oqjOYvAq0WInGYSrzpK1r1rggUnBLWU7Wa57fLsTlI1IzUACRMnmPBiLsHfxmvu1cfvGD8a/xJO4DWCErakzmlayfQGq/Pm9XviwlaG7QOsDBJlc4Kmy0IsOoq147N86FMoGjlPgRJxue2fXNq1rpTZ1J1aT00HcyK/DBjBysgsTTIB7K9dqf99DedYn+xQauWqXt2G2/+7ZLN8fMMEilpG+f7qNuMpwN6rJME3BlQ2CyAn6pfeb6k6797DWxsv6SglUv4K7WSXDh7Tl776c/k5LETsji7KIWhMWnk8lIBJCxR5UkLinVMYkClPwRF547JMUwqQaXaqAJALsrLL78oX/3Kl+SWW47I+977HnkT+smdO6BoRTTWSlD9Q1GaKQBRW9BYqVQVTq6trQFGDssgQCd9WtUX1/q1UnXKvsD1X1STEnRSWapgCbGlsjRll/frkn/2AWpHAO9XPBtXIRCAN2gVgD6vyWugb18HOF2nQpUTOux7AHu5UXlaLuN+0ffXAJcJU3leAlTea9VOALn+aGR4WNtmcXVVPVur9rnoUfue97xX9uzZJaNIlshJE6e0bwF9Ax0jmK/fy/zbJMLjlr0GQKurov6kRafq3QtodQrO+OqG6Bp2Qq+burRbs4qD1vh+TuXKVRluMoCg9XJZB/iTjO535zHsLDDcM1yt/0brtQsMoLXXSIX9QgRCBEIEQgRCBEIEQgRCBC56BJKCD/eP+fg/3jdVi130p+j/Aj5o7eTRSmUTB9YLC/MArf9d/vAP/1De9vZ3yINIhPXAPW9F0ieR4uKKvHbmrJQxuMtB0To0OgaF0xBSWaUxkIcqs1SW1fq8zC2el5NnTsk9d98td911lxw4cB3AApRQzpdPB4cGtKp3YBJ/Vh2cQ7UFqOAgqytbB1pV+eWBTEatm6K1U0Tb4I3zGKQykgADBxBCcXOglbDVZYuOQKvdhwNVHwZ3gsDKGGIKJqfWcfWN5yDYYDnxpVo2eC860JrNmiROOoBmPh6Nk1kC6rxbHWj1IfNWg9J4u+mlXfRTS5sgLQSbyr0dX/XgZ0vR2lrm2oR0UtmgVbPGQWsD9Y3lpYBQK0FTsiiPlAO6Fnp3A5zu2ZNCDHOphLI8PnYH6H+xQGtbUjAbOH1Oq2o1Lp5mIiONQBK2Mo4NyIer+Mn2R+VkBFpB0Jg4Kk8YqOuPO5DvLSpGPzHzT+mrr+OXcsCKiaCW1xYBWs/KmZ+/Jsde/JnMnp/HRNCkNJHorwqIWcIMRk2T3GVkEP6sBK15KMaHhnIyDMVms1mWnx97Wf76r7+IpfEp2bd3rxy+/gaZGB9Hv5OVudl5gMgiFNfo2awn9SomoVbx3gosCeh7PTw8opNabMt8bipFucy+yVUFtl7ysyrg6Bqgp/ZtKJscEl+lAYNZVpycabAvICyt1qWCv6FXlRRg7AB9tKl6BfCt4fgGz1GrAB4bJfwq+hJ6x7Kx1fB+BUrXGmArz812oqp5QF7+5MZ+hqsXeJ/cVuFhq5MhapUwIPfe+2b57Gc/K7fffofs27dXFbBZxKwwCH9a9kesO4SqhL+c83Ltg5NSdiaI57taQWvHqh2bsHD7+H6oUV9sOz3X/fmAk8c50Brvi3xFtDt/t3bg990a85h633aRkZWAKavWK836d5mSYel3qFV4x0Er62Z8wqWf76Cr5ZgAWq+Wkgr3GSIQIhAiECIQIhAiECLwBohA0kG8G8D4gxf+7g9iNhvYX2khdc/Pe/YHT24QTYhXLAKkvnZCvvjFv5Q//uM/hkLpYXnng++U++58E2ALVExUtF64oIqvFJbZrhPM2GXFqRpAABRRS+UZmV++ILNzs/LAA/fLm998r+zAstJCHgN/ZjPGESahi8uuzZgmSISlhcAkHUYB6cNW/xkjD1TeI8eU/D+7PjIJXNRlt1aFxaW5ClptIi8FrfRotRnvlW5yX28A65Lg+IPrqB75g2texxvU+pYBri4ZxTGVZ0hARsiKZc2RRyvUdg6uNkA0zLk4QGcmcQIR3rhepCPQi9dz97fviZekTm8V4/i5uIxVQatXFZyi1GeWVsxqDkc5KJhg/PGLx2g1Fr4CMwKt9LX12nEvUOJaBa2sm9pmNHDGrsJUFCg3FbSaz1XRakFrjaAVe1DRWmvaZEnYn/YhORReHi2N1rn9KFqT9tHxOtQLaGWfUa7DR3rmvJz+2XF58ekXZOb0jOzYuU8yQ6NSB8hcQT9Whe9pqpGRUSTDGslxuXwdsyhuDAAAIABJREFUkDELteYQwlOXk6dek29/+zE5e+60LrEfGxkFVBwGCM3DOmVBSlCJFoYzSACY06X0VH4Svi4uLuIcYwC2Q3pcHRNOVHATvg4iWWAegJJWIASY6rWK9k6FrJk6YcIpTGvhcz6rWr3gvQLuuQTblhInYng8YGh+eFSv2+Q51kqwdinDZ7aBfdNQ9NZlAZNqw1DWUiFLVS2hL9WrhK/ptAG5hNJU27LvyuAaefTh3KjOXV5eUiirib7w+ZvufZN85tOfkVtuPSJ7du82NgeAzBlMAGl2e/RJJsM9FZLWU9t0hDaRl1GxE/1mE85RJO1reNl+6lpf17HfHeY7r91HXB+finzGoAtodaDbKYrjfZFb1t+yWWn5lsbbR9v3vsa9/XvXfX/4nq0tr2UqqmkP0jrrpfZo5XeRm5jQCSB6D9sEbv6z9lNOSb7bLve+AbRe7hII1w8RCBEIEQgRCBEIEQgRCBGIIpB0YOX+Ue9O0Gkgc7WCVjfQJFzlxsE7f19cXJAXXngBybC+DJ/Wv5APfvAj8tA7HpI7jxwFRBUpLZdkfmVZyhyoYjC/ApiwtoYlqfDXzIBq0f+SoHVpFYqu4qo89NC75H54GI6NjWFAjsE7YZgOPFtJPsgP6BmYaLNKIQWtzIpsfTf9MnZqWZ5blVevB7QqdDLWAW45ug6S8aJwb0MyLA+0ukRD8edzA2t3HstuI9jaqW4ZyEqLByjTAFozAEAKWgk0rP8huRn9ERVm2MFoBqNjB1rjqs+t4t5JweoPZF3M44qipINdTczCemVfvC/j9GCAcadNfVmVExIu2PKwO6qCjvXELnUPoNUFhiE1dhsGekEbbRvmpqDVWgfUEE+CVi5R51J19W70QSthmaHfW1WtDZ8n7aM3tCmrBO10YTdhoIrv1LoszM/JmWPH5ZnHfyxnXz2LJe/7JTcyATuKAtSeUIZyRgUeCWP5URkiaMVTZ/BgecDWARw/N3dBnn32x/L8i8/JseOvaB3NpHNQ7g+j/1uSSr0qo2N5KGWH8N6QAqJVLLefx4qBcfSHQwCtTCLFMmDCqnGoYccAW0cAZgkvFXRSVUrQCiiqilbElYmpXHI6fkaF6yTA7TJg7ArUrzXYNxTw98gEkhcisSFkr1JdXZEU+o0MrjU2mNckhueXlmRyckrvg30UlbMEqISpeSh7aW3gqwj5HUE1K+9lGd8Bc7Ozuh+TJ67he+D222+Xj33043L99dfJFGxlIqWmS9Bls9fXrW+19ov6fYC2i87LTSwR5QbQymIzbetyg1b9frLiV/X79ZLcXQ7Qyu8/X9HqJ2t07T7pd0/ijuoyHxBA62UugHD5EIEQgRCBEIEQgRCBEIEQgVYEkg7iOcBxIJJncYMKPwHD1QRa+Qw+NOO90/uPGwfLHLTPAz786Ec/kq985avy1a9+RT7+8U/LOx94pxzYtU9qq2VVtCLdlaThtzo0PSVzy8syv7QsK3OL6tHKhCsVAYiFYowefx98+APy4IMPQjmV16QoKoD1+EsD6kIHA/2szFvW20glZKAtB6WbJZ0yS1yNnYB//W7XieJkJT56DQIawCOCO+cnqN6gCvtMSi/nLarUM8HmuJRLfsLru6Wi/mkIa5yX7gBUZ1S0Uv3mFKuEPUxSVKffqYXPVLU5EKt35cXfrw9++4i3FQN5nG+qAdduc/v6987Bb9LBbsMDraqoYrw7AHQfUNPOwoFWlq/qq6mM5WNa0Mql7s46gMnQcoBMcUWr8SuIbVZdrDBIK26yLWl/w7N3itlm5dLtjvzzdCwH1hO77N8oWg1JceWmsWedx2cNqFaz8CplQizGkv6snGhBa1dVq3o9W9A6iPPkCFp1qbhVyiYIWxzq93Jo/Fm71TsftDZSDVlbLcnKhTl58js/lFd+cgxqUiT3K4zIABL8ZQZHMZGRwwQS2hEsUQYwcTE+NghYisRPKwt4Nqrpoa6DX+upMyfk1NnTqCOwFoD6dXxsShag9ixVVgE8BwBQR2UMEJUhLiPp1MyFGVgMTMgQvE4X5ue1/2P/Oz09raA1w3gDtPKl30EWtCoQZ3wBPPmTf7PPZpgL8JadB7SdX4FvKpSwg2MTMg6/WJ4XJ5G1lUVJA/zmcQ+To8OyCr/WU7A34EoD+qnyfASoVNjy/ISsw7g/bg72EbJy34WFBZkFZJ2ZmcEzDGGlQgHfG/Ny8OBBefe7H5Ldu3fqxJr2uZjgSQNO6+QPFK30g3WglfVLm50qX6FMZGJAtLM3Amh1bVr71E0UrS5pJcvBKTcdZHdtwyk8L5ailWXEeVAWlW+/4+6pUxvtNDnXS1v294m3Y7fCiN9/7nuBbSSA1qSRDfuHCIQIhAiECIQIhAiECIQIhAhsYwSSgg8HWiNljoUxvndmHLQmhUvb+Hg9ncoNgNx9OnWISyYxO3tBvvWtb2FJ7Lfl8ccfl0987FNy/733yzSW1FaWiwCtUGABKOQBDkb37pEFwNc5+LbOnJ+VtaU1hbGl8nmMyCrIap2XX3jkQ/Lg2x/A4B0ohoM1UDG3FJHZybmcVJeyJwVzBK3Wh5TndRmzVYFl5Y/6jJafuaRTTBrjIcIoZm6JuntD40RcB1rnOJRJGIR3Lau1f1p/UAP5uCkI9NdX9lAy9E6lUsiVD0GXJnlSwNd6DjfY1ME1ymEgRYgKUKEQ1C3PhQcjYKIPWgljc9bD1b8dql4deI2UqXxKT0JqLB4M5OFLM5B7cXQCJ93PwklCJ3oAGuSpb5t4mhC2Nlc+2HPd+Uro1RxoNWplfW6ehHWI11YuiIzm2JHZ7vXe7OJbV7cjOO5UyBpJerQaz1otKQ2tyuo2lpKrA9zzCgGtnapSp36tF9DqbAMi0KphMH6bRlXcsuVggZg4AZihDDQRFvahvYBOCuB3WmgoZGUdsdm1OlhAbtkauvXTnYCzm5DY8nm9Os1jas2alKnghEL/qe/9SH72/DG0GTTbHPymAVlzQyOAhAZ0lgFkG1CQT0znsLS+JIuYjKJX6TCUq1Pj01DuFwEfMdEEGJvFxMcI+soy9q80MImVq8HbNQUlKPcf1CRWFXipZgpQi6LtLkBVut6sq//r2MigDBE4wi+VcUtjBUABsBNsUlaK8HctAm1jhmcU3q7YHXAbXs1VWA8AoK7j2qtQo66Ua7KMV34E6tjpncbyBNYB67ifAhrKEA6cxCTZ0kpRfnbijHrKEqqyzGsNKOVhY5CHBy0TF9JDtgE7giq9ZQFx81DSErRyDcRyuSTn5meVwNGLdQ0xOLz/oLz9gQdkYmxUz8lJjRT6nFQ+pe1fJ4DwMJHlC0GrtkFjMcA2pm1a69KW1aRt0rCTzcpWZ0j67wHtMbx+Iuovvb7S7dO2H8vAa0/aBToLG/bxtl3FrQO4j69oVXDdYZm8U7y6Psxd27XjVhx4PtMZ8z9ej3BbvwP8Dfdr9jN9gGXh0fem31NeKkVr9L3IiR+0STdp4iBr/N9dV/q/w7aqm1t9HhStW0UofB4iECIQIhAiECIQIhAiECJwUSKwFXzo5aL8Bz2BVqd/xMfhqz/AuhT/yO9nkOieOX5/fEYqW6lkImj9b//tT+SJJ34oJ0+elI996KNy7+13yxBQShnK1TUMuKsYhWVHx2Vk7z5ZQ7KYhdU6FF2zsjy/KqtLWBp78kWAgLocPLxfPvzRh+WBt98nTFpE6WdTPR2RKZuDaQzQTbpzDrYxGPcQaC/l4/xWFSa4wS4HiTqQxHsWiLrEVUSsPmhtAzexwWYLOgIA4kRUjDpVj7ljbG4wagWB/j2rmi/JRmUvAIzzgnVKJ0MUrZzIgk6n/CWjBl9R8awb/9fwBiEry1O9FanghNotl4O/IulMDCj6jMAPgf9+cx0KIsAgHei7wT6hCG7WH3RrzDTwNuM5gZ09qQ/A/bhHUID31aQvpYGfJHeMBZ+PCjjWUYIalil9BRU44JXHe06dGg+3Ds4tvHZevrxeFvWO10my9dOm+2mjl+o6SZ6d+9KLFbUgOqzl29g6U6TMs/U0gwJ0wLXX63V6fh9oOeASqVNZ/gknaXiOcg2WJ1B1lldr8uyPX5KXf/qaLM4WAUoHAROx7J1+xwD0wILYt4TnX5PByTUo56H6XCnL5NC07BrbI/umD2KZO2xXyuuysrAC9alpJ1R/DqDPKzWLUiktSb28KrunJ2V6506Z2LlXFqpNmV+tyCK8UxvrZdRJrBOoFyUNcFrASoBaDYmrcgOy5+BhTGwNyuxCWc6fwfnLTdk7vUsmCilAWdiH1JawcmBFwWm6MCwNJOI6O7ekqtzhiWlZgSdsAwCVoHcCIHdytCBjWF1w/sK8PPuTVwDF4aer7Qm9bwHWLsOwOtgxIcNMdAjYvIaVCitnZmXutVO0pVUf2cnrD0lzfEjOVYoyV1yWElS6Y4Cwdxy+Sd5z3/0ymIcal+Sdk0H4pYnzRtCey+FjYFL7FGvvovCPlWWT7tOvA+5359XZaz1z39duf3eeTsd3g4luIsv3sHYw1D/G9enmsdzEk/npJoj860bfLzoH2Zp8i/a37cu/dz13p8RWXiDj/ZGuxuDUU6w89Fz2vQ3H2P4/SZz73TeaMLMx6HSe+ER3v9e62o4LoPVqK7FwvyECIQIhAiECIQIhAiEC10gEtgO0Oo/WJKA1PoC7WOHsB+K4Yzol0yCY4zK88+fPyX/8j/9JnnzyCTl9+rR89MMflbfccbeMIsFLvViSykpJ1iD9YiKsws5dUk3l4QsocmF2SVbxSxkKsdlTPwForcn+g/vlvQ+/W+697x4MuKFuAhEz1gFQR+IHVZFNC1rbMiD1GjQH8bYArQ7E9gNamaBpncCIy6otBPRBq7JFqv2M2M8OngkJk4FWKlqbSFDjTqJqUD0pQas9Od9r837lgNh6r9pr1xET2gb4yysJ0J2iNX5XvYBWZNDhInKrPjNKUgNE8P9GkGye2zsZrRXUc9UN2C3w5H4+aPGBZxOeDHpOK6EiVCVcpepZvUStmpiqQIUzVL+pmrJ7cq84bNVjVBF7ZYLWXqv+pd6vjvjXaIhrt279qwMfrB8ErbR1SLJ1KxcfOCm0N+a9ke1IkmRlPL6OiYMqJyRgC/AcQOtPXnhFzp+eA/SEB2seilHAyCwAYToPtWZ1FepU2gCs4rplqUBZOjk8LTvHdsueqQNQVWcBUptQnK5KA22PCk96lw5kmmqjUiouSLm4JBNYZj8Gy4DRyV2yWBuQpUpDSnUAVtgYFOC1kCJohTVBHlB7BR6vRSSvGpqYwIzUEKxYMoDCWAGATGSD8GDNA3sPpiuydyemwABSZ8/NSAm2LVVMVmThM5uCBYJAXbsAL1VC2yyAZ20NqxFw/gN70W8D9J46s6jCe6q7qUZfB9hFpizJweqgAF9ZWgLU0Z+X52ANcw5+rGhp4wCthd07pDyYlTMAyHM4/9IKJt+w0uGOG2+Sj7z3/bJ7x6SMDA+ydMxkF2GrVVH6Ex8sPzOxYpfPW3Vrr6DV1QP+vNSg1b92N9Bq+m9jweGagd8fap/p9ectZasFoG6SyNqnuH9bRG3M9mEmtmZi0W3RFNgm3Zx2s60m3bFtdwKtSfvOJO3f3zeA1u6RC6C131oVjgsRCBEIEQgRCBEIEQgRCBF4XRHYLtDaKeO6P9Do9PulGIhsN2glmCOsOH36lPzBH/yBPPXUU+rB99EPPSL33fUmKKiGpblWMz6tUFw14f2XmZyU9eyQrMG4cQm2AeXVKl5rsnTu5wCt67L/wHXytne9VW6/66isY403QSt9WjWhBgd5+M8sUcRvgGeJt0sEWhsWtKrHqx24OkWrglYs7XXcLkr21QdoXYeC2p2HoLXtpDqQtvBVEYZhsm1GCFS4Ekoy6QzO5eqIerTiWCbE6gu0qgmqWR6ug32z2DV6OaGj/8j0RFVVagfQ2q2cmzhoAKDLKSMJyBVSEKzxxZCgAMwyYT29wl2tT13AaQCtiVtVxwMIWuubgNY4/GENoZr1SgStfEB6rHJSAhan8vwzL8mLsA547ZUz8ClFPziQhaJzRIbGhmVwfFC9Vsu1FSz3X8KkCpJNrdWhaJ3CEvydsnN8r6QbGVW0lkvoF9H+0rAc0IRVmFyqZ1axrH5OVhfnsWw/iyX1IzI4MqWgdQXXrhH8w8N0uIBYVYsQ/WPCC33n0uqyLEKNuo5+EY6tAMMAv+lxLKsHwIRqNgWVbS5Vlltu3CtD6DoXT5wFVC0C3DZleGqXZIbHYFuApF4V9Mt4VaGULS7PSx0q1L0ApamBHGxgjF0JOzCdVMR6/QaX+kP5mikYFfwAnrVZhMJ2oSiD6EPGBwGQJ8ekhP3OVeAJW1xRz9azr56Q2264QT71Cx+Rw9fvl8mpcZ0c4SQRE129kUGrKvFjPa+vCHd9ZLRKhn01JyE96wD37xDXznz7Igda3cqNaDUE+0evX2xff+BWZWycCfH/bRFA6/b0n9t9lgBatzui4XwhAiECIQIhAiECIQIhAiECPUVgO0CrU1HFL9gNtPZ0Y9u003aCVqfc5c9jx47JF77wBfnnf34GGbGX5ZGHPwzQeq/sGEFykxoG4uWqLAOm1gDvBqBuGgCArQ8gi3WprqC1gszXteXz8CNMQdF6ndz15tvl+iMHAQoIWpngqQXpCFjVXw7/S8GPMLEPph0jRssxNbZW3eMpiaxdpOJBJu1xIp+2AWUX6wAuz6fRgSamImh1q/h5JWYlpy2pn4VZ1VkGTCbZIiAYyWJ1lGyeyBJOfwkq3ydkxWJft1qfycXV/9B/Ll3Kipt29gL9gFZnE+ueh2CT13DZpyPwau+XfzvbBh8wbB5vnB31S6GtSw6D86lSiy8LblMErVTguZtRkNsOWl0Ju+XKGsNIUYuYOV/EBAXUz+RJ0jbarb/Z7DYv1dJZQpy6V6e7ARgXe1U8I+bJdMOtJ+1mIeBi9LqsA9hs6RWNnw0Yzr743DG8fi4/fxn2AbA+qQJWTkxNYIn/pEzumoDfKjxKy4s4Zg6K0DX4oiIxVgHJpgqTMlaYghId7LMEmxkoSqkwTzNBDxpNBt6khVEkBywtSHFhFh6pGUx2FNDXjQicAGQFsLWRzkI5mkF/CZU2QGuzAVgL0FrFSavrVcDWkqwCdhZXG/A+3Qd/1h1SgD1ACveRaZbkpsN7ZALQs35uHhNgsCLAawbPUBiflB37D0gWfqtrlZKcPHEc1iED8I/N4JnX0I9jUqaEZF9Q9Tagqq3Dx7WGmNQIRaFqHQBkzdBuBM+WRbvMQfmbQwczCHU7ZK1QtALUpuqyVF6D3cycvPz883LTgYPyqY98VI7cclimoWqlT22K3tD53KYTLnEw6JTy3eq9qwP+z06JA7dq3n4d26zttdkAeEv543WR13PWAVG7RB9G6xPXY/kqTe7vLE20j7Ln5vXyqCvcXDKszUCrHst98R2rE3BW7R8phe0KhHg8dLKsw9fUZqDVPeNWsd2Oz4OitXsUA2jdjhoWzhEiECIQIhAiECIQIhAiECKQOALbBVq3unA/AGarc/byeVKI458zfs+qGMRgkPYBL730kvybf/Ov5cUXX9T3Pvz+D8q9d9yDZFhjUG5hYFjB4BqefFUmO8IgPg2FVjOVQwbvGhKmQL21VFTfwMmJITl842G5+fYbZO/B3cj6zmRKJsu0U7MSqjXoTQogk6Z6KmnCoUsAWjlEbtil5ma5ekvJqTmiCFu9JfMKCfoBrRs0TwawRqCRl7GA0Tx2UyErXw0qn0CEG7AfcFtL+WQUom6Falz42Yt1gAOt5l6MV4DCZQvS+My6BDiC6J1Bqy/qiuB45OGKkwPoqGgyBlr1mRS0UvlsnBRMBJwNQQCtvfQZr2cfIhwqih0wMnzbNkBd/h33m6Q6+eKB1kgpTesIVTj3jnQVSsEvmmCqVh2Ql+DP+vILr8rxV07J/PwKAGFdRifGFLTu3LcToAwTSPVVrLGfRzsrI0HUugwDlg6msYw+NQSFK9SsmGSqA1oyEBmoWVVxnWkAthbx+RISSq3IIN7PArQ2ccxscR1QFK0AlixDSBo4MYIVAo0S2lUVpgCY2uEyfkxMLTDRFn2v50syNrwHCbN2yBj6XGhc0fYrsnvniEzBe3kENgSzi0syAw/tIkBwamhYhqanZXwHQDD6owsXzuHasCjIcYIIybNw7UYRZ0GyqxoTXsG2pMokZwCtNS71x880IGkBnU4BSvNhFH6mWpZMbVVSE+OCm5H6UBYgeFVm4Ot9/OWX5RA8uz/0vvfJjUcOyeT0BBJzQXULde8QVLCbKduvZtDKFhG3DmhTd3cBrdqSrFLfB7b8nfWZdYWbD1p1cstaLTiwHMFI3of3HdJmyRBA6+vp+q7IYwNovSKLJdxUiECIQIhAiECIQIhAiMC1H4HtAK1XcpT6Aa1bwYhVDJpfeOEF+e3f/m05fvwVJEMZkg8+9AG567Y7ZAK+hczwvo5B/DKyW1cAWhtI+JJF5m0QBSktl2Vpdl6WZxegGl2T3bsn5ejtt8rBmw/Izr1msE/5DL1LU0oQVXJqQCs+ymShNaVcNMnm1DgEkA764BRcOq9Q0gOTLstyUkUrl+s3QPciawDcn1MC6SXpz+qpgvQzBcrJFK08qXqa2ud3i03NJaxKN/ppgCd0bUjEk4YHI6ARlMF8+QPxNJPceDHl/aoi12NSvYBWcGZXXMbLkX6ylPqqPyo9HpmYqqX65fnj6tt4scaTwii4hXqOYVOFbKTmNTerIC9+74wN61QXRSuP86/Daxhe6xsu9Fbhtmo7nc7STxvt55h+7q23p27tFUF/r8L4mdNNGTltsz1um0GrlqenKHR/JwetUG5CjUmP1jIg6bGfnZbjPzslp09dkIXFIhSkFXiUDsv49Jjsum6XAs/1VFWyuRXUe1gHwCYgDxV/Zh2upbBNqRQxyYTl9XX0ZWxvtA0w97YGb9fz0oBSdQDqzlEkl8oh2dY6lv+fX6ojGRY8mdN5JJgakl0TIzgn/oaStQx1aaaQhjI2JcvwVV1YXJHZmSKg5YQM5aG0HZ2QwVwK1gEN/L0uk9h3N5JfnYJP6wxgaxaf16GULaO9TO/eJQUkuGJCryZArjTxbACzaVDV+tIAnqUq1bUqfGgRD5RfDXC1AouRhvpyDNCoQIbRykeQ2StdLgo8ECQPgJuDNUBqfFhmlxblPCxmZs+dk+t275G33X+fXH/TARmbHNVEXwWoe0fwPeG2TknUtO54XqXqhe2WIXSpqHFVa9I64OprdF+2XnW6XFzR6tdD97s7Llr+b4Eo+2+naPWBsh7nJeojrHV2L4Skg/T4xT7+ahMHWh1k9Z/ZfU9suA83adVBW95N0Rp/pm7PmLQPSbp/ULR2j1gArUlrU9g/RCBEIEQgRCBEIEQgRCBEYFsiEEDrxjB2W47rBp1FqKeee+45+Z3f+W0kxZqRvXv3ykNve4fccsPNAqQKqAAwChi2CvVTnd6BGECnCwAHgI0r88sye/qcvmr1Jdl73U6574H75PBNB1UVpllXlKJBiQkwm6I0kcvurTKO3pttBLCXWuCB1mh35bcOTFrVo8WXZvV5MusAws91msvazTFKAwTNI7Ule1ZRKSFkhywjmz0TB+aAND5odc+xGWhNr6McAHgIeRxo5QDc+bKmEVd3zjqWRHPpvc+zewGthOP0XFUFFmAuQSthtstazWXShLoZvAhJqIB19xz3BXQhcACU53IDeQL4lAUsJkkaA2x/2OrRBonxkVkCbp5wA+jz4u1sBCKQ20v98vbpB2b2A00T3tal291W8rgSWeNuP9tQ1jE7jiQ32y3evpLV1Zuk9gl8hjqgZhnq/NXVCiDrGTn52gy8RrFMH3+Xq2hPqFd5AMqJnRNYfo9l9HmRfLaI/g/JsAAmMw32h1lQtJRU6E1dqugy8BQsVfJIPsfqW0Vyq/nFVzA5tYIJkXX4uU7CJmAEbWlYzs6XASmruhpgGtDywJ4dMj6EpHVoOStIQFWhRQHUs3X4kzC5XRVgdA2i2lqFdiGwGsC+Y0hIlc1gST/UuUNocyuwDaiiDY3v2SurmAiZhX9qBkm9mMxuDd6smYEanmEd9gHwXwUgHkByrSo8aatQw1Z5DfRztISpoI+gjQA9VvMowwKeawQTOjkk0srhvgpTU5IehWc37ANOnT0r586flzyOPXgdrGJuPyoHMLk2sWtSSgTGaLDQ97b6z7bOslUjfACroNU/poNa2V/q7ys9+61jvVoHRP2X33F2uajWYfyvpn0c+kvPY9t0emYiiH0gLV8IVd2zUNHK430AG1e0+vVev0Y7zFNu1m/p92EHoB2sA5LUosuzbwCtlyfu4aohAiECIQIhAiECIQIhAm/4CATQurEKdBp0uWWPhHNLS0vy7LPPQtH6f0mpVJJbb71V7r/7zXJw7wH1Z6UXIcbO8A7EC/vXsdw/BajAJesrc4ty4eQZmTl5Coqwebnu0F55z/veLdffeL3s2LsD1gBpqA91ATKSuiBRDEGrL3tMKGZ1A1X96a8avgigtUmbBBvOiO0SsHKgypd/fbOevS/QSjVcUtCaAQCp16mGMooo9edT0JoG+DRLuvWc+D8myiJ4TapoheYYC5UNeGnaa+mgXxWtBLeErFTg4YWTE0sTzjqlaSfY6oNWt4Q2A9Uc1VxkGO4VgW384mwb+Dx8nz8bSnt7A60uuA6SJ+kkLxVovVTXSfLs2sRsJSdgN5v72WqA9F/2t27qxV6ufTFBK6+P1E9qEbBarMixl0/JqZMX8HtDalgij4X3gJarUHUCto7mZXBsUAaHM5JNrQB0lqRUXNMEWGmA1nQzh+X38DfF8nvqpTNQcOa4Ph+xqNSKMjP3c1gNLAO0NmTX+JQMFkbRNqA+vVCU8wtr6BOzsgvL+284sFf2TMLzGm34LO6ltLYMQFeWLPxb2V9mUoMyP1uSFcBZyk3Hx2Ds0++0AAAgAElEQVQZMDEMEGfsBtRJOguFbX5QUsMjsgy/2Avw2G4AslZqa7JWWsQxeZnCs+CUSKaFThxK3HXt06FgxYRNHdepoz+v0D5AJ0saALKArbinQdq7wI8VHgnwf4V1AOwAauhLzpw9g/ualz3TO+T6Awfk5ptvkP03H5SJ3VM4H/oi3FlGPUrN5itXu9WVqwG09lKHzQPTN9vNyhm1fttzW9DKPtD5a7Pu06PVtQGndHW2Am3WBF5r7ARau92n9t/su7372Qywus+STmr0HKcOOwZFa/foBdD6empWODZEIEQgRCBEIEQgRCBEIESg7whcDtDqD0b6vvEeD+xHLdcJXtTrIKfYqICcn5+TH//4x1C0/o7CugceeJvccfMR2TmxQ6oAErD200F5HUCsgsFglQodwLUGzrG6sCTzp84Atp6WxdKsHDq8Xx752CNy8PqDMrV7GkthqdWCJyJIrQOturre8Rpdqtrjw7vduiha3Wnbla122XifitaOoJXwD/fS0rtaha6qPZMpWh0g9WMQV7T6HnwElc6jleP4hvVoNecB8IkBVYbMR2NRCL03fQGiL9iq0cuSQICKK6pZaR1gQasO1glaAaPThK24NmGuUfRaFZdnBdAqOpNQizDOAYYM4ILCZvs8/KmOE1o1rD+uKmuNklj3Q+Ig/uHUYt0UtH7Nckm8ktS2SwVAL9V1kjy7v+9m/U4cwvTTR8Xvqxfg2g/8AVpU64ASkvi99MJxee2181B2oo5haX92cEguLM7KCqDqOnxNh7BEfng0h+ReS1CvwgMVPtTpJgDoQEEGM1hYD8LF6j4ASwomkCJoTUHBXwUonVs6gURZC2odMD06DkUrlKADg3Li3BJUrQC3AJx7dk7JTYeuk0NIvFWHbcHzP34Z91LC5FRTRkdwDSQcLMAT9vzZJVleRIIp2Bbsnp6CPcu0rJTmYAuABIToiEYmJxW0npq5AFsCwFUA0gpUqOUy7rk4J4cP7gUM3YPkXEtSW1mWKmwGMgC9adxPKjMozRzALVYoVJGYsI77b0Ipm8U58gDSOfTb5fkFTKhdgMIXz4DnpGKVkLVaLMlhJN664fpDcvjwIbkOoHUck2vNPBJ8ob1m0F9ES+rjqk72ErYf0D6Kkzfsw7w+o9tKDL9+9dNu/GOSKlqTtJ/NbFSc0t63EeDzsz/lT25O6crfO1kkRCrvDmphN6HlYhv1v9rZ4zrerFuvoNW3UkgSh6T7BtDaPWIBtCatTWH/EIEQgRCBEIEQgRCBEIEQgW2JwMUGrZ3O3+8Sxn4euB+IER+M8hw+aJ2ZOS9PPvmkgtbBwUF5+AMPy43IJD2ORFhrS4AOyJK9jiWnNahRSxg8L9e59JV+etCAQdFVXsRAfGZWzs2flQM37pdHH31U9hzYDQAwhoF8SkFrHZmrs8iarescPX9TClyVWibZtgCtPnDlaY11QGtrG1jGljn7g9eGVbTq+azUUs9lgYC6Hth70dPg/1JQsCXZ6BvaPoCl9tdszh+TS5Pdpl63+I+KJAWOeDEhlvEybdkDxMW28XvqxTqA2eaJ49X71i5x1WvZmKmqlUpWgFZCXpOIBXVCvWptkqzYcmBVx1qPQgda0wA8A/T+teCF1yBoNUnI8LQuzqYgFByvA7S6Z9Zr9UDrr2TQmqTOXMp9o/awyZLpuNKunz4q/kxbATTX5yaOBdon6xc4pDzz9E/kZy+fAHQFVB2ZlFF4kM4uzssCgOQqVKmDY0MyPAKVam1B1laWZGkRClX8Nwj4OTkyjeX7XOadMZCQFhoEjOjvoI+VYmVOSitzUlleknFYrRTgpZrOjcqZC6tQtCLxFpSlkwC5BwEm9+8YBbQsyzM/ehntCEv8h3OSzyMDPZSqOQDd4mINytR1TGbkZcfUtOwCaF2rLKnyVoYKSExVkoWVVZlbKcockmItrqzoTEVhMC07oH4dR8KtMVoO4LVeXkZffUqGB8eRrGoccHhSGoDMNXgklOBJy8RYtBxI12uSrdUkA1/uldk5mTt3AYmymIqriXuvafK6AmDt9MioHIKi9ejRIzKFPn9o55g04CObhc9slpYg1rM0PiHSCTSq/UgMtHaDrdo/ctKng73AVnXiUoNW7bFis10+CNVn4XcH+1L6r+hkkjlgs39bKIjlzn4yya0mLe19+H1hr6CV/fyl2AJo7R7lAFovRQ0M1wgRCBEIEQgRCBEIEQgRCBHYEIFLCVrjypp+Bn1Ji7AfiNEJtNYwWOaWxZLXM2dOyw9+8AP53d/9XRkbG5dPfuLjcmD3XhnCAHx1oYhl44Cl6xkFrUsYeF+AuovAL4cB3ihgQ6YCj0AM7l85dUz2Xr9PPveLn5OpPVguO4KUKqCRHA76oJUskgN1BWVYznqlg1aiU3qUEvJxHJumipODYreOXQfE3AnLbPsBrZrtydYEgkT3u6XDrWXbzo/PJI1xY3dyz7ioKQ5a4zyiF9DKxDjq0cpkaDhAgasmxDKwVNWmLD5rW8B6loahr1HVdget6vWq56NCFo+e45pmB1p5bkBUXNh5wIL/GKBtAYTCBbwZQGvS3iP5/tccaF3H1AEbdD0jP3z8aXnhuZ/L0kpFxqd2yu7rDgFWLgJazsPndE7yVJUOQeVZuiAri3OyBJsUqllHMQG1e2qvFApDqOs5Vevr7BE5FEArswc2MzUcMyvLF87JMFSgw1CnDo5MyYWlCtSu8IQtlwE6s2obsHtySKqrZXn+uROSg9XKGGwL4DsAkAuoWxiD1ysAJwhopdKUMSzf3wHLgUwW9R8wtpbPy2unz8gJeGQvrq0pZF0qrqq6fHpyWG46fEBy8GjNAv7u27UD/rJFWZw5BvuBnbAU2AnAvAuq2LwU12Ehg6ULcIjFhEddUlDipmsVGcA5q8trsorXGlYwlDGxtgZP2B3wnd0BON1cK6tH65vf/CYZ2gNf20lAW8yn5bBSImfVmZ36gjcaaI3akTexF3kc287ZTAiiX49N/nX7dwX7T+1DnVdyB9Ww3+LdZJSe37N16AW0cjIwgNbk/ed2HxFA63ZHNJwvRCBEIEQgRCBEIEQgRCBEoKcIXEzQGl9mGAetl2JpXT+g1QXOV4pUq/T3M9YBJ0+ekO9973sArf9aprE09dOf/rRct2MXlscWFLQKfAmBVaWCwfh8qSinF+YUtA4C0u4FmB0DEEjXqvLk80/JDiTA+tznf1EmkUwmh+QrmXzWKlrXwSC4XBU0gszSrDDHkl0dXSbbLqGilT6lCgWZ2MSBVqtCJWx1tLNJpSceKuMkrj0+EQfWVG22bR4lVb4Yk+SS+Rr7PwzKCavtsno9h0dQfV9EVYX65/UUVt2sA1Dc8JJUhBTBVrUQQHItVZaqJ61Vr7IYufQ1A9hMbqxqVLzwh1OcOrjSlgQGxw2gHq1jIN9A/DTOBNbWmkBhqypWDZxX2MtrXkOgdbPly92qUT/L5nuskm27uTJ2b3brX6P7QVnF1Xq9XNedN1pq3odSccvrsM4CILJSDwAufvcfn5BnnnpRZudWZHr3Pjl0wxF4nJZkvrgg5+fPSQZJn9I5KPjPvyrzM2dlYXZBcumCTIxMyN5dBwBKhyWNiaYyPExrgJSsv7BOVmXryI5hBa1zZ07JCEDr+OiYTO24DkrXJoAoFK/wws6hDk8A5E7BB5b9x5lz7JMBOVNQkS7NAbIWZC+OyaXHkYirKcdfPYP2lJYJrBQ4DIsWGHrKiTmoTZdW4Am7IK8CuNaYxGpoCOerw3YgBaA6iPPnoMDNAY6Ooi2tAuqelF3T+2RyApNpIzukiIm0OST6OocJtCVYF1SQ+KtZLqkvq0Atu2N8p+zdfQgJvpZkEf6vK8tFuWH/9bJ/eo+cPfaKgtb3PPRuye6CnQL8YPF1YTbAPKdo1X5gE59S9rFXsqLVb6Od6minCYmmzsS1LBL8tqMJ1OL9o+tP7TFxpbjfBnkuBa38IvUUrXGrho4+2Tphhm+2mEp9M+DqEi1u2ca2YYegaO0exABat6GChVOECIQIhAiECIQIhAiECIQIJI/AxQat/h1tl6J1swGOr2bh7/2AVqOIZEIks/SP52hgIN5Ug0FBQpgT8v0ffF/+7b/9v2UKfn+f+OQnkTxlGslTMGDHstoU1F98rQESLEHhNAOfP1W0ApDtGBmRUWRKzsAa4Pnjz8qu/bvlU5/5lAyPw/+PCV0GMerGNbhMPJPCEnHKvsgsHWjdZkWrPp8tJB/4tK2o9MhiTDwUHb2OWGviL9wo1bj1Wl0hIAe2WCBs/EkBSNN8EQZa6Anrxci/VX1GIzWmUW/q3akUE79agKgeAf4N2t/9cbBaLNhVogpaGUPQU7vAtPXM7iDu69AGL+kyeFnP024tqw26ErLypQIoM7Cvw99SE6lZ0EvLADOYJ3Slkm0AFhHmeSJQoBzZrP/n7Sm4VlBrTBKa2L+pqt4WvFX7ALyXhULQgVbWmXq9ocm/slD+ZfT56U1rz9/loZwiuFeeH2/X8dNupVyPjsez8n5rUALSqkOXBqMN5pB4SBNIObWwBrNFvnuyQYjd1Fb3ZALNV6se8k9T1YwCOaqXrp6aIm0Dp61jWjdgru2SrfUHWt0EwcUGrevwHUVzZmo++eH3n5Knf/SsnDhxWnbs2Se3Hr1d1qDiXFhekDPnT8NrFUmjaJ7RLENRWgHspFk18kHlsIR/ejcmmgoox7SCVhp+cNKqDkV7GgrtHfsnsdx/GYB2BhMESC6FMh8dm0JdhzoVsyM11IsBKEczWKafYUIrtNZmYxjtqyq1WknKa0WA3CHZvWsv2tQQrr0uJ+GFzeR3g0hItR++q2lMYl2AVcAq7m0ZKtbTZ8/ppMUE+vAGJtKoLB/HqoJh3M8I2sv48BD67Drg8KqMDk+odUAW3rFlPOIK9mffXqqWpQprmHXch+DVxGqFKSTz2r1zn6wCupagYC1D0bpneqdMj03I/PkZwNwJJFC8RTJU4sKTW1cxRJMwpn6lqHLvCFptDYu6RT9pn1HFx7eW4tOo6pNu/VgH9AtaW02JHZ9phK07Nu3O9V/Rc9k+vFtb8KGu3ld0QuNn7a7SrV9U6xZdTWD6HB9sulj6z8vfLylo1e8K8++UuOVCVNb2+0U/T14FklaZK2b/AFqvmKIINxIiECIQIhAiECIQIhAiECJwJUcgPqCJg1Rfudaviq0GSMjzZumFGSnFCMyQNRtefKdPnZDHn/iB/MG/+3cyPjEmH/7wI5IfnMCYeUyGmgXJVQBakXh6rViXEkblRdgONAjYoFIqQK1VIGzEKPJc8aTsv3GfPPKJR5AcBnYDUGwRtHIZq2ai1//oQYe/uXyXg2uC1oQDpX5gc9I6gNxfUkKsCFlrAC4VPDPjyGXCBKhMSJUDNCsAnOSh6OXvDUDBIp6VIl04O+qLy96xmt4oiNRTzyqQmJlbVZyE0C2g4KtTVd1pN/VAtR6sGjt8xGX96wB09DblT4fqHNxNIc7qdcoxPgeuEfwkeG0NyjuJBxWImsvYJFWIA58fcSBoZT0iWOIrjXpAAMT3B5HYikuGW9jQKnJZxsZ+UDfej9vW4VfJP+nryJ+EsBVkdOd98dy0bVAVK96oAfQS2o8ANmUzW3sGdgIkvG4nMOn23eqY+OTHhrplH5KwaQ1JjkpQL67ilUWs8ljqPTY2hrgBzeP5mMyMtUKV3XbrBk19qBRf/tsJysTPY2wfTCzdy/UpmmxHAbkSDqNYZr0izLbKvG731wmgJW1v6hnJuur7TXoniUOhpOfn/nwsNGVAb76a8txzz8qzzz4nL774InxPd8ldd96l9XtpaQlQ86QsLiwAOtZl94F9MgaYOAjwWSoWdcJlBImhsvQmRo2twgYghz5gDKrVCsBkGn3fzoM70C5rskwFKBNQAWQSsg9BbcrzsN1wwmBtrYSEVUWcJyO7J/YgGRaW5gN4mn0HZXx8wtZ7WBHgPGyDLLNhQNNsvqBJCdlHlQFHeZ4c6tc4QGu9CrsAtMWJsVFpos0gAxg8XwsyNFqQ4clCmwdovN7Hv5MynBzAufy6wnIiZDb+zMZn2iVscmXYE/z3y9jrH3otX51M8jubHg68FN8fvCVtO65Ns8+Jvdo7SW/HHp7h9ezil2+8L9wAcW0/wLLsZB2wZV+Y9EaVu1vq3suxbaC5c7/ey2muln0CaL1aSircZ4hAiECIQIhAiECIQIjANRqBrVRpV8pjXwrQSgjG63Cg5KAa1awGtFbltVePqaL13//7P5Rp+P999KMfx7L/CaxMhQIKhntprCKVEpKgALSuAYoxIdY64Quz3BO4EbzhXGuyLNffelA+9NEPALTmoN4yAIlixXUmSYJy82oBrQSBVYJWqn8RqxqBK16MJfLVqIKVitYsYAPBIuPADODLtGhEuLL4PI9zwEqRuWUQH+M9qliNsiOCarzWQT8daG2VjamdPmhV5RNirsvybTIxXdqP/dTegONT+4pAK/4mZCXstWxWr8nr+FYCjnm6Ma5rGy5rtgIqPHc1Blrp70t4T7BiVNLrUsANZmNWCHoeSxki0Oo1wAECPQBHHk+wmmECNfy+BLXeDBSBr7zyisIvJmq7/vob5IYbDsPzMt8TaOVlfHgQBwsbYKQnI+4GJDaFC4ZRWl6JNlNGsjiAOL7Y/vL5nIyMYIm1AkUmpWOqOC4371VvawOnMuMWYeoFtHL/zUCrSus80MoH4YQKBdf+Fo/Z9oBWJ/LufdalV/jq9iP4riOxHxsKJ39mLsxhkumsHDt2TCYBJ2+48UaIOA3oXEYSK0JXRjgLVWgegHQIS/lXiyWN4TD+JoDkZEYVcJUQfXR0WGplJgoUGZkeghYWfSLUrjwfFfFcPk9lK2E7QSsnJghgtW7gvymoTKuAohUoRrmv1hXAVhI6KqNLgPb8yQgNDuIctNxgH4X7qaAfL1XK+t7Q8LC2Hyq+hwljOWGDesb7TQPM0ts1auO2vneCra7t2F47mpwwKkxjCeJAq4OwSeGqX69c8r8k380BtCaJltnXn2SJ94dxCN1t0sldddtBq72/XutRp4np5BG5eo4IoPXqKatwpyECIQIhAiECIQIhAiEC11QE4ooMNyi8Uh/yUoBWcw23lNuBJy4FN6D15Zd/It/97vfkP//n/yR79uyRRz/1KckNY1lpqiBpKFmRKUUaq3WpIvN1BTJKLqmnyk0BGpfUI0HWOpbcpgcbcuPth+X9j7wXS7uh5yQRQHZ4So4azGQNA8MItFoyqEvie2cr0UDxYpenqjkBKhygZLZt9RBlEigq7/A5B/kZBEH9RPF3BR8s46XwGZ+SZxC0EswaxR7LAVjULhvvF7Ty2upXGoFWqzzlIJWfsawJk2xoWQRqAWABqw6uo/9rhb8TaFWFKV4KWrHs2le0ErTmoGiOQCv9IS18bysfq1Rz6lh+Filaea8ExVAY1nENhcDYn9c7fvwVeeqpH8szzzyjwHUUNhVvfstb5MEH3yaH9u/H38OJqoFaHvDZPQnvZgN6VXR6SWN6gpnknyxvDTCyuFcbeNXwQvsA6GLMCMmoTub5+TkLI1PoTZ3rHlhVfH2AVqdUdUuH9ZksODPWAS1F67UAWv0yNHXYeGMyERVjv7KyKmfPnodXKZbp79yl4JNWD1SbEvoPYNKgisaWRrnlYZFSBjTlOQcBMDOEjSgGwllVoAL+N3AsiyU9TI0/jAewYqCCc/LaDC0BK6FsGopmVY1bawmeaTg3pOpttRVg3wKFdw4TGdpecFKquV19zMIOwCniCVqptK/RU4QwF5YC2v55PVW1G9WnljX7DM68uM3+qv7Jtj657wtTgw3Q52RIvN34Ctd4u9JjvUmLXhrqtQZamUzQRdqpWZ2di+0eNpRD0u/CXuIa32cz0Npp383Kste+NMl98v4CaO0csQBak9SksG+IQIhAiECIQIhAiECIQIjAtkWAA2Q3MOA/2C9lttx+HsIfjMYVdG7wup2DmdYgi+Nneo9W5dnn/ln+4R/+Qf70//tTOXTwgHz+l34JGbfHMWbPyfoKbAKWAR/wsw5I0cBa/4HCIAbrWC6OAXgVvn1lwIrK6qoMjaXlyJ03yHs+9B4d7BuXACg48WrQuxBUlSYDhtDqKN4QyysQtCrHsks/oyX0fM957BFeEEAwCZYFEUizA+sAgFbr35rD8VwRrsBT7XAJWlt2AAOQmzZAF6CRjZTGZLCWyaoqzdUPXZprFa39gFYm6fHj3CnkPmjlPTjVK3+nkq4FWgGCqOZ1oJUyWz4dduQzx1aaazGrdQF/WvLgQKuuUrcqvTSUrFVYBhB2cUn1D6Cy/qu/+hKWd/+zgtZhLNcmaH3f+94rH374A6irB6O2Hm97nQbq3cDPZoN6H7S6a2zWHtVHVv1ljfcioSuXe6tHK+sFAFuWqkLlmcYigeWSA/iLb77HsLZbH6xq09lYilupbSNLAOvR2AbLPAAd7cf7vAIUrZ3Uqz4471beDrRyX8LOUmkNys4M7BtGtM6qUpTvAX4WAErLVKQi1vSfZntjiCsoVNoqZPE34SzrbI7ewVSHa9tgeRubC/3uUcks1OqcQLAJ3miHobDNyslVEcq/aaNiu0H1edb20cJz7UVi3tfvNfU0Nm2aoJV98YC7Jo7PoK9ln9OAKpfK+wxU96wx2vW6ZFUbalzrjaju2X66m956q4mKTS6xsb5fY9YBdcywud7eAVb/5+WyDnB1qFeY6fbv1H9u579NktQVf1//vpI8U7/Xu5zHBdB6OaMfrh0iECIQIhAiECIQIhAi8AaOAIGGPzC4lEkc+g17XIXrn8eBEL63HYMIzVTMbNDR0uWqPPnUk/J33/62fPGLfyU33XSj/Mqv/jJIQsGoDJcrUl0uS62IZbSQUA7g/czwKEArEr8AUhQXFmUZ2bhLi8syMpGR2+8+Ih/8yMNYCo1M2qAQ9GB1oDWDP1KUsDrQyodKuGLalW2/sU5yHJfl6vXwUkWo/Z1vaJkpgaRtglF8KWjVXDAEG1CWUd2J96hwVRSpVNFBFEMwaB2wTihCsZnlZp1Aq1Fmc6muWahNOwKjmAKs5f0ZvNOmaFWPVrynAjYm6YoT0FgwHGh114+sDLjkGjCHyswawLzzaM1C4UdFq/HuMwpNA1odMDIX4J2pKtYqq/U69DTgTwJdqoIZKyTSqsOagj6Xc/Nz8jd/85j8yZ/8ibwKZevc/AIUhRm544475d0PPST/8pc+L7feciRaBhsv107q005lv9UgPbEqj9UClUXdISxopQ8rJ4DMpI8pQ/fshNcs0CyTCHXYFLBatWHbvVLx2MXPtOOJ7JusPWayxUB8EyezFNzntm5CJrJ98E4a74e2xzqAbWOjR2t0H7bd+P1hHLTG76sdsho1KJWhfFbCbrVSsbCV6nKCUnqkEooSvOrECNs9eSs+Y71mn8dN1a62wTmImqGfMM6vrg62PUYtoA2gsi+nJy7riU0Shc8HCHQ9shqfeHPep24yhufm8VWoWTXZIPpkPKWqW3NpgHtOhMGWgF6t9JFWcSr2b6h4uh3SG27rvef9avquzrNhSdvHZnXz2lK0QoGMsqCti5YT25it36ou5t8aUhtX+7XgT65sFiv/s+34d8FmfeNmZbwVaO2nfrQlQOOqAveVaW9S4+a3kw7K/l5jd7XtF0Dr1VZi4X5DBEIEQgRCBEIEQgRCBK6RCBC0+oNzM6jeqBa7kh73UoNWsyzWLFWmfcB3v/td+du//ZZ87WvfkKNHb5Vf//VflyoGODVAh+rSmpSX16BcrQLUZSUzOCy58UmSBlUfzp2fk7kzM4CtczI2npa73nSbfOyTjyAhTBYwDUCX6+etovVqA62atIsKMAtbIh9UC1qbhKz0P1R3BEAN7EdFK9VmhGBZgjW8R9CqlrYYdKeiQaFRKDINVFLQqtejWk3vq7dkWClATL42BR340PFj/oxWkQPiEDDVuKx6A2jNYRm0gYQGtEJ564FWZcsKWs19Kvzivg5E4W+CaQWtqgikyrMq56Fg/cpXvir/73/5L3Lu7Bk5v7CstgS33XZU3vHOd8pv/savyR233dYGWn3V4+UErU2CVlZ71h0Fr2bpN0G5s0Yw8TJKYbKWNLLCd4MdcdBKsOdgftJ+jHHx+0cXp3gSqisJtBKQxsuW9+1WL5hJCOMZ6m8OtHI/vvi3SQhIlTGSReF39Ri1sJnHMjmgKyv1tsZ7VFpT0coXl/Zzi+qXzrcYEkQPVFXOWjhk2pCBqdrX2vrvjlfVM0Erz81jFMabTPQu/j5MjpJN4XN3TR5fwT3zXvk9R3uTCtpoIZtXT+i11SImKPIymMsreGWfUbOA14+VAmw30+M9H/fpFbTGoVpSAHitgdYqPb1tpi436cXvBtYGV/ZXKmj1+whXrp0S1V1s0OpbWrj6qj7j3qRAm9I/1gck7R+v9P0DaL3SSyjcX4hAiECIQIhAiECIQIjANRqBqxG0uqKIK5jcgDzpgHWzonXQgYot4625Ln/3d38vjz32GGDr30IxeIf8xm/8BpJAYUAO0FpeKiporZUAWjFYz42MSgGJY4B6sOS2KhcAWS+cOCvzZ2fgc7gud919m3z8Ux/DUmh4tIK/ZQoEFISC7R6t3prKuLhqy5rZj0pmy5N22EFVXIRlhCTWD5V6aS0naziaonWAqtGQPAt7FpkAjNCCgNWqO/m3wlaFFtZqwKkUCVqxrNcxDh5HdquAzloH8HoRZKGiFZ9THbWdoDWuZuXg1S1z5fXVBxJwyoFWAiGjaM1p9nFuCrIiUGQCuhVoJUiqQXVH+DCEbOxsv1WAIiYIYn38r//1j+XnL78ss1C0FgDv33LfW+XhDz4sj378Y3L4+uuj68aLbysA4O+/7fWJthIe83Ow1b3nC1EJ9bSadVEbd1K0XmzQ2gZZlAy3R/diKFqbOmFh6rnr93zY2Am0OgjpZyBK5i8AABxnSURBVLyPl6tT8DvQmgPQZp9H1TQBJ4/NoR4T9Ls67Gwz1KsV9ZMAsxNkioR2To2IRqlWAKpYdDYCMeWoVTgaIwGjelY1OOsBwBzblQ9mnXqce6W7KJjLAK113CfV5axPVfxNBSvPWS6VJI82WlDQahLnsd9wWwSMbbs1dxO/Z7wZlxXGG9w2/H2tgdYKJjEJ3VW5zD6B5a1KVlfGdnWCzsjY/tL9kiCe2/nvg3ibc3/zGvw3Q9J+NmnfqmHQtmgCou3CTmT4dbY1KcDZRteatmfVT4LQX/JdA2i95CEPFwwRCBEIEQgRCBEIEQgRCBFgBK5G6wBXchcLtGqyIauuInDg4N1li+a1H3vsW/LNb/yNfOc735E777xTfu3Xfh2DQ6iz4C25tgT/VWTarq1Vka0ama6RkCg/MYFzpKQElevMaYDWVw1ozQ9W5c57bpVPfvqTyNKdlwHatDInFiEl6GAKI+koGRaFYRyEUmW5udByQ8VOOnjrt2U40KrL3lU5ivqlsSQFVTyiYEWXhOIv5ihfi6AUl2WbMaOCVrURIGwFTOL+Cmup1+kPtBJtJrIOoMLSek5GA1b7iwNGvpqV96apy1SVyaXvVLUyGRYV4wRC9BpFYh9AKB30qspXc/FYRV4r6nHrAKdoZblrJnhCL+yeAwwizDV+pgNIgvW02gcQtM4vzCvYve+tb5V3v+td8qa775Qd09Mdi5b361SB/g7+snP//Xh98v/uB2JsWEpvVa2dQKuCaENguj5LJ+sA1imqWpNucUWrI8LOX9SUo6nj6ifMa1xG0OpAaSfQ6ivtuilanarVqWJpT8Hf6QPMjcfl0a+Z/Uy9NmWOOm+VtFySz/ec5Qo/NvGxVh1MDEi1qLWHGICyNUNqqMe0gyKe2alH3Wdm4saodhW0mrXRkao1rjp21gF6D1SAW9Cahf8v2xatA5i4ixMyFUxY5ABdC2ynalNirBCiPsACZq2z9v0AWpO2qo37a7mgPnHFgdazqwi0+m3OB62dVgZtNaGV9LvagVa34iH6N5GDrTqJaV/aSgJoff21NZwhRCBEIEQgRCBEIEQgRCBEIERgiwhcbcmw/MfpNijpB/a0n9cM4qmIYtIUB1r1vBjZfAOQ9etf/6Z8//vfV9D6K7/yP2BgXtBl7msrJU14VcNy7nUutR0elszYGM6TkrUiFK2nL8jsa+dlAaA1O1gBaD0ij37mk1IYLqiiVTK6rl6BgA6KCFs54Ae1VNUkMmsn5UVJB2/9Nhr1s8TBBBNVLp8ncAR8okqJlEWVSTqANr6kTJ5ViZb9MhGKyTQegVYCV5yPnqmMLb1dm9xBQU7rLjspWt3gMkWvSIaV40ursjUerQb68OUUti7/VZpiQQtYvNXB0TXdGJYw3v3OsnGWB7wz4zNqYKtT2NLnksmdtBrZY/l7fPWmi6H+tFTXT4aVtYwHTgzwaEXWdgCKApKpXZidlVdeeU1OnjwhS0tLOjlw9OhtcidU14P4nFYDneBpmyJTgZgBrz6M69Sm4sdttiTdldYGtRVrQywALjbumLgwUcutAzP1/RoNjIs0lFqnOoFW/342tBONgTqPGtsKTynmQCvrsvEZ9byc/UrD+hV7vu3waO2maI1Dnwiy2HYWtQurTo23dQdaW8DI9H9O4aqKVig+CfipcuXvrGd+neE+PIZ1X71btR8FRFPQaSwDCGXL1YpOPGQ4AcFWqpYRJo6doLCvtu2kzvUhl18XHfSlirWGSY8q7quO+2EZajvHfVHFyomSOpJ7ZQGPc3hpfWH5wwrBbZGidZPZLu2a2F/FG/YWHWvSfvpaU7TiG1MtU7hFSbAccNVYtlqO+43tLunWSW2d9Bzc39U3V1/9ttPNgmkz0BpB0gQ3o9+Hro9iP2X7b9f3qW1ABFrNd696pNtrJK2jCW7titg1KFqviGIINxEiECIQIhAiECIQIhAi8MaLgBvc+YPU7RqIXIpobgA3CQe3ne6R4MrBMR0zR0t0zfDuq1/9unz1K9+Qx5/4odx26+3y+c9/XrJNKKDgH0DIWsHyUyrA6oCiSM0tadgHNPF5tdKQpfNLsnxmQVaQECs/XJY77r0ZitaPS2HIgNYmKZ8HWq8WRasyKAJhKtvwK/CfLrulolVBK4fJBFdGo6tQg4PEdYUyBsjWAUEUMCPIVLRmAToIFTM4b0YtByxo1cQ7ZtPL4v90JbVnHfB6QSvvmaA4AiuEm7pMuX1VsA9aCY8V1nIf6zPqA6oMM697iZ14bCfQygApZLXPpnXQe2A9BXYgaK0C6PMa+XxO69zy8jJUefAIVm9YQbb4MZkYn8BS6ExX0GrquAFc7n5du3DAarPl5j4g6KaUdOfz+5uoTnSYOfCYZtREXdPW2NjkYJv1MX7f4CB/fP84aG3rT1hfbcImqlXbQKujv6zDqsJE7Kh8J8BU79zWdjFAK2EJ60CrfrYUna4MHfx0bSH+dyform3KBr/9p1GkKtcBhDRqbfq2MrkbQCranqkj6CPZDxC0ol4a0Ap/WAuA2HAZH0JP1tEM1KMEr+g9rco7pmi1hc57bQNbEch0IClaPB3huKa1JXAlQbXkOmZtqrjXGj2UsVSdkvIMrQ5UPc95LirozVJ1TpyoAJB9Uhye+6DVm/ThtTbzaPXrRVKwuqHu2n5iszYQ/0wBZmv+oadDX+999nIR3lIdkmKHTQ1WtcCV9U5P4oFWNwFlwWwv13D7JP33zWb/xoj/+8lBV9dfxu9r20ErISvbhv2P4Nnvj6PvQfW6bYFW10MF0Jqk5oR9QwRCBEIEQgRCBEIEQgRCBEIEEkYgrgZKePhl2/3igNaWCtEsSXWDPOMl+eUvf1X++q+/Lk8++aQcOXKLfPpTn5F8A0tPa4Bza2X4ZQK01ipSIzjFMtuB4REcl5dGLSXl+ZKULhSltFiUdGFJbrvnBoDWj8FGoADlFK5jQSsHTAZMYviv2aXwGe/DyS4TRPySDJRVoWlBK25XvQ0taHUqJR302cGyyV9OeJkC8DBQs06PPqVHUIdiAJnD4DCHY7IeaGUBNPsArQxbu6LVqOt8RavLdE0FLUEQ78UHWUYd1B74NtBqIbJ1BlDQ6RTjHHgTsjo+x+P4OfflOX32oR6kFqK4933dlsaNcBkv+gJTLUhgpUuo8Z6DuYRfZjk3bAZw7W6KVj6Rg6x+IiQH5qhY5Mv5FPsRiBRUNhD9gFbF77G4tl/D/JUUtPrn6Aa/tgKtAwBxvlLNndOHqboM3oJqQsNLA1oNfNqoBjYK1E6wxT2rr3LdCrQ0SPNxIcJUM5lioCOTkhG2qh8rCqaG/biPAa1m0oP7UK1KCw6uDNDDKRLl8bjHCkEt6m2WqnNOpBiu2VHibRT+bmLFQWZzT/6ERVRH2D7AUd2KBPXXZleaw73iXqq4t9W1NUnj/gqDg5pYizYlQ/TV5OoBzBYZ/2S7umAT14l4DEMyrARfTnZX1o0GJk/ioNWtNrjcoNX1haZ6buys/Pbmt7N4JC4GaF1PCFq5OiSA1uR1NBwRIhAiECIQIhAiECIQIhAiECLwhonAxQCtDYzQqVBzGbbXQb6YPJvDK0Ksv/riX8uXvvw1eerJp+SGG2+SRz/xqIzKiGRB8hoVgNYqFIV1gFYmtYLSMDU0jAz2QwAQOVlfQfKixYpUFleltH5Kbjp6nXwCitbcIHwPMxgAYZxPxFdv1rF0lUmf8FLYaos0uc1kpFC7+JXCehriQkyCRVDJgXM0eHYgBe+5paGMaQ2vKuJdbQAamqxZEWjNU9VK0EooqWQSwMQDrXwmivucotVBpkiJSfiDz/1kWAS/fG0ArVSysYy7gVa3BDOmbuM9qK2DXZLJTNn6HghQ2xJnD7SqihdAxyQCM5YLblMPUiPnit5v84nk83AXJU+8hmHxRNcO3LrrE8YypOp1i326qbkcaKVK0fkSU9nNe0vDqkGXeCPubBObgYaOSZA8eWpcLakPSnsMyy465S+KYDYZPHenMtGT5XWDhf4SfQen422gF9CqtgCoYL6i1SVg4rUdZOW5DJA2yc7cdjEUrZspE+Pw24FVv224e9pM3cc6WqbXNJ6xUMipapXnpjKbdZcglXYYLEMmwkozSR1VrZxoIYitAsTmCVqNglVFuKi4BLJUu5aqNfVCzdFOAxYY2hYUbhqLC1eHtY6rutzUcf3Mzk6wX+Z5+aep3ybqbBPVKpSrNU428N7QsQKyymBaQWsZ115eWQYIzsvw2IhavbCNjBUwIQZovF5t6n3pBAW8s5Ns8brWCcL57/Hcpp2115utrnltWQdwIqzVD7oukD1g9Ls/26SE3aiNk2zueyHJMSwr9onxNtOt39nYx3XuC7pNkiS6N353cBIkgaI1gNYkEQ77hgiECIQIhAiECIQIhAiECIQIvAEjcHFAK60DHGjlQJ6g1Uin+P6Xv/wVtQ946qmn5MgtR1TROlwfxPJ2JFepV9W7cA3Lt5dLqwCIOCaTk6mpvTI2PCUp7LM4uyhz5y5Ief283HTLfvnoJx6RwugQJFQccMPLkMoegCQD4Tj4bg3AOzC+LUs9qaKVQ1cfZLklm45tdRMfOnBpltu2+6AqTPDu1P3On1xWrApY6+NIaMIl2FyKT5OAlF1Dr95yBDEAfoSHRmHnVG48ecujzvxFKucG6hyQ4kX4TRBEqwI9mJYExsogBZrJpFu8Xp3JvKz6TiEIy0Ihj7+A1UAe9Z4EhErzWFXBtmi4U0KZAT5Bkjlej1EPUYMDO4JW/30PsBvwYKCq25wdabx+KNwin9b76qzG4jni1gEOEPMztwzWJYTrBlq1jLuoveKVtFUnNUVaVDd81ao7ZmMbd+DNqaJbgXBx9K0bNe6mQmzY4uduA6+W3ikUi3m0OtCqsXPL4hkrG2O31Fyv3KHB+BDY95bdeIed3+kFtPpHslwMKG7VOS3bzgHXQ7l7zQImKlMJXvlmSpNZmTrj1LsE0Q6QskQVPgO2pglRaR3gFK0KQ421AM9NBTAB7QATa9lJB1ZUFx+NjV7W1F+t+fangjZzS7Zue6pnTpbAysXUa6tMx30P5Az0rQACFyslJbMZTHLpveLEw/Bq1f5GFa3og2gXkox/GjDo1bVOoNXEt7VTPwDQn4hJUm8SsslLMlGnkegCWrXUbTn7fYK+57WtXr7n3KRDPF6bKbtd+3ft2F/l0C3u3WDr61W0xieG+IXS5OSjKq/d5Kax+bAhNbYY/P5hiPE7+zIXNr8f67UOXU37BY/Wq6m0wr2GCIQIhAiECIQIhAiECIQIXDUR6GXwFX8YNzB2ai9VrQEKKByA4u9rX/uqfPOb35Qf/ehHSDZ0VD73uc9JoYIBOhJzc78K1FGr8GqdmZmRUqmMgU1aDh26Sfbuuk5y+WE5ffqMHH/1OMbyy3LzkUPyyCMfkqHpEVgJANQ2oCBTIICEMY4gQI3lhuR0F0g6UE5aWISsTEzirqlQDyeJlvtz4OtLLHlLqjpLnphEH8cDDjqoVijZrmrz1XgEMwb0OABjho1Us6nQjQBGFaOe5yiVdlDfDVCNh/2qADt88dpUuxLopglaOQilWg/Zsxrw2NWs5hjM0q9RVaT25WJax77qDUuPSsSMqjh/IO4G9v4A3x9sx5VtvZRVN1iw2bFbAdBOYKDTMZuBgl7ufcM+FspvaINeJd/Qhg3djupIPJ7xOpXUk9HdCyEO51eSbE1dtm8ApJaTR1n99hH/rJdr+EAWdpad+O3mp/HV8K6pWkJP/+NWyL2Hpsoy4eyOn8yql+fy20gv+0flo/C127RP+5lcHeL+TIRVZT+9XkNyLGMRoknz0K/k8bw5TG7RtZVQipvamdjNL89u96pHuZmPBA/U67P4z5/g9Lpr0mskPf/ruTf/Wpv1V67P9OtNHGZ3+t7fDJBu2a8l7AdMsFvfbd3uJ0l5uGf0fxrbFfxbgf0oJxH5YvUzl9cpWr4oylbtOb8zvZUSPVhd91sFrojjAmi9Iooh3ESIQIhAiECIQIhAiECIQIjAtRaBfkCri0EnIEaI8I1vfF1B6xNPPCG33HKLfOYzn5GhekEGKk1ZWVmJYOv5c+fh1VpHoqIhJCSalvGxKRkaGgFoPSuvvfaa1FNrcuTWwwCtvyDju8YkO5gDpAGtBdhIA/KpWosKFE9SpeKqfgZ9CQrWB62RehLH+8v9mfBGN3svunQxBkx7vaQ/SO4EJhXiWt9Jfk4gYpJNbQ1aI+hDUGpBKwek1f+/vXPrjeIIonDjy/oOWYxDQCiKwEKJ8juSiGAURH4hj+ExvHERkXjhnT+QgBLL2MADiMuuDalT1bX0tnsvPWDjRWeixc7uzkzP6Z5u99dnqgDNHbTqRFTASnS0ArQCsr6Tl16/ArP4uH6cwPauTYFVvHa4/+S4OWjFN0qgFe81Ba3jaltqy/7ePncUriRz2eXnGQkkqgv2IbREumsKFfeDVjjcDLKlupacgw7ta4ultdoAtFoiKkuKZcnT7LFebADyvfrQR+T7QWypjIN0wP1XG0XEAUsfmozAdpDjN1q4q+RL3dDj7tgEhpvLtRloxb3fkZACiA2N2KAaQ1leLelbJL2XOekjaK1dPiJo3b94Nk47KPU9g4Crf9fbTd6XpWDd+99Sv1fqH4ttqsGYO2pMzBfMUoA8qN/e18fpOCyLh4C6/rRGXLxKQauGf8c4lIBWlG86tQSPU0kT9h2C1gmrMBaXClABKkAFqAAVoAJUYDIUaAL/fKKVT9b8/+/cuR1u3boV7t+/H9bX18Pv166F48dWBLS+Czs7Ozr5B6/a2nqizsqVlRMSf68lwHU+LC+thM1NAa2P/glvxDd6/vsLYWPj13Dqm3ZYWJRHWN9LxFKZMCFxUQpa1dyKyRL+aTDpq6ktgNZudLSmoNWxkD0a+/lBq5rwFAwOdrSWQCsmpF1kRde4kXChwrFqDjZ3tO6Jo/W9gFZsKred7MNjwXJK/X58lBkleCdxKpX+xi2Hq7mjiqDVqq4EsmpAq+udO77cFd0E4mmVfwRoxSO57mr18jloVRd1wfGa3qOlcAJ9IKoBaEU4DPjUfeEA57M2bKEo4BLfhy3H45h93cskgNZduVjA1j2N9xvDYyAeNNzrFhVboRRgOUFrzehh320y7uYxhHMQmd/n2n5jUN5R50vhaal9jlxAajDmjnrCowRaPRZsvojU1zcki2E6LEkDTkGr5870xUHc3wSt9W2Ye1ABKkAFqAAVoAJUgApQASowQIFRE7DSbg7AMCErOeIAWAFbb9++IyEBvg1Xf7sa1ubb6mgFRG215iRJTEuh65Q4pE6eXJWYrW+AMgS6LguA3Qp/P34Unnc74buL58PlKxvhzJnVsLw8L7EMu/qkLtxVlk0Y0NagKyZOyv4aTPpqGgjivXXjSZyzOHC1nwlo1Vm1ejobTa7TSbk71PJJpscP9c9nJDlT5J69WHQ4Tmpu89ABvQzs8jkyjE+JgACtgKwIzYDPpwWu2EtwE4RGbMdZi+mqsWYRgxOOWrw0Vq/FttR9JBQB4jgCgCPOI77j2yDQmn5+1Byto9rJSCAx6gD55x8JWv1wrmOeDM3v33Gdj2nxmoLWXhKx6Gr1YzpoRXvC/e0geBRU7V1j8ji6xwweV250GR0k2ZMW7U5ajdmoCwwGWt2x3jtmw37msEDruNeefw8ADKAVMZo1KR5AK3TA/Rx10CUWOJBjnN5h58rrT/vHWjqr/Vcd1W46tjXVrWa/2rLlTy3kY0CuTb4IWlO2wwCtej2FUDo5XM0BcAm0DmsXBlotZABuV4QNQHv2dVCLy2puVv1dHa2WpBJlxKLCl7zR0fol1y6vjQpQASpABagAFaACVOCzKVA74fOCYj9MevSRUonbl07sHjx4EO7evRtu3vwznD17Nmxc3ghri+3QktnOs2fPw9z8fJhrLUgYgZd6uIXFhbArUBUZPRYk8cr2zlZ4/N+/YftNN5xbvxCuCGg9fXo1rCyLo1VAqzpXNcEFJkMgUfK7/LT3+4HigQgrJ9JEUcnWD1wtOUm66cSuAVzAMXLYOAi0GvgWxxmSYemOWRl6lWcxWvHCY9yWFV4mlQJajyHuqsZpxHv2mQJTzZguGutsVfYVCxAmr4BiCu+QiVyPZzFdUUbALksQFZNlqdNoMGj14qUT56bt80DqPTtoqWxHAbSijkrJhnpQPT5S7km8ekCzMrSFwohK+LUrruY+0Jrsj7bm7V1DCwDuIbFUoVyWKG3wVg9a34dXe12NS2whDZD4TcCLdCj6n8Ygtvc9DqkvqtQu7DRp07WQMVdm2Dn7jg2XMvoGIaG6gIID4drjddvVR+0Rexm9bkxgl3eIg+K1al/JGK1VXZSPt6XFtkHO1mEnyNvDqDbZtF8rHjc+aZHHZLamZiFDSpvD5nT8Gw5Zrf3q3wgYq2Kz0/fiCXQRxT628DcoW2SrDB1Q1UT5ZSpABagAFaACVIAKUAEqQAVcgVETrEETHuwHaAKQpmAPk/IIcJAE6969e+HGjT/C2tpauHTpUji1cCIsTrXC69dvNURAS0Brp9MNe3KMPQEckq9C3I/yErDy9OmTsLm1GbaFvZ5bvxg2BLR+vdYOK0tz4k6JoFUAiMFEkIEPiaEsq/kB16+6DMu50HvwpVSEQwKt01If5XqzCaa5fKy+fAIPyAXQOiX1qVnQBZzCfeqZ01HPeF8zWSORlsxI1SUEKINEaAJftS0loFXBFJLoqBsOsWNRNxmgjpU1aCLfpH0ecO33Dj8poNUBaw5aDYInztEjBFoV1KNsuM+zco2CrKigJqD1RfetJIDaNZc+zh/br7k5zaFtwNVIjIIZ7YPqWlyTNv2pQGt6bj9mCbTCta8wtBAr13s+JLiz/iRJcBcTg7kruKQMQWt96AAfb3PQ6oskte3D24G7V9PFPPQL+fYpQWs67vhx08Saw0BrX1sbAWX1GjVMkZFUXeaLa33uaNXhSD7TvxviRad/PzAZVl3fxm9TASpABagAFaACVIAKUAEqECfJtUJgIoQJWqfT6YFWn7Dhs4cPH4a//roXrl+/Htrtdvj5p19CWxJeLQtcnZGQATMSj3VqalYfQn3x8mXY3t4Kx48vidN1RuDtawWtT57thFfTy+H8Dz+GyxKjdW31q7C02BKgF0MHAMDorAlHMbCokPOgIWs8URmzRpBZEPRjHpf1ialPjlNHj7t8erFW4TCGM7VQBo1pq6DUnKjYfAIPdzKAOZyrgFQejkBDByjwsuzqBrcFsuOxYpmlqg6edCtJHOTAWV1tmOfKzHZG4roilEBpGza5rm2fh/V9gtaDc7TmoHUcuIqFAN9qk2GhHX+JoNXbaP5Tu7FkkUN/1wUkC3OiW+xfEfoj3XyRCaEetJ9IQKs6X/EaksyMoPXTglavy3Fhazqe5OMHjjE7K2NzNpA2Aa0pvPX2kwLe9G+GFBinrtZ9iyyxrY2CsT62wXF/TBdrbOzTZFeppTUuzMLFGm8BvQ+8xRO0HtZoyvNQASpABagAFaACVIAKUAEqQAWoABWgAlSAClABKkAFJlQBxmid0IpjsakAFaACVIAKUAEqQAWoABWgAlSAClABKkAFqAAVODoKELQenbpgSagAFaACVIAKUAEqQAWoABWgAlSAClABKkAFqAAVmFAFCFontOJYbCpABagAFaACVIAKUAEqQAWoABWgAlSAClABKkAFjo4C/wNLBK13Hg+VhwAAAABJRU5ErkJggg==" + } + }, + "cell_type": "markdown", + "id": "b70800f8", + "metadata": { + "tags": [] + }, + "source": [ + "![image.png](attachment:e3ef3083-5873-41e4-9bf2-57e9e67a6933.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "3bbf5a54-9ebf-44aa-961d-7d135ae2d74c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "2d71baca-a357-46d3-b469-8489256228fa", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "alpha=atan(cfrac(3,4))\n", + "P=phybody(m=0.8,g=10)\n", + "P.add_weight()\n", + "P.add_forza(N1,alpha)\n", + "P.add_forza(T,pi)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "417edca5-5ef1-4452-8218-288fce5341a7", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =\\frac{4 N_{1}}{5} - T$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =\\frac{3 N_{1}}{5} - 8$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fx=P.Fx() \n", + "Fy=P.Fy()" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "d7ad4ef0-88ba-4411-b2d0-72113126e29a", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle N1 =\\frac{5 T}{4}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "N1=Fx.solve('N1')" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "78cef6c6-54cd-4c71-953e-6c62c52d492a", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =\\frac{3 T}{4} - 8$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fy.set(N1)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "3619dfe4-b902-4fcc-b390-5fa8dbe67e9a", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle T =\\frac{32}{3}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "T=Fy.solve('T')" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "b998e112-25f0-4f8c-b625-6909aba6b892", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle N1 =\\frac{40}{3}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "N1.set(T)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "976e6404-77b9-43c3-8fd7-74f302bf203e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =\\frac{4 N_{1}}{5} - T$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =\\frac{3 N_{1}}{5} - 8$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# mayby.... the same again \n", + "from Libaldomath import *\n", + "from lib_Mechanics import *\n", + "alpha=atan(cfrac(3,4))\n", + "P=phybody(m=0.8,g=10)\n", + "P.add_weight()\n", + "P.add_forza(N1,alpha)\n", + "P.add_forza(T,pi)\n", + "Fx=P.Fx() \n", + "Fy=P.Fy()" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "3207d284-a977-4464-8187-ecb7e112a19c", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle T=\\frac{32}{3}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle N1=\\frac{40}{3}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# but compose answer\n", + "T,N1=simplesolve(Fx,Fy,T,N1)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "b38045a1-6562-4f7b-afae-db6383df2c81", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "81136f75-2d22-41a1-a734-59c24a9d1562.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "249c0dd2-ab48-4d57-ba8d-6f8e811da209", + "metadata": {}, + "source": [ + "![image.png](attachment:81136f75-2d22-41a1-a734-59c24a9d1562.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "885ed876-f3d5-47c4-aee6-2ffa3ddeb067", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "attachments": { + "9e6b4a0a-b251-4f1d-bbdf-5f6284de0d7f.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "0218728a-834e-482f-83fe-8fd0ff04edc6", + "metadata": {}, + "source": [ + "![image.png](attachment:9e6b4a0a-b251-4f1d-bbdf-5f6284de0d7f.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "2d34f1b3-e7ec-4955-88cc-ee6c1c8b93c8", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=phybody()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "0a52027b-407d-46c3-b240-d9ba18fefd3a", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P.add_forza(F,alpha)\n", + "P.add_forza(N1,alpha+pi/2)\n", + "P.add_weight()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "03a1a4b0-42e5-4c65-94bb-7a03ab0f3765", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fr =F - g m \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fr=P.fx_relative(alpha,'Fr')" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "a4653a9c-ade9-486a-9891-e2e56168f9e1", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle F =100 \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "F=Fr.solve('F',g=10,m=10)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "f72e7beb-e0c7-4b62-8091-1b25e0454580", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =F - g m \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fx=P.x_res_relative(alpha,'Fx')" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "eafff180-058a-480f-a7dc-4a13e480dd93", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =F - 100 \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fx.subs(m*g,100)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "f8f4b8d5-19bd-482e-aca5-3aca9c33d0bb", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle F =100 \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "F=Fx.solve('F')" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "06834b26-2e1b-45ca-85db-573f04697a92", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAAADsAAAArCAYAAADG8/AoAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADiklEQVRoBd2a0VEbMRCGMZMCCKkApwNDOnA6gKQCQgk82m8Z0gFQASEdQCpI4g5CBwE6cP5v7/ZyJ589ezPxMaed0Wm12tPp965WK8FouVzu5ETz+fwiwXMj2QLZq6RjsE0BGmvytyrn4u8Bopo25S3tXR6ZEKCwogEtMe2pfnB8oxzcWACPBQiwr8U/O7i0zsWyZwL2vAkowHNZs0fC8iCwE9UfVf6osE5vJavcOhewrE3oSODOC9YC1JPapyrfkA3ejQXEgU7EXznQsv6q+tp1Bg+2Bq6KujXZL/H8GLh5Fpb16Os1uFIaI8jFsgQhd+cUKG2zei5gLwXIrJcgPVSbLckichZgBYZoe6+6yovLoPRB8lP/AbLIoBxMCdbdeV/yz5LZIQCdBlh1sCmTdh2Kb13w5YC86xv3hWQrkTCqx0B90Wg2m/FLXKs8qhCiAdyaYwoAoZxfyzZp1byL7L34CnBUT+/1SruaGAv4RIX88mbd19X/SX17qg0oeuKxPm0ChFFUz/X7rLsEqBNNrPL/2iR/iJ8KJFaGonqFdo/PLmCnmheunpK7L/1QVK/Q7vEZAluz2qap7Uf1Ng2yzb4QWE2AMA6xRtcRbhzVWzfGVuVRsJFJvIkoSSeqFxwurhY9z7atVf+KW5N9N6rn767U5VJ4UsdCPOnef6MQWH2U7YmPesStT8Bl3BSE9Oovp3w5BkHvZ9rX1pZ++C44BLb8CMn0uOWDblm//ojqtQxViATArj7XKtQ6pDuqNTeyXdYsaaQdgpMRcTVczoNXVC8ZZvvNFKwHD7dWNQOB4crjUfWxC8Xjwo2TRVTPx+iztoOAJog1oKkKAMiUWDd35eTFWnpIH8corEhAeqfSOFmovaN3Qnro9kmNU0+fH36Jb3UJUC8xv07flEdVBxK9yFLkGhUvNMrCsuWy4ah5Kf4LyFRPVH1X4Wxu+XsaoNAbInEeJzc3oAAQT9xhr66snQtYdgg/fYmtCMBTASdgDv8q1YEIS1uqyo4BWX4weMsKrAegldxAID1vGIN48GABIeJqyABZ69+DIAXl4cYFluJuWFYmKTISD1C3uq3nLLYe0Akc1iO7+62C+3I3hrWRsf0sskkqBAYrckNakWQAhbLaZwtIq09cmT+LmDtnYVmBYZ8lsThwYKpxa9YwR1CjXKIxazPdZznJnQk0iYVRTgHK1ycWhRr/PILgL3oBSvhUSj8zAAAAAElFTkSuQmCC", + "text/latex": [ + "$\\displaystyle 100 \\cdot \\frac{6}{9}$" + ], + "text/plain": [ + " 6\n", + "100⋅─\n", + " 9" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "F(alpha=asin(cfrac(6,9)))" + ] + }, + { + "attachments": { + "69312e3e-a571-4b54-86eb-d4caa01a02c2.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABLYAAAAKCAYAAACpIdeIAAAAhUlEQVR4nO3dMRGAQBAEwQUHjwncnQU8vExMPBECiKir6law8SS7retcAQAAAIAmjnknSfafdwAAAADAJ1WVRNgCAAAAoKGqErYAAAAA6EnYAgAAAKAlYQsAAACAloQtAAAAAFoStgAAAABoaRtjrPciEQAAAAC62JNkzvn3DgAAAAD45AH3SQsLB4OIvgAAAABJRU5ErkJggg==" + } + }, + "cell_type": "markdown", + "id": "8e52e81f-0d72-4476-b60f-bf61de261132", + "metadata": { + "tags": [] + }, + "source": [ + "![image.png](attachment:69312e3e-a571-4b54-86eb-d4caa01a02c2.png)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + 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" + } + }, + "cell_type": "markdown", + "id": "b4407ccb-19ae-40ce-898d-7fdcaec3909a", + "metadata": {}, + "source": [ + "![image.png](attachment:4d4fbb96-4dd1-4822-b06c-0ed10552ef26.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 130, + "id": "3bbf5a54-9ebf-44aa-961d-7d135ae2d74c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 131, + "id": "2d71baca-a357-46d3-b469-8489256228fa", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=phybody()" + ] + }, + { + "cell_type": "code", + "execution_count": 132, + "id": "fd10530b-8d9c-466c-9e79-b6a99e38bcf1", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P.add_forza(m*g,-pi/2,L*cos(alpha)/2,L*sin(alpha)/2)\n", + "P.add_forza(N1,pi/2)\n", + "P.add_forza(fr,0)\n", + "P.add_forza(F,pi,L*cos(alpha),L*sin(alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": 133, + "id": "5f7acc56-ee81-477d-8c8d-d8c331db7832", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P.set(fr,N1*mu)" + ] + }, + { + "cell_type": "code", + "execution_count": 134, + "id": "4a6b37fe-e08f-4989-b253-4148d7dd48f2", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P.In=m*L*L/12" + ] + }, + { + "cell_type": "code", + "execution_count": 135, + "id": "94cd5f23-d0cd-4871-9678-4646d7082f81", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{L^{2} a_{w} m}{12} = - \\frac{L \\left(F \\sin{\\left(\\alpha \\right)} + N_{1} \\mu \\sin{\\left(\\alpha \\right)} - N_{1} \\cos{\\left(\\alpha \\right)}\\right)}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1=P.eQrotation(L*cos(alpha)/2,L*sin(alpha)/2)" + ] + }, + { + "cell_type": "code", + "execution_count": 136, + "id": "106977b3-d1cf-47fe-8ed7-7105504b4c17", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "dalpha=symbols('d'+'𝛼')\n", + "d2alpha=symbols('d2'+'𝛼')" + ] + }, + { + "cell_type": "code", + "execution_count": 137, + "id": "a93e5d51-601b-4471-ad0a-106c4c8c8f17", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a_{x} = \\frac{L \\left(d2𝛼 \\cos{\\left(\\alpha \\right)} - d𝛼^{2} \\sin{\\left(\\alpha \\right)}\\right)}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2=MQ(ax,L/2*(-sin(alpha)*dalpha**2+cos(alpha)*d2alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": 138, + "id": "4cb8af35-2913-401f-b7f3-23434854f441", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a_{y} = - \\frac{L \\left(d2𝛼 \\sin{\\left(\\alpha \\right)} + d𝛼^{2} \\cos{\\left(\\alpha \\right)}\\right)}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q3=MQ(ay,-L/2*(cos(alpha)*dalpha**2+sin(alpha)*d2alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": 140, + "id": "cae0b0a5-27e4-4f7a-9cce-8cc3b56f6339", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a_{x} m = - F + N_{1} \\mu$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q4=MQ(ax*m,P.Fx())" + ] + }, + { + "cell_type": "code", + "execution_count": 141, + "id": "e61d11fb-cb74-4192-a9ff-742d1fcb214a", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{L m \\left(d2𝛼 \\cos{\\left(\\alpha \\right)} - d𝛼^{2} \\sin{\\left(\\alpha \\right)}\\right)}{2} = - F + N_{1} \\mu$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q4.set(Q2)" + ] + }, + { + "cell_type": "code", + "execution_count": 142, + "id": "ca3395b7-6219-481d-9067-a3b1dfbb3a84", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =N_{1} - g m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle a_{y} m = N_{1} - g m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q5=MQ(ay*m,P.Fy())" + ] + }, + { + "cell_type": "code", + "execution_count": 143, + "id": "48c811ca-ab23-44a4-bda4-98e305dd55c7", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle - \\frac{L m \\left(d2𝛼 \\sin{\\left(\\alpha \\right)} + d𝛼^{2} \\cos{\\left(\\alpha \\right)}\\right)}{2} = N_{1} - g m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q5.set(Q3)" + ] + }, + { + "cell_type": "code", + "execution_count": 144, + "id": "7c581306-767b-420c-9723-2b4416855134", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle N1 =\\frac{m \\left(- L d2𝛼 \\sin{\\left(\\alpha \\right)} - L d𝛼^{2} \\cos{\\left(\\alpha \\right)} + 2 g\\right)}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "N1=Q5.solve('N1')" + ] + }, + { + "cell_type": "code", + "execution_count": 145, + "id": "002c57df-cebc-40d2-8687-29ac86e6ba62", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{L m \\left(d2𝛼 \\cos{\\left(\\alpha \\right)} - d𝛼^{2} \\sin{\\left(\\alpha \\right)}\\right)}{2} = - F + \\frac{m \\mu \\left(- L d2𝛼 \\sin{\\left(\\alpha \\right)} - L d𝛼^{2} \\cos{\\left(\\alpha \\right)} + 2 g\\right)}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q4.set(N1)" + ] + }, + { + "cell_type": "code", + "execution_count": 146, + "id": "51a3356c-9b68-4d82-af9a-bb7ee90080ad", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle F =\\frac{m \\left(- L d2𝛼 \\mu \\sin{\\left(\\alpha \\right)} - L d2𝛼 \\cos{\\left(\\alpha \\right)} - L d𝛼^{2} \\mu \\cos{\\left(\\alpha \\right)} + L d𝛼^{2} \\sin{\\left(\\alpha \\right)} + 2 g \\mu\\right)}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "F=Q4.solve('F')" + ] + }, + { + "cell_type": "code", + "execution_count": 147, + "id": "c854564c-17f8-4596-9326-9c5f28a7313e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{L^{2} a_{w} m}{12} = - \\frac{L \\left(F \\sin{\\left(\\alpha \\right)} + N_{1} \\mu \\sin{\\left(\\alpha \\right)} - N_{1} \\cos{\\left(\\alpha \\right)}\\right)}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.s()" + ] + }, + { + "cell_type": "code", + "execution_count": 148, + "id": "8b1677d6-3f01-49f7-8899-5b253d2cad59", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{L^{2} a_{w} m}{12} = - \\frac{L \\left(F \\sin{\\left(\\alpha \\right)} + \\frac{m \\mu \\left(- L d2𝛼 \\sin{\\left(\\alpha \\right)} - L d𝛼^{2} \\cos{\\left(\\alpha \\right)} + 2 g\\right) \\sin{\\left(\\alpha \\right)}}{2} - \\frac{m \\left(- L d2𝛼 \\sin{\\left(\\alpha \\right)} - L d𝛼^{2} \\cos{\\left(\\alpha \\right)} + 2 g\\right) \\cos{\\left(\\alpha \\right)}}{2}\\right)}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.set(N1)" + ] + }, + { + "cell_type": "code", + "execution_count": 150, + "id": "adf513b0-399a-4d92-a3fb-98b8f4866733", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{L^{2} a_{w} m}{12} = - \\frac{L \\left(\\frac{m \\mu \\left(- L d2𝛼 \\sin{\\left(\\alpha \\right)} - L d𝛼^{2} \\cos{\\left(\\alpha \\right)} + 2 g\\right) \\sin{\\left(\\alpha \\right)}}{2} - \\frac{m \\left(- L d2𝛼 \\sin{\\left(\\alpha \\right)} - L d𝛼^{2} \\cos{\\left(\\alpha \\right)} + 2 g\\right) \\cos{\\left(\\alpha \\right)}}{2} + \\frac{m \\left(- L d2𝛼 \\mu \\sin{\\left(\\alpha \\right)} - L d2𝛼 \\cos{\\left(\\alpha \\right)} - L d𝛼^{2} \\mu \\cos{\\left(\\alpha \\right)} + L d𝛼^{2} \\sin{\\left(\\alpha \\right)} + 2 g \\mu\\right) \\sin{\\left(\\alpha \\right)}}{2}\\right)}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.set(F)" + ] + }, + { + "cell_type": "code", + "execution_count": 151, + "id": "8e38a412-3299-4fe6-9eba-55d90857a465", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{L^{2} a_{w} m}{12} = \\frac{L m \\left(2 L d2𝛼 \\mu \\sin^{2}{\\left(\\alpha \\right)} + 2 L d𝛼^{2} \\mu \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)} - L d𝛼^{2} \\sin^{2}{\\left(\\alpha \\right)} - L d𝛼^{2} \\cos^{2}{\\left(\\alpha \\right)} - 4 g \\mu \\sin{\\left(\\alpha \\right)} + 2 g \\cos{\\left(\\alpha \\right)}\\right)}{4}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.factor()" + ] + }, + { + "cell_type": "code", + "execution_count": 152, + "id": "e0f94820-cc99-4450-8587-7bb13a3af8e0", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{L a_{w}}{12} = - \\frac{L d2𝛼 \\mu \\cos{\\left(2 \\alpha \\right)}}{4} + \\frac{L d2𝛼 \\mu}{4} + \\frac{L d𝛼^{2} \\mu \\sin{\\left(2 \\alpha \\right)}}{4} - \\frac{L d𝛼^{2}}{4} - g \\mu \\sin{\\left(\\alpha \\right)} + \\frac{g \\cos{\\left(\\alpha \\right)}}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.simplify()" + ] + }, + { + "cell_type": "code", + "execution_count": 153, + "id": "7666a55e-cbfe-4da6-9cde-7b52ea444439", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle L a_{w} = - 3 L d2𝛼 \\mu \\cos{\\left(2 \\alpha \\right)} + 3 L d2𝛼 \\mu + 3 L d𝛼^{2} \\mu \\sin{\\left(2 \\alpha \\right)} - 3 L d𝛼^{2} - 12 g \\mu \\sin{\\left(\\alpha \\right)} + 6 g \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.Mul(12)" + ] + }, + { + "cell_type": "code", + "execution_count": 154, + "id": "30f73d3a-bb46-45d2-9cea-8452ff5576c0", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle L a_{w} = 3 \\left(- L d2𝛼 \\mu \\cos{\\left(2 \\alpha \\right)} + L d2𝛼 \\mu + L d𝛼^{2} \\mu \\sin{\\left(2 \\alpha \\right)} - L d𝛼^{2} - 4 g \\mu \\sin{\\left(\\alpha \\right)} + 2 g \\cos{\\left(\\alpha \\right)}\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.factor()" + ] + }, + { + "cell_type": "code", + "execution_count": 155, + "id": "a34fd2e3-9441-41f4-879b-c50f236ed0fd", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a_{w} = \\frac{3 \\left(- L d2𝛼 \\mu \\cos{\\left(2 \\alpha \\right)} + L d2𝛼 \\mu + L d𝛼^{2} \\mu \\sin{\\left(2 \\alpha \\right)} - L d𝛼^{2} - 4 g \\mu \\sin{\\left(\\alpha \\right)} + 2 g \\cos{\\left(\\alpha \\right)}\\right)}{L}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.Div(L)" + ] + }, + { + "cell_type": "code", + "execution_count": 156, + "id": "82adc80e-c3c4-4db4-aaa9-b517d8ecc7f0", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a_{w} = - 3 d2𝛼 \\mu \\cos{\\left(2 \\alpha \\right)} + 3 d2𝛼 \\mu + 3 d𝛼^{2} \\mu \\sin{\\left(2 \\alpha \\right)} - 3 d𝛼^{2} - \\frac{12 g \\mu \\sin{\\left(\\alpha \\right)}}{L} + \\frac{6 g \\cos{\\left(\\alpha \\right)}}{L}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.expand()" + ] + }, + { + "cell_type": "code", + "execution_count": 157, + "id": "f3a9119f-1260-4a36-93b5-16bf6123769f", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a_{w} = - 3 d2𝛼 \\mu \\left(2 \\cos^{2}{\\left(\\alpha \\right)} - 1\\right) + 3 d2𝛼 \\mu + 6 d𝛼^{2} \\mu \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)} - 3 d𝛼^{2} - \\frac{12 g \\mu \\sin{\\left(\\alpha \\right)}}{L} + \\frac{6 g \\cos{\\left(\\alpha \\right)}}{L}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.texpand()" + ] + }, + { + "cell_type": "code", + "execution_count": 159, + "id": "451689c6-067a-48bb-bfc3-c36ff7079400", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a_{w} = - 3 d2𝛼 \\mu \\left(1 - 2 \\sin^{2}{\\left(\\alpha \\right)}\\right) + 3 d2𝛼 \\mu + 6 d𝛼^{2} \\mu \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)} - 3 d𝛼^{2} - \\frac{12 g \\mu \\sin{\\left(\\alpha \\right)}}{L} + \\frac{6 g \\cos{\\left(\\alpha \\right)}}{L}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.subs(cos(alpha)**2,1-sin(alpha)**2)" + ] + }, + { + "cell_type": "code", + "execution_count": 160, + "id": "e937493f-0b49-4ef0-ba83-fd775b4b5ac1", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle d2𝛼 = - 3 d2𝛼 \\mu \\left(1 - 2 \\sin^{2}{\\left(\\alpha \\right)}\\right) + 3 d2𝛼 \\mu + 6 d𝛼^{2} \\mu \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)} - 3 d𝛼^{2} - \\frac{12 g \\mu \\sin{\\left(\\alpha \\right)}}{L} + \\frac{6 g \\cos{\\left(\\alpha \\right)}}{L}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.setL(d2alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 169, + "id": "e5938dc9-5947-4a21-b7bf-58bb4f2b5cee", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle L d2𝛼 = 3 L \\left(2 d2𝛼 \\mu \\sin^{2}{\\left(\\alpha \\right)} + d𝛼^{2} \\mu \\sin{\\left(2 \\alpha \\right)} - d𝛼^{2}\\right) - 12 g \\mu \\sin{\\left(\\alpha \\right)} + 6 g \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.Mul(L)" + ] + }, + { + "attachments": { + "69312e3e-a571-4b54-86eb-d4caa01a02c2.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "2600b48a-fffc-43a1-b89e-289bde2eb645", + "metadata": {}, + "source": [ + "![image.png](attachment:4d4fbb96-4dd1-4822-b06c-0ed10552ef26.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 130, + "id": "0889da97-bdf9-4aef-b6ba-6e571b9c6fac", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 131, + "id": "4e8d7b36-b644-47ec-ad60-d3475094adb5", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=phybody()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/5200 Conic Pendulum.ipynb b/5200 Conic Pendulum.ipynb new file mode 100644 index 0000000..361ab97 --- /dev/null +++ b/5200 Conic Pendulum.ipynb @@ -0,0 +1,1402 @@ +{ + "cells": [ + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "440d166c", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "c9fff4c9-2c42-4f2f-9214-9bfc1d497739.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "b4407ccb-19ae-40ce-898d-7fdcaec3909a", + "metadata": {}, + "source": [ + "![image.png](attachment:bbd9a499-a921-4f2a-b4cc-24619c335c66.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "3bbf5a54-9ebf-44aa-961d-7d135ae2d74c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "2d71baca-a357-46d3-b469-8489256228fa", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=phybody()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "08cdc0d7-0653-4a11-9784-ff11a5a2831d", + "metadata": {}, + "outputs": [], + "source": [ + "P.add_forza(m*g,-pi/2,L*sin(alpha),0)\n", + "P.add_forza(T,pi/2+alpha,L*sin(alpha),0)\n", + "P.r=L*sin(alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "b2892e65-d103-4c9b-b8ba-4006e74298c4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =T \\cos{\\left(\\alpha \\right)} - g m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fy=P.Fy()" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "596df8f4-fea9-4d5a-8f08-60ffbe5f608e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =- T \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fx=P.Fx('Fx')" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "b2d8ce98-dc14-4046-aadb-4ac1c28dc22a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle - L m w^{2} \\sin{\\left(\\alpha \\right)} = - T \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eR=P.eQmovradial()" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "9c3fd56c-ee7c-44d0-9cc5-2d56577ec844", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle L m w^{2} = T$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eR.simplify()" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "914c5e83-2033-41ad-b19a-06e068eaffa5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle T =\\frac{g m}{\\cos{\\left(\\alpha \\right)}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "T=Fy.solve('T')" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "50048150-87ca-4262-9ab8-9c2441b62b32", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle L m w^{2} = \\frac{g m}{\\cos{\\left(\\alpha \\right)}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eR.set(T)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "100a7989-8af7-4db5-9267-2659ff20624f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\cos{\\left(\\alpha \\right)} = \\frac{g}{L w^{2}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eR.alone(cos(alpha))" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "b5e8fd1d-44e0-4a7e-b4f4-c4e5f9de25a0", + "metadata": { + "tags": [] + }, + "source": [ + 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" + } + }, + "cell_type": "markdown", + "id": "59983edb-cc31-4b97-89db-f958a834ef6f", + "metadata": {}, + "source": [ + "![image.png](attachment:e5604cc8-e032-48a1-8357-0e18dc1616e5.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "8f837936-e28e-4b86-8526-05d8211ae83c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "4dd69224-1737-40ae-ac36-355a8923b36b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle F = a_{c} m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1=MQ(F,m*ac)" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "c1014442-f163-42af-9a2a-fb4377405f2f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle F = a_{c} dm$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.set(m=dm)" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "c9727f8c-1c54-4cfe-ac9f-fbe0b736fba9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle F = dm r w^{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.set(ac=w*w*r)" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "6b297532-9839-4c9b-a59c-c6fb006fe892", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle F = dm w^{2} x \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.set(r=x*sin(alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "36725765-1bce-4ef4-87a6-d5916b3d0f6f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle F = dx \\rho w^{2} x \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.set(dm=rho*dx)" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "a79b1a8a-cbbb-4496-81b8-12af699db925", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle T = F x \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2=MQ(T,F*x*cos(alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "4102e990-3b41-449c-8744-ec06b9d044a5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle T = dx \\rho w^{2} x^{2} \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2.set(Q1)" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "f6ac7607-8f96-483b-98a2-55e9cabc8342", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle T = \\frac{dx m w^{2} x^{2} \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)}}{L}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2.set(rho=m/L)" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "a544026c-a9a2-4094-9108-c691d74deade", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle M1=\\int\\limits_{0}^{L} \\frac{m w^{2} x^{2} \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)}}{L}\\, dx$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "M1=MyIntg(Q2.R,'M1',var=x,x1=0,x2=L)" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "02328876-6756-48fc-becf-74de25542e64", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle M2 =- \\frac{L g m \\sin{\\left(\\alpha \\right)}}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "M2=MyEq(-m*g*L*sin(alpha)/2,'M2',var=alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "cf381d17-b55e-412d-addc-5dbaf664706a", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle \\frac{L^{2} m w^{2} \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)}}{3}$" + ], + "text/plain": [ + " 2 2 \n", + "L ⋅m⋅w ⋅sin(α)⋅cos(α)\n", + "─────────────────────\n", + " 3 " + ] + }, + "execution_count": 48, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "M1.doit()" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "13bf4527-0f32-4971-8e75-e82e8c9302ae", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{L^{2} m w^{2} \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)}}{3} - \\frac{L g m \\sin{\\left(\\alpha \\right)}}{2} = 0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q3=MQ(M1+M2,0)" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "e1e41a79-2b7f-4e08-909b-1a15dac86854", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{L m \\left(2 L w^{2} \\cos{\\left(\\alpha \\right)} - 3 g\\right) \\sin{\\left(\\alpha \\right)}}{6} = 0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q3.factor()" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "fd87ca7d-9727-4b51-81c6-7a9e3f2d3830", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle 2 L w^{2} \\cos{\\left(\\alpha \\right)} - 3 g = 0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q3.reducecero()" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "481e86b6-2f55-41f2-b878-0fd250996d5f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\cos{\\left(\\alpha \\right)} = \\frac{3 g}{2 L w^{2}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q3.alone(cos(alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "369aa240-fdac-4bde-98f4-59b54847b5f2", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a1757925-a81b-4407-ae3b-39195f9c99d2", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f43edf15-c438-4f7a-8fc8-ebb6fc6311db", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "60771c73-37bd-451f-8e68-63600c030600", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b7204cdc-8b12-4bb4-b0d6-30e8f3bfe7bc", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 132, + "id": "fd10530b-8d9c-466c-9e79-b6a99e38bcf1", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P.add_forza(m*g,-pi/2,L*cos(alpha)/2,L*sin(alpha)/2)\n", + "P.add_forza(N1,pi/2)\n", + "P.add_forza(fr,0)\n", + "P.add_forza(F,pi,L*cos(alpha),L*sin(alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": 133, + "id": "5f7acc56-ee81-477d-8c8d-d8c331db7832", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P.set(fr,N1*mu)" + ] + }, + { + "cell_type": "code", + "execution_count": 134, + "id": "4a6b37fe-e08f-4989-b253-4148d7dd48f2", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P.In=m*L*L/12" + ] + }, + { + "cell_type": "code", + "execution_count": 135, + "id": "94cd5f23-d0cd-4871-9678-4646d7082f81", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{L^{2} a_{w} m}{12} = - \\frac{L \\left(F \\sin{\\left(\\alpha \\right)} + N_{1} \\mu \\sin{\\left(\\alpha \\right)} - N_{1} \\cos{\\left(\\alpha \\right)}\\right)}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1=P.eQrotation(L*cos(alpha)/2,L*sin(alpha)/2)" + ] + }, + { + "cell_type": "code", + "execution_count": 136, + "id": "106977b3-d1cf-47fe-8ed7-7105504b4c17", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "dalpha=symbols('d'+'𝛼')\n", + "d2alpha=symbols('d2'+'𝛼')" + ] + }, + { + "cell_type": "code", + "execution_count": 137, + "id": "a93e5d51-601b-4471-ad0a-106c4c8c8f17", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a_{x} = \\frac{L \\left(d2𝛼 \\cos{\\left(\\alpha \\right)} - d𝛼^{2} \\sin{\\left(\\alpha \\right)}\\right)}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2=MQ(ax,L/2*(-sin(alpha)*dalpha**2+cos(alpha)*d2alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": 138, + "id": "4cb8af35-2913-401f-b7f3-23434854f441", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a_{y} = - \\frac{L \\left(d2𝛼 \\sin{\\left(\\alpha \\right)} + d𝛼^{2} \\cos{\\left(\\alpha \\right)}\\right)}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q3=MQ(ay,-L/2*(cos(alpha)*dalpha**2+sin(alpha)*d2alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": 140, + "id": "cae0b0a5-27e4-4f7a-9cce-8cc3b56f6339", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a_{x} m = - F + N_{1} \\mu$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q4=MQ(ax*m,P.Fx())" + ] + }, + { + "cell_type": "code", + "execution_count": 141, + "id": "e61d11fb-cb74-4192-a9ff-742d1fcb214a", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{L m \\left(d2𝛼 \\cos{\\left(\\alpha \\right)} - d𝛼^{2} \\sin{\\left(\\alpha \\right)}\\right)}{2} = - F + N_{1} \\mu$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q4.set(Q2)" + ] + }, + { + "cell_type": "code", + "execution_count": 142, + "id": "ca3395b7-6219-481d-9067-a3b1dfbb3a84", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =N_{1} - g m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle a_{y} m = N_{1} - g m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q5=MQ(ay*m,P.Fy())" + ] + }, + { + "cell_type": "code", + "execution_count": 143, + "id": "48c811ca-ab23-44a4-bda4-98e305dd55c7", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle - \\frac{L m \\left(d2𝛼 \\sin{\\left(\\alpha \\right)} + d𝛼^{2} \\cos{\\left(\\alpha \\right)}\\right)}{2} = N_{1} - g m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q5.set(Q3)" + ] + }, + { + "cell_type": "code", + "execution_count": 144, + "id": "7c581306-767b-420c-9723-2b4416855134", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle N1 =\\frac{m \\left(- L d2𝛼 \\sin{\\left(\\alpha \\right)} - L d𝛼^{2} \\cos{\\left(\\alpha \\right)} + 2 g\\right)}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "N1=Q5.solve('N1')" + ] + }, + { + "cell_type": "code", + "execution_count": 145, + "id": "002c57df-cebc-40d2-8687-29ac86e6ba62", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{L m \\left(d2𝛼 \\cos{\\left(\\alpha \\right)} - d𝛼^{2} \\sin{\\left(\\alpha \\right)}\\right)}{2} = - F + \\frac{m \\mu \\left(- L d2𝛼 \\sin{\\left(\\alpha \\right)} - L d𝛼^{2} \\cos{\\left(\\alpha \\right)} + 2 g\\right)}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q4.set(N1)" + ] + }, + { + "cell_type": "code", + "execution_count": 146, + "id": "51a3356c-9b68-4d82-af9a-bb7ee90080ad", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle F =\\frac{m \\left(- L d2𝛼 \\mu \\sin{\\left(\\alpha \\right)} - L d2𝛼 \\cos{\\left(\\alpha \\right)} - L d𝛼^{2} \\mu \\cos{\\left(\\alpha \\right)} + L d𝛼^{2} \\sin{\\left(\\alpha \\right)} + 2 g \\mu\\right)}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "F=Q4.solve('F')" + ] + }, + { + "cell_type": "code", + "execution_count": 147, + "id": "c854564c-17f8-4596-9326-9c5f28a7313e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{L^{2} a_{w} m}{12} = - \\frac{L \\left(F \\sin{\\left(\\alpha \\right)} + N_{1} \\mu \\sin{\\left(\\alpha \\right)} - N_{1} \\cos{\\left(\\alpha \\right)}\\right)}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.s()" + ] + }, + { + "cell_type": "code", + "execution_count": 148, + "id": "8b1677d6-3f01-49f7-8899-5b253d2cad59", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{L^{2} a_{w} m}{12} = - \\frac{L \\left(F \\sin{\\left(\\alpha \\right)} + \\frac{m \\mu \\left(- L d2𝛼 \\sin{\\left(\\alpha \\right)} - L d𝛼^{2} \\cos{\\left(\\alpha \\right)} + 2 g\\right) \\sin{\\left(\\alpha \\right)}}{2} - \\frac{m \\left(- L d2𝛼 \\sin{\\left(\\alpha \\right)} - L d𝛼^{2} \\cos{\\left(\\alpha \\right)} + 2 g\\right) \\cos{\\left(\\alpha \\right)}}{2}\\right)}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.set(N1)" + ] + }, + { + "cell_type": "code", + "execution_count": 150, + "id": "adf513b0-399a-4d92-a3fb-98b8f4866733", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{L^{2} a_{w} m}{12} = - \\frac{L \\left(\\frac{m \\mu \\left(- L d2𝛼 \\sin{\\left(\\alpha \\right)} - L d𝛼^{2} \\cos{\\left(\\alpha \\right)} + 2 g\\right) \\sin{\\left(\\alpha \\right)}}{2} - \\frac{m \\left(- L d2𝛼 \\sin{\\left(\\alpha \\right)} - L d𝛼^{2} \\cos{\\left(\\alpha \\right)} + 2 g\\right) \\cos{\\left(\\alpha \\right)}}{2} + \\frac{m \\left(- L d2𝛼 \\mu \\sin{\\left(\\alpha \\right)} - L d2𝛼 \\cos{\\left(\\alpha \\right)} - L d𝛼^{2} \\mu \\cos{\\left(\\alpha \\right)} + L d𝛼^{2} \\sin{\\left(\\alpha \\right)} + 2 g \\mu\\right) \\sin{\\left(\\alpha \\right)}}{2}\\right)}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.set(F)" + ] + }, + { + "cell_type": "code", + "execution_count": 151, + "id": "8e38a412-3299-4fe6-9eba-55d90857a465", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{L^{2} a_{w} m}{12} = \\frac{L m \\left(2 L d2𝛼 \\mu \\sin^{2}{\\left(\\alpha \\right)} + 2 L d𝛼^{2} \\mu \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)} - L d𝛼^{2} \\sin^{2}{\\left(\\alpha \\right)} - L d𝛼^{2} \\cos^{2}{\\left(\\alpha \\right)} - 4 g \\mu \\sin{\\left(\\alpha \\right)} + 2 g \\cos{\\left(\\alpha \\right)}\\right)}{4}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.factor()" + ] + }, + { + "cell_type": "code", + "execution_count": 152, + "id": "e0f94820-cc99-4450-8587-7bb13a3af8e0", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{L a_{w}}{12} = - \\frac{L d2𝛼 \\mu \\cos{\\left(2 \\alpha \\right)}}{4} + \\frac{L d2𝛼 \\mu}{4} + \\frac{L d𝛼^{2} \\mu \\sin{\\left(2 \\alpha \\right)}}{4} - \\frac{L d𝛼^{2}}{4} - g \\mu \\sin{\\left(\\alpha \\right)} + \\frac{g \\cos{\\left(\\alpha \\right)}}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.simplify()" + ] + }, + { + "cell_type": "code", + "execution_count": 153, + "id": "7666a55e-cbfe-4da6-9cde-7b52ea444439", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle L a_{w} = - 3 L d2𝛼 \\mu \\cos{\\left(2 \\alpha \\right)} + 3 L d2𝛼 \\mu + 3 L d𝛼^{2} \\mu \\sin{\\left(2 \\alpha \\right)} - 3 L d𝛼^{2} - 12 g \\mu \\sin{\\left(\\alpha \\right)} + 6 g \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.Mul(12)" + ] + }, + { + "cell_type": "code", + "execution_count": 154, + "id": "30f73d3a-bb46-45d2-9cea-8452ff5576c0", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle L a_{w} = 3 \\left(- L d2𝛼 \\mu \\cos{\\left(2 \\alpha \\right)} + L d2𝛼 \\mu + L d𝛼^{2} \\mu \\sin{\\left(2 \\alpha \\right)} - L d𝛼^{2} - 4 g \\mu \\sin{\\left(\\alpha \\right)} + 2 g \\cos{\\left(\\alpha \\right)}\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.factor()" + ] + }, + { + "cell_type": "code", + "execution_count": 155, + "id": "a34fd2e3-9441-41f4-879b-c50f236ed0fd", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a_{w} = \\frac{3 \\left(- L d2𝛼 \\mu \\cos{\\left(2 \\alpha \\right)} + L d2𝛼 \\mu + L d𝛼^{2} \\mu \\sin{\\left(2 \\alpha \\right)} - L d𝛼^{2} - 4 g \\mu \\sin{\\left(\\alpha \\right)} + 2 g \\cos{\\left(\\alpha \\right)}\\right)}{L}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.Div(L)" + ] + }, + { + "cell_type": "code", + "execution_count": 156, + "id": "82adc80e-c3c4-4db4-aaa9-b517d8ecc7f0", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a_{w} = - 3 d2𝛼 \\mu \\cos{\\left(2 \\alpha \\right)} + 3 d2𝛼 \\mu + 3 d𝛼^{2} \\mu \\sin{\\left(2 \\alpha \\right)} - 3 d𝛼^{2} - \\frac{12 g \\mu \\sin{\\left(\\alpha \\right)}}{L} + \\frac{6 g \\cos{\\left(\\alpha \\right)}}{L}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.expand()" + ] + }, + { + "cell_type": "code", + "execution_count": 157, + "id": "f3a9119f-1260-4a36-93b5-16bf6123769f", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a_{w} = - 3 d2𝛼 \\mu \\left(2 \\cos^{2}{\\left(\\alpha \\right)} - 1\\right) + 3 d2𝛼 \\mu + 6 d𝛼^{2} \\mu \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)} - 3 d𝛼^{2} - \\frac{12 g \\mu \\sin{\\left(\\alpha \\right)}}{L} + \\frac{6 g \\cos{\\left(\\alpha \\right)}}{L}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.texpand()" + ] + }, + { + "cell_type": "code", + "execution_count": 159, + "id": "451689c6-067a-48bb-bfc3-c36ff7079400", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle a_{w} = - 3 d2𝛼 \\mu \\left(1 - 2 \\sin^{2}{\\left(\\alpha \\right)}\\right) + 3 d2𝛼 \\mu + 6 d𝛼^{2} \\mu \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)} - 3 d𝛼^{2} - \\frac{12 g \\mu \\sin{\\left(\\alpha \\right)}}{L} + \\frac{6 g \\cos{\\left(\\alpha \\right)}}{L}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.subs(cos(alpha)**2,1-sin(alpha)**2)" + ] + }, + { + "cell_type": "code", + "execution_count": 160, + "id": "e937493f-0b49-4ef0-ba83-fd775b4b5ac1", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle d2𝛼 = - 3 d2𝛼 \\mu \\left(1 - 2 \\sin^{2}{\\left(\\alpha \\right)}\\right) + 3 d2𝛼 \\mu + 6 d𝛼^{2} \\mu \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)} - 3 d𝛼^{2} - \\frac{12 g \\mu \\sin{\\left(\\alpha \\right)}}{L} + \\frac{6 g \\cos{\\left(\\alpha \\right)}}{L}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.setL(d2alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 169, + "id": "e5938dc9-5947-4a21-b7bf-58bb4f2b5cee", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle L d2𝛼 = 3 L \\left(2 d2𝛼 \\mu \\sin^{2}{\\left(\\alpha \\right)} + d𝛼^{2} \\mu \\sin{\\left(2 \\alpha \\right)} - d𝛼^{2}\\right) - 12 g \\mu \\sin{\\left(\\alpha \\right)} + 6 g \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.Mul(L)" + ] + 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oFKJqVwCo6LKYwscAKqj9zIF/T/NESWylQR0124FoGMxKanQF/2Fgp4/8JeBYUkiiZQRVhCg94GP5S6VY53fs+8k2BiCLg6ESLHObLxEJHQd2BWFOy+c7rrVQDhS/HorbWrj0MJTOmEbJA2ZsCys7FJd0ztp9UUJLYz10SiLgXJnbbDcU6Vrum82ULimk6rFpVC60kDLLk+yQZABTUkNkgOhIMqPe0GudnIrs7ebI+q/LLP+bQZc0th098f/+H8P+1/9KYkQDW/T0ub8MHtLuc4YBmFs+PndrmODKTAKr7VjnxjcU9L0eJf8eN5E9RQANDSxz7sii6IH2xz4QZU5PocSynMCuUhxT3dRhpmiHn8KJYJ6a1XBc8Djk3FNEeHsBEHuCPnNqGrl3OXHva73RY0dUhyMAZK3xw5rE1R9hgOMRGNklLznglewIYcFPxoz4JFa9vNk2Fix14t9e1eEqGUcKWB7MpOThEhz3VDRU4ESBwg1B2vrayZ1hJYdMSte7yfW5YHDstSOAe30FqYf92OyFrV5DukbwJLgXF2EnSNHeQjKWRMnd4CY0NQ/LHG2r2x3MQIZtHBVA+pQMlDySZFJSQ6Sf60wyo96Hb27lwze3dlNk/d8Y1zsNSY1Tb73Fy5MnM3rx4iRHNXCZ63/inT7VJdcrPQw+1yI8kyPYF1dw/k1X1XHImVqAixI8wWKs43MayqFLDwMPaMu71mSYwTLfgX/zWhwrA/hPOmBDBY71NuqXB4WAjFlF2PcVUFmxHOvURZhTYpU1/ihwR0GnX7/u5Klmv6KnXRu77okX80iZVdzp60r7hICQz89yC5jtLZe0O8YAMzIp2VlF7oGKDjWFNQMl9zjI2uximj2HvGV+GO+iZGsN4Zc8xFJkkRbPd42MNadc4AoQPJ6B6143EXMa7s1BItvdVKy2w8SWd9+RrhEF8tYFYZ+bkvV2bDfn43k8itteSf59Prw3zYxbMiYi/cugZAcgIt3jzKd1HK/+BUfKrByvXtXhhIZ0nbOffsp/Xn89AEcef5zPTpxIckQDU/pYC2Aj9Ep8MiEMsPcg6RZgZOs7HkDsqeCCeWtxWapYvtXb0EejqapgHURK8KzLxDo5r9n67ppwlNjyE2mJGSi41UFpxEY06Kdqbx1OSrHNarxJ9B8A9nkpWgFpsz0NCQ2oXy4SatdrnTrZ/P/HKOA/FG42ZrUAOKg50HzrV4h9/Yz+Tikl389o92tK68r3ROFAITPvsTT0VEnECuTemUUI8L9QCB3cUDxzJARe9WKeXUzWQwEKHNNwnvbiDXmBRVhGQWtPoL1zrZS/WsPBUYuYlllEjnMajrdLOVjhwb7Cj3be6H4FL9URWpOJdw7YFseqMpZPNmNfX4IvAr6V+Zz7X15E+iklNUT6qU/+foCPa/comdELVF56abP3z5zqmkoB6ZjMicCMPArXheCor9lcyc462OXG+UBjFUBLGhqD7nNTusPT4hNAszl2MxM974Y5dBKKHo9te3z+zbQ055gIkYk5+F8upXSXn8wZwJjGG9yUoQDDOFEHTW9m64iV/4OfU/9sPteUZTiAlVDQf+6smIqjwJbmSw9mjgHm5FK4MgJHm88V7YgQ3uUmY0qUtr5+pH08U80YRi32FbVtHrtpdgqGYeB4qBYLZowXXLheMDi/CahrJBhGOfYVRrNx+3CofDoPo/YgRwyD/OcCkOIATjBsmIX6xISxws5ywwCaJzEzx6cQeG45hnEEwzDYFDxC2uyWl8xI1/EdhZK78nBZIrjWeWm6/Mi72AZzvORviRDe6k5ekCLS7bT8RKSfuiz1W1w38/d8XPt7jlev4uPa/y/ZIQ1IL5lMyQ5BzrEC3qdzybH7iU7PIWdZNeZRTkpfjlCx0o1nKtgWlrR6jSiQ83CIyJYcPAvTCJyyw574igvHhFSypqRRNNFD7j1uCk4vIGW8i6qjdRQ95CV3SohSMolEKrRPRitsgOOeTNxPF8ABD1kVuTS9aalPNOQ+5adoaBaW6XmEIlD4bAUzqaR0uovIUR+xhEV8w9cMM9hWZ5G1sohinKTNK6DqKHgf8pI53QxbGo+1AN51LnL2VjLNvoC8ZUHM412NXz+TI9gWdl1jUul+ISBn7FoKZ/txriunaUVGxa46LHhJm5ybtPikdWEgf6UPS8RH0QuuuASzlcbv2QKXj3K7lqGI9FdKaoj0cxeS3Bh6/S2YvzCxG6Pr395c/2iyQ5DzuEaB9VUvhSszyHrIC4eLyJxsZfeTThwL3TC45Z1OIHZrHAzVALBgQw1smJbwOCPowT55OYFdy8lfaibrvhIslJI1K43ajXmcmlpO6bFSDgYrsKMtQFvjmmplwV1O8qgiZWrz7voW4OBzLgpGQc5mDzw8k9zJVvxLc7HOrqF0aTUHt/ggehDM8Z9bM+BfYcedEmDRkx7YnEXuZCs1m/MoGZxP9ZbmFT2uUWCr8VL0VBZZTxbC4WnYx0D56lwyF+fD0LaXLknvkQak3OEkd5mbgrosbLNzqTNb8O4MU/HYWrzzwDxVSY3eqmBLmMiWHAIrbFjmJG7q6hoFles9+Fx+fEtzcL1gR//fivQ/JsMwjLYPE5H+oiPJjYs/N4ov3aZ1qJ3x11/9ir8sXJhw7u6rr6b2vfdaPHfEiBG888473RWaiIicUweU7KjB+1QRNXsqgQi5k63kL80lbXYe2tFBRKT3U1JDZIBqb3Ij9ZubufKG23soqv4hsmMHr2RmJpy7ORBg/A9+wLvvvtvi+UpqiIiIiIi0jxqFigxQ9ctSrpu5h8tS/3eLxx0P/aIHo+r7TgSDLSY0btqxg2H2+F0yRERERESkc5TUEBng2kpufPbPo3zwxq+TEFnf8/GRI7yckZFw7isbNmC55ZYejkhEREREpH9TUkNEgNaTG6rWaNuZjz9m95e+lHDuy6tWcf2Pf9zDEYmIiIiI9H9KaohIM4mSG6rWaFvV5ZcnHB/14x9zw89/3sPRiIiIiIgMDEpqiEhC5yc3VK3Rsj/feWeLcxM2bOjBSEREREREBpbByQ5ARHq3+uTGx7W/J/r3A5i/MDHZIfUqr7vdvLVpU8K5mZ980sPRiIiIiIgMLEpqiEi7XJb6rWSH0OuEi4s5tHZtwrlvv/UWgy65pIcjEhEREREZWLT8RESkE97dvp3X7r034dyUP/6RIdde28MRiYiIiIgMPEpqiIh00D/27mX/rbcmnPv6Sy+RctNNPRyRiIiIiMjApKSGiEgHfPTGG/zhm99MOPfVZ5/li9/7Xg9HJCIiIiIycCmpISLSTqc//JD92dkJ5270eLhuwYIejkhEREREZGBTUkNEpJ32Z2fzQSgUN25dtIixy5cnISIRERERkYFNSQ0RkXY4MH8+7+3cGTc+Ys4cxj/1VBIiEhERERERbekqItKGmp/9jLd//eu48S9MmUJ6WVkSIho49u/fn+wQRERERJJq0qRJyQ6hV1NSQ0SkFUeeeILDjz6acC592zZMg1Tw1p3uvvtuJTZERERkwHrmmWeU1GiDkhoiIi14Z+tW/nvx4oRz36yuxpya2sMRDTx33XVXskMQERERkV5MSQ0RkQSO79lDtcuVcO5/7dzJlTZbD0c0MCmpISIiIiKtUd20iMh5/nnwINUtbN06cfNmrv7ud3s4IhERERERSURJDRGRJj79xz+ozs7mk/fei5tLe+QRrr399iREJSIiIiIiiSipISLSRHV2Nh+++mrc+Oj772fMT3+ahIhERERERKQlSmqIiJwTmjeP93ftihu/Zu5c/uXxx5MQkYiIiIiItEZJDRER4OCSJRz713+NGx8+dSrpPl8SIhIRERERkbYoqSEiA96bhYW8WVgYN/65ceOYtG1bEiISEREREZH2UFJDRAa0Y1u2cHDJkrjxSz7/edLLyrjkqquSEJWIiIiIiLSHkhoiMmC9v2sXoR/9KOFc+rZtXDFhQg9HJCIiIiIiHaGkhogMSB/+5S/sz85OOGfbsoWrvv3tHo5IREREREQ6SkkNERlwPnnvPfZnZ/PZP/4RNzeusJCRP/xhEqISEREREZGOUlJDRAac6uxsTtbUxI1/qaCAL+XnJyEiERERERHpDCU1RGRAqZ47l+N79sSNj5w3j3GPPZaEiEREREREpLOU1BCRAeO/Fy/mnbKyuPGrpk/H9vzzSYhIREREREQuhJIaIjIgHH7kEY488UTc+BVf+QqTtm1LQkQiIiIiInKhlNQQkX7v7c2bqXnwwbjxS6++mkllZVw8bFgSohIRERERkQulpIaI9Gvv7dzJgTvuSDg3ads2hqal9XBEIiIiIiLSVZTUEJF+64PqavZnZyecS9+6lS9861s9HJGIiIiIiHQlJTVEpF+Kvvsu+7OzOf3hh3Fz//LEE1zTQrJDRERERET6DiU1RKTfMc6cYX92Nh8dOhQ3N+ZnP2P0T36ShKhERERERKSrKakhIv3O/uxs/rF3b9z4tfPnk/bww0mISEREREREuoOSGiLSr7x6773U/tu/xY1fPWMGE597LgkRiYiIiIhId1FSQ0T6jUMeD0eLi+PGr0xPZ1JZWRIiEhERERGR7qSkhoj0C29t2sTrK1bEjZtHjGBSWRmDr7giCVGJiIiIiEh3UlJDRPq8v730En++8864cdNFFzFp2zYuHzs2CVGJiIiIiEh3U1JDRPq0uj/+kf0tbM86qayMz998cw9HJCIiIiIiPUVJDRHps0699Rb7s7M58/HHcXMTiotJ/cEPkhCViIiIiIj0FCU1RKRPOvvJJ+zPzubjcDhubqzbzai8vCREJSIiIiIiPUlJDRHpk/ZnZ3MiGIwbv+7OO7lxzZokRCQiIiIiIj1NSQ0R6XP+snAhkd/+Nm78i7Nm8dWNG5MQkYiIiIiIJIOSGiLSp/zPqlX89Ve/ihtP+frXmVRWloSIREREREQkWZTUEJE+4+ivfsUbv/hF3PiQ665jUlkZF112WRKiEhERERGRZFFSQ0T6hMiOHby6cGHc+KBLL2XStm1cZrUmISoREREREUkmJTVEpNc7EQiwPzs74dyksjKGTZ7cwxGJiIiIiEhvoKSGiPRqHx85wv7sbM5++mnc3Fd+9Ssst9yShKhERERERKQ3UFJDRHqtMx99xP7sbE69/Xbc3JdXreL6u+9OQlQiIiIiItJbKKkhIr3W/uxs6l55JW581MKF3PDznychIhERERER6U2U1BCRXunPd97J3/793+PGU2fPZsLTTychIhERERER6W2U1BCRXud1t5u3Nm2KGx+WkUF6WVkSIhIRERERkd5ISQ0R6VXCxcUcWrs2bvyy0aOZVFbGoEsuSUJUIiIiIiLSGw1OdgAiIvXe3b6d1+69N278ossvZ1JZGUOuvTYJUUkyfe2WULJDuGCbHxnLhBuHJjsMERERkX5JSQ0R6RX+vncv1dnZCecmlZWRctNNPRyR9Bb7o5Zkh9BpV598N9khiIj0a76jUG7PofyVmTDS1bFzj0HlTVl4g1kwqmPnikjvoeUnIpJ0H73xBtW33YZx9mzc3Fc3beKL3/teEqKSXmXIkL75JiLSy2RtjWAymWBf/FLPRCKA6VYfka1Z3RtYJ4SBnKU+3EvDBDcXAtEOnZ85EsJL3VSszCf2kSaWtTVCkc0ExKoHQ8cha2kpprEZmEwmMsaa8C3NgrqaTn8sItJ5SmqISFKd/uAD9mdnE62tjZu70ePhutzcJEQlIiJ9TRAwpa6l7qVFDWNVR6NMu6MIU+o4TCYT0yak4n9sAZxu+QZWmjMDDE/BPDQ12aHEKXqpjvy9+dju9GBf6OFctO1mBtzzbOTtyiK6qzDhMXVAxd5qMjItgA3fUUifkEPdlgWU3zeO3f7djLuvnJwtdSy4aRwcq7jQD0tEOkhJDRFJqv3Z2XwQiu+bYL33XsYuX56EiKSvcgDGM5dj7EihcnMK0HJT2dpll2DsSGnXsSdWX4qxI4Xqf0sBVH0h0tCTsIgAACAASURBVFsFDkBmpJwUWwYAa/dFmWl1kLK3gMr1OVT6d5NyaxHTlvop+o4Non2/Z093qjgO41IXUPCdaXC0lIItYcY5plHqTCVWI5FcIaDkoVJyHkglvLUIhjs7dR3ncOCeHLyPF5Ho46qOAhv82CbnUAfkr68iM+Jjd9BL5r2bcEx1sOneTDbt3U3pYSf+p/PoaMWIiFwYJTVEJGkOzJ/Pe//xH3HjI+bMYfyTTyYhIunL/EDkr58BkJYCpCZuG+UALNdf3PB+Wgrw1YsTHusCUq6NXac6AvBJV4UrIl2s6pUwzukhGGmnBnAvLmX5xCDloQDOuctxTnVQvsJF/u8OUrAHwlvdyQ65V8scDoGaYlIWe2FnDeZXqwhszCO3ogawJjs8yvdEse0rxDY9B+vsC6vqLJhlx73TRnRPadxc8ADk4cV8k4MwMOSVMFlzgFGOZsfNHAPMySH4cIT6ZSr9QTKWK5nWBMkymeCYr9PXgFi/lazUnE5dx3cMclKz4GjL555fHRYFinaGGedYgMmUSqrJxALHOCJ7ijr5EUh7KakhIklR87Of8favfx03/oVvfpP0srIkRCT9QTj8KWCQCvCtxD/iXKnA1YNiz9GiBlbAOiXxsY5UICU25/vrWSC+74uIJF8E8O8Kkj7DBlgJR8BysoaZmcBQe7Njs6abgUUEd1bRWh8FgZrBZopWlxJ4Po2SCV4CTxaC+USzYyKnYdFTflInzMRkMjFzQirBpxYRW7jRKHwSFjxWReqEaQ19KCrWLIjrQ1EHrN1Rw2j7AkwmE6NNJhbdmkHdyyXNjivdFSDLEoGJGTC8eYIB4DDwjbt3YjJ9A5PJxN3fMAE7OQyYvvFLvmEyweFfApAxESI4Cb1cyvnVGuXBEBlzIpCSjg04EszD9YIB9N0m1t2ptyxXatpvpaMNZAFc7ei30rQ6LAo41gQpcI4mZ7if3VVFFFXtxj88B5ujgNBj01AFT/dRUkNEetyRJ57g8KOPxo0PveEG0svKMA3Sf03SOYGtwJmzmIG8L1+U8Jj07wJcROBDoPY0AHmjEx877lsAg6gD/AeV0LhQQcBkWtvuJ34i7VVdB5btAWz22NNhpwVqXy3GvsJIcmR9W20kyqa0WuzzCvGuc1E3OANONt6YBU9C6pS1VN03jaJbzVT6K2FWERn3lVN1Xzr1iY3gSRg9fS3h9TMp+pGV3f5Kxt1XTtbTYRbNGAdHq4DYLZ/z4RClmePwOE+w219JfsVuyo+PI23KIqK7ChpeO7IzRNp0iFWNpDSLeycw9ht3M36jE+OQG8MweO3WQ+y820nlYSDwAr95IgPG/IT6KzAvnUBFhKbJmDAQ2lmNfbqDtpIYgePAdj/WOQ1XHFC6crmSscJOuWF0KhlRr2m/lc5qq99K0+qw0tcguDKfwAoby184iGOGC9cMBwdfWA5LduNe6ofD3k7HIq3Tlq4i0qPe2bqV/168OG588JVXkl5Whjm19zUik76jBMiPnIFrLiLjahMlDOL86oq0G2ON5IIRg9S3T5FmvZiMVIg9X2r+FCXty5cCJmqiQOXp7v8A+jkzYJto7mgvP5E2+V+JkkMJTNzd5rGBAwDlWCdY0NP21mWOMcNzxQC4RgHrm9/c5W0IYdvnJrB3OeabYzePzqkw02rHfddonHeUEp2YT+ZDfuz73FQGPZgnx/plOaaCbXomi9Jm4lyXi/PpGkKkEFxWTmAF2FeUx44D0qY7WGRLIbA3hGN6FDDDgWpSM4E/lcLXmvfgct69k4zARp459ASMmQHArTPH8Nv7M9jI3TyREWDMTw41HG8BGJtK9RYgEgaLDYDgMbDtqsK6rvV+HVHA82QQC6U45+UxEL+uMoeDo6YYT7AOnA7MN9YQeKmclJEOzk86dbf6fivVD6TC0PgqnvZq7LeSQe70PJomq+qrwwrPVYfVhCNgqcPuzKHpDzkzsCjTgfsxiLxShWWMGuB3Bz0OFZEec3zPHqpdibPuk8rKuNJm6+GIpL8JA5F3Y8mHtKsBLm02nw+Yr4nl892vn6Vmb2xJSZoZ+H7zPL8DSDnXlyNQCyob7byiA5AxNp3CW6cBfrLW+Rltn4Z/WSr6d5XzVR2Fca61mEypmEymFt9Kv2Oi/gmwd18Ix0LAnN7qtcNAwUM+7ISwzypo9VhpXQgIra+iYA6Yb17UbC5nhhXzmExqQtX46yDycAWeJWCenN/suNwbgSX5eDdEIOJvGK9+nWbLUhxD4eChQhyrd9N4wxjBOiYTLM2rIn55GNjowX0XDZUY9TYCGRs38pPfPAGMaTbnsFjOLUts/D8pEKojy1IRW+LSitwtYUJrMildaCFlVucrA/q6tpYrtXdp0fk9NdbugyyTibqjPgq21jRb6lSztYDzlzo17bfSMXVxIy31Wzm/Oqx4lgWj9iBMVpP7ZFBSQ0R6xD8PHmT/bbclnJu4eTNXf/e7PRyR9FcHX4v11bBeBMxsvqzE8S3g8kHUAPzHGcr/DNSdIQVwjW/+I9EJ8IXYWMmRM90ddr+WPxGqXglQN7WQ0IEqMk5WUb2jEMfqMCrbkKaqjkPtugIOPunE80otHosFw6jGMAzK3zewkIsR9GAYBrm/MwArISBSESB9SiatPRGuA3LWBGF7DiXr7TAxv8VjpW01x4BINdYJcH5lgmskBA6VkzbfS+gwxCpjMjn/+90MZNrG4QM4WoMNsD+UxaLtkDpsHIu+P46qrUVEjzVvvBlLO5xLgoxsntS4/7GdZBBgxpInEsbddNlJUylDh1ABsUqNc69Rsrca+zyAxA9dokDOszX4fpSBdx44nw7Q01UJvUlry5U6srQokTrAubKSumcdeFc78VbtpiZtEeNcRYQeb6ykiXJev5UEWu63ktJGv5VGjdVh9vgXOE/53hAWwGJtPekqnaekhoh0u0//8Q+qs7P59P334+bSHnmEa2+/PQlRSX8VfBGIxhIVjnHNf8yl3TQYGETNe0Dtp/iAurdjlR1Z1w+i6apM2y3ARYMIA+G9A7ufhmlNEN+tJoLHw8y8pwRT6jhGm0wU3ZEBx4OET8OCNVWYxmaQajKx1jUOjvqbXaOqzkzt6kIqqzwUvr08tvPEeYtg1+4MNzzBq38Ct/blug513pe+zTkccp8uhOE2qmvC2GZHqC/59gfryKIUbmx+g1l9GBwHqrDc1PISgTrAucxPcGUGgdV2bIv9LR4rXew0QIQh7Vj0bgb8D9oorjrCsFl5lLx0gpmuAoZcm06BI5Xo67En97Hn6Ymbg/LaG4wHGHNDs7kXKg9zFwHG/CTxrjd1J0+RCecqPyKx/Uu2BEmfkkei5GsdMPPhIL67HHjnD8H1XICB2EujqcwxZnKfKwasuEaBa30hDE0DYpU9wWXleFeAa0U5jqlO8mY78L64iWFj8gnsDdFa5Z4fmHnIx6YXK3DMzsM1w0H5C8thYiH+54PU7zhTw/n9Vpq7sH4rjcm19laH+Y5CaKmHgsnA5M5tOyxtU1JDRLpd9W238eGrr8aNj168mDE//WkSIpL+zA3wXiwJ4Uxt/DFnBazXXwJA+V/Pcu43bWpqPgGM2HKV1Esajh837hLARE0d8OfPeiDy3q2yDjJnuXGermC3z4NtXTkFmyO4f5RBxh1ubGEPuzcWMPPJctxbUyiaO42mvwCGI3UUzo/inJHPog1uotHGpSdRYNpjIdzODHKv9bO7yottWSnjHqihcol+Cexv6rd8PH85SdMtIOuAimANafZY9UX9U/OM2UBKWrPrVb0SwTnRD2MS31yET0P6HT7CD08j8JAD+4oqVCHUgwYDWDjVzrZEZiBvhpWDLxZz4lQt5cGDOBcWU7RnCJ6pORD1n6uFsBA+XJHwGuMyAMY2vL8TCNz/WKuv649EYl8VZjNgabazxfnCgPO+KvzLMtj9oBXXc9UweGAnNNqrfUuLEnPd4Wi2m5ENYFYG0QNQ//MkHCHWb2UsJOpt0mK/lY0Z3P9Yfb+V3zQc39Bv5QANVTztrQ4L1kHO3LXYqSB/QyEtVfzIhVNSQ0S6VWjePN7/z/+MG79m7lz+Zf36JEQkA0H42KcA2Jr01cgDsFxEHeB7rbHyon7HlDSA7zYuV7F8MfZY0f+2AXza/UH3cr5dUJUZJm/jbhxTM/EuyYQlm1i7E7yWUvKe8+OYmsmmezNxbPTi3QccaHwavnxyCo6HygEzyyebsT+4ifpfBr2Hwb/UTWBFakPXeM9cJ95gJcGjulEYiGoAy44Q1rT0hvfZEiTtJgtNn77WARV7q8nItJDohiF0EjIyizi1OQf/Rhf2BysZyMsDupJ1JGBJJ/wqnL/lZRAYl+rGv3IatjFRIIuaYAXn9yyIAhWhg7gARqVR8icYbZ9G3UuxHh0pZsicnEbl03lYVnupiQDHzyUfJqZTewjaUx3x27t3knFXfLKjXgTg1TDpE2no0dF0Z4umwsC0OyoIPzWTwEMOHA9Voa+ptrV3aVFrhlnS4gcvhlqAuljvjhMnoaHfynm6qt9Ke6rD/MchY4Yb+z43/qBHy926mZIaItJtDhYUcOxf/zVufLjDQbrPl4SIZKCoeeU0cBbr5cBXY8mJjLnARYNiO5m82PjIsArg77Ekh+fG2I9FD8DVsb8XhQf20pN6DsA2u7Fre/1aeADH93Np+oTNnhbrc9C04V5rSl4K4aAK+4+al3m7RoHtATVz7G8sgPGCC8Mwmr1Z5pY3HBM4AFmRchgTS1TUHAUi1aR9rXnjv+oosMGPbXJ8Q8DgSXB+fy1DXiog4Msl7U4vqtDoOnbA9oCT4u0Q3de830D5rig1kVLSbVYcKWYsD2bi2QDRfc0bQpa+DjxWRNZ8wOIgbTyEj9qp2lJC021Ao0Dk/ROkAgw9V6eRmRHbraTJcWMAxt/ACwHgcGVD74RnbvktjFvCwQDAIb7xy8Ow8+6G8w5Gge2x5FjdS6UNO1ukn9vZoqlFz4YJb86iYrVdSbIOaO/SotakXJV4h7xagJOxhFnkODT0WzlPV/Vbaas6zHcUptkX4Di6lqq9jTv+SPfRlq4i0i3eLCzkzaKiuPHPjRvHpLKyJEQkA0no9+C8+yxW8yBIHwR/hrS02PasB/8OTSsv/EDkr59hufpi7BYTcCm2b30C5saGonLu13bzkLjxTICR45qNtWftfL0IEAqFY4mkMePi5jNutNL+53jSX3h3hcibHmpYalJ9KEomFZjHepsdFzwAeXgx39T8pjoKZK72wx43u30urHM39VTofUbR8wHYG/9zGiB/dhqMaXvpV8lCGxkVHmbOdpO3LIx5vIvSlyNUrHTjnQcps2M3cxXLHGTsiR2X+0AYy9cy8b0WpfShEnLH+MlcWQ6k4DCDa30uOa5SwrdOwz7fQ53ZQsnWGnjWQ+56O6TE4lo03U7xSguefX6Y3FhNUfXMDJyv3YVp7P3clXE/f/jNEzDmGcYDG8ngNZOT31TdBTOeaTgneABseLHPKiA8MZ+a+p0tHshq+uFSVQdVK4uwAYFTVgKPNU/SAKQBziWZDPT+GonULy3Km1FMXbQY/4EaSp/3U7ShCPPUHDxhC5g7vwUrgGU4dL7fSlXCazbtt1JfHVbQQnVY0YEoBTOycFFF6Z5NmG/UFq49QUkNEelyx7Zs4eCSJXHjl3zhC0wqK+OSq65KQlQykLiB5bVnwDqYfOsgaoGUa2M/8nx/jW3j2tTB1z7FctMQrFeY4KuDSbvpDE0bigqkQ9wuAw0u9LeJVio6Uq/SU9CBxn8SQuu9pN/XuNQkfLxx2ULBjjCeoRWYp+dTHgxRMCcCKc2fmJa+BpHH3DiBimPD4LH4m/eM4WCfn8tAfdJesKGKc7VqcfKneNqV1LAPhdq9y3E/bidv41oir03DOd5C4Mks7Pd6qP+3tQ+Fg7uWU/R4GvnPlxBZOhPHeAvl98wk896DzfqkeOdaSbeEKF3jxu3Mx0KErFlpeP1uLFPzGo5zTQb3DA/+F904JudTX4UzAzD+8AzQmLQAeGYGPGP8Ie5jiALFL/rxzIjAxEys1FHyivnczha7mx0beh2IlMS2s33YB8RXF3gA55IMlNRoruRPUHTvNKqXpZEyq7hhaVHm5DRSU9OpWZkBxyMw8sJeZ9hQiPVb8SXoqNFyv5XxrVzTH4nElkiZzY3VYb+Lrw5buy+Ke/ZMcof62bTLC6Ncnf9ApEOU1BCRLvX+rl2EfvSjhHPpZWV8bsKEHo5IBqqaI5+QZr2UjC+aiKYOhpSLYiXFr8RXXgRfBMfcM1jNgyF9ENbUi4HmDUWlG5lbXhJw4p/tW8Ii/UMUcD8VgkgRaV9rXIOeM8VC1phcZk7PoXB1PubZHsJAaGc19jkOzm8I6H81AgSpAqqWxj9NB/DOAfv8+BuT/q58rgXmGl12Pctg2LTEAUtaf8KeNhQ2rciEFfG9Ds6XP9VC/tTWq2usQN7CLHzfd+N4oAqGt33dRKqOAw/7yPldPtE9pZineiicDhjx/0bLJ8PyBOPStsalRWtxzcqnPumTaGnRhbBaONdvxUesFjBRaqNRQ7+V16A9/VaC+xJXh/lPgnu2GxdKaCSDkhoi0mU+/Mtf2H/bbQnnbFu2cNW3v93DEUlf9cQTT/DBBx9w5rOptPULSUvCr50lbdpZrF8YBN+9GBjEwY+A38cnKZpWdhSnmuDq+Iai0j0sgM1mxb8Flh8+CGOaN+XzH6hJfKL0S2Yg8KANHmx+45g5EoxDm4DGG10rYPwuF4gv7+7qG3fpnfJnpTB6ThF5WwqxLe5cUqNwS4iiOaWYp9cCp7o2wH7kQpcrdWRp0YWwca7fykrIfD5M/e8QDf1WNsJPDldyeMxP+D937+QPt/yWb7yxhIMbNxLrtwJ/uOGxhuVJDf1WVseWm7RUHebeXAORIobNgKLttUD8v1XulBRSJms5SndQUkNEusQn773H/uxsPjtxIm5uXGEhI3/4wyREJX3V7bffzqhRozj5cRFcfxd8+V64+MoOXcP/e3AuOIv18kEwMfbjLviOAXyS8Pj6yg7nyEFwOXENRaX75M2yseABJ8HnS7CvzqG+jNx3FELrC5MbnIj0WlbAu85F4fRKvHMqYGTHEhu+Y2Bd58EV9BLdV6qGjq3oiuVK7V1adKG6rd8KiavDIkBwb6z7U8lOYGfiBtc5vkxQUqNbmAxDNVQicuECU6fy99//Pm78SwUFjHus9b3hB5prrrmGd999t8X5ESNG8M477/RgRL3TqlWr+MUvfhF75+Ir4UsL4Us/7lBy49SjZsw3NC5tML14Bjb/M+Gx5V+FzFVXwJlBcBGUvgMLFn3I+f03OuLq99/kPzd9mQk3Du30NXoD05ognpUZLDcCxPY8iMnaGgFXKuVve2FkY6nt2n3gtpswgh5ox01CFHA8HCK4LB3PHCv2+R6CdSm4V5ZiORkgEom0+1oiMrBEAceaICWD87E96KcjO9xEgYw1QUrIx76iY+dK7xUGRjtL2T3RjeOhMJ39vEYB6zI/ngPTyK06gvqk9F7a0lVELlj13LkJExoj581TQkM67f777+eii88lAz77AF5/BH73VXj90dj77RD+a2M/hrZ2MvH/GfjwLFwUez9RQ1HpHvVb/XkqDlL6toNpzhwCD+VycLWVjHX+WB/74Z1bhiQi/ZsZCKywY3swQEdvXs1A9Qo79hUdP1d6r4Z+Kw8DxxNXl7RHQ7+VxY09QKR3UqWGiFyQ/77/fo788pdx41d95ztM/r//NwkR9X6q1Gi/ETf+mNr/eSZ+op2VGw3VFwyi4j3IuvskrTX+rK/siACpv/wMfv/RBcXfXyo1kmnas2Esd43GW1sOls6tmRcRkYElDIy+1Ue1vRjb4kCnrpHxeIhFwXRcL9TS2f5e0jNUqSEinXb4kUcSJjSu+MpXmFRWloSIpL/54pdcMPiK+Il2Vm5k/RlMsz/ENLuOrLvraGsnkyE/jWKaXUfq7LoLTmhI++Vsj5BlHw0Hmu9SEQL8z1XgmAFYbEmJTURE+p6GfitPW+FYRYfPb+i3ss6LEhq9nxqFikinvL15MzUPPhg3fukXv8iksjIuHjYsCVFJf3PRxZ+D6++ENxN3XG9Ibry5oVM9N6R3yLJbyDpqJ2vOInKWhUkZ5SQUiVL4bAX2faXkBD2o9FdERDrCNQpch7ydO3ckuGrLuzgi6S6q1BCRDntv504O3HFHwrlJZWUMTUvr4YikXxt1J1ycoFqjqfrkxn/c2KGeG9I7ZI6E3SEvTC8m66EA0xzTKH1gJu4bawnU7taOBCIiItIiVWqISId8UF3N/ttuSzg3aetWvvCtb/VwRNLvDb4iVoXx+qNtH3smqsqNPsphAcfTeUDXbesnIiIi/Z+SGiLSbtF332V/djan/xm/Jea/PPEEI7KzkxCV9HdDP/4HxrBb+HhwCcbpk+076VzlhulwCRdfM4+LR8zDNPhz3RuoiIiIiPQ4JTVEpF2MM2fYf9ttfHToUNzcmJ/9jNE/+UkSopL+7oHbUwF4/72PuT/YzoRGE18YdiVZ37+BbzpGdXVoIiIiItILKKkhIu2yPzubf7z8ctz4tfPnk/bww0mISAYC1y2xjuO33/6zDp13/fXXs2rVKm6//fbuCEtEREREegklNUSkTa8uWkTtv/1b3PjVM2Yw8bnnkhCRDCRHjx7lN7/5TbuOvfrqq3n00UeVzBAREREZILT7iYi06g2Ph6MlJXHjV6anM2nbtiREJAPNqlWr2jzm+uuvZ/Pmzfztb39TQkNERERkAFGlhoi06K1nn+V/VqyIGzdfcw2TysoY/Dk1XpTu1VaVhpaZiIiIiAxsSmqISEJ/e+kl/nzXXXHjposuYlJZGZePHZuEqGSgaalKQ8kMEREREQElNUQkgbo//pH9LWzPOqmsjM/ffHMPRyQDUaIqDSUzRERERKQpJTVEpJlTb73F/uxsznz8cdzchOJiUn/wgyREJQNR0yoNJTNEREREJBElNUSkwdlPPmH/bbfxcTgcN3eD282ovLwkRCUDUX2VhpIZIiIiItIaJTVEpMH+7GxO7NsXN37dnXfy5TVrkhCRDFS//vWv2bx5s5IZIiIiItIqk2EYRrKDEJHk+8uPf8xfn3kmbvyLs2bx9RdfTEJE/dc111zDu+++2+L8iBEjeOedd3owIhERERGRvmlQsgMQkeT7n1WrEiY0Ur7+dSZt25aEiERERERERNqmpIbIAHd0wwbe+MUv4saHXHcdk8rKuGjIkCREJSIiIiIi0jYlNUQGsNodO3j1nnvixgddeimTtm3jMqs1CVGJiIiIiIi0j5IaIgPUiUCA6uzshHOTysoYNnlyD0ckIiIiIiLSMUpqiAxAHx85wv7sbM5++mnc3Fd+9Ssst9yShKhEREREREQ6RkkNkQHmzEcfsf+22zj19ttxc19etYrr7747CVGJiIiIiIh0nJIaIgPM/uxs6v70p7jxUQsXcsPPf56EiERERERERDpHSQ2RAeTPCxbwt3//97jx1NmzmfD000mISEREREREpPOU1BAZIF53u3mrtDRufFhGBunbtiUhIhERERERkQszONkBiEj3Cz/1FIfWro0bv2z0aCaVlTHo4ouTEJVI297+976/C8/VGc9y6ecnJDsMERERkX5JSQ2Rfu7d7dt57b774sYvuvxyJm3bxpBrr01CVCLtd/WVkcZ3TCYwjD7z/nvvN5kTERGRHuM7CuX2HMpfmQkjXR079xhU3pSFN5gFozp2rvQ8LT8R6cf+/l//xf7s7IRzk8rKSPna13o4IpHOMLjUfEns7dKLG//eB97vL9buA5PJ1OYb++IrwuplPB7Cd6sJiLR4jIj0vKytkTa/f5uKAKZbfUS2ZnVvYJ3kOwpZqTlwzAdEO3buMchJzYKjHT+3v0rG14dpTZAsk+nc57BzwkDOUh/upeHOX2Opm4qV+ejnVu+nSg2RfurkG29QnZ0NZ8/GzX110ya++L3vJSEqkY4y4KyR8Ou4b+hflRrL59kYNiGn5QOGpyUcXrsvSvCBPBbN6abARKTHmAGGp2AemprsUOLU38hWLw2DOYVz0babayQUL3VTsdJJ5vMOwNIdYfZrveXro+ilOvL35mN7zgtDHR0+3zUSUubZyF2XhXNXIebphd0QpXQVJTVE+qHTH3xAdXY20drauLkbPR6uy81NQlQinWQYzZd4SNIsmmHFMje/Q+cU/akO9+wcINg9QYlIj6g4Du7/n727j4u6zPv+/xpvx/IGS21A3RzDClZbB9pWsHYNt67EszbxTEf4WVuUbmFpgZ1botsNtq1BWSu5mW634Jin1Fkr9luTOrcCr20BSxcqybG8YUpNLMoplbn+GEFxBuV2vszwfj4ehB7Hd2beChLfD5/jOMbcSvwYJ/QII+MlN8VPTCTdXEFqYTFgNTpim29kATIb3cim0Rn+XMGgPT8/PAvjYGHr/79fDuQ+soqye9qhsHJHCnlPxJOqz4VOTctPREJQqd3OofJyn3HrnXcyasECAxKJtIGnztup0cw3V10dpgXfYorbcdq3/AU7oO6I3+coPFiH6T/2wdaDLXptn7cuXIxxHYWpjxWR8fMYkq8qA5KMjiQibZA0CIorlxF2dx5sqMS8tZDiFWmkFlTSGW726m9kU+4JB3dNq58ncRDHb2Rz2i1bV9CZPj/Wve3Gtjkb21UprS5ugfdzIePaODI32HC/7XuCoHQeKmqIhJgtv/0tX735ps94xA03MPqppwxIJNJGdcc7NeqLBM18nwhk39GP7DvCyL5joM976y/CvKtDTnmcs66O1Cdr4cC3rXrdRu+7sLS1Lgrunci6Oy3M+WsxEGN0JBFpo8oeZnIeWkXxi1Hkjsmj+KlsMB9sdI3rKMz5cxHhYyZjMpmYPCackj/PARoXGpy1cOtjhYSPmYjJZCJ+lImCh2+FmspG19UAuDQxNwAAIABJREFUi1+tZGTcrZhMJkaaTMyZFk/Ne7mNrmt0Izuo9TeycOqNbOv3ZOhqzvT50dyP5al7aizeDFNNJmp25pOxurLR51bl6gxO/dxatbGYqRYXjI33m7MKGD97AybTeEwmE7PHm4ANVAGm8U8y3mSCqicBiB8LLhIpf09Fjc5MRQ2REFL5+9+z64UXfMbP/eUviXU4DEgk0g5a0yGBh3gg3X4W6dP7km7v6/M+7pq+UNf4+Z1H6khZ+h2u/3//8df2tLFTw8C/N4PFmKG6KJukp4qhh/E/xRWRtqt2uVkZVU3czGzyliRT0yMeak9sqFlSC+FXLKbwronkTDOzvmg9XJtD/F3rKLwrhvqbz5JaGHnVYpyPTybnRiubitYTfdc6pj7tZM6kaNhZCHi36kz8YzmrkqLJSjzIpqL1pBdsYt3+aKKumIN7Y0bDaze+kQ3zyd7qG9ndWjrXXKf7/GjJx9KfGiBx0Xpqnk0g76FE8go3URk1h+jkHMqfSGy4zg24NpQTdRX46xDZAIwaP5vRKxLxbM/E4/Gwbdp2NsxOZH0VUPwKLyyNh8i5NDzDzBiKC1x4+4GkM9KeGiIhYscTT1D1pz/5jPe98EJiHA7ophqmBCEPjbse6pdznPH98euPFzia87h8Zx3pT32LtbyWhKvPoujv35/Yz6PZr3vKe0yt/IN3TuHJBZDs/8/kKcmCcSeWty2YYgFatv+GdA2LNzhZdm8mrm2nP9lgx4oErLdtClAqaY6kSDP8dRkAySOAxxtvnpi2vBzb5kyK312A+fIsABKvhMnWODJnjSTxllW4x6aT9EgRcZszWV+Shfn4142EK8F2VRJzoiaTuCSVxKcrKSeMkvvXUbwQ4hau814HRF2VwBxbGMXvlpNwlRswn/FGNnH8bGYVr+D97YUQOYnxT1axYfYoPp3vOc2N7GLiFvrfAFl8ne7zoxya/bH0pwjI2p7Pgo3F0DcOgKhJCcTYzBS9mIHt7nLARiXAljLCm1jxmDh7A/HFK3hm+1KInATAtMmRvDYvnhXMZml8MZFztzd+0Khwyl4CXE6w2FrxNyMdTUUNkRCQnvo61f+9Bfrf2DB2wZHtxPeqIGbNGszhnW+HcpHm8bRuKUd9UaGuDm87xumVACk315J4Ti15y/uTuscMf/++HU5eCa1i4mlPP2ni5BORk2W8UUPK/hwWlOcS/lgGhSRiu8+7qfWtr9ZgvWMgC6qLgThjg0qLlQPljxeSdwOYL5/TaC5lkpVlkUlUlpfhHAGuPxaQNx/M4xoXPlMvhjnz08l7bCKJi4rA4r0zLfsY4moqIcz7dSahL1RsP+U0ivob2d1FMCy50VRLb2QtoBvZDtKsj2UTkm9JaChoANgAro3H/TDUH8HrdAG4sEYmcerpNU9WASuyyJxFQwGr3gogfsUK5m5fCkQ2jFuABIvF++xuHfPbWamoIRLk9r/9NtX/vY7VA25sNJ65fyGxDgcDxo41KJlIO2nL6Seehv+clhnI+08TyTMHQd8esPukzpAuvNnnqVpz+onIybKvDQOW4QRcH1RivXkq4G0tX7WxmPVTAFQgC0aVuwFXGdYxcOrNZPIwSN7u/el8wb8A1mEdk8SpP5U3A0m2aPKBvJ2V2CwQ98hU5ty/mKy10Uy9NorEGakkXJGAediJQoP3VvP4jeywxp0arbmRBd3ItjcbzftYns5Ai5+vDT2hGqDmIITBwVrw9nX4tmrMe2wD8RQzaf5Sv89/crfOycL69qEAvAWuEc2KKgEWWj9CEulivq2ooHT6dL9zI+fNZcg11wQ4kUgHaNVeFnVkAqaJBzBNdPm85T/ogrqjDdfb6upInm2Gs7o1PB440SWi009E2lVlDSS9WkzYGO9GfmVuYHkRUXFJ+NsPQULIUQAXfZrxo1UzUHSfjWWFOxh4bRq5bxxkcnIGfYbHkJEQjvtj7xIm704dRX6fo11uZHGdOaycVnM/lqcTNth/53E1QK33s8C1H7wLWxqrAtj2KaMBIi9sNPfK+ipmUUzk3Ey/z19Te9hbIrFof6jOSp0aIkHqx6+/psxu58d9+6C/7/yghImBDyXSETxnKA54PGDy3echEUi4rQ94uvnMW/tzoovD3+Mb9sbAW5zw8/xnen0RaVr5xxBjWQcjUgEo2QYW8rBGzTnDIyXo9QCwcPho8y43A2mTrKRNWkaNexlFWypZ9WIROctzMF+ZQpbTQpg5gdbfyBb6fd3GN7IWv9dIyzTnY4m5bSfXWAYBWHBW5fv9qEXHA4xq+P0GoHjeY97PkSYUuVwkA5j97/chxlOnhkiQKps+nW+2bjU6hkjH8uDd1+LYsSbejndEnDruqfOefpLUi/Spvb3vT3qL+3Uv72ObenzdMe/r1++p0dLXb8hh5F+eSOe1rqQc2xQX9Zs6llU6ScEFo7WXRrCyDgMsMTi3wqmdDSVAdHgmRYsmYot0A1OpLCng1KM43UBBeYX3BnJEFLn/gpFxE6l5w1vsCjND0rgo1j+dhuWhPCpdwH7X8UUsFpxVBbDb9wjWpm5kT6fIdfx5dSPbLpr7sWyrgX2BsTFUb4fmdNi8NnsD8bN8P0fquQC2OokZizo1OjEVNUSCUPnMmex76y2jY4gExsknkPi81fkfr68mNDV/pseffIpJax+vpScifpUD5S8WEWVLAMK8N7JbncRMAcy6aQhWcYDtnkSWrQX35lWN5tZtdFPpWkWMzUpCmBnLfUlkLQf35txG1636GHgsh6k3A5YEokaDc2cchS/lAieKFW7Ate8g4QB9jy9Xqr+RHXbmn/TrRjbwWvSxbAOrBSxJ8d5NXk96nUiA0RfySjFQtb7hiN9nrn8NoudTUQywnfFPVsGG2Q2Pq3ADa8uIT1K3Tmem5SciQaYiI4PdL79sdAyRwPHUQV0Ll3c0nH7ioTmnn5z28W06/USFDZFT5W10Y9mSjdXm/YltDcBO709UnUeh4P4C0heFQd+2taFLy+S8WAzv5vidS58SBZGJZ3yO3NttxBdkMXlKJmn3OzGPTmbVey4KFmWSNxPCpniPby24P4H4t73Xpd7jxHJpEvnb3Kx6JJfUyCKSFq0DwkgwQ/LjqaQkr8I5bSJxN2dRY7aQu7oSns0i9fE4CPPmsiTFU7YIkl50Ur9cpOFGdgXMrVpPVeRcbpq9gfevf43xn86nYsUKvDey8P6Fj8GkZ4CTbmQfssDuSmjmRpahrK2fHy35WLaFDZhzVRzLFlnI2lwE4050fxU+M4nEbbMwjZrHrPh5vP/CUoh8htHACuLZZkrkhcJZDZ8HACVbwEYecddm4MTm58Bg6QxU1BAJIp9lZ/NZju//UHoNHgw/GhBIJBA8tKLr4aROi1YVFjwn3qvjQqTdlLshZ1EO6SctNbEAqTMSSEmykn7dRLIez1JBwwAZywsB//tLpF+R1ayiRlxfqH53AZlPxJG2YjGubRNJHG2h+KmpxN2ZRf0msHF9oWLjAnKeiCL9xVxc904mYbSFdXdMJunOiobjPgHyZliJsZSz6uFMMhPTseBi6rVR5BVlYrkyreG6xjeyJ/bBaPON7LBk3cjSPp8fzf1YtlXyOMiclEXR65kkjEun/pSdSYDn/WeAZxpd/8wkeMbzvs/zuIFlrxeRNckFY5P0edCJmTwefbcmEgx2v/QS5Tfe6DPe69xz+d/b/sYf875rNP76X3/Gtb8eFKh40gJDhw5l7969Tc5HRESwZ8+eACbqvHa9/nOGHK2gd4/mr5Z0AeFLjpL1vpsF/9MH6N7i1536Dw8FOd/hWdILLurV4sfX23W4L0Ou+ju9zxnT6ucQEZEzcwIjE1exaWwmCY84OfW42OZyA9b7i8jaMpHUwh2gW9mg4wRy3qjBfV0UK/flwiDf412bo2A/pA2+FeffwzBflYY+Fzov7akhEgT2bdzot6ABEONw0HvIkAAnEgmg+qNRW/K+oVPDoMc3PI+IiASCFUi7fSr5fwT2++8oaI7C/cAf80m5O729okmAWYH0a8NYdUMO5S9lt/p5sl8qJ+eGVZivykAFjc5NRQ2RTu6bjz6i1G73O2d7+WUG//rXAU4kEmD1BYKWvDXsidHCx5381trXbpTDuL82EZGuptGNbCsLG7qRDR15S5LJftoKuwta/Nj83WBdkkXykrwOSCbtTXtqiHRiP3z1FaV2O0e+/tpnLjo7m2EpKQakEgmwk7seTj6VpIn3FsBzjwnu6X18j1BPsx538vt144HxvU+MtfDx2odDRCTwrBy/kb1qPXk3uPEuJmn+MpSGG9mSPOr3/5DgZMV7lDAAw1q3/OQEnXzS2amoIdKJlU6fTm1lpc/4BfPnc0F629oi819zcfvC7W16DqP9f0kWch/0PYpNQkj98g9TC08/6TRU3BARCaTkEZC8vXU/XU8eBsnV69o5kRhFnwtdh4oaIp1U2YwZHHjnHZ/xYTNnEr1kSbu8Rt3Ac6g9d2i7PFfAff01cMzoFBIQHtUGRERERMQvFTVEOqF/z5vHHofDZ3zw1Vdje/FFAxKJGMUDda09lrUT0DIUERERkQ6looZIJ1P16KPsePJJn/H+l1xCrJ9Ch0io+8o0KGhrGiIiIiLSsVTUEOlEdj33HJX33ecz3vu884h1OOg5cKABqbyKZ0DctAGACdPrx+C5b/1elw2k/3c/6N4d4LTX5oVD8tP9gW6kfFBH/iPfdEx4CVpDrnjO6AgiIiIi0ompqCHSSXy1YQNbbrnF71ysw0HfqKgAJ2qseDXETa2D7t1Jt3Yjp4nr4mcA3U+cFp11cTcym7g26hqAbtQA+dvq2jWvhIbe54wxOoKIiIiIdGLdznyJiHS0Q2VllNrtfudiV6/m3AkTApzIVyHAAW/hIf48E03VRKOiegMm3G7veoG4oSagt99rrVbveKUbeP1ou+YVEREREZHQp6KGiMHce/dSardz9BvfpRc/XbqUiCaKHYFWBLg+PwJA1BCAXj7XJANhw73FjqItdUAd0WcDE3wLIAlA2Hne8YqvwHuWvIiIiIiISPOpqCFiIM+xY5Ta7Xy3fbvPXOR99zFy7lwDUjWtYtuPgIdwgOt9v3xM/RkQ1h0nUPRmHXxXhwVI+Hl3n2uTAYZ4nyN/t5aeiIiIiIhIy6moIWKgUrudr99912d8+M03E/XIIwYkOr3y14FjdYQBydG+Xz6irugGdKOyBnI+PIJ7j3dJSfL53vGTRc8A6IYLKPrgWMcGFxERERGRkKSihohBts6ZQ/V//7fP+JDERMb+9a8GJDqzXACXtwCRcJ6fosZI7x4ZRbs8wI9UfuxdUhJjgVP31bBaewEmKr4D3tF+GiIiIiIi0nIqaogYYHtWFjtzc33GB8TEEOtwGJCoeZyA8/MfAYgeAmBumMsCCO+OG8ip9BY+yt4EOEZUd2DGiSUoVsAyzLufRskeD/BDR0cXEREREZEQpKKGSIB98eyzfLxwoc+4eehQYh0OevTrZ0Cq5nNWHAU8WM3AhBOFirjrAHN3Ko8Bq71Fjfxq4Ks6zEB61Ilr0wCGeH+f+bH20xARERERkdZRUUMkgL584w0+nDXLZ9zUvTuxDgdnjxplQKqWKVkPuI9hAayjT3wJiR7tXU5S5oL6zouTT0xJGG6i/sQU22SgezecAG9qPw0REREREWkdFTVEAqTmn/+ktInjWWMdDs65/PIAJ2qdTIBqbyEidbj3S0gCYDm/JwD5n3uPcq3ndHpPTIkKA37mvcYa3QMwUVkDVGs/DRERERERaR0VNUQC4PAXX1Bqt3Ps++995sYsW0b4f/6nAalaz1nt7b6wDfF2XySHA0O6UQMUfdJ4OUnxauBYHVaA8d4vOdZwb3GjfkNRERERERGR1lBRQ6SD1f3wA6V2O987nT5zF2ZmMiItzYBUbVP5wVGgztt9Ed6DmGsAulPpBl5v3Hlx8okpWed387uhqIiIiIiISGuoqCHSwUrtdg6WlPiMn3/bbVz08MMGJGq7oneA7+oIB5jQDavVe1xrcTWAu9G1J5+YYhtiwjahF5i7NdpQVEREREREpDVU1BDpQB/dfjuu117zGT/vuuu4ZMUKAxK1jxyAr45hBhZYuxE23Hs8a+4O/0WK+s6O8H4Q9bPuQLdGG4qKiIiIiIi0hooaIh3kkwce4PO//MVnPOyyy4h1OAxI1L4qd3gLEikR3SDMe5KJ813/x7PWd3ZYu0P4Rf43FBUREREREWkpFTVEOsDO5cv59MEHfcb7nH8+sQ4H3fv0MSBV+6p811uUiBoK0N17ksmHR/xemwO49xwlDDA3saGoiIiIiIhIS6moIdLOXK++ytY77vAZ79a7N7EOB2dZrQakan9FHwLfnChMnOkkE+fnx/fa6I7fDUVFRERERERaSkUNkXZ0sLiYUrvd71ysw8HAceMCnKjj5AJul7cw0ZyTTCrfh/rlJv42FBUREREREWmpHkYHEAkV3+/YQandTt2Pvt0Kl/zlL1iuv96AVB2rz3+5aW5xYuqHwJRvOjSPiIiIiIh0LerUEGkHx777jlK7ncO7dvnMXfTAA5w/e7YBqUREREREREKbihoi7aDUbqfmgw98xkfcfjsX/uEPBiQSEREREREJfSpqiLTRh7fdxpd/+5vPeHhSEmOeftqARCIiIiIiIl2D9tQQaYOPMzP5YuVKn/Fz4uOJcTgMSNQyZ9W5OWvfZ0bHaIP+RgcQEREREREDqagh0krOZcvYvnixz/hZF1xAjMNBt549DUjVfGMu7stbKy8yOoaIiIiIiEirqagh0gp7165l2513+ox3P/tsYh0O+gwfbkCqlhlzcV+jI4iIiIiIiLSJ9tQQaaED//gHZXa737lYh4OwSy8NcCIREREREZGuSUUNkRao/fRTyux2PHV1PnM/W7mS8/7jPwxIJSIiIiIi0jWpqCHSTEcPHaLMbsddXe0zd3FWFj9JTTUglYiIiIiISNelPTVEmqnUbudQebnPuPXOOxm1YIEBiURC3578fKMjtFm/MWPoP2aM0TFEREREQpKKGiLNsOXmm/nqzTd9xiNuuIHRTz1lQCKRruHzpY/Ty/mJ0TFazd3rLC558y2jY4iIiIiELBU1RM6g8ve/Z9fzz/uMn/vLXxK7Zo0BiUS6loFHa+kTpP+32sFZRkcQERERCWnaU0PkNHYsXUrVn/7kM973oouIcTjAZDIglYi0xsCbrVg+LCNin4eIfR7Cqz30eqrC6FgiIiIi0gYqaog0Yc/q1fz77rt9xnsOGECMw4E5PNyAVCLSGmEToM/D6+kWYTsx2AN+3FtjXCgRkS4qf1sN0ddlYDKFEx1uIv/eyVBTaXQsEQlSKmqI+LG/qIiy5GS/czEOBwPGjg1wIhFpi15JQO8o6oCDfyln7+CRfDXYBGtSjI4mItKlLN7sJmVMIinmAjYV5pD0+HpSXoLFk6KhtsToeCIShFTUEDnFtxUVlNrtfufGPv88Q665JsCJRKS9HDkEhxfmAU6OATidBieSppQAJtNi2LzY73i8yQRbcpp8/NTVLkwmk8/jT1YOmOJycK2e2j6hpdlqgIzVlYSPmYzJZGLymHAqV2ccn5FQVeKGzNtzyLuhhAWvbCJhUjJZMxLJK1lP5uYkypenGR1R2qDIBfG35GAyjWSkyUTOLfHgKjI6lnQBKmqInOTHAwcos9v5cd8+n7moRx9l+E03GZBKRKTrMQO2sWYwm/3OlwA5t2fgLU20nBtIe7gENme0NqK0khtIfLiEguRocqaZWV+0Hq7NITo5j5KHE49fIaFofYkbtiwj6bZ0wNownjQCmJ/GusfLwa2b4GCUvxMm2lKI3pnNpoJ00gs2kVEZTYptIuwM/uPZpXNTUUPkJGV2O99s3eozPvLuu4n8r/8yIJGItIXl1XQi9nnoMcMDQO8BELEvm4h9Hvq+epC+QETVJiL2eej5VAXnORYQUX2YiH0ezqvy0Ct9vbF/gC4oZwvEj4ohe9pEoIipS4oYGTeRovvDOfVmN2MzOJ/NbPFr1ABTnyinZFFSu2SWlsnZ7KZkURqbXkwieeE6Eq9MZP0jySS9WEzaohLYkmt0ROkghVsqScKFeVRMo3EzkGSLptAFfNy6QqUYxwWk3JvPAks+K18vIGFKGmlTEijeuJJ8ywIKHkpBXVjSkVTUEDmufOZM9r31ls/40Bkz+OnjjxuQSEQC6dyJA+k+MQt6eDsDTAPgx70Gh+qC0sdC4QfF1FyZTfmWQuJrCyl7NZuEh5x4b328kq8CxiWTMauwRT8FLHJBzLQcyu6JIWlmQvv/AeS03MCy14tJpxzrDY2XGqTdYKWcdIpeyUbdGqHHDZRXHyQKYITVZz5quIVyoGaXlgUGm/VVwNo8Uu9IgL5xDeNxfSHhjlRWPQdUrTMsn4Q+FTVEgIqMDHa//LLP+KCEBGLy1TInEqxcU3LYO9jE0dXe45d/OAR7B2ewd7CJ2ikDG13bbYgFt9PN3qvmcOAyE7U5GbC66T0buhLTwyXkTzNRst/J5DtyMYVHn1gvvb8E51G49eFCTKPiCTeZWJwcDTtPtJC7ANO0fPKnmY7/7oT83WAyTW20r0VhjZnqh7JZX5hF9q4FOFdnQo/GmSaHwYLHMinARv69KcCZb4RcwMS78rGszaC4II2YO/Ja/5cirVIJuDaUEzMFMDe+sY02AzfEUL7BdfxKCSU1ADtd9Glivs/xf+Pu2uoAJZL2Ul5ZAxRijYrzmUsYY6UQqKlUB450HBU1pMv7LDubz3J8b1z6RUcT63AYkEhEjHDkKHw9fRVsyeUHJ9Q+mgNobXe99TWQdG0miUcL2JSfhW3JOjKec5F5Yzzxt2Ric2axaUUGk59aR+bqMHJmTKS1+104XTVk3+wmcVI6c5Zn4nb7Lj0ByLx8ILaFuaSvBdfa5i1DyR5jprh6E9Ypy1qVTdrmoBvYUo11NJy8pwKABeBiK84tQI1ubEWCRaXrIEkAw6J95qwWgCScVcUBTiVdSY8zXyISuna/9BIV8+f7jPc691xi16yh1+DBBqQSESMc3QU41ZnRlPyNULbEiW2+9xvT+Cuhz74wFj82kU3zV5GwxLs8JOFKcJpt5M0aSfqWIhhra/FrLRgXBuPWHf81MG6l3+vMQPa9cUx8Np2su3JYdmUKDEps8nktQPpC7aNhJNd+ACf0bOKCnlANUFsDYQGLJSJtUORyeYsa/u4sGzpw1KkhHUedGtJl7du4kfIbb/Q7F+tw0G/06AAnEhEjHdlTQ3OWMHRVCYBtSmrD7+s39gNIuC6Vk/e7iIuyens03B2/L0JCX0hbkUmuy0LholS0GZ1I5xQGMMLC4SbmDx89ft0g3/02REROR0UN6ZK++egjSqdP9ztne/llBv361wFOJCLSuYUBmH1Xw/trOe4T4D7QrGvDsNy+itTlLtwbswL74iLSLGbAFj7Qu1vKbt8CcuUuFzbAPDg8wMlEJNipqCFdzg9ffkmp3c6Rgwd95qKzsxmWkmJAqtN7p+Qg75T45m2t59dWs3O3dpYXkeaLARjWxE9QDV7MGgbk3p+Iy5JM1r05UFtibCBpkmUQgBWONHHBkeM7bQyyBCyTBE7i2CgKsOCuLGs07gYKyitItAAXt3zJmhgrwXL83+tRP5PHxywWnTYlHUdFDelySu12ait9d1W/YP58LkhPNyDRmY39aT+uv/Ujrpxe1qbixvNrq7HGv8/za6sZMcx85geIiHSww25ojyUjScMgaUkWi7dAyRPpQPsVgqX9DDQDY8NxfgynnoTjAvjYSfhYwDzQ57ES/CbHmWHsHAqezeHk5X55VcBjOUy9xwZm3fwGmyjLQAoAXL4dOE4XQAEDLVEBTiVdiYoa0qWUzZjBgXfe8RkfNnMm0UuWGJCoecL692DercN5p+QgV04va3Fxo76YcXN6BTt3u3ngbq1XFZHAO1wDnLKivtLppr1OmcmeaYUb8khfVELNBi1D6YyiAMskG2VrAXdFo7kKN7C2DNsky/ErJdTEmSFreTopa+PIvC6eog35ZK4u5NYrJpM1rhDb7blGR5RWsEWFAYk4t/p+LS/a6iQRCItSB450HBU1pMv497x57PFzROvgq6/G9uKLBiRqmXmpP2FAP2+Pd3OLG6cWMwB+NW4gE+L0EzARCZz6DQJLNgL7T+yA7wTyXipot9exAisfSaaERIpeym+355X2YwbmXBdPDjacaxvfwOa85MRGDgnTMjh541kJLQvGmVn5QSEFTGViYjoF90wmbyYs2FABfeOMjietMDkSuCGFVU8XNVr+V1QLRYtySb0ZiJxqWD4JfTrSVbqEqkcfZceTT/qM97/kEmL9FDo6o/pujQefONHaV7/Xhr+lJLfeW8lX+3/0GVeXhogEmhnISoon8zEbXDuV5HuX4SSKxasLSTDnkU/7HbOaGgmrHs+i5J7CdntOaV/p48ysfyiX+BvjyamcTNhVaeRurKHwj+kUPxQHY9OMjigdLPXSMFJfXwYsMzqKtAMLkLckmZS49biuiif53mVUEsWcJfkks4qkRXnojGbpSOrUkJC367nnqLzvPp/x3uedR+yaNfQcGDxdCyd3a5zM36af/goa6tIQEaMsGGdm2btFFA1MY2LSHFbdO5G8n9cw58VKjm9D2m5yb7fBOC0/6azMQOHCOKb+tYz0N2BywmR4I52K/BTiFhaiLg2R4JM8AtaX5FERlcXEpBxykiaSHVVBXvkmGJFsdDwJcSaPx+MxOoRIR/lqwwb+b2Ki37n4t9/m3AkTApyo7R54Ykejbo2WeHtNjIoancDQoUPZu3dvk/MRERHs2bMngIk6r+LLLuW87aVtPiJ0yFPQY4aHHw7BgcgMIAeAvkD/qk0wIIFv3quhdkr7/vvY0WsIl7z5Fv3HjGnX5xURERERLy0/kZB1qKyM0unT/c7FOhxBWdAAb7fG0pW7OPStv3MwjKz6AAAdfklEQVSzmqYuDenKvroLuMvkM14L1EZODHgeEREREWkfWn4iIcm9dy+ldjtHv/3WZ2700qVENFHsCAb1e2u0lPbSEBERERGRUKNODQk5nmPHKJ0+ne+2b/eZi7zvPqxz5xqQqn21tFtDXRoSzA4f874FpV5GBxAREREJbSpqSMgptdv5+r33fMaH33wzUY88YkCi9ufvJJTTUZeGBKsBl/0CLvuF0TFaTaVEERERkY6ljUIlpGydM4edubk+40MSE/nF+vUGJOo4Nd8cZUTc+2fs1vjVuIG880r7niwgbaONQkVERERE2of21JCQ8WlWlt+CxoCYGGIdDgMSdazm7q2hLg0REREREQlVKmpISPji2Wf5ZOFCn3Hz0KHErllDj379DEjV8eal/oQB/ZpeRaa9NEREREREJJSpqCFB78s33uDDWbN8xk3duxPrcHB2ZKQBqQLjTN0a6tIQEREREZFQpqKGBLWaf/6T0iaOZ41ds4ZzLr88wIkCr6luDXVpiIiIiIhIqFNRQ4LW4S++oNRu59jhwz5zY5YtI3zqVANSBV5T3Rrq0hARERERkVCnokYQ2rLnkNERDFf3ww+UTp/O907fI00vXLiQEWlpBqQyzqndGurSEBERERGRrkBFjSB0/cr/yztV+42OYahSu52Dmzf7jJ9/221c9NBDBiQy1qndGurSEBERERGRrkBFjSDz/P/9gs+//p4HN3xsdBTDfPS73+F67TWf8fOuu45LVqwwIFHnUN+toS4NERERERHpKpo+C1I6pQfe9BYz3qnazztV+5kQOcjgRIH1yQMP8Pkzz/iMh112GbEOhwGJOo/6bo0J41TQEBERERGRrkGdGkGkvkujXlfr1ti5fDmfPvigz3if888n1uGge58+BqTqXOal/kRdGiIiIiIi0mWoqBFE6rs06tV3a3QF1a++ytY77vAZ79a7N7EOB2dZtYcEeLs1REREREREugoVNYLEqV0a9bpCt8bB4mLK7Ha/c7Fr1jBw3LgAJxIREREREZHOQEWNIHFql0a9UO/W+H7HDkrtdup+/NFn7pK//AXLb35jQCoRERERERHpDFTUCAJNdWnUC9VujWPffUfp9Okc3rXLZ+6iBx/k/NmzDUglIiIiIiIinYWKGkGgqS6NeqHarVFqt1Pzr3/5jI+4/XYuXLTIgEQiIiIiIiLSmaio0cmdqUujXqh1a3x46618+be/+YyHJyUx5umnDUgkIiIiIiIinY2KGp3cmbo06oVSt8bHmZl8sWqVz/g58fHEOBwGJBIREREREZHOSEWNTqy5XRr1QqFbw/nnP7N98WKf8bMuuIAYh4NuPXsakEpEREREREQ6IxU1OrHmdmnUC/Zujb1r17Ltrrt8xruffTaxDgd9hg83IJWIiIiIiIh0VipqdFIt7dKoF6zdGgf+8Q9K7Xa/c7EOB2GXXhrgRCIiIiIiItLZqajRSbW0S6NeMHZr1H76KWV2O9TV+cz9bOVKzvuP/zAglYiIiIiIiHR2Kmp0Qk11aQwP6+Mz1s/cw2csmLo1jh46RJndjru62mfu4sWL+UlqqgGpREREREREJBioqNEJndqlcdNlP8H5h6sZO2yAz7X/vOdX/OGaixnQ58QGmsHUrVFqt3OovNxn3HrnnYy6/34DEomIiIiIiEiw8P0xfxDLL93N0vc+NzpGmwzo1a2hS+Omy37CA5MuZsQ5ZzV5fX9zTx6YdDHzJlzA0nc+Y+n/fsahw0d4cMPHTLjz8kDFbpUtv/0tX735ps94xLRpjH7qKQMSiYiIiIiISDAJqaIGwBc/9sDTf6DRMVrlyOHDHPtib7OKGacK6+Nb3Hinaj8TIgd1YOLWq/z979n1wgs+4+f+8pfEOhwGJBIREREREZFgE3JFDYCefXz3nggGRw4f5vox4TyfPLbVz3FycWPLnkPtmK797HjiCar+9Cef8b4XXeQtaJhMBqQSERERERGRYKM9NTqZ/n42/myNsD49O2WXxp7Vq/n3Pff4jPccMIAYh4Pe4eEGpBIREREREZFg1KWLGo8Bu2+08NmNwxkfZ2nyujXRsPvGoayxDwf6NXnd23FmKm4cBtGD2z9sCNhfVERZcrLfuRiHgwFjW9+hIiIiIiIiIl1PSC4/aaneQNbInly58xyo/rpVz7HM2oNRI8P4Bi2d8OfbigpK7Xa/c2Off54h11wT4EQiEgwue/J9Pv3yG6NjtMm7c8YzJqK/0TFEREREQpKKGseN6g6P/fws5r/+PeBu0WNfvKQXCWMGQffuHRMuyP144ACldjs/7tvnMxf16KMMv+kmA1KJSLDoff4FQbtXkmn3DqMjiIiIiIS0Lr38pN43R4FjdSSFmUiID2v2467vB8VXh5Ewdgj7unWHH491XMggVma38+3WrT7jI+++m8j/+i8DEomIiIiIiEgoUFED2FoH23fU0hsPC609Ydg5zXrc3DHwE0s/vjhm4rp/HobDLevw6ArKZ85k31tv+YwPTU7mp48/bkAiERERETFS/rYaoq/LwGQKJzrcRP69k6Gm0uhYIhKkVNQ4LrOkjh9qvvcuQ4k9CzCf8THfeOAZ11HiXz/Ark/2d3zIIFORkcHul1/2GR+UkEBMXp4BiUQk1L0dD7tvHM7bKcMhvOkCdcXV/dh943BmXz20yWvGA59dd84ZN4kWEZHmW7zZTcqYRFLMBWwqzCHp8fWkvASLJ0VDbYnR8UQkCKmocdz7QMEHX8OxIyQNaN4ylN+UwMN/r4Zvv+/4gEHms8ce47OcHJ/xfj/9KbEOhwGJRKQrqd8nqTkFan+GA1mXn0XvsLPaNVewmrrahclkovCOcKDG7zUlgMm0mPxpJsDV5HPNeaOGxabw448Qab783RBjmgpbvN9fuIGcDU6iE27FZAon3GTi1oRoXG/7fv8hnUOJGzJvzyHvhhIWvLKJhEnJZM1IJK9kPZmbkyhfnmZ0RGmDIhfE35KDyTSSkSYTObfEg6vI6FjSBaiocZL51bB9R02Ll6FIY7tfeomKe+/1Ge917rnEOhz0Gqwjb0Wk4yWFmRgf1/x9kuqNBl6f2J9RI88BnWjVSOpyFzVvZLb68fk7IXdWGqcreog0pbi8hqmWAhgbjxtIeLiEjMSRpAwqYlNhDjmFmygalIItIYPyxybS0o3fpeOtL3HDlmUk3ZYOWBvGk0YA89NY93g5uHUTHIzyd8JEWwrRO7PZVJBOesEmMiqjSbFNhJ35RseTEKeixikyS9wtXoYiJ+z7+98pv/FGv3OxDgf9Ro8OcCIR6Yq++cFDbzxkjWxZgXqhtQf/kzSYwUMHsO+wCajruJBByAVkzcqF2pbfdBTshJQZc8Clb26l5dxA7rtlxM0EsLFqG5QsSqd4oY0Fr1SQMCmZ5EkJVLyyAOZvIvPeIqjSUtfOpnBLJUm4MI+KaTRuBpJs0RS6gI/LDckmrecCUu7NZ4Eln5WvF5AwJY20KQkUb1xJvmUBBQ+l0FSXn0h7UFHjFK1ZhiJe33z0EaV2u98528svM+jXvw5wIhHpqp4/6GlVgXr2Jf3p3dfMhm89vPXmQUCnWp0seWYSOS4LJUsyaO5PwWuAjNWVTI2bSDK5cFVyh2aU0FQO8FIJMVekAWYqnS6w1BCXOJWT/32bgTlJCRQCrg8KDckq/rmB8uqDRAGMsPrMRw23UA7U7HIGOJm01foqYG0eqXckQN+4hvG4vpBwRyqrngOq1hmWT0Kfihp+zK+GbZ/sP7EMpY+WoZzJD19+SandzpGDB33morOzGZaSYkAqEemqDtG6AvUXP8KcCje3veqCb2s7NmQQypoVAzfkkPZwOe73spr1mNzNkJMcTfbPK8jaUAZhkzs4pYSi4i2Q5FpHmC0egGXXWvBUV8C4BQYnk+aqAdjpok8T8316eN+7a6sDlEjaS3llDVCINSrOZy5hjJVCoKZSHTjScVTUaMJt/zrKD1/XMqo7jIk8C62rPr1Su53aSt+juC6YP58L0tMNSCQiXV1r9kmK3/A1r/1rH3C04wMGIWsPyFuSTDlJ5MxfDO4zf5Ma1gMq8tNJf72SPmG2AKSUUFT4gZPEq8phmO9N06nWvVuOBbBYY854rYi0XaXrIEkAw6J95qwWgCScVcUBTiVdiYoaTdgFPP+/NXDsR/r3NqGiRtNKZ8zgwDvv+IwPmzmT6CVLDEgkIuKlfZLaX/IISFyRTeZmmnVSQdqlEDUjG9ByTvFavMFJ+JgUTCbTad+cz04EvOv1izaWEDPJxsmbS/qTvxPK780iYxwwLrHD/ywiAkWu45s/9/Az2dCBo04N6TgqapzGw9/Ctk8OAB6jo3Ra/543j71+jmgdfPXV2F580YBEIiInaJ+kjpF1mxXGZZN2T0nD8ZoizZHxRg2Jrhyqy3OxPFJG2SMWPB4PHo+H1IKDZFnA4ynG4/FgvW0TAGU1YFlbjC1u6mmfu6QGUmYsJo4C0pdnA+oM6kzCAEZYONzE/OHjDXJhg05fuBIROZWKGmdQvwxFfFU9+ig7nnzSZ7z/z35GrJ9Ch4iIEXRcd/uzAdnL0ykhjlX3ZwDa2E+aJ/vaMGw3L8PZIwzXB5VYR3sLFTXAqo3F2KYA3q0kGxR94CaFXBjb9NKTov0QPymTuM2ZFJVkwVgtfe1szIAtfCCVALt9v2ZU7nJhA8yDwwOcTESCXZcuaswHhr3oYrpjF/Ct32t2ARf8rYZhL+467XUAw/7na6Jf3AUV+zoibqey67nnqLzvPp/x3uedR6zDQc+BAw1IJSLi340l7oZ9krzLULobHSnopY2FuEdyuXUDOF/KMDqOBJnKGkh6tZiwMd6NP8vcwPIiouKSOHWpUt7mchJuB8z+98jI3wkT424lYediCt/NwqzNQzutxLFRFGDBXVnWaNwNFJRXkGgBLlaHTbBJsFi8v/C3HdXxMYslIWB5pOvp0kUNaZ2vCgvZcsstfudiHQ76XnxxgBOJiJzeyfskJQ0w0Xvg2UZHCnpmIOdOG4xdQOa9BbAz3+hIEkTKP4YYyzoY4e3KKNkGFvKwRjUuXJQDroJiYq7wLXYA5GxxkxI3meTaVax/eyVhl6ug0ZlNjjPD2DkUPJvDyR1eeVXAYzlMvccGZt38Bpsoy0AKAFy+HThOF0ABAy1RPnMi7UVFDWmRQ2VllNrtfudiHQ7OnTAhwIlERJqnfp+k3njo3Vv/+2sPcX1hwZ8zyXfZWLYoHSg742NEANaVlGOb4qJ+48+ySicpuGB04yUmZVWQsKUQy899N/1cvNlNxqTJpPYtJK8kD/PFqYGILm0QZ4as5emkrI0j87p4ijbkk7m6kFuvmEzWuEJst+caHVFawRYVBiTi3FrkM1e01UkiEBalDhzpOPquTprNvWcPpXY7R7/1XYIzeulSIqZPNyCViEjzaZ+k9pd5uRnL/GzyX3KB92d1IqdVDpS/WESULQEI8y492OokZgpgbrxJZOEHLhLHFkFk4w6OolrInJJJMkWs3JgHI5IDFV/aaME4Mys/KKSAqUxMTKfgnsnkzYQFGyqg75mP7JXOZ3IkcEMKq54ugtqShvGiWihalEvqzUDk6Tf6FWkLfwfviPjwHDtGqd3Od9u3+8xF3ncf1rlzDUglItIy9ctQZl/XG7r3MjpOSDADq+5NYPJLaeDST1nlzPI2urFsycZqmwN4Nwllp/dISOdRKLi/gPRFYdT0TaDg3TIykiycepJJ5nOV4Mph4CTIWVsN+J7Ck3pFGGHj1L3RGaVeGkbq68uAZUZHkXZgAfKWJJMStx7XVfEk37uMSqKYsySfZFaRtCgPHestHSnkiho9j7hh9w6jY7SKd4X3uQan8K/Ubufr997zGR9+881EPfKIAYlERHxdWQwU7zrtNQ9/Cw/nfXnG55oPzH/R1T7BQlziIEh+KpP8aesA/Z1J08rdkLMoh/STlppYgNQZCaQkWUm/biJZj2dB34SGzUNtf09p9BwuoOTdcgByNwAb/G9Um5KfBCpqiARE8ggIK8kj66FoJiblYMVJ9s1xpL+6CbRJqHQwk8fj8Rgdor1s3fuN0RHaxZiI/n7Hr3t2M29sa/zN4p6HriFigLlD82ydM4edub4/fRuSmMgv1q/v0NcWCUVDhw5l7969Tc5HRESwZ8+eACbqvC578n0+Nw+mZ58+RkdpFdPuHRT+1tbk13URERERaZuQ6tTQN43t79OsLL8FjQExMcQ6HAYkEhEREREREfHSRqHSpC+efZZPFi70GTcPHUrsmjX06NfPgFQiIiIiIiIiXipqiF9fvvEGH86a5TNu6tGDWIeDsyMjDUglIiIiIiIickJILT+R9lHzz39S2sTxrLEOB+dcfnmAE4lIV/bD55/xg9EhRERERKRTUlFDGjn8+eeU2u0cO3zYZ27MsmWET9UZ0yISOP+cO97oCCIiIiLSiWn5iTSo++EHSu12vnc6feYuXLiQEWlpBqQSERERERER8U9FDWlQardzcPNmn/Hzb7uNix56yIBEIiIiIiIiIk1TUUMA+Oh3v8P12ms+45brruOSFSsMSCQiIiIiIiJyeipqCJ888ACfP/OMz3jYZZcR43AYkEhERERERETkzFTU6OJ2Ll/Opw8+6DPe5/zziV2zhu59+hiQSkREREREROTMVNTowqpffZWtd9zhdy7W4eCsESMCnEhERERERESk+VTU6KIOFhfzr6Qkv3M/f+01Bo4bF+BEIiIiIiIiIi2jokYX9P2OHbw3frzfuUv+8hcsv/lNgBOJiIiIiIiItJyKGl3Mse++o3T6dL9z3+7ycP8Df4ed+QFOJSIiIiIiItJyKmp0MaV2OzX/+pfP+Ijbbyd5GDjvzaRgUTrgCnw4ERERERERkRZQUaML+fDWW/nyb3/zGQ9PSmLM008DkDnTRtrGqbg3Zgc6noiIiIiIiEiLqKjRRXycmckXq1b5jJ8TH0+Mw9Hw+8RBwB0p5D2RAzgDF1BERERERESkhVTU6AKcf/4z2xcv9jsXs2YN3Xr2bDSWcW0cmRtsuN/2LYKIiIiIiIiIdBYqaoS4vWvXsu2uu/zOXfHBB/QZNuzEQNWTAMSPBReJlL+nooaIiIiIiIh0XipqhLAD//gHpdOm+Z277G9/I+zSSxsPRs4FwAowM4biAhdQ3qEZRURERERERFpLRY0QVfvppxT/6ld+56I8HpJe74bJNB6TycTs8SZgA1WAafyTTDWZYFQ4ZVsAl/bVEBERERERkc5JRY0QdOTQId6+6CK/cz08HkaNn83oFYl4tmfi8XjYNm07G2Ynsr4KKH6FF5bGk2Cx4AZwuwMZXURERERERKTZehgdQNrfm2Fhfsetd97JmNkbiC9ewTPbl0LkJACmTY7ktXnxrGA2S+OLiZy7nbDVfSgAb6fGiMBlFxEREREREWkuFTVCzJbf/tbveMS0aWy66ykYNZ7MWTTsn1FvBRC/YgVzty8FIqmpdZIEYLF2cGIRERERERGR1tHykxBS+fvfs+uFF/zOxToczHtsA/EUM2n+Ur/XvLA0vqHYUeRyYQYwmzsorYiIiIiIiEjbqFMjROx44gmq/vQnv3NX790LJhNs+5TRAJEXNpp/ZX0Vsygmcm4hAC6ArU5ixqJODREREREREem01KkRAvasXs2/77nH79yvysvpHR7e8PvoeIBRDb/fABTPe6zRYyrcwNoy4pMsgK3d84qIiIiIiIi0BxU1gsgb21w+Y1+//z5lycl+r//Fm2/Sf+zY0z7na7M3ED+rcbGjZAvYyCPu2gx0oKuIiIiIiIh0VipqBLnSadP8jo99/nmG/J//03hw9IW8UgxUracKGD97A89c/xpEz6eiGGA745+sYsHB2aRNcsHYJLT4RERERERERDor7akRRCIGnNi001NXxw8u384NgKg//YnhN93kM174zCQSt83CNGoes+Ln8f4LSyHyGUYDK4hnmymRFwpnEZ54DOff00ElDREREREREenETB6Px2N0CGm5N0wmv+Mj776bnz7+eKufN/6JcuaUxJD8SjVgafXziEjThg4dyt69e5ucj4iIYM+ePQFMJCIiIiISnLpkp0ZlZaXREdrknejoJucib7ut1X++8n5RWJdkkVySR2XlQeBgKxOKyOkcPXrU6AgiIiIiIiGhS3ZqXHnllWzdupUePYKvplPndnPk0CG/c73POy/AaUSkNXr16sWuXbuanFenhoiIiIhI8wTfXX076NmzJwcOHDA6Rvv78kujEwTU2cB3RocQERERERERw+j0EwlaycAMvMUNERERERER6XpU1JCg9T94ixqrgbnAEGPjiIiIiIiISICpqCFB6yug6PivJwIrUXFDRERERESkK1FRQ4Ja/im/V3FDRERERESk61BRQ4Layd0aJ1NxQ0REREREJPR1yaLGd9/pzIxQcmq3xslU3JBgdPToUaMjiIiIiIgEhS55pOull14KwNln69yMUFH5738TtXdvk/MTj79VRkTwz5Ej+aZPn4BlE2mpc845x+gIIiIiIiJBweTxeDxGh5C2ce/Zg6euDurq8Bx/4+T3Hk/Tc2d4XIuuP+W1mnW9n4zNznpSviOHDrEn/3Q9G40N/+1vufAPf+CsESM68CMjIiIiIiIiHUlFjSB3eNcu3vrJT4yOEbQs11/PyLlzOXfCBKOjiIiIiIiISAupqBHk3Hv2sHHYMKNjBL1zJ0zg56++Ss+wMKOjiIiIiIiISDN1yY1CQ0o3fQjbavhNNzH2uedU0BAREREREQkyXXKj0FBiUlGj1YbfdBMXPvCA9tUQEREREREJUipqBLlTixrh//mf3jGTCVO3bt5fN/HeZ+z4Y5p9ff2vm3jcacdMpmZdf7rHnTx/qLycj373u2b9namYISIiIiIiEhq0p4aEhOIJEzjwv/972mtUzBAREREREQkt6tSQoHfgnXdOW9BQMUNERERERCQ0qaghQe+TBx7wO275zW/46dKlKmaIiIiIiIiEKBU1JKj569I491e/4qIHHuDcCRMMSiUiIiIiIiKBoKKGBLWTuzRUzBAREREREelaVNSQoFXfpaFihoiIiIiISNekooYErf3vvEP822+rmCEiIiIiItJF6UhXEREREREREQlK3YwOICIiIiIiIiLSGipqiIiIiIiIiEhQUlFDRERERERERIKSNgrtgoovu9ToCG02etVz9B8zxugYIiIiIiIiYiAVNbqo87aXGh2h1arPGmJ0BBEREREREekEVNTowvrooy8iIiIiIiJBTHtqSJsMvNmK5cMyIvZ5iNjnIbzaQ6+nKoyOJSIiIiIiIl2AflYvrRY2Afo8vB56R50Y7AE/7q0xLpSIiIiIiIh0GerUkFbrlQT0jqIOOPiXcvYOHslXg02wJsXoaCIiIiIiItIFqKghbXbkEBxemAc4OQbgdBqcSERERERERLoCFTVEREREREREJCipqCEtZnk1nYh9HnrM8ADQewBE7MsmYp+Hvq8epC8QUbWJiH0eej5VwXmOBURUHyZin4fzqjz0Sl9v7B9AREREREREQoI2CpUOde7EgXQbktXwe9MA+HGvgYFEREREREQkZKhTQ1rMNSWHvYNNHF1tAuCHQ7B3cAZ7B5uonTKw0bXdhlhwO93svWoOBy4zUZuTAatzjIgtIiIiIiIiIUadGtKhjhyFr6evAmcuPwA/PKqChoiIiIiIiLQPdWpIhzq6C3CqkCEiIiIiIiLtT0UN6VBH9tQAOuJVRERERERE2p+KGiIiIiIiIiISlFTUEBEREREREZGgpKKGiIiIiIiIiAQlFTVEREREREREJCipqCEiIiIiIiIiQUlFDREREREREREJSipqiIiIiIiIiEhQUlFDRERERERERIJSD6MDSPD66i7gLpPPeC3/r507tAEQCoIoCBaBpAIsVdC/ogg8wX+KgPzLhpkKVr9cbhjude++BwAAgH9xqQEAAABEcqnxU+e0VE8AAACAV8bWWqseQV/XcVRP+MS8bdUTAAAAKCRqAAAAAJH81AAAAAAiiRoAAABAJFEDAAAAiCRqAAAAAJFEDQAAACCSqAEAAABEEjUAAACASKIGAAAAEOkBvKKwAh0x3BQAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "2600b48a-fffc-43a1-b89e-289bde2eb645", + "metadata": {}, + "source": [ + "![image.png](attachment:4d4fbb96-4dd1-4822-b06c-0ed10552ef26.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 130, + "id": "0889da97-bdf9-4aef-b6ba-6e571b9c6fac", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 131, + "id": "4e8d7b36-b644-47ec-ad60-d3475094adb5", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=phybody()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/5220 Body Slides Rotating Conical Surface.ipynb b/5220 Body Slides Rotating Conical Surface.ipynb new file mode 100644 index 0000000..3500cde --- /dev/null +++ b/5220 Body Slides Rotating Conical Surface.ipynb @@ -0,0 +1,690 @@ +{ + "cells": [ + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "440d166c", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "c9fff4c9-2c42-4f2f-9214-9bfc1d497739.png": { + "image/png": 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8Q0H6N73+D28nzDypLVEwmVT3yMO/fVtfDGb1AuomWSfT9rvLJCld7+21J5/PxCpObHGeOuEXkVlY9WTZbeOQmF3lwuaCQPRxacqs2VbjzVoM55ZpyStvKfCPsyen5yRRMYZo+8ObqUYBdlbaJPVoW9eWzrbX07Jh9rFmbelve/t3hQ30z14rYXZ254bglHK95c8OONFvnX+zGPDhFmgq+zOlx7opbq6+uHRaejU5kkPJ2nzMU/mQkKfu1JKKnBj8DTl0Buywo+YGbSxK3V6w9uQIb2sugvuvO4LEUPGVrCCR5DTR4huDIrtHXU7kSky2hQx3rCCp8Tzht/rWoFNFj3l4llv32CZRx5Qkk6FFvphLukphCtTeH+StUj0SdSa16YnmVzHAw2PCrKX6i1WCLd5p5ePE63Pob/MVXSA9xX5tP6pg9cSNQKWS1NGYz8Qq3nqe0uJiwi9lu6FPybItZQ+sipeGbaRVdZdD2nKQSqF1L968/Np3t1NzklBBhtZt3+tMdnNMi1qYqRQBdlTaXHKaCvVYP0qu6xaFqiIQb0B6w+wohC5UZFUKO2jDbEqoid7ZS+ga/A11+ZlMdfSbOV5e+kwfNFg10n3dxFHVxE7Jz1DrkshgunLJ2Ki7vrMs6wJur0PtpPq5d8/KkaWCOSgxEKXMu6wumtUWjaqYqrPG1Kh2xW2nNagqqbxNKBShsrzZMUwaZRzDw8kTkosWX9aSzEtyIuM8WVOrZ5gKunApPyGhS5H7Vt8aXF761v/XCNA83J2mlD22SdQxJTnzdVYR+l/yRWkFCnWxQRMc2f1KDuEOnoVrn8j4Pn88bUudSW16DQzw8GiLqyO9Jaok3EGn5h7rUsgidTZHElWtSbX97jJpmW5b8vlMrOK0FhcTfkm3pfoqZ09tzKh6SdklM8EVZ9b8+nuEIFfaQnp10g1zrUVOUiuoddv3Asy2Ww1oplIE2FFpU9SjRV0PZHuF1g2ze8ttTW/bO0RXWM8kuoa+zsBA9Js5niLsyFLJqClAsB4ZD9WNVKae1sWXsZdS7vg802ToWYOzhSnsFAl/ehhHS2xWrVlv+4K0aOWWjaXP7sxE2/X0mbUyLdu+nRydVIlmQYAw90yFMzA3znFPbGVUrwjMI3PiEMDcMfmW+LK1/dnHLOBW1Zdb8526EcKUgQABYozxKLdZIjXGYBZR9i78LXuDOxmnaj0L4OSYfEuc57Y/p5gF3J3bpQ1Y/myyQX8oaw5BgAAxcI417kdfUiPVZo9He8GhaW6vbi7oDeDkmXxLnP+2P3+4qEpz/I7fX394xe5DGvwAgfkDAQLEIKxCI1sp5zbQShaO8yzW7+0FOBkm3xLnve3PLxUHRChekk0LQ4AAAeph5lgRHEU+n5ijKsLN1HjGMI1MviXOfdufX9ZWXoTnS8gZIzh2ySBAgHqYOdbYLbrsTgM4WSbfEmn7AABQAOcYAAAAAEAgrAIAAAAAQMA5BgAAAAAQcI4BAAAAAAScYwAAAAAAAecYAAAAAEDAOQYAAAAAEHCOAQAAAAAEnGMAAAAAAAHnGAAAAABAwDkGAAAAABBwjgEAAAAABJxjAACo4/DK549PfXPwVD6+tLSWw9OHf5xSX9Gv/ftybaxQUwCDgXM8LJgngJecuTICTx8+21Fve//88MxeeElpK4f7dx+v/XgkH0YHF8evDy6H/+3azx0pae+zg/e0f//4vYfHcgXGCgKfDnCOh2Qg89QdZZFPff7HrZe7G4MZYv409sSNwLDs/mk9vIX1ZfM+/ezuu/la87p7KNf70U4Ou/sXH6m3xZtXN15cXtJXxq4Pxz/8anK4+sqa+dyNsvY+ffLPA/PHg1+PmPTpQ6KtQ+BTAs7xgAxjnrrz7OALbZGPvnvCiBPGgl0pbjulUfutOdTYkzYCA3P8ZN+8b756wbxH6aYhw2Dd4tsH8tHyaO/KAG5pKzkc3/rJ5GFz+ZrypF9/ZUv9PXZ9eP7bnnlfOX3OvHeiQnvPrb+m868c/Y+Wejz5ZaG/rUPgUwLO8YCIedp6e/FkdPqv/+yI853XF8w7wLBI3/ngz+f2cxr135pDjT1pIzAwUpztjTPmY5RuGtKf41vfOLd4dWX3xsYL9bJTtsPQSg75m42Sb78/Zkfn2fNfzPvWG6fNezeqtHd56Wctz7Pa0YcIQ9g6BD4d4BwPx+6/ekHq5Hr6p3/NzfQbTCeu72zXAdd+aw419qSNwMBIcZY+TJ327KYhPVGe8e/XrT96eePFJ84NXfvfzdXRaHP16/5ztq3kULh5bUV56gPkoRnxvRY/Xu+heHOmvSfAy2Tr5p0Td47NiN8Gh6VtWWi/bNc6iZD05Jz2lw1orwyk46Li0nuy2WJCYjwhIqWzemhffpl4HG3BBMblUsmQvrNlB1z/rZYa20oBzL6iCZ0SkFFvBELGl7eoiNo1IilOekhANw3phSqR9Yx1gG/eB1249snGi0uJc95NtJJDa6ENgVO8lJDoWh1I015LO0WqouMTKi3hBGnM9mC2rjsnLZ/5oadzbK18RTUUu223ATPXJeiLMuLX7O2vxTdPuGWLIFbdd+cV/U1SElkpSvHyLZIT7S/YxA5ltLJKsxc2MznhpxrlhlLbfw29TapPubqoiqehpKn+ZZI+VzFAQzCRlMHO99Ev0ocN3ha03TcbiTQ7t4uyuv/YRnO225sV/1aKxrZVAOmljp+k6nCTkqRTbQQKtM5bGlERpckwVKEvbXGSw1gTNGQYOXvu35USbV9OX4ZOykNnOYgO1N7cxhzpKpM8NNsZSdSHRPtdiQV726gDZe21+Sluaqx7iOS2KquSH1feNFUsUmsJPQ2ytf/qp3KxbPe3ddUCTyQuH2hBd+fY1OKesfKandthjR5+aWpIIm9UnX21bwNu9KE2viHZizZEzMaH7T9P8ZwyTGv03XnxxJyUJLQ+ZaUYjY6uf1U/3mpKTnZs5KK1OpXx/gPzleKZQTJgzeVN9kRb3JYRMcrZALeiOEmlzrYOuH6i0tyktuSu5eqnKpGSVviXClPesLAJ+lxN74agvlKIpLyx8fO7VdNyTcqZJEPxM/QNb+r16NHRb3/p62Kvs4cfXLT1bl4V2mVI+FayxkYzr2u53fxTjoiSWD2PeCeGKiPQPW/p6SaIKEEBbIqhCu2Yv6OBtqkaEpFza1S6NsWt82+mxi0k5aGjHBQ+S6NHe14CWe3HNK2rnXGKp1fzTTvyuxL39v8vdLWbdKCsvWIeExXJHbNQGvWpr4S7JJNUsYSSRrMlTKrZHp1aQ8EHs3VlgScbgah8oCUdnWOlDXaAomO8bqxu26uecHOAaxj6zqsrZhum4vjW907PTIiYLOikDc016k5nO5RlVHqwe35RX898r4QkvD5trhplsj7BaOenUk8WT06CjYJorZ5lzI0+nz7czwasgt8TbYPqJAPGgqsWlQ1wi8WJltpVnymLbsauzR9d/94/SiXhLFG7/eBty9VDjPH6FaHlnibbigPi+lxD34ZweMXn3/y3mrhyxmXoOnW7RXphfUX//dbr5n9NdFsltN9K1Nho5p3CVNAwhemIKYkcbuW7fFWP0u2VZ6GqjEDXvLVJN0FE8UbkW/TSPdOz3ts0l5PUoAGnIfHG2BZxJVWhvq1yApzLEjgWSXnoIwfn3OSR3XjR1DvbmUzxntt2ZO2AzbnbHBbVgbL2ls1j00POVUcqH16xPqWOezl7bTlFFcvELGGybLt2at2yrWhl64oCTzYCaT0FtKGTc7y77z1j476cfssoohm2hix+vD6yKiV32m2Yl844l8gdVuIfGB+ai/Zsjf71tiM/PJIuJyGJQJ8kLm3h2vtmOJid8pianG97nh5lLOO6gZDdv+X5W+aBkgFlwVXLDwfQoZOkSCm1RbVq9aisGWvcPffv5pLounwTL1cPMSaU1NVa+DSZ/1h97YOi71Krz/L/WsbREBRDtgVbEVvnV+za9IVLqoORdepz757V/Y3roVUqpvuxr5W6k63i30rT2Hjmnx19Z+QQHgggXVec9Oaghan9LenpFUfXv8rP6JSMQL+8WeLpRkWUoAC+CpRHKHW69oYZYnkTV0+ChqTLORmJTqk9CKIUJJCSh15y0A/8qEIIppdMl0B7O+MUb+e2yryOvS5PGSa0o7L2Fs1j5CH20Dq34mRxPYX1jFNUsQPpsu3YqTVneyhbVxa4I8H4wNB0cI4zRTRtXtWodADZiFN2zi6MnhiVKu4XdsNrcwykrnLzwBZLY2o0/OhAJRF+JW8K40m4MZlzLnMUF4ZiyXn87EL3MjpbnOGyqvEtVsKb7FGaCivz1dfWrcxtEy1NOSSVWh71ykgsgq5BWUWyZEfcywDdTU400alc3cXYoqR+ckvjUgynBCL6XE/fhiDDTrNEW2sKh2sLS59VzcBZ3JppKKs4Td9K0tgEBZDnrHwaJFHTPIskKYln1/aI2vlwzeHgToVnF0wx9shbRiTdqIhSFMBWgUpCPMLsW8n5bKjrdnJOw8V31ink4R0zNeiDBFLyMIgcDIEOGNqYo852RhPEXjsJ6EmrhHYklLQ3k3DsIcun3zHvmVvpAuRcrtKzUaDJEraQbcdOLSnbvW1dWeABu81GIKmngFa0do6dIi7dcwNZiSUts3r8na7O7E7BOdOmIiV+XOlK6/iYzdXsK24pXExhPImcunvcpE7VJEFDcgpRa/fFHmV0i1O+z7Czeos3z+sm4VqsGL5sTG9zvvLfHZeWbrdirfxQPqnU7uM/X5hH6YWkXA3KSrGZZbTr7wkRY93K1V2MSSV1jnhwsL/MW5eXQer1OUr3hrBw7ROx1C6OrcbwDdMWmn7goLVLZ2j4VpLGJiiArcQgUDKTQIw2RmBzdMf0iNLNr71qY8lyayYFI9Arb45oulERtVCAQA6uIaRTX9dt5JyKC+KsU9riuQEpeRhCDiUdMLSRQHs7456Tc9e8y6glkNCOyjmXx/oKjT/kzIc2kEO2cBQC5FKeUEeDJUySrfvYqVNLy3ZfW1cWuCdufJJ7CkimrXPsl1//JyapsHfKIHW8d6QaW3ZnHWoAJwtPx7e+iZ0bkC39hLbDxQPVTX1VJOGWpHM+kG9mzuB2S65MqzKK6vvtUMbGqZa/bhatHv2rld6a/mBGSlrmowN1PTCRMqB0rSip1PIoU3264DaGSZbM1L9tbyFlL88H19KpXDlaiDGlpOEuFotbFcnTTp8DhmgI5jiqLKxfGT4XbTZUW3Cmv3FlszgPl0bTt9I0Nk+FiKQSs2WrZ27fjCISEdimOdTks3HNpE/euqYbbSO1ChBOvAUNIR5VaWmo6zRjOyA+AjULjkrIwzByqCRJAp3tjKhKrsm7iLW8yyhElcTgHltD1UMubJhJTRMq4Kbh6738tGw46ixhm1Y8SKdWne0BbF1Z4M1fzBuB+p4COtHSOXb9sZh7t2mgnib3UY2flJK5ICGlZzoSKOtIGgltR3Caj18LE1ol4Z5TsToTTU7sWolOZQzbjJteVVlaXvxYXz/44uFxaUZKWqYmtz1FBsEPfvy7bhzZUGpFSaQHF02NF68nBQ52KJfQR1U8dSV1z1GP1dFgW6sNlrFJnxvp2RDOfK1ukGW44g+QjqMtKPRu7tIZC21lbqn6VjuNjWbedjB6xTMLy+tCSUncDKWiKp/hmkmdEeiUtxbpWqIiqr2hOGWo/qVDV7c3k8e9AYka0mx2+qD1Ns2jLeZhCDmIDlRNHxZolEArO+MG+ZkdsDlXFB3TBiUpaa/TwJIMmzTNzYB89+SgOI8WENXVeposoadZuzp3ainZripFoq0rC7y1EUiUD6TQ0jkW82HCktwsyPZlGaz4AVBG5ayAi0zaeexOS9F7MI02R6OsJAN+zKQUVLadKsXNvhtPwo29/AJQ9hwfs5WcXJk+ZRwtfPC2Nscqb/f99KrOkmwyePDj7zY6KjtpPJxEzG9WlaG8av/6bJq0UnvCrLoSaYLrpWCJBtqXq7sYW5TU6K26QR777dv6YvXMXOdZrgEagp8SdvIZqi24G7L2q2/Qj8pGKU7B3D06rfjKXcO3EjU2LiLfwfzuVjyzqMH8ZFKZFCWReSn9WLsXxyHTS3v7a7WLmH3ylpxucv2mqZlspVcS+PQNc8F0wMrjjEzsNWlIS7OThPMP7IqTQQ8/7HFaq0vbJsVgMaRtHjrKoWa2ta3hbWVnnCgEfxhCEDndTgdqSHqIi6z4cV9b+JxLN1A2lPRylrCtbIOEXH40wfVip5aS7f62roJuxqcgH5sTP9PR6uNLzSk1EpI/U1A6kZ/8MN2wEqhtjWqY+ObP7y4oI2XjcuxH/Y88/oYcm36raS3VX9RWoNgM4kn4pbeM4nPaJ5f9q3MZNTk5h8llolZ2x54po3FlqXTZlUHXxsImnVBqub/uepiuwmc1pWhty9VHjB3q1ybtMumF6W+r0+c6ol9sLF0gk4ByrvIUy6hoTEXjajxHXpcqMpMgjfpvJWtsNPPGG5AN4O5pcqXy4TmiSuKUoaqwvnTyFZfV8Ald89Yl3TyBiGI3ZJm0SKK1rbWSRg1JaIytyWUvwyT63JQon0Q8D/3l4IRQMJKKNuaoqtIbqRBFdtqGJVlJfK4qyhJ9iCYoaVnJk55QpEK1FNnDE2Tbs1NLyHa9/rvsVTb5wNadLgrcZaNKH3xyqkQro+8b5OO0Wh7b6uNLTcuZ4+Wlb+0RqgolPom8ccemuDUFf95h3ULJuXfPylGsgjlRsql5CDIuX12UUCGjN/7MqZB4Emsruc2qSjtLz2mRnJQ0C67vXEbN8tJncrimylgYNLZw7ROZp88dYGRjp2pCdc2xXC7phFLLcLYUrCbPKbQZP/h+tBf/NZC25eojxoSSqoe7Q0xNzdqiSZhHNpMa1ec6Bm0Iyghq+XvzOmBbuHDJb+YwaFkV7Hh2RpXGtP2E/rv+W8kamyAis5JoXpJnmaopnhhQQVRJRBmC1YwMG+SnXvKVshHonrdW6cZEFLvhzNeZEPS/pI6y1qouVuhVnkYNSWiMrdEHnPkIS43Rf5OoO+UtRzwPg8ihhhRz1NXOaFEEDzdyKEZVxZWkqL2y0BeGVSQ0RlVS2S5W2bqTnhChaAlTZNuzU0vIdn9bVxJ4GyMQUJCPnVn3c8+tPr7UtJw5TsWOP5QCFZtoP2S0pBp/ZnbHSJvk7CBPNYnBxltGhkM+cGzIyLg4KK9hdsqV0Vmfx9QQFBNuC7OETPNMXscSjMCJ5e1lws3zJVqkIZGklX/WzuGzjM9cJDBgF6Z7hNHJlGIo2nVqMIeMyTkeE9Z2xFYkB2PCyQGkg3LWMc3DBoY0E2H4qQoAeLlofc7xSZK+WjoIE04OIB2UU6N8zcfFYB53IFfVWuQkmea8zTv2J+XwjAGgK7PkHLtfoMkfmT42JpwcQDooZ8ajvWBvtdupXQouPBmmOW8AAFDDLDnHbgdS/AjJQZhwcgDpoJwGt49TjjRSLx20MBoNf3pue6Y5bwAA0MQMOcfBgdiTYMLJAaSDcnrMcRDhXvUp2kMzzXkDAIBaZmlDnt0IPLG9LBNODiAdlBMAAGBMzNZpFQAAAAAAY2SmTqsAAAAAABgnOMcAAAAAAALOMQAAAACAgHMMAAAAACDgHAMAAAAACDjHAAAAAAACzjEAAAAAgIBzDAAAAAAg4BwDAAAAAAg4xwAAAAAAAs4xAAAAAICAcwwAAAAAIOAcAwAAAAAIOMcAAAAAAALOMQAAAACAgHMMAAAAACDgHAMAAAAACDjHAAAAAAACzjEAAAAAgIBzDAAAAAAg4BwDAAAAAAg4xwAAAAAAAs4xAAAAAICAcwwAAAAAIOAcAwAAAAAIOMcAAAAAAALOMQAAAACAgHMMAAAAACDgHAMAAAAACDjHAAAAAAACzjEAAAAAgIBzDAAAAAAg4BwDAAAAAAg4xwAAAAAAAs4xAAAAAICAcwwAAAAAIOAcAwAAAAAIOMcAAAAAAALOMQAAAACAgHMMAAAAACDgHAMAAAAACDjHAAAAAAACzjEAAAAAgIBzDAAAAAAg4BwDAAAAAAg4xwAAAAAAAs4xAAAAAICAcwwAAAAAIPRyjp8+/OPU54/Na/++XAOYbw6vKIX/5uCpfASAmYYWDQBFujvH9+8+XvvxSD6MDi5iXGaYUvfw7OA9M+x57+GxXAHD04fPdtTb3n+79jPMOnOl6mPz8+bXILgW/c8Pz+yFuaBjfZX1h5HDzEIn3o+uzvHu/sVH6m3x5tWNF5eX9BXchbGhxiGnPv/j1thsd9nhe/rknwfmjwe/HmEWA45/+NUMCFdfWTOfYdaZJ1Uf38htjg3C7p92imdhfdm8zwXd6quiI5jgXMC4u7meTHn2ytCJ96Sbc3x866cD/b65fE0ZlNdf2VJ/4y70w8aoVAzynh18occhR989GdP4r8LhO7f+mq5TNfj5aOmcuQKG57/tmfeV04hlPpgjVR/jyG1+DcLxk33zvvnqBfM+H3Sqr7L+DK9RE+vmahNq5OR64eGhE+9JN+dYXITtjTP67a//1ABl+30qoA9ihh78+dx+zjDiVbzz+oJ5Hxypza23F7MaXF76+cbGixtn9eAHPM+e/2Let944bd5h9pkfVa9qyEMxtwYh35fNDV3qq6w/g2vUxLq5+oSaOMFeeAzQifejk3O8+69eahktfWiHk2srL25sfD34ZMXLhTNDJa/r6V9jHqpKbc5Usz8pxEQufryOrGDKoCF3oNCXvcyU9Wd4jZpYN1ebUCMn1wvD9NHFORZFmeI4iuAYjcdXZiIUWsxQhdflQuISzffxrW+k4Im7KFyzH6R7aJ36oIw9dSerYcITG7X0ZCWZzrTks7nJm3jB6n/VMGS5YqkPk9agDTmV9oKdLjr1ZZH6qlTF2vX6WuJaMazwy/qTplFmx17icVWDdXMx6hNq4uR64Wmib+bnol/TdHGORVFqwy5ta7GvYgB70Ua4DZXR1pVqXHb31W3BMRqjX6SFTzX3H5sY7gavK8V8a2H+ft2MfTV7+2t3D+XveqQ2g+eLctvvSgVV1Y4RdVbFnVIPyNSm0KKSdKZv6kmIrHx4okigrp3XliiipRMpS207HajGO7f01kSavDbHZvewZud2ziLlVN0zpPybUtcMl1a5ITuaDHKOrI5yMqmWUrRoQ1LflNrjfUqlil9G+rISzfVVq4puvT7YGhVmo9gi4lrRXquFWkmW9adeowLEoTx+klD7w3RzQpNKxBOq4gR74aK17E1OB6Rdj9+kT0W/NhitnWMlIGmTj/aMXMzLOwdaOnumtViOrn8V6u7hl0ZwEtOjbv5q34by6MPgmiRVYVwUxr4EdkE98LbR79WVXR1to18/vzvUktDwiAZ/7s3cwUUvUmnzbr+ImO9s4FW0CErzrDBt2e0RIvvPY4MzeX4QVSaitt91O15Ltk8lZ0Vt6Zi6YOSQqc3O7dCyJ+hMv9STcbLSi26mIrwE9vb/L2/XmkrUrKWRstguobd/Wd9OB6rxzi29JbEmf/+uMcf6v2/eXFUXjn77y/5HkVN1YVD5N6Y+rN6WG7KhvqJzqJyocmV1pM276wWrpBQt2nA0G4eWzUHf731KpYo75u/UgOPm+oqpYoaRdpiN3EGoCVrRWqsNjZKs6AgqNEqrU+s5vyG7OUNdQRISqmDI7HVs0WnuTQttH0cnHjPpzfrfUTInSVvn2Ak9j+zG89LZXDWise12tPOTa0vhfiZXMduXN15cXTHbKhuQYKDcEF82kHoOr/jUP5mD3YF2BUcKbsy3ahvZwCuTqub41vdO80zZZUUsPiMizw+iynKiPlcdbXZ4RRrG4s2rZ68td05do2yTHWtqTbixum2veuI60yv1NnhZPbcVsXX+TaXn9zb1xXAPR2OJmrU0UhY5WcmbOSUQMeJt5u0a2+kwNd69pbci0uRVRZgOz+7XXlhf0X+/9br5n6ZsVYaUfyz1YfW23JATDLIl6+eW7unbChpbllK0aIPRbBxaNgdlP61HZYspLTc55831ldb7qJudtK312D2/qK9npyzHtaK9VmuaJVmlP+Ur7pSqCjpHmrXq5jSxgtTRLWBjor1w7s6ie9NK23MPnIhJ/7dPvzadtHWOF659JN2bUU15md14gXW4ZAfiC9feN+OD4imJix+vj6yw1EP0d+22SvlWFa5iwiG+jIdWX/ugY7M8ec69e1YL0HkMoUhf3FjRa/dScGX71Gg1nAEK7alqNvumubpDW3b3xXxEZ0ScYDMKorbn9OWnhe7ftTmxjapH6gp/s9WE0em3TP9tZmdDanWmV+qtcJLZua2Kr0/4rp4WSi1RBcll0V2R6iSCsfvR9a8S589i7XTIGm/f0odEpjq2zq/Y/doXLqlmpfMvlKzKoPKPpD6w3pYbcppB1qXwt+VtjkRelqQUF+xQeJlEmlJKdXj7qTxjU8zRaO0N45imOXb96kucla3Rv96ryFsPyUNCKq21WhOVZFl/Kq4cfWdKEZ5MJV5OI0N1c5rGgsQTqmJ6euHwznr3JkHbCw+chEl/Vf5fxcC2blJ0iTk2FEfbblizeHOrXGA31pHN/gujJ0ZYm6tGvxOQL4aDPzeHnQ0+pJ2YeI9ER2EqcKseVUNbW/DV19atxIxG+mbscKIwx0773m7r/Jup4g1rsyDq5dPvmPcseEh+/0XlxFrkPqln/bfc7OxvNl0R0Zn+ZU9GcqJxZVcc3jHScN1MtEQNWtqmLLvWvmgfXZaoRgd3Cmt8VcTb6SA1Hqm1oWhq8q6kS59VjmEUBVUfVP6x1Mekt1lDTjLIzw7+z/RSqoL8iOX+A9Pp+l65KKUEwQ5DgnHwxKvDdc9XvZPkqiApzjVaX0m9z4NHB0qYYS3n43rjWtFeqxXpkix267kr9smrK59mT06LSzb07uYUSQVpSqiek+yFK6rMPa1ybnU3ZvwLD5yESR+oX5sm2jvHTkb50Xau/B43rMzfvHr8na7apXvJE0gSKR+e0777t1XTYBZh4donsm6og2D0csNsuMgN9sWtPvx3x/Rhbqxmdd0NBJ2BMHop4fDqzup5zQKl2pQUs8yc+dCGDUg4lP/9l6J56pC6N/ReE6RjLlOnM33K3hI/R1LVV8k0W0KJ6rU0vSybozvGvohpW3vVri3mdj9Uk9JOh6vx9i29JQ1N3pe09scdiqo+pPxjqQ+ut8WGnFLRwVqnryDXa/peuWQQ4oIdhBbGoUV1BNJwPUgS8fpK7n02V7NvuaVzieuNp9JeqxMlWe7WS1dsL5wLQS4t/TfQt5tLVol0fz3kBHvhNPfGkWD8SzowAZM+RL82ZXSeOS7glo1ydVlsyVJne0dKobfO/y/ZtrqdAdnD3QiyiKqhjSAOSVVSm1jMk8FNPRZ20hikxT46UEYh8MlklFbtDOnlUbvkpPcNtN0AKykGXNiwS7F6/chNwNS7Oy1S9+uDThN8xxzQTmf6lb0ZJ5lwzkaK4DrdpBKlamlVWZr1IYx7riGpnfav8a4tvQM1wnQWuWHlrqzqOfrIPyH1HMPrbUJF+0z6VXIfoxx8sSiltkXrSFJTalkd4SR60IN0CHysrq/6dp2FKITtyA1O6qaBy6l00epEoxRFeuFsjvaZ22KliMuwfzeXWJCmhOo5wV441b1J1XZ/Z8BETHr3fm06ae0clwYltciO2up1vS5Lcq5ZKpnqcJmtVRsxVubM11kI0cz83mPFWqFrsZrVlW8zidlNGKMHP/4dTk6o0ZhSO7c8qqSk5V/12AypzYzCtlyDjE2VJA+K5imgdequw5B7XIx/PU0606HsLXEmLCu76GFmZdqVqFZL68viakdRpQ/dNv9WtNMha7xLS29PapPXG8Blr32VqhvGJ/8gdSEuQ7vtJnY+QKkhV1CsaJkalHVznbdAXV0eaqVUoFy0xJxXk9SUkqujNK1uWu7i9mZdD1JLgs43qWLYjlx1qGcWw2HTWlZGk1anGaWy/tRplPUF9eJ4FvPagqpSpHVzLfuLBnE10D17jrZ153H3WOUsuzfpxqeqzU7OpHfo16aU1s5xeVBicMMXP2/vTmF0QS156leFGjDNUmSqxh/fvq0v1syW+UG521ZSjc7nqcyCN38cD67NuwGoTdQsSbh/afcrvwNUBoJqcHb30EcU7Tx25/Lobkmk5MaXfXCLMj/ua18w1zKzeKbWqYd9s/qKMbXbl2XcWTEcr9SZsZfd42yQ4PcsB1GMbUtU0NJ4WdweZJWo3dngkK1Fe/trSl3r1nM1ie10uBrv1NI7US3MTOw6k7qwtVNKA8o/mnorGSr29r9MCCgPSDfI+nA3ZeXMf5Uy+7XRGtoKtnXODUlNqVtzkJar5PDpG+aC8SqUf9k0idWuvkq9jxTH91ZhddhZNEM0lbbCV7Q2SnV4X/B3tzieaUt+gaKK/t1cYkEaEmpgCnphk7RKV75Scm96Gv9JmvS2/dqUckr58vJnEq7y3JEcGcGSnEM1npwhVsNNG3Gydf7NVhEn/ouCTT1rIcq+uIzlyZmeCtzhPlKc5o9joiLnIh8n0spSKGuuzeum3klTlI/F/Ev+rsF90ddUTf0GlVvOTMfUXfV5CvVohRDVmc5lb00pw9pc3ghmfeIlWv34170GLY2UxT2/ShQ+lWKjK5LQTjX9ajxaa0NQ0XAUPrfSQPIEZalQ9QHlH0s9XW/FCjVL0j0tqMqEig4y6f9lk/MfK6QULZojKefVpBiH9aPk6nCW3CFfyaVSFE6BxvrKMhbiZVL93aoUo1rRWqtTJJmZ2SxLFRrlO8QsRbkSZKCOChFJLSR2c1vPUwrSlFATvbM3QC/ssHXnKk7SbWF83MdBO3F/Q2MGcvhUOkvmZBkq5liNX1bcxkmDKnnpcB9/3l7bufRz7551Z1LqupGD9JYXPzbD1mzUmKG0RM/hl7U5j51f8UOx5o9jIjsdT6MU2h+dbU9gye8O9pgTfGSRQslHzssUzEGeCZrnasRvelj44G3znMIqqov6r8xMx9SXl7713zKlNpXlTptyShLVmc5lb83y0s+Bhms9DD1jRbxEhfmVopZGyiIKX7kYYuO91KvY6IoktFNNvxrv3NJ7UBTmhUv5SVBd0tAgVKj6gPKPpZ6st/ILZJHolFJDTqposSFBtt08mY9AqJBStGhCWs6rSTEOLarjzNeZKLScxcAuL30m3Yq6WNUKAtrYmaIqynLr6qK388Z6VKQYTaW1Vrczs5n+VGiUXTE3L0lRtMXM5kbo3c2lFaQpoSZOtBdOcW9aaPtYOvE2Jr1lvzattJ05doMA1Sa7lM0ONJVoilFWcDLY8aiyBeEQsxI97hydRMWhMydErxqn1vqTzcdUzlrlSG/IjYh57/ucNjmff0QaVVNuU0NZfxI0aiBtgUmBSW9Da+cYAADGTM3a6CCYBdYqt9Ul2nHuwzLOnM8k6bEHs8UsOP0AXRkurAIAAIbBLZWOw780K8U7t0tb0IY5pm2cOZ9FWsQeTC3KD3586q7bUGVxB+RVLfQDzDw4xwAALxMufNOcPOC3tx9eMTt+RtO9hXzmcD+9Fvy+xozyaC84uMmdSJD/lRmAuYGwCgCAl49g93oAYeIDIwcazHyQiQSH5FlsPuIDYHZh5hgA4OVjbeXFjQ2/TV5RcQAL9CX47YbZxhxVEZ5/gmcMcw0zxwAAAGPBHunArjWA2QLnGAAAAABAIKwCAAAAAEDAOQYAAAAAEHCOAQAAAAAEnGMAAAAAAAHnGAAAAABAwDkGAAAAABBwjgEAAAAABJxjAAAAAAAB5xgAAAAAQMA5BgAAAAAQcI4BAAAAAIRpdo4Pr3z++NQ3B0/lIwAAAADAeJle5/jpw2c76m3vnx+e2QvwEvPs4D01Uvr88XsPj+XKDFMe9U3nOHDORqel4syVUgEAwGBMr3O8++eReV9YXzbvPbh/V3WBf9x6+ZzsuSn40yf/PDB/PPj1aNZ9NTfq+2/Xfq66Mg1MZ646UyH2OVIqAAAYkKl1jo+f7Jv3zVcvmPcoTx/+UT0J9Ozgi0fq7ei7J/M5PzQ3Ba8tyGh0bv21Lf2+ePOjpXPmysxy/MOvZtS3+sqa+Vx1ZRqYzlx1pqI4c6RUAAAwJFPrHD//bU+/bW+cMR+jSOf34M/n9nPGX//Z+aF3Xl8w73PG3BS8viCK5aWfb2y8uHH2Wu9lhJNGFHvr7UXnkJWvTAPTmavOVBVnfpQKAACGZFqd491/9RroaOnD1Gkr1/m9cdp8zHj613xOGDvmpuC1BZkrRLGDEUv5yjQwnbnqzJwVBwAAxsmUOsfi2KUv6Urnt/jxerHzc7HLiX728a1v9B4d/ZqJrUhzU/D6gjRggqr160pVYKyN02i4oRO9BOVGLFmllK9UYTaTfb5/Xz6OnfpczVoDMaQJOZGIBMajdQAAMDl6Ose2zx6mG/COjnICvrSO3crpxCXd+48PzHv97r0UP1vvXv/9upm/1Oztr909lL9bYyUzyGa4JiGPv+AnXxDxNop1oX2UizqoWrNzO5/D3X31lbUf7fBA84u4R7UUI57dUQY5lzRVQ2pLKiOWoFLKVyqQkcPxk1gtREtRvKGG6lz1aiCZTMrqlJirpDqqolwc+yhRKnlO1UOMImUZbpZAe60DAIAppLtzbHqXPbtYqdi5HbovtiNMn+jS93tHZzQ62DF/RwOOpYfLvntw0Xy0L+OXuI194mdnsz5F/0x1e1/t6yDd1ZXdGxsvLi/pi/vP+82NZZvhnOtfcAucx1DjZNQJeeIFP8mCyFaqfJbu3zU+is7zmzdX1YWj3/6y/zE+ym3jatsSmdfP7zZPSB9+aXwaiXhWT7Ay0RxctIVK05C6khqkUoLI1/IV55B1mZeNlsIFdufPZyidalKVqz4NRJcok4mqrOtfhXqYmKuEOqqmQuyhUrljK0pjD1Vkq0iWZgmo/LTWOgAAmEY6OsfKA7ATJNuXVR+wum2vOuTUJN/ZqE5F3J2CR2VRfpXtOJfumR7l3qa5PFp863X7RzfsEqpEsho/WyWUzfrs/BQ6H8e3vnfd3id667qswyZPXRd59vwX825iHMM5zqPr3/t0fcFHo0d7RZ81JuR6Bi341BQkrAv1QJMNe87AwvqK/ttpy+EV66Nsrr4wJUrCFVNHPDuXSOf26oo50ECRpCGxkkpZgsjX8pXjWz8FDlmO2LGG8VJUCFPdaU41CanKVecG4r1GVSO6gdvBTKiHabmKl66OWrHbFM9l10MOr4jzvXjz6tlry80S6KR1AAAwlXRyjnf3vQfwtXZfTr9lervSVirdlyt3IZjgObr+VWE6Wflb3jNesae2rb2xaN5jroDq1d49q7tb1zsaj8S/zNOkQ1Wek0/IEfy8yNOH+8Z3dIc6+QKmnpVRh3LvVLrBOqzCnbR6/24uP8UV2EYhT7zgJ16QMEsyg7h1fsWeM3Dhkrp5kDMHFj9eH1kfSHJrDzS4dCZJUI0l1biyZFRcOfrOCHn7/czHEj8sldpSVAnTzZuuvvaBF2ApVz0aSOA1qgxoFq69b+Zc/ZHDibkS6ktXR73YJcXXXzHqFyw+ZFptPePxmQgAAJg6OjjHWW9nPICsOw8mZhzShagOxq1Cjg7uBDOLWZdzVTxj5S7LimdKsKzBrYraicY89jiz1dfWn9iEjPtVnGpyKW4um17wDzvRtXX+TSlgByTdV0ZSQOMciAQMu/sy93lVJtLyR5glCXkSBZ+SggT/cusSS59Vr1mLSzp6tNcisEdSWRhZcfncCikakt4uyksiwRUR+MqnQQaS4pIVkVJUCDMrWsUcsM9V9wbiKmvx5lbZiXQrS4m5ipYuQknIPsXl0++Y92xcJ1qtWo0ddEUl0EnrAABgKmntHHvX5J6bqrn/wE8M59kc3TFdiHQwa6/aVeZgZjHX5Qi7f4sTlkyD6+CWPv+7E07pSV/oJoqcE2M6NtlPo+7sEy/opvr++cI8TS/F5ma2ZOnczH3aqIBc+GaikCdQ8GkpSPYvrzN1vw6zcO0TcdNdBHOys7J6/J0uZpZbIUVQKSV17l22JFK6YjcmFoJ9S2EPjdSVwj08JzrX3HLLPoVcdW8gVQ08Uyp5fmquLPWlq6Uk5JJSnfnQhHK5oGcX2VIa59RLoIfWAQDAlNHWOfYr2v+TnsxNsYSIr/PoQLkL5cmVbGZRupxwVslNvykqprIqObxjMpDzJxzNOaneS24iI82dx7e+ie+gr0TS3TsyvfLSPRuGKKu3vu+XuU8XRuJJEvJkCj4tBfE4N6VxOVt5KhtByK9yViqD3TPEWzLFzHJbR4WgEksaRbaOZZPNfhOYItYiYqVw+9IyjzNobum0aCAS2pv3cQvDm9RctaujRopKNRpd2LCRHjriyC1n1fvf1RJorXUAADCdtHSOXayedN5uW0we6e00qyvfBpMrxZnF4oyO6mn2dkaL25sFHyuJ0uK1QrwuTVVOHvz4dzi7s20DXqVHVJnRIbZVj23H9mUfMWI5uCgT6vnrpRDMRiFnTKzgJ1EQp0sxv1CfbFA83uHM16pQEkmS/hvaddEamlpBpZXUzZhmlK9Y7OhFL99n8fqtaCqFk7NtbqOt1WJzq8vVIA1EjhkpBVpEcxXQVLoypeJUKZWsayk9OSiOcwISJNBN6wAAYIpo6RyLO2ui99yc1vZlmSxx85FuJ7jq/+zmFYfMLO7tr1UsO8qJCtuXz376hrlgfGjl9ETmbp1f4lJXPZZ7uPuXngTKbyGXiSLl3t099BGHO4/daVCqaPZ4h9ZxjSXCJ7iENMF1t1m+EILZLOSJF/xEClLGJR18XZ+FcvFR5cSzO2Eg/bdFKqM1ooJKLGkcP3r53S3fZ8HcFTEGddTGnGhMfsSxU/n/9m19MR8pnqeVnuRwi0U+XMGdduJieTNa5KqxdF1xkRU/7ivXPD+kbCuBgtZZffaDt8JHAACYOlo6x25b9/WvHts5rW0dzOq6wB9/146s83X8YQKec++uuLA8swNPZmtsiJ6ZLjIBAOfWX9OpGB/64qOYW7O8+LFLXXc5pseSWR9xWVQmC1Oeyk9fcQfGKc58et547SagUL9M0VS356aIOlOYHpMOuBi566X6wHS9KUJWTLTgJ1QQTxbH7J0Ye3P2ZBMA6jwPeRn3Rf839SyLGgc0JqjEkgql83SDKxcu+XV5/RBzCkf5JLIINaVY+OBtXQojOiMZU33S3CrO4PO56txA/MEUdjxsq0O1fRuTYGmbqzaDhBwlsQfB8Qo3btSER4UYmiXQrHV+ssBS+AgAAFNHS+d4eelb20koVB8mgXeuC7T9t/g6lU6tDcuzXb76eObr7NwDfcixbHBZXvpMHDh1MerWLFz7KDiEweRKnmNdlvzGf485/0tWSM+9e3bXl0tjTlyOdPxNSEeb34ekkEQLJ6H6iVjV9eoJ3QQhayZR8BMuiPOcwhXwC5f8zieDclDkyWW0H1b/3wx/0m2dAxoRVFpJXSrZkWHlK7pRqCebl2RbRpvBYQs1pJTCD43UQFSqzw1O/Ax3RT47N5C1ldzZJrqyii26Za5qS1dHqTgVSqVxO4YrG04bCRS0zo6R/DJa4SMAAEwdp5QRlz/hBJEfSlDdanQwMN3MakHs75goj6c01z4gNuJCec9+UFG+UuKp/WGRxnscA5UiIVcnQdfSpRdHa+9ovDoAAABTD84xwDQjYbhb5990s+kAAAAwRtoe5QYAY8KErt51W74s7rjD1A2FAAAA0A+cY4Bp4tFecI6BO/egFPMNAAAAY4KwCoDpwYbVFpj9SHQAAIDZAecYYMqQTY0WPGMAAICJgnMMAAAAACAQcwwAAAAAIOAcAwAAAAAIOMcAAAAAAALOMQAAAACAgHMMAAAAACDgHAMAAAAACDjHAAAAAAACzjEAAAAAgIBzDAAAAAAg4BwDAAAAAAg4xwAAAAAAAs4xAAAAAICAcwwAAAAvM4dXPn986puDp/IRBmfGJIxzDAAAAHNJkk/29OGzHfW2988Pz+wFMDw7eE9J7/PH7z08litdcRL+b9d+nnpwjgEAAGAOSfTJdv88Mu8L68vmHQxPn/zzwPzx4NejfjO+xz/8aiS8+sqa+Tz94BwDAADA/JHokx0/2Tfvm69eMO+D8PThH4PMuZ4g59Zf29Lvizc/WjpnrnTl+W975n3ldL/nTA6cYwAAAJg/xCfbenux0SeT27Y3zpiPgyB++YM/n9vPM8ny0s83Nl7cOHut54T6s+e/mPetN06b9xkA5xgAAADmjt1/dUzFaPTO6wvmvQa5benDIZf8nV8+O+7gGPnrPxOesfjxemNFTBM4xwAAADBvPP3LhjREvF65bdhwWHG4Z8kdHB+uImYppBvnGAAAAGYUcx6FeV3Jb7uTbXZVXu/9u/KVU5/vf2lvqw6HzR5+6vM/biWfZXH/8YF5b3YH63Jur7dIrp5a4RRDot3BFEog980Fe8Opu4fmUy+kInxI9+6+zdI0n+x26sWNDfkTAAAAYEZQDtzaj8bx8myuvrhkQ4ePb33z+/W90db5N39+N5y+Vf7ing23CNm+vPF1wYlWPtxt6+NmVNwWUJGfgPC7jTmXHPqcK1f+4iP1vnjzahj+6wqSfTFHShJypVBSffG0ld5odWX3k6VzynX+at+eXFFi6d6NlcaNjGFFjOSxjlLtTAvMHAMAAMCM4Z0/5XS+uLG6ba9mSNRvPuDYe8bKpVPf2ri3aS6PFt963f7h8P6i8hT1nW/eXNWfdn7qPNmZRXdEcu62r5mcK8/SesaKo+vf+9QDF//RXmFWWJGYhA6JVo6vKam+8+qKOZ5CkT9fYvn0O+ZTJ3xFPL/yuXjJXvJTu2ER5xgAAABmit197/yZ6djTbxnnNdsA5/y/AOVoes9YJjvX3lg074X4h8Mr3jOWqdaFa+8v6ffGI5PPvXtWe9LOxTSOqX+56dVozgXlTMuca4ZL/f5d5xkbfpGgXkdqEosfr49ufa+nhOVOezyFKrKTnjvB48zXWUHMS8oYnTbOKmLntsrz4s2rG9M5VVwA5xgAAABmiMx5lUCFZ0ffVcwTK7Ip4acP942jqfwz789VH4QsPx2i7twqhyscP4mFArvfzqjcCJiQc3u2w+orI8mw8dEvG9fcsrvvoixkPjs//5qcxGhh9MQk4e/0yA01exklyiLBM1bIozTbl31YyOEdMx0+tad54BwDAADAzOCc16V7Ltb2/oNSRKzz/9yUsPODN5ezsN3dv3PzskLVnSrR5CMXGjYCpuTcJfTPF2b2V0f9upsNx7d+0r7v1vmVa8sL6yvm2v5zH+yRJBzL6vF3OonsTk/TCR67+6fSPeOsODqawrvgfvgxtad54BwDAADArHD4pfEat87/zwcquKjcemT2NJwMdjOsitxRFZVHFHuPOforem5OtOKXR5JyLr713pHxaJfufWJ+ne71VyQaWBz6pc9McIILC/EkJSEOq0kiuzPA/Z52CQnFTvWMFe5RkmGDZLIw/JgqcI4BAABgRsjtVzNL/N7HDfATlkJpItnEHy9ubxacy2ru37Wxv5WBFtWUAjxScx6yfbnggx5cNF8pXveR0K2TCH1Wj/s97cLxdtYzXl3ZTfaM/aMCFzyI/C7NWE8POMcAAAAwI4iba4KJJfhVOYtyIENxa1o1h/bYhO3LZz99w1wwYQn379pzf2X72oNfj0ysQnZeRBAyW49zT11O9Nfl8OC2OQ9DgcPzIoLr58QFd5HQrZOIToQLTx/+IZ7x+/+tyYnI9tV8HrML/BBE8nqYkUV+TyM4xwAAADAjSIDB0fWvHpvgV+X8bXy95jzaH3/PfthC47zGtVeNg3hwUftzeubShsCeW39NP21vXzl8Fx/ZEFh/MIW+eCpz5uzJDzGWFz92OTG+o/66zJu2y3lhlvrMh/bUuUIIsn/mA/NrHe2SiO2Hc6HM2ZHJSibFqWiXdA0XtvS5Fk4abs74RsIw40TBOQYAAIAZYXnp2/MuFkIv8Vuf1Xm0LqLATake/faXeR+d+To78EE5Z+5AseWlz+So48BjW1vJnQ6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" + } + }, + "cell_type": "markdown", + "id": "b4407ccb-19ae-40ce-898d-7fdcaec3909a", + "metadata": {}, + "source": [ + "![image.png](attachment:5b53b83f-b31d-4b90-a1b3-3017eb77d4f0.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "3bbf5a54-9ebf-44aa-961d-7d135ae2d74c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "2d71baca-a357-46d3-b469-8489256228fa", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=phybody()\n", + "x1=x*cos(alpha)\n", + "y1=x*sin(alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "08cdc0d7-0653-4a11-9784-ff11a5a2831d", + "metadata": {}, + "outputs": [], + "source": [ + "P.add_forza(m*g,-pi/2,x1,y1)\n", + "P.add_forza(N1,alpha+pi/2,x1,y1)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "a4cd97d5-d9fa-4d0c-8948-9d7658326b7d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =N_{1} \\cos{\\left(\\alpha \\right)} - g m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fy=P.Fy()" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "27bcebb2-9b15-450c-aa13-309633dac9d1", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle - m r w^{2} = - N_{1} \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eR=P.eQmovradial()" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "066412f0-c605-4468-a4a3-5d3556b85b31", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle m r w^{2} = N_{1} \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eR.simplify()" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "d28f64d9-84be-4514-a30f-99b69fe0820e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle m w^{2} x \\cos{\\left(\\alpha \\right)} = N_{1} \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eR.set(r=x1)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "c21ebe74-8846-443d-ac9d-4e6e44cbe1b8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle m w^{2} x \\cos{\\left(\\alpha \\right)} = \\frac{g m \\sin{\\left(\\alpha \\right)}}{\\cos{\\left(\\alpha \\right)}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eR.set(N1=Fy.solve(N1))" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "431c2e14-ae46-4af9-af54-63223850c4ab", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x = \\frac{g \\sin{\\left(\\alpha \\right)}}{w^{2} \\cos^{2}{\\left(\\alpha \\right)}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eR.alone(x)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "5e119b86-cddc-4c0f-9ab4-3a0790f1ddcf", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "b641be86-612a-4736-a265-de5b3f99d592", + "metadata": {}, + "outputs": [], + "source": [ + "# mu != 0" + ] + }, + { + "attachments": { + 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" + } + }, + "cell_type": "markdown", + "id": "77668bec-4595-4e14-ad14-d2eb2b3fda75", + "metadata": {}, + "source": [ + "![image.png](attachment:aed01f58-008b-4fd8-ac75-af16acb1929d.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "9214371e-ed6a-4495-832b-b7c569b823be", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "cd0ca564-7078-4c7e-8aaf-bf035abc0a40", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=phybody()\n", + "x1=x*cos(alpha)\n", + "y1=x*sin(alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "6fa4a2fb-c6a9-4d1e-b97d-e5f6e2a5634a", + "metadata": {}, + "outputs": [], + "source": [ + "P.add_forza(m*g,-pi/2,x1,y1)\n", + "P.add_forza(N1,alpha+pi/2,x1,y1)\n", + "P.add_forza(fr,alpha+pi,x1,y1)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "387a3c54-56f6-40dc-a200-35c26755ce06", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =N_{1} \\cos{\\left(\\alpha \\right)} - f_{r} \\sin{\\left(\\alpha \\right)} - g m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fy=P.Fy()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "c595cbf8-6931-48a9-90af-fcac7d700f34", + "metadata": {}, + "outputs": [], + "source": [ + "P.set(fr,N1*mu)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "d27abe3c-83c2-4bc9-982f-b48f5a5230d1", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =- N_{1} \\mu \\sin{\\left(\\alpha \\right)} + N_{1} \\cos{\\left(\\alpha \\right)} - g m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fy=P.Fy()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "28331a28-cce0-4245-a5e5-fe1cebc9c726", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle - m r w^{2} = - N_{1} \\left(\\mu \\cos{\\left(\\alpha \\right)} + \\sin{\\left(\\alpha \\right)}\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eR=P.eQmovradial()" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "e80fc7d2-8de5-464a-9d0d-b7a4ff4c6cd2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle r w^{2} = \\frac{N_{1} \\left(\\mu \\cos{\\left(\\alpha \\right)} + \\sin{\\left(\\alpha \\right)}\\right)}{m}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eR.simplify()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "0ec39c9a-ab8a-4380-bb95-fc912139f03a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle w^{2} x \\cos{\\left(\\alpha \\right)} = \\frac{N_{1} \\left(\\mu \\cos{\\left(\\alpha \\right)} + \\sin{\\left(\\alpha \\right)}\\right)}{m}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eR.set(r=x1)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "ccb7eb2c-f667-4075-a6a6-e68e10e7ab23", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle w^{2} x \\cos{\\left(\\alpha \\right)} = \\frac{g \\left(\\mu \\cos{\\left(\\alpha \\right)} + \\sin{\\left(\\alpha \\right)}\\right)}{- \\mu \\sin{\\left(\\alpha \\right)} + \\cos{\\left(\\alpha \\right)}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eR.set(N1=Fy.solve(N1))" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "b4eb7e22-acd1-4f68-bf2a-b6d1ee622743", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x = \\frac{2 g \\left(\\mu \\cos{\\left(\\alpha \\right)} + \\sin{\\left(\\alpha \\right)}\\right)}{w^{2} \\left(- \\mu \\sin{\\left(2 \\alpha \\right)} + \\cos{\\left(2 \\alpha \\right)} + 1\\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eR.alone(x)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "3b716b2d-224a-45e3-a303-47a28edccdcf", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x = \\frac{2 g \\left(\\mu \\cos{\\left(\\alpha \\right)} + \\sin{\\left(\\alpha \\right)}\\right)}{w^{2} \\left(- 2 \\mu \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)} + 2 \\cos^{2}{\\left(\\alpha \\right)}\\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eR.texpand()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "b2892e65-d103-4c9b-b8ba-4006e74298c4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x = \\frac{2 g \\left(\\mu \\cos{\\left(\\alpha \\right)} + \\sin{\\left(\\alpha \\right)}\\right)}{w^{2} \\left(- 2 \\mu \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)} - 2 \\sin^{2}{\\left(\\alpha \\right)} + 2\\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eR.subs((cos(alpha))**2,(1-sin(alpha)**2))" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "b4a84a4c-65d6-41cf-8032-3ab9b46c43d1", + "metadata": { + "jupyter": { + "source_hidden": true + } + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x = - \\frac{g \\left(\\mu \\cos{\\left(\\alpha \\right)} + \\sin{\\left(\\alpha \\right)}\\right)}{w^{2} \\left(\\mu \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)} + \\sin^{2}{\\left(\\alpha \\right)} - 1\\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eR.factor()" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "3e4c614e-da97-4e70-b598-87f88c89164b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x = - \\frac{g \\left(\\mu \\cos{\\left(\\alpha \\right)} + \\sin{\\left(\\alpha \\right)}\\right)}{w^{2} \\left(\\mu \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)} - \\cos^{2}{\\left(\\alpha \\right)}\\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eR.subs((sin(alpha))**2,(1-cos(alpha)**2))" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "5309411c-51fc-4921-89f1-86d977082514", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x = \\frac{g \\left(\\mu \\cos{\\left(\\alpha \\right)} + \\sin{\\left(\\alpha \\right)}\\right)}{w^{2} \\left(- \\mu \\sin{\\left(\\alpha \\right)} + \\cos{\\left(\\alpha \\right)}\\right) \\cos{\\left(\\alpha \\right)}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eR.factor()" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "0305f786-fac9-449d-af36-a49284432aab", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fxy =- N_{1} \\mu - g m \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fxy=P.fxrelative(alpha,'Fxy')" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "93701ca1-2838-435e-84df-5fa63ff99282", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fxy =- \\frac{g m \\mu}{- \\mu \\sin{\\left(\\alpha \\right)} + \\cos{\\left(\\alpha \\right)}} - g m \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fxy.set(N1=Fy.solve(N1))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e31ff150-5833-41a3-96f6-6ec776bfd6ea", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/5240 Particle Slides on Rotating Circular Track.ipynb b/5240 Particle Slides on Rotating Circular Track.ipynb new file mode 100644 index 0000000..19ea675 --- /dev/null +++ b/5240 Particle Slides on Rotating Circular Track.ipynb @@ -0,0 +1,565 @@ +{ + "cells": [ + { + 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" + } + }, + "cell_type": "markdown", + "id": "b4407ccb-19ae-40ce-898d-7fdcaec3909a", + "metadata": {}, + "source": [ + "![image.png](attachment:d7fc5c1e-36d4-45c9-b137-70e519bfcb17.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "3bbf5a54-9ebf-44aa-961d-7d135ae2d74c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "2d71baca-a357-46d3-b469-8489256228fa", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=phybody()\n", + "x1=x*cos(alpha)\n", + "y1=x*sin(alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "08cdc0d7-0653-4a11-9784-ff11a5a2831d", + "metadata": {}, + "outputs": [], + "source": [ + "P.add_forza(m*g,-pi/2)\n", + "P.add_forza(N1,alpha+pi/2)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "9417b3de-e14e-4f63-9fa3-d331198cf652", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =N_{1} \\cos{\\left(\\alpha \\right)} - g m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fy=P.Fy('Fy')" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "78b011fd-e80c-4933-b4d3-ca18b88a39a6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle F_{c} = N_{1} \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1=MQ(Fc,-1*P.Fx())" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "87c4c1f7-3b3f-42f6-a0d0-bfc36784aa32", + "metadata": {}, + "outputs": [], + "source": [ + "P.add_forza(Fc,0)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "33ecd5ef-f412-4f5f-b368-62388eb96900", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle - F_{c} \\sin{\\left(\\alpha \\right)} + N_{1} - g m \\cos{\\left(\\alpha \\right)} = 0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2=MQ(P.fyrelative(alpha),0)" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "084b1172-0db7-4c4e-aa2f-6ba6a5e36b28", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle N_{1} - R m w^{2} \\sin^{2}{\\left(\\alpha \\right)} - g m \\cos{\\left(\\alpha \\right)} = 0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2.subs(Fc,m*w*w*R*sin(alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "2d9aa548-df66-4af3-9cec-e9f20e2afa42", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle N_{1} = m \\left(R w^{2} \\sin^{2}{\\left(\\alpha \\right)} + g \\cos{\\left(\\alpha \\right)}\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2.alone(N1)" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "f0104e51-8095-4312-86a7-85e046c4c38c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle F = F_{c} \\cos{\\left(\\alpha \\right)} - g m \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q3=MQ(F,-m*g*sin(alpha)+Fc*cos(alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "1659d00f-44e8-4dfd-bd28-61df40906988", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle F = R m w^{2} \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)} - g m \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q3.subs(Fc,m*w*w*R*sin(alpha))" + ] + }, + { + "attachments": { + "53dc594e-0b6e-483f-99d8-77c520d39daa.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "65b4f5d8-fe2c-4604-a26b-aaa3c0cace35", + "metadata": {}, + "source": [ + "![image.png](attachment:53dc594e-0b6e-483f-99d8-77c520d39daa.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "ccc4a4c2-3842-474b-a1bf-07f8620e3afa", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "a1f96adc-c20e-465e-8a9b-17fe1aa8a6bb", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=phybody(w1=0,y1=0,y2=R-R*cos(alpha),Io=m*(R*sin(alpha))**2)\n", + "x1=x*cos(alpha)\n", + "y1=x*sin(alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "b5777bc9-2bfd-406c-ac42-add080318585", + "metadata": {}, + "outputs": [], + "source": [ + "P.add_forza(m*g,-pi/2)\n", + "P.add_forza(N1,alpha+pi/2)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "c0b18c36-a76e-4b93-94f2-81b2659d7b23", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle En =\\frac{R^{2} m w_{2}^{2} \\sin^{2}{\\left(\\alpha \\right)}}{2} + g m \\left(- R \\cos{\\left(\\alpha \\right)} + R\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "En=P.energia('pr','En')" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "6b60bf5c-1b90-4fd1-bbb0-01c19b51b7bd", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle En =\\frac{R m \\left(R w_{2}^{2} \\sin^{2}{\\left(\\alpha \\right)} - 2 g \\cos{\\left(\\alpha \\right)} + 2 g\\right)}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "En.factor()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "0172bbca-1cd2-4286-9143-97adccb9832a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle En =R w_{2}^{2} \\sin^{2}{\\left(\\alpha \\right)} - 2 g \\cos{\\left(\\alpha \\right)} + 2 g$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "En.reducecero()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "acef9128-0a6e-4717-a341-0c118582a838", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle En =R w_{2}^{2} \\cdot \\left(1 - \\cos^{2}{\\left(\\alpha \\right)}\\right) - 2 g \\cos{\\left(\\alpha \\right)} + 2 g$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "En.sin2cos(alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "0e32f43e-7d98-4a09-b0d1-dc47c64bb683", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle En =- R w_{2}^{2} \\cos^{2}{\\left(\\alpha \\right)} + R w_{2}^{2} - 2 g \\cos{\\left(\\alpha \\right)} + 2 g$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "En.expand()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "9c4ea065-3549-453b-a464-b6ca99d4329d", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle \\left[ 1, \\ -1 - \\frac{2 g}{R w_{2}^{2}}\\right]$" + ], + "text/plain": [ + "⎡ 2⋅g ⎤\n", + "⎢1, -1 - ─────⎥\n", + "⎢ 2⎥\n", + "⎣ R⋅w₂ ⎦" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "En.solve(cos(alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "299c266a-31d6-41a5-8462-93cfc84809c7", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle aM =2 R w_{2}^{2} \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)} + 2 g \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "aM=MyEq(En.diff(alpha),'aM')" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "8927f099-98a7-4a38-8c0c-5cab67e98cb3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle aM =R w_{2}^{2} \\cos{\\left(\\alpha \\right)} + g$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "aM.reducecero()" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "36057070-84b5-4e29-ab15-e8de2a1e9ace", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle cos(alpha) =- \\frac{g}{R w_{2}^{2}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "calpha=aM.solve('cos(alpha)')" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/5260 Particle Sliding 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" + } + }, + "cell_type": "markdown", + "id": "b4407ccb-19ae-40ce-898d-7fdcaec3909a", + "metadata": {}, + "source": [ + "![image.png](attachment:cae94378-cefc-4e22-bd94-886bd9bcaabf.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "3bbf5a54-9ebf-44aa-961d-7d135ae2d74c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/6300 Dynamic Part Bucle.ipynb b/6300 Dynamic Part Bucle.ipynb new file mode 100644 index 0000000..2960a33 --- /dev/null +++ b/6300 Dynamic Part Bucle.ipynb @@ -0,0 +1,167 @@ +{ + "cells": [ + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "440d166c", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "387dec38-6688-447a-b3bf-d16b3144b44b", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "attachments": { + "c9fff4c9-2c42-4f2f-9214-9bfc1d497739.png": { + "image/png": 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as0C0Rj9aPDnnVuwE3E9qgAABAgQIEOgqYJDvKuZ4AjMIRGv0o8UzQ0pcksBgAu6nwSgtRIAAAQIEqhEwyFeTahvNWSBaox8tnpxzK3YC7ic1QIAAAQIECHQVMMh3FXM8gRkEojX60eKZISUuSWAwAffTYJQWIkCAAAEC1QgY5KtJtY3mLBCp0Y8US845FTuBowLuK/VAgAABAgQIdBEYZZDXkHRJgWMJtBOIcl9FiaOdmqMI5CHgvsojT6IkQIAAAQJRBAzyUTIhDgJbBKI0+lHiUDAEShJwX5WUTXshQIAAAQLjCxjkxzd2BQKDCERp9KPEMQiqRQgEEXBfBUmEMAgQIECAQCYCBvlMEiVMAlEa/ShxqAgCJQm4r0rKpr0QIECAAIHxBQzy4xu7AoFBBKI0+lHiGAS1kkXkLH6i5Sh+jkRIgAABAgQiCRjkI2Vjxlg0kTPit7x0lBxFiaMlm8MWAnIWvwzkKH6OREiAAAECBCIJGOQjZWPGWDSRM+K3vHSUHEWJoyWbwwzyWdSA+yqLNAmSAAECBAiEETDIh0nFvIFoIuf1b3P1KDmKEkcbM8fcEpCz+JUgR/FzJEICBAgQIBBJwCAfKRszxqKJnBG/5aWj5ChKHC3ZHGaQz6IG3FdZpEmQBAgQIEAgjIBBPkwq5g1EEzmvf5urR8lRlDjamNV2TJObLn/29w+6HO7YEQXcVyPiWpoAAQIECBQoYJAvMKknbUmjn2/CozT6UeLIN5PTR7667w3u09u3vaL7qq2U4wgQIECAAIFGwCCvDpYCGv34hRCl0Y8SR/yMxYlwlTO5i5OT45HITdzciIwAAQIECEQUMMhHzMoMMWn0Z0DveMkojX6UODryVX340ZzJX8xSkJeYeREVAQIECBCIKmCQj5qZiePS6E8M3uNyURr9KHH0IKz2lOM5k8N4pSAn8XIiIgIECBAgEFnAIB85OxPGptGfELvnpaI0+lHi6MlY5WnrciaPsUpBPmLlQzQECBAgQCC6gEE+eoYmik+jPxH0DpeJ0uhHiWMHyupO3ZQzn40RpxTcV3FyIRICBAgQIJCDgEE+hyxNEKNGfwLkHS8RpdGPEseOnFWdvi1n235eFdZMm5WDmeBdlgABAgQIZCpgkM80cUOHva2J3PbzoeOx3t0CUXIQJQ410l6gTc7aHNP+io7sKsC/q5jjCRAgQIBA3QIG+brzf7j7Nk1km2NwjicQyT9SLOOJl7Ny23y1Pa4cmRg74R4jD6IgQIAAAQI5CYwyyDcAGpOcyqB9vuR1nrxGc48WzzxZyeeqXfLV5dh8BGJHyjx2fkRHgAABAgQiChjkI2Zlhpi6NJJdjp1hK0VeMpp5tHiKTPqAm+qar67HDxhqlUvxrjLtNk2AAAECBHYSMMjvxFfOyV0bya7HlyM1z06ieUeLZ56s5HPVPvnqc04+IrEiZR0rH6IhQIAAAQI5CBjkc8jSBDH2aST7nDPBVoq8RDTraPEUmfQAm5LnaZLAeRpnVyFAgAABAiUJGORLyuYMe9GAToMezTlaPNNkoc6ryPX4eWc8vrErECBAgACB0gQM8qVldIb9aELHR49mHC2e8TNQ9xXke9z88x3X1+oECBAgQKBEAYN8iVmdYU8a0XHRo/lGi2dc/bJXv/b0u9O5h5+9tcmHrqT9r59bu+Gxcv7yqbenV+//oGzkLbsby7ZqVJsnQIAAAQKFCxjkC0/wENubu9EfYg+5rxGx0Y8YU+55njr+m09dSq/6T793OLxf/fT59Af3fSl99/1nNw7zzQ/29w8GDfW5U6fT6TfeSOnnD1Q31LuPBi0lixEgQIAAgWoERhvkG0ENSv51dLzRb4b6f/HTL6bvf+rBSRv9/CX77yDqfRQ1rv7SdZ25l66nR996Kb3uJ9fSR27P5c3fXTj1ePrEweX0wAmz+pC5f/nU3mJ4P0gv/8Y70qv/5kZ67rf20um/eiClN+2l9LMfLH9W8p8hLUt2sjcCBAgQIEDgTgGDvIrYKLBq9F/zZ8+ni/cumurFnzka/dpTFLXRjxpX7fXSdv8HP/5qevD8tfSJX16+Y5B/9C1n0oufvZkee9+pE5caKv/PvflMOv/TF5bXWvcy+9VgX+rL74dybJt3xxEgQIAAAQJlCBjky8jjKLtYNfqXF43+6unccrifuNEfZXMZLRq10Y8aV0apnTXU5attPvSVtTFcemb7IN+cOFQNrJ7KN2s2g/v5/9nuKXzzb9S5+z6Wbv0a4Naf3/3m8xvfGjAr+IaLD2UYcW9iIkCAAAECBMYTMMiPZ5v9ypEa/ewxd9hA1EY/alw7UBd76rpcHfzo4+me33tbunH9kTt+UffYB96TfvTBl7Y+kV9hDVEHR5/KN+u2+QC85peKF0+dSa868kuH5j3+57+02NNLJ781IFKih/CLtB+xECBAgAABAtMIGOSncQ5/lXXNZDPIv+E796fvPT1/ox8ecMQAIzf6kWMbMSXZLb12kL/90vq+r7g5Osg3/32XD8Bb+5L6xXvnz5/w/vj9H7+Q/tvfP3PHe/lvPaF/In30xauHbweKnCz3T+TsiI0AAQIECMQWGHWQb7auUYldAEeb8eON+LqX1jfHf/kte63eQztko5+H4vBRRr9/osc3fEbyXHFdnvYOnkwX7nk8/c6Lr3wGxrr3zZ+046Pr7loLz60Z3Ns8mb/rlUOvOZu+esMgn2elipoAAQIECBBoK2CQbytV+HE5NPqFp2Dt9nYdjsY2ix7f2PvPZf1NeVp+teQXHj58ef2V9+6lTz7c/j3mx9fdpR5Wn1p/3PTlX1+8iP7n71g8nb9+x49WL61/8sjgvnoi//GD5w8/wC9yjnbxirwvsREgQIAAAQLjCxjkxzfO4go5NPpZQA4cZPRGP3p8A6cj2+VOytNymH/42eXezv/R1Y1fLXl885vW7FsTzWD+f09d3Pg98kc/EK+JZfkk/ov33/Ee/+Xf/f6NwyfyzWD/rs+9kN76zcvpyeakh66k/a+fC5PHvlZhNiAQAgQIECBAYDYBg/xs9LEufFJDufwAqc9dWQbc5ROhx2j0m0/M/+f/fb1dl9hi6W+OJodGP4cYc8n3WHEOnaNt6237+bp9NoP8X7z5Y4dfRbfumKNP7VdD+9d+devp++En2B97Qt98xV7zOQBvP7ieLpx6PH3iIMYH4fUxGqs+rEuAAAECBAjkJzD6IN+QaFjiF8bQOdq23rafbxJr3p//rc/c/dLfVRN/puXXZsXPSD73Td9c5pCDUmIcOkdt1mtzzFHfZpA/SKe3kh99L33zVoB3fvv2KYsB/vL1x9KVt509/CT75nMATp99OT2x+GT+ZpB/9K2X0k//4/Ppj397b+t1xj6gq8/Y8VifAAECBAgQyEvAIJ9XvkaLduimss16bY453ug3T+Sf+ezN9L33nbrLYtnU/51YL53dJWFdfXa51i7n5hLnLnvM/dwhc9RlrS7Hth3km1xsej/98Tw1X7F3dvEVe0cH+df95FqI9893scm9/sRPgAABAgQIDC9gkB/eNMsVh2wqu6zV5dim0W8G+W88tP59vI//4d9N//J/fDr94qlHsszB8aC72My54VzinNNo7msPlaM+6zTnNH92+Xq6dX7rPuX++HFHn8g/sHj5/Zffeja95s9e+ZT+OfPSx3LOeF2bAAECBAgQiCVgkI+Vj9miGaqp7LNO20Z/Ncive2n96iuoLnlp/Sw11CfvswRa6UWHyM+ua+x6/rrUbXsyv3zLzYevpedvXE7Lfz8WL63/68UT+c8vhvo5/4xhMed+XJsAAQIECBCYXmCSQb7ZlsZl+uR2ueIQ+dl1jTbnN++R3/Rhd4b4Lhkf9tg2uRv2ilbrIrBLftr+oq1NPLvEsWn9459m3yaOuY8Zw2HuPbk+AQIECBAgMK2AQX5a77BX26WxnKrRX/dEfvUhd6//Zvvvvg6bhCOB7ZKPOfaXW7xzGM15zdU92ieGoV8SP0atPHfq9F3fM99nr1OdM4bBVLG7DgECBAgQIBBDwCAfIw+zR5FDo98M8o994D3p397/i3T1k/ccmnlZ/ezlswzAcBIjD+uiiJabMeLJ5cn8GHuPW3kiI0CAAAECBMYSmGyQ1+iPlcJh1o3WXK6L56T3yC8/sf7PL6YbL8X4juhdshItF233kmvcbfeX83ERcxMxpilyXOu+p7B1DQIECBAgUJOAQb6mbJ+w14jN5bqYmvfIr/vU+ubTqc/eczG98FD+Xz8XMRdtbpNc426zt9yPiZqbqHGNme8a9zymp7UJECBAgECtAgb5WjN/bN9Rm8ujca2eyG/6Hvmrnz6fzn/uSvrdzN8vHzUXbW6VnGNvsz/HDC9QU83UtNfhK8WKBAgQIECAwFGBSQf55sIaGQXYVaCmmsl9r7nH37U2HT+MQC11U8s+h6kKqxAgQIAAAQInCRjk1UcWArU0wLnvM/f4s7gZCg2yhtqpYY+FlqdtESBAgACBcAIG+XApEdAmgRqa4BL2WMIe3IXzCJRcOyXvbZ5qcVUCBAgQIFC3wOSDfMOtoam76HbZfcm1U8reStnHLnXq3H4CTe00f4b+7vp+0Qx7lvtiWE+rESBAgACB2gUM8rVXQIb7L7UhLmlfJe0lw1sk65BXw/xqEyUM9e6HrEtS8AQIECBAIKTALIN8I6GxCVkP2QRV2pO70u6H0vaTzY1RQKBHa+f4UJ/r03r3QwGFaQsECBAgQCCYgEE+WEKE002glAa5lH0czV6Je+pWnY5uBJqvjbx46kx68qEraf/r5+5AufnUpfSqR26mGy9dTg8cvPKj48P80afyuT2xdx+4DwgQIECAAIExBGYb5JvNaHDGSGl9a+ZeR7nHv6niSt1XjnfYnLnYO3gyXbznYnpyAXfpmZvpsfedOiRcDfJfWwzyH9kwyG/7/4o599amFqLH12YPjiFAgAABAgTiCRjk4+VklohybzZzjj/n2LcVa8l727b3SD+fMw+rJ/Kv/Q+Pp+c+v5+euP7I4dP3TU/k1w3vc+5hl1zmGvcue3YuAQIECBAgML7ArIP8tict42/fFVYCJTSbue4h17jb3D0l763N/qMcM2ceVk/kX7V4Gv/hr9+TPvnw8+m77z+7pOkyyOf4/xdzukepPXEQIECAAAEC4wgY5MdxzW7VUhrO3PaRW7xdC7v0/XX1mOv4OfOweiLfDPJ/8t6vpTOvv5Iu//LWe+I3vbT+pF8wzrmXrvnLKdaue3M8AQIECBAgMK+AQX5e/zBXL6nhzGkvOcXat1hr2GNfm6nOmzMHR5/IN++Pv/rp8+kP7vvS8qn8SU/kT3oCP+d+2uYshxjb7sVxBAgQIECAQDyB2Qf5k5q1eFzlRlRa05nDfnKIcYiKr2WfQ1iNtcacOTj6RL4Z5Jv/feHUpfTug2vpn3zj1qfWH/+wu6MOm2Kfc09t8hQ9vjZ7cAwBAgQIECAQV8AgHzc3k0ZWYtMZfU/R4xuyAGva65BuQ601p//xJ/LNnpqn8uf/8o/T//uHX1v79XNtBvnIvwSe03uomrEOAQIECBAgEFsgxCAfuSGLnb7hoiu18Yy6r6hxDVdRd69U457H9Oyy9pz2x5/IN3E3f/foWy+lV//hmfSxj/7tiU/kt/3/w5x7W5eDaPF0qRPHEiBAgAABAvkIhBnktzVr+ZDmGWnJzWe0vUWLZ6qKrXXfU/medJ057dc9kW9iXb4//kNfSen1F9ONxffINx9+t+nPtvibnzd/9vdPWGSiRGyLdaIwXIYAAQIECBAoXMAgX3iC226v9OZTo9+2EsY9rvQ6G1ev/+pzuq97Ir/ayZX37qV3/vnFrU/k2+58zn36ZXTbLDmOAAECBAgQGEIg1CCvERoipf3WmLsB7hd197Pm3ufc1+8uNuwZte9/WM32q9XkPude57x2+2pwJAECBAgQIFCCgEG+hCwOsIeaGtA59zrntQcok0GWYDAIY6dFajOfY79zXDSQBWMAABI7SURBVLNTETiYAAECBAgQKEog3CDf6GqIpq+x2szn2O8c15y+ktpdkUU7J0f1F5iyxqa8Vn8RZxIgQIAAAQIlCYQc5A3zJZVY3L1M2Xz3vVak9/YPmcm+HkPGYK3yBaaqs6muU37G7JAAAQIECBBoK2CQbyvluCIFpmrAu15nNcA36BE+iXuM5Hc1GSMGa5YvMHadjb1++RmyQwIECBAgQKCPQNhBvtmMBqlPSp3TVWDsOmu7/vHhvdSn8av8tHXpmk/HEzguMGatjbm2TBIgQIAAAQIENgkY5NUGgZF/abSt0V83sK/O2XZu7skrfX+556ek+MeotTHWLMncXggQIECAAIHxBEIP8s22NUrjJd/KdwqMUWt91jx6Tp/zc8trDXvMLSelxjtkrQ25Vqne9kWAAAECBAiMJxB+kDfMj5d8K98tMGRz3met4+f0WSPHvNayzxxzU1rMQ9TaEGuU5mo/BAgQIECAwLQCWQzyhvlpi6L2qw3RpPdZY905fdbJMX+17DPH3JQY8671tuv5JZraEwECBAgQIDCtgEF+Wm9Xy0Rg10a9z/k1D/J+WTfujdGnHseNaP7V1302RZuoWLZRcgwBAgQIECAwtkA2g7xGf9xS0Jze7XtSo//yqbenV+//YG1S+lhuOqfPWuNWyrir17bfcTVfWZ3rZunjNi//+l5KP39g7f3NcaqKdR0CBAgQIEBgm0BWg7xhfls6+/9cg9qh0T+1l67/5ul0/qcv3HVSH8c+5/TPdPwzeQyfI6Ynm658ml/QXf/Ne9Lp/309Xf/5O9LptH840DMcvi6tSIAAAQIECPQXyG6QN8z3T/ZJZ2pSuzf6zVO7lH64aPQPlif3MexzzjgVEGdVJsPngul20+fefOaVAf5Nt+7p6792Kp3+y+vLe5zhdkNHECBAgAABAtMJGOSnsw59JU3q9vQsn9b9vR+m0798e0o/WzT6b1o8mV82+jeXT+26GnY9fnuE5RzBZthc8jzZs7m30xt/mF7785R+1Qzwi1fcNE/lm1/WLZ/Q/5/Fk/m/uTFsUqxGgAABAgQIENhBIMtBvtmvxnSHrK85lefJns/91t5ygH/tz36waPQXzX0z0P/V4on8ovm//vpF03/7qV3brPDeLsVou1HbI1hulnr59ltlmns4venWPf79ZpBf/IJuOcR3vLfb5sRxBAgQIECAAIFdBLId5A3zu6T97nM1+ic1+oundYun78un8IvBPe01T+R/cOup3eJJXfP3mz74bt2qrNvXLqv2VicdyXG9zuF74ldD++J+vr64t9+1OPxXb0zLJ/T7t986M0wmrEKAAAECBAgQGEYg60HeMD9MEXA8eYhvnr6nvVsvtV1+ANbi/bOrJ/OvXbxHvkujb6DqXrPMupsdP4PhhkH+9ifUr94y0wzxpxdP5Zs/zT3e5d7ePUtWIECAAAECBAi0F8h+kDeEtk/2SUdq9Dc0+r/xjsMn8ashPh0snsYvXk7/rsVLbrs0+oz71yq7/nb+jTzpF3W3voFi9cqa5ede3H4i3+Xe3i07ziZAgAABAgQIdBcoYpDXqHZP/PEzDEobBvnD98/ePPJ++JvJk/jda67rCmq0q9grxx+1a/77pj/bhteTzj26ZrR1VrFtiuvlxS/sVk/jjz6JV3P9a86ZBAgQIECAwLgCxQzyhvndCkWjf8vv5EZ/8YF3b7zR+X2zm4aBL79lL33rM8+n777/7GHyrn76fDr/pbelGy9dTg/c+gYsf44IGKz6lQO37W7NMH/85fTctrs5ggABAgQIEJhHoKhB3jDfv4g0rNvt1jX62846yfXa0+9O577wcLpx/ZHl0L54UW969C1n7hrut12jtp+r1e4ZZ7bdbJ0Rt+1ujiBAgAABAgTmEShukDfM9yskDet2tz5GJ51z8OOvpnP3PZE++uLVdPHevXT8f2+PqN4j+uSiXi1f17kt95vqSZ1tk/NzAgQIECBAYC6BIgd5w3z3ctKwnmzWx2fbOasn8N946Gr6/qceTMef0HfPYl1nbPOtS8Nu+wqcVEdqrK+q8wgQIECAAIGxBYod5A3zY5dOPev3aebbnnPzqUvpDd+5P/2Xp8+lZ+897WX1HcuqrXPHZR1eicC2+tn280qYbJMAAQIECBAIKFD0IG+YD1hxmYXUp5Hvck7zVP7CqUvpwacvpssXXkiXf+lD7rqWSBfvrms7vlyBNnXT5phyheyMAAECBAgQiCxQ/CBvmI9cfrFj69PE9znnynv30ju/vbB46Era//q52ChBo+vjHnQrwppAoG29tD1ugpBdggABAgQIECBwh0AVg7xhXtV3FejTwPc5p4nr4EcfT/fc/1i69MzN9Nj7TnUN1fG3Bfr6A6xLoEuddDm2LkW7JUCAAAECBOYWqGaQN8zPXWr5XL9P897nnHxE8om0yUPzZ39/8X1+/hA4ItCnNtzXSogAAQIECBCIKlDVIL8a5jX6Uctx3rj6NPrzRuzqmwQMYGrjqEDfeuh7Hn0CBAgQIECAwNgC1Q3yK1AN2tilldf66iGvfLWJVk7bKJV/zC51sMu55cvaIQECBAgQIDCnQLWDfIOuSZuz9OJcWx3EycXQkXiVxS3RGmt8iNzX6Db0PWg9AgQIECBAYByBqgf5VYPb/Gft76mtsWEdotEf57a06tACNdb3UcPa9j/UfodaZ+h6th4BAgQIECBAoPpBflUCtTdste2/tv36p67Op9I1/vs25L095FruQQIECBAgQIDAkAIG+SOaNTdtNe29pr0O+Y9FCWvV+iqMGmp+jNzW4FbCfW0PBAgQIECgRgGD/LGsj9EM5lBYNTSsteY2h/qbOsbaaqHk+3vMXJbsNvU953oECBAgQIDAsAIG+Q2eYzaHw6ZwmNVKblhry+UwFVHHKiXX/dEMlrrPsfc19vp13GV2SYAAAQIECIwhYJDfolpLI1fqPkvd1xj/GNS6Zg2/6CntPpgqZ6W51XqP2zcBAgQIEChRwCDfIqtTNY0tQhntkNIa1hpyNloxVLpwyTVTyv09dY5Kcav0lrZtAgQIECBQtIBBvkN6p24iO4S286GlNKwl52jnJFuglUAp98LRzZawpzn2MMc1WxWpgwgQIECAAIHqBQzyPUqgxOauhD2VsIce5eiUEQRK+4VQzvfGnLnI2W2E28KSBAgQIECAQCABg3zPZMzZXPYM+cTTcm5YS8vFGPm1Zj+BVW01Z+/vH/RbJMBZOd7fEe7rHN0ClJsQCBAgQIAAgQkEDPI7Imv0dwTc4fQIjf4O4Ts1MwH1Nn7Cov17apAfP+euQIAAAQIECPQTMMj3c1t7lkZ/QMwNS0Vr9MffsStEE3CfD5+RqKYG+eFzbUUCBAgQIEBgGAGD/DCOd6wStSkdYauTLcl0MmoXaimgJltCnXBYdEOD/O45tgIBAgQIECAwjoBBfhzX5arRm9QRtz7Y0gwHo7TQSAJeJdINNicvg3y33DqaAAECBAgQmE7AID+BdU6N6wQcWy/BayuRA4IKqN31icnVxSAf9EYTFgECBAgQIJAM8hMXQa4N7dhMXMYWtv7UArXXdAn7N8hPfde4HgECBAgQINBWwCDfVmqE40podHdhqX3/u9g5Ny+Bo7XeRJ7zV9ltki9xjwb5vO4z0RIgQIAAgZoEDPJBsl1iE3yctoY9BiknYQQXKOFeKGEP28rEIL9NyM8JECBAgACBuQQM8nPJb7luCU1yCXsIWh7CKkzg+L0y9FP7XQfSseOLms5d3aLuS1wECBAgQIBA/gIG+UxyOHYjvWvDOnZ8maRJmAQGE1h3Tx1dvMvL87fd30NeazCAAAttcwsQohAIECBAgACBSgUM8hknfsjme1vDOuS1MiYXOoEwAtvuyS6BdvmlQJd1cz9227+Lue9P/AQIECBAgEC+Agb5fHO3NXKN/lYiBxAgQGCjgEFecRAgQIAAAQJRBQzyUTMjLgIECBCYVcAgPyu/ixMgQIAAAQInCBjklUcYAU1zmFQIhACBhYB/k5QBAQIECBAgEFXAIB81M5XGtXo7QNf37H75LXvpW595Pn33/WcP5a5++nw6/6W3pRsvXU4PHFQKatsECPQWMMj3pnMiAQIECBAgMLKAQX5kYMv3E+g60F97+t3p3BceTjeuP3I4tK8b7vtF4ywCBGoUMMjXmHV7JkCAAAECeQgY5PPIU7VRtm2kD3781XTuvifSR1+8mi7eu5cOfvTxdO7+a4f/u1pAGydAoLfApn9/2v671PvCTiRAgAABAgQIbBEwyCuR8AJtns7vpevpsQ+8J/37+/5z+v6nHkzrntCH36gACRCYTWDdcN7272YL2oUJECBAgACBagUM8pmnfsivmMuB4qT3zt986lJ61RfvTz+4fi49e+/p9Mxnb6bvve9UDtsSIwECAQSOD+4G+QBJEQIBAgQIECCwVsAgrzCyEdj2ctbmqfyFU5fSg09fTJcvvJAu/9KH3GWTXIESCCJw9N+ZNoN9kLCFQYAAAQIECFQmYJCvLOE5brfNS+tX+7ry3r30zm8v/tdDV9L+188t/3r5pP5DX1n+90vP3EyPeUqfYxmImcAkApsG+W2/SJwkOBchQIAAAQIECNwWMMgrhbACXQb41SaaD7m75/7HDgf2vYMn04V7Hk+/8+Lz6cLNy+nB89c8qQ+bcYERiCGwGtpPejofI1JRECBAgAABArUKGORrzXzgffcZ4Ddtp/k0+7P/9GZ6YvG1dG8/uJ4efeul9Nc/uZY+73vlA1eA0AjMK3B8kPc0ft58uDoBAgQIECBwt4BBXlWEERhygL/jCf2/+fDhy+ybl97/uw95eX2YpAuEQFCBox8ketKHbAYNX1gECBAgQIBA4QIG+cITXPv2mvfHv+E796dfPPXIkuJPPvBr6UcffMn75GsvDPsn0EJgjF8utrisQwgQIECAAAECWwUM8luJHJCzQPPS+vP/6mZ6/OlXXlr/usVL6z/ipfU5p1XsBCYR8JL6SZhdhAABAgQIEOghYJDvgeaUfAR82F0+uRIpAQIECBAgQIAAAQLtBAzy7ZwclbGAr5/LOHlCJ0CAAAECBAgQIEDgLgGDvKIgQIAAAQIECBAgQIAAAQIZCRjkM0qWUAkQIEBgd4HmszPO3fdEuvj0hfTEBy+lF24vef6PrqZn/9EPFz/72OHfXXrmlW+52EvX08VTZ9KTzfGvOZse/9ML6fKFF9InfnnZ527snhYrECBAgAABAh0EDPIdsBxKgAABAvkL3BrkF8P6Ox5LN64/kh5YfPjltaffnc49/GxKx//u0m+nGy9dTm/ffzJdvOdi+sli2P/+px5Mh0P96y8uf96s4Q8BAgQIECBAYCoBg/xU0q5DgAABAiEEmg/BPLsYys8cedq+Gu7v/rsn0kdfvJp+74ePpFc9cvOOoX05/C8G/a8tBnnfhBEitYIgQIAAAQLVCBjkq0m1jRIgQIBAI7B6af3HD54/HMBP+rtmkL//v/6DdO4LDx8+wV+t8+D5a+ny4qX1nsirLQIECBAgQGBKAYP8lNquRYAAAQKzC6yG9mZAv3jv3jKebX930iDvPfKzp1QABAgQIECgOgGDfHUpt2ECBAjULXDwo4+nc/dfW75kvu0gv+6l9cuvtjz2cvu6Ze2eAAECBAgQmErAID+VtOsQIECAQAiBbU/f1w33/+zeG8tPrD/8sLvF++ybD797cvFhd94jHyKtgiBAgAABAlUJGOSrSrfNEiBAgEDXQX71XvrmQ/KWw3tDuPj6ua/86en0sY/+rU+tV1IECBAgQIDA5AIG+cnJXZAAAQIEShBYvrT+i/ff8QF4JezLHggQIECAAIH4Agb5+DkSIQECBAjMLLAc2n//RvrqjVvvq2++R/7Rt5xJ//qhq+l/Lb5X3h8CBAgQIECAwJQCBvkptV2LAAECBLIVWH5v/MPPHsb/+n/8WPrFU49kux+BEyBAgAABAvkKGOTzzZ3ICRAgQIAAAQIECBAgQKBCAYN8hUm3ZQIECBAgQIAAAQIECBDIV8Agn2/uRE6AAAECBAgQIECAAAECFQoY5CtMui0TIECAAAECBAgQIECAQL4CBvl8cydyAgQIECBAgAABAgQIEKhQwCBfYdJtmQABAgQIECBAgAABAgTyFTDI55s7kRMgQIAAAQIECBAgQIBAhQIG+QqTbssECBAgQIAAAQIECBAgkK+AQT7f3ImcAAECBAgQIECAAAECBCoU+P9LZEo8hEY9vAAAAABJRU5ErkJggg==" + } + }, + "cell_type": "markdown", + "id": "1cff089f-7fcf-49e1-b09b-4873df72e53d", + "metadata": {}, + "source": [ + "![image.png](attachment:4f8831e2-3c94-4327-845e-6bd5f0309db2.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "d63081bd-fe79-4f73-b676-7fe40a29086a", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "3a98e7f3-73b7-41b6-aaf3-e7c5e11436df", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=phybody(x1=0,y1=0,v1=v,x2=R*cos(alpha),y2=R-R*sin(alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "3368233d-c5a8-428e-b3d8-e88a3a64c579", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P.add_weight()\n", + "P.add_forza(N1,pi/2+alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "cd207c87-9c5c-418c-821e-46d3cbc9df80", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{m v^{2}}{R} = N_{1} - g m \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1=MQ(m*v*v/R,P.fxrelative(alpha+pi/2) )" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "014258c4-3dfd-4c16-a2b2-e7e8a83b8a08", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle g m \\left(- R \\sin{\\left(\\alpha \\right)} + R\\right) - \\frac{m v^{2}}{2} + \\frac{m v_{2}^{2}}{2}$" + ], + "text/plain": [ + " 2 2\n", + " m⋅v m⋅v₂ \n", + "g⋅m⋅(-R⋅sin(α) + R) - ──── + ─────\n", + " 2 2 " + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.energia('kp')" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/6400 Energy .ipynb b/6400 Energy .ipynb new file mode 100644 index 0000000..5485832 --- /dev/null +++ b/6400 Energy .ipynb @@ -0,0 +1,660 @@ +{ + "cells": [ + { + 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8Q0H6N73+D28nzDypLVEwmVT3yMO/fVtfDGb1AuomWSfT9rvLJCld7+21J5/PxCpObHGeOuEXkVlY9WTZbeOQmF3lwuaCQPRxacqs2VbjzVoM55ZpyStvKfCPsyen5yRRMYZo+8ObqUYBdlbaJPVoW9eWzrbX07Jh9rFmbelve/t3hQ30z14rYXZ254bglHK95c8OONFvnX+zGPDhFmgq+zOlx7opbq6+uHRaejU5kkPJ2nzMU/mQkKfu1JKKnBj8DTl0Buywo+YGbSxK3V6w9uQIb2sugvuvO4LEUPGVrCCR5DTR4huDIrtHXU7kSky2hQx3rCCp8Tzht/rWoFNFj3l4llv32CZRx5Qkk6FFvphLukphCtTeH+StUj0SdSa16YnmVzHAw2PCrKX6i1WCLd5p5ePE63Pob/MVXSA9xX5tP6pg9cSNQKWS1NGYz8Qq3nqe0uJiwi9lu6FPybItZQ+sipeGbaRVdZdD2nKQSqF1L968/Np3t1NzklBBhtZt3+tMdnNMi1qYqRQBdlTaXHKaCvVYP0qu6xaFqiIQb0B6w+wohC5UZFUKO2jDbEqoid7ZS+ga/A11+ZlMdfSbOV5e+kwfNFg10n3dxFHVxE7Jz1DrkshgunLJ2Ki7vrMs6wJur0PtpPq5d8/KkaWCOSgxEKXMu6wumtUWjaqYqrPG1Kh2xW2nNagqqbxNKBShsrzZMUwaZRzDw8kTkosWX9aSzEtyIuM8WVOrZ5gKunApPyGhS5H7Vt8aXF761v/XCNA83J2mlD22SdQxJTnzdVYR+l/yRWkFCnWxQRMc2f1KDuEOnoVrn8j4Pn88bUudSW16DQzw8GiLqyO9Jaok3EGn5h7rUsgidTZHElWtSbX97jJpmW5b8vlMrOK0FhcTfkm3pfoqZ09tzKh6SdklM8EVZ9b8+nuEIFfaQnp10g1zrUVOUiuoddv3Asy2Ww1oplIE2FFpU9SjRV0PZHuF1g2ze8ttTW/bO0RXWM8kuoa+zsBA9Js5niLsyFLJqClAsB4ZD9WNVKae1sWXsZdS7vg802ToWYOzhSnsFAl/ehhHS2xWrVlv+4K0aOWWjaXP7sxE2/X0mbUyLdu+nRydVIlmQYAw90yFMzA3znFPbGVUrwjMI3PiEMDcMfmW+LK1/dnHLOBW1Zdb8526EcKUgQABYozxKLdZIjXGYBZR9i78LXuDOxmnaj0L4OSYfEuc57Y/p5gF3J3bpQ1Y/myyQX8oaw5BgAAxcI417kdfUiPVZo9He8GhaW6vbi7oDeDkmXxLnP+2P3+4qEpz/I7fX394xe5DGvwAgfkDAQLEIKxCI1sp5zbQShaO8yzW7+0FOBkm3xLnve3PLxUHRChekk0LQ4AAAeph5lgRHEU+n5ijKsLN1HjGMI1MviXOfdufX9ZWXoTnS8gZIzh2ySBAgHqYOdbYLbrsTgM4WSbfEmn7AABQAOcYAAAAAEAgrAIAAAAAQMA5BgAAAAAQcI4BAAAAAAScYwAAAAAAAecYAAAAAEDAOQYAAAAAEHCOAQAAAAAEnGMAAAAAAAHnGAAAAABAwDkGAAAAABBwjgEAAAAABJxjAACo4/DK549PfXPwVD6+tLSWw9OHf5xSX9Gv/ftybaxQUwCDgXM8LJgngJecuTICTx8+21Fve//88MxeeElpK4f7dx+v/XgkH0YHF8evDy6H/+3azx0pae+zg/e0f//4vYfHcgXGCgKfDnCOh2Qg89QdZZFPff7HrZe7G4MZYv409sSNwLDs/mk9vIX1ZfM+/ezuu/la87p7KNf70U4Ou/sXH6m3xZtXN15cXtJXxq4Pxz/8anK4+sqa+dyNsvY+ffLPA/PHg1+PmPTpQ6KtQ+BTAs7xgAxjnrrz7OALbZGPvnvCiBPGgl0pbjulUfutOdTYkzYCA3P8ZN+8b756wbxH6aYhw2Dd4tsH8tHyaO/KAG5pKzkc3/rJ5GFz+ZrypF9/ZUv9PXZ9eP7bnnlfOX3OvHeiQnvPrb+m868c/Y+Wejz5ZaG/rUPgUwLO8YCIedp6e/FkdPqv/+yI853XF8w7wLBI3/ngz+f2cxr135pDjT1pIzAwUpztjTPmY5RuGtKf41vfOLd4dWX3xsYL9bJTtsPQSg75m42Sb78/Zkfn2fNfzPvWG6fNezeqtHd56Wctz7Pa0YcIQ9g6BD4d4BwPx+6/ekHq5Hr6p3/NzfQbTCeu72zXAdd+aw419qSNwMBIcZY+TJ327KYhPVGe8e/XrT96eePFJ84NXfvfzdXRaHP16/5ztq3kULh5bUV56gPkoRnxvRY/Xu+heHOmvSfAy2Tr5p0Td47NiN8Gh6VtWWi/bNc6iZD05Jz2lw1orwyk46Li0nuy2WJCYjwhIqWzemhffpl4HG3BBMblUsmQvrNlB1z/rZYa20oBzL6iCZ0SkFFvBELGl7eoiNo1IilOekhANw3phSqR9Yx1gG/eB1249snGi0uJc95NtJJDa6ENgVO8lJDoWh1I015LO0WqouMTKi3hBGnM9mC2rjsnLZ/5oadzbK18RTUUu223ATPXJeiLMuLX7O2vxTdPuGWLIFbdd+cV/U1SElkpSvHyLZIT7S/YxA5ltLJKsxc2MznhpxrlhlLbfw29TapPubqoiqehpKn+ZZI+VzFAQzCRlMHO99Ev0ocN3ha03TcbiTQ7t4uyuv/YRnO225sV/1aKxrZVAOmljp+k6nCTkqRTbQQKtM5bGlERpckwVKEvbXGSw1gTNGQYOXvu35USbV9OX4ZOykNnOYgO1N7cxhzpKpM8NNsZSdSHRPtdiQV726gDZe21+Sluaqx7iOS2KquSH1feNFUsUmsJPQ2ytf/qp3KxbPe3ddUCTyQuH2hBd+fY1OKesfKandthjR5+aWpIIm9UnX21bwNu9KE2viHZizZEzMaH7T9P8ZwyTGv03XnxxJyUJLQ+ZaUYjY6uf1U/3mpKTnZs5KK1OpXx/gPzleKZQTJgzeVN9kRb3JYRMcrZALeiOEmlzrYOuH6i0tyktuSu5eqnKpGSVviXClPesLAJ+lxN74agvlKIpLyx8fO7VdNyTcqZJEPxM/QNb+r16NHRb3/p62Kvs4cfXLT1bl4V2mVI+FayxkYzr2u53fxTjoiSWD2PeCeGKiPQPW/p6SaIKEEBbIqhCu2Yv6OBtqkaEpFza1S6NsWt82+mxi0k5aGjHBQ+S6NHe14CWe3HNK2rnXGKp1fzTTvyuxL39v8vdLWbdKCsvWIeExXJHbNQGvWpr4S7JJNUsYSSRrMlTKrZHp1aQ8EHs3VlgScbgah8oCUdnWOlDXaAomO8bqxu26uecHOAaxj6zqsrZhum4vjW907PTIiYLOikDc016k5nO5RlVHqwe35RX898r4QkvD5trhplsj7BaOenUk8WT06CjYJorZ5lzI0+nz7czwasgt8TbYPqJAPGgqsWlQ1wi8WJltpVnymLbsauzR9d/94/SiXhLFG7/eBty9VDjPH6FaHlnibbigPi+lxD34ZweMXn3/y3mrhyxmXoOnW7RXphfUX//dbr5n9NdFsltN9K1Nho5p3CVNAwhemIKYkcbuW7fFWP0u2VZ6GqjEDXvLVJN0FE8UbkW/TSPdOz3ts0l5PUoAGnIfHG2BZxJVWhvq1yApzLEjgWSXnoIwfn3OSR3XjR1DvbmUzxntt2ZO2AzbnbHBbVgbL2ls1j00POVUcqH16xPqWOezl7bTlFFcvELGGybLt2at2yrWhl64oCTzYCaT0FtKGTc7y77z1j476cfssoohm2hix+vD6yKiV32m2Yl844l8gdVuIfGB+ai/Zsjf71tiM/PJIuJyGJQJ8kLm3h2vtmOJid8pianG97nh5lLOO6gZDdv+X5W+aBkgFlwVXLDwfQoZOkSCm1RbVq9aisGWvcPffv5pLounwTL1cPMSaU1NVa+DSZ/1h97YOi71Krz/L/WsbREBRDtgVbEVvnV+za9IVLqoORdepz757V/Y3roVUqpvuxr5W6k63i30rT2Hjmnx19Z+QQHgggXVec9Oaghan9LenpFUfXv8rP6JSMQL+8WeLpRkWUoAC+CpRHKHW69oYZYnkTV0+ChqTLORmJTqk9CKIUJJCSh15y0A/8qEIIppdMl0B7O+MUb+e2yryOvS5PGSa0o7L2Fs1j5CH20Dq34mRxPYX1jFNUsQPpsu3YqTVneyhbVxa4I8H4wNB0cI4zRTRtXtWodADZiFN2zi6MnhiVKu4XdsNrcwykrnLzwBZLY2o0/OhAJRF+JW8K40m4MZlzLnMUF4ZiyXn87EL3MjpbnOGyqvEtVsKb7FGaCivz1dfWrcxtEy1NOSSVWh71ykgsgq5BWUWyZEfcywDdTU400alc3cXYoqR+ckvjUgynBCL6XE/fhiDDTrNEW2sKh2sLS59VzcBZ3JppKKs4Td9K0tgEBZDnrHwaJFHTPIskKYln1/aI2vlwzeHgToVnF0wx9shbRiTdqIhSFMBWgUpCPMLsW8n5bKjrdnJOw8V31ink4R0zNeiDBFLyMIgcDIEOGNqYo852RhPEXjsJ6EmrhHYklLQ3k3DsIcun3zHvmVvpAuRcrtKzUaDJEraQbcdOLSnbvW1dWeABu81GIKmngFa0do6dIi7dcwNZiSUts3r8na7O7E7BOdOmIiV+XOlK6/iYzdXsK24pXExhPImcunvcpE7VJEFDcgpRa/fFHmV0i1O+z7Czeos3z+sm4VqsGL5sTG9zvvLfHZeWbrdirfxQPqnU7uM/X5hH6YWkXA3KSrGZZbTr7wkRY93K1V2MSSV1jnhwsL/MW5eXQer1OUr3hrBw7ROx1C6OrcbwDdMWmn7goLVLZ2j4VpLGJiiArcQgUDKTQIw2RmBzdMf0iNLNr71qY8lyayYFI9Arb45oulERtVCAQA6uIaRTX9dt5JyKC+KsU9riuQEpeRhCDiUdMLSRQHs7456Tc9e8y6glkNCOyjmXx/oKjT/kzIc2kEO2cBQC5FKeUEeDJUySrfvYqVNLy3ZfW1cWuCdufJJ7CkimrXPsl1//JyapsHfKIHW8d6QaW3ZnHWoAJwtPx7e+iZ0bkC39hLbDxQPVTX1VJOGWpHM+kG9mzuB2S65MqzKK6vvtUMbGqZa/bhatHv2rld6a/mBGSlrmowN1PTCRMqB0rSip1PIoU3264DaGSZbM1L9tbyFlL88H19KpXDlaiDGlpOEuFotbFcnTTp8DhmgI5jiqLKxfGT4XbTZUW3Cmv3FlszgPl0bTt9I0Nk+FiKQSs2WrZ27fjCISEdimOdTks3HNpE/euqYbbSO1ChBOvAUNIR5VaWmo6zRjOyA+AjULjkrIwzByqCRJAp3tjKhKrsm7iLW8yyhElcTgHltD1UMubJhJTRMq4Kbh6738tGw46ixhm1Y8SKdWne0BbF1Z4M1fzBuB+p4COtHSOXb9sZh7t2mgnib3UY2flJK5ICGlZzoSKOtIGgltR3Caj18LE1ol4Z5TsToTTU7sWolOZQzbjJteVVlaXvxYXz/44uFxaUZKWqYmtz1FBsEPfvy7bhzZUGpFSaQHF02NF68nBQ52KJfQR1U8dSV1z1GP1dFgW6sNlrFJnxvp2RDOfK1ukGW44g+QjqMtKPRu7tIZC21lbqn6VjuNjWbedjB6xTMLy+tCSUncDKWiKp/hmkmdEeiUtxbpWqIiqr2hOGWo/qVDV7c3k8e9AYka0mx2+qD1Ns2jLeZhCDmIDlRNHxZolEArO+MG+ZkdsDlXFB3TBiUpaa/TwJIMmzTNzYB89+SgOI8WENXVeposoadZuzp3ainZripFoq0rC7y1EUiUD6TQ0jkW82HCktwsyPZlGaz4AVBG5ayAi0zaeexOS9F7MI02R6OsJAN+zKQUVLadKsXNvhtPwo29/AJQ9hwfs5WcXJk+ZRwtfPC2Nscqb/f99KrOkmwyePDj7zY6KjtpPJxEzG9WlaG8av/6bJq0UnvCrLoSaYLrpWCJBtqXq7sYW5TU6K26QR777dv6YvXMXOdZrgEagp8SdvIZqi24G7L2q2/Qj8pGKU7B3D06rfjKXcO3EjU2LiLfwfzuVjyzqMH8ZFKZFCWReSn9WLsXxyHTS3v7a7WLmH3ylpxucv2mqZlspVcS+PQNc8F0wMrjjEzsNWlIS7OThPMP7IqTQQ8/7HFaq0vbJsVgMaRtHjrKoWa2ta3hbWVnnCgEfxhCEDndTgdqSHqIi6z4cV9b+JxLN1A2lPRylrCtbIOEXH40wfVip5aS7f62roJuxqcgH5sTP9PR6uNLzSk1EpI/U1A6kZ/8MN2wEqhtjWqY+ObP7y4oI2XjcuxH/Y88/oYcm36raS3VX9RWoNgM4kn4pbeM4nPaJ5f9q3MZNTk5h8llolZ2x54po3FlqXTZlUHXxsImnVBqub/uepiuwmc1pWhty9VHjB3q1ybtMumF6W+r0+c6ol9sLF0gk4ByrvIUy6hoTEXjajxHXpcqMpMgjfpvJWtsNPPGG5AN4O5pcqXy4TmiSuKUoaqwvnTyFZfV8Ald89Yl3TyBiGI3ZJm0SKK1rbWSRg1JaIytyWUvwyT63JQon0Q8D/3l4IRQMJKKNuaoqtIbqRBFdtqGJVlJfK4qyhJ9iCYoaVnJk55QpEK1FNnDE2Tbs1NLyHa9/rvsVTb5wNadLgrcZaNKH3xyqkQro+8b5OO0Wh7b6uNLTcuZ4+Wlb+0RqgolPom8ccemuDUFf95h3ULJuXfPylGsgjlRsql5CDIuX12UUCGjN/7MqZB4Emsruc2qSjtLz2mRnJQ0C67vXEbN8tJncrimylgYNLZw7ROZp88dYGRjp2pCdc2xXC7phFLLcLYUrCbPKbQZP/h+tBf/NZC25eojxoSSqoe7Q0xNzdqiSZhHNpMa1ec6Bm0Iyghq+XvzOmBbuHDJb+YwaFkV7Hh2RpXGtP2E/rv+W8kamyAis5JoXpJnmaopnhhQQVRJRBmC1YwMG+SnXvKVshHonrdW6cZEFLvhzNeZEPS/pI6y1qouVuhVnkYNSWiMrdEHnPkIS43Rf5OoO+UtRzwPg8ihhhRz1NXOaFEEDzdyKEZVxZWkqL2y0BeGVSQ0RlVS2S5W2bqTnhChaAlTZNuzU0vIdn9bVxJ4GyMQUJCPnVn3c8+tPr7UtJw5TsWOP5QCFZtoP2S0pBp/ZnbHSJvk7CBPNYnBxltGhkM+cGzIyLg4KK9hdsqV0Vmfx9QQFBNuC7OETPNMXscSjMCJ5e1lws3zJVqkIZGklX/WzuGzjM9cJDBgF6Z7hNHJlGIo2nVqMIeMyTkeE9Z2xFYkB2PCyQGkg3LWMc3DBoY0E2H4qQoAeLlofc7xSZK+WjoIE04OIB2UU6N8zcfFYB53IFfVWuQkmea8zTv2J+XwjAGgK7PkHLtfoMkfmT42JpwcQDooZ8ajvWBvtdupXQouPBmmOW8AAFDDLDnHbgdS/AjJQZhwcgDpoJwGt49TjjRSLx20MBoNf3pue6Y5bwAA0MQMOcfBgdiTYMLJAaSDcnrMcRDhXvUp2kMzzXkDAIBaZmlDnt0IPLG9LBNODiAdlBMAAGBMzNZpFQAAAAAAY2SmTqsAAAAAABgnOMcAAAAAAALOMQAAAACAgHMMAAAAACDgHAMAAAAACDjHAAAAAAACzjEAAAAAgIBzDAAAAAAg4BwDAAAAAAg4xwAAAAAAAs4xAAAAAICAcwwAAAAAIOAcAwAAAAAIOMcAAAAAAALOMQAAAACAgHMMAAAAACDgHAMAAAAACDjHAAAAAAACzjEAAAAAgIBzDAAAAAAg4BwDAAAAAAg4xwAAAAAAAs4xAAAAAICAcwwAAAAAIOAcAwAAAAAIOMcAAAAAAALOMQAAAACAgHMMAAAAACDgHAMAAAAACDjHAAAAAAACzjEAAAAAgIBzDAAAAAAg4BwDAAAAAAg4xwAAAAAAAs4xAAAAAICAcwwAAAAAIOAcAwAAAAAIOMcAAAAAAALOMQAAAACAgHMMAAAAACDgHAMAAAAACDjHAAAAAAACzjEAAAAAgIBzDAAAAAAg4BwDAAAAAAg4xwAAAAAAAs4xAAAAAICAcwwAAAAAIPRyjp8+/OPU54/Na/++XAOYbw6vKIX/5uCpfASAmYYWDQBFujvH9+8+XvvxSD6MDi5iXGaYUvfw7OA9M+x57+GxXAHD04fPdtTb3n+79jPMOnOl6mPz8+bXILgW/c8Pz+yFuaBjfZX1h5HDzEIn3o+uzvHu/sVH6m3x5tWNF5eX9BXchbGhxiGnPv/j1thsd9nhe/rknwfmjwe/HmEWA45/+NUMCFdfWTOfYdaZJ1Uf38htjg3C7p92imdhfdm8zwXd6quiI5jgXMC4u7meTHn2ytCJ96Sbc3x866cD/b65fE0ZlNdf2VJ/4y70w8aoVAzynh18occhR989GdP4r8LhO7f+mq5TNfj5aOmcuQKG57/tmfeV04hlPpgjVR/jyG1+DcLxk33zvvnqBfM+H3Sqr7L+DK9RE+vmahNq5OR64eGhE+9JN+dYXITtjTP67a//1ABl+30qoA9ihh78+dx+zjDiVbzz+oJ5Hxypza23F7MaXF76+cbGixtn9eAHPM+e/2Let944bd5h9pkfVa9qyEMxtwYh35fNDV3qq6w/g2vUxLq5+oSaOMFeeAzQifejk3O8+69eahktfWiHk2srL25sfD34ZMXLhTNDJa/r6V9jHqpKbc5Usz8pxEQufryOrGDKoCF3oNCXvcyU9Wd4jZpYN1ebUCMn1wvD9NHFORZFmeI4iuAYjcdXZiIUWsxQhdflQuISzffxrW+k4Im7KFyzH6R7aJ36oIw9dSerYcITG7X0ZCWZzrTks7nJm3jB6n/VMGS5YqkPk9agDTmV9oKdLjr1ZZH6qlTF2vX6WuJaMazwy/qTplFmx17icVWDdXMx6hNq4uR64Wmib+bnol/TdHGORVFqwy5ta7GvYgB70Ua4DZXR1pVqXHb31W3BMRqjX6SFTzX3H5sY7gavK8V8a2H+ft2MfTV7+2t3D+XveqQ2g+eLctvvSgVV1Y4RdVbFnVIPyNSm0KKSdKZv6kmIrHx4okigrp3XliiipRMpS207HajGO7f01kSavDbHZvewZud2ziLlVN0zpPybUtcMl1a5ITuaDHKOrI5yMqmWUrRoQ1LflNrjfUqlil9G+rISzfVVq4puvT7YGhVmo9gi4lrRXquFWkmW9adeowLEoTx+klD7w3RzQpNKxBOq4gR74aK17E1OB6Rdj9+kT0W/NhitnWMlIGmTj/aMXMzLOwdaOnumtViOrn8V6u7hl0ZwEtOjbv5q34by6MPgmiRVYVwUxr4EdkE98LbR79WVXR1to18/vzvUktDwiAZ/7s3cwUUvUmnzbr+ImO9s4FW0CErzrDBt2e0RIvvPY4MzeX4QVSaitt91O15Ltk8lZ0Vt6Zi6YOSQqc3O7dCyJ+hMv9STcbLSi26mIrwE9vb/L2/XmkrUrKWRstguobd/Wd9OB6rxzi29JbEmf/+uMcf6v2/eXFUXjn77y/5HkVN1YVD5N6Y+rN6WG7KhvqJzqJyocmV1pM276wWrpBQt2nA0G4eWzUHf731KpYo75u/UgOPm+oqpYoaRdpiN3EGoCVrRWqsNjZKs6AgqNEqrU+s5vyG7OUNdQRISqmDI7HVs0WnuTQttH0cnHjPpzfrfUTInSVvn2Ak9j+zG89LZXDWise12tPOTa0vhfiZXMduXN15cXTHbKhuQYKDcEF82kHoOr/jUP5mD3YF2BUcKbsy3ahvZwCuTqub41vdO80zZZUUsPiMizw+iynKiPlcdbXZ4RRrG4s2rZ68td05do2yTHWtqTbixum2veuI60yv1NnhZPbcVsXX+TaXn9zb1xXAPR2OJmrU0UhY5WcmbOSUQMeJt5u0a2+kwNd69pbci0uRVRZgOz+7XXlhf0X+/9br5n6ZsVYaUfyz1YfW23JATDLIl6+eW7unbChpbllK0aIPRbBxaNgdlP61HZYspLTc55831ldb7qJudtK312D2/qK9npyzHtaK9VmuaJVmlP+Ur7pSqCjpHmrXq5jSxgtTRLWBjor1w7s6ie9NK23MPnIhJ/7dPvzadtHWOF659JN2bUU15md14gXW4ZAfiC9feN+OD4imJix+vj6yw1EP0d+22SvlWFa5iwiG+jIdWX/ugY7M8ec69e1YL0HkMoUhf3FjRa/dScGX71Gg1nAEK7alqNvumubpDW3b3xXxEZ0ScYDMKorbn9OWnhe7ftTmxjapH6gp/s9WE0em3TP9tZmdDanWmV+qtcJLZua2Kr0/4rp4WSi1RBcll0V2R6iSCsfvR9a8S589i7XTIGm/f0odEpjq2zq/Y/doXLqlmpfMvlKzKoPKPpD6w3pYbcppB1qXwt+VtjkRelqQUF+xQeJlEmlJKdXj7qTxjU8zRaO0N45imOXb96kucla3Rv96ryFsPyUNCKq21WhOVZFl/Kq4cfWdKEZ5MJV5OI0N1c5rGgsQTqmJ6euHwznr3JkHbCw+chEl/Vf5fxcC2blJ0iTk2FEfbblizeHOrXGA31pHN/gujJ0ZYm6tGvxOQL4aDPzeHnQ0+pJ2YeI9ER2EqcKseVUNbW/DV19atxIxG+mbscKIwx0773m7r/Jup4g1rsyDq5dPvmPcseEh+/0XlxFrkPqln/bfc7OxvNl0R0Zn+ZU9GcqJxZVcc3jHScN1MtEQNWtqmLLvWvmgfXZaoRgd3Cmt8VcTb6SA1Hqm1oWhq8q6kS59VjmEUBVUfVP6x1Mekt1lDTjLIzw7+z/RSqoL8iOX+A9Pp+l65KKUEwQ5DgnHwxKvDdc9XvZPkqiApzjVaX0m9z4NHB0qYYS3n43rjWtFeqxXpkix267kr9smrK59mT06LSzb07uYUSQVpSqiek+yFK6rMPa1ybnU3ZvwLD5yESR+oX5sm2jvHTkb50Xau/B43rMzfvHr8na7apXvJE0gSKR+e0777t1XTYBZh4donsm6og2D0csNsuMgN9sWtPvx3x/Rhbqxmdd0NBJ2BMHop4fDqzup5zQKl2pQUs8yc+dCGDUg4lP/9l6J56pC6N/ReE6RjLlOnM33K3hI/R1LVV8k0W0KJ6rU0vSybozvGvohpW3vVri3mdj9Uk9JOh6vx9i29JQ1N3pe09scdiqo+pPxjqQ+ut8WGnFLRwVqnryDXa/peuWQQ4oIdhBbGoUV1BNJwPUgS8fpK7n02V7NvuaVzieuNp9JeqxMlWe7WS1dsL5wLQS4t/TfQt5tLVol0fz3kBHvhNPfGkWD8SzowAZM+RL82ZXSeOS7glo1ydVlsyVJne0dKobfO/y/ZtrqdAdnD3QiyiKqhjSAOSVVSm1jMk8FNPRZ20hikxT46UEYh8MlklFbtDOnlUbvkpPcNtN0AKykGXNiwS7F6/chNwNS7Oy1S9+uDThN8xxzQTmf6lb0ZJ5lwzkaK4DrdpBKlamlVWZr1IYx7riGpnfav8a4tvQM1wnQWuWHlrqzqOfrIPyH1HMPrbUJF+0z6VXIfoxx8sSiltkXrSFJTalkd4SR60IN0CHysrq/6dp2FKITtyA1O6qaBy6l00epEoxRFeuFsjvaZ22KliMuwfzeXWJCmhOo5wV441b1J1XZ/Z8BETHr3fm06ae0clwYltciO2up1vS5Lcq5ZKpnqcJmtVRsxVubM11kI0cz83mPFWqFrsZrVlW8zidlNGKMHP/4dTk6o0ZhSO7c8qqSk5V/12AypzYzCtlyDjE2VJA+K5imgdequw5B7XIx/PU0606HsLXEmLCu76GFmZdqVqFZL68viakdRpQ/dNv9WtNMha7xLS29PapPXG8Blr32VqhvGJ/8gdSEuQ7vtJnY+QKkhV1CsaJkalHVznbdAXV0eaqVUoFy0xJxXk9SUkqujNK1uWu7i9mZdD1JLgs43qWLYjlx1qGcWw2HTWlZGk1anGaWy/tRplPUF9eJ4FvPagqpSpHVzLfuLBnE10D17jrZ153H3WOUsuzfpxqeqzU7OpHfo16aU1s5xeVBicMMXP2/vTmF0QS156leFGjDNUmSqxh/fvq0v1syW+UG521ZSjc7nqcyCN38cD67NuwGoTdQsSbh/afcrvwNUBoJqcHb30EcU7Tx25/Lobkmk5MaXfXCLMj/ua18w1zKzeKbWqYd9s/qKMbXbl2XcWTEcr9SZsZfd42yQ4PcsB1GMbUtU0NJ4WdweZJWo3dngkK1Fe/trSl3r1nM1ie10uBrv1NI7US3MTOw6k7qwtVNKA8o/mnorGSr29r9MCCgPSDfI+nA3ZeXMf5Uy+7XRGtoKtnXODUlNqVtzkJar5PDpG+aC8SqUf9k0idWuvkq9jxTH91ZhddhZNEM0lbbCV7Q2SnV4X/B3tzieaUt+gaKK/t1cYkEaEmpgCnphk7RKV75Scm96Gv9JmvS2/dqUckr58vJnEq7y3JEcGcGSnEM1npwhVsNNG3Gydf7NVhEn/ouCTT1rIcq+uIzlyZmeCtzhPlKc5o9joiLnIh8n0spSKGuuzeum3klTlI/F/Ev+rsF90ddUTf0GlVvOTMfUXfV5CvVohRDVmc5lb00pw9pc3ghmfeIlWv34170GLY2UxT2/ShQ+lWKjK5LQTjX9ajxaa0NQ0XAUPrfSQPIEZalQ9QHlH0s9XW/FCjVL0j0tqMqEig4y6f9lk/MfK6QULZojKefVpBiH9aPk6nCW3CFfyaVSFE6BxvrKMhbiZVL93aoUo1rRWqtTJJmZ2SxLFRrlO8QsRbkSZKCOChFJLSR2c1vPUwrSlFATvbM3QC/ssHXnKk7SbWF83MdBO3F/Q2MGcvhUOkvmZBkq5liNX1bcxkmDKnnpcB9/3l7bufRz7551Z1LqupGD9JYXPzbD1mzUmKG0RM/hl7U5j51f8UOx5o9jIjsdT6MU2h+dbU9gye8O9pgTfGSRQslHzssUzEGeCZrnasRvelj44G3znMIqqov6r8xMx9SXl7713zKlNpXlTptyShLVmc5lb83y0s+Bhms9DD1jRbxEhfmVopZGyiIKX7kYYuO91KvY6IoktFNNvxrv3NJ7UBTmhUv5SVBd0tAgVKj6gPKPpZ6st/ILZJHolFJDTqposSFBtt08mY9AqJBStGhCWs6rSTEOLarjzNeZKLScxcAuL30m3Yq6WNUKAtrYmaIqynLr6qK388Z6VKQYTaW1Vrczs5n+VGiUXTE3L0lRtMXM5kbo3c2lFaQpoSZOtBdOcW9aaPtYOvE2Jr1lvzattJ05doMA1Sa7lM0ONJVoilFWcDLY8aiyBeEQsxI97hydRMWhMydErxqn1vqTzcdUzlrlSG/IjYh57/ucNjmff0QaVVNuU0NZfxI0aiBtgUmBSW9Da+cYAADGTM3a6CCYBdYqt9Ul2nHuwzLOnM8k6bEHs8UsOP0AXRkurAIAAIbBLZWOw780K8U7t0tb0IY5pm2cOZ9FWsQeTC3KD3586q7bUGVxB+RVLfQDzDw4xwAALxMufNOcPOC3tx9eMTt+RtO9hXzmcD+9Fvy+xozyaC84uMmdSJD/lRmAuYGwCgCAl49g93oAYeIDIwcazHyQiQSH5FlsPuIDYHZh5hgA4OVjbeXFjQ2/TV5RcQAL9CX47YbZxhxVEZ5/gmcMcw0zxwAAAGPBHunArjWA2QLnGAAAAABAIKwCAAAAAEDAOQYAAAAAEHCOAQAAAAAEnGMAAAAAAAHnGAAAAABAwDkGAAAAABBwjgEAAAAABJxjAAAAAAAB5xgAAAAAQMA5BgAAAAAQcI4BAAAAAIRpdo4Pr3z++NQ3B0/lIwAAAADAeJle5/jpw2c76m3vnx+e2QvwEvPs4D01Uvr88XsPj+XKDFMe9U3nOHDORqel4syVUgEAwGBMr3O8++eReV9YXzbvPbh/V3WBf9x6+ZzsuSn40yf/PDB/PPj1aNZ9NTfq+2/Xfq66Mg1MZ646UyH2OVIqAAAYkKl1jo+f7Jv3zVcvmPcoTx/+UT0J9Ozgi0fq7ei7J/M5PzQ3Ba8tyGh0bv21Lf2+ePOjpXPmysxy/MOvZtS3+sqa+Vx1ZRqYzlx1pqI4c6RUAAAwJFPrHD//bU+/bW+cMR+jSOf34M/n9nPGX//Z+aF3Xl8w73PG3BS8viCK5aWfb2y8uHH2Wu9lhJNGFHvr7UXnkJWvTAPTmavOVBVnfpQKAACGZFqd491/9RroaOnD1Gkr1/m9cdp8zHj613xOGDvmpuC1BZkrRLGDEUv5yjQwnbnqzJwVBwAAxsmUOsfi2KUv6Urnt/jxerHzc7HLiX728a1v9B4d/ZqJrUhzU/D6gjRggqr160pVYKyN02i4oRO9BOVGLFmllK9UYTaTfb5/Xz6OnfpczVoDMaQJOZGIBMajdQAAMDl6Ose2zx6mG/COjnICvrSO3crpxCXd+48PzHv97r0UP1vvXv/9upm/1Oztr909lL9bYyUzyGa4JiGPv+AnXxDxNop1oX2UizqoWrNzO5/D3X31lbUf7fBA84u4R7UUI57dUQY5lzRVQ2pLKiOWoFLKVyqQkcPxk1gtREtRvKGG6lz1aiCZTMrqlJirpDqqolwc+yhRKnlO1UOMImUZbpZAe60DAIAppLtzbHqXPbtYqdi5HbovtiNMn+jS93tHZzQ62DF/RwOOpYfLvntw0Xy0L+OXuI194mdnsz5F/0x1e1/t6yDd1ZXdGxsvLi/pi/vP+82NZZvhnOtfcAucx1DjZNQJeeIFP8mCyFaqfJbu3zU+is7zmzdX1YWj3/6y/zE+ym3jatsSmdfP7zZPSB9+aXwaiXhWT7Ay0RxctIVK05C6khqkUoLI1/IV55B1mZeNlsIFdufPZyidalKVqz4NRJcok4mqrOtfhXqYmKuEOqqmQuyhUrljK0pjD1Vkq0iWZgmo/LTWOgAAmEY6OsfKA7ATJNuXVR+wum2vOuTUJN/ZqE5F3J2CR2VRfpXtOJfumR7l3qa5PFp863X7RzfsEqpEsho/WyWUzfrs/BQ6H8e3vnfd3id667qswyZPXRd59vwX825iHMM5zqPr3/t0fcFHo0d7RZ81JuR6Bi341BQkrAv1QJMNe87AwvqK/ttpy+EV66Nsrr4wJUrCFVNHPDuXSOf26oo50ECRpCGxkkpZgsjX8pXjWz8FDlmO2LGG8VJUCFPdaU41CanKVecG4r1GVSO6gdvBTKiHabmKl66OWrHbFM9l10MOr4jzvXjz6tlry80S6KR1AAAwlXRyjnf3vQfwtXZfTr9lervSVirdlyt3IZjgObr+VWE6Wflb3jNesae2rb2xaN5jroDq1d49q7tb1zsaj8S/zNOkQ1Wek0/IEfy8yNOH+8Z3dIc6+QKmnpVRh3LvVLrBOqzCnbR6/24uP8UV2EYhT7zgJ16QMEsyg7h1fsWeM3Dhkrp5kDMHFj9eH1kfSHJrDzS4dCZJUI0l1biyZFRcOfrOCHn7/czHEj8sldpSVAnTzZuuvvaBF2ApVz0aSOA1qgxoFq69b+Zc/ZHDibkS6ktXR73YJcXXXzHqFyw+ZFptPePxmQgAAJg6OjjHWW9nPICsOw8mZhzShagOxq1Cjg7uBDOLWZdzVTxj5S7LimdKsKzBrYraicY89jiz1dfWn9iEjPtVnGpyKW4um17wDzvRtXX+TSlgByTdV0ZSQOMciAQMu/sy93lVJtLyR5glCXkSBZ+SggT/cusSS59Vr1mLSzp6tNcisEdSWRhZcfncCikakt4uyksiwRUR+MqnQQaS4pIVkVJUCDMrWsUcsM9V9wbiKmvx5lbZiXQrS4m5ipYuQknIPsXl0++Y92xcJ1qtWo0ddEUl0EnrAABgKmntHHvX5J6bqrn/wE8M59kc3TFdiHQwa6/aVeZgZjHX5Qi7f4sTlkyD6+CWPv+7E07pSV/oJoqcE2M6NtlPo+7sEy/opvr++cI8TS/F5ma2ZOnczH3aqIBc+GaikCdQ8GkpSPYvrzN1vw6zcO0TcdNdBHOys7J6/J0uZpZbIUVQKSV17l22JFK6YjcmFoJ9S2EPjdSVwj08JzrX3HLLPoVcdW8gVQ08Uyp5fmquLPWlq6Uk5JJSnfnQhHK5oGcX2VIa59RLoIfWAQDAlNHWOfYr2v+TnsxNsYSIr/PoQLkL5cmVbGZRupxwVslNvykqprIqObxjMpDzJxzNOaneS24iI82dx7e+ie+gr0TS3TsyvfLSPRuGKKu3vu+XuU8XRuJJEvJkCj4tBfE4N6VxOVt5KhtByK9yViqD3TPEWzLFzHJbR4WgEksaRbaOZZPNfhOYItYiYqVw+9IyjzNobum0aCAS2pv3cQvDm9RctaujRopKNRpd2LCRHjriyC1n1fvf1RJorXUAADCdtHSOXayedN5uW0we6e00qyvfBpMrxZnF4oyO6mn2dkaL25sFHyuJ0uK1QrwuTVVOHvz4dzi7s20DXqVHVJnRIbZVj23H9mUfMWI5uCgT6vnrpRDMRiFnTKzgJ1EQp0sxv1CfbFA83uHM16pQEkmS/hvaddEamlpBpZXUzZhmlK9Y7OhFL99n8fqtaCqFk7NtbqOt1WJzq8vVIA1EjhkpBVpEcxXQVLoypeJUKZWsayk9OSiOcwISJNBN6wAAYIpo6RyLO2ui99yc1vZlmSxx85FuJ7jq/+zmFYfMLO7tr1UsO8qJCtuXz376hrlgfGjl9ETmbp1f4lJXPZZ7uPuXngTKbyGXiSLl3t099BGHO4/daVCqaPZ4h9ZxjSXCJ7iENMF1t1m+EILZLOSJF/xEClLGJR18XZ+FcvFR5cSzO2Eg/bdFKqM1ooJKLGkcP3r53S3fZ8HcFTEGddTGnGhMfsSxU/n/9m19MR8pnqeVnuRwi0U+XMGdduJieTNa5KqxdF1xkRU/7ivXPD+kbCuBgtZZffaDt8JHAACYOlo6x25b9/WvHts5rW0dzOq6wB9/146s83X8YQKec++uuLA8swNPZmtsiJ6ZLjIBAOfWX9OpGB/64qOYW7O8+LFLXXc5pseSWR9xWVQmC1Oeyk9fcQfGKc58et547SagUL9M0VS356aIOlOYHpMOuBi566X6wHS9KUJWTLTgJ1QQTxbH7J0Ye3P2ZBMA6jwPeRn3Rf839SyLGgc0JqjEkgql83SDKxcu+XV5/RBzCkf5JLIINaVY+OBtXQojOiMZU33S3CrO4PO56txA/MEUdjxsq0O1fRuTYGmbqzaDhBwlsQfB8Qo3btSER4UYmiXQrHV+ssBS+AgAAFNHS+d4eelb20koVB8mgXeuC7T9t/g6lU6tDcuzXb76eObr7NwDfcixbHBZXvpMHDh1MerWLFz7KDiEweRKnmNdlvzGf485/0tWSM+9e3bXl0tjTlyOdPxNSEeb34ekkEQLJ6H6iVjV9eoJ3QQhayZR8BMuiPOcwhXwC5f8zieDclDkyWW0H1b/3wx/0m2dAxoRVFpJXSrZkWHlK7pRqCebl2RbRpvBYQs1pJTCD43UQFSqzw1O/Ax3RT47N5C1ldzZJrqyii26Za5qS1dHqTgVSqVxO4YrG04bCRS0zo6R/DJa4SMAAEwdp5QRlz/hBJEfSlDdanQwMN3MakHs75goj6c01z4gNuJCec9+UFG+UuKp/WGRxnscA5UiIVcnQdfSpRdHa+9ovDoAAABTD84xwDQjYbhb5990s+kAAAAwRtoe5QYAY8KErt51W74s7rjD1A2FAAAA0A+cY4Bp4tFecI6BO/egFPMNAAAAY4KwCoDpwYbVFpj9SHQAAIDZAecYYMqQTY0WPGMAAICJgnMMAAAAACAQcwwAAAAAIOAcAwAAAAAIOMcAAAAAAALOMQAAAACAgHMMAAAAACDgHAMAAAAACDjHAAAAAAACzjEAAAAAgIBzDAAAAAAg4BwDAAAAAAg4xwAAAAAAAs4xAAAAAICAcwwAAAAvM4dXPn986puDp/IRBmfGJIxzDAAAAHNJkk/29OGzHfW2988Pz+wFMDw7eE9J7/PH7z08litdcRL+b9d+nnpwjgEAAGAOSfTJdv88Mu8L68vmHQxPn/zzwPzx4NejfjO+xz/8aiS8+sqa+Tz94BwDAADA/JHokx0/2Tfvm69eMO+D8PThH4PMuZ4g59Zf29Lvizc/WjpnrnTl+W975n3ldL/nTA6cYwAAAJg/xCfbenux0SeT27Y3zpiPgyB++YM/n9vPM8ny0s83Nl7cOHut54T6s+e/mPetN06b9xkA5xgAAADmjt1/dUzFaPTO6wvmvQa5benDIZf8nV8+O+7gGPnrPxOesfjxemNFTBM4xwAAADBvPP3LhjREvF65bdhwWHG4Z8kdHB+uImYppBvnGAAAAGYUcx6FeV3Jb7uTbXZVXu/9u/KVU5/vf2lvqw6HzR5+6vM/biWfZXH/8YF5b3YH63Jur7dIrp5a4RRDot3BFEog980Fe8Opu4fmUy+kInxI9+6+zdI0n+x26sWNDfkTAAAAYEZQDtzaj8bx8myuvrhkQ4ePb33z+/W90db5N39+N5y+Vf7ing23CNm+vPF1wYlWPtxt6+NmVNwWUJGfgPC7jTmXHPqcK1f+4iP1vnjzahj+6wqSfTFHShJypVBSffG0ld5odWX3k6VzynX+at+eXFFi6d6NlcaNjGFFjOSxjlLtTAvMHAMAAMCM4Z0/5XS+uLG6ba9mSNRvPuDYe8bKpVPf2ri3aS6PFt963f7h8P6i8hT1nW/eXNWfdn7qPNmZRXdEcu62r5mcK8/SesaKo+vf+9QDF//RXmFWWJGYhA6JVo6vKam+8+qKOZ5CkT9fYvn0O+ZTJ3xFPL/yuXjJXvJTu2ER5xgAAABmit197/yZ6djTbxnnNdsA5/y/AOVoes9YJjvX3lg074X4h8Mr3jOWqdaFa+8v6ffGI5PPvXtWe9LOxTSOqX+56dVozgXlTMuca4ZL/f5d5xkbfpGgXkdqEosfr49ufa+nhOVOezyFKrKTnjvB48zXWUHMS8oYnTbOKmLntsrz4s2rG9M5VVwA5xgAAABmiMx5lUCFZ0ffVcwTK7Ip4acP942jqfwz789VH4QsPx2i7twqhyscP4mFArvfzqjcCJiQc3u2w+orI8mw8dEvG9fcsrvvoixkPjs//5qcxGhh9MQk4e/0yA01exklyiLBM1bIozTbl31YyOEdMx0+tad54BwDAADAzOCc16V7Ltb2/oNSRKzz/9yUsPODN5ezsN3dv3PzskLVnSrR5CMXGjYCpuTcJfTPF2b2V0f9upsNx7d+0r7v1vmVa8sL6yvm2v5zH+yRJBzL6vF3OonsTk/TCR67+6fSPeOsODqawrvgfvgxtad54BwDAADArHD4pfEat87/zwcquKjcemT2NJwMdjOsitxRFZVHFHuPOforem5OtOKXR5JyLr713pHxaJfufWJ+ne71VyQaWBz6pc9McIILC/EkJSEOq0kiuzPA/Z52CQnFTvWMFe5RkmGDZLIw/JgqcI4BAABgRsjtVzNL/N7HDfATlkJpItnEHy9ubxacy2ru37Wxv5WBFtWUAjxScx6yfbnggx5cNF8pXveR0K2TCH1Wj/s97cLxdtYzXl3ZTfaM/aMCFzyI/C7NWE8POMcAAAAwI4iba4KJJfhVOYtyIENxa1o1h/bYhO3LZz99w1wwYQn379pzf2X72oNfj0ysQnZeRBAyW49zT11O9Nfl8OC2OQ9DgcPzIoLr58QFd5HQrZOIToQLTx/+IZ7x+/+tyYnI9tV8HrML/BBE8nqYkUV+TyM4xwAAADAjSIDB0fWvHpvgV+X8bXy95jzaH3/PfthC47zGtVeNg3hwUftzeubShsCeW39NP21vXzl8Fx/ZEFh/MIW+eCpz5uzJDzGWFz92OTG+o/66zJu2y3lhlvrMh/bUuUIIsn/mA/NrHe2SiO2Hc6HM2ZHJSibFqWiXdA0XtvS5Fk4abs74RsIw40TBOQYAAIAZYXnp2/MuFkIv8Vuf1Xm0LqLATake/faXeR+d+To78EE5Z+5AseWlz+So48BjW1vJnQ6hjzpOd+YWrn3kTwuWHPq0UnJ+YcN8LMXjXrhkzlCzIcgeP6P8aE//ml074bjoiyILH7xtHmLCKjLPWCGnPvuXPi7DHfdWw/LSz4EwzSHHUz1nbOEX8gAAAGC+sEEFykEseJPzh2ySW8z/fl4z9jdEUvbVya+NTO1P2Y0JnGMAAAAAAIGwCgAAAAAAAecYAAAAAEDAOQYAAAAAEHCOAQAAAAAEnGMAAAAAAAHnGAAAAABAwDkGAAAAABBwjgEAAAAABJxjAAAAAAAB5xgAAAAAQMA5BgAAAAAQcI4BAAAAAAScYwAAAAAAAecYAAAAAEDAOQYAAAAAEHCOAQAAAAAEnGMAAAAAAAHnGAAAAABAwDkGAAAAADCMRv8fYe7Yy0joaDkAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "04a5d40f", + "metadata": {}, + "source": [ + "![dedic.png](attachment:c9fff4c9-2c42-4f2f-9214-9bfc1d497739.png)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "259455f1-add4-4217-91cd-c476d4ea741b", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "3bbf5a54-9ebf-44aa-961d-7d135ae2d74c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "attachments": { + "04fd104f-9d89-4eda-a63a-0848a15e0111.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "b4407ccb-19ae-40ce-898d-7fdcaec3909a", + "metadata": {}, + "source": [ + "![image.png](attachment:04fd104f-9d89-4eda-a63a-0848a15e0111.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "c1c520d5-dce3-401a-8e57-556ee3c35e0b", + "metadata": {}, + "outputs": [], + "source": [ + "P=phybody(x1=sqrt(2*R*h-h*h),x2=R*cos(alpha),y1=R+h,y2=R*sin(alpha),v1=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "c3f791eb-1670-4449-99f4-68dada079fe3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle eE =R g m \\sin{\\left(\\alpha \\right)} - g m \\left(R + h\\right) + \\frac{m v_{2}^{2}}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eE=P.energy('kp','eE')" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "15645021-a63e-4f54-92a5-2a0612032745", + "metadata": {}, + "outputs": [], + "source": [ + "P.add_forza(m*g,-pi/2)\n", + "P.add_forza(N1,alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "3e266069-8f0a-44f5-b706-ca9a1ef28117", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle - N_{1} + g m \\sin{\\left(\\alpha \\right)} = a_{c} m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eQt=P.eQtraslation(alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "1a5015a1-cb38-42f7-add8-73283d9de1c4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle g m \\sin{\\left(\\alpha \\right)} = a_{c} m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eQt.set(N1=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "ec47c2c7-8ebe-4440-b1b2-2660402e8389", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle g m \\sin{\\left(\\alpha \\right)} = \\frac{m v_{2}^{2}}{R}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eQt.set(ac=v2*v2/R)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "b3af4afe-bc20-435c-9737-00bb04dcd89d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle v_{2}^{2} = R g \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eQt.alone(v2*v2)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "6881b284-cf76-4d63-b84e-4e398f2746b4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle eE =\\frac{3 R g m \\sin{\\left(\\alpha \\right)}}{2} - g m \\left(R + h\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eE.subs(eQt.L,eQt.R)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "bec355aa-2dcd-42ff-8b33-230122c2eb83", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle eE =- 3 R \\sin{\\left(\\alpha \\right)} + 2 R + 2 h$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eE.reducecero()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "b5db7262-2206-4322-89f5-a10dbc7c55ca", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle eE =- 3 R \\sin{\\left(\\alpha \\right)} + \\frac{12 R}{5}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eE.set(h=R/5)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "f1dcce7d-f529-47b4-a5a0-499884b33904", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle eE =5 \\sin{\\left(\\alpha \\right)} - 4$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "eE.reducecero()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "a72da3bf-9c3b-46cf-9984-a4c9df214ada", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle \\frac{4}{5}$" + ], + "text/plain": [ + "4/5" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "eE.solve(sin(alpha))" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "006cd327-e0ac-43d1-8c7f-938be80981b8", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "9f6c093f-3d3e-4571-8115-c089c32a07e7", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "attachments": { + 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" + } + }, + "cell_type": "markdown", + "id": "183474bd-d6e7-4e5a-93ec-6ed898336ec3", + "metadata": {}, + "source": [ + "![image.png](attachment:da9e8405-8e68-4248-8915-06709243359c.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "e41080fa-ce9c-44f0-a940-e0276f56e25b", + "metadata": {}, + "outputs": [], + "source": [ + "P=phybody(y1=L/2,y2=L/4,v1=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "3fb16996-e724-4bd6-9e6c-279a387ba701", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle E1 =- \\frac{L g m}{4} + \\frac{m v_{2}^{2}}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "E1=P.energy('pk','E1')" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "05f9effd-1e1d-4e57-8d5d-62efaea084a7", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle v_2 =\\frac{\\sqrt{2} \\sqrt{L g}}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "v2=E1.solve('v2','1')" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "ea4ee998-db7e-4580-8ebe-be1c96be6e29", + "metadata": {}, + "outputs": [], + "source": [ + "P.add_forza(m*g,-pi/2)\n", + "P.add_forza(T,pi/2+pi/3)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "2ed60281-0f4b-47d7-ae23-bb979982beda", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle T - \\frac{g m}{2}$" + ], + "text/plain": [ + " g⋅m\n", + "T - ───\n", + " 2 " + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.fyrelative(pi/3)" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "b97f2c39-60b8-41bf-8e4a-6a2ee3428439", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle T - \\frac{g m}{2} = \\frac{L g m}{2 R}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1=MQ(P.fyrelative(pi/3),m*v2*v2/R)" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "c9911a20-75f0-4b81-9b21-44628b33e15b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle T - \\frac{g m}{2} = \\frac{L g m}{2 R}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.set(v2)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "d37e5c83-7929-468b-b288-aa370d9cc199", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle T - \\frac{g m}{2} = g m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.set(R=L/2)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "b62ea2c4-98ee-4c39-833e-b58fb9c0fe2a", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle T =\\frac{3 g m}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "T=Q1.solve('T')" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "ff09cbf5-7a06-4df0-af33-4fe63fe1fea9", + "metadata": {}, + "source": [ + "![image.png](attachment:c8852d74-8e79-4b6e-b891-fb3cca30604e.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "8fa121cd-dcfd-427b-b414-5aa978f5944b", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "ac02487f-3024-4cb0-813e-b57edba23e8f", + "metadata": {}, + "outputs": [], + "source": [ + "P=phybody(y1=1,y2=h,v1=0,g=10,m=4)" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "8703dfb3-e509-425f-b0b8-32524f560e46", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle E1 =40 h + 2 v_{2}^{2} - 40$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "E1=P.energy('pk','E1')" + ] + }, + { + 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" + } + }, + "cell_type": "markdown", + "id": "04a5d40f", + "metadata": {}, + "source": [ + "![dedic.png](attachment:c9fff4c9-2c42-4f2f-9214-9bfc1d497739.png)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "259455f1-add4-4217-91cd-c476d4ea741b", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "3bbf5a54-9ebf-44aa-961d-7d135ae2d74c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "attachments": { + "775bb12e-01b3-43e3-8130-15f5d5f8f6b9.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "b4407ccb-19ae-40ce-898d-7fdcaec3909a", + "metadata": {}, + "source": [ + "![image.png](attachment:775bb12e-01b3-43e3-8130-15f5d5f8f6b9.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "c1c520d5-dce3-401a-8e57-556ee3c35e0b", + "metadata": {}, + "outputs": [], + "source": [ + "P=phybody(x1=0,x2=L)\n", + "P.add_forza(F,0)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "1da23ab1-ed59-4555-8fd1-24df4221dcd6", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "6ae24d1d-9ab4-48a1-8e94-ef453580979e", + "metadata": {}, + "source": [ + "![image.png](attachment:ffea0470-2c1f-4547-976c-b8ae496961b0.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "c4d4f201-d322-4bf3-ba8a-9eaebf19af9e", + "metadata": {}, + "outputs": [], + "source": [ + "P=phybody(x1=0,x2=L)\n", + "P.add_forza(F,alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "cd62fa02-2702-4446-8cc7-dafe6cd5f0f8", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle F L \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "F⋅L⋅cos(α)" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.work_x()" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "96b6bf1d-93f1-4f1c-ba95-c83d2774876a", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "0f3fdb99-e8fa-4ff7-aa2a-a3421697764a.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "0d3ee5ff-e3d5-44a9-8417-ca38b7f9c1e3", + "metadata": {}, + "source": [ + "![image.png](attachment:c241005a-c3c3-4237-b2bf-d5e113f1a667.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "0397a996-ba18-4eb9-b3bc-68114c67b056", + "metadata": {}, + "outputs": [], + "source": [ + "P=phybody(x1=0,x2=L)\n", + "P.add_forza(F,pi/2+alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "5e9aa852-7462-4b0b-a1c3-39c929cc0b5d", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle - F L \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "-F⋅L⋅sin(α)" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.work_x()" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "e58b2aa5-b561-49f7-8503-17f2bc870267", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "7516784f-27b7-45a1-a3fe-6b2d5f8695e4", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { 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" + } + }, + "cell_type": "markdown", + "id": "1f414a08-879f-4835-93f4-91f31e5bfa6a", + "metadata": {}, + "source": [ + "![image.png](attachment:60d9f5e0-54b1-4e7a-b80b-e6c497c55202.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "27f4c593-2efa-458b-a684-b909b57b208d", + "metadata": {}, + "outputs": [], + "source": [ + "P=phybody(x1=0,x2=L)\n", + "P.add_forza(F,pi)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "6ce97380-d39a-47e7-a561-af73080ad9d8", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle - F L$" + ], + "text/plain": [ + "-F⋅L" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.work_x()" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "46e36b59-0dad-4a5b-b2fc-1ebae05aa054", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "850ffcc4-4833-4887-8479-717fd75a307c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "attachments": { + "6130b6fb-a1d7-4ee6-ac03-ed7974d0e9fd.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "7f83cc87-41d1-4c80-b3dd-b850f003a8d4", + "metadata": {}, + "source": [ + "![image.png](attachment:6130b6fb-a1d7-4ee6-ac03-ed7974d0e9fd.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "8ea5bdfa-608a-48b9-8131-0126c8b09317", + "metadata": {}, + "outputs": [], + "source": [ + "m=cfrac(2,10)\n", + "g=cfrac(98,10)\n", + "P=phybody(x1=0,x2=h/tan(pi/6),y1=0,y2=h,v1=12,v2=0,m=cfrac(2,10),g=cfrac(98,10))" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "0baee763-900f-4832-a51d-cd6c7493e2ce", + "metadata": {}, + "outputs": [], + "source": [ + "P.add_forza(m*g,-pi/2)\n", + "P.add_forza(fr,pi+pi/6)\n", + "P.add_forza(N1,pi/2+pi/6)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "39680c32-dd6c-4dd4-bdce-fc3913539a6e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle W =\\frac{h \\left(- 50 f_{r} - 49\\right)}{25}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "W=P.work('W','simplify','rsimplify') " + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "1a26ffe6-f1d5-4c56-86b9-f641d69c4466", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle W =\\frac{h \\left(- 50 N_{1} \\mu - 49\\right)}{25}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "W.subs(fr,N1*mu)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "6733baa2-0b01-4b8d-a276-b9b2e639ddd8", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fry =N_{1} - \\frac{49 \\sqrt{3}}{50}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fry=P.fyrelative(pi/6,'Fry')" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "5c528486-833b-4a6a-9bfa-9844864f2a5e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle N1 =\\frac{49 \\sqrt{3}}{50}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "N1=Fry.solve('N1')" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "637e64aa-8e03-4946-b1d3-b0961792217f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle W =\\frac{h \\left(- 49 \\sqrt{3} \\mu - 49\\right)}{25}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "W.set(N1)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "b6b8ea50-2fef-4459-9e55-83400a9afda4", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle h \\frac{2}{10} \\cdot \\frac{98}{10} - 72 \\cdot \\frac{2}{10}$" + ], + "text/plain": [ + " 2 98 2 \n", + "h⋅──⋅── - 72⋅──\n", + " 10 10 10" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.energia('pk')" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "0473ab7c-0b31-41d1-9754-3f2305d049c6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{h \\left(- 49 \\sqrt{3} \\mu - 49\\right)}{25} = h \\frac{2}{10} \\cdot \\frac{98}{10} - 72 \\cdot \\frac{2}{10}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1=MQ(W,P.energia('pk'))" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "72a72fe7-c6cf-4d0f-b3d0-4c6c0462c889", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle - \\frac{49 h \\left(\\sqrt{3} \\mu + 1\\right)}{25} = \\frac{2}{10} \\left(h \\frac{98}{10} - 72\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.factor()" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "86069190-bf8a-4a22-9083-2653e1534777", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle - \\frac{49 \\sqrt{3} \\mu}{25} - \\frac{49}{25} = \\frac{49 h - 360}{25 h}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.simplify()" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "2763497e-1e26-4ab0-aacf-8ae8d73977e6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle - \\frac{49}{25} - \\frac{49 \\sqrt{3} \\cdot \\frac{16}{100}}{25} = \\frac{49 h - 360}{25 h}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.subs(mu,cfrac(16,100))" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "aa257a3d-f068-4159-b56b-543c8b15be2b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle - \\frac{49}{25} - \\frac{196 \\sqrt{3}}{625} = \\frac{49 h - 360}{25 h}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.simplify()" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "95775f6b-7524-4639-9343-afac9854b829", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle h =\\frac{112500}{30037} - \\frac{9000 \\sqrt{3}}{30037}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "h=Q1.solve('h','float')" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "5db810f0-d960-459b-8049-497c327679b4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle h =3.22640552424943$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "h.float()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "94eae038-5443-49ec-9230-f9121ddcd692", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1f8c2962-e2e3-4841-8ce0-9533f353080d", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "47dabd6a-0b8e-487c-98c2-2dbef34a7a7c", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "19d71c9e-e2e2-4048-8210-04a6a3398d34", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a8d79e0b-043d-4d11-9853-aab83af18bef", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8defe5c7-3d79-441f-b797-983c9b61ef0e", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "cce04503-594d-4156-b7c3-047efdd8e250", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a560bb89-2846-4f34-a572-4dc004846ecd", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e9c906e8-e5ce-4228-9344-1a2ac991c7de", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "309ced24-375b-4c66-8944-63d8a0b59485", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\u001b[1;31mSignature:\u001b[0m \u001b[0msmartanswer\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mexpr\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;33m*\u001b[0m\u001b[0margs\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;33m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;31mDocstring:\u001b[0m \n", + "\u001b[1;31mSource:\u001b[0m \n", + "\u001b[1;32mdef\u001b[0m \u001b[0msmartanswer\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mexpr\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;33m*\u001b[0m\u001b[0margs\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;33m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[0mops\u001b[0m \u001b[1;33m=\u001b[0m \u001b[1;33m[\u001b[0m\u001b[1;34m'simplify'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;34m'factor'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;34m'float'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;34m'expand'\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[0mkname\u001b[0m \u001b[1;33m=\u001b[0m \u001b[1;34m''\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[0mkops\u001b[0m \u001b[1;33m=\u001b[0m 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\u001b[0mkops\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mappend\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mi\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32melse\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[0mkname\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mi\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mif\u001b[0m \u001b[0mtype\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mi\u001b[0m\u001b[1;33m)\u001b[0m \u001b[1;33m==\u001b[0m \u001b[0mSymbol\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[0mkvar\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mi\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mif\u001b[0m \u001b[0mlen\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mkops\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m>\u001b[0m\u001b[1;36m0\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mif\u001b[0m \u001b[1;34m'expand'\u001b[0m \u001b[1;32min\u001b[0m \u001b[0mkops\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mtry\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[0mexpr\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mexpand\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mexpr\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mexcept\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mpass\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mif\u001b[0m \u001b[1;34m'simplify'\u001b[0m \u001b[1;32min\u001b[0m \u001b[0mkops\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mtry\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[0mexpr\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0msimplify\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mexpr\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mexcept\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mpass\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mif\u001b[0m \u001b[1;34m'factor'\u001b[0m \u001b[1;32min\u001b[0m \u001b[0mkops\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mtry\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[0mexpr\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mfactor\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mexpr\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mexcept\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mpass\u001b[0m \u001b[1;33m\n", + "\u001b[0m \u001b[1;32mif\u001b[0m \u001b[1;34m'float'\u001b[0m \u001b[1;32min\u001b[0m \u001b[0mkops\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mtry\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[0mexpr\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mfloat\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mexpr\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mexcept\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mpass\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mif\u001b[0m \u001b[0mkname\u001b[0m \u001b[1;33m!=\u001b[0m \u001b[1;34m''\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mif\u001b[0m \u001b[0mkvar\u001b[0m \u001b[1;33m!=\u001b[0m\u001b[1;34m''\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[0mee\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mMyEq\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mfloat2int\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mexpr\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m,\u001b[0m\u001b[0mkname\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mkname\u001b[0m\u001b[1;33m,\u001b[0m\u001b[0mvar\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mkvar\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32melse\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[0mee\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mMyEq\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mfloat2int\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mexpr\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m,\u001b[0m\u001b[0mkname\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mkname\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mreturn\u001b[0m \u001b[0mee\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32melse\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mreturn\u001b[0m \u001b[0mfloat2int\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mexpr\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;31mFile:\u001b[0m d:\\libaldo3\\aaaa electro\\libaldo\\lib_tools.py\n", + "\u001b[1;31mType:\u001b[0m function" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "smartanswer??" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7f63eeaa-ac10-4472-afaf-c3d3d3be0191", + 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" + } + }, + "cell_type": "markdown", + "id": "04a5d40f", + "metadata": {}, + "source": [ + "![dedic.png](attachment:c9fff4c9-2c42-4f2f-9214-9bfc1d497739.png)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "259455f1-add4-4217-91cd-c476d4ea741b", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "3bbf5a54-9ebf-44aa-961d-7d135ae2d74c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "attachments": { + "fd2771b4-855c-45c5-8ceb-93032a9f71ad.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "b4407ccb-19ae-40ce-898d-7fdcaec3909a", + "metadata": {}, + "source": [ + "![image.png](attachment:fd2771b4-855c-45c5-8ceb-93032a9f71ad.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "c1c520d5-dce3-401a-8e57-556ee3c35e0b", + "metadata": {}, + "outputs": [], + "source": [ + "P=phybody(x1=0,x2=L)\n", + "P.add_forza(F,0)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "1da23ab1-ed59-4555-8fd1-24df4221dcd6", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": 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Blc/aPtF85Wq1mLtGO+b9XoesL+8VFhbokUceUX5+vho3bqJbbx2jrl27WiE5LerJEoyjpuJCBBBAAAGPCBCMPdJoplk7AbuCcXj7xLyFCtSrq/0X91JJu7YK1G+go0ePaNu2bSouLrb+OaRNm95SZmamBgwYGPVECcZRU3EhAggggIBHBAjGHmk006ydgB3BuOL2iUNdz9S+yy494SRCpzpMnTpVHTp00Lhxv4l6ovEIxps3bw6H9NBPV2v/c+/evaush1MpqiTiAgQQQACBBAkQjBMEzTDOFkhoMA5tnzhUrBYrcittnziZoEnBeP78ZzRlypRwqYMGDdJ9990XKdvn81kf8Gik1NTUSlMhGDv7PxtUjwACCLhJgGDspm4yl7gJJDIYHzt9IpBWr9L2CScE42+++Vqff/55uNR//ON9rV+/PlJ248aNw0G5e/fuBOO4rVQejAACCCBQGwGCcW30uNczAokKxqHtEw0++Eh1dn6nQ2d1Oen2iYrwJr0xrljXG2/8TUuXLo38KiUlRaef3kr16//wB4JdunRVp06ZGjZsmDp27KicnDmeWVNMFAEEEEDAPAGCsXk9oSIDBeIdjAPW9olD1vaJJi8t06kLl2nHo/eppHOnqCQKCgo0c+ZMtW3bTjffPDqqe0IXrVq1SmvWrLHCaI4uuOCCqO+r6YV79hSET8/YtGlT5BE33XST7rprksaMuUVdunQhGNcUl/sQQAABBGIiQDCOCSMPcbtAvIPx3r1FWrRokXa+/4FSdxeotM0Z1ukT0R29dvToUX311Vfh84xPO+20qFsRCtShf0Jvahs1ahz1fTW9MHSSRmibxa5duyKPaN26tVq1ahX+/YABAwjGNcXlPgQQQACBmAgQjGPCyEPcLhDvYPz99weUm5urndYWikT97NixXV9++aV1csTFSk//ScyH/eSTT/TWW+UnVFT86datmy688MLjfp+VlWVtqbg+5nXwQAQQQAABBKIVIBhHK8V1nhaIdzC2Azcex7WVlpZa5yofDE9nyZIlevTRR4+b2ogRIzRjxiN2TJkxEUAAAQQQ+FEBgjELBIEoBAjGUSBZlyxf/hfNmfPH8MXnnNNdffv2Pe7Gli1PD2/f4AcBBBBAAAHTBAjGpnWEeowUIBhH15a//e2vkZMoQh/3YGtEdG5chQACCCBghgDB2Iw+UIXhAgRjwxtEeQgggAACCMRAgGAcA0Qe4X4BgrH7e8wMEUAAAQQQIBizBhCIQoBgHAUSlyCAAAIIIOBwAYKxwxtI+YkRIBgnxplREEAAAQQQsFOAYGynPmM7RoBg7JhWUSgCCCCAAAI1FiAY15iOG70kQDD2UreZKwIIIICAVwUIxl7tPPOulgDBuFpcXIwAAggggIAjBQjGjmxb/IouKipUYWFR/AZI4JMzMjJiNhrBOGaUxj4oLy/P2NooDAEEflwgPT1dDRs2hAmBWgsQjGtN6K4HPPPMPM2fP98Vkxo1alTM5lFUtFeLFj2r5s1bKCurV8yea+eDPvroI23evFkjR45U27Zt7SzFiLEXLlxoRB0UgQAC1Re499571a9f/+rfyB0I/JsAwZglERYoLCywPue7XMuWLdO6detQQQABBBBAwDECgwYN0sCBAzVgwEClpqY6pm4KNU+AYGxeT2ypaNu2LzR+/Hh9+OGH2rlzpy01MCgCCCCAAAI1EWjZsqX69u2r2bOfUr169WryCO5BICxAMGYhhAVKS0u1bds2PfXUbM2dOxcVBBBAAAEEHCNw//2TNWLEiPC2MJ/P55i6KdQ8AYKxeT2xtaKNGzdow4YNca0htF/3tdfW6IwzzlCvXvHbr7to0aK4zoOHu0sgOzvbXRNiNgjEQSA/P9/67+/X1KdPH3Xq1CkOI9TskQMHDtK5555bs5u5C4EKAgRjlkPCBbZu3arhw68P/89e06ZNj9v469atjduzebD7BPr2vcJ9k2JGCMRYYMWK5Qr9YfOsWbN0ww0jY/x0HoeA/QIEY/t74LkKEhWMPQfLhBFAAIE4CxCM4wzM420XIBjb3gLvFUAw9l7PmTECCLhDgGDsjj4yi5MLEIxZHQkXIBgnnJwBEUAAgZgIEIxjwshDDBYgGBvcHLeWRjB2a2eZFwIIuF2AYOz2DjM/gjFrIOECBOOEkzMgAgggEBMBgnFMGHmIwQIEY4Ob49bSCMZu7SzzQgABtwsQjN3eYeZHMGYNJFyAYJxwcgZEAAEEYiJAMI4JIw8xWIBgbHBz3FoawfjfOnv4sPXpwZLyX/5HXamu9Q8/CCCAgIECBGMDm0JJMRUgGMeUk4dFI0AwrqzkX/qy/E/NC//SN3SAUm4fGw0j1yCAAAIJFyAYJ5ycARMsQDBOMDjDSQTjyqug7JHHFPjtpPJf9rxMvjGjlHx5HyX95CcsFwQQQMAoAYKxUe2gmDgIEIzjgMojf1ygoGCPlixZoszMTF111dVwIYAAAgg4RIBg7JBGUWaNBQjGNabjRgQQQAABBLwlsG7dWt15552aOnWqfvGLAd6aPLP1hADB2BNtZpIIIIAAAgjUXmDfvr3Kz/9Cbdq0VvPmLWr/QJ6AgGECBGPDGkI5CCCAAAIIIIAAAvYIEIztcWdUBBBAAAEEEEAAAcMECMaGNYRyEEAAAQQQQAABBOwRIBjb486olsC7776rf/1ri/r3769TT+VoMhYFAggggAACCNgrQDC219/To0+bNk0vvPC8dXTbczrnnHM8bcHk7RcIbp2lrMzxeqduT83eskm3t0uyvygqQAABBBBIqADBOKHcDFZRgGDMejBJIHd0Y/VfcCBc0iVPfqaN4zqaVB61IIAAAggkQIBgnABkhqgssHdvkVauXKkdO77U4cOlatiwkXr16qXevXtDhYBtAhWD8dg1fuVc6bOtFgZGwCSBvLw8rVq1Sn6//6RltW/fztoWd52Sk5NNKp1aEKi2AMG42mTcUFuBip+Ezs6+USNGDNfll1+uadOm1/bR3I9AjQSSlK/HLsrQpPes29lKUSNDbnKvQOijHnfccYfKyspUUlKiPXv2qEWLFkpLS4tM+rzzztPkyVN02mmnqX79+u7FYGauFyAYu77F5k2QYGxeT7xeUZJe12jfVfpTCKLRaK3d/4wuD3pdhfkjUC4Q+l/58vLyFQwG9dZbb1kvMR7ShAkTdeWVV0aItmzZrMWLF+u3v/2trr7659Ah4FgBgrFjW+fcwgnGzu2dWyuP/OFdaIIXz1T+GxPVlmDs1nYzr1oIrFixXKNGjdKsWbN0ww0jI0/6+OOPrT+kXmy9LW6gLl3O1LXX9lNKSkotRuJWBOwRIBjb4+7ZUffv368tW7Zo6tQH1KfP5RoyZLDGjRunbt26aezYsTrllFNVp04dz/owcXsEKgbjprfmqnDONfYUwqgIGC5wsmB8rOzs7JE6cOCA/vznF1W3bl3DZ0N5CBwvQDBmVSRU4NlnF2r58uUaOXKkQnvSQkE49IcdK1as0ObN/9RDD01Tx46cBpDQpjCY/Lljldp/bliCYMyCQODkAgRjVofbBQjGbu+wYfM7dkTbc889r+7du0eqC/3++eefU+j3nGlsWNM8UM5nM3+mzpPeDM+Uo9o80HCmWGOBkwXj/Px85eauUlFRkdq0aWO9/MhmK0WNlbnRTgGCsZ36Hhw7FIBD+9Aef/xxnXnmmRGBnJwc679UcwnGHlwTJky5YjDmqDYTOkINpgocC8aTJ0/WgAEDImWuX79ed955Z3jvcSgU84OAUwUIxk7tnEPrDgXjmTMfU+vWrVWvXr3ILHbt2hXeW8wbY4c21uFlR84w5qg2h3eS8uMtcCwYp6enq1mzZpHhQn8/EnprPG/ePIJxvJvA8+MqQDCOKy8PPyYQOu4n9EZ427btOnjw+xPChA6Gb9KkafhjH1lZWeAhkBABzjBOCDODuETgWDDu2bOnMjMzj5tV48ZNOJXCJb326jQIxl7tfILnXfGItpN9yCP0R3jDh19vnVbRR9On/3eCK2Q4rwpUCsacYezVZcC8oxSo6o/vJky4Q7t379aUKQ/wsY8oTbnMLAGCsVn9cG01BGPXttbxE6v0cY//P8O4bPUTenXlX/TK/E1650Qz5Kxjx/edCdRMoKpgHHrB8eabb1jb4p7TPffco6uuurpmA3EXAjYJEIxtgvfCsMe2T+zevUeFhQV68cUXlZGRoaFDh6pfv37ho9qO/bz33ntatWpl+Jp27drriiuuCP+r888/n20VXlgsNs6x4lFtUZfBm+WoqbjQXQJVBePQbFeuXBH+CMgTTzzBfmN3td8TsyEYe6LN9kxy27Yv9Otf/1qht8UVf1q1aqXZs5+qdCrF7Nmz9OSTTx5X6OjRN4c/McoPAvESqHgiRbRjXPbEaq3/DZ+9jdaL69wjUFUwLioq1Ouvv64HH3zQOpf+IQ0cOMg9k2cmnhAgGHuizfZMsrS0NByKi4uLKxUQ+hpS6CMeaWlpkd9/883X+uqr/z2u0JYt/1Onn97KngkwqicEQlspbu41QPPfKQn/4WeXgQP18w5Xq0P7JCV3yKj0aejQfuSg2nvChUkicCKBqoLxlClT9PXXXys7O1udOmWqRYtTgETAUQIEY0e1i2IRQAABBBBIrEDoGLbVq3Pl9wf06aefaOnSperfv7/OPvuHjzQdq2jfvr3h4zizs2/kAx+JbROjxUiAYBwjSB6DAAIIIICAGwXWrn1d48ffobKyo1VOb8aMGWyfqFKJC0wWIBib3B1qQwABBBBAwGaB0L7hrVvzFAgEqqwkI6N9pT+srvIGLkDAMAGCsWENoRwEEEAAAQQQQAABewQIxva4MyoCCCCAAAIIIICAYQIEY8MaQjkIIIAAAggggAAC9ggQjO1xZ1QEEEAAAQQQQAABwwQIxoY1hHIQQAABBBBAAAEE7BEgGNvjzqgIIIAAAggggAAChgkQjA1rCOUggAACCCCAAAII2CNAMLbHnVERQAABBBBAAAEEDBMgGBvWEMpBAAEEEEAAAQQQsEeAYGyPO6MigAACCCCAAAIIGCZAMDasIZSDAAIIIIAAAgggYI8Awdged0ZFAAEEEEAAAQQQMEyAYGxYQygHAQQQQAABBBBAwB4BgrE97oyKAAIIIIAAAgggYJgAwdiwhlAOAggggAACCCCAgD0CBGN73BkVAQQQQAABBBBAwDABgrFhDaEcBBBAAAEEEEAAAXsECMb2uDMqAggggAACCCCAgGECBGPDGkI5CCCAAAIIIIAAAvYIEIztcWdUBBBAAAEEEEAAAcMECMaGNYRyEEAAAQQQQAABBOwRIBjb486oCCCAAAIIIIAAAoYJEIwNawjlIIAAAggggAACCNgjQDC2x51REUAAAQQQQAABBAwTIBgb1hDKQQABBBBAAAEEELBH4P8AruceLHdFJT0AAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "6ae24d1d-9ab4-48a1-8e94-ef453580979e", + "metadata": {}, + "source": [ + "![image.png](attachment:ffea0470-2c1f-4547-976c-b8ae496961b0.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "c4d4f201-d322-4bf3-ba8a-9eaebf19af9e", + "metadata": {}, + "outputs": [], + "source": [ + "P=phybody(x1=0,x2=L)\n", + "P.add_forza(F,alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "cd62fa02-2702-4446-8cc7-dafe6cd5f0f8", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle F L \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "F⋅L⋅cos(α)" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.work_x()" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "96b6bf1d-93f1-4f1c-ba95-c83d2774876a", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "0f3fdb99-e8fa-4ff7-aa2a-a3421697764a.png": { + "image/png": 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+fuz3OmaE20A+fqMd821ygdFOTk6OZs+erdatW+vGG4PbAYNgHIg61yCAAAIIIFCxAMG4YiOucJBASMG4hIO5c0UNY+eKhKLDQb7Zo6Md2utQn96V0ipabmGuQz527KiuueYaNW58QaXaIBhXiouLEUAAAQQQKFeAYMzkcJVAuIJxSbREYw3xOQsXyV+tqn7o0sn61clzG1XqcJC1a9dqzZq3jV0sLlOqsTwjKSkp4J0rCMaumsIUiwACCCAQQQGCcQRxadp+ApEIxtbhIMYb5NRXlum8xx61it43YnSlDgc5ZeyAsXfvXs2dO1eZxhf9zJ0rJk+ebKw9vqhCRIJxhURcgAACCCCAQEACBOOAmLjIKQIRCcanccydK1I+/8L6WxVjDfLR7/dpYZJXu35yLoi5E0VZB3/s379PU6dO1YYNG1SnTh116NDBCsjVjX2Tzet/usTiyJEftHz5cn300UfatWuX0tPT1bDhOWUOVa9eV2rEiJFn/M58S/3SS0vOOrzl3euUOUEdCCCAAAIIFAkQjJkLrhFYvfpN7du3TzNnzlSjRudq8OBBYa/dPLyjRYsWamysP9bflmtmsldbPaWTce3atTR69Gg1a9a81POLdqvYsWNnqZ/XqlVTY8aMOeP6w4dztWjRImNLuE914MABtWnTVmbbZX0GDx6sW2+deMavli1bqgULFpzVYdCgQZo48bdht6JBBBBAAAEE7CZAMLbbiNCfiAmca6z79fl8Onr0qBITE611vOH+mKfcWUsgjHDsP3lSx4wHFPzkIR4jKFerlqyEhIRSvzF3q8gzlmSYfSz5Odv15pf3Xn31Va1atcoKuObWb2V9qlatpuTk5DN+dcI4wMR85tk+5d0bbjvaQwABBBBAINYCBONYjwDPj5rAY48tMLZHO6hnnnnaOKY5VT179gj7s83A26VLZ9WrV/oY6LA/qESDrDGOpC5tI4AAAgi4SYBg7KbRplbjUI0duuGGwI6EjhcugnG8jBT9RAABBBCwuwDB2O4jRP/CKkAwDisnjSGAAAIIIOAoAYKxo4YzfMXk5ubqrbdWKzs7u1Sj5prUrKwsY13q8eKf9+/fT9deOzR8D49gSwTjCOLSNAIIIIAAAnEuQDCO8wGMdvf37NmtadPu19dfZxU/ulu3burRo3C9btOmzayDKez6IRjbdWToFwIIIIAAArEXIBjHfgziqgfmjglHjhxRQUF+cb8fffR/NX/+I9bfb7zxJk2ZMsW2NRGMbTs0dAwBBBBAAIGYCxCMYz4E8d+B9evX65NP/mkV0rFjJ5lvkO36IRjbdWToFwIIIIAAArEXIBjHfgzoQZQFCMdRBudxCCCAAAIIxIkAwThOBopuhk+AYBw+S1pCAAEEEEDASQIEYyeNJrUEJEAwDoiJixBAAAEEEHCdAMHYdUNOwQRj5gACCCCAAAIIlCVAMGZeuE6AYOy6IadgBBBAAAEEAhIgGAfExEVOEiAYO2k0qQUBBBBAAIHwCRCMw2dJS3EiQDCOk4GimwgggAACCERZgGAcZXAeF3sBgnHsx4AeIIAAAgggYEcBgrEdR4U+RVSAYBxRXhpHAAEEEEAgbgUIxnE7dGfveE5OtrKzc+K+urS0tLDXQDAOO6mtGty2bZut+kNnEEAgcIFGjRqpZs2agd/AlQiEWYBgHGZQuzT3xBOPa+HChXbpTtD9aNasWdD3lnfjsWPHtG7dOqWkpCgS7Ye9wwE0uHfvXpl/Onfuovr16531jl69egXQYvxe8vTTT8dv5+k5Ai4X+P3vf68hQzJcrkD5sRQgGMdSPwLPzs4+oKVLl+rll1/W6tWrI/AEmkQAAQQQQCAyAsOHD9ewYcM0dOgwJSUlReYhtIrAWQQIxg6bHllZ2zVp0iStX79e3377rcOqoxwEEEAAAScLNG7cWH379tW8eY8oOTnZyaVSm00FCMY2HZhgu3X8+HFlZWXpkUfmacGCBcE2w30IIIAAAghEXeCee6Zo1KhRat68ubxeb9SfzwMRIBg7dA6sWfO23n777YhWl5NzUK+//pqaNGmi9PT0iD1r0aJFEWubhp0nMHbsWOcVRUUIhFkgMzPT+Pf36+rdu7fatm0b5taDb27YsOHq0qVL8A1wJwIhChCMQwR08+1bt27VyJEjrP/tNX36jIhRrF79ZsTapmHnCfTt2895RVERAmEWWLZsqcaNG6e5c+dq9OgxYW6d5hCIXwGCcfyOXcx7Hq1gHPNC6QACCCDgMAGCscMGlHLCJkAwDhul+xoiGLtvzKkYAQScIUAwdsY4UkX4BQjG4Td1TYsEY9cMNYUigIDDBAjGDhtQygmbAME4bJTua4hg7L4xp2IEEHCGAMHYGeNIFeEXIBiH39Q1LRKMXTPUFIoAAg4TIBg7bEApJ2wCBOOwUbqvIYKx+8acihFAwBkCBGNnjCNVhF+AYBx+U9e0SDB2zVBTKAIIOEyAYOywAaWcsAkQjMNG6b6GCMY/GfMTJ6TjeYU/rFpNqmb84YMAAgjYUIBgbMNBoUu2ECAY22IY4rMTBOPS41aw5G8qeORx64fe64cq8ZYJ8Tmw9BoBBBwvQDB2/BBTYJACBOMg4bhNIhiXngX5f3pIvrsnF/7wiqvlvXGcEvr0luecc5guCCCAgK0ECMa2Gg46YyMBgrGNBiPeunLgwH49++yzatOmjQYMGBhv3ae/CCCAgGsFCMauHXoKr0CAYMwUQQABBBBAwGUCq1e/qTvvvFNTp07VtdcOdVn1lItA+QIEY2YHAggggAACLhM4dOigMjO3q1mzpqpfP9Vl1VMuAgRj5gACCCCAAAIIIIAAAmcV4I0xEwQBBBBAAAEEEEAAAUOAYMw0QAABBBBAAAEEEECAYMwcCIfARx99pM8/36yMjAw1bMjWZOEwpQ0EEEAAAQQQiL4Ab4yjb+64J06fPl0vvPC8sXXbc+rUqZPj6qOg+BLwb52rHm0m6cNqV2je5vd1SwtPfBVAbxFAAAEEYiZAMI4ZvXMeTDB2zlg6oZKV42sr46nDVilXzdmiNRNbO6EsakAAAQQQiIIAwTgKyE59xMGDOVq+fLl27NipEyeOq2bNWkpPT1fPnj2dWjJ1xYFAyWA84bUCze/vjYNe00UEIi+wbds2rVixQgUFBeU+rGXLFsayuJ8rISEh8h3iCQjYUIBgbMNBiZculTwSeuzYX2rUqJHq06ePpk+fES8l0E+HCXiUqYe6p2nyx0ZhLKVw2OhSTqgC5qEet912m/Lz85WXl6f9+/crNTVVKSkpxU1feumlmjLlXp133nmqXr16qI/kfgTiToBgHHdDZp8OE4ztMxb0pFDAozc03jtAT5p/qTVeb+Y+oT5+dBBAwBQw/y/ftm2Z8vv9eu+994yXGPfr9tvvUP/+/YuBNm/epMWLF+vuu+/WwIGDgEPAdQIEY9cNefgKJhiHz5KWwiNQ/MU7s7krZynz3TvUnGAcHlxacZTAsmVLNW7cOM2dO1ejR48pru2LL74wvki92HhbXEMXXdRe11wzRImJiY6qnWIQOJsAwZj5EZRAbm6uNm/erKlT71Pv3n30i19cp4kTJ+riiy/WhAkT1KBBQ1WpUiWotrkJgWAFSgbjujetVPajg4NtivsQcLRAecG4qOixY8fo8OHD+utfX1S1atUcbUFxCJQUIBgzH4ISeOaZp7V06VKNGTNG5po0MwibX+xYtmyZNm3aqPvvn67WrdkNIChcbgpaoGDlBCVlLLDuJxgHzciNLhAgGLtgkCkxKAGCcVBs3FS0Rdtzzz2vjh07FoOYP3/++edk/pw9jZkn0RbYMquX2k1eaz2Wrdqirc/z4kmgvGCcmZmplStXKCcnR82aNTNefoxlKUU8DSx9DVmAYBwyoTsbMAOwuQ7t4YcfVvv27YsR5s+fb/xLdSXB2J3TIuZVlwzGbNUW8+GgAzYWKArGU6ZM0dChQ4t7+tZbb+nOO++01h6boZgPAm4TIBi7bcTDVK8ZjGfNekhNmzZVcnJycavff/+9tbaYN8ZhgqaZSgkU72HMVm2VcuNi9wkUBeNGjRqpXr16xQDm90fMt8aPP/44wdh904KKDQGCMdOgUgLmdj/mG+GsrK915MgPZd5rbgxfp05d67CPHj16VKp9LkYgWAH2MA5WjvvcKFAUjK+44gq1adPmDILateuwK4UbJwY1E4yZA5UTKLlFW3kHeZhfwhs5coSxW0VvzZjxQOUewNUIBClQKhizh3GQitzmFoGKvnx3++23ad++fbr33vs47MMtk4I6LQHeGDMRKiVAMK4UFxdHUaDU4R6n9zDOXzVbf1/+ql5Z+L4+LKsv7HUcxRHiUXYSqCgYmy841q5911gW95x+97vfacCAgXbqPn1BIGICBOOI0Tqn4aLlE/v27Vd29gG9+OKLSktL0/XXX68hQ4ZYW7UVfT7++GOtWLHcuqZFi5bq16+f9atu3bqxrMI5U8KWlZTcqi3gDvJmOWAqLnSWQEXB2Kx2+fJl1iEgs2fPZr2xs4afas4iQDBmelQokJW1XbfeeqvMt8UlPxdeeKHmzXuk1K4U8+bN1Zw5c85oc/z431hHjPJBIFICJXekCPQZV89epbd+y7G3gXpxnXMEKgrGOTnZeuONNzRt2jRjX/r7NWzYcOcUTyUIEIyZA6EIHD9+3ArFR48eLdWMeRqSeYhHSkpK8c/37NmtXbu+OeNxjRufrwsuuDCUbnAvAmcVMJdS/CZ9qBZ+mGd98fOiYcM0qNVAtWrpUUKrtFJHQ5vrkf1qiSgCrhWoKBjfe++92r17t8aOHau2bdsoNbWBa60o3F0CvDF213hTLQIIIICASwXMbdhWrVqpggKfvvzy31qyZIkyMjJ0ySU/HtJURHPo0EFrO86xY3/JAR8unS9uLZtg7NaRp24EEEAAAVcJvPnmG5o06Tbl55+qsO6ZM2eyfKJCJS5wogDB2ImjSk0IIIAAAgj8RMBcN7x16zb5fL4KbdLSWpb6YnWFN3ABAg4RIBg7ZCApAwEEEEAAAQQQQCA0AYJxaH7cjQACCCCAAAIIIOAQAYKxQwaSMhBAAAEEEEAAAQRCEyAYh+bH3QgggAACCCCAAAIOESAYO2QgKQMBBBBAAAEEEEAgNAGCcWh+3I0AAggggAACCCDgEAGCsUMGkjIQQAABBBBAAAEEQhMgGIfmx90IIIAAAggggAACDhEgGDtkICkDAQQQQAABBBBAIDQBgnFoftyNAAIIIIAAAggg4BABgrFDBpIyEEAAAQQQQAABBEITIBiH5sfdCCCAAAIIIIAAAg4RIBg7ZCApAwEEEEAAAQQQQCA0AYJxaH7cjQACCCCAAAIIIOAQAYKxQwaSMhBAAAEEEEAAAQRCEyAYh+bH3QgggAACCCCAAAIOESAYO2QgKQMBBBBAAAEEEEAgNAGCcWh+3I0AAggggAACCCDgEAGCsUMGkjIQQAABBBBAAAEEQhMgGIfmx90IIIAAAggggAACDhEgGDtkICkDAQQQQAABBBBAIDQBgnFoftyNAAIIIIAAAggg4BCB/we1NgepmMjuUAAAAABJRU5ErkJggg==" + } + }, + "cell_type": "markdown", + "id": "0d3ee5ff-e3d5-44a9-8417-ca38b7f9c1e3", + "metadata": {}, + "source": [ + "![image.png](attachment:c241005a-c3c3-4237-b2bf-d5e113f1a667.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "0397a996-ba18-4eb9-b3bc-68114c67b056", + "metadata": {}, + "outputs": [], + "source": [ + "P=phybody(x1=0,x2=L)\n", + "P.add_forza(F,pi/2+alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "5e9aa852-7462-4b0b-a1c3-39c929cc0b5d", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle - F L \\sin{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "-F⋅L⋅sin(α)" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.work_x()" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "e58b2aa5-b561-49f7-8503-17f2bc870267", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "7516784f-27b7-45a1-a3fe-6b2d5f8695e4", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { 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" + } + }, + "cell_type": "markdown", + "id": "1f414a08-879f-4835-93f4-91f31e5bfa6a", + "metadata": {}, + "source": [ + "![image.png](attachment:60d9f5e0-54b1-4e7a-b80b-e6c497c55202.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "27f4c593-2efa-458b-a684-b909b57b208d", + "metadata": {}, + "outputs": [], + "source": [ + "P=phybody(x1=0,x2=L)\n", + "P.add_forza(F,pi)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "6ce97380-d39a-47e7-a561-af73080ad9d8", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle - F L$" + ], + "text/plain": [ + "-F⋅L" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.work_x()" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "46e36b59-0dad-4a5b-b2fc-1ebae05aa054", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "850ffcc4-4833-4887-8479-717fd75a307c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "attachments": { + "6130b6fb-a1d7-4ee6-ac03-ed7974d0e9fd.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "7f83cc87-41d1-4c80-b3dd-b850f003a8d4", + "metadata": {}, + "source": [ + "![image.png](attachment:6130b6fb-a1d7-4ee6-ac03-ed7974d0e9fd.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "8ea5bdfa-608a-48b9-8131-0126c8b09317", + "metadata": {}, + "outputs": [], + "source": [ + "m=cfrac(2,10)\n", + "g=cfrac(98,10)\n", + "P=phybody(x1=0,x2=h/tan(pi/6),y1=0,y2=h,v1=12,v2=0,m=cfrac(2,10),g=cfrac(98,10))" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "0baee763-900f-4832-a51d-cd6c7493e2ce", + "metadata": {}, + "outputs": [], + "source": [ + "P.add_forza(m*g,-pi/2)\n", + "P.add_forza(fr,pi+pi/6)\n", + "P.add_forza(N1,pi/2+pi/6)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "39680c32-dd6c-4dd4-bdce-fc3913539a6e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle W =\\frac{h \\left(- 50 f_{r} - 49\\right)}{25}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "W=P.work('W','simplify','rsimplify') " + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "1a26ffe6-f1d5-4c56-86b9-f641d69c4466", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle W =\\frac{h \\left(- 50 N_{1} \\mu - 49\\right)}{25}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "W.subs(fr,N1*mu)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "6733baa2-0b01-4b8d-a276-b9b2e639ddd8", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fry =N_{1} - \\frac{49 \\sqrt{3}}{50}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fry=P.fyrelative(pi/6,'Fry')" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "5c528486-833b-4a6a-9bfa-9844864f2a5e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle N1 =\\frac{49 \\sqrt{3}}{50}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "N1=Fry.solve('N1')" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "637e64aa-8e03-4946-b1d3-b0961792217f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle W =\\frac{h \\left(- 49 \\sqrt{3} \\mu - 49\\right)}{25}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "W.set(N1)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "b6b8ea50-2fef-4459-9e55-83400a9afda4", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle h \\frac{2}{10} \\cdot \\frac{98}{10} - 72 \\cdot \\frac{2}{10}$" + ], + "text/plain": [ + " 2 98 2 \n", + "h⋅──⋅── - 72⋅──\n", + " 10 10 10" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.energia('pk')" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "0473ab7c-0b31-41d1-9754-3f2305d049c6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{h \\left(- 49 \\sqrt{3} \\mu - 49\\right)}{25} = h \\frac{2}{10} \\cdot \\frac{98}{10} - 72 \\cdot \\frac{2}{10}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1=MQ(W,P.energia('pk'))" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "72a72fe7-c6cf-4d0f-b3d0-4c6c0462c889", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle - \\frac{49 h \\left(\\sqrt{3} \\mu + 1\\right)}{25} = \\frac{2}{10} \\left(h \\frac{98}{10} - 72\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.factor()" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "86069190-bf8a-4a22-9083-2653e1534777", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle - \\frac{49 \\sqrt{3} \\mu}{25} - \\frac{49}{25} = \\frac{49 h - 360}{25 h}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.simplify()" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "2763497e-1e26-4ab0-aacf-8ae8d73977e6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle - \\frac{49}{25} - \\frac{49 \\sqrt{3} \\cdot \\frac{16}{100}}{25} = \\frac{49 h - 360}{25 h}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.subs(mu,cfrac(16,100))" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "aa257a3d-f068-4159-b56b-543c8b15be2b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle - \\frac{49}{25} - \\frac{196 \\sqrt{3}}{625} = \\frac{49 h - 360}{25 h}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1.simplify()" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "95775f6b-7524-4639-9343-afac9854b829", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle h =\\frac{112500}{30037} - \\frac{9000 \\sqrt{3}}{30037}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "h=Q1.solve('h','float')" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "5db810f0-d960-459b-8049-497c327679b4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle h =3.22640552424943$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "h.float()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "94eae038-5443-49ec-9230-f9121ddcd692", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1f8c2962-e2e3-4841-8ce0-9533f353080d", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "47dabd6a-0b8e-487c-98c2-2dbef34a7a7c", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "19d71c9e-e2e2-4048-8210-04a6a3398d34", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a8d79e0b-043d-4d11-9853-aab83af18bef", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8defe5c7-3d79-441f-b797-983c9b61ef0e", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "cce04503-594d-4156-b7c3-047efdd8e250", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a560bb89-2846-4f34-a572-4dc004846ecd", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e9c906e8-e5ce-4228-9344-1a2ac991c7de", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "309ced24-375b-4c66-8944-63d8a0b59485", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\u001b[1;31mSignature:\u001b[0m \u001b[0msmartanswer\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mexpr\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;33m*\u001b[0m\u001b[0margs\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;33m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;31mDocstring:\u001b[0m \n", + "\u001b[1;31mSource:\u001b[0m \n", + "\u001b[1;32mdef\u001b[0m \u001b[0msmartanswer\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mexpr\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;33m*\u001b[0m\u001b[0margs\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;33m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[0mops\u001b[0m \u001b[1;33m=\u001b[0m \u001b[1;33m[\u001b[0m\u001b[1;34m'simplify'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;34m'factor'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;34m'float'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;34m'expand'\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[0mkname\u001b[0m \u001b[1;33m=\u001b[0m \u001b[1;34m''\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[0mkops\u001b[0m \u001b[1;33m=\u001b[0m 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\u001b[0mkops\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mappend\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mi\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32melse\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[0mkname\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mi\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mif\u001b[0m \u001b[0mtype\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mi\u001b[0m\u001b[1;33m)\u001b[0m \u001b[1;33m==\u001b[0m \u001b[0mSymbol\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[0mkvar\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mi\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mif\u001b[0m \u001b[0mlen\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mkops\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m>\u001b[0m\u001b[1;36m0\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mif\u001b[0m \u001b[1;34m'expand'\u001b[0m \u001b[1;32min\u001b[0m \u001b[0mkops\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mtry\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[0mexpr\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mexpand\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mexpr\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mexcept\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mpass\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mif\u001b[0m \u001b[1;34m'simplify'\u001b[0m \u001b[1;32min\u001b[0m \u001b[0mkops\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mtry\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[0mexpr\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0msimplify\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mexpr\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mexcept\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mpass\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mif\u001b[0m \u001b[1;34m'factor'\u001b[0m \u001b[1;32min\u001b[0m \u001b[0mkops\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mtry\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[0mexpr\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mfactor\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mexpr\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mexcept\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mpass\u001b[0m \u001b[1;33m\n", + "\u001b[0m \u001b[1;32mif\u001b[0m \u001b[1;34m'float'\u001b[0m \u001b[1;32min\u001b[0m \u001b[0mkops\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mtry\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[0mexpr\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mfloat\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mexpr\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mexcept\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mpass\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mif\u001b[0m \u001b[0mkname\u001b[0m \u001b[1;33m!=\u001b[0m \u001b[1;34m''\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mif\u001b[0m \u001b[0mkvar\u001b[0m \u001b[1;33m!=\u001b[0m\u001b[1;34m''\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[0mee\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mMyEq\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mfloat2int\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mexpr\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m,\u001b[0m\u001b[0mkname\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mkname\u001b[0m\u001b[1;33m,\u001b[0m\u001b[0mvar\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mkvar\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32melse\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[0mee\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mMyEq\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mfloat2int\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mexpr\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m,\u001b[0m\u001b[0mkname\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mkname\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mreturn\u001b[0m \u001b[0mee\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32melse\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\n", + "\u001b[0m \u001b[1;32mreturn\u001b[0m \u001b[0mfloat2int\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mexpr\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;31mFile:\u001b[0m d:\\libaldo3\\aaaa electro\\libaldo\\lib_tools.py\n", + "\u001b[1;31mType:\u001b[0m function" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "smartanswer??" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7f63eeaa-ac10-4472-afaf-c3d3d3be0191", + 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" + } + }, + "cell_type": "markdown", + "id": "b4407ccb-19ae-40ce-898d-7fdcaec3909a", + "metadata": {}, + "source": [ + "![image.png](attachment:5f3abb61-ec13-4046-9fb2-f85e8a778bfc.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "3bbf5a54-9ebf-44aa-961d-7d135ae2d74c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "2d71baca-a357-46d3-b469-8489256228fa", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P = phybody()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "da6bbf26-5092-43d4-9151-441946eed548", + "metadata": {}, + "outputs": [], + "source": [ + "P.add_cg(4, 0, 0)\n", + "P.add_cg(1, 0, 2)\n", + "P.add_cg(2, 2, 2)\n", + "P.add_cg(3, 2, 0)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "1bf88274-5e02-4c5d-a021-fc503522d69e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle \\left( 1, \\ \\frac{3}{5}\\right)$" + ], + "text/plain": [ + "(1, 3/5)" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.get_cg()" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "e4b0107a-2167-4723-b783-d26e3cca8f7a", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "e13ed857-f142-4fbf-b85a-0eb88c9a72a0.png": { + "image/png": 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8/mzX7v77eLpDTvLCzlmO0Q9Qgk7uHx4NCRAgQIAAAQIEqisg6OQOOi+Hd+Z3hg/CXKeH0UHnV6cfCO9te3bgJaLjXjzam9LgaWtxxxB0qvtDaWYECBAgQIAAAQLTCwg66wSd9QJM+p04c/sOhk/vvyds2DjXiT4/CR+cfiK8943nwocvLSZGuCF8/NQj4YotG0dWbiWAXBN+7fC+cNWfbArv3b6lvxMUa4zu4ILO9D88eiBAoD0Cw27ZzbP6xcWlPM20IUCAAIEcAoLOELTku27Wu8UseVDAWPvbfz9cefQb4bJOEFrvK/1MziV//Yfh3f1vju1++QMTjhHzMIKFO1+fbG4+RYAAgRoLnD3+e1Fm7/8zozDqhACBKQTOPP+7U7SuV1NBZ0i9Jj1+Of0iz+GlH7+Lk2yXDlmf2vyDxC1yoy6u6ca4cvN8pqs2+ZdN/9HOROfDBAjUVEDQqWnhTJsAgTUCgk7LL4osL/XsHjTw828fDr84/FZf7dLP3xguuXFb+MT+LeFjG6/OpLm6S7T6TE7MMZK33E168lt6AYJOppL6MAECDRBIBp2sf+CZpm0D6CyBAIGKCQg6FStIGdPJcqxzrPllfZlonnFjjDEq6LTpByePvTYECNRXwDM69a2dmRMgEMItO/5bn6FNv6+5dW3E1Z+8hSzkeKlmlh+qbvh4d/fx8MFLP15p1nnW5qr/eihsmMEzqzECnKCTpbo+S4BAEwQEnSZU0RoItFdA0Glv7YeuPH2q2qRHQudh7IWPDfvuD5dt3xw+uc6pbHn677VJhrcNR06Fq/ZsytWdoJOLTSMCBGosIOjUuHimToCAHR3XwFqBgdu8Ot+eJhyU7RvjlrXeGgSdsqtpfAIEihYQdIoWNx4BAjEF7OjE1GxQXwO3sHXWtd5x01Vd9uDu1OgXj046f0FnUimfI0CgKQKCTlMqaR0E2ikg6LSz7hOt+lenHwjvbXs2fBhuDJeffz58Ysy7cCbqtOAP9U5zi7ErJegUXDzDESBQuoCgU3oJTIAAgSkEBJ0p8DRtl4Cg0656Wy0BAiEIOq4CAgTqLCDo1Ll65l6ogKBTKLfBCBCogICgU4EimAIBArkFBJ3cdBq2TUDQaVvFrZcAAUHHNUCAQJ0FBJ06V8/cCxUQdArlNhgBAhUQEHQqUARTIEAgt4Cgk5tOw7YJCDptq7j1EiAg6LgGCBCos4CgU+fqmXuhAoJOodwGI0CgAgKCTgWKYAoECOQWEHRy02nYNgFBp20Vt14CBAQd1wABAnUWEHTqXD1zL1RA0CmU22AECFRAQNCpQBFMgQCB3AKCTm46DdsmIOi0reLWS4CAoOMaIECgzgKCTp2rZ+6FCgg6hXIbjACBCggIOhUogikQIJBbQNDJTadh2wRGBZ22OVgvAQLtETh7/PeiLHbhztej9KMTAgQI5BU48/zv5m1au3Zzi4tLS7WbtQmXKiDolMpvcAIEShAQdEpANyQBAjMREHRmwqrTpggIOk2ppHUQIDCpgKAzqZTPESBQdQFBp+oVMr9SBYbdq97ZGSx1TgYnQIAAAQIECBAgkBRw65rrIbOAoJOZTAMCBGou0P3/PX/QqXkRTZ8AgdYJCDqtK/n0CxZ0pjfUAwEC9RIQdOpVL7MlQIBAV0DQcR1kFhB0MpNpQIBAzQUEnZoX0PQJEGilgKDTyrJPt2hBZzo/rQkQqJ9AjKATo4/6yZkxAQIEyhMQdMqzr+3Igk5tS2fiBAjkFIgRUmL0kXP6mhEgQKCVAoJOK8s+3aIFnen8tCZAoH4CMUJKjD7qJ2fGBAgQKE9A0CnPvrYjCzq1LZ2JEyCQUyBGSInRR87pa0aAAIFWCgg6rSz7dIsWdKbz05oAgfoJxAgpMfqon5wZEyBAoDwBQac8+9qOLOjUtnQmToBAToEYISVGHzmnrxkBAgRaKSDotLLs0y1a0JnOT2sCBOonECOkxOijfnJmTIAAgfIEBJ3y7Gs7sqBT29KZOAECOQVihJQYfeScvmYECBBopYCg08qyT7doQWc6P60JEKifQIyQEqOP+smZMQECBMoTEHTKs6/tyIJObUtn4gQI5BSIEVJi9JFz+poRIECglQKCTivLPt2iBZ3p/LQmQKB+AjFCSow+6idnxgQIEChPQNApz762Iws6tS2diRMgkFMgRkiJ0UfO6WtGgACBVgoIOq0s+3SLFnSm89OaAIH6CcQIKTH6qJ+cGRMgQKA8AUGnPPvajizo1LZ0Jk6AQE6BGCElRh85p68ZAQIEWikg6LSy7NMtWtCZzk9rAgTqJxAjpMToo35yZkyAAIHyBASd8uxrO7KgU9vSmTgBAjkFYoSUGH3knL5mNRJYOvftcPP1Xwmv3fpwuPDKveHqpRpN3lQJVExA0KlYQeowHUGnDlUyRwIEYgrECCkx+oi5Jn3FEfjo+J5w646j4bXLPhv2PHcmHNk6P1XHx3deEXY889MQOv099tarYe/Guan605hAmwUEnTZXP+faBZ2ccJoRIFBbgRghJUYftQVs6MTnwoVw6KZrwsHXLy5wyl2Ygf4EnYZeNZZVpICgU6R2Q8YSdBpSSMsgQGBigRghJUYfE0/YBwsRSAedT+0+Ht55/I7cY8+FU2Hn/LZwrNtDzqDTn9OPqrEj9NELj4Zbv3gg847X29/cFXbe/2S4dNc3wzNHD7iFL/dV1e6Ggk67659r9YJOLjaNCBCosUCMkBKjjxoTNnbq/VvXptzN6QL1n8/p/o/Ld4bT7z0VNmd8Rqc7nw2dW+m6X7d96+3w4r7rSrV/++HPhRsO/mBlDhOuaaBNp9mekx9NfUtgqQgGL01A0CmNvr4DCzr1rZ2ZEyCQTyBGSInRR77Za1UXgWRICTmDU/8Zn4oEhOR8unUYF1oGDC4WblybutTXPIsXEHSKN6/9iIJO7UtoAQQIZBSIEVJi9JFx2j5eM4HkL/l5boMbuJVuwt2TWRKteYapM9h66xrY0epNLOctfLNcl77rIyDo1KdWlZmpoFOZUpgIAQIFCcQIKTH6KGi5lR4m+QxK3lPOzr2wJ9z1xc5JaSN2Tc6deDQcevBr4enXfrlssdB59uYvv3PHVM+JLJ0/H174+pfDXxx7NbzW7bTzC/ze554Jj229tu+dvGUrzy7GQFDIuSMUs/jDgs6o29fSIe2ef/1fwpNP/Z+Jb3eLOW99NUdA0GlOLQtbiaBTGLWBCBCoiECMkBKjj4pwlDqNSW7v6n9myC/7A2FgyG7B8btvCTs6YST9lX7epXtwwN0LfxCe/tvfXvdY6e4v8C88cne4875XhrolA82wo6W77b9/9139gNQNXWcSBx6ceOS2kX0vLCx0xvxROHv258tjd3dT/u/j1w/0t14x02NlLXzSujuXxbNnl0PesBCXXPvht/5z+OUfX7tyml0FAlvWdft8dQQEnerUojYzEXRqUyoTJUAgkkCMkBKjj0jLqXU3yV2PYbdBDZxcNuT2reQzI+nwkn4IfgAq9Qv3JLeZ9cPQxZ2hYfC9OQy77WzLUur46osdDA1HE1S1O9aRD3atHg4wrs2Ut40ljfae/LvwT//jdcvhJV239AEKL+37Sf/0uTy38I1blu+3R0DQaU+to61U0IlGqSMCBGoiECOkxOijJlwznea4gDHw8Hsq6AyEoHWCS/K2sn5/qc8nQ9Gw080GxuqKJG5V67dNBInk53s7LwPv6EmoJsfrn/o2TL3T/y3/9kvh4Be3h8984drlW+8GPt/5/sLvrL6Q9GxnxyX59cmb7w7PnXky88lvvT7SO1S/9eCVa16Gmtz16YWaYf8204tK540VEHQaW9rZLUzQmZ2tngkQqKZAjJASo49q6hQ7q/WCzpqH2VNBZ9QzMKPeX5PcZUmHmWG3mfUkxr1ItD+PRHhKziG989L93+N2OSp9EMHFOnz++4NHX7+075LVF64malW1I7KLvcKNFlNA0Imp2ZK+BJ2WFNoyCRDoC8QIKTH6UJLBd82kb2tKH2WcfOnmekFg2O7MwOdTuznjQsXAPNa0XX0paDI8JUPavs5hCG9s/+ry8yzJNY7aXepeF1XbBRl2MMLGpdW1d3eL/uij764c+JC6RW7aQxn8nBDo/9FhcXEp46uo4LVdQNBp+xVg/QTaJxAjpMToo33ya1c86vaz5C/W//7EifDL7dvDsU7zXpgYFQTSoeXwG38afuv7D4eH7nti5XS0zk7DyTeeDFs3rt7ilb7N7J3E4QDjXvo56j03/V2M5dvJ3lw5QCAVkvpthzx7FGMXpGtx7vxSuOTaa6Y6Ya7LNmo+a8Jooka9ags6ftJjCdjRiSXZon4EnRYV21IJEFgWiBFSYvShHCsCw37hT+92/PjLV6w8D3IxLPyT3m1Tqd2DNc/SJJFHnPiVDDMjb2nr9JM+Xax7rPX1nWOtl7/W2cUY9v3uvw17tqc33fVupUsuqXeK27CT5dLX1zTHao8KdOnbC4c93zTpWvw8EBgnIOiME/L9NQKCjouCAIG2CcQIKTH6aJv7qPWm/+J/+OrD4ebrv7K8A9P7xTn9ma3f+9RK8Enthgx7SWX3tqr/9MD9Yf+21XfcJOeS3K1Ihpn1DjtYc6JbKuikdzqGBYBRuyTjbqVLzn3oSznXubDyvM9nYD5DTm7rBr6dX/8f4V987djAe4SyhjY/DwTGCQg644R8X9BxDRAg0HqBGCElRh+tL8RFgOQv6/9o1zfD/W/eu/LOlUSISR8wcNP/++GaZ1663aX7+uHRA2tu2+q+QPSuOw+Ej3UOBXhx33WrOyud9skgMPwEsZPh0UMPhfue7rybp/NL/z1/fEnnRZhnUnNNHSM9wU7SyLWm2q68HPWt8EfnXw17L95+N+pdQWuur5zHS0/z4tJxIcnPAIEsAoJOFi2fXRawo+NCIECgbQIxQkqMPtrmPmq9a041u/jB9W4jW/7IkF/cR71AtDvG3514IRx68GsrD8wnQs2oZ0jW3S3pjL3nuTOhv7OUCCTjXmLac0ive/UdPKsP+fcCUPcdPN0XjS7fopYzsOS93sYdAb5ev+k15tlRyjtv7ZonIOg0r6YzX5GgM3NiAxAgUDGBGCElRh8VYyl1OmtuBRvygP6a52+G7JSMCk3pxXWfVzlz8dCBiY6pTnTQvRXu2WeeCNs2/q/+ccrJ09SyBIP+S0j/9reXg9ORrfNh3BqG3QY3y+KNe8eQoDNLfX0nBQQd10NmAUEnM5kGBAjUXCBGSInRR80Zo04/HWJG/eW/u1uy664HlndlRn0mGTTWTLJ7u9lDx8LR/df1v7XeL/LJ8a68eSH8mz87Fg50nvXpvqxz1Glt3X8/dNO2cPBHnw2PvbV6i1kWsDXB72LjokNOd9hRzzBNup7eS03fnPKFpZOO53PNFRB0mlvbma1M0JkZrY4JEKioQIyQEqOPivKUNq3eL8Tzid2WvJNJBpRuH92Q8s9v/A/h2L3bwzWbVo+W7n6vd6tZ9xfxhzo7Nb1nX8aNHeMI6FFjpE9TG3egwri5Tvv9C+f/OlyY2xS2brpm2q60J5BbQNDJTdfehoJOe2tv5QTaKhAjpMToo63+TVm3Y5ObUknrqIuAoFOXSlVonoJOhYphKgQIFCIQI6TE6KOQxRoks0Bvp+aWzglwD9z/1YGXi/Y6G/ci0cyDakCAwFgBQWcskQ+kBQQd1wQBAm0TiBFSYvTRNve6rDd92tpnO7e0/avOe3ju+MLKszlL506Ge67fHo5dXFAZz83UxdI8CcQUEHRiarakL0GnJYW2TAIE+gIxQkqMPpSkugIr76s5uvyunnW/RrwjZ1wz3ydAILuAoJPdrPUtBJ3mXgInHrkt3HnfKyF5jGpytb1TfUZ9v7kyVtZ2ASGl7VfAZOtPH2iQbtU9IOC5M0+GzZ1dHl8ECMxeQNCZvXHjRhB0GlfS5QUNHNU69F0Ta19I5z/WzbwWrGqtgKDjqsgicO7Eo+HQQ38Vnv7h2frSH9oAAAZxSURBVJVmnSOqdz34Z+HgV7cv38rmiwCBYgQEnWKcGzWKoNOocvYXMxB0hrx4r39aUKdF8kV3zdSwKgKDAoKOK4IAAQL1ExB06lez0mcs6JRegplMYODN2p2/PiZfWjfwIjr3l8/EX6fVFhB0ql0fsyNAgMAwAUHHdZFZQNDJTFabBsPe9j0Qcobs9NRmcSZKYAoBQWcKPE0JECBQkoCgUxJ8nYcVdOpcvfXnnr597ZE/vyQcuPeJlUadkHPyjSeHvh+iuSJWRoAAAQIECNRVQNCpa+VKnLegUyJ+AUP3Xnw3MJSQU4C8IQgQIECAAIGYAoJOTM2W9CXoNLvQA7s6naU6DrXZ9bY6AgQIECDQVAFBp6mVneG6BJ0Z4pbc9cCBBL25pA4mKHmKhidAgAABAgQITCQg6EzE5ENJAUGnmddDOuQsLCyEs2cvvgPCIQTNLLpVESBAgACBBgsIOg0u7qyWJujMSra8ftMh57ZvvR1e3HddSL47p3sL27PPPOEwgvLKZGQCBAgQIEAgg4CgkwHLR1cEBJ3mXQmj3pOz5la2zm1se597Jjy29drmIVgRAQIECBAg0CgBQadR5SxmMYJOMc5FjnL3/Fw41h1wyPM46cMJhn2myLkaiwABAgQIECAwiYCgM4mSzwwIjAs6w76PkAABAk0WWFxcavLyrI0AAQK1FBB0alm2cic9LuiUOzuj5xF45J5bwn3fXQyPvfVq2LtxLk8X2hAgQIAAAQIEKiUg6FSqHPWYjKBTjzqZJQECBAgQIECgzQKCTpurn3Ptgk5OOM0IECBAgAABAgQKExB0CqNuzkCCTnNqaSUECBAgQIAAgaYKCDpNrewM1yXozBBX1wQIECBAgAABAlEEBJ0ojO3qRNBpV72tlgABAgQIECBQRwFBp45VK3nOgk7JBTA8AQIECBAgQIDAWAFBZyyRD6QFBB3XBAECBAgQIECAQNUFBJ2qV6iC8xN0KlgUUyJAgAABAgQIEBgQEHRcEJkFBJ3MZBoQIECAAAECBAgULCDoFAzehOEEnSZU0RoIECBAgAABAs0WEHSaXd+ZrE7QmQmrTgkQIECAAAECBCIKCDoRMdvSlaDTlkpbJwECBAgQIECgvgKCTn1rV9rMBZ3S6A1MgAABAgQIECAwoYCgMyGUj60KCDquBgIECBAgQIAAgaoLCDpVr1AF5yfoVLAopkSAAAECBAgQIDAgIOi4IDILCDqZyTQgQIAAAQIECBAoWEDQKRi8CcMJOk2oojUQIECAAAECBJotIOg0u74zWZ2gMxNWnRIgQIAAAQIECEQUEHQiYralK0GnLZW2TgIECBAgQIBAfQUEnfrWrrSZCzql0RuYAAECBAgQIEBgQgFBZ0IoH1sVEHRcDQQIECBAgAABAlUXEHSqXqEKzk/QqWBRTIkAAQIECBAgQGBAQNBxQWQWEHQyk2lAgAABAgQIECBQsICgUzB4E4YTdJpQRWsgQIAAAQIECDRbQNBpdn1nsjpBZyasOiVAgAABAgQIEIgoIOhExGxLV4JOWyptnQQIECBAgACB+goIOvWtXWkzF3RKozcwAQIECBAgQIDAhAKCzoRQPrYqIOi4GggQIECAAAECBKouIOhUvUIVnJ+gU8GimBIBAgQIECBAgMCAgKDjgsgsIOhkJtOAAAECBAgQIECgYAFBp2DwJgwn6DShitZAgAABAgQIEGi2gKDT7PrOZHWCzkxYdUqAAAECBAgQIBBRQNCJiNmWrgSdtlTaOgkQIECAAAEC9RUQdOpbu9JmLuiURm9gAgQIECBAgACBCQUEnQmhfGxVQNBxNRAgQIAAAQIECFRdQNCpeoUqOD9Bp4JFMSUCBAgQIECAAIEBAUHHBZFZQNDJTKYBAQIECBAgQIBAwQKCTsHgTRhO0GlCFa2BAAECBAgQINBsAUGn2fWdyeoEnZmw6pQAAQIECBAgQCCigKATEbMtXQk6bam0dRIgQIAAAQIE6isg6NS3dqXNXNApjd7ABAgQIECAAAECEwoIOhNC+diqgKDjaiBAgAABAgQIEKi6gKBT9QpVcH6CTgWLYkoECBAgQIAAAQIDAoKOCyKzgKCTmUwDAgQIECBAgACBggUEnYLBmzJcMuwsLi41ZVnWQYAAAQIECBAg0BABQachhbQMAgQIECBAgAABAgRWBQQdVwMBAgQIECBAgAABAo0T+P8fQ0ugq40+fQAAAABJRU5ErkJggg==" + } + }, + "cell_type": "markdown", + "id": "04d358b3-d06a-47ff-8442-49e4b52a9162", + "metadata": {}, + "source": [ + "![image.png](attachment:e13ed857-f142-4fbf-b85a-0eb88c9a72a0.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "6941fcde-7ed6-44e1-abc3-ffaaaaff0890", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "667b65da-950a-4708-834b-5e752ddf4000", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle P1=\\int\\limits_{0}^{L} x\\, dm$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "P1=MyIntg(x,'P1',var=m,x1=0,x2=L)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "3f308093-3215-46bd-b48e-0085b20460e8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle P1=\\int\\limits_{0}^{L} \\frac{M x}{L}\\, dx$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "P1.changedifferential(x,M/L)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "4d05c804-7bd3-4cff-9e28-101d26acaae3", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle P1=\\int\\limits_{0}^{L} \\frac{M x}{L M}\\, dx$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "P1.Div(M)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "182fac7d-0af8-42da-a43e-15b93c1cf095", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "c385872a-7395-44ac-a432-1160c3527c3d", + "metadata": {}, + "source": [ + "![image.png](attachment:07aca0f0-fb28-4bb0-8636-2e6155b4cf5a.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "35916f53-d7fb-4b06-a7af-1677d191348e", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "05aa8aa6-ec20-405e-85d5-68737055cff2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle y1=\\int\\limits_{0}^{\\pi} R \\sin{\\left(\\alpha \\right)}\\, dm$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "y1=MyIntg(R*sin(alpha),'y1',var=m,x1=0,x2=pi)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "718c9f62-6b68-4d35-8a6c-fd8856b09219", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle y1=\\int\\limits_{0}^{\\pi} \\frac{M R \\sin{\\left(\\alpha \\right)}}{\\pi}\\, d\\alpha$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "y1.changedifferential(alpha,M/pi)" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "83a6bdcd-906f-4e48-afc5-39650c7a5f86", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle y1=\\int\\limits_{0}^{\\pi} \\frac{M R \\sin{\\left(\\alpha \\right)}}{\\pi M}\\, d\\alpha$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "y1.Div(M)" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "8557215b-6e75-4296-ba66-db3eac2805ef", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAAABsAAAAqCAYAAABC8iBdAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACoElEQVRYCe2Y300DMQzGW8QACDYoGxTYADZoYQPYAMRT+wobtEwAdAOYoRvACKgblO8X4sPJ5cpJ0Bd0ltLYn/8lju+Ua3+9Xveg6XQ60HQThF7vWPMHsvBlxJJJ+LWAM43TqHjVvNLYizLTTHYLk/skE0AiFDgHEn8nJgQUT6AiScdqX70vhpKJ+aaxED8G2+FHROCrwMUfGbBLVvrscc/LZhjlF4/DS/euiUWOxJO4SkYp3gT6EqDHeM+MATLyJcxUQdz3oO2MoO8Kyk5KlC/CbC5g5Fc7V2HsmkGJ2WVvlx8JoabwGYUySV8LFu1CsMyHeJSN8lfnhU1IBpOTHAiEk3VoYiK9lZDgNBJ0oIEPnTwWniyyMZmMbWX34ktknXuloKFMmin3gwYJA+Ydd7xgvJxmGGtuKi+m7GxliQDEI+OD7hbMUy2ZjC9lsK/ZVu7tPd90XtZM7C6hJJkSjKQ9jKsLhuIHDO8l2c6r9nzJznScW0JVMgVgpSea84ZgAbmjlfcpifYlnESMt0egGLtqfVZOQ/BMcF6eToVVTSIe23NvkPFVEnDZs1NKu7R3IwZJqSQbLeVwhKCZ11pOvHnmHpTMgnmZP2rQNEEfknnDbfLVmW0zicXuklklfjV3ZfxV+cy5P5lMvq5Xhmxx7h7qPylu1/pdGTdW4P82yO7GfUdlvHtwn7Q7YcltLrvksys3+vF1FRPhxx2RZFzVuMhwoUEOH4qyS+71wuvEl2fT0Et6qDEyvfhrjQFy5IemazNvLGNcrV/xmTC7Q7LD5ApX30qKtO5GJeHGvHLuQ2Fedqoy2zqZ3Dl8f7cflEM2o62SaQc0At2Y3O2F20dEcwanaZUsJip9c//0WeVSff9bkIAFgaD51031Z0rBvgh9AiHiIHTC6LyhAAAAAElFTkSuQmCC", + "text/latex": [ + "$\\displaystyle \\frac{2 R}{\\pi}$" + ], + "text/plain": [ + "2⋅R\n", + "───\n", + " π " + ] + }, + "execution_count": 28, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "y1.doit()" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "5b543406-124e-45fe-b1c0-a748f308bc60", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d9669599-966c-499c-b1c2-70959d28ed75", + "metadata": {}, + "outputs": [], + "source": [ + "# from upper answer when center is x1,y1 and R=R then.... CG = x1, y1+2*R/pi..." + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "4eaddae2-4bde-47fd-87da-65c285cf7b8d", + "metadata": {}, + "outputs": [], + "source": [ + "# from upper answer when center is x1,y1 and R=R then.... CG = x1, y1+2*R/pi...\n", + "def cgc(x1,y2,R,op='up'):\n", + " mm=pi*R\n", + " cx=x1\n", + " if op=='down': # if refer to down semicircle \n", + " cy=y2-2*R/pi \n", + " else:\n", + " cy=y2+2*R/pi\n", + " return (mm,cx,cy)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "422c326a-0417-48c0-8e09-6e9891253b23", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "1c6cd59c-d7e3-4839-975e-6dbea23926b5.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "c21031bf-cb69-4980-a38e-f5a7a7d44ee3", + "metadata": {}, + "source": [ + "![image.png](attachment:1c6cd59c-d7e3-4839-975e-6dbea23926b5.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "15701ab5-15d7-4ad3-903c-b98e14a5dbdb", + "metadata": {}, + "outputs": [], + "source": [ + "P=phybody()" + ] + }, + { + "attachments": { + "92434694-e3de-4296-a3c8-54542ddd6d5f.png": { + "image/png": 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" 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+ "text/latex": [ + "$\\displaystyle \\left( \\frac{\\pi R}{2}, \\ \\frac{R}{2}, \\ \\frac{R}{\\pi}\\right)$" + ], + "text/plain": [ + "⎛π⋅R R R⎞\n", + "⎜───, ─, ─⎟\n", + "⎝ 2 2 π⎠" + ] + }, + "execution_count": 35, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cgc(R/2,0,R/2)" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "b3880cd0-92b8-4e64-a084-31ff378a866f", + "metadata": {}, + "outputs": [], + "source": [ + "P.add_cg(*cgc(R/2,0,R/2))" + ] + }, + { + "attachments": { + "e951131d-211a-4144-97c9-74612bc29687.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "fa0521b5-0fb3-4ef6-8826-8441e325ed05", + "metadata": {}, + "source": [ + "![image.png](attachment:e951131d-211a-4144-97c9-74612bc29687.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "fe6c74f4-0736-4994-9093-356c9567bd2b", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle \\left( \\frac{\\pi R}{2}, \\ \\frac{3 R}{2}, \\ - \\frac{R}{\\pi}\\right)$" + ], + "text/plain": [ + "⎛π⋅R 3⋅R -R ⎞\n", + "⎜───, ───, ───⎟\n", + "⎝ 2 2 π ⎠" + ] + }, + "execution_count": 40, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cgc(3*R/2,0,R/2,'down')" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "fdbde0f2-8561-44fc-90aa-efbabd4ccf21", + "metadata": {}, + "outputs": [], + "source": [ + "P.add_cg(*cgc(3*R/2,0,R/2,'down'))" + ] + }, + { + "attachments": { + "1f8cba3d-1864-47c7-aefb-de20dea3ff32.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "226ff2a5-3c8a-4d7b-85e5-3d176a019f04", + "metadata": {}, + "source": [ + "![image.png](attachment:1f8cba3d-1864-47c7-aefb-de20dea3ff32.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "51c575aa-965b-43eb-bf8f-259a75e6fce8", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle \\left( \\pi R, \\ R, \\ - \\frac{2 R}{\\pi}\\right)$" + ], + "text/plain": [ + "⎛ -2⋅R ⎞\n", + "⎜π⋅R, R, ─────⎟\n", + "⎝ π ⎠" + ] + }, + "execution_count": 45, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cgc(R,0,R,'down')" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "6feb3f24-51b5-40a7-b877-1f523cd7d7a6", + "metadata": {}, + "outputs": [], + "source": [ + "P.add_cg(*cgc(R,0,R,'down'))" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "33801953-d63b-467f-b88d-360c7bad4a80", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle \\left( R, \\ - \\frac{2 R}{\\pi}\\right)$" + ], + "text/plain": [ + "⎛ -2⋅R ⎞\n", + "⎜R, ─────⎟\n", + "⎝ π ⎠" + ] + }, + "execution_count": 47, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# join together\n", + "P.get_cg()" + ] + }, + { + "attachments": { + "fe2ee86c-3199-4fe7-8c8e-5f9e0cae9622.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "b5d75e57-9ad4-4dc2-b1a1-602b0cb48557", + "metadata": {}, + "source": [ + "![image.png](attachment:925ca0b4-48ba-4cd0-aa4b-895c4854df75.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "4657f0b7-1985-447d-b8bf-5cf671c04a84", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "b23a3dfc-2042-4a32-adde-167a5116b34c", + "metadata": {}, + "outputs": [], + "source": [ + "P=phybody()\n", + "P.add_cg(-pi*r*r,R,R+r)\n", + "P.add_cg(pi*R*R,R,R)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "ed4883e2-2b3f-49f8-8fec-2074d89df0e5", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle \\left( R, \\ \\frac{R^{3} - r^{2} \\left(R + r\\right)}{R^{2} - r^{2}}\\right)$" + ], + "text/plain": [ + "⎛ 3 2 ⎞\n", + "⎜ R - r ⋅(R + r)⎟\n", + "⎜R, ───────────────⎟\n", + "⎜ 2 2 ⎟\n", + "⎝ R - r ⎠" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.get_cg()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "04d482a7-4b10-4db5-ab78-263e44d4d35c", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAAABAAAAAOCAYAAAAmL5yKAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABIUlEQVQoFXWS7U0DMQyGW9QBKtigI1SwAWxAYQQ2qMS/+8sILRMA3YDOwAZ0BNQNrs+Ti6PccWfJsV9/xXYyb9t2VlPTNFvwA3yf7UfkGV5mrNgRd1CZDwtolAiw8hFpsULgFeAXPqBvroqnUnCsM/yuzEnFd0Kxq0eLjRbAWbefEgfHdeCpAs8GcMNPBIbEZney452mCqSASApJwgr9C3b+tJt/S8Rh+87unLGDG3ST/2BfoHS2wDCk2PoLgS5shvQJ32GLJBsy0dgIdnCOZKPQxRtUfa/agsYKTM0fH8kuCvUKcIs3SDF7h7ozfO6hUK8AVtuUPjvRO+8y8hcm4sL1ogK29hR4RJZEfbnbZXpGwNtYAvZ9bQfvwLfwB+xi9xcfD2N1UHELsgAAAABJRU5ErkJggg==", + "text/latex": [ + "$\\displaystyle R$" + ], + "text/plain": [ + "R" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.get_cg('x')" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "6f14fcac-9fb6-43e3-b3dc-5826e4a2a8e8", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle \\frac{R^{3} - r^{2} \\left(R + r\\right)}{R^{2} - r^{2}}$" + ], + "text/plain": [ + " 3 2 \n", + "R - r ⋅(R + r)\n", + "───────────────\n", + " 2 2 \n", + " R - r " + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.get_cg('y')" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "4550c8bd-d31a-4930-8425-8ffcbe5b2824", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Y=\\int\\limits_{0}^{R}\\int\\limits_{0}^{\\pi} \\frac{2 M r \\sin{\\left(\\alpha \\right)}}{\\pi R^{2}}\\, d\\alpha\\, dr$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Y=My2Intg(r*sin(alpha)*M/(pi*R*R/2),'Y',alpha,r,x1=0,x2=pi,y1=0,y2=R)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "c6c993b8-bf10-4a4c-baa2-23bef01943d2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Y=\\int\\limits_{0}^{R}\\int\\limits_{0}^{\\pi} \\frac{2 M r \\sin{\\left(\\alpha \\right)}}{\\pi M R^{2}}\\, d\\alpha\\, dr$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Y.Div(M)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "3c7946f9-ff58-428b-b44c-c0d84716c627", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle \\frac{2}{\\pi}$" + ], + "text/plain": [ + "2\n", + "─\n", + "π" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Y.doit()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "084cd9fc-4b72-4d5b-a325-075c5f6c663c", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/7020 Mass Center Inertia.ipynb b/7020 Mass Center Inertia.ipynb new file mode 100644 index 0000000..50cbea9 --- /dev/null +++ b/7020 Mass Center Inertia.ipynb @@ -0,0 +1,1704 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "4dc04f84-81ea-439c-9df6-77e3d771ddf1", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "b7a20b6b-e2fd-4e34-a199-090946af2521", + "metadata": {}, + "outputs": [], + "source": [ + "# somes easy samples to explain" + ] + }, + { + "attachments": { + "2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "9606cbfe-a6e8-470e-84cb-69c27cf3d3bb", + "metadata": {}, + "source": [ + "![line.png](attachment:2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png)" + ] + }, + { + "attachments": { + "16ef7c83-8292-4752-970b-e65b49f81250.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "fa6a63bc-b279-43a7-b865-a7209f2ed5e7", + "metadata": { + "tags": [] + }, + "source": [ + "![imagen.png](attachment:16ef7c83-8292-4752-970b-e65b49f81250.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "e32c20b2-9b6b-45c1-8219-16ac80f318d5", + "metadata": {}, + "outputs": [], + "source": [ + "P=phybody()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "de3a98eb-94c2-4483-a189-38c66dd3952a", + "metadata": {}, + "outputs": [], + "source": [ + "# P.add_cg( the sub mass ,sub area.. sub...,x center ,y center)\n", + "P.add_cg(3*L*L,L/2,3*L/2) # with 1\n", + "P.add_cg(3*L*L,5*L/2,3*L/2) # with 2" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "8ab774df-33f1-4461-947c-2bfb598fe729", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle \\left( \\frac{3 L}{2}, \\ \\frac{3 L}{2}\\right)$" + ], + "text/plain": [ + "⎛3⋅L 3⋅L⎞\n", + "⎜───, ───⎟\n", + "⎝ 2 2 ⎠" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.cgravedad() # get [x,y]" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "c3a1effd-4626-492a-89cd-7cc793408fa3", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle \\frac{3 L}{2}$" + ], + "text/plain": [ + "3⋅L\n", + "───\n", + " 2 " + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.cgravedad('x') # get x" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "880c0788-24d0-4a2e-96a0-a83c7a4f812a", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle \\frac{3 L}{2}$" + ], + "text/plain": [ + "3⋅L\n", + "───\n", + " 2 " + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.cgravedad('y') # get y" + ] + }, + { + "attachments": { + "2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "749098cd-0032-498e-8b5b-81269febbf22", + "metadata": {}, + "source": [ + "![line.png](attachment:2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png)" + ] + }, + { + "attachments": { + "15eb20c1-1b15-4fb9-8602-24a17767dc5a.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "ef399d2c-18a4-49ee-b0eb-e393ebcaf1f6", + "metadata": { + "tags": [] + }, + "source": [ + "![imagen.png](attachment:15eb20c1-1b15-4fb9-8602-24a17767dc5a.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "56dbd438-d02f-419b-ae86-96e7b3f9f9dd", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "a1976ec6-b37f-4a07-be7a-d5a60db38c7b", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle \\left( \\frac{R}{6}, \\ 0\\right)$" + ], + "text/plain": [ + "⎛R ⎞\n", + "⎜─, 0⎟\n", + "⎝6 ⎠" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# CG = (CG BiG Circle) - (CG little Circle)\n", + "P=phybody()\n", + "P.add_cg(pi*R*R,0,0)\n", + "P.add_cg(-pi*R*R/4,-R/2,0)\n", + "P.cgravedad()" + ] + }, + { + "attachments": { + "2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "18583305-2f0c-4efd-a67a-24254cf71b25", + "metadata": {}, + "source": [ + "![line.png](attachment:2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png)" + ] + }, + { + "attachments": { + "e8cfbf61-cbef-4e71-b21e-5d1fa44647e8.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "609c0c42-9239-4b04-a83e-a40b0098ada5", + "metadata": { + "tags": [] + }, + "source": [ + "![imagen.png](attachment:e8cfbf61-cbef-4e71-b21e-5d1fa44647e8.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "f4da1242-9fe2-4118-828a-de0b1088c3d4", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "attachments": { + "4a67f888-2a23-4ef8-a712-d630d43a0280.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "d69b6d15-530d-4b67-904a-61e8613758c1", + "metadata": { + "tags": [] + }, + "source": [ + "![imagen.png](attachment:4a67f888-2a23-4ef8-a712-d630d43a0280.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "1f5a8897-4449-46aa-9072-cb95452915b6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Iz=\\int r^{2}\\, dm$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Iz=MyIntg(r*r,'Iz',var=m)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "82384d53-6de3-4ed1-bc1c-dd066c371432", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Iz=\\int\\limits_{0}^{R} 2 \\pi L r^{3} \\rho\\, dr$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Iz.setdiff(r,rho*L*2*pi*r,x1=0,x2=R)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "5574b4a1-b6bd-4d4e-9fd5-30362f720922", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Iz=\\int\\limits_{0}^{R} \\frac{2 M r^{3}}{R^{2}}\\, dr$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Iz.subs(rho,M/(pi*R*R*L))" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "2434f2e1-d6bb-4c05-a4f1-712099b8f794", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle \\frac{M R^{2}}{2}$" + ], + "text/plain": [ + " 2\n", + "M⋅R \n", + "────\n", + " 2 " + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Iz.doit()" + ] + }, + { + "attachments": { + "2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "232cc354-27ac-42e5-84f3-a3dc4595536f", + "metadata": {}, + "source": [ + "![line.png](attachment:2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png)" + ] + }, + { + "attachments": { + "72570e7f-4b45-4de1-a74f-4a7559f1fe10.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "e2acac1a-12b3-4e41-a74b-54f6aee3f7a0", + "metadata": { + "tags": [] + }, + "source": [ + "![imagen.png](attachment:72570e7f-4b45-4de1-a74f-4a7559f1fe10.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "d1cc5ec3-d976-4546-87ec-6003c4f1f9be", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "attachments": { + "2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "d9fa1cef-bd3b-415b-8cea-4bab0733542c", + "metadata": {}, + "source": [ + "![line.png](attachment:2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "b440f88c-6da4-4a4b-b670-1023ca4df13d", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# remmeber that... Take Note this is geo_mass3.png ,also there is 1,2,4" + ] + }, + { + "attachments": { + "fedc73cb-267c-4973-bbee-9e98557b6337.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "4a6e7911-09e2-4d63-9d4e-9adac4a66b49", + "metadata": { + "tags": [] + }, + "source": [ + "![imagen.png](attachment:fedc73cb-267c-4973-bbee-9e98557b6337.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "a7fe5fbe-5785-46bd-a343-cc9375d93da1", + "metadata": {}, + "outputs": [], + "source": [ + "P=phybody()\n", + "P.add_cg(alpha*R*R,2*R*sin(alpha)/3,0)\n", + "P.add_cg(alpha*R*R/4,R*sin(alpha)/3,0)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "4b6151e9-086d-4a34-99cf-3209965fe555", + "metadata": {}, + "outputs": [], + "source": [ + "P.set(alpha,pi/6)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "c9248915-187b-47dd-ab8c-35cd6c3d558d", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle \\left( \\frac{3 R \\sin{\\left(\\alpha \\right)}}{5}, \\ 0\\right)$" + ], + "text/plain": [ + "⎛3⋅R⋅sin(α) ⎞\n", + "⎜──────────, 0⎟\n", + "⎝ 5 ⎠" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.get_cg()" + ] + }, + { + "attachments": { + "2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "b2e44307-af8d-44e7-bc68-a1ba543df604", + "metadata": {}, + "source": [ + "![line.png](attachment:2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png)" + ] + }, + { + "attachments": { + "fc05eee9-342a-410b-872f-b2c7fb48d546.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "8418652c-b421-4536-afeb-c207b5098715", + "metadata": { + "tags": [] + }, + "source": [ + "![imagen.png](attachment:fc05eee9-342a-410b-872f-b2c7fb48d546.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "33ca4e74-d1cd-4084-9d54-3194ff7e5ec9", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "cb94334a-edbe-45ae-b09b-0a87b2cc22db", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# declarando todas las putas variables\n", + "alpha,alpha1,alpha2,alpha3,R,m3=symbols('alpha alpha1 alpha2 alpha3 R m3')" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "4f75d80f-863a-40a9-a6f2-0c8f58c35b65", + "metadata": {}, + "outputs": [], + "source": [ + "# Firts Equilibrium... then Torque equal cero\n", + "P=phybody()\n", + "P.add_forza(m1,-pi/2,x_pol(R,alpha1),y_pol(R,alpha1))\n", + "P.add_forza(m2,-pi/2,x_pol(R,alpha2),y_pol(R,alpha2))\n", + "P.add_forza(m3,-pi/2,x_pol(R,alpha3),y_pol(R,alpha3))\n", + "# remmeber that " + ] + }, + { + "attachments": { + "8fb4c344-cee0-47ac-ac7c-55d25aa9c13c.png": { + "image/png": "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" + } + }, + "cell_type": "markdown", + "id": "a5cb5e1b-d771-4259-9126-dee7e1f51cfd", + "metadata": { + "tags": [] + }, + "source": [ + "![imagen.png](attachment:8fb4c344-cee0-47ac-ac7c-55d25aa9c13c.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "58e4d3cf-e2bc-40f1-ac00-07caba17ab9d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle To =- R \\left(m_{1} \\cos{\\left(\\alpha_{1} \\right)} + m_{2} \\cos{\\left(\\alpha_{2} \\right)} + m_{3} \\cos{\\left(\\alpha_{3} \\right)}\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "To=P.To('To') # torque in tha system is cero" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "0c3c5779-c2e9-4ae2-9d5e-c6c47cb7cb5c", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle To =- R \\left(- 2 m \\cos{\\left(\\alpha \\right)} - 2 m \\cos{\\left(\\alpha + \\frac{\\pi}{3} \\right)}\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "To.set(alpha1=alpha,alpha2=alpha+2*pi/2,alpha3=alpha+4*pi/3,m1=m,m2=3*m,m3=2*m)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "b5a8253b-5c10-4e01-ab4a-1d33d4e9c051", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle To =2 R m \\cos{\\left(\\alpha \\right)} + 2 R m \\cos{\\left(\\alpha + \\frac{\\pi}{3} \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "To.expand()" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "469c5db1-9aa7-425d-be60-f4cf1a678634", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle To =\\cos{\\left(\\alpha \\right)} + \\cos{\\left(\\alpha + \\frac{\\pi}{3} \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "To.reducecero()" + ] + }, + { + "attachments": { + "8889084a-ed2a-4238-ba0d-3cf949428082.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "35c9d9cd-d12a-4c41-81ab-5bd6bf75f452", + "metadata": { + "tags": [] + }, + "source": [ + "![imagen.png](attachment:8889084a-ed2a-4238-ba0d-3cf949428082.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "5e1f96e6-622b-4f82-a7df-d7dbca0960f0", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle To =- \\frac{\\sqrt{3} \\sin{\\left(\\alpha \\right)}}{2} + \\frac{3 \\cos{\\left(\\alpha \\right)}}{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "To.texpand()" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "3bef0390-7426-4147-b61e-b862f58193fd", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle To =- \\sqrt{3} \\sin{\\left(\\alpha \\right)} + 3 \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "To.reducecero()" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "74264ea2-28c6-4069-8df5-f021473bc5c8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle To =\\frac{- \\sqrt{3} \\sin{\\left(\\alpha \\right)} + 3 \\cos{\\left(\\alpha \\right)}}{\\cos{\\left(\\alpha \\right)}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "To.Div(cos(alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "1375e7f7-a56e-4bfb-af6b-3b1f30b10d4a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle To =- \\frac{\\sqrt{3} \\sin{\\left(\\alpha \\right)}}{\\cos{\\left(\\alpha \\right)}} + 3$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "To.expand()" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "f924a9a4-1841-4b8e-b5f4-e3a6dcb7f6b8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle To =- \\sqrt{3} \\tan{\\left(\\alpha \\right)} + 3$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "To.tsimplify()" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "0ef612f1-bbf0-4800-bbd0-129d463639db", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle α =\\frac{\\pi}{3}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "alpha=To.solve('alpha')" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "586f7ab2-ce45-418e-8941-cf90217de094", + "metadata": {}, + "outputs": [], + "source": [ + "# Now are in Equilibrium... find GC\n", + "C=phybody()\n", + "C.add_cg(m1,x_pol(R,alpha1),y_pol(R,alpha1))\n", + "C.add_cg(m2,x_pol(R,alpha2),y_pol(R,alpha2))\n", + "C.add_cg(m3,x_pol(R,alpha3),y_pol(R,alpha3))" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "df0b70e3-28f9-4c1f-8349-749310d0e86e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle X =\\frac{R \\left(\\frac{m_{1}}{2} + m_{2} \\cos{\\left(\\alpha_{2} \\right)} + m_{3} \\cos{\\left(\\alpha_{3} \\right)}\\right)}{m_{1} + m_{2} + m_{3}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle Y =\\frac{R \\left(\\frac{\\sqrt{3} m_{1}}{2} + m_{2} \\sin{\\left(\\alpha_{2} \\right)} + m_{3} \\sin{\\left(\\alpha_{3} \\right)}\\right)}{m_{1} + m_{2} + m_{3}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "X=MyEq(C.cgravedad('x'),'X') \n", + "Y=MyEq(C.cgravedad('y'),'Y')" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "8ff7f995-2797-4f0e-9b67-198cceb181b4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle X =0$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "X.set(alpha1=alpha,alpha2=alpha+2*pi/2,alpha3=alpha+4*pi/3,m1=m,m2=3*m,m3=2*m)" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "d5336571-4feb-49fd-b2f9-f6e8387b8581", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle X =- \\frac{R \\left(6 \\cos{\\left(\\alpha \\right)} + 4 \\cos{\\left(\\alpha + \\frac{\\pi}{3} \\right)} - 1\\right)}{12}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "X.simplify()" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "4b61723b-99dc-49ac-bcfb-36342cd7a5b0", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle X =- \\frac{R \\left(6 \\cos{\\left(\\alpha \\right)} + 4 \\cos{\\left(\\alpha + \\frac{\\pi}{3} \\right)} - 1\\right)}{12}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "X.set(alpha,pi/3)" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "e7f55b81-d9c4-4027-a08a-dc7f03f6ec56", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Y =\\frac{R \\left(- 3 m \\sin{\\left(\\alpha \\right)} - 2 m \\sin{\\left(\\alpha + \\frac{\\pi}{3} \\right)} + \\frac{\\sqrt{3} m}{2}\\right)}{6 m}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Y.set(alpha1=alpha,alpha2=alpha+2*pi/2,alpha3=alpha+4*pi/3,m1=m,m2=3*m,m3=2*m)" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "b468884e-a07e-432a-b4b4-1cbdd526c7db", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Y =- \\frac{R \\left(6 \\sin{\\left(\\alpha \\right)} + 4 \\sin{\\left(\\alpha + \\frac{\\pi}{3} \\right)} - \\sqrt{3}\\right)}{12}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Y.simplify()" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "90735ad6-31a2-4af3-bd62-395ddba2a1fb", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Y =- \\frac{\\sqrt{3} R}{3}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Y.set(alpha,a)" + ] + }, + { + "attachments": { + "2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "745a4a18-48ba-4da4-84a2-0201fe86560b", + "metadata": {}, + "source": [ + 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" + } + }, + "cell_type": "markdown", + "id": "952cc775-a94f-4075-839e-3a0ae09b7134", + "metadata": { + "tags": [] + }, + "source": [ + "![imagen.png](attachment:182458ba-4baf-4875-ac25-1bea7d7096bd.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "54ed14da-6dd9-4f59-bcbe-701317db5a7e", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from physic_lib2 import * # run this to reset all variables" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "9168834e-066c-4ce0-b0ac-4632054eb2ac", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# declarando todas las putas variables\n", + "m,g,a,Ax,Ay,Bx,By,Cx,Cy,alpha,tetha,alpha2=symbols('m g a A_x A_y B_x B_y C_x C_y,alpha tetha alpha2')" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "b1e484d5-b038-425d-a8dc-b59bdbce14f6", + "metadata": {}, + "outputs": [], + "source": [ + "#for geometry and vectors deducction \n", + "By= 2*m*g\n", + "# Ok heelp for you my calichin...." + ] + }, + { + "attachments": { + "f9ea6b84-be31-45a8-943e-1e97cb72b98c.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "cf2db620-b0b5-4ace-b5e6-10f6954a9c57", + "metadata": { + "tags": [] + }, + "source": [ + "![imagen.png](attachment:f9ea6b84-be31-45a8-943e-1e97cb72b98c.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "d674dbf6-2db8-4f1a-9ff5-1fe1eb68cf47", + "metadata": {}, + "outputs": [], + "source": [ + "AB=mparticle(m=m,g=g)\n", + "AB.add_forza(Ax,pi)\n", + "AB.add_forza(Ay,pi/2)\n", + "AB.add_geoforza(m*g,2*a,-alpha,-pi/2+alpha)\n", + "AB.add_geoforza(Bx,4*a,-alpha,+alpha)\n", + "AB.add_geoforza(By,4*a,-alpha,-alpha)" + ] + }, + { + "attachments": { + "881820a5-be98-4eec-96c8-6b05e819fc67.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "773d59ae-61d9-4d6a-b774-8552cb81d9ce", + "metadata": { + "tags": [] + }, + "source": [ + "![imagen.png](attachment:881820a5-be98-4eec-96c8-6b05e819fc67.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "dfef1082-08e7-4a3c-b4b6-b7ad78ab48c2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Ta =- 4 B_{x} a \\sin{\\left(\\alpha \\right)} - 8 a g m \\sin{\\left(\\alpha \\right)} \\cos{\\left(2 \\alpha \\right)} + 8 a g m \\sin{\\left(2 \\alpha \\right)} \\cos{\\left(\\alpha \\right)} + 2 a g m \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# torque in A to Kill Ax Ay\n", + "Ta=ToQ(AB,'Ta')" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "ce4afae7-294d-4be8-950c-287a83346870", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Ta =2 B_{x} \\sin{\\left(\\alpha \\right)} + 4 g m \\sin{\\left(\\alpha \\right)} \\cos{\\left(2 \\alpha \\right)} - 4 g m \\sin{\\left(2 \\alpha \\right)} \\cos{\\left(\\alpha \\right)} - g m \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Ta.reduFac()" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "aa0aeee1-93ce-4d80-95e3-d46564100677", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Ta =2 B_{x} \\sin{\\left(\\alpha \\right)} + 4 g m \\left(2 \\cos^{2}{\\left(\\alpha \\right)} - 1\\right) \\sin{\\left(\\alpha \\right)} - 8 g m \\sin{\\left(\\alpha \\right)} \\cos^{2}{\\left(\\alpha \\right)} - g m \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Ta.texpand()" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "14979f39-5c55-42a4-b739-ac37384730c5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Ta =2 B_{x} \\sin{\\left(\\alpha \\right)} - 4 g m \\sin{\\left(\\alpha \\right)} - g m \\cos{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Ta.expand()" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "f4d87a5b-d71b-47ab-910a-3428276e2267", + "metadata": {}, + "outputs": [], + "source": [ + "BC=mparticle(m=m,g=g)\n", + "BC.add_forza(Cx,0)\n", + "BC.add_forza(Cy,pi/2)\n", + "BC.add_geoforza(2*m*g,a,pi-tetha,pi/2+tetha)\n", + "BC.add_geoforza(Bx,2*a,pi-tetha,tetha)\n", + "BC.add_geoforza(By,2*a,pi-tetha,-pi/2+tetha)" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "3db03467-bfc6-4725-9cc2-fcc792e387a9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Tc =2 B_{x} a \\sin{\\left(tetha \\right)} - 2 a g m \\cos{\\left(tetha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Tc=ToQ(BC,'Tc')" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "0872888d-f9f5-451a-8ecc-86aaabbb662b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Tc =- B_{x} \\sin{\\left(tetha \\right)} + g m \\cos{\\left(tetha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Tc.reduFac()" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "9efa5182-cb4b-44ca-8975-67548a0a4ec2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Tc =- B_{x} \\sin{\\left(\\alpha_{2} \\right)} + g m \\cos{\\left(\\alpha_{2} \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Tc.set(tetha,alpha2) # because fuk ..g sympy fight with itself when there are alpha teha..etc" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "bddd7273-ff9d-43de-aa2d-32dd8222ce15", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Tc =- \\frac{g m \\left(4 + \\frac{1}{\\tan{\\left(\\alpha \\right)}}\\right) \\sin{\\left(\\alpha_{2} \\right)}}{2} + g m \\cos{\\left(\\alpha_{2} \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Tc.set(Bx,Ta.solve(Bx))" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "7133353f-8b09-4c9e-8526-480f2895d974", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Tc =- 2 g m \\sin{\\left(\\alpha_{2} \\right)} - \\frac{g m \\sin{\\left(\\alpha_{2} \\right)}}{2 \\tan{\\left(\\alpha \\right)}} + g m \\cos{\\left(\\alpha_{2} \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Tc.expand()" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "9cc5c4b3-e399-4990-8ce3-1df6bb0350fd", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Tc =- 4 \\sin{\\left(\\alpha_{2} \\right)} \\tan{\\left(\\alpha \\right)} - \\sin{\\left(\\alpha_{2} \\right)} + 2 \\cos{\\left(\\alpha_{2} \\right)} \\tan{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Tc.reduFac()" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "866455ee-95f0-429c-840d-bb23d1e4fa7b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Tc =- 4 \\sin{\\left(\\alpha_{2} \\right)} \\tan{\\left(\\alpha \\right)} - \\sin{\\left(\\alpha_{2} \\right)} + 2 \\cos{\\left(\\alpha_{2} \\right)} \\tan{\\left(\\alpha \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Tc.texpand()" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "id": "004aae86-f217-4228-b727-7efc085d41cb", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Tc =- 4 \\tan{\\left(\\alpha \\right)} - 1 + \\frac{2 \\cos{\\left(\\alpha_{2} \\right)} \\tan{\\left(\\alpha \\right)}}{\\sin{\\left(\\alpha_{2} \\right)}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Tc.Div(sin(alpha2))" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "5d51d056-49a6-40cf-898b-5b1199f92608", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Tc =- 4 \\tan{\\left(\\alpha \\right)} + \\frac{2 \\tan{\\left(\\alpha \\right)}}{\\tan{\\left(\\alpha_{2} \\right)}} - 1$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Tc.tsimplify()" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "d175fb5c-fdd9-4d89-a3d2-c8ffcdd8bb81", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle tan.tetha =\\frac{2 \\tan{\\left(\\alpha \\right)}}{4 \\tan{\\left(\\alpha \\right)} + 1}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "T=MyEq(Tc.solve(tan(alpha2)) ,'tan.tetha')" + ] + }, + { + "attachments": { + "47d27a24-3b17-419f-9d79-b7a3c72c8e20.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "e6a79510-54ac-4bb4-8b3f-14c1a9533efc", + "metadata": { + "tags": [] + }, + "source": [ + "![imagen.png](attachment:47d27a24-3b17-419f-9d79-b7a3c72c8e20.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "4a9722bb-13f0-4b7d-81b1-b6be70f160f6", + "metadata": {}, + "outputs": [], + "source": [ + "L,alpha1,alpha2,m,g=symbols('L alpha1 alpha2 m g ')" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "3678f4d7-54dc-43bf-85ba-9165b7c5f838", + "metadata": {}, + "outputs": [], + "source": [ + "P=mparticle(m,g)" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "3b9d26df-81fb-4b02-b976-76b2c107cb16", + "metadata": {}, + "outputs": [], + "source": [ + "P.add_cg(2*2*m*g,0,L*sin(alpha1))\n", + "P.add_cg(2*m*g,0,2*L*sin(alpha1)+L*sin(alpha2))" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "527209e7-042c-4bce-a315-b851456f80c9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Y_m =\\frac{4 L g m \\sin{\\left(\\alpha_{1} \\right)} + 2 g m \\left(2 L \\sin{\\left(\\alpha_{1} \\right)} + L \\sin{\\left(\\alpha_{2} \\right)}\\right)}{6 g m}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Ym=MyEq(P.cgravedad('y'),'Y_m')" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "id": "e8c9a90a-e3a9-457a-bb08-25fe9556f742", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Y_m =\\frac{4 L \\sin{\\left(\\alpha_{1} \\right)}}{3} + \\frac{L \\sin{\\left(\\alpha_{2} \\right)}}{3}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Ym.expand()" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "id": "e79fd7c0-6320-4460-b17d-938473423466", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Y_m =\\frac{L \\left(4 \\sin{\\left(\\alpha_{1} \\right)} + \\sin{\\left(\\alpha_{2} \\right)}\\right)}{3}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Ym.factor()" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "id": "271b6d33-db87-4dac-8045-f9f16d0eefce", + "metadata": {}, + "outputs": [], + "source": [ + "# At this level I am surrender and if it probability that you can solve for me\n", + "# If you can please send me mail to aldotb@gmail.com...\n", + "# finish with this.." + ] + }, + { + "attachments": { + "32ebfd01-63cd-4fe7-af57-6ea92acbf0e1.png": { + "image/png": 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" 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" 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gfdGVtu1nUW6UHfYThP32O8ioKl8LesvzVLlskUKGUjr3dS6bJEyw0HdvJTeQPC0+i+SHhShoIPmMpKKB3k95cv8S08YtIdyoA9OmtiNfNk0KGBfDpJBuyrov62NMJAF+r3mdkoNp5TGkiJE+ubQ0U8UPOUCSPPOJXwTGpkXJIVpSL1/6SJ6pSzGzouilwVqNfHOHGUP6svGhAXPXOmJZv6gqb/p0JUk+Eio5g7AicmUlNtSf5y/9yWVUHJN8Ss0t+f8Br3npF4NRySJkiQzg1YvXRGXXo0RxU3lm8lqhjJ/vA95IjA8gQUP5fsYY5tOT3FYZ/RS893vOk3cJFCtRTA4eUq0viVG8/PUpkVr5KV7EUHVIlDYAoLRRFCGyv1DmELGShGXLoaPKIQrofsrhIIEg75e8jcwm+YkhcQGSn0gOppHHCLPiRmkC8z/c5FC/0P+MBTIAAFhHjQWb6Ba4C2uHW1gtXM+EruU/YwHERXjjYmPN0lfl2LigAxttLTj5BQCQKPTWiwe3sc59CwfO3iQ0MpZ8ZerQvasFgwf2oIyhdkrNsYK49y/ZZrcCpx17ufnwLbqFfqKteR8a679l4bh1HzUAiA1hz5Ixsrl8zbxDG+hVTcoTBNF8fmEvzm67OXf1Mrcf+8qWKjtFK9aiRfvejBzWk5IFtNKpzUwfAEARx2MBIHr3nED+STvYb9te+Pj+HNuyhq1HL3Dt1AWeh8aSOVcefqrVjJ4DhSLVsTY5VdlhAr/smEVXu6uMmzaZ6AOrWbHlACG5qrJouycDKuXg/C5XNhw4zfWT53kUFEWmHNqUr/Uz3awGMbhLw48L0kcGQJPhjGiRi+3u6zl07iZBSTrUbNqV0Taj6Fiv5EdqVlyYL0d3bGLLzr0cO3NLBVJo5zWjQeuW9LUeTPs6guqq4n3aAID/g9Osct7EteuXuPjLM2ITNNAz+onm7TszfKQ1dUvkS2cyJRF4axttuk0kprQlG9ZPpry+bPK/MfWUNej+Ty7jvm4DB48e49IDX8imRdFKDWjXrieDBnTCrECy0KMiwZelnbtzLG8XpvYozH4PF7Ydu0BAQk5qNOrMMLFDm1Kwc+UqnHfu49bzIAx/asqwMeMY1Lluiq5CEu9ubqbdSDsa2DjQRnEdx7WbOH72FlFaBanV3JzxtsNpUclINe70AIDYUB8OCitkg+dOjl1+IBtYDYwqNaNPbysG9m2LiZ5ysyeL3KMj9B40gTzd5zM0z3McXLdy5MQNEgqUp0Uvc8YM74tx5D1cnNeyc/thHgZrUbtdF4ZPmkTnGiZ80LpJktPU+2d2sHrdNo6ePIdPSBL5C8s9OloxfEQvqhbLq0oK4l+fp3Mr8dce0+lW9hUejh4cu3ibsKx5qP2zBRNtR9Pqp0IkRrzBYUJfJjqdlLrHT1emLHnpa7+T9YMb8k7pB07iBzd+xw8U79k53poVv+hLMtOKA6sWsWXvBXLWHMD2HSspn+kekzt053zFERxYOpLCcqoS7nsHjxWOnLx1i1MX7xIhOyTt/MWp16IDA4cNoXUNUxXY9k9ffwUAGL/NjRJPXJi4/jnDxL/HNC3+2cZPEfWSOeb9OEAjHKbVZn3vbpyt8TkAkBgdyNndrqzx2MXpS7cJispM4bI1aN/FmpHDO1Es34e4lkTE24e4rXZgs8z7a4/90S1Zm54WfamW/T7Dp5xjQooGQHaNOG55LqBtr62M2bubce3LSCiI4v7pnThtOsDNaxe4+cRfgDiZh+Vr07Z7P0YN7vRNVkK6AIDMgbu75tKs11q6LnVn8eDGZIv15eBaJ/acu8KJM1d5Gx4t4I8h1Zq2pk//wfRsWYncqiRRNu7XPGg9ejUtJFkudX8bS8X/H4UWYITLFhZ3r8Ddoxtx2naIm6fPcdf3PYosmhSp3IhOPSwZZtkeU13lPPwEAGjXm8CYFvGiW7NR5uFVwjUNqPGzOTYThtO6WmHZ2CdHq9gQb454urNl+36OXblLmNTH5jT5iZbNWtFn4EBaVCksHUGUtWJpaQAk4nvnOE5uW7l89gJXf30lICXkK12Ttm27MHhYf6oa6/4tehv/9HxRP19tgX/KAt8LAPhccKVd24nk6jYF94WDKfYVQPvpTZJi36fkspvZfyY5l81bWnLZLn0YPKgnZQt+yGUlJMSFcunQRpxdtnHs0g0Co7SoUKsh7XpYM9yyDqfmmtN7wcEvzFQQq9kuLJ/YEl0BCUJe32Obmyt7Dhzm7C8vJL/IRH6zWrRu0V7WR0tqFc2b8vcJ3Nwma73k6ZOmTiB832rsth4iTLs6S3dtZ4Dkx5/lX3KA9uCwHR1FVDq/9Sp2Le6PwTdZf5IDH7Sn7/CVVJq9HUeLmmgoorjhMoWRDq8YYzeSR54rcfE4TLBBQ9Z6utK7hhHxkW85sdkNjx27OHz2DjGZ9KjcqAXdLQaKoHUt0RVL4tDy/nRyC8FjswvdKhh8XBsVIfcYVqc718qZs81pPCXk4CQtACDC7z6bVjpy/MZNTl24Q1h8knSzKkrt5u0YNHwo7WoXS84hFMFsGdUPx8emTJ3QiL0rF7PtwGV06gxm1y47qupnFNvun/J89XPVFvhkgYwBABbtZUGVIPp1tCG4zjA2Lh+E6Uc6VBI+lzfS03olpfrPZ3an/Mwe1OUzAECh1AfwWMzElccpVLsTlt1qo59DwdNLR1jrvI88bcdgN92CIrJRSox+x8GVtkxyvkRVoY73bVgGjbCX7F+3lXP37/PUK47+KSKACgEVPBeOZKyjDwv2baZvLSNJXkM5vXINZ0KzULFmJTnlzCGYQAjXDntgv+032k60Y+7ABminKeiSPgCQFB/GmbXT6Tfek1YOO3DsV5eogN9wd1hDaN6qVK1UFG3ZSUe+e8zm1facCSzCso0udCybR4JuPDe2TKXrvD1y6lmU7IaVserVirxZYshVrAZlcgdIcHPglWYFEZspJqJfWYkJei7/topDL3LKxmw9QxsUUQXFZADAmvsROSlXoRotunembukChD2/woqV6/HPXZ/lzgtpVjovGoIA71k1m4mrT1GhRQ/6dG6Afs5MBDy5wprVa3imUYW5q1fQqYqhJLtpAQAKfj3lxuLDfjSrV4WiBXQk4AtlTACWlSu3ULDXMjYt6oNeWjxeSYavOtrSc+p2Klo7sn5eR/Jm/eb2n6AnZ5k9aRr7n+Si77B+NK1UWLLv99zc64az5y1KdZvAitn9KKqdVU63vZnfsjXrfbUpLCdxVZu3oZVoNkQ8v8DixU4EaVWhemkNInKXx7xTU3SiX8gGeAWnXpiybKsj3asWEmsm4nfFnXaD55DFpBKGmfNSt2NbapTIy7tfz7Bi8VrCjDrhvGkBNQppQRoigIq4ALYumMTMrY9p3K03HZpWQDtTJHcO7WTNxvPUGLWEZWPbkFtOWoOU6uNWI/DKWozCgjg379aFOiV0uHd4I3McjlC8WTMKygmmbvVWdGhSmviXV5g/z5mQin3Z6jCRCvpaKibK7f2OjJ2xFs06PRjSsTEGuTLh99tZVqzeQ7Zy3bFbPopyBXIQ/+oULVsN5U2uwsIMMaZJp1bUKJkf/ztHWbZ8E1mqD8FtzXhK5lbgLwyAB3eEATBaGAANhwoDoFkyA8BUyQDIzX3xgyVp+IGd+EEhpR8sFj9Qgl2KILYMNWfe8UAKFy+IYeUm9GpdhSyy6ylWsyY6IdeY0LI9p6qO5bjdONVG0u/WEexXnMKoVX0qmOaXhToBvwdnWbnKjbhSVrivt6WUzj9PPvwrAMDEPbuxMvqNLpazyCXUftdFvTH8cMokbJZXp9fSa5SAraMdmdA0nhmtOnwGACTFBHHUeQbTXS9QvE0/+jatjG7WeB5fPcAKl3OU7DCWFdO6C4slK/HhvngunsAUj4e0GTiEzg3Lkej/gI1btnH19m8899ZjutsmlQhgduK4umU2rSy2YCNgweROFVDG1V1b1nLRNwcNalSkoE52YWgEcnmrE2uOv6b7nHVM712NHOkcXacLACRFsG/xcHrPvcGEtRuY0L0yioC7OE3dQlzNykLXV4oDZiLU5y4eTqu5Fl4Fhw1LaSmaCcq5+ubSOloNXkBO43Lo5jKhS++OlNRJRGH4k8yjHBx2XMDpUFMaVC9FfikzSoh4y0nP9bgcfk6vJW4s6lVDfCsFADAfy8MwPcoKMNy+aztql9bnrYjeOixzIdikC47rZlGnsLaAY77sWDWTue43KCXlMf07VyevUHRf3zvLOjsXXuo2ZpHTfNpXlOQ6TQAglrt7HNl4J56qlStirK9D5gSJD6d2sGzNcaoMW4LD2PZ/k6aMOhVSW+B/0wLfCwCE+95i3tCBON94z89WYxlr3o7SpgZo5/icMarMZc9vXMr4FUcoWKszVspcVkvBs8uSyzrtR7fNSMllLYXhl12YddHcP+TMsGnuZP+pE0PNG2KQPYGnt06x+cxrek9bQIsCwtL7yADoqGIA5NfMRn6jYpgW0iEx6BHLp47H6WQw7foNoGN9Mzl8i+Hx+b04SB6qWcsaJ6fJVMivZOXGc3XDJLotPIiZMJlyFKwqeWYLWZelLWnxmlQyyvWZMyiSItmzoD/dpl5guIsni63qpDDy0vEZYXA92L0Mi+HLKDtnL+4D6pFJFfNsGLzoPIUqiVCiUSV6dRXh6sREDCpWw0w/K+fd5jBwxl4qd+pL7w610c0cIfnEYfZeTGC88xyalMj9OwCAlOSadWf7msmY5dNMEwDwF5DVYdlx9FvUpaKplH1Jdxv/RxewXyk5nGkfNnhMp7Su5BBJgXhY92TR+TBMigoruFpTeraoROZoBSVq16JQholq/2/OO/Vb/7sskEEAwH5WdzbGY2J/hm9PwP2gGz1UGyi5ZJO5deYIZp6IY76bM83z+DDOqlMqACAzEV6XGWo1mCcFerPBaQwlJOlXHq4kiIr/3qXjZLPvxSTPDQyoV1hOGo8wuKsVvpVs2LJ6FEWV9a9CoQx7fQeHSWNYtO0hlt8CAOSUKTFBkkIJh5kzZ06hQys39peZ0M2KC8X7yqmkbDz00kL60gYAEmLCeHh1P3OnzONKQh1cPRbS1EySUhlXggQ6DY3MZMqcLGynkCD57IgDrUa50nTSBpb3ryJasskAQLvhzmQ364GL61yalMovv1eoxqn8b2JiAgq5T+aU+ygZBy/PrKPjsFWUslqN6/gm5JQHJAMAg3ioUZGFa5fRp6Gc9svfKKTt1XnXWfSdsp/GY1exYlwzkh7to1NvW+KrDsZ1yWBBT5Np9gqhVT085Ei3oQ6YdJzNOuVmRBaxtLoAJCUlkignVspxZVKdiAlDI/gZy4ZZ4XG/DJvOrqZqvjQowVLmsHfyUAauu0zrZXKa2K+6bDa+cSWFsn/uMIZveMbghc6Mal+BnCn0sLiQ59iNGMCCS4nMW+eBdaOiZElQAgBNmX0vG6Pn2jGxr7AkhG6viPbDfcIgbNwvUaLTGJzmjeAnWUg1kqK5u3cFVmPWUH6SB+uHNiRrCgDQqs9kAg1aYGc3hzaVjNGUjWxSrGy4VkxioP05ui3YznyLn9D8CgDITPDd3XSymIFey2k4Tu0sm/Gsqu+pZLE4jRuA49UCOB9xo5EI6CgBgB7mQ7mvqM48+8X0ElRaKYgY9voGk/r0wP12NhFIm8+s4W3Ql/uQGMa2WQPo7RSI6x43+tQxIS7wPvOsLNmhaMJG5ylUM5J3U33TSE6vsaX3vOuMsl/P2A5l0fAWAKC5FfepwDyHxVg0llZoSkG26De4jRvMrNOhTPfwpH91A5XvfksDID0/WCp+sCG1H6gAgJ4Md7+OWY8prF88FDNle04RFFIONNzn4lcAgEJ8LEEoe8r5mimFfpgU+46dM4cy5WAwMzftpHfFPP94ZP1rAMA+JjbLxWJrS+we58PJw4l25fKrQL2ESF/cpghr4loBHLc5UDnTL4z7uf1nAEDQk5MinGfFuwaTcV/Qj8E71qsAACAASURBVMLaEkPFzxJkY7519hCs3SLYcMiVrtIy1O+mdBHpOI6kVhNZt9CaokoGinQkCPW6xRyb0djvC2eK68Z0AQANDWU8SomhmT7EUKF6vjiDebtRRFQajpvzQFHWTxsBSAsAiI95z0NhFUydOI8nBduzfs1sapnqSAIpMVQo9RoSXzJnSr6fQjbIN7YuwHrqDlou82RBl5/kXZMBgOa9bPHXqofdOju61jJVsWJUMVQ55oSUGCr3SQ5ViQLkHcFKQLfAatM56miFnsYHAGAcr3LVZ6mIe3WuZqoSKkwUkOWYvS1D7E7RYupG7AZXJ+DyFvn7KWRuPg23Rf0oKLWxylsrhbOubl3KANu1FLVcJaKD3dAR4C+tLgBJEtuTpHRKuUZ8iKGR7x4wd0gfXN8348i2GdJR5MdoYfuPT1L1ANQWEAt8LwAgNXx43T7C/Dnz2XzqN/SKVaZNhw506dqZ2mZCDU/JRSK8rjC8n+Rf+Xqx0WksJSSPTM5lA9gn2gETVj9n4raNDGxggpJeP7W/OXvfNxQG5kJqFsqdHKfio3n6+D5RuUtT2USbdDUApFzuzpZ5AhTsot4oBxYIEy+5I5TEfWGf7l08jpHrbtJr4VZhj1USwepkAKD9KBdylTfHxWU2jUrm+5RnfnH+kpQYiMuwzgxeE47dga0Ma13q25os3wAAek/eQLa61rg4zaBOkTwCtEpuK8+LeXOZAe3681uhHnjIYUN5g5zJ+a6UQ96//Bi9iuUwyZv1LwMAyhwiUXIIDckhPpS1KuIC2T9/JOO2+zBl814sKwlTQgUAdGXUljtUlLzNZf5ASuSVw52U/OTfrUKlntpqC3yfBTIMAHDuVYnHx53p1WMGRcatZ9PkjmhlSiL06VmsrYQZIJTeTcstyR10l7GpAQA56X92Yi2WAxZRTKjWM7tW+UR9lZOvF+c2Mm7ORmrO2oZDz8rc2bOItj3WYO66k7m9q0s9e8oLi87A3e1L6dF7Jc2+CQAk/15ZoxUdFUloWDjxEhjiIl6xdsJQNmVryWmXOZTOl1Lr+pk9PwEA2+9pUr2qbNDk+crNeURwADHZKzJi1kS61Sul2rglX1J7FBtDZEQYYVJ3qtzShz08RJfhjtQa4IT9xPrklsCsAgBs9tPB1pFFsvlUsgU+v5R15HGq+4SER6nuE/HslLQDXE7hVvNxX9we3Y8AwGgyNxzNBrtBGGt/OhkN/nUvPVqOIrLFWDyX9MV760wsFx2i7eJdLOpW4TMBl6SwXxndshO7cjSSmuRl1DLOnm4bQIW8f4zUoIWHhBKtLGCVzfG+ebY4X9URZHojDYzTAFPiUgCA9Zdps2IXTpbVRFQn/StBNrZjhDJ/JrI6rjuWU90wNVyQyL3dQlMe4E6LKatZMqKZ2PS1CgBYEleTAxvtqWsiG2HV7aO46DSB7kvP0XPRVuZ1Lie9zlUeQcC9/fTuP5b41ks5OLMTOT8AAJYLMG67CNeFncj38bsIgnxtA02Frl+iwyLWLhYGQ/jDz9sA5pfv6jKVfotP02meI1Y1C32i2MnifddzqQARvzDC9RAjahVQ9R/vYTGGqDIT2Ok+CMOUZ8WHerPIpjcrjxbE/YQTrUt/2OwmcdNzFo17HGDWvi2MaGtG0C+edG43g4I9JjFtkPhRqh64/r/sEVqhI1WmOrBoZDOyvzktNOUhxNcezkb7odJR4oOvRHHJeSI97C5htdyT6a1KqHzj90QA0/SDuZNwvqaL0ynxAyMlWKcEAHpgcyKESWs8GdZYwJpUrh6WBgCQPI0SiYmOJkLqDSNjE+Qform1eSE2Wx8wZu1+sd8X9MXvi4MZ8uu/CgBM6lCaX3bOp9PwjTSfbC8U+GbSwxj8ZZM6sOcINLouZoNtJ3h76QsAIBsPDi6jZcc1dLdbxaBWpT/VaUrd+8Njaxk0ZB/D9uwSCn9JrnpMpMOk84wQRtD4rhX51CUpgYvutvw8+LicwCe3AUyLAZDCfJcNdSzRkZGicSIxVKY94U+Y1WssT0v1ljKdcRRLh5XxAQDYFWdENekCkEMppJoYT6hoUMQa18XWdhJta5qi+aHWVECA+LhYleZAmNBpleVI3lc8GTPDmQq2UjZmWVuljaECACwWYdp+PusXdEU/jS4CyrgfJRoiIdJFIVGSupi395k4bgLeBYZwaMdIDGXNSm4DOINc9WeyaZU5+h+ZSVISdGOzlOPMQr/hDFyXt+OOqy0Dpl9k9BZPxrcuncqPRDvB6xL9ew3igWYrNu+YT/k8cem2AVSCAHFKnQtp9xUniKoygfdYMg7Hm2XZd2QxdYz+HoXxDHF89U3UFviPWeC7AQDVGpRAoNcjTh8/iOe2nVz61QvNAmZ0sRrN2IFtKZRLg+en1mHZbz5FRtgxq1vVz3LZlxc2YzPTneozt+LYpzqvr26hjzDwtIatw3NGF3Kn0xI7PQAgMeI1q8dZseJkdlYe3EQ7M51UXyGJ4F+206LTFPK0nCIHPH0FnExKBgAmHKXbdCfmD6wnz0x/S6sEANZKJ54hayLl/lsZ2qrknwYALBYdptXCXSw2ryrrzYdnCrPthAPNBztRa7gL9iPro51mu+e4vwwAfMwhYlJyiBhlDhHD/Z3LGOl6nWFrDjO2bkE5CFICAF2YcCGWmS5bsa5v+rcI0f7Hpot6uD+oBTIOADCvJmieIJpygnUguB7b9i+jsm4s59bPZPjCm1ivdWFE81JEv/nlcwBAM56bG+bTa8AC3uTWIaec0qa+lGhoNHr0d9iJXffyHHe2odXwq9gf8WTIz1In+yGWpNEFIM0SANk4x4b5cXH/Xo5cOCd171d4J7X5yg1GlCSYuVqM+kMAwM4H2jRsUAYt5fNzG1KvSXMa1qxGCeO8H2lSypr1gJe/cHDvEc6dO83pa4+EUKtcR2J5H52b3tM3fw4ATDiB1XxXpvf56fNOCpLEB79+yPFDhzlz5iRHzt1T1WIrxdlCojRpNWzNFwDAGLR+noj7UksMUlGWImVzNbJpN46U6c0ph1HcsxvDpK3eTPDcxZA6Uh7xmeF9WdRGVF9fl2T7Nhc6lNXjjud02tocpvccV2ZZVla1QEyICuLGuWMcPX2GcwePS126iGsphfrCw8ll3I7N6QEA8e85OGMYA1afp/m8bTgPF8GvdCeZAC/Pz9Cj51D8dfviuWcixb44XfQ+58LPHadT1HoR7tN7iVDOGxUAsIx6HHZfSc2P9LZorrhMouuSc5gv3cacdmZy0q+8ZMF8KDX4/UYT8/OiLwCARRTtvELKFFqrQJYPV+zL47RoMRyNmiOl1GMIxnGPPwcA9CLYL6q5A4XhEK2tkyJo8+GvBaWPjSJBpxTzPQ8xtOYHAGAssRWmsMu1H/lTMKSEsNcsHm+O3WEjoQauplnxDwu9QgV8NOosJ6cqAKAkz4+vpEnvmQTHZhYBICXb4NOlEtkM16b/YlcWDm2SAgAMRaPBGNztrDHK9aGSPoEHe+fTeup+ei7YzOy2pVQ2+hYAEC9+cDMdP8gtfrDpCwBgwqUY5nnsxqKSkuny6UoLAEiMj+D55VPsOXGWs2eOc/tZoNL7VcJHsXlLsmDz4R8EACgnp/CiNm3Vj5M5O7JTaicrCpHoqMM4zO2esnzLevrIqXbE6wufAwCy0T67fhxNrB3Q0tERMczPFRES46IJjSjE/F07sWlrwv45UiKw5R0L1m9gYJ3CqYC/r9sApgkAyFyJCvbmxKH9nD1/jlPHLuKvCmyJRITEU7G9LRv/AACwV1GM+hVLoCWnZ9l1jKgrNfP1alekqEGejwCGUszy7cObHDh4jHPnj3Hy5kuVsyjXhUhFdnqu2Ps5AGC5nArmDjhPb4b25wWtRAS84MyRI6oYuv/4dcKVTDBlj20BZku3WvAFADALvabz2WTXlTwf7yNtWJ/JnG8/goQy/XFbZcG5lYMY7RjLupNu9Kxe8LMIlhT0gGE9LTgaXJJ1211oUkQjTQAgPvId188c5dTJs+w9fAbf0CgVeywqMgzNov3UAMAPmnypX+ufs8CfAgBUw1We0IvAX4A3Z4/sYNUyZ+6HSH4625GpfeQQbNsievWbx2vJZXN9lcvGiBizNlaim2PfuyqPDq2iQ7uFNF+zQ5ig9b4Q10u1bqfTBSBGSkwnij7W3od12HVhJVXzf16OEO91mhbN+hNU0YrtAuiXzJspGQCwPcsgKXma3LNCGh27Uj03MRjX0V1E2yuAxXu2MaZ92T8NAFiuOEE3p6PMaZm6jWw0v7hPo/Pcg3RZto957ZPzjK+vvw4AKNtNv7h2hj3HJE89d5wbj9+pvmWC5BAxukWYvfn4ZwCA7e1MLPPYTo8KSoaE+lJb4Me0QAYCANXJpKyvXyUnInaX6blsk0yoBJZaW3M8Wzs2rLGhbH4toT19CQDEccNjPn2GraVk/xF0FUGvL6/M2fSoUKceZQ01OeY8VgCA69gf3caQ5t8PACRGB3DYYSa2qw6j36iTiNyVQVfkVhNjAjjqas95g85/CABI3QYwPdcI9b7OwjGj2HI/Cy07t6BKKWOUZb3Rr28yx/E4TeSdP2MApAMARL69x6pJNjieC6Vpx1bUrFAULblPjN89Fjvvp2znJX8IAIiShWS8nOrvMe2lAgDurhiD7TZvJgoAMPhLACBJAIDWzZgdUJYdm51pWUqHX74CAGK57rlcVMldyWlWh9ZNawtdS5gTUm5wfasbx7yK4JIeACDiMNfXTaPH+I2U7LYY15UWFEyvaFgCdfiz03TvNYwAAQC2pQsAzKbM0CWsnSJJexbfvx0AiHt5QgCAYZAuABDOvinDGLX+Fk1HjKBBsa/bNmrmMhRRwvqYSP2ZqgTA4i8CAMfsaGy+itJNe9GthdnXqrWZtSlbow4ViuYjyUtKAJqlDQA8PLCQlpP30XP+pj8AACj9YBkDJruRU8SO2ogfFP7SD/40AJCVF3JyMkz6IL8qVI2urRpRrKCIogmU9vzcDlyuBDJx3YEfBgBQ1vLvEuHSMU6PpO7SjZGVo7DpNoSbJt3Zaj+S4kIpDfP5GgA4s86GJgP30nP0EJpVKvhJef5DcMqajxoN61LCQIN9swQA2PrnAYCEyDdsXz6FyS7XqNi8Fc1qSM19DmVAeiN6F+sIq9Ifjz8AAKRuA5h2DFUQ8uIC0wePY7dPFtp3ak9Vs4ICWCQS+PgCa7Yco/b07X8IAEiKecuGWWOZuuEONVq1pVHNMsKuyER8yCvWi52jS4z+AwCAVLR5naVD2yGElbLEdVWfFAAg7hsAQF9OhZZj/Q5H6hkrvgYAUmqGbRZ6kqVEfTq0qk5B0SdQ6tKc3LWOI7611QDAj5l7qd/qH7TAnwcAPg1aWcP/5LgL5gMXklhpAJtcxhJ1ZDl95ES7eP+RdBMW09e5rC7la9eTFs65eXhgJe3aL6Kly06WiWbU5+r6fxQA6C4AQD0BAESgLg0AoGWzgYRXtZZy2bEU0+O7AABFUpRosljTxfYo5ss34zTiZxVbK93rGyUA6QEAt12n0mWeMGJX7Gdeu5LfBgDWv8d98zq6//SlCODvaQBo8OrKNkb1m8yjvBXo0qoJJY31JIeIx+vyHpzPeDNm3RE1APAPzkf1o/8ZC2QsAKBs+fFMkD45IQmq1J+JLZKYZ+tJkxmrmda3trR4ExG8LwGAHKI0unclFoNWUmH6RtYOb5xOEBADyYn6LWkz2Lrneqw27mROr2qfSgASY2SDuoRefey/UQJQSHXCNta8J5f1Ldm+ehyl8+dWtcWLC3/BikFdsYtulEEAgIL7+yS493Wj/XQ7Zlg3Ip+ypZPUeIX/upvaXWdTpa/9HwAApETilKN0ObCnysC5Aii0EtEtLdV9Ih4foXkPWwo0nf1VCUCWJmPZuMJaaGkfGBUKAu7some7ccS0GMc2aRH43M2W/stO0sFuNwu7fFkCINTqlt04rteWbetmUNEg69clAHFeUn/bHZfAkjg4L6BxGWnDoqyFE+G7HVJDPvtYZhzSAwCUJ+739tKlx0ie5PmZje7LaFhcN120Nd7/F4aIwvjlhNq471j2VQnA/T0LaTNoK51nOzF7QF1yKnwyEABYiEl7ASkWdCTPx8PVBHzPuwrleDFmXZewZl6Hr0sA8sZwVvq0D7S/joXjdmxbl/yGWn1SBgAApfCTdkVtOi/ETJISx6kypm+0K4pTigB+NwBgzpsO89k4vTf5pd5ZdcV+ww9sxA+Oix/8WQBAJx5PEQC13PyeFesd6VNbToxVrROjuSadI8ztLzHCad8PAwAoaaZvbuyiz4ApJNQaysRa4UxYeIT2s9Yyrauc2Mj0+hoAyCpK/bNo3nMTAz22MFNKo5Q6FWlf8ZwXsKD9VImDq1wZL/P+UwmA/D+htLcceuKbJQDvnxxjWJuB+NQdLn5vTSmDlNaiEY8Y37g310y64pYhAEAsNzfPpPvMg7SYYC/lBbWllauyjVYCXufdMB82jxI2W/4AACDtr54epU17G6g+FKdFfSleIJecZmkIZnGbAVZSg5rL6gsAYCbaDWeLcnRP8qcq+/G7soE2feah33yWlAS15tqacQyYdYOJ0q1lXCuzVCZXlgBIfau5aNvodmPr5smUyB3zFQCQEPArNv37c9y/snRVmEOdonlUmi1KgcLV0/ox56SJGgD4Z3Ij9VN/YAtkBACgNE+8z3k6tu7Py0Lt2eI6jazXXbCwXk7ZaRtZN6JJ+rmsMHxenXOnR6vR5B2/nm3TOv9OCcAQgotb4+E2CKOUg5LEMG+WjrJg9XltVotQcFs5pEkFG/D+zg5adJFywE5zWTu7E/mzJ34XAKBkIT0+4UzXLjbENpjIvo22mCk1t9K7vhsAiOPpASldG+FK3dHrsR8hJQnplAAckXLWDvOfs1K6rQxo+KlsMDHoFoPq9eR66Z7fEAGMYfdsKyzc37DA2QmrBmYqprFEf36R9aXHomMMdDykBgB+4PmufrW0LZDBAIA8JDGA1dKOzebYG8rkz0xo7lqsFQp245TN3VcAgHDoAx8cY5DFCJ4Y9mGrxyTK5lUqliZfCqX4hrK+VDbpUimKjyB5Fu0GE9d9CbuXDJBuAcmiJxFyGr5q/EgWbX1I33Q1AAqJkvxJERHsztMa8zjpOEhquiWjlkAX8OS0CK1Zc7hQRjEAkriyeQpNBh1iktTTTugu9bQS3BRCZ763fyUdRm+gwTCpe0qtAZAmAyBJBSQ06b8Zc+XmdmBdcklCqkiI5uFRR7qOdKZE56VfAACDeKIprV3WLqFnnaLJoieJ4Zx2nkyveafpMnUNCwfVIEho8+2tF5K78XipNx0kiuvJPWoV0irx6VEnOg9zoozlCpwnt0Iva+LXAEDkIyY06c5BnUaygZ9PlYJKsRQBgURRfNEQazb/VhjXdAEAeVCcP2ttrBix6Vc6j1vE4hGdKKQSL0v59kL/fff4Jr/FG1CneHbcRvVnxvH3snFZx8g2ZVX2VNG4wl+xaoQ1S37JwQo3aRNTWUTrVF0AMqgEwHwK743aYm8/ixblDFVIfVKMCFTOHcWoDb9h7bgT2zZSJ/+VCCD4nHWjS/9FaLecKhsGc6HZf6Llf/BtDVUdS0YAAGZEi5jluJ79OaTVhG1rZUNRRC+V7oBCniJaeypRNDH/dwIAYT6XmNC+O1cqjRZBoxHS6SMlGVBt/LpzSE/8wO1zP1g4eABbHprg+qcBgGjWDe/I0HO67PBcQ9uyBQS5F/q/1D9umTaCyUd8mOh28McBAJSeEPaU2ZZ9WHs1kILaUqeerxVuu5dSrUCyvb8CAGTevrkl5RQdBxHa3Fb0PYYlC/uliqHKEKohH10psPT8lDPtuiygxMD5OElnAEOloKTM2whRup45chSr9od9UwRQCST2bTISDesFqnKbAkogSFkfKwKtlpIshpTvl0EMgCjOrbah98rrWC/bwuSUUpREae96wX0eQ+ZsptbcnX8IAHh/dzt1O83ArOM8nKXjSH5N8SIBlF/f3IOV9XhJrm0+BwDMx/Nar6l0zphPu4pGqrIupfDnwcVjGbnmJt2Xi7BWl1I83m8vCf9i9HstxEOABf0UwC1J4vyN7cKKsfXgJ5u1uIxqSvY0ugDE+t7A0qI/DxTt2bFvJma5k9ezMK8bTJOYtvmlmgGgTt7UFshoC3wfABArHakuE25YjgpF8qmAw+TkNB7fy5tE5HcOuRqOx33VALSEVTfYYhgPRdB668bJlEs3l1XO8auMMu/BqcT27JRSvuoigKe8khJj8Xr2mMisxpQtKsf2Abfp17ofDw064u4uSvd5Uojywrg9LsKCA5efpc10F+Zb1/vYvUrJdD2wdDyj3B8w2FH0SX6WTXNKF4A/WgKgHEu0lBksHCQgw9l4LOevYLJlA2nLJ8KvH9cWEaO+fwufJFPqiBDv43S6AKTNABCQ9MVxOrYYSkA5SxEtHkcZ6U6kyuqEsv/09kOyFjejiIjwXd00mZ8H7WHIajemm9dCS3Jg5TpwffsKho5dTWL9Yd8AAMLxGNOVwcezsWHLOjpXVDIIJIeI9GPXnFGM2/WYMW5H1QBARk8y9f3+9RbIeABAthi/SW1Tl67jeayRl/bjV+NiKwJpknApr68BgCySWAWw324GU53PY1KvC/37NhVKdA5Vnaffy1+5dwvajOlNJVFJjXv/Ascpw6X1nA9th47HXNqeKEQFfp/7dm6/CcLnhTet5mxhlVVtVbuqL9sARou68pzR/XC7novRM2xoUCqvBOLbeGzYwZUbd4iu1S+DGADgdXEDvaU1XUT1LkwW4bMiOlJbffYo27fv5cbzWFqL2vzvAwCi+XV7N/16jOW5SSOmjrakjPQifXH9GBtdt3HteSS1B9jjlloEsNUQHsVKX+5i5ekoG4l6ZaS+/OEZae3mRnihDthLu8KaxrlIEuFDx8nSOWHHU5r06k/39rWQ+Mub3y6yTkCL1zrNWO4wg/pFlZTrNNoAimDKBpsBjPd8TufRE+jdsBTxgS84uncru09cJ06rPh7HBOhISwQweQXF/7dTzLKdzM7bIVRuZY61tCIsnDcXGtHv+eX6WQ5tv0I1m4WM61RJ2rtsZ/TgmdzMXpYRQy1pUN6IJOkUcW2XB25HH1DDeo606mlLfgGFktsAZhQAMJEXUTqUKlNPNAK6UrNkHryu7mP5YncyNR6DxyrpXCFqbYo02gAmRXrjOGk0S/a+oknPvnRtW4MC0ks3ISYc7+f3ePIwLxazemOcLbkN4F8rATAjU3wo5zwWMUY2R1r1ejDGohWm+XKJmnosb5484qZvKLXbWtDMLC8J3wkAxAQ/YfmIPiy/rsvkuTbUN9UkOmdRaTOZg40f/WCi+EFJ8YPnHN0jfnDyBnE5U/wglQjgH9cA0OCUqAN3nbSPZtJ+aVC3WuQQCvrJQ7vZtf8MrzJJW1GPHwsAUHb4uOU5ny5SzuIToYPF/PU42LRM1htJEwDQlBPjN2ybP545W29Rsl0/Bnesg75QyZXdH7x/vceFIE36W/SivH5OaU/6kJXjh+JwNooew0dKG8BSxL15wOYt23nsH8Lri+H0Xe+RrghgpN9NASis2PTamDESixtJDH376CpbPbdz/voLCjcYxQaX3xcB/P0SgESenXSWbiTLyVK6E7ajO8o8ieHm+QNs2HqER+/C6bBwxx8AAOSk7u0NhnQRYCzCGNvJo6Q3to6Ai1fZvm4Tp++/xKDBdPZ/JgI4jmcxehQxrkI3q27UK6uP781DLJu/lrg6Q4X+L4rV0lorJuCRAM/SOeG0H/X7DsWqxU+ixJ3Ey1tncHdyJbBUN5YtnKAC4kgDAFCEe7FyzFCWnfCl67gpUgJXmJh3Tzgo9j988x5hup3ZoRYB/NcnUuoB/rcs8H0AQCQn7Kcw59BL6jfvLOVDpVTirG8fXcHdxZVfI0tgu2I5veuakEmU5Q+smsEUp7MUrtOFAX2bYaInraYll33z6lfu3pRcdnQvKhuJun9cqLQMXMCo2bswaGLJcItG0vo1gSc3T+J+7CWdJszDWjpfZY71YZmFtKa7o8HYaVNoWCQ3mbQLUr50YRKU3av6j2aPr7I18mDa1CiOpiKCB6f3sdZ1N/lFj8V+pjUmuZVsvZQuAH9QAyAZjYjD+9pexo2fx8Vn0KKPBR1aSjs8MUBM+DvunzvCjlt+dByzlCENDXn0XQCA3F9AjF1LxjPU7ixNhS1lIeuWnrIN4MlDUq8fxlBpodqqfAHe3t0r8Xswd7XrY2NrLd2NMnPn2H62H79PRIQXUcV7fwMASOScMNu6TthJvV4jGdJDDtFi/Dl9ZA87957mRZI20zzUAMB/awarR5sRFvjLAIDlpI00XLaH5dKz+QMqGCG0ysnmUrPqVYxlnq5YVP0kjhQl9ezj+3fhmKIvJ3ZPpEj2ZBpxQrgfx3dvYNO2vRy6cFvUnuPQ1DKgcp2aVKnVkZEju0o7DqUyv5wwv/kVxyVCyd5xgEf+sRQsW4f2PczpUVNLNiizKDHRnSXm1YWaHMKexVJPay+K8Ac30Ku6oQq1fXPvBIsX2rFj70neJGSjUNm6tO3cHoPg83j4luKo01QRTEmrKZ1QSeXdRlt151ySCHUdsaXwN2qiEgWAOLdjHSsc13H85nMSNQpQs2kLunaszU0HN7L1X8rKEVIaoZHALztm0XriUfovdGVq1/IpyvTJnzhRForrBzazytmV/RfvERWrTfUmP8t9GvHE3Z33DcbjkgIARD0/rlKBN7GaSrM8t1nvvJmLt5+SpGdCvZ+7MVySzRZVZFFJ8Z5I/9/Y4rKGHfuPcP7Oc2ITNchTohotmral3xArGpf9oK6eIIJzc2k17iB95q5nRk9RD5cyhPcvrrFu6WIcd5zCKzCK/CUq0aJte+oVkFZy+2JYvMuJOoafi9N85rgiHBb6+oHQ59w4dOoMl6/cBUkQnwAAIABJREFU5b0ItGoaFKex1Mo1aNGVXt0aYSS9xkWogacX9uMkSfux46d5GBBJVq18/FS3EW26WzCgS3M5MU1+liLBlyWd22AXW5sDrouFnfChjVaMaE5Mo6so81tKC7GpLYqniKB9SwRwIUbNxtLRxJstov57/pcX5Cz0E83bd2H4yAHUK5k/+Zkhj5nQ04pTEbVw37uICnmTfTtKEvodG13F3w5x8tpDYuOTyKVnSrXa1ajV1AKb4a1EswDePzpCj75jiKkyld2r+5A3ZUIlhr9h5aS+LDtuzKYTdjQy1U4x4ZcigGYqkZ6E6CCu7fNg3dYDnDx3mdehotAmNeCV69TgpzpNGT5sAD8Z5iLh9Xk6NxlCXEMbUTS3FJXgD50rRDleNADaTDuAxcLNTEmxkZJ18uDkNubNW8Le60+I0ynKWPtNLO5eTWq1v+0HS8QPaiv9QPFeykMsmXgmhgVCV+9WPu9nZR/hb64yWVgG538aIScYIyksiUZU4BM2Oy5jrcsOfvF9TxbDMjSXOu5WlbRw2HKZUSukRWi1Av+4WM+f7wKwl6kH9mDT5hOFPNzrImO692VHQHk27F4jfeT1P06bcN8rTBIbXao8iv1LRqhspATT4sJ9OerhjMfuo5y9dpfgqAQyaxlTq0E1KoreyfiBXTBRsjZkzgW/uoGTJK2bNh/k8XsFxao3orO0V21fNhzbHtKudc06xipLDkRr4ZandNjotZUxe3dLF4EyMg9jeSltT5cvW8WWI9cJic1E8RqN6dS1Azkf7OdcTBPWOQtDRHWa/fUV6nVexAg7c7X2JI4uHoFRypxN67fKk6wT25xZvmI9Fx54EZO7EPUbt6Rd8/Ic2b4ds/7LRVCruood5n/Ng2aWS6jQz1FabDaUTiCp7ihx/9H5XQKCOrL77A2Cw7KKFkZD2rX9mSzX93A+Szu2pgAAgXd20nn4fMr2n0/zkEs4b93J6RtP0dQtKYKbPRg5ZrCUO8kpkur+UtLle49NDs5sP3SUaw9eEZ2UlcIVatGkRWv6W1tRs2h+YWEpfxrFjbWTsVx6GnMpW5nUtIhq3IGPL7FqyXI27D+OV0AChYpVpWW7DpTXeIDHRW0cRZCzhsxX9aW2gNoCGWOB7wMApMGJ3wN2erix58gpWcN/JTouEd3iVWku62mPAf1oXasY2VIUqZXlOyckl90ouezh87cJlc4l2XJ8yGXbM3JUd8kvk7tMJUb5cWDdKlykDd2F248Iz5aXSrUaST5qxZC+P2OgFHuSw5fH57cybdpSjl++T5y0Bxy1xJnJFnXJnVWB373TODus49Cxk9z1CSIpcy5KVa9Ps3adGWLZDTP9D7EjgZtbp9F68mmGLXVlYuey3+y89MnSCfj9doWtru4cPneBi6o8EfQKVZBYXI2Gbc2xbFMXXQEvHh+0FyBiJT/N8cTJohYaypjnIjFvySlpV7wP26ZFv1qnowKfsc3FQVohytpx9xUaWQpSo2kTOvYcgGXnWuSRPUJSXDi3D2xgmf1adl9+gCK7MQ3bd8JqSA8C3afiHlqfbU7jpZV1Nt7d2iZlGTMpNngRK23bCiCbieig53iuXY6Tsye3xUaZ9M1o1rIN7Wro4bDhDIOXb2RIDWGOKoLZMtKcKVczsdxjAx3L/PPthTPG49V3UVvgawv8eQBAuRF/583jl4HkKVZaThk/9SlWJMTw+vlj/CJzUKpsMXRSqVInxUfx8slDgjPpU6FUoU+tnmRsSpXy0IA3PPHyIzYugSxZc2NY2Ij8eXXJmT21ormoMYcF8vLFCwIjEsldoDAlTPTJJjT3Zw9folW4FKb5JegJLTX49Ute+MZiWq6k1OB/2IjKpvPdG148e0V4Uma05e+LG+cjOtAH70hNyhY3UvV9TutKiovkuYw/RFGACuUKf7ZRT/P3gvz6+7zgxZtg6XuaE6OiphTMq4n3b89QGBSlmIGguZJERgb5cP9lMIZFSmIslKcvn660TbC/D8+8/KVtoSaF5D5GIqro+/CZKikuUTSvaiOrFI96JEloNrm3iZRgBPh44eMXJAFTF+MiRTDQy/mxD2ryeJPV1N/5euH1NpiEJA208haiuIkh2lpKzYIPbyV0raDXMsYg9E1LUjhfyhiFOhwTFsBTsWVIZLz8rSFFTAqiGf2O52/iKVKmmCxSv6+jqjwRD/D34/Xrt0TL4pIldx45fTMmXx4dodynsqyodkeECdPj+UsCBCTKnFULA5MiYgtdNLOm2nDIKarv44f4JuambAlTcorgV/IlVGdR8H3o8x6DoqUx0v1UbpIQFcyjJ88FLClCWZN8ApIk4nfFnVaWyV0AXKY3JNLnJd5vQ8iWW59iJYxFQDKVjUQUyOvhE4IThS1Q1kRFU/tg44TYaALf+vDidYCqp322HLoUMi6ker8c2ZLHnSish4ePX5CkXZgysmn4qN4g3R78Xj3hdYgmZuWKop1qPkUGenPvt0AKlzUTv9L6rHwiJMAfLy9vwmLEoJm1KGisnEt6aOdMLrNQSK/yx/eekqhrLP5TQBKY1N/ahwde4o9FzSiUykZJMrcDVHMqiARNXUqWLI6+trKPfLIfPHn6itCob/lBAkFez3gZnESRUiXJK2yI1FdiXARejx4RplWQ0kUMU2rZZXMbFYr3k6e8DY8mU64CFDM1RkdOCh6+CpK5UIICShr7P3x9NwAgNgt758Wvj4MxLV+GgnJS9OFKErDl9dNHvIkX/y1VhNypvnmiJEOvHj4mPGdByoiNlPT0j38n8SbwrS9eynkkQFOmrDoYm4qf6emiJYlUql8SFRLAq6cvCIpRkKeQKUWM9MkiNPdHv74hT8mSKn9SxaaA1zx4+I5C5cpQKE/KGGUehsi/P33hS0xCJvl7E/n7vNKh4AXv4nUpUdwgXR2CxNgwXj58SGjOQpQrKmtAunoFyW+VKHTQty+e4/0uhHhNbUxMTDEQif/nz73JoV+EIspYL1d8xDvuPfYhl2EJihfU/kpvQyGtBsOCZH156Uu0dMkoYFQYYxGUDPN6QUCiLmZl/o+9s4CO6mjD8AMx4i5ocHco0OIUSpEWdwvu7g7Fgmtwd9cCxV2LW/FAgChxTza7/2ygf3Eim2STzJzT057m3pFnZu+9884nWVG/IRShvjx4+hLjLPnFyZk46Xvjxkux3nUyWYs1mxMbM6NPgiyKZ2h4MB5uL3jjI/oo3inmDtnImdXh/7+1/z97vF7y+FUg9vkKiVO09y40arepAC+ePVc/Q1WYWWUhZy4HkXbjDa6+GchXyFHEz/mymJLCS142LwmkSgLxFQBiXQ1F1h5f8Wx9/sY7NnV0JvE7zZsjM+Ymnz4P/vuWfSK+ZSNiv2VNxLds9i98y6qfb2F4i2eHm8dbInWNyCyepdkcrDH84MNHKQ4/3r56wQvx/RBjYE4u8Xy2F4ci7zRIpUjH6s+b5654igwiqgz62GRzxDGzLYaxvu7/vddDxPfCvRf+ZMldgOziWf79L7P/7o0KC8bbXXwje737TjQU30COubNgrR5/7Iei+C739+DxU3dMHQuQ206dulR8b4l9wmO3gI+feR+tGjVb8YwX31YvxLdVhoym4js5Bw42lhh8cMCmzp7l4/6Cp698UOmakzOPeA8IIcXn2UM8FeL5nTer+G7PIEz73/LwrkjRmCUXubNbvc9coH5GB/LqyVPcBaMMxjbiGyIHlvrClfa5t/jOETxjvyGEK5vrE14EQu4C+bAy/Pj7JFUudtlpSeArBBIhAEimkkBaJ/CxAPBpGsC0Pno5vvgRiLcAEL/q5dWSgCQgCUgCGiAQfwFAA43KKiQBSUAS0CICUgDQosmQXdE2AlIA0LYZ0eb+SAFAm2dH9k0SkAQkgXcEpAAgV4IkIAmkdwJSAEjvK0CO/xsEhF/x1Q3UcXImT/O5rBr/K8LyWBZJ4IsEpAAgF4YkIAlIAtpPQAoA2j9HsoeSgCSQtASkAJC0fGXtqZqAikhfVw6fvYVZ3gpULpbl63l9U/U4Zec1QUAKAJqgKOuQBCQBSSBpCUgBIGn5ytolAUlA+wlIAUD750j2UBKQBFIBASkApIJJkl2UBCSBdE9ACgDpfglIAJJAuifwfwGgT58+KBQKrK2t0z0UCUASkAQkgfgSuHz5Mvb29uQS2TZkkQQkAUlAEtBOAidPnqRo0aLY2dlpZwdlryQBSUASSGIC+/btE6kvRRkwYABVqlQRKZYck7hJWb0kIAlIAmmPwIYNGyhQoADlypVLe4OTI5IEJAFJII0QWLBgAXXr1iVv3rxpZERyGJKAJCAJxI/AmDFj3gkAgwYNonv37rEfsLJIApKAJCAJxI+AdAGIHy95tSQgCUgCKUFAugCkBHXZpiQgCWgTARkDQJtmQ/ZFEpAEUi0BKQCk2qmTHZcEJIF0REAKAOlosuVQJQFJ4IsEpAAgF4YkIAlIAhogIAUADUCUVUgCkoAkkMQEpACQxIBl9ZKAJKD1BKQAoPVTJDsoCUgCqYGAFABSwyzJPkoCkkB6JyAFgPS+AuT4JQFJQAoAcg1IApKAJKABAlIA0ABEWYUkIAlIAklMQAoASQxYVi8JSAJaT0AKAFo/RbKDkoAkECcCUb4cXbWWIw/ekK1qYzr99iPmBjof3BqDz8MLrN+0nxcxdvzW1omfC9vx4RVxaucrF0kBIDH05L2SgCQgCSQPASkAJA9n2YokIAloLwEpAGjv3MieSQKSQHwIKKN4dmE7gzo4k7XffJx7V8dML+MHNaiICvFk9+yhTDwaw8yVi6lXyJIM8WnjG9dKAUBDIGU1koAkIAkkIQEpACQhXFm1JCAJpAoCUgBIFdMkOykJSAJxIfD2wZ/06uxCtamL6VY9F7qf3RTCoelDmHczJ4tXDCWvqabO/0EKAHGZIXmNJCAJSAIpS0AKACnLX7YuCUgCKU9ACgApPweyB5KAJKARAkoeHnRh0LIXjJo7nFw6gQSE65A5RzasjPVjW1CFvmBmt/7cKNSJ+b0qEODtj66RNdmyWmOg86G1QPw7JAWA+DOTd0gCkoAkkNwEpACQ3MRle5KAJKBtBKQAoG0zIvsjCUgCCSQQwn7nwSy+l5k2TYsS8vAqe/dep1C74Uzp8QvGOirCX56ne4+52NdpSgWLEE4fP8zVp5ZMWuFMrSJ2iXIHkAJAAqdN3iYJSAKSQDISkAJAMsKWTUkCkoBWEpACgFZOi+yUJCAJxJeAKsyVaW06sj0wL0PHD6BuGTvOTunDlHNWLNmzkDK2GXA7t5523edi9XN3xgxsjsXrAzj9PpPf1u1iyO9FyJiIgABSAIjvjMnrJQFJIL4EosOD8fH2Q6Gjj6WtHaYfBTpV1xZD0Ftv/EOj0DW0wN7WDN0MiXiwxbeDqeB6KQCkgkmSXZQEJIEkJSAFgCTFKyuXBCSB5CGgIvT5Sdq1G4lu1SG4jG+CrX4oJ6f0ZsTOGOYcXEslh2gurBxP73l36bXEhc5VcvL8+DJatt1Gvz0baV8xh7QASJ7Jkq1IApLAZwRUREeG4PPyOdcfPCUsUoGBXW5+KF4QB2vTd9lKVEp8Hpxiav9RnArMwbi1S2lcxPqjmlTKIE4sn87YRdswqT2ajVPaYZ/p82go6XkCpACQnmdfjl0SkATUBKQAINeBJCAJpAEC0Tz9SwT+G3uaji4utCuXBaLfsnNYd6afzczK4/MpoufFijG92RJanQ2ze5DDSMHRJUNw2hTG9m3zqexonigO0gIgUfjkzZJAuiYQHfaK7VOncy7QigLFc2EW5c6xP08TnbMGo0b3oXQ203cCpdjgn5rRn/FH7Vm6dxKFzfQ+4xb0+ioDWvfCtN0cZnSqLOKbSAuADyFJASBd/9Tk4CUBSUAKAHINSAKSQJogoAjmxKLhjNpvzJKtEyltZ0iE113Gdu3BjWxd2LGoE/reNxnXvi/Btccwu+8vGCk8WNyvKzuUddg0TwgCX/iQjg8bKQDEh5a8VhKQBD4kEB3iyuYZS4mu4kTragXIlCGC0ytG0nz8FYYvXUW/BkUwEHFKVeGerBnWh8NmTVg1sQVmup8GL1Xhfe9POrVfTMN5i+lYORdy///xWpMCgPztSQKSQHonIC0A0vsKkOOXBNIAAUXwa+YNac/iwFocXT6IPMZKbh9YTL+pp+g0dwFOFXPjeX077RvOp+b85fRvVASV+0V61BsITScxb3hN8SGdQcQASPhJmRQA0sBCkkOQBLSGgJJbu6ZQq8te+i1exdAWJckk9vphnrcZ2XkM1q2H0yS7NwdO3cEwT1VaN6mCraFwFBBuAnf3zqb9vCdMn92LoHtnuPEshmpNmvNzyWzvXAnSeZECQDpfAHL4koAkIF0A5BqQBCSB1E8g0O0KY7v04KyqAoMGtcBenKYd+fMEmap2YkjrqlhlysCd3dNo7nyDqSuX0LC4HZGvL9Kr2UhCKjnR6idjMuSuQoMSDiQ0GaAUAFL/OpIjkAS0hYAy0puN4/sx84YV8xZOonoBa/FsUuJ5ez+duy2gQMPfKVOqHHb+F5g24wS/TZlDr18LYyAsB/6cPYhxhxW0+L0GP/5gxSHnKdw2ro/LskHkNpMSgBQAtGWVy35IApJAShGQFgApRV62KwlIAhojEOLxmEtnn5PJJopLF24Qhj1V69emQoncqA/F1JGxn146wIGHGWjc6FccLQxQKkK4cXQvey/6ULFufar/mE+Y3Sa8S1IASDi75LwzJjKQy8eP4WdVkl/K5XnvHx0tNlZnOfGPLr+Kk1RrvUQshOQcjGwrTRJQKcK4e2gJY1wu8euQSXT+uVCs+T/KaG7unE7DdutoKawCxnesjOL1OYb82g1Fu1nMGVQX8wzuzGzdmDlP8rJi/RzqFcnAmq4dWO9ejmXbx1PQXAoAUgBIkz8bOShJQBKIBwEpAMQDlrxUEpAE4ktARYivJx6hkC2zPYZ6CT1fj2+7yX+9FACSn3lCWlRG+rF/9giWuhZiyaxe5DIXYpDwq944egD7dOuxampbLIQ7iCySQIoQUEbx5PI+Ji8+QPHGvehS7wfM36f6U0YHsmNKT8ZeyMyWNRMoIwIDBr44xcDavdHpNJtZA2tj6HuZTo2HYtBmCnO6V8Ek9DFj2vfkbt5urJ/ZCiu5/0cKACmysmWjkoAkoEUEpACgRZMhuyIJpDkCER4sHNgN5+f2bFs+h4qOZolKtafNfKQAoM2z82Hfonl5dj09J16g2zxnGhazJejFJfr3WchPQ6bQuVruBLuBpBYCsp9aSkAVjff9Y0xYdIA89brR9ZfimL3f/Kt7rAh9ytRWPXhQrB+Lx/+GlX4G3K9spEWzRVSfupiRrYvje34FzUcdoY/LalqVsMDv/kHa95xG/m7zmNm2HDIhIFIA0NLlL7slCUgCyUdACgDJx1q2JAmkKwKqmHAeHVtLt76TuGL8Izu3LqN+QRspAKSrVZD4waqUCiJCgwkICUeVUR9zCwuMDRK3jYkOfMzMgaPwrTyAqe3L8/TwcoaufsVUl7GUzGyc+E7LGiSB+BIQwfv8XK8yy3kthtXbMqhZRYx1VESGhhCVwQATIwPCXI/Ros0k8vdbxLRWxdFXBHF4/kjGCH9/Z5dp1Mynz4UFQxm5XZcFB+ZS2lLB7R2z6DXhKn02LKNV2czx7VWavF5aAKTJaZWDkgQkgXgQkAJAPGDJSyUBSSCuBFQEu11nuvMWMhgF4rLXk6U7V9K0ZMKD7MW15ZS6TloAaJ68Svg8u946zZ79Z3H19cY3IIzitbvQs1klLD44GY13y6oILq6bzORTxjg7O3Fn2WQOq2qzcFR9rGKdrWWRBJKXQEy4N9unj8T5ZASdO/5GdhGnRC2iPj53GZ2STenZ9kc8TyygzsAN1B6xkumtCuN5VbgKiGdstubDGd7mJ4zC3+DSvxPbQuqxe3N/7JRB/DVnKEM3ZmDBjmFYZ8xITsfsH1kVJO8otaM1KQBoxzzIXkgCkkDKEZACQMqxly1LAmmWgDIqgKOblnHIPx8t87yiU8e9DN+/lvaVHL+YhirwxTXWL96GqyLm60x0jClSuQWtfyuKoRa6aEsBQPPLWRkdwsEVs9jmXoSZw2vxcsdkRmyFWRsmUdbeMFEN+tzbT+/+qynfuRWuOw9QcMA0elbJLtOkJYqqvDmhBEJenKFnm17sv/f6kyoc6TtnOaPaFeLyojlsvOOJnoEBeroqVOF65KlZh1a/VyWziR7hnncY3acvPpVHs7Z/bXSUEdw/uII+kw5SqGotKvxSjXqVSmBtmDgLmoSOUVvukwKAtsyE7IckIAmkFAEpAKQUedmuJJBmCSjxvn2I6Ytv8NvwAeR8tYOmdVfScc96utfKx5fiqynCg3B/7UmE6ltQdDC2tMfB1kQrN2lSAEiCBS3MokMC/QlVGWFjEs25lVNZfD8HM5y7klNseBJTIgNdWTJ8CNtu+pHRrjKL142lhFXi6kxMf+S96ZuAMjKE12/EM1Ch/ASEHlb2mbE20yP0rT+R4hQ/OjyYoLAoDIwssbO3FMFV30X2U0aH4+3pBaZ2OFgYif+jQhERgoeHD4qMxthntsFQXyfNumHFdQVJASCupOR1koAkkFYJSAEgrc6sHJckkEIEooNesGrmEoJKNWdA4zK8/XsrbapPp/6GTfRrUBhNJwI4fvw4J0+e1MhoO3bsSL58+RJUlxQAPsemEieQL26cYf+fl7Gt2IgmNYujK6xDrv61hzMvLGnpVIecIgr/94sStyuHmL3gAjX696T+DznQSaQViComgtt75+PUcyGFBi9n9fC6JM6m4PujkFdIApJAyhOQAkDKz4HsgSQgCaQsASkApCx/2bokkKYIqH1W7x5Zz5gZ28nokAUrIz0iAtw4f/g57ZdtZWybH97nXf942P5PL7F05hqeRCu+zkPXlFI1nejcrBRGH2z+3N3d8fT01AjHvHnzYmZmlqC6pADwObZgt7/ZctEdG68zzDsYxDiXSehfXI/zqv1kKNOGheM7kdsi0zd5q5SRvL5xjFWrblG6Yztql8nxxTUU70lTKXC7vI1eY/7CadZ0mpbKEu8q5A1pn0CMSBG5c/50Djx3YNS0QRS2llYiqX3W07IAEB32hs3O83DN3ZghbStgIkzuVFGBnFg9lz3+BRnXvwn24r0siyQgCaRvAlIASN/zL0cvCWiUQLDbVSaPW41j68F0/jkPemKj7vfkGD3q9iHHiNVM7ViJTF/MsS78WZXin+/0JkOGDKj/0cYiBYD3syI21gE+/uhaWGGinxGVmNTIF8dp2mEqeevUwcAjil+6d6FqYXt0VVH4+ARhaGGJyZci+6ti8PnnDDOn7aRo+760rpGdp1fvYFCgNLmsvi0cfG+NKCMD+HPBaOY9yMnKuf2EEBEXS4Tv1Sr/nqYIKKN4fnYjbTsP541lbdbtXE61nGrTellSM4G0LAAoo4M5sngsky/bsM5lKHmtRPYI73v8MWgCGX8dwpiW5TH64js4Nc+o7LskIAnEl4AUAOJLTF4vCUgCXySgjPbnkMtUVt7MysxFfchn+i7Q1NtHR+j+ezcydV7EsgH1YjeFabFIAUDkKQ/349apvey5E0MLp1YUdzB5N9VhTxjZoAWHMpRn8rTh/FrKUbiCCCEnyp/Tu9Zx1i8zrZrXJ4+NMer//W+JEe4Cfy2byJRtd8mdP5c4zVKnBMxFzxmDKZ81cen6wrzvMm/cPJQ/92RQozLyozgt/igTOaZQr3ssn7uMO6+eccXNjFmrllM3f8IshBLZFXm7BgmkZQGAWMum7fQYsp/Oi+bSpJQDbhe3MNj5Ij3mTKZGXot0HwNCg0tJViUJpFoCUgBItVMnOy4JaA+BGHGaevPQBgaPnk9Y/g6sXjGYorZGZIh8y665Exg+eQl6NUeyZclwkWfdVHs6rsGepHsBICaMq/tXs+KUN026dKN6kazvTfVVRPs/ZEyHblyxaMHaRT3IafY+CrkI8hfu+4zNS104F1GEUQPakN/mgxNW8ffI8FDCIv9zDcmY0QBjU0N0P1QKEjCPKqWCsNBwMmYyIpMIoqaddiUJGJi8RTMElOFc3bGcnXfMqVrgOYOWX2bkwo10KGX3hbUSg/eja5y58ZiwqE+D+P3XnYw6FpSpXo3CWc0100dZS4IIpGkBQBBRiACn8wcNx/2Hnjh3r8DxBWNZ8bw4i5zbksUwbQrwCVoISX2TSGMb4PGM28+UlK5YCNNvBK5RhPtz99599B0KUzCrJTqJfL8l9dBk/amfgBQAUv8cyhFIAilOICYyiEc3r/OP21t0zTJTulwZslkZCgHAnyunLuIWFIqeYWZKVSyLo/j/yVKE7blCEUVYSAjhUQoyZNTF0MQU40z6H50ya6ov6VoAUEXjfn0vI6f9RaW+I+lQJS/vDD1UhPu95ODidfx59RLXIvOyerUz5bK+twyIha8iyO0600ZNJ6ZiN8Z0+RkzTUeK1NQky3rSCQElAY9P8cf809Ts3Zv87juoM3YfA+eso8ePWfl8CxXD22e3uXTnOeHR3xIAzCn+00/kT6MiaGpZHGldABD5Ibm5aTKj9mRkxpzm7BjpjF7zUYxsWIQ0kwBSLR77uHH52hUunTjPm+iM2BSqRtvGP5PHziz2Ha8Wl7csW8DJ+/4YW5ijn0EHM+vC1GlVjx/yZdFMLJmvLHr1N9HtI4c4fTuAXD9Vola1Iph8SwCICOD2tbP8fe0hJgVr0bBmCWHxJsWa1PJMSY39lAJAapw12ed0TSBEbGgjIyOxtrZO1xy+OXjxceD34jb7j1zC3f0lr98GEOQTgHHB6nRxakrp3DaJjiL/afvpWQCICnjO0hHDuGbfhNkjmmEr8owrIwK5dfMql06e4GlEfhqXUzByyC46r1xErdyGGJjZYWuq/w6jyBbw6Mhyhsy/S6eZU2hQzO4Lmyy53CWB5CEQHeKo4hm1AAAgAElEQVTO7kULeWpXiz5tqhBwZTW1Bm7ByXklw2rl0fgmysPDgxs3biTL4KysrPjxxx+TpS1tbSTNCwBCVA19doxOPRaQq9YP3LsYwtD546jqmIas76J82T9xLDuiCjOwcx1Ur84zbex8DBuOYV7/Blgb6qBUBHJ26WiGrfVlxJI/KGkayLHVi9j6yIGZi0dTNmsS8VBF8s9f61m6z5/mgzpSLq/NO5e37xRVTDQeD06xyOUwRVr3pVmlXEJI//5936tX/l0S+BIBKQDIdSEJpCICERERzJ8/Hy8vLyZPnoyRkQxI9cXpU0RwfuN0hmzyY9qi0VQvYMmTs1vo3XUCBq2nsHZYM/GBoNmzkHQrAIhAfU9OraLDoP30XOJCmwqO4vRFReDT03TvNhjPrL8yaeJQSpm4M7v7QK7p5Kfq77/w2y81ye8g3ETeT6Ay9BmTOvXhfv4uuIxphK1B8px+RIm868svvuJtaBTdfspBljilJUxFDw3Z1XgSUOJ6fhM9+i3ApGQ5cgqLpQjvR+w+5UHn2WsZ27won4eLjMb10p9sOHiZoIiYr7ano+tAvQ7tqVLI7qNrnj59ypEjR+LZz4RdniVLFho1apSwm9PIXWlfABB2VdHeLB/cmTG77/NDu4msn9AaGwOdNDKDYhgi49CTC9cIzVyQkvlsiQxwZebA1mxSNeTQ/AHkUj/HFQEccR6M88MibFw1gKx6UdzeMZNe4+4K64jF1CtsI4LUKlFER6OIEZY7GTKiq6eHns77d4+wIoxRRBP9/m964m/qd1t0VDQqYU2gJ1zHlOq/i3eIrr7++/tU4nlxj0kDnDFqMoQRTUrxIfXY9sT9MSI4ro6oT1fUFxUdE9uu2uxfJYI4nt+0gHkXMzFpai8K2ySTxWTaWRlyJHEkIAWAOIKSl0kC2kDAz8+Pdu3a4e/vz8GDB7G0tNSGbmlfH8SLOyzwLW/DdMjsYBmrvge9ucrIli24XHQg+2b0INu/p88a6n16FQCU0b5sGNmThS+LsXHJUAravIvOr4gMxv2NNzpmtjhYC5NM4SYQ4OWOT1A0ZnaZsbUw/sQKI5ozK0bRc4M/C1bOoEZ+q2SxAgiNiqHxyhs89w1jd5fSFJPm2Rr6RaTOahSBj5k7YS4hpZrStGzm2I/3gEfH6T9oE1VHuzCpc1kMPzuUUxLm78VrrwAUIpvJV0sGA+yzZ8PaRGacSMnVkR4EAIQwe/+ACALYbQc9166l9y8FEx03JSXn7Htt+7teYEzPcSjrDhVxD2phLsSOaP9nOPfpw/Oy/VnWv5bYmD9h48yx7A6uwBLnXuSz1OX5lb9Yue0Ynv6B+IUqqdC8N30blsMoYyTP713l9PHz3Hz0lLeRFjTt3o2S+q/ZsXknd8Ly0LvHr/hc/4t1Wy5TrNUARjhVxjijAtfT6+nxx98MWTGVWnmt/t/16LC33Dp/nIP7L/AqGvL+3JRfrNyYt/oO3SaPpFJuKyGIi3gid/6k+8DN/P7HDDpWdPze0OXfJYEEEZACQIKwyZskgZQh8OzZM9q2bRubCk8KAPGZA3FKfXotPQeuoNygOYxuWQFjDfuZpw0BQJxevH3Gtp37cPWE0j834Jef8pDpG76LEW/O07HxEAyaTWXBgOqYJSLFlMeNHbRvOpMqzssY2qTkN9uNz+x/61opAGiKZBqoJyaU61umMeGUBQvmiVPE95lMAh/9Rcdfx2LfeyYzBlb9ZjCvNEAhzQ8hfQgACq7vmsXQTW+ZvfgPSmVOw9aCUW/ZO28mB99kpf/IzhRxMBYbaRV+wgqtd8seeOWuTqVCVkSLALImehZUb9GacrlsyRj+jD86DsS10kDmdSnF7bWzORhWglG96xN4cx9/zP6Lgm370fknY2b1782b4p3oUzUXOmEPGDBsPcUadaFXu4o8XTmKGU9LsWXdIBx1I4WQPY4BRw3YuGIMRf4f1DaSv7ctYMKah7QYNYLfcgbwx9wN+Pl6QP7WzBr8u3Cde2crEO19h77dh6DbcCILO/woA9Sm+SdSygxQCgApw122KgkkiMDff/9NmzZtsLGxkQJAHAiqokN5/ughdy8fZv2ep5Ru2hKnJtXJamag8Zdq2hAA1JaVAZzZNpMuU07RedZKhvxeGIOvuiEqeHFiCQ1HbKPN9E0MquH4kbljHKboo0tCPG8xuoMTT8sNZ/0ozbtpfKk/UgD4nEqUMHl184+ItdDIbpn4jAvxXQcpcb1KuA253jzM6H4Dcf9xDLunOmGdScSyiAri4s55dO+7HPumo1g9vTM5LeQJfkrMkabaTA8CQEz4K+b2HcydXB2ZN/RXrPTTpi95dIgXZ3ev4bS7LS07NKWgg/k7yzKRDvHRX8toN/Qg7cb3xubFXyw6Es7weVP4rah97PtfGfmGxf0HcdSgChMGNCGPaQbCVQZYGwSwePAQTulUYGjnqgS53mD3gWvU6juGxmWz8vDAbJzm3GLI7Dk0KZyRTcICbr9pE9aOb4WZKlSkQx7O6JsO7Jw/nDyW754VCl/hdtB9NOE1hUtClyoYBD1mdM/enI8uz7xFoyibRS1avCsq/0cM7d4Tz+pjWN+zRrJYwmnqtyXrST0EpACQeuZK9jSdE1AJs/YtW7bEWgBUqFBBCgBxWA8x/k9ZuXwzD93ccH0VgmWBH+jYuR0/FbATvndxqCAel6QVAUB8FvHw0Hw6zL3BeJdFIu/5N1KWqYI5NWcwgze/Zcr2DdTJYxwPYp9fqgh6zbxhHVj6ujIHNoygkOU7d4KkLFIA+Jyuq3CHaL7mJqZiA7zVqRR2Ju+DNSblRKRw3YoQT07s387hK88wsS1N6+7NKWybiUgRSXzjxs3cee6LjkNROrRvQYmsZinUW2GhE+jN43u3uHbvKaFRGclSqAyVypXAXoiassSNQHoQAKJ8HrBm6wUK1WlKpbyWaXMTKSx2zu1axvYHxvTq1YaCdib/baIVYRxeNIwJlxzYvGQI2UKv06nLH9h3mMrM1mXeB/JU4v3wPMsWLeOmpxn1OvaiZe3CRD47QbeOownOUYri2bNSomoNKpYpSnYHC3RVgez5YyCrPH9ixcIumPrcYHDnMWTvPI0RjUugqwj5ggCgxOuaCCI6dB/tZi2kdRlbfO4foUcvFyoMnc7g+kU+mh8pAMTtdyyvShwBKQAkjp+8WxJINgIKhYKlS5fSt2/f2CjO0gUg7uiV0eE8u/kXowaOxbtMXzZO6Uh2LY4BoBL+m2GB/vgHhpPJwhorcyPhQy/8jAP98A0IQ9fQHFtbc+HTGXcGcb5SnGD8NWc4c6/mYN7CbliJdEaROoaiPSsMRdCjj0qEJ2sHdGXhVUdWHZ9PSavEBZlSRfixfVJvxm01YMmx+dTInfT50qUA8PnKeP42jEarbmBmoMuuzqWx0/BvJc5rUV748c/tzd+MHr2YiFzlqVkmK1Hu99i2/TSm5Vvxx/A2OJrpSWJxIJAeBIA4YEjdl6iicLu4nZHr79KgfdvYiP4K36fsPxvA7x3qkUvfi7lde3PJvj3LnUVmGtxwbt+di5nbsXKWsKKM8mLrrovkq1yFIlaRHFzkzJK79ri4DMbG8wS9uq6jrvMsnCpnw+/VA87d8eSHqtVwUDwTsQb641lpGMt618Dn2jba99xC1yXzqVvQDmMRs+/v9VPpuzOcZasnUtpBnfJWxAU4voQu487QY8li6jtGsGfpZEauCWTBjjnUzGNFJiPD9zFxhMj35hq9eozDru1kprUoo3FrxdQ98bL3miIgBQBNkZT1SAJJTCA8PJxp06YxadIkKQAkgHW0+nR5hBOzrxRh359TKJ/5w1z0Cajwk1s0ZwGgIsDtBn/uP8nJA0eIKtaMqRO6kCNTJLf2LqP/uDWYVujFkkXdyG70oQIgfB7d7nHyyj/vIhp/pWTUNyRP2SqUyfGVAJIRIihRj35csqmFU1Vrbh4+xJ+PQugyQQQkqpz3o48RZeBzJnZ3Yu+rauw6PpG8n0dHix9YRRDHZw1j0KJXjPtzDU1LfhwtPX6Vxe1qKQBIASBuKyXlr4r0uI3LmguUEz7MP6nFMcVbNg7vxKiLsHD1WhoWtpabhThMkxQAPocUKSLRR0YrMTNKHSJSTLAbCwZ1ZcLmS+gZZ3p3gq6MxrBqfw4t7QcXN9Gz5ywiSnZm2bKBlMymYu8f/Zh4JhNTFoynmn0ICyfP5pFBbmqWtufxtZv4WlRi9MCGWEU8Z8mUeTzJmIuffshNZKAXGQvUoHnFfEQ9O0633kupPGIWfWvm4vWlrbTttZxK3btSKX9BfqpcguCbO+khXA/az5tBs1KZRcdUBD8/w+BhC8hYqi618xvh5feGP7ddpHjdBlQWFjyVfiyJqZ4wSxSuC68ubaHHyL9wmjuLZqXV98siCWiegBQANM9U1igJJAmBwMBA+vfvz7p166QA8B3Can/ea0d2cdInK11aVIrNCRzq9YAp/ZzYo2zA3mVDKGClWfNyTQoAQR5PeBluSMyt9XSYcZYBizfiVNqWKJHruGPnP7BrPJZp3Spj+JEFgArfF3c4dun+dwWAfOWrU9ZRHXH40yJOH15fposIfPTCqjLDhnSjrK0Xwzt2JKjBfHYNqS9cJ/67K8r7PgO7duBcTCv+2j+YLIm1SFCGcXXlWHpNvUKPjVvoUil7kvyWPqxUCgBSAEjyRZZEDajUAsCIrky7YcnCFXOpkcdcCgBxYC0FgHeQ1PkqwkUWlCcewRx84C0CBZpSp2Tq2HAqIwK5dvk8j1/7fzTjmbIXo1a5PPjcuMJ1Vw+isab8z5XJm9kYX9dbnLztTu5iZSmWzVSc7D/k0s3HhEUqMMxcgIrliuNgqnaliSHI05W/L9zAQ2FC8bJlKJTbHj2Rsi/cz40rf7uRs0xZcooUfVHBXlw9d44A83xULFUESyNdFEHPWTR8HC8KtmFSn1/fBQ1ViqwCty9z9XEguYqJbDM5DLl/9TLuUbZUqFRCuFm9i0sUE/6W/Qsms/V1AaZP7kROLUhLq06DeO7RWwz1dSiR3Vz8W1cEoo7DD01eotUEpACg1dMjOycJ/EfAw8ODevXqcfPmTSkAfE8AEMH/Tm6awchtT2jQpAHlchjz8tY1jl95SfVeQ2lftRCGGg4CoDkB4N/BqQh8sJ9G7WdSZvgypjQtiN+1nQxZeo8uowdRLXdSpIBUiBONzbTrOZf8nZyZ0bMmMS/P0EukOLLvtYS5ThVFHuT/4Ed63aF35w5coS1HPhAAIiIiuHr1KpGRkd+cKXUwy1KlSv13jSqcm+sn0m38UVqt2M6gWnmT/BEgBQApACT5ItN4A2IjImIB3Dl/mKVrDpOlbjeGtqmOhUFiFTiNd1QrK5QCALGb3oeeIRy+58Xhx37i9D+G/hWz01amnUv8mhWn+K9vHGbJ0gsUae7E79XyiewD33ePi4kK5dH53aze+Q/Vu/XmlxJZheiQ+O4ktoYIsTZmH3/GkYe+VMppzm/F7SmaxQxTw8+tRSKEFcntN0GxAoE6VopBkvgpJnZE8n41ASkAyHUgCaQSAvfu3aN69eq8fftWCgDfmzO1v3yAN88e3uHizYeERigwsi5A1Z/LkzeLDRrOABjbG80LACIdUMBdRtbpic+v45k/pDSnls3jtlk1BrUX6fb0P/3YV/Hq9lGW7zhDlHhhf61kNDSjQuOO/F48y+enhSKo0oVVExm0LogZm6ZT1dGYJydW0brtJrpvW0dnkQLpw++RrwkAwcHBbN68mdDQ0G/OVO7cuWnYsOEXBIAjtFyxg8FSAPjeSk+Sv8sYAEmCVTOViqwE5w5sZdu+I5y56k7FtgMZ2a+B8P+XQQDjCjg9CAAnHvty9WUAP+WypOqHuejFae4j9yB23fbixBNfPEJEQnpR1Glxh1TOIQWAuC6i71ynEu4Ir29d4sSpmwTblKF9u0qYf0Ofiwrx4OjBPTz106dUpV+pWCzb+0CFGupQIqpRCwAzjj1jw3WRslAUO0NdquaxpEExe0o6WmLwwQeVm384jVfeQFdYPajjx2Q116ylZSKGIW/9hIAUAOSSkARSCYGTJ0/StGlT/P39pQCghXOWFAJAjMhvvGZId7ZH1sa5Uza27b5Jwx59qJDry6a+YQGePH/tg1KpNu78csmgo4d1tpxkMRfRij4pMaGerBrXg1UBVdg+tzc5jGI4vnQ4nTeHsnXLXH5y/DgoX5T3Pfp16cBFZWvNuACowvh71Xh6Tb5IN+EC0LVSjiSfaWkB8DliKQAk+bJLeANiY/HW/RXu3m9xu3+BtVv/QpWvAc4iTkg+i7SfrSHh4P67Mz0IANPEhm315df0FM/QgdVyERIRzRPvUP68Kzb+z/zxCoki5oP3hBQANLGyPqlDHEREhPjhHZCBzNmsv3marxRui97ePuiY2GBtaviRpV0S9CxeVX4qAKhvVns12Brr81MOMxoJt5HCWUwxExYBUgCIF9oUvVgKACmKXzYuCcSdwKZN6qA2PVGfrsosAHHnllxXJoUAoIqJ4KhIYdR3rx8timXBononetcvTKYksvQN8bzF2A498P95DAv618VI6Y5Lr45sVv7K9gX9cDT/2ORPGfCM8SII4H6vWuw9MpZcBom0V1QHAZw5lEELRRDAQ2tlEMDkWryftCMFgBQCH+9mIzi9bDjN59xmwtI1dKueS2tODeM9lGS8IT0JAE7lslJZCLeH//HhlNj4+4YrvkjaSJhq9y6fhaY/ZEvQTOiJ+00y6Unf8ATR0+6bviQAfNhjM2EB8EsBa1qKgIUmRvq0WHtLWgAk45SqlBG8eXSPs+fP8TIoI0Wq1KdWyVwia9O3PxSlAJCMkySbkgQSQ2DixIksW7GKyKgoCuTNLdMAJgZmEtybFAKAOiLw3T2zaNxpNgXajWfR1O7kNE26KM3ed/fSqdkMfpqylEGNiqMrMgIs6t6NA8oqDGpdUkQoyka1+sUx/ve9ItIArurbBZdruVh9Yq5IA6j76REIUSH+vHntTbSeIXZZs2GR6eu+kKoIXzb/0YvxOzOx7K8F/CzTACbBSv1+lVIA+D6jlLhCER6Eh28ENg6272OYxHBjxyRqDznOsEWr6P9bAaQNwPdnJj0JALbGerER8r1Do2OD/n2tqGO72IsTXSuThL1fdDJkRF8DvnUW4hR5cr18WIu+yBJ3Am+DI9l0ye0jq4643m0pMj+Yf8Gf/9/71UEADwn//4uvgr5apY5w+s9ipk8xe2NOPA/AxEBHugDEdQISdZ0I/nz/EIOnH6f8b7WwCrjG2l3P6DRpCo3KCjeSb5zJSAEgUeDlzZJA8hCIjo6mQYMGPHruRkYdHWzNjaUAkDzo49xKkggAwtz39v5FDHa+Sb+lztQvkSVJTQN9/jnF/M23+aVDOyrlFSnFROTiR2f2sWHX3zjW+I2GNStgK17y/3+nqII5PWcQgzcHMHXHWmrnNv6YlyoGr3snmNJnGMcC8jBjxxp+y2/2VaYKkapx7rD2LHGryIGNo0R+5s/dFOI8IXG8ULoAfA5KCgBxXDzJepkK72tbaTn6L9qMG0/bCo4og16ydtxgXF5kZsG8qVTPYyGzAMRhTtKTAFDA1hi15nrXKwyl6usSgK5QAPJbG+Io/knJYppJlyE/5xHR9L8uRKiDy+7Zs4egoK9vSFNyDJpsO4PYWDdu3Bhra+tvVvvSN4z+2+6h+Ib739cqUAfs+5btnnrVeAkByT/y67GF/q1bLSSpu2AthKdUFQNAHLZ4P7rGxfvBlP65Kjm0wZ1KFYnr5VOcu+9GxAeZnQ2zFKKKSB2Zzc4MHSHrBbpeZdOZEJq2ro6e+3kGOM2k7Ig59Kid75tuJ5oXAJRR+PsGomNqiZn4IccWdUCu4EDClPpYio2L2ndEFklAEog7AbXfvzpYWoAw39PV1cOAKCkAxB1fslypOQFA+A0GhaDU1yfsxSXmTN+B7e896PF7MQy17uGp4MXJJTQasZP2MzfSr2p28UL6pMQEcmxqbyZfyMuavePI/Q3/hVDhgjDayYl/Sg1h07iW2IhgQyEigKPaBNHKRF+IH5p/eUgBQAoAyfKA0EAjYW9usWLjbm4+foW+fiZhIKSLbeY8VBTicM2SOTHQuueDBgadBFWkJwGg20/ZaSqitp8RAf/23vXGVQRpCxOR2j8t6hgA/X7MRovyCXMB0NQ0qTe86nRz6n9/ragPRM6cOfPdILOa6lNK1qPmULVqVczNP46/82mfIsWcuvqE8A2NJ8HDiFLEsObqGw4KK4CvFRMxZ4VsjSif04LVIjipoQhSnJoEgIi3j5k9rAvLzhoxe9cmmpX4tuCSYJjxujGaFxe2MchpKDey1GRU94bY64Zw8ewpHoXlYvjY/pTPZRFr4aMuKkU4f+9ZxaKj4QwSlpQlROrLb30xaVwAUIU8YVLv8cTUH8nIpsXIJFqPDvVgw9RJXLWox7R+dbCUqWritQTkxZLAkydPYlN2WGTJTXio2ByG+UsBQMuWhcYEAIUPu8fN5IahOeHP76JXti3DutbBSrxgtbGEvzqDU7ORmLZ0Zm7fyu9yHn9QVKFvWDqwN+ezd2DVmEax74SvFffr2+nQeDqVpq9geLNSser2uotu/O0WRJ8qOSiSzVzjIoAUAD6fDWkBoI2/NNEnZQwRkRGEhgSLtG1iE5dBF2NTM0yMDcTBiubFMS2lkOhupScBQB0EcJCIDRGtUOIeGMGxB94cFhu5hz6hRMX8ZxEggwAmelml2Qq+FQPAUMR+KCzM/hsVtaNaQRtCo5Q0X3MzdcUAEJaO1/a5MGbaCu4H2jNh3RY6V8isFfMZ7n2N4XW68LrmSJZPbIaNgYpnp1bRtulyfp2/jGGtS8ceDClF6uuHJ/ex9ZAnNXq0pVJBu2+a/6sHp3EBAELZNWkgS91Ks3JOFxxNdQl8epLhA1ZRevAUOlbLqRV5LbViZmUnJIE4Erh06RI9evWmSr2W3LpyjphQXykAxJFdcl2mKQFAFfSU8U7d2PFQj2ZD+tOj2c9kMdXeFF/KKB/WDOvJEs8ybF48iPxWH/ZVRcjrvxnSaRKOnYfzq5Ub+07exiB3dZxa/0xmYSb4X4nm/OoxdFnhwdzVc6hdyIYY4Xu47cprVop/7IQFQN8qjpTPY42+BnMLSwFACgDJ9YyQ7WgHgfQoAPxLXp0h5rVfGMcf+bJPZAR46hceKwRIAUA71qY29uJTAUAtNarfwSXExr9+MTtq5LPBztwg1moj9WUBUBHmcZ1Z47dgUdaWzWv38/vEjYyslfuLp+dKRRTh4ZHEfNPUQsTDyJQJA33dr5zAq1CI7BB3/j7NgSNXCDJ1pGGTxhTTe86i7WcpWteJ30tkFif7Kt7e3kXzDgsoN3IRE5sXxyCDisdHFtG47TpaLFjB0OalYi2CH5/Zjcvqe9Qb0pOfi9iiFMcnenrCkuYbCyoJBAC1OrGaLpPOMsxltviIM+f2jjmM3wfTFw2ikEXCAoxo449C9kkSSA4CKvGgWbZsGeMm/EHfsTM5unerFACSA3w829CUAEBMJF4eXoTHGAjzXhuM1OaQ8exLsl4ufOf+ObqMDqOPMXDJQlqUzf5BnIIYXl/dSaeeSynarBE/lq+Irc9pJkz+i4bT59OzdmH+NQhThj7HuUd/rmdpg8uEZjgYvrN4CItScEHktHY570agcAfoLMxUfy/uEJtySBNFCgBSANDEOpJ1pB4C6VkA+HeW1BYBHsIi4LjIDrDvvg9eIohcH/FsbVvRMfVMpOxpshD4VwDYeN0jNohvHhv1ib8tlfJZY2eaKfa0/9+S2gSAmHBvDiydzy3jKnStEEaLPs5UHLyGaQ0K/9+0/j/IMXjfO8nS9ft4HRD1DfYW/Ny6Mw0r5/+iW1aEvyu7F81h/xsLmresh7n7BVYeCaCkzWvOBxfCeWpfCtsYiu++KG5unUwXl38YuWQZjQubEuj5iA0zprLjVTamzhhJxTzmBD09zZihc1GWaUSDCtnwunkLnWK1aVpLCAbfcAtLAgEAIv0eM6nvGKg9iNFNsrNhxEhu5u8gzEN/JlOyLFfZiCSQdgio/d2mT5/OvIUujJu7hh1rXKQAoIXTqzEBQAvH9r0uRfo9YW7/ATws1Il5Qxth8W80aCFmXN08hcZdd9B51VpGtS5PuOsJBtTuSaYeC5nR9xfM9MXHgyoat7Nr6DHhLG1nz4xNJ/RpApu/n/sx55Qrj33DaVXSnk4/OcbGBUhskQKAFAASu4bk/amLgBQA/psvdWBATxEX4Pijt+QQp7jVCtunrslM6t6KQGyvH97l5KljPHwdgV2OstRvUo3cNqZJGpA3qYcVn/rVAsD8E895IQIN1hOm/j/ltsLSRH3i/3ktqUoAEIcXr68eYOKK23QeO4Ci4eep1fkPinV3YVH7H5Ioo0o013c402vmVXrOXkibijlRvjlLxzr9uGlWmsnzJ4ro/e8PUWL82DmyGyN3uFLp95rYi28llZgLrHPTqEUTyuYXZv4IUeKfC+xQWxL8P8WnLdUaNqBcQdtvxtxLEgFApQjmpMsoZl51YGK/ErhM3c+vo8bROoWDi8RnwctrJQFtIRAcHIz6g+XgkRNMXbaNZTPGSQFAWybng36kZwEAVRRuF7czYu556g4aSQsRoVytAcREvmXj+J5Mv5ef7atGU9TeCL8nR+n7Sz8s+7swrXcN1FkNQ97cYdaYKfgX78AfvetgLgIIfVrUpquvhOnq8nMvOSnyWZfPbkaPKjnJ72CSqLgAUgCQAoAWPk5kl5KQgBQAPoerEG4ACqWSTMJsWJb3BFRh3NwwnekHgmnauwVZot2Em9ti7jk0ZNW07uSxSB9HmjHi3esZGI6Brs53g/GmJgEgQhxWL500jScONWlXqzB6b28xcJQLOTrOZUXvynyeD0NFZNBbXrzyIELxraSaethkzUFma/W3ybITOKgAACAASURBVMe/JlXYC5ydOnNUty4rl/Ynj5kuYc+O0rKtM8X6zmBk89KYvHdxjPa5y9Cu3bhq2YDpfapxb6cLC8/qM3f5VGoJoe7TuuP7u00SAUBEqsH31i46999I9sK2uEXlY/rMfhRMhpRO8QUgr5cEtJ2Aj48P3bp1Iyhah54jpjJ/4mApAGjhpKVrAUA9H8owLuxYhsvpELoM6E5VoU4rAu8zsUU/3lQexoIRv2AuktK+PLuSJq1W02TBcgY1KkKGYDe2L5zNEb98jBnVmQI2Rt+c3cCwKNZffMWmW56xcQGG1sjFj3mshBni56JBXJaJFACkABCXdSKvSTsEpACQduYySUeiTsN2dj8XI/PQrFYp9KOD+HPeUAashdV/zaJKjq+ntE3Sfmlx5alGAFCGc2PPIqZteYBjHnXAPHG6HvKGvfuuUKztHFZOrY/FZxYOMbx9dJGNO4/iGRz9jVkwE5lZWlK7XC70PzLBFzGRnhyhidMY7FrOZnnfqkJkiMb1+Ap6Tb/N8FXzqZbjX1FJnOzfPkCnbn+Qp99S5rUph9ftPTj9OoyiU9YypcNPic76kkQCgPgWDH3B3AE9mX3AnRaj5zCxe3Vh6pmwDzQtXuuya5JAkhN4+PAh1atXp3ZTJxq27cbsMf2kAJDk1OPfQLoXAAQyRdhbLh3ZzYE7Klp3bUPOgFM07TibMsNcmNSkCLrRfuxxHsq0S6bMdZlIxSwxnNyylou+1jRp3ZhCDnEzqwyLVHBURLNedOGVyDKroku5rDQonSU2XkJ8ixQApAAQ3zUjr0/dBKQAkLrnLyV6r4yJJsDjIatnz+a6bjVmjG1NdrPEu6ClxFiSsk1NCQAxMcLUXRQdnfi/078/PiUBz84xZvxmSnQZRudqeWJdDlUBd+lTpwfu5QawYnZTbMSBhWaLEp8bW2nUewZlBq5lTvMSKPxfsG7sYFZcy8qyP+dS2kb3XZPKCG7tmkW3wafotWUNThVzEPz6KgNaNed55UnsGS+yghkkjk2SCQDiU5ArmybS0eUJ05YuoH5xu8/zQ2uWrKxNEkiTBC5evBgrAPQePZ3qdRszY2RvVOH+HDp0CDMzqUBry6RLAeD9e0vkovXx9MfQ1hK3Q7OoP3w3DceuZHLzArid3swf8w5Tqts4+jUoKdTvKLw8fdE3s8LCJFO8gh1GiwwBN14GMP/UC9xEMKtm4h3Tpnx2bOKZMSFSBMNaePYlPiGRIstATrKlE7POb/1uZBpAbXmqyH4kBQEpACQF1bRbZ6jXE47u3M+xaxd4ZfeLSGfeksJZRP51Te8P0wDCxAgAkZGReHt78/jxYx49eoSFhQV16ojU8ZaWGiWjCPNi79zhzH2SSwg6wyhgrTb2VxHx6gKdf+uNe8HOrF3ZG0eTxG2wP++0sAB4eozWHUdj2XI6C9oV4+Gli9y8eIhNF0yYuWow5oHROBbNgV6YO2uF++ToPaZsOLKQ2vmsUAS9Ys7Adqx0Lc+O7RMoIQIFJqYknQCgDGTP1FFseFOS+bM7kd1I0yATM2x5rySQeghs3y5yozs5MWbOGkqVr8y0Yd3RF+bWR48eTSJ1NPWw+benMerULKGhhEVEicd4RgwMjTExMUT3/2/oCK7tXcXyvZfQKVCfkX0ak8NUs+q9FAA+WTcxARybO599LwLJIPKXK2IUImCNOcXq1adJrXJYG75XuhOx3NSZeJ56BbPygltsXIAaeSzpVsmRXHbGcY4LoA6yGRAQgFL4vya0GBiIPOxJclKR0B4l7r4X/hG02fwQU3HCsKFVQWw/SteYuLq/d7f6I/Df05/vXSv/nnQEMok0VmqBWZ3aK0hk34gSgltCS0ZRh4X4vav/rQ1FCgDaMAuppw9hPi+4dOYqz9484vL1fzAp2ojhPRuQVcPfEKmHyNd7GlcBQKFQoH7Wq9+9L1684MaNG5w4cQJfX1/cPb1Qu74a6OvTrWsX+vXrh729ZoJTqqICOb9vBZNmruSNSVWmz51APZFyTxHiyc6lk5i27C+islZi6typ/F4yq3AN0PCsRPmyf/EsVh5+Qdnf6lGtfGmy6z9n6qjFUPJn6teowy/VcvPwz6WMnrqMuz4WNO44nNHDGmCnE8yJBaMZJYIWVhWB9oc4VcfOKOHZkJJIAFAR/uoig3tMx7rDRMY1K4WepiFqeE5kdZKAthJQbyyXrhQR1GetxCGbI9OGdhPZNCI4duyYtnY5GfslVFv/lxw5fJgHjz1j0+f5+YsNp00BmnTuQJ1SuWKD0cXGJXl+hQl9+vK8xADWjG0pHpyJ34B+OFApAHwy7aoYwgKDic6YEUWEWpyJQc/QVKj5piKYkObcwdQigHdQBBuuvGbPXW+RosiQfpUdKeloEae4AEeOHGHEiBH4+fklaN2qN/6FCxfGwcEhQfdr401hembcyFwPXWUUpTwOYRATnizdVIsx//zzD15eXsnSnmzk6wQqVKjA3LlzyZIlC6P+fMwFkYUjocVORAxf1rIoVon4WE1o21+6TwoAmqSZfupShPtyYukEhs1/zuidK2leNnP6GXwcR/otASAqKgp/f//YDf+DBw+4efNm7EGWWgQwtbDGwMgEa1sHylaqgUNWRy6d+osLx/bRSES0Hzt2bOyzSC1IJqqI75KQQD/8g8U7LYMBFtZWmIqUwiqlOAjwe0twmPDt19HHwso69v8nsrUvdFVFVFgwfr5BZFB/D1mYiv1xNH4+vkSK/lhaWWAoPlrDA33xDQpDqcqAnoEZtnbmQoxQEhEUgG9gGDpG5thYmnxwyBV/KkkkACgJdv+H01c8KFKlIrljzStkkQTSJoGLrv4cffg2dnBNSzpQNLOpxgaqErubJk2a8Mo7gGHTFmNsai4FgI/oxuBxaS0dppyh/bhJNC+dlVDX8yJy6gD+sWnEmpWjyW/xbqMf4nGdMV3GYtZqIiNblcXwG/lREzKBUgBICDXN3RMRFcOuG+6svvwaE3Fy3e3H7NQobIfhd+ICDBo0iDXr1lP6x2qYmFlorkNaXlNwoL+wmgkRFjOflxgjawLLdSSDIhLzq2vIGBWSZKMxt7Qmk+G3Az9+qXG18GJmaSU+CDUnJiVmkFGREYSFBAlLkm9Fh05MC8l1r4o3L59z/eJpzp07R6VKlei36wGnHvsmuAMOZgZscSqJjbFmra4S2iEpACSUXDq7TwQBfHZiP7d0C9Ggiohhgwgct3UGfSfdYvBWkZe9hGZOpdMS1Q8FgB3iN29nrIO7uzv37t3j+PHjPH32jEcPH/HmzRuyOOamYPEyZMuZlyIlfyCrYx6xIbcR1nTvvtnUG/J9m1dyeMdafqtXlwkTJpA1a9a0hCtFx5JEAkCKjkk2LgkkK4GVl14x/fjz2DbnNS5MvSK2Gms/KCiIatWqYZk1D4P/mC8UywxSAPiEriLMH3e/aOwy25JJvakPe8nsdh3Z6FGAZbvmUS6zQewdHjd30mfETlpOnkpZizA8faPInDsfjnamGlF5pQCgsWWf4IrU+YqvPPNjqXAJcA+KonWZzDQtnRlrcQL5taLOsHHkxGlGz1olPkTyJLjt1HajQhH93tT+8w2rd6iCBVe8MBSWGn3L22NmkHSbbD09fTJmjL+LoPokSFfcq5EfrwYmTyVcSNRmrahNUlJxUQlJ6OrZY/wxoOP/BQCPoEhCI98F5fqwhEREx1rZfC91nK54LmcXsTV0tMRpWgoAqXiBJmfXRRrA62ucmXk8mLqt6pND349j+4/gZ1uDUYOayiCAX5iLp95BtFh3l5joSFqaPuOfa+e5evUqkVEKMojnta1DNkpVqELuAkVi37dm5lZkMjL6/6b/0yrDQoLZK0SAPetc6OjUgZEjR2o8JkByLiltaksKANo0G7IvqZJAUgoArq6u1KtXj3ylKtJ/3CwiwsNiBQBvYUbVa/bGFOFlJPIEtxCbKrNMmjWh18hghHmX/5MzDO42nogfe4mUiS2x1VcbcSn5e8tUBm3woHWTyugp3nBm9yEi8zVjpnMXEewl8WORAoBGZlAjlTx0D2LuKVeuvAqigUhF272yyMlrYaTWzz4ragHg6KmzTFq0iey582uk/dReiadwqZh89CHq3/qoXwoK/+2E+xmmdhbprf9qq7NzR/czvm+7/wsAX2Kgzg2+8/obEYlal5pF7bVmcx+X+ZICQFwoyWvU3w1h/t48vHWZY+fvEKVnSN5ytahdvjCWwppF8+bhqZO52nVLfaJ/69YtTl4TJ/165cW3aihvNwwmT/asOOYtQOESP1C4ZDkhAGTFQMQXiU8JDQ5i87LZHNu7mT69ezFgwAAZADs+AL9yrUYFgPueIYw/9IScVobMbFDwix9bGuizrEIS0CoCSSkAqP38+/QbQNPOA6gl8oqGCZNdtQBw47kHWZxmpwgHtR/n7s6lyapF0dKVMSJ67JunIprqOfYcPEGGQr8zwOl3CmYxf/eSVgWyZWQnhh2JYuiE8bStWRC3gzNoO/cygxdvwqmUbaJf5lIASJHl+MVGlWIT4yEC2a2/7Mbhh77kFW5ovavmpFQOEbn5k1NIKQB8jlAKANqzlpO7JyqVkgNbV7Nt2SwOHjxIyZIlv9iFN/7hDBGuAerT/VnC8s3ePH4f9ck9rg/bkwJAStKXbadmAmqBUO3Lr/bbd3Nz4/bt2xwWMZgeicj96lP+SANL9H8fg5E41W/tqCRPjqyYWViKTX/iXMHV7gAbF8/k7OFdjB49iq5du8a2IUvCCWhUALgiUjK1XX+bQvYm7OtaRgoACZ8XeWcqIpBUAoD6QasOwjRvoYsIALgq1lfqXwHA3dcPp2nrEk1Jba360DOYxz5h1BBpRtRBT75XjIVPdacK2bTqVDA61Juju9Zx4oZrrL9ZRusCNGjTicaVCqAekSroAYOaduZOzrasmtWNnGYZRJTV6TSafJje83bQu0JmKQB8b+JT4d9DIxXsEXEBVlx5I06zMzK4ei6q5LdB/4MghFIAkAJAKlzaSdZlpcjYsXT6GN6+eMD69evJli3bF9vaduUV4465Yix+V8OrOdK8XLbEB+hKslF9XLEUAJIJtGwmzRBQuzd5enrGBu67fPny//+ttgTKV7gEWYUff5mK1THLlp/VD8LR1dVhdK2CWGsw7oeX+yvmTxjMswc3WLp0KQ0bNkw1zxxtXAhSANDGWZF9SlUEkkoAiIiIQP2hsnv/QeasO4BdluwiyFQwU4UFgGGGSI1kAQgIi2KysNo59yKAsTVzxaZDSXSU1RScPZWIWu7rep15I4ZwJKwcS1ZNo6yDAYH399GspwuVhixg1O+F0FWFc2nVaHqtesaYVetoUjjxwd+kBUAKTvw3mo4UcQEuPPVl9umXsenMOorIzU3KZMX8fURyKQBIAUA7V27K9Eptbju0UyN+KFGIBQsWYG5u/llH3goXkT47HnDdPThWOP0xuxnThNVnFsvEnfIl14ilAJBcpGU7qZWA2qw/VKRWVmdkuXbtWmy0/kePHuEjDp9CQsPJW6g4JUVaarV5f868BTG3tIk17fcJiYx1H1OnYB6lYQFAfSj25MFtIQIMwlwIC4tdXChRokSq/mZNyfUhBYCUpC/bThMEkkoAUOdB7d69O67ub5m+cjf6Ite4v6+PEAC6YpEpY6IFAHWoqotP3tJ/90OCRAT1arktmPJbAWzNUo8p5xcXkCpE5J/vT4/Nzxi9fDsdS1vweN9seky9z9ANLtTNb05MqBtLB3Znm1d5Vm4YS36z+Ach+7RtKQBo789ZfUpx93Ugc0+68uRtGHUL2tC5Ug4czA3Fb0zGAPh05qQLgPau5aTu2YNbV2PdzPr26s6QIUOEy8zHASBjff+vvWH6qRcEi/eGuhgJi5qxtXLTsFTmOKXeTOoxfK9+KQB8j5D8e3okEBMTg6+vL0+ePInd9N+4cSM2DkhwSCiZs+fCNnM2ccpfgwJFS2EvDqTU2Vt0dHU/2oAnpQCgnhOlCLZ6+fQRYaU0morlyzJ79uzY9ICyxJ+AFADiz0zeIQl8RCCpBAD1Q7hp06aUqFyHDn1GiCipOvh4vmHqkK7YiE26Oj5AYoo6bdroff+wX/hIq4uJMOWcVCcvdYo5pKKATgreXDvAxuvQpnU9sprqoYz0Ev7+vZh51YDpa5dTO4eCvZN6MXG7EQuOL6BS5ow8Pb+dwRN2UWXgJAY0KBHrJpDYIgWAxBJM2vvVgpe7Xzgrzr/k8CNfyotTy24Vc7Bo6kiOiiwAExdukEEA30+BFACSdi1qa+3qVIZrF0zj9oWjbNmymeLFi3/W1Td+YQzf+5Arb4I/+luFbKbMaFRIBNvUfisAKQBo6wqU/UpOAurN9L/+/Pfv3+fEiRNcv36dFy9f4uHpHXuyX/yHiuTKV4hCJcpibeuAgeG3f99JLQCo+aifU39uW8vW5XMYMnhgbFBAfX3tSDGanPOX2LakAJBYgvL+dE8gKQQAtanT6dOnqV27NoMmLaB2w1ZkECcxmhIAYk//H79lxMHHeIZE/38Oa+SyYLIw5bQ1/XraNO2a8Gien1jNiIXHyVvxV34qmplQjwf8efQO+Ws70a9ddTIFPcV5RF8O3DOhiVNzCpsGcfHCDVS56zCwa20ym2rmxSEFAO1aGV/rjW9wJNuuu7P1pid2JnrYel3n4sGtDJkwSwoAUgBIHYs4iXr58tkjnId1p1ypoixfvhwDYXX2YVGf/u8Skf8nHn1OlPjvD4uJiA0zsnpOmv2gjgWQRB3UULVSANAQSFmN1hNQ/2Yzih/kv79J9bdlcHBwrD//vXv3Yjf86o3/axHF38jUElNLa0qITX+JHyqR1TE3puYWYnNtEPv9GZeSHAKAuh9qa9glzqN49eiOiJU1h19++eUza6W49Dc9XyMFgPQ8+3LsGiGQFAKAWplVB2Dq1KkTs4X/vzpvqrpoSgAICo9myuEn7H3gw4ffcWYGOkz8JQ/1S2bWCJukr0REpA3x56XrQ66du4pnpAodM1vK/liN0vmzkEmYpkaFeHHj5j0yCv+0Fzeu4xltRIHyVahYPC8mGsxvLgWApJ9tTbUQJeIC/HXPm2UX3XjpE4CBxx16N6pJ7jx5NdVEqq5HWgCk6ulLUOejRWTvXeuXsHruH2zfvj02wNanxVv4/g/Y+YC/Pzn9V1+n3vOrrWrmCCsAWy3PCCAFgAQtEXlTKiRw1y2Ax14hFMtiQkyID5cunufkyZM8evgw1qffwsZenO7/IHz6i1FKfBdlyZELI2MT8YNOmIqXXAKAeirU8QCch/cgVzYH1qxZQ/bs2VPhDKVcl6UAkHLsZctphEBSCADqiKvjxo1j++4DTHTZSNYcuTUmAKhTpF144svQfY/wFUHRPizqDGmVc1rgLKwAbFKNFYB2LCQpAGjHPMS1F9EKJXdeBTDz2GPuihS2PzpaUbd4DqxMUov1S1xHGv/rpAAQf2ap/Y5H924yffj/2LsK+CqO9Xsg7u4J8RASEiy4a3F3KG7F3YoWKBRpcChenPJwd3e3hCTE3d3lvm+WhqLJTXItyc778ef9H7szs9/M3p05c75zRqN2DVds2LABhoaGXzxSHiHFRx6HYNWtwE+5/18/M0sjm93CmhPZZPaAslp4AEBWR4bvl6gikE/tv/o6BH+9SkVFytXPSYpG2Ks7SPG8BzdXZ9Sq0wD2ztWgo2fIbforUpppSYskAYAcEiq8dOIgdqxZiJkzpmPGjBnkPiBf0kcoN/fzAEC5GWr+QcUVAXEAACkpKejcuTMEKjqYssid81FlRRQMgGTa9P925j1O/pv7/3VcNInKufAnW3RwLU1aAOIaXeHr5QEA4WMlS1fuPn4Zq2+FIEffFjXNtNDV1RSGmirFPQCRpUcrdl94AKDYoSuVNzJ3mU3L58D75QPs2L4dTZo0+UZZm+X+z6Dc/++d/n/+0LXppHFNDyeZ1gLgAYBSOU35TgsRgZiYGLx+/Rq3bt3i6P1vEhUg12go5FT/c/MwUJGHo5EmKhuqw85AHXoaohN+liQAwMKRlBDH2Za+f3Efhw4eRN26dYWIEn8JiwAPAPDzgI9ACSMgDgDA19eXy2mq1bQdRk5bDIV/BU5EAQDcfh+NOWT9F5X6X+7/1yFoZqWFZcQCMCyyI0AeEgKeYtf2/XgfnfFFtXp1e2L6zy2hRwBDWSw8APBxVPNys5GWnICYqHhk0KmhgqIGWVgaQF1ZgaMJ0xWI/XAP69dswL0oHQybtYA8xOnEUEqT4tDhw1i+ZR9q9pkOrzQl6JE9YDsnYzgYa0JBTri8Ryl1XWzN8gCA2EIrcxUz6j87Rdu9bgl+IUeM+fPnc7n/8WnZ3B8NZXlo04bhGOlmLLvmjwxizhRUlOnkfwE5AvRkWgAy97QfO8QDADI6MHy3ihQBliqalpaGqKgoeHh44OLFi3j48BGp9qcgNT0TeoYmqNO+H54pVUFyrjyYTkcza12y6suCX0I6KeoLKA1SHna6qqhuoc1985heQEmKpAEApmngTeyllXN++eQKYGBgUJJHKDf38gBAuRlq/kHFFQFxAABM4X/U6DHoNmQCOvcb/qnrJQUAkin3f9FZL5wjFfTcLzWcvgiPKlE5lxILoFONoturCPJykJGRCSY+83mpqKAEFaX8TaC4RkN69fIAAJCbkYCHl47g0qsw5MamIjU7Hn6+ibBp3xuTB3WGlc7HkwZBbhpu7ZiLaUcSsGL7BrS21ZDawB06dAir1m7E+IXrECbQwYX3URDQf9oTCFDHSheK8mUTsCoo4DwAILXpKPGG3z5/CHfy1TYz0MHOnTthb2/P9WHb/WBsuhOIntWNMaWpFbbd9MOL8JRP/csiIMA7Np3TWbHRVaGNw8d/Yn+5mqhjYitbmX13eABA4tOMb1CEEUhPT0dISAht9h9ydn1MxC8oOBjG5lYwt7KDS636cHGrD1Oy7pNTVMbyaz6ITMqEPL2krez00Zq+bYnpWfCOSIZHVDJC4tMJ6FPAuCYk+qdSMlFkSQMALKx5ebk4vH0tju3ewImXMv0S5prFl4IjwAMA/AzhI1DCCIgaAGCIJsv/P3Dkf/h1zS7YOlb91EMOACCPZhNddZw/f75IPWe5/3dI+X/OWW9Ep32Z+/91RQwEbmSphT+7O0FbTbgPgiA3nSikd3H+yGmEarlh1KiesNPKxb3ju7D5QjxGz52IJpX18MWZqiAP6UkJiE9Oo3PhAkpFJejq60JVhtkDPAAAZMb7Yd3iRYiqMgCzBraAXsVkXNq+CKMW3MWco0cwtvXHzQUEybiwciY2elTGpi0TYaUqvZP2fABgym/rYWJlD6/wRJz3iCCGTBYaW+uhqb0BtFSFeweK9ELK8MU8ACDDgyOirrHvTERoIDYunYX48ECsW7cWLVq0+LRwZpv/tTcD0LemCRa1swdzz2AnhvklijYUCwhMttBWxtTWtlBR+G/BzfL/dUhLQy4fFRBRn0VVDQ8AiCqSfD2SiADL52eb/mDa5D969AiXL1+Gv38AQsLCIK+owolEM5u+ylVrwNDEHKrqGp9SeNi6b8MNH7DUT8LqCJTPw7B6VrAm6j8rKRnZiKZ3O5euq0RMgJIC3tIAANhzhAT4kkX2CBhoq+HIkSMwNjaWxNCU6jZ4AKBUD58kOi9ARmI0/Hy84BMcB1UDW9SqWRk6RJMtGVFIEn2XTBuiBgCSkpIwcuRIvHznTQ4Ap6Guqf0FALBq7jg0q18LK1euLNIDMtGzK55ROE+n//Rb/6n4xaYhNCEDtSy0vthg6xHtc0htM9gYffxQFFZyE/xx4r4vDBGC1csPoO6UpehY4Rn++PsaBHb1MXPKaFQ3ow/T5xXlpuLV6SM4dO05/jtb+k5Lqg74+ZefUdta50sAobBOSfDfeQCA9vXE/khJSkYFZXWoMcp/XjbennBHz747MOjoMczt6sKNSF5qANwnTYFPtdFY0NkCr94EQFHPBrVrOoA5UUiyfA4AWNg4kCuGAGF0InL+XTilsaSgqpEG2pO9pBGlw1QoIT1Sks9VkrZ4AKAk0Ssd9yaQjdYOUvx//fAGfp07F0OGDPnC9u9zAGBJB4dvHiqCvhkTj7yBNZ3+L+pSBSoyDM5+3XkeACgdc7Q89zI3NxcJCQkICAjAgwcPuI3//fv3kZGZDX0TC06tv17TNrBzqkaHI4ZQJJcjOblvE+nYWu/I4wD4xKSiATHazhDDrSWxANo6m0CBIQIiLtICAHJJOPvkge343651WLhgPkaMGMELAhYytjwAIOLJX+aqy4zAkeVrcC9Hj/KEBHh2zwOWHUdh+oCG0FQU/Y9HaYyfqAEAf39/bjGmqm+Bmb9v+sJ/lTEA/pw3Ad06tObyGEVRNt8NwtHnYdjT3wWW+molrjIn3gsLRo3DC61qqKWugvoDRqJtbUuIelvHTrBSU1PpVKrgnFRhHkhNTa3ElDEeAPgy0gKi5WUkBOHQmt+w5b4G3HcuRiMbJmYpQIr/bYwe4w795h1R31wdkQFPcOKULwatWo3BTe0gSQHxrwGA/KdIIAbAFc8IPAiKhwGdZvYgcUA7AgNKmiMpzHyU9jU8ACDtERBv+2mpKTi8zR2nD+3AhPHjOPVsTU3NLxrlAQDxjoG4a19+xRe7Hobgl0aVMLW5tbib4+svYQTYeoa5P7EDIG9vb5w7d44T8/vg64eIiEjYkE2fo0tNUu2vDic67dcl+z45IRTvGQBw+W0YrvpEY0hdK1z3jkIc0f/HNLIhUFulhL3+9nZpAQCsJ7HRkWAHZAqUYrhnzx7Y2tqK/PnKUoU8AFCWRlMcz5IRgsMrDkO1U1+0raKMQytm40B8fexdPhjG6tKS7RLHgxa/TlECAOwjwNRbBwwYiIHj56Jdz5+/6FhpAACQHYPDs0dj2fVcTHNfiT6N7aHyox2dIBsxfj7wDo5CVkFDIK8DR1dH+mApfWIQbn76WAAAIABJREFUMFrcsmXL6OMYUfzB+/fOuXQCZmlpWaJ6eAAgP3wCJEb44PGTJ7h95jgeCZwxY9wINHGxgBI3D7Lhf2M3Bv3iDtN+87BibBfopL/D1MEDENFmJY7P7AYmJCap8iMAgLWflpmDxwGxnC4Aozh3rGIEVxJLKilNUlLPVtx2eACguJGT/fvS01Jx5eRhHN7hjk7t22Lx4sUwMjL6ht3CAwCyP5YF9ZAHAErH+GVmZiI6Ohpv377lNvynT1MKZWgYiNsPLV0DVK/TCK61G8LKvgrUiNqvqFQ0Jhoje973icLfz0IwpZkdaQFk4My7CHSvaoyG9l9afYoiYtIEANj6+eaFE9i0bCYWzp+H0aNHQ/FfAW1RPFtZq4MHAMraiIrxedKj3sF9gTvymo3DtF7Vf7ypE2MfZLFqUQIA2eRrumPHDkyeMpWj/1etWa/UAQDZSQHYMmcCdr8ww5Zj61DPpABfdaYbcOsSLjzyRFpBg6tsiY69O6KqmabMpp7wAED+AOYh5PV1HLv6FBHBH+AdkgTjGh0w/Zc+sGYigNnJuLJlLibuiMDyAxvR1cUIqWHPMXVID3g3XIHzv/aCihioiT+aXgUBAOweJmb5LiwBp16HI4HyJVs7GKCpgyFRnssuAMoDALL4pSl5n5ji/8XjB0jxfxlatWgKd3d3mJmZfbdiHgAoebylWQMPAEgz+gW3zTaqzK7v1atXXD7/8+fPOZq/HAklV61ZF870p3qdxqhk6wCNz1JAi/tEL4PisOl+AH5pYAVjsvzb9TAAhvT3kHqWIgezpQkAsPjExUThz/kTkZsah4NkC2htzbNffjRveACguG9UqbgvD0lBPrhy/iiO3PFBze7jMK6jK9I+3MGqxZuRWXMoFk7uCH3lQqj8JNSWFuOLk/v3IVC9LoYOaANj0gDgy8cIiBIASE5OxpQpU/D45TvMd98NA+MvF2eyzgDISAzBlT0HcPuVD26/DcHQ9bsxqp6JzObti3IO8wDA19EUICstHk9ObsTYGQfQZd0hLO5ZEzlJwdg4ZyxOy3XE/mXDYKYhj1jvqxjTcyy0f/kLm0c3h4IExcMKAwDYUzFdgCDKoWTigH7kh17DVBOtqxjDgBZRZVEWgAcARPnLIBt1pSYn4cqpIzj29ybUr1OLY0/lK/5/r4c8ACAb41bcXvAAQHEjJ/r78tMV2Un/mzdvONV+xvRMSk5BTl4FWNjYo2HLDpTP78qJ+DHdJ3kh6P3C9jQwLhXrb37AQDcLuJhp4+DjIAQmpGF4XUuY6pY87fPzfkgbAGBaAOeO7sW+jb9j+e/LMHz48HKj3SPsfMi/jgcAihqx0nS9IAsBj58jqqIaQi6vxeJ7uli/sA0ub9uBcGV7tOk2CF1aOEClkP0/U/Y+vHUTfLSaYvzgdjBW4zf/n08DUQIAfn5+aNq0KWo374CR0xZCRfVLAb6osBCsmTcePTr9JFMaAHlZKXhy6yxOnb+K6AqumDC6DnaN+RWpXeZhVmdDJMMU1Sj/uyyrRvAAwPd+HPMQ7XkJo3v3R0r/XbgwpxvSwp5gXt+pqNh7KZaMbgJ1+Ry8PLEaA6dcwsyDf2NgA8tPlmKS+LkVBgDI70cS5U6efRuO+wHxsNdTRScSB2RqymVNHJAHACQx8yTXRlJCPG38N1PO/060bdOKE5C1sLAosAM8ACC58RFHSzwAII6oFq1OlqYYGBjI2fXdu3cPjx8/5gAAJjZrT+J9TLm/Zv2mnF2fvIL41tVZObnwDk+COW32mavTww/ROE7fsR7VzMjqVk+kILa0AQA2QjFR4fht0hBoq8rjn3/+4R0BfjBteQCgaO+z7F8tIOXQiED4RGTB0YnoQ0q05SIgwPviXxgx7yzsWlSDjWtbjO7eGAa0kc9KjYHH2yDo2zvCVEf1m4W3gHy8T29dgd1vVDB6eHeYCcJxzS8DvTq2g7lm+bLG+tHgixIAYHSwwYOHoNfIqejafwQqfuVlGuDjidW/jsegfj1lCgBgINHGhTNwPcUJU6ePQxM7ZdzYtgobTvihbp9u6NqhA5zN1KRA3xcgPTEW4Yk5MDI2gJoYlap5AIBy5mPfY/uG/dBvOQjd69tDGRnwuLoLo0euRaOVB7C8Xx2EPtyPfh1Xod7SLVg4rA7yIl9h9YIVeG/cBX/O7QNzDfEthL73DnMAgPsGTCIbQEvbyoX+xienZ+OhXwxu+cVClXQB2pEugLOZlsiplIV2RIwX8ACAGIMrwao5qnFkOLf5v3HuKDp1aI85c+YIJY7FAwASHCgxNMUDAGIIaiFVMhE/xuIMDQ3l6P1XrlzBK8rrj09IQmZ2Dmo1aIZqlM/PlPuNTM25Ax5pgMch8WlYf9sXdStpo5OLqUi/XbIAAAhIGPr4vr9w5sBWrFm9Ct26dUPFimX5+Kl4c50HAIoXNxm9Kxexvo+xc+c55Ni2wOj+TcCs3IjAijiPixg0YjbQcga2z+4HE7WP+auZRMc9RoyAJ2lWGEYb/Kq0kP1cfisn3hc7tuzEi+AkqCjRwlxQAca12mFUrxbQVRG1rruMhrWQbokKAGCLtXnz5uF/J89i+rKNnNrr18X3/RsOABg6sK9MAQACAp4y0tKQW0EBKirk/0yTKCczA2l0YipHojUqykoSPdXNj5sgMxoHl0zG9Jvy2L37T/xkT2i3mKYZDwAwAMAL25Yuxr1oXdRrUA3aSMQbLz+kqVXDtCkDUdlAEY8OLsHEzQ/hWK0u6jkbIzbUB6FZdhg1eQjZRNKCSEzj86NqGQCwbMUqjJ23Ck7V6wjVenZuHt4EJ5A4YCQSmS5AZUM0stUvM7oAPAAg1DSQ+YsCfb3w98YV8Hx2H7169cSvv/4KQ0NDoTYdPAAg88NbYAd5AEAy48fWbSkpKfjw4QPu3LmDp0+f4tKlS7RUrghjcytOvK9241ZwoPWctq4+FEiUrmJF6a6dUzJysOOuL5QVKmIgOQOok2WvqIosAADsWYL9ffAbrSka1qnJaZ3o6DAHIr58HgEeACgr84Hy9BMCn2H9ql3IrtEDUwc2h47yxx+ZvKxkvL6wA+PnbIblqE3YPbkN/ju7pxPSWF/sX78JD7NcMGdGf9jqUl5rWYmLBJ5DVABAXFwc+vbth7jUbCxav5fywLRKDQAggTAXuQlBXjreX96DsZN/w23Fhjh5dCs6VtYX29zmAQDCB3OzkRgXAX8PD/hHJyGvghz0rJ1R09EamqqKFPtcRPm9Q3i2CgRRAfCPTIaqkRWquTrBWIsEAqVQGACweOlyjJr1O0fHFLYwXQC/qBScexeOoMQM1DHXQktHI+iTLkBpLzwAULpHMIfEZH08XtHmfzlCfT0xefJkYpYNhr6+vtAPxgMAQodKJi/kAQDxDMvndn3BwcGceN+ZM2cQFh6OgIAgEu6rDBe3+qhctSZsq1TldJwUFQsQQhZPNwusNTM7F6dehuBZWBKmtrCHkQi/WbICAGTRAdQhsjq9fOxvHD9+HHXr1pVCpGW7SR4AkO3xEbp3OakROL72dxwJtcWyRSPgaPivsEduBt4/OIW/Lz5Fms9LeCl1wc4d42Cm+PkWX4A433v4ff5GKLQZhzn9G0JTkafLCBt8UQEAL168wLBhw1GtcVsMHj/7u6c0ssoAEDZWEruOGAlRHnewZv1FyKuEYdP1NOzjAQCJhb80NVRcAIADVxnFOjkDlzwi8SIskXQB1NDZ1RQm2irEeCm9MCoPAJSmGfxlX9nC9+HNS9ziV6kiWbFOm4auXbtCQ0OjSA/FAwBFCpfMXcwDAKIdkjyilbNDGi8vLzx79gxXr17lTvuViMavpqkLl1r1CEBuBmuHKpyIH7Prk1XaOXO2uUM6AEdfhWFSYxs4GGuKLFiyAgAwoOb1k3vEmB2H4UMGYeHChUIxn0QWiFJQEQ8AlIJBKryLeQh+dAQTF51Cu1nLMbSpNRRo7Rn/4QG2/7kTj2Pl0W78JLiE/oPJO4Lx6+rp0I1OhkNzN+jJf1ykCnJS8eDwGvz6dzjmbVyKlpX1Cm+Wv4KLgCgAAJY7tn37dixcvAQzft9MlLGW340uDwAIN+kyE/ywZ6U7/Mw7oVHF8+ixOQTHyiUAIEAOCRExyvoXheiJjIooL0G1feFGTvJXlQQAyO9tKqUB3PSOwvUPMdBWUUA3AgEcTbRKbXx5AEDy87DkLQqQGB+Hs0f24Nw/u2Fhaswp/TNRWYViCIzxAEDJR0SaNfAAQMmizzaQubm5SE8nq2Jvb47W/+jRI7wmEb+oqGg416jLifg5Va8Nuyqu0NE3lNkN/9eREND/8Dw4nuwAAzGUnAHcrEW33v8CAGjlAC06bCS8gSwOFSEn4fUGEz9dRSmzqTEhuHDhAoyMjEo2KcrY3TwAUAYGVJARgT3zpuBgeA1s3jIV9posv5/oqbf3Y+qay2g+ZAKGtK+JipEvsHbNZryTs0Xf7j3RvqEj/iMCCJAccB+TRy+AStd5WDOmOZRK7wGWREdVFABAYmIipk+fjofP32Lhuj3QNzLlAYBijqIgJ5nArK3Y/lwVM+YORtjxuWi9MQynyyEAkJeTgBv7t+DwPb8vo6lvjwEjRqCJrW6ZdmYQZgodOXIEi5Ysw8iZRUsB+LruTFJafh4Yj1PvIjgNjDYOBqhrrQ9lMQpPCvN8xbmGBwCKEzXp3ZObm4NgPx8c27sVj29eQNuf2nAaMY6OjpD7SkhW2F7yAICwkZLN63gAoHjjwpT7Y2Ji4OPjg/v373Mb/6CgINrBKkJdSxd1m7am0/4GMLOygYaWDoFrlNpWCtlevlHJ2PkgAC3t9NHS2aR4weLuEiCb7H7D/QLI7YmSi7VN8dejYMhXyMUwizDc2bsb3ukm6Dvvd9S1Eh3TQJgOMxDn4vED+N8Od6z8Yzm6d+9eKsdKmGctzjU8AFCcqMnUPZT7Tx7ao0cthl7/FVg7qvFn+f1F7Gh2NA7NmYBNXnbYtm8RnLQ/CgXypeAIiAIAeP/+PTp37gy35h0xaNwsKKuo8gBAcSZeXjbCXp3D4j+vo82kGeheywTXt09FKwIA/rdrAbQSI2BVvQns9ESfp81rABRnwKR/D1NqnjZzNoZMWVwkDYDv9ZylBLCF1QmiVoYnZ6KpjS5akC6ApkrpckzhAQDpz0the5CTnYWHty5j/+ZVSIqNwKRJkzCCwD09vZKd6vEAgLAjIJvX8QBA0cYlISGBU+6/du0ad9LP/uSS6HWNuo2J1u/ECflZk6Cfmjql0pTCDf/X0QiJTeUAABdjDXR3q1S0YH12dU5qGO4d+hO7txxAoEATjs1GIa9WE8jnpsLg+ipEKFuiScNWaN6lE0w0RSc2KGyHQwP9MGNoV7T/qSUnBljUVChh2ymN1/EAgMyNGp3Eh73G9uXLccYnG23HLsHkzk74oYQICZ09P/wHxi5+ion7t6F/7e+fHAv3mNl4f8Yd/ZbdxNh1OzG8rkm5Px0UJm6iAAD27duHiZMmY+KCNWja7seWJSwFwH3BJMyZPhkDBgwQpnuFXrP5bhCOPg/Dnv4usNT/Vzui0Ltk84KctGic3vYb3E/7kM+1CVQpxSXM6xEueKShRePqUDd1wMw589CwUtHyYYV5WpkCAEgDISbUA5cOH8G1l7FoNGQS+jWxROSLi1jufgRajX/BgrFNof4VyyctMRIBITFcbvuPSgU5BeiaWdLHXPQgijBxFvU17JRn7ITJ+HnifM6mqaSFRS4iIR0XPcLxNiKZ9FjU0c7J+F+b1dJBq+IBgJLOAvHfz3KSI8OCcfnEIVw7cwRWFqaYOnUqfvrpJ3JiUSlxB3gAoMQhlGoFPADw4/DnU/vj4+Px7t07PH78GMyCOSIyClk5eTA0tUCTn7oQtd8FZpa2tOnXhHwx0mikOgEKaTwmKQN7HgXAkvRqetW2LF5XBTkIe/IP/tp2CTV7/IxKShG4dvQcfOqNJfBEDlp+nhjxS09UNtaSigsUeyimifLXqgXwenYHx44dQ+XKhVv9Fi8Ype8uHgCQwTETCLLw4eJ6DF58A2M27cbPtci25wf9zEuLwt4lY7HwjjmOHl2KOibqJXqiRI/T6NHrdziMd8eq0fWhxmsBFhrPkgIAGRkZJP43DB6+QZi9YitZx/z4x5gBAGsXTsbCuTPRs2fPQvsmzAVlCQBgdLRc0lNgIjesCOgDdWPnDLTbEo7jhzaiPdm1KcjLi+VjJEsAgCAnA55vnyJSoI0Ph5ZhG6UHbRrjisPr9yDO0Apt+o9Gn/rW+NKMSICgF5fw19GbyCKV4B8VOTUtNOg+DJ0oz710bGcLfgsYADBk6HD0GDYZP3XvL8wrI9Q1KaQLcIVsAu/4xUKfHBC6U7wqm2iWCgoiDwAINcRSu4j9xr159gB7N/0Bn7fPOTCYbf5tbW2LTfn/+mF4AEBqwyuShnkA4NswMrs+f39/jtr/+vVrTsTv/Xsv6BmZwMLaAY6utTiKv4mFNZSVVVChDHvHx5F4LdMAUFWSw9gmdsWac4KcNDw+7I6rEVUxfkInyvenNYT3bax5rU6W0IroUa0SmtnrSHWdICCHtNuXTmPxpMFgej+9e/cuFd/gYg1IEW/iAYAiBkwilwvS8WL/Ukw7mI0/9y9Bdb0fW4hkkO/27+P647jGAJxfMx6VNEtGNc2MeY4Z7YbDr8FU7FoxAIYqPAJQ2JiXFABgtLOfBw2CU+1mGD5lPomz/Xi8eQCgsNH46t8JTLu8ZQp+WhOAw8e2o1d1U7GxWmQJAPgUBUqJePrPCgz78y5aN3CBdcNeGNDJ7ZNFaBGjWeDljELJ/oiiMLEeUZxiCtMXthhki4K2vYdh4C8zhLlF6GsysnLxLDAOl7wiSRCwIlqTLkD1SjpQUZTN9CoG6CgSa0aRRAxCE9M40SYLbVWkZwuQSSdj/+JqQj8/f6FoIyCgU/+YqHBcP3cMV04egra6MkaNGoVu3brBwMBApI0VBgCw+eAZngwVBTnYkeuQpAW+SvKwTB9h4MCBcHV1LUk1Mn1veQcAWP53ZmYm901i+fxss3/jxg0EUj5/dEwcFFXUOHp/ZZcacHCuzukuMfV+WVXuF/Vk+wgABCCPvkszWzoUq/q87ERc/2sJHuW0waTxraFO346oxGgsuxZKm+yKmNyyMqw0pW+BGBLwAUumDEPTBrWxefNmyNMhEF8AHgD40SzISYef5ws89YiBpWtt1KxsDHmQ0M77J7j3KhCaljXRsn5lKIvhCEyQEYX9s8fhgKANtk5rDM9X75GtZIK69WvAUIN5af9XkkIeYGaPwQhutRB7f+0DPdWSTezsVD+s/rkfDil2xInNM2GrK/2XV9Zf1JIAAEz9n/0grfpzLSYtcodbwxYFPi4PABRlNgiQGv4Sy6ZPwvKTIRg+azX9984wKuE78qMeyCQAAHIIeXgIQ3rOh91Edyyf1BG6hPh/vwgQG/gG1x95Iudr14DPbqiopAr72k1R00L7i2ouXrzIKe2KoowePRpOTk6iqKrQOsQJALDGWSy9I5Jw1iMCEUmZaEaiSy2IiaKuLPl8yIKCwdJadendqKSjCDWliv+yZCoQi0aADAIAQhKyEJmczYMAhc4o8VzAqKyer57h5IFtePfsPpo2aYw5c+bAxcWlWCr/hfWyMACgsPtl+d95AECWR6dkfWOMyoiICC6fn/1hIn5epOKvoa0LXQN20m9Pp/xtYGXnyCn3MzccObmSrZtL1mPp3C0KAECQm45nR1bh4BM1TJr3C8zVM/Dy9knsjnVCDjEAGpnpoHdD68/ExqXzrOlpqdi0bDYCPJ5yGg+8G8DHceABgO/Ox2yEPryOKx7+eHXhFF5k1IH79pmobqiI97f2YsSoWajQaQ3Orx4EzS9sLQRICX6G9TuPITI+rcCZ7thpOMa0cv0uNSYz2hO/jp6OSPtWaFPFDBkJL3Fg+320nf8nJvasweU155cYz3MY02YcNCZswtpJ7aBFC7eSlJyMcGyd2AdLQqrjyu4VcDX6vhhdSdooa/eWBACIiorCyJEjERabTPaMO6CtV/ApzvvXzygFYBKWLprPpwAUOpEIAIj0wrV7r5CcngMVdTs0bl0LBuUIAMjLSsHD/63DqMkH0HXtXizu58Yp1H+/kKd9AIkgPRQCAKjTDG50kl0WioeHB9q3b49W3QeJnAGQHx+WkMJEl869C4d3TCpqmmmhNYkDGpCOQkUZEJRiU0JPTR62Bkp0ovv9b0hWrgCBsZkIT+JBAEnO+zyyIosMD8HVU0dw/exRKJHH78QJE9CjRw+xLmR5AECSoyz6tsoLAyA7O5s76Q8MDORo/UzU1cfnA3w+fCD4uwIp9teHQ9UacCLLPlNLG2jrGogsTUb0oya5GkUBAIDo9XFeV7CJLJeTFA2gqZSFiPCKyOowHnl5uch6eAq9Bv6MRlVtoKmlITVbXAZiXzi2H8d2rcXmjRs4nRS+8ADADxfCWSnJyKB84uDr2zF2/jUM3bodQ+qbIc7nOiaMWo16s90x7ifHb+jEuZkpCIuMRTZZQhVUVHSNYKL9PcE1AaI9L2F0jxGIqjYWG1aORaXs55jefiIUh63BqsltoPmfdx8inv6Dn1vNgcOirVgxthU0Pvu34kzw3Kx47F84EGNuGeDKkfVoZCFZ247i9Fna95QEAGCUtA4dOmD41IXoMmAkUZMKPhW8ffk03OeNx/bt23kAQNoD/1X7ssYAyMtOxfvrx3Ho2DuEBt1FlNs4HFncF2o/RgBkLKKS6Q7LCW3ViqkUDxAbAMCehOkqJqRl4sb7KDwIioe5ljLaORsTfVpD6iCAMm36HQ2Voa36I3bIx7HIyM7D2/B0pGTmSWZwynkrKcmJePX4Lv7ZuQGRIf7o0L4dGDumWrVqUFISLzuPBwBK9+QrywAAY07GxcXhA23yX7x4weX0PyGKPyOuKaqqw9i0Euo1bwtbRxcYmZqTq5Iad9LPl/8ikA8AKCrIY2Kz4mkAcN810gEIfXcD5/4+jCAFI1Rp2gsPUoipnJMKF++dePDgFVSMG2Dksj9Q01x6ItNBvl6YT+nS3Tt3wMqVK8XCmipt84tnABQ4YnmIf3ce/cf9jqrjNmNlD2d4XtqL1f+Lwcw/JsJR/ztKu4SIFUSfzW+uQkW57+fMkXq396XN6Dn8AIbv3o3xrasg7s0JDOnzJ+ou3oSZPV2h/NkBTcSTIxjYci4q//YtALBhwwYEBwcX+ISGhoaYQKcJ+YuJ3KwEHPztZww6r4mrxzaipXXZOOUT54tZXACAoZLz5s3Dzr/3Y9G6vSRAU7PQbt44fxx/EgCwm+aGqEQAt94LwrEX4djZtyoqlXIXgEIDKMYLZAcAECDS8yY27v4HHv4CDJg+Hrp3NmH+JQ24bx2G5BgBatdwgHop9KcXx/DlAwCN2/fGoPGzxZ4Dmp6Vg/sfYnDJOwrKlD/d1cUErmbakJcrGXurJLFhp//OJiqfxDGZiGZQdArSScPA3lQTCp/17UN0JrwiU8FUpPPFNkvSdlm4l+XDJ6Vni/RRUtLT4ePvi2cP7yAnKQ5uTg7o1qUztLS0RNrOjyq77BOH816xaGCphZVdHGFEgFVZKXwKQOkaSbZWYq4XLJ//5cuXuH79Ot68eYOnz54hITEJlemEn/1xcWsA28rO0Dc2LfQwpXRFQPS9ZQDAnkeBsKD3utguAN/pVnRKJpZefg9GVJ5eVx3BLx8hIl0F1Zq1g6UY7JeFjQxLofp1TB+YG2hh27ZtItdMEbYfsnQdDwAUMhq5MW8wfugERDaYiV3jquK4+xYk1vwZYztUgdIX9H8OC0NywCOs2HQQEXGpBdbs3GM8prSv8U0KgIC8M8+6T8XMm9o4smMhXI0VKcdmCQaufYWFW/5C7+pGX7AOCgIAGDqaTouIggrb+NvZ2X1a9OYDAEMvauPK/zagudWXeb6yNHllpS/FBQB8fX2JxtkTlarUwJiZS6HK/GULKeIAAGJTs5FIiuXsQ6AgL71NSGHPLuv/LjsAQDZen96MxQfeou3Q8ejbgvLxAu5g+fydSLapji69eqMFqfMyoTfJFAFyMtMRExmK4MgEVKB8Sy0jC1Qy1CE6c8EnzpLoXz4A4NasPUYQE6cgEU5R9SebjqrehSbgvEckEjNz0NxWD43tDSn3XvK5qCwDwVRLAfYG/23wvMm+cO5pL6TTxnZmcys0rWL46dGZDsDJ55E4+ioUSQQQSLuo0DyWtgAd7U2Qw/5PCQsnXJadg2yi/TMWIXtFlUkwUpEAGBVFBZGAU6xOJWJ8VChEmzs6LRuR9G3QVZHHhp7OqFOG1gI8AFDCiSqB29m7wFT7w8LCOKu+O3fu4Pbt24iLJ6HZivKUv2+Mus3acMr95mTVp66pBSVS7ueLcBEIozTl3Q8CUIVsaru7VRLuJiGu+gQA0P5obmtHSi2THebFga2rce/i/3Do4EGORVXeCw8AFDYDcqOxZ8IYHE1ujln9lXD+rjImzBsAMzGp4+dmhmLD0KG4rD0Au1YPhLFSIg7OGoMt7x2w9e+FcNb7kiIe9eoEhrWeAcu5W0STApAZjZ0z+2LWOztc3bsGtUxLZitYWHjLwr8XBwBgeWubNm3Cn+s2YOLCPwsV/8uPkzgAgLIwBrLwDLIDAMhCNPL7QAJy8YE4tvsg3kanIot2m3Lp0QhKkEOd1n0wuHtD6ClLftP7eYTyAYCaTdph5LRFUBQztfpTZGiBGxyXhhMvQ+FLi7HqZBHYpZoZ9NTFS+3+enYwAMCMAAC7zwCAF4EJGH3kLXIobWFBS2t0dTP7dFt0CllresXheUgiMgoQi5TULDQgMUXVH+gWSKoPomgnMyMdzx/cxuNH95ArJ4c2bdqgca3qMNUjZXIR6kQwNoeeOgmffXOA8eVT/PMqAvufR6BtZT0s71QZ6iqyJVpZkpjzAEBJoifee5mIHzscuXnzJp5i6TvEAAAgAElEQVQ/f879zZT7K9k4cGr9dlVcUKtBc7LqsyJqP69RVdzRCCCG1y4CABpa6+InF9PiVvPNfbIMADy8cRHzxvbHgQP70atXL5EAqiILnBQq4gGAQoOejqvrpmPmbh/YV62NflPHoEtNC7H5WmaE3sWIzrOgMWgVVk9oANUUb/zaexRemg3C1jXdoFRBCYZaqp/aj/e9hknthyF9wBpsm9mtxPZeOenBWDeiD7akN8e5bfNRWb/s0P4KHepiXlAcAIAJ1gwbNgwZFZRJ/G87VNUKP/1n3eMBgGIOkgRu4wGAb4PMVILvH1yGAX96YMXWNehR2xoV0iNxfutiLN0bjdl/b0D36sYSGJ0fNyEtACC/RzHJmbjiGYFHwQmw11NFx6omMNeVnK0a44EYaijA0UiZrJs+9iqNTvbvesfQSbQADex0ofPZKU5QXBb8SAyQL6KJQEZ6Gvy93+HEvm14+/wBTI0MMGbMGHTt2hW6urpSW6TyGgCiGV9p1VJaNADYhj8pKQl+fn5cLj8T8QsODkFicgqUKJ+/Zv2mcK5RFzZE7dc1IHtY+t/Ki1WfOOfO69BE7Hjgj77VTNGA2GeiKrIMAAT5eWPW8O4YN2YkZsyYIXYdFVHFVFz18ABAoZEl0aPTf6DzxP1oNXEVlv/SBnpEiRNPyUPEo73oPmU/+qzYjQlNCGhIow35hIk4EGiGoX1qQqNKY/RrZE+WhB9LatRrLBo6AA8dJuB/S4bCSP1rlD4b/k9v4uZLf1QwcEa71nXIBu3HSH5WwhvMa9cfj5xH44D7GJhriOtZxRNBadRaVAAgl+id+/btw4gRIzB92Sa07d5f6G4zAMB9/gQcJApTx44dhb6Pv1D8EeABgG9jnJsZhwO/DcaU55a4sWflv64iOQi4vQfDJmxDy6V78Gsnydj9/WgGSBsA+LjhJl0AP9IFIIFADaJ8dyJxQBdzyekCqCpWhJOxMtQ/s4jMY6qFVD4/fWY5/0wEMD5N+tR/8b/R4m2BqfuHBPri2pmj3B9lUvdnm/6xY0n4t1IlqXtV8wCAeMdf3LXLMgDARPwiIyPh5eXFUfufPHmCx48fc9R+GxLuY1Z99ciqz9LeEdo6epxNXwXyq+eLaCLA0ise+sdh/7NgjK5nCVcL0Wl9yTIAkBAXg9W/ToCOSgViARyApmb5FjnnAYBC3qc8UsW/uH0ltnsbY8mvI+Fs+N/pu2hexc9rIduyKF889Y6FrUsNUolmuTM5iPbzxFM6IdKvVBnOVczJBvC/H8Kc5FBsmTsU7iH1cHbHHDjpfZ0DlYOgZ+cxf8ZcvLUchqPu42Cj/WOKaWrADQxtT8hYn9+wYW47aNOihC8FR6CoAEB4eDh69+6NxPRc/LpmB6nUWggdYgYArCMbwLNnz6JRo0ZC38dfKP4I8ADAtzEWkBLwlW2z8fPOaOza6452Tib0k5aER4f/xNzNnhi7yR29aoqOflicUQ4JCUGzZs1Qo3FbiaYAfN3XXMohfx4Yj3MeEZy4Xkt7A9S21pOILgBjg5tQGoCVrhIJ/n3/N58BAmGJ2QiIzaJ894/gAF+KHoFc2vxER4bh/rXzuHLqENJI4K99u3acJ7ObmxtUVGQjj5kHAIo+trJ0hywBAEzAj+lRRUREwNvbG2fOnOEs+6JiYpGckgZHl1qoUq0WbKu4wsbBCRpaOpBXKDspJ7I0L1hfmAbNFY9wXCSW18wW9jDXEV0qhSwDAEwIcPe6Zbh/+QSXWmJtbS1rQyPR/vAAwPfCnUs5SO+DoaCjhvBHp7DpRBB6T52A9tVNv7H9k+hofa+x7GRc2/Irpm5LwKoTa9HGXvebq9LjvPDH+GmIqD0RK8e1IhvBHyGpeQi+sxNdyTO8y6K/MIfy/vif4MJHuCgAAPsQ7tq1CwsWLkKv4ZPRuf9wDt0WtuQDAOfPn0eDBg2EvY2/TgIR4AGA7wWZlJsDn2Pd72vwJs8GnVvXRMU4X1y4+g7O3UdhbPe60JayBgCjn9apUwcu9VtJFQBg0WMbf5abyUCAQNIFqGepgxaVjSSiC8BywpkWABME/CgS91/JIjGAqJRsBMdnIZMJA/ClyBEQ0G9/fGw0Ht++igvH9yM+MgQ1qlfjUsEYAMVOoyqIMNe/yB386gYeAChpBKV7vywAAEzEjwGsTLmfnfBfvHgR8QmJ0NDRh2klG9So1wSV2WGXlR0n4MdskGXpHZDuCIqv9YzsXPzvWRClcqVhfDN76IpQqE+WAQABubSdPrQTx3etx6FDB8v9GpoHAL7zjuUkBmIZ5YfcCMoiX2RTdCcKfp8mlaEkMdXsorz4OQi+ux/DJ+9B80WbMbuj0zf6BEwnYMb4DXCbuQYD6xojl5Sd2Y8tUxf+ouQl4/r6WZh9PBN/7FuP5pbS8+wsSgSkfW1RAAD2MRw8eDAi41Pw28YDXE5bUQoPABQlWpK9lgcAvg8ApER6Yb/7TjxPUUX1GpbIDvfBrfu+qNptNCYOaAr9AlKSJDGCbJHKTl5lAQDIf97IxHScfxeBV+FJcCKV5o7OJjDWYTZ94mVkMSaAhrIctFXkoEZAMVOKT6PFYmJ6HjmF5PK2f8WYkAz0TUtJwpunD3Dx+AG8enwHjpUdOPtdJvSnr68vk5seUQEAOfG+2EWWpPK1emBwUwdI3/cD4EUAizGRhbiFUfuzsrK4Tf+DBw+4fH524u/zwRfqdKrv1rAFifi5csr9ppWsKZ+fX2MKEVaRX5JIlqXrbvrAhDb+/etaiZRlJssAAAvki4e38deKOZg/dxYGDBgg8tiWpgp5AOA7o5UZ74+/Vi7A9WQH/DJsAJq4WkFFhu3RsuM8sGjMFLypNAi7lveH/he0fQG8Lm3CWPcXGDy2HxD6GOfOPUGlFkMxe1xH6Cn9xwbIjnuPZWMn4qlJf+xZOfirekrTtJZsX4UFAJjy/549ezBj5iyMmLYYHXoPLtLCj+VtsVzRjUumgWcASHaMhWmNBwC+jVJediIubJyLWReBvzb9hvp2eshLj8Wtv5fj102eGLVlE4Y1shImvGK7RhYBAJZ+n5SehbsfonEvII5YEgpoT7oAVUy0ClVvF0WgGBCQrxLPWAk84794UU2Mj4Xnq6e4evoIvF4/g4G+DobTiX+HDh1gbm4u9Tz/gp5KVABAVugDDBk2HUrdl2Pb6CYywSrkAYDizefvQryM2RIfDyZszHL52cafifll0UGTspom5fRXRd0mrYna7ww9I2MoK6uiIrlc8EVyEYhNyeTGw4isnhmI7E8ssw13/dDMRg/tSHSWOYOIqsg6ABAS4IvlM0agQ5sW+OOPP4q0BhdVjGSlHh4AkJWRKEk/BBl4tG8F5uyLxPxtK9HMWuMzFkAGrqyfhvF/B6DHkJEY0rMh0m5twNA/n2PGrr3oV1X347WCHATeP4xR0w+j6+9r8Utzu5L0qFzdKywAwFRuf/75Z6TmkD/qqu0wNDEvUpxyc3Nw9sge7HZfzAMARYqcZC7mAYBv45xNriIbxvyMA3ntcHzDFFhqf9Q1Cby7F0PHbUSDBbuxtId0/XhlEQDIj2Q2LdqeBcTiFLEBGPG+o5Mx6pAugKIMA9KSedtku5Wc7Cx4vn6Oc//swcObF2FpYY6ePXuib9++sLGxobQv2d8A8QCAbM+xwnon7hQAdtL/4cMHLpea/Xn69CkiIqNgSyJ+dk6uqFa7Iafer2dozKv2FzZYYvx3BiYfeRyAVGJy9XGrBHUCkx8SsPy/N+HoSbaz9QgEEGWRdQCACQHO+6UvHKzMOCFAWdFcEeUYCFsXDwAIGykZvy4l/CVWzV6B+BpDseiXVtDNV3POCMKqoYNxKKE6NpL1Vr1Kagi+sQEdZx/E4D9PYlojUw4AyEoMwt+/L8TFrPpYs3AwrAoQCpTxUEi8e8IAAOz0f9WqVdi0dRtGzViCRq07FXkRyMSjWP7S3+uX8gCAxEe58AZ5AODbGOVlJeLk2imYci4PO7csR7MqJqhAzgC39q7Ewi2+mLxzPXrUJGFAKZZ8AKBqvRYEgC6GopJsWZ/mkGDTh6hknCMQIDQpA01pwdacdAE0y5AvuxSHX3RN00o7NSUZfmTpd/nkIbx8eAua6qro3q0bRzW1siLfcmXZmlsFPbzIAYBuS/FnHydEhsagoqoOMSCMoKooHSCEZwAUfdozen9iYiKCgoLw6NEjXLp0CR4entzJspqWLmo3bgmXWvVIwd+BRPy0uTRTPp+/6HEW9R0MADj0yB8+MakY3dgWRprK2P84EL70/w+ra4lK+uoibVLWAQDmvvIrAQCaigLs378fBgYGIn3+0lQZDwCUptEqqK95WfC5eRDz195Dj3nz0LOOJW3sBUgPuI0BwxbAoM8yrBvdCMrIhtfpleiz9ArGbT6KEW4GqJCXjment5Avtx9GLF2Itk4GMpGnV1qGpjAAgLNcefgQw4YPR6XK1TBxwWqoqRfdfoQHAGR7RvAAwPfGh4kAPsM29214HycPC0crKGUmIzghG06Nu2Fw59r0IZbOJiC/t/kAgLWzG8bPW0nvpoZMTrSopHScfR2OVxEfdQG60OmNkSZbZMtkd8tVpzLJy9zz1ROi+v+Du9fOwcRQHz169OBO/J2cnErlCahIAYChk5Hs3AEuKY+w89BdKFjUxPglf2BKjzpQksL85QEA4V/P1NRUzq7v9u3buHv3LkfvT03LgH3V6qhCufxujVrCjk791TSKvqYRvhf8lcWNAAMArnmG4/jbCExrbg9DdUVsvecPeaL9/9LQ+lstsOI29O99KZk5uOETzYE/LcjJRlogX0GPsX31QoS8f04pubvLtRMADwCUcLLL0u25mQl4cuogDt9NQeeRA9DIyRCR9//G8FnnMHDtJgyqYwpBdixOL52A369pYsOx9XDTzYLH7RPY+L9XqNNjGPo3rwJlmRQ7lKVIf9mXwgCAqKgoTJ8+HbfuPsC0ZRvh6lY89X5xAQCC7HSER8VCQdMA+hpK34hIym7kZatnPADwg/Eg5d30lDgEvPdCeHIm5BRUYWxlCysTPSjJAJU9HwAwd3DF5IVroK6pLVsT67PeJJN401WyhL1DugCG9K52ofxNByNNiegCyGxQpNSxvLxc7sT/g8drTpvl7bP7UCN6bZcuXbjNv7Ozc6k68f86jKIEAAb1HYEH2RYYOKA/Glgp4/HhjTgfVgs7j62Cq67wLjiiGmoeAPhxJBlbMTk5GQEBAVw+P1PuDwgIRHxSMvSNzFCrYXOi9tfhTvp19PTJro+ldfFFliPwPDAOWx4EYEx9K6gqyGH/0yDUMtdGtxoWHICcSekBQbGpnBaAhZ4qfU9Epwkgi3FhTNrbZw5i547tqFZNuimI0owPDwBIM/piaDs3Kwmvr54nBwMV9O/XFD77FmD6+ngsO78RrWw1EOdzC9PHL4TcT7OwdkoHVIj3wYkDF6BVvwNaVLemH4ey/eKLIeQoCABgCtD79u3DlKlT0XvEFHQbOJqoccWjgYoLAMgKuk0Ckb/DathKLOnuCskvx8QxKpKvkwcAJB9zUbRYmgAA9rzpWbl4TLoAF99HQoEWah2qGKEG2QUqykuXSSGKsSgNdTBGV0pyIl4/vofbl09zqv4Gejpo367dpxN/RUXFUk9/FiUAMHjQJKQ0nIZdc3tAXykPAVc2of/iu5ixYze6V5H8yTEPAHz7prGTfh8fH9y5c4c75b9Dp/2oIAdjCxtUqeaGmvWbwtrBiTvp5+36SsMv1X999ItJwfKr3uhV1RiZpOh6wzcWo+tZojKJyjKBwNveUXgQFI8aZlroXt2cbGCL9y1hZB4G6ivJVyDWE6UWk2VsenaezInI3r50irS0FmH7X1vRqlWr0jWYIuwtDwCIMJiyUpUgLwcZmdmomB2Hv+aNxtrzAszctAw/mWfg7KG9uB5ujcVLxsDVVAN5udnIJMqOoooK+IP/4o3gjwAAtlB88+YNRo0ahQoq2piyyB2GpkUT/vu8R/kAwL6Nv3MfaXbCJIqSGXAdvYbMh82YjVjdtwYPABQzqDwAUMzASfm20gYAsHAxZX6PsETSBQhHArECGpEwYFMHQ6iTLoAUGNVSHkHJNM9EWJMT4vHuxWNcPXMEH969go62Bpfj36lTJ1StWhVKSkqS6YwEWhElAPClC0AeYp7uR4cphzDSnRiKboYSn7PlAQB4H5mKgLg02OirwsHgW7s9djiRQakroaGh3Ib/woUL8PD05IT8zK0cUL1uIzjXrAsrO0do61FaqBx/NCCB104sTUSSdsz6Gz6wJivZ+IxsSg6ugKHEBoglRt5Fryj40em/q7EG2pDIrIWOarHAS7bpN9VShA5ZyCoyAICoBdm5AiRn5iIyOZu+U7lg6QiyUJ7cuYrFk4fgry2by7UVIA8AyMJsFFMfMhMCcebESSRUUEfkm5cIz1SEbd3maN+iMexMiTbKJ4+KJPI/AgCio6MxlU7+b997iIlELWYIeoUKxWdYfA4AMLsdW1tbkfSfBwBEEkbwAIBo4ijpWkojAMBilEcgQHBcKi56RsKbbJ1cjDXRlqwCjbVUJB3CMt0eE42KjY7A8we3cOnEIYT4e/+r6t+Do/tbWlpyVP+yJnjGAwBlc1ozMb+wsDA8e/YM9+7dw5kzZ5CangFtfWNY2zuRQHFH2FVx5YT8FBQpJZBfJ5b6iZCYloXd9/25FLwkovs3rKQNLRVFPKDUAHnyfG1IAHI9+qOpSsylYjwt2/zb6CnBQEOBNv5fVsD2/OlZefCLyURsWo5MgAAeBOLOHtkTf65ZhWFky1qxjKc8/GhIeQCgGJO9vN4Sn5rF2U+pKskX60eirMbtewAA+8hu27YNs+fMQa9hE9F35GQolDBXTtwAgNXgpfjZKganzjyFTpVG6N69JawpH4wvwkWABwCEi5OsXVVaAYD8OManZuIygQD3/ONgp6/G6QJY6KnRoqY4SzlZGx3p9Yf93sZEhuH+9Qu4R8J+Xq+f0Sm/M2fn17lzZ048Sl6+7J6K8gCA9OaeqFtmp/3p6emk2u+Bq1ev4gr9YbZ9ahraqNOkNadLVJUU/PWNTPiTflEHXwbqS8/KwWHK+78flMD1Ro+YYsmUSmajq0IpZMawJ/BYrpjfC5INgKWuEszJ4regKlKJCfAuIgNpBAZIu3i+eopZI7rjt0ULMW7cOFqbK0i7S8K3T5pKWVnZIDGlT3bAAmKnsXQLBcVvAZiCKuYBAOHDXq6vTM3IwbrrfkildIE+bmZwNNHgvaj/nRFfAwBtHXVx/fp1TJw0CaY2ThgzaxkMjE1LPH9ySJzn5IFtOLhlJUTNAOjZfxJijavCNC8BkZGxSIinE8Ve87FhQV/oKfAbCWEGjwcAhImS7F1T2gEAFlH2u/zYPxbXSX2Z5WC2dTSCqwXTBSg+40j2RkoyPcpIT0NYkD/uXj3L/clKS4aZiTEGDRqEn376CaampmA5/mW98ABA6R9hJugXERHBqfefPHmS7PseQ45sTo3MrNCwVUc4V6/NpSWqqKihQjk9BZXmKIfHJiI2MVVkXdDTUoOJntY39TEr2ZOvw3CJ6P6sKNGuvam1LtnJGkJPvWQsDzXFiqhqqgKVf/XDGM0/hdIMMohpoKOmRG4DH9ePjAngTyyA4Pgs7r9Ls/j7eGLygHZYvHB+qQMABKlB+GvxH/Cz6Yo5w1pCu2I6np/ahT1P1DF9/mBYqgn/zecBAGnOwlLUdgKd/h94HIL9z8I5ocCf3UzRs6Ypl3Na3svnAIB79yqwk4vDcLL8i03OwPSlG2DrWFUkNLrMjHQc3LoGZw5tFzkA0K3HOITZdcG6pVNRzwy4sGY6VlxWxdp/1qGeSdnJaxXnXOUBAHFGV3x1lwUAgEWHpQS8CYnH8TfhSKXTnZ8cDdHY1oBsnoon6CS+iMtmzVmZmfB685zb9D+6dRnJ8dFo27YtunbtyglFaWtri+R3XDaf/tteiQoAyE0OwenTVyDn2BIdalUii2EB0sLe4NDlt6jZpgtqmH6bny7uGJUHDQB24r93714cOnQIz58/58T8mIJ/w5YduDWJiqrwcT//4C0i45PEPSxltn5dTWJmNfpWbX7d0es4eeelyJ67R9MaGN+j+Xfru0VCf/+8DEUWfSdUCBiuSS4AbINeksL29o0sNdG1pvGnahhTePMNf4QkpGN4g0pws9H99G/vw1Ow81E4cqgP0iwpSQk4f3QvmjZpDLfatWXa9UCJ9lt9aa+lrZLPNsvB23ObMXHJPYxeuwpNtbwwf+4euIycg3HtqxbJwp0HAKQ5C0tZ20x9+ol/PHY/DMH76FS4mWtiaD1zVDXXKtcnTZ8DADPqauLh4Q04e/4ixv36Bxq37oSKcqJZgGfSydS+Latw/sgukQMAPQfPg8WwtXAfxHyZc+FzcR36r3iAmRu3kXKsTimbqdLpLg8ASCfuJW21rAAA+SBAEOkCnH0bDv/4dNSh3+YWlY1goFk855GSxlbW72fCfgmx0XhP9P7Lp47A7/0bjkHRvn07Lr+/Ro0a3Ma/POaIigoAkMU5UB4AgA8fPnCuFCzX396pGjr0HszpEDE2opJy0YTeJq49gjd+obI4lKWiT3ZmBtg26+dvUmclCQC8C0mgU+IgJBBbTFRFgTj/I2sZY0pbh09VeoQmYfSRt4gj1vCwWiaY9pP9p3+77xOLkUc9kEWMBL4IFwEtZXkcG1ETliTgmF8y4/2xc9F8XEq3hqtqOAI1WmL5zB4w0ygaM40HAIQbA/6qfyPA6D1MOZSxAf73mmyoCAIcWMsUHV0+LjLLo17M5wCAgedx+N08Rnn/E9Cxz1D60IpOkEucAMCXLgC58Lu2Gb1+u45p63egfzU9fv4LEQEeABAiSDJ4SVkCAPLDG0Pso0vvIvA0NJHL8+ziagYL3aIt+mVwqETWJQHlRIcFB+DJ3au4f+0CvN8+R2UHezRt2hRsUeTo6Mgp+pdnATQeABDZdJNKRWlpadzp/6lTp+Dl5QX/gADYVq7KKftXrloDlV1qwtSCdCyEyH8+dusFwmM+5o/zpegR0Ce3kL4t3b658dZLH7zxDSl6hT+4o5qdORpX+2/D/fllMeQEsOmuH0Lobyb8Z62tgiQCA6LoxF6VQM8qpAOgRSKARSmMAdCQGAD96pp9AjeSaeO/734QghIzMZCYwlUt/ktJeBeajC33Q6XOAEhLScL1c8dQt24dVHN1lWmAV5ksGYfTQauO6uds61xEvTyDwYMn4WWeC9b+vYMY2cZFOv1n48wDAEWZ7fy1nyLA2AAvSFBkPwEBL4nW42qsjp/rmKGWlQ7YhC1P5XMAIPHsGrRwscaAX6ZDQ1NbpGHgAQCRhlPklfEAgMhDKpEKGVWW5XfHZ1bAZHLrUBfxeyuRh/hOI6mUh3n3Qwx5PsdAldIAOpM4oLOpFoG2wucISqvv4miXE0JLTUGwvw9uXDiBl49uIzUhFk5VHNGjRw80a9YMVlZWZcrKryRx5AGAkkRPNu7NZQ4WsbEIDg7m0gAePHiA27dvIzsnD0pqGjCtZAO3hi1g71wNRqYWUFPXIECAlODL40mObAyZ2HoRHMPo94FQpd//RFq/VzPRRA1yA7jhTQwocpGxJPu/9lWMYG2gTnn7wn8jmAaAs4kKfWP+uyeD6me6A2rKZEv7r4QUOzz0jSHbyQRmQyjdEvDhPSb1b1sqNQBY5AS5JOh5aTemuB9GQooKesxZjYkdKK2niF7uPAAg3XlYqltnPvdRSZk49Soc/3sVCZbW06uaETq5GsP0M7pKqX5IITr/OQBQOfElBnf5iWh2lEgv4pIPANy/dBw3btzg7KdEUb61AeQZAMWJKw8AFCdq0r8nk3K/Z8yYAY+AiDIFALDIZubkki5AAs4SGyCTFmSt7A3QwFYfKoplV73+6xnFNv4JcdHwfPkUD29ewqPbl0kXQQH16PSHUaQbNGgAPT290qUELYHXhgcAJBBkETaRRZt6Rr/WVVOAGbF9vlZ1Z85EDOwMDw/H27dvSZfhNAICAuEfGIiEhAS4kBOAUzU3YgfUhIWNPfQM6ESxDLtciDD0paKqV0FxtE4PQxM6pHsVlcL1eWR9a+7vuwQS3yMR2Qr0nz41zCitl9KehASBmPK/BTkAVNJVLNBJICkjF57kApCeLX36f6l2AaDxSgl7ieVzVyKvfj9UT7mBbY/VsGrNTNJ10CjSXOQBgCKFi7/4exFgaPKzgHjsfxqKR0FJqGmmgcF1zFHDUpsWmmWbDcA2DxuueeGvZ/FcaIbVNkc9GwOxIOj5AEBiiBd27doFAwMDkUzIrOA7GDp+OayG/IHF3VwgjzwE3t6JYavvYuxyd/Rw/k/ERSQNltFKeACgdA4se4dZTvA7//AyBwCwEWHigL50wnPmTRiCEzPQyEoXreikR5N8oIVc45W6gWXgNBP1iwoLxsNbtOm/eRmhgR+gr6uNdu3aoU2bNqhN4k9aWt8qZpe6hxVTh3kAQEyBFVO1/qTLNPHoO7J108eQhpaFin9mZWUhKioK79694ywBHz9+zDEElFU1oGtoQqyA6qhWuyHsnFyho6tPFmNKItMzElMI+GoLiMC195G4Qi4Ag90s4E3fg0eB8RhYuxKciBXGTut9IpPxJCCOFP01Ua2SbpFsAVkqsLWeEow05L+5j538M1HaD9GZSEzPlfrpPwuR56snmDW8B5b/vhSjR48uVXaugtxkXN62HNueamDBsvGwzHiLpZOXIqPZOCyf0A4aRWAB8AAA/5Mhkgjk0VseTWyA08QGOP0uGtFpOehHbIBepA9grK0sNJooks5IqBKGqDMU/fdTz5Bo14ZrdVQDa9SuJB7RvHwAIDMmEFu3buVOrURRBDnpiIqOh7yGPnTVaVNAleakJyGSVFy19PShXsZBHFHEkNXBAwCiiqRk6ynrAACLJluERSal45JHBF5HJBgh+0cAACAASURBVMPRQA1tyf/ZvIzpArDc/mRSePb39vh02o+cLFSyMEe3bt04Gz8LCwuoqvJ6CIW9ZTwAUFiEZOvfz7wIw9Kr/pjZ0hpdq5sIvYHjwDICA5KSkogREMABAefOnUNkVDRi4+Ihp6gMVwICHEkzwNbRBcZmLFVAk7cNlK3hL7A3bIN/4nUonockYnITWySkZWHbw0D8RDaALckylrFF2Dxg1n3yZAepUAz7WEXaeBoQAKCnJs8JqTJmQHauAOzkPyIpm6xq82Ri888C9erJXcz7pR+2bNqIgQMHlqKRpLV57Hts3PQP9FoMRL+GNpAXpOHF6d3Y91iAEdNGwUlPeB0HHgAoVUMv+51lQMCroERyCgjGg8BEbqE5vL45GtoTxbIIeUWy/qRs03Dp0iXMmjUbUQbVodt6tGQAgM2rkBkrWgBA1mNdWvrHAwClZaS+7Gd5AADynziNRJ8ue0bguk8MzAmY7UK6APZGmiSC9G+iZukcQjA1/7iYKDy7dwP3rzNRvxdQqChAhw4dOCu/xo0bQ1dXVyzMrFIaskK7zQMAhYZIZi7IpI3b7JOe8I9Nx6oujrA3KRoV+OsHYQKCTDfgyZMnuH//PgcKvHnzBiYkGmjj4MwJCVatVQ+WNg6c0HEF2jTyRXYjkJ6Vg0NPg+BHzjBzWlUGSxdZd9MHVpSq29utEuXviy4ljAkMKslX4L4pmdROVo60M/6/HZc7l0/jj9ljse2vLZwQXnktPABQXkdejM/NTpsSCWE8+zoCu56EcSfKHYmW1p28LM3pB+fr3DQxdkUsVTPV8N27d2PZsmUwNLeGU9/ZeJb+UfBPnAyAtNRkbFu1EApZCSJlAIglSDJXaQ5iAnwREJMEOQ1jVLY145RvRVl4AECU0ZRcXeUJAGBRZQKuzwNjcZXEn1hp5WCAmpa6pU4XII8EzpKTEhHg44mn967jyZ2ryEhNhKa6Gvr06cOd9js4OEBdXV2mVZ4lN9OL1hIPABQtXtK82pPcPqaf8oITiTEv6Vi5UPq/sH1l+hkMDIiOJg0NT0/cvXsXV65cQWJSMlLTMzlAoHbjlpyrgLm1HSd8rKRElqNlNbdI2MDJ2HXJ6dn4+6E/5CpUxPDGNhBQWtjxF8F4Q2ywSc3sYVTObGIvnzyE03s3Ysf2bahXr56MjZbkusMDAJKLdblrKZd+ZLzCkrD3cSgue8fC0VCNbEFM0KKKYal1CkhOpk34tm1YseIPWDu6YvTM3/ABhvjfy48eueIEABi1dd2iqdCh76soUwBK/8QkmlmEP14+fIAnb/2RDnU4ujVGsyau0P9knZKGR4c3YeZid8S5TcHJDRNhq60k0kfnAQCRhlNilZU3AIAFltE9fWjxd4J0AcLIFqqZnT7akC6AmtLnVkMSG4IiNcQ2JVHhIXj+4BYe376CZ/dvQlVZkTvpb9++PVq2bMmlR/FK5kUK6zcXFwYApJDd1yWPKGiTT3XTyvpFUg4vWc9KfjfT/GDUX1eyACvthWl8HH4Sii33grCwtQ1auRiL7ZHY7wYTDGQigpcvX+ZYAcxdgKUKVHatBSs7R9Ss1wSOrm7Q0TeAnJzoTpbF9lDloGLGELntHQVdsvmrQRowjIt/1zcaR16GYWwDKzibidaxStZD+s+uDXh6/TR27dyBqlWrynp3xdY/HgAQW2j5ivMjEE8+ozffx2AfiQTGpGWjtYMe+pE/KLMbKS1sAPbhY+q5mzZtwu49e+FcqwGGTZ4HY3NLTljlKA8ASGnC5yHmzWlMXXEYlRr1QEtaiMZ638POQ1dQqcMk/D6pG/SUPtKbU6NeY+HwiUhuORerx7aCxme2NaLoPA8AiCKKkq+jPAIALMosXSssPg0XSBfAmwTEnI00OBDARJvlx385DozEmZCaSWJRAhhI4bQol/RWkhLi4E+n/eyk/xFt/POyM2BsaMDl9jdp0gROTk7Q1KTcZP70USQvUWEAQERCBiYeeQNrXRUs6lKlVAn+liUAgLEtF531gmd0Onb0d+FYlpIo2dnZiI+P51IFWIrAtWvX8PLlS+SCcsiVVLhUgXrN23K6AQwMUFUlJo5c2RaFlkTci9tGFjnCyFGqRv6a+11YInY+DEAXJyM0dRQfaFTc/orzvt8mD0FuCu1J9u1DpUqVxNmUTNfNAwAyPTxlp3OMDcBOnA4QUn3FO45sQ5QwrJ45mjroQ1VJtlFiduLk6+uLpUuX4vyFS2jRqTd6DPoFhqbM6q8CLpO6Kg8ASGuu5iHR9x72Xo1G+z4dYEPzSpDkixWDhuGfSEdsO74edUw+nvTHel3CuKHr0WDRWvzS2h4KIk575gEAac2BkrVbXgEAFjW2sU+iDcQtOh267R8HE3UldHY1gY2BxhfgLNtkHH8ZAm1yDujoYloskajijFJWJvlGB/nh1aO7eEwbf3bqb2drS6c2zujevTuX28/cUORoY8Fv/IsT4R/fwwMAoo2nuGrzJJblyENv0KmKASa1si2U/s/WYsl0EMME3/QJzJMvgmr4j54hl9Jx2O9oSEgI7t27h5s3b8Lb24dzGNDSMySLwfpwrl4HVarVgpFpJahpaIorHHy9QkYggkSedz3wh6m2Cob8awco5K2l+rJsErycPbIHDLVUcODAAU4bprwWHgAoryMvpedOpA/P9ffRZBkYhujUbDS21sbguuawofQAeRkUCWQoN8t7W7VqFV698UCHPkPRofdgaOn8p8AvaQBAT7UitmzZUq5/uH48fQXIiffGssFjcLVCU2z7ex6qaDOASYD35zdg+OoXmDRvFAR+d3DpTiDqdBuGwZ1rQUUEcgA8ACClH5USNlueAYD80GWQLsDTgFhcIDYTw8U6kzhgNQvK55WXA/u3Sx7huELCgZrkCDK+qR23aBRHYUwrtkBLSoiF5+tnuH3p1P/Zuw74Koqve4D03nvvBUIoofcmCAiI4GdviCKKKE0EC6gof0TpRboKCAoKCFIVkN4JISSQTnrvvXz3LgQCJpDkvZf3ksz8fjEIb2dn7+zbnTn33HMQEx6K/OwMeHl6SDT/Pn36wNPTE7q6umLTr4hJuNunAAAUGFw5dr3pZDQWHo/B/57yxCAfc8nxg1XfWYGdRdgyqf47mTZ7CcTYiMkoRCj95BSWwI0cQGYNISBczlo4/B1m3YD4+HhcvHhRKhNgt6SMzCzo6BvBzNoOHbv1hbd/R9jYOUFHT58sBlm5XM6IvBxj3BS7yqX7YsPZKOSVlGNKX/nfB6oas8z0VHIA+D94uzpIAICGdO81zyYAgOY570q9an45RafmS2wA1gbgOu2XA2zRnxBsw3s120odonRytsXZtWuXVO+fT4vgZ8e9j95PjIC2rt4Dg2toAMDbyQrz5s2Dvr5sSr/Kj7C8R1CKrMQYnPhrGzb9FYmBr72Hlwe3wZ0KgCIcWjodUzcnYuTYURg6wA3nl36KX8K9sfzX+fAzlZ2FIgAAec9nw/QnAIA7cebncjDRQvdeT0QWuQX0djFFVxczXIvLxB9BCcimZyB/lZ5pY42BvtZyXa6zfV9uTjZR/IMReOEUzh8/jOS4aNhYW6F9+3ZStr9t27YwMyM/cnV1sfFvgK+GAAAaIMgynoKz+O9Q9j+bNvTv9nCkjXQrxGUVIZV0PWLTCxBGrgC3c4ul0p1SyvyX0He8mP7MSu2Tu9tjfB9nGUfw6MOZGcAWg8nJyQgODpaAgJCQEMTGxSM9IxOOpBkQ0HOAZDHo6OoJA0qsqKnJ/i5W6EU1kc75XvjxXDTiCBx6r6crjIn91RxaTMRNzJs6DoP798aiRYuawyXXeI0CAGjW06/ci2c16iM3krHxbBxu00trgLvJY9kATFlNzymCvrY6NOSMXFdGgyn/jF4vW7YMGzdtgqN7azz/9hS0btcZrap5OTU0AODv6Yg5c+ZIGTDR7kSgJC8J+7evwW9/nUEg2VD2ffVjTH2uD6yJ5iXt/0visfjV57D4pj0WrVmAob7q2Dl9PBZdcMGqPfPRxkj22kQBANT1bqxAWXER8klNuqKlGrTJm11dDnTUuo6iEgA4czkYM+YTs8bMsq5dNJnPV+oC/HE1HmHp+XCgeuKErEJkEiBQ2Zwo+/8ueUkbkqCULI2fs0zxT4q/jcDzJ3Hm6EHcjghFZlqylOkfOHAgevToARcXF1IWbx6LU1niKe9jBQAg74jKv7+gmEx8sCsEAXakfUEb/EPhGcgoKnvsiXQJKFg9xgedXRqW/iwJeBIYwKUBp0+flgQEmWGpRpoBdk5uJCLojS59noCThw85ChgSGEBgn7AYfOx81vcDewLjcPF2Jt7o7Ah7swcTW/XtU9WPu3zmOH6Y/zE+/+RjyS2mOTcBADTn2VeBa2dUOjo1Dz+TU8DxiAzoqreSnAIGkFOAsa7Gf8So0mjzv/DvCAzztUA3t/s0fHldSmFhoeR9+7///Q8XL11Bpz6DMea1iZLdTcsaXkQNBgBkZeL7zyajvbezAAAemvCKsmKkJScgNSMNN88exKaf90Cnxzv4duZzsNRqiZLEs3j7+ekoGzYLiycNgF5eBOa9NR7/GL+AX5e/AVNRAiCvr9DdfijjVJSPtMQ4hN1ORAlRUTVN7eDj5ggDAu8kUKa8BJGn/8CXny7GLQ1ffLr8WwxwaXhWSyUAcPTUecz+bj3MrVjbo3m3FMog7qCa/4tUX/xwY/vMsW1t6flrVq9MfBE9Y9NTEhEadAlXz52knxNoWVEGUxMjDBkyBIMGDZLs+4yMjEQ2UIm3oQAAlBj8Wpyaa/k3nIrBZiqn/PyJOxncRf9E4mxstpTlf1QLsNbDd2N8YWVIlkJKarzWYkvlsLAw/Pvvv5KIYBwzA7KyoW9kig7d+pBmQABcPH1ham4JTS3FlB0p6fJV4rQnQpOIhZuCsf62aG1vrBJjUuQgKirKsfPH1fh901Js37YN3bp1U+TpVL5vAQCo/BQ1jwEyle1UWBp+OHUbYakFRD81wutd7eFrZ3gvAExR3XU5AV8ejkBXR0P8b6Q39GgzIa+WlZWFNWvWYMOGDcgmxeuxb7yHAU89S5nJR2faGwoASEtOxMzxz+CpIQMFAPCoSS9Nw6+fTcDsgwX4etNPeNpHHwmnN+H56Tvw3PwfyKrRBpm3/sab4z6C2UvfYdm4npA9/w8IBsD9SSnKisTvS1bhXIYG9M110TI7GifORKPtU2/ig3FDYat/N3tMc/XbR29h8VUfbNj1OdxI36KhmwAA/hvxDHr+bb5wG1cT/gsA8Kf9rQ3wcidHiYlVq0Z1wXm5OQgPDcKJQ38i+Mp5RBHd38XZCb1795ay/Z07d4aFhUW9QIVajUF8qE4REABAncLV4B/mZMjHlP1PIi2lDS/6wYgSJnHE2llwIAyHIjJRQgBBTe2Fthb4kAQDDWRk8cjzolk3gMEABgIuX74sCQkmJafAzbsNPHzbwS+gqwQIWJCGQE3JGHmOpzn0dTU6Hb8FxkuaLwHO8k+oqVoMiwoLsO77uTh7ZI90fzk7K7YERtWu/+HxCABA1WeoGY2P/WxjyZZqJ23yd1xLhiG5A7zUwRr9fSxgSuj29bgsTN0dinCqazPUbIWZ/Zwxsr2NzFaCjESzjc2qVatw5J+jRPn3wSsTP4JH63Z3xWkePQkNBQAkxcXg7Wf64o1XXxYAwL0pqUBhVhJ5mbeEna05NKi2ERW5OLDgPby7PQafrt2GF/20cXrVTExfW4ivd32PnrZqCN67Am9M3IM3N2/A6z0d5fItEwDA/TDmJV/Bis9Wwnj0ZDzfxxOaNCc750/AK6sysW7Haowl4U8GXcpzY7D4vQk45fA6fpwzGsrI8QgA4MHbv6C4FLvI1vR4VHqNmwhNEmx9vbMD2lHWqCb1/bIytu4jm7BIUgO/dAbHD+5Bfk4mCQu2RLt27TBy5Eh06tQJVlZWZBHG1oNCBEwuDyI5dSIAADkFUgHd8Nb+bEQ63tp2Ha8RY/K9/q7SOoj//nZaPhYficD+W+korgEEMNFWg5uZDga5GcPH1hCOptowIjBAUWWVdQkB6wYwM4AdBQIDAyXdAAYEmEWGVurw9OuADl37wMHVA9Zkw6yjqy/sBesS4CqfvZmQhbVnY9DP0wKDyQK2qbcsYogu/GQSWd1qS8k+to1tzk0AAM159lX02vlBfzYiDZuoLOB0TDYGupngaT9L/BGYhH30UuOyAW5tzHWwcLQPnCnDWN/Gtf7sBbpkyRKUVrTAs2+8j/7Dxzyg8v+4vm+m5OIaiWdx6+xoAjsFKWQLAKC6mShC8M75eHttDKZ9MxeDfS2RF3seX0z6CMFGg7F48RS4aaRhzbTXsS6pD3798QM4apTg5Po5eH3ebXy7cxb0CBX2auMH68qs9OMmvIZ/FwDAowJHeh+r38eTX4Zi3a/r8Vxne7RqQXZUUafxzptfwmP8p3jWPg2HzkXA1Ks3hvZtDX31hmEDCADg/ryxMNRxsgTcHZyEfGJlPap1oo3Di52d/uP/XliQR8r9t3D1/AnJtu/iqaMwMzVBQEAA+vbtK9X3u7u7S9Z9oqluBAQAoLpzw/T/dccjsfJMHNY+1wYdHI0eGGxCRgEWHgrHX9WAANb6msSgNEAcuQFcT86TQL52Vnpo52AIPyoN8CPWpZmBJlqqCCDHgEBcXJwEAhw+fBgXLlzA1atXoU66AQE9+8PDpy069R4o2Qs+jq2pujOqnJHFpedh6YkI9HQzx1AfK+UMogHPGnXrBqa/MQqTJk7AtGnTmr22jAAAGvDmE6eqfQTYSiaebGt2XUnArqAUFNBiNItEA/PJsqSyqdEL6t1udhjfy6nOVjas8M9+td9//z2uBQXDr3MvDH76BbRu35my/rUTnOL3I2fCDMlDjrNa3IpLK5BVSJ64BGI8goFX+0BU+aQAAKoLWxnSb53Dr7v+wuUrESjVphwyzZ+dVzcMf3Ig/F3NyRYwHItmTUWY15tYNGEwdNXKEXdxLz76bD00XHrgyWeHoF+AN4yJVSJLEwBA9dErK85HSuRlLPtiPq5bPoVvZ78IV2OuPS3F7dPbMG7aZrQbPRRt3T2Rc34rvtlbhO/WL8RwAv1km5HazaYAAO7HKTw5B1svxZJFa7H0DCtjT7EamrGWGl4LcICHlT4K8nKRmpQgbfrPHD2A1MRYlBTmw9nJEcOGDUPXrl3h5uYmqfgL+m7t7ktlf0oAAMqegZrPz3bKb5L6v65aC8wf5Q0Lgwdr+flbyyDAGrK63XGd1k+cPafWihYto3zNMZvs/7LIBi6KSgaC43JwNCwdt7OLpOctlxJ4mWmjh4sxvAjkM9dVhw6xMZlhoOyWl5eHxMREyVGAtZoOHTpETIE4aBsYw8DIBJ17D6I1XBfSbHKCrr4BrQupRElFgAxlx6668ydnFeD74+Ho4WrWLACAM8cO4rN3X8BGKvMdO3ZsswehBQCgit9KMaZ7EeCM1K6L8ZhzJBKFd19iVcNjb6iJ70d4oe1DCHhNISwtLcWNGzewceNG/PLLLzA0t8Gwsa+i+4Ch9AJhOmvtso78LjTVVaNsvwb0NFveo68ycFFYQqUMmWR9k1sKRurl1SoBgPfeeRszZ86ENm92RQNbiJWW0oaF1ORLKf4tWraSBIM01dWkd38FCYwVUn1huZoWLWTuCNBVED2Zaw7LwOrzWqQ+X7t5f1S4BQDwcHSKEXPuGA4cO4q/dh6Hbs//w6wPX4OHpQ5ll3j/X4DTP32JFyb/giFfr8DXbw5AzL5vMfD9I/hqy1q83M2BZkfxTQAA92NcXFpGfuHsGV6AGFL/T84tQmY+PcsIEKjcRFR+mjcT/mbqsMu6juDzx3CFxPwK83Lg798W3UlcqX///vD19b0n5ico/oq/l+V5BgEAyDOa8u3rHOklTf/zJka3tcQESoCo1fD+SqPv7w/Ho7AtMFnyezcgkPuLQa540t9aGhDje6X0/swn5wAuHTgXnYmzt7MQT+yA+Jxi6NLne5HeEmsxtbbSldiWulp3RVzle0l16o3dBEpKSsC6TcwMYCDg2rVrCL15ExmZ2fDr2A3e/h2J2dcBzu7eMDQRwKMAAIAtq7/D0d1bsG3bL1IZWnNvAgBo7neAil9/HtlPzd9/C78SC6CS+l91yOxnO8rHHDOecCNbqpoFqXjjn5CQgO3bt2Pzli1ISctEj4HDSeRvLJw9fOuUleK9i7k+19BpUc1c9ah4CanwRqUVIT6rRKrLk0erBABmz5yBSZMmSX7Y8mgHbqTidGQGJvawh/lDmQR59N9c+hAAwMMzXYL4wPO4eJO8hiNDcOroNWi2H4GZk5+Fi6kWygpSsXneJHxzyR4/r56N9nZaOLZmBl7bko116xaij4uhXL3ma7oPBQBQfWTYErCQWFfZBcVIpYxjfHouYpLSEZqQjvQyAj2pHrcluW/k7l8Ms+JEDB8+HO3bt5fE/LiuX/h5N+4nnwAAVHP+uERy4eFwHLmZhvnDPdDe+dFWfpkE3q0iEOCXq0nEVlTHhufbwKWGskkGBHLo+87sy+sJuQiMzSJAIBvpBaUwI90Ae1MdBNjooT0lXBgM0CE7QQ21VkpPsvP6LjU19R4zgIUEr1y5Al0DIxiZWZGAYHe079IL9s7uEjNAg2xFa5vsUc27QD6jkjsDgFT2iwpyKblSiFYaOqTPoEvgVAuUF2Uj6uJf2LX3NEy8R2DU2D4w0GhYRglbzn705jOwNTPE2rVrYGnZ9DUPHneXCADgcRES/660CLDq/96riZhP1jYp+fd9qB8eEAsCfvWkOwaQWGB1NDV+MRw/flzK+l+4dBkebTpKdH//zj2lTHFdM1OatOn3tdaGgdajCcr5xeUITixAbtH9sgVZgqkoAGDFiRj8eikeG2lh4GhWfz0FpnQn3QrE5VvxYADkwaYNN/8O8LQzvpP9bYJNAAA1TSpbAubh301z8cqME5jxywaMH+iJ0vRAzH1xMuJ7TMHi6UNg1CoVK958Fb8U98OGZe/D1Ug+ANfjbjUBANQcIWY0Mb0/kQRIgwMv4TLZ9l26eAGGbv5o3X0QLFy80Mm8JQb6WsPaygJaWlp1AlMfNzfi35UXAQEAKC/2jzpzPFH7p/9xQ8r6r3i2tUTPf1xLJccALgcopzXV+wPdoEflO49rzF5kADCNAIQbZAd6KjITN1LykErMgEL6N08TLbS3NyTtAAIDSESQkwfKFhHk51VxcTEyMzMRGRmJU6dOYe/evZKbQHxCImwcXNCOgADf9p3g7OYNEwsrSqTcdaR5XECa4L/LFQCgzX9eAok2blqCvYcvw9S7L4a/8g56d3BE/JmtWLloPQr0HNFh8FsYPbordAkYaMgWGxWGTyc+j2dGDsdXX30ltwRaQ16DvM8lAAB5R1T0J7cI3ErKxZSdwbhBtoCPa10cDPAt1cJZ3s1gSwvXAqIYnz6N9evXk+XHMZhY22MACfz1GfI0DKlerL6wtbWBOlzNNcHsA26ltNmNSMpBPr0svWwNoKV+Bxhg9n8ksQAiUgslqp2sLS4mAlNeHo4Z06dgwoQJMj3AmL5b+bKWHwBQguhLx3DkYng1PsR68O8zEAGeVNfdsM99WcNe6+MFAHA/VBXlZUTRLCPRZvV7oFz00bUY1e9LDF7/Cz57qTNyb+zG868tQpeZy/DxKGLhJJ/F62M+QPmTc7By+kAYyF6VUau5EwDAg2EqJ9GtkpJiJMXHIujiaVw6cwzRYSFIvB1FdfyuGDBgALp06XIv0081NzTHXAZVq3CLDzWSCAgAQPUmitcRR2+mYgbZ/00k/aNXejjVepAZtJHPLyyFtbE2gXR1/7IyIJBCZUE3aF12JS4bgVQqcC05H+r0xXchMMDFQg/dSVywjSQiyGV1LZQuJMjrwJycHKns859//sH169dx4sQJ5OTlw97FE+7efujQvR+xQEkDyNQcavS+ak7MgEjSfFl5Ogq93WUXAawoSsPR9fNw8EY5/Nq7IP3Gv7iUYYVXxo1C8JZVSHMfi3EvDb23Rq/1jSunD+7eug47Ny7FyuXLMGTIEDn12ri7EQBA456/Jj36LadjsOVKItXUU40aU1Hpp+g/meU7IdAlxfBJ3e3xEtUNc8aK7WO2bduGXbt2Q1PXAL2GjEJf+rGypbpiGRFfRxMNOJqwSu6dc1+OysBXB8ORSTS5WU+4orcn1ZvdXQ0nZpdgxu4QAgLyZZ6rEkK2k+JjJCEtE2PjegMYPJAOhNx/NcxDGpN8AIAKlBRkITo0AhnlWvRCdSPrRg20KMnFzaAQYnC0hIOHJ+yIYdBUNwoCALh/i2fdOoZvPtkBv3cn4+muVKNalod/1n2ON+YF44stK/A8lZvc2PU/PLfwLD5etg7PtTVB5tXf8OSEb9Fn+lp80MkILQ2sYEb3kKKbAACAMqLQ5uVmIzE2GjcCL+LiyX8QFnIN2qSZYaCvh549euCJJ56Aj4+PRJ1k/ZG6MqcUPY+if/lGQAAA8o2nPHpjVuSfgYlYdzYOXw/3RGtKOCijFRG4m0NgQiyxES7S+ofLBKJJN6CYyhM0KAHSwVoXnZxJRJAEQq3IUcCASg/qAzrI89pYM6DSXpAFBA8ePCgBAjl5BVISh50E2lKpgKtXa5gSM0BLm61JGwiFlueF1qGvkPhMbDh3G/29LDDISzZKfAFZ/675bhVcRk7FE52cUZRyA7uWfYMT15Oh5zoIE2a+C2cCiuoOPdXhgmr4aD7tCZZ9NQOxoVckRoi9vb3snTaBHgQA0AQmsaleAteuZZMAFb9omHYWQz9ppFybQz/8bzm04U7JLUYsqddmEt3ejR4uLzjk4+S+7ZJ3LFppovfgEeg7dDQ91NvIjZrqRJt/BwIBKgGAYyEpmLn3pgRUzBvqgUG+FvdedgwAjNsaiNDkXJWaJlb43fCCn9wAgLLCdJw6sgcnj1/EwcOB6P7+PMx4jmheZVtoMgAAIABJREFUJQlYOXUCPlwXg69+3YxJw3zwgLtbWQFuHN6D3SeDkPeoCGk54+mXnkZbAi6U8QKpzeQJAOB+lHLjLmHVp8twMpOyQ+6WUC/Kp1ryCrh0H0tZ/i4w0czHn3PfxfyTZljy89doZ6GO/JgTeGvCNNy26Ydnuvqix6Bh8KdskqJbswUAKDuWn58LtkZideSY8Ju4cfU8CggI4Dp+b29vKdvfqVMnWFjwM61pL4YVfZ81tv4FAKCaM8ab7zhS77c10SGh24bwSXl8HHjjzyzIq+QocCk2GxeJHRCTXQw7fXW0ttaHPwEVAWQz6GJxR0RQFRqXCoSHh0tlAswUPXv2rKQh4OLZGh6t/eHTNgBtOrCjgDM5QykeiFZGTK5Gp2NnYDxGtrFGOydTmYaQFXEQixdsx8Bp89HFxRQtKkg35twWzP9oOfym/oA3hvrL1L8sB8dGh2POpFfwRL+eZA29uNmr/1fGUgAAstxV4tgGjwALU7EIThFtttkhIL+YxP3SsnDy/CX8fvg0YsOuoyI5DF16DSCq/yg4uXlBk5BceTYbQ3W4mN0vASggZsIZUuVlilwXN9N79XVM14tKL8KZqGwCBx7tqV2b8UWHh2DZlx/hjddfxbNjnyUmw+Pr+GrqV490E1xI0IebPBgAFWVFJMKTTr0VYMsXE/FDTi/sXvQh2b2p4+zmORi/MQur185FZ6IIPrCBryhFBlGLIxPTSUHgEU3NAC4eLndYBbUJlhI+IwCA+0GvKC9BXmYGCW8mElhHJTBQh5mtHWwsTaElWWaWIi0qAsmFOnByt4U214XQPRQfFY64nApYOzjCxlivQfQimgsAwHTYosICZKalgBdEV87+K2X6iwryUFFaJGVFOMvfvXt3eHh4wJhYRlzTLzL9SniYqMApBQCgApPQyIbAzxgWbk6izX846QWcjUjHCWIHFNMaifWZTMhisI+TIdqyboC5Dkx0NCQQQ5msQB4zMwNYJJqFA//++2+pTCC/oJBcglrB1tEV7bv2IlCgHWwdnKFvaCxZRTeF5+I/NxJxLDwVL3Swh7u1bGB7XvwZLP1iKbxe+hxDu7iiLDMKRzd/j22/H4dxj7cxbfo4WOs1PPjDjhHH9v+OBTMn4qeffsTTTz/dJOZOHo8GAQDII4qiD6VEgGu7WNxv165d+PPPP6Gha4hu/YbQz5MSgqtBD2lFNB2NlpIIoC79rmyVNf5VX2TMCAhOLER2oeybfz5PCFFzZ4wbjS/mfIZ33nlHbirb8gAA7sWhOAeHVs7EhM1l+HHnfHS3rsC2BZ/hpOFofPlmDxjU4JpQn3li5d+tW7ciPZ2BB9kal1U899xzMmU5BQAg2xwo6+imDgAUFZKdX0IsQq9dInr/BVyjuv7Im5TpcnaWbPq6du2K3r17w8vLC3p6etLiqCksbpV1PzWV8woAoKnMpHKug9dEnLDJJgeRa+QmcCYmCyGJuQhJzkMWMTZ9zbRJQJDAABt9tKEf1iaoyc6woa6AwQBeV6SkpEhgAJcJhIWFSRaD8QQQ+LYjZpRfB3j5dZTWmOaWNpJuQGNsPD8/nY8moCYX73R3hqWRbImysvxE7F8+G3+HaVAphQfyI87jarIBRozuiQvbfoVB77fw/Ji+VNanmHV5TXPAoPe3s99DasxN7NixAy4uLo1xuhQyZgEAKCSsolNFRYBpW4mJiRJla+fOnTh/4SIqWqqjx4Bh6D5gKNWe+0jK/opsvMlnFoAzlQKwxUl1jdkAsZklEgNAHgKAVQGAxd8vxCuvvCK3Rbo8AQBUFCPkz+UY//5RTPptJQYbXMcni89h7EeT0cWW6v8fDhbVhl/5Yys2H76IRxZJ6HjilYmvoBOVLlTCLmUkVsb3QV7eI4sHanUr6OvrSxshWTY+qgoAlORnIzkpDcX/iUQLaOqZwtJcn/Iczbc1JQCAF7AlxUXIzckGu4aE3QjEySP7pKx/QW4mKspKMXjwYInWzz7ITk5OMDIyEpTI5nv713jlAgAQN4U8I8BrInYjiEkvICAgByfCM3A9lUQE6SRsT+hGTgI9nI3gTeUCViQiqEssRWUDArze5ARDREQELl26hH///Rfnzp0DWqqRtpQ+sdd84N+pB5UN+MLSxp5s7/TvCgmqKk/x/oyyw8Omc1GSxesHvV3JTUJGIKOiDLlxgdi7eQX2HgmCrf8APPHsK+jaxgqh+1Zg4/o/UGLsjPaDJ2Ds2O4N5gLAJW6z3n4Wo0n9/+uvv4YuWROKdicCAgAQd0KjiEB+fj5u3rwp0bNY3C8iMopqs1wk4Zaeg56CFT18Neph6Vffi2cHACsDNdgaaUD7gaJ2SFoAyTkkkJNZXI0afn3PeJ8BsGzJIrz00kv17+ihI+UKAKAcqdf34623vkeXDz+BS/RBhNsPwweju5BacHVDJtseEmjJKSCg5FFX1EId+gb6RBdU3TpklQQAyJonOfgENvywA/EPx7eFBpzajyJl3m7QV/31itzu94c7agoAAGc50lOTpDr+EMr0B106g1vXr8LUxBi2NjZo3doX/fv3p9+tYWtrK1H71dTqX0KksMkQHatMBAQAoDJT0eQGwmKGeUVlSMwqwKXoLByPyqQ/FyKBSgdaUlKlm/0dNwFfKz24k26AgQ6r8yvvJVXJDGBnqfj4eFy8eBH79u3D7dhYREXFIDMrS7IX9GrTntgBHWDn5AYTc3I8aqW60HpqdiHWn4miklV1TOjpKp8yDFpvlJDeT0FBMVppaJOQopZU+lFakI6wM3tw8G96J/mMwPDRvWCgofj5ZEebXzcsx8EdG7F0yWJJ/V+Z95GqfZEFAKBqMyLGcy8CjL5mZJDCLImzsHLn2bPnEBUTAw/fdiTuN1J64DLq2kpJC1kWAdQnlNpQuxW4LIBbPlHbsojyn0svN3rHybVdPX8Sn7zzPJYvXazCAABQlHAZ7785ETf1W8PfoQ3GffgGfCxlo5fJNZAK6kwlAQCy4yugGu+8gjJoE8tBlz2j6SVdkJ+DPBLXVNfSg4Eu1TMqKCaNodvGBgBUUE1jaWkJCmkxmhAbJW302aovNTEOaUlxkgsKU/o5yx8QECDV81tZsd+1jBmexjCZYoxyi0BVAGAuiduy9k7VlphZiA9/C4ITUbc/Ge4FbY37mx1+nnD2Vol7tkfGYfr06XjxxRfh53dHCFc05UWAgf9C0g2II0eBG0l5CKRygXNULhBLos+mWmqwJ2ZAGwIBuhH7z9VSH6xfxBbGyt7IFVJpFbNRWTiQXQX458yZM9AjjQBjMytio/qSdkBvOHv6wMTUQkpQqRIgEEYWgOtPR6GnswmG+Nkq7wZQ4JlTk+LxzYwJ0ESRJAxuaiqb0KECh6qUrgUAoJSwi5PWFAFGWjMzMxESEiKps+7ZswehN2/BkB6gnoSs9ug/FK7ebWBoZKq0jf/DY2cgoNL2j2veiOmmkHbq732YN2285GOqugwA2l/mReO7N1/Fsmsa+GjRUrza1x2a9fAdVkgQFdip6gEAZUi9cQG7D+3Hzt/OweeZ9wlAGgid0kwc/HkBPl25H57/9yVWTX0Seg8gAGVIibiOaxGJJLRZ882spm4Ez3Z+sKMNQGNujQEA4E0/K/ZnpCYjKoxsRamG//rlc/T7OnR1tGFGmX6u4e/bt69E7WdBP67n1yD1amUvlBvzvdGcx14VAPh4oCv2XYlHAm3KKlsuAYh7Q1JhRJu0/u4m9+ja/CixN9LCkLbWUJcEP1WvCQBA9eaER8TrJ6amZxAtPZJEBE+Gp+NifK7k+pRLAJQ1iQB3czSEH4kIupvpwNJQ6wHgSRlXxWtWBgNYk4pLBS5fvixtNpOSk5GaloGi4hIJCPDr2A1OVKJqTVbU+kYmDQ4GcGzzCWjRJao///lkeAq2X43H+M6O8LMnW+km1sop+XH677+wZO5UfPbJLEyYMEG8Cx+aYwEANLGbvjFeDj9AOdsfGRmJkydPSjR/rrVKz8xC+y690ZqsWLr0eQI2ZMfSWAVX5DEvJw//ia9nvK3iAADNZVooFrz/BdL8n8Mnk4bCuAGoXhzfCspsZ8WF4MjlELh3Ggy/h1gHxfkk7HN4Pw6dCUKJgSN6PzkcXb2JDi2nsgLVAwDIhicwEOk6BojZ/jU+36WGJbuWoIuVOpIu/4433lmGgOmLMXtU24c0AGjxdf4IDpwla8uHsn5V72N1LWv0Hj5EaV7U8vhOcR+qCADwM5E3/TlZGYiLiZQU+yNCgxB/O5Js+0JgoK+HHj16SFZ9nOlv27atlOXnDb9oIgLyiEBVAGAWAQDLj0ZiNfnPPw7f5vK4D3vY483ezvIYhkL6EACAQsIq9055o5pBVs9hSbk4Q9aCIfFkM0iAQC65KnkTM8CNSgS6kTVwe0cjWBAYoE7lA6oAeHKpQHR0NC5cuCBpBzAzgP9sbmVLugHe8KRSAdYOcHD1JFcBIxIfZicExfLwOON/JiINT/hYEu1fA7+QAGBYWj4m93WDub6W3OdO2R3mkZ3tsq8+wu2Qy/j111+ld6VoD0ZAAADijlBKBNiaIzs7G7dv35YejIcOHcIlQk7ZT1ZLRx/tu/VBQI/+0sNST99QZbL9SgnW3ZOqMgBQWpiDtORcaGiX4NhPq7A7xhbTPn4V3kTdU3wj66G0OFw/ewSrl6zC3/kWWLhqA0b5mNyjtlcUJWP7kv9h63UdvP7KIFTcOoIffryCQR99gYnDWkMe1dCqBwBURp7EKA+twHOf7MfbK37Ey/4GCNm/Hl//noYP506Gv7WeXKcomTIfUVFRcumTFXvZoUGRTRUAgEqLvtzsLEmx/3bkLdy8fgVBF88QpT8b2poaMCQNjG7duqFz586Ser8N1fYbGBiITb8ib45m3PfDJQBBtAGbvisEYRmFj4yKD6m7Lx7jCyezhnj212+CBABQv7gp8yguQckh1kk8aQUEUZnAadINCEktQAmBAS2JadKGbAU7ORlRNtsQlvqaMCLdAGWLCPJzncGA1NRU3Lp1SxIQZNeqrKxsFNH1cFENJ7nadupJa10vmJJuAAsJtlSAdsD+4ET8cysFb1LGX4dYO0uOh8OLvqNjOzpQCas8VkDKvDv+e+5Lp49h4ex3ab33EmbOnAkdnaZfhlrXGRAAQF0jJj4vUwRYsZ0fhFzXzxZ+rOKemJQMd19/sldpjw7d+sHNxw/GpuYynacpHswAwKqvZ2LlimUYNmyY3C5RHiKAyVf/xGeTViDPSR8Faq54f/Z0dCNF34YggJblRGH79v1IKwCyruzEsiA1LF//cxUAoBxpV37DcxOXo/u0FZg10hfIuIl548ZhT3E/bNnyCdz1ZRfrUV0AgGosIw5iyCtz0HHKWswdYIBt3y1BqvsYTBzTAdr/sWYsxq2T+7Dr3+soIEHLmpqGth0GjX1asnKq2niRw7ac8mjs2evv7y+PrmrsQ1kAAC8OczIzpDr+m0FXEBZy7c7Gn/5cWlKE9u3bw9PTU8pcMLWfwRBRw6jQW0F0XiUCD4sAMji/+Eg4Nl5MqFHcVpMysB/0csTLXe0pG9sQT//6TZkAAOoXN1U6qpTK0xIy8nGZgKlzt7NxPT4bwQQIsG6Ar6Uu/AkI6GCrDy8bAxjqcCmUaoyeAYHQ0FAJDOB1MGsHsM2gvbObxAzwaRsAH/8A2Dq5QlfPQC7MAHZg+CMwDhduZ2JyL1eEJmZjd3ASnmlrg87OZioTG3nNUGF+HhYT9T8u7Bp+3LRJ4WsIeY27ofsRAEBDR7wZnY/9VPlhl5aWJnmpck3/4cOHkZaegXxSfdcipDOgJylTt+8CJzdvqvM3g6Zm06MiyWvKGQDYue57rF61Ah07dpRXt5AHAHD79Fa89c5q2Ax6BuPeGouOzhb4z75SbiN+sKOKYmKSpBTCzNwAFzZNxYs/RmPR6k33AYCyXBxf/hE+XHUbs3/dgJG+JkBZBnZ9PB4f/ZWLuVu3YIyv7DVwqgwAIO8mZox5G/E9ZmJqj0xs+yMZz898A77mWtUIAFINZmw4bt5ORekjBC1aqunDxdsTlgYN6+sr79uIy49mzZqFg0dPYvZ36yWaprxbGT0LWak/myj9qUkJiIsKQ9DlswgLDkRxUQEqSkn9mhao/L2upPa7urrCxMREsi1SJfEoecdG9KeaEajOBeAGbbLe33kDkdWwAHh/5Weli4UjveForrrZf462AABU856rz6jYZrmguBQpZDEYTraCl4kZcC42G4lUOqBBD1Vdshjs5WAglQm4WujBRFdd0g2o1G2qzznlcQyzYDkhxq4CN27ckICAo0ePknZACtBKHZraupJ2QJsOXaVSAQPSDdDS1pbKBeraioglsf3SbYSm5mFSDxdsuxxLQtWleKOLE5VONG4Nn4djwcD6pdNHqfZ/Cl54dgw+//xzwZKr4YYRAEBdv0ni84+MAHuz84afqf2c3ecHG/9mCz8jEvJzdPOSMvztOveiP3P9kzEtbtXkgnI29alhAOD3DYuweuUKdOjQQW6XKw8AoLyshGqpS9GSlMY11Gk+5Ta6unRUguNrPvgPAFBRkIJNM9/E/D/NsfbYYnS3ZSpYAU6tno4Xlp7B20t/w9S+jg/VwdflvHc+q9IAQEUG1r83Dj/HuqCrqyY8R72G57u7NhhIU/doNtwRDFQuW7YMGzZvlxsAwIuQ/NwcZKanIpY2+xGh15EYG43Ai6eRcDsKhoYG8PL0goWFuVS/36VLF7i7u9P/k1o01fG3bKl8leuGmwFxJlWMQHUAALMAlv8TgRVn4v4zZC2iYU/qZodxvZxVPqMoAABVvONkHxODAWW0sWYXptD4LFwiIOByXA5uJechhdyZXA010YEYa23tDCSLQTsTHWhVca+QfQT166HSZjCL7ARZAJs1sLg0NoSYAmFh4XAhJwEvv46UKPNCm45dyfbaAdq6erVeN+cWluDns9HIpDXaAA8L7Lgah452RhjVzo7eNcpZrdUvUo8/inVzVv3vE0QGncfWrVul96to1UdAAADizqhXBCofWEyfZfXTWPJD5QfXP//8g/DwcGRl5yCeLFIMjc3hF9ANrp6tpRonWwcXySZFZLTqHvb9O37GwV/XY80Pq1QOAKj71SjiiBoAgPwkLJ/2KhYdsMePxxahWyUAsGYGnv32OF5auA1zhnlCVpM0lQYAUIwDS97DC18cw5AJc/G/6aNIUVnWK5Z9DstLCpFVUAJ9Uqxn8TBlNAYAli9fjvU/b6szAMA+w2zJV1xUiNycbNLBSKQNfiRCicbPCv1FhfnIz85EXk6WpGXQv39/yZaPqf2VGX59smfkDb9oIgKqFIHqAAAWAAyOy8aHO4MRkVn0wHDbWOjg+9E+cFTh2v/KAQsAQJXuNMWNhUUE2UEgiuoDQ1lIMCIDlxPzyG6gHEbEDLA31kIPJ0O0sTMkMEAbulQLr8YWg4obUq16ZnYAgwGspcOuAleuXJHW1qmpaTAytyI2gKkEBDA7wI5KB1gnS11Ds8b3SEZeEdaciIAOXZu6eitEkOXi292c4Wx+R/+H48QaC8yKUFXnjtoEjvclJ4/sxdIvpmHC+HGYMWMGtIk1IZoAAMQ9IGMEOLufm5uLpKQkSeGU65i4np8z/Pz/OvQQ0jc0IQ9US6mGyYPq+m0dXelhZQx1ovaLTb9sE7Bj0wqc2Lcda9f8IACAakNZdwDgxSWnMGHpTkzp4yCzXoGqAwB//zALU3YV4dvvP0Efd3NQuW6DtpL8NFw5fQoxmZVWYiTemEh6ILlmmP7WK3A0Uo6CfW0BAMmthDb6vJnPo+x+PGXyecOfRl7DbM13K/gqsqmmX58U+h3s7KTfLNbHbB03NzfY0d8ZGhpKGX41NcF6atCbT5yszhGoDgDgTtimbRk5Amw4H4/iuyVCTLWe2tsRL3SxlzzaVb0JAEDVZ0j+42PNgPy7pQKBMVk4FpWFWNIQSMwuRgmdLsBGj9gBRvAmZoArCQqa6GmilZJA6apXz+tuthlkZm1QUJCkncXsgNi4eEk/i1kBfgHdpQSbu7cfzKiETUtb5wF2QHJ2IZYevSX9XRoJKfZ2NsGItrZS9j8ttwi3KQ7sEmBjoI0ublSKq1b3MgP5z1jde0xPScJ3n05GWV4a1q9fL1njKtpdoe6jVJ0jBANAdeZCJUbCi1xGH/mhw7WxjELy5p6z+lyjFBMTI/mb3r4di4yMTKpN8oCrV2sSMHEnmpIv7Ei4xJio/vwAEk2+Efht43IJAFi3do0AAOoAAKAoDds+mYA5v1XguwNrMdidROsqcnF08VS8+3M0Zm/Ygv9r0wQ1AMgWsZCof1ROiLQbf2Pugr1o/+ZUvNLDCeoNvPnn6cqKOYn3Ro/GbyH50LgnEKaDrq99jvVzX4O1vnIYCZUAwNoff8FH81fCyMScaKQEdmZlSjR+rtvPSE1C0KWzyMpII2u+TCmzn0D2fPybN/Sszs9ZfVbm582+j4+PlPEX2X35PgNFbw0XgZoAAB7BrYRsTNxxXwugLdX+L6Daf2cVr/2vjJ4AABruPlLVM5WUlSMhvQDBxAwIInvBs5EZCCNWiyGVBDiTxaAnORh1dTSEt+0dEUG2GFS2bgDHktfmGRkZUgKORQSvXr0q6WsxO8CGEm5W9k7w69gNXiQoaOPoQhlwXcQSyDH/8E2U0vrejNwRxvrbSiyHQPoexxIbIIVYErp03X1dzdDTw5xAvMYHAJTQfuWPzT/gjx9X4OOZH2H8+PHEdlDOmkJV7/mHxyUAgMYyUwoaJz9M8vOJpko/mZmZEpU/ISFB2vAHkoc4P1wYCNAmNdKKFq2gQZl8N0IZfdt1gg3R+c2tbCSlUk0tbaiJL5uCZulOtwwAnD6wQwIA6qOMzvVxebQhLCRBmKpt47l47LmejMUjPKSauMrGyKkeKepqEmWscbRiHF31Pl7+ORaLfqgiAlhBtkG/LsDLc/bi6fkbMXOYF1oWJmD9lLewIcIXq7d8AV9j2W1wVI0BUJYZge8W/IJWZPMXefoKLAa9ig+e6wE9DeVk6CQA4NV58Bk/HSM72NzVXGgBbUMzWJkZKr0E4It539BzrbNE3S+nzGYZUfsZEOV6fR0tLVQQKKClpSkJ83Xt2lVS5be3t5fq9lmdn22GNDU1pew+qy7fpsUlC1GJJiLQGCOw61oSfruSiH4epnits90Dl8D398aT0ThKWVQu3RnkbkJ2YrYKz5ha6WnAnqjasmZmBQDQGO9IxYyZ10UskpeRT3a5JJJ3joCAs7E5yKBNcQ6xXQy11dCddAP8iR3gQaCAtaEWdDSZwaWY8dSlVwavuQSXWbnXr1/HX3/9Ja3bc/NoPZ+dCxMqF+jWbwjUXQJwMO2OMKc+bfS51KGwtAyaBMRbGWiRFbABXKgcwJRYD41nvfdgpEICL+Kbj95Gx7atsXLlSpibCyexx91LAgB4XISa2L8zlYh9uvmHM/tcW8SbfqYXcXafKf0MBljZOUp1+2aW1rC0tSc6fztY2tgRvd9C2vCL1vARYADg2skDWL9urVQ/XNfGi7a/byTjt8sJDxwaRah3fE4x/Mk6R6fK5tBMVwPjutnD2VK/rqdSwueJnp17G+umv45Z/+Tj06Ub8E5fD8o081uavHgTzmPymx8g1HwMVs5/DbrRhzB5+hr4jJuDT1/oAnmQz1ULAKhAbvRpjHv1FRxJd8MHH07HW2N6wlRHdqCjvpMrAQCvL0LfOQvxcncHmUUX6zuOh49jxtOxY8ckymBlMzY2ljb0Rka06KOafc7s8yaff5jG/7hypjyiWX53KAw/XkmS1zBFPyICzT4CL/tb4sOBbtAlYFqWJgAAWaLXtI9lQIBF8yKTc3GKSgVCE3JwLiYbyQWl8DTRgi/ZCralcoEuTkZwIL0LNRWyu+R3Ga/tWY+LSwV4fX/6zBmUtB4G454vSBPXktZDDjot0NbRHL7WRpT00W3Udf98TQV5uVj4yfu4FXhWeo+zba7Q1Xn891QAAI+PUaP4BH/xS0pIjIqy9bzJZ3uR9PR0JJIQX0pKimQ1cuLECUmdn4X70IKygC0JBSwsol9qcCSbEabw2xJlyJRQQzPK7OsbGEmZfbbmayFEqpR+HzAAEHLubwkAcHBwqNd4QsjGaequELKDKXjk8Vz6NoQyP/NGeElot2q3ApzcugLr9l9APInmpNClmdk6wNrJE6Nen4hhbSzRqqIEcddPY+eW3WQTlAItU3t0fmI4hvRpBwvKKsmjqRYAQFTBolwJ1CtUN4aTrSW01ZWT+a+MrQQAvLYA7SZORW9XPdIg0ISZjS0sTQwoiyiPGah/H/zs5GdmZeNMPm/ymUJYnxpCFlS6FJVOdZX3+6z/6MSRzTECavTONdEnvQglbTD23kjBrqAU9HIxxosdrP8zBay2fiQ0DcYkptaBqNINQY+2peyrC1m5qckoYCIAgOb4jar7NXPSJJfA3CSyGLxB4pcnI9JxLTkfBeQywGKB9mSB29PFCB2cjIkZoAkjKhVQFQ0MfqdxCW8caQX8HpiGc9nayE8IQ/zZv5AdfhlW5EDTrc8geFKpAGt16RkYSuv9+rzv6h5Z+R1RTPuZ/Tt/xrY13+PDyZPwzjvvCOG/WoZXAAC1DJQqfYwz9CzGx5T91FSymaIMPtvs8f/zDyOArB7KNUIMCKipa0hCIZzNZ0E+9hO1c3Ij0RBv2uxbSjX7Onr6je6Lr0pz0hBj2bD4S9wOvoCNGzfUGwDgF9rivyOwnmj/RVQDV1Mz0myFRSO90N3DrCEurUmcQ9UAAFULam7SVXwxZT7yHL2hX5GD1LAIpGg44rm3JmBEN1doybiob8jr5e8RN1mpyA05ZnEuEQGue2bKfm0W+Y/SAKiMZALVDzNAbEh1xY2pCQCgMc2W6oyV1fJTsgpx9XYWztzOxq3EXFxJIpCX/t6fdDDYTaCjvQFaE0vAjMCBhgBTebkQAAAgAElEQVTFahOdTHIB4Lr+7IxUqUSAGW9cMsAC3tk5uXAnwW7W8vLwaYvW5CzArF8NchVQ9caJz8unj1H2fxK6de6ItWvXSqw90WoXAbkCANmElAXTF4LFJNrYNAbacO2CpMhPVQruMVrH9fj8mzP0vMHPzs6WfjiTzxR93uiz+ifX/PBnSqj+h+5/5BUUSJ9rpaZOGSsNeLT2h429M8wsrGBkag592vDzn6VafbLE0NLSoc+qelZXkVFvnH1/+u4LqMjPwObNm+sNAPCVh5HozcTfyMaJapSra0yaH+FthllD3GFEZQCi1S4CAgB4dJzKSwsQH5OAFgbmsDbVIVHAK1gwfTJ25nXH1jWz0Y60CpTReC+fQCrJJaQSbUOLtpoyOJKGBvkoX6dM0KXIdDzZ1hqOjUT0TBlxFedUvQhsOBOLVrRo6OdlDkvKWKo/gl1QGwBA9a6wdiMSAEDt4iQ+VXMEWEspgzRebqXmIzg2C6eis8herxCaxGYzICZAGyqp7O5sBC+qrzfRVYcuAWWsuq8KjRODnCwMCwvDtWvXcIbKBBgMKCBGsKauAcyt7dChW1+4ebUhdoAz2QwaQYN0cGoDHDbk9UWHh2LhrPegVlGEVatWoVOnTg15+kZ/LrkCAI0+Ggq6AM7Y8xeOfzM9nzfwvGHnL18Bbd55s8+qnvyb6fpxcXHSl7JSkb9VKzVS9nQkZX2q1dHQgraOrvRlNCe7D87sm5DtnqGxibTRZz9QRu5aEn21Jb3cWxLVX9D3FTSxDdztR28+A7XSPGzZskUmAKCI6Mlr/43CohO3q70CC8rmfDXUHb09zVTugd/AIa/T6QQAUKdwoaI4B/uWT8PLX8Vg1cF1GNP+vzTjuvVYv0/nk9DTiz9dlbyif365LXzIBurhVkCfCbydib1ByTgSngFjArm/HeUNL1KIFk1EoLFE4JO9N4kOnARPUjkf4WeJAcTwsiIv9OoylQIAaCyzKsapzAgwMFxKoBq/RyIpuXKJ2AEX4nJIUJAsBvNKYE66Ox3sDNDR0UhyFnAg8FufymZUpbGQICceWfz78uXLOHLkCG7R3iQyMkpy/HKkPUbbjt0psdiOWAK+0r6DSwWU3djy74cFnyL06hks/PZbDB8+XKj+13FSBADwmIBxhr7qD2/K+QvDv3kzX1lnwxt83sTz3zEtn+tJIyIi6EsUKW3y+XP8m4mjBQVFhLQVSPX4LVu2kjboapS9t3VwJqE9eylrz/U4+obGlLXXl+j5/PfaOnrS5p8t9tSpRpWz/aI1nwgwAKBeli8BAKw+LksLIWGbKb/fwE3a9FRtrUja9klPE8wd7kkOAKrzkpLlWhvqWAEAPDrSxfk5pKrcEkYGukSdJ9ZkcTb+XDoFr/4vAWvInvFpf6uGmqoHzpNHC7en115CRFo+do5rjzbWd9hr/IzPo1rPYMr4syL6qShySSGxTG6ulD1dNNpHAABKmTFx0vpGgAGAXy7dEYHVpJIbH0s9DCO2V3WMAAEA1DfK4rjmHAEGBLILihFLDMsbVB7AwPEJEhEspPeMCTkK2Blroyu5CvhRqYATiQgyM4CZOKrgKsDzxnsZ3sPw/oUBAWYHsH5YWUULGBibwZpsBtsGdJfKBlgsnPco6mSF24J1xRqoZWekYwvV/B/ftwOT3puI999/X9T91yP2zRYAqBTM4809b9Z5sccbdN7AM72e6fb8b5ytrxTV46w9/5mRMv5MUFCQRM9n6j4fz791KQOvrUsiNbShp909lwbRl4MFpdSkjbuTu5dUc8+bfP7i8CafN/W8ya+00lOjz3IGn49hJUuRwa/Hnd0ED2EAQF+9HFu3bpU8xmVpxcQCWH4sEmvPxqGYqM+VzZyy/19z9p8ooqLVLQICAHhUvMpx5pf5mL67AN98ORldnA2RGX0ZC2d8iH1aQ7B14WR4mSknq1AdAMAq0NfJG/qvoCT8HZ6JFLKIKr1b9y8AgLp9L8SnVScCVQGAylHpks2rGzECRvlZoKerKamCa0tUZQEAqM68iZE0zgiwVgyzx1Jzi6hMIBtnyVXgBgnDJpOoYBEtu7zoe9eZmAG+xCRzJWaAOZWgqStbEbdKqCuZyywizpoBe/bsQQQlNVNT05CWngF7F0+06dCFXML8JSFxUyo11qL9jCJLBfJzc/D7z6uxZ+s6vPryi5g2bZrkziNa3SOg8gAAb6z5h1vlb/4zb84r/5833vz/nJnnTTr/men0vHnnxrT6Svo9+9rzRp838LyZ52P5GG55RNEvyC+QsvM3b96SbuI7qNwd0RzelHsSDYY36kYmpvRbhzb8VFdP/8+beP7NdHxjM3Pp33QICNAkqj5v/Lk+n3+LpvoRqHqf1X60d+7Tu7dqHQ67f38/7qBZbz8LM1KFZgDAwEB26nFUSh7GbwtCJNWtVbaRlA2aPdSDvG9F9v9x8/HwvwsA4FERq8DN41sxf9N+ZJdp0iZDBwXlGjA1sEG/556nchNLpTkBVAUAtlAJQAsSSvudMv4nIjIQn1tS7UW5EANAKgG4yxao673SJD9P70pWrleVTNajYswL8/IqgE6TnI9qLuqz/bfw6+XEai+XxQHbkpDZYC8zDPa1xK9UKrDkWBT+j0pzvqB3QlNqQgOgKc1m47kWfu4kZhIzgLTSrrO9ILHKbpAjkwZ999wIAPckRk5XBwN4kYigJTlesMisqggJcpR5v5SUlCTZDJ4/fx6XLl2SSgb4uthJwILcl9qQiKC3XwfYObtRVl5X2jfJCxDIy8nGH5vX0OZ/LUYMH4pPP/1UsuiVV/+N506Sz0gbHADgzblkQ3f3ZmKEqZJWzxvySmo9i95x48165QadRSsqrZp4U88bfM7kBwcHS3Z3Ven5lTR9rou/s6FrQWr46nRM7j3KPd80rJDfgr5kDi4esCThC6bW8yaeRfIqbfCY3sKZfc7G84afaftMv+caeylLL2Xrqeae/r6xtfLyMpRSDO/ngOt5BVwaIQkZltazgzuH8XiK7t4H9eqImRz5eeAHRX1aaWkJcnOyUMHqinVoEpOEzllUmF+Ho4Cc7CzkZGXU6phTR/ahS0B7bNq0CXp6sgum8UN7xdEILDkZK53fjOhp3wz3QE+qC1Wll06tgqMCHxIAwKMnobSY9E7oO5KWnglmoLTUpkWOGWmX6GqTJaDyJrAqANCdaJlhBIilPZTxf3h0+mSp2I0+a0zfGdHuRKAVvR/f6ecCC8piqXo7FpqCw9eTVX2Ych/f+fhchFcBfKs7gS7d2y6UjdSmL+U5qmUWAIDcp0F0KCKAIhIRzCooQSx9Hy9GZeBfEhFMIWYAv490NNQQYKuHALIXdCdQgO0v9bRUR0SQp4/3Xrw3Y6thBgT+/fdfqVwgl5Ko2Tl5d0oFOnWHm7efxA4wJtazDgmR8z6qPu1O5v8H7N7yA54eOQIzZ86USmHF5r8+0bxzjFwBAN6Qc107N964c008I0a8cWebOr5heGPO3pTcePPPN1Al/Z4/zxsp/vyNGzcee1Wcdbd3dpcy77xJZ3s73oyzbz1T6nmTLqFQ9Lli2lQyNZ9vPqaocDaeBfL473jzLs/Gm9hsuobi4vuZVXn1n0sbxshbwfLqTtq0F+TlytyfNIf5uVKcZWkltAHn+h6OYX0ajyMtORFJ8dUL3NWnT3kcY2xMD3J3dxJorJ1uAz/UmNakRQySysbe5MOfegojR4yQ2z17k5DoCduDEJtdhGGU+fmcMj2qJFAjj9g3VB8CAGioSMv3PFUBgLak3HyTxJsKqpTFVHc2XaJpcrbUgBZlot2JAGerZgx2Jz/s+8+susSmMCkYm3efgXu/Uejhaoz6LRNrd8YDtPn/M7D6THjtemicn7pOHua36Vn/qMZYnDMxXLSoNjmY6MoCAGiccy1G3bgiwIBAZHIulQlkIyienGbIZjCWXAasyYmpPYHNviRO29XJCE7kPMPWm6rWeK/H2gFcGv3PP/9IIufMEmAdNBfP1lL5MwMBAT36w4b0zrj8ubab98y0FPy2cQUO/L4Zo0eNuJf5V7UYNLbxyA0A4M38999/L/kwcuONfmWmn3/zpp439/JsXGfPYnlSBp6z8rRB4huKs/Kc7b/XKL1dUlJc702ltLihc+hT9l9d/fFfPN6EFtM112UTyy9dBjG4/v9Rja8jOzO9VmHkWPCGs7ZfskcuCpgtQayI+qJ3Vft2c3ODi4uLTH3x5tjQ0LBWcXj4QxwPCwsL6Xrq2vj6+by13chX9s+bd/YnrUv8ePNfdYw8bl1dcoKge5v9nC9FZpDSLHnQytA4E/tXaBqCaGE4zN0YfqRW+7hkbFsHI3hY6f/X0qYiH6d+Xo5tN4zx7rSX4GakhuyIE/hu+TH0ency+rvIXrYgw6Uq/FABACg8xAo5QVUAYO2zrendVYadVxJxiSia6QVktVoNPcrJQIOcMjzgTt8D0e5EgKn/DB4yEFD3VoGsazsx/O0lGDJnI6YPcIZ8YfkHR8SCXFyb29za14cjpPKW6hqLAjoaaeEJD1MMbm2BvTdSseJEjHIAgPJSZCTGIbNCD/Y2plCjW6qsKBdx8RkwsCR7Y9KqkaWJEgBZotd4jy1IC8UPn83ClvNVE0RacPXri6fGPIk+ndrA0kj7sWsgRUaACcusQZNMgrM3k6hMgErRzifk0t+VSmKBFnoa6O5ogHakHeBMIoJG9MzVIlcaVWqc7OWEMOulcTKXLQb/+usvSgwXoiVpoqlraKM1aQd4UamAo6sXOQvYSCXTGpS8rdrKCVSIi4nAL2sX4/yxA3jpxRcwdepUWFlZyWVfo0oxU8ZY5AYA8Ob+7Nmz2L59uzKuQ+Hn1NbWhre3N4EAilnw8caQs8S8wZNX480j9ykPhgOPj+vOefMpa7ujrVCfReL9MyvzeFnPLWv8+HhevK4mEb+/b94plZGlSUI1BASU0IsnJf/xJRwf9XfCC52oXOY/HtIVSL1xCNMnfwfrlz7H1CGW2D5vDs4YDcXCj56Bibpscy7LNTbEsQIAaIgoy/8cD4gAvtEeramuP6+oFGfD07CbbP9OEjUzi9wAqjbhAiDveWhYAEDeo28s/VUnAsjlN65kBci1/0NbW8KJrMq4BEypIoAl2Ti+9gt8eYyAtu8+RkfLVgg59BM+W3sLb8+bgX4EUsjSBAAgS/Qa77FZ0ccwdfAo7Gjlg1G92sNAsxVKyY428soZnLuVj75vfYYF056Hg4Hs61x5RInBgHL6TwaLCFI5zonoTISTdtM1Ym4WllZIIoLtyFHAn0QE/Wz0ydKTyunqBcDKY7TV91FpZ87Mb2aCnzp1ChcuXEB4eASuB1+ncmsNtG7fWSrDZmcBdyoZMLW0lpJfV8+dxJYfvkNCdBg+/GAyxo8fLyXSRJNPBOQGAMhnOKIXEQERgdpEgF8KKVlFyCakWNbGL5kSAgFY5Ty7+PEsHRd66dgQRbQ6IKS8OAtHN36NL/dkYkRvG/x9IgtTvv0YvdxkW7DJeo0NcbwAABoiyvI/R802gEBGXhEuk3LzLhJEO08LsHSq2WRGgAAA5D0P9wGAwZ+twzsBBsjIzIeWnhFMTQyg8R+wUd7nbx79VQUAtKiMxYH0Gob6mKE/ub44E7VYo4oCuVIBAFIlKkoNxGdvzkJapwn4aLQx1n69Bpr938SUZ7uQG45sBSICAGge9/vDV8kAwJTBI3Gi2wwc+O4DONI6pry0EMmhx/HZxPew5aYlFmxajzcGuEEV8xUllKjJyCtGOFnWhhJD7TSxQFlEsAUt4kypVMCJHDz6uBjDx84Q5sQUYItBNWUK7FRzm1W6qyUnJ0vaAazhduDAAdy6dUsCAzR19SXLcyMTM0SHhcBIXxtTpkzB008/DR0dIaQuz2+uAADkGU3Rl4hAs48AsQkSAzFnwttYfy4LYz5eiW/G96IFW9PO/vO0CwCgcd78NQEAlVfDYFsO0S/PhadjFzECzlNtpolWK3z/tA+8KPMimjwicBcAGL8AbZ56HhrBf2LrwWA4dXkS7344FWN6ekBTtj2fPAbZ6PtgAOA3Km9xoYz/IMqiD/ezlBw5qm78Ky9SuQAAjaKiFIF/rsTUxX/DzkELqZrdsXDem3AzJvBZxpkQAICMAWykh1cHAEiXUpGH3+e9gRfmnsfEpT9izuvdoMN1JyraOGlTSqzrwpJyRKXkIpAtBum9FE3AQCI512gRQNbBRg8dSETQmxg9XCpgTICAqrVK9zZ2aWOrwdDQUBw6dAhRUVGSS5uDgwMmT54MX19fubCPVe36lT0eAQAoewbE+UUEmlQEypEdfRafvPc5/o7JRPsxs/Ddh0Nhqq1aNWqKCLkAABQRVcX3+TgAoHIELAWQTdmXs6TYHEhUzKc72MKFFJpFk0cE7gAAT46djgK7AIwa0hcuJqU4unMLzrfsitXLPkcnOz2ZN37yGGlj7mPtv9EoIo2LAZTxd6WNgdojmBVKBwAo0IVUs/3NpFex+GAuJq38CbNH+8slMysAgMZ8F9d/7I8FAL66iikrNuHjlwIkF4zG1LhsLS69ANepPCCYRAS5dC2ZRASNSajWiVib7alEoAOVC7ha6kuOAhp0fapQzvpwjBkU4HIBBgW49NrExKQxTUOjGqsAABrVdInBigiodgTKCtOxf+UC/HTTDP/XowUWrz6Lt79fiLEd7Jr84l0AAKp9b9Y0utoCAJXHs398PmlwaFKW5b86GI0zBsof9R0AYNjr36Lr5MWYPaYDDNQrEHJwFV6cuhPPL1iNd58gF5XGtSZXflgfGgELiTElWEv98YCs8gGACsSc24Hp834kAbQ8qLd5Dos/fQUO+rLXZwsAQOVuzQYZUHUAQFlJHuIC/8EXH0zDXwX+WLl+EZ5sQ1bgDTIi+Z+E30+F5CiQlleCW4k5uECJmEtk/5lGFoMFVOFpTUyAns6GaGNnBBczbVgaaKmciKD8oyJ6rC4CcgUAWEwskzIkLEJhRPUoookIiAjILwK/XEpAOKn+P0VCTW0IzVW9Vo7b53/HrK/3od/k2Rjj1wI/fzETB4p6Ycn/xsNOp7G+UmsXaQEA1C5OqvapugIAqjb+pjGe6kUAM8IO4t1Rc+AyYyk+fr49tEUZQINNt7IBgIqCOKz4eAbOmT+LKX0K8MXnv6Dn5K/w1hNeYMcCWZoAAGSJXuM9thIA2NnKl0QA20Gf1PNLC6mO/tS/iDPwx6Rps/HSk/4ya0yoWoSSswpxKykXV+NzSNMmE1cT8yTNJ1fSDPC21kMXe0O0pnI2G1Md8FdLVmYAlyjUVeebHakyiLFgoq8hgPUGuoHkCgDw5H13JBxWtPl/Z4Brk8/4NdAcidOICEgRGLf1Go6FpWPBCC+MpNpNlWulGdi3/Hv8g86YMWEIzCiDlxa0H7OXHEDvibMw1t9Sod7eyo6HAACUPQP1O78AAOoXN/keVT0AkHJ9N8aPW4Zec1fgXRUV5pJvHFSnN2UCABVlebi0Yym+2pWDqV/PQIB5MfYv/wJLTmvhi+9mogtZoMnSBAAgS/Qa77GVAMDmNH14OliRrgiVLKamIE/dHuM+nYf3nukOY3IGaKqNRQSzScg2ngSkg2IzcTQiE9EZhWSTXkbW6S3RhsqCOjsZwdvGALaGWmTryiKCdUNd2WL1anQGuYnowYL6qC1UdzU2C1N3hWJyD3sMbmOlcm4GTfGekCsAkJpdhFm7Q2BHHsmzh3vXGQFqigEW1yQiIK8IqDwAIK8LbaT9CACgcU6cAABUYd7uagC88DlsRkzBvPeegYsBbfpWf45Zv2fgmx+Wkj+9Ua0Xk6pwRY19DOdI5+JUZKbENusvo+1eXWNRXpiJf/ftQaplZ4zs5k5ZSXKoiQ3Crj3n4dx/BHp4mNW1ywc+LwAAmcLXaA/+TwmAQQUizh3CNx9+iP2FHbB442KMIPp/3ba8jTYcKC0j1iYJB7KIIIvbXr6dhYjMIhgSCNLBVp+AAH10tjeAB1njGurUjtUdn1mIyduD4GGpi/f7usCcnEZq01b+HYEfzsVh+RhfdHUxEfvH2gRNxs8oHQBgGgqXDNQWJZLxesXhIgIqFQGmPVWnwFzdIAUAoFJT95/BCABAteenptEJAEAV5o0BgN/xf+OWQ9/OArkZicjKL6Ra1goEvDAL894dChON5rIsV4X5aNpjEABA057fmq6uOg2AivJCBO9Zipcmr4L96M+xcu7zsGni5YrVxSeP9EGSSScgkgCB8xHpOBNLtrf5JSS62QKmRMvvTIBAgLOxJB5qpK0u6Qa0rIbnfzw0BZP+CAVrETxFFqOT+jrDXJ+YAI/Y5OWSnfWrPwfCgJ7xX4/whiUxB0RTfASUBgCUllVIAhVJWQXo6m4uCSqJJiLQ3CLwy7lYeJOSuDfVXz0OCBAAgGrfHQIAUO35qWl0DMKtPnUbqVTC9lZ3e9iIxYdSJrIg/gp+3HkdnQd3RfzpXdh3JhXt+w3BkEEBsNavXRZJKQMXJ210ERAAQKObMrkMuCYXgNKM65j9fy9hY5oH1v20HEO8TZsNC+DhwFZaDLJg6M2EHJwgFlBoci5CkvKQRfR+Z0NNBFAJjjexAtoTKGBlpP2AiOCiQ2FYcz4exbTH0yJBgUGepnivtxOcyIqwpnb6Vipm7r2FMf5WeLuXk6D/y+Vuf3wnDQ4AsDpldGo+9gQm4khYBvzMtfHJU96SLYVoIgLNLQKj1l5EDqGsvVyM8JSfFdGm9KCtoVYtWioAANW+OwQAoNrzI0YnIiAiICLAERAAQPO8D2q0AUQhDi39EM9+egDPz/sBX7/RlwQCRVKS75JyQgQyCRwPJ2ZASEIuzlN9fyCBASWlFbAkRwFrIy30cjKEHwkJ6hArYMbuUFyKywHb5nLjzH8fF2PMHOhKIIDOfwQGi2hP+N2RCBy+mYalT3vDx86wed6cSrjqBgMAWHwijFCkQzdS8GdwCuJyiiWEaLi7MeaO9BEAgBImX5xS+REYseYigsm3VZ3KYCx11TGIai2f8DGHDzECHrZqEgCA8ufrUSMQAIBqz48YnYiAiICIgAAAmu89UDMAACQH78PE0a8g0O1NbP9hFtpa15yxbq4RZM2AgpJyJGQWIDAmC6foJyajAAmk/9ayZUs46KkjlEQFs4rKHggRl3n3InHBGQNd4ELigFWrAWIIWPhwRzAMSHBw1XN+j2XCNtfYK+K6FQ4AML0yMiUPe68l4fCtNERkFKGMOSZ3mwAAFDGtos/GEoFKAKByvPSchB3VW/V2NcFTJEYjlQaQCiujqAIAUO1ZFQCAas+PGJ2IgIiAiIAAAJrvPZATfw5zXngZx1q/jZ1fvQN7EiyvbCU5cfhxzntY8Ecupm9ci9d7ODTfQNXyyjl7n0iif0FUKhBEFoOHQlMRnV1c49H9XO8wARzvMgGYXXAgKBlTiTXw+SAXjAmwq+WZxcfkEQGFAQDTh3ggPDmPMv7J+CskDbGEEBVRxv/hJgAAeUyj6KOxRuBhAKDyOpgRYE1AAD8whxIQ4Gmlj/cIJVVpG8DGOglyGrcAAOQUSNGNiICIgIiAAiMgSgAUGFwV7rq8tBBpiYnIVzeEjbmRxLy81yrKkJuegpSsYhhZWsGY7MxFq10EKmgjz0DAJ+QCdywmu8aD1CjeXR0MMJk0AVoT1b+IEsRf7buJ4xEZWPeCH9ypBFa0houAQgAANboZXGkiDxAaFEV+kyQGWWNzM9YiSxdTKcspWvURGE3CGC6mOioTnr+pVuci2YWIJnsEdlxNQlpezYgpn8GO6qwGkpDKiegs3CL9jAUjvDDSz1L2k4se5BoBAQDINZyiMxEBEQERAYVEQAAACgmr6LQZRyCEWACs5J9G4oGPax2s9SQmgIGOGl7dEoRuBArMoqSx0IJ7XOTk++8KAQBCKfNP7j1IKShBFbZ/tSPXVmtJlhJqzVZxszbT+c1Ib3Sh+pl6tYos/Dl/FlaH6OLjuZ8Q+iY7wrb0WBR2XE6o13DEQQ9GIJkEAEuqYcZU/RSD1OY66sij2qtcUmEVAIBq3kUCAFDNeRGjEhEQERARqBoBAQCI+0FEQL4R2HEhDjP3h9W459MkRwA9EgnUVqcf+t3N0RCGai2w43oqpvR1wrC21o+0CpTvaEVvHAGFAACmWq3Q29MMe6i24yRlLXNp41JT62mnj3d6OUrqkaJVHwEHc11CxtTrF57yZKx5eSQ+CTHAyp+2YKS3yQMCHPXpNJFEP9Jzi+pzqDjmoQh8sPsmItILaoyLHtlj9nI2wkgqA1hL1irnSHRFAACqeRsJAEA150WMSkRAREBEQAAA4h4QEVBMBLiWf8qv1/FnaNq9E1hSdt/OQBNWZKtrRCxWR/rtSoxvK3INMKH/VyPW90dU+5+YU4TVY31hSXaCojVsBOQKACTQxnDa78HwJIGHWcO9aJNYjMsxmfidaM6XSCAig6ghD5cDCA0ABU+4AgAABY+4WXVfnQYAZ/yNyBazE3msjvK3hj/Zq/ADU4gAqvatIQAA1Z4fMToRAREBEQGOgGAAiPtAREB+EUijTfya41GSpoIdlSub02bfkjSsDDXVoE9rWW36rUFs76rtQmQGWQaGoC8JXn/8pAe5CFT1BpDf2ERPNUdArgAAq/1P3h6EjvYGmD3cW6JzMDKUTaUAZ8PTsZsYAeduZyOzikWEAAAUfHsKAEDBAZat+4cBAGPNVujsYIinWlugMz0YuSaqJX+RqAkAQLZYK/poAQAoOsKifxEBEQERAdkjIAAA2WMoehARqIwA7/PY6r0FrVXZ8o/XrHeXrdUGid3hfjwdg+WnYrF8tDe6uZmKYCohAvIFAKj2//1fgxBQBQCovCbWAsjMK8K5qEzsDkzC+bgc8oosxVA3Y8wd6SPEHxQ1+VUBgB834yl3XeRk56CwuBzqWrowMNCBuhBgVFT0H9svAwAhSblSxr+znQFGkHdFouAAACAASURBVLhfewcjGFPG/+EmAIDHhlOpHxAAgFLDL04uIiAiICJQqwgIAKBWYRIfEhFQSARSiDHwPiWLGSxYONoXFlQqIFrDR6DBAIDKSyujGoAsYgScI0bAH8QIsKY6kSmDhfqjwqb+HgCgh28XfgXj0MNY98vvuBSWCcfW/fDie+Mwpl87GFHmWbSGj8DrP12FLtX5P9XGAgFOxqSKqn4v4y8AgIafD1nOKAAAWaInjhUREBEQEWiYCAgAoGHiLM4iIlBdBE7cTMVUqv9/vZMtXu3m8J/yABG1holAgwMAlZfFzoDZZH+WnF0IZws9SRBCNAVE4C4AMP1wDHzbeELf0AW9u/tDtzwF/27fhhPZlpj+/Uq884Q3NEQJjgIm4NFdBpJGhguLPGo/XuRRMAAafHrqdEIBANQpXOLDIgIiAiICSomAAACUEnZxUhEBcBJ47r6bOBWRgW+e8kQHSnyJppwIyBUAiCM18wWHwuBrqYtxfVxkVptXTkia2FnvAgBTfg9F5+em4ouP30AHR3O0QiGiTmzDG29/jmzfl7Bp5Sz8P3tnHVZl0obxHxYdBmAHtmv32rt2dyc2KiE2gq2IgGIjIHbHqquuXWvHWmsXFop09znfHNRdXdk1PvI488de18p7Ju5n3nln7nme+ylvrKVmg1ev4UgCIGPbUxIAGds+sncSAYmARECFgCQA5DyQCKQPAi8Co7DeeSdJJHBe+zJfdPmVPj1V/1ZTlABQMTvhwr0/myrf47emrVN/zNN2hO8IAPvrmrh4b6BX9fwI87wtCa9Y1LcT9ndzs2r9Kjr+YIz0w0hb83xNa3tvveGpINmaiBSbpU10v+an8tk0QEASAGkAsmxCIiARkAj8nwhIAuD/BFD+XCLwDQioxAJ/vf4a56NPGFq7AP3qFvmGWuRPUgqBFCUAUqpTsp4UROA/swCEsXlSH8xXBeO6YQ1DGpvxeUf0FOybrEoioEYISAJAjYwphyIRkAioLQKSAFBb08qBZWAEIkQq+LkHHnD2WSge3ctTwlQvA/dW/bsmCQB1t/F/EgAx7HMZQlenxzitX8Pw5iUkAaDu80GOL9UQkARAqkErK5YISAQkAimGgCQAUgxKWZFE4IsRuP86nEEbb9KwmBGTWpVCVzPbF/9WPpjyCEgCIOUxzVg1vicA7uizdM0GOpXP87c2Q2IAXqN6YXNMg2Xrveldo4DQBpBFIiAR+BYEJAHwLajJ30gEJAISgbRFQBIAaYu3bE0ioEJg9x8vmX74CTNblaTlDyZkEWkAZUk/BCQBkH7Yp03L7wiACcfDsJiznHE96rxL+ack+tnvDOwwjGt5WrJuzSyq59NJmz7JViQCaoiAJADU0KhySBIBiYDaISAJALUzqRxQJkDg8uMgzj8JpmOV/BTIpZ0JeqzeXZQEgHrbF5IIgI6M23GDnKWq0nmYFUPb1EVXCAD+sngOzrse0nXCQqYOro9+NsnGqft0kONLPQQkAZB62MqaJQISAYlASiEgCYCUQlLWIxH4OgRUYvEa4qiRRfUfWdIVAUkApCv8adC4wh/vwb1Z4VOUgV1K8NuvB3jy7AWh0Qlk185Frc7DmGbThxKSjUsDY8gm1BkBSQCos3Xl2CQCEgF1QUASAOpiSTkOiYBE4FsRkATAtyKXaX4Xw71TR7kZmoufGlch3vcup89d5GVEFopVrEv9qiUw0s7+ty5AphmX7KhEIGMhIAmAjGUP2RuJgERAIpAcApIAkPNCIiAR+N4RkATA9z4D5PglAhKBFEFAEgApAqOsRCIgEZAIpCoCkgBIVXhl5RIBiUAmQEASAJnASLKLEgGJQMZHQBIAGd9GsocSAYmAREASAHIOSAQkAt87ApIA+N5ngBy/REAikCIISAIgRWCUlUgEJAISgVRFQBIAqQqvrFwiIBHIBAhIAiATGEl2USIgEcj4CEgCIOPbSPZQIiARkAhIAkDOAYmAROB7R0ASAN/7DJDjlwhIBFIEAUkApAiMshKJgERAIpCqCEgCIFXhlZVLBCQCmQABSQBkAiPJLkoEJAIZHwFJAGR8G8keSgQkAhIBSQDIOSARkAh87whIAuB7nwFy/BIBiUCKICAJgBSBUVYiEZAISARSFQFJAKQqvLJyiYBEIBMg8BcBYG1tTdWqVSlUqFAm6LbsokRAIiARyFgIbN26lRIlSiSto7JIBCQCEgGJQMZEwMPDgyZNmmBmZpYxOyh7JRGQCEgEUhmB2bNno6EUxdLSEi0tLYyNjVO5SVm9REAiIBFQPwROnjxJgQIFkkgAWSQCEgGJgEQgYyKwf/9+qlSpQr58+TJmB2WvJAISAYlAKiOwadOmtwSAra0tw4YNo3Tp0qncpKxeIiARkAioHwIyBED9bCpHJBGQCKgfAjIEQP1sKkckEZAIfB0CUgPg6/CST0sEJAISgWQRkASAnBgSAYmARCDjIyAJgIxvI9lDiYBEIHURkARA6uKbaWpXKhOJiQgnICiI6NhEsmsbYGqaB50cWTPNGGRHMzYCioRYIsJCCQoJIy5BA12D3CLkyJAcWTUydse/sHeSAPhCoNThMbFeRkdFEBIYRHhMAtlz6GOcLw+6mtlQj9msDkb6PsagSIgjIjyU4OBQYsW6qqOfCxMTI7VZV1PDipIASA1UZZ1fioAiIYbA1wEodXKRJ6cOWeRH40uhk8+lIAKSAEhBMDNzVeEvr+LtuYVbQdFkj43gxesIfuw5GqtutdCRq1NmNm0G6bsCnwu78Nx6lrD4WGKCgwiMNaHvJFs6VlEP4VFJAGSQqZbq3VAS8/oWq9Zu5/7zQOIVsbx6HEXF3oOx6lKfnFqSNE11E8gG3iGg4NnlX/HccprQ2BhiQoJ5E5GTPpPH0qVaEYnSvyAgCQA5NdIPAQW+1/YweuRS8nd2YIZVffSzSQYg/ezx/bYsCYC0tL24NYqLjSMqMoLouATImh09PX10tTX/ZgAVCYSJW/jI+MRkeqZBdl1Dchlok0X8NSHoAR7LPDl74xVl2w/BsktdDDQ/3XxGvbnNpoXLOfY0jFLNhzKuT110/rHe+F3Zhd3CawyYZk2tPOF4jx7CqsAm7Nw+lgJycUrLWZKB2kok4M4JFgli6M5LXXqKTCHtahclm2ryfVSU+F4/yPxlW/CLy0n7UbZi81nwH8/Ec3rTPLzumzHTtiP6by4yfIg1WTo7s2FkE7W4NZUEQHpNXSWJcbGECw+m6Nj366oeOmJdzarx90IXE/KUHSuXsP+yPyXr9MJyaFNya3668UoIfsTK5Z6cvv6SEq3Mse7eEKOPDvUKAm/vZ/zyy/QcYUGDolnZPGcU9jcLc9BzOmWNtdMLCNluOiOQKG7jY2OiCY+MRqFQkk1LFwM9XTSzf/BdVsRw78hWcWg/xHOtMoy0HUG94rmSvun/XFdf3zyC2/LNvIzUo/UIW3rU+uehPp7z21xZfrMgM8Z2wSjoKpaDhxPddh5brJsnU2c6A5RBmpcEQAYxhDp0Q+zrI0JDCI+O+2g0GllyoGcgvkNaH+zvEeSx/3285rngsfMP6gx2Zt64nzCQe2x1mAmZbgySAEgjkyljw7h+/gTnrvgQEv6Gl34BhMZDXrPKtOvSkR9LmKJaAxLC7uLYxxyPqy8+6VmWHIb8NNKFZaNbJB3glYmxPDi7BauezlSY6s408zroJrOQKBKieHByIyPGLaOyrTvOfWp+sjFIjIsmNCIBfUNNgh5cYdXcBfhWHcjcUc2lB0AazZGM14yShJhwjq+ZRg/XuyzZ5EW3avlJ7n4zPtKPg0unMMXzDQ47V9Cxgsknm9nYyDAilVriYxfLnXO/MW/pAeqPsmNoo5IZb+jf0CNJAHwDaP/3TxIJfXmfo4d/547PU169CSYmmzaFTIpRvXFzfq5ZAu13ISbKxDjeXN9Dr2GO5BNrprvNz+h9eupKWlcfXdyBbc+5FBu7mFnDGqCf/WOiQBEfTXBkAga6moT63mKlmwf3TRoz17ojxjrSA+D/Nmumq0BByPPbHDp8iqevg/H1f010eBAhipzUa9KBLu0akFcvx7tRKYgJf8WG6SOZd6MQa1c6UquQXrIjjo96wzGPmUxa+ISJOzzpVvWfqvVKYqPCiUzMgUGOeO5dOITTwl38aDEZiyZlMh2KadVhSQCkFdLq344iJohD69yYs3AHEXpFqVy5iPjmiPcyVotCZqVo2K4jdcvlJbv41iREv+HAKg/OhekS8fshYuuNkwSA+k+RDDtCSQCkkWni39zEZtAQbhp3wXOuBSXzaBLy5DQThozFp3hvVjiPwswoO/EhN5nVzx6/yg2oXEDv3c2oWEyCnvDrb0/pPnsOg+v/nbvW9+JGBlisp+cid/rWKZxEInxaEnh2ej3Dxu+j3yI3elYvkMwzSqIDHrJ5nTeHz9xFu9BPjLLtR+VCRmpxO5tGZlbDZhI56TURy12wWtxuVs2nk/wY48M45DaeWWeMWe5lxw95krsFTeD1jROsWbmJCz6xlG7eG6u+P5NPX1MtcJMEQFqbUdymBD5g0fQpnFX+yGw7c8rk1SNO3PRvmGmH21UdXJY50bRsnneklZKw23voMcqLFlMWM6pR0X+9IfX7YxsDh62knfNyBjUsluy6Ghvqw153d3ZdfIiyUD0srfpSvVhu4XWQ1jjI9tIfgTiubJjKAKeL9LJzYmSnymgnBLF/kT3Wy25jKTzwRrYrj9b7yaEMYc2YYWyJaYanywAK/BtplCAI2GX2OBzSZulKByqZ6ib7fX9z63fWem3g3ONozBr3YPSApuQ30Ep/WDJoDyQBkEENk0m7lfjmMkNaWfCmhpUgg/tgqqkgyOcKTtZj+d20G5tdhlJYPwsPft/B4t0v6Db4Z05MncaLKlY42tTHQCuH/G5kUttn5m5LAiCNrKdyK13mugq9xv0x/6nk20O1wp+VFr2ZdsMIj9UraFE6JwkBt1m/6g4NLdpjppctqXfKxGhu7F2F1/ks2IwfQPGc7z/sSm7ucmWE5wvmuc/ix3+5RUARzR+bXRi3KQwnj6lUz5f8bUNiXCSvfF/yxvcBu729uWfUErdZA8mrlcw1WRrhJptJbwQi2OQwio1hTQVx1ZO82snPhcTI13jZ23JUvx3uk7qQS/vt3P24CCIrPJCXL17z8v5FvLz3UKjzeKb2q0P29B5mCrQvCYAUAPGrqhDE5tlNDB7gSu1Zq5jercpfhOnTU95077qI+tOXMnVwXfSSmNF4nhxeznDXh9itmEPDIsmvg2LF5c6+RQxf+oCZyx1pUEQ/2V4pEqJ58/w5r18949DODZwIrchCFbmbWx68vsqMavGwuH0/vAaP0zmwmtCbIu8O9M9/96ZTmxmUm7iYhbatMdJ8t35GP2J6X2v8mtrhMrTOJyF57yFJFB4Aa2eM41eNJrg79MREJ/l1NS4iSKyrr3j54DLeXjsxaT+OmQPrq8W6mhrTQxIAqYHq91qnuDx7fITOvadSsK8zbhZvQ2wVcSFsdhzK4D3aHNjhRlVuiTAdL7I3aEFD4fS43XkJr81a0LSUEfXMh1HFWB12Qd/rHMic45YEQHraLfY58websyW6Livd7SgvvAKSK9EBd1g4YxHZGo1gVPsPbhGIYPec8ax8Wp3FM1vy7OIxTl72o2qLdjSpVYIc726iEqMD2Oo0mV+i6uA6pjHPTx3k1ONgKjTrRpOKhdAUtxIxIX74RYBpflO0skRxZdVUbJaH4bxnEbXzqscNbXqaOrO2rYx8iIP5aCI6CjfUBpqcOXyQW4G5aNWlDdWK5PprWJGvr+MwdDo5e9gxrL42R/Yd4WV0bpp3bUf5ggbipjWRoFe+RGczJJ+xARqRz1lsMYRtOTqxy3MoudXg1lQSAGk8y5Vx3P51EQPMPWnntR37jhX+6sCrCxvp3s6F2jMFATCoNrqqm9eEMA4vGIfLkwp4zOyG/5UjHLj8mjL1WtGqTil0/hK3iGSf8yTc7/7A4rkd8L10jGPnX1C5eXuaiuc0NYTnQVggfiEJmBYwQUsjkevb59HR/ipL962gZcncaQyEbC6jIvDy7Frh/j+PWrOWMmtQA/SSQkmURIkDw2ALb5rNnEdzw1cc/vUgfnkq0KVtM4rl/tvLKsr/T2ZYTCN723GMamzAif2HeRphJNbV9pQvZCg8WxIJfv2KyCz65DcxRCPKFw+rwayOb82vq0eSRw3W1dSwrSQAUgPV77XOeB4fXEbfKQcYuMibQbXehukkRL/CY8xAXF5UZu/KyeQNvcn2vaeESGc8CbGBnNl1gNB8dejWqR09+rShoJ4MHfteZ1B6jVsSAOmBvCKesGA/rh7ezIqtj2huOZqeDUuRI9nL1Xhu7HbHcVcEE5xsqGzyt2u1MuoRjkOtefhDVzpXKUaBAgY8PrKZJUdDsXWeTauyb4WFooVXwZzRUwgs155WlfKSL19OLm5zYd51UzYun0ntwvo8FVoC07wvinglsbEwjufUai9u5GyB8/R+mLy/tUgPrGSb6YiAksj7++lvsYZ6Q/tTNr8xBfSj+dVrBRcUtXBxHEEJw7es9aur2xk5dh31Bw+kTB5jjPXD2DRrHo9+GID7lF7k1Y3lmKcrG65r0aWHEL2JuMdKz18p1MkW+9611OKmShIAaT1VhZvl/ROMHTmeoB9H4zGhq4i/z05ibAjHvByZ/msodi4zaSH0KFRbq4TQp7haj+Ze4RZ0rWeGcd7cPD+3m6XbfRg6d5bQt3grXKmMfoKzhTW3inegW40iIqWaAXd2LsP7sibTPebTsHAOfK/sZd6S45Rq04E6IonFsV+2CQ+AsiyYNYTiuaQHQFrPhIzYnjIhlF/nT2DGIQWzFs6m6Q/Gb0NRBHH18LdFWCz1YcDwthQyNsYw9gneQkciuvpw5k3ogNG7WD6/m7uwsvWm+oBB/GCcB9Oc0WyZ5cjdEr1xn9aP/PpxnFq1gDWXs9CpRxNyRj/Ee8VO8rYbzdT+6uFZlRq2lQRAaqD6ndaZGMYRl9E47NNj8Q4nqouLvLioEG6dEHvqxQeoPWwa1m0rCYL5PRunJPz1NeYMGs3dYgNZNLsHhQzf64N8pxjKYacLApIASFPYFYQ++5P9237h6OWLXH2WhWFT5tC38Q9ofyqtntSzxPBHuI6fRWCtYUzvX1vcNr3vsJKI+wfoai5uB+oMZLZld34QNwIRd/fSqdtsSo9yw3lIbSHgB/43dzOwmx1Zfh7MjMkDqShCAC6st6f1vAes3eZOqzJ5iAl6zrVL5zh16jKBCj1KVvmZtq1qCOEiefufplMkQzUmxPp2zqPflBO0nDiJ4e0biA0nXN44nb5LrjN5qTe9q5gIt2sFFzdNpfu0Y3QZ6cC4QT+TK2swXuMG4hHcgJ1LRlPUKAsBPvc4d/oU5248AQNjajbtQLMqZujkUA/mWxIA6TB5E4Wi+pkdzHXdRmzh8lQplpOYNw+48mciXcePp2v9kn95QoX4/M6oLiOJqtuXsSLLyY9FDQi5f4zBYiOm3X0Bq0c1IZu4nY18dISe/eyIKdedORMHUsVMj3u7neg/7woTPFfT5QdDokPecOePM/x2/AphCUoK1WhK559/JK+RltRMSYdpkOGaFKkhH51YxwTnA9QVa+LwlhX/EqMkPpjd00cweb+CMbPH0blJVQyyBLN9kgWu501YtG0+NUxVBwIFf2ybRXeHA7QeOpmJQ5pgrBXB6gnmLPatxfZlYymRKxuBT+9z4ewpTl99BPq5qda4Ay2qlUA3mYxAGQ6ndOqQJADSCXg1bDYh7BkLbfqz8IoeA3o3wkjlbSay0QRGxQnvstZ0bFL5XQja+8En4i9CILet38vTuEJ0t+hJ1SKGaoiMHFJGR0ASAGlqIeH6F/SCm1fv4B8RyN0LZzl3O4SG/a0Z2LbaPxYJ1fc/lrsHPJi4wZexsydSr+iHi0QCPkfd6WO3hw7TFmHdogwq78LQW7to13kmJQe7smB0I/SzKrgnbht6jt9Dn7mLGNHiB+HCGst+N2usjuiyfeVMquRLTlgoTYGRjWVEBBKC+c3JmqmHdZi/3oW6BVWilHFcXGdPj4WXGL94PUN/LEAWZSQ7Z1lgf0yfJe4zaFQqNwnhD3AyH8kfRQfiObsbeb4DHQlJAKT9JFbEhnL16HaWr71O6Wb1KC+EU0Of/MHGPRcp0KQ/9kPaCa8VlZeKkufnN9Cn53yauXgxtmMVNLMoCbp7mIEDR6Jov4DtE9qSA6ErcNKbvmO30GScM+M6VxGkaySn3cUBbFMCC0QsZw0TGauZ9pbORC2KtGAv/zzCHJcNFGw5hOEd6pDzgzSSCUI80tXKnH2JLVm9zAYzA3HYTwhgy7ihzDtniNu2ZdQvJDz9xLq6Z64ldgezMX/5HBoLol4Z7YOL+XDOmPZlpZPQBPgXTZZMhFa6dFUSAOkCuxo2qiT06Xmse48g6scBmDcuyYvLv7Fmrx+D5s6mV/0SSSG2skgEMiICkgBIJ6soxSYhLsSH5RMsWX6/AEs85tG4VM6PVKljgx4wf8wknlQwZ97IFkJA6IObUuFeeNB5NHPO5mPpagfKJwlPKfG7uJ62I7xpM8Wdie1Kiw1tJHsdbZh7Ng9LvKZR2VRTiJM8x6V3fw7l6clqZ3MRe5ScsFA6ASObzTAIxIv5N2PkUO6Us2StXUd0kj5kURxfPI6x2yOZu2oxTc2ES4DQCbDvNpS7lSxZMaMDuYWrW+jdffTu6UipUfOZZV4zyRNF3YskANLawom8vrYXSwtXzIbPZUbv2mgKTypFQiTnNzsxeM5phrssY5ggRzU1Eji92p7BG8JY5T1XhD0JHQoRP/366i4GD5xLhQnuzOlRDQ2hun504Tjs9mixaMtsauXVRRH+DDfLweyMacG2taPJ915cJa2HK9vLBAiItJSPL+DstoFsdftg1a7GPwRRlSL7z+9Y9pmMmeUCsW5WE+nBxLoa48uKEYNZ718b742TKakvvvUixG96r2FcLTEET8duGAuGP/LRYXp3m0ahoa7MFR5+ut/BupoaRpcEQGqg+h3WqVTgc2oV3Xt40m/tOoY3KUHU66vMHDwan2qjWDapE3m01cPD8Tu0rtoPWRIA6WriBM6smUgr+3NMXeHNqJbiwP4XWajg7qEVjHS8iM3CubSqaPpR/vX4kCc4WQ7kQtGhrHfohqHKjVohbqrEIX/iFnE4W+tKvQLiFiHuJYuGD+d4rl5iE9GDPGITEf30GD2725PPfIFQIK6FriQo03UWZMzGFQTcPYJF9xlUm+bOhA7l0VAp20b44DbKiiNabfFeNJi84vIq9ulJ+ps7UcbKFfsO5YQbdTy3drnQ3/ksVotX0reqKkxA/YskANLWxkpx0D8pxEoH2J7F/teNDBZp/d6XJBHAVlMxG7MAtzGtMMwWhJflMLbFt2TVAnMKCMElZWIUlza5MNLtITPXz6eFuGFNjHyF58SR7M7amtVz+mMq1NzDnpzBaqAliR3nsdqq6UfrcNqOWLaWsREQYXmvb7FkhhuBZToycWgLcoubf2ViHJFxCrS1NMXcUfDwqCddR+1j0iYPulTJJ0h/EXby7AI2wyahaGXPMsvGaIp/i31+mkED51BkyFymdaskdFLiebB/Eb1nHWX4wlWY1zD9LtbV1LC5JABSA9Xvr06l8NI97jGOnl6BbNyyhJ+Li0xeES/xmDwYpzvl2bVmqkid/G/ZZr4/vOSIMxYCkgBII3skRAdz+/YLcpuVpMBfafxiOLxoNEM2BbLIcyltyhv/5QGgEDcC7uPGcDR7a6Hw35P8uh+ziGHPhdtRj4HEdJjHSptWCO0rwp9dYrK1AxG1RuI2rj0GWYVa9bPTmA+xJ1dPJ9wG1BabCOGe+LsXnSftZbjbSrqXyUqEQh9jlRuiLBKB9wgoE5I2qj27rMR822YsmpZAQyHEq06uw2bmrzSb4MjI5mXFhlYo4B5axuBpZxjp4U7n8iIzgCKU/XNGM/dkHhZvmYlZYigaOY0/DXFRM7QlAZDGBhXx/1e2u9J/5C76r1rNmLY/vFs/lTw57kHXfitoNmMZk/vWQjvqDmNbmfOk+hg85nYRsdRZiHh1Hedxk7lr1puFE7oIocrsRPiKOP8+lmTpMhunIY3EupoohAI3M6ifJx3cvRhULRdR2XQw0tOWh680NndGb04RG8wR4RW15X5eJtn1pUQelRt/In5/HmTZhSiGdBfhKCLa7pT3RNoveMbGne60LC3c+uPDObPemSlrXjBmiaPYB5iKob4N8RvscJxBS5bTU5CowhWFI65jmL5fj0XbHSkh1lmM8qCfXboBfO3ckATA1yImn08OAUXcG1ZY9cXtdXV+8bCnnBDpViZE8PvKaQyd85C5ez3oIERoZZEIZEQE1JQAUJKYkECiQvkJ5hpZspItW9Y03ryJmwGfMwwVaqDZfx7GjMEtyCsShfrdP8WcaR5krzsAh5FtRTzf+0N+PC/PbmT4hF/p6CLSXNXK/1FogMrV/9nZ9fRsZ0vuwc4sm9gNvcin7FzjwcFnBZk0ZSiVVWpt4nDmc0wc4CbuoKOTB1Y/FUv6t3t7XRnkdJ1JIse1ge9ttEvVo7oQxJJFIvD3+T+Ko54T6T72ONYrvRgjUqwF3D2Ll1CqjqzcVwhStRA5qQXrFB/Cfmdbpu3WZekeZyFeJUJREvzZOGYYXj7VWbKkA8+uvqZC80YUUPNsEupPAPzHuqoh1tXsab+uRr66wXy7SZyJr8uM6UIpvYAhsQEPWec4i32KKjhPtaRiXh3ChDZK+052IgezFcsc+2CCP4e8RNz/YxPG2FtTXYQEqI5RLy5solfnRbRb6oWVIBRyaMRz/5A7A4btY6Q4pBUP9yFbmdpULSrI2u/BrUUuiV+IgEKEk+xkoMUMQkwrU63ou3A+QaS+eXSLGLFmuk/qh7FmCN5j+mF9QIn7qiV0we91BAAAIABJREFUrWLMwwsHcFt+kDI9R2HRpjK6qgO9SFl5cP5YHLZmZYHwpqpbUDAHCYFJQoFLbpdnqXs3Xlx9SbkmDSmkI0P4vtBIfz0mCYD/QEypJCEhnmS2z//4kQZZs2Uj6/e6EAr3/5AHhzDvMJLnFQexYYktpfOI/Y/I8vHgsCcDh3jS0NGDKT1qiAxf8mPxte+ofD71EVBLAkARE8yhzZ78cvq+uO/+sGSlQPl2WI5qRZ6/UnKkPsiqFhIj/TkrFND/uH6TG7efoZE1O7kLlKJynXr8XKcSJgYfqEfHh3J85XzWPS7CdJHq59MPvJL753ay5WI4hbSDuXz5DgkapkL9ty7169WhZD4DksK1FTH8uWcFC38JY6jjaGrkV7kiKYn2u8mSee68zlWLHl2bUdEsr4idlQtU2syEzNGKQszB33es5WacCD0Ruagv33lJjnzlaFa/LnXqVsVEN0cSiaaIesNmt+kcoxHzxnYilyoURRnP0/O7mb/4KPmbdaRLy1oUMzX8B4mVOXD4ml6qOwGgUKXX27aS7SfEevMRMFnIV7YtVtZtME7rdUQcsEL8HnH28ClOXbrIm0gNDPOZUb1qTWrVrYaZyI2eRcT/vzy/i23XIsmnFcK5P+4QqmFItap1+alJPcrkz/V2vRRr44Pjqxm38g620ydSv3guMceFe/br26wSAqr3dKrR17w15YvmE54B8tb1a94NtX9WpAI75eXMnA1HCRHu/h8XTar0sGX2sNYYKn3ZvnA3MSVNCLx8ljv+MZiWqUa9ug2oV70keu8yoiiiA9i+aDoH4uowd2xXcTkgDvliXX1xeR+ubgcwadyRrq1U66rRu7mr9gin6AAlAfDvcMaGPGKr2zJOvhAeJv9RsuUqSEcRGtW0TG61/7YnB0Ns8BPWLHVh08EbKLVz0XDAGCZ0r5eklaTyxp0xbS53FUUYZDWG1lUKJol0yyIRyEgIqCUBkJEAln2RCEgEvg8E1J0A+D6sKEcpEZAIqDsCkgBQdwur2/iUxEUE8fDuHTQKV6WsiY66DTBDjkd1wXXy6gNMCpSmTNE8aqf/o6YEgILAu8dxcl3OuTuBmJrVwWKSDY3LGmfISSY7JRFAIdSjA17xKiBMyERBNr3cFM5vjJZQNZclcyCg/gSAgiARtuTsupQzt/3JU7gWwybZ0jwpZlkWiUBaIqAgXKyXL/3Feiki/XLoGFGgYF6009oDJS2HLNtKMQQkAfAfUCbpVhzDbc5CzvpGolewAeNFKFX9UnnS96ZfpCU+uNyVFb+exl9pRL1Wwxhn2YJc6v7OC+2lJ1ePs3r3ZfJV+JG2LeoJTTANAp7e5dK1uzx+cJ1rD16TIPaQ+cs3oWv7plQQIWrZUiHsIDE+Cr+XAWjmNiWXvmYah1J//vVXxkfy6M51/vzzPtdv3BTfh2CiEg2p0aQprVs0wiyPzlfNYZU+y40rZzlx7AyJJZvSs1lN8hlqfr4jmeQJNSUAhLecIopDS8fQefoZrOevYGKPWujnkIepTDIvv7tuqhauS3s9GT9hAbeidGhhOQ2nkR3JryfFGTPLZFB/AkC1rkZzzGMCnaYcFyJHy3DoVxcDua5mlimqRv2M58ZvnoxxcOXSkxx0sJjA9HF9KGIo4+HVyMipNhRJAPw3tMp4IWi5cAJDll6g19w12HeuhE66H7SVBIsUmhN7m3PQqCNb3O2pWdgowx1CU3TSirAfv5sHmbniKDV6jaJLzaJCIyQrcSI17bJxg1h2rQCz5k2iZY2C+N88zIwxDtw37YaHOPuUN015L4HQZ2eYMNCZMqMdGdGq7AdZy1J01N9cWdyzk/TsbUtQ8Y442g+hvElW7pzcyPjJnuTs7CCE1TsJ7aqv+0YoFQmEvrjJcjdPgsp0YsrAxuin+7vwzRB99EO1JQAgmr3zRjBqTyIrVi6kWemc6r1QpMx8kLWkIwKK4DvYicwOB0Xcp9emWVTNK5XG09EcX93090AAiITlHFxgxYjt4Sz0XEKrct9n/OdXTw75gxRHIFakwnUZ3Ycl9yuzdeNs6hcxSvE2ZIXqiYAkAD5jV3HbvnfGKKbuy86CPctpoEopnQFKyKOjWLUbjUbv2SK9a2tyqrWwsJKo138y186ZhIZDmdK3HiJ5TVKJi3jB6tlzeFCkOw6D6mMgNGmUMYFsnmaB3dpAZuxaT9+a+VLcYiFPf8e29xzKjXfFsm05NDOYrkHci3PYTlpDtWF29KtXOMllPz7iAXO6d2ZJbD0OrJ1HtSQttK8swism5MFRJtjvoI71ZHrVKawWmg7qSwDEvmT+oEH8ktCQle5jKWUkFMtlkQhkWAREysYXFxg0wJKgmuPZPKsrhtJhJcNaK7mOfRcEQJwvi4cNYUtYLTw9J1E2l1xXM9UkVaPORvpdZ6r5QP4sb8Xaqb2FMOnX3eyoERRyKF+JgCQA/huwBCEE6DxyIL/GtWX7hjHkz5ERTnoivesJT7oPXUdnIWJt0+4H1Pn8r1TEcmPPEkYsvMPslc40Msv5l9GU4kAaFR6BIrsOetrZ315uijSkv8yyZOK6YGbu8qZb5Q9C88TzkWFvuHvlGj5BCgqVrkD5svlJ9H/EmVsvKVaxFqVMdD97SfqtBIAiIZaglw+5dPMhEdFxZMthSPEKFShVyBSt94K6IqtCVFgAj27f5IFvGEYFS1GlQilyiuxoYf5PuXb9T8Ky5Ke2EE3PmTWap7dvcedxACblqlCpVAGRaUGVdTWOsLBoNPX0/6o3IdoHlz7dWBZdj1+9Z1Ipr8io8r6o2gx+xc0bf/IiJI68patSrYQJsX4PuXLLjyJVa1Dc+N3zikh+mTuOFY/L4+46hKKGmX/vo7YEQPyL0/TuNg6Nlg54TG71jYcpwcC9Eor57qu4/TT4M5+Y7OKlao6FdSfy68iT21d+j+XjQlf9+ekNmFsu50f7FUwXLnffMotUH4aYyEhiE/6pRJ0MxFmyo6enkyqxYt+jQb8HAiDe9zwDeowmusFEvGe0x+hbJmliNH8e2obnlmP8t840ZNXMxU/9RtK7bvHPbk6+xzn3PY/59R/b6d/NiaoOi3HoXevbXJTFBjA6ab38OF9QcriqMvfo6OiQ/W3KCFkyMQKSAPgv4ykJeXQSiwEjofN81ts0/ybxM6WIXb92aA0LN5/5gpmSj04WFrSqWZh/966O5fjyMQzbFMACj+W0KvOtXr3RXN+zFq+9FwmP+8x7r5uX5n1H0qV2IdL6uJcQ/Ya1DrZsj/kZb6d+5P0MwRntfxdnawtOZG+H56IRFH8fqy4y5fhc3s+yjcfJWaikyCii4Pn9QKr36kjswYW43jBg7rzp1BepwD+3sn0LAaCaBzcObGT1b08oUrEoRkRw5dhxAkxa4jjTnKIGgrgVzzy8sI91v14mf6kyZA1+zG/Hr1Gpx3hG/mzElas+hD4/i+uaq/R0mEpNnSjiYyM5t3MVvwUXZqaT6H+R5G72RdjI/UMMHTwL3XZ2LLBs/pfXiKpfPpcOsmrrGbSKFCePZhS3bkfRokdLgg4uYc3N3Ex1nUTdon97lt3dv5Du9meZuXYxbcqbfNMe/QtehjR7RE0JgERen99AD9u1tJ7mzphmJb7RUCIF1PNLTJvlyh8PAz5LABSr2BWHmQMooqdyPJFFIvAVCCRGcXHtLEY63cVuy3I6Vvo2YbWY4LssGW3FijNPPtt41hJtWekxlbqFDD/7rHzg8wioPwEgxKEubaG3zUoaTVqCXZuy37auJkRxeacnc1fs4XO0ajYtY9pYT2FUs3Kf3Zx83kLyCfVBQMHNXU50cDjNFE93eosN+rfc/yvDn+BqacPqM7eJ/U9wspCzVENmLXSmWQm5Xmb2eSQJgP+woDgwPjm9noEDvOm8wptRTUp8k7lVN9jntrvhsOLQF/y+MOb2k+nRsIS4kPiXx+Pf4GVjwYbX1VnhPY5S36r3oYzi/Ho35m06QWjsZwgA/YJ0sZrCoJ+Lk9ZqTNGvLjKm+3iUXWYKb4z6/OexIiGSUxtcmbn5CcNmTKN9NeGiniQCqCDs8e9MHueKRuMRTOr7E3l14jks9n3L/whH+SKClrYODGxcVjz/Me4KUafPrT/xCYz86w8RIoX48jkbKNLdgo4/FvnbDV7bmEqVypBb51OaJDHmOW6DRnKhQH+WzOiAidDQe3n9BL/+rqDL8CYiJXsCflf3Yjd1I2Z9RzO8TQ1yKl7gPHgYJ426s3J+T3QVGmR7c5pufaahW7sno/q1oXr5Ajw54EqX2ccZ7baaQbXy/WM/oiQ29Clb5s1h+6ti4hxnSWXh/p80THFRFnDnGPZ2KzBqOghbc1U/wtnvNJvdj4LxexZBW/uZ9G1YCq0PCN+AuwcY0mEKlaYsZ1L3qmhmcjJYPQkA4apxboUdNkueM1nkrW5X7m/XmS9YiVL8kdWrV3Pnzp0UrzetKsyVKxeWlpZJtx+ypA4CiSLdyLoZFjjdLcf2lXb8kPvbYu7io/059+tuzvsEfbajWfKUpUunphQ10vro2Vu3brF27drP/j4lHzA1NcXKyops2b5lG5+SPfn2utSeABDCqhdXTcXK5R5jN6+kS6X0zaqybt06ofb757cbLBV/OWTIEEqU+LaNcyp2S32qVkawa+Yopp3PiZfXHKrn/7b1ktggTu3+lcs+fsIH67+KBtrGZjRv25pSeT5eL0NDQ1m8eDHh4eEZDl9jY+Okb7empvooV6cEyJIA+HcUlYKgPbXSgR5zn+C5fwVtMkj2rAS/KwzrYcnrKiLkx7kHudPxni1SeA2p3vng4M9R2F8+W/+5Bwq8voNO/d2oZbeMmd0q8K9vsCBanpzeyKQlp2hsMZE+DUqh/f5gGhfEnrljcLycF6+1M/ghKRQ6huPLRtNtxkGaWbviZtMWY+1P910xIXdw7NOVmftvfzQIpVKJhsY/fAVKdmLf3hW0LJn7kwEnxrxgyfBBLL1fFOcl9rSpUpCsH/w+PvQxbqPN2a3owPYV1uQVA418eg6rodPR6jAZV4uGaJGI/6WNdByymEpD5zFnSAMMsydybdschi5/xPQVS0Xb+h+1nShCIo6uWcySI9FYTbWhyQ9/X6olRgeyY/5Y5l/Mzwp3OyrlE27+iWEcc7Fh8Lxj/DR2CfNsW5H7HzEmoc/OYdN1ILGd5+Fh0xq9TC6ArJYEQGLESxaP7cfK1w3ZsXYipQzSmrv7+B2wsbHh1KlTX74SZLAnCxYsiGqzbWgobz5SyzSRfjeYPngw18qOYN3UPpimYzzr8ePHGTNmTGoNNdl6ixcvzoYNG8iRI33f1f9n0OpOACRGvsJ9ojlLH9dg27rJ/JDr44PQ/4Pdt/x23LhxHD169Ft+muq/cXd3p2bNmqnezvfagDJKbPqEYOoZo66sXGZB4XT0uvPz86Nv374EBHzOSzDtrVW0aNGkb7eu7gdxr2nfjQzXoiQA/t0k8ZEv8Rg3mOUBP7Jz+XhK5U7fdf5tTxN5eW49/axX8OP45UzvUumbwhJSaiKqDv6qd97X1zelquTjPZASv4vraTnYnSb27v9KAKjc2B9f2MvcVcep3X04vRqW+yAVqpKIF5cZO8iSqBYz8B7d7K2XlPCAOLRwPDOO6+Oy1I5aBfWT9a5TJsbg99SH12Exf40x4tVVXOy8MBswhp4NzP72ANA0wsysIAaayVzgiNv21/dO4zbbjbMvEqnfdRCDu4qLJ2MdNMTfXl7ZySDh6WDUx4FxbcoR9MaXKyeP4mtQm5HDOlFaFYOvjOaPtdOwWvaG6ZsX8XMx0WfhEbJujAUeD8qwYtN0yhn93bYiLpSzO9aw5lg43UcPplEZk49CXcOen2dSn4kktp/MvFGN32YySgjhN0cbnK7nZ8FiOyrn0/sEl4hXfzCuTx9eNJjOhomdxHjTkYVKgZmnlgRA+IuL2PQaQGDTmayd2DFJIfPbinAhCXzCzt378fH7HLufDZPCNWnfuT553kt1fluj8lffIQKv/9hGv7aO1Jztjl3fGuhkctei79CEqDsBEOGr+vj153m9yayb3FXE0n3jxy9R3FhcPsHeY3+IaMD/LlmzG1CleQeaVijwPU4pOeZkERAb2/u/0WHAFAr2XcByi/p84/2/xPc7RUASAP9u+IgXZ7HtaktYswkss2tPrm9U2lOKUIKHFw+w/djNL5hluWnQvj21y5qK2+FkHk+M5LTXVEYv8cFuowiRrPD/eJ/F8vDMQfadu0NU/Ge0krRzU7NZBxqWEwfILxhFyj3yJQSAgoB7x5k+fSMFu1gyql1FdD+Mn1DF/p9Zh3nXOdRz28rM7lWSuhcfdJdZNrZcLTyIdTM7Y/i5wP8PBvUtGgDvf54YFcjJXR5MnrMZs34zWGzdhlzZ4jm7bjqdxuyiUdcWmOXKTbkfG1BLhBMULmjyl8ijItqPdfZD8XpZl42rxlBICAPGChHYsYMseFTZlq2zuvBeAUCZEM2t39bguPEB3ceOpnU14XHwD8M8PelB+54r6eDqzgSBi7Y4Ika/ucWcoRY8rj0Gz7FthabMp+dGSQCk3AxPpZqUPD+/np5t5tJ86QYmdq30LhZGSVxkKK/8Q9EyMsbYUEuk0gjmTXAMhsamGCbjAiNoJ8JF/Iyl7WTO3Xnzmf7moFQNcxYss6aEwTdujFMJEVltRkcggYsbp9HD+SozPTzpUSN/0oKlSIghUNwuRWrokt80N9kUMfi/CUChZYRJLv1kP5SxoY9YM3Mam668+OygsxT5Gac5NsJ99mPXqc/+UD6QLALqTgC8vLyZPq1nUt91DZN7VnsX/6YkPioU3zehaIp11USsq/GRIfgFRmFoolpXk5FOio/g9FoXJszbxOfuTLNp56XHtIXYd6gsNQDke/cWAWUst39xYdCMk5gv9WZI3YJJc0OlAB3k/4aw+Bzky5dHxOzGE+T3hthsBpiaGCYrLqaMfI7X1Jlsu/JAPP1fRQODYrUYO8VOiGXJ9TKzT0VJAPybBZW8OO1Nh2HetBD6WQ5dhOu5eLlU71bwGz9CEsS7lddYpKOLJ9Dfn2gNPfIZi3crKd7846IU+5Vjq6cywmnXF0wXM6znz2dIy09j0VU/TozwxWPSINzuV2H7RgcqvAuRVMRH4//Kj7jsRuQ1NSCL+H8/sUfKom+MqZG4YU6uZRE+dGLZNCZ67Cc45jMaAAbFGDDVjTFtyqS5BkDo3X307uVEmbGLmNWzMlofDUZ1OfmAlbMX41uyHeMGNcZQdYutyhxwcgcXstRgYIOi+Bz1om+3pXRau42xQrNHER/J3cNrGDlxESYDFrHGtplwr//y8rUEQNIeNjwGAwMDsV/IQmLkazZMHcWCJ5XYvFLoOOgpObXagU4uT9kgQghalMj1dokXWQPCIuPR0ddNOr9Fv77BhMFDeN3AnrVj2oi4fCVvbuxh8LD5VB23GPvWJYWGS3Z0hQeC/70TzHPZRqluo+jzc9mkcIjEKD92rz6C6c/NqFMmD48OLabV8G0MXuSJTesyZFdEc23/akYMdaHyFC/chjZKNr4/+NFxRrQfgf7QRbhZNEbnmy+Xvxzz1HxS/TwAhKvIwUWj6Wx/Faed6xnWpGTShz9eLCDHD+7jl1+OElWqIzPMa3L/xC9s2/OY1vZTaF/JJFmclYoEoqKiSVQoP2uHLFlziDh5LZJZCz/7W/nAd4xAYjDrJwzC8bopXt4u/FhIFxV7/vT6YTZt2cvpR1qMnTOOfM8vsvWX/cSaiQXfogVGyTDzqvywvwqF3P23Xn8W0Kz5a2Fj1Zty79OcfPYX8oH/QkC9CYBYji4dQ8dJF4QL3jpGtRQfTbGuJogP+qnD+9ix8whhxdoyY3AdHp/azdZd92g60YEu1ZLLRawkITaW6Ng4QbF+rmiQQ1tHpPSRpOrnkPpe/q4Ucfs7Zo9g5i/aLNq7mIZJ6s/x+F4+xY4D+9l3PppRM8ZRXPmIfRu2cVe/JfOmdCBXclMo+jU7lnlw+PbTzxAAWdAvWIF+wwZRNb90p8/sc00SAP9iwYRQ9rpYYbH2HmOWbmbUT0XFzbeCV3dOsGnrfo5di2DA5AnUSHzMjj17eKSozhSHXpjqJPdyiXU+LoaomP+m1t72JAua2tpo/ss6H/zoBNa9evFH2dHsXWxNUX0RKihE6q6fPs5vO3ZyOqioEOAeiObTM2zYsoesP1kzu3vNfwkTUH1/YsT3J/7z3x+NLOTQ0k6X709MwFUmd7EhuLk9buOaYPBBegSlGPu5bS5YLzxLk05tKJnn7ZqkjAvm/PHTFOs/m0mtyhB45zCWfSaTTxyUnQbV4uWNKzx4+pSDa7wJ+mkcCwZUJCAkO8UK5/4iQd+vIwDEBerT89gvO0jrARY0E94dMQEPWD7VnnNGbVli3wMTwWo8v7iVgdZb6e3iSr96ZoLs8eePK2e4FZSHts1rYSzm1qurvzCw8yzquqxmUkcR/qERL1JCrmbYyF30WubKj1mf4m9SiXpFsuDtMIZlV7LSrXNdcmtlFSSQkujAx2w+Hsh415lJmhaBt/YxtNdcio5wZFr/KgQ9uMaVP305sd0bjabjmdm5FMEJWhQ0zfURufXi3Fq6dVpCF8/VWLYq94lwYmZbF9WMABBpHX7fjv10V47fj6Fuq+FMnzWEskK0JyEqiEevQ4h5eJTxzgdp3K4hRX+oTzXBJBoUL4axXuaNPc5sk072928EVARTwL3DjOpjzXXdn3Bf6UgDwYIKrhT/l48JJ46N48dzr0Qj6on0KPWqlUFPeAAUKGL872q5EuB0QUB9CYA4np3bhcNUZ47cjaR2syFiXR1G+bw6JEYH8/BVMPE+Jxk3Zw8N2v1EsXJ1qWGsh36xopgYqKv4mIKYiGg0xOZQ819lq9NlGqp5owpxw3OKCUMHcTC4Pt5bnWlS2lhsCBMIfPyEcHEBsGH6LB6b1KB2KTNqNqyERlZDypUQ66WaIyOH9+UISAIgGaxEaNa941vEgd6Fi/4JlG09ElcHc7F/1ib41SP84xM4PNuOY3pVaVq+FLVrVcEgiw4FS+UXOdi/wo/8y8309lArvHRWTp/K4m2HiC1QncHjpjOqfSW0RIy6z0NfEhNe4jjeFd06P1O2WFka1SpAVqHeX9LE4CtbyliPJ8S8Yf200bi/rMzGxVaYGf39LY32v8V8q5EsO/Xgk05r5izJyAUe2DYtJZylgvh9iwdLd92lfMMm/PRjFcqWy8+N9U44HQmlXYeW1Kxdm2olviylXdiLC0wbtYiSFlMZ1KwUOf7T7ApCX95is9cajvuEkUc3hzgw56ZgeWGjJk2pXCx3khdrghDAPimEq48cv0JoNl2KV6pGSbMilKtQCTOxj1DthR8dW8VguxOM8Z5P6x9MxKFeQcjTi7hNcuGVaQO69GhCtQpmKB8fZsTwyZx5EvgpuVO0BavXiO+F2F+rRABPbHTH/fADylRtStPGVSlfPA+X17uy4mwgjdp0pNGP1ShX5EPtAAVXtzoycNkLFq2eS72ihpneK1HNCIC3bv6BIZEkCqXKrNl0yJUnp9igvZ+lSkJ9zmJpbkOOFpOYa9Ne5H5Mx5slRTwhgQH4PnvM45eBKLJoka9oacqULIB+smIawu0n3J/bT4IpVKJY0gv1z5Ik3CHqu3v7IdHZclKiwg8UMc1Jjn8EVqkOnuH+z7h+8wHBsdkoWrIMJYrly/QuLRlrCf98bxIi37B73RK2HrlFYlYDanUZzPB2tYX938/LKHbOsmDGaSPcFjtQv0Se5GPkPt9UCjyhYs6jhOvfa3zu3cdPuGjlEDFyJcUcKyzcAJPPjy025s+f4x8m5liZgh+lVEmBDmWoKtSXAFCtq2EEhUaQIDyhsmTVJpdxTrQ+OPiGP7+A9YBRKMStwlzbTiLVUEY4bqnWy0CevnyNXoHS5Nf/IBxBuKc+uXqZ2y+DxPbi06JlWpo6VUuiJ34S8caHK5f+JPTDBxPDuXvRj7pDzalbLH2zzGSolyC1O6MM59jKRXgevCJcPo2o2aQ3Qwf89HeccmIoh13GMnVPVqZ7z+TnUipyILU79f/VH+n/mPOX7xAZ/+lMzKppQKkqNcRhRnod/H8of/xrSQAkg6bYM8eK/XNQSETSmqiRXYc8uY0+IDiFevzyCYzdFsaU+bNpVTHfu/DalLRMMnWJfXKwf6B4P0SeDnEjr6Wfk1wG2n/dWCeJftsOYlN0XTycbKgoQhrT/ZVPFH0O9OXhn3d4FREn9kmmlKlUmgK5/22flJw9Enj8+waG2u9lqJsb3ar+rYOjFGRNSIAKk081DDSyZEdfZO4y0FJ9797u2YKCwlBm08bQSF94M2QhLiqMgNBotHT0MdDXSTaEIzmrKkS7oUHhZNMzRE+E930OZ0ViArFREYSEizNZ0t5BC4OcBuho5vjAU1pJYrxw+Q8KThqPpq7ok57uR94g8dHhBIbGYZg7J9rv3O5VZ5iIkGCh45ANw1wixEB4jyhiIwgICiU+MRnfQjH+POI8+HbfInCJiRRzPRyF2M/kFH1SnROT9jlhUWTXNcRQT/sjXBQxr/CYOJEz+u1xtRPpDFXCAZm8qBkB8BlrCMXJ55d2Mtx8CkWs3VkkUklk+2c6izQyqCI2hGMi3/va3x5SqGJFChhmJ+TFXc5ce0qpVkNxGNqKXO/pNaWC+JgInt25yJblK1j7KDeLPefQtPjbeJn3RZW+5c/jW1l92pfi4kAWG/KaW89iaNx3KJ3qlPg7pkWFw9XDrN1ykuz5C6EZF8Lj288o3HoAw9rXEpvez73WaQSSbAaFYL+XCKXTVb7lWe05lUqm6Sd3Ffn6Jqud3DgVk5MaJYugr53I/QsXuOFvyKCJ4+gi3Lfev09JoTNhb7h5cg9LV+xGo1gP5jr3Jb9O5l80/21aqi8B8Ll1VYHv1d0M72dHXovFLB7eOH3z44qNbHxsJL4PrrDCXXPzAAAgAElEQVRmlTcnHsQzwlG47ZX/YL2M82XZwJ44/HKJ2CwqN8G3Ralaa+M0qDl8AVvnDiCfeN3uH1hG7x7juCXiX7N+cNOVp3Q/1v3iSL1CmfumSZ2W2fjwFyKdqjVLThdi5d55VMmd0T37lDw6vITWvafyPCpObIr/vqxQJMSjm68Ji3Z406PK3yms1Mle6TUWSQB8PfIKES6zcaYtrud1cFvl9i705uvrSelfRIj4cMfhAzmUqy+7loykQDqTz4lxYSKefDMbzz2ncD5TtEV/wnxf8fD5Gyp1GMqAlpWEUv+X7YMSREjnujkOHM3ehAWTemAsXNplSXsElInR3D+2Bvu1z7CaNVGEGhh8lvxI+15+fYvfBQGgFAxiQMArkac3hGsixdnNi8e4ZtCWpRPairzjguUUrFgqejAlaxUVa7nQdiC7439m+dwRlDHREwIZz9kweSSzTyUwY/U6elTKkxS/Eu77J/t3nSMwTsndU14svW3G/n3Laf4hASAO9X43DzHWbgPVRoxnRPMKIpnmCzbPmYTnnQIi3Yd9UroPFfMVGyjULic5ElJ1EFMHiHyaWaM5s3Yu49c9Y4yLEx2r5U9WMOnrp5f8xbchIGwU5sez0BhCrv7OuXu3OXT4MeaOTtTLp4W+EFfT+SAe7Nva+PpfBd3bz4ju0yg4yolJveuL+CoN/O4cx2rgEO6bWbF7pSWFVWKaQlDl3pWznD53jaxaCbjP9CRXC3u8FvaTBMDXw55hf6EieQIDfIVYTxg3RDq+61dOcFWzOYsmdRS3DNrkFqx62t++CoV434ccPX6EmxHZCD+8mq0PjXBev+5jAiDmOR6jnQmq2ZK2Pxb7K1Y0JvAh3kt/oVz/cQxsWlq4OCYkEQAj3C4x0sFWuMPq/GWPrDkMKVBIvIuZXAgow06wL+6Yar0MIiA4HN+7Ipbz6g32/XaXXvOdaGSqhaEQUM24NlJy74gHU3eGM3xIS/IKdeskIkpsOG/+uoa9EZWZO6k3+XWTEdP8Ynzkg/9EQBIAXz4nEiL98QmOIlJcQJ25dYtTB67x0yRnOpbURTtPXvTTIxe6IGojggLErXAkD2+e4uL1axy8kp1ZC0ZTVE8TE3FT/E+v1y8f8f/zpBLfS9sYMtqLqiOmYdupJjm1shET8pSN021Zfjk3jquchBv6l3qNKYgU+3+PFWsILPCTyBRVn+J5Vd9VeUn3/1jpy3+r8ooJ5t6lI6zcfoWKHfrT7+fMH/v/fvzfBQEQLw7bK12m8HuQGb3Me1Il/iwjbXdg1qgxrbq2oUGFImnjyvTBrFPGhXPx8BHC81alUZXCb11NhDrpyUVjGbDsPEPFJnR8E9XGVEnws1s8jslFuUI6/OI8lL4bNT4hAFQeBXsWjsFmvzZbN4p0cknK7vE8PLSMfuPW02zGahza/yDqi+WOUFDuP+8SE1auoXM5w6ReBd/dz6A2EzEa6sR8m+YYpcei/uVvpZo/mcCDA4sYveEJbdp2oGWdfGyyt+dibGlat/+JNu0bY/puo5iWQESLw9Hhw9co8VNLyprqJjGgMf53RDxuV3b7NmfPAUcq5lSJ84Tz580n6Bcwo3CWu/RrOIjAOqMlAZCWxkqDthKiXrNmvgOHfAvRZ1AvqnEJq9FbKVj3J7GutqZRZbNUjQ1NfoiJBPs85EW0FiVLGXHM0ZIxu0OYuWr1xwRAbCDnTzymYK2KFPwrtlLB3UOrmLfNX4hu2ghxTKGPrIxPIgAsPR4yd7kjVfK+TzaUBgDLJr4MAWGjh0fXMmfxScq16UGfrhXZaWfDpqgidG7Yih5d65M3w2r8KHj98Ap/xhXgJxGb+/5+L9r/NnPGL6ZQD2tBRJWRei9fNhO++ClJAHwpVIn4nl3NSPeLNPy5DW2aleeU23S23TWibQexF+nWmsJ6aR/upUr1dmajG457ntG67yB61czCdOsZ+OetRKNWben6UxUM0yW8N47T3hPoufxPZi5fS7/q+d6FKsRyc4sj5tP20XnBRia2KPlVN8iRfvfZueM3grPlon7bjlQROeplSX0EFJGv2PXbQZ48j6BC005ijU6jsJfUH1pSC98FAaCKl/F79pQQpQFFC4vcksoontzzIVYzN0WLChedDHKDo0wIZu88W6bsi2Xu2hU0K/5xLFOiOORvcUqeAIgN82GxzQDWJLRg98LRmOVUCYYoCLzxCx0GTiF3OyfWOrTBIDGIPdNGMmO/Lkt/W04t07c3C5F+V3Do2pffSw9hh8tIChtmdNfJNHpD0qUZoVoa/Ionr6IwLVyYnMJtPsT3KS8CEsgrxFGMDbS+6uORmkOIeHEFW/N+3Ctny/Z5AzD+x0dXGXBZEgCpaYB0rFupiOPNMx+CEvUpWsQULbGu+tx/SnT2nBQtljf9b12VYeyfPSp5AiAZ3BIjfVjiMJfgH0cwsXNFkepKPCQJgHScYV/atFgvQ/zweRZCrqJFMTXIQcjrpzx8E0OBwkXJa6hN5rowS+DaLndc9sZg5zjqLRElS4oiIAmAL4VT5V3zhicvQslZoJDYe+QQmigv8XkZgXHRIuTN9fYiIM2L8AAI83/Bk4A4ihQrgpF4Rd48fcLrqKwUKloII50c6dMvccH2u9cE+i2+zqSlaxhUr/BbUk8RxcU107FcfBsrT096V8v71ZAp4oVHaHAwGiLFYc5k05Z/dZXyB59BQEU0+QaEoq1rRE79jLPvTinDfRcEQEqBlbr1KAi+dxzrkbPI2mw0brZtMfyHm/d/EQCRry9h16kPv5cZyi/zLSlipDrAC3fYB4fp3HMMiZVt2bBcHNCin+E6YgCrrpdm3fElVMvzlr2NDrrD3IHd8aIlB0WseXnjv11dU3fcsvbMioBS5OO+tNUVqxnnxQ2BG72EBsA/Xb4lAZBZrasG/f4qAiCeZ8e8sFnhx5Slk6ic553i8jsCYNSSqwwY3JYgn2cotXLyw48NqFW2iMg7LGMy1WCmZKghKKOe4Gg1laiW47HvWP4tESVLiiIgCYAUhVNW9hcCSgLvH2fyiFkEVOvF7DE9KW2iQ8Cj8zhPnYOvWXeRsaA7BVXqsrJIBNIZAUkApLMB3jYvDupv7rHKaT5nEyrjYNePcqafuvj8FwEQ9vQkNi37cK22zQcEAMQ9P03PLqPwL2LO+tWW5I95yJRh/dh+tzKbPiAAYsOe4GbVA6cnNfhtkyO1kkIIZJEI/AsCQlfjxZV9THfeSdEOIxjVpQaGOT49DEkCQM6gdEPgKwiA+JAnLJk8Dd+K5swc0lAcut7fayUSeO93Vu26SrnatdASoVt+T25w6NBF8vzYB9thrcgnN3PpZmK1a1gZJ0QBPZno/Qa7pZMzgYhh5rSAJAAyp90yQ68VQoz77qkdOLmsJ1w/LyY5tQh6+Yxwg1rYTbekbvHcaa45lhlwk31MewQkAZD2mP+jRaFYHe7LzmXLOfimADZj+lA+X/KihF9PACiJenycbj1siClvzXr3geSJeJAsARATfB/nYd1ZHt2EgyunU0GwlrJIBJJFQAhO+t87zVKn9Wg36s3wnvWTPfwnUVsyBEBOovRC4EsJAKXQ3Di1jlHzzmDr6kizMsYfuY+qxA5j4xLIll2TbMLFJSE6gIOL7Zns+RSbtR4M+LFQeo1QtqtmCMQF3We+5WT861rgaPHzZ/Jsq9ng03A4kgBIQ7C/s6bCfW/g5byMhzrlGdCvPWZ5cvD08kEWTPNAo9Fw5th1o6C+DLH9zqZFhhyuJADS2SzxEX78tmoZu+7lZMT4AVQvbPSvPfrPEAARwz+lW1+Ompmza4EVRZOErRQE/bmHDgPsMWo+k7UzO2IQ9YyFIwfi9YcZa44tpbrxOw2AN1eZ1qMPhwv35xc3a4r9JYyVzgDJ5jMYAgpCfC6x1MVDkEpdserXBOP/SLsjCYAMZr7vqTtfSAAkiOwrHhP/x95ZB1SVtGH8J4qCdNjdrWt3t67dLaIoIigoiIndCYikHdi6xtqxdneL3XTH5d77zUV01fVb0KU5888G50w88945M8+87/NO5JReR+EF0JVcCQpsxvLi1Gr6jFxEsaEr8LRuQeol58xME5rBxyo0Ne7+6Y7F4qtMcllIy7LGGXzAqTc8iQBIPewzdsvRnFvtwEi3R9ivXElPkb4zTkpGCCOfdpuMlctdzN1XYVa/cCppFGRs9KXR/RwCEgHwc3gl7dOKKK7t8WD5H74MsrOgUdnccen3wnzf8T40hxDSMvomHd+/EQCysFe42Zkw53459qyfQ824lH9io3rSi4HjvGk30xXbtmVQiw3i8EIbbDa9Z5r3JrpV0I9biIKeHMWiywR0TOexwKIZuuqpIu2StPhKtSUxAsJbRYhNrl60jJta9ZgwsgsFBJOdhRg++DyHPMXI8507tEQAJPEUSNUlHoFEEQByXp/dyAiHI/SZu4DeNfN9UWJXNaSQheFz/4mw7ZKUEGFZn8KxY3l5eg19LRZRZpQHrmYNkSI6Ez8t0pM/RiBGhOE529lxzrAHK6d0SwQRJSH5qwhIBMCvIie9968IxH5k9ahBzLmpi5PwDmtT6lOWLYQ4oCoLwIApW2k5ezPzelT55jsjoSohkBoISARAaqAe16aCYJ9TTJ65lYoDRzOg/qdc1Ep5KIfXeHI2S2Phql8Xra8EgORRgWwWWQAGqtIA7lspFhejL71XyqO4vmc5Q8ftx9Tdi5EtSoksgCEcE3GEc49oskAI+1XPrxXXrv/NnfQdNJ+SIxyZP6wO2moKHh5eybA557FYtoTugrWUpK1SzTDSbMPK2HCubHNj2XEZYyYPo3JelT0JnYmAO7hN3UGV8fa0LKn7Tf8VHy8xsMnQL2kAC2hlXMtatGgRVatWpXnz5ml2DjNVxxTB7Js1inF/BDJj1Vp6VDb6x62LPOIt66eOZWdkE9wXDyPvd4prUUH3mWM6ltd1R7PYsgUGQvRPKdbVvzymY73iAZZeKzGpUzhTwSoNNjkQiOX5aRGGMuMwPWYvoX+tb4mo5GgxM9cpEQCZefaTc+xRnHGfwtCVtxi9dCWmjYrFpcJVxgRxaNl4Jm0OZvIGJ7pUyJWcnZDqlhBIFAISAZAomJL+IXnEB7xnWDJu5Qk08+VGKz4VoVLEowZFa9J1qhcLBlRFlQAoNiqY5w8f8dTnBuscF7HpQhaGTxxH71bVKFK8JIVz6QpREZGuJfApmxbO5UhUSfr83hAtcaOw69AFKnYezsDmFdGMzyqglAXxp/tSVp0Lp1PfdhTRDOP0zqNQvTMj+zXBILskO5z0M57+awx8dpoJg8zY+iCMPLn0RG7qT14iiphwlOpNcNnvRJMiKlJASbjfKx4Jr4BHF/cyadZqYgs3Yuw4M2qVK0qpUiUwzJnx7kwlAiBt2LhSCPU9efSY189vs0Hc6m99FEmb4XaYt6kuUkaVpmh+vU/ZKsRa++riDiysN9Bi+kIsW5X9B0EQE/oMT/txrH2lT59eXahT0ojAlw84dOA0+vX6MqpfY4wzoC2njZnMPL2Qh77AZaI1B7O2wWPuUPJrSt/g5Jx9iQBITnQzd91hH+7ivsiRK9H5aduiAaXz5MT/zQP+3H2Gou3NMOtaE500kno8c8+UNHqJAEglG4gRwn8Ht2/m6vOQf/ZAw5Da7XrSqko+VEn6ogJ82L9+K7cCor57VpvaHXrQqlqRvw9jkQFcO3ucQ6dvo65bhpbdWlKxcC6+X2/kMpGz+8Yp9p68RmAWQ+o3a0PDKkXQzCptPFLJJNJ8s36Pz7F+23FBUMn+0Vcdw8p0H9RBaE+oxG3kvL11nM0HLhASGfvNs+q5S9Kle1eR5SKV8gcnI8oSAZCM4P5E1fKQl2z33sn9N4GCivqqZNWhcqPOtG9U8lNqNZHJ4uW1k+y+GkHH3q0pqvejfOsKIoN9efHoHsdPXuBDWBRauSvSql0DyhbKi8Z3qVp/opvSoxICXxCICXzB7r1H0arciva/SaKSyW0aEgGQ3Ahn7vpjo0J4cuO02F9fJyxShl6p2nRsXocieQz/sRfP3EhJo09NBCQCIDXRl9qWEJAQyDAISARAhplKaSASAhICGRgBiQDIwJMrDU1CQEIgUQhIBECiYJIekhCQEJAQ+HcEJAJAshAJAQkBCYG0j4BEAKT9OZJ6KCEgIZC8CEgEQPLim3y1K4UiuyyK8JBgQiNiQC0HeoYG6ORUqbJLRUIgBRFQyomKjCAkOJgomRL17FoYGOsL9+jMFU4iEQApaHMp2ZRSgSwmilBh32FRMtSyamJgZEBOjWzSWpuS85DZ2opfV0ODQ4iUKcgm1lVDIz001DOukGpKTbFEAKQU0hmnHXnkO3a5uHNLXhOrMW0xzi7ttDPO7GbOkUgEQDqd99gIX47t2szJyz4ECyIg8FUYBZt0ZNTQrhTRzXgCa+l0mjJBt5VEvr3Jmk37ePziHeFREQT4ZqfZiBEMaF4F7UwkdiMRABnT3GXBr9m7YysXbz4jJDaagJdRlO3cF/M+LcibU6XSIhUJgaRGQKyr726zfvNeHj7/tK76f8xGo6FmDG5dTRIR+49wSwTAfwQwk72ulEdy99BaLO2dyFJ2FOvWjqCgpkQAZDIzyHDDlQiANDiliqgAju1Yx+4T98hZtjEjTbtTzCDHNz2N9L2Hw9TFFGw/mqGtS3Fry2wGu99l9kovulUw/PSsMoanZ/aydushXqsXoY+ZGU3L5pJS/KXBOU+rXYr1f8BKl7XcehpE5a6mDG1bTWST+PpmX8GHyxuw8nzO6AmWVNUPYeUkc9ZENWHv4tEU0Y+329hAjq32YNflh2Qt1Rqb4Z0EUfWtTadVDBLbL4kASCxSSfOcQi4jRhZLVnUN1ONk/b8tSkUs0VFRRMWohCjVyKGpiUYO9W9u7RVh79m9aQ1HLj7DoFpbRg9qTx7trwlUJaEvL2A7Yx31BtnQp14BjjqPY8QfkazzWk7jovFpLxWR3D+8jbV7T/NRuwIjLEyoWVhP8hBImqlON7UoFXJiZTKioqKJVSiEt0h2NHMK+8yW9StbEKl4H53Gdc1OnrzPSUdxqP+9TrHvxMEUfLzqzWj3h4ywtaR27ig8p47E2b8W+x1tKfF5PyAP4uRaT3ZefICiaDNszLtSXP9HYpbpBsIU6ahEAKQIzGm4EeFBGx1JeET0t0KxWbKSQ0ODHNnVyRqf5UiV1ej97WOs8DyI76s7vNDojIfXcIkASMOzK3UtcQhIBEDicErZp8TGNfDNFab3teBuiWF4OQ+jsPa3bn9KeQx+AcFo6uiTNfoDB1a7svG+Jg4zxlIlz+cNgIKo4LdsWzCWWWc0cPZ0pEUpaVOaspOZvltTimwRN4+sZmT/FbR0WseE3tXR+O6wpVK89QtTYqSvScDzG6xctBLf8t2ZZdYGA414uxUp197dP8PssdbcLTOSjbMGk/+bg1b6xknVe4kASKE5FK7RYQFvOH/iEEdvvKL1kHE0Kx5/EI/vQkzoB65ePMvlq7d5/PIdkRGalKpejSbt21G9iJHImvLpQdU6+u7hCSb1tSOw+UQ8ZvcgV1yKgL+LQhaJb1AEOnq6KMPesNV5OfsDSzBvqhklDVRZL1RFQUTAS1ZNMWepT1m2eM2iRgFVSkypZBYEZCHvOPfXaR48fc0TkQI1JCKE4AgtKjdrSfeOLSmZS0vQUHFWhywiiBPrZ9F/0S3mr/NiQJ3CfJ9QQi7WVd/4dTXo1W3cF7vwomgH5lp0wEjz73X1w6MLzLe15lLBwWyeN4xCup9tMrMg//PjlAiAn8csI72hlEdz9/hGpsxw5VlYTspXLY2uehZiYtUpUKQ0dVq0o3ntEnF7ndiwF6xa4kpIlXbkvujJ1hf1cPU0kwiAjGQQmXQsEgGQRideGXKPcT0sCOswgyUjG6L1o3BqZSjnNniy+cgFXsqLYzJ6OB1qFf32hl8Zws7po1n5pAKuLmMooSu5rKbRKU+z3Xp5ehV9zbczao0HPWoU+KEHSYTfQ3avdGP/tZeol23D+DG9KZtH+5sb0LD315k6xA46TWGGaUO0M1gKNYkASH4TlkcEcOX8MU7c9uHSllVcihbr2qbV/F5W/+/G5aEc91rI0gP+DJhsR+eqhVCGv2PHitl43c3H0kXWVMr7t21GvjnLqN5TyGW+lGl9qqDxA89OZWwAxz1d8T55lQDtqowaO4zG5fLEH+jim1YG4TV6KDsUHfBc0J/8OaVY7eS3iLTSghLfq5v5fcBcivWwZ751NwprxXJ+tyOW49bw29jlLB7eCv0cn21Czvn1Uxm+MQQ3j7nUKfTtWvl5VJEBT/jD1Y29V56hVqIldjZ9qZBP55t1NcL3NjOGjiOsxXjmjmgqwgMk1+SErEIiABJCKOP/XRH2ihUWQ1j16Dc2Hp5PeR2IDHjK6knjWPWimLjxn01Noxj+WuXBoaASjB7dlDNzrVnjUw17898wKF6ZCgW++u5kfMikEWYwBCQCIE1OqJKop0fpP9yN5tOWMaJ+wf/jShqL3/OnvHr/nhun9rDrelasZ0+kSQn9v5+PfsVSM0tulBuO8/i26Eh7gzQ542m3U0ques9m5IZgVnpMp1q+nD/sqjw6lNc+z3jz+gkHdu7khXEb5o3vSQGdv2+j/O7tZ9QId5rNXs6QhkXJaFSURAAktxULL5IbF7n6PoZi5QtwdZkds85lZckar68IABE7/fIsw0xtCatrxxqHzujHeawoeXl+PQO6Lqa181psu1QRLtef/r/ftW0MHL+HQUsc6VnJ6MdrrQin+vDUh9fv33H+8HYOPc/H9DnWVC3w1cEt0ocpfSwJ6jiD+SY1yCmttcltEGmofiWB9w8zzfkCXcfZ0KjYp0N68Msz2HbtzZkKo9i33Fq4538Oewpnx8zRrHpTV9zsD6aA1o/JInlMKG/i1tWnHNy9g0fazVgwqd83t/wBjw4z2syZ2lOXMbxpcaTzf8JmIREACWOU0Z+QBTzEYYQpf+kNZI+bGUZxl2yxXNnsQOd5F7B39KRfySCcJs/gSogmxnpZeX7tAk9CjalVszaD7MfT4bd8GR0maXwZGAGJAEiTkyvj2WEXRix5wywvewzEzemhk3cxKluXVs2rYijUp2Njwnn/LhC9PHnREf/tf3MnfQY402iOC3a/l+XTsUsQCa/OYmnuSKUxM+lbSrCZB4+JGKYidGzXihLCJVEqEgL/jkAYW6Za4x3cAqdJDXl26RRXHoZRtUUb6lcphLqwschgX/zC1cibzwh1eQSnPRwYtiYMzx0LaFDws2u2gnv7nLBxe46D0wSMP9zkxNlr5KzUnE6Nq6OTARR1JQIgBX9LymB2ThnOxKOxLFrj+RUBIOfV2TX0HLWA8qNW42paT9jopxL49BQW3frysf1Cdk7thW521aErmuub5zFha1aWeVoS+/AsR/56TLHazWnRoLwQscyCLDKU9x/DMMqfh5xCgf3FSU+6mG1jpPCIGVxPuG7Hr7URPocxMV9L50VLaZLjJScPnyIwT2U6tmpEQSkuOwWNI+00FfJGHCS6D+RurbFsmj2EAp/DniKeMsPMhg/NJzCtrRFX/jrBnY/atOjQmqpFVBo+4tsd7CdCALJ8WlcVUZxfO5NBzu9w272UpkU+3zwqeHTIlTFOD5jgNJn8frc5/tdlclRoRpdmNTPEupocsykRAMmBanqqU0HAw+OMGGhHXnNnlg+uF0/8RnLcyRZz7/fMc3Ojc8WvCeFQdkwdhefjGiIEwIIiP3TLTU8YSH3N7AhIBEBatIDYIA4utMHJpzgWveqir6dHyKMzrFx3loaWU7HuUImI97dwmuqEsnZnOtcpwMPTu/E6EszoOVNpUcYg3jU1lpenVjF83mW6m3WjiIE2OUMfs8jJlZxtHfCybkfGkmFLi5OZvvukjHjCtMGWfKxnQsfy+chtnI0bf2zE+64mk+ZPoXFxTV6c3sLidXep16c7lfRC2LtuPdezN2DRlP4U/hyPqgznj4W2rLxXmBG9qmGgr0v4zV1M3PYA85krMK1XMN2LU0oEQAra+r8QAO8ubRYhK3MoZOKMm0UzPos1Bz0/i1Xf7tyvNYOD84dgJNyxlTEf2TzJim2yOgxvXwUDAx0+XDnAyj0+9Jg0ncENChPkc44lczZi1KI77aoYcHG/Nxuv5WDmAjtqFop3xxYeAo8PCG8tlzeMsBIx2jlzkv2D0HFx3UG5fnNYZFI/npRNQYykplIXAaF7cudPF0yn7Kfn9MVYtK0Qr58iSFOfIwwZ4UF1k8FULmiIcY5Q9q9dw/UsdVgwdyQlBW/68tw2Fq2+Qa2e3ahqFMmBjRs4H1uDJdMHU/SzJ4Eygj+X2bP8Wh5G9K2JodCpiL6/l/EbbzJ0+kqGNyyU7tfV5JhEiQBIDlTTUZ1KGY+PuDNw+E7MN69moNDgkMdE8F4QwHOmLSWyugnzbLqS+7OGkUrj5eM9XOynsuuRLhYzp9K9cXGyZ65Mx+logqWuJgYBiQBIDEop/Iws0IdZo4ZwILYW00abCzES4S4deB87kxFczzuIra5D0Y8J5PGVM+w7eoH3IUKgqmR1OrRqwW8l8giBq3jf09hQji23Y/TaZwwYN5Yh3ZugH/mUqeaD+SuPGX86mqAruamm8Oymp+aUhD3cR6eBszBubcHUoR0oW0ifj5c20tXEjWZTnJnSuxIy35dcOXOCw2fuEKOuTpGarenatBYFDLXI8tm+InyY3mcwe2J+Y9p0K1pWKy42qrtoN2QpjSZ4MKNr+XR/QJIIgBS07f9LAAgnzqBHLLQcw47g8ixdPol6RXSJDHzD2T+8mTl7NtG/L/pCAES/v4H1MAvu5GrNDEtT6lXJT5b3FzHpbUNEQ1tWzeyMZrgfDy6fZu+xSwRERmNUoQFdWjWlTEEDsn428Bh/dk8bycQjcqwdbOneojpagTcYbjIK3zr2eE/rjHYKwrfhgw8AACAASURBVCM1ldoIKAh+cYG5E5YTWKkX0wQplE/rsy9KDI/2LWPwxEM0HmPN8M4tBDmvxo2tsxiw/Cq2TuJAUt2YcN9XXD17kkNnbhOtlpVCNVrStVldChoJMcEv6+oz5gw0YVtIOaZOH0PrGiVRPj1Am/5zqG3rweyeFSWS/wemIBEAqf37SN32lbJwoekyib4zz9HPsj8VcmsRGxqJv/BmzJKnGn16tqKIoeY34WCqrDJRkVHI5IhMAZpkFx5k0vY5dedRav2/ISARAP8Nv2R4W0mI2DhYDTAnqrUDbnad0BO51OX+QhRw0FAu5OjO1s3WFEqEy7RcCF95TDDDw6cMK1ZOoU5hXSLeXsdmqDmhrWawbkxr6XYgGWYw41SpCkVxpuekQwxe6IpZ46Jx8aXvL22gU+/l1LVzZLZZ3R8LVH4DgpLol6cZ3E8IADa3Yfn4buTWhNenveg+YTdDl6zGtFaedP8xlQiAFLT8fyEAVHGcb+6eZs2qzdx/F41h0WJUq1EXo8iHOE2Zg4bJCjbadxFiaeB39yBDh04jrxBvWzaiOaoEALJ3Fxnc3ZKASqNY6zyA3IkQq4wNesoCkfrvgLIVq11sKaWvTuiTE+KW14F8AxeybGCdbwUDUxAqqamURkAQp+8f4D5vGY/1GzJ2VFdKGn+lnSIP4egSGybujmXW2qW0LGkg1j6ZIABm0GP+SUYt3YRlo0KJsBexrr4+z7ABY4moNwrnSb3IK4QnPl7cQGebTQxcvJbhdfKm+3U1OWZPIgCSA9X0U6cs/A1utsPxelEUq/6NyeZ3kzVrL9HAygGb3nXRk672089kSj39ZQQkAuCXoUumF5UKnv21mgHDt2Iu8vv2qf1pIxD99irmpqP4WM2GTbN6JOrmPky8Yz/AEnnH6Sw0b452diWvL25hSP+lNFuyBvsOFZJpEFK1GQIBWSD7Z1uy4GZpVq2fSAltVbSzkucnXelks4P+c0TsaZuSX2Ks//+YZTw/5s7QSUcY6OjCgFrillURygkh4jZhl4jh9naiQYH0n7taIgBS0Or/lQAQVipSBUaFijRsoeHI1bKhpa3Lh0vr6NPXg36e6xjdvoKI3Y/m9i7htj/3JpPWLadd+Vxx9h3x9Di9B0/BoOssVo5ulggxPyUB4rA/qq89Ra1WMKtfTbFmi1veg4I0s9tHXxd3zITopVQyBwKxoa/YuMyF85HlsRnTlVLidvHrm8LY4GfMsxom0vaZsM6hD/pxh41IzrpPxHLde6Z7ufJ7mcSk6xUhfmKvMNTuD3otWsEQEa6SRRnGWZcJjN0YyvytK2lcUDCtUvkHAhIBkLmNIlxoY43uNg5F12ksHdsSHaUvnjbmbAyoiZuTDWWNpODYzG0hmWP0EgGQxuZZKY/ihMdELHbL2bR6DlXzCaE+EUv4+vJ2zISoVcuZjli3LpOoXn+8swfT/o60Ud3etihFNkWkSBs4UxzcHrFijyvtyhonqh7pocyJQEzAI2aZD+Peb4J0su9IdpW7syKcY84TmXogC4tXifRV+ROxwRTvnHObxIQ96ixZO53qeXIiD3nGYrEJ3hPbkR1rrcibATKmSQRACv5OEiAAvu+JUh7G7vlWjD+hx7pV06ldSBdFVAA7Fo1l4YOSeDuOpYShIKFELP+Tw26YTTuFiaMjA2rmT3hQgmx4fnY9g0ZsZaQgbXtVzy+qCRKq77aM35Udz61zqfdFDDPh6qQn0i8C8ghfDrstxvtZPuwnD6Ns7pziUK5AFiNHTT0bWcVZP9DnL0b1mkwZW0cm9qgqQvaE2UWKG0lrS3ZENmW12ygK/igX5fewKCK4tGY6tpujmb9mFnVERgp56EucbUzZHNKWXZtsyJcB1tXksAaJAEgOVNNLnQpenPKk+9jN9JjrhU3L4oIMjuHoijH093yH0+qVdP0tr+Qdm16mU+rnLyMgEQC/DF3yvKiQ+bHK1oQlr6uxy3UCZYw1iA17y6YFk/B6VBSnZWOpLHJYJ1wUXNs+m95L74sFzZlWpQ3FhtefTXPEje6DciIn9hhyqcvR1NJFQ4QYSEVC4FsERForH6Ga3tecHAOd8RzZXMQ7Kwh9dh5bkVFC2ciShWPaoRuXYu3fizzsDU62Q9il3oWt84eSRzMrYS8vYjHUGvXOc1g5tAbBkVkx0hWb5YSrS6i5VPu7RACkIPQ/QwAoZLy/fQC7yesoZ+rAaCGimlPYbXSwD0tHmfKHtgirmj+cgrrqxAQ+xdF+DCeytsJ5rhnF9P5OY/n/RqeMjeTEqkkM9Y5gy/qF1CygQ0zISxztRrAveyc2zuiLhhCR0tHRJXsifi8piKLUVBIioFTE8OCkN3PX32Ww/Vialsktbv6VxPjex831MvWHdKVafi2en1lDn47O9NogXP3blRUHDRkvL2xn9MT11B49F9vOVRJ1+FCF+LlPMmNDdCu2LhohUglmI/zNVUabWiBrOwtP87piXc2Coe5XmgFJON70XJVEAKTn2fuPfRfCmSdX2GG56S3TPbzoUkEVgqPk2UkPevQRYYkrvLDuLLQzpG3xfwRaej2tIyARAGlshmT+NxnXqR/7tVqw2XMG1YwVnN+/imWbfOhpZ0eXWkVE/upEdFoZypbJZsy+U5SN7g5UyqOBLOINrmOH84daR5ysanPvSRD1G9Unj05Gy8ieCHykR/4dAeF14nNiNX27TaDoWDc8x3chi/8jNrk6cdy3FJOmDKVSoogoCH1zGZs+w4juJA77Vm1QaWH5PzgiBNKmU8l6GX2LBvEkS0laVS8mbsjSLwMgEQAp9aMSisx+D3C2MGfx9VjGLnPDslV5NFVXqd8VeXQQDy6eZNvWg2Sr3UNkVWmKQXx8Z7DPcUZ1Fh4ulU3YsNSG0toRHNmyEue9QVjOsKNFhTyC9Ep4TLGRQmtlrBmeIQ3Z4TxGKLRnJ9L/AXNGjOBp5VE4dC3MnbfQrEF19AX5JZWMiUD0x9s4DLNif0heWtctEacnIVymhB7AI04HlsPVZTw1cmXnzJqJdDLfj9WadUzoVZXgJxdxX7icl0W7CdHfLuTXTph0UtUc9u4aEwYMx6/5ZNxsOqCbIwsBj48zcsAESlktZ3DpMB7Ki9GyRgnUE2PIGXNafjgqiQDIRJP93VBlgQ+YOcSEra9K4LJNiBkX+5QOO+DxYSx+t0St/zwcbTti9CUDQObFShp5xkYgExMAIg/o4zOs8NzKc7/Ib2Y5q15eOpiOoX2FXIkQ4klaAwl/fppFW25QIp86Ny7fJiA0G6WrVadO46bUrViQHIn9kMtUm9LJ3C7QDQfrthgJ0UClPJI7RzaI1EKXqNO9H+2a1KCgsXaiNrlJO0qptjSPgLjNunFyG7uvhZEneyA3bzwG9fxUbVaPxg3rUyqfbqLtxu/hUSZbeVFnggg/aVwSlaZabOgbdrou5eAzPboN7EHdSsUx1ErcxjetYpeRCIBIv/tsWurKufdh38GtS9N+ZvRsXDZVbrNjxcF6hZMX1x8/5/XTl/jFKDHKX4RCeQvTqMtQ+rQph2bcwUuO74MzrPG+RP6qlShVtDTlyxZBW6T++1w+3DmIy34fihkruXn1LsHhmlSsX4t6jZtRvVQuQbQm4vQvKosJFuKC1nPwq23KRNOG6AgDV8SEcGGXB+77X9GkZy9a1qtCPoOcf6u3p1Ujlvr1iwjE8vTUOmwc3HkW+O1+QlWhfvX+uCy0oLy+gr+83bkUmguNkIfcePSWrLlK07RuHRo2qUsB3RyJFu1T6U44jPagivU0BjYrHZeSLDbsHXs9lvLHw5x0G9RLrKslMBSEQuIs+ReHng5fkwiAdDhpSdBleVQgx7Y4Ms/9AKGKnJT/3YQZo3pRRC8H0UHP8ZgzkS13FXQbPg6z9jWEp1gSNCpVISGQRhHIxASAmBGlErlCrvrHt0X4IauJtDuJ3P8l7dSKzihEf7JkEf8U/6Lqm5qaGllEZ372I66Qi3wlWdTE+3+/qRTxiKp6s3z3/5N2EFJtGQEBla0olSrbEXaoUKiMUpiTsKef9dOP+50p/vGuqk6F+Fucff9snWkQ4IxEAKjmXCH/ND/fLY5x8/X1mpKyUyFsSfRLmZh+CfuVq9a6/2ez36y1n2z918b2Cav/u9b+ym8mZUGVWksCBD59W1V29M/K4r63QgAgbjVVPaNa7777Fv/0GphJ1tUkmJp/VCERAMmBavqoUyH2/Ko9sKp8/btU/fenv6mWcrWk8UaUx+D/7jEPAnSoXbmw0BqQSrIjILxX399/wJuwbJSoUhL9HBLq/w/zzE0AxAZy2HUZq49cJhA9arcawpjhLTBIRNqnZDdiqYFMhUDYu1usnreEQ48/oKZXln7mlnRpWFwI72UqGNL1YDMSAaCKa79xZCNL3P8Qt+xZyF+vM5Mt+lBMP/1na0jXRiZ1/hMCsf4ccF7CmmPXCM1qSL22plgObYa+dGMnWUgiEJAIgESAlASPKCIDOLR5Jat3niNMTYMqnYdj27cZhhoZ/VCmJDLoFad2/cm1FzJqde1Cs8oFiA335+GdOzx5/JALwsM3ODIKNR0R/ti1PY2rl8UgWXARmW2C/QmMzkYeYz0hOprWNpUipC/wHbev3+Dh/bvcuudDiNAuyV26Oq3atqZOxUI/520oRHkDnz3g+NHDXA4womfPtlQqapxoj74kMPt0U0XmJgBEfN7HB8cYP3AYJwy7sGHFZOqVMEpxt/90Yy1SR5MNAWVsGNd2LMfU1pVCAxfgObE7uXOq/7TXR7J1UKo4QQQyEgGgusaM8r3LHNNhrH+Ui9kbV9KjWn7pI5qgFUgPpAwCCt6LEA6b/mZcKtyPjY721CxqIH27Uwb8dN+KRACk0BQKL5fQ538xouNwrudqjavHNOoXN0x0+GAK9TKJm1EiE6E4e1a6ciK8JFYjOlMit05cto9Hh4X45+i11B5ojWXf5uRWC+SP1YuYs/ExVk6ujGpZPumxEZltDrtNYcmNwrgJsdsiemmMfJEHcXShLbbez+g+eQYDG5RAKUL9XGfP4cDbosx1nUvrsoY/t7YLu4sK8+XCTm+2nA5n4MQR1BV2J5VvEcjkBIAqJc9RrDpYozZgDsts2mMgSX9Kv5HUQECkaLyxdSHDJ5xgyJpVDG9cLDV6IbX5HxDIUARA3CXrfRHTPpTTOXuwffVoCgiRMalICKQVBPwf/on57+PQM1/C4lEt0Y0Xd0wr/ZP6kXYRkAiAlJubmFen6Nl1HNnbO+A2WeyxM7iHrTI2guu7PFm4yx+rWWPEwdMgHmwlj4+4M9bDB/uFU6hbREdc8Ch4d2MXQ34fTMxgd/ZM64X2D8Rs/9NsKaPZv3wss68IQXDn0cKLT6gwp6UiCIBji8bj6VcL5zlDMFJX7TNkXPWexu92Bxg0yxOH/tXjtX1+ruOx4W/YOm8ux7M3YI5dT3JL57tvAMzkBMCn1B+9hq6j2yI3xnSsIKX++Lnfl/R0EiGgiA5g90JrJu/WwG37AhoW1UuimqVqUgqBjEUAKAh8dAIz07God53PGuvWpG+JxpSyAqmdlEFAtZl2oaeZN4NWeDCyrRCllPiplIE+A7QiEQApNYmxvD27lm7Wq2g9xYvJHcpm+Dj4iI93mG/tQGAtC2aNbILuV2m7ZJEhBIQpMDDUi3drV/Lx3n6GdTRB1t+FrZO7fUMAyGWR+L3y4d7Td2TRyk35CmUw1pDx6OZdQtTzUblykfhsI/8yn79KAAgvwGgRsvD0/iNe+QULWV3QzleciiWLoq/9t1ipXBZF4PsX3Hn8kkg1bUqXK0+x3GL/GhPGi6ePePIyhILlK1OmkD7hfm+Em/8jgrPnoUrF0hjHCT8rRLiEP2HkxFhfK97rVc6t3XNoZ/MHJrM8mNT7t2/GKYsI5IXPE56+DUQzXwl+K1OU7DF+3L72EK3iFSlTUHgMxH0PFPje3M2ICdto77CEQbXzJSrFakr9OlK7nUxOAERz3GUsw7z9cHR3oZ1wM/nVPUTEuzusc9nIveDwBOY0G7l+a8GIXq3IJfL2SkVCQIVAVMBj5lsN4oBuX3bMN6Ogzq8dtxRi0b14aBObj9xJEFg1tUJ0MzehYRnjBJ+VHkgYgQxFAAi3wYcHXRk63Jveq9Zh0aJkwgD88AklIW9usclzA/f8oxOsI1fVzlgOaIJ+Ut+CJNiy9ED6QiCaQ8stGbEzAndPZ1qU0v/Fb7fwvNor1ssTt4mMFepf/1a08tG6twmtq+TN8IeY9GULP99biQD4ecx+6Q1FGGecx2Pj6cfMnR60Lqn7S9UIfzTe3zohsrr8yduw2H+vI5smpZv0xrRjVTR/sbVff03Jq3PrMZ28j0ELltO7RgIHToWM2wec6W29E3MXT8xblPkSAqAKI/hz00b+ehxF3oLaxIjDc0zp1vQvH87UMSvJ19OO6RbN0E4oLfgvEgCRvvfY4LaGZ4o85NNVI/j1LY7ek2PmMJvetQvFueTHCJ2D/Tt3cOOjOsba0dy/+Bd+Ok2YPqUP0T53ef72OYc91/ChVD9mWtTi/Qd/Au4eZ9mOmzQyncrUfrXR+MGhSyn02XbPsmb6CTUWeC2lZUm9+PVdpFV9c4f1Xlt5raaPkcjg+P59OGUadaVizGFsZp1i2JIl9G8osk3F4yILfcSs/qN4VnusSO/YCv04DwOpqBDI3ARA7Ec8R5uz8UNN3LzGUfo/xMaEPj3N1NGzOe8blIBlqVO42UAWjx9EIb1fO+RJppvxEAh6dgrrXhPQHTSH2WaN0f7FRUqV5mbfqtnMXXcmQZDUspZl7NJZdKtVMMFnpQcSRiAjEQBKWSgn3Kcwcm0orlsW0aTYZzfGhHH49gkF/o/+Yrb9DM69jUjw5ULNLVkxrQ+5v7o1SfAl6YHMh0DsB1aam7EtrDGeblYU1/1FMl0ZxvGVYr30PkVoTAIEgH4JTOxnMaRJMdKYE23mm///OGKJAPiPACbydUXEO1bZDcXtfQO2rbWl6C9fesl4dmozU+Z68iQo5t9bz65DzV72zB3ZHO0UP+tFctzZnqkHsrLMaw418v2baK6CkFdXWTBxIc9LdGOeTRcK6n46EyhihHii+zycT2XBcspomlXIQ/TjQ1g47CdHzgCCDZowe+IAShnn/A4LJWF+r3nw7F1cBhxVUQoy/5xIfbj6fj5mjOtFfp3Pa6U6uQoWp0h+/R/oDsi5f8AR82U3GLd8qbgcNUAe+YZ9XtvRaT2IFqUNhM7BG3Ysn8eOF/kYM344tYtq8/jAMsxnX8FipSOti+ckW7YoDk63YPYlLUaM7k+rxvUpyFPG9jLnYWkz1i0fQK7vlm6lPJpnF3YycfYufhtgg2WP2mjFh41E+j7ExWE613I0YIJtP8rl0eDe/jWs2HKFKP/36Ha2YdrgRkJk8m81WIUsmC2zRjL9Tgl2u02krLEkZPzZaDI1ARD74QrDelriV8OatQt6YpjKCsKPHz9m06ZNiVxak+YxY2Njhg0bRvbsEhmRNIj+Wi0+R13oaOqNqasHo9qUSXV31r1793Lt2rVfG8wvvlWrVi3atm37i2+n/msZiQCICX3NSnsTVgY1Yp+TLSUNU/ejefToUc6ePZv6k/wfelCwYEFMTU3/Qw3Sq58RiH13kUHdRxPZxB6vGZ0xSMVvd0hICJ6enoSGhqbJCapWrRodOnRIk31LrU5JBEDKIB/+9jo2g/vyrO40dk7pkfTx7T85jI0bN/LkyZOffOv/P54tW7a4/XPu3Lk/PST/yKqRQjj3TU3cN02glO7/W5iEe33gU9xnzuWyWm0cJg2khEGO+Ibk+N4+wEizxZQavYiZvWvEua1HvzhJt07DuJmtHq5rF9KmfO4fHtwvbppMuxFLCQhNyOOuAKazPVk8rjV6/4ifiuWBIABM7LZR33w6diZN40SpvxRFDPcPujN03B/0W+HCyKYlUYqD9lHH8cw+os2i1dMF+aGFIuwVzmNM8XxaGrd186gjPBkUH68zcuBoQppPwsu2tXD8/7b4PzjFnKluaDQzwXpwUxHy8JkhUHBz90IGz7rEZDcnOgtR4qxCK0Clq9C/2ziy/T6N9e5jKf6F4PhUr0qT4aCLNb1Wh7J7xwqafdFkSDIzSLcVZWICQM7b8xvoP9qdenYrmd69cqrHhpw6dYqRI0emqDEVK1aMrVu3kjPn9z/DFO1GJm8skoNLRjNmTzROnsv/gztr0sHo4ODA9u3bk67CRNSkWowmTZqUiCfT5iMZiQAIefEXNl1tiOnswHK71BdHXbx4MatWrUqbE5/IXlWpUiXFCd5Edi2dPRbL69Or6Tt2HS2nuDOxQ7lU/Xa/f/+e3r174+vrmyZx7N69O9OnT0+TfUutTkkEQEogr+D1BW8GdJ5LU8d1TOz+W6qnoDMzM0tSIlldXZ1t27ZRqlSpT4DGvMFp4CB2hDTGw3vi/yUAogJfsNPNi1OBRbAa05MK+XS+TIhSFsapVdOwWhuC48YFwvtOX3WMJUIIlvc3XUr5IVOZ0PfvW/FvZ1LlAfCK+0/fEiv/7AEg49xWR9YKD4BpY3t+5QGQndyFSlC0wI88AMRQQt5wcLUzrt4nyFq9I2NHDKRuuQLkyJpFpDN8xxqH4Uw9o8uyeZYU14zl1b3zbD32hDYmVvRsUg5NwVqEv74s0rOORtbaAa8xbcTFlpx3l7wZPNqNuvYuTO1U8W91f5G+L+jFFTyXryeqXEfM+jUVYdJfZcKK9cXVwoytkc1Y5WxOUZXXl1LGgz9dGDJBeEeIMO6+tYv+IxRM5VHw1+oJ/D7/OZv3utO+rPEvhoulxG8mZdvIvASAPJyzng5Yr3iOvUhx1bVSrv+EfHTAc47sPc6LsMgE6smKfolq/N6kOnpfuamoXpLL5cTEJODe9J96+c+X1dTUyJHjM/OYxJVL1SUOgaiXLDQZxn5lc+HOakPJ/xCKohD52x9cPsGJa88SbFtNLRcNf29NxUL/FByUyWTExiYQa5dgCz/3gIpNV31Q02vJOASAEEc95UHPEevpOtcVm05CHPWXXSnFxsXvGcf/PMqLEFmCU6tfsh6dWvyGtthkfF1Swx4T7OxPPiCttT8J2P97XB7GyRUTsF3txzRvF9qX+dXwFFUD0fhcEOvlzWdEJ6QBoGlEjSatqKFKY/ZV35QqsazoaOFq+2nDndZKel9XkwNPiQBIDlS/q1PEt5/f6ECPqTdZvtOTLlXz/Vwqt2+qU+V2v8mhE5fwj1TJ0f1LyZqDglWa0LZuyX8I16r216p9dlIW1f5ZtbbHlUQQAIoof/50W4r3I0NsJg6jSgGdb3CJCX3FivEDWfahPgfdJ1HOSCgZKKK4vXsJVgueYL9+Ka1L/YRI9C9qAKiGo5BF8OrOaZbOXszJ9yVxXDOLhiUNCX97kQndTDghwkib1iyGbqGytGpYmxLFS5DPICdZVQp84kD/5vI2hg5zpe0id6xalhaHnHAurJ2F9bJXTBGkhEp37XOJ9L2P84zZvC7aifHDO5Ff+1uv5Nj35+nf3gpZs4m4z+2MkQgLkEf7s2fhBBbeKsC6leMpZfRPT0WJAPj/1p5pCQB52Fvc7Ifg+Lg62zdPoWK8i6s8JoIAEcev0NDByECbrCJ+xt/Pn0hFVoyMc5Hz/8SmBj86gtUAW/EjCUxgbclOsXbmrJlrQVF96eCdlAtx+qxL5FsXt639+9iSpY1gSUWaHKG3Erd4hgYFEBipwMjICK0cWYkKDcAvKApNXUMMdDXjVU6/HbU80p9tjnaMdzmaIBxZs1Zk+loXBjQskuCz0gMJI5BhCACliGN0sWXk5g8s8HCjQ7lP4qix0eEE+AuNEw09sTZqoSbcAAM/+hGmyE6u3EZo/nBtVAiV48PYmdlw4lVCAqlQtP0kvJeZki97Kvp0JzzV0hOpiIBchKc4Wg/E831jdgk329JxcbMqxeoQ/IIj0NAxwECoVCtjwvEV9qrMpo2xsR7qn2Shvy3KEA4ssMXe6wjB0QkcDAzLYDl3BVZtSkkZMVJx/pOiaYkASAoU/70OhSyAdRNNmHavFHu8ZlAlb05xYAvh/vnDbN5xEsPavRnepwHyVxdxnr6Y5/k6MnVyLwp97Wr+pYkYHh/yZJT9Mh4EJODanl2X+qbzcB0v9lK/TFz/Ij4KfzaOHYHnk0q4rp9IGf1vA9yVcnFBc3wji7e/oM+YUTQrl0d8W5XIRN77zVue02xwK4xjnrPEaiDeWTuxZ6kqbV92wj/cY+kEC9bfKMea/Yupm+8nPHZ/lgBQKogKjyA2S3a0hEq/KlXhiwubGdJLhKmu9MJCZFyJeCk0qzrYkK3vXBbYtPwUQiDei46MRCEIGI0c2cgixnpx4xwGL/LBcaezEPIzRBHxkdVTh+PysgbermMoqJmN7Dmyo6YM55DnEtY/yseUCf0oI7QNsihFBolbZzn3FFq2a4jmu5N07GaHYfe5Ym5F2tcsQhjy3gkmDrXjYQUTtiwxFxoK/7xAUsSGsXfpKAbthH3ey2lQ5CfIk180g/TyWqYlAAKf/sWYvn24Xn4s+xxHUViwTSoBtevnT7Bn1VYuyiqzcJkVFTR9BSs1kQ0PcjLPcSktSvxYxVQRG01IYAjRigSEhMTPKatGTgx0tD6xZFLJ3Agoorn7xxL62q+itu06nEzrkkMkXAl4fJ09+/fgtf8W3cfNwbJVae4fcmPs1O1UGzaTSYMb/FgoUCzCkWIjHBKeUPyXCvZs6Bjok1M6bCWJDWYUAiA25DHzhpjg/aGciGNcTr1CYrMh4vsuHv6TXdu34JOtITPmjaS42iu87Mfhcr8QbutnU///fFjj1sagYKLjXRL/Deysgng10BU3CNLSmCQ2mRErCXh8nJG9evOo5lQOLBtBXuFrGuX/itNH97F6xyGyVBvEUqvfUX93HgfbGTw37IzjspEU1f4RqSQI2LBgQiJUN/gJNjet4wAAIABJREFUoKWWDS1dPUHGis1tRgQ2E41JIgCSe7KVRL69gGVnU26VGoy38xiKG4iD7MfHnLv8ksC7u3A5qcHC1bOppuWPp+0Yjul3YuW03hiJy44fMHWCgI4gOCSc2Hhxu/87gixZyJ5TV6Sq00iF32k0J13tsdstY7nnAuoW/PagHvrqMg5WU/HJXYeuTcoKN3nVSiLH/8Ff7HpTSbi/D6eAMgDv+ZbMvF6AjSsdqKgVypWrl3lw4zQbD2Vh7qpJFJFHkDN3HnS/xMf/y3z+JAGgjAnh6Oo13MhSmaGDG2KgLgQBj20Qe88jmDotpkv1/MSGvMTD3p4L2u2YN6UXBXSy4PvsIadP3KFQgyZUK5UHZdRH1k03Z8GTCuxynUA5Y02RNeA5821MOZ1HELjDa3HPJ4yadSqieLSfUaNcMWrXk0Yio8unO7BI7h39i/CiXZhk1w796EfY9R7J/RKmuM/vjkbAE05feMrjs1v5M7wuq2f3Rk14YhnlzYtmvGigChV59HvchQ6BR3Ajtq0Y85XWQnL/BtJ+/ZmSAFCGv8bTYRKLN+wjplhDLCfNxPz3SqhHBfHw2UfkvlcYM2w1vV3dhOJvIS57z2H+5bwsmzGUIj/cRKT9iZZ6mDYR8L13DAfL8ey9/478jQazYPZYGpbQI+jZY3xlMfy5wI59ur3ZvmAgau8uMMfGjfJjZtK3XmG+WuPS4OAEqx0jNtWCDc6eSU5zGYEAkEcGcHjjIiYt2IQf+ekzfgb2IhbPIGso9+9/IEvgOUZP/oNeC5wxqWkgYusW43TdmKXzTCkUr2CcBo1R6lIGQUAZ9gLXyRNZsvlPlKWaYT11JkNblUUR8I4XH8N4e24tI1YJIa5Ni6hfIJr1Y+25U2YgDsOboJVQuqx0gVHmW1eTY1okAiA5UP27zpigF6x3msF890MoclXGavY8RrauFK8BoOTD5U30Hr+NQYs86F0kkMVzV1G083B61S+WivsaJQp5LFHiFjtGJkeZJSsamprkyK7+Q2/LHyOo5Plfqxlot5t+C5wwFd6Vf+/TZHFniSFjV/Im8p+hvsU7T2eP60gKqCt5d+coC+e6E5CnPC1atRB57stRIPYmdjbuaNVoRvNGdahbuyLG4oY+wSK8mA+7TmbxjcK4LxhOEb1/D7OURwuyf+961my9glouXTSFQLi2UT5KVGhAp7bVMVCRDiK84+X1k3hv/5Nn4XJy5CpK7bIlyV+wLDVqlEBLeANGh/jgZGXL3eKDWGzXQSjzq4lLVpHdYPU8HE8E06VHdxrV/I0SxrFsnW/LZPeDhMi+v0DNSx/h9TFnjMrLQMatfauZ5XWUXBWa0b5lDcqXKU7o9e1MWrqfKl370rZWVSpXKv3N5VhM4G2m9B9LSNupLDSv/4/wwgTxy8APZEoCQFBCfHz7npBoEZOqlhUt/dzkMRQurfETHf7+JraDrdET7i3TuuZns5Mn8rr9GNy4dKrdTClk0cLd9hWPfN4QIYtFw6gQ5UoUEiznd67gKtdxkQ7jic9TAqMgd5EylCxghIa65FKbFn/Hsohg3r31Je5zIPLX5sqTG13NeOETkUP37Ao7Jv+ZG/dtE8hyeStrjmXBbHxv4bHyi2mvkhwEwfQHvObmPR/Cv3KhVcSG8+TBE0q0H0qrX879m+SdTdYKMwIBoFTEEuT3Hv8QsXiI+xMNXSPyCvfpbPHeSnKROcXMRKSrHDifOe2M2eK8mug6/TFpWiLVM1f8vw1ZVPB77t15S+5y5Slo+G1maJV3QpDvGx49eUV4TCw5jApSrrhYV3W+90JQECpw8XnqQ4CQeclVuBQlC+YSYQ/SupqsP6rvK5dH8eHNe5GyT+iTiBt5bYPc5BYxp5++3QoRc7qFwQNFHu71Hvye5znLlp2jicVQ6gvl5zR3a6/y1gr+wNOPcooWyx+3af67CM+EwDfcuveE0Ki/QxNUt2JP7j+kSLthtC31qznVU3TG0mRjEgGQvNOiiI3C9+MHQiNUui9qaBvnIY++1pffYMSbc1gNnEVey4X0NbqH99Foho7tReEfuHAnb08/1y7E8z74cObMWe7cEPnrfYOFHpc2xSqVoWr95jSuVkzcKieOQYwSN9Mr7Cdzu0BPFtl1wlilhhdXlIQHfuRDQBiKH7gbqWsbUyCPfhxhoJTHEOz3UYSAytE2zI2RjvBmEN6ivm8/EpUlBwbGhmjnEPvERC1qot0gPwKj1cmT6/+EQn0NsliXYqLCCfIPFGtPTBwRoqVniJG+Dtm/wkC1VwgP9sc3MAx5Vg2MDQ3REeeRz/c9SlWI4HtfZBr65FKFDKr6qtJLiQjio3+Y2FsYYqgn/r8Q8gv0/UBgaJRA6PuSDV0xfmPVGi/eV4Vo+378SKRcA6Pcoj2xV5ZHhfFBtKPIqS++BXrk+PqbLOp+cXo9oxafY8ic+XSuYJT2vgMpY+A/bCVzEgAJAC4X+S2dbEZwvugAZjZQsPqCDDOzniIWJ3Vi9mUibubYls385ROClnBryp41mg/vAgkP06XHmBE0FnFEn350wpXo8Xk8PY4Rk0vE0Ih48Ccvo6nVoR8D21UTrFjiFrBUtEep6W8QEMqqJ90xnXGHCSuseL5tOxqtB9CrdpH/IKaT1BDH8vzYCjoMnsK9t1/HeGelUJWerNnlQZMi3x66kroHaaW+jEAAJIilEDlyHG7FuWKDmNQyEu9DMYyw6yviNtPmQVghC+HYqhkMsz+N3daNjGxZ8ssQYyP9OLndm+P3A4Rrt2bcuvrxfRBhIVp0sRpBs4r54m9vFAQ/u4ib62GiRWyimrjFePIykmpt+jC4Qw10pBCaBM0mZR5QEiriiUcPmE45y2nUDDnHFfWqmPVqhG4a+/YpBUH68OJxNqx045iyAR5Oo4UO0dfrZCwvxNrfedAEbr4O+2rTqkaBCl1Z/cdqmhf9iTjglJmAdNOKRACk7lTJIl7iZGnHvYLtqcJb8gpBua6VRVq7VOqWMuINblMmsce3CJMcLKlbzFCk6XvOlkVTWXBQjWUbF9OqfK7EHR7Fwffx8XWMXnKJEXOn07FKvlQaVWZvVpAN/o9wnjiPN1X6MnN4S7RSy8DS6FRIBMCPJkYewpH5o5lxW5921QtTrklX2lcr/GMRoWSfWBlXti7E2uMew6dOo1vd4oKJVOL/5CJTLCx5UHgQq5aMoKiOOlG+D4R66Gxelu/NNMs26BLKmY1LmLb2OcOXzKNX9QKJW8CSfUxSA4lDQNwC+Ryh33AXSrdoQN58FenbvXlcapS0Uz4RAMMWPsRs0hAhyPV339Q19SlctBDa2TMH8ZQpCAAi2LdgHE5ndWhStSBVOnWlTdUCaYiQ+vqXIVSIL+1k/NhZ7L2qztw93l8RADJu7FrGaJfrDJ40TbielhQCrxDw9DIzrKy4ZtyTVctGUVIIMEX7P8bVfgaPS3Rnxpjf0csSxnmhYDzF/T5DFs6nf53C0rqaRhak2KCnzB41hsf5avNbLgNa9OlPlUK6aWd+xO2a//Or7N50nmitWI4JUaoL+v05KHJ3V/oBAWA27yaDxptSwfDvywd1caNWuFjmWVeTw7QkAiA5UE18nfLoADbMGMX8Q2EMGmePVY+68fHwia8j6Z5UEHBrJ13N5lJ+pCvLBtT85M0mvGlfXdqCSc+JFJ+4hpVmTRLtAawa3+lt69h0VUGvwd2oU64gWhJRnHRTlkBNSrmMgHePOei9k+v+eRk6pg9l82ilWPvppSGJAPjhTEVxfZ0Dpssu0tl8JmNMGqCbWgHX8o94jhiM2/NSQmhrAdXyxm8ERPqLzROHM3OnOsuPutGyWA7u7hP5MK0OY7XFk361C6hWMMKeHKXnoPFotZ4uFOY7fFKYl0q6QUDpf41h7S14VLoji+eMokZBnbSzmY1D8RMBYLEigLlek6gshH4ya8kcBEAs59ZNpt/c8wyeMZexneukWc+i2JBneCxz5x0yTrieoc/aDX8TAHJf1lmZ4nivIC6CJK2VPz59kNi4bZ9uwZQNMhYd8hAp5rR5IMQ3Bw3bzcgtqxhUv3Dcuhr+9CR9B9uQpdEU1k7vip50s5A2fvaRH/AaZ4HLtexYLZlPv7qFhNRpGipC2frNw+u8z16csvohLLTug8eH5v+XALBY/pZpIhVYjVyZw4sqpWZKIgBSCukft6MQue73rZjC3Ct5WLN8NGVUqe5SrYg9zHGRCtzGlYb2QqG/92/xa4aC97f+YGgXoVY/fi0uwxr/hBaACEgS6vO3juznwJUXFG7Qkd5Ny6attSjV8E7mhoXb/+urFzh44jwBuasxsHtj8qapS7NkHv9PVC8RAD8ASylyVV7Z4ciKK1rYjx9G2dRcnGTvcB02CNcXxVm5fskXVVFFxAfWjDfD+WoJPHfPpqq+jH1O4xi6OoqNfyynhYh5VBWF301GdRnGbePurF03luI60k71J34fqfyocGESMdezbT0pNMiWQU1FXts0R+BIBMBnI8kUBIDIR3x+kxNOl3Iy1cFUbNxSQ2k54Z+lQhbK5V2bOfLOiEYFX2A3ZAMDt2/9mwCQiYOihQmO9/PhvNGRhoU/3Q4oIn3ZNNmcRafz4bp7LrVzIQSUxtPPyY8N+11oU8ro03MBd7DpPpRLmr+zdvMESulK62rCs5L8T8jD37Jl9ixu5WrHBIt2QjgqzS2YX0CICXrGnNESAZD8VvHPFiQCIDVQV6XqDCZUoY7y3U28N1yiTM++NKuQOxWF/1Q4CEL3xRnGmE7Et8owHB1EKkIdkRVMqOGf37ocm+W3sHNbRvfqBX/+8kUhJzzEl48ROSiS3yCNesqlhi0kY5vCyypU6E8ER4vU7fmNE63dkIw9SrNVSwTAl6kRi4Dfa158iCS7TGwiDtyjYbce1C+dK9FuP8kzyzJu73fFYsEfNB/mwKhudTDSUPDs4p9Mm+pKvl7jmTSwERoxH/CcPJhxpwqwf9cSEXetH9cdZdhjpnbtz35FPVZtnMdveVJHxyB5sMmgtYr40PvXX5IzTzZuH93DK6P6DGhXO43etH4iAEYsf8Ewy1bI3rwhXF2PMpVqULVcISFslXkORhmXABChKH4+XA/IRsHwR+ze/5SafXpSq4RhGt3QCJVpkV1jicdpmgwdTrHXOxjcUygzf00ACK+A+4c9sZizg7pCv8K6Zz1EeD8vLh9mxlQXDDpbM8WkKVpyf9Y6DMH8gD4H/nD6QqwS5sOM3gPYFVoND+/F1MgnraupthqLW/WPT5/jF6MuUo+d49A9OT37dqWkUdqOkU8MAWC++CGDRrWFd28Iy6ZDqYo1qVahsPgWZJ51NTnsSiIAkgPVhOqM4vS6uax8oEGzInkpXrsZjasUSeX9dXyfRaq8u0c2MdNpBzpl6lCjdB6iAp5x7upbagtPL7NWFdPo/ishzKW/Swj8fwQkAuAzNiKtxcMj65nleILfunSmUcOG/FYqt4j7T33zkYV/4MRmD5Z4X8CwSEGRTkPOa5/n6FQbwPRxPSgmYgdjQp7jJOJcpt4ox4GvCABiXrGkTy88/crjvn45DeJvulJ/VFIP/h8C0X73mTNpAW91K9P+98Y0qFlJHE7SUtz/1z1XEPj4BE6b71K9XkXUwvx58+ohR87cpnCTAYw3aYexSP+SGUrGJQBiePKnK3bet6jftD3NG9ajUnEh2JQ4CeIUnnqlyFH8nPVLPAko3wXzrpV5c8ydAT1XfUcAiOCVCF9ObfVi0frT6BctKIhVJW+ePkOzUh+mi0wbqgNkrEgZ62LTB9uzRb4lAIQYovOgvri8LILLBheaFNNO4XFKzX35dIu0VQdEzm3307F06tGcRo3qUyLX31l90ipS/04AiHXV55TwTrnFbyJPtnpEIG9fP+LI6evkbdiPiUM7kEtDIgF+dW4lAuBXkfsv7wnX7DtXufUukuIVqlIqrx5Z47PL/Jdak+JdpTyCOyd2s2rtYfSqNqCiuEALeXOXQ7suk7u1KfYj21FAVyJ5kwJrqY60g4BEAHyZCyUxEaEEBEaI9BR66H6fXi/V5kzEId09ztLlO6B4UyECVwujbFFc/nMz8zZe4Her6dh0rUU2larqjwiAyGfMFm5W2yNq4rlhAdXzxce6ptp4pIYTQkCVAiYwMJAYpUj3YqBLjkSmn0mo3uT6u6q/4ZEysmsIJXWhlSEX6ur7nSdjt/0t4x3dGVg7X6qp+ybXmH9Ub8YlAETu8YgQAkKEd5SOAXo5c/xULGRKzoFSxJZe3ObKhkeG2IzpS3ERnP/4sNsnAmCbNwMrq+OHHoVFuiW/h3+xfPlWogs0pF+vuuTOHs3VQ1uYt/4sLc2nMk4IU2nEvP0xARD5goX9+rPRvwJum5ZSu0BqxrCmJMJpsC3h8hkeGkhQuAI9A320NOLTqKbBrn7dpX8nAD6lAvtmXY3y57DbNGw2+GDj6MmQugUyxbqaHNMoEQDJgWp6rVO4jPucwGrkfDQ7jmf2sCboi9AheXQYV7Yvx3zCAQa4eTKmTfk0+91Lr8hL/U5dBCQCIHXxT7h1mRCrsh3JiofFcF0zg6p5Ph3gY0Ne4mw9GK8HFfDaNo+qeiF4iBAA25MF2Ld7CU0/hwAE3sG60xAu6rRn9YZJlDVIU5JICY9feiIdIiBuUs960XqAIzVHLGG5TfPUE9FMQfQyLgGQgiD+x6aCn51l0mBrbmmVomqZPCK2VNykvrjFn/vuUr5DW4qKLAYle1hj07kUO6dYsux6XpyFW2rNeGI0VqSAdbc1ZcW1YrhvWyA0ACJZ42DCyP367N/rTMt4bRVl0H3GdxvCyazNWO09Tai0p1UPnf8IqPR6siGQEAHwz4aVfLy8gVZ9FlDJZBFOdq3QV09UIvBkG0N6rVgiANLrzCVDvxURXFk3HdP5Jxm4whubZsXiY/0/iwCaohjszq7JXcmRJr3ekgETqcpMgYBEAKTxaY79eJ2R3YdxV6erEJsaT8nPYlPxWQActkcxb99aupRR56CrvVjEnrLkDy96i5R/KnGTqJdnGDBgPFlbTcLdvj2SVlUan/B01j2FLIJnj1+QI3dhChhrxX84lby7sJY2/ZdT22IZS6wao50JvFUlAiD1jTc2KpR3r94SLlfGd0bkUz+7BbsxO+m8fCl96hXHMG9+DGRPsO49lMtq7Vi3fQplPsv4x2cBmLgugBn/a++s47JKvjD+FWlFVFQMFEXFdtW11+7uFgNBARUs7EQFG7GwMFEx1+5Yu7u7GwRpeHnjN9i6+gMDfGHnfj77x8rcO2eeOe/cO8+c85xNS2ldJDV7FwzBZuQlJm1aQocy2d+sq9GPj2PbsR/RFQewcEQTWQXg9099krPg/xEA6phI7t++j26GHGSPXVff7PM1BJz1o3abifzR1ROvvlXF+1wSAD8y8ZIA+BHUkuk9Iv//6t9T6DRiPfXcFzO8caG3ooSxZQBPrKJTq6HkHbaIWSIy4HcVA0umyMth/WYEJAHwmycgzu6jnjCjhwML71rhvdSDstlTv9lkKUMe4dWnA75Py7N86XAKZ9Dj6en12HUZgUXPOcx2qCxKjih5eGARdqNELfkJnnQubRFnd7KBROB7EIjyFyeh3XqjrDmQyQ5V39XyjeLkEjc6eZ3F2Ws+3Srn+E+Uv5EEwPd4TiK1FSWBPqQAfCoCGPWMuX2cmH0lCzNEedUKlm/La8ZGAHj378z828VYunQUxTMb8vz8Zuw7DiCDw2x8elZ/s64+PrIcu6GbaO7uSbe/LBNpMLKb5ITA/yMAol/dZKiDM6EV+jGlR413AmTRnPdzp/34ozh4LaB7Vcv/xLqaEHMuCYCEQDWpPlOk/wZcZUy/gexTlWKSKANbOld6ol/dYeXUcSw6a47n3EGUtjRNqgOUdksEvoqAJAC03jFUPDm3nXETlqOXryr16pTAPFat+uxBVmy7Qv3eg2lVLrcoD5cCdVQAO5Z44rNfTbsujbBMFcZOv02EW9enr11NMhrL8H+tn+4kZmB00F2mDOvF1lvZsHdsQVErM6HEfRW/lXtIX6Y5znZ1yfQfEauSBIC2Oa+IgAp6xHrv0QwatZ3qoz0Z07MpWUWJJ7Fa8vzSLsaPX4oqZ0Ua1i8lagXDo/OH8dt6kRo9B9L2L2sMxAmrOiqQvSLP33tnFG3tmohSqpHsWb2JwBw16du1DplTy/B/bZt5bbYnJjyIh/cecPvyfjw9xnP8VUEGjOlD3dL5yJ7DkoxCbEwR/AAvkaKy4ao5tt1aUMI6E1HPrrNy1U5MijelV7cGmBv9B8KqEmgiJQGQQMAm2ceqePXwJkcP7mPX8UuERSjQyWBFxT+LUaLcXxS0SIuulggWJlmIpeFah4AkALRuSr5ikAhFCg96yum9O9h3/i5RSj2sy9egVvniZM1g8lkZFbUyjJsnD7J9+wEC9TJRpk4jqvxhRWoD+bGQFKY66dmoJizgKbduXObongM8jIC05vmoVKc6JfJmxeg/VK5KEgDa5r0iZ/r6AXxW7RYChtHomppTo40d1azflS+MFY8LfsbZvTvZe+4WkTF65C1bjZrlS2CRKc1n62qsSvStUwfZtvUfAnQzUqpWA6oVz4vJf4Tc0raZTbr2aHh9/wx+C9dwL0qDWq1+M5QUOjroG2SmZjsbqhTIJP5F+OarZ9y+GbuuHuR+mBA4zJSXinVqUDJvNoz05fv8Z3xAEgA/g17yvVcj3glq9fv0sRToiE1/Cpn3n3wn/D8+MkkA/McdQA5fIiAR+DUISALg1+AonyIRkAhIBBISAUkAJCS68tkSAYlAUkBAEgBJYZakjRIBiYDWIyAJAK2fImmgREAiIBFAEgDSCSQCEoH/OgKSAEiiHhAV8pyLxw+z59BpngVGYGZdhubNGlA4u+k7Jfb4DUyjiubZ3ascP3yQo5dEekGUKeUaNqFBjWKY6unE7yGy1X8YAZFnHfCAkydPcHT/UR5HQboClbFtUZtcGd9XBYgfPOroIC6fOcOxY4e5fD8Qw1TWNOzcnLLWmd9oXGj7JQkAbZ+hz+2LDHrI6WMnOHTiFE/9Y8hkVY7WnephnfGt0Gp8L41awdPrZzl84BBnrj8gWM+MKvVb0rhCQYzlGhpfGP+77UTYcYj/A84dP8Lew+cJDFOQo1Qt2jathUXaWL2K+F/K8FdcvXiKw7v2cz0gBJ0sxWjXqil/5s74WUpL/J+YPFtKAiB5zqsclURAIhB/BCQBEH+stKilhmvbZ9N18mkcBnenROqneLlNJbioULX2aIXZd6QHRr++x3S3IaLMYE2c25Tm2T5fxv59jx6TZ9C+hDmSAtCiaddGUzQRnFnozvit4XRwtSO74hJThs8hbdOhuPeoialBfD1IzasrW3AevZpiTexoWNSIDdMmsDriT/ym9SO/mZE2jv4zmyQBoPVT9ImBSs7+PZEhq/3p2qMzVuqbTBo5mZRNRuHjUgeD7yCcFKE3md51ANcLtMS5RWGub5qF99ZoBsz3pH4Bs6QEirT1dyAQE8aehROZsC+aXn1ssIw8x9ChC8ndeQJj7MuQOr5LKCoen1jL4P5+lO7Vj3r5NSwc48HF1PWZPsWJXKZSBPj99EoC4Hc4uuxTIiAR0CYEJAGgTbPxxhYNQfdOs3y+H7eUqSnVsDOtKlqh/4Wdr+5c5OR9HSpWKkhqzXO87e3YFF2X+UudyW7w9sxAowjl6LaVbNh/FcMcxenQqRXWZoafPUkV9ZrTp89hmLM4RbKZEnh2JQ17zqfBaB8G1rSSZYa0zj8S0yChjHvjMPNXbOPp6zTU69iJGiUsvqiFG8PzCye5GZOJsiXyoA65wxRnR05k68yCEW1F5Ym3bJRSVAvwXbyCi/deY1WtBZ3rlcLkMyErDZH+t9l/NZg/S/1BRj0Fu+cNpMMqBZv8plAmm0liDvyH+pIEwA/BliA3Bdw4xLylWwhQGFGhtS3NSn5Zqk9UAbh1mvNB6ahcMi96wXdx79mR3Zm7sn1SR0zeEQAqRTDHNi1j3eFbpM3yF3Y9m2OR6vMdmUoRyIUDZzEqWo785gY83D8P26FbsZk8jy7lsiXI+ORDkwgCogzl47N7Wb56J09TZqZuu87ULGzOZxy9SsH9i+d5oIxdQy3RV9xmSN3O3C8/hFlu9Uiv96YoOeEvb7B62QrOP1BSpHJL2jQqRurPCpOrCX16i1NXAilWoRTpjRRscHfC43RWfOaMoqjwTXm9RUASAInsCRoFD07sYNm6fbyI1mCcoQQdHVpQ0FyUXtHySyPeAVfOHGPPtn34pzCnTO06VCyej3SyqpaWz5w0Ly4EJAEQF0K/4e8xEQEcXzmJntOPYTvVFxdR7/dbhwAadQzPzu9k9NjVFOjcn+4Ni/DmeyH2UisJfHyGCfYuHDVuxIIlA7H+5imAhpgIf3bMncKiq2aMHt+Lwmbyg+E3TL8WdSnq44YFsH3BKDpPu8V0vwW0K53926GkIhT69rG1jJ66jSoubthUiC1P+XY4mphwLu1fgavtVPIPmoW7QxVMPjjql0NWE/z4ItNHe/G0QBvcu9ckfRKoYiEJAO1xXUXIU3b6jGfYlMv0Xr0Y279yfNO42BD+u8c3M9T9b6q7jqRLFesPPh67vvoLEmxI7z5cyGzP1gU9yPTZpuvzxypCHrFmmhtbgv5gzPCu5En3OeGqPQhJSxIHATWRr5+yafpgRm6LwH3+PJoVMftmWL9GGcm9Q6sY5nWM5qPG0KRYpg++qIoO5dq+RbTvt5QqA+YwvmNJjL75YaAi+OEJxo30QqeKM4NtKmDyf/w2cbDQnl4kAZDYc6Emwv8G3q5OuP8TQvcxM3BtXYZ0htodlaISJWAP+M1mxd00dGhQAf3XN1i1fAt6pW0Y0KWGLK2d2G4k+/ulCEgC4JfC+aseFs219ZPoPuMRo5Z4Ujn7t1hSDc8v72Gi2zyMq3alT5dqmH25oIbfxq0c9X8EAAAgAElEQVSDEzf/cGb2sEak+UZ6gCrqFXt9vZm2M4SeI/pSt2iWXzUY+ZwkjYCKw4uG4rAqkkUL3CmV7Rv50WIT9fjcNsZMWkfWJk70bV7uXxv8F2fX0MVuPg2nzMGuqtVHouozfET5qxfXmO0+hfNGlRg7pB05Tb+Mf9FOQCUBoEXzIsr2HVs8hn6+IXj6jqNs9jTfME7J0wu7GO2xknS1HBhkU1akrXy+SEa/uIirgwsRNYczt0f1b0ZFaaID2Tx/MnNOpGDAyL5Uym3Gd2QSaBF40pRfi0A4uzz7M/5wRmYsGEahdHpfffwbIurIWkYJIqqUw2AcmvzJu2C+d+3F+/6EL60GbsDecy42JTJ+82Ag5NEZPEdN4ql1U0Z2b0Y2k6/3+WvHmXSeJgmA3zBXqpcscLLF+05uZvtOoHRWLU/rE+W3Hx1fS2eXFbTz9KJLxVwilDGcE8vH09PrMv19ZtH6z6y/AUjZpUTg1yAgCYBfg+OvfYoqmN2T+jH5eiEWzHHB4mu1pjVK/K/vx3OcD5F/tMS1a0Oypfm3YFD04yM4dJuEdfdxDGpQ4KsfDCrx4bpv2Rzm7gmgVS9nGpfKiUHK75Ee+rXDl0/TJgTCWT3KmcUvK+EzuQNZ34X0f2ah8MUHZ7YxbvJqMlbriHP7qmRK9eUHp9Ct2DodhxnXGTNnApVypvnKKZiG0GdXWDB5Jqc1hXHt14FiIi0lqVySANCemVKLk5s1EwexOKAEPu52X90AxW64nlzYy/iJK0hdsS39bGuT0ehLhlRN4M29OHWbQdURU3Gslvurg1SGPWfXspksOqLEbkBvqhfKjNT/0x5/+K2WKJ7j09uZnaYtme/eirRfObXXqKO5e2w9k6dtxLy+Ay6tK5D+X6ejCi6unUDfJeFMFuRWMbOvbOqFoGD480tMHz+D68blGdynNfkyfZ8Y62/FKpE6lwRAIgH9STeqwCsMaOvI1eydWORtR2Z97f7GVMeEstnLhW4bU7LBz5Nyb0hkFc/OrKVjt1FksZ2JT8/q/0rPTXxkZY8SgR9DQBIAP4Zbgt6lDHnAtF59uFvCEY/2hbh88ADXQnUpWakGRXKkfxMSGP7iMtNGjuF53hYMdmhMeqU/ly8EYFWuKOk+LKxKnhxZhqPbaZFOMIzCKR6y//AVDLIWpmqV4pgZ6aJRRXJ1+1LG+V6lSe/eNC5twbNbV3imY0FJ6wyf5yom6Kjlw7USgch7uNn3JqD2CEbUSc/FY0e5E2xKhRoVKZg1dnMuclOfnMF9xGyUpdrSv2MljMIecelpNEUK5if1+xwAItg+ReS0Xi3AjAnNeH3tFKcvB5C/fBXK/pGD2E9ZdeRz1k6ZxOaXlgwcbEu+tDGcPn+P7AULYWGq/aHUkgDQHg+OCrrF5N4jCCrjxMDmObhw9BiPQ4wpV6saebOYvFnXYk9Jp7nNIrhIC/rb1SCd4glHbsVQplRejN8f3Ysc7pu7feg29QJuM0dhFXmL/afvYJy9BDUqFHoTLRC7hp7e6MOYZXfoOtyV+iJs+9HlMwSnK0hRi6RDYGnP7CUvSxQvzjHQ0Z30HYbiUsGUk/sOcC9FRqpXq4JVbMUJcdIYePsw7mPmkKZmN/q0rkyKgHtcu6ekcBlrjN+H7se8Yt3ovixV1GTB8Lo8OH2IEzcj+KNiVcrky4yu8FlF8AOWTZrAAWUJRg7qgIVeCJev3iVL/hJkkVEAHxxLEgCJ/RtTE3BhPW3FQZR1t5lM61Q2wfSlogLusGvzPzyKiI5jkClJn7ck9SsXJ81XUgyVUU/w7tmBGYHl2TJvGPkyxH6DaAi5vY92nZx5XdiV9d5dyPgdotuJjbrsTyLw/xCQBIDW+YeG4PvHcHEYT+7W9lSwNMWIEP5Zv4yTUX/iMa4nBTMacHaTFw6jVpM1fyGypjUUkUmhpDCqyFBPeyyN3x0xqMI4NG84HoeNcOxUVYiuGfLq6j7mLThEo3Ezca6Vn8iAa8wa4MraOykomN8CQx0N/qEKStkMoU8dIY6ldfhIgxIPASHMd2c3nR3mU87BnkLmqYXg5Es2LlnJg/Q1GT+qM5YGkRxaJNTU5+7HvHB+cfKvS1RwEIZ/NGFUjxZv/j/20kQ9wNPJhUu5m9G2THaMDTWcWTWPrU8sGDvLnTJZdXl6agMDB07lWZqc5BXkgkYRJoQwc+I+1pWyFt8K4U48NOLqSRIAcSGUeH8PvLmLfi4zyGfjQAnzdKQ2DGHnEl/OpqqE1yhbcqdTiRQB4bez95DOOj+ZTfRRhr0gKHcr5g1vRbp3BIBGnALt9B6N56lU9GpfFgMTE/zPbmba3Bs4eU+hXSUrVC8v4u48iB0v9CiaP6uInlIREhRDDZfRdC6XPfEGLXvSQgTEieHpdTgO20Jt+3bi3W2CXvhD1i1eQlC+jkwc1pr0CB9bNJbhC0+Sp2A+zIz1iAwMxaxAawYPqo/ZuzyAmICrjHQaQljZ1jQpmgE9gxj2LpzHoVfF8PQZwB8Z9bkr9AN69Z1GTM78WIn1WhkdTqRxHvoNdaVYZi0PuU7E2ZMEQCKC/eYDQKS1bp6B48jD2M+dRYfSCSeOGnR1B84dB3I4IDiOQeqTt5EzC8Y4kOMraYaKoEsMa9SK9ZlasHXuUKzfEQBRT05hL94rt9N1YLVfH3J8nqeTyMDK7iQCP46AJAB+HLuEuVOcBtw7sJA2tnOp4NgHR7sm4mM1JVc2euHouhu7JQtFLpIl0REhvA6N/MSGFOKDIBWmpqk+iAYpQ58wc1A3Ft/OQh8XZ5rXLEj0vf04duhHZsfZTO/yl4hoiiE0+DWRMeqPz9LRJVUaU1IbaLdAS8JMgHzqRwQU3NzsSadh+6jZtze2DapgmV6HE0tHYO9zm5He82hZOD3RYSGECrb9owelQN/YBNPURu9yoDVE3NuHTaehRBduxTDndvxpnZbr68bRxesig30W0bygqfhYjSA4JBylWvPRBD0j0pmaoJ8EUlIkAaAtvx21SDfxou2ITVTr2A+XdlXJIT7ezviNptGQs0z7ex4tSmQhRvhtSKzfaj76m65xGtKZCL99NxRF2ANmOjuw/LEFvUa60qqsNcFX1mNbX5BWE0SllDbFMSCG4KBgolWf/AJ09EhtaorxZ5UutAUfaUeiISC0KE4sHYuj5zla9+6JTcsaIo0qmgNergxeEYnH37OpZmlMxLs19JOXMIbCF01SG7xbQ9W8vLQVh06jMKhhQ+/unSmZTZdjc4bgOjuQMaL0ZK08psREiTU0OEwEKr+/UqCrb0Qa09QiJUW7Q64TbU5ER5IASEy0Y/f/gfw9rhfDt6bBZ8N4yidgVR+1MlqsxyEo1J980351uOK3YZiKtCbGpPzKbyM64CwD6rZiW462nxAAEPP8LA7tu3JJrwl+a4eSJ/51OhMXdNmbRCAOBCQBoG0uIvJSjy9zo43bOSaunEuLktnFx2g0VwV7at9jBc3m+uFaL1+8rA4X4lVD7ey4mqMLcz26kCutLs/ObaRre0+qTfahb7388XqObPQfRUBoUeyZ0pdBG1SMXzaN6lamIm9fwanlI2g99Tj9py/DobzFN4WoPqIm6lMfXkTb3kup6DKRoe3LkEongiNzhzFwRTRT1nhRxjxpCP39P0+QBIC2/E6i2DOjHz1XhTBh9hQaFBZK6oKeOrdmLHXsd+G+2RfbSrm+Xc3ik2GEPzvBoNY9uFOqB3NHtSe7iBR4eGSxIGh96ThvPnaVvyVmqS1YSDt+JwJqIa67RlTUGbvXhFlLPKhklU7kOonIvBn96T33IUNXL6NZYfFvcV2ijNqNnXOwdV5GvQlzGNisBLqK12yd2IdR+zPhs3IkxTIYx/UU+fd3CEgCIHFdIerVDcZ1t2VPehtWTbLHIrX2v++jX51jUL1WbLFo81kEQPiDI3QSwtqPRcnYtcucsdByLYPEnWnZW1JCQBIAWjZbapHnt3iQE77BlVjs6YBlGhGEr47kzIrxdBt+iv5rfGhTMn7Ko8+E6nrHNtOp6zWPnnUKoK+J4tTK8dgMF+TChnk0LmquZaOX5mgTAsrXdxjn3JVTll1ZPqrNuzJSkeyfNYDeqwLx8PGmrnUsKRDHpQrln+kDGLJeD8+VHpTLmhqN0AmY7tKNtSHV8VveD4tkEEYnCYC4HCGR/h71EE97Rw5maMPcCTaYG4jzfCFUeWjRIJpMecDi1d7UL/RtBfWPVmp4dGQRbQaspq3HXBwrWaKbIob98/vTZUkA3gunU9s6fdz+n0jDlt1oHwKRImzfw6k3D0v0YGqfBkLYTyQMK8XGfWxPRm5NxUwR2Vc2HmroalGLfIsgDQb+Y4LffDeKZUlNdFDs+tyJvelFKPK4LmT5l/Cq9uGhLRZJAiBxZ+LVjV04NR9ARqcpTOhWldQJqJAaE/qSy+evEahQxjHIFKQyz8Uf+Swx+oo9MeH38LRti3dkJbYtcKNQptgUGjWvb+ymfRdXqDoKvzHNSRPnB1DiYi17kwjEFwFJAMQXqURqpwg4j2u7ASiauDHFsZw4KRVR+pEBrJ4gqgJcyc2y2f0pkCE+uXwarm7ypN24C0xYPJVa+cxQRwXgN7Y7bpdzs2n+CApkjM9zEmngshstQ0BD0O39dG87ksKDZjKkWVFSiBedJuopc3r14O+oaiya20NUqPhWIeqPw1FHvMBnkCNrVHXxndyFzEJpPezBcVzsehBZ3wPfPnUSTBAoMUGVBEBiov2tvoRuxYNDdO06mqx2kxjXuvgbwT+NKogl/R2Y51+OZTN6YpU2PuomMSJtYCy9lgQy3mcCFSzECavyJbMdbFkVVoUF8/qQ21SmSWnDrGurDf6XN2NvO4tKbtNwrpuP2MPCmNf3mOhsz8FMnVg53oZ08dgMxYQ9Ye7gXuzQb8yC0W0xF9oqgbf20KNpf7IKrYsxIp3vg1igtoKhRXZJAiAxJ0PD9a1Tqe+4CdelC7Gv8jZqShkVxLkd6zhw25AGnVuQ2ziUI5vXc1aTh04NyxB+8yjLdl7AqmJjmpS1IvrxWXz9thNjVop27Wtj/l7r6ouhvLrwN+3qdWPP86A4BmlAwbbD2CiixazSGfyrrTomhI2Te9BpQSh+G+cJ0jiTaKPk4WFf7J19qSsicfrUsk5MIGVfEoFfioAkAH4pnD/7MLHpurhOLIaelB0wB482RUV+qYYXl7fRv4cX2bq4MbRd2Xiyp+H87daDKVfyslCQBvnM9Il+fQ2PDj24Urg73kPqYyROxYyEqNV7keGftV7en4wQEFoUd/cvoF0zUW965Up61M4r1KpjeHh8Db2GLKdMr3G4Nikar4172DOhgm3TgxTN3ZnUrQpGuqK+7rGV4sPYh4Yz5ok0gixEpzQgleG/y1gmJUQlAaANs6Xk0aHFdOi3hFpuPgwWm65YlfWAixux6z2f0i6T6Ne4sBA7jYetihcs6tudFYGVWLjIhewiSkUtwkKdWrgQXncEM3tVJEWkGpO0xvFIg4lHf7JJMkNAkPBbJtNw4C4GzPXBroKIIBHv3Jv/LMGp72paTJlBt2rW8UpFCX14mL5th5Om0zhG25UllWC17u6dTVOn9fReNI9WxTJACn2MjZP2GppYDiAJgMRCWvSjCmGVmx1Om6PxWepDkyKZ0IktHXzxOMcuP+H8rg1ElOtCwyzPeRAYRqBhdpoXz8ZVUb3i5smNLL1rhZ+IOsxr9ILZffpy0LgJMyd2JPM3ogaVkcE8vPuIUOVHJYyvjzYFhunMyZUt09c1hsR748n5TTh3didXz0mM6VwZfcVLNgnRYp8LmRjv2Zei5qkSEUjZlUTg1yKQrAmACP9bbFu5gZuhMV+gZkK5hs2pUjjrm1NN7bmiubR6PE2GrqbewPmM61QK9ctrzJ84gwupyuE2wEbk8cczdyriDsNbduViLnvmTREnBmKxjHh2jH5NXNFp70Gvqrrc9jemYqVi70K7tQcFacnvRyC2tNn+BUNo4bIH1xW+9G9aRJw4HWfeRC8e5WrByF7NyJo6Pqeo8OTUKto3mUoD7wX0alhIsP8KcSIwS+Sz7qHPqilYBd5CbV2Gklbiw+D3D/2HLUiOBIBKlGbct3Itp56FfIGLEYUq1aO2EMUz1CYG8U3lkxE4euyh2ZRFDGtejPCHp5k1YQaPszRgzKBWZIpNCYjz0hD9/By9u/Tkcan++Lk1JbW4J/r+Xpp3HoG10zR65AnjZlhmqlfOL2tBx4nnf7FBOFsmdKfj/NsMn+lDjxq5eX33JFM95hFSrA1u3WqRwTg+ESQa7h+YT8s+q2gzaT69qlsJ4lXD+bVjaDzlEjNmu5Ph+V0M85aiWG6zJL2GJpaXSAIgkZBWRnBpxxL6iZKsB0PT03HQFMY41sFclKB+eynZ692fnosf0da5Fy6ty5P2vXCq2IDf2Tef1s47GLFWnMBbhjJ7wGxM2nSnQ0WrRPFztagCc2mbL3N2XxeirhkQtYl4rWNIjdYdqVEwiyi9mUg4ym4kAgmAQLImAGLCX3Hz0jVeKb5UA9XHIl8hcpmbaFf+phBdOzDPl+PRIjcp+Ck3nvqjkzYrBf4oT+0a5cmZSdQMjqcTxDw7Sa8+nmRtPYz+TQoTS5YqI1+y3duTJcc1tHJsSaWSRTA3NYj3M+PZtWyWDBBQx7xm3/I5HHudHuOIB1x/8JKUZlb89WdJKlevSHZRejJ+vijC/3bOxmnGZYZ5jqGqdewHqpqQh2eZMcKLJ1kqYmNTiyJ5c4gylUm7oG5yJADUMWHcvXSFp2Ff1lTWJaOlNXmzm72pP64tlzryFRtW+XIzUPhSuD/3hd8apragcMXy1KhSlpxm8RVKUxN48x+GjFpAgU4jcKmd/42/qwUhstxrPGsem9ClVXPKlxClL01i60PLSyLwBQLKF/w9cQl30wmdlIe3uPMqFOPMVhQp/hd1a5YhoyBQ4/fLieHc316M2fiKfmOGUT7H2++AV3cOM3bsDKIK1Ma2XjUK58uBcTzSCeQ8ySoAieYD6hhe3L3J7aev3lSm0E+XnSIFLEn1Yees4uxKd1pPvsg039nULZDxk9+Ehlc39+DUejLVJk6jltF5fE+o6WzfHEvx3ZpolyqaF08ecPv+c9BLS07rXGRObxKvyJ1Es1F2JBH4AQSSNQHwA3j85ls0ohRaDBodHZGzqkARI5ZMUZLPwMAAve+lGtVKIqIUpNQ3xODDvRpUimgiBSGib2iAvm7S3nD95slK5t0LX1QohC8K/XTlW19MkVIPQwN9dFN+H+2tihE+J8pMGhoaftwsatQooqKI0eiIfzf4ahmepAZwciQAktocIEr6xShjI74EzfRuDU0Ru4YKH9P7Tr/VqJRERb9dQ/U/WUOVYg2NEv6sb/Dpvyc5pKTBCY6AmphoIUQm/E4t1kCFUo2OWEMNfnANjY7RYGBk+GHjoREnpNFiDVWJeIDYdflrpcwSfIhJtAMZAaANE6dBEXiD2ZMnMnNnICO8Z9CuTPY3mi3vr+iA6wxzcEVdpQOFQu+StlJrGpbPJUtaasP0SRuSPALJmgDQKEI5vtWX+asOEKJOSY5KzXHt3FCELsczjD7JT68cgLYgoBLCTwu957Dv7B00qcyo2K4nDrWLxCuHXlvGIO34/wgkSwJAnODcPLIez7nrCYhSY1asOr0dbMif0Tiep5fSayQCvwIBDRH+N1k+z5vd556iY5iVJg49afFXHq2KQPkVI5XPSHgEJAGQ8Bj/vx4inl5k1ZqLaMzUpM2YmRPL56Mo0Yq6f5iRvWBZ8pu/fb+ohfjltD7ObHyehlotbXBoVRWz2Eoa8pIISAR+GoFkTQAgThlDH55gYHtHdoRaM2HhVBoLcRF9LQpZ/ekZlA9IEgjERnRc2+1Dl3buGDTti7d7Nwpm1rIUlCSBpPYamSwJAJHzGCk2XjN7OTD9oJqBS4SYWeU8Qsjx+6JAtHfWpGVJBQG1yCe+vtObRo4zyd1wGN5j22OV3kgSUUllArXITkkA/N7JCLl7mMnzd5Ondiualrbk3oHVLNtzj2L1W1K/QmFM9d+9XxSvWDu0NwsfWjN+ej+KvCMGfq/1sneJQPJAIHkTAGKOlC/P06O9E7dydmHFLHsyx9bhkZdEINER0PDggA+NbRfQyGM2g1sVx0juoRJ9FhKyw+RJAMSKOD9gqktnljyvxIZ1I8gdK0EuL4lAoiOg5P6emTQasA6bCUvpWzOXjKBK9DlIHh1KAkC751El0rjUGiFc/fwiC+evx6qBHQ1L5USe3Wn3vEnrkhYCyZwAUPPq0hZsHEdj0Wkqs7pVlGrNScs/k5G1Co4uGkanuTcZM2euKNtknigqtskIQK0fSvIkADSEPT5N3862PCo/gnWjWmIsv8K03heTpYGqUA7MHES/5a+ZsGY+1S3jK+iYLNGQg/oJBCQB8BPgJfCtGhHpc2z9Svbe0SVXlij0clWiQXnrT4QDE9gA+XiJwH8EgeRNAGiiuLhmEk5DD9Jt6SI6lbNIoGlV8+L6IRav209IhCKOPlJTuEJDGtcshLE2lc9KIGTkY98hoHrJAqcuLHxUhLnLRlPYLH4l9L4Xv5iI5/yzyo8DtwPivFUn0x906tCQPCKMVl4/j0DyJABUPDruR6fG46ju7ceQZkUTqHRqDE/P/YPflsMERsVRv1lfrKFVW9K8Uh5J6P682yaZJ6hFJMqUnp1ZEVyHLesGkC2h3p+acE78vZwt5x6KU0jN/8fH1IqmbVpQIoepJHSTjCfJKgDaPFWxqT6XDm9l+7lIqtavRUnrzJ8JA2qz7dI2iUBSQiBZEwCa6CA2T+nHsN2m+CwfQ+mssZWcE+JSc3v/QpxG+vDydWQcHaSnZqchDO9ZQ+Q5yXSEhJgNbXymKvAy/W16cKdoDxa7tyRdyoSZ+6jXN5k7sD8Lj9+PE4aUueviPX0IZS3SxNlWNogbgWRJAKgVnFk9nlbDTzN1vQ8NC2dKoJzraK5vnoPrBF8ehcaq+P+fy8iMmg7ujO5cDuOE+RnFPdmyRSIj8DYSpU+X7oTXHsOSfnVIGApVDEsTxKoRfRi/+XzcBEDmUoyaOJZGf8hNSiI7xE91JyMAfgo+ebNEQCKQDBBI1gRAVNBtJjh3YLNJOzZMdMDCJOHU/zXipECtVsfLJVKk0EHnizDa8PBwli9fTmhoaLyekViNSpYUdd8rV06s7pJpP2r8z/9N2+7jye/kzbQOpROQ0X7rh3EdXL0BOkUK4Yc6/9rQ3b59m40bN2rdXKRLl4727du/KYupjVdyJABUiiD8RtvT/5QF25d4UCxzqgSDXiNEW9XqOE5c3/WeQvitjvDfL6/YNfT5c1GvWYuuXLly0axZMy2yKCmaouLh0eV0bjGJmiISZXCTwgk6CI1YQ+M8/X+7iL5dQ79wRX9/f3x9fcU6HD9/TtDBfPLwmjVrUrRo0cTqTmv7kQSA1k6NNEwiIBFIJASSNQHw6voOujcdRIbuUxjvWBUTPe1VXQsICHjzkfj06dNEmvr4dWNnZ8fgwYPj11i2+joC6ghOL/Ogp8d5nH3n0b5UVq1GateuXXTv3l3rbMyZMyfr16/HxMRE62yLNSg5EgDRgZcY3rIblwo6smiCDZmNtVsAsHnz5ly4cEGr/KNKlSr4+PholU1JzRiNMpKDS4bTZvwt5q6fTyMRiaLN17Vr12jUqJHWEQBjx46lTZs22gxdotgmCYBEgVl2IhGQCGgxAsmYANBwfZsXLZw34jRnPt1q5EUvwcJFNbx+fIW9Ry8REa2MY7oNyVGwNGWL5cDgkzDw2FPbkJCQeEcRJJZPGRoaYmwsxZZ+Bm91xEuWuTkx8bglS1aO4c8sCXeKqhRpL5cOHeTys5A4TU5hmpPqVcuQ5YvIGIVCQVhYWJz3J3aDlClTkiZNGnHalmA/5J8aUvIjADRCRHU9bdpPpLDLdNy7lBYCgD8F0f+5WUXg3YscPHWVUEUckVS6Yg0tWoG/CmX5lwp87BqqVMa1BifUGL7+XD09Pa0lrRIXiR/vTRn5nEVDujHuTkE2LxhBoYwJ+U6K4saR/Zy66y+KYMZxGZtTrtJf5M6Y6rNIKpVKRXBwcFx3J/rfU6VKpbURVIkJhiQAEhNt2ZdEQCKgjQgkXwJAE8GWST1w2a4Rpy/TqJrbVLygNUSHvuDYxpXsuqShgZMtxdKGsP/vNRyJtqJHmyqEXT/Igg1HyVK+FXb1iqF+cprZs5fx2rQ8PV1aYZH6aydgKlGfeCZtenvxLDAijnnOIPodz+TBDUhnoJ0bGW101KRsU8TLy4yw78Bpa2dWj+5IJmNdNOoonl49xuKVe0j1ZxM61ypI4NUDrNx0iVKtO1ImfTBb1qzi1KvM2HdvT8EMSv5ZOIsVp8Jp5NCTeiWzfrUEVmTgVaY42jPjwJ04IUtp3RS/ZeOpbJk2zrayQdwIJD8CQMH5VWPpMPUkfWcuoXNJ8zebnKjXD9nz9zr2PNDHxq4dhVOFsGPDOq7GFMCudVlenN3Jmu3nyVWtHW3rFCb81mHmTvUhyKolQ10bku6rJEIUl1ZPxn7oHO6HxKEBYJyRBv1mMb1HZVLJJTRux0wGLSJenGZQUydRiaIf88e2IoOhDpqYSO6d28eKzSfIXKYZbWvl5eHJXaxYd4Pa3W0pYPCcTYvXckOTly49W5LbKJQtIgJr85UwcTAwiNp5035dz0LzikWi7OWQNSdFGkAc4GX9C8/5M2hTMlsCpnUlgwnUsiFIAkDLJkSaIxGQCCQ6AsmWAFAGX2NEm05soxKLF40VuauGQtxHxZNrZzh18xVXdizjbq6mNLKKIFRspSIMMlKzYBZu3XrEo7Mb8DyeBt95IymaLpjFA/qxR68+08fZkOkbwn0xEcG8eBWMKs4vBh2M05hhltZY1jRNdHf/HR1qeHhsOZ2aDcGi1yxm9alPGgMdFMGP2XP8ApGPLxOc2KIAABUiSURBVOCz6Rn23WoQ4R+BXrCCnLUqofPoNoHhj5k3dgmlh02nf+OC3NuzACf3QzjNnEqTIhm/qjqtEaJtr0X+aUhUPE5B9VJhnik9hroJdqz7OwD/bX0mNwJAHfGY+f26Me1EajxXL6ROnlgRVTWPLu7j+JMILvguJfyvVlRLHUWUkSHqcDNKV8rE1ctPeHxkBWvvWzN9zkDy8ACvnr04V8CehcOaYvjVTbsGRfhr/ANDUca1hqZIibFpBsxMDaXy+m/z9sTsWMW9ffNp1sWbEt2nMrVvNdKICgCRQQ848c85Xj4/h+9+DY62JXn2UoFSrH3Fq5RB+fQGgS/u4j1pK7XHTsWpliX3ds2im/ctRntPoUr2b0URqAgN8Bfrb3Tcg0xpiFlGM1Ib6MbdVrbQGgQkAaA1UyENkQhIBH4TAsmSAFCGv2Sjz1iGTFxFiHE+urtPoE+TMqTWf7/RUXF44VDsZ12ng+sAejYrg6nB+5N9DQ8OL6Ft17X08ZtPE6sw5gxdSPo23Wj7V67f+sEZK5KlUqlJIUKhU34lDFqjVom/x/4nRODE2UZKXV10Rdt/NxVCcaJdbKisRowotl3KlP8Wg/tNPpmMutUQ8eQ8Y4YNYu7qU+Ss3IpR40YIxeiPGgCv7x2gh21fNCXb0at3V8p8osivfH0Pd2d7LhfuxTLXOlzfOo/ZZ81xG9Qcc3ECpm3XG/9UqtHRTfkVgbZYccJYv1O+9U/hlClTfss/tW1k8bMnOREAakUoRzfMovfQGdyPMKPFgLGMsa9HxlTvNjqaMHZO7sPQXWF07tWbjrVKkebD+qrh1q6ZdJh4jGGzZlHd9DFj3JdTslNPmpVMqFKs8Zujb7V667tKceKrg56e7hdr5vv1UiXojxToyvXy58D+rrtFasidY0waPJB5u2+To0RbPGcOo2qBDB+eEnh9Gz07jEO3gg0DB7SlUJaPVU0iX10X+j/98C8rVP17lOXGWi/8gosz2rE+Xw3m+y7bEqvxW2FXlVKUxxRrpp54V8vr5xCQBMDP4SfvlghIBJI+AsmSANCoonnx9BGvQmIZfB1SZciCRUZTdD8o7ys5u9KDdlMuMGnJHOoX/PQ0VeTz3ztEz9ZjKTl8MnVTX2bVBR1suzQle5rfpD4uPk4jQ/w5f/wfdp+4Tpm2fUT4oulH79MoeHbjIsfOXOC+UHC/8/gFoSKMNn2+UjRs3IQKxbJ/1BsQURChz66zbdd+8bwzBKrTkqd0BerVqU6BbKKWsQyp/aW/alVUMPcfPSNKoRLEjQEZslqQKY2IRnl3hT46RZ9Ozug2Hs3k7jVI/alQZUwgG0c54+VfnmUe1dnqtYFMzTrQqES230pE/RsgNRGvX3Dl9H62r7tHlb5OVMqb7kMzjUrBc5HffeTYJR4+useNu0+IELXeTS2L0qBlM6oVy0lyqIiZnAgAjVopIkme8jQgtipJCvTTZMAya0b03+uWCGHLQwtH0d/vNeN9PKmcK/Vn4dSB17bRrdtsKrpNporyDOtPp8ShVzOypEqw4m0/9rsV4wz2f8ylK9e4d+UsdyNyvwkXz57qHSEs1t6QZ7c5sn8Pe45e5lWkPgWKlaJWk/oUtUgriNgf61beFV8E3kaGPHn8nAhBLoIhWSyzkz71+4o+GoLuHaR/RzdStRmNu8NfpBbRAe8vVYQ/S937sU5RhZkOxUXK005KtOxM7UKZ42vAb22nigrl3q3r3Lh3i0tHb2BRsx0tqlhjKB3vp+ZFEgA/BZ+8WSIgEUgGCCRLAuD/z4vQAXh5iRnTZrF0zzOcJ03DtmIuPvlmICboDqN79CGweDP+UDwlc/UO1CuT/bM2iTX3sRvIy6cPsvfcdY6JMNwjQTnx8ltOqyLpP5oQ84w5djZ43czE8GnjaCFO2aKfnsetpwvrg0qwaPFYKlqlFZtGMfagu8wbPY5L2eri3r0x+gHnmTLEjUsZGuHp1pFcpr+J5EgsQLWpH00UJ1fPYvJ0XxRV+rJoRHuhC/GpxkQ01/6eRO+5Idi2z8PtyOw4dKxJRiPtCTdVRgdz49heDl++xcE1i9h9Mx9zd/rQtGjGjx/hYU+Z1q8D3hfMGT9N1MwuaUn4wxN49O7FlrA/8VnqyV/ZElLUK3EmPTkRAP8fMTXBd0+zYKYXG04GYz9tIR3+fKsP8P6KfHUVD8cRRJRuRvbwJ1i26CyU2zNqVZ50LFF8/9RuVm85iiJbGVo0qkCezOnFCevHkcSEPmL5lAkcUpZgWL+2ZFY9YOagQew2qMaM0V2xNjP6eh554ric7CUmiN1LFzFr0VZMqjjhNawZZp9GR6kiOLZ4NAN2qbCvb8lDRR562tQknaF2V7MQ+YooQp+yd8Vy9jzRpVzValQqVZBMH4gPOfU/g4AkAH4GPXmvREAikBwQ+E8RAJFPzjBn3lF0c5mSJ5eViAKYzYPM1ahbKgu5i1WiSNa3p1iaiOfMdu3J8lv6NLB1xKlFBdJ+CG9NzGlX8fLyaY7fCyJr/hzcXujGSBFyO2ax7+cEgNKfNWPdOJO1KcPtq5HqzTF+DDumO9HQ7Rpeq5bQrXoedIXw3Lm/veg84SLuS71oWFCUUhL/dnH9VBzH7qOD11wcK1vJD9oEnmJ1TCj7t/ly8lEKsmS1Io/6HBOXPaOVTXWy5MhL+RL5RV5+7ByqeHZ0IS16+JG3bmNcunWimBDs054oDQ0v757hn5MvKVAku8gJ92D0kggmfkEAxFZB8J00jtvZGjGwU+W3UQ6aUPaKEPKuPufoPnc9fark0KrN4Y+4QPInADQE39rHjD03sdAzIGuh3Jxe4M2jXI1pkN8E6+p1yJv27Qm/QmycvQe6sOK6Me2698KhaSmMtOnUUqPkwenNTJq2gfytXOhYu5jQ5vhyU6jk2nZvnKYepeu4abQVJIeOSAK4udObtt1W08F7Dt3rFuS3vBp+xEGT0z3qIPbOXcQ1dTrMMufA7PUxPLf6Y9OxFpnS56NyhTwIqRWxzii4vmU6dmM3ULhSe7q7dqKoubHWv+Niwp6xaaY7m5/npI+rPYWzyWiTX+m+kgD4lWjKZ0kEJAJJEYH/FAEQ8eQc8/3+wbJyE+qIPOzn53azatc18lVrTK0y1hi/DwNQBLHRzZXFj/Iz3suZfOk/hmwn9iTH5vWrNSnQ0QljxzgX+v4dgNuipZ8TAOK0QBUTg1rn0/xAJXtmO9Nowi1mr1hI+3I5IFqEQ460Z+RVa7YvcKNwpthTVzUvz/1N627DMWs1Fd/+dTBK7EH+x/qLJQCObvLj+KtstG4tNv08Y/W8NTxNVZAWbatjme79qaKG0KubaNlnOY0GeWBfJY/WhcprYnNThVJ2SlUIWyb0pb/3K8Z9QQDEnmYpY4QooU5KoUnxLn9V5JAfnDEAB59ruC5YiW2p2M1V0r6SPwGgJkjkYy/bcJ4C1RpSsYi5ELjcyooNtynVqgU1S1t9KLWqigxg2YRBLHvxB7M9upIn3e9bQ//tVeJ09dU1PPoP5UbmFniNaPt1TQ1VIGsGOzHlZEZmrJxCqcxvo6MCrm/Hqb4TKbtMZU6/RqTV+tPkpP27+qr1ykD2LF7GVYPCtGr6FyYR9/FbvpqADKXp1KTqJ6VNlTw65ofzmK00HeJBhwpWSWCdUXNl52y6jfqH7lMm07pczt8SfZgMvebDkCQBkJxnV45NIiARiA8C/ykC4P8DIj4KIyKIVgl14ZcX8F2+jyJNOlO9iCjvow15npoQtn+TAPj3yFTh95jc1YmtKauJElwuFMhgSHTwTSZ2tmGlUSM2z+yPVfrYD1oNIbd209KmD1FF+rJ6ThfMP82HiI8XyTa/FAGNMprXkTEYaMI5usKPywZF6dSuikgP0OItsuI1m79JAHwJj0hFeXWTSa692aOuIkLJXcltou0huXFPcfInAOLGIDoihEj0ibp3Ej+/sxRr355K+UXovzasoe/NV0dyfq0n3UcdpcvsabT+Iy3BoREi3kaPtOnSYZL6bXUBTdg9xnW0ZeOrcizcMJZC6d76aPDDI/Rr3oazJfuzeZIj2WRYdtyOkcgt1GINDRcq/inUoexev467xiWwbVqO9P+K8khkw+LRnSbyAR4durA7VVPmTrTBjHDChWaKnqEJZmZpMBAiq/L6OQQkAfBz+Mm7JQISgaSPgCQA3s2hRilErVb5sOq0hhJFU5OpSHVqFrfUHrGd7yAA1IpgoRcwHY+1z+k2cij1imV9czIX8fwE/eu1ZX/+Lp8QACJc98lxOrVx4qF5R/x8e5HDSIs3mkn/NxfHCNS8vn0IN5/N5MxTCFOjzNRsUJVsouSZVl/fQQDE+ucRv1l4rLxPF7ehNC9lqUVpDT+OsiQAItmzaByrXmTmLxHFkqNsDSoVsfhEfPXHsf2Vd6rCn+MzsiujtuozbHhnLHWec+T0RR48CCR9gTLYdOlA6ZzpUL04T4/2dpxS1GLZxo8EQPiLiwy3bcEm007smNOPPNr+2/yV4CWRZ/lf3cP0qVvIVrY4+qlzUb9+OZE/r6f1of+xhHzYjS3UaT4Ik4rdcKpnxfM7Zzl/5T7+YUaUa9aaDg3KCx0YLRPTTCJ+8d5MSQAksQmT5koEJAK/HAFJALwnAIQg1L3LxzlyPYLi5UpTMIeZdoUKxpMA0KiiuLZ3FeO8D1PTuQ+tqxXA4F0dwIhnx+hXtx0HC9p9nQDI1JEVy3phKQmAX/5Di/8DNYT73+PooZMosxUVFRzyYZIETq2IJwEQ659X960SyvGnqdK1B+2EorWRbvIgnCQBEM2tYwc446+mWMlyWGfRzqoika9uCAHU1sy8YsWEsf1pWqMEGYx1CBD6Bv27DCSgtDNzRnckc/hlHAUBcCamNsu/IABGdGnBRpNObBcEQN60Wk7OxX/xSTYtw57dZN/eC5jmLyYIfStM9JPKqbmSh/u8qWE/lZy1+jK2TzOK5s2KbsQLti/0YMjM8/SctxAHkQ4mrx9HQBIAP46dvFMiIBFIHghIAiCpzGN8CAB1NHePb2T2oiMUbu0oygXlI9Unm6vIl6cZ1LAde3J3/FcKQCuRAhBZWKQAzJUpAEnFJbTKzngQALGb/zvHtzJt3nGKt+9MO0FOGSaTzX/sXEgCQKs88pvGRPhfwc2+BcuiG7N16XCKZUr1tq1YY30HtKPXARNBhM6kerqn9G7fhWNRNfD9hACITQFwbdGGMyX6s2myIxYyBSBpTHySsDKG29s8qdd7MTUHL2NS5z8xfpM+o+LFxS3YiZKx6iZerBvZTGr1/MR8SgLgJ8CTt0oEJALJAgFJACSVaYyLANCoCLjxD6PGLMKyuQs9G5cRqtuxH7UaEVQoKnmLKABF2H2mObZjekgFdviMotA7EUD/8+tp6+hOjo5Tmd29MrIQYFJxCi2yM04CQIP/1X14jFlOtmZOODT5E5M31QA++qcWjeaHTJEEwA/Blug3RQXeZrxzGxZH1GfbgkEUTP9e9jSCVcPbYbsRVqyYR6Pc0cyws2XpA1Hacp0nJd+JAL66sUOIAPYitZMXXs61SSPLACT6HCbfDlU8PjiXWj3mUmfYcsa1Lvzufawm4NpO7Dp2I6jqBLZNbEfq5AtCgo9MEgAJDrHsQCIgEdByBCQBoOUT9MG8OAiAqMA7LJoyi7tZ6zDAthoZjXXRqCK5tHk1V/QK0bT2n+gLUbm9PkPpPP46U9YuoE0pC7EBi+byxmm4jDtL9zletCieOakgIu3UJgT+LwGgISbkHj4TvHiQoyH9O1UTtboFO6VWcGnPZg4+t6SzTUlRvlKbBvT9tkgC4Psx+x13aISvbps+iEHLYpi6bjI1cqd7a4bqBdPt2jI7qDR+c0dQzDwFxxaNpOv00zh5LRJh15aIVZXbe+bSvvcWnObOwqa8+DdtEjj8HYDKPn8pAjEvTtK1mRDlrTEU72F1SR8r4BNbtvLIcmztxlNk6AKmdiyvXSmKvxSBhH+YJAASHmPZg0RAIqDdCEgCQLvn5511GqJe32FB3x64H3yNk+d8XOsWxij2BPXNFcWpZRPoNX43BetWxyrd2zN8tSKEczuvUMpppAhl/VMIGmp4ff84ox1ceVHBhWmuLTEKvoqXmzt3sjbFo18zMhtLcaEk4RJaZmSU/01mDe/N5LVBuC6cLeqj/yH8893OSBXByeUTcJy4nz/rVSFX2rf+qVGFc/bkJbK1cmNih+Ik9UxqSQBomVN+0xxRzvDmAUYMmkXKyrYM6VqLDPox3DmykkGjN1PKcSQuzYshZAGIeHoWN6fh3MzZFE83G7KleCYEBEdzyLgqEwe3JbuJXC+TyqwnGTs1kfwz34Mx64Po5T6Q+sUsRNnKWyz3msCqq1kZP6M/JS3SJJnhaKOhkgDQxlmRNkkEJAKJiYAkABIT7R/oSxkkNv5zFnDy2h3uX7/NswgVZjnykDe7JeUbdKFd/UIYhNxmylBRc/ufKyjUsQH/n16WdJ8wBYcGop2oxaURYofPr51g3ba9nL/2BEOjbBSqVI6aNSpiZZYqWaix/wDM8pYfRCAy8C6rfOZw8NID7t65zctgFeY5c5MrexZKNOmKY50/iPXh2cP6sGDvTZRf9mOSA5th0+jfWIhV/qAN2nKbJAC0ZSbiYYfQS3l49Tg7dh7h2s27hKVIRVaxrhYtW5Hq5QuT1lD3LUmljuHZzbPs2LqNE7eeozRKzx9FylO3QRVyZzKRp7DxgFo2+X4EokOecvSfvRw9eIpHoVGkMMpKkRKFKPVXFYpZZUBPR4adfD+qH++QBMDPoCfvlQhIBJIDAh8IAGdnZ8zNzcmcWYaAa9PEatQqoiIjUf5rY58CXX1DDPXFh6rI/4+KikKpUn/FdB30DQ3RF7WD3xUDEGnXapSKaKIUSvFvKcXfDdBL+fHv2jR+aYt2IxDrn9FRkcSoviSeQNfA6K1//p82Qp1C1Lc2wkBP+J92DzVO63bu3EmOHDkoUKBAnG1lg9+PwNt1UIFCEYNaeF9KPX0M9PVI+cXmKradKkZBVHQMmtj10sBArKc6b3RV5CURSBAEhDaKWqybiuiot2ur8DsDA3303rzHpd/9LOZr166lbNmyWFiINEh5SQQkAhKB/yAC8+fPJ4VGXC4uLlhaWpIlS5b/IAxyyBIBiYBE4OcQ2Lp1Kzlz5qRQoUI/9yB5t0RAIiARkAgkGAJ+fn5UqFCB7NmzJ1gf8sESAYmARECbEZg1axb/A9rl8hsDozYvAAAAAElFTkSuQmCC" 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" 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" + } + }, + "cell_type": "markdown", + "id": "b4407ccb-19ae-40ce-898d-7fdcaec3909a", + "metadata": {}, + "source": [ + "![image.png](attachment:5f1eaaa0-d188-4222-bc0d-2c3234f18e9c.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "3bbf5a54-9ebf-44aa-961d-7d135ae2d74c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "14c7c366-de37-4ecb-b43d-15924828d4d6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle P1=\\int\\limits_{0}^{h} z\\, dm$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "P1=MyIntg(z*dm,'P1',var=m,x1=0,x2=h)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2e7d673c-02bf-4359-a82b-5a9c8a5e71c1", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "e372f30c-2d6e-4514-a4f3-efde26b52a60", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle P1=\\int\\limits_{0}^{h} \\pi \\rho x^{2} z\\, dz$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "P1.setdiff(z,rho*pi*x*x)" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "d1ce3fa7-38b7-4a35-a61c-5e9133c6fb81", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle P2=\\int\\limits_{0}^{h} \\,dm$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "P2=MyIntg(dm,'P2',var=m,x1=0,x2=h)" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "5c2f7178-198c-4197-baf1-28633ef4efe8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle P2=\\int\\limits_{0}^{h} \\pi \\rho x^{2}\\, dz$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "P2.setdiff(z,rho*pi*x*x)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "e0c1d5dc-bf7b-4485-b195-b359d847c544", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{x}{h - z} = \\frac{R}{h}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q1=MQ(x/(h-z),R/h)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "5ceb670b-fa1d-4ef9-abe3-0800271f26bf", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle x =\\frac{R \\left(h - z\\right)}{h}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "x=Q1.solve('x')" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "3157990e-b3f9-46b2-9400-44d02971358c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Cy =\\frac{\\int\\limits_{0}^{h} \\pi \\rho x^{2} z\\, dz}{\\int\\limits_{0}^{h} \\pi \\rho x^{2}\\, dz}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Cy=MyEq(P1()/P2(),'Cy')" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "341c0601-8d7b-4f16-b093-47857f31f492", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Cy =\\frac{\\int\\limits_{0}^{h} \\frac{\\pi R^{2} \\rho z \\left(h - z\\right)^{2}}{h^{2}}\\, dz}{\\int\\limits_{0}^{h} \\frac{\\pi R^{2} \\rho \\left(h - z\\right)^{2}}{h^{2}}\\, dz}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Cy.set(x)" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "f4e8fb2c-fce7-49df-bdba-d3c791157f28", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Cy =\\frac{h}{4}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Cy.doit()" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "ba04d049-2bcd-4541-a69b-bff45066c59d", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "2d890804-ade8-4afe-b59d-56491f4d5406.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "851b1261-9dd5-4c7a-935b-4356456e0a78", + "metadata": {}, + "source": [ + "![image.png](attachment:2d890804-ade8-4afe-b59d-56491f4d5406.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "687e558b-b1d9-42af-abcd-360ac0575ef9", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "40e67c07-88e8-4ece-8ec3-69912a8cabc9", + "metadata": {}, + "outputs": [], + "source": [ + "V=4*r**3/3\n", + "rho=M/(2*V)" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "5f957d38-407c-4347-8ab7-3dbddf780472", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle P1=\\int\\limits_{0}^{r} z\\, dm$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "P1=MyIntg(z*dm,'P1',var=m,x1=0,x2=r)" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "bad994d7-7941-4bb5-982d-18a189f96d2c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle P1=\\int\\limits_{0}^{r} \\frac{3 M z}{8 r^{3}}\\, dv$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# dm=rho*dv thren...\n", + "P1.setdiff(v,rho*dv)" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "af916c5a-1d0a-4c0c-b1f7-a0fa9893f40e", + "metadata": {}, + "outputs": [], + "source": [ + "# dv=area * espesor..., \n", + "# espezor = dz\n", + "# area = pi*x*x.... but put x in x(z)..then\n", + "# x=sqrt(r*r-z*z)\n", + "# then dv = pi*(r*r-z*z)*dz" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "084cd9fc-4b72-4d5b-a325-075c5f6c663c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle P1=\\int\\limits_{0}^{r} \\frac{3 \\pi M z \\left(r^{2} - z^{2}\\right)}{8 r^{3}}\\, dz$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "P1.setdiff(z,pi*(r*r-z*z)*dz)" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "e218455d-8f2d-4178-baa5-bd168985743c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle P2=\\int\\limits_{0}^{r} \\,dm$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "P2=MyIntg(dm,'P2',var=m,x1=0,x2=r)" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "ad7be740-73b1-4e22-9dda-83a769a3a076", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle P2=\\int\\limits_{0}^{r} \\frac{3 M}{8 r^{3}}\\, dv$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "P2.setdiff(v,rho*dv)" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "a010c9b0-d79b-4d98-b26c-b335e76e9714", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle P2=\\int\\limits_{0}^{r} \\frac{3 \\pi M \\left(r^{2} - z^{2}\\right)}{8 r^{3}}\\, dz$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "P2.setdiff(z,pi*(r*r-z*z)*dz)" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "657e5e00-358c-427a-904c-812da347c133", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle \\frac{3 r}{8}$" + ], + "text/plain": [ + "3⋅r\n", + "───\n", + " 8 " + ] + }, + "execution_count": 50, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P1.doit()/P2.doit()" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "f2ab8348-679f-4359-9e1c-91c5c5d8a6ab", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "attachments": { + "28d75e36-df33-48d3-b814-98c9037ebc17.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "20dc659d-6f98-4d75-bce6-e601f63f484a", + "metadata": {}, + "source": [ + "![image.png](attachment:28d75e36-df33-48d3-b814-98c9037ebc17.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "7446772c-64bb-4f11-a0fe-941ba7bdc26c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "44e46d88-ec5d-435b-ab65-1c5ae56b60aa", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle P1=\\int\\limits_{0}^{\\frac{\\pi}{4}}\\int\\limits_{\\sin{\\left(x \\right)}}^{\\cos{\\left(x \\right)}} y\\, dy\\, dx$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "P1=My2Intg(y,'P1',varx=y,vary=x,x1=sin(x),x2=cos(x),y1=0,y2=pi/4)" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "89033bb7-b766-4c63-93b8-49a913e5ebcc", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAAAAsAAAArCAYAAACuAHIQAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABI0lEQVQ4Ee2U0a3CMAxFKWIABBswAjACI4DYADZ477P9fhsAI8AGsAESI3QEYINybtXkOUpb/vgALF0lsW/sxHGcFEXRsZJl2Zj1HkyY362tpwXKPsMOXMEUjEAkjiwPC1nZ+MMg75F0I02L4ku2yXltNoZV6IE9guaJKySeWcUjmQHVygXk4Ihty/hP1uKZvPaCjad5+2MkaZqGvaAxF5/8gtTwGGxsctpqQ58h+C21ZDyqOUYSkRUelrqqEEhExrpkQ/nnAiaLgFyFDy5lN3gyxBGGO6N+dK14MtZ1U3i3syRDWqFoDO/JVfh+W3hHVj2rA62dwoxz5krfCeQ4++2ofdUBJzewtzZ7QeO0nKrfCV58Y3QawumiSqOOJzmAM/q/B9fAb+aSWCZ8AAAAAElFTkSuQmCC", + "text/latex": [ + "$\\displaystyle \\frac{1}{4}$" + ], + "text/plain": [ + "1/4" + ] + }, + "execution_count": 57, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P1.doit()" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "9db6f842-7e56-444c-86d2-57c426e11297", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle df =- \\sin{\\left(x \\right)} + \\cos{\\left(x \\right)}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "df=MyEq(cos(x)-sin(x),'df')" + ] + }, + { + "cell_type": "code", + "execution_count": 68, + "id": "2b1f5d06-0901-43de-a2f8-de7202e2d415", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Cy=\\int\\limits_{0}^{\\frac{\\pi}{4}}\\int\\limits_{\\sin{\\left(x \\right)}}^{\\cos{\\left(x \\right)}} x y\\, dy\\, dx$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Cy=My2Intg(x*y*dx*dy,'Cy',varx=y,vary=x,x1=sin(x),x2=cos(x),y1=0,y2=pi/4)" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "id": "a2ad4aae-d88e-4202-87c9-b1bed4d10938", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAAAE8AAAArCAYAAAA5UdXKAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6ElEQVRoBe2a7VHbQBCG5UwKYJIOnA6AVBDTASQVJOkgTH7Z/zLQAVABgQ4gFTChg9BBiDtw3ues9ZxkCevjZMm2dmZ9Hz7d7r23t3u602A2m0VN0GQy2Ve/N+ID5adNyGi7z9chFRBIe+rvSvwsPhQPxVtLocHDwk5AS0B+U4L1bS292tqRrWFgPXg1QA66bGvo0dqjci9nEv5FjL/Oo0u1+5r+c6fBi4EDE/w04L0XX4sJdpTvxZHaPZKmaWfBEyAEswelt4CilAB3ofRJPFL+XmkmaLSHdhk8gPHBORJY5w6VuQVexvncpA8YgkagYYVss4z2VeeXrT6R9uDN4SAY3HnIDL18bnbnwZOFERiItj99lFSP33uRmgTvbSz5zYsatP8nwBEk0sv0aJVqwQOGlOAwALKZu1Hdk8p3Slc6Yffken8A6TQl0kXgVN1ScdDUqcqSpC2saHLZbiFcySFtDHha8iMx/qkztDHgCTGiItwZ2iTwOgOaKdKDZ0hUSHvwKoBmj/TgGRIV0sF4PMYJ/xKXccYninz+iUQF0dmPqN8L/WMbbL+Rvak8+5Vx/lHPubuTjP8aqwq2SZbyhe8w1XZQdkR65ljPDJXasVGpLsroV7TjYK9nVQApqmSIdk3o1/u8GjPTg9eDVwOBGo/2llcDvGABw3SQY2bL893KSilzpueu8bz6stmpHoCDkPTh3mLlh0hqx72uT9eqc9u04OBJypk6T1wQqwx4e+JCh4y+ppbXs3XBj9BB/RX6EElth2oLuKcmWyll+J047NWjOufI6Dcdp+izymzEK4OX6q9SUfphuUU/RAIkrMyfNMDnVNxRaMtjRpixLh63z0dc4FeAsSFnWX/wm6s+ca8ROmA8SNixhHBfwSwZ4Td47doUwu1MNQYsNZeCWp6E3cKSxsz9U56LFawRMFtdstKhDPGtCjdqWN8n8V8x40gEvtCWF0kgPsWWLRY3EjdyiKB+myJbNYcaDwHjXIw1Ah6G4agJ8Ogcc2emcLb4wD++UJU7S9LTgOOTCzMC05eL8StrExQ8dUq05YMZZguzx8HaUdFCqGnS8XQRVT092UkALss6Cgqe+mOZJi6QBSC+DitEKEu40yR9WTWQpfNS8pfVFA48CQUcNsJLQlXHLAKiHWgq22nC3TCePHJWGczyYtAI725WMqSijL/hzGjSmSq2VVnjOFA9Y3TjCAZePGz8m3sVi8sukTB8IduVLD/iN11nPvdDJOnJKuHL0MV7rfJM/kcxb0uOgh3DW4cSwt6IgwH/riGxP7K2baTSj9cuCP8LIGyjmFQmNxFdVQY8W764nB+qW2y7/gOSWiWipdL7BQAAAABJRU5ErkJggg==", + "text/latex": [ + "$\\displaystyle - \\frac{1}{8} + \\frac{\\pi}{16}$" + ], + "text/plain": [ + " 1 π \n", + "- ─ + ──\n", + " 8 16" + ] + }, + "execution_count": 69, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Cy.doit()" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "id": "1d0df4f4-b917-4d12-b539-cfec86c2e8bb", + "metadata": {}, + "outputs": [], + "source": [ + "Yc=Cy.doit()/P1.doit()" + ] + }, + { + "cell_type": "code", + "execution_count": 71, + "id": "1b5d7b4c-0d19-4bdb-b7f0-d9741b87a047", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle - \\frac{1}{2} + \\frac{\\pi}{4}$" + ], + "text/plain": [ + " 1 π\n", + "- ─ + ─\n", + " 2 4" + ] + }, + "execution_count": 71, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Yc" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4f8a1718-7d31-4969-a33c-dc23995df362", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f2e47605-beb7-4c20-9ce7-ab20f231ef27", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/7080 Inertia with Calculus.ipynb b/7080 Inertia with Calculus.ipynb new file mode 100644 index 0000000..7b3e4de --- /dev/null +++ b/7080 Inertia with Calculus.ipynb @@ -0,0 +1,567 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "4dc04f84-81ea-439c-9df6-77e3d771ddf1", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "attachments": { + "2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "5f9f367f-6843-4cf6-9850-18d33661d919", + "metadata": {}, + "source": [ + "![line.png](attachment:2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png)" + ] + }, + { + "attachments": { + 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" + } + }, + "cell_type": "markdown", + "id": "07323be2-1847-4398-b6b3-6d73e6ba6c35", + "metadata": { + "tags": [] + }, + "source": [ + "![image.png](attachment:aa48beaf-9efa-4447-9ed0-eb022ef046be.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "e5cd0baf-e6d3-416f-b646-59b5ce369fc4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Ar=\\int \\, dA$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Ar=MyIntg(dA,'Ar',var=A)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "b79a13c8-d9c0-4e5a-a614-9e4aa2e6ac7e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Ar=\\int\\limits_{0}^{b} h\\, dx$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Ar.setdiff(x,h*x,x1=0,x2=b)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "312a7089-2ae5-4e51-9db9-3e7f0168fbef", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle b h$" + ], + "text/plain": [ + "b⋅h" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Ar.doit()" + ] + }, + { + "attachments": { + "3047a15c-6679-4b0d-95d7-a594a3a429aa.png": { + "image/png": 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" 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" + } + }, + "cell_type": "markdown", + "id": "8e7f8993-efb5-422a-8d18-f75a6f91edd4", + "metadata": {}, + "source": [ + "![image.png](attachment:3047a15c-6679-4b0d-95d7-a594a3a429aa.png)\n", + "![image.png](attachment:a8b1639b-7c64-4deb-b371-14e2513f8e21.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "26ee9253-b795-468f-b813-d2e90b157de2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Ix=\\int\\limits_{0}^{b}\\int\\limits_{0}^{h} y^{2}\\, dx\\, dy$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Ix=My2Intg(y*y,'Ix',x,y,0,h,0,b)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "45c034d0-155a-4eda-b01e-5a839aeac85e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle \\frac{b^{3} h}{3}$" + ], + "text/plain": [ + " 3 \n", + "b ⋅h\n", + "────\n", + " 3 " + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Ix.doit()" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "22dab06a-81b6-4e78-b087-df8eff2dda5d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Iy=\\int\\limits_{- \\frac{h}{2}}^{\\frac{h}{2}}\\int\\limits_{- \\frac{b}{2}}^{\\frac{b}{2}} x^{2}\\, dy\\, dx$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Iy=My2Intg(x*x,'Iy',y,x,0,b,0,b)" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "ad718e40-3cb0-4d55-9d32-37892f84c122", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle \\frac{b h^{3}}{12}$" + ], + "text/plain": [ + " 3\n", + "b⋅h \n", + "────\n", + " 12 " + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Iy.doit()" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "33c2a4d5-7e19-4298-8bef-1df3293ebbfc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Ixy=\\int\\limits_{- \\frac{h}{2}}^{\\frac{h}{2}}\\int\\limits_{- \\frac{b}{2}}^{\\frac{b}{2}} \\left(x^{2} + y^{2}\\right)\\, dy\\, dx$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Ixy=My2Intg(x*x+y*y,'Ixy',y,x,-b/2,b/2,-h/2,h/2)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "80feb070-59a8-47b9-a7dd-682b693f0d7c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Ixy=\\frac{b^{3} h}{12} + \\frac{b h^{3}}{12}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Ixy.doit()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "9a248944-881f-4528-88ab-a3de723f0880", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Ixy=\\frac{b h \\left(b^{2} + h^{2}\\right)}{12}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Ixy.factor()" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "6da516dc-1957-4987-b224-af07c49c6415", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "attachments": { + "2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "3ff4ae31-42e2-43c5-9156-9808f30f6f81", + "metadata": { + "tags": [] + }, + "source": [ + "![image.png](attachment:e176c4b3-664c-4b78-8366-3cf29ef15cfb.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "fdbe5692-894d-4e84-bd00-de6acc804b83", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Ix=\\int\\limits_{0}^{\\frac{\\pi}{2}}\\int\\limits_{0}^{R} r y^{2}\\, dr\\, d\\alpha$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Ix=My2Intg(r*y*y,'Ix',r,alpha,0,R,0,pi/2)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "2bb080c5-e800-4b7e-ad6d-6efc1ed7746c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Ix=\\int\\limits_{0}^{\\frac{\\pi}{2}}\\int\\limits_{0}^{R} r^{3} \\sin^{2}{\\left(\\alpha \\right)}\\, dr\\, d\\alpha$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Ix.set(y=r*sin(alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "bca101eb-66d7-4bea-bc11-6c586ceff313", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Ix=\\frac{\\pi R^{4}}{16}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Ix.doit()" + ] + }, + { + "attachments": { + "2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "d2d030a8-9c4e-43a1-a485-6fbbea868e62", + "metadata": {}, + "source": [ + "![line.png](attachment:2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png)" + ] + }, + { + "attachments": { + 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" + } + }, + "cell_type": "markdown", + "id": "5d77ecf9-7693-4390-9d25-aeabdc54fe12", + "metadata": { + "tags": [] + }, + "source": [ + "![image.png](attachment:16a9d975-d701-4287-80e8-2795910a3f21.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "b3207f4d-d5f4-4043-8ad9-6ff282afe57a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Io=\\int\\limits_{0}^{2 \\pi}\\int\\limits_{2.5}^{3} r \\left(x^{2} + y^{2}\\right)\\, dr\\, d\\alpha$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Io=My2Intg(r*(y*y+x*x),'Io',r,alpha,2.5,3,0,2*pi)" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "fbf9fd77-e570-4fbc-b4c5-a28088b11dbe", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Io=\\int\\limits_{0}^{2 \\pi}\\int\\limits_{2.5}^{3} r \\left(r^{2} \\sin^{2}{\\left(\\alpha \\right)} + r^{2} \\cos^{2}{\\left(\\alpha \\right)}\\right)\\, dr\\, d\\alpha$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Io.set(y=r*sin(alpha),x=r*cos(alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "3016d4e6-a558-4074-a335-255f8a05b090", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Io=20.96875 \\pi$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Io.doit()" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "44367939-6d25-42cc-81e1-8dcce6f002d5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Io=65.875270954961$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Io.float()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "819a71ed-4c59-4506-9c32-0d39f7b84243", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/8000 Work Kinetic Potential Energy.ipynb b/8000 Work Kinetic Potential Energy.ipynb new file mode 100644 index 0000000..6d11a7a --- /dev/null +++ b/8000 Work Kinetic Potential Energy.ipynb @@ -0,0 +1,1906 @@ +{ + "cells": [ + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "04a5d40f", + "metadata": {}, + "source": [ + "![dedic.png](attachment:c9fff4c9-2c42-4f2f-9214-9bfc1d497739.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 77, + "id": "d63081bd-fe79-4f73-b676-7fe40a29086a", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "cell_type": "code", + "execution_count": 78, + "id": "3a98e7f3-73b7-41b6-aaf3-e7c5e11436df", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "alpha=pi/6" + ] + }, + { + "cell_type": "code", + "execution_count": 79, + "id": "69cf850b-6e1b-4c66-acf4-ecf5717bc1d8", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=phybody(m=cfrac(2,10),v1=12,v2=0,x1=0,y1=0,a=pi/6,y2=h,x2=L,g=10)" + ] + }, + { + "cell_type": "code", + "execution_count": 80, + "id": "c89ee1c6-4bfa-42df-a70a-1852483d7a35", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P.add_weight()\n", + "P.add_forza(N1,pi/6+pi/2)\n", + "P.add_forza(N1*mu,pi/6+pi)" + ] + }, + { + "cell_type": "code", + "execution_count": 73, + "id": "0fcab384-5ab2-4bec-903e-18779a5cdfd5", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "\n", + "P.set('fr',N1*mu)\n", + "P.set(mu,cfrac(16,100))\n", + "P.set(m,cfrac(2,10))\n", + "P.set(g,10) " + ] + }, + { + "cell_type": "code", + "execution_count": 85, + "id": "780ccaa2-e6b4-471d-b9af-d5217b255b36", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P.set(mu,cfrac(16,100))" + ] + }, + { + "cell_type": "code", + "execution_count": 81, + "id": "e63f4704-a892-4fd0-bff4-0e28e753d65e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle N_{1} - \\sqrt{3}$" + ], + "text/plain": [ + "N₁ - √3" + ] + }, + "execution_count": 81, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.y_res_relative(alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 82, + "id": "c684b972-a460-4042-b585-be7c432d2508", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P.set('N1',sqrt(3)) " + ] + }, + { + "cell_type": "code", + "execution_count": 83, + "id": "28674ef7-da2d-463b-8d79-510202854b32", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle 10 h \\frac{2}{10} - 72 \\cdot \\frac{2}{10}$" + ], + "text/plain": [ + " 2 2 \n", + "10⋅h⋅── - 72⋅──\n", + " 10 10" + ] + }, + "execution_count": 83, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.energia('kp')" + ] + }, + { + "cell_type": "code", + "execution_count": 87, + "id": "7c03bd8e-6abe-49f0-b904-41318dd2e0ce", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle 10 h \\frac{2}{10} - 72 \\cdot \\frac{2}{10} = D \\left(-1 - \\frac{4 \\sqrt{3}}{25}\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q=MQ(P.energia('kp'),D*P.x_res_relative(alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": 88, + "id": "80222437-994d-41e3-abdf-60e70e5a789f", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle 0.2 \\cdot \\left(10 h \\frac{2}{10} - 72 \\cdot \\frac{2}{10}\\right) = 0.2 D \\left(-1 - \\frac{4 \\sqrt{3}}{25}\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q.Div(10/2)" + ] + }, + { + "cell_type": "code", + "execution_count": 89, + "id": "c0133b21-9032-4af6-8c45-b763c96de214", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle 0.4 h - 2.88 = D \\left(-0.2 - 0.032 \\sqrt{3}\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q.simplify()" + ] + }, + { + "cell_type": "code", + "execution_count": 90, + "id": "69ef6115-d14a-4605-8c2a-544140154784", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle 0.4 h - 2.88 = 0.4 h - 2.88$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q.subs(D,h*sin(alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "dd41a245-95f2-4c25-8d5f-1dea43ca8797", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "94442422-f920-49f4-b334-2cd46e7a572b", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "cabded95-9da3-4305-99ac-3e58a0ef506c", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 68, + "id": "4cd4c003-813f-460a-8838-b51a5557f1aa", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle H \\left(- N_{1} \\mu - \\frac{g m}{2}\\right)$" + ], + "text/plain": [ + " ⎛ g⋅m⎞\n", + "H⋅⎜-N₁⋅μ - ───⎟\n", + " ⎝ 2 ⎠" + ] + }, + "execution_count": 68, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "H*P.frelative(alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "id": "aebee139-938d-4d95-9b73-fe71399d724f", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle g h m - 72 m$" + ], + "text/plain": [ + "g⋅h⋅m - 72⋅m" + ] + }, + "execution_count": 69, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.energia('kp')" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "id": "ee7137c4-27d3-4959-9cf7-5c1b4164491b", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle H \\left(- N_{1} \\mu - \\frac{g m}{2}\\right) = g h m - 72 m$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q=MQ(H*P.frelative(alpha),P.energia('kp'))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4e424d94-3fd6-4d7b-b03a-cca83fc7b80c", + "metadata": {}, + "outputs": [], + "source": [ + "H.set(" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "842b3162-4ff2-40e8-88cd-f7e3d7f26772", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle g h m$" + ], + "text/plain": [ + "g⋅h⋅m" + ] + }, + "execution_count": 58, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.energia('2kp')" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "id": "70a29f26-5fe2-43e5-b897-0c25ba65bad9", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle - f_{r} - \\frac{g m}{2}$" + ], + "text/plain": [ + " g⋅m\n", + "-fᵣ - ───\n", + " 2 " + ] + }, + "execution_count": 62, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.frelative(alpha)" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "id": "9e2b0d1a-f853-48d4-b87e-c49b3bc9fee7", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle H \\left(- f_{r} - \\frac{g m}{2}\\right)$" + ], + "text/plain": [ + " ⎛ g⋅m⎞\n", + "H⋅⎜-fᵣ - ───⎟\n", + " ⎝ 2 ⎠" + ] + }, + "execution_count": 63, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "w=H*P.frelative(alpha)\n", + "w" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "85650619-48fa-46fe-a1e8-ce7bc217af2a", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "eb123f99-9354-4aef-bd98-9d134badc506", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle \\sqrt{\\frac{a^{2} t^{2}}{4} + 144}$" + ], + "text/plain": [ + " _____________\n", + " ╱ 2 2 \n", + " ╱ a ⋅t \n", + " ╱ ───── + 144 \n", + "╲╱ 4 " + ] + }, + "execution_count": 51, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.xyvel()" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "2ddbb60a-1ef5-4b52-85eb-50a110fe4ef7", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAAABMAAAAOCAYAAADNGCeJAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABJElEQVQ4EaWT7Q2CMBCG0TgA0Q10Az82wA10BR3Bv/yVDdAJjG4gK8gGOoJxA3zepm0Q1IBeUt7rfbzt3dFOURSBkziOx+hH1gT94ewOsQ3RN3Y/Be/aY89l66GE4J4lhwKUUBNLlIJz50Tfol9kY2VdPg/WkrXGcXCBb1CJivFCjm6pClRN0NWnoUTEXSFQJWXJ2ITYh23IlHQjqdZLyxz2ykd80yFZfvBraAH+vM3NalwQiEgDMxP+iwwSNf4EaQK2GoDivUCQslEPffk/3QyCFUR90P9zOqXxABQsgWABjEB/I3T1rV2ZJKnhM9A9KXFIdMC9erOBcVEC+PI/2dPV8Axd/SpLhC0xZCjmOeCNbMQR2w39DO6s7QyqHPWrKuahPwGbS2D0goaxHgAAAABJRU5ErkJggg==", + "text/latex": [ + "$\\displaystyle 12$" + ], + "text/plain": [ + "12" + ] + }, + "execution_count": 52, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.xvel()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c3d760ff-bca0-4253-8a91-eec9d9dcc5e2", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5f13c3ce-c515-4667-a3e4-90721c7d9edd", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "bf9ba049-3792-4387-8452-af90017f8d06", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle h =\\frac{\\sqrt{3} L}{3}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "h=Q2.solve('h')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "69cf0ae5-281b-41ba-9178-1e6d7d8bfe7b", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "1466b6ee-5498-4c1c-bc2c-1fc174b86396", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "alpha=pi/6\n", + "P=phybody(m=0.2,v1=12,v2=0,x1=0,a=pi/6,y2=h,y1=0,x2=L,ac=a*cos(alpha),g=-a*sin(alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "054c9152-1f7b-4321-bb72-ae61be2db4fb", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "bdf25b05-4ffe-4d3e-b09b-3ae4d2d31083", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P.add_weight()\n", + "P.add_forza(N1,pi/6+pi/2)\n", + "P.add_forza(fr,pi/6+pi)" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "81d770c1-d6fa-4f6b-80dc-ec550dc4d59a", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P.set(fr,N1*mu)\n", + "P.set(mu,cfrac(16,100))" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "12b7573c-a2a9-434f-b4ae-79206aed2b1e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle N1 =\\sqrt{3}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "N1=simplesolve(P.y_res_relative(alpha))" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "9bc1fc48-d906-49d7-83b2-a7edcb4894c4", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P.set('N1',sqrt(3))" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "7ed484cb-80a0-4d47-9d1e-4ce407c873c8", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle 0.666666666666667 \\sqrt{3} L - 14.4$" + ], + "text/plain": [ + "0.666666666666667⋅√3⋅L - 14.4" + ] + }, + "execution_count": 38, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.energia('kp')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d0a01157-eb5d-469f-8d2d-74df807680e5", + "metadata": {}, + "outputs": [], + "source": [ + "Q3=MQ(get_hipo(L,h)," + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "54620102-4bad-4c24-a39b-553e477da9a8", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle 0 = 2 a \\left(\\frac{4 L^{2}}{3}\\right)^{\\frac{1}{2}} + 144$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q=MQ(0,P.v1*P.v1+2*a*(get_hipo(L,h())))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "32a84e6b-204d-4395-b06d-9ff82b582dbd", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "549f43b2-62d5-48af-a895-f06645bdc36f", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle L \\sqrt{\\frac{L^{2} + h^{2}}{L^{2}}} \\sqrt{L^{2} + h^{2}} \\left(L \\left(- 25 \\sqrt{3} - 12\\right) - 2 h \\left(2 \\sqrt{3} + 12.5\\right)\\right) = L f_{r} \\left(50 L^{2} + 50 h^{2}\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q.crossMul()" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "16c2f3a9-5ad0-43f2-a379-b66018575c71", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle L \\sqrt{\\frac{L^{2} + h^{2}}{L^{2}}} \\sqrt{L^{2} + h^{2}} \\left(L \\left(- 25 \\sqrt{3} - 12\\right) - 2 h \\left(2 \\sqrt{3} + 12.5\\right)\\right) = L f_{r} \\left(50 L^{2} + 50 h^{2}\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q.reducecero()" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "1cf69d73-0a47-46c8-8420-f58bce50cf9d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{\\sqrt{3}}{3} = \\frac{h}{L}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q2=MQ(tan(alpha),h/L)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "2e402eee-928b-428a-88e7-3c9157b0265b", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle h =\\frac{\\sqrt{3} L}{3}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "h=Q2.solve('h')" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "3a0e9697-a1ac-4049-adc8-fc7abd3636b4", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{4 L \\left(L \\left(- 25 \\sqrt{3} - 12\\right) - \\frac{2 \\sqrt{3} L \\left(2 \\sqrt{3} + 12.5\\right)}{3}\\right) \\sqrt{L^{2}}}{3} = \\frac{200 L^{3} f_{r}}{3}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q.set(h)" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "1752b45f-aa70-4c9e-aed8-99ed5ea0a69c", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{4 L^{2} \\left(L \\left(- 25 \\sqrt{3} - 12\\right) - \\frac{2 \\sqrt{3} L \\left(2 \\sqrt{3} + 12.5\\right)}{3}\\right)}{3} = \\frac{200 L^{3} f_{r}}{3}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q.rsimplify()" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "9ada38a2-9406-42d3-b638-a01dda4ba679", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle \\frac{4 L^{2} \\left(L \\left(- 25 \\sqrt{3} - 12\\right) - \\frac{2 \\sqrt{3} L \\left(2 \\sqrt{3} + 12.5\\right)}{3}\\right)}{3} = \\frac{4 L^{2} \\left(L \\left(- 25 \\sqrt{3} - 12\\right) - \\frac{2 \\sqrt{3} L \\left(2 \\sqrt{3} + 12.5\\right)}{3}\\right)}{3}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q.subs(fr,sqrt(3)*cfrac(16,100))" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "07fec997-59a2-4b85-8837-907118bb69de", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle 4 L^{2} \\left(L \\left(- 25 \\sqrt{3} - 12\\right) - \\frac{2 \\sqrt{3} L \\left(2 \\sqrt{3} + 12.5\\right)}{3}\\right) = 4 L^{2} \\left(L \\left(- 25 \\sqrt{3} - 12\\right) - \\frac{2 \\sqrt{3} L \\left(2 \\sqrt{3} + 12.5\\right)}{3}\\right)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Q.simplify()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2d56a489-82d6-41b1-bc31-7a812fbfd30b", + "metadata": {}, + "outputs": [], + "source": [ + "Q.div(" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7c00c90e-022b-436f-b0a9-939b28826b7a", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "bc9fa4ea-6c7d-4d2a-8091-5f698e1342ea", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle f_{r}$" + ], + "text/plain": [ + "fᵣ" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fr" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "bf85a2f6-8bbc-43b8-91b5-0eb3b866a96b", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "90be5a2c-a69e-4470-ac98-bdd0d951d172", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b87bb410-1ac1-4cdb-9797-116e37ccae42", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "45b725e6-a968-4aa7-910f-d4936ee9fadb", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2233bf55-1d9c-45ea-a27e-d13435ab088b", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "eff088d9-e286-4eae-811b-d45c10654c18", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "adbf1a98-0d16-4912-82d1-06e011c3cc79", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle 360$" + ], + "text/plain": [ + "360" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "12*30" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d2605568-9fa6-4d14-a0b8-018e101a3107", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "351e5fb5-d1a3-4841-ab12-74cadd02b7ea", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "def set(self,expr1,expr2):\n", + " vecF=self.F\n", + " vec=[]\n", + " for i in vecF:\n", + " svec=[]\n", + " for j in i:\n", + " kres=j\n", + " try:\n", + " kres=kres.subs(expr1,expr2)\n", + " svec.append(kres)\n", + " except:\n", + " svec.append(j)\n", + " vec.append(svec)\n", + " return vec " + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "fb8bb5ae-0bb1-4c33-a040-e8a91cb9e1b2", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P.set(fr,N1*mu)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "0337f8a7-f6a8-480e-9352-0ec31dac1140", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "'f_r'" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "str(fr)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5bc17904-6758-4902-a89f-e81b453d82c0", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4efc11e5-b5b5-4394-99f2-494d187c24b8", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5e38ebba-2453-4211-a382-c77089e8ef37", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1f916d93-a219-48fb-8590-33a80839c004", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f2259b24-ab85-492a-b0e1-038c7632c262", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "825a6c38-6346-46ba-8cd8-370363540302", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle t =\\frac{\\sqrt{5}}{5}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "t1=simplesolve(P.ypos(t,y1=3)-2,t,'pos')" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "5eb32699-889c-45f9-bc58-db16b0dabb4c", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAAADYAAAAVCAYAAAANfR1FAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACuklEQVRYCc2X61HcMBCADUMBCakg0AGQDqADmHQAHYTJv/vHJB0AHSR0kFACdMCVwNDB5fuEpJEd29jYDLczeytpV/vwPuzbWK1W1brDYrHYw8ev4Lehvm4NFXxnuR/YPyfA86F+bA4VfC+5mK0Kej/Gh7UPjGC+g2ZsFKx1YGRph2h2oH/LqNjbczXg7EOUD+ez9FhUmOr/AM2PoD0xqnxqnj5v1Jn0luxbA+Eg6Xct7D+TqpqcsRjUJfQsoso1eMf+MBkaS7mrswfQWraiHh/cE2jmlLsB95H1LMAcGbP+z6K+QDBgtk7Z/AY/lrwRa/VedMjfo/+kgxeOJ2cMLWblAUM+uRJ80rW6L5l966jrEGomXgVzBGYAS5zIZdDwpBlwg926fdUkLDVNLkUC6iqJMLngpwYPdtkfs3iCtvVO8u0Y/m7atFH4lroP7RPo9LzgLNuaI2PorAMGDEpjtYnGuZ9E12DneynKXCLTBwb0C9mfYJqctWH1JoFh1KFxo+HkHWuDvYq4F/eJXVKna75XMtIa/hGYS5/1Ep4VkB/IFodGfwtKh8IJ93Lay0ucq9yeq5Vokoc66cycfdSUsbyyc6zHgME5cHyhLw3MyPOLbYympiy6dGwbetTkpb32QDN3Cg1OJB7Usur1hTt/kNFGl1xI0GyliCGHwi40Z4G1jttrTUg9lnsw3rd8fdB94JdNW3Vte4n7oZJmCQxl9s8XaHZUI4DBPoZV8YNc6gmzlpy0NLteyMXt6oo7bRPT92metBtT/2hixIxYHllp4YU13+ZExbmOeM+HYaAOhNoXDGf/ATLa88smy7JOPfuZdcj4HIE9YKit3HTKT5+uXqjg3cW7BuZAkr4IyIXgoqAlaFUYbC7jyYG96EWPAI5YqunVkHuz58pg1uZgyTcQJDC/BW32Zm9OtvYPOfD+6caB9bIAAAAASUVORK5CYII=", + "text/latex": [ + "$\\displaystyle - 2 \\sqrt{5}$" + ], + "text/plain": [ + "-2⋅√5" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.yvel(t1)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "072f38ff-defe-469a-a1bd-7423f1e80b0f", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle t =\\frac{\\sqrt{15}}{5}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "t2=simplesolve(P.ypos(t,y1=3),t,'pos')" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "5ce008e7-54d8-4c19-93b2-9e6346696aa6", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "v22=P.yvel(t2)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "0a6d044d-e23e-4dc7-baf2-ad0742649522", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle 60$" + ], + "text/plain": [ + "60" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.energia('p1',y1=3)" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "2bc4402a-c3fd-4eff-b76c-638796394127", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle 40$" + ], + "text/plain": [ + "40" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "P.energia('p1',y1=2)" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "80a2bc83-fa2e-44bb-afdb-1b3f8ce33419", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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Ika8F2JsI5uH9mPGMAXs+1NP9/VBLgD081MEXG4YZ3B8Dewb2vJt68PzJ4g+CncMUMAVMAVPgNAUM7NmkMAWaUIEsFrT2Ya8JJ06qSzMR7IWOqlSLNLAXKlvw9jH3myzug+hITNtmOtgb5tDSoTYUw0CIrXsC7I3Wl57ZYA9zF249A3un3ypirrfgGw7vkNX9A20zx17MCNk+poApYAqYAr4CBvZsPpgCTahAFh9Is/pw3YTDM226NNPAXlZzOub6bOS2ZTGhY/ofo3NMX6LaVoYH+8G55drewpxnFHy5lvrnjmlHTH/T+6jzTM8/kWNPQAb3BHCPTXvy4MjcMYC8RWj56NNpAz+fBOsGP8Zz6qW1jtExZp90cQzf9ee3CY49fcTM6eC2mWNP5I7ROnRi6tiEgL0s2uX3I3j+hIpg25sCpoApYArURAEDezWR0Q5iCjSWAll88LMPe4015vVojYG9eqgat2DM6nrL4t4Ro2pM/7PqS1TbZjjYU58eCuDioT91bijYc0G4DPWkijCXqmlpTLAXM6d9IDoeFE3Dn9BzBc9PA3sG9rxJFjx/QieobW8KmAKmgClQEwUM7NVERjuIKdBYCmSxoLUPe4015vVojYG9eqhqYC9G1Zj7TRb3QQel0j66iXvIqeVOi+Au59gbGXZx3i5cVQK/xzwaxbEH91kaTqV18V1J0heIoB3yf4p7j9UYAdRzYA86AOq1tKLURtijkluv3PzQHHuhYxoz16qBedpTDc31XX3VqhDaF4zJEI8nhkfn9+kzT0al5GpDAWPJN5rBI7g/kW2KGdPQU5W7RvzzlpsjWbTL70dWeodqZ9ubAqaAKWAKpD4TDg/zpyd7mAKmQFMpkMUHP/uw11RTpmxnZhzYi1mYRqxlY67PrK63mLZlcSXE9D+rvkS1baaDPaZGY8CeRpsmCfcEcg5zVViGe3DvCdhjqNdaJ7CXhimhY6ruu5BrQSvg+ufSdqTPD3DqV8gNOU9oXwzsOXWzuH+UG5tyYM8f7yzaZWAv5AqzbU0BU8AUaAwFzLHXGONgrTAFghWo9OEOHxSz+OAXvFgI7mFtdkhrMV3aXZveBxyFF9RJrnaZP865wi6MxI2Eb4B8V446W9q8/E8BZ6v7pjHXQDlXyoQNNbA3oUTlNkh/oziRjDHXbcwciOlMVNsiwB5Yl69T2r0V046Y/qb38d1keK+SE22MY68KsDcC15i49hCKi+O2MdgLD8Wt5NirBEuQ/y/5X2kTna/u3uhedvonYyLRwu6+ie/LASTxJraRqrbYPnnK/vx/bTmEFo+d+bUCe36f/Rx9VY23/C1g7ZONWzgRYkXHXspRWtXxJ7nRePO80pdReF2rC1d7+izuHwb2qh0N284UMAVMAVNgIgUM7E2kkL1vCjSoAuN96JwIZk3VAjBGSr8yYLkF5UR9GRoaKi249IN9TDhTTNun0z5DvA4tJgtTuGMKxQK1t+eos8OFvg0VhylfHKJ2WYwS5QtDlOOM95258NC4LHSJWZRNNJfKtTur84RqNgpnHVwYr+3lHEOh5wvZ3tX6ROzeaLsmgqpi6KpBfMFEkCfm3hAzB9D3dHfGC8UVGIRwV09obWsapMXM45Dxq9V1IAJMRHTHqFR5Ltey/UW+XsCr8J2FNm+I/z3EN8ki3wP1C45cWxvlclzZl8eyVaKG+b7J98XBQoHyQ0WpCNLW3k5dXR1S8gMVgDGPR4ZwLAZ77YB+EwpQ6ppe0/qlir6h463vy6XiBeOEAi3sD5g35lHu2ktvkkC+kLGo1Vz1tdH+62v4DIAx6+zs5PEa+/cqDVJ9DWvVtvH0qNU56nFf0+Iu6iwNGVfb1hQwBUwBUyB7BQzsZa+5ndEUqIkCMwXsVXIwqEskLab/wVydCroQ8hft/mJIFjIRebJqMpANchCsyYq8iObotwSEDlFbW6uAPDywEEXeJTj0Wnh1Wijg9xbq4G0a8REDW2LmQFbnCdV4IrBX6f2Y/oS2TTxYnJTL19vAnstZpg8dB82xp2APTi8f5JW7p8XM49AxLHffnewxqtk/i74VcL+rAPYKhWIJ7OGLjxzf/3AfbCuBvWEa5C9FAPZGGOxhm47ODsrx3xcgJVQ2HuaD4xkK9qCPftHla1UJ7OnfvSiwF/H3MObeUavx9MFe+vfBwUEaGOinWbNmC9wDqNJtNLxZ4ZWBvdGZZWCvmjuSbWMKmAKmQOMoYGCvccbCWmIKBCkwU8BeOVH8D+WlBXDiUPCBHz6sY1Gjz/SiGf/2wWGtFhlBA9koGyP8itvCxjx5sBHFhZUx8dMFIkCfaIaFL2/H61ZxojTiI6tFZlbnCdV4PLDnL3zTrq+Y/oS2zcAeKxbo2BONESsvIanOKlXJsRc6HrXYPot5o32uRXvHOwZ77Yi/3xgNs8W/yzj2AO0E6iVgDwUkinwDLfA4KdhDuK1sx8eAY28U7A1Trp3/NuEmGvCYSGf/76H+PhPAnvxdkr9XCN92f7P02dfXSydPnqQ5c+ZQd3ePwD1sp04+uPja2VnpHyPGuRswjKVNa/WZw58X5eZITH/Gi5aI6avtYwqYAqaAKVBfBQzs1VdfO7opUDcFZhrYq9Tf9Ov4Nz6w46FgL70g9GGe/3vdBmsaHBgVEOHay7MTD/Sggxedg4MF6h9wbofOjnZasGC+QD0JU0P+KGjcoH2baAFcrtkxi6yszhMjswLZ9L7+4levjZiFX0ybZPGMZ8roaY698o69MRqDpo8D9mLHoxb7xVwHMeeNuUZDz4O/HgB5cCaXQnFZ+iG+8Q1xKC7y/qEdbQyEHNjj+yG/jykNZ3MRgA859gDtEKaLJ+6ZeCaOPeQPjAF7E/WlEtibaL/0+zE6x8yB2POU2y8N9Hyw19fXx469WQL2Ojo6BPrp5wSATz9EN6Yfofrq9jH9L3cuA3uxI2D7mQKmgCnQPAoY2GuesbSezDAFZhrY02+P0e/xHAj6rT2mQ7ntfN1q9aG6GaYewB6YXpFzRIEedHa00cGDh2n/gYPidpg/bx6tWXOhQD1o2N7OufZ4SwN74Ynfspp344E9rbKZBnvBifYjJr+BPdycqsux58sLt5eCpjFhzBFhkxHDNu4uWcGQLK4dBXt+lgEwVYTPIh2BXFcYQnaEtyGPHgAg74TXYBzHVyOM/yQUV+4O4HsAhQB7cnt1VX5jQnEnGrdajUOMzjHnjj1PNWAPWqFNAwMD8uWUuvUA8RT66f2v3H0vpj8TjU/6/Zj+lzuHgb1Q5W17U8AUMAWaTwEDe803ptajGaLATAJ7Cuu0z3DixXwgTn+YjzlGs04vrDcRhgtHCjhBB4O75194gZ555jk6cuQIrVixgm6++ZZSqFNnVzu1o1piONfKRMIsFmWxHclq3pUDe3otVQJ7WSRKLwf2TlvwpqoqNFvxDDgWQy+dSmAvdh7Wcr+srrcsrh331caY2i7yhQbceJqaANpJigeGd5K2APG7AK/4PfnGQ9LuJcfCfVLBXqlCLn8rkgWTjRmbGJ2zPE+l9vmuPQV7GnaLcNt08YzxroGY/oReUzE6ZwX2tP+1amOoNra9KWAKmAKmQJgCBvbC9LKtTYGGUWCmgT3/A7sP9jSsUJNgV5szDNulNZzJH2CxGEX4GVwp8mBo98jDj9BDDz5Ibx48SBdddBH9wR/8oYQ3C/jjarmINDOwF35LyGqeTWewl6ZeKNLZIsRkco96OFtiAEAo2BOHGGBnKA2cnFxV7x2jQdUH9zbM4toRV7KLoi098BoKCw0nudvkFolCQvjJgG4YdmcBe9iRX8w5t14a7KHIhoA9zOca1R0qp72vU8zYxOic5XnGa5//BV76c0PamZdus26fVWqCGJ3LXTf1vK/Vqo0x17vtYwqYAqaAKVC9Agb2qtfKtjQFGkoBA3tu1VUscvXBJGm2FslIfyj3v3lOL3gqvddQg51FYwD2sODkp+SJ4uddd91Jd955J+1/4w3asGEDfeGLX0qqCqJaLrtVDOxFjUxWC6XpDPbS97c25HQ0sGdgLwOLG8JpxbHngTepW4JnkooAF75AvATSDXEKA4TXCjjCNx4Ae8hbmtwh1LGXg3Mv2SdlSo26l2AnA3tjpUuDPX13otQcabdfFu7lWv0tMLAXffnYjqaAKWAKNI0CBvaaZiitIzNNgZkG9vxE1z6405BC36mHbaGPOvtq9eG5meeYhJphMcurziLrd+rUIEO9O+iOO+6g119/na688kr62te+liQf55AmXrw2G9jLynGS1XwsB/Ywh32XqwMTDM28Z73neblQ3NOcM5iQ3qOV7U2Ae5N91HMBHNI2ztTmQja9hz8vyhUTqVU4ckg7q9025tqp9tiVNIrZv5p9pMC6FClxWycF113RFwF77nV/+JDCANdVSwL2WviLD1f92W2IHHulyrjaiElOZ9Vc88+mr2U9TczYxNyjpuI844XkurEbvY/othPtI+OY3A+rmS+T2SZG53Lnq8d9bTL9sn1NAVPAFDAFslfAwF72mtsZTYGaKDATwR4+BGsojX4gLhQKUt0OrwPk4YnX8EiDPXxgV4cf9tequbX6cF2TgZ2igwDqFbicYzs7TQqFIp3s7aVNmx6gjRs30mv79tHll2+gP/3Cn1JXVzcXzkCuItavyRx7WS1Ms5pvE4G9tFs1s3ZhwZ0KQzSw5wDrKPM5nfr4YK/auZrZmHoApZ63sCz6UwnsjYIy95vf5WGuriGOL5nbLTSMqGkMGPKQCtjjv138Tzj2ZBwT4DcZrXyHWblrWbWqdq74bYnReSrOMxGk83UpXVsVviCIaf9kxk+mQQ2+rHBzcRRgVnJw1upck+2z7W8KmAKmgClQHwUM7NVHVzuqKVB3BWYK2NPFi+bQU7Cnr/f39zOIyjPYa+O8bx3yVAeDnygb2+fzeamQN8zJkrB9Z2enJNMOSahd94GdohMU2SGV5+oZCLEF/Dx+4gRt3bqNtjzxBO3du5fWco69T3zikwL1BKDydgB7zVQVN2ZhF7NYitkndFro9VHOeeIDgbRTL0aD4LZhB6kKe/piFOGM+vDbkkOhghokJavHAjhUM/RwSOkRFvelkM7xwV5LBW3G0z+LKsdpsBA6H0K2z+La0WlZjlWCw+jrCM91fU8q4vLvUqiBD4An4F4L3yTlSyQmecjIp2BPeM4k4R7mnbpvK4E9nDt0fqJPMTpPxXkmamc5sFftfIvpT7XH1u0man+1x6vHfa3ac9t2poApYAqYAo2hgIG9xhgHa4UpEKzATAF76UWjLlTgygPUO3HiOIeN9ot+3d1d/Oym2bPnCLTDolYXP319fXTy5Ak6fvyEvAYAOG/eXNm2p6cnWP9m20Gq4nJePYTYwrHXx5ru2rWbdux4kfbu2UMrV66kD33og5wonpeoDCIQFtmMobihi7mYkK1aLebGm4PjgT29prBNuv2h/Y+5DgTdTQD2/HagYEGOQTzg3mQf9VgAh2oWC/aIXWHpx0TnLpdXbLIaltt/onbU6pxZXDsl3uxHg5cJmxWwh6IaklsPFM/9XuT5WuAvj4bwEtx6bfwlCMAeu/baNMceLgFUxfUrdASKpGko9FrH7no967g3G9jz72va32plS8/RtKNxontmtecJ2a5W87ke97WQfti2poApYAqYAlOvgIG9qR8Da4EpUJUCtVw41erDZFUNn+xG3oIKi6ZhzmDeyqulvr5+OnLkMG3f/hS9+uqrcpbZs2fTGYvPoPWXrKOlS5dJ5VbsMziYpwMH9tOu3bvohedfkG3PPPNMuuzyy2nJmUsY8M1p2KT0k5Wv2v1HOLu7GIKk+uMwDeYLdPjQYdbtTTp48E3WdTFtuHKDmEwksbxbx0Y5O6pt02S2AwwKHVS3S5I5X0+e9HM04RbeSLxmWKRLqF1YsqzQ7WN08O8XE4Wr+e/X8j5Tqd2jI+O783Rr95obP/fAr4B6bTUGe5XaFzo+qhl+wu2KJ9IDiFOLQUNAsgUAACAASURBVLi6XF1f3NwBE4IB0Xcojm0P0g64yVfKt8cXaHqmVRqvctC2NKUD52s18y+LeYN2hI5NNW1Pb4MxkVEq5dLTmwAaMDoeeovBXJX7QDJXi3Dt8d8puPak+i0PNMYSYK8lqYqLg7ciT2kE2FMAhS+38CwWC3IOaIMvrOBAx7zTORCjQYzOMXPAB4/+OTVPrg+m1Ynvu1BD2tmsYC/dL/13WpsQrWLmjO1jCpgCpoApMLUKGNibWv3t7KZA1QpU+6G52T68ATi59RWcZLyI4QVzB4eDwnn36qv76Dvf/hbde8998v6iMxbThRespn/zyY/T2952Nc2Z0yOwqvfkKXae7aDf/ObX9NOf/ncGBG10yaWX0pe+9BVafeH5NH/+XJf3yHdoVD0yjblhtfNltPW8CAV0kEUtYBWH5BaGaRhJ4XmR2sauk47ODlcaEkIliaJGAiFBVvOzwCtoFCgIebQVXZL7NBQTF4xCJWiUPLGglzyOEYvzkHY1+rahc813GFXbt6ycZ9W2J72d5u/s6+ulXs5PCRdxe3tOHMTz5y+Qn3gAWAwx+BHnK4MdaAGQjvua3IISoKn9zeV4O8w/CeUMv0f5hRW0zf41mNX1WE7X0HkjfwUC7ze+ptWOrUAlv3iLwLnTC8yU2iIM0APR6XHyaGzpV2we9n2ANB/n1LnW23uSv+DqY+f6gLjT4VifN2++zDXcl9APbAvQF6NbtXpNdrt0sSvMC6TMwOsun6trP1JpoJ+Al1k8QufnVGg83r00qzD8LMbCzmEKmAKmgCkwsQIG9ibWyLYwBRpCgWo/ZE7Fh8t6CgSoJKiJP9APcaio5to7evQY7dn7Gv0f/+W/MLD7Db+fY5A3h5YtX0Yf//gf0S233ETnr1opi4ITJ07SU08/S7fd9kv66T/9E52zYgVde+219KlPfYqW8/Y9vCBCvrhADlTPbk/62NXOFz3RCIeOjQA6SLhfC+fa6+TFLRJKuQWoOE+YLAwNFRg+oPoj/g04EZZlL6v5WWQgDMdMyKMdbhopYzk2Bk/yankHUmcO5qXkfYtYoIe0q9G3DZ1r6E/oPgpWGlULdeudOnWKYUsvu4QHBa4AssyZM5eLznRJ0wErAPHaACtSYM9fpGNRjqeBvbEjHnP/CJ1rCsT0XP7c8wGf37LQc8TOY3W44e8g5lp/P579MleQfkLnmgJAbKdFpGLPWa/9VLM0gFSIh/e1IJZeO3gPr2XxCB3TmLk52X4Y2Jusgra/KWAKmALNo4CBveYZS+tJkytQ7YfMqfhwWU/ph0aAZ5DDCB/mHUEpcJGHI0eO0J49++h//4u/YLB3F3V1d/IH/hzNntVDH/zwh+i973kXXXfdO3hB3cnuvpP0xBNb6Fe33063/fKXdN311zP4u4Xe+973ssNhnhSMmOlgbxguFQ7pKrBDDzp3drDDaLhVHI9wr4BfoRJucSjPjiMUH0EoWTu1MqAIeWQ1P0PBHmYWoxZJcF/u4ZLUu3faJEQy2S6MHYZINW22rfbe5HcodJ/pAPYwRwD0BgZQ0KeQwBaX9xPOI4UTBvbcTAidA9gn5v4Rep5GB3t6HWGuwcU2ODiQhOF2ylzTYlBaWKNR3a4KpXzHnrbVd5rqdn7ewCxujqHzJmZuTrYfBvYmq6DtbwqYAqZA8yhgYK95xtJ60uQKVPshcyo+XNZT+qERzlfFRIX9Ky6xG4OXwYE87T9wgHbu3EXf+uY36aGHHqZFixbRIIck9fOi+pq3X8PQ7j30sY9+jGZx3r3jx47RAw8+SHfccQfdc8/d9Ed/9HH6nd95H61fv566e7rlsMCGzRRRWe18KY2dUCvOC8WuSNjTcgztEB1YLLhqwqiC29PTjlqPzsQnyaIwHmEFDbKan0PIGRjo2HPhjmPBHqDyMJyiAMwJ2UMoN8Jv4daLCY+s5/UyFccOnmsRUKeRwZ5CCLRRHHlJnj38G5AFUE/D4io59hDW7cMMcSbBtcch8NJ3C8WVqR1z/widnwrE9Foq59hLX2eh54i9TnEebY8WzwBExgNONsw3f66p6y1Gt9g2huyH9vmVfdWpivbiOgK8RNV7bNPR0SlhuBaKO6qwgb2Q2WbbmgKmgCnQ3AoY2Gvu8bXeNZEC1S4cGvUDfOxQAKgA7MmiTvKcceGM3lNcCOMl2rx5M/3qtl/RLgZ85608n97kAhmvvPwyXbD6Arr5lpvp05/+NJ1xxplcDfc43X77rzkX3z30+OOP0xe++EW69dZbadmy5dTF4Uvt7bx4Rtq4JgqprHa+eEsECbF1CeGBEdo4hLmXjh49SSc4n2HP7C46e/lZ1N7RJgvHFiSjc+UzgoY2q/kJsOfnvaqmkS4I2f2Hh6BOzD8kw+dFZgnssTM0x4toAD7xK85w1174XAt3a00HsKdVuKGHFs9Iu4wq5dgzsFfNFWpgD4AL14LCOwVjqp7vzpsOOfbSzjz0Q/sAqHf8+DEJOS6yk3z27FlSxR5FsrJ4hN7Xsvrb5vfdwF4WM8HOYQqYAqbA9FDAwN70GCdrpSlQddjSVHy4rOfwSLVWgBVZ0Diwd/JkLz259UnOmXc7vfTSS+wqG6ING66g559/nh7YtIkWLlpA1779Wvr85/+UVq06T0Lj/uH/+xFteuABdvntoK9//c/ofe97n+QjQn69ri521DQZoAldlADqDXOIrYC6kVaeb2306p69tHvnS1wZ9wAtWryQruSquLNnd3MRDbhCXLVHNybVP7Kan8OloivVt62QePwY2SVgj6ucDrsqp3DFqFtGXFi5dmpnwNcODNhEYC903lSv7uS2zGrexLQSAAWPanJ/qctKclOiKq4WrAEM5HucPtSxp1WXzbHnlImZB6FzOg1L/HNWAsyh54iZZ9jHr7bsH0Pb7LcP9y0tntGIhRQUSirIS2sIoIdq9iiUhfvvggUL2Jm/kBYuXBQrX9B+oWMaMzeDGlRmYwN7k1XQ9jcFTAFToHkUMLDXPGNpPWlyBar9kDkVHy7rKT3AHgo6FJHXLQF7x08cp/vv30Q/+MEPpQrgyvNWchXca+ixxx6nf/7ZTzl0dIDWXbKePve5z9El69cJsPru975PW7duk7DcL335y/Tud7+LQ0tnc4VdhC81X0hltfNFxw4aDQ0VJU8hiAP/ynptp82Pb6GX2QWJIiO/87730pIli2jO3NkC9sTf1qBgb7SacvWzE2APaMXAXvWaZbVlI9/X1HWUhic+bFEoVbou2R4s5lj8l8A9H+y1wpXlheFi/5gvH6wqbrg7NH3vTIO9cnM+9H4be92kHXuj92+4rV2Yrs41DXFt1OIZ8oUdCskw5Ma1o+1V+H3qVB8dPHhIwnHRr7POWiJfxqFISBaP0DGdinuUgb0sZoKdwxQwBUyB6aGAgb3pMU7WSlNgRjv2APYKWADwh3+Eih46fIhDa39Df/VXf0Vvu/oauv76GxjsXU2bNj1If//3/y/tefUVOvucs+kTn/wkv381LwTa6S//r/+bAdUr7NDrpk9/5tOyD3L1SB0EpO/j8NOZHIoLx56APXaiAdght96DD/yW7r33fnruuee4wvAq+qOP/yFXFF7Kzon5oplDe43p2AuNj0UxXPbkCWxJMK/8C8VbUOygqI49BCmLY4/DcSUU1xx7Wdyep2LRXG2/FACk21hy5yFHnhc+ieNivqXBng8SxHnFNyTNr2dgL7nfaNGaagcHWmvVm4B9Km1aaR7W8hzVNHOiuYb3/XnZiNePhqxrXj0JU09yVMKhh4q/x44dFzlQBGvJkrOkOEhWj9AxnQqNDexlNRvsPKaAKWAKNL4CBvYaf4yshaaAKFDth8yp+HBZzyFyjr0hynOOHeQ0w2J579699C+/+CV98799kz72e79P//rD/5rWrl0tRTR+/OP/Tpsfe1iKYrzv1g/QzTffRPPnL6C//Mu/5BDeE3Thhavpox/9CF2xYQO7BFDl1Tkd2hkaSrXTJnlUO1/87qLchLgipQgA0X33bmSAeidt27qVVr9lNX3xC5+nc85JwF4SfzoCQhHwaOT5OZTAFu2RAy8IUUaOvSHOt+dibpFfrxU59lgrCdptklDc8RaJ4w1xzJjG7BMwzaZ8Uw0z9Atr+M6pNNiTaYQS1MkDUA8PA3tjhzJm3oTeC7M4R+wEHQ8sqpuvUrhw7DnruZ+6DPFTUx4gdcbAwIA49fq5IFY3p8tAXj2487MqnBHymat0zUZA58lqa2Bvsgra/qaAKWAKNI8CBvaaZyytJ02uQLWLk5hFSSNLN8LVV51jz0GngcEB2r7tKfoNV7j9yU9+Qp/59J8wqPsoh4oupaeffpbuuuse+s2vf0XHOOn2mjVr6Gp27C1avJh+/vOfcxjPHLrhhhvo5ptuoNWrLxQeUygw2OMFdQeH485ksDcMxx6705wDr4VhVgtt2vgA3XHnPbTliScE7H3ly1/igiNn8gJrjhSVwHi0tbh8dNU+Gnl+lmOUEirJ88MPk4RzVLyKcFTJCrDa3jf2dgb2ajc+Cvb8cFwDe2P1rfZvmr9XzP0j9DxZnCN2po0H9tKhuLHnmIr99HpBBXaAPeTXw+94HS49FM3AT+Q3zeqRxbyZbF8M7E1WQdvfFDAFTIHmUcDAXvOMpfWkyRWo9kNmzKKkkaUbbnFVcZkjCVw5wfn17rvvfoFOv334YfrTz3+BPvKRj9DcuXPojTfeoG3bnqYf/egf6Lnnn5FFwZrVq2nx4jMknHTt2rX00Y99jNZdvJaWcL6eoSGXvw9wpiOHKqdh7rNG1q3a+aJ9QJGI/FAhAXvId9RCjz7yOG3cuIkrCW8WEPqVr3yRIekCmjWri8diSEJRO9oQulv9Y1rMTx/UJVMiHSYpPdbCwNV3v6G3NLBXu+FRLX2w51csLVfcpewcS5qEacilaoIhsuXYq97trqMfc48Kvd/GzjS/belzxrQ7th213M93tcK1B6deX1+vOPgAw7u7ezgfbk8pF18tzz3esULHdCr0N7CX1Wyw85gCpoAp0PgKGNhr/DGyFpoCjiFUmSdoKj5c1nOI4NiTWpFsp+rn8Jw33zzA7rtf0BNPbOFcenvos5/9PH3gAx+k9vZ2+Yb/zYMHuQLu3zOQuo92cQXc2XPnssNsngC8m266if7kT/6EzlpypoTqnuoboPaOdurq7GDn2czOsYcwU4SdIpch3GhtrTl66qnn6NFHN7PWm+mCCy+gL/zp53iR1cmawdE37DRLKshWOwcym58RLjq5xqCDd61Je5McacmF6Ax6vA000wIH1fa/kbdT10xIG2PD/jKbByGdmcS25SCLvqY//eIaoVWbDey5wYmZN9X+7dThz+IcsVNNc+f516pegzq/pgvw03YC4OGhVaXxOv6W+xV98Z6GGldTfTpWX3+/LObNZNtpYG+yCtr+poApYAo0jwIG9ppnLK0nM0yBSh86YxYljSydLIA5FBLppwbzg+zKe52+853v0osv7qDOjk76xCc+Sbfc8k7+dt9V1ytyAYjbb7+Nw3F/TXfdeSc7y4o0h8N4zlt1Pr3vfe+jP/7jT0sxDYSR5vNI0N1HvewO6D12MknQvYTDfmaVKu+NcdykDH1cgzAT6UIXGDGNUg6GfIYAVkB2e/e9Rrt2v0J79rzKicuX0A3XXccadTBERSiq2wPBqNgHbVRHkr/49F+PXZjH9CcmPLYE9rydJdjWB3tSxRTdBwYd7XNUGxtsp1jHnt+Nau8/1W6nx5a2Yb4hBWSF6w5bVHqvWqlxr8FVrdeDA7uje5fjxS43nrNv6vsI05Ywbpkq8tVEqYI0nHfuneofaIL0LWy3Ul7ISmdKF7WOOUf1vRi7ZTk34XjHioXIoffP0LmJNoeeI1azasGe3550tebYc9d6P22j/v1AmK1q71f0VX11vhjY8+5HqS+i/DFq1HGv9Tyy45kCpoApYAo4BQzs2UwwBaapAjMF7A0h9xu7w1CZFI8DB/bTn//5n0vY7RVXXEkf+d2P0Fvf+lYpjNHOVW4B+5559hn69e2309/8zd/Q8WNHJbfeLe98J936gQ/Qhz/0Yc7f088L3mHq7uqhZ3nbLU9uod0v7qYzOBcfquWet3IFh+8ukvPBTYCFR3u7huqWlvz8LlfprTPcy8xFxd1q4fBbdAd6DwzkqT8/QEWOgZ41q4dDoYep7+Qpmsda9vR0kdgoGbKguEl/P+vJ+8A1icUZFhSqG17v7Owc48Zo1EsuZkEf05cYCNCobUvDQG2n395ybQ/VAPcB3yGZBngC0QCkkwT2eD8UnsmHIg7PR10Yzbcox8M8B7xJngIavOt+hMPSsQ+Ag94dcHnAa8yYXK4NPAR8i8eVnwwDw+pJR7jVuOnuzGMfvi6nubvg1kWfAwFi6HWQ2X0NYzoFRQ1C9ah2+9DrRuZ0mf7rcSppU6vzVNsv2656BWxsqtfKtjQFTAFTYCYpYGBvJo229bWpFJgpYA+OPQkT5YXwoUOHOHfe8/Rf/+v/SYMDg/Te976X3vWud9HFF68TNx+q5mJx/fobr9Hdd9/Nzr7v0Ov79glY+sAHP0i/w449bD/QPyhFOPo5QffDnKfvoYceot07XuLCEMvoPe9+D1224TJaed65fCwGd3xugL0cF9dwKfjUhwN0gIV8fV17sS6q4MVsAvYAIeBEk8IiDCzYiycOx5Eiw75TeYah7NjjfIQjBR4XhElLcRMGG7x4BNhTl4BUkoX7j38q7MPvfp6xRrsggzWL7EAjL8xC25YV2MOMRK5NCX1OXXPOzcfzEfkySxCDt5ICz2HXJ09navXAniNyp4O9McCM3cJ4iJNI2DiHqnN7inz9FNhBrIVXpO2ovs0FZzqZHErOvIBHaF9w+EYGe6FzrRKkmkjCYN0mOuAUvl9PzWKO7UvRTDpP4RBPeOqYcbKxmVBW28AUMAVMgWmvgIG9aT+E1oGZqsBMAXtYzAvYY8fO008/Qw8+9CD9009+TLPZOfb7f/AHdM0119AFF1wg4E9C4Xjb4yeO0YMPPkjf//73accLL8ji/vf/8A8Z6r2bruXtC+zCA9Q7dPgQ5+LbSBvv30jPPPUsLT1rKd36/lvp+huuZ1i4loGUq/jqnEC8voctp8nB3hBDCriV2jo4pxH/LLCuBc53BNiRa8tRO+AEwAeDvcJIgcEfV8dlWAF4J44lLzRIXTlaDRSgD9s2aohQVoufRl6YhbYtS7AnhlKERaeAGNy3WrnYdyLh+g0d02iwx/NewJ5USgbY43yVfC3li3yNlEJxUUmZwR5v18U5LNvKlWEe5w9aaF8M7Dkxg3Vr4A8Voddntf2vdB2HSNFMOof0O+tt6zUHsu6Hnc8UMAVMAVOgtgoY2KutnnY0UyAzBWYK2CuyyytfKIgj7/bbf0X/8vOf05NbttDKlavos5//HF1++eV03rkrxV2HAhnIsXeKoR0KPvzoRz+ibVu38QK7QH/8qT+mG268kYHdxQKoAJl6+05yxdfHadOmTfTrX/6GK+vOpQ9yIY53v+fddMkl62QBLlFpklSN4QEv0FuQ80/+jUU6KsKGuW5CJ0imjj0GDUXWEL1r4zx6gKoD+aIULOloz9EyzrOnfqkRDlmEroXhAnVwCLTmPSrwWPkuvUaFeOXGIauFaSMvzGLaVm6fWofiiiOvDNhzjlqE6Y6GvCrMaANES+B8tdddLNjDXcCdy4UAw6WHewy+RIBzTzywCdTOodJnC4O9dIK7CRoZPD/NsWdgjxXwYXelsFz9EsZ9ieUAdOh8C92+2mvSthurQMw92sbGZpEpYAqYAs2vgIG95h9j62GTKjCjwB4DJORx+/Wvb6fbbruNXn35FVrzljX0KS6Ecf75q+jMM5dweGiOgRIv/nlBDbi0a9dOuufee9nl9xTnixug3/u932NYd4lsizx8WLjkC3l69plnxQX49z/8e6742i05+BTsuQ/DDuRJAnyGes61lySy58V5s4G9gcG8gL2OnnY6fOQovfb6fnruhedpAVcWfvvbrqHO9g7KccgzAF+RC5MMjRQF7EFP6KRgT8NyoSEABx5w9cUsSrK6hLNa/MRo0MhtywLsATJLcQw44jzXXhrsjXHsMUDLAuy1IgQYYA/XALdNIGQCHIcY6pXAnhRhgWOvlTjrpIE9r/p0tdd4zHUQs0+17cl6u5h7RzVgT1MnKNjzC1lU28dm0rnaPk/FdjFzwMZmKkbKzmkKmAKmQLYKGNjLVm87mylQMwVmCthDtFq+wC68/lP0298+JCG2Rw4foQsvvJA+/OEP04KFC7m4wyx2lLWPcRggH9+OHTtp564dAvZuuukmgXoAUF2dXZwPzlXg2717Nz3yyCP07f/2bYaDHfSRj3yEq+zeTBevu0jcepJzjp/i1uNcW7k2DQXEUr7+xTMwYWI+yMdMtBYWu6+vX5x63bO76IWdO2nzlifpUdbnnOXn0Mf/6H+gebPnUXcnO/TEbcQIo9Xl0IOW/uIQYA+voe15DuXFA7kOG/mR1eInZjxj2hZznkYdHzh3EdLaCjcRgzFUtdaCGcitB4ec31/oBWcctg15oICM7DHGiOvcgn4gvp+7LpfsI2OU7CfFM1D4B05CccHCsSeWQ7kHdfA+oRV8g+dAAzv2Mr2vBeZZDJkvWW8bc03jviwwfEx179GW6984zYmK7fx8qdX2MXh+Vntg226MAjFzwMbGJpEpYAqYAs2vgIG95h9j62GTKjCTwB4q4iIc9zDnxDt48BD19vbSPA6bXblqVSlsqD2Hiqwupxa0GRgcpD7e7tjxY5wjrsCFMZZTV3fXaWFJO158UQpo/PBvfshOvi760Ic+RDfdfBOtY7CH4zlYVUxyw8GVoyv+JgR7jBryBS54gXx6na308GOb6Z777qP777+XLjz/QvrG1/+MljIcnTdnFpsXHcRg5CEVcAHv+hm+YkHYyeAUEA8AA/ohNBoPANhGXmBk1basFmYx52nU2yWKUBSSHI1wxvnADuDM5eFMwggVYiTuvpA+VQP2AO20hA6ODUjXKtfDKNjDP51zz/0UkJU0BPOsDQbgkIaBNYYCKgN7onCwboHjkuXmMde0gb0sR6j+54qZA810DdRfYTuDKWAKmALTUwEDe9Nz3KzVpkBFF1ezfYDDAhlJ6KXqLTtwOjraaZDDRcVVwDAPed6wcMF7yJ3Xyo66PIM8WXDztigGATCIUF2E8SHJPv6ND8cATwr2/u5v/45df530Qa6eeyNy8THYw/5w6g1zOJ0r+uBMN7pIz6IqrpwrImQt5hKBg4hT57lcZtzX+zY+QL/i8Od7uMLw2rVr6X/5n/8DncOVgxfOn1sqt4lQw/373+DnATpwYD/NmTOXFi1aREuXnsUgb7aMyyBDVjwQ6tzIj6yunZjxjGlbzHkadXxQhELBnhSgQA6w5GJ0hXO0yA2q4SZuuFByBghUhWMvDfZyHGmOQhjypYJ/Tqmmi9DcsQ/8u5XbHNq84DlgYE+ED9atUS+CyL8F1YI9de6J25X/XobmR20mnRt4CkR9HrCxaeQRtbaZAqaAKVAbBQzs1UZHO4opkLkCM8mxh7xvqHTb3d1Dc2bPlg+2WIQUGdrp4h4DoIv9EydOymJuzpzZErKH5Pqu8AWjOAZNmvMNrp/du1wo7ve+/X0BhR/4wAfoxptuZMfexQz2XIipQEBZhSdLesn3BcjHOeOCl+fZTJUYqAMcMsIwQsII+Xn/pgfoNgZ793GuwovWXkT/gcHe8rPOooXz5jAAcf0AcH3kkYdp69at9Nxzz9PixYu4sMlKehvn41ux4hyaP3/BGJdkTLuyUSw7ABCjQejCDOfI4jyVwIl/7nLtCO3PIDt24drTqsoIs/WvfZ0jelyZy6chtYlnUlmwl7jvJM9fKiQXfcsVuSIuHHgC9hJcJ2G3AORox1iEJ6V3DOxNPBhltshqTkc1LoOdYvqv+1QKxdW/py7lhHO9aiXzkC6FXtMhx7ZtRxWImQM2NjaDTAFTwBRofgUM7DX/GFsPm1SBmQT2kGOvr69PEuGjUIP/IVVhHmpbtCaL6cEBzunGa+lOzgUHxx4qU0qlVnb04TWEjuKBxctLL70kYO873/yugD0NxV2/nqvnehU1k5T4bMFJ8nlhf66Ki2T4jfgI/fAvFYWLnMOM+ww4McTkbtODD9Gdd99Fj3Co8uoLV9NXv/JVduwtpfnsyisOFuj48aPi1rvnnntoy5Yn6MUXd7BLr4fOPvtsuvbaa6VYyerVqwXuwa3X6IuLrNoXOjaV4Nl4867RwJ7f50qAYbz+5JPqsurWA5RPj5dCCdGrXmBPgs9HQ3GB7HJ8O2lL2fJGknuRhOfiZiTuPfeAAbeVnzPdsRdz38zi2olpV1b7xPRf2zbe/U3hnm4b6taLuUdlpVmznSdmDmT1t63ZtLb+mAKmgCkwnRQwsDedRsvaagp4CswUsIek+QidBYyTqphJ/iy3wEdOPbeMxwNgL/0Btp8LZyD/m4budnOePeTrk+0Zyr38sgN73/3Wdxn8ObB3yztvYSi1TqpXuoW4S5vfwhVxR0aGkkT9KKQByNgcYA/ux8F8kdo4Rx7AXpH7+dtHH6WND2wUN94qduF96hOfpBWcq3De7Dl0qu8U7dzxIm19cjNt2rSJqw8/Tfv27ZMQrgULFtCll15GV155Jb31rVeyg28VncVOv66uLnFcNeoiI6t2ZbEwazawhzBcVzwDIfGugIYWnyjlsEvcRu6OUCfHXhmw115kh5Pk0pO7hft/zbcnP9Ngjx3ACN0N/IsWPD8bPBQ3sPvevThsz2Ddwg6f6db1vHfEHNvvfDPpnOmgBp4sZpxsbAJFts1NAVPAFJiGChjYm4aDZk02BUZh0+laNNsHuL7+fipyHjdUshVHXrIcBk/D0niQoR2gHxb8gEqSV4/dZ3gAzPVx4QaAvR4O48X7eA2huAoLQiGsTAAAIABJREFUd+/aRY8wwPrr7/41tbOj7/3vv5Xe9e53MZi6hN197XIcbO+gIYfcIbROQnEZLrSwuy14eZ7N/A398C+ODcAJuPW4iXnW/EkGeo9tfpxeeP55WnHuufS7H/qwFM+Yw1oO9A/Qbb/8F/rJj39Er7zyCqEK8YkTJwTcoXDG/PnzadWq8xmQrqerr76aLr54HRcwWSp591BgoxEfWV07oWMDrULblnbgVKN3jJOuUtvSobiTdewhDBZVZgHSkUfTx2JaHRe59jQ8N1Qv1WfCUNwU2IP9rn2E83uWkuslvjwf7OErCYTwcvtQ5ANPVJVGhd+QR3CfDOyJvMG6hQxKxtvW6t7hh+eW60KtzpOxPDPidDY2M2KYrZOmgClgCgQrYGAvWDLbwRRoDAWyduylz1ePxVK5Pg1wDrdhXhCjsIXk12pz+jN3kvDaArvvUMABwA7grr09J6+7IpWtUrgBbrRudoupAw+AIM/uNFTN3bV7N23e/AT9Pz/4O46Wa6F3vvOddMstN9OGDZfT3HlzBeiVko/LKtH9n1u3J24cnRIAY1oFUxJpJdvp+l3eTJLTlZ1GLi/X2AdA4lh3jx/Sp9uWCnIm7NM5tvhcCPnzgKjUsZX8hOzOYzFFk1K4IIpncKgx71tkzV/du4eh3asSbrto4UK6jF148+fNo2HWbsfOnfQv//wz+vnPfkbHjh2VyrcAqBgDPDE/APeWLl0mIbnr16+jt7zlLRKae/bZ50gb8NCQL7QXABX7+a4+P/H7eFeeOtT0pwvVDHNTCjhOVzqow+UOfU8vqVD5RNi6bQIIVO7akaISSZf4iuDwan56meegDp4o/IALBqCp3HU9kSQy5Uqhpq5nY9uDiiyYj+gj8lXiXGFjg33RB2ljqTK1Vp7lYyfQrCWBfuiHC5l1fdTnmMsvyScJTTSvZAcnmYT7DoVy5CHXsXRICsuMsIa6rYbkoipuu5xBd0h+FWFk5xLY0/sD+h+G9SIAVcXpPDqiyWVYmnxoU1bXQcylNdOhRq36b2AvZvY1xj61mgOVeqN/m/X9mLDsxlDKWmEKmAKmwMxSwMDezBpv620TKVBvsJc+fi3AXllo4FV8LdcnCanjdegQr6qx4GzjhTse+HehoNVteWHd3pY4+ngZnSzY/WKyHguQ/U/1D9KRw0fopZdfoae2b6cf/8OPpPrt265+m1TFvfLKK+jMM88QB6As1wEWeCUPyOjgk1uz+7xldBuXhNwl+nfbuoPwAYY4DNhvmM5JPZgeMPkJqDcyrCHHyWEUIAq8cwt+ifZTRscJvOAulPBluINQ4RCgIzlvgQHcqVN97KzrEncd2jnCT/ZDjYY8c7tRXRjHcI7FBJyyq/GNN96gX/zyF3Qfcus9vlnyH548eVIaN4/BXxtvMzDQL7AP4bfLuJLu+eefT1dccQW9+93vpne84zrnskyOKRCGxQWExWtw9EmbuL0At85pmRDdMtewutNwTK3smONcijmGvCEPFASpO2xhyFOQKq4T4TK/5Ty/AWBTu6RdcWP34DmBuYPdeD4M8OgyIpenC13lecHvczA5P3lspRos71NG53QRCv/fPM0E2qG6DKopK7J0P52fVcpHyEXswDbcaoDKIY8S2h4zQM79hnB9nAu/t+Qc0MX2yKQJ+MaZMAkzQfLgKe2Dmw2gk/WBJpyVU7afxSp0wo0r7UaRi7GtHOY34GjFtviJQ3bxeXMhw4njBrr1QrSybbNXoN6wJfseVXfGtBO3ur2mx1YxYxras6zvA+jTRLkW8fcef0cV6OHvrz1MAVPAFDAFGl8BA3uNP0bWQlOgrAIzBuxhAcwAAiDP9dlZaMT5IvDMwT58WAUEGuSiDjmE0CZgyLn8GCQoEEhMcQUuFNF/aoD2H9hPr7Ir7TnOEQfYAAB14YUX0PLly7ngQ6ecB44/59JjQMDFJXRNjjY5oOYOLk0VAAhX3KhDSd/D+2KQKzei5Rb6jtoJHkkDRHcIdw51542ZEwAXIJH8PgBXgQuQDA4OlKqKolCIKzYCgJfn39uonWEY8g8CkjjwkriN4FZi6Flg0Iew26efforuv/9+2rZ1G73Eoczq1ENhEywCoHk/h1AD1KENszkn3/z58wTwXX755XTVVVexI/IKKbIx26ty7HQaHUv8W91/leZ7uYWlLF4gdJrmTnAvyQTssaRDiaO02lsb4BmKxESBPeSF5Gd/q4N6eX46wAsYBafZWLCHAjXpRzob3BiwhyNhmqFffGx1v4kzENcnIBnmPRyBKHCD8eV9Qh176Xx6mFeYk9BS9UQbAIBb8WS9FLyxf1TAHs4voC5x4cHBWORnXp6AdewMhiZoK1ySAvj4icswub4B9nAIHFuZXwfguYG9aqdzU24XA4Gyhjr1EN7A3uRUbaQ5gLEE1MNTvhBMvuRp1NQZk1Pe9jYFTAFToPkUMLDXfGNqPZohCswUsCfQiq1AAGX68D8MA+opWBsczLNTbJDBHufjY+cO9kGoKcAe4II61jSsEWDu2PHjHEp6jPp7+6iDYdeCBfNp7ty5DPW6EsdYUZyBOCeOBQffeGAPbVSHoQNu7qnAShyHyQEqucOkp47YSZAgcIlsm0CRdC4051hzobduXrDbjfdAyDEegHiAb3DR4QFHXQdDPLj28Do+uHd3dlMXV64tDjHe4GMBwAgkgZOP4ckAQ7re3pNSAffBBx+k7exyfI2LZaBgBlx5cP4B7GEftGGAi5YAtMJFh3PMmTOHenp6aMWKFRKSe9NNN0mBjVWrVsm+unjQscU+eCjYc5KcTk/0NTc+gK5OVbixAlmLQJ+6O/amAOwBsg0y1QLUy3MnS2CPrytAL3G0JY69ck46mW9j7quj/9KIWoQXA+wVUFwGv8tcdCAP11s7WwfxXw65KoNVTsLeMQcSYOjyZBYlV6aCvRYU1IG7k+EkKmBr2DEAnYA9pnHiMEzAJkAennmmcgWAPbzJ26CwhduH3aNwF3L7Be4lNj41/ikjBNjD+yGPRlrQh7Tbti2vgIG95nOhxoxp6PXRKPcBdb2nwZ466EP7ZdubAqaAKWAKZK+Agb3sNbczmgI1UWCmgL3BQQ4FZXedC9tEmObYsBDfyVZyyqHAhbi1NJ+XM+kU+TgorJHjsF0ABjxQCRbgLseL+pyEzjqYhQdeh9NtiAECXgc4cmGio7nzKkXUjWVQoy5DRCMqcZJ90yTJ8bwSEBwaLjAYOyks0IE2lxdP8tDBTZSE+4plSh5AHwzjuLCHQDo49pJQmiFUvi3k+XiD3O9BcSqi4MXatWvpjIWLqYeBqH7AH07Cb7HwAGQD1Dt69Bj99d98n+68407a/+YBceXhPYA5depp/j4N58HrPqRDqO6iRYsE6F111dUSmnveeefSwoWLBAL6OfZwDLj+AAzxLDfnsQ0ep+Xmm/FgDxALeeZcXr1CAvYKooujUHCwiZsNUA8uNTgDU+5Q1VZhXBoqq5UNILWI3JU8hih2g/BYOQdcrkzE2ls59yJcoUm+x9BFs+/Y0zmmYE/OBecsXx85vj7hUM3x+VyALq4G7hfcgtjMUXOZS4B68KcW+E0ubOvce0WXr0/azNdQR/IT94uS65ePIIVm8JOfXEfawF5N/qpN34OEzme9rqZrj/3++l9cTdf+lGt3zJiG9n8qwJ7/ZZi2V1NYaOoNbKN/0/G31x6mgClgCpgCja+Agb3GHyNroSlQVoGZAvYA4gr5IXGbOYjj3G8KoHRR4dxaDsgB6kk9AHXKyUIcBSMcqIPrDoAOTjatjtvK70v4HR8HjjbnVHOFJrSAgw/9/BBcOWfizNPBUgAyBjhx+/IMUUahnwvldWG+o/n65DWE7IpbkbHM0KAc1gFHuBcRZuvy4JScgAl4hDsRjqxB1g1FBiQMmd8TzInXGcSdFEh3lB5/7FF67vkXpLDIWYvPoFXLz6HlHB67ZMmZXCRjvpwTzrt9+17jvHp47qd/+tlPeb/HxO1X4Bx6wwl0UxiKNinI84GcgBQU7GB9XdXcBRz2vIouu+wyLqyxnl18a9nNd45UzcV+UgBFnIicky1xDpZbBGmib9VB9xGLZoOG4mqWu2pvbW46YEKP3SO9uPbfFWaMHHtSMIOhFVOtAhx1gFoJAwboQuAtwmTbeF62IH8kXyOjOrsNR+fy6O/uXNAYP5CjESn0PLAn8bkOrDugx4VtBEa7ohGhfko/xx76LY49hOLKTwf24NjL8bWN+Y5QXz2H6Ie+JlC95PpLoCdcjIB6CM09xdcNCscA8ncK2HNPAEm/lnMJ7AGcJ/Cw2vFUTUO2t22zUyALoDNd50BaGx8STQWkquesyGIeTIVm6X75n6fMsVfPGWXHNgVMAVOgvgoY2KuvvnZ0U6BuCswksNfHYbJvvHFAQmZRqEELK2guGA0X0VBMB/aQl8857fDA7xoW6kJHuzjclkNPGTYhZHSYn0AOHR0upBTgz//QrRBNB1RDP/FvHzIqTHROOoQGOqefOOy4LZwBUPjMWBA4WvwCaW1cwQ1U/0RYIKDEKNEBFISTEIDOryzbyUDDtR0hiMPUlx/gcFsOcWXHHMJyhb+wJgXW4cSJ43Rg/wG66+676IGNm2gfV79dzCDvkjVr6YoNG2jdunW0cuUq6epxDlV+6qnttGvXbtrD2z2++XF6+bkdsCmJW6kAcJM4AlEsQx/QUEN0cV4FftAbT2iP/HoLUW2X4R7y7t1ww42c23AZh+3OdfnZoF8S2usn8/YvqvTCSHKvobouQK9vsariSswqFDdrsCc54ZhsudBT5MNz8wk/pFpsAvY4ppUtrIXSvFdtfUg9xrEndBtPTFSX0zGP0FieGXDvyRhifjA+BCjDsxZgT685gD2Xaw9VsJNrhq83V3HWFe/wi2BouKxee3AyipuRB15yA7IgJ/laA/yEYw9grzP5mUM4sTeHFOzheuTg81JN3CqmmdO+ktW32gPYdnVTIAugM13ngIG92k67qbgPVAJ7+jlGv1TTe73l2KvtmNvRTAFTwBSolwIG9uqlrB3XFKizAjMB7KGPhw4dpp07dtEjj7C77Lnn6NVXX3ELY1RPZcedLpD8D8gAe3APDSWhnfqeJNtn8ACo19XVKT+xjVRoFZDEzhw+pl+VVUEUHH9wAgFiaT45v7CDfhg+Dex5brNWPvZIjgtyMCxQJ+AwwxQJ1BXHHsMDgEDkCMNPPt8IYMkpVNJ1E8r1JSnkwfARAK2nu0cg2axZs6RfiDssUL/AMxxH8g5yu7sY9AEuIhQXwG7btq209cmttPOFF2iYQ17n9cyileedR+eee57kwoOzEfu+uONFeu211+jw4cPy7Ovt5RyGbVK84Dj/rqE6cOr5BTTUrajaaNVabIf2AtqhXYsXL6YLLriArrvuei6ucRlddNFF4uhD+6UIQpLQW12B0MHX2YdNGqaJ9kkBjYBHc4G9JJcdwyrJBcdUSws+jAbjukhwgD3x5jEwrgbslZJMKtiTyeuAocu15yrUalVcRm0OUJewniu2EfIoVxUX59DzyPGkDa7fEqaOvrmX3UOrXSRt07YOCdhzeRn7+CfgJyr3olow14xmx15SVddrMMzD4grGtgb2Qoay4bc1sDd2iMZzBqfvxQ0/uAENzGIeZA32/C8U/b+nOo5ym0zc8tq28SrSB8hpm5oCpoApYArUWQEDe3UW2A5vCtRLgZkC9pDXbceLO2kjO8u2bdtGu3fvdvn2OI9WJzvUfLecai1OHE7ijyqugBAuJ54rwAFQ1p6425CvT3LosVtPoB3CWROghmMhh1eeC3IAhCEkGLntAANRBAJuNP0A7H8oxu9jXE1JowREwUXW0ePchBzyqC5C57zTqrtI/s9hiygCAIcfw5beY+yE0/hdgAvpk4Ni6ANAY3dXN3VywQ8pYJHjMNwcwzwGf3jA5YjjoThGgaGaOh0B6+DW27dnL/WdPEltnM9w/hkLuIDIAlrEOe96erqFXOx9bR8dPXKETnFOPYBIaQv0ZNg5WGS3oxd+C23UwVcKmUwKaKAt0A3vK+TDWPYwUFy4cIHk3YN774orrmDX4PpS1dz0QkOPi+Opq88PBRZQa2DPQWAFXoBtWLTxs1ydB4FfnIOyRQrFuEnrO/Y0XNzFvOoGesUl55GKsaPnkbB5jBHAYWJxU9TqcmAGPJK8kwgvLy2GE7CmDkgFli6jpYNxLQgx1lN5HXfbwqXnQoidLhyKyxsXBeRpxeBRqOdjYik4nZwfIfNhCNkcewEjn/mmWQAd//rKvIOBJzSwFyhYwOaNBPa02Tre+jMNAAO6Z5uaAqaAKWAKZKiAgb0MxbZTmQK1VGAmgD3V69DBQ7R585P0/PPP0969e51jDk8GVwU47hjM+bl+UJkzz6/l2YUmCyiEAPJiXSAgW22kcmbipENxBrj2APXkye9p6CjeQ4EIgDFAPoA2gCu4zQDQkKsOgE4BioTbJuBN4ZMDeJwHjM+BwhktHd3CxSQEmKEY2o7ffQeatg9tHOgv0JE3j4+pCqwZygTQeTkAXTsQGjtMnV0cDpmAyd6+XqkS2t7ZToffPCT5+eZwEYsiQ030EQ66YoELahw/Sm3tHQJNOxhgwgEIjY8eO0qnOBx6iAtvdM+eI30c5Nx72K41KY6BXHx4oPotNNSQ2F529PkPVBzG+9ge28AdCS1xTLwGpyDg3q233kpXX301//vcUjET/zhot4ZH43gKE6dDKK5XP6WqW4KwuTI0brwFt3jWFOzJReCAXvrc/r/FtSrVXdxjFKCNA+FcXHliOeXfmXBpUYnktAK9RnBc5PBD7j1ci4FuSly3APNS4Tq5ztSK54Al3HsIyR0Fl+1M7ZA/cJTseXJLl1y+QcmlKftx8Qy4aRO3H8AgAvkFEGJzdfzhd6+fkpuwqpEc3SjrBX1g82b05mPTJFQnRcx4xuxTXWtqt1Wle0y5cM5mA0BZAN4s54DO6zSwq9QG/zNV7WaUHckUMAVMAVOgXgoY2KuXsnZcU6DOCswUsIcPnaf6+un11/dzjr3jDNl6GewxfGKYg4WEQCmGZ7rYl6IXCD9EsQzkWsOiPAlflTBNvOa53uDGA1jrbEPS/VEwJ8t+FJtggIQn8vDhARCFEFHAKHWd4XXnonMwBadz8M4BPeyLJ5b/uU4Ge/wTYawO6vFPqV6b5D2T4zh4gVxhA+w6PHrkuKAFHFvzCGr7fNdgqR1MINpaGVYyzAOu6GUwibx6BxmQbmfXI8DoDTfdSK++/IrAUoQ3n+pn+MftX3LWmbRs6XIpZIHzHeOQ3a1bn6Tjx04wLOxgoDfIAO4Ut32A/+0gHvqGccBTHXkaagxYh9egm58vT3+Hthr6jPNBWzgGL730UgF7119/Ay1depaE5up26KdW3YVuruCJy6U4HUJxswB7OhdKizY43jCLEiAl8yd5qovPVY/1CaLDVUlNmrJ3NAA7ceNh0kvsK3LbjTIwZxjkV7AdP0cA9pCTLxjsMbRDsRjJPemuU7XJKZhzYG/U0ZfjCrdtiLGFOxDXpOc0lGs0oXEl4Ikw4uRe4ZyGcPwl4bwqixI8nm6lcTSwV3ZuTNcXDey5v336qNax12whm80M9tA3BbGVgKyfw3e6XsvWblPAFDAFZpICBvZm0mhbX5tKgZkE9oY4RDCfR+YrgC0Ow81hYc9VL6XSqnPyIJechgu2tDu4hvxbzrnkhr7IxykKXHCLFoA8cdIx7OtAJdzkmH5uGZffDXAOxSocRMpJHj7n7MPDHc+BPTz0fAjfxf4I9y2yOw9btTPYE8jAx5JjDxclvFUrdbr9NT8aF7vg9p1kMIeDou9a/RfnGvsNfCkLmbiiWrivCFVuhetvkCvb7t0nEO+2X91Gs7ny7Oc++zl2QT5OGzdtpJ27dnI7CjR/4VzOb7eWK9ReRGvWrKYjHH67Y8cOuuvOO9id2EvLli3nIiZv0DF+vQRNuTMKL9W1hz5o3j38ro466AYtRe+k8i0KomhePgBAHAuPJUuWSK495N3bsOFybs8aKaoBKKnJvBUeKvDEfqOOPZ4jgfAoqxx7mYK9tJfMkTZ5KNDTn3jZlXZxjzImQZ63pbfdXMcCUSLJK4M959SbHNjD9aJgD+dSsCcQka8fddwp2MPV0JZnwM33Bwf2+HrRSskeFPR7g3O4Ssq4eTgBZE74A+ZuM2LlM7A3di40y78M7BnYk/ufBzfrNbenyrGnEQL6JefYzzLJ/T/pf7M5Mes1lnZcU8AUMAWmWgEDe1M9AnZ+UyBSgZkE9gATAOV8V5y4dNjBU6ogy4t1vAaY1trO0I91LSIvHvLx5RzJwLq9yC4eARL8Uo6rpmIfLNGRB0yMRQz+AJ7wcPDObavbjfB2ek5/6Fx7ZDlQcgQmH49L7QIQyLVznj13KrH1uc/OwHqpBxxW/ATyK444t6B++EalUc0R5goUJCAwOQTyiuVG2LmIBP/Ib8ZkYi+Dve1PPUXf+e53xMn3jW98gx559BF65OFHhVMsP3cprV2/ltavv4Rz3Z1Hczhk9kkurLHx/vvpvnvvpdkcYvve97yHntjyBOc8fJFOck6+vpO9dPL4iTEN12/5NTQWIFLddU5T59zToiSAgQhv1u0kfyK7ABEGDPceYN+HPvQheuc730VnnXUWF9pYxI6+haKFLsB1ceIkdfPCVWtVe1V1F1mzgT1ZvMl/qbBaj11pGKubf7gOfKfO6boJ/PIebfxPzDXniEueOJImnRMwloC9BJRxZYrgUFz0wi1GpTNunHH98H+oiiudFMcsri837q0DXOk6BfYU7pVdUKN9iZVPYF4pKaFn1wPYA9ST87lNLBS3uutrumyVdkFX027/HlTN9v79vNrts9yuWsee7zQ3x174CGUJ9vy/j+m/nWmw54+//i0P753tYQqYAqaAKZClAgb2slTbzmUK1FCBZgR7FeUB4MKiW9b0oy45LOwFsiWvSZVMycOVhAPid34P/8ZD8vcnjiOEF47hPuLQcXAOIX14jIbmeu4lZ847LaeWQIbEwqPwQbGSvFz69huhhBNPBDRBYYvEBKYeigIV7MlC0bNitQLsictJRKM9e/ZwSO1W+vZ3vs39YrD3Z39GBw8dov3swJs3fx4tWXoGLVuxnH9y2Ou8BQz/2hn8PUb33H03bXrgAVq+bBl94pP/hvbt28uQkAtu8M8Xn3ueId8OF3rJMBR59xxUa3XVeaU9DCY5nBjlCXI5zqWXvKoAT/PrAf6dOsUhvih8wfs7xx/A65CE5V5++eVSOXft2rXyRGgu3Ht4KDh04NeFabpaw9wUdu25Vjhnl59fSB2WgLlod05DPCcentIWCA0tMzjupdOH7bRw2GpOJWcod6wJHCUK9mRulJqZTN4ELrsp6x0ccwYgm18bLYSRwHDMMFxzcMMllXTFGSd57JImesd1cxInSHLQ4RrGoRAOPNqgaiQYdcclW+MKd4zRAT55CGxD6xKwhxB9SWyZtC/5qf8uN24lt2xyLbsT6/ET7ZJw5lJYcwp2VtUhOaz7EsCNTxiErvYcM227cn8XQ7U1x15lt9p4LrZmc3Y1m2PP3YpHIxZ8KKv3Cf99hdXNNq4z7Z5o/TUFTIGZo4CBvZkz1tbTJlNgPLDXjB9Im2z46t4dOKuc+8gBzZc5n96TW7bQD37wA4FmX/3qV9kBt5TmzZsjLrgOzp83wgARoc0ofMuWKnrssc10//0b6bcP/ZbOv+B8+urXvsxOuk7Jsff8C8/S3XfdzW6++6XoBaDccc7jBzKa4wIcUrGYDyO5DjkHHwArXkehEmyDIhsopAFAhzBlFCg5xKARxUpQcENDeZG3D9sh7966devommuu5fDc6+jCCy/gdp8h7j5sgzx/6K+rFIyQXy4swosYvxiKDwD9vHzqHvRz+FU7QOpMG4NlFB77MM4zfVUES9WetM7bjTB946yPhOBxDhSX3/EAMnPVYlv5yRC1RPPCGxR6jxpK3HkhZ2pDyO5pCH78I4RCoJD2+Nvq/PRD4cqdO1Sn2Pb4+2WlQS3amtYnDeUa2UmX1dhmNZ7N1p/Q+RnT/5ixqdV5yrky/ddKRYpChbDtTQFTwBQwBaZEAQN7UyK7ndQUmLwCBvYmr2GzHgEOtALnJGznsF/kDRxisvcqO/a2s2PvBz/8oYS4/tt/++/orCVnUjeHwXZzuGtbB2/b7kJ3nWGxhR599Am67/5NAvYA0r7+9a8wYJsnicf273+N4d4L9PT2Z2jzE5tp546ddODNA84hya4pADwxN/Lv7UlhCwA4gJZZfM63vOUt7MC7kM4//3w6fPgQF/B4lZ5++mmBe3giBNd3CuDfixYtotWrV0vVXBTWWL9+PS1ffrZsB8edwj382y8yonn39DV/sa95+sSxlxRkCZoXSbEIp5g61JIjlAN7jpA19ANgj7HouGAPgC9LsAdXIfLohTxaEDYfsgPGLyPnXPr+nT5vuUV3Vm3L6jyBQ1N2cwN7E6uY1XjGAKeJW3/6Fln1J7RtMf2P6UutzlPuHuP32Zx6oTPAtjcFTAFTYGoVMLA3tfrb2U2BaAUM7EVL1/Q7KthDQRF8OEd+wr0cOvvU9u30t3/7t+KW+4//8T+xY+9MdsZ1uXx1XAGhpQ05CbV6LdFDDz1K99xzP+fhe4QuYLD3NXbsLVlyBsPATnbo9dLhI4fp9df28/sPcz6+LfTsc8/Rca6i29+HkFrOCyhh0FyxltsAB2H/YD91sWtv0cJFdOONNzGcu4ouueRSeuWVlwXq3XvvfRwy/CpXQH6dZs+eXRonLagBuLd48WI655xz6IorrpDw3HXr1tOZZ57Brr55SQ5GF4rruw0U3vmvKdzTfFq4nnwYWPUkSYE97Cfhpnikw2f136G0qerG1GZDBXtAs3DsAfLhoY49nlXi3DOwVxu9yx3FwF512hrYm1inGHg08VFP3yIGOMUMTeMQAAAgAElEQVScJ6v+hLYtpv8xfYk5T2hf5O9YRl9yxLTN9jEFTAFTwBQ4XQEDezYrTIFpqoCBvWk6cBk0W4puoBgocoHxPwoFB/aeYXj2ve99j8Nv59H/9hd/QcuWLknCVkdosDhI+aEBdu/Nog6Gb4iY3bjxAfrNb+7kkNxH2Sl3IX35y1+iFecuo4UL50uutQF24A0MDIrjbtu2bRKa+wS79156+WVx6cGtB5PV4OAgFbgabmtrG/V0ddPypUvpox/9GN18880C6FCt95FHHqaf/exnUoV3//79pfx5cOEBvsHth/Bc5NXDz+XLl7OL8EK68sq38jE2iHsPYb0awqvATmEddFDnHn5qKK7vSohZMKEYgzgTvXEtcTvN05Ye80DnWQZTZswpHNjj3IUJ1NMcdpJPjxd7PLLyNLBXn5GJmYe1bMl0WtCXA3unXW6BgCKr/mc1ztafWl4dlY8VM54xYxNznnL7+OeOaUc2qtpZTAFTwBQwBapVwMBetUrZdqZAgylgYK/BBqTBmqP5/gGxBgeLtO+1ffTss8/Sd779HZo1u4f+83/6X+m881awM26WFNkojhQZvuWpsx0FKdoYpA0z2NtEd955N0O7rbRmzWr60pe+SMuWnckAba6E3I5wzG6BE/LlB/O0/8AbAugeZvfelie20Mvswjt54gS/N1iqYlpkuDe7ZxYtO2sZ3Xrr++kd73iHhNXCrffYY48zRPy1hOQePnxYAB7mOPL34aEFNfAa8pPB0Ye8e8u4qAfg4FVXXUUXXXQx/3tpkreP/WaeCw8LF82xh58aruu7+EIXTMLtxgF7Y4pe+O69RgZ7SeEMlx9RC2iMFs8AzMPYS50KzWBXprDHRJdDsNZJwYqJjuu/n0mV45AGTbCtr0mj5NurtntZgYHQeVNt+8fMm0AQGHMO7JNFX3CeZhqbLPsTOq4x4xkzNjHnwT66n57TwF7oCNv2poApYAo0tgIG9hp7fKx1pkBFBQzs2eQYTwEUKkWuPECs/oECvfHG6/QC58T71re+xRVv2+gb3/gG57hbxe67hUkV2SEqDrOrrqVN3H79/XkOxX2Yi2ds4v2ep4svvoi++KUv0JlnLKTZc2YlFWSFuEnIaZ4r357qPyWVdx995BHe734u2PESHWVIx/Y4bsswDQwO0JzuWRJO+/a3v4M2bLhccu2hXdu3PyWuvTfffLNUPANzHMU0AN9Q2AI58NCfEwwM4czDE6+vXr1GXHvXXHMNt3MdrVq1St7zQ2t1EaNgUIGeH7YbumAS+JVUxfVZnebam+5gD1VXZB4lobjSL7yQ9NnAXm3vQQb2JtYz9Bqd+IinbxEDW2LOk0VfsgRhzdaf0DGN6X/MXIs5TyzYw34xbQzVzrY3BUwBU8AUmLwCBvYmr6EdwRSYEgUM7E2J7NPipGAvqISL3HpD7KhDOCsKUux+aTeDvW9S78le+t3f/V0Oqz2XFrLrLcdwbJgde0UOx21rzcl+fb0DnDdvG4fWPsk5714TCPf1r3+VFiycRz09XZJIrr0tJ+G1eT4+5iNgGVx6KNSxceNGeuzRR9jtt53z7h2jXq6aOzDYSz0dPTSL4R7g29lnny2OuwMHDkhevZdeekmq4wLeAdjhmKi2C/eeFOTg1xGSi4cW10D+vR4uxnHGGWdIOO6GDVfQW996JTsM10jVXDj+4FrE4gT7AA7iuJp3D/vjNa2eGzLACvZQa2QMzEsOUhbwhZwg623Frec/GOlJheTEsSc2vVKJENnQwb7whoYuTlF9OPQ0jezYG6//lRbSoZqFj0r8Hlkt/rPQoJn6IteoORDjJ3bAnjFzM2ZsYs4TA/bwNxIPK6IRMAlsU1PAFDAFplABA3tTKL6d2hSYjAIG9iajXnPvC7DHhXEZhI0CLIS37t69m7797W9zgYo9dBE78GbPmu1y0kmYap6B3gC7+dr5n3DttXJY7B565aVX6GRvLzvsrqH/8c//J66ku5jmzEVhCxTaQHGONiqgAi7cXcm3+32n+mj3rt205ckn6PHHH5dQ23379nFRjT4pqpFjeIg8fyjigZBa5ODr5XMcPXq0BO7QLix6AN508QOoB1CH9wDzsODAa1iAANot5dx9F1xwAYfkXkTXX389u/culgrAHR2dAu6wnwJCHFPde/gd7r7QBYwP9kqQK4FdOsPKAb9gQpXVdPXAngN2GFP+RYkavwhGMJKAAs0taGAvfIB00VwOvBjYq6xnDNQIHZ0Y2BJ6DmyfRV/Kza+YtlazT7P1p5o++9vE9D9mrsWcJwbs4Ys07Ie/nfYwBUwBU8AUaHwFDOw1/hhZC02BsgoY2LOJUVEBhi9c+6L0AKQ5dOgI7dz1En3/+9+j7VzoAgsKhLniCTg2NIQiFXn+EN/ObrkuzoU3h06e7KOTx0+Kg++Wd91E/+7f/3t22q1gd9wiZj0orwA45hwhhXyRAPTgtMOzg58AiNu2b6Nf/OIXtHnzZjp08CAN8PkG+wfGADxAOW2PFskAkANswwMLDHXr6fsO7DGA5LhhwD+8DmcfYCFCfd///vdz5d0bae3atZyLb6GAQD0WttXQXrymRTVCq+ICbDH/LLncNBzXL3pb1skH8tqIDwBhbhfaLy0ca98bbXHSwZJTMdRKx0cKXpx61Yerlo5hc6jSMQvtqtvjbaiLZpzPf6aPFaxTTGNS+4SeU9tfg1OPewgfTuiG6fGqRW7CrOZAqM6x+lp/YpUL2y9mPGPGJuY85fYZL8cettdq9PhbaQ9TwBQwBUyBxlfAwF7jj5G10BQoq4CBPZsYlRRAQYt+CY9lQMMQpquzg4tYFOjYieP08G8fpr179yVuuAKH6RZpkEEXZ8FjRxs79xjitbbkqLOrh7d7XZx3r7zyCl1yyXr68le+TCtWLJPiGUOcjw8QEBV0+9lFB8dea1srO/4QnuvccKdO9dOxY0fZubdFnHuPcO69Q8ihd+IkQ8OTHKJ7XLoA6AaoBtihkA6ATvPg4TUNmQWE09/xvla4VQce3AVYiMCtd/nll0uBDhTVWLlyZQngDXKuvx4u4gEQiIeG5sY49oqtDnHioRCpBPOgvzdIcLa5aNax4ayNMpPF6cnzQApkoFEShptqnXTAvTzM/y//jACVwYvTJgR7Mmc8sOcrrXPSB4Ax4eIxcyt0bLIEe2mno4G9iUc4Bh5NfNTTtwidNzHn0Gsmdt967hfT/5ixiTlPaL9xDqTwwE988WYPU8AUMAVMgcZXwMBe44+RtdAUKKuAgT2bGJUUyAPscTGLIU6QhoVDT5cLa80XhujAmwc4j92pEnwDkAPYyzGh6e7OsZsOOexaGXp1c1GLXZxnb6vAwPNWnkuf+cyn6ZxzuOrsAgf2kI+vneHeAIfStjJB7GSAqCgLFXP199de30fPPfccPfroo/QiV8595aWXuZjHGwL3UAgDCwd1BSjcA8RQxx4WGFjQp0Ec+g/IpyG2Cv3wOlx7K1asoCuvvFKel156GS1aNOrc6+7ukf0UFMTACcCtgoA9rRo7OiKae07DVEs/GYXlUnnqGmUmg89xUDVD3hTY80Jxk3K40mMHAQ3sxYyfP+/KwQp1qepPzE/Mf70mYs5Z7T6h4CDm2qm2Lf52Cjv1tXLnNcfe6crGwKPY8YnZL3SfrPoT2q7Q66bcdV/NOWt1Hv846WPi33C246e63atpm21jCpgCpoApMHUKGNibOu3tzKbApBQwsDcp+Zp652EAGgmlGRbTVUeuVX7PMwQbRngiv9+ec2GuAHt4HVUS2lrYMcfwr4UhXXcXwN5ueuyxJ+iOO35DS5YsoU9+8t+MhuKODHFuPTjsXKGLdgZxWHDh38N8LPwb5yoOFRngnZAiGFgo3Hv3PXTfPfdIoQwtmoGFA0CeOvB8QOcn8NbquA5uwBXoCoMA7ul2mksP/0a7kMsP4bhXXvlWuummm7gK7xoGfItL50LOPhxPc/qFTAzArXwrFygpA/Zk0QaHXuLSQyEHXcjlWN9GXJwC7LFHQ8CezA5YEVM59gD2xKDHRA8QEGCvzRx7IdPGXXelgiTlg4XVpep+FuSa1Osk+GQBO5QLd51od8zlULfrRMcs976BvRjVrHhGnGrhe9UKuE105lqdpxzY09d8sDdr1qyJmmTvmwKmgClgCjSAAgb2GmAQrAmmQC0ViPnQp8Chlu2wY02hAgipZKiGyrhgLm0oiiCQzTn42tgxhnBZfRS5yMYIg7oWfrqceW3ixjvMefn27H2Dnn3mWZrLBTOuunoDzZ03l5197Bzi/YckLHZYoFwbh8UKsEigRRuH5QIaAvLl2T2IXHg494svvEhPcd49FNR4nt17O3bskMIZKKABGKfzFxAwXQFXQ3N1vmq4EKAc4JxCCc3Hh+3hcgKUPJcrAF999dV02WWXcZjuOjrrrLO4T3NL4UY4poY6+uF+OIZCC0AWnENBBkKPRTv8l8ipHMxFsbriE8kWog/CXLsZ0uBnyCMTEIh5g/75IcTlQnGThqsn04UWhz1C71Mt3nwNOlNE/r+g40ds7ACVC+Bu49B1nfc6vzFnANhfZ1frU089Rfvf2M/XWZ7WrbuIVq46j4vELC+FqWMa5Tm/ZVEqSfN1yMBe3JQ8OMIOETYtRVBQ4RiVq3FOxrbYAG8LlOM8f/z7ML8mc5X/nR904e+4tnK8PYa4yGH7OAbajOEo3UP4dxwBRXRwn0E7dE6gKrech68VNEwKrsj2+AVtd8VvFKyn57neF/D+CG9XSLZHfs1Odvri/oL9S/cGDW1O5osrAMOuWtYHD/1CQ+6NHlzVfGLyBQMfA+9rNW0N85cmJ3M9/RoMysPJubA/5qvc/+TJX5rwlyt6j9Qp08IXGsYNX05gTHDu0hcUrNcg3zfRRnxBgfuta9Po/afS1NPxLudo1D5r36CbrwN08vvtH0PvfaoB2o3x0Wrj5doznisM2+sx/X39OZDePxYih95vIi7rzL6sienLRH8/0sfEHNBrDwWu7GEKmAKmgCnQ+AoY2Gv8MbIWmgJBCsR86PMXLEEns40bVoHQeQD3G55YMIMGCHfghSQq6546xdVyeWE6e04nL96x2IQbLifgQBealXKF+QKhTVgsIO/eNi7gsXkzquY+xtV3X6U3OfceCnlgsYjFpi60fbCmjj68p7ANCxA4mWThnyT87uPqu3j4hTbgOgDcW79+PV1zzTUSmrtq1SpZlOp+ChcUAggEFajhwJU6A7VNDpA4gOJyzumTF/OAqVi4S5kR/rcgE4aHTDPmcP9ygS63iRZmtZqIofMm9t4Rep6s+l8rHcc7jgNNBdkkl+uQeYXXFCwDEgHWbd/+DP30pz+lZ599lvNY9tH7fufdnDPy7XT5hitKDlfAsVMcPj/I0K27m6s+85wEYCryBBTIzDH2DiTKxSqQH/CvFTAMUI9fFhCFxgCSYb7y/OznY+YH84TrprOdt+cNBvsZ0DOoA2gaBXvIs+hAFu4TcOzOmoXCNw705/MJUONjyHUiXxy43J/4CScvrjdcwzrGOjdwneFaLhTy3LcerqrdS8eOHJP7RAcD+6XLl8t58ZA2AVKhGx5oRn+hBO4rTm/nLMZD3cv4Xd+XKuG8hwI5vQekQ/YV7CmYErAnT9aYT+ruVTivA3ednZyPtMPdM13/WDe4XnnskfNTCg7xubEtjo3iQ6e4yBDutV3snnbtxT3awUWtVFoO4inI1HuXD+50e2juQzK9f6sDWu9x6S829N/YHuPQx2Mye/Yc+QKl3DU6HthL3wN8aKrXj7ZXpid33m9PyLUaer8JObZum9U9KqYvoW3zwZ459mJmg+1jCpgCpkD2ChjYy15zO6MpUFcFYj70oUGhH/zq2gk7+KQViJsHbuEI+xlC/8Rhw8+BgSFx+nR1t8nCEy4ZXaSGgj20C8DtyJHDtHv3SwwtnqEnntgi8OLVV18R9x7e1yIYWPDinFhE4qHuPLiG3GLXOUx8lwkWf74TSOc3IJ7m3rvqqqvprW+9UopsIDQXVXgV6Omi2V+8+64gH0C0MEDBf+B0Ajr5ZIB5CvYc1GP+lyTZQ5jrHABDA3tBc7zZ7k/DnKMSj1Z2xqpjD9ecQ2wjfB3005YtW+knP/kJbWUIPjBwiv7g9z9C119/HV3EjlOAMMlLCScdw7aiOMMYUPHveYHjPNMY8rV2svsW800OC/cawteH5DXkegT0wlt45gDUeZt+Ccfn9xnOweGm4G+YIb/Yxhj8DyUFbXBMQLwOzq/Z1wcwn+fK1LMF/ONRLDrLZE4Ao4NfaAOAHACYFgcBhALkci6wAWk/YJFC/t7ek/Qc3yO28r0CxXwW8jX73n/1r9jBuJIWcT5NBf042yC3Ae5B3L/Q/g4vTQBC77u6OqXwD/o4xKkCUEBIUwGgreiDphjQXJ/+/XQUDLr7DvqA+1Ebt1lBH9gh+ov7EHTp6enme1e7fFGiYdZdXQwjWTu9t+DcAJ3QE8V9cG/DMTAOfVyICHOgo6NL7oGaH9QvLOSgpAOAeF3BHn73v6RAG6Gzag+d06BQ75n6U3Ofav80J6p+AaOwMX2djgf20ttWAoMK9wzsuVtmzN/20Pun/p3GTyueEfSnyjY2BUwBU2DKFDCwN2XS24lNgfooEPOhz/8QX59W2VGzViBmHrRKaBjDPV58Y6Eq4Xm8kO/tzfMCtIWdGc5RMhmwp7AMC0I4997gMMPtHJq7fft22rp1K+3Zs4cOHjxYWuyqiwVOPyzKNc+YFhHAIhZtwoJYF7wa0qaLUF38YpE9f/58Bg9zaM2aNVI199prr+UcfBeJm08dLH6BAn9R6bv3nAuKXU8jDsb4YA8wbwgLe9ZTwR5AHzx7AHuzDewFL05DF6ZZX2+h5wNQAvxRsOf2d5AYM+XUqUEBez/+8Y+l6Ex//yn67Gc/STfeeCOtXvOWUiGZPp73rXyt5hKnWZ5D4we4AjaOj1B5pnXU1dFJs+Dmk/DQIQZnDLIA7RAuD6cunGD8BNgb5kbleTe9ZogBZEd7J18znGcLbjFxpfHcZ5glYbZSoIfDTBmeDQwgnL7Ijj1X5RoPhOrj0d6OcznYBWgGsAfYNybUNnHc4jrFeGuxELQFeTofevBBuuP239Az/GXAGWeeSZ/4xCcEci5bvkzAnrjeGDAO8P4IcUV7ASUBMTXkFPcK3B8U2AFYqUsObcZ2Cr0kBDZ5TeGrg3gMS5PQfwVeKCIEPU5w5fHOzi6Bm9Dp9ddfZ3fyUwL1FixYQBdccGHyJQJgIt8NnLGxFEoMPdAGwBTfyYnX8cQ9Du3Se1wlsKfhvQ5eOtckfncOyaKAQ7234Xh4z99Hr7fR8HAXzqxt0i9YsF3acepfCxOBvYmu67Rjz3cZhlxzMX8PQ46f5WeomL5MpHO6rziHQluFuKF62PamgClgCpgC2SpgYC9bve1spkDdFYj50Jflh9K6C2AnEAVi5gHAnuR14rW4hKXyf1iEHz58QnJELVo0j50wmhOL3UL8CHXslXN0HDiwn3Pt7aQHeeH+298+JIAPC1AsNHXRiXMB7GnePR1mtNN/TfM96WIETj/sl34gx94555xD1113ncCSd7zjHQwk4DRy/fKdROUWReoS5CX+aWDPufXg3oNzzzn2XPCdKzbRAxDijExVP0IXZlUfOLVhzLyJaVvoeWLOEatBvfdzjinAKwCvztK1OgKnLJ8cr8Pptm3b0/SP//iP9MADm6iXQx7/7OtfoptvvonOZziER29vH+3d9xp1M0ibN38BAyMOK+cZNsDhr0ePHqGT7H4FhEcBmYULF1JnB0NoccwyrGOoBNgGFx7akhegxBCMoVc7h34ePHRYngWGdQsYhp933griFJxiSQUEhNsOT3etII8m3GWuMA/CTl04qwtxda+5EFjnBIIjkJkjn//w4UNy/c7n9ivI852z2B9P7Hf3XXfST370j7TlyScZ7J3BoPNzDDnX0JKzlsh1O5uBPeCZu9bco8D3syIfHw/AMJwjDaJwLeM+gfbBuVturmmIKtqKY6iLqeTYY7ceqny/8MJOWnzGIlq1cqU4Ix9++Lf0ve99X74EQOj/pz/zGX7vPAZ6rAOHOiO1gRb60ereen6EIeM9hEKWK06i0Esdf356AnXpod+awgB9QNoDvHf++eeXwmc17BKuSMmpmLgZsZ9CUD024KK6AfW98e6VkwV7aL8eY9QN6eZdyCP0fhNybN02q3tUTF9i2qbh5+XmXow+to8pYAqYAqZAfRUwsFdffe3opkDmCsR86EMjYz74Zd45O2HVCsTMA4C9vCTIdzmr4Ow5fuwkQ7fdslhfveZ8WYzDaQIHCh6hYE+dburKcecZpOPHj/Gicw+7kx5huPcw7dy5Q6rmIjRXFxjufM4BlIZ5/uID22homRbhwIJVcwWpawdJwTXv3hVXXCF5984552xxs6gzxj+uaqqAAv9GGQwtCqBAQXLtiWMvgXv8bwcaHNjrgoPIwF7Vc7nZ7k8Obg0K3EJopT4wtRXs4fdnn32e/vnn/0L33XsvHTt+lL7+tS/R299+LS1dtryUUxJAqpWvIeTV27nrJdrOxTY2b36y5NKCs+wsBl8rGSpdseEyOpvz0kkoquSmcyAf4bgokAEn1wmGO/tef5Oef/FFenn3y/LaGYsW0f/P3nvAaVWda/sLmMLQe69SBKQKKiIIiICA2FvUqDGxRpNoclLOyff/vnP+pyXfSU5iYkzUY+/GKKKg0gVBpPfeYWgz9OkDfPf17HfNbEeQ2a/DgGa//kZm3tll7Wevtd5Z176f5+7UqZNr3aq1ayalXG2Bpr1797ht27YbmMvam+V279krNVpHbddZY6ilAFlN+0yhfVnaZtvWzYKN++1BQbt25wjMNZSqDWVfac07FLz79x+wuQfVH7CP8eeNJebNnevef+89N3HiRJcuiHnXnXfJ0Ke/69S5U0nKbn5hvtt/4KD93II4UXuPK7U04CBtllRfXpjnBIozUleD2nbEhm18DTp/b8LQLFxnzqe9FuQXufXrN7hx745z7aT+HXTppa6BIOPKlavcSy+95PYoXk0aN3GPPvqIzTmmvtOc6msRBkq00lReIGsYQJYohK12X6BS9spB9vXX5hV2vOff5yEJ92nHjkw3WY7k+fl5bsyYK11nxa1Jk6Yl+3LNfn8/5rzSkWNxPh8bP4cCOT1gPBl89DE82WeS/9vjVH+DeLAXaeJIbJzM52HU85yq/VGPd7Ltk7mWZNoW/ryrqLbHx4kjEEcgjkAcgdMXgRjsnb7YxkeOI3BGIpDMH33ftIXzGQn8WXbSZPoBYK9IC++grpNccaXU27olU6DgM1toDxjYX+qfmkrJTdT30jVHBXuli2vARpXSoveJ2ns45S5cuMDSD1evXu22b99uBfQPHDhw0lo/4YLqHJ+FLK9AfSKXSy2GOZevQQXs8yl1wD1cc885p4NBE8w1WgEwBEMAC7z8ojq82C253QmaZ2mGiTdLFHoB80so9oLfAhlAookMvHL3mmQWZuU+eGjDZPpNMm2Lep5kzpHM9VfGPqWKPfp/UBeNF/XXvBYJsLN69Vr37rsT3EeTPnL7BGZ+/OOHzdm5UePGth9920xjtO2hwzluloD4R5MmuwkTJkqh19BlqK5bfk6ujV0g15gxo1VXsq9rLbhXzdR6cr7UWIDxVZOKdPOWTW79po1u7bpNbqvG3Z7deyzltqbSQutL8ddPph09NT7aSumKW+/MmbME9fa6bNXL3K/x2bFDRzn3dlcb+2tMNTHl1/r1692aNavdSo3r/fv2lSjXWrRsLqjUUHCps6nkNm7cZDU2MdEBuAHhUcU1a9bcxiJ1MNfKUfvj6dPcS6+8bCrB22+/3Q0eMtR17dZVDwAO60HAHrdj5w5BRrVbA9LGsWBaY9Xgq1Gjlj0kAEbm5eZY+nKzZo0VdaUeS8FYv349qwuIcvGQlHfArwDuB2m7zAW+DIBX63roBYDbtWuPm/fZfPfMM8+YMu+KK65wXbp2lbN4tvvgw4luk66Pa3rkkR9Yu3JVMw+wF4BFzFMCj+lq1QKTjXSlFPMyiKf2cT1si4kRcxcqZF96gHb4NFmbYxJpyfQzjo3BxebNW+REvtS98sorpiwkjfmSSwaqDEHXz81xHgiGYZsHjOF5lvMD+rzh0MnGzZcp9vz1+XN5MHg6xnrU+SaZeeB0tPtE7UjmWiqrbcnELd4njkAcgTgCcQQqJgIx2KuYOMZHiSNw1kQgmT/6aHz8h99ZcwsrpCHJ9APA3lHVhQpSAqtKAbTJLV641E2ZOkWgoL679tqrXZu2LWRA0cBUe4EKJlhwll0QnmxBUmoUEKhMvNMs26P+ALqh3FmwYIF9zZ8/3wDfxo0b7ZA+1dYr8vwxfD0gv7D1qj2ggQd7qGR8Sp1Pe/MumfxMelqvXr0sLfd8QQxUSrwC58qCEuWQrx9mCpIS64HSKw40hQnQJ4JnoC9B/cykIGFYEOVGV9b4TKbfJNO2qOdJ5hxR4lvZ2wYgh3k3QLwBhCHPNegrABzS0wF7H3wwUaq3ve4ff/ETg88NGzUpcY+uIVikKnfuiBxply5Z6j6Vqm3mJ5+4Cy+80NWvW8/NmzPHbZCSDEXsFaOucMOGDXMDBw10GVKmYYhzVCfLl4LtoMDc0//zlPtk9mx34FCOVGXtXJs2bSxdNFOQDzg3VBBt6KVD3ICL+xs8fPnll+wBQB2l+gLHd2TuULpvurvlllusbmWtWjXds88+6+aoDfs1poHo/H7Pnt2uhmBj27at3E033SSo1sCOtW3bNhtnpMkzD+zYscMNHTrUUuUZl1lSBc7/7DP31FNPWR29W2+9Vcq4wa6t0oRx2QYert+wXuDqiCkPAVh9e5/vBl0yWPCvm1SDW927498V2MuzuaZt2zamIETBN3ToZZaKv2rVCrdp80bFa7+1q169ulaXszQkj1wAACAASURBVEuXrpa6zzVwr8LqNvrmfKkkp02b7v72t7dcY8HE/v37y+jkUjvm+vXrzPCDueaWW250zZu3MCXkvn379fDkgJ2L4wFCG0od2ahRfUsp5pWveGRn7TOQCxhMTZPrseokUnMRp2DvRutVc17RzLl82iwKyHXr1rlZs2Ya2EM5ed1117vLL79coPcCe7jCvAgApA1hYBhAaKUzJ8xSOB9ffh431bI60snSNb8M7Pm5O/zZUVZxWFHjMup8k8x5K2uOSuZakmlbrNhLphfE+8QRiCMQR+DMRSAGe2cu9vGZ4wiclggk80dfsMCMXrfmtFxAfNAKiUAy/QCwh+klYI880sWLlruPpcoZ/95411wL97u/e5dMJzqqplUTq6+VDNgLLxb8AplFPN8D4bw7ZqYgAWqf5cuXu7mCFbjmZmVlWWqfh2x+EciiEzUOL8Cfr5PHsTzY4/h+XxR9LND9gtQvWqlD1qZNW9ezZ08tzC8yuNdShflJzfXblk1VC2R6nx874SxbeWsE4AZmo80wxyXOUUdbZY3PZPpNMm2Lep5kzlEhA+k0HYT0V+sXiZ4QjAVMKXBaPW6qLcDe+PETlXo6QTBsl9ReD7lLBw927dufkwDigirq41WUwlkoQLVZ9dM++2yemzRlqush5Vwt9duFGjsrNYZ27t7pRo8e40aNHuVGjBhuJhPAxaMqnEf/PyRziv/4z393U6dOc3lKwSctHZgG2Fu9cqX7RFDoogsFqwYOMiA04f333ctKMa1dp7brILXrBQKJO3futGsaJbda4A9gbty4cS5zZ6ap2Bo3amzjaMXKFYJuB20OueeeewTM2rg33nhdYClXar3aBtAw0ZkwYYIpAAFkV199tTu4/6CbO2e2e+655wxI3nXXXQbs0nQu0nN3CximqkRAPUExFISzBSmbNGrqzu/d1105ZowBv/c0l60V5AJ0khrLx14VtWn0qDE2VzDXFBTkmqmF1SxMgC3mhB49+OpRMqeEVW3jx7+vmExU/Kao3mE9227YZcPselEfHzx40By577jjDt0/1dgDBsrhd7VUiADRXF07vQGlZadOHWwOat68qQHOuXPn6/7vtfmrVm3myCqm2CPGGAE1bUq90Faaq1pZe33qbZbUgkHdvHQ5kK+3dgBZAWpXXXWV7uNwU4ACAbOy9greri2ZP+kTKCcbNZLyUwCR6/A1T71Kz4O5sKNw2eFyKrDHMXn5eTWc5lyRYz7qfJPMsK/I9n7Z+ZO5lmTaFoO9ZHpBvE8cgTgCcQTOXARisHfmYh+fOY7AaYlAMn/00ZBk/vA7LRcQH7RCIpBMPygBeyoQB9yb++k898FHk9xbb/3VanM98sgPtdDuKhfK5k6Gmqbui6rYO1E/Y8HKItEXz/fbHDp0yODAdKXffSIV0vLlK5Rut8tq7/EiNQ6Qx+IQdY5/zy88y4I9UnpZKLMtYM+73IbBYGOlOTZv3tz163eBHHMvFuC72EADC2heHkbSxsAZ09bj5XoB9myslXeH0FEra3wm02+SaVvU8yRzjnLdlDO0URjs+Vgw5lCQFavOJTUtqdn23nsfuAkCezsFf+655043TFCtZ89e1mq2zc3LV91LpXSqL6IAm/PpXPe2YBqwJ1XAb5PA0RopXnft2enGjr3Kjb3ySnfF6BEBDNS4OXpMteUEbfj+n//lf7vJSuXNKzjq+vbr56g7eVQGEEvlWj1J6cBdz+0quHehINgoN2XyFPe6YFxDgag+fXoLvF1jsAnI01NAcN3ate6jjz5yS5X+iXnHt275lpRsjW38ocJdu26NFHqb3QMPPKCHBV0MiDHGAIDtZTwBhPr1r39t4xTA+OCD33dHDh12M6ZN03lfs2u+7777pV5sZKnAmIwAOVGg9VJ7AHtPyrTi8KEjrkWzlu6B+x+w+QKDno8mfejWrFqrVOXqNufUqlVbsHOEPRCYJfMeUnSb6eFFke4D8w3pu927nye15CUGxBoJULJf+PXMM8+5d94eJ7A6V/Ctlju3cxdTGlJC4M0337C2dZHRx0MPPWzpr8wdb6t+IvMaKkO2A6LWqVvH3LrHCML2u+B89YUiOSO/4eYpZhhfNGhQ16Av9576fDyMoD+gMqZ9jBPqH5IqHTiMZ9l7pDnzHj+jBgS+AmgBe8C0tbpf3ANUgdxDVH0tNed363ae0rhbGMxknvU1D/nXgz3iloxizzsSE8eyYC/8AKUihmjU+SaZc1bWHJXMtSTTthjsJdML4n3iCMQRiCNw5iIQg70zF/v4zHEETksEkvmjz2BDrNg7LffjTB00mX5Qap5BLacULcCXaEE/RQvLV13rNq3dT//hx6ob1cnqZ6H24RyArSipuGwb7JeoOZeoD+UXd+Ei8HwPCGBBSyrgvHnz3JIlS5Qut8oB/QCCXp3H8XztK38svwgN92+2AUCcaCEKEPQF6YEQAAbqUAEuzjvvPAMP6enVE7WugtpbURhdKf8rJwmMwV5JBL5p8xNgD8da0m/pc0G9NqVtS7VH/ThScQF7EydOMjXaLinuHn7oPnexYDPKrCBtvUjAbo+BM5xsZ8+eIwg+w00V/AKudWzfwdWsUs3g0WwptUaPGeWuvHK0G3XlKCnb0iz9s7CowBUAxqXs+qdf/qObMWOmq1Grrgwu2hnQTlcKaK5q0lEfr33b9q67xsElAwa6GYLtr7/+mqloAYNNZKrRSHXwOqlm3nXXXidQtEZA600bt+coxf2f/8+/mAKNxPTMzN0Cb/ukJjtoyjQA2vvvv2fjnNpzpMDv2rXTffjhhzZWgX2//OX/srYsWbTQPfu8FHuK0d13320pvTt37TZ4hvwOCIhRyGGllX6guGXt3edqVK+ptN3bXSeZezBn0K5Vq1eZ0rB3794GMM89t5PNHytWrJQzMPOf0pulAkYByYMFUo1Jb77jjjutPcScl4dbcz/9zE2aPNVi0kxQFdA2cuRIUzE+8cQTlu5MDcIf//jHNmfh/I0xyr7sbM0v51sNROYw6inyAIK6gnfqXMC1t99+29SHm1T/sE+fnpqLWxqkRNGcrf1J/UWFed111+nnfZojFyuF+12bI1HrderU0a4FeMdDEZR4w4ePEATtZwrllVJQAv1IZ+Y+cuy9qp1Yp05dM/oYPXq0UpG7lKTscs08UPFqRq7Hlyco+3l3KsWeNylhfIdr7J0MFCb7eZrM52HUc1XWHJXMtVRW26LGLN4+jkAcgTgCcQQqLgIx2Ku4WMZHiiNwVkQgmT/6YrB3Vty6Cm1EMv0AsJeXX6DFqlJaBbCWLl3ppk+b6V56+UUDe7/4+c9Uh66ta9Cwvrah4Lv1nK8M9sKgL1yDzy9GWIzj6kitvcWLl6j23nyrGcUilUWwB3ke7vm0XF9Hzwc27JQbTh/zQDCsPOH3gDyK+5MOiIoGZVEbxYEFb9iUI6izV/6XsGb5N05sWVkLs2T6TTJti3qeZM4ROciVuANg76hqpWHcEAYjestScjHPANxMmPCBwN4HSjPd5X70wwflAnuBgRxqt1G3bv78hVKI1XFpSpdEIbdg4UIDgiOvGOUuvuBCV7tqmgDXBPe+voZdfpnV2Rs9doyAWIZlkBfInTdPddz27d/nfvm//kl12D5xdeo1UCppL/X7HkrnVR23BPCmZl8LqVm7CfIs1HkmSd2XmZlpEG6PQFCq6rMBBEk3xfTmfaXrbt26RVC8u/vPX/1KwKup1fUrKCgSzCtwxUcLLeK0FzCHMo7ac4Cuw0oNnjFjhoFDFLT/9E//ZKnFpAW/nDDPuPW226z9GzdtEnyb7mpK3XfBhRdYOmtBUaGA1Uql7yoVNbW6G33FaINkzCVvvPGG27Bxg7v44ostXXawlHWNGtaV4nGf4rlICsA9AoyHEw835qvG4QcG8vpJxXjvvfdpHuhsqj2v3kXxu2njFvfxxzPdn574k1xx2xkMG3rZZW73rl3umWefsfqB9WXA8Q//8FO7NqDlZIHAYsHVEYJsPDigH7Dtdm2bobg/9P2HzGkYsEe90Z27MtXewa5Xbwx+Wtk1A+OAn9ROvEWqSOL9meoQvvPOO6bmw6W4X7++Vr5gjZyOFyxYaA9lMPfgnNQPfE9Ow9QwzZP6s2vXLnatQEDSh5nnvv3tb7tBgwaZkYmv2+cdxrl2tkkG7HHvmXv92A7DvBONd+Kd7DwQdb5JZipItm1Rz5XMtVRW26JeS7x9HIE4AnEE4ghUXARisFdxsYyPFEfgrIhAMn/0GZ6JFXtnxf2rqEYk0w8Ae4eP5Fh6bS2BgzVrNro5sz9zL7zwvIBWK/fzX/xcC8rmqqtVwxbggVovcJwNf53sGsJtCvc3VBse6HnFnF80k/7lF458TxF63B0nKxUQwLdJi3oWl0FaLe6QxbYg9Y64LJY98EP9xxcvVCsB6Kti+7Dg53e8j2IFNVRxcVD/CRULKqIrlcZ4qYr1s9hmX9psaivykr1jRtmLPwHDO06hvYivyhqfyfSbZNoW9TzJnCNiiCt1c8BesfodkMv3VRoA1DtaHACMNWvWGXTBPAPDiR/84H53kWo/AlhqC+ZtlNPqCy++aA6vKVJmTZdSb49AWIYcYO+7/343TGYX+7ftcn/765vunfHjDGRdPnyYG33lGFe3fh2XqnTfIvXxHPX9LIHz//9f/8WcbtOkcLtZkOg2gbOGAj+APdKE81WbknbXV7roLqnkNm3aYqq/tQJGkyZPlpJ2pc0JmGdg+rBMKjBgGQDp57/4haXtesdWBgxgD3j5idJfX9R1EIfOnc8VdBppY/hvf/ubAULg08MPP+zSBA5Xr1zlJioeHOf6G24wqLds+TJLO0UZOFL7oiBkhBUotTWlaqqrXaOu1QxEeQiQxEBjr5SOV6luH2APo4v09Gpq/2pT0a1YsVSpsdlmpgOQA5R5sHe/UnqBX4C98LyVmbnLzZr5ifvtb39rDwNuvPFG1+d8AUqlD0+ZMlnGGtPMnOKRRx5VTLJ1X99XrcFVutdHLTUXcw5cjMdLaQdkJVakGqOYe00qwI0bNhisHCvV5eAhg1T/83yrSzh+/Htq73JLQeac69atF+xbZCnHw4ZdLsOja2xb6hei5HviiT+rvMF2pWWPNRUeMX/yySdt/iMtF0DItZF6PWvWLAN8uA9feeVYUywyBxcKptL/vBtvuC7eF6Y/7xqkX5Qd8/4z41QDz+/nwV4yc0HU+eZUbTrR75NpVzLnSeZaKqttyVxPvE8cgTgCcQTiCFRMBGKwVzFxjI8SR+CsiQBwgj/Wo76i/rEY/6EYNcLB9lHjnNxZktsLsEfNLsBeuhRA+w8cdFu37VTB9U/NHXLE5UNdHdWPykhPMbVR8ArcIcrbH06mxPCqvXBtJa+k8wtHtkGN52tIkc5Gei6wj9SxsMPu0URR9nSljLEAp1YVjo+o5fJ1jNREfb56UqdUVb0x9s2V0yQLV3+PaCttYDxR66ubCvX71D1USKTkhdvrr4HFeolTJMX5E4q+UjWiRSwRtyCKts1J4LqV8UuYcPg7G+wdAEI4oV8/2+LXH1Gqr0gvPFPsqGXAI7UUS94KJRRz3tIuELoeQG/oGv31JRpjvyo9YLmaWN7+Va6DneGNAtAcwGzuvE/FtTuqgJJmipnCCinOMM6YNGmS9fE+Ul51kdssKeKHBL62Sy2HqUzz5i1dc9VBW7FsmaWl5ghgXSvX095Kc90u+DdHqbhA8A4C0kPkMnvnt+/Q9lL9ybWWcVwk1eAR1Z0E+kyeNsVtV9rvADnnjhg+3HVUuipg7xDjTjCMBnYS8FqtVFtqXlKDjfdQ0H704Qduj85/vTndYmCx382b+5nLULrs9ddfb8o9zGi4/gKBpBxBL9JAqaeHuo/rwp2WeneoAJ999jmrDYc6jLRbFG+7lNqKgy4xQrFHXcE1a1eb6QXj8aabbzbVYD052hYJhBWqXmAVDZ727duZwpdUY8yAAI6krg6Tqq53715m0oNa8YMPPnT1Gtdx7Tq1d32UprtSqbnjpJhj/uimGoMPqiYgoLJp42Z2D4/Tj/W1ccs2N0OKvT/88Q+ul+IOFGW7vXuzdcwJBskK9Nn8s5/+zOqGUt4AlVxdQdLRY650zeUEzDyEgy4ptLzGyPCjadPmis8c23/jpg3uru/caUpAHjTMmDHd1IQYmXSXWceNN93oFkqRt2SpyhWo3TfqPtx22+2KSzubNwGX//V//6/bLBgK2DtH95ax+Oxzz7jsPdmuXXsZB0mp2UjOvKT9rpWZxg71seGqxTdCwHTEiCtU21APNPRfNcHkqvZQx9yATGFqsaiEV9S5AIWizb1gaSYmPYihpYw+rsVMa5iz9V81XUeKfl9NILsa41HXx39HNf+WzovBjK6rt68qZntuQ7msj9IpP+9tt4jztNW19XO09j2ZYvy4zS/By5/Dnin5zxl/u0522yJ+fFTCrY9PEUcgjkAcgTgCXxKBGOzF3SOOwDcsAqTKlC3sXZ5LjAqcov5xXZ42/D1sEzXOlRkTwF6BlGqsz1LkmqkkKVegBc/u3VlSvlRTKl1Dh8aNZREiNV7HvCNEORuaTL8pGzN+xsURR0nqhwH3UAuxICYtjUVckcYBr+oClCijCgUs01UAnhVYrrarIWUe6jxgQHXVJwPG7c3eawt+1EK006eXAf04LrCCFDjUMUMFSChWT1quN/3wIQgXmbdFVWIhZYtLBZdFcFSwFywsg1fp3gHE4+u4Fqe8DOyZklLLPX+TynlvOFCwRv38Ss+AZWLRHr4Xx3ifPlC1dPvPqTdLEePnFp90naoRIUAy/aa8l13Z2xFD+hQvlJ/+2rwiiX5yQFBspRRdKL1myZF2jZRTaRl1XFMBPFRcwBn6Kvvg1trtvG4uc0empWICjPqpj5J6um3LJrdVUHDXzl2ugfov6rS777rbtW/XWvCrnt1w7m2x4B5wbcqMqW7OormuWYvmpjyjBhtgG8OZg4cOuhoaT6SkMuZo10UX9TdFK4qvj1TTbqcccG+46WZBxA6WWorqDqBGSihOsahdud5CjaeCwzkCSJsF1ZbZOAacU5duwIBLpJTb6p55Rmmp23eYgvbGG2+QUrGZtePZZ581WE/KL+cAlFFTDqXZlVIjYnzTtm0bi0129iGXcyRXsK+12rFHMGyWKf6oGXitagFervTkHj26ySDoHb3/ocGyS4YNciOuGmVGIQs+m++eVzv2KH5t5d57/z33uj6q49eqReugdyfA3lqpF6fN+NhScXvqftx6662uhwDfXrnZjn/vXfeZwCPQ9uc//7m1FwMQ5qymit19991njrlcC9eFsg9giSlGLcFXVHNvv/O2wcuHfvgDqS6HW51F6uJNnzZVpRJekjFHF3ed4CkAEEi5Rff87ru/675z93c0b9XT3HhQzrib3X/9+ldus/rH2LFXu7Zt2thc+dxzz7rtW7e5ekq1Pk/3gH5TkJNn/Qu3ZOo1UttxmM6LqpBnOdSGZB6jFiTIzM9LlTGWos4FAYAVSBeIPK42H9VnGfMcj6aK5QpdlDCsUaVAl6bfVU+t5qqpj6by4AKneF1fkeY4/g34XQD0+JJtTbnB3ok++wGNUcGezcc+5uyfmGfLxp4anv5l83LJZ0eC2J0I7IWn/jIPkyrj3sbniCMQRyCOQByB5CMQg73kYxfvGUfgrIwAf6gnU3g6KnCK+sf1WRmsM9CoqHGuvCYGKgBzumWpkCLHVxY/+vlITpEpGWrX0MKTVFYtLFKl3OC9ygB7LHb54kXfBoYAz6i7R+oZqWgsZjHVoAA/db+80g7odlQQ5YBgXXXV2oJk5EvJAxwh1W7AgAGutlwxAeLblPa3QSlvFPyndp93+fRgD9UeMBBTAdQ41N27+OIBVnevhup/efON8D327fYOvCULrdIlV/Ddl6kj9DswUHnAnh0qocqIumAsD9jj+J+De/QZndDPB+F/gyXnFxeef+9gjxgGar2gP3ulZ0nf0CKc/kgaKtBr6dJlbotSTaumZShNtob1s236GWVeXcGYC3GClboMZ1VSNhcr5ZI+nZqW6vKOHLKxckwKt+raD5A9SIYwHc5pL0fZxupYUiqhUFJKOeNmhWDT5E+mGcTLV71N4A6vOnVqu7ZSwnVT2ugFAl6zlOo5bty7plrj+BhgoApr3Kihu+POO11nOcByzHe1DfXhUODh9ovii5p5jeo3dPXVRrbJyso2RSFjC7VdW9Wow3Ri8uRJSp/NtVRcHFxJhwW6T5061cwbqCnXocM5Fsu33nrLACLjHTVba0E4gNbOTGD9QQFN3F+rmbJwitxfAXtXyBl2pEwn+vbto/3fdu+9P8FNmz7VXTR4gLt81HApHnuZCvJvOvZ2xbtJw8bu1ptvcQPklI16D2deVGuanNzWnbvdzFmz3X//928NjI0ceYUbMXKYy88rVJ3EieYEzAOGh+WKS3txzx037m0b93d/526ly/Y1ZR3PAI7IyGT37mxdg2oC5ue6aVNnuHHvjrP7ep8UgyN0bKDr/PnzrA7hxAkTLN7UzSPWS1R3j3qkpPLee9+9plRmrgT4PvP00263IOVYpdaikKQtjz/+uNsp2MhDi9u+dasboDltn9xz6U/MgS31fgu1pWUrGXyogUe1D6oxXHnT0qoJjOlnPhME+SqjokfUvz3MqIY2M3cB9rgGBb5YbS4U2OOhzrEC9c2qKS5NSsTq6VVdKmYeQO/Ef8UAvoSi2cat9lfxB/uy+dYr9sp8YIfnypOBPUBplDqtyYI93zRTGdpEnninrGLP/xyDvTJ3M/4xjkAcgTgCZ3cEYrB3dt+fuHVxBCotAlGBU9Q/rivtQs7yE0WNc+VdDvKEIF0JsHeMFZq++Bu/oEgqM/2Ykao6W0oRRP2QIfUbKUuVAfZ8Sq5XNHlIBvzYr3pUO7VQJXWMxTPpucu0GAcIkJYOAADM+fQ2H0/UQYA56ubheAmAW7JkqQEGamrt37/foAb7+7RajuPTctmnXbv2pt7r0aO71QbjPeAEL2CHr/33BagXQUnnlRlgzTDY82uuEvVeuMZfYsNkwV5Zq18UXWWVej6OQUqb/p9oUHnAnqWx/R0r9mxNncidJl4e7Pn+7VPAMVmgll1m5g7VwMuWMjJN6p7AQffgwQNWG7KW4BiABrgMiEOVRt3J4D5IaaR6aCmCZ+mCfOCDelKYtmrZWkqxRkqrr6OxHCiv6KNFUuvu3rvbLVq93OAScHuHFHPMAw0bNjDw00YqL/r9GoEjFGQH1I4ghb1YYyVdKaUtlO47WOre5tbO5RqLgPeVAoao74B/HKN5k6aukUw6cNhmnAYmEAUaX6mmvENhRpoxMWFMYeTBnMO4RqmWogcP/QXYunc/TwCvgdryqUH5XTKrQEVbU+m/KOByc/J1jGpWX5CxDCydLlUeSjreu+yyoVIdXiDji1lmfjHrk5muQbOGrnWHdu5cwbNM1aOb/clst1PGHvV13NGjRqt24RB3gVSBNVSHNEUgCNXe3uz97hOVLPjNb35jQ6OzDDZGKX2V9k+bNsOtXSfFpVx9v/e978kBt4XNL08+9RcDnoMGDrIHBcSluLjQYFpubr4pGKnzCRikzcxxt8rIYviIkQKBvdXej63W6BTVN+QhBUq+g4Jxq1XzEDXl6NFjlAJ9g1SS51jcUYC+8tLLAns7dd3DXFfV2MtQTAB7PBBpqrjfe++9bpQMVoBdRw4dUY1AOevKSKlW3VqukZzCq0nNZp8LDHlLwVVd04QyjAc9ZyvYC2BYMLMVA/f0DWCvSGOouEhwT1+p1VJVxzEAeylfAvaCObdiwZ6fT8sD+JIBe9wY/+zIP2opgXsx2Ku8P7PiM8URiCMQR+A0RiAGe6cxuPGh4wiciQj4xWHUc0cFTjHYixrhYPuocU7uLEnsBdTTF+AAWFeAM2c14B7OmagzlNaaUsXlHD6iekSFVjw9VYvrygB7/mq8yomffcon3wPQAB0AOYrGT58+Qwv4babuAVjwe++U648F1COV9ltSqHRU2iAqQFxFp0yZagtmFC6k/fG+N+8AJAIWeKEiwjUX9V7fvn2tLhjuuaTIsdhlcV5QkG/upb7mpRXb12KyquJ2ohXwidxy/XthbhfUdwoWlyXpVeGU6DABjNIVTJFSdpUXpGqW3INQMXzrz/o6FjIDKQv27F6VkSNam//OwV74tvg5IQz2/FxBn6HfFUplWiTJUFXgg5R3aTJ7SE0A4uCWBHcOhS115QBfQBYMJBinaVLKFaNMoj6XNkzTe9U0vkvmcbg+CiaNlcMFOQKB6don1erkVdUYosamv5eo1HJzVSMv70jCTEFtE8hGLUfaLMAQqObv+z5BLJRya9etcXsEHpsrzbeRHFvr165nte8YL8B4VHqMOcYVYx0Yz9gDyAH3OCbvk8qKgytpqtT4A2oe1rxEGjLnOSIDIMAkSsA6tetKIdhKaa09bX/OwRyRqZThcwXjgXuYQrAvqf0AxvXbNrgDRw66Vq1buTxd5w7Vz9sjAIcrL2q2kRrrg2WiQ+pqmq4ZsHdQEGze/AXuscd+r7qk2xTzFDd48BC7tnnzPpMhxn5LhabmXd++/aSWbOj++IfH3Hw9SKip45KKy3VzzdwTrhkjC+oLTpAiD+Vmtkw3RklphwHKpaqB+IGcdd8br/TpKVNcG6UeD798uNzL25jy8m2lQANiL5RL8FVXjxW8OuYW6qHH21If7src6fpKIUhKNU7FTz39pFuzaq09qPn27d+2hx3Nmjd1eUrHzdq915ShuPS21jlq1dF8Vj2o4Yvo1Byc9blgz4FOMHdEmX7Ku23kvz0YIHwlHlShMD5KOjxgT0CPL0CmgT2NE4xUlCDvqlIL02rsUW4geIARCPOCnu1Ve0FKtv3iC69TK/ZI9y3dLXxtJ62dl0QqLufwQDIYx6XXUUI8y7b+y1Tk5b1Z8XZxiO6SigAAIABJREFUBOIIxBGII1BpEYjBXqWFOj5RHIGzOwJRgVPkP67P7suvtNZFjXOlNYy/7gF7Vag/FIC9Qi12cqWiYaEICGipxR5pZ8q4MkVMZSn2fAx87FjcAzz42avhAAvU91opw4FFixa7RXKG3LB+g9t3YJ9qbB3RV46cQ6kQ6FxuYa7r0qGLiub30aL3KqldOtpC+n05TM6c+bGUe0sMBHrFn09t52cPCEkLBGQAC1DgoK4B8PXpc747V2odlFQ+bZhzAhdN+afFc3GiXt7nIBrhTyyMw6DHFmGoR0j5Syy0gvpOpwHs6ZgnTBcLdcKyv7f0thOBvUS7g0Xk51eIwUL4iwDxy/r6N22+CcexbI094uBVfPzOUtHp88RRP1dTPzIop/8AK5gy0DerCSalCsKR7loV0pKohWbqUcGL6qqbacBPxy+UGy/jiPRcM4DRe8AyzDRSqqcaUOMOoRpkjJGKWzoONQ1Ql8xcfQt0K2WmoDRGUjNxpOXF+TkubS3U+Y+obhwGHQWaTzC0qS44lJGabuCba8UQ55DMNLgOABep/jhTe4DPNrSddtFOP54Ajow1YkRbqU3HtgB4nISBb02aNLe0XNqTq1qAmzZuUprpIakQGwreyXhEtftyc6lrd0D7ZLld+3e7w4KWwERMFWj39i1bVYewSLCspWrs9TGFHQo8zlWsNgtvuR2kD0+aLGi409rTW7XpOOcaKejydN11FUNctdu1a2MAFOXhCplckDYLtMNBl1qFtIsahZhWkP6PM/LChYsMRg4R7EMROfjSQTJVmezel5pvqsBeU13DoEGD7GEF105tQx5soKrj+ugjqD9J4U5PSXMXq9biyJHDre7hO3ICnvvpXLdOtfx4MNGieTOlctcx9RomGY0bN3LtpQjs0/d8AckGMkPJME4GEOO46bqXpOSereYZ1tgE2KNTA+hQ7PGQpUgp6r7GHn0YdWuqPif4jKuWqB1qSj8NEFJx/XzmwVgwDydeJ5jSTgX2PCz0h0BlXfJw5ESk0M8Nic+KoHbeiQlcuMYebfcPgfyMXPJQiN/4toevIQZ7X/aRFP8ujkAcgTgCZ10EYrB31t2SuEFxBM5MBKICp2/aQruyoh41zpXVruAvexZAQSpusb4OHclTal6Wpbima6Hdp1cP16BubVdbUK96uupLadFaGYo9DznCsfAOuPRDb0AAZAAQbN68xS1YtNAtk8plrRbVOwUmUcywkAOQ5OYfdm2aBzX2Bl16qS3WgXRTldYGFKRwPzCEYwPueAFBgA5esRfAh1TbjhTBenLs9Om9l2rRzbEbN25Ssj/70k7AXqEWjEG0S1dR4Ws8EdjDvMSPucoGe1/WB7kG4mq52ixyQwvDEifGEy08Y7Bn8eJen6gmqgfX3nWZWCZGqEXTPBv0P9xhgSuB67PAnsZphkCLNzahJtoRmUegsAMs8Tv2z1GKKjXvasg4BkAfgL082y+jlsCNfqY2JUrBaup7NWSawPksvVfQqppAM20D2vFC3WfjRJCPMWF9wbYJ+gXHpQ9XE5wDCtJv4Ca+xiBj1xuKAL2AiV7ByL/83o91/7twnUI/Rjk3ceBYpOmjhiM1129Lm44oxZi041SUj2p3aiK9lOsDgB4uOOLyivKs3dX0oAM4SV06ezigY7fRfEHKMUEiHRrgV0XtJX5btmy3+oTFiltLpTzTZuYkgGmG6iO2b9/O3IgJCwYUQMCFqotHinBWVpYpLBtIzUgtxIv6K91Xc8vMmZ+YmjBb6djn9erpeumrd++eKhuwyM2eM8eUyrh744w7cOBAaze196iph1s48xTx46HEcfWX+oKd3QUmhwwZLPjYU0q+xW7BvPnmqIvSkdhQa446jRisoPzroLqFHL9JMykL5eTLkAe85kmZnK4UbF9z1U5+ml+R//YwSWugtbOPOBRvui905+IQ2APOGozWGKJL6J/PvbwzealS+gQPLMrAvbMF7B0tgZIhpV4QkcDZlyv1YfJXHYO909yT48PHEYgjEEegYiMQg72KjWd8tDgCX9sIRAVOkf+4/tpGpmIbHjXOFXv2Lz8arrioF6izR7po5p5st3rtRik63rYUpcsvG+J6dOviWrdsri2ChVLgy1r+VzL9xor/C6yxL4t6v7AHfpStYxeky+a47YJ5q9eucbNnz3ZLFy9x6zasd7lamOep5li+Fu4N6zZyDaSM6agFa91EXbxVUvvtlLMo6XCkO5pqCRio85BaC5zzL+CDgbqE+QHtA/bhIsqCGeUMqW4AP47lQQ0KjWOpMkxIhC0M8coCPVtr4aIbgpe8dybB3hfvXwD2TlTP78vqRUVV9yTTb8rfK8/Mltxvb3YUvj5TgQlMle3z4aGGUg+oR3ot6j3UbLZkR6gnamTphUBDEYrDAnvUy6svdVsNQRheBflFBrkzpDoL1H8BKGRUS7hkgMmn11JHjmPa+TQWCjWGUrUfCsAA9gXnLFGchvLG+S114hiXaYn0Xq7NgJjV5QtqWDI+fC1LX3cwPLZ9rDwIDad8+9/5Wpx+XJoLdUKs5WEjcUL96pVRtKNQjsDMKQFgxVhB13isWPX5jmjeS3e1pCrkGopMGVngambUNMVyybMQfZOPilDx8QrDwDE2uCd+7AMVAyViUEePOYS2EJujR6nJyXwGqA3qczZp3NDalCljDmAb39eoU9NUfHVU8+7gwSMG+zKVWkv7US9iTAKo3as0ZFKR81T/kDRfaiDitAxctflE/2LOwfZ5eQUuW1Bxp2ogos7ep2NScw5Y2FD7UjsxQ9dbU6CvafPGrl6D+nbPiVt+fqHFEmBbPb3U4fl0jqioc4FH4uZXo/5g+yeKAeqW2WdeoeJDGju1TIlzmurJpqnWHiMDAG3qNv/wIjQQPQuzccM2FQD2fOxOpsYzMBlRsYf5B6/P1dezn0OpxbZJtM/z03mf42PHEYgjEEcgjkC0CMRgL1q84q3jCJz1EfAqh6gNjQqcov5xHbU939Tto8a5MuMA2GOBA6xDtbB5+063YOFS9+z/PG1g72qlrQ68+CLXWU6Ux+UmaIsAUkQjvJLpN37Bzr8e7HFKfvYqH6/m8SDusODeLqXikZpLau1SfWEqsHfPHtUNy7YFe4bUSixS01UcnkVbtgrqH1E6HGCPNDyv/AkvxDmvP6cHCP7yaRuLbhw5qenVr19f/dvLVDoU+DeFI2BPICVYZoU0eyzWTFlSmhUV/BA4zpLi6EFZoLI4Dam4tkotszKlDaeqiM+i8UTbnOBQPlZRx0Ey/SZCtzwjm4ZVmmFQ5fu2B3slqjYBIb5PFyjmNgGMvBKU9FuMMMyxFEimvoiK7JggT4HSboukIAPQWaqu1cZE8gc0FmRmH4Ek3FMDh9xAvcexUbx5wG3tkiLPYKKllWvDRIqjpf6aCk0QXPvyO9RwgaoXUCkwZUAN51SppaRgA+yFnaQ9FAu6/Rehp38P1SzfAwV9Kn6pIq80lbEk/V0Qy+pbJpyIDe7RrkRKP8DSj2Vrm8ZlsdqHsi9VMakthR0jFTUfCkZTHpJSb6penGEF7nkggirRYH9giEIMOR6KXj+sCBNtAbQF8UGZGMwpAdzUvcGZ/Bg1C6llV8VSj3lxTt1EOzYwimunfALxIMakzaLOs+10TGp8ctzqApHcf+AuqdeYXBTJBRajEisnoNRc+kyBHHizZQLCAxDuL/PNcb2/O2uvGaRw79q1b+9at2tlKdRcG/fbjBl0TFxxK+MVfS5Q/6ZWXsKBKOirAeIi9qTjFnJvAdcETteSLrCXnqY+Dtjj85B9Erm4JejL6u4F8zV9hiT3RPZuSRhOpdjjAU+4xl7Z+J3o4UhY6X0y+OfHqj8eYC+hWUzAPJvYS743gMk7tpF/6lQZdzM+RxyBOAJxBOIIVFQEYrBXUZGMjxNH4CyJgFeARG1OvNCOGrHkto8a5+TOktxeXrGHCAewt27TVqV6zXOP//53Vm/phptvdCOGDZVqr6stzG1xVAlgj6vxKiZLlWJBm3jv8wv2QEHHiwLp1Afcty9LaWxrVc9qsaWsrVU9q0ylvVn6olQyVbRwp2g6i+GjKGX0xUIZ9R2L9LBhBu9xfN5DccPLK/s8BGQhzfetWrV2Xbt2UU2tS+Wce6Hr0uVcMxwhbS1IRLQr+NyN+rK+YS7FidfZB/ai97eo4yD6Yj56myp7Dw/2/MOYMNgq2xb6OWCGvoXSywPsErCn95n7vRsz0CtF4AaNqfUyEQzUVfyQnlDp8cMxKf8AbPR720dwpgqAX32cY3llalhN6hV1Ze+hV95hZMMYrS5wDmjyYNKPVZ/ezs9eKVf2+DTZn6ek3xsQPKYxLYdgU8gG8N2fl+05dtnYmJGHfme1CkPn9O1he7+Nwb8E9MvLzzNYlpFRPZhTBH5IqSWWwFCUwfweyAUs8iM0AJfHTCHH90D9cKxK7nNCTcgpUQKS2spDBlKDUVEGMBDgH/pX76PoOyz4VlP9oEaNQIFZJKUfKk36A2CxplKn+dcgofbn2IHaMEi9Buzl6/p4H3gLROS8BVLvHdWxUOnlKnU3a3eWW7V2tRSAew0eduzcSSrnDnZNqea0rJemXIOZEdPrkx1vUeeC41UAdjh9EE7qlQZf/o4B9gpkLlKoe1tEvPU7wF51Kau9QYYHe5/TsyXAHnAPsBcYbnz+qr4q2DtVjKKCPRtXJV+hPuvBnv0uBnuninv8+zgCcQTiCJyNEYjB3tl4V+I2xRE4AxGIF9qVE/Soca6cVgULR9QfqPWom3dMS5r1mzcL7H3mnpB7I+qSm265yQ0bcqnrrnRcWxghYvgyucEJGh91URY+BAvxsil4/j3e9ym6pmjRYi5IVTymlLX9Kmyf6ebOneuWyPVy1Sql3CrlbL/q7hVYDTEpXQAELIJRHAnahZ1wfQouhhmcg599qqQHC/5n2uvdQdke9d5553Vz/VWsHjfMTkr9tRTBcsbGc1NqHvqXX5hxz/z3x6kGn3h51cWJ0mO/tD8lVFxfUN+dUrEXvZdGHQdfpd9Eb13l7uGVaLbotnFVqjrzLfGwyvdz+qDv+9652YNCr2xFeVQQjGxT4gBxuMWkg9JfjgtkoDQDauOci0oLq1PUXZzHm794WG5GGfq9d6elzwO2vToNMMjveB8oSPsCWBikaJYdM2GXa399/sGUV+aGwb2HgByb7cNqPTMP0dhk7PEKG+yEwZ0Hex4a+uPTRr5HZccxUnRdmIMAOQKToISQibGgc6OMpL4ctQZR5KF444tz+bqIzCOWPisA58/nVYQ2V4VSloO04dJ9uQbmr0C9FwBbHqZUl3EFyjkUZoGZiOCTmmRQT1/WP1B1ytkV2Ae4DdS+Vg2zJBXX1J38XsfnGKbQA37qGAA6jFgKpRREwZwtQ5KCIqVfKyYNGtV3ta10QSLBVW1Ok9kKUPBsBXs85AHs2ZxDPPSZlcIDIlOTKnb6X4FiUYgCHGUbij0B1OrVAhWe9J2umvb5gnrORHxB+i4Pa/CBZrvw69RgL1A7loxzA7mJxz6kxp9AQW3zg08LDgHKsrOWN8/gaFxX8OkehnkB5DNtZuLjIwCFCfgX8bO9cmfN+GxxBOIIxBGII1A2AjHYi/tEHIE4AhaBeKFdOR0hapwrp1XWA2yhX4VUMP1BX6gF0EY5QX42f6F7+s9PKC0p1V1/w/WWittFqo00OQcC9yoD7IWBhQcOPi4+XdHDEL+gLyDvSu3DuZLFNGl169atdevWr3Vr5P64bOkyt141+HareH0ecE/paOlQNC2mvUGGT9fzYM8r9nzNP9rgoYeHHCVmBwk4U7NmTdXdayO33D5uwIAB5prbqmVLgwHBK1jUBews/H3ws3EEfXc0YZ7gtwq2jMFe5Y2P03emsv37RH38uCiQ74+l5hQBfPOL8SCLDhAVpNpSY6+ADgSkU1+ij1IXjVpxO7ZtM2MFAAfmMZ2lwgIOkZJL+iWpvQF8om5coJJlHBjY01xg6fGJFFbali/ol64aeqbiUkP2y416z+69tl/NWjVco4aNDS1xbl/Dsl79+iV1BL3KzYM9f11lYWDZce6Bbxhyhu9Uad29RAqrABnwkRjxKtL1co5A6edMxUb9wJSEGYhVM0ukBRPHUrWhwJ5SXUkvriFFHw8EArAX3Ce+SFMl/BwPDmMurDo/v+NBwjGldnLOxC2y9lidQxSBCTVf8F5QcgBQkyYlHfVPeXkTkjRBNWouAvLMmZh5BEBVchwBKs4pBRrpxBwcIGkcPwH2mMsBjexTxU6uuZ2UYd0vHn7YPEvtOYwy7P4Hdd7YtBpwkRTuEKA6faMl6ONRXoA9XUHwNw4kT7EinTpFMQiMovR7TDTsgZAuHTAq6V26Hg4B9vRJd1Kwx7EBe0Cz0wn2LHWeGV//0ncrEuwZ7KMfJuaPGOxF6V3xtnEE4gjEETh7IhCDvbPnXsQtiSNQIRGwP8wj/uHr/2CM0oBkzhHl+N/Ubc9WsMeCFLBXVallFBTPKzzqtu7Y4RYvXe5eeP45q810zTVXud7dz3Md2rdV+hkpXQEEjPJKpt94VY1XIqGuOdmLBTDKoiJWKlqgZVCc3xaxghxKRTtw6IDbozp706dNdx/LOXKeXCWzDu3XgjjN1dC1s/Aj5TFslHGic/kU3HC9PW8EYO6aqikGwOBFgfq2bdtJuXee1d0bdcUouWo2t9+FFYj+PGXfI8TUSvOavC9T7AUL84Tyi1pbUV7JKvainCOxbbhOVHl2T6bflOe4Z8s2XrHm+4QHW/wcqPOKLV2Svp0j51LSUOlv9nvBIuq9eRUb71sdN8GYfJRGqPEYqwJNhw8rvVJplZM+/Ejq1SVyuK6pdPGB7obrrlO/lyuuBn+GQBFgi5hbvTyNI47p5y4Aj38B/vxnjt2jhKKNepYrViy39jaUSQ1qVaAYrqsrVqxQLcrarnvPHiVgj/EUVir6eHh1Huf38M+n3qKu45hl0339cTx0p8QAL9LvSZ+tQeqpzudjR3yDWnPBvIIJhgErm98EfBLwD8BZXRDPlG08ABAENEWeID2js2oZdZWHMVbTTS9UfswXBl8x5jnGvBTAe/+RjcI4UOoJ4unhCWq6kljrG9RlvFJSquha5CSs+wxYBKwxb7N54JQsWGn3XTX6lIIN2MvISJMhSL4p9dJUgsAD5epS3NkcWay5w4xUNDqLAtJThQOiCKREQU6u1U4kxTsdV/TE/MK5OFZaWqlz9+kcV1HnAtRqhQYhua+4ZUi5iNuxvo4pLkf1XqDW033lAQoAU1AvTQ+HSMEF7KUIwqL0K3klJmGOHQZ7KV9Rscfx7b7Yg7YEVDZA+3mw52MfQP0TfwafSLFn88sXVHvBEXzd1mCbQMl3Qmn56by58bHjCMQRiCMQRyDpCMRgL+nQxTvGETizETgZIIr6Ry9XwQLEL0LKe1W+Tk15t4+3Sz4CycDAqP3AFjwUxrc6UqgWqrkDggA7VWOJ2nQo9vr26eWaNWrg6tetHShDbDUaDR5FbVfJQiexuCmrZiobVa/QKRKkNHWDFrD+nFwjoIAUuTVr1qju3hI3R665a9esddt2bHf5AhtFqsuXn3vEZWCeAeQUUDmqhSuF5XlVMzUPbqAollSnSmoWXoAJvryqigU85+E9IEadOrVdgwYNXPv27d2Y0aNdt27dXUu5C9er18BlqB6WX5oFKpqEukSrKks3JGWsjBqG7W3xB4TgLti9SOj4EiYBlloZ9WWyr6g7nf7tk+k3p79VyZ8hrNIrawDBUb1q1AMvOxPOtLizygwDR9qgbwtMoOYi9VWdBzWX1XHU98WAPUEcUkkt/Vag4LDgTJYcUF9/9TUD2wCzESNGuO/efXdghKAXY500T7oUqjDAYYHGRQ05o2K4AIwqUcIBnDkXKj+NF0SvBQJJzBmTJ092m7dsdk2aNHE33Xiz9dft27e5KZOnyJCilhso5+jzevSQy3aroMadrs93c9oCiGOeCcaULh9VmEBToGYjRTVw0iUGwRwJJAtUrKaOSxhaMDa4fkZMoHzjKgO4ZhCLuU/HAG6ZH4WlKaOuE4TT8YFr9vlo+wXGFFwLoM47VjPUPEA8KKBPncGMDGrg1bB/SW/meLSTtlQXSCTR105NazgmKaFKf6Wvp+r+VhVkA87gWouCMl1gDvDKy+rkcX2muAsUXFwX8SuUo/EhpdByboAl+wdgL93qLPLgIV3Q0NJpbU4sLjFlKXkm6EGSjldSZoDjEyAeNJhBC/0q1UCiRcackwOncg+Z6b+8vJLaqxnZjpevlxplJEWdCxgLx1EwktZsJhrct4SJC22m//LZp3+BfFxNVd3banxx//VZmIozNPv4yTExRzL7sj97CXW6smDvVNd1onIJXrXJvS+Fe0GMrf+YyU2g2vyyqdo/CApuTtBng31K9wrvH3xf+n+fWh013qe65vj3cQTiCMQRiCNweiIQg73TE9f4qHEETnsEKhLs2R+m4YI/5Wi9LYKSUAaW49DxJmUiUBlgjwUufYBUPXNY1IKQdNzcvEKXtTfL1B/NmzTSAof6RB4ksQ6IBo8qa5HgVX6+cL8tWRLpsby3f/8+t23bdrd48SIBvqVu2bJlbrNqCu7P3hc4X4aK8hukUyF5XqnUEVPKodXiEwAsCt0rD/a8sQa/8nXHfB20+ko/vOCCCywlt6cUS+ecc47AR9OEm2Xg1knb/T23dqDG8WogVDQBjgiASgLGBCAm0GKw0GaLYCH6zXhVVr+prGh5eOtVqFyfr7/G90fU37i/9J88OZJSzw1Qx5RLGmVtwaLqMloAMhvcxRiCxEL1lRRBIVOHCWR46EI/oF8dyUGxt889++yzbvKkSXb8q666yv3ghz+0S6fPAJGC1PwAJgDYcgQEgdPAoWKpuTi+pZ2SwpkAe9ThBFQAAacLGr7zzttu/rx5ptj7/kMP25jasmWLe+ONN1wdwe7RI69wgwcPNmMZDzcDswigmsCeUl29ay7XUVUTT2p6il0X9MV//HDO4Dqpswn8VCyoHwigA3aSikxNNWKjcYL5BNt7B1lgWHGiRiXf24ymcwDIAHsGRe3BQgDf+Dd4wBCMLkBMFaVuHpPCi3u1Rg8K1irNH6BJjU3qanrXW/bjWk2xJ2BE2yUOs/NR3y5P953f15ATL+o53HkPH8l1abqnGTWl0LSxHZQA8HA4DIl5HyXj7t277VrTNFdlVK9pRibVq6dZXMPqOvpfnuZ4YolJSCC4BIoGKcN8+dIDYWVmGNyF2+ENSjgu1xiueejrIHqjIWL3Zerrk43FqHNBSfsSaMsgLfcOQJkQpZlzM07N1m8w2lCcgaa6F3a/SE2Xwo/xEX4xD/O5yVcqY+f4V/88DN9PX4fS/xuAYcyeArBX3lfUmHFc/xmUzL7lbVe8XRyBOAJxBOIIVFwEYrBXcbGMjxRHoFIjUJFgj6fZJeCgnFcB1Ptcako594s3ix6BygB7LOJZmNpannurhQzrZxbRublFVj+pVo0UU7SxUXVSsbQwDfQx5X9V1iIhHDOvFvH1u4AFLEBRRbEA3iG1HqmDH374oaUJZmdnm9qONEJTCwns5SZccE0Fo8UyhfUPHz5sF+6BXrjeHu+zkPUpu34xZvW1tDBjsX/xxRcb5Ovc+VzXqFFDSxEEtJRCjmABb+mACeMQg3cJB0rgil/wsQAFAJYuPHVnQsX5y3+Hzs4tK6vfVObVB6qzoCabQTelqVKPjT7m7yu/AzqvVX1IDABQetWpVce1bdnaNW3cWCo6ObImlJnocZjLGZKF6p/ACpRG+flFBvRyc/MEtA9YKu4rr7ziZn78scPg5cYbb3A//elP7dLhFsDhXCnHPKDG+ZWvYMyr/qbS9FGToWbK03b0Q9SDALDAROGYmzdvgZswcaJ7f/x4tbGm++GPfmRO0SjZnn7qKVdP5735hptc9+5dLVWdswLIAsMbqWQtHTWAUAA5gGIVav4BwkxJqIcQglQe2AH0eMFkSBkFOgbOsKj9iG2u1Q+tpbZgXRpk6gdqLQwmmN8CQBnUVQOe2nlIaZaizWA5UFVxAJgF0CuAsajgjh8nxofd1q3b3Pjx79pc0rFjRwOXt956q41tD7EAZcDSlDSNdcEvPkt5UFCk42BWwVimnmc1GWCYAQrxBmqS6gpEtCk6OLdXxzHXUB8QgJeje71p02a3a9dOa/fF/S8RZGxm7S59YFA6b5P+61OCA9VdkTuokgW+L3Kt9IW9e/dYjJmjcMX1alKv0vOO4L4OYTi1mv7swZ53Lk52rCUzFxgsOwHYI5qMG5R3xfr8MyDMh6BiwgegB3vVuOeoOsso1P1R+Re1XlnzjFNdY9lr8VCP/cp+748V/nw41fH975ONmc0J8QPc8oY53i6OQByBOAJnNAIx2Duj4Y9PHkcg+QjEYC/52H3d9qwMsMfilzQ/YJ1W7VZ7yBQNWvXkF0r1oqDVSK/icpSee0zb1a5dS4vhsx/ssSjxYM8X2A8vSFmwAlSypdSbNm2q1HvLLF1w/fr1UvRts67iF6Ue0nnFSThd0qtb2N7X3fNgz//OL8g4Z6DmaS2o19l17drN9erV074Hfnh3X1/UH6KAksQvsgKw5xUVifSqBPDzYM+W7Yl6XF+3/n6i9n4TF5cBNArMHHgBknkFxgvFBmj2yZF0ypTJbon6ZcOmjUx9Vii43qp5S9ehXXvrO02bNZVTaV0br4CJIkG949oOld8umcOsX7/Rbdy4yerlFUiFxjYfz5juVq9e7RoJDt5y8y3uZz/7qalY98hQY/v27TYeSOekjbQPs5cu557r2rRtLThWR8fOcdlZ2TKkWe8OHDxoi/86Sl9v1KiRa9e2jWD5TvfZvM/cm2+8bgq37yjVl/7OmEGx16BefXf9Nde61m1aq0Zcutu5c3eJay9pq4wxIBXnrV27pqn+8hSffXK4PqxUVxx+qQdav341JB53AAAgAElEQVQ9fdUPIF6iztwBuV3TbtoDfATC5xzJMYhWt15dKQrzS1RoQZrpcQHOOub8baBVgbSkS12TQTilPgMKgXpmGpRI/2WKBJwB/kBDxGT37j3uhReed6+99prr0KGDGz58hHvggQdUk7RmicoqOKbSa/WAoKpgaFXJxoqBh7qmY/oXkJkmgItiD/BEiijfp8j84jiGHDobc0TYiZvrZb6hnUC96dOn6f6usW1uv+0Opf6fZyUBSKUG3vlU6kABhmuxT2cOYGZhUeDo6x9IbNu2Vcecbk7igL2LLx4gINvM0oxLVZU4LAdqRF6+7IGfN73RURC/IL6V8dlGW04G9iwdmd/ry9Jw9cW/GIhU1ZTr2+ofmpStZ+fTW/m3GuniER90+bZFnaOjzodRtw+3K5l9o15PvH0cgTgCcQTiCHz1CMRg76vHMD5CHIEzEoEY7J2RsJ+Rk1bG4odacsVaUKPSkDxEDoGJOlJa5OTkaBGt1WStjFSXe/ig1ZarV69e4OxYCeYZyQTdp7P6lCUP9ziW1dYqs7BkEbpq1SpLoQOCTNPCeNHChVqs51lKnt+Pf/2i2IM73guDvfDvw20P1+Dz+1B3D2XPkCFDZWIwSOYaF5SaIiSK+gMkIKsosEgFtPS9BHjwx/ep9D4dNwZ7yfSayt2HPkfaJKDE1yILlFf5ltK5VynwGzdukALsPbd02RJ37nndTJW1ZeNmmV7Ucp07dHSjRo50PXr2du2U0g1cIIUyXyYxqQJDWcDqqdPc7NlzTPXHWEDxhxpszZrVbveu3QYFb775W+7HP/mx1Z1csmSJ1cdDtQqE8w687EstvktUF69Txw4CdzvcIplvfPrpp6Z65ff05bZt20qlNsTG1xbV13vhhRekoMuRo/YNrlmzZga0PvjgA9XprGepuI0bN7Frmj9/fomii20ASswxLeUg3VI1+HDuzdR5Vq1ZZeY3bAP0Axa2b9/OtWzRQrUFMQ05LiC/VbA+R/vXTRhdBHXfagj+NWrYwOJy4ABwsDABw44LwrVz9XU+AzlkYqLolfIPgOgfCFhtPEFI0lupc+bn5SAll/Rkpefr3v35z392Tz75F3PDHjr0Mnf//fcZpCw7T6BAFLGztOJCXc9RtSe1mtIsaQMKRGAbR+apSkKpqMm3pK6fT+cO0oKDFFBUxJ99Ntfizj3nAI8++g/uwgv7K9aNLAYo9yi5QBr/canU/HvsH6Qva45MLX0gwny5YMEC95SUlhs2rLd7fccdd6iUQC8BV9VclXoPlWnZzyn6NgrNmuqr3CuO4+dhjuHbHHXURQZNlm6bMKNg/gaUWipuMI96sIdqj1p5wFFLdzZjk9K59mQmFbSf49NvoiXiln6W+GsKqxzD34djVBl/D9g1Jco/RI531Bsabx9HII5AHIE4AhUSgRjsVUgY44PEEaj8CFQs2AtSUaK8TNEQbZcoh4+3DUWgMv6Qt7Q3K0YvtZ6WJwXU15My6KAWips3b9WCs5pr27q5S9OCs7pUH9TbqixX3GQ6Awt/4hY2H/Cpj/zrFyv+PRbv+arphZMtqqWZM2e6WfqiBl/2PtXd0wI/eJGilQB5So8DGBQqhc5Du3BbvdIv/F7YZMMv3GrJSIB0xAsvvNANHDjQ9e7dx372KZkMM2o8IcCzQv96obBB2eNfVuvJFuWkDGJCkFiQJhO8s3Cfb+LiErCESyuqp3AtMl8fEsVellRxCxbMd5u3bnVdenRzmdt3uJkzPhbc26TU+JpuzKhRbvCQy1zvPn2s/xYdC9R6QKN1a9e5P/3xcbdh40ZTlvXt29dqOqJw++ijj9yiRQtdHbnrXnnlle6ee+91M1QXD1C3ZPFiA3SdpCClv1J7cp5gX5/zz1cfvcBddOFFbr5AD4Bu965dBgp79ert9knxB7wZMmSI1GG1DA7+5U9/UopqjrvjrrvMOAZYCPgi1fUyAUCv4sNoA9OPhg0aqr0bHKo7wNOQoUOVStrfatXN/nSOGz/hPQN+vA4dOiilXT1BuXPc1VdfY8cCRL788suWUs91+nTGZk2bmjqwY4dObt36dW6LrikrkXIPRBw27DLV+uti8SjWWN+7Z6+bK0CGuo90ZWoMAvAaKmW+R/fu7lypF/M1P1KDL0O164BYOGFzrP/5n6fd448/bvcUJ+zr5DjM91Y7TwAMUGmx0AODIPVXNT/3Zbt9e/e5AsWHsVtdIKx5qxaurq6BNFwceDlHLe2fZgo7ORab8jB46JCueosAYuajRYsWmWqQ7Zuqfud119/kzml/jj20IasSoIZyjxfxKTW/COYU0qy5Vg+YAXNAwmeffcYtXLjIzvnd737XXXRRf8FLKThNCahaj3YsyjkE9Qv9/EefMHOUhAKSfh+kUAfqvqhjO+r2YLewQZiBPQtEME961Z7FI0B7gWqTh1YlGctfhvUCxZ9Pk44yffqHQDHYixK1eNs4AnEE4gjEEThRBGKwF/eLOAJf0wjEYO9reuOSaHZlgD3visuShkVKofhR9v6Dbuv2TDf7k0/MPKNvn96udYumrlGD+lbzCmXJ2arY8wXf/YLSp+SGF1I+FaxE+aKFJt8DSAADn8ya5V57/TW3PZGSCyw8kh/U1auRXsvAZqHUUfm5QZF///JKFF8njfdZzPLyYI92saj1ykJAXbt2bQ0EDBgwQP92F4RpX6J2qaaFuNUgS9QdM5ODhGGGP68VcbdaYMEiNDbPSGKwVeIuQBj6lE9lBKQAO3yfBTJjNrFy5Qq3Qym1TVs1dzszd7qF8xe4ZVLL4dY5WmBvtFyWLxk4yEBMYKBRzWXtz3Zz537mfveb/3ZHDucY9Lr++utdr969Dbqh6Jo06SODPZdffrm7/fbb3Vt//asB7fXr1rn+qv84cNAgAzCo+Ca8/57rfG4Xg4PDhl0uADjHvTtunDt0+JBr0byF1KaXatwUmCLwYvVf+iBA8H+k8gJ43XPf/QYLDypt93e/+53VlBsy6FLXQ664bPux6v0BCIFoqGXXqQ2HtO2NN93krhp7lYGwGTM/dm+/O05ppd0MlBGbLEF4lHo33nijwUVqVf7mN78xSAmcQllHSu6FF11k6j/2WyB1IOn29aQ048X5L9LvaQtjbuOGTW6prnnOnDkGyzp17uS2qXYe94MxN3z45YrBMN2rVLt3GTXS5WabZ06xHB+w98c//lEwMMdUeyNGjLR7yv0G5PIe8L6Z2oMRz/6s/W7N6lVu47oNLk/7AD1RuHU8t5NrLzVv2/ZtDTbl6hw8diEVeceOTCshwD1nniFuqB9RNpKKC4Tj/VaqxTh69FhTNQL/qAFIrby8vJyEY3ctV6dufdU8rKM4KZ0bqKW4pahWolePAiOZD19++SU3a9Yndt57BYIH6f5RK7SkxqOAGepL9qstQHqihx3eXIOY09cro16c1RDGYIZ6iokve/BBG1BHJtSO9AVvSmQPR06SVuufZ5atLmtq6ojzR1h16fuiP0Ss2IsYzHjzOAJxBOII/J1HIAZ7f+cdIL78r28EYrD39b13UVteGWDPJyThDmkLFy1gt2zb5ZYuX+lef+1VW9COvHyYu6jf+a6DFokpiWL1ZyvYKxtjK4xv9bQCxZtPBQsvSvME6bj2NMEOUtqWLF3i/uVf/tnq7eFAekCqmuxD2bZ/nRp1bbGOeUBuwjHXn9NDvnCqWVn1HmmLLJh5ASG9EQfQBXCBqcYggZWePXuaWgnTAA/uinQdLPpIhfY1oMKLUlsgYg4QeZkZtWdW3vbRVTqV17avciavHgXwAVwAQwAW+pava7Z8+XK3SZAs/7jUoaSPqs9tVJ+skV7DXaFUXFxtL7tsWNA/uPcam5/KjfZDqfJefvElV1OuqP369XP33PM9uTH3MYOJx37/O/fW394y2AGgueGGG90zzzyt2nszXJbUagOkHEU9itoOyDV92jTXTuP+/L797Hw4SU+Y8L7V2WugdEzUW9SIRMnWXYo2ANIMAbq33npLZjNp7qEf/MDq75FG+5e//MUMIwYPGuwuFyBrIcC1getJjIc/SeX36dxP3Y7M3e7BB+51t916u47b0S1fudJ9rIcMpK1T4xPYNF7mHKjJLtR4GSyl4FAp/B577DE3ccIEqxVYXw8hunTp6m677TYDTSgSp0+dYsrBW2+7XTX36tn3BtKUYjxo0EC1+W/uPaU/b5drNlCPY346d64A60oDgqgDb9O+QDTuFcYK8ri1cgXE04O9XVIzUksTcArE3yfl7zzdF0BjbwHW2++8y7VQCvHcOZ+5SbpXCz6br3ErBZ9KIaCoa6/29NN1XXPdta6xUqZRk+3YusWchlE4Uu+OtgOtmun3HTt2snvDe7SB89WjluF1N7rzz0cF3Ezxel/wdpajTxHDtm3buf5SRPbo0V2QrqMZrADfatWqYdfl6+IR678K/E5V7DguYA/A27VrV5u7AHrsd/DgIYONTZo0NjUl85k3+eBYXr1nc1Ql1dhjXOAobaUMEl/mlJxIYTZTDLt5IcMK+92JMZ2vq/eFentJ1DQ9Vbrriea9yvh7wD5P4lTcrzK1x/vGEYgjEEeg0iMQg71KD3l8wjgCFROBigR7ZpIQsVmWBBin4kaMWnKbV8Yf8ij2+EIVhu6gqhZ1m7btdPMXLnFPaqGdohStq64e64aqDly3Lp1179VjbN0TrapQZQMav5AL/xsu3l7anuMuT9CEccCieq+UQKRA/ud//IccIg8btNik+lK7du5yh5QiCTjDSdOUgTh0JhR5/g6Xdcr1SkGLWKIovTdN8G1jAUx7SCFE1YMxwsCBlygFsq9rpZQ3UjarKS2PlFtepM1xvxKJYIGjqaWWBbcmdsVNbryd7r3oC8AX+gFAiXsGFCF10iv2gCOLlRL75ptvqK7ZBnNRvWDQAHNXPSCwMnXSJJcnp9ehglnXyoRimOCROZuTPSgl1Hyl2U6RGcwbL71mULp3r17u7u9+z/WUSQtp5YAf4BfnHqC6eVdeOVZKuv9WPb5PrG9fIqh3gVLDgVOZmZluhyBZy1atDOQAEalFOW3qVIPfhwRzagkStdLve/To6a5RezjuqlUr3Z+feEK1O4sM7LVpg2LvgPuv//q/UrnmuQv7XuBuugmlXS9LqwUGrlix0sw19ghytmzRUoq9G+18tQWa1iv9eJHOl52VZenytG2d3IIBTUAtagDeJIXfq6++6j768AMByaUCkX3dGKUa9+9/sZmRoMLFsXbnzkypEgeYirCp0nRJUW4sI5GaNWu4l5TKC2irqjj27XO+Gy54unzZcktdnidDEKD7GMUL8M41M1/oj2l3VCmqKPJefPFFKeaekxoz30wrbr/9NoOWgMbnn3/eQFhrje+Hf/SIQcfFCxYpxXWhpVc3FIgjNrt273IFOl4LHf8GXVOHzh2l7kt1E8aPc4uVakuNQ+akZs2aK+U5y4x+qHV47bXXGjx7//33dY07TfF7z/fus3p4NWpmuL+++VfNa6odqr4GYETpx/yDWpj6iaTWNpBRyTGldDM/+RRxaj1OUp+boD5Df7hLqdUXXHChwcJpgr48/OA4XkHYQvfu3HM7G0gG8NHPPcT25jDBHCan38ScVd5xF3V7cz62z7fAhdrawfyYUOwZ2PNtSMA9q793MrB3EuCVzOe0v+aTXdNXOWY4nlFjZn/exWCvvF0y3i6OQByBOAJnRQRisHdW3Ia4EXEEokcgBnvRY/Z13SOZP+6j/iF/HEUD9bmMDFC8varAXqbqTC10v//tb0xhc8NNN7jhlw11Pbp1CWq9WTrT2Qn2fMy8Qs8vKi3FKpx65VUcuvJCwRXKKgHM1mmhSgryU08+5TK02B8udQo1t9bKYIDaYSisio8WSamDq8XnnXDpZ18G9rxrpId9gQNoUB/L15/yDqPU3SON8AJ9NdMiunatIMUNBSUvS23DyTORWoZ7o1eSUPPpm/KK2p/P5uvmvgOyGDukn4ZT7nydsqysoM7js88+a4CGWmv3PfygayD4tFXqvVdffNnq2w3sP0Aw5xo3XOmeuHnaHRcsWbF6pe3/6vMvW0o2QO47d3/XFKD0s1deedlNkeoL4EHNvFGjx7jfapxTS6+GHFxJraXvZQmi0ScZE7UEiZpLYQas2bJlq0Eu6rmRNrtTsAcQ1F6A7G454OLuzDX+929/axDzfjnDAt8OK3X33/7tX1VD74DrLQh493fuksPqxab4mj59hsDRBzLlWOQaKE12lNKMcV9t376d1blcI5i4ZNlSt0LKOa69UMBwj2DWESlmmwjOjRkzxpRkb7/9toG5uVLnjZWC7Z5773Otpa7DYXjBwgVKK35fx1ihsVRbLr9tLTZArQaq70fcX3zpJaUGz7B6f30v6OcukwEG18d5P1Y6cAfVq7tEUI8UYVRu1VVjD7faIoE8wOXLL79iaauMadLqfyCoCUDbsGGjXftG1TwEuP3k578ws5yNchbepPf27c12LQXquDZqGG7cuklux3Xczbd8y53brau5+v7liT+4DYo3dQavueYaKfH6mooQ6DZlyhQ3duxYq3k3Z85speRu0jyR6n70w0cN7JF2PW7cOwbheHgAbGT+mCt1JKmzgMrLNL930/xeIPUy84xXUaIenSUo+s4771iK9Z133mmpz7TjueeetXRtzosJEw87eAjRTW1G7egBZHju9Q7Q4Rqo5R2zUeeCAOwFXzyQ4rMuqKwXfBZ8DuwFRMs+20yCeYLXyYDX6ficTuaYJ2pz1JgFYSh1XC/vvYm3iyMQRyCOQByBMxeBGOydudjHZ44j8JUiEIO9rxS+r9XOyfxxH/UPeVPsqX5bIPtSnT0tajZvFdibv8j9XkqeVC3sb7rxhpBi76iBiSqq8xXlFbVdUY4d3tYXcffv+UWlhyheJee3MzgmMMGKr1hxoObX5CmTlJr4seuoxfu3vnWrG//uuwYGgBI5ggnU4kuBBFL7TgtkX9cvXE/Pu+WGFXuoYHzxeBQugBZ+BvD5gvJ8z3uksrVt185UQ9Tfo9YYahjS6Hh5sMf31IsC7Fl/EWwExn5TXpXVbyojXh7e+T7o77W/n0AP4MlMQSTUZ9R2ayag9tBPHnEZtWq65aqv947SRbOVMguUA+yNGD7SoN5RyTQL5XS6VbBn9qzZ7onH/uSKC4rMefl799xjKiv62BtvvO4+lPnF/gP7DS6RXvqiDBcWSpVGuy6/fLjA2mip2ZoI7lQ3cLxz1x4ztEDVtVPK1U2bNhr8QYlGiutq1Ykrkhrw8uHDrfYaffcN1aiEL6PwQl0GOKMGXs7hI66XatoB9kgDXbduowE5DDkw5qFmIICwnoAY6cA4VH/w0YeCSx+7YcNHuO7aF/hNKi4qPADpVVdf7X4kFdzTTz8VwDtBwKulYLtX9f06nNPOrov03olKIZ4laI/qkPcAeKNUpxDzDMbm61JJTp8+PQCVGm89BbBIywQgUm8TGEgq7eDBg01ZW0P1RquidE6oLlFD4iBL+0hnfvjhh021BtD793//N8Vpte5BivvRj39i13nkoAyK9LtMqfBS5ZKLO/eMGdOtTmJTmejc+Z3vmFrysBSHzz3zlKX+A0NJu+2r1GhgImYoEyd+INXicFPHzZ4929KlUWc++MBDBi5btmxhar096jeUAmDuABpjNoLqEfXijZrjhwwZrBTluqZEZA4iRtzrqVJoklpN37z//vsFfweb0u+1114z9STnQAm4VUYv9Af62bmqywgkPk+OztT4Cx5KyHVd8I+XVy1HGXdR5wKboqmeB9wjD90AX6Bqthp7fI4xV/rnIOaEoR/LuIOd6ryV8TlNnCr7PKe67ij3Lt42jkAcgTgCcQROXwRisHf6YhsfOY7AaY1ADPZOa3jPqoNXxh/y3jzDoJ5WNYVK99wqB875i5a6v8jFMl2LvBuuv9b179fXde4oh0Upxkz5dpYq9nzKVfhGnmiB4rczp0QVjD/GIlCQb5yMAYAMLFJ79+7lbpFq5umnnzZ1i6XSSgnDa++OnQb5WCR7xV1ZsMd2YSONMMBjgeu3533/O78Pi+M6ghsdVesLmEBqIYqpli1aaQFfvTS1LJE6Fl6gVv3mCPYip+udVQP4JI2hz3jzDK/i5D36w345zM5VXTegCSmqOKOOvOYqmRqkWn29+Z/OdTmHjrjuqsd45dgrZaIxWqq+Bi4lPcUVSHl7QDBw8cLF7k+/f9zt1DhGPTZmzJWuq1RUwCsUXhhgoKYbKkXad5WmO3nyJDsngK579x6mNsNMgn1R1B2QmU6qwAw1IKlrN18mFCgAg3qA20wxlpm5w1JngWTAoxeUesq+twiMAxc5369+9Sszm7j4wv4GJZvIuZXabdME01avWm3KMZx1UXvhCkwa6GeqK7dQUH3j5k3uDqnFMPcgLRmTiA8mTjSIdo0g3qOP/ljpv38S6PpQhhdb3XWqHfi9733P6vsVqB3bNV63bNlsqjXqxpHmvGfPbo2p811PwcLOqhH45l/fdDMFCxsqJbWPxhvt4P4wvjH0IGUXoAdsayDlWy2luB4vUv1O/Z779+STf1EdwScNirLv97//fWsr5yQNeZnSejEUeeiHjwhQ9nIb1q5VjcENbp/UkZ3P6WgqSQw+1m1aL5BbywxEGqtW30GpHd947WWXoftHyjG1EalpyNxC/T8cvEmFJuWYlFngGgYeP3j4EUG3gZY2y/3dvHmLzWHsh/r4Han49unf5jJBwe2W/lSnDg8OjhuA4/5yXz8RDH1JakYUmvff/4DVDuQ+T5ky2e4/KkCOSR1FgCuQj3uOsQl9CbDHsZjTiCUv3++jjNeooCkAe0bE7MvqBibmRjMYSqidPwf2rKIh7rm+ZYHZxhfKlobmWF97L8q1lN22PNdWGX8PBOGKFXtf5V7G+8YRiCMQR6CyIxCDvcqOeHy+OAIVFIEY7FVQIL8Gh6mMP+S9eQZQDwONvMKjbrvqUGGe8apSy0g3G3vlGNdTaVrt2raWSiXD6u59HcwzvDIqDPv8Yq7EfEJrNlXLswWgdG/u1ddfVS2uD2xxg4PlFaOucL/+9a9twc0CGHVLXSmLPv14tpQ22w3GAGn4QoXHy6fjljXO4HfAkrBaJeyky2I6P1/qSbUIpQ+/yyvINdgySOqXy2Q4gEFB08ZNrcA9L5R6Jo1KLFJtPZpIxf2yBdrXZfFWngXv12Aof66J3GcP9rwTrld2Aj+ANW+++aalvG5VH2vWpqXAcxV3WIBtz66dSv885lqqLw6XSuuKK0YZlKpVr44rEtij92xQiufzT0uFJxddwAzqqaYyWcC5lvpzKMiqCWZfe8117qc//amlus6SscIbUqwxvjFtwdyB1wEBLYBSK7nrAt4Ag8DvwYOHKJW1i2skCPaOfkbZdaVq2nXu1NlSeh+T2peaeFdde527QAYejIl//dd/dUel/BsmoDhQKi9gGHXpgGz0xztlKnH++edbGiiOwBg9AOGAlSnpesAgUNT9vB6W9vn8889Z2i114UhN/aFg2ZN/+bObIcUt7q1AJUBgNSmLdylmxLRhw0YGNwF6kwQzJ334kYHBblLEjtI4f0MmESjeqH939TVXqz3fsXprjPHDSi8GqNdUfHLzC83Apk6dmq5QdfGKqbOp+/PUk0+6J5960rVR/Kj7B9gDYK0VwHvssd+7xUpbRf133wPfV3p9Czfhvffc+rXrBJyOuluuv8nVUVrsZjn+TpsxzR1SzT7Ge6PGApM6/rtvv+Wa6PsHH3zQ7idOv8TJHLt1vcwX63Ssl15+0VSHBw4cdP/wk5+bKrOm1J4fqb4gSj5MMnC+5T4AeIFwHOtHit+111+n+1TV5jFqBpJiC2gm7fqpp54WmFxqYO+yyy4zsMe9Wb58mdWErKl7zlh9++13bF/Srx988AFTf9LH/XzrwR79POor6lzgwV7A6FAzB+o9vi11Dv+8Yg+sR5q6P1cJ/Curgk7ALztyEgLpsp/t4bT8k8WlMv4esOuJwV7UrhlvH0cgjkAcgTMagRjsndHwxyePI5B8BCoU7NGMqH+Uns1qoNDf6IG5wIlfYdc7u/yI13SqP7CjLkAq8g/5pHqW2FChgB7qtapaCB8+kuN2K21rvkwkiA/qi3atW1gtKpR6aPt8GSK/ICnPwiSptkXdqUx/Pk4/MGOQ4OV/7a0m+E0eNQb1Bmq8j7TgxzwDlQv1sdLS0q0uGSlnlyoFD3VPUymNlsxf6JYvXWZGAb6APQCA1EAWsh7UsEjmfYN9LqiRhworJTXF1ddinHTbg4InqF3y5XpKjatDhwoEIWoalDiSc0jKvTqmbgLqYWwwWKlwrVu3MqUMzpiAIhbMQEPS6LhY/x7XzCLaO/bSrrBLsLULUBt1EBDXiOOGtrCgDtLdEmlypMqF7o3Vv6IKFm/aKaKfhHTy8F78RGlIiwXnTvwyWOSz2A8AaUWN21N1Wd83OD/nDEMOfsYUYfXqNeaOm6XvU3SPcESmf+QLxBzV9ylK6ezSFSfanqYgqymTCcZvrn6PGmud4N1m1VrbrjRPYmip2/rCzfawQFlqeprr3bO3KctqqJbknl1ZbubHs8ycgf0PyeiBebKmFGeAww4dOhjUpqbaTMGzAwcOWCzr161l/Zu+SG086sFtUcrmxAkTleaZ7c5Tum1HqdFQ/L377ji7u716nm9giLExTu9lyRCjiiB2H4F0xhxqM8YJ94Vtdun3e9TuLlIMthAQyxDQWjB/nlslWEfsBgp633nHne49gTLGLgY4N918vWrsfUfpto0MEL7x5uvW7wF5qN2AUqTbA3F6qQ7dPUpX/uubb7mPlNbKa8CAS8xRF8dcVHZz585TunEwvqlbh/trumBjsSAjYzYvL9c9/9wL7tnnnjF4OExQ7n//f//H5oJVUkJSx3CZoGqO7s/NUjFWr17DvYnruOrfdZIZxneVdkt9uiWCb++OfzkfrXwAACAASURBVNdtU0p1D801pAMzF7324gtm0nHppUPcSKXn9+17vtXRQxVJvKjJt3nTZjdOtfAmTJyg9OldqvH3qGvVsrXNXTPkesx9uvqqq5XmXEcqwWzNa6+of2zXz/XcAwJ2V197tatRO8OstekrQEmgKI6+1HwklfjRRx811SLOvAA/jp2aliEF6XlSFza27VBMEqdHHnnUTD2qV0+3Wo32UesHX9S/O5i7o5YY8Iq9kgHJPFD2k+Dzn/9+5iht3gnUemUGeOR2heNwqsniDPw+mes5A82MTxlHII5AHIE4Av7vZy16o/+1HIcvjkAcgTMegQoHe2f8iiquAcCCknI5LNhPAAUAB+E/XJNx+Q2nV/rWh49ZUX8YnwogVkTkjJ9oAV9QILilmFVXSl+xFEF5+QUGm1jgocaop9pLGRg9WK2iY07L7pJUprDbbEW06asco6x6goVcCcxLwKLg+EFP4ZMw73gA9ljIkmq4VUClrZw8swUmULlMk8sor7vu+o6lIDaRYm67oMkyQY45c+aYYgUVFOmGvKijRYozsQuDvZSq1Q3o8QUcxJGzl9JsD2iRvEVKnc1KNwTkHNx/xNWopfpdgmBHcg6buQmwoFmzZqpZ1V1qqUtt0U89M5Q6wA36JNtwDXwfrjXo6/hZrSkzSyn1wmZfXECN0kR5JYBplF2s3mEI7MmyxICibw1jEagnv8yvBPZQYB6V+rSKrokaceZ8CUTTTTb/lMQJS8CergU36Ioat+WNib9HPi3Rnx8AQ1ol6q4jguyostjWg0D+5T0MDBpLxUUf8C6m9MF8gaYiwZl9qqOXJUBPPb1cwR8PezkW972RUktbCRC3at6aSUCqu81u7boNlgK7M3OnqawaNmrougrCUV+uJg6vAn9rBB0XL1mslOCDrl6t6paiSk06HGhpM2o7wBkusKTCNm3azIAz4+S4ztOyZVupf9va2MBZ9bDq7qVqTGCEgcEBYI7vG0lhV10quc1bt7tVCeOIenKPra+vvarZt1eKQNJsqbs3csQVZnDBubP3ZrmRoy9XGv11Ok97pfmucq8olXW7UpOJXTfVfdu9a7dSZNfZ3AYs/64MRj6eMsNN+XCyW7Nmta6piesnF9yuXc61tMxFi5YYnGwldRtKydYyCeF9PQ6Rgi/XYOyrr7zqXtZDANRw1OH7N9XV48EAQAzn4SW6fuoGXnv9jbquGm6c6tbVUMptJ4HG6wTAUASuldqSOoFbt25RzFVjU3UL+0nx+NxTf3GZSntFSUlq9SWXBE7JjFrgZC2Z62zRPqQnk47LfXrwwR/qntUysDlbphp169R1//SP/6i4NnaZqo/4+ON/lFpzrfWde++5V2DvGteoab3A7TcB0TDoILUXV19ScTEEQSnI/SUlm9qLgwYOMcdg4O6f5KRO/HhA9MgjUgFKsZmRIZMRxZ2HEGlpQQ3RZIB95PH5BbD3xQcFZT9jKWPgTYjKO44jt8s+d87eJVgy11PeWMXbxRGIIxBHII5AxUcgVuxVfEzjI8YRqJQIxGDv5GGOwV70LgjjOK5FXHFxAMBSUgLAA/zJU8oZykfAQ6rSt0jBLRL0A+xVTaQrhaHe2bAgOCagwTWFMRXf288Y+p5gPUU592Na0VE0nRQ2VFH16ta32l5/fetNWxg3Ua2rn/3s5yrG39HVFgw4puL0KFOob0UNKtQruFECM4Ar4RRbQE1qWnWXnpKuf1NdugDpJVIE4T4KoGNMU8x+/HvjbcG8W46fLIKPKdb5hflSvASKO9Q/KJqaCnr0VQ2w/v37W5F+1Hz83gM9lEls61N+ff02/uUeoezz7bM6f3ovVSnXkV4Wy2iLUw/VWdRzj4i59b/EiblHBvdU8JB/2T4ZAJAjsJVfLJWkYmB9F3jplYDWtwOlXkm6Hb0jIteMFKuTbOxTxcNuzX7s+RqMhboW7hvbAIl8rTKrF5ZwejY4m3B89qYqjIN8SxPPt/4FaGHfYmpCSvkFGAQwZ0g5VkOQiWMUFh2V4q9AUDHPoBvHpK/UrFldwD+APXl5RYJTuQbfUJDVEbSBAaHKAuBxvuzsfabo8yrS+vWBRWnmqJun41ermi6lahsbkEsWL9N7+fZ7avOxD8cGWqKuw9F1jQDcQgF3AFQdKcFIqeWkKOmOCAqSZtylazeZacxUzbr11vau3Tq6vv16u25dz7NUVcxBcLemlh+uvfl6cAFMvETjZ5CMLC4dNNjt25PlVixZbrXnSGs9ICBKOipwkVj0UEr8RRddKNVcMOaKFK9jMi05LFUt1/amUpnfUjovbWNc/vKXv7T4rVcdvSf+9LgZgaB0u/lbt8kco6WlwpIWXCQ4hoMspiPcn4VSI6KsbCnoSo3P0TL4+PMfH3NLNcfQLxj71N0k5Rc4y0MXnIu3aD76QIrDqdOmuL26lvsfeFhzdqpdN6UE6gjs/eQnP7E4o8z885+fkOIYCFfV3XPfvTJJukmAlhTfjJL+hGqU+Y2UaQDlt799h90HDEio29eoUWP3i5//0nWQqpt78Yc/PGapx+nqDw8+8KClijMGURZyX+rXr6v9BfqSUOJG/nyJwV5S01TkOCd1lninOAJxBOIIxBGoqAjEYK+iIhkfJ45AJUcgBnsnD3gM9qJ3Rq/Y8yKuRMaUHQiIZ1CA9Fupn4LyRKS2CiokwMLZlopbrIU2dcbCKbcGlBLvVcElI/QyxYsoEovrguICgz5cL/XIZkuN98abr2mRvNe1btvGPfTgQ6Yi4lVDkAUVFBCOOlNLlZZLmiK1xjIzM20RC+TjxeI+KMJfVWYkgilSvIwZM8YNHTLU6ucBXHbv3mWqGOqqAfkKBA5zc48KBBYLhARqQmLNthyPtMhuSn8bNGigap11M5dKIITBG1I1E0677BNW8PGzd2Pl3rItfaCa2hXpVWFg74uKva8K9vYdOeRypKKiaD/14biX1SyFPOgHHuyVADUCUElgr2z9Kq/CC8c+rKz0CkvvpgyA8wtvr+ILv+dh4VEUoxqjKOAMAGo/0ltxB+V9q3UG3MSVGcWm4gOzP2pOz6QscoODNGHzyjHRI4rP4PcARxK4MwTHUKfSPoAPoJi01EChFRjL0C/5HSrE/LxCAcTjGkf1LT1zj9R1qL5SlJ6OIph9Dh7M0RjJ0M9BCmeWANsOpXxykwB9pA6nqX9zzwCFNfVzgwb1Ddqh4mObpk0bSt2G6q+xxnaR2713l1KEt0q1t9WcfVHVodbr2auXYFY7247ahfsFJVHWYZ5DSrKNuRSdU+3p0OEcAbhzNfba2DmJA4q9nLwcA3TUtiPllX16K4X2tttvM2CJ+vFdOWtjTkLa/eVSFzYT2OPBwNp1a01dV13zSXXV76ulNqGMAz7WlynKWDngjhkz2i2YN9ctFpxEQUxsGcPEq7ncc9tL+UtqM7EnbRZn7326jh8+9IiOV9vSe2lXjmrfDVIaP2nYKIM/lYovS9eIEpH6hWOvGusu7N3DlH3cTyAiSuSPP57h/h977x1e13Vd+04SnWBvYhElUhJV2YtYRJFUNyXZ6tWOHDu5yUvs+3K/5ObLS94f7777kpvmODfFTpwi54st25LVeyMlUoWSWESRIin2LnaCBED08saYa82Dhc0D8OxDEITktakjAOfsOtfaC1i/PeYcTz/9tJ4Xxy2m2XLco1qZsX7wwYcVMjYC9D4JsLkdDzh4jo888gjqLn5Vxo0dqzVBm2A0UgonYZdmne6hAO+P1MApgr1UQ7qtnDrOeR0lbhQjECMQIxAj0FURiGCvqyIZ9xMj0M0RiGCv44BHsJe+M+r0ygrm+c0553LGD9SyterkvhcUP4QAhEytgAOtXv3V08BeI8Beo1eDOAWYw3pOAWY/B3HiteKDBkw6awGDqIoiCOJ9tnLVKtQKe0kISQjS7rrjblWiUJXUr6xcC+hz2Q+zkW3btqt6bxW2+QS1tA4fPqRgj6mJTF1jDBvrYaxRWqRA4auY8LIIvYI9qPgOAOY9+uijSG9boWCQNdXqUfewqBDowFNX+8pJtyn3mBpMBQ+L5BM4UM1k4C5sm2TPsHFEQRA/TJ2K21WKva4HewcrjkgVIIaqzZCu2Jfx76FgL2yXcGxPTq4N2BkINGDLPmGKvTBVlwCPC80fbF/J3x0GEHVf6AR0xO7lU6U1ZVrvfgfzCO94LPY9B/oxFuC+ASpsp04lDCKcI8jj+lVwdC0tBaQDtOK2DUj5J4yjwo8q4FYM2oSGLvPTQcPGRl4TgCNgH98neKexDyEhoSTf473Hz6kydPANABAqN97H/ZCWWgIFKiE64aUqVgH3uG0t1LSHDqLEAAwrqMQbcd5IrAdIj3u/tAjQCddGAMm6dVVVTIOm4lE0TZZKN8I2rZPpx0yODVRGcpvNUPltAajj+dCAZNasWdo2hHRMQ2Y9OppVXHnFRBkCpR1rJjJtdTOAGYEfofwQHOMgSiDwoUExYjh37hx1wW1uadRafW/A9Zfps/tRG68GadrDkZ5/Gcw+Zs+Z7cw3kM7/IVJnK45VyG9/+/+QYRgPWAN0ydK3Nd2/HMY/9YhFFc6XTr9NiAMdl2fDzGThgmvlZqgXh6KWKtuKymM6+r6DFOc333xTFclz5szFGDNYISLBHse48TBMGT2abt1lquLj8Tju3XHHHWqoMm/eXKgKB2lcbAzLBx6l3iaCvfR/EHDMSFvLMK+jxI1iBGIEYgRiBLoqAhHsdVUk435iBLo5AhHsdRzwCPbSd8ZsYM9q7O3D5JETMabEsY5XeXmZM2Dl5Nqn4nYGj9KfzZlvUd8Lk3jABlPptYG99oDPjkSeoKpFDwAUbGChyocqnJ1IsSNEYDrh2LEXKRysB6Er6sXUZJfeyEku0/0OoG7XJ6g9xsktU3N3wkSAqh8HRAAiehcB7BVDaVOmjrtTpk6Fy+dVOoFmGh0n0FTIHDx4GOvizJVGsl5ck65DQEhox6L5BC081379+qoD5bRpU7UW18SJk7TemRl48FoUxvhUzRAQ2WeEP6x3l2ZRBWRbqb6cN2UqtJo5YAtNxaUSzG+t4BU/ULFHz0xNxc1DSXf4RAXAXrWCvbKSMulDxSTainDP86P253sOFXt2IubcbHAu49rsV7B0asItS6c2MJcEezox90F1MIXGGVDpAbpxYXvTfIMqvgz0w/tsE1sI3Cz2mnKttQn51dU/5D64v0YoUwnxqEwLlYZW95HKVfZFA304FU1h5QkSjjEdli3tlICsI+j6qxtX+D3/5+qlcv+NhHS4/4qhFKO5DIEcj9UH4K2hAepTXzpAzVDwj9dt5hZlgPG8f3i/MjW0ganEgGFWn5D7Y78zoxEqCQnsCCt5HuxPJehPhI52jgR7mlaOe5xusASCPHemN7PmnBtLmgDujutxuV6/fjTlcanzJwHnWHevDmUPeM4leL8OadKNeKjC6xoCZeMQOP/yOBUnjkFxuBfmRgSP1QoDCdMI8y8ESKTirxJq1c2bNqPO4GGZNH6CDEeqbGl5iezeu19TnKuhpqxGzGqR4l+IBwpVcMk9eOgATDP6yTg4Hy8C2BsO9SKvj9dCSLd27Sc6nlFJTEfeEUh9Ztow1YNU8VG9dz5qDp5//mj9nrUM+buDpQYIJW9GTUKmabMfmHM4Y54WIKVdnzd7cohKpgAn/56KNfYi2Mv5l1lcMUYgRiBGoIdEIIK9HtIQ8TRiBNJGIIK9jiMWwV7a3uTm/y2YiHICTOhBFUx1NSd7h+T999/XSS3VapdffqmmfRH6qStuYJ5hcC/90bt+i7pOwJ6lYoasiN/zGrlw4smfGQtO+lmHrEFrkbl6dVTzaSonoZoWWW+DZrwvuT5T+KjCYeyYmkvFy4kTleo0XIo6e9yXGmFgonvBBWM0tY9pcZxA78OEuKLiGGIPJ9x+cKtVpRIdb2EH4c0xLCXTwcRqBQQ01WAbMSV3xozpOpmmqQKL64fQJ0zdDGsAkqD0hnoqzdKTwd4JQL2T9bWaJsg6e6X4SrCnSjNeZJJh9gCwFwJXTX/3IFZPl6pKD57ZhlzYh+z9sL6etXdoAMC0WkuLtXvVTFMMltBPrdnXHcyk3bOcJhkhU3ppK8w+T+AGyMVjEuzVATjzXHh/2PmE/Yjv2Tnx/iAhJFQkNOMOi1m7z4M9TQ/G91TEcXFKPoxNMLdpgoEMayU2UXUHOKUwEYCbKdesH0h4qyCY6eV88MB/aG+CQoI1pg7rNrzHce719a7+IO8fvqfO0Cw94NWxBsN5zpqu7q/D0p6tPWi6QgKvYwJTlz2U1LIF2o4uXgSOVAyqcQkgvxtnnImJg6BOGamlAAgzyTN57SChmk5dXIAHCg0K7mjOw2PVAcpxPaa59il1CmJiRpql1GEMH1jaV/ojDbrfgH4AoKidCPBYAUfkGpqrIKalUA5Xof1Yb4+AfRAe4Ey75FIZBMWjqisxxrDO4L59n6tD87FjxxQysq4eoSXVgVQBcuxiDVL+fuA2XI/7PB9uzawdOG3aNFXsaR1HfK4KS7ZDSmVY2vUj2EszoretmzrO+R0mbhUjECMQIxAj0EURiGCviwIZdxMj0N0RiGCv44hHsJe+N1KEAw2QKkQ4z6Ir7kHUlNu4cZP87LHHVD0yFcqym268ATXdrtTUN6bgFeF/NgHoCOx1llqY/kxz2yIt2OPMn2lvXJi2yUk1J9dU7PG6OOnnwqL2nJQSStA1kpDDVFRWz05hByAAlS6rVq1EqtoHqsKjqmX//oOq2FNXXAAJHoe1qpjCRvfhAwf2K3BoYY2xygaYd8AVF+vUAGLQFdcp9VzqryqXCFWghuLC/aixACbmNON44IEHtP4ewWE5iurzOggoCDL0OvGeGWuoky8+Z02zZEp2ZxHPC+w5aaTCoox5hjc74bHUOIPOtWaeocDNQY40Sz1gaAOACK+bcIRKPU3FZSp5oGZzwXTnlM9x0pyTrXu6e8JUbyHos3RbazPbR0Zt56Ef+wTX0X5yCrx0cFC3SQAVOyYdr6nic4o0LaXpwBj2y35t50Hw5tyXcU+gXxkEM+hoKZdmvqFwDv2aKans++yvqq7DzumSys8VyCnsI/RpD5nroS6rq69RdRqvi4CK6jnWpSPssvtUFXo4p3qFR7wOxCIwFuE9rIAOIJALYZzCXp9Wy9RY3uM8b1MZdtTGjAnTaktwTgoKAcsIrsxRthmQkPsidHPqyF5a2oD3YUEvQFCMMVQNsnafM6tAKjRS76ncK4WqtxggjwsfstTgOMVwH25ubcYDgiodp3i/FmE/HKdqAbF5zVw4XlGlytgUIJwKsvUJhKsjWkNQySBSLYkxow7xO1ZZISWoGViOBw99ce8Va+ycmtP6IccJKhLZjnxgwLGG0I9jENcrg0KR7WOKSKZgO4BXrOo+xtRSuW2/ae+f1MApKvbShljXTx3nvI4SN4oRiBGIEYgR6KoIRLDXVZGM+4kR6OYIRLDXccAj2EvfGZVrYAKmE218z7pULOb+8eo18sMf/lAnr7PnzJG777oLqVUzMDnExBgwJizJdjqwZ0ChOyYMDVpjry0V19XXazPPsO8tUpzzcgJuaYCaskkFjVcoqZrNgxBLgwxdSK1mVKhW4vdHocKjGyYB3zo4em7YsFF2bN+JtLvajKqHtfWYXksX3toauJB65xK7x6nUaWqhyunUxY4b1tNzpgHD1TGTtfsmTLhKVXx00eWk28CLGXEYIHST/HSuuJolnDZPllCP9drapeImaux5sGepuPkAtyb0T6rP3CSVHRxASxWWVIuhBwTQi+djYI/KqrO9hP0kBOPhca39TWHJzwy0UKXJtM6KiuNQSQ3TFEcuBucIUBSSodYcF00ZpWqMdMcr4EIgyJu+CaneTpEGyKZqPJ/Kq2o9l2ZqL7sfXCqq+yy5GMjj+1TE8b5xajx3HYRmVMzxmHRIzagGA7WcxcnFwNlZF9H8A+1FiMUU3iJAQqrgdL88H3xV5aEqDB2YZBo7r90pFAnx2urjse15vTyXKkBHwkKeG6Ed4SVT5rkQCBJgOTDFlFzAPA8reyFm7E4EbA4IUo3nFNC8ZqfIc6nFPG+ONXTH5vny2tx4gwcCdMFGHUGev8JIvGewk9fTu5gOJgT6TXoOvaGsLsKDAt5LBl25rfUdRqMUYJN9nTFgcVSND/sH+wt3h1jwnCprqqQU41AZYGCZdw43haJBOJ6rOTWzTTmeuHHTtas7LtoIYxAX58DN79w9Zf1H1Z2EwknwfEovOvWN1L8/ItjLIapdEOe8jhI3ihGIEYgRiBHoqghEsNdVkYz7iRHo5ghEsNdxwCPYS98ZdX6FiSIL1nNhKu7u3Xvko49WyPf/5nuqFqGT4oNQgV0zb45OmDkrc9NDt/QksEdXXJfQ58+NlxeAvWyuuAq4MDFXRR4mnaEyylRKpkIK1VJ8jxN3vmcTX07uDZxR0bJjx05AvfVao2rp0nfVkbMekIDpgU0NbVBEJ+t80ZQAL2eegfTDQrcOJ+88P06qLfWyXTotrxPHdjW3hmidvatQv2/27NneNXesqvp4bgaBeG06WSb4Ce2Qc+hGPRnstVB1mbkGD+6YOk7AozSqrd9qe1rtuJSpgTmE6ZRVQiWegYow7TbcIHTE5fvsY0x9ZAokazFeddUETXNkn2A/5KJ9kUAYcIrjoanpTL2o96sHmMaumz10I3AJVVp2b9s5hefO723fVh8wdOc1lR+3PXbsKEwWqpGOOUAdcgmzLb3VUjJDFZd9z/1yP6qEg4qPjr3m8Gwp6eG52fkWsGYk1qUC0KX/OsBoEDyE8ZYeynuVyrIyuLZyG6c2o7LWAbhaqPnsfqGRBpWNCoUBxzgSKnyD+s/SiPlggMfnewb2COU4zhRTuauwz8E77pclDtqnITu1nLsm3P9Q63FQIzjUGoAqp2zrLc7gCOeB/TRCsUqDoxKAT46DdADm/a0wVtfDvtlX/LhSA0UkDUSY2lyEg7VgfXPWtnHP+ipjw/0wnq5P8RxYugD1FnF9GmMei/UsFfx60xMAQCsn4JTH6VL/k30xp3svgr2cwpRcKTVAzesocaMYgRiBGIEYga6KQAR7XRXJuJ8YgW6OQAR7HQc8gr30ndHAnp9D6mRs9+698tGKlfL9730PTrF1cv0NN8g999wtc+fM0gOo0sXS+nTiearSKalgS5oBpD/T3LZooVqL5xSsbo64BDqhWiuzCtU3SOFzRfLbwJxNusO0NAMLtq6mB2LhZJuqHlO6cOLLhTCOJhybNm2SF154RT6Fek8L4MNNkrCgDvCuhC6bVO0gzbkQAINKPm7HiXJRESf4LVpPj4upimwc4HpcOFnmZ7xyqmjovMu6V9OmTVdnzWuumae1+JhCZ8CI+1AICfllWh+MfMCeqvWopkqRiqsQKiVwC8Ee+4HrCx6SqELPtXwGqPHnsy/Wc2fhbzR+7UixZ/3S7iGep6V+fvjhBwrdV6z4SBYuXCh3QUk7bNhwhWXWD6nc0txOX1DQLi+ZAml16BytJ2ppS700dafdtxYruyfCupQG6Qw6cx0qfWnwwK+E2gSSF198MYDzRfo1HA8MECav2ynWTPUGV2ncD1TC8X5w27s0WjPecIYcBQDYAHKEYVi3LVXU3afs+2Ziwf3znuH9zevVkME9QdV2uId4bIWmPnXXhcmDOKzP2peFSF9lyi8Xng8hnmsHtw8Hv9re13NFyi37oIN0DgC6e5HAzO0rXPT+Rxos99UX9zVvB02rRco/j8GF6blFhP5Mn+U/dTJ2fUwVxz6tVqGm/hwega7IbgQowrVaPUaLC2GepXhbjTwrDUBAqSMugbJXDLp+6x8aEKb7epHad7zpTwHgZtqbLjVwimDvlL6Uyxup45zLTuM6MQIxAjECMQJnLQIR7J210MYdxwic3QhEsNdxfCPYS9/3MmAPm7qJdIsWPv/44zXyz//0T1pjb8GCBbJo0SKZruogKC2Y1thDwV4ryN0pWV6cy/rQZMBeZiWfuqdbeWMAqk18wXun7nGfmTpPFTZ+0m4Az9RFPIypiQyGsD4VU3M/27hZ1qyhw+QapOluQV29A0jNrVaVDSfijD0n94R7hHyq+CkkrHBAgqAhCUGSgITHt1pWVOixoP0VV1yhgI+puXTQZWouP8sorDjpdzwi56Ung70mqqUIeah+VL0mlzawp0orLKZy882b87WfyYrZxu+kSi7cv8E9U4QuW7ZU3n77bXnzzTfllltuka9//RsyatRI1K3rr/CF6xHs9WLaKusXemCjKemmEFM45Uw4FEaxphpZjzfQYV9v205XcqdkUNL3Mf5o586vhD12nlydEIi11p5++mnUmnwHNR8vkFmzZsmtt96q/Y8QjuehMN0rDlVt6GGeqcX07kUHdSo1ps+6U1F+aefm7Jb1fHj/qFmFT+NlDTx1iabSTcFgm8uuxgX3OtOQm5rhWgtTCab4arq4NypRhZo6UbuxgsY6GcViAZRrMMNw972rO8ptmVbrwJoLXSYdmrHFva0PR/yF2Iil9SAZB9uGl01BqZr5QEWI/atpir82NdXxbaIuwV497BTUgIsertFh26UnmwLQKfaa8SDDxcs59BoItD5n8Wc7Mn7O5MOlZdtDAV4zwR5Vkm59d93mYqz71LHTqfgaFUSyvSPYO5Nx5GxuG8He2Yxu3HeMQIxAjEDXRyCCva6PadxjjMBZjUD4R/lZPdAXeOdJsGcT0XaXpJOeNrlCVpfM08Sgo7pStllX/WEcQoBc2j/XdcLz05Qsn7pGNRVTcg8ePACF2WZ5/PFfaMH3mTNmyNxrrlFAVNYHaWQ60W5T6vUkxV5SeeXUhUGD+u8zscXEk2mvmubm08tsbcYjU1sMb9LR1q5VJ7dM7/R9KYxBMh5tE+XeMCWBY+57y+X95e9riu7+/ftVjVdR4YwtiktRvB4T8SbUMmxGqi7K7UON5Vx53nIECAAAIABJREFULb3RVHpqIEA3UK/GsfcJGwklLG2OII+uuVdffbW+mL45fPh5qupzk3AsYdHEsP+HxbCCGnROBWnA5zQ3jF9NYYePG7GSgqeMnJKwmMYZNNCwRD1f7y2lYq+eaiukLqpRCaCVrzDnVUwsGtcG9rStulGx11GkQmDCdaxNnUlKrYMpOO933n1Hlry5WF5+5RWF7d/61rdl9PmjZMCAQVKKFFHtI1yXtdQM7OESCe+KCwFw8I/grI4mEXhfUyeBPwu5DvqCAzQu/ZRhIWwifDO3Vn6mKjCtAedSP13tOpdW2oB6dXUwc6DBAj8n2PvBD34gTz35pPSFaQZh5H/9ve+qwoymEq5Gm6+B59Ne2W+LUXuPqcFcmnkv4MX1XLq6S/Fkf1KIhb5L5ViG6FOt5w0/VEXooSHfYxw1/ZdmDgBf9XCLZZ/k8WjS0dzSKH3K6DDrUkXrYIrB6yqBMo/rMxasyUcQWYZ7r4Ww1EkjM4s56/IYXPQe0wcELm6oFuDgHMG9T73X9XzX1NsF/1Ogz7p76pTr4SCuVxWS2J+qbf0xGGxTE/M9VTJyh6yfScWnd/bV9mabAhbWQzHM+NEAxM5THYXZvqqIdApOp2ak6tDFhMe3FGnePoShWjtRa5O6MLBvNRIyI17O/bdQSjiGKSzl/k9VJrYLYuIHVd6mHAcYw6QSOfnYJwnaOfaEjtKdnZN9lvq8fJ/IZd+5rpN8mGU/p3xeo4fL53pyPc+4XoxAjECMQIxA10cggr2uj2ncY4zAWY1ArtAm7Umk/SOuI8Vgp3+Up/2DPO1FZP7CTmzoFQrt3k2ci6l38j3k2dzO2sYp6VzKlU26wrpcmuIUQCgzd3DKDa9X8mlSrqi5e08n49wnJsb1AHgMFyfbNTUNWpyfEIqqEBoyjLlglAweNAgTJQATKmC8SiWX6zclSC7rnvE6AXzivlxa2ql7Dfsx1YcWj3ZrqgjIS4MYp8wk2hXLt+sKJ8JhzMN96QQZJ1JVfVIqjlXI+g2fyupVH8t7770L9d5W2bl3H8CLSwMuQhtw4lwDqACyqmmWVhuP7adOtlgI9Ux5x/1bcXu2q9UuY7/hOlx37NixcM2dhBTOBWquwZRIrZXloYy7Dtc3CBN49WYqwi5DhZWto6okmz1SOZWIu1277ifgf26vriaZAqiwT/P4/Nm/tE2475Sdws6NTqQG9WwX4f2eduxLeRodrp4cQ3keqrRLQJWKimNQdR6Urdu2S+WJSmkE8Fq/9lNZj3Tu9Z9+Kl+9/Wvyrd/4tlx06UVS3n+ANGL7Q1CGVkEFWoj7k2mdhNUEvqWlJTJ0yDDXr+C0XHnihDqrDh0yVO91NIgMGTAAtewA2+DCzFqQbLsBSN1Wp1hAm4ED+6P9nWqLteQU/GjdO5d66hxlAabhrM1860Yo02pxrCcef1xeePFFqFaPyoIbrpM//L//WOu/EQQVA2w11KM+G8afEvRRV6MOcIng0NdKZB/AzaMgjCnzrAnI67JamOybGUDLqBMqWSo7YmDjoYPKbrEx0ynnABZxXKaP8n1d34+RzpzDOemqOYWqHVlPjymmrr5eRpaX6WT+KMHvGsZS+zXvEz+kmKIv0w91vGlblDnrDePuITNAMQMaS7F1F+THOq+Qc/ech6EK36iko4eG/T4gNGTdPgfxbFG1pz9vA3vhOBfGru3+CVJ+/Y7MyMPSgm3ccApDpv63PVzL5b7iGWbUmblsYO2cYl1bNd2ZdSMIaxOPu1P1AyUBPjE8I8tV3CMn1/4leHJimuWcQ+EZOR3K4xIjECMQIxAj0PMjEMFez2+jeIYxAu0iEMHe2ekQ+YDKs3Mmp+41hHLmkGlKiiS0s/Qofg1rwmUmK36yZvBA5wU6I+aMCfwI9ata8Yc8wR4ZYgPUYtXVVTrZLcFEvby8TL82NjVA/QMAlQLsdVe89Di+MLwdM0tirpvyBNCXE5g0UxiDaEmwF7ZN8poN7HFiy0n+wUMHZPPmzbIC9dLWrPlYNgGiHgaUYU1DTrgzqh8/088Gg6wNrZ+wjxCu8EUjAEudMxjItNzzzz9fpk6dJjNnztCvo0dT7TVQAV9yMeAUXqdBTJ1MWmofkUMH8N4pAm2aqQSGjMYbPFg6KNM4kQ5KNVYAAbkZ0YmCnRTLuQJ2uZyi3adhzTpuZ2CebUb4VgmX1s2bt0A5+xnAHtyUq1BjDbHcAzOWzwGBD6Nu4y033yIPPPiQXDVlApSPvWT7nr2yYdNGOXT4sPSF6kzdVQFtCIap2Jw2baocxmfO0GWDfsY6jMePH5e+UNBNgRkH4V0TzBdWrlglxwD8FJ7huOxP4y4aJ0OHDtG033Lsk5DtJEwxjldWAVYfxzkdAkBqhnKwRIYMGiYDBw+SgQP6yUsvvSwvvviybNm8Sa6cPEm++Vu/IeVwli2HwrAvvqppA9JBqehjP+DDhIrK41KN+ny9ALpZg7KUEFBNQpzBh9V8swcVlqJu92ZozkEonkm79rE2sJeE8rm0YVzn9BEIx6vk2OUAVLqbOmN8c/pDd/sa3TbecLh0XLTdi2MxSw8wpqqEDkbcslaMqykBHcsy8DBpt+v2wMcDxgjECMQIxAhoBCLYix0hRuALFoEI9s5Og30RwF7yyi0VOFRWZFuHgMBAnk1uT52EYEKguao0kMALKW9MA1WhCt/FJIIZWEXFSMVSYYfXWmDdnrjYpCTNuTE1Ls3VmIIyG/DqSLHns5elHm1ixfsboMg7AeUUzQU++OADWbZ0qezZvVsOVxyS/uUDNRVR61IB1BG+cCFgcfXJmC5Jc4DajIKPn3Fxyimn/uNX9gGm+xKMMP128ODBMnnyFJhqzJU5c+bI+PGXwEl3aFsqn1fxhDBEwaTWLHOGG4TBacGekx0hlVDVVy7N2fUxpxoqRD6oKf/IDFVhhL75ZQF7jJ2ZDxhITUJixpYushs2bNS6dKtXf4yfK6CYK5QBaN9jh49JFfoMnZXnwvH45q+g9uWsmXII6r7X3nxDlr63THbv2SPnDR0OhV+DpmNfetllct11C+QbX39Y1nyyThYvXiLPPvOMwsP+UPqxHS4aN1bu/tqdWgeP7fwMPt+wcQOOfUzTZkeMHIEam9MBg6dC9TkR/WWQGmNs374LoHCHbNmyRdavX69KQKaXzp49B31rNr7OlFdffV2ee+55+eSTtdJvUH+ZivMdNmiIDEE/HIIU4vNHj5YLcdzB2Ceh9/HjJ2TdxvWy78B+KetbLv2QKjoI186UcoJFO2dTqLL/MJ5WY5Dpv1yK4fRqANA5sbpFYbNXOXcG49OMIXHd9hE4HdhLXdNTRYtpRunua5FuA3uhYs9CQVVnAPbaK/ag6kag0wK6CPa6r+/EI8UIxAjECHRFBCLY64ooxn3ECPSwCOQDqdL+Udodx+jOsOZzPd1xfgZSTIkStlMmjcxPUA2OGFSydcOC6HbOyfqArMMEr0lAu0KoxFjbjTWWXD0ltz+3ZVNTvapxilCYvhApaKzZ1RMXVSsk5n9h7LJODn2aXJrrMUVQGHNTYSXbKgMUoKridg2Ae5rG59NnDwBgbN22VUHOJ598IlsBSSrhmkt4Q3UkUw/p7slFC/l7dR23J7ix2nr9oHjiscO0bNvGlGDcvhQqqREjzoND6TiZMmWKgpqroNYaPnxYxoTB4AfPl/vUov0BEGHH6IXUYe17uSr2dNbJ2l+sjwaw59MGDexZHTGXqmipg67WWJol7ZiWZt9nsq61tynOuC+7z+2+JIDatm0bYNgrsnTpMtm5c6dMmjQV7XOVXHbpeFn50Ur5GCncn677RK69dr664o5BO65Favd//vQnWltwyLBhsmDeAjkIcxb2J7rTXnH55fLIN78pR44ckTUwb/kF6mcePXIUoLcPUrIvwTEmyXXzrtXjrUOq7/Yd22XQwEFaj3E3YPMhqPHYBwmDFy26Ff1nGIDeLlXjVVZWKgxkuncVVL6EgSWAapddfpnc8bWvyYcffgizj8WAih/LIIC5uQvnq6lJA/Z3/Mgx7YfT0A+nz5iu/WzXrj3y5ttLZMv2rTIM/bQFoLoOsG4AUoWZPj5nztxMX7UHF5Zuy595T5jxhaa2Q3UYgj2Lewjmz6Rd47anRiCCvbPQKzQtWwfctoV1GFWplz0VtzSPVNwI9s5C28VdxgjECMQInMUIRLB3FoMbdx0j0JURsMlHLvvMB1KlnQR3xzFyudauWief6+mqY3e2HyuEbkXLk7AoVFDZfgwyZVOhhLDHrlkBIScFNBrwLoU0z+AkmClxNjkm6KuvrwOEaEYdLNbGQmpbDwV7VJGF6bfqRhmkiXYV2GuLjZtlhUq9zsAeVXZ01CXY43qm/qusOqEQZtXKVfLhRx8q3Dl88KCaERDssf2szqKp8EKzDJ6DGWlwXWe64GAgUzEJTKzoPT+nco8vpmgS6l199Uz9ehHSLQcC6PDcuA+2O2vrGTQ0mEiwV1jiCuDnDPaYJ9bsrtnqnWX6rE8LdzFpU1UVoE4ezRLSLGnHtDT7PpN1ra15flYz0WCpwXoCqjVr1sh//MeP5f333wc0q5JHHvmW3HzTzVDLTZZXX3lVXkFa64uvvCg3XH8jUnEfgOFKqSx791350b/8SC68+CKZChh326LbZCeUdG+/9ZZ89tlGgLiR8vVvfEP7wV4o+h577DF1amZa7Y033SQzpk+X0eeNkJdfekneeON1vcyZMFr55iPflOXLl8tHKz6StVDczbt2ntx//wNyHsxX1q1bK4/++D+0f11wwRg12aHZzi6AwK3btshwqAYfeOAB+RRKvnfeWSYrV66U8y+8QL56z53SUFOnKcWrPvpIhg0dpoD57rvulsEAfzzvl19/TTbDOXoc1KQVhw/JdqQks99eBvXhfffdp0Y+I0eOaudUHTpEW193Y5l7JZc0v1vPpN1/FbeNYO8stHoKsOeOnl+NvQj2zkLbxV3GCMQIxAicxQhEsHcWgxt3HSPQlRFIM/nIB1KlnQR3xzG6Mn6n21c+13O6fXb15waAuF9rr+R5h2mN2dJBs020FCpQAqAZkrRdpNrLFzfXlDjW2GuVMqTCFRUxVdKl47oSPyllVF0dlA7218Ti+jhnK7SusSDc60RVRheItEleBmROB/RsPZU+8sWwIcR0qSR8ICAsQo0xpi/SFGPb1m2yctUKTc1dC9C3d/cewD2YaGDhuqr4g4LJFnX99Gm39p59bl8JXqhaIjQKFWI8d27POmuXXnqpXHPNPFVkTZgwQWGNObIS7FnNPp6DAkMcswS11LRP5qrYo/+LK6vXVirKCvVrG7n02xA80wCjp4K9sA8ku2NH42p4H5qi1moh2j3Mtv/Hf/wHmNdsVKj63e/8n2iXeaiHOFI+/IDqtzflqaefgsPsV+SBhx6UI0jdXbJkiTwGxd6IUaNk5JgxMnL4CJhiVED9tlOOoq7eGLx3J8DZ+fh68uRJrPtT/cqfvwkl3yVQ7W1G6u2LMLl4F8677BdUCd6MOn5r167VNNtNAITTkI576623Sf8B/QEMP5OnnnpKIRv7ze233SrlSJ09ePComsKwXudXbl0EdeE6qA+XyrJly2TytCny3//k/4Kzdm/ZCuftx/7zJ3p+VOP95m/+JlR+l8NJt1o+XrtGjh6vkKmAhVs3fyZLARu3wUSERj733nsvFIaTNW2Y/Zr3BE06eM5Mv+V4xX5qzq3JGnvWVml+t3bT8PWlOUxnYE/LEnRgttNRAPR3ThYTpJ4QsLR/Q+V9zu2cVfw4ijRc431q7IK3w/qFRVBIpzXPiGAv7xaKG8YIxAjECJyTCESwd07CHg8aI5A+ApZqlMsfj/lAqlz2G551dxwjfZTy3yKf68n/aOm2NKBnMMa2TirzFJT4NMkwFTNUlWWb3CpI8OYZdLCkeQYBX01NrTpYrlnzKSbITTBcGI10uTGobzVY03F7snlGd4I9xr2dGjBQBoZwSr/3YE9dMbEwHZdAgm1QDOMAOphyYarkDqRDbtiwXtYBqKxesRLOqAe0xh5rmjHNkIsBPYN3puLjZwRvVO+ZSsn6kSmaTA1qKs6+ffvJoEEDNSWXhhqzZl2N9r5Ihg0bqmCJ8IRKLy48Z03PBSQsSqvYA9jr5WszGudMVjcMwZ7GFyC0p4O9ZD/I9nPyzrd7ml9Dx2P+/P7778nf/d3fqVtyeXlf+eM/+hO0yWzUlusnq1GP8fU33pCf/OQnsmDhQvnanXfKQSjali9/X55//jkA2svk8iuvkkvQfjRiOQSTDao+RwH4zUJNPh5r165d8h8/flSBMEHdN37t1xQavv/ue/LM00+rUnDwkMHeQXmh7IHCb9fOXaqkI8SbjbqM7ANUmD7/3HNy/Q03yle/erssWHAtgHA56kZWac099ruJEycAFL4rr732uqyA6m8aQN1//5M/kkFQCu7ctkP+7Uc/ko3rN2BcaZE/+eM/lhn4/GRtnbyLGGzF8YYMHyr7du+S9TCYoYqVdfYeeughKExnKYy2fk9laSEAeajOU/daXKO9srVBOKamG53j2p1FIIK9s9A/cgR7oWKdYC9tbcII9s5C28VdxgjECMQInMUIRLB3FoMbdx0j0JURiGCvK6N56r56Mtjj2RoAIKQLFT6WohvWdbNrsTQ0GitwoZMkQU/S+dQBJ6onWgGDGgHxWrFuEWpzHYYaZ7MW0GdtvSlTJsv8BfOQBjceBhuN6ohbWuRAT09bugvsnQ4InA7sNTVBWQh1oYIdtA9Tn7nUs54YgAyNDbYDfLy9+E0116CD7hHURKupOamgwgw0CPuo9EsuprAz8EGTDi7sA2aqQfASqgDpmMvU3KuRgjkbEGjmzJlqqkH1HvdjCkMFy3RcTVljj2m4BHsG9QIOqko919/dKxNf9E3CvTRL2ocVafYdrmv3I99LHjObata2NQhv2xvYM+BKSPf3f/8PMKbYJn0B9v7H//M/AfZmSR84U69es1ZeefVV+dd//ZFCshuhqGONu0+QFvvW4sUye+4cuX7h9XLTjTdp36ILLlVsBLdMXSUspCLvXwHU+gEU3oTt77rrDkD7ofIBUm5/8YtfyLvvvCuXXHKJzED7X3fddWq8QvXfQaSGUyXHOnf79u1TAPg8TDEeeOBBeRDuvJdffqlCYD4YsL7Wt28ZgOPzMM94UT5DOi1Tbn/ru78jFwA0Ht5/QB79t0flw+UfaG2+7/31XwI+zoEb7wl54aUX5f2PPpBKHLsW9fVOnjgue/fuBYAcLd9ASvF1112vIDocv+2hBpV6YQmDZNuE92Z4H3dXv8m3v32Rtotg7yy3VsY9vL1iL+k1XKBgL90SwV66eMW1YwRiBGIEznUEItg71y0Qjx8jkGMEItjLMVB5rtZTwZ7VSWOanqVQ8hLD9LFsE1SCGjO+SKbncntzNuX3quCCgqwAhhg0zWBCKhN3DgDsrVu3AfDgX7TG2jVzZ8tXFt0iUyZPUGUN01x7bo09b8oQpniehRp7IRDorOsZxMmUR/I1//i+S3u21FP3PQ0luDQ1NkkV4N7uXbtl9aqV8hFqkbH22ueff45UxaqMComKvTA1l9sawA1dca0+H9cN03cJYthPCAgJ8AgER4wYoWmYVE8xLfeii6jeG65AMAOsMFs0Y+RcU3G5QW8P9rxBroN4Hubpt/oG1nP53jieg89plu4CNOG9ZMcMv2YDSsnxnNdr8NU+W716tTz66L8r0K0FJLvnrvtk4YIFSGOdKu/DiOKNJYvl6WeeBtibDjB3syo+ue4zSIu9Eu02f958wLb7AX9Lobw9pjHtixTZ81BD7/PP96mZxQ9/8I+63bz58+X2229XM5UNSLd97Gc/k/cA/gh1b7jxRvkalHh1UPzVoiZeDfrIwAH9kOpaCoUgzgPKwRdfeEHuuvsepMfep+q8/v37o7k8XqBaDlT2Oaj6mOK7HYq7qTjn3/7O78gopH9XQJ369BNPAyS+I/twXv/1u9/V7ZcBLO7cs0saMdZMQe2/PuijVRVHNQWZ1/KVr3xFbrvtdoWdTCe2Ps++zJizr2erTWp96BTozq6mRkHt63Gm6XNx3fYR6BzssSRBupta1/bjZU+LdXeNN66AgVvMIMp+r2TeTwSnd0rHd903HqRwv2nddHtau8TziRGIEYgR+FWJQAR7vyotHa/zCx8BTh7DouCdXVA+kCrtH6XdcYzubLR8rqc7zo/tTghj9dPsPNleptILlT+WbsntLB0tbFtT/hng4TXofhTQsCYdzRzohtsbk/9DAAWfajpgbe1JmT9/HlLtbpPp06diG6j6sF5PrbHXXa641gdOd/+EYK8ZoILrE7zqBMrDPU2JVWDKtEH3OU02aJrRBPURXXLXIBWRKY2sdUblElV6lpZr/cEgH9WZZpyRhHw8rqXghg67VpPMXHNHjRqpyqwpU6aintlEqLGu0NTc/v0HOMCH2nesZcglDdhz67bdQabQa8WkXb8nXtY+zpdGKS3XO0U9d7buV1PRhkDodGCP24R9wM7N2oRtT3UmVW4EcFTGjR83Xq5Eeu2VkybI2k8/ldVrP5GVH6+SyTDTuO76G+TCCy6UbVu2yvPPPgv1Z2/8PBaw7qtQ6Q3SMcSgLdV2x45VONMLgEMqRWmQcffdd6tpyh6YWfzssZ8CoL0h48aOQ83Fa+TOu+8ACC5VF+OjcLstK2UNu1Kk8+6Wt+Ha+4uf/xwAeCYceufJhImTZDT6zQDAP02DxbWUlpTLSy+/KC+//Ips2bxJZiLN+7/9we/LkIED5QgUgM8/9Ryu8wNNN3/4oYc1fZj1A+vR70egBMBDX39YBgBKHtizW36OYzElfTZUfffdd6+6Ah9GGjJjSgXrgAEDFVob2MtmmGH3ncU9qfg73f18tvrSl22/Eex1fYu2+np64Z4N9XWISSPY6/qGiHuMEYgRiBHoYRGIYK+HNUg8nRiBjiIQwd7Z7Rs9GewxpcxUQabmMRhDAGDA164hdNLNVlfKgaS2CuRcp6GpQWrqa9UVly/WeiPYW716HdIB/w6KmGqZM2cWQMEipOZNk0Ko+4qQilukLro9bzG1QZozY1H2dPqR9ns/HQwwuNeI1Fuua8CB8K6xqVF3xrYo8oo4/lyHWnotABZlSKMkpDsGgwSq9gh7aK5A4EPI4Y7t6/Y11CvI4f5Dkw2rt+cUTb3RB5wJB1MsneGAe9k2WvcPPxOWEO5NmDARfWC2fr3kkovVSZX19VKDPdVytQd77I4tSAFvl9ZKpRfAYSFevQD8UmbidhvYsxqJnYG9bHD9dGCPdfFoWLFq1WpV0VUeqwLEbZAmdNQjSEk9UV0p1TCLuOKqK2XO3GsUcDWij6xE/1i65C05+Pl+uRQmFKOQejsAAO040mj7QQl3Od5jX9qJGo50v2UbT5s+Tb797W+h1t5UqYAD78+h2HvqySfhWLsHhhsXyM233qrGG1w+Xv2x9O3XVxWcTNfeuPEz+f7f/I32p0GDBgM+XqnHGDt2rPZfKkDHIrX77bffRo2917D9Kpk7b578zz/9/6QP+tau7bvk8cd+JpthwlEHZfB9UP1VoU8+8cQT0oq2v3j8ePmd735HiME3fPKx/AznxhqU0+D6+/DDD2s67g7U4SO45LWMGXO+gmf7nWkAPQnxst2voRI6zdgR180egQj2ur5n8AFcMtWWR2n7DZDlmHkYjkTFXte3XdxjjECMQIzA2YxABHtnM7px3zECXRiBCPa6MJhZdtVTwR4n4MfhCnn48BFVpXBCS4UWJ6XDhg3T1Eimz3EiW15eru8buOP63I4wyKlZSrXo/BAUxKeqhRCJ6yo4hBkGqvcp1KNqj7at+/YdgEJsnfzoR/+sbpNXXz0DDpw3yvQZU1WtUwSlT09NxWWKVzj5yT4VanNeVahG05CU3SxUUJ4O7HHXqphUF2JnCAGBHt/NpJ462OPahf+akRpNsNdCowovcTt48IDWSPsUqi2m5dI1lYCP6j1L3Wa/CevoGcjlV0tV5P4MApu6iZ9ZvT2CQduOqi+m5hLwzZx5NfrCTE3THYD3e9EiWSeWHacw2vW4q8Vxme7oY81YMB2Z19qM87OYFqjLr1OPFjBVNdtstpP2yqU9UjZ31tUN7GkMfBuFNS9D9Z7twOJqIMnWsXuXXwmqTgDg7dmzV/bs3i37du6DoUStNCPcDYBolVDRHjxySOHdVJhfXAoAVohOxZp1KwB9t27ZprEsR1o1U1vZP9iGcwFn90MZtxlutITDpXCPvQow7haktl5++WVSj77GNOAP1ZF5je5jNKAer6kRwLgCIHkS6trNm3etXHDhBfL5vv2o9/cK3HI/0/p7BMFM5eYxCZNZs3EmTC6WLVsqi5FGu2PHdrjnXiN/BFfc84YOgynGXvnxv/4bXHPXSjXSy+naS5XfO+8skyo8UOgL5935qPHXCvi9B/UGec4E13TEpVkHQTOBIccojm/z5y9QQw32fytHkA0wWRt1RR+I+8gegQj2ur5nNCvYa9Po2TiaBHvhbzMqodMuEeyljVhcP0YgRiBG4NxGIIK9cxv/ePQYgZwjYEot26CzSWs+kCrtJLg7jpFzcLpgxeT1dPREvAsOpbtIKkNCQGTHIJw5fOiQOkvu4sQeKXJHjx6RatST4sR26NAhMvr8MaqOGX/peBS0vzCj9moFIGG9rU8wMef2XJ8TbapcrrjiSlXbcNJrddVYq6eoBKmV1MXgB4jIMGE/IOs3fCa/hHKmoaEOTqmT5Zpr58qEqy5XFU4Rtu8oFbezaURaeJZXzBNgL6xLFO4vnPAkfQNz6QNpwZ6alOAECLJaQfU432KZKYKM5HnxcyrrCNpqYCpQhFpoZYAwvFdZX2///v2AHMthXrBcFXwEfqw1lqm3B7DRF5BFQSEOxLamOo+LqfPsvifctbRd+5yAhtdn+xsI1ZfrQ9MBZuaYZukvAAAgAElEQVQC7MyTsReNBdwbIoRwfLFWoyrvsJ1ONJlOC9WVpthyQsrzQP9qJdjjhTMFHOsR6DXiOpthJqLl9KhopBMvwB5TkxXs+fTcXPtD2jEt1/0m1yPYS44fpwN73EeorDW1X0bVifbge2wngvxKmJ7s2/W5KuAKoKbtBaVkdV2N7Nq7W8bgvuf9Xw4n2hI4wvKu3Ll9O9xrd8ru3XsUArAteTyq2eZdMweOy7vUGGcH1istLcM+xqjT7QjU3+uFdqysPiEH9x+Uj5H6fQhjEM+BY08dnGoJCq+99lq5AS64vM4qmFrsA9xbvvw9dcilUQehJNN26ap7CYDj3Dlz4Ya7Ql17KyqOIZ1/hnzr29+W0VATHj54SH7x05/K2nXr5AQeYtwIw49+OMZ2KAoP4eFEDRSo540cIU34Wok04L0AnUVFhTDxuUzmwNxlOOr0/RxmHwSX48aNk3vuuUfdcjlGJcFe2E4R7OXb43PfzgF9t7R9795hjVafZ5/zDmONPVcyg6UmuCR/Z4W/W3tZAT4f+5yDbO3lJdJ84BWXGIEYgRiBGIGeH4EI9np+G8UzjBHI/FEchiKCvY47BgFCZvEpKOFbmb9Tw9w+AAf++arPwvE+N0uCHaIXl67p/tDN9hA8bJeO2sjqaNnnnHwaHDBjAsIc1tiiU+SLL7wEJQvSJUuKZSwmrqw7tXffXlXHEJpcctnl8pVbF6GY/CLpV94HxfALYU7QKo8//gt5Cal26zBh5sScaXJ33nmnOlzSlZLqLAM3ClKQXltXW681zqjuO3KkAkqh/aoMK8Jnl152CRQ6o2Tw4EGadkfwQoVfpoC3d9d1sXHRs6f+Fks13Eiri8sjRVZjm3I+EhYgd8AvO9pTIGWL7zdphin2Hx8dp9zTjbOdrPvUqbianbIS/YLtxoXf00RjE1xG33rrLQW5mzZtUrhXi/bujX5A+OpMGaDMbG4CGHJgj0tx72L3jaZi17nvG9quhGDEFlP0ETRRgcU0Szqm0r30husBYpCaWYq6a1zq6x0kJJRkSndpqTuOngPMQHoD/BXScaO0QFqLoALDtzUtTVKLF+sJFkExWoZ+VYrOU0QVZRPvSbwKXN09W5LquLYz797vQvWdHTkESEnFnkE8rpsN6Bvcc03DtmvR8YFQTWvzKQkG8EWfYJxLAOb69CkDWGV9TDc68X3CtVqktnJ/qs7F+6Vag24APq+Xk3BWrsM6rp5iKfYBMAh4zO15PBrmVALaEezSVKexsUHPhWPUYCg1Bw8eoufCe6UR6x9G6vBhODbT7IWp5RwC+gBE9+3bTwYOGqDqYdbQqwakpjMvxyA+gKBKj2nBdPVl+9PcQ111ocAjwKZZB2tPEnTz+o9gPwTA/fv1k5FQ6LFPqsEIzncglMg33HSTPuxgEUdVeyIuaZZ8gPCX/UFXLvFL6p2drsxBfg6nvIfd71X+4Gq0Ogx99pd82vTsn1WeR+gsYOmFeR2fRCipzvNU42YxAjECMQIxAt0XgQj2ui/W8UgxAmcUgeTEIYK9jsPJJ9qZxaBQ+AevV02FRbusvpoDe24CEpal4d+45IDq5pkBe6f+FZ0W7KmiiSlugDZsY3O+5cR8FVxQ33j9Tfnl479UpdZFF10sN2LSWozJ+fadO+Qt1Kza+/keGTR4qNz2ta/KffffJ2Og4BsIyFKIff3zP/+TPIk6WTRaoGLnQtS5uu8+OGsuvE4nvgb2OIknLykqLMBkH5NozML6lPXBBLweabyVchST9RKo+UaNHi5lfZCCq+65jTphLiosPgXsKRLzSg0HSdtUG5zMpZ3K5VP7Lp+JHAFle3VJlvZNppvmCfZSDwY4N/YRthXBCuNrRhdUQH2GNMiPP16DFMpVmqZL6Ms0RvZhwlR+bQJEaQDcQwO3O3wx9se+TWjTANdTW6wmn9ZgBNwxRR9TwAmH+HXSRKg4r5mPumpXQDE6BoCvH87Lqfx4nlRWEe41NDQ6IwUq+5rhtAhQ1KsUab8l2DeurbqlUU42u+sr6VUofdGvytFTitkEjbhW3pOwdgwhWU8BezY2h0AuV7CXph+E9Qdz2U6VoVnhdGdzeafBtfPPBi0NTIbxtz7i+gnHENfHOMb09mCtAYo79iFCxXI8gGAZAacGdTUh7Zj2cIM/s8874w+CYmemUlV9Us1kaPpR5lWl+1ALkGrGQhxv4uRJMnLUaN/f6KycrjpjXmOHf5CRS7vYOvkcJ83+z2TdvEBlAtFZwmgG7gVgj+EqoCK1Ne1vg/yuqifHOr8rilvFCMQIxAjECMQItI9ABHuxR8QIfEEiEMFe7g0VFpfWdEBOVAEbMoumALVBHF2HwM7Lp9rAXts2hHkG9myujETKU04qF7AXAgCbJHMCa+CD3zO9bfny5fL6a6/LM08/C6XchbJg/kJ55Ju/rq6ke6HU+uE//0CWLlumypwFKCB/1z13w9hipow6bzgUUS3yD//w9/LLX/5SQc/o0aPhIjkbNam+qum4Q1HbyiAij8eQUOlXi0k3wR6hTjOkVA0NrarcKYKyql//UgUvzVBWUT3DiXU2xV4Ee5331a6YZBKQVEIZRWUloS0Byq5dOwGDV8HNdLGsWr1StiPNkqqnhhbI8ApLobB0aa1UP3Eh6CvWFNoCTaNl/6uBcQIXqqDUyAP7ZT8hXGGqoy2soUaIN3TIMNRtGy2LFi0C4JuHVMixek68xrIytw8yHlVjASoOHNhfCnCvtdZDeVaKGn7FvaUefa+quSEAewUK9vqhfxWTDAMEtoDuhvdbqHo71ymV3Qn2ch8F3fgWVuPKZVtV1NKG2A99uYA9269Tljp1oZUasFRYtpfVbjQ4zYcVuSy2X2tz3T/GqEKWAqByESq+44DbVCU3oY8NwdjG/hmeVy7HsXXyuT/zAmGB+jTN+XXHunldTwj2TO2Fr/ZgJ/mVSI/K3ajY644WjceIEYgRiBGIEfiyRyCCvS97C8fr+9JEIIK93JvSlFeqE/P5stkUNCxuZtOKXoAHOsFQ1ZZPGQqEHqYaQxUxmzErbEguuYA9bhNOVi3dzibDnLjShZaQZtmyd+TVl1+TC8eO07pmd951B8wvhsqRo0flf8OtdvGSxQAutXLtggVyxx13oEj9DBk2ZIi0AsR8//vfV8Xe3r17UdNqmtx7771atJ719ax+mkFGKmEKkbZWD2UV1RTFSMlrxaSLkM/Vd4T6phipuoB8nEgXF8M4A+AFqCgq9nLvmrpmWnDANrJUWHP4JIw1F1Cniuqt9fNomMI6Z6s+Xo36ex/CeGEPFJeojQZVVA2gB+FeKeqwsa/XUynl4R7bm0sDlFGEeFysDl9oqGGOufyMYKa0pAxf+0INegHMNCbAuGA+TA0moY+N0z7ehJRJbsPzLoQilGosmmDw1mktQv8q7CX1OFYtzFv4Yt8qxM8lSMcth3KvBGCP6/OO5L9kWivPs6eAPbuvw69he+c6NnTUnUIn61y7nI6FKcgJwV5YU6sjwBNei40h9l7ScdvO1dazz83NO4S0HcXOzoPrmnLRtbtLVafqj/cE04XLy6FYRj/jz67fsUflvqS9P5PnnOuR8jlOrvs+0/XyBnvJvtb26zKjHrUiB2y9gjzcWvO5tp4c63yuJ24TIxAjECMQIxAjkIxABHuxT8QIfEEiEMFe7g0Vgr1MrbcgJc1gHiexGbSXAHs6+cgC9nRbPzM5U7BHiMEldB/lZJXvU33C9Mp1dD5dtQYmGeerC+n0GdNURXXg4BGAvf8N8LcMKpVmWQCwdzvUeDNmTEedKThgQs1FsPfMM8+ok+5NSOH93d/9DgrkX65g0I7N4/OYBHss3dWAGmhUWBUB/qiJBgrg18J9U2trQdHXAvjC9cvKSjTFjgW6kzX2eoJiz3pLmgldt6XihjX6cujWNCFwqkrWDHM18yxNUUEZfiY8M8BAE43PNm8C2PtIPlm7BnX3Nivwq0HtvWoAkL6oycauTdjH2nqstVdIsEdo4lNmDe6pSYqv6WeOuyGYgW8tp+dSAnXeqJEjVbU3f/489MOZal5QXFyi/bu8vExBIdN0uTANj+m1TTiRRvxM1R6QsqoJewPUFGK1UqbiAi47LONwewR7OXSYYJVW1OBMs2jJgTQkkC3j08JDUGfHDNXJfM8gXtI4JISzoUowNCFJ7ssAkaXoEiI3o0SAjl1Y2Id5v1j/zTUOacaM8Dpz3X8+Y1PafZ/p+vmAPW3fLGObtVOysIFTyndlUbiOrzqfNj3TGMbtYwRiBGIEYgRiBLozAhHsdWe047FiBM4gAl8GsHcGl59qUy3oji2Y+tOsOKB9QprhPKYC8aVTXzI2S8U1dheWZsJnqjSyWQr3f4aKPYMxSbBnqhTCGNaTakSNsQEDyrUIfQFMBfZ9vk/Wf7pe/vXf/x111VbLALiVXn/99XL77bfL5MmTocYrlsP7P5e/h6KP5hk0U7j77nvkD//wD1G0fqQqrZjKyePypbBIg4C0WwU7AC+APajNr7WtdsBds6GxTg0SBg3uB2fUfg7ssXZVDwV7ocIn2Xk6muR1F9gLazvm0rHpMktTAcJYXhcBmSn3eC3sRzQkcGYVLv21GopPpmt/tOIj+QAGLCtXroDLMVyVTxzJmGZkfDKYqov2LmXqLfpX6JDL/Rk85Llauji/136Lc6usapZSpNT26VcqQ2CoMHHCRAXMkydPUUfU0ah3Vgy1J8+ZYE89VnDeDbjpmnBTNbIOI85dnXI52ceLVg+F6H+FMM4oRMP0xnphqbSkyovnc64n7yF4yqYQzgYlc2l/Wycf2NKaEiJr/LOwlqyKZ39iln7rHhC4l44mHviFCjv73FSoBqotNrZNm5LY7U/HRO+a3Jsuz9h/A41E8L2mmDMtF+uwRADBpB/O3BmmY5t59aN82uZc99fO+l7a63Fdhvdo+2CbUVA2fKdrdhPYS3Of2bo9uX3yuZ64TYxAjECMQIzAlzsCEex9uds3Xt2XKAIR7OXemDrBw+y0mRNLfvWAz/bAdFqFepgAFhImtEn8nBjPp6+Fzrgu6YvmGW3zxHxr7Nl5WC0qU+llzAUwSeWElzXN6qE6acHZ1tXVoI7UcdmGumlbNm+RLVu2aA2+KgCdqQAoN918k9x44w0yHC6RlccrAP7WyY9//GN55513FMDQNOMP/uAPAOUG6M9UsxDaWBqnQ6GtSLVlEXsq9koA9Rrl0KGj8jYcVwmORo0+TyZOugp11C5QUwSnXuyZir1kemDYe7JBIZ2WeqCr36v5x6nTUYXCYW2slOYZusd0tfyREs0JMF1BCcWcwYqdo4MZzqzCFH382sx6eYC3rLu3YeMGqPc+kLVI0d302Sa0K+ruQa1XBDWdQRim5aLonvYHq4UWpuTaeiHYc+YrBIuEfKjVRwdSnBsVoXTOnTxpstZzvHrWLBlx3jCtyUd3Vc3rxn/1ADMNUIA2sH6ed3pVp2UQPN6XBbxWrN4bgK837mPPizJNmZx494SJuI3TnYG93Eey9mumhS3aR1KCPdauS9k99SRdur67N0JIx3M2sBd+Zv3WoF14paFJSLhPOuhSvUqYx1uikfcE/wH6FvaGchX9xj2kwTq8zfzP2e7jztogn36UT9vkc5x8+07a7dJej3O+bVPU2vHcNTrY13b/up/5f+c+3jOXntw+PTNi8axiBGIEYgRiBM5lBCLYO5fRj8eOEUgRgQj2cg9WEuyh1LogwTSDaYikWB0uCfYItCwFlwK+EOwRpTjzDDch4SsfsBcqycIi82pKQQUKJkIEby5tsVkakV5Wi/TY/VBfbd68WVNvN2zYIPv27ZVjR4/J0MGDodT7qtxyy01ag49XQPC3dOlbmob7KVJ56V563333IxX3dzQ10kCimS64SVZ7sFeC9Sora2T7tj0AhI/K8ePHZPylF8uiW28BrJns2UzPB3vWa8JJWk8Ae2mms07B1kYdDZYYTAlTIE0JpRNpwFc6hdI1d82aNQp5Fy9eLIcOHNB6fFQ5GbCrA0RuQj8z9ajV0uvsrqPBClNxC5D6SKhHgFJf71KCaZxx4QVjYeYyQ265+RaZOPEquOZeqKpCVVfhZqpjyjnq/jXCjKWJF4m00ULsqwS1G0vUPdmrx6DaU7CXUF5FsHf6MTEfsNcri8NrGOtsv4uyQZBwvaSaMVTuJa+i031xjHbUTkXWDew7rawdWaRAmPdJK12+8Rlhn8KjLIC+s8jlA3TSgjAdc79E5hkEe02QeGe7J13Ji7Y03dAuI4K909/DcY0YgRiBGIEYgRiBXCIQwV4uUYrrxAj0gAh8GcBePpOffEKvYA8b0h23CWogaNBOAXuwG5AiFNEj3OM/Cgd0G6YF8qtu3+acW8BUXM4nPWxgWi7XSmZ5JQFSeP6mrLKC7lbnzswzLKWNnxPs8WdOmJCJC+XcIaj0tsqSJUvk03VrZfeu3XL8WIWmxc5DXbNbbrlF5l97rW6zbu0n8vyLz8l7772n29HM4M4775T7738gkyrHY5pjpZt0O4ypiiosNFM4cbxaNm7cKn/1138FA4bDMmnyBHnwoftRR222OpxSEdMbJgc9scZeqPqxSbS1zbkGe1QYpQV7QHDtnEq1b+CVLZWR9RnZtwj21DUUcPhYxVGFvB/CUGP16lWAv5vRNw6r2QAlmg38mqWQvfVNxtAUfNan1VwDys4iuOAapKZBhgONQH74ngrSy8Zfhv55M1yZ5yIVfARSystV8Ung7tS0LVIPqEgFFtMsiwH2Spkizh7JcyLYw+UnFXunGxvOBTjpbIzr9vPB4JTWm6Cj9MjOwJ7dX6FaMbzX+HkS8tnnNgaGir8wzdyAoN7PTEWnGg99Bx1fWtFXapvrFQ7TyZf9phiGK01w9mbttlL0SwV92XKLO+k8+bRTPr/b8jnO6fp8V32e9nr42KyRtRv4+5H/ozEVU+7xz8CenVubZVXb79euOu+O9pP2ejr6HXG2zzPuP0YgRiBGIEYgRiDfCESwl2/k4nYxAt0cgQj2cg94CPaY5sdkVkIE0+wp1MOLjpsG9ljA32CeqfWygT1TEfFrAVOPEqfVGdjj5JTQhaooS3nk5pzI2gTW3E+5jqqvsA2dS6tP1sjRw4cVzmyFIm87UnI3bdok1ScqZfiw4WqOsegri5AGOUhWo+7eoz/+d0C5DWp+cTPSdBctWoQ6fDfo2RK82P7blDQG95hKh7ggJbLiWKWsW/eZ/Omf/akcPXpIpk6bIo888nU1R2hCkXqCvQKoYnoq2DNYoJPNIEXwXIM9mkakBXtMRw37mrVbpv4YCyP662SNPKbiMmWRYI/txFiwZuP2HTvkow8/hOPySlm/fr065rIGo+trzVJXXaP7sVp9IdjL5spKsEfjDT0eJ/Gc0Ac10bgfpuBeffUsmTNnDuDeHBk9eqQM6N9fikpRK7AIfR/HI9hjzTS6MBcDCJYW8w7FxB/X3QLYrOYuLgM55+VcgJMvC9jLNXahAtm+z5aWGzZaGCMD8HzP7stshhn8vJnGPni1Iu0bFt4oC1msYK+uxY1FxRiLSqHca0E5AYK9kiLWAY1gL+cbJlgxLQhTsKdW124n2pb8ylR6/327z/x6KX1a8rkU3Sbt9USwl3eo44YxAjECMQIxAucoAhHsnaPAx8PGCKSNQAR7uUfMwB4BCqEe9EvOcdPPLGAvIHyVQBNUAHrHf6gwBvjn0rya+cL3yVRcB/NceiC/L2ah9sRp5Qr2CNbMPCN0bQwnxWzzOkCaSihQSmGIUYYXFSuHAfi2bdspzzz9lCx/913ZvXuPXLfwOnnowQcBUGYA7K2S//Xn/0v27t0L042BgHGPyMKFC1W5ZxNoO74qu1QKxVpYzQCONF/A1eEaDx86JmvXbpQ//4s/B+Q7ItNmTJVf+7WH5dprr1HFHlCLAsCeCPZ4XacDe0l40V019mgYkQbsUVHXq5GTZrdVUqVnbrX8zJSY6nCL/tnoDTfoFEo4RnC2YcN6WQmwt3TpUk3r3rNnj5pzEAhWHT+R6dFMtbXFYEvoXsrPWF8Ppfxk4MASBcK1J3knoUYjzDJKS0sU+FVV18rgQf3ksksvl4ceekgmT5wkY1CDb/DQQVLWp0xlsDTLbcL/eA5UX5WVQJXFS8b5NjcgxQ8wp3dhEqN3PibkCqdyH1lyXzMcr8/ZeZyBYi/Xc06CvTDl1uDIKfeZ78e5HsOiTrDXBGjXCNrbCrBXBBOgeoza9UjF5b6AiaW0F/o5SxpwjIaaWFNxo2Iv947r10wLwlRY62Tsuli5CoY+A/a8fFSbw6chpxwJU1+HbZD2eiLYyzvUccMYgRiBGIEYgXMUgQj2zlHg42FjBNJG4MsC9tL+gZ02Tlyf6g0FdJho1AdgzyYR1AIR7JUGYK+WExO8CPWcm272VFxOFTl/AXaA4o+2Fu2X06XiGkjjekxtZDyoarLtLKWR7xPYVNWclIMwzeA65eV9ZBDML5haWV1ZKa+++qoseWMJaqctg4HGZPkaau3NmTNX1q3/RP7qe38lR6DGGj58uHznO99RpdTYsWP1ZE2xR4jCF2vtcZ5FsMcaZxR/1dfBOOPwUflsw2b5x3/8BzlxokKmTJ0i9z9wN2r5zc7U2CPc68lgz1onhAxJ9V5m8hekXiugyILfusI8owmFGlOlSDJPHHCLwMvSp9k3zCWX15Oss6fXRJMBbGv3XG/UsOO9cayiAnX2DsqOXTtk1cpVsgKOuRs3bkTNxqOqiLKU8GwKvSTYa2buekOBlPR1/tJ11a7GXkEpQEsx7hKeOvZZBnVe/wED5OKLL5bpU6fL7BkzZNxFF8n5Y0YD8A3RPFueaxP6NgFkMZR8LjfeKfZ6AerxlWmrLHXg+FkSqKWFR/mMN9m26TlgLyU68UYtHUG5ZPwzfStwwg3joQ9ZEm11ujYxOGgPITL7Y1/Gg416KPRaaK4C8FzX2ii1eLGvUq3XtwDpt6yxh3VVjc3zQr9Ps5zu/E7X3rkeK5/j5LrvM10v7e9pdpvm4ClXBuzx942ODO5eTi4pe2delxXC5lx3YGNqruvH9WIEYgRiBGIEYgTOdQQi2DvXLRCPHyOQYwSSk+zkBDvcTdo/yrlt2kkGHWd14sWK9lpLxy2uWLlb9KuHJfwDXtNy+Kal4YTgxNfFcx+5P/f5Mjda7scdo/0kLbxWmyQQXmhxdUgDMOXLpOLa5zTOKMJ+VLHnqVQdvjZqPTun7GMabi9MCFVcwBff4DVQgUCwh/MtxQ9U8NnCNcJ6QtliSkbDuSYhRj2UeDwngjVNGWM6JNQm5kp6GPXxdu/bL9t275JhAHQXjLlARo0aJeWlZTiPFln69tvyxmtvygvPPycXjbtIrr/uOlm4YKFs3LRR/uZvvydVVZW6Dd1wp0+friYanGM3YuLbUF+nKZj8/rzzRgC8EO65CDWhplkDTBCOHjsm27fukJ/94ue6r8uvuAwpvTDPmD7FpUYyzoErru6c7c0X1VZ+due8K91SQHOQUxKY22KY9bvAidg+DxVv2abtVIrRRbOtccyx09V9srbR/uuXoGueVVfcZoC99oq9bFfQtgZVay0e7FFpyVMmAGPbqZoPHYqqTxpY8OcmwA99n+65JLYeEjuRjLt2jic01li3bp28//578tqrr6jpSlVllbv32D9Zq491/KCW4/pMCQeNdtEqtqiVSlED6uEV08wA909DW8yLiqnoJPq1FF3AGJzj5ZddJrNmXC0TJ0yUK6+6Ui5Dv+pTzrp7YUqv278iAbY/78VAEZTsJ8nJ++nAVKc9LhzEsnW48IbvYEepwF77zmAX3vlNoeDZj4bZTBh0HMPSVpqx3f6y/Y7Qe4IDFJ2e/T47+j0Txpv95OTJam0/jmWWxs0DZoN03KcaFVn6bXhmenjvAM1xw4+LTuTFvtRbGpqow8bYi2NRrVfX0iBNDU0K9vqV9JFWOkTjHuA4r+UU8CrAfaOQkSnjHkK2mc9w7PVh57ifh6lFd/zO7bxDdO2naa9H1e0Jdxv9fehPqyeAvWx9MTlOhArUzv7G6tpod7C3LL8WMvd8tjGjW04qHiRGIEYgRiBGoKdGIIK9ntoy8bxiBBIRsCLjfLs7niYn/7BP/qwQDJMrdTfE5Jugi/MhmxPrE3y8uA4n/Jys9YG6p5SP9Q3scXLq/3jlpKAZHIITMVdQ3wE28oMid9EOyCSgEPeraaSYyKnKjeAMIILAxkBNUnvleJOvAeTjzKTaRqQ71tQCBWI/BVAHFcPZU5VQvA6ohljcX2vgcYIJQMF1VEXF68eL6j0q+cxkI6NQ8NfrfAA4aXZwr66+UfddCjWTLQr3cKyamjp5+ZWX5J1l7yK1do0sALBjnbxx48ZJeZ8+eh5vA+y99dZbsgROp6NHj4KS7hq5ddGtsnXLFvnrv/pLuJw2yvhLLpXf/4Pfl6lTJsmgwYMU2B04eAj1+T6TA/sPaMyugfnG+eePlLJy1KxCXiUnvCUoPH8Sdf0OHDwg7y9/X04A7HH7mTNnycWXXOTMGWiegQlztkUn7m1XlfmOa4cwNJcbvZflyPqug9KI7cCYzX8IjjXNi3AgW7qrB43anU4DF3NV7OnENeUki7DMFncvnzqDC5V27L+slcgwOMOStkPqln57Xrs7b56TB+nsv5ZqjX0w5ZaQgwvbsAaK0P3oB0899ST60lKk6H4sxVBCFQIKnoRzLu9BptUSItagrqI0oQZfb/RXmhXw4gnr8SJLbAR8tKUYoK+hwQWG928v/EyX0pKyEvT3Uunfr7+mhs+cebW6OY8bN1aNNpjOS+UoHXr1HkOqt06wyZwIaz0MMoMFOx7vB6pPzW2VoDMtnHBhc+NGBkj4Ac36sxoCZDqcHT2gQrl0aAXgNvC1KSrDTTNwqSNop/DL7YYxawejdByk8Y4Dompk4Pu7joX8nA3G5sP3HM+42O8V8qrowi4AACAASURBVNM0cIsO3atXr5ahQ4epOcqIESO9Chhjuk+J5/4thdz1PQegC309RvYhXTy5UIMZNALdkvm7po79FtdRBIMM9kU1x0AdRp46j1FbXaeflVPFV42akdh3GRTONRjPaupqUZKgvx6/AQBQlaTYrq62QQ1eOP4yDZzH1hqRzvXhjJZc4pdP/8znpHI5l3b79fea9oksv3PDdd3vVtdo2caxtGNjLteXNm5mNMR+Yi9TOHOc0IclgeI0hHu5nI+tkzrO1t9doNsWP76Hv1babg/8bWJOX+EmwTiR13mkudC4boxAjECMQIxAj4xABHs9slniScUInBqBULEXphKerVidDuzV0wiCLpYEW0yL8sCBEwH+QUogwKQ8KubU/RITzf4thdKHszX/V6pOCTxsUbDHWlv42a3v3DJLsW8FAx7s2WTD/U3sJqn8ZxNVnfhTuZQFlnQWq2YcuB7Qq7a2Ts+/AM6LfcqRrIt9cZLfwDRBXG8jlFKEhgR6nDTrteNzA3v8vjOwR2BJoRsvm8fjzLQU9cQ4Sedkl1CDEOdkTY08++yz8vprr8t7774nCxZeL3fddZcq78qhbjqBVNwnHv+FuuRu+uwzueqqCTJ/4QK58oorZSPqpv37v/wL4EyhXHHFFfJ7v/ffZPLkiZjcDpD9Bw7I+k/Xy7twzD2K1Mu+2NfXvnYH1hsvgwcjzZfOhjgnqm44ga6qrpSt23bIydqTADzFADAXQT04DJ8RokDxiGNkW0wBk/wMV5of2POTH6cMaZ/VxViqstOUfQR79mZwAmHa17kEe7ncy6Eiiv2R948tei8YzPMTOrtfqbTTRcEewbsHY9wHJrY0PeFE1lR73O7EiePy+ONPyOtvLAbE/Uj6oZ8UY8J76NABqYP6qRD9nEpSwhVp8WAP+yMfYeSL0fsJ1sLr4jHsZ1X7YT/sU1R0cSFkofp0/PjxMmXKVLwmow9eCSg0QsFfMoWzvYOzU5TZ/m1dXotN2PNV23QK9jw0djCNHc5apGvAnk3kddc2Ue8I7HnIyROxa850kAzYaxsLs4E9Qj0Dpao09vvimJYGyBDsrVq1Corg4Qr2qAC2NrTSAgZcra3IFZvQP/lASB+U2FMYik1tAEX/IhuuR9+vU7Me/C5Af1Y3aHxfgj6kv28IrDGWckwuwbjdCCU0yxVw2bxtm2zftRNj2yCc20i54IILFObxEhsURGM8oskMB2XfoMqRg7TSrAPcad7MBa6kBVT5nIcOm9n6UGc7yxfspT1OnheUNm42lrIvmho+fAAQAudw3E0bt7Tru3HaB6EDsGcfJ8FesmxkeOy8ziPPtoibxQjECMQIxAj0nAhEsNdz2iKeSYxApxHIBQZ0ZQhPB/ZqMdGvZ5FyGihkwJ6bHOocDX95EtA5sIeJFyaRA1qLpJwYzNiDrudTNglrqNDAe4QYXL8JX0up0vCTTru+5CRV/z72JIlgQ8FeikkGN62vR+phQyOMAFBtD9sWYoLImnaFLNqvsJHnhesBfKMywaUYOhMN+8q/zdU117+SNYU0Ln7CyGNSPcJjlUARxUluExSDVB1pmmRtDUDLG/LG63gB7k1BXbKbbr5ZrrvueinvWy4HD+yXH/zgh/Iu6usRss2fv1CdcWtra+WTjz+Wl198EcYEfRT0/eZ/+U2kPF4FiNcXUO9T+eDDD2Txm2/iWpoUrnzj4W9g/5Nk5HlDAe+Q0unBDy+EKZ/HAX7qGlEPEP/69x8opWWlqJvWAEVVAaCP6ilPWboU7BlB8UCP03E3JXeLxd9ir6YLWVIQewrYSz0xxTVqeqK/XkI9m7yF94LdBwr3KDryoMsgl01qs4G9J554Qt5c/JasWLUGAGSUlMGYYNu2LVINpWYD7guXiss0XJ+KS9Uevi8tLIVyr1g/t1fGwMPflwb9CPfCpW/fvjDdGAi16BiYvsxU19ypU6cpgOFnNhHneVNZQzDIxVQ3Bo04Mec18WUxCE1osnbQDt4k2NPY+Ym2Mi6Gky8/uzawZ3DP+lWuE2qDaZn2srHLfw0f3GTbpyruDOyx/3vVm60bphy2AsqGqeehYq+rwN6RI4dlM9K4+eBgKOol0rDH6oba761QYan1IfkgA/RMFc4UFbqnQZkUft6/vRTsYVz2YI/XUUgnbv6+obO31jTAFaF0ANNuVZzIwQD7aoTJxvGjFfLmW6hBCsXx4CFDZMb0qXLrrbeiL/m0XK5HN2am8ZbSXMaptlWJnbIuX7I75dIX0o4DafpxuG4u55Lcd7u/N0zvGf5O1Qdq7uEal+542GjnmG/cwnHDwJ6p9cIY5bv/fOLcGdgLS1iEYK/QlOlBo0Wwl+/dEbeLEYgRiBH48kQggr0vT1vGK/mSR6DHgT0AnzqmYxLtEYSpYs9NIqmWUgMKhXuYxHkFXn9o78rhVMg/Zk2gofNor5BQtR6Vepz4+VcZ3Q8B6jr6YzvzB61RD51lpBKc6L7r6qFARGpsfUOdTlIKABII9lSxh/2ZSy7hHq+R8z5ihnYgzx26TcgTlHjjaZG3hKm4oWKPn1GpxzRcpoIxZXIljA2WLl0mL7/0siq0CNWYcks1FeujfQyAV410yasA7ZhOe+WVV8BQ4zVs95Fs3rRZ4eOgQYNkIow1+JWTmX37PpcDn++H4+1BGYl9EaT8+rd/Qy4ff7GUAGKWANpxEp6BD4hFA2Cj1qzDNRCw0KG0qcW74rI9UyzYs5vEp1gsrZrh1HRmvLTGo9+Hgj32QXw13U3yECHUCw/dkXLvbKbihscPFSLtziuE2ex/jH8GNp2akm7bGrjRunSBgk37n08lzwb2nnzySQV7KwH2Zs2eK5dccrHs2LFddmzfJrtQ4/FkdZVUQkXKvNtSpq5BqdnUCDtcpuKylllYz5Dt4FPbDPLxOpOqPn5GBV8fAOjz4ZJ7GWrvEe5Nnz5DJk6cmEmRsxiZoixzrV5xpre8V5vxewNfyfVz6XIdgT1ensFqvcf9swPt/in7c0ftH45xGXCbeKhh12fGKfw5CfZCBaPetR4EhxC4rXSBO/kzUeyxVuchjCdsx3I8PEgqLg2ihG2jYB7jjN6vVEDydwJoHwxv3cMeBXtQiuLzRoC9ejy8YH/W+qjYThXT+MfaelTslWJcUhEr+yO+Hq84JhvWbpBnXnheFr/9lpYRmDdvnjqEn4d6pf36let1O7DXjH7oalRSNZ2PYi9b+ubpQE++ACmXfpwcS9Juk7yfGVrWO7SFbdHuV26Wfpr2mLmun0/cTOGrUJkPJP14EfbN5PHTHud07Z31+jIPOYNo+odSCt79RqpA16EGpRHwQ1Ts5dpb4noxAjECMQK/OhGIYO9Xp63jlX7BI5D8IzOvPyJTxOB0ir06TKZYTF8hl4IuVyRf51YK9pwrrabV+le/VqS3+upVmlIZqPX4vW5DAOD/+KYbZhnSVEOwp5N8n25I4GMAwSatLhXYsGFuF6ymo1BqULnR0FCvsg/CrdI+gFyqhvFgT1PcXI08XjMsLE6BVDxyJo3LFD7+NJppSJCZVMCsA5NKtmMZ1CJ6xgo/cHjCAsRg167d8snaTzUVd+/ePUidPaLwkX/e8/xYtH4oDDHmz58vkyZOgvppkPzkp/8pn3yyRlN1CQcZIxoT8KRZt6y6qkoBSxGAKVV8dNG96557ZAxUUiiShvpqMPJQ5YqrV8b6bISIWheO6kmaNEDx4hZOMNome2G0OxJM9iZsyq1Z2tbCcQ3qEQgQjvJl0x4Fy6rmcWnR2fbfk8FeqL7iRSdBDW+qUL3RWRqxgT0tE6bKM6/u4z6YsohUa9at04mul6BVVp6Qp558SsHehytWy7333q8QhKm4GzasRx9cI/t274ab7jGprad/tDY90nMbYWSAlqlzabZckqo8vm+fGVi0azSFHftjv3791MGZQI9w79pr5yOlc7j2aW4fghO7pmwKtfZ9sE3ZmGuX6wzsWZazXr4He7xX9Q6wGbjdDqFk1W6GLAAwBLsZ1TH377dRAJG5xUjAnPFOC8YRB5+tjfnVP1zBNvaZpXCzXuHZAnscK6gUZntazbIQriahq9bdY/9jSqzrSho/vS72J14mzxdPT1Sdi37aAHUx+zPv82JAZT604DasGdqK/ZUBzHEcaIF6rxHj2K6du+TtxUvkJZjCLP/oQ1WAsozBfffeh4cZU1FS4EItI9CKffNhClV8bTXieOPk2mPcel82sEeTEeuumW4bxsS/aW/1dMWewW62lYG95DiSbPFzBfbsN5sTD7t73MAezzGCvXT3Zlw7RiBGIEbgVyUCEez9qrR0vM4vfAR6GthrpPpMJ2UObql5hp+k8Q9Squ/0pVCP37dKOf46LcFL/1DleyavcnM09z4Ve1rkH7Xm8FKwV+QUZAb1wkmUTlgVKoY4J72EppmuuFBuqKoIZ0JH0WIc2wrLs4C7qggJ5piKi0l0OXKH1eHVX7hdF0/F5vKZmOCCeV21SGvkQnjDumVUiZSheDvX1+05r/W7pIFGxfHjSLs9JJ/B7GLzpk2yectmAL06qGLKVOU0fvylMmPGDE2B4wT7pZdekh27dlHCpq67NZhwV0NtVVtTC2OMWj3VUqRZUsE3BUq+qdOmy4QJV8mgvv2kgOfD2mhMfUPReUI9TisOIdWOwKY3JuIDAFr69uurRggKUTsIdUclDlVFlvJuZP1F7S94GdRjmrZNPdkWCvaYnod1Mim5wXEySjb/XgacdDCD7y7FnqWvhvf3KXXiPPTOJWzt0o2Zlu6NE/T68bO63CJOPIapcqqg+nz66ae0xt7y91fI737nu3Lffffh8ybtb6tWrpAVeG3ZvEkOHtyvQLmGELjIS0vghGuAnf0muRDMhRCPn/Nn9mEuBDG8r7jeEKRMEu5RgTp9+jStwTdkCFLEqcjCOZtSzWruWTtamrHdW2dinqEit6CTeqNYBU8ZHxemuKJdNI3Uj3s8tsU/U+uQn1k9xCx9zdqF23Ls033owwOHTGz8sesK2zFUMtrnaq7ij8cHCVozk/vx46TBPU3t5vUEN7ABuLQ19uyc+TWErWE6dPi+pkQGYM9du1OUtrA2nq9hyrFRgT7Okao993sG9zgBvh8jGxsBCaGyK8HvCHUWx44OHzosa2A49BRUqB+h327euh2p5SU6Xk6ZPEXuwYMMgmvWKmW9PWeY0dZrO3oIcErHDt7o7PdzRw/h0oKjzo7f1Z+pgtL3Z3uoYGUktJ19PVOHi12v6uAZT1efWl77C9sgvL+y7SzfdsnrYSvvP/b9QP+YAXs+/vrQM+ifBHvO0qttCY+d13nkFdW4UYxAjECMQIxAT4pABHs9qTXiucQIdBKBngb2WF2Pf2wa2Asnt6oqyYA9S2OFiyHeLGJKG66TUI/r2ETZLp1/56qyCBM8KjFKUKG/EAAhDdhz6DDdwgRbnQhDvaFgj7AQk0X++axGID41mBNP1q1iEllf/J+pYU5R5V8G9fzEU/mAyhPdhJ0qR7c4x0hOKmmewRQwd3zCNRgS4Nis98Radqz7d+zYMTl8+IgcQG091r0rhbJu4MDBAHp8DQP4gNkF1t2xYyccbE8glc1NuQhn6lFvip9RIUj4x/MlRGFts1GjR2pNrPLiEimD/MjBVef+SyhQiRprH65YAQXgCenXv79cceWVMmbMBS4lFzM9TvCyLRmwmaB4BHvtpySnb6ck2FN34ixgr4hgz6v27BgZ0BIoPTX6CfOJpAruiwz2MuA7kNpQmaRdEXFQFSphKe4z9vMquIg+++zT8uabS2T58pXyW7/12/LAAw9A5dRHofC+zz+H6+kKTf1es2a1HMTP+4/tRx8t1X7dG4Tf0ntNqcX+w8UUfElFX2ikwfuA21utvEGDBmvK+YQJE9T85dJLL5WLL75Y+2v2vuZaux3wJ5TuiDp31uU8nQhBD+vBEepp+jcPpfe4U/I69a6DeyGkSwKzdn0uuAPCbUK3ZDvFEOy1g2b+2lRBbCMK+75vW733CcR8OxjMbadyxBmb6ZCqlzwEzgfsZQtpthhoH+RYyr6hx+PNyHHKOfkyBoSTPN8ifG4PfLSEAc1gOI7yKzYswjjJbs1t+URErw3frsR4pSUMXnwJaeQ75cix4wr26CbeH2PYww9/XW677Xakm1+ktSTtnPiVMPGUPMfTD1GZ30/ZoEpH0CWv/pnDuXTFKhmwx3IaeIWKYW0yxgr/L8ANQdX2FwnsdRSfjGLW31tpAVna9f2gFcFeV3TYuI8YgRiBGIEYAfydZI+IYzBiBGIEYgSCCCQnHaf8zEmXV+kp1PPwSndhoAsfWG06flyM/7Hws6n1qOhTuOePy8mBq7WEaQRTsjBZI9QryAPspYZHfnrMv+k5gddpupftaL1AqkxQAIrqECoXCPag99Cv3FRrA/J6dbLvFCCc8Kt6zFM/3asvScdDMAVMJ6i4vkZ8z58JRKgiKUVqmVtcdDSNEXGhWopQQVVQVOHgmE1IP7PC4JaCRyOSEqzDelQ6zLsZtNRAuVeHdGO6o3JSWwqgp+YEgHrlgINNSHkzRUMdlIH7ARIff+KXcvDwIXUsXXj9dVBUTdLjUyXZixccLBmg598OAYk7gzyga1Kx1wHYU8VeBHvtgJaCTapFFXy4FnAuoB7sIbbVVQB7zz8rS958C2Bvhfz6r39L7r//fqTCDlOATGXp1i2bZNXqVfLOsqUwYFmHNPGd2o8IilsBoMMi9FbHytSI1j2Sabr2PvsS67MR7HEd7pPgmA6mVOwR8M2ePVumTZumNdxYl8/qQNo+eD1m0BBO0NNOtjOp5UG3VqMHmtsQ7FGkqPd4G9jjnZoBewFwC89NxzZ/M4QQOVSSGmRrd0PxB5O/Wi4wf/bfe42fKmfVXTZQ5jEO3QX2OlJBZYN7fK8Jl1DnFaUO7OGBCt7nVyozeS/TNMnF1SmZNWWdD0C0nIFoCQNeMx+K1NXWu33gs+eefU5ee+1VeR/O3ydOVKIEAR6E9CnR+6Kiola++c0H5J67qdqbgxRwOIGrGzmPy1IDzK3OY4xi3wiUlu3HxLbOlFSOndLWPeQNA3stHuyxpIapyhzb9uUPvmRgL1TBph47kr/scmnLqNjLJUpxnRiBGIEYgRiBHCIQwV4OQYqrxAj8KkYgJ7BHTZhPydF6Xj5QOhEjsPOgy9RsJfigAD9wUscUXfqsstYSN1Tln58goz6/9KKJBGfURXgf+ZXh+YTKnORk2dX887PBNA3nASMn2pmi1f49BXt+4pap64bjlKJmII8HrpZx/+W1qTqG8A3HV0MHvR53Mi2gAF5Ywotyb3Jyqmo9N2lV110WiIcykLWOCPuo3KNSj1BG1U54uclw27xfYSG258I6eHocvFlbW+dSHwFEuC/CO074i+gkijpTVOqo2yQmafWANdyGxyDY27lzp3z/b/9W9u3/XMaOG6v1+GYBstA1uKAF50iC6BcDmv6S7NLOOM2NYENhMAEV2gIoKdMePAgn91QZYZqP63DxSKbT6YQtKJKWVOzpOYdKKq6fBUJq2lkwgdOrT88BMjHLKFEDdZmLY3AccpzT9GUDRJn0Sp19o/8QRLNPq1LU1WsrYBo1+palSp6srpHnX3gWir235N1ly+XXv/UtTcUdcd4IALdidQk9ebJG9u/fL5s2bZQPP/xQVVGbkZpbUVEhVccrM3X0rBg9+y+/DxV8YUF+SwU22Mcaewb2TO3XF+nhAwcOUKBMqDdr1iwYxFwF4DdGBg8e4u4nf3+Y2i/5nqUInyZ8bX04k2vr3mLTchjSWqGq2PO9wsxBtN85gJ9pA37HzhreF1qr042Qp4C9AN7rMcNifrq+W+w5rKr4NH3UK6X4MMTvI9N3iNBx4nTMVujp64ZmFHt2zPA881TsdQZD7LN2scD5NLLeKOR2PB8+INLfFx7saVv6uOq1k03TMRzjXyNUxBwjeT19ylkDlbVDqSyulhqklJ9AX/zZY4/JkiWLZTuMX6qq61w91HKCvRY5frxebrv1Bij2bkVK7p1Q8A3SuqUlJXgIwnReVQmmv6GT16ntHIwTSUik152PojTXjhysl89xeuM+cCmg6EP4Ja8O9x54sk0K8SE021JE1ba/Z3hvdMeSFrhpFwqga7btw3HY1k09duQF9lzE2vU5X+HA/R3iPok19rqjZ8VjxAjECMQIfLEjEMHeF7v94tnHCJy1COQF9pzQLZNiS+ajL/5hipeBvUbMDAhnGvCuS8d1NWM4ASMIKySsojshVRpaWKk92AsvOvNHejCn0Hp/aQv++NmzgyCclfG8qFJwE+ok5uGUmiCphbX58Hl9K2AZHYCxHevPFQGUleg6DmYmwZ5dg4IDZQAET34CwsMz3ZeTP+yTQE9r/2HFAroEE8jhVYt6ZgQb/L7QgxSDJ/yZE+EmFrZHKi9BXV/UlNJrIQzRi3QOv5pGSTCLyXYDQAAXrn8SLqhbtm6RP/2zP5PP9++Tyy+/Qh54+CG5BvWpFBYwFRlwz5azBfZ4ljrJVPEZDVnMFdc1uvYdnA8xq9beIuhIWO/2dLCXvJHTgr2wZpoZvDBlPKNy0hRHZzZjMJep1jxOTXWtvPDSc/LG60vknbfelW//xm/Igw8+AMXeeZrC2Jv7ISCG2vN4xVFZD0MNpuW+v/xd2bFthxw9RFOXeq3LSFBHV1Ttk3hxUZjM/uv7auiYy3ZxMNsBYq3liO/Z/5wKj7X4SpD+PUZdc6+++mqZMmWqOkFTcUpln4FAi1kIiFJPzjsBe1TsEXToMKep7g4qmzt2CPZC9Z2a/KjCLz+wp6MDxyLWn+MxMQawrqRTDZpRBjs9b2IDfq7eXCPiyXU4HlhdQj/a6L6S56kPRvSJQLJHdvxzLmDPYIm1URPHGozxHOeshphT5rkakA7U43JU8o1rB7xr4AMO1gzkGIt+QRhH6MzxsaLiuOzevUfrkLJeJMHzcbxXXd0EVTL6U6k96BCZcNUEmLPM03Rz1t0rKSnVPkaltLv0FBfvw/JlB3v8fU2wx8iwFxeh0XCHfmHAXrZ6j2GPDtvP/vZJPXacFbDnzjK64uY+HsU1YwRiBGIEflUjEMHer2rLx+uOEThNBHIGe26epRNBfWDvwZ4DY/iDFNxH6+3hI4I98hYabxDq1UMJQFMNghtOfKkA4GRBJ8rgTgR7TViHcK+d+sFrWMI0tsz5YhLItFLuL82SUQH6tDebZHIirzCMf7TrhZp+hkAJBhiEepiM1rXAIZTYiRNSgL0SnAOQiF4z6woS7Ok+cXHh3/+EVUylpTqP5Z1ssQlUZ9dw/MQJQJEmnZiq+6i61ToVD9uCsIUvOv1yHaqiQrUjUx7NtIDbcJKvUMgrBmmqQNOO//E//185eOigFp5/8OsPy7z517rUNeQeU7GXARYKFdwZh1/D681n0myFGNVtmX1J+1jbnqguYeis1hmvXYEwlQ9eFZPNKEDPM6i1112KvXwUNKwzmG2xKLDtFGh5ZanefwRybFMqO30NMlVDAYrw/mhC/UUFeydr5aWXX5DXX3sTTqLLtMbe1wFwR44cDgOZYgXPhMG9EFimf9MddxcMWhYvfkNWfrRSNny6XpV7lXBirgEM5sL+aPXL2M8I3zhRZhqt9RcDf/ycL9uWddC4ngG6avRDwsIBAwYo2FuwYIHccMONUPKdp665XLh/c3J2alfn/Jt2MfWRObzwPjSQTAMHgmWnRjbTHjde8c7ThwI0pdCHA+0Ve2pq4cekbIq9DBS09kucOPuvAUyDpgoLCb3tn38A4ZR8joQ3or6mA6TugUAyJuaMzP2faY29cGwJTz8Ef25sIHCmupgPbdy4ar8jtAakPjTAuMmV+ZyBdU9hOlQPF2Yk3KJvEcK5a+G42QLYd+RYhaxctQp9crG8/dZbsmnrVox7KDFA+IS2Yl1O1jItQz8aBidxKj/vvfdemTRpslx4IWuGss+4ATifMcqcrbP1uc6Ue2n7Zz7r5zPe8Heb9mPc8w34HcyHVu3BHhXp6Pum2MszbvlcT9r72sYRbmfGRFnHUvtd4b+mPU7a9X1nc6cSDlWeq4d1DW00YZuwnElSHHmu+1g+7Ri3iRGIEYgRiBHo2ghEsNe18Yx7ixH40kTgdGBPlSGEDU5E0g7sqeglBHvuYzzdd3+QNhCGEeypws1BMypQqIArDcAe03xDsGcTYvuaVSGDfROscX9pFkILd5a+YDsnmzw/whJCE14r/1MVnYORREmq1sPEkmCPqgbGxcBemYI9/Ez4yXxdLC0lfj/+5FhXr76BabGYeNOsAx/zPartqFxRQAM1oCluqOCjwYfVzjI1DlNwObksRp08hXQAJXS1dZNoKqIAdHAMqq54Jn36lDnnYdbXg+qJB1IzBUxubfJz9BjVWRvkL/7yL5DCdlymzZyBFM0HZM7cOQ6YgXj0tvbnHkwtpHFyk5UkW8ln0tzLF2I0sGemK9a+lgZOEKz1HnFqzQR7oAM9EewloU+2CWFSAURIx6Wz+mwG9fSaA7Cn9RdNCaWAB7gDDUOwRzhkYG8xUnHfX/YBzAUelrvvuVfGXng+0h1hLkC1HtR4mgLpz6MeP+/bt0dWwnV06ZKlCvo+h6nG0aNHkfpdq8q7vn376jnze76ShhnJmngGINn/7DNzu+V7BIXDhg2HocblcIKeidTcq1W5R9dcgp4QYBo0TDMGaHwDxZ6NCAR75szKVHCFyl4tR8UelbldAfasX2RTl/LebMA9zeMZ2CvAPd1uLAwAn/YpwkCkmXYn2Av7bdt44FSFYT9nF1XDXqqxdaxte+nISuZHgIGnQK0w/WkCoGygqQ/WJ5xz7t1uzOHDjWPHK+S111+Xx376U9m6ebMcgNEQxztCPfZxGgjRZINjbHl5Hxk1crTMnTtXFi36itx8801aZ48h036H9k3LhA3sZcakYAfnGrqE400u90NYboB9vR6ySf6ubdpCOAAAIABJREFUNrDHMZYpuO7BlU/F1XvkdAUDcjl65+tYn0qzp3Bc6Qzs2T7zAaE6dqTtNNzI/VmQFezZ+MOPQ7BXQAhv29nmHfS3NHGK68YIxAjECMQIfLEjEMHeF7v94tnHCJy1CJwO7Okf2FrE3Z+C/RXqpWaaCcuPfb0Yvk0VHhfW62F9vUaaUXgAWNCLDrM+vYeb+qfSBH+cXLi/W/2jbN2Lpa6659oEF+5Be+v/z957wNlRXdneW+qsnHMOSEKABIogggCRRE4iGTzgMQb8m7E9tvF7bzzvTfjmex6Ps42xjckmmyQhgUlCCeWcc86xFTqHt9Y+tW+fvnSrb10U0Sl83a3bFU7tc6ruPf9aey/JychCOmxVimgqQXJgzy32WwXVgurWSPVX9Eg9+uESWTNUscfzYIoYz0vBHs6FqkFO+LMRCE3FpTqF/0PNwMhvw8UCkI4TdjdZp9IQIhWtJ1UWqY54fIC/SIWk9f5YawqT3WwAOW7DpZimA9iGZhhcyqFwycTfqdKxhROvI0eO6D8bMi03UnO5fTiXXu0+1tvD8fbCiXfFipXyhz/+QV1xBwwcINdeN1rrnak6kEFQsBdBJ2WW/N0NBjUZ4F+j2l1cs6bJX21gy9pN9QiPZcYFtWVZE+xpFxAaGNiL6pUpBEj0LFdzba4Swrm0VX0vSgtNqCgiBYdrj9tOAQZ+Ul1kzqX+NXO0c0qGHIkOivar8Ng7pv474tSMr7qAJhb3O2s0asyj7ZzK1KU2Wvp1MuChAozvsX7e2Pfelc8A6GZ+PlvuueduufXW26Vbty7SsJEDe0cAhGm44lR3qEcGOFgOBdXq1atl1oyZsmTJElkGCLwKUOXgwUPq5Gx19LRGZAT2zGSDbbb6elyP5hm+KQbVdwYE/Yk5IXSrVq3Qtm4wP7hYFXxnw6mZwI9jWsdwFAOdxEd9aeH8Amh2l2xiMYdPu9Uwqhzieo/BTgzs2UWsoI23Bzcq9D9/fOi/owPwAYa7Pbr6ZNTbJdR22vdu/Dk45rWJtz3cP5iKqvUkAd8JttzDi6rG+8o9BfoEYXhowMPXp1KTIJD37agNeqV6ila9n+O4rFvnXSr+8Dzq77Yv9gEXgyg1XQtuTDqop8pajZ67pWh7GVNVOmM93O+o2KNqrEwBL1NwnZM4x8lBuICvWrNW3n9/grz+2muSD/VoAZTKHKfu3uHWKytx5J9O640aN1J37zvvuB1mGg9g3Qb6gIP3Qj48sTFxNOhuEFN/Jrohii93EN0PLeaMSTW4mXJkq6/oxpD/eRXdf2vZH9W2cRY9g2gI8L6jD+H4ORfZZyjY01IT7sGVfq7hvSQfJden2s/uvsQ2G5hjLUM7i6oyAu5+7NStVedkZ+q2SGJgKcA0U+wdbTzWFJ+4gO9Ygj29D0Qv+939pDu03W9q7tW02hFngIR1QwRCBEIEQgROyQgEsHdKdktoVIjAiY/AMfsS62YdVYv3uxWFty+s1cqU8wu6wpfqm6sBQPSF1p8k+Ook++IeTaklLwupWlRexFhq/zLsQ5TqOyRLsWP6sEkZYfL5RLux1M/EnhS+uFp3Ok/nPnW/7r0ErIkmifblXkVZ/nsKmqpUMTYtSj6vavAqglMObnHyVS6HkZbJfROSHEbh+U2btsBl8m05kH9AOnZqL0Og2uvXtzeKzjfBJDgLkzaqCv1JmEtDVJVjFB0f5nDS/4U0RapqEgDGTQL99D2dkEWTTY2bP74skH43RfHze6u2XrRd8XisEceFaZ/anuiPiYmpARqsqwrJSO1o6jJLlaxtAmnn7atOqsGB6Lytz2raT7KSL/n0bUxwskz4a2YWXM9URZbGqO3FMQ8dPqR1ySZO/EzmIp3xoYdcjb12bdtLTm62TswJ2QjPbVuGxowrCE2mT/9cZsyYIdOmfY4xs1GVe+bUbPX1DORx7BCiME2cabZc6IDbpk0bpNs2U8DFtN7du3fLIZgiEBLaYnX6uD0dcwcgPfxSpIYPGjQYNSD76rhhe6gazEY/ZiOlV6/TiG2oICvqV+eGSujlTEX0fb0Wqy9JQ+sLdxXWKjQTG7rSEkrorvAi7FfjASqe9HfXkGZAe8RONQ3fGqkaGuG2jDR60TG+0Bi8YbdgHqsIDwV4JSrUxbZ08XaWPy7dNbqyEvGJ7jg17fao71VX47mIHQ0wKHRMSle2A/j3SE01jkC2M/4pd47gBHA4zN69e2QV4PK7774jn0+dKosXLcY6fFCSJXmAxaUAm0WH+W9C3sgRWoEvP28q5Ybrb5BvfvNhjJ3easjCMWDO4GyPmcAk+olwlwpYvGxcUzFYLxuoNkr/Zgy1nqW+3HhwY4KlCuym4h4+1P7pUnO4ub67s1ZBfEvJ9tW8/sCqRyV2tYcTR+9ep7anSh01ZNF+ls5QsxM8hOLxGbocxJNwL4sP3fC5wYzpQjzQsk8tHkFBuKaQY/SzjiZazs9l3kOyFTJj37xGymkM5dzYM/lQDA+NsvmTcYvGsxv5eKmDkgPHjGWqsO5oD1PqGuy13XOtDdancb9D1XWNVGuXf1OKO2jqOsHw9xCBEIEQgRCBr0QEAtj7SnRjOIkQgS8fgbhfStN5Khz3GHpWEdjjrzoN4gRXFQCREsmDQLo+/p2DdFRNY42xnKjzOVWPE/nOalpwJQujQ/lXUowUt30HZNasWah/dkRat2mpjqSsvdYQKZr1MPmqgOTSoJw/wfHTCk2BZpOrVCCAreNDsBjdWU3xlup2fg0zv80GxPxJpJ/2afAsGdz50M4NzaRakQZEPWCYvI6vPrN9HO06snhxHatrZ+DR2mz150zddujQQYC9t7Q+GfuaoIOqvbZwxbWaeIRlOvH2FaAAMwY5dqEGI80Lli9fBjg4TxYtWihbtmxRcKeGCBFo5364cD9mlMFjENL169dPevbspSBg8+bNsnjxYt0Ha+9Z33A/bAe3bdmyJcZie1XsDRkyBOq9YTo+mzRp6tSCCoMBsujgHNVPq1CYh3arcYhTpjr3aaf6pfGOKtZiLGWsqxf1rTMocdsb2FNFL/6lqaQRnmteL0dycf2kuijQiWkIBNwoRXpEN+7UXAaoxAE+90q4OnuwID5uOjrEq+kcDezVdD+sBvY8RRaVygR7Ti1arvB2+fLlMnvOLPkQabgroBhdv3mdHi43M1frijLdF2wzUUuT56a1DvWBSoVcPOJiuOPC6Rtp3d26ddP7mirIrD89N2M7Dxvz9lPvDyyjgDGmsIlxjUBeFeA7NmDPpSxXB3tOEcjj+qDYOhS6ckjpWDEv1UXHGsEe9uvAHtP2cc1BSe6eWeHzAcpzgjcDe0WIwT6Wm4hqSfIaMvhYAfBJl+j6WqMTwA41Ph3Yw36xPzo385pnzJleno3+zabJTwT2IiG2A3us9YkHFlXKPxfzdD5XU45H9B2jpvWTH9Kkuk9b73i2O25bwvohAiECIQIhAqd3BALYO737L7Q+ROCYRSAudEvnC2ncY+jJeWDPTjah0NO5ipuwaLqs/hOTB0wOAtiLBycM7LkkH7r9UuVUD6oqQJYtm5H+WybNmjfR+lRMhcuCYoOgwcBebZMr6ytT6vluqVX9WKU+8SdsX2byk85YSx7T3IfBLzULiZSFvlsi/65qqBoUogbSfODHbf22+aoT/2I2KOgrLH3YWNuFnwz2fMVRbWDvMBR7b7/9tnz00Ufy+eefK9i7F+YZ7dq1T6gXfehp7TfAVlhYgFTahtqkfCg7p02bJp9++inq781BHb6tCubsvAnknKFLia5P9R4VkoMGDZIRgCwXXjhc/8a0XrZn6dKlqt4zIEi1Fo9rdfxoqNG8eXM599xzAWeG6/Z0z23VqjVSVwGCMJAbwNnXUtZdmjvVVk7VRXUQQRzTFUvgvEolEg1C4iwK9iKtkg/2mLaraj0qmrAOwZ6mM6L9LTPgxFqvKk2+ruPx7laG6y11PEMAhGNqC6or9k5XsGcGMVRFHjlcIDt2bpfJkyfriy7NO7dvl72A1DQz4VJSUSINMhvjs8DFmeC2oKBcXXKp4MvAqy9gMuHeyJEjYaRxrnTo0E4hIPso+YGF9ZGBfrun6XWFfWnpgUhJ6ZSQpto7doq9OGDPAVqaLfjIr66R5h6gqU1MEtjjtWNgLysJ7BXgmtpWiGuaIJ3gDvHgdVWfn8uUy/L+iUNn4v7HshIsVcFY8XwI9lhGgnCdAJ7glmDPV77auK8fwF7dHRjWCBEIEQgRCBE4IyMQwN4Z2e3hpEMEvhiBuCDkZII9tt7Ue3YmvsqELqnxsFZ8xYm2IUZ6k7XzRMUt/nFYm4xKCKfCK2f6Fn7n5KqwkCmqmCBGEMSlM2pSFl5ugpacruTDr+S/paJyMAhlKjF/f6lcv+n0TW19agAyGbL5E//kePtQT5UoUZpeclx8ZWJN5+VDQWtfqoo9H0batvaego4ISlJVx1TGDz74QCZNmgSw900o9u6Vjh07qmEF2/6F+oNRY1X9FqXGWZz2wXSF6r2ZM2fgNVNTdHkMS3XmNoR9BHoEvdw/U2kJV0aPHq3jaSXcmN98802Fg/tQ69Ecb3lYbu+nTXM/zZo1U/XeiBEjAPcu1Np7jZHWm4P2E9RZnJnJp3Uz1eXXpWRqDTIqgdFP2epOHe/uYSmVDuW4lEFCCu6P5j+q2IvAnir2cKwWmXmSGwGnVMazAhDuM5WVo3V4TyyPCk+61NsqxR7Bk6usqZd29HL4JKYwULeJe79hbMprMFuoTa2nKbmRYpvH2rZ9m6aNTxg/QaZOmyp7du1S2Kt+HBFkLy4ugloPoKh+lvY5QWtpiTvHBg0yJBfAtxWMVzp37iyj4LJ8ySUXQ/k5SLKQVmuKvdrC7YN3fQCAWyHrwVYDe1FnJdJwvZ25OqCIfjyGHHWVV67A3Iw91ZqyNKrMCHTxMwsA2WrWpTZ8MG4xZp0TvKfYY71D7IDN5oMdloulYk9LOPABEGp1Iq9da7/mMJ0W110mFXxUP1IpiXjQBFldj/k+a6/id7oXK9hTxR4VtlmqouXhnVKV11KUekv1b3Tf4rmkmoqb2nnXvFby55e/ViqfZUc7dtzr5sucR9g2RCBEIEQgROCrHYEA9r7a/RvOLkQg5QjEBSHpfCGNewxtfA2KvZpOygd7aryR8pm7FU/U+ZyqxyHUK4ezbyZgQwUqppcgJZfAhZNk1mpjRLNQdF4TwTCRK1dHVaYxOn1MTfCuprjWBoj87kpW8iXXuUqla9Maa9GOa5rU+6BRh6Xn3GrtMSWPxcPe91WIfv/X1sa61vEVc/4xkuNtEM/2l3w8A3uEbGPHvisTJkzQdFyCvXvvvU86dYIrLuqUWfpr8v79/WkNPnXNBQxGbPhvNdaYNVM+/vhjWb9+vbrm8lhU7BHMEchZLC2ddtSoUVpDbdOmTTBDeF8WLlyo9fps3PCnr/bjsSzlmPtjnb2BAwcq3Durbz/phNp9uUjJJKyh4YtCDxyU9fWquHxVPUvwipgQpKpWWk1gz7npAuwp4KtKxW0GxV5OTLBXonAqzoIzBU1xsDFKEU2k4Lo03NMK7EUKWkKgdWvXyqcTP5X3MWZnz5qNEgLFWhuvPtRiVIVxKSHYq+A9CwiTAlHcqnKyYXgUmWjk5gJAIQ28UcNG6rJ8+eUj5aabbpTmLZqr8UZdi38dlqFenrMeimrBEUQdB7Cn9xYq6qL0UAJkV7vP0o2jhyxqJuXak42YxHowQiCNMcud0v25HKSXULnEA3tU5BHSZSqhBNhDiv22gmI6rziwp3X08Luq9lxM6mMf+lKe6VLWaW5TDrBXxpqskUqyPk2kuHOmS0fA3ZmqYJsA9uoaluHvIQIhAiECIQJnaAQC2DtDOz6cdohAcgTigpATBahSBXvVzqeGAvh19fiJOp9T9TiEemVlxVBiMNWxPsBLqaYpsuYRDQyobmrUuKEq9QgBi0sKAf2yAWHgmhotBvdsLFmaqR97PyU3lVjUpZyprV/jjmedkHv1vGrar39+/rnZ++q8acqTqEh8XVDSV/7Y8U2FUte5+edYk/LvaLFTlVGkfKHSafz49/AarzDt4Ycflvvu+5qCPZqo1JRmzLYZbOPvdFu29FbCEsI5xoJGGrNnz9Z0Sarv1q1bh/F0KOGSy20J6rp3745XD5hhnKew5cCBA5peuWHDBqT35ieOZVCP27Vt21ZNOCwtl8CQqb1U7hHwjbxilAwdfqG66DJlt0njBhpSVdLBEYA/2eVMyaSKSLs/jXuHOX+bWk9hmQrzItUeU3AJ9vAm4Q95S2NeOzFq7BFsFMcEe2xHhgf2DO5Zbb0E1GN7VbV34hV7XzATSroOfe01HzCUlJZgrB1GivYyKEzfl0kTJ8qcBbNBmACJqbxE+m31Be+XuFTcRo0ydWyVFJfAMMbVetT3G2RK+47todi7RB5GGnrPnt2lZasWSfs5+j/LcF80sMc1qZTzHzB5puu6I/03azvGVIeqcpEKtgjcJUpQYHeqDIzU084lPgJ7qoqNIw3kvYGKVrYP4A3HRBYuYl+l2GONPVXfURUIsFeI9fdQDhul2irUw/aMvAJkwr3IxKMerocEaKZCnO7sCtqxPdW1VFw6Zxek0ruaggkDGJxTpqpt3aO72tKlY3VeHSsHxd6xjGbYV4hAiECIQIjA8YpAAHvHK7JhvyECp1kE4oKQuiBITacf9xjcBxhTpIOo2mOdibZpTM5P1PmcqsehCq+yslRVeFTsMXWNM6uiwmJZsGChmmc0a94U8KULTAuaq5MhO6c+0twszVT7y0tPtt9tEur/zTd0MNjH2Fhqpp/ilM6llM5Y85VtNnmuTT1n9fZ82GeqPptw2jo22U4+D/94iYl65BTqb1vbmKkJ7KUaK25rSjeq595/f4KCvffee0/B3te+dn81xV7yfi0+vpLRYKe9x3Ng/b39+/fLkiVLYKixGIYYi2TNmjVqjsHjEvJxYdovzTBYL4/bM3V3z549Wl/PwB0VeQR5yel3vhsxxxXhTePGjaHYO1vOOW8AaqedJ/1hsEGDDgc44PAJlRAVQ2aeoSap+Eu9NO4dTMPUbfWK8QwpFOw5IwJqXmlmQcUdL5FcAHOaWaS6cP/MIo2TiuvaEyn2tPabaxvBXuLIjv3oks41Y9vGva9VEoR59wp/+9ru74RNVOVR9ckxNBUuuEswnjZt3CRZUNjtgYvyBihDSwB4uR7NM1gntAJAqhg14HJzMvHKgWK0BJCqTPLg+JwB6KWGMAjIuf3PlQceeECGDR8qvXr1qDUuNZ0r03B9NSVTTxVmRWo1ja0X63TBHsdXsnmU3weEe5q66oE9fbhQx0OLL17fDp4RshHsEbBBxO2l4kZptQTVdAjGMQ8qWHSQXE1odKxZDBAPgj2OSe13Nx7V1oNQLzLEcmAP70XXFF11GVuCPZqegIVWA3s1PdCoaSzHHZ9+PALYS/UuFdYLEQgRCBEIETiZEQhg72RGPxw7ROAUikDcSV06X5TjHkO/oAewl9aEO27/mHkGRRecdNVHmmA5Uq/27dsv77zzLiDLbqhYmmsdqr59e2vaLifNnLrVpkrzYZX9ngxl+D7BjKt55sAe4Y0PvdKBfOmMNf9yNDiVDPb8thiw89vqT7L9df3JYfJk1Fft+XGyWMVKo0vxnpIM9j788G8K9t59992UwZ5vHmDAjfulcpEvM0rh+NixYzvUdxtlxQq4mELBR/UeU3OpzCOooaqO9fx4/tyW0M8fG1TqEezxZfHgewSAXAjysuCGTdUPxxOBYcfOXVA/ratcMHgwjDWGad29lkizZHoxgRvTzDXtz2X96f8dW7DnOqOCKlf8pKLLHD4J9eJpqLh9PPMMYpj6qo5yalQDe9XA2WkE9lQBCQhUhBTbHTDKWLpsqY6h/AP5qJeXB8i3GKYtn8jB/INSDGVfHlO9QdvKYIpCt28aZhD6lgP6ZWZkKUhu2rSJjrtdu3ZLp86d5PbbbpeLLxkBp+W+iSsp+dqtC+yZcpME93iAPVe/0Sny7D5nfazps3w/AnuK0Gpw9q3rNqGqOhpYeGAPYawCeyB2VOzRbbcC0JTjugTXkgN2hHcGuh3QpILR1dqjstAwOGk6ixMSRBIs45isrUewxzRcXjM4V0JD/kcoT7CX4Sn2AtirqyfD30MEQgRCBEIEzpQIBLB3pvR0OM8QgToiEBeExAVHPHzcY+ikmF/pk4QtdR071NirO600eTgY2KOSpRIBz8rKwYS4QrZu2y5P/v5JKKw2SZu2rWTMmDvkoouGYyJGt006FwJRHEUNkqzgq2ndZOWZrUNwRMhDaFRbOmhtwzqdsWYmEHWlwvKYhEe+Iy4hVk0KOpt8pwIna2pzXWO9rhtbbVDCABrjyhTWTz75WMaNe09r7bHGHhV7VNHVVGPPV+uZSo8/DcT5akO9hiOzC6r3COwWLVqkzrkTJ34ma9euUThnfcyY8sX4qpIKC8EfF6b3Esz4xzITDQf2nOkBt+f72VBs5aF+Whuk7Pbvf04E94ZBuddTmjZpHDnlQo2kNJv1vqgy4qiOt5RHdUCdn3QECX1pnamPeA/Ue1qUwhjvMNSAxdyCoNKBPQfrI1liDXtJ53rxdxN3nJpiL3m7OtXYOCiVe1Rx7tu/N/FQgOOYLspPP/20bIMTM8cUITBLxZUT7KG0QCnrsyEGDRvmSds2bdSwpVevXtIGv69YsUIaIO38UqTj9u/fVzp26pg4vdquIb/tvmKvWko2I68W49WDnq55htbts/p60U+7t/gPGKopiRPkOrXho49rtN4doLeCPZcSC5GrngbhWlYC7GE888EMxzXBHp2beboRzHNptxx93J+W7VOQ7hauy1RcA3vqveFcqgn2qCqmmo+nTKCnZhxM/a0KZl1gj3FI5d57tMgExV5q4yasFSIQIhAiECJwciMQwN7JjX84eojAKROBuBO7uBM5nmjcY3CbSECWiJM6/dWRVhTAXvpgrwjuhgR7TGMrKS6TjZu2yC9/8QuordYr2Pu7v3sA7qWXaSouVX0ZSMXVfsKk2Wqu+bDHQIsBG/ubgbpkSGQqL9unb8gQ52JJa6x5abB2LEvzZLst5dhvs05Po/Hop78Z3PLVdsnj1mLjG4r4ac21ne/Rzq2mY9jE1AeWZkLB41H5NhFGBAR777zztoI91tgj2LMaewllkCmConQ///ztfKyP7dwtXgbsdu/epamUVAhSubdx40Z1XmaNPou3H2tL1yXYs7ga+Dsa8CWiq0eXTsDANm1aSzfU8Lv00kthlDBY+pzVGzUjTeXnoEEWaIUqi+IMNKybKtgz1ucwYnxMZ+YccZpH5ZaBvVQBfJz927p13ZOT95kO2CPQK0c9tywAX/5Owwwfao2F2vRXv/qVbNmyWZWgqvyFqpil26jYKypyPdChQwvp06eP3HrLrYB4Z0vr1m10G46lnr16Qj3aEgrQRtWaXBO090Ea07Gtf08W2POvt+pgzwnjUl34+ZkM9si+DewRzMGDRAEfd0uwp9m1pHIR2NNjqeuxy0dWoBe1wcAerwDY7Tgjmyh4zJQ3sEdlov5N77HcPR4kaYpzAHup9mVYL0QgRCBEIETgzIlAAHtnTl+HMw0ROGoE4oKQuBM5/Z7vfSFPuTuSXHF999va9hHAXnpgD/oINc3gdI3KqKLCUgC9zfKLX/5c1m9YJ21at5JvfONBdY8shdFGBsBeZmZOAuoRtiSDOwIkKq6KigpVZaNOu1G6LfuPsMd3VKVCrFGjxon03nTGWbpjjceyMWrqM9YW5O9sd25uXrUab3YcnjdVbyV05oxikJ2dozFMVhuagoT75LlzO/5kGhpTSbk+41ObysRXj9QGG/yY+fUNDYr5ced5sc0G9t56680vgD22x4ePdt359fXsPV+haM7B1h47X3Oy/eijD2XKlCkyc+ZM2blzJ2BMvqZJcjEnXlPfmWkG4Z4tVGQZ2LP0W/6NY4jr0dGT4p5SpArSKZWAb9jw4XIRHHOH40VzkBZIzaU6NQeOzzk5gNRp1dhzKbIJxZ5KjLy7U0R6DPy4PyVJuOq4IeouAKlia/bsnpv8MCRpR2ndm/1TjFvDTVMtPUCTwpmVRCneObi2MqEO04c8qvpy+3nzzTflZz/7mWwFpNu7d4+UwEgjt34jgMAsHQNM6yxFocIePdrL0CHD5NFHHwXY66fpuMV4iMFT4BhINvTwr6ea4qRAm2Aviqmmm0YpqQb5kosjUrFX7laMtSQr9rix3Sv8hwh2HVL1Vp7hUsBTXZhGmwmSx3qrrsaeZsuqgQYXgjlnnOF+r+Q1i79pVT1K65TEOW0qAS5fPE+qJW3ka1o1rs9SbKP1XHUVqEq53ygm7FbWR3TnyHuC9rb2d21KPd2/l6Js636ZcgZBsZfqyAnrhQiECIQIhAiczAgEsHcyox+OHSJwCkUg7sQuHeAS9xg2i0hlCuwDvwD24oM9M8+o0Nkp1WlZmr62afNW+cOTT0K5twFKlhZQct0rF198IYrPF+vEj+YZfr/6NfQIY+hguXnzFtm6dYvCG4IYhS6YfPHvhH5Ua/HfDRs2UEfTzqiN1r59O2nWrLmm052osWawjZBo//59snv3HtTe2qntJNxq376DKr+aN2+RAHwcozwHggSuf/jwIU1ha9asGZRArRLnwPV8R2Duk6mpdHwtKChUcJaXl6tQqiHSRw0KGmy0GKcK9myy76Chmwz7KbIG2XhePN/PPpsIxd44+etf/+qBvQ7aFsJGS1P2FXJ+m5LVinZ8U+slpwnymIwZlXtz5sxF3b1ZcDpdqoYZhJ22nYFhxs9PxeW/fZWo3Up9AFlB8Iy+YPsJkXgOzZs2Q5plJ9RQO1vh3pAhQ6QLaqs1hEKLRf8pPYrJWr6o2FOmEd21tD5YxDsi8GOlBeKMa70qQYJig726NrA2RXXMFKLEP0rsa9TVUIsH9ugvfS/EAAAgAElEQVSKWwpVZzYAOMGejgGtqehSt5lG/tvf/AbX4W7Jh2HLIUB5VOzU9VkvrgJqv/z8EunVs6MMh1vyd77zXenWrYu2nXX2DGBnYN+sx1fX4o//ZLDn7qKujqL9Xo3lElqBoKXy2ea3AybHOrb8+4DV0PuCWlchGNJoM6CmrutkvL8T7GUgfVnv5RkoMYATINjzFXtZBHV4n8yuEn3iwB5NSAzscYdU61EtyJ+Eca5WHj9i9HpEdIDcNeVWrzuaY2Ar3W+0OcGeKlUN+KkrewB7MbozrBoiECIQIhAicIZEIIC9M6Sjw2l+9SJQGyRLVhukeuZMeznaopPTSBnBL+f8Es6UGS16bd/CLekr+mKuD+2jL+j8jq/TmLommkmNqKjFPMN2Yz/9KVL1c6maph7t0HEm2dbEdEDlqXqcCnXFhaqFxZTQSVSPEext37FD3oISZufOHXDFbS7XXHMVXEbPUWWVA0WZWgeP50Xw4tx0neLKmRscgiprqsyfv0AdKzMBWVgPrWXLVpikl8HJcpccPnRYCqHoI5Q5q/dZcv4F58v5AwciFbSTZGGfVGpQ7eEnL3Iyz4UGCHpEVYm42k7sfzeZxmLzc5wWoYBuQ0VcpB7R9mJFjmXWWmMK38aNm7X228aNGwD4DkghwB3TRHuiHlffvv3k/PMHSpMmTTUlkOdOh9fFixfKpk2bYTayV4/fClCvS5cuAEj9kfrX0Zk+cIKMc2RcduzYCTfPDbKZaYM4Bscv49KqVWs9Rvv2bfHvptH149rouBMNBCrkEOK6Y/tOdY0tACDkiefmNVD1UceOHVBDrqmeYznixDjzHPYf2I9+3KXXbl6DPGmH2nMNAO7Yl3QYfe+9cfLGG2/IQw89KPfeex8ckLtrKi772Ve+2Lj3YZ2BvWT1kG9C4sM+QjbuNz//AGK9TsHevHnzZOXKlYjNDnXSZZws5dYMVghgTH1DAMj3CUF9EGhpxtm5DXS8ZWcD7LHOH9LMCUWaNG4obdu1lQtQY23YsKEycMBA6QrA07pVG+0jOogmq7T8c06GlCoxUnOKCOIo2ItQihMjJYRMdkvUWNTNjhJ3Qx3LVOzFJUF13W89sHfUD4A6/hj7vpYG2OM1z+uH1zxhlnNSJbDF+MbDgXHjxupDiJ0AewcxfgoxPgh2OQZ4fXDM5ecXy1lndUWd0IvkH/7hH6UrrlG2vUEDqj9dim86YK8yqgtnYUqMBY4JvTdFwCvx4eGAV+zuNPcVH8RyIOln7hc7W4di3OMQstHBVscoUFsE9vSjIToVNbHg4Ti+EVf30Z6oMBmtWHVBGNTzwR40klIUgT1VX2IfTLVVYxl11eUgoelGZMhB6keoFwPsWbjPdMVeTd9VjnbN+uD4y8Tuy9xTwrYhAiECIQIhAvEiEMBevHiFtUMETpkI1AaVdBIZY8LIE9Kv45ZH5M9MEmdLFz4karKOWqT+4YRJC2vjOz1dH/Wpu06I8QOTHJa919L3qjDAi9/9kRIUVw5TikkJ3SR1QqEv94W/qkh99ekM1yythwkgJwpojKb3RK8E7PFnU0qCuOOIRp4yPVzVkHQAYjqnwXix6LxTzzVU5dT+fftk/oIF+n4TGA6wNlW7du01tlS1ZCIn6/BhgCX8uxEgUVERU0upPnMAhnDmyd//QSZM+EBWr1mt8K99uw5yyWWX6QR9zeq1CsOo5tu8ZROg4QC57rrr5Ibrr1OwxBS5rGykUaKoEyd7RHZsHyfy7Deq3FgTkByFXciaTDw+Euo0XQwzew1FBWalBw/la7sbMtUXkhMC6RLU3mI7s7B/uj6uWLVaxr83HqBpJtq2Rsf4EZz7/r17pTfO/aIRFyv06tq1k+Tl5CE+e2TG9Ony1ltvybr16/Q8GLdWcNzs0bOn3HLzLTIYqrD27dqpIpEpt5uhgpwzZ7ZMmjRJFsJIgtswFi1atECaYE8YlNwJuDlIOkAh6BRolTj/TFd7CudM5dKqVWs0fZZF/7dt36YArx1gVZ8+fWX06GulXz/n6lmG8y5ArLZANcljfvrpp1qrqlvXbnIz2kZlJI8xa9Ysef/98fLGX1+DccbX9BypaqOC0K9zaABN7xtR0Sx/fNY2WaztfYNwdM1dvXq1zJgxE6m5MwCC56sSksdmWrODN4UKSF39PY6tYj1Hvsf1CAP9hW23tN8ixhFjke8R7PJ9xrtz585QoF6sr0svvUzfN5dnU0ua6pH7tr85oOSMPswROM41FxuExdn5V3VdjH1yeMJXAnmObdZG5AOJAwcOylgoTv/4hz9AHQy35f35er1k58C1G/eAIlwDrMnH+1H//v3lwgsvkr//+28CovdB6n+jRG1Hpu3Gffikn00xU5FPyy7yuWENRDLu51Qx9pePuNGGySkvgfpwXWWyxitgbA6uRX6HsM96HpJsL7OOh5A1xTad/ol7PukcI51xELdd+vkXuSTbwxX//u23oZoKNVJ7++UP0mlv2CZEIEQgRCBE4MREIIC9ExPncJQQgWMegZMB9so5mY2+ICaDPf7NwB4nVMca7FUpIAzUVYE+J4lxIQ5gL/2hxi/9nPhybPHLvKXSboMzLpVpBCgsLE+1mgMchDuVUEIRsCCdDaCrqLjEgTUWrgd8oTvpL37+K4C98bIeir1OnboCWl0gN95wA8BKS029nDN3jiyAom/JsiWqnrr5pptlxIiLFLoQHJbDgZd0mMekqoaprgSIqlLLZY0/J5Ciss9ldbGWFkxAqO6JnFUJAoqLCxXcqAoN63IySXDo0odFFi9boerCsVD+ULHIVNqegHN79+yFk+tCqOQOQ33XQe66627AukGAdW1lOpRun37yKRw5P4RCr6sqwZj6R0OITZs2ygUAdDRsuP7661WRd/DgAfn440+1ttwsqNTatW2H4zC9t7mCLUK6EReNkFGjRsm1116nKYcOWPJcCFJZE68CqdGbZTZg3Ic4LmPHODP9t1u3bnLjjTegltwwBYPsB4JGpkMT6r3xxusAHZkwj+gjDz74EOBpVx0w06fPgJnFOHn9jVeRbn2fgj0CkLrAnsGvOKPO4KAZZHDSqS6nALwElfPmzVcIuW7dOlXv8W8G0XgcNw6cIpTbOqWoAwPqhKrg1/W1gT2byNp44Lo8N/ZJv3795JxzzpEBAwZAjXmBxpDn5QM+Oz9free/F3dSH3f9OPH9Sq+r17e73nlN85qnQzfB3ttvvyO///3vZcfO7XDMPSRZ6P+c3Ajs4frgwwkuffv2Bdi7UB555FH9nWDPVMc2PuLGMPRnlaI/1dglwB7uw/xeUW5gD58lOQCsObjGs6ig1U8X1++aqhtlDqR6HK6XTv/EBWjpHCPOOdi6cdul34uiB7I+2KupvQHspdMjYZsQgRCBEIFTIwIB7J0a/RBaESIQOwJnEthjPR4TC7ii5DXULgpgL/YYqmkDf1wRpnDCS+MLvp+JyRZBkRk81I8KpNOpkiIKmmkwXY4Tbk4a+PPIkSMoaP8LgL0Jsm3bNhl0wRAAq2vlxptukE4dO+v+J06cKNOmTVOVFgHL1VdfA7VbD2nbpg3ASy6UNs4xlXX/nBmFS4Hl/C47i+lzbpJfVRerUgoA/qgwzcK6NrEh/KEyLjcXNbeo+gEsK0F6JkEh9/8OXGHfGz8BsOxvqughWBs2bJjWgps2bSqUZLN0m2uhKGSdwU6dOsiLzz0PYDZRlixeLHfccSeA3JVIh20K9dsHWq+uEWq3EdQx7Y9QlCm4Tz/9Zz3fdevXyu233SGXXXapOtC+/vobMh4AlOc9atRV8vC3voX00BYKqwoLS9S1lcX9CTUIRFmf7plnn5WPPvxQFYw5OdnSAkrBq6+6Gs7FI7XtTM2lSnAr4OwEnNszzzyjcPBsQLvv/ON3AS57aHwIGseNe1cVe8cb7NWmdGOfurp7a1Fvb4mqCJcsWQLH0i0KJ/l3/iSs82Ge1dUjlCGs41ilk64pCv2/8z2/bh/BHsFqW6Qlsw9uvPFG1N0bqq6oNHGxVGQbQ8lgz/4dd1Ifd/1jcnF/FXaiUA8KL1XoOoW4gb2//vVN+Q1q7O3BGMo/eETBXjbBHuAfx42Bvd69e+u1wRp7BHscM+bGHMBe+oMkLnAqQd8dpGKPmQD4DCmHEpkfKZl4LxufNdkEe3x4ZGAPfa71/2LnowewV1MpgaN9/psi2R7ypT8qwpYhAiECIQIhAicqAgHsnahIh+OECBzjCJwssKdqG7wymIqLiZOl4h4vxV65puKaOs8F8WhFyTVVMaTixh5t9kTfwIcpWPz6Or46yzm3ArkiDc5BD5f2SejGHuJEmSmjnEwT7BE+7UE6K6HdmDvHyODB56POXkuFMDt27EL63HY48G7QdNKePXtxj5pm27w5wBRLrQNO1aNLo07m6+m+Kc/MBNgrQw5tWRnNIbQIk078K1Uy6tYl89VUcTo90vEXs8UKpOyyRlcFtmUbCC+fef4Fef+D92XuvLlyJyDd1+6/H/W4euqxNm3aqu6trBnYv/85Wj+vEpPRX8CFc9HChar+e+zRx+TWW28BEGogH3zwN3n55Vdl1eqVquT7JtL+eF6sKffzn/9cli9frtv8I4Af1Xxt2rSQV155TV9bt25V4MCU2KHDhkh3KMiKimjg4cAeT6WgoAgqpf3yf//vT1SF50An4CbA53nnnSeXIa10zJi7FD4SZO5HauJ4gL0//OFJ7SOu80/f/z5ScrtoSivhJJWKb7/91+MO9qzuninibLCq0hLnQcMVptUS7M2ZAzXngoVQHG7SlGWq9Azs2djkWLOXgT0q9riuKU/5k2PW3Hb5N/s708ZZp48/qdgbPHgwXoM07ZxGLgSRbjyX6npW08/Ad7LzcSoXXwB7qUTpi+vgklH1qqq3kIZL1TCvT9bCfO211+WXv/wlUu5Rd/JwkabXE+rxtkBFK1O7uVCRSbD3+OM/0uuM/W5gzzeHidPC0J/xFXulAHsFCbAHuIeHQjQH0RRq3KOy0L8+2MPtVhf3QCnekk7/xAWV6Rwj3lm4teO2S78zpZgq7u/b0nfThd3pnFvYJkQgRCBEIEQg/QgEsJd+7MKWIQInNQJnCthj4W9n5+AvSYo9709UcpQFsBd7bPrpkZYaaeo8332Uv3OSQFBiYM/UeaxvR2jEFFxCD6qmCO1+8+vfwHV1kkKxOwH17r//ASjLmiusO3TwkBpGEJbQECI3J1edWAlRCLIaNcrDubjajtyvgT0qA0tRH88pCqnmYi22bIV7WtsPpbLKUdNRwR5Bn+buuULsrL2XyYkjFIZU9TBtd/ee3fKzX/xCJk+dLAfzD8r9DzyggKtpsyYKsYuxzqaNm6D8KdJ0W8KEjQCRvwKkY7poL0C7Bx98EODyagWShFEfffSRvP3OW2pIQpVff9SsY/yYLkhw1QEmF4SBV1xxuaqGJk36DAYWE3Q7qvRY9+2ee+6Gg+cwBQ88L8aEYIO1AQmv/uM//kMNL5iSzHQ2ngtVgucPPF++8Y1vaK09KtLY3g8//BvA3h91bDDN9nvf+64abXA/JxLs+RCZbTE3Yv5uYIXnS9C7BnUZly5dhvTcuare2ws4zPY6BamrleegMscBSvFH75nZBuEdFzc2GD+n4OQxXQq2q9lo/26HWohdUX9wwIDzAPnOx8+BUPO1Qf801O2qjlnlzpkMKFO5+FKdaKeyrzNpHYI9jmVV66LuJHkF/70H6fKvvPKq/ALXMI14yvAewR9NGygDMzDLMdK1a1cFe//8zz8GuD8rof5kHNM1Cgj9GR84weRZStCBfCioD1lo2BEpMbNRdoCGSbxX22d/9AxJ+zPukk7/xAVo6Rwj7nlw/bjt4japti2AvXR6JGwTIhAiECJwakQggL1Tox9CK0IEYkfghII9fLOma519Aeex6axJZ8LjrdijEUhNX+MTRhhJkdMae5j9afouJg3BPCO1oeWrqCxVkTCEwI3ptKWlrvaepePyfXU6rET6lKoBCEiokONk2hlWEHitWLFSnvrTn9UUgelwX//61+Xrf/d36gRLwwQqsS655DItYs9UWoNWTl3lzDnKy0sVWrmaaRG4A8A6BDfdPbv3ARge0X3nwRU2B2AwB5DrYP0SKYb8QyfqmDAyzas+wZ6mc1VK00ZN8GokTQARj2A/69dvkB//7x/L/IXzpT1cbO8F1GNaJsEh48A6XASdBGh00OR5TZ40RZ76458UGl57zbUwrRitNfW4PpV5TJX9r//6CYwuVgvT/84591xpAHUQU3RzAf+GDR0G0HmnDASEY2zprkuA9SScPbdv3w5ji/bywx9+HyYXNyU6URWpOBeCPULGn/zkJzIObrYdsC73cRCgdDvi2rlTJ4C9v5ehOAaPnZubJZMnT5I///lZPafevXshPfjbUEi2UyXTxImTZOzYd+XNt96IrdiraYT596fke5Vf58lq41m9PAJNg2c2DjmOaBTyySefqNKR/94N51Om0bIWIl1vuf0+GL1wYfz5IswhyLHF4J4BPjPhIGDmuhxD3A9NNdogHZpgj+6pI2CYwlqLTMs1QGSmGVR7Hc+JdmpX75mzFgEQ62LyU4HqVY6lEtwLtiPF/ZWXX5Ff/eqXCfUqjW/o2sQ0T4O37GOmXA8fPlzBXi84XVutR4tiqhDEj3o623zVei3udaC+Wup27hTf6mZPsEegh9u2uu5GTrwaKyu3EcBe7KGT6vi0hy4a7qiWYboq1tiNDBuECIQIhAiECHypCASw96XCFzYOETh5ETiWYI9PyVm7JrEQ1PgSuQjsaYojfycgUUdMQhfninu8UnFZYCfO83muWxbAXuyBaePJJsAEGAQsBBiL4NzKtE+CEaaxtYXhA8EeuJum4jKllFUQ6yNV1tLkuO2yZcuh1PsMIOtNWQbVFSfaFwOSDBs+VLYh3dQceG+86SYZCufYBgAnOsnGf4Q1nIyU4fgZGJyEyDbmCHwIvlasWCWzZsJkAaYcu3fv0fbmZOdKXoM8KW+cDcvcLFW4lcLQo6QAbr2ANtD4SG5mtvSnYcLZ58g5+EkwsGHtWvnpz/9b5s6fq2q5wYOHKNjJwe8ESKyb17FjJ1W48UVQyZp1494dK42g5roBEHA0VHnnnz9QwebBgwdh/rAeirp/V6UZjUAI6nh+dH1lGjKB0V13jQHYG6iKQ9aSmz9/nvz2t79VEw2aXzz+OMHezW5eGxkHUK1INeTOnbs0tZb1+libkG1kf02dOkXh34UXXejiDXVS166ddd/Pv/AXBWBdkGL6ne9+BwCwo6biTpkyTcHeq6+9fFzAnn+/MrBnajn+zZxn+V6y8yzh3Fr0D+vuzZ07V18L4NRs6lECV9uHr9Cz9FxfpWf19tQJWes1Ev5Q8efSxg1mc3wTehLo0fyE46F//7MVHtvxzEE3LtDg8VKdaMe+kL/iG1CxV4y6mFxycqjYq6f1JTds2ISx+xrUsE/oWOD7rKdZWl4C9V5JQpnJ8UG37YsvvkR+8IMfJIxSTL1pYypu/8Rd/6vYTXGvA/1cp8VxtDDVVh8RRV8/9C81fPhXBrAXe/jEGZ/+dwHtosj9PPZBwwYhAiECIQIhAic0AgHsndBwh4OFCBy7CJwpYK+m0jAKF73v/Mnf/csD2EtroPHLvwEWji9CDwIkAp/t23dAtdZQTSXoIkoAQrBHSUVpORU09VATKQuuuKUJp1I6rVKdNnHiZ6gbt01awPm1e/du0qZta1WzcWkPeEXV2iWXXAKA1gTQxNVBI5DjQoildbIikGxtpBHHggWL4Eg7EW6ya7T+GrfLykKtNIC9wiykduWwnh7ahIl/IVV9R5DCCShIx8XhMEi4aPhFeA2XQtSrW7FimTz11B+h2Fugx+2HtFmmzjZr3kxr9jGNuG0bgJ5ePaCCGwpItkA+/NuHMgnn1qJZc7nlllvluuuuBaQboAAuPz8fMGq9/Pu//5ssxD6ZbkzFF+O7fsM6GId0gsHF5QB7VOwNVBUSFXuEb7/+za/VaIQOvI//8AcK9mxixn0TPhDOrV+/UZ5//jmZh20uQr8QWBDuvfX2W7IW8W3I/sI5MtV3OGDq2rXr5NVXX5dNUEm2b9devg+w0aVzJwV7U6dOk3fffUdee/2V4w72kgenP3H0wYrd43juVI3u3r1LFsOkhCCT6cpMZyaMY0y5cD0qsrgPgjmrjee74/JvBv9MHWhjispFpkRbe7Kzc9R8hPUIBw0ajLE/XEFfO8TO1H88blygYW1N6yI9wzci2KNalUs2aujZ2FiyZLnea5559hmn7CUgBugvLS1OuGG7+0mZpqFffvnl8thjjyms55jwHZp9RWmq4Y4DTlLd5+m2XjrXQbXnidE/3Gd+BPwC2PvCMEgnzjWNpdrGbE0K69NtLIb2hgiECIQInIkRCGDvTOz1cM5fiQgcc7DHNBijaHUo9vRrN+magqDjq9ijesvN2v1uA7RJwD0mCbvFYJ+mk4RU3Njj3AAHNzQFC2HKE0/8XjZu3KApijfffIumsTnzDNVsSglSO/mPbKRF0uSBMI6qJsKXp59+Bo6xSzC5LpE+KFTfuDHTGUugAlysoHDQoEGAW3epgoZQxRRUBmtUFQWAyBp73C+PyPdYV2/jxs0ye/Zs2bVzN+rzHdY2ZUGNR6izbvcW2X/kEBRWOQB7cMSEgu4QaucVoT5bGdoyhKBm2HAZDjUblW8zZkyXv77xGgDfck0BvhTmE5dAqdWiRXNN//zggw90W5op3I26d/nY12IoGSd/NkVaNm8B04zb4KJ7DSDdeRr3ffv2Aziuk//8z/8P6bXzVPXH+DKlmXXiegAQjbpyFAwu7kAdtwGAFeVaU27u3Dnyuyd+J9sB9ujU+sMf/lBjThWgA5xOuUdX3JUrV8uLL74oixYvUrMMAse+ffsBcLwhn02aCMXkMk3/vRoOu3fiOHtRh+ztt99Fu1YDNLaSx3/0I1Xs0TiEzsRjx44FFIxvnlHbQKsprcsUofZTlVVRXTzfxdZSwzWdPlKMcEwwxZlwj+2lizIBMdNy+TeOHQN7loprtQnNFMYHe2w31+NisI8p19wPX9wn1ycAZF02jtWrrrpKxz9BrW2bzkQ7gKDYt6fETT7iuOgj9xYh+owZs+Stt97WsU91bwbhHhV7AHtFRQXV6imy/65B6vx9992LlOu2ibFj9z+798VpYejP+IDbvz+47xTRRz2u+WrxTHq6V/WJn3oPpdM/ca/rdI6R+hlUrRm3XdzSjDB8aF2bEs9/oJJO+8I2IQIhAiECIQInJwIB7J2cuIejhgh86QgcU7AH0wPWH6sO9r6YjsuES1cPB6lOJxrsWcSi/Bwf7LkyPFHbovbpRCHU2Is1ziw10jZyKa/b5Kc//WnkWNteU0cvueTSCMBxNJSjhF25gqdsQDWaTBDiUQU2duw4qOD+rGq/Zk2bA3xdC0DSCRPuelovjfCE9eWuuOIKTSUlDLTJBhVabI8qqNDnrLFHSOMAV4ZOVFgwf+WK1Vpjj3+jcYd7ZcieI/lSUlkqjZs0QUF2bIsUvAIo95giu2/vPunVo4echdpzTC1evnyFfPzxRzIerrCbN23QenpjABupwmuM35cuXSp/+9vfZAGUd+U4zgiYWlDdtXHjRlm9Yo2q724D2Lvmmqvl3HPPUVBw4EC+Kur+66c/kdlwd+XCenC8dvYf2KeOq9deO1puveVmORvKQAJRuuFS3fe73/1OQSrVd//jf/xPueOOO1TBSLdIN65FXUDXrdsoz0KhNGfObNSCGwEV0kgA0hFIq52K8/lE3n9/AvbRTPd/5523a4ymTZuuysAOHaDYgysu04oZ6w/hWjxu3Htwxn1b3Xjvvfc+VTYx/gbNnFGFM5rgUhcAsYl78gTe/m3qUKfQdP2mVzLBfHQcA3tmsMH39+7dozURFyyYr665VIbu27dX4Zx/LKuxZwDO2mw/DR766busmcfzMrUf+5lgj1C7E+oW0kyD6dZ0Ru7Ro7sqvtKZaJ8oCBDrBnCKr+zqsFkjOUbc7/v378P4/RjGM+/pmFd4oXAvQx8iFBU7N1xLneZ9iPUzr0PqfHNAeVPscR32e13juqYwhf5MD+zZvUT7LHp6p7Fk/dZEoKue6lV7vhdjvKbTP3Gv63SOEeMUEqvGbRfX90sdWDv9cX6i2p7O+YZtQgRCBEIEQgRSi0AAe6nFKawVInDKRSCAPVPoOddcp9GLSvJEM74A9lIftv5TesbNlE2EQDSA2LBhI9RqnQB87pXLLhsZATiiXkuDRM0ypOKWQlVXUFAou3btUgXN00//WRVzvc/qI996+Fty/qCB0gSqPU7Cqa6isQMhF+vPEdoRXrH7Dh48gH9nSJMmjSOw55wtfbDHdNTVq9YBTBVE8Mk58ir4g+lGTgOkUjZrCiUhau3RqRc7ptJu27atmk7Zrn1baY1ad3PnzZfx48fLBxPGyU7U7qPr7aOPPqruvRlwziVkmzVnFtJYX5VVqOvH7eg+mw9IuHfXPunZo6fcfNPNEdg7V+vbUVlG+ESXTtbUo8KQqbGs+0XFXl+kM99w/Q1yPV40DiEMZfrtYqjvnnjiCaTNroHaME/+5V/+BTD1bjUW4aJQHf1DmLl9+86oxt5UTRWlYvCGG0Yr8Js6daq8/MrL2g85UKVde91o/bl+w3o1LiGU+i5q7BHwMZ11woQPtE/GTxh73MEez4PnYM61/N2vd2fnaedq65r6zgAg1Xqffz5NVYuswXfgwAEFhNyOsI7rG7SzKyE5/Zbj3Aw2+De+nCK0KOGUy/1QBcoXTTV6AAozJZ1uxYw7t2H74yxhIh0nWm5dQj0yZadarcR15hy698DR+u2331b4PnnyZK35SUhE5W0ZjHdKSop0HFg/8Xq6/fbbtA8J8QPYi98XNW2RLnAyFZldE/qA6SiVdRMq/hjNTud6i3s+6RwjxkopErEAACAASURBVCkkVo3bLnetlCY+OyzeBvZ8FV867QnbhAiECIQIhAicGhEIYO/U6IfQihCB2BGo6ctdIiXVMYCUl3qnk2KPZ4Wn+abYI1pSdz1/IhDAXsp9byvyib45wPKLPifCBG8Ee7/85S/U2KFLl65y9913qemDU9ZhAg1jC6a9EajRFZf16FiXj06wb7zxhrzwwotMnlUA8n/+z7/KWX16AFjlAkptlQqMuyZNG2Ny3VjdbOlOajnXdLK0tFsKONS4RfvVpWkdPJgPCLZUxo0dD1i1QfYD8vHPmVDF5QLAZOVmSxYMOFizjwsFpgRbhHsFAIHnsm7a4EEyBKYdW9GWKQACr/zlRdmC+nPdunWVhx9+GEq5MVj3sBzGi0DwZz/7b5iBTNJ2EvA0Q229tQCLbVq1gerwSqTj3qL7Y1w2bd4qixYuUodbKv24qIsr6vvt2LlDenTvIaNGjZLbbrtNU3F5jqwVOH36dHnqz0/JVsS7OWoS/vjH/6yKPQJPmnwwZZfAgv3DOP/6179W9eO5SLkl1LvjjtsBOguxr7V4/2NV4i1dthTwsC8ceRtAtVigSqZzzukv3/ve91SxRxD78ccfQ603DirLt45JjT2NeaS881V0/N1q3vn3MJsU23u2nv++M7g4pKpMxpJquoULFwKE/k4NXggxzfCFysya0m+tNh5/miMvIZ4BP729ROm/Tv3pYs1rg/tj3T2mZ5977nlqrnLBBedrjUTWioyznCgIEKdNp/q65bhf8J7BlHQHb6kUric7d+2UV195RT6C6nYWUnLLQP/Kcb/IQn/xPoKqigmwx35/8MEHFZbzmqEi1QAyzz8o9tIfBXGBEx/D+TU1/Yxbq6Or9xGvSWquwQ//mEs611vc80nnGDFPw32WmVQ1xY3tQYcfa4N6Ptyze1+Kuw2rhQiECIQIhAicYhEIYO8U65DQnBCB2iKQ/GUu+am1Ai4Ah/oALHSSjbVgshQl+bnNouLV3JUtTg0XPUdn1q7K5KC6wY8ygLbSqOYdswUzWW8N72dgHa2b4/J3pdIZ6cZa2DLN+vW/3QMm2W4V6jFFi2gvWodpxToBQGNYRJ2vqkSfqD1RKzSuqoJC4+K2zfuCXe1LfVLdb2u6tonHraEg+NGComAksRmhZpWewe0T/+k+idDckshY83fMldl3fjdEO66oKIO6pYRB078yggUAHlu3bpeXoPzauWMnYFZruQ5pbIMGXaAqOJ2IsS0aBwf3uOxHWuSkyVO0ZhtVYDmAIVTH/Ou//Yf06t5ZGjbIVmWfNgadyyL3Lv3RkqoxdhJupeWquiHY4zHrA0pxIbhZtGiJvPPOu3CdXazt5KSddf6y+BOpqzTKOAz4o6nCADR0uOVxymD2MXgwauxddJFcBtMOgh061/72t7+RNatWAmB2kUcfeVTTcY9AzXYE+6Cq7Sc/+Qlqu32qbaHSsBOcbmfNmatKriFwTb3v3nvkUtQK5HhaB+MM1v/701N/AuRcBeVgM5iGtAXYy5TlcHdt07qtOtbeizpfbAsjSBfhadOmyl9e+ovs2IH0ZagJ/9f//JGm+dK1ugxKQLrnMvDFqB12GCm0P/v5zxTgnX/+BWreccstt6gqMB/qtZUrV8rLL78sf0N9wAzEw6W41dOagENQj8+l4naEq2ghTEg+UbD3zjtvQbF3n9xzz72JVFxOCH0YFzcVV4e8f61wtCRuLlUp/3YtJtSjBMYcrdGAJaShUpHnQIMU1nakicnP/vu/UWdxJ4AuHJFz8zQtdwXqIhLGVfA/L3XY1YZ0cNivt8exQ9VdQ2xPAKo1+jBOigC3CVBLkMZdgfEJESmUoA3UMbczUnOp3rsE9Q37I5Wc1wcNYAgJbbHYJV/f/v3CV8vWdB+o6+9Hu3d8lf7G645daTU3S2GiQRDHhw+E4VOmTEFq/gq9tzB1Pwd97T4ZcA8BFCbEo4HNt771iBr28Dpnn3MfVufRh3xxYneioE6cNp3odeMCJ/+DkJ/RyR+L/Nyvcanxw+3oZ5tO/8Q9n3SOkU4fxW0X1+c93qC11RC1e7rfblVLRg9kgpIvnd4J24QIhAiECJy8CASwd/JiH44cIhArAkcDewbcCPYyfBqX4hH0C3VUvyvFTaQe/BKYhVmGiW4xXgVMj8J/RDt5eOVgp1kR/HM0CX/1H8mneKBytKtKx/XFjQj1FOzRCZeqLio1cDyIOhLKm6MVibYvsbHrKmkNsIiKRaCArSNMTLBMnVZWqQk5T1HYmeK522rcpyW9luk0FS9TJTLlDMcHrhBUYcPL7T3CZtUmS07vhjZEL13JyR3R/0C09UsBwgAwMKPKa9hYDhWWyPbde2TGzFlqvJCTnSmDL7gAqbO9pTHSRDOQHkpTiwKk2hIE5uTQKbee1uV7+eVXVUk2H8YRnEwPQ8H6xx//kZwFsNesYa7WwCrFhLoEKajZADJUR5WVOTjLcaLptGhsKVQ5BQUHMSkp0zp92VDhcaEz5sZNG5F6N1Xmos7auvXrpWXLVqrW0wUA7AhUfRu3bJZSTPIzc7JUbcXjEvhRZTUUzrh0x83D+zu3bZd/+dd/lfkLFiAVt5189x//Qb7+9a+jTZWyC+YM69etk9///vdaz64J6vax/lxHgIEJkz+UIkC2s3qdJd966CG5FkYV5UgRXLNqjcxCCu6fnnpKtmzbIr37nAVH3d7a/o/Gjccxc1XF+Pff/IYMhYlHEVRhS2B2MX3G5/IW3GmpQmoMR9Yf/PBxuRXmGdnoK8I9VV8gboeLjsg+nN9//fdP1UjiYgDKK6EavOrKK5Hq3Ahp0UgnBZB8CZDwtddeU7jIVFUCq27dusEc5FI15mCNOE76CAdZY++dd1yNvbvvvkfPkX1ncMomgFaI3a6ZuBNNXrBUCSsZtpcN9gjC6T/tfsGfOPl6uIdwM46b4rJSOQC4y/p6//+//ycci9vK5UgRb96oGcDpUnX3Pbz/kBTgPy6EOoQ3fPEq4Hgi+LMaeoRxjE3Pzl2lI9yP+e/dSJneir7bg5p+RYdhwIBUczy10GuqpLgQqtBcxKeRAuILRzA190K45vZQQwYuVheQY7mue5A73STTALznqx5r24eFrqaf6cCG2P2pEY17V3OfF3EXfwwSVLD/CLB/DsBNkxqmuVNhaaYnBnCpPm4GuM6Uf6bZE4ATwnIfrAfKfoybTl2t7fFPJf4HQTQe4sbsVF4/nfF5Kp/Pqdg2Xgt8OFGGe6Zzjs92RlP6cK76PYfXfvL9PfTRqdiroU0hAiECIQJfjEAAe2FUhAicJhGoEexFcCdhaqFAK65cL3puHhfsATQwc7IQk+3D9TDBAiWqxO9U6zWErAWWB5JTYW3hFM7VPYo7ASzD/lxSpluqpeso1HNF1F0hfKe+I9jLxPlYSl1dk+rktL+UhkQEE61RiS+/kXLRgF4y2MsErYo7BTawR/5GsKdwrwawB90bdXMKOkv590gF4Ssf2CMG9qi6VKWfklOo2gD2SgjXuJ+sHP09H2ma6+E+e/jQYbxbKd27dZZ2rVtLThYUcVQ9aeyjOntQ07GWHOvDPfvMs4Aun+P3dZhMt0NdvsvkBz/4vnRq20ZyCUeiPqOyJgPpqVT7sTYdf9bD5IOwkH1L4KcoBY3leDOVAc+Nk5VNm7YoSKSCr1Wrlqra0u0IwACsdsEog0W5sgAd60G1RpUXYUBnAK2uUNy1R0ptBY67Y9tO+eVvfg3F3Of69zuR/jpmzBgo83rKPtSkmz9vAVRBf4aqbql0hFLretSsGzJ8qDz18vOycs0qhW6PPfyI3HrTTdIUkIBKMirlWLuPIOqKUVdKFwA1uuK+/sJfVFHXvl0H+T5ictXVVwMa1ZePPnWquclTJivQ6dWvL1KCvyXXIGU3CyDdLtFSBCL/0EHZClXf7558AjBwurriMh34ysuvADTM0nTFcpwrFYZ0J545cyZitQlqNhiHADBeccXlqthjCinNMz7FsR3Ye6dGxR4nhMcM7Gl3emDPv+BM2ReNX7vgy6Eopaq0HsYD3+P4X71+Hfprmrzw3Itydp9+Mhp9snfnHpkDs5IJ742jrQv6HA8eAHWo2OJPB/bsfuGUiFRccpLLv1192RUy8Jxz9fcNMEdZtnyZrISKk8Cokoo9pHbzkikDzM3AdoSBLQCU+6BOIp2UqWZlzUiCIr+en59SbKqwmt5z97jqd4h0QJuFNJ1JeTrHOxHH8ZVE9vtOpLXTHZnQnW7JdMj1zVBs3PI9ukwTVhPYX331NVrD0tKxOQZMJZzS/f8krZRO35ykpqZ02HTGTUo7DislIsAxw880e0BjRkX+PZ0r+w8R/O9EoY/CYAoRCBEIETg9IhDA3unRT6GVIQLVUtn0yz3Vad78TwUD+PeJAnuEQcQ5hwB1DlaWyZFKqLZw/GzAncaYfMMmAHAvcrnEVJgqs0ymXdaaX1NzJ5dSXRMxADfprVrPwSGmILP2UoQ38Xs21jnVwJ6pGTMBO48F2OM5uy53qcbEXz7YK1Jw4pid1SvicQmHqOpTuIdVCKQI9yrgIFtRWYI0TmJR1BUDgKzAyhCfySGoldRxFH3dDLXNGsGUgsdkG5g9S5Ue4RvrWlHltHjxEnnumWe07hkdTLsCaI0cebl8+7FHpUObVpID6MS0Um0/gZGm1+JYAFFU7RVBQcMadXSxVTiiabmAx/g3nWI5QVdlHiAgFX/FKI7Pa6IpFG6sYcd26BZIyTuCmnL1oVDIxvqVONkCgEfW52uCun6NmXKJthRCpbhr526o216WzyZNUnXboEGD5HK0+ZJLRyg0nD59FsDXWKTIbpez+52tNbpGXnm5PP3qX2TKtMmyFqYad9x2h1x1+eXSGqmu8+bOlY/g1Lli5QppC5XQ1x64X1N3CeSeh1PwqpWrVUHx3e9+T6659mooJPMA9d6Tt5FavHr1SmnZqrVcPPJSueXmW2UoUnWzCfaYLY5YM3K79+yR5QBOzz73rMybPw9uuJdozb6rR2FfAHuZlKwiJlQzzZ07R+HeAqgR+W/W27sc7fzBD36gJiJMM548eRLSpsfLm2++eULAnkt/jxR73qWfABcR2LNJJWNFlV0GVSYMBF6TAfUmoTbi5ElT1BX49ptvk9nTZ6LO2gyZjVprzVsiLbZRDsDvdhgs7NGfBHE2sbVjEepwnFHV97U775FLLrxQ27YcaZ1z0I8zZ8+Ecm+7lBagvp+m2TJtHDX3mBqOex1hbWuMyQsuGKRp1QMHDoD7czfEti3q8bXUszMljJ2qrxD2gZW7x9V8h0gH6qQzKT9Vj2MuxqYy4s8V6COmr7/wwgt63SaDPaupyHPq3r07rpOLYZxxu5YGsDqLVO2ZI7dB11P1K0c6fXOqnsvRxvqp3ObTrW0cM1qWwCupkFxbz+5RyQrhkI57uvV2aG+IQIjAmRyBAPbO5N4P535aRcD/Qq+TRBKVhIwtOhWmMJ4gxR6xElVh+ZhsH8QkN7+iUCek2YAwTTOzpVG9LIC9SB0Tgb0cEKasmGCvBFTPgT13sv7pWepttUkzwR6gRiYUUP4EsKYJrn2JtQlG7EmwpV/58/Bqij2mzTrwqE/A0WHZ+v/x0B7bRTUkQaqm4Ub71HZHYM/BOvcqw7EKFXQ6+FqtJp+OEfQDAsmkVpeYiL5EamFx4SHULmsEbpEph4vhoge5Uz2tf+fGl56Dbk+ADOCKNFXWxcuGeo+6z0Jss2EdassBJL2B9M/1SI8tAfSg6cbQYUPlrjF3ocZeF8DBhlIElVh9jJWcBg11n2wFy+7tRtrrOjjwTgJo2oG6aTlIWaWrJWudlUN1NQjgZPTo0dIcbrcNGuTi+C62en0wToSNmKjb2CjD7xlIw83KzdF+KAEgKgIgzAOgyWNdNRy6qKBY01QnfvaZTJ0yVWYADLFOX4cOHRQEEHwxzW/r1q2q7mJa8dVXXS2DhgyWRauXa9H+t15/QzpBgdcBaZh5WGcDUndXAKLlombbRSNGyHf/6Z+g9OsAJ90D8tKLL6Ee2FQ4+q6Sm5BmO2ToYGmE9F7WCJs2fRriUK7KoutvuEHOQ8pwt45dJKcUKlSkPmdkI0UZ0VoHNdlkON++Bqde1hgcCKg0+rrr5HbU42sCp89cKBQJcQklN8Bc5K233oLxx0R1DSXYGzlyJFKjH8c5doSa4whSjOcAXI5TuFlTjb1jqdhzlw3AngLh6teC1cNLqNqidSowOJhu70AwwBq2f/Gll+QTpCFv2bJNrr92tIy5cwz64U1ZDKB8GGYnQ4cOkrYdWmtKOKEmQbMamADIEepQwcc0ZPYpjUrY3/ePuUdGIDWax1+ClN4Zs2bKFMR5E1K6iw/lA+YB7OHe4h4k4FLB78VFpZLXBLX5AAa7deuufXfZZZcq6Dv77LP1bDkmTTFoKXBxP4DSgTqx72nRdR63bSfiOHaf96HE559/rgYx7yJ9nYpUU2ey/b5Sm+CWZhm33nqrPmQ4BzUROabdvQIPnaLai8lp53HjcLzXT2cMHO82fZn9pzNuvszxztRtk8fN0R4e2LqJ71y1PGg4U2MZzjtEIEQgROBUjUAAe6dqz4R2hQgkRcD/YuaUUs4RkIv9NJOIuMHTiXbMVFxNC0U7DmFidLCiFMq9IgU0qtiDaqoRoFAesJGlohJIEexRtRdnKY3AXjWpXrSDBNAh6PRS+Aj2VEUW1Y+p7anz6Qb2GHMH9lwKsva9dl0V1CM2VLDH1GSOE65LF2FWtIoAqSr8CPYI+AgGuV/As/Kiw5KdC5dIgL0Cgj2o9zKQesj4EZQV471cgCXWb+NxKxWqAQ6ymj32z6L1NH2gI+5kQCo61WYCorSCaqlnr55QVV0obVu2APjKkkI4zVLt1ADKOS6s60e13gKksE6BEotA5QDS6po3awE13XbdF6EOYddjjz0mjQmv4HxL0FuO7ThBp9kB20rVXiJFm/pDpOCikVAfwvkX65VDLUiH3FzWXOM4Rj2+Yij5WLNv+YqVshAAaN3atTj+ARgkdFaTik0AaXTC7X1Wb7kIiq5+/fpJO4CgPYcOoJbeLHkXKawFgEklrFGI/R+GMq8A0Khnz54yAmq6MXATbgp4VFhUiLTYGZryOwMptFTMNWjYAKrDUoDDLbL/wH7pDkMG1t0bddUopOu2k5ZNm2kqLtNrta4hznnlmrXyEYAVj7sKqqX+cGkl2LvjttulWZPGqmikipIpqFRNvv/+++p8OwmKRIJW9gXjyFTc4uIiTWck2KOL8fEGe1rWEanVel0q6LYy+s4AiCPbwF7ingaQpnwZHV6OdYqgQHkaakWOM467kZeOlJGosffyiy/LLijzevbsJSMuHCodOrbTeM9Ceu6CBQs1Fq7eVFnC+ZlArhHGU4sWLeT6q66VgQBAbMQ6QOpFSxfLvAXzYR6zA4o9jNkksKflKbOQug7YyBf3w3FCcHQB6lEOHTpMOnfuBHDYIqEUtJTPVNUwyYq+OPfPdMBJOvCIkDbuwnqocRY/DnZe48e/B6g3FuP6M3VFNjCs9xTcA9nP7BfW1xsOIM80XLpQd+7cxd13sA73aynavsFAnLbFfFbjdh3v9N0m9jkXq3Gn7srpjM9T92xO/5bVNL5CH53+/RrOIEQgRODMiEAAe2dGP4ez/ApEoJpijxN2plUkgT1VwKThGKcT6Zil+SoBYigaLMAk+whScZGsqVN0KsEaAgw1wE9ULdI0UGf8gNp3moobrzPAbCLX2y9upzGJJjp+fMA+lFOmAvZsr2l9eT2KYs+59TqjC1PsMQ2Z4DO2Yo+zRsK5RCyrG3Iw7tTMKSLBSuVYtyiCnYR8vsqP5+lUdwR79RXwad29shKpV1YEcJSNPkOtPAaeKbB4FQE6FULVVog6PS2Q7tqkUV6kQHSKQX+GWnCkWOHUuvUbtPYeC9Rz0twUsKlDh/ZIw0WlPrqNwomWDre5UOxxofKvGIYY4+Gi+1eoyzYAstVHO7pCAbV08ULZCBVfFkDevffeB3fdf1OH3EwoBeszNRWTd5fGW6JqLEI/HdPsg+inUzFiHVw3qizFsbPwYi0+B0bdugcOHobZxVaZBPUeU1ypEjxyBBYMOHemuxLqDUYdtQZwZVXVKl7roYibjRp2K5cuk83rN0Etlq/uvC1aNFe4M+D88+UcwKJMtJ9qvIOHDyk8nDJ1igLDLXD1ZJoo204odCnUdMNgxDAI2+ZBaZgDAJpZzn5DvEEiCWtXATx+jDZ+jBTb9QBQZ/ftJ6OuuEJuuuFG9E9DgEukVEepV6yhNwuglFCP6rVOqBFIF90xY+5UoweaBxDs0cGYYO8+OPUyzlSeEXoRdpgBhK+OTdc8g+OTfrU6FiMFqzMAisBepMB0Y9UpbzMAkXWMA9IQ6h0GIKVibzaUhg0xxvrh/LsCWL4CsMe9jrn9DsT+XIDRNqq0XLx4kaoS5yK1di1ix5p5HINcWGuNsedr0LkDpDv2Q1XgToCizVDqbdi4QfJ37kXckX7LVFzc31jvT69xuq/ivQw6+KKdHIf8SZDEWnuESXwxlq1bt0kUrOdx9fyi7fhvg1LJwI/xV7Wst268u+gJWDvm54e2KJ3PKsRBFcz4yVi/Asfu119/XRYuXKhpuL5RicJ+XL/s11atWsmVV46Sb3/72wDbnZG230zHtQFkbmf75O8G+lKO3Ak6/5Tbc5qsmNbn7mlybqd7M5OVe6f7+YT2hwiECIQIfNUjEMDeV72Hw/l9ZSLwBbBHJVIy2CNmiamCYIDSAXtS6gq4laBuWQloHXwIXa037Mwp81jDDetgwkMgxfpm9fBL3PkPlVzKzzwgmPiVAKCGHoamKSHw8+HeMR8MJxTsuVp55o7rdE2RYq8a2AP4wXqoiKfzZgJVusISQyRSgiOwR8TI2nwEBlkAFcBOiBsmuOilMpBe1tgrRA27ZXB43QN33BKAkAHnni3dMDFWCKEHcKmvmpbICTd+lrG2HRR5dDFlmiNr3RHiNYDDKtV+NOEow6ScUC4DAKwM+ygF1KOa7S9/eUleeuUlaQ3A1afP2VoLi+mmU6dO1n2Nuesu+dGPfoRzKcfkO0MaoTadMgLWnARg5j75fjmCAE2r/ptxI9grAPgzsMfrpB6NQvCTkI+gsAz75LnwtQXquZ1IBXYTfqeUYc20VjBKaNG8mcaSwLMcA1pTOmEusnv7LtkP92CqEfNy8qA2bCZtAJaaYf0GjZpA2cXYYn2ATcJPgqM9u3aj/ttu2QfQxDRRAoiuXbtKGxiUcHsepz5OICdqh/4b5iO7WGNv9Ro1dti/d790Bazrd1YfOefsfgBg+I+QX0vROdjE2oBr1qyR5cuXq6qsY8eOCh3zUGeQqbjTp09XsPfGG28A7N0n99xzr6rOjgfYK8PThxKm1ZqiVrWFVSnVqtqLAI6tkwFVJR2lMzle8PdCpHgzFXk1Up4bAezxHHfv2ScT3n1PWiOG3/vO96RPr25QizZLqBa3bt2m6j3CPablUuHFFGxziKRRSxso6xoDNvP6YpruIaRhH4ZSj0YsrE6psBiEUce/3swcGHdgMFvr7XE8EBYS7rWD4nLAgIFad++88wANu7P2XvuE8orXnsFSjjvdI96rLfX5mN/DjsEOneI7/o7iPoSyNHuOCULZ/fv3yXPPPY808zdl8+YtSJk/lDBDYWvYD+wnjuHevXsjhf96OOI+Alfrpu6+FMXbFJS2/4RBT4xTivtgzN20qqppxDjUV2rVAPZOfHfWpvpM7osA9k5834QjhgiECIQIfJkIBLD3ZaIXtg0ROIERqJaKSzBCUBbppdzU0k0SThTYq1eMo2MeWo5CbeVQEZU5hqeKvCyXK+ragvRBnfTgD5VpOMLa1MfPQKqWjVRDBlg9TeeLwJeXjnvMu+sEgz12MM9LwxudjKbiRq96kUuG8jYCVf4k2KO6herBCJgwps4d16XwUhWVg1l2Ljq0NHLFrQflHrfbe+AgjBc+gYJuE1JYS2T0NVfLBYAUhHess0d4S2dbM0MwIOFAnwNLxYCDrIXnlDB44eB0GNXwMbUS46QU4KYIYO9PTz0lzz7/HCDIQBk8ZKiCvefx74mfToT7aHOtkcUU0lJAOtaca9wIFi1UARJkAphRJcgXvZGRu6uqPoJlAr1C1NdTMEaYQodTSk5x7Cz8Oxvpu2UAg3TlpdqtAOCAdf20vQA+WZGbKhtNnq5pfniVEk7ivPKwfdGRQgVAZTAayUb8GgAQZTGVmQ61nMTTDRgbE7w6w5dywIgjCtaKoAjMgaNvA7ipNgEAzcl2KdBU+DHlmS7EZYwT+icLv7N9ewAHma5MA5EWqNHXCiCpFVSC5SW8N6B/cTzGwmAlTUP2wiWY598Q6b9U67HtBCKsvUfzDEKSEwP2XCkBl47rwJ6CZ5rhcGwY2DN3a4DfDPYVYlSJ90rQ16s3rJfd+/ZLDiDa8mXLtTbirM9nSo/uPeTH//xj6dqhndZztFpqBHU0WFi0aCEUjLNl6dIlWgeSNRQJBrX2HtR4VN+xPRzj5aifVwmiWEm1HABwKccQ+r0E/0l9mLKwACX6Nptp3XhZii/BEf/NFyEqU7IJ+IagLuP5UHAaXDL1mRlDmGqP2/mKSIvHMb+HHYMdKuyMCfa4elywZzFikw9g7NNx+4UXnpcJEyYooGU9SdbS44txpVKVcWyCa2PIkCFy/fXXywMPfF3rK3JJTrv1wV5c4MTPuLgCxPoB7NVqFHMMhmXYRVIE7Dtkbem2AeyFIRMiECIQInB6RyCAvdO7/0Lrz6AIJIO9YkAYZ8Pg0ioN8qUD9jRdkdaoMZb6AHv1QfMqYU5awfTACOxxslJfXR6wPwIf57QAuMGJe/w6TDWlrfpgLxItVmu51mJK0vL5X1rjTtpqDctRwJ5LAz1G5hmMm4WOUEz37RYDe/oPyzuN3nRgz6WLAk+o0snqVHF1KsEszQPbeAAAIABJREFUhRfWEpKLjjvMGnHYa3ZuI4CwCtm2Y6c89/yLsnLFcijvSuUbD/2dXIHi82WAfLmAVg0JWrgz/p/XTIsZ+6oI9esM7BFKaU0+QBoCvTLWTlOQgjaiNt0TTzyhcI9mEP2hGOvVq7eMHz8ehgiLobo5S0ZfPxpponerMoqZwg0bopacgjbUyUOdQIIX/i0zowFATS7SJAFbsO8SADLW1+Ni5gVMw2WdQQWjhGhQ7HHJABAsRQofa/ZxyQTQYa1ApuNy/5rKC3UW4U2J9ksESrE/9YEm0KbSlHUDeUxeAjQYSeo7DZuXTl5UWIy02DI138hGbLNQu80W9mUJQBPryWVF0E/hYHQx8DwyVYmJY5agB9GETGzP+nmEVlSQEXBZTTFfyUrgRWONsWPHQbH3uoI9puJSscftCEDMXMBPxU1A3GqkPdHkWn+hYo+guRrY03PBFYPxUFMb6wP8ZiKumUyFBdDlWD6IdhdhzBC40fX3nbfflo1IhT7nnP7y+A9/JF3atpEmarDiICLHGfdNheRSGGPQdGHSpMmopbdWTVu4NBSk1fJhBZE44obRIplw1uUxWOqgBEC5oKSg6twA9xoABnIxqEeFWEPAWcaKqjH+pBqTKdB0I7722ms1ti2h/ky+F3EffDG2fvpzumCvNnXO0Xop7v1RU5Jprx1j0WuOxD3G4o+9bUiXJ8h9HaY1HLu8Ns0Eg4Y1vCcQ7BHytWzZUq6++mqNO1V7Ng4M7Fnare0/7vnrdcx7UEy4SQVq0sdUndFIp2117vQkrvBVO5+TGMqjHto+948G9QLYO1V7L7QrRCBEIEQgtQgEsJdanMJaIQInPQL+FzItHq9pk65GFdPu+FPxXhqpuOmAPRKNStC8CkyCK8EsqBDj9JYpuAR79Qj2OOGPFHsVlPKlkYp7rMCe34H2BfZLTSqi9EzdL4GWEUZV1Rl8c6YVzrjCueJmQdoRazpLhZhCs4ia1Qn2qmijTjbxInQloko49EbB4FxcVZ74mU1zE3Qc69yx6zKRSlqMftyK9FKCtmVQN5VCifboI9+U666+BrAE8EFTeQmLHDihOo218jjB5r+ppOOLyicOBQdXXI0/QkhCKQN7dM/dg5TSZ555Bgq9F6RFq9ZaBysPkIRwqmGDxjB8uAgOs8NgSHCBHoepvjSUqAdQpInHahgCmIr2ZNRDhcf6NP8gBAI0xPolACb8u7YNMJwQjCmu/Mk4lEdgj6o9nh+ViKxTR8BClQ/BYxnAHmEd4SDBXjG2K8a/SwAvqdqjIYftj+dMhR13rpCNCjC0jWYeCmf5N14zTIUGrGI6Mg1EVP3FlGV1hGUfAhBhZ+UKv5wTq6XhFyNu5YReUc1E1k3UGPNegA4mWCLYI+Dw64aZOonnVoJ+nTZtKkwI3kXNslcA9e79QipuTWAv3Zpv7K0ynJOp9XiOClUI9qjYiwwNGBs1z+C4YRou/43YcFyzRl8BUqEZ+0rEY+qUaWoOUgjVZN8+feXee+6R5hg7eTQcwTmaQyqhGRWKu5Favnz5Mqj3FqO+4DxV8q1DWm9eNp5UYCkpLFCwVwE4nJ1L/2gAUxyTQLukAmo9W3A9QrenCk2r06btjiAiY8u00aZNmyrc69atG5xy+8sVV1yOVPO+SL1uqcYahIFceO4GIg188n29f5g9ddXR6/ztRIG98jTAXkZMsGfx4c+VcJwm8H///QmaWm33X8bPV+xRrdelSxe5HTUXr0ANSqolbT9c1wCqD5PrDGoNKxDqxT0dgr2Yz9O+cgq3L/UZnE5HnaHb+A/0kkPg32f8v4VU3DN0sITTDhEIEThtIxDA3mnbdaHhZ1oE/Aka3T1pBMAUP6ZRMnUMiVtOuXeCwF45auyVMw2TSjxMalgQnxPvbLyXRdUeJy14j2lz/Hsp/56GecapDfYi3VwEH3RMJoE9p65zCkIKOjIRjOMO9pQsOhDIFDG+VESpbakCjwb2SN0yALWyiEt0O2wA2VIJZqpbd+yWP/7pT7IE5gPFABTffuwRuWH0tQq8lACWEs6xhl59TKixB0AmAjCt2weVGl+kWAk9TyTvY9qw4jitjVcp+UijW7lyjSpw3oLyimmurM1H5RxVe4MHD5Obb74JJhR9YMLRUkEhVYDqE4y2E+5RWcczJDzLBNjjVREhPwWbVLsRiquyh8YhGJs0pnDOqwSNRJ9Vtd6cmM4gpYNDbG8JYFkG4RvgXiHWL0QbiwsBH7NzJY+pt5FpBa9LgksuBIyHocij8YMpBnWyRRUaY5fDfHYHcPhvB+4c/CrDzyLGSiksrztqKgm96qMGIhA/ABeNQHLgrJETxZ3bE5QR6hEU8ZgGhiz905Rh/Dl9+ucK9l6CIcXxB3uMCM5NnVTd1cA4MNaqQjSwZ1CPIJbKZB3WPC+ECjcYgr0SrgtQunjxEpk/b76mM3fv2l0uHD4MtT6hyMRYIIC1WnYEnYRtBLdM3dy2bbvMnj0Ltfdm4udsKS4o1FqPxVCuluMey+uATsQcaYeh1hNCvUQKrkvJNbBH+GvAlMcwBRnPzyAo20L33UsuuRQ1Ds/X2m98se5etXERqSC/rNL4RIE9loaIs7Av44I9gxOM64IFC1CP80WZAlfkFXCFprKUi6lTGTemWLdGrUo6WD/44IP6YKBDh46Jmobcn0FfXgP27zjnYetq6YNYN3Z+FgSwF8BeOqMt/jY+2EuOeW19EMBe/DiHLUIEQgRCBE5mBALYO5nRD8cOEYgRgWTFHgvwE+ypmoVwT8EelVDxJlhuiu3UQHEWJgKjlBcUS3S4ZOIaYAn+jaQ1yQNJYt0ygkYWmmcaKM0ccgn94h1GU4yrLQpbqt5R/vGFVdwKtU1qj41iz0EpRVYe2COsiN6tptxje9hMVWnECTR3TzaklqjRTpzgTRdT3LkTxott0j9WrU+wanDP2ua3QefkBMVlhVBEQZ2E1MJKvKjY27Zrjzz73HNwpl0CV9zD8si3oNi75hqSGDVDIaxlHFQFh5puVOdVALg5xR7fIwxzbdP+4LpsXTR2eegjgCgbN2yWiRM/k48++ViNHEoApFTwCWjTo0dvqPSGy/33f0369usF9RMK30cBqA9gXF4BAAMoR5DG2nsFxQXSMKsJjDpyHVgjAFc4Q3hkgaJqjxNrpwZjHTvWgSyHiQjhj5oh0FmWEAlt4Xu5eUjTjBRu6oIKuJdPVRfONRdxy+Z4x/kXAihkQ/nVCM65Tg3ruuYQ1GQFxYVoZ6YqABvkZQMS4jwRkxzmfxJ28RpBWxU0liLGVLxCkVaMTtLafFinACmo3CchEY/HYOShrTw+ax7q1oTqBIfRxUKwRMBnteTs3+oyC2A7FQ69BHuvwqjET8WlksycRQ0IGnjzDR7iDGldV6Fe1bXgxiXr61U54zqOaYo9xsapPGnqUg/j4hCgZjHAXRbUpTt27oC6dIcaVrRo2lxao9ZgNlOICUrRT9Z2AjcDODwP1jdkrbYVSDWnocbUyVNk9epVGqdK1ptUmAslpdXVy4SCjw9S0N+VfMBSclgaZKLOI9K3uZgTK49DhZ6DfQ4QcwxxYb8xPbRXr14A1oPVNfdcuCaz5iH/xsV3yI0dW28D20+q+6hNvXO07TkmS2ODPdw7YpIwiy3PiS7PTz75pLrhbkL9T4I9vs+08kaNGqtqlWCPRjSsr/fII4+qWQzVfMmfCzxn30jDV4ymGrdyGqrEurED7FHZHvfz0H+IlGrjTuH1Atg7tTqnJgAY+ujU6qPQmhCBEIEQgdoiEMBeGBshAqdjBAgKFKZEjbdfDJ7EPCedVMcAe5yAF2ECXoTJKpVQTBXktJyqGqYC5lIrRchAKIE2UgdFtVi2YyexlrQUe5E+7ESCvcRJRX2hpxn1T8LIA2/EnP/qbhXscb8e2PPDmJgcuo6MJHlV62tpQ6+4O1fz56D8vRKguLKcKYbsM6aKIsUWGx2A4cL48R+gJtkypC/ukPu/dp+MHHmp1tsjuM0iBHRsM6p151Ro/AczBx1QMRjrwJ4CHEARrkPokn/wMFJ9l8trr/9VNmzcoE6k2QAcZVD/5R86qOmPnTp0kIceegiGGhegVlm7SK2nreXeFJyoWgqQj7XxsjJRUw6puJqyS4gI6OgvCR6sUFOHr7aX+yHUoWmGGWZQNVhKVRwgjar2opptbP8RKn2weQ5AIPuhUtNySxQM5uUC0lAtiTawvl8BACZTjnluOazRR4Uj0m9NteeGDIBjBL2Yqsu0W6peSyNwQLBVXEqcjupvhLD4N8+Fij3W2NMyX+5yrBou2gdOCUeAkVwbjzCEbrFjx47VVNx7kMZ61113K2wyV1wfjvlKjnQnfU6tV33RkYH7igFYdykR7PEacONaLVf4BvqhmGnR6C86Kx+B0o6QjoYluTnZgLpIsY5MXVwkTB1KBSbMUqispKISYPTAgX2yG+7EW7dtk08/+ljmzZsr2wEJ9+7bK/n78wH1TIGK8YQ9sQ2qiMQYLkK9PYI9LmbuQKhHoEdIx3Fg7xOgcvwwluyD5s2bK3gaNGiQvuia27FjB8DJ5gkoa3XgtFuje7Tv4lpbXxicipu+m05/crilUmMvcc9iWnEEoNVRmwBa7xfsV3dF8zrgOjZKeM2xJifT6Vlf77PPPpNnkba/afNmVftSrctzPnyoWJo0zVOAx7E7bNgQGXXllVrbsHPnLomxb+dp8TMAanUo/ZGZymcjH2DxHGyx3zQ2fOEc6czN8UpFMR+kNYRamDDefXy6c03cl6LL2N363SeIE2HzQZ57IOHWrek6cpDcFgX9eu1E1w9uEhZb3Tr6QNBbId7g+K6HD3beD03NbKvx/mj3HHd1uiNRQ1ypNtxVLUrsOzovP6Z2TH0Qxu8yOrbddxovjImI6F1OT4OfL+6pjnvW5UdM91DtMMfqH3V9lzhWxznZ+6npPNO5J5zs8wjHDxEIEQgROBMjEMDemdjr4ZxDBGqKQF3AzQN//PJ3EICiAACEE0e+qGCyn/zdua1WfUnn1211QqzrOMegd1KZiCUfJu6XV3uyHedYrsZczArrnO7EgK7ph8+lQjKN1vk9EGzBRAL9vHjxciiaVsna9avkxhuulwsGDUQ6I9JRASeyAFXiLJwIcmJbiNRVdaAF/NgPR8s5c+dpym9uXkPUIDtb2nfsLIdR/H7pkiUyZ8ZU1E47rGDvqquu0jpZBi4YG4spgQpjTJjC1EAC5VQXhWOQNcZJlFaQiGD5Ch+nVHRpu5b+yXWo1mKtQG5DRZFf766uNiocdxnNKS8K2c2tA1tZ3UO2z4c+TrVWoMqn8ePfg8voCzJmzBi54447AZrOUxMIruM7tJqqy2DIyRjT/jVR2+8EFAQo1kd+TTVCW0JTggEz7WBK+QKk886bM1tTc5dg7K1du1YVi+wvwjruw0wyON64mMuq/29ztfXX57qNGjXS8cHxYKm6TDUfCKdp1oC7AKYxffr0SRidcJ82lgzyWcpucj0+X0FJOM2/s21x720pD7KYK1o/8aeaPWEsFuM+os7PrBuJdPV6NHjBfYg9k43Ucr1bEozzfPAv1qmcMmUSnHDfl3ffeQdA94ieZwlraFKdyxqV2RnSsnkzjeOYO+6QO267Re9T6nocwXm7Nu0+fjQVdypjzbkmu3u7oqboYuW1S8d4powXARDTmZtAugT3wJZQGTZkijwfKkRlKvz7jyrpCdqwM4Vy5J5cF79TmWvqXCr2bYmwuNawdA/cEEfmCeNXXgulkCezTdkAoXpMU1PzOLjHsLRAKUsVQI6fhQci2Sil4FCZe2CjIJZ1QlkjU/fuVMFA31KKOpOMgetb1079zPde+lHm2KD7A1fgwxeWU6AKHCeogDeKpFamxfnxp9aMpeM5Ht4klLx67j7cq04GDRLHunkmjWtfxZY85NNRuMa8bE7a6v5Dg5PWiHDgEIEQgRCBEIGUIxDAXsqhCiuGCJzZEUie3BQSVkRqKE0FZtF+fKdmOjCf8uvXbfeQ3S1MQeWbcehEmiFPB4SlM/mNm+bG0zkZECT1MLL+nJt0OWUIU9QqZO/eg7Jjxy7ZvmMznGr7QjHXUSdYDlS6FMRUF6rvWN+MLqPcljBi5arVMmXqVHn+hRelTdu2Mmz4hdKpS1fJzz8o81AYf9miecgULpa7775bLrtspAwYMCCRqmjQg8fn5J9tIlRJB+wxNTAO2NNhTcOO6MV/G7xNBntsm0sDrVBVWSywh/3GBXs6+ef5RPIXH8Il/07FHtNQ33tvHIxLnpc777zztAV7Ng5VoUgQkAT29OEDgbQH9lwKMIAd7mkHD+yXrZu3Ih4L1ZRh/vz5smXLFozF/AQg5DHYfwZ2DfT51wAVYzYG+HeFT5GSz963ccO03Pbt20v//v01XXTIkKFI0+2prrk+VLCx5YNVU2L64NavpZjO/SbVaznuev7DED0XfCBQXcs+IhhjEUXiolKCG+w8h+Y3WI+K5XI8cKBytbC4RF56+WX54IMPZPas2Qr2WDuTZjMsCVBQhLR8pLL36NRBLrv0Mrl+9HVy5eUjo4cQcDhmvxM+eYC7thj7Y6mm36u9x33S7ZuLyfR4fyCUJ9zDmyVMx8b5lgDw0RW6KaBeLpWlvNdGkC1Zb6ZgTx9SREo6VTtG17Y+fnFxdMclyKYXe6QMjJSPeUD8/DBmHVzeF6ks1BqjhISaDuz2X4o3iKrJ+nLQcDW054e6imWxX8SZII8vM/Zxx6VyH5AWIFbLUhjYi74HGHqz2NCjyMCebsLSDbpf1f05haJ9T+Cx9TMGKnI9TZaA8Grb6k4j9EhlMs13OJ4ihTJ/ZmB7U1/HHbMurFUlDZK3D2AvnYiGbUIEQgRCBEIEjkcEAtg7HlEN+wwR+ApGIBnscQJABUDVk3MH8/TlAT1m7uhXb35Rjy9WSyuSAezFD5uqaDjxM6dWpImx3pkzqIBJA+BP/qED0qRJQ6i4GmCCTJBLJUXyVPToxzawl6Xuo049tnjJUpk0abK88tqr0hwwY8DA81H0vi1S7PJl0cJFUojjNm/aSK6//nrUJBuiShxzDvVTRAlQEmAPNICT1VQXnoUWs495Pty/ARobdwZuTBWUrNoi9LF0ylTap5wgpmJPxTAIgLnK1gb22GamiBrYe/bZZ79yYM+Hr9Y3tYE9pjQXQsG4GSmei2EYM2fOHIV7VO7t3btX1XpcTAnH+Jnzrd+XvjLMYm8/ub6BP+6PqlWmjZrRw6BBru7eWWf1VsdcA1G1jRlfNZoMllMZX8diHXf/qP1e4MMRW5f3D6rzNAmTKZkEYPg309VJdnKhsqNmj7C9EuC1GLH6f+y9B2Ad13W1u4le2HsVe+9iEyWqU5Rt9eIu2bLl2ImVFzvF8XtJ/uR/eX5xYidOHLkkcYntuMS2ZBVShWKTKIlFJEVSrGLvYAEBonfwX2uf2ReDywsCMwQgUDkjwwTunXJmnzNz53x37b2KAF6f/M734IC8Qo4dPSrVUP7WAjhlZ7Pm4UUY1NRKz/xsGQdDkgcfeBBw70aZNWN6wv3WgHoY7CWD+bCLMmPTkmLP4qbvJ4E9g1daX5Ou8VTCYYM6vEGox/PMwzbZgYO1qu+C+qsWRb3uCQYB4yyNlp+jpthLC1zm7csIBc1M9Q32z2PyfpYHexcq6Rroz8P2qJrOqfXSCdUQN4LHOr4ffHjnqHrZfTnH01OHcJZfCFzNVaEfyBL5ZQWdx6tI3gKwZ+7nzfR0hHSa7xvElOsS7KEdqsnTmhNcKSzpY3sB9fgT1BlwBmHOITz8TaH7PHL7Trhr4xWCPTqNx1082Iv2GR83zn47HwEfAR8BH4Eri4AHe1cWP7+1j8D/mAgkwzIaBhCcJNJsApgXfKneFJfQN++JvJwOjpoHe9ED7Ca39YA8LPDfTfKhKquuhioT9eK6dyeIcpPwqqpKNZhgSiHhSFSwpzWaVJXBNN86BYaHDh9BMfxN8punfovUvHrp2bsXjpcppWVlchJqqVnTp8p18+bIwoULZezYMTJoEGvsudpcNlHXdLAQ2LP0tSiRsIl1lG1cDcEmJ9cEtAhScbkvA3vWZoM+bT2OTlajgj3OoDHbDquTDPqEU3E1HRJpoUw7ff755+RHP/pRlwR7yTXRdEqfkPW4SF5yj2IqY0i9YynFjEkma+wFEMIUe4QXBHu8p7GvCgpOwan5Xa3ntmHDBqQrv4NrgrX8KhXsEc7RRINp6TRqaGkhtCMssjFKkMqF2zM9lNcBF/4+ePBgmMWMkUWLboRhzDxNh+7Vq3fC9MHGmvVrOC5hRVxYydrWcRZ3PTtuqnRW65NksEcIo+Bb/3NgjyCqHuCL9wS+mI3Y0pRG3a5BcQqLi+XA4aPyrW/9k7wBN9wLuD9UA+qxGICBPZrR9B/QV2bNvlYee+wxQL1pWp+T8U8GdmHga9cE28m+NUWmxaQ1uAd6lKg7oVBP2ZRKn9W8x5R7+oUYnbtxgjm8fxFomWIvUEobRlFHbyr2LBVX4ZdTFWtKbgD2Emm/BvYwjgkQXSmCbtK9EbVBUVahIQvmRgSFwUkR6qXBoIex1fbR/IgyPfRFDo+hWxPq4TrCFz6NMFji50AmfpxC3ynt1H0bu6nWIoBOsafjT1WZ7ks97kcvV1dwMFFXkf3uKrqSjTIll4Ez2bir90qpP8Gk1SrkF07OQZtlENwDhn6hwxIITOkOUgPs9qAw9DLQubVx78GeB3utjRH/vo+Aj4CPQFeIgAd7XaEXfBt8BLpCBJKf3ZInzUnvNyJHiJMBm1QY4NOHbFXpaf6Om9y4r9Glm9ZQ6viHxM4Ce135OFGHlDsX1IEi2MMEjS6TBHucKOdDAUOFHteoJNhDOpmq9ggrIircrMZeDfZrTpTlqJ938uRpeXv7NimFkYa6X2LyVofjEHqMHTlCJowdLaNHj1JjAXNq5TmGjSBMxacQhRPiiEGgEiTq6AyDFYMDpmK1f1VJE9TiszZHSZF04COsTWn9xFTVgp9ksMc2GWC02BHs7dq1S8HeD3/4wy4N9uzMWwMtOhnnGCB0DYFXg5sK9iyFj3CJ60AVxpRPjgHCHQK48+cLZdu2barcY909KvkKCwulAvUfuRAAUYFn9fIMFlm9Pa7jAKBTDBE+G9jjMaw+n73Hmoa9evWS8VCcEerRVIM1+EaMGI5rDjCdNdkCaGxQOayUS4YQnZEqaLAxCtjTfmCkg0KsBDyEekxTpQqPN5t8xI1u0UStVONthzP36rVr5VnU1tuD8VpWUakpuIRNFBarIhJ9OBMKvUU33ywPPfSwjBk1AmrfXs1iFh5DYbhnsWOMw6nybRlrBvb04y5QpQVczaUYU43IH8LLADhn48OToyJRK48ALFDtsY38fOV1r7Ui9e8AAlJtx9GrSremz2C9gyvwwr0zAHsc47mNMPahYg8ElGCRx+e6aYhpep0zMrE6nnVMg8VOc7FnTYPWfQZfTuDaICDDRwF+mM7slHN6v0ZbUHE3MM8Igz3soxnYc/cld30S5hL+Eew5xV6a1ldUEqe19fDAgL5lki72z4OgQVl4jgin3DJWpiy0u6SO+0BdqIBRHaTiLR7sxY9dvIj7rXwEfAR8BHwE4kTAg704UfPb+Ai8DyNw6XOv+ya8pYVgL8z+7OFdH7JVlOWKbetDceB6l5aD6Qgeyjt66crA7XLpai3FJc75xIkxJ1i1rGWF/uPktrYWSgz8UEnB6SVrkHGuRcdYKmSY4hQVhRHssa5WRQXKtGNsMA0xA8fiWCqDEqqkpExr61VDuZcB+NKzZw/pnpMl3XOz1cghrHxiLMNgz+qMqRKIk+KoQbgCsMdDGdjTa4ATy+DHJobhdNgo48DAXqTTiQX2ngfY+8H7CuwpY2EaYaDc0zHDOnsYw6nAXo1CpYsKjzm2TLm3d+9ewL0tgHxbVcV39uxZhXulcGTlYi64BrnCdfcs7dbGCMFeOFXXxrApO7le37595RrUmSTcmz17FhyKZ8BB9xpV7/GaMfVZWBEXHnfJqsxIYyfiynHAnraV/AYxVidcOj8D6tFYgqCZqqvuOagOpyYPBKIN8hLq6v38v38tu3fvktOnCqCSrFRn6XSUDajGFwBZAHy5gIGLF98ht8Nk51bU1uuPOOZkAWyFrkc7PWt3+F/+TqgXB+ypK24I7OlnIpkI4Rx+FOxRWUzFHu99+Jtm3clgL9E+7o5wGjtqAnsuNVlr6wUxDN/oEuYZCgPdl2pZKNDJ869HqT3Y9wD6ufd4W8/CTwZJHhWTOE41VXB4T8GegjHCNYro0G64lGt9PbbZBIo8H9aQxHEaqHYNzDOaFHstgz2FdXoe5sHu/k2nEhDjgnVYCfbqQG1pjML6iTx+TpZTe1KFSMBo38bw84nuyfWo/+rMvNznA+sJerAX8aLWRzj3CRrlsyr6UfwWPgI+Aj4CPgLtFQEP9torkn4/PgJXcQQuMtUnSGlJnEbCmS71iWEOpgAoodIIVHn6IMh9XQL2AIg4CcuOZrYQJ6xxQFich9eufJw4cSPYC7pOJ3Ssr0fFXgGMM84XnkfNuyKZOGm8DB06xBmj6GQ5Gqi11C3um/FT5Y4q/zDJo4EBJon8qWFuF/adkwM3UqZOBpO0sPpN06+CYvg8X9ufm41EjwAnr1GXKGopA3txxlqs+pSh6zN8XoyvAQy2haBp9+7dUOxdPWAvfD4tKaoU7gZQQuENflS9QzfcIGVQx01ARnRsUbGHYUCwbQtB0wXUdjsFmLRr105NW94CF+cjRw7LoUOHdDVLqzUVXdiJlxAiXF8vDAFN2efSgzMVJDLVt0ePHvozcOBApJ+PhbHGNLnxxkX6+4ABAx0QD1SA3AeVrZZuam1vdj1EHdgR1o8F9oLPCwJW1qcLgz2Oz3QAnXyAvQwCqdo6KYN5yX//5rfyg//8CWBqiZQjDbcM6l6FO/hhnb2hgwai/uYZelpcAAAgAElEQVQkuWPJErn++utl4oQJkocvBFytOHdDSFYwGvANw73wPSU5DC2NtXrsn9YPCvMILLGh1ajjvYiKQoIzuuNSlUjYnAvHWXWnVSGa1ahtunFpingwPgkGzQwmAfb0OC71NbEE0nmq8gjoyGYy4YqrEA37gB4a7rxI06VjMoBeLo6frXAMYBXrVsKkiF/u0NAiG+MrOzsL48p9ScE6h/pDB1t+paOfAQ76qfWFpswmp+K2otjjtcjPAaotCeQI+eiMi2PrF0c4QBWAHmsnljD1GoryBsDffJSC6I4venr0yMd1w+vZ3f+pWGxA+1wasAOTZk4SYUg3W9Ur9mJ8mMYNtt/OR8BHwEfARyB2BDzYix06v6GPwPsnAgR7VBKEl2T4kPxoB9GVThoStWt0QhN8wxtM2hSUBICP/6Zl42Ed37Z39NKVgVscqBPnfKLG2B2D0z+bYjL9TaBKqgTE2C4HDhyQkwXH5IMfuFNmXztDQYWqIVADK8pCN13nqOtqjmn6rKZ14W9MIG081etkkam2gHdsVaD+DBe6N4fTVHCN8Cbq0tFg70r6MeASEU8p9YTsfxrYs6Cpcjj4wqIlsEd1GAdeGARxjJqr8alTpwDzDqIm5FtqOEIlH1NzWWMvXNfOTDYs5ZrjNjkFl68R4nGxtNxwqi7BHlPi6Zp7zTXXyIIF18m0aVM1NXfYsKFqrMFr0GC4XQ9RHJcjDqiUq8cBe4ajeJ0S3oRTcS8CKrGGWzbMM+oAcsoB8k4cOyFPP/OM/AKKPYLMGsDoSgBXLqz5RtA5c+YsufMDH4DCcbYajwwc0F/LBdjnkjU+Fdzje2GVY0up8i2BvTpNK8XnIU0wArDHqhN23RLs8TO2FmOpFh+e9YB7eVAiZ7MuXAjshSGd1R9UQIfbGfffgHsnF1P50Vyk2fkEYM9cdHlbz6hzbavBPi5crJUqHh/tyIZzRXfcv/OoXkVDIc6W8soqOA9XQ50HUxeAZpZcyM6CgpHwL7hfa61KfDi4L2XcOZOg4zCKGJvX2GsZ7KlSE3m9hIRqqMHPhUC9l65gD0ASxyirqAHUq5DzF0rkzJmzcrrgDK6Jvmo2M3jwAIV7CnBVMOlwqN758H/8FECEvWIvxoXuFXsxguY38RHwEfAReA8j4MHeexh8f2gfga4SAab60KUvvFwK9ppDgkbIB8jtwsI+qw8UlN5xCirOLJTvAezhm/U05h518BIHoMQBbh18GondxzmfqG0z8wwq8LT6FUAb55DFxRdk6dIXZfOWTXAG3Sef//zjmDzfoZNgZyCQG+lQdTAaqIfiIg3pcxwazvCCSg9MUam+w/hgCljAV3TfaVyR9c8wGdX5GtMpOSHmZDNpMfBn6Y1RGhcnzslQMfl4XXFcEVKFFXtUpO3Zs0cVez/4wX9cFam4qfo1GbpoauRl+G44Fdf2pwqo0Hcc3Kep6giP+DfTb51qb7PW3qPxy4kTxxOQzvZlKj4DX+H03FTt5/ocv+H6fFyPgI9mNaNGjdKU3Llz58i8efMB+MYp+AvDQ71eUlwXUa6DqOuaoikMQ20f1idh1ZN+LmhtNVcHjR8i/PTR2nNO95ZINy2GE/HJ4ye0pt7yFSvllVWrtc5nTVDvjYAqB/eCfgMHwDX7bnniiSc0Vkzbz89DbUMC/uBLAbbJVIzJcM/eM4OVy123yfcJHSPYgZpJAXBp3TxVizUJhzVVFeux3QR7TDvOz8kGPIOpB7bhdoGmMBT+wFiESmpV/WFsBGpbjlOmmKprcFCPTtucSrEHokc1XhUgXHFDtVQ0QOGpccuU7pnZ0oNtwL6QaSul5RUoiVAOcFqjsLRH9x6IYzbq2jWZyrAWpbrYqoraGWnwhk1oeSnYcwpGvp747sj6gwHKdOfNdfRRgfvAB4+qJmnYhPculFZJEcoznCssBkjfJ9u2bgPQGyTDhw+X0TBTGjpkICBfXwBe1vZLjDweET/4Aoppxc5SN9biFXsd/8wWq2P8Rj4CPgI+Aj4CzSLgwZ4fED4CPgJIEaKLXhPYC09qmqYb4Yc7Qj06TjYp9uzhnP8q7HM5RMHTuvs9jSk9HZ+Jm6gNE6VruyKASUxRktSUUc6rreuaYs+l1joFBvusGE6UTz+9VNZvWCd79u6SJ774+3LPvXcB6DEV0NW3irJQrUdlBtNs7bQ4THhcgpigNJymhvN1jhmm4dI9MpzKmmpiznZoIXdMfs1kIErb4oC98P6Tx1B4f509vi537GSwR5DEunEEe//2b9+/asEe+6JZHwaAuKUxYCm4YZUU0z45MDl+LK2W4NNAqCnkCgvPAeadBOw+IKtWrVLQd+7cOa0PWVR0Xg8ZNscI188jtDBFn9Xa47G4DvvGavBxH1bvjf8S4g0ZMkRGjx6t6r1Zs2aqyUbfvv0UZIUhWirIFuVaiLquAbMWY03ldnDBh8GeStrI3njt6sdGQFW5PtJrD+zbJzu3b5f169bLtnd2yLsHDqozdx3eYwouVV0En9NnzATY+5B84uMf19ps7KdclH5QeBh8sWTjo6XYGIA1w5nWYhAeawmwh5NwKjFAr5BiT2+nCr9QbgD3v3r0dTbKUlBtqIq9VsAeo6KpvAHYc/sPgT3eswOwpwp8S8VlvVSAvXrsvwri6gsX66QSYK8aDrdOsZcFsOcUefw8L68E+INqj/cEjk2Oqxwo9jLpmMH+CepV8mOcX8A4gw3nDM5zagJ7QSqs+zRx0DKAd6rOY9osAoQsYXXE1VjhfUJDwj3tA/7gjfKKWrmAeopFxSVy7OgJjImDqmIdMLC/DBk6GL/31lqszEzvhmeZRoBT/ZxhvUA81+TgHPOz8lrrzhbf92DPg73Yg8dv6CPgI+Aj0IkR8GCvE4PtD+Uj0FUjUB8R7PFBXouAM7UtoUwIinnjJBNKBfeFuVsCdV/EkmyxQhYH0HQ2eIlyYnHOJ8r+rYMuanqVA3s6WUPfFRUR7D0vb7z5uuzY+Y588Q8+Lw88eC/caXtjsgfTi0Bn0tbjmRavMXBrMZWJGloSFrNIO34PhJ4K9rIJ9zC3MHMM66vwhMtAnwEUpuBpYf4IS5w42zYtKYDs8J09vi4HKZLBHv/ev3+/PPfcc/K97333fzTYq6upxbh3alQDexavcOo3wVwF3JwJvt988015++23tU7h0aNH5fTp082ccjkGTEnKfRjYs/0RQnEhlA67J/M1rmtjh+0gxOrTp49MmTIVYG+WLFx4nSr3hgwZmliXfW+qvc5W713ucrPr1cCe4gKm4RJ6BXDP7id03ma67WY4Ea9b+4a8umaNHAVILSkrV/BJAJQJ4NQd8Rg2bJjcfvtiNcu4+aabAjSIewZglH4WJVhhU11Pd+jmwKJdwR5OKgH2ArLFZqCChXNfRh8RRFH11mawhxxfwjO2kyo/NYUI7tUWS/edTBLYqwbYwxvV2VDkAXZVQC1YBbiH6nmSD9VeDwDSTKa9om2VqKlajZp2NDgi3GaNvSzEkRDPxjH/zQxq2HHkuu/v7IsXh8n1vLgOf9dPlGBRVZ67v9NMpIYQHTvRGqqMDW7+jI/2D01uoPKvqmmQ8mrW2CuXovMlUnimEDX2WF+vh/TuBUVh9zzJgaqQ5RqJhxsBLa3kAz/TcqhKzM6/3NC87Hse7HmwF3vw+A19BHwEfAQ6MQIe7HVisP2hfASuNAJhiHCl+wpvT5e+WhbEDk10EqqGRIJQ08MdH921VlAI7CWKVWuKVehb+tADvX0r355tT7WvOICms8FLlBjEOZ8o++e6nAhxMp1GZ0MWHMe/9cjfOld4QV5Ytgxg7w3ZsWO7PPaZR+See+5SA43sLKQmRgR7nGiRGBLsKRRWYwEH9GqgwlFARsUNUnJtODJ7mzX2tB5fkIarUziOQShLzDTAlDYOHGAJpVS2JR6XOkO3vlVrKsJUfRdrrEU9F4J39GeqlGUDVaZKYwwPHjyoYO8733nyfzTYM/cY61cFDME41SEVAAxT3PG14uIirbW3du3rsnHjBhhs7IJyr0THJsEc/7X02mSTDaoBbTHoZ2YbYRjIdSy9nO0hWB8zZgwMNW6S+fPnqXsuHXMNSNo10foI7rw1woq9RO1VEwdTsciMzkABxlTQ8rISeRWpt6uRgrtm9Wo5D8UWARXrvxEcZUFpRufgmQCc999/P9KUpyElcxDUxIBReC+RmZqUWm1nHL4ODd7wntJSmn9ypMLXdj3aU8+UU825RV/hX03H1VRjDiK3tQJMbY/Ti7JURTMDjHBFjAQQDEw06I7L17ChGkJw18n238E2YcVeBsAeY1tLsIeNK3D/rSS4wz5yIaHvAdVgVnCzrVEHWrQN+2EWc0ZClRd8Rxek1fKLFlPiqThfv4lx5jT6X3Daduq2rqXj8t8aALzS2gbJzYZJEuge7/ON+AxoYE4wY0MIngVnalU6XoSBBo2V8OUTa/zRdAQNzAB0zEBjXEowr1XFjEHer/tmkQA0UxOk4y0e7HmwF2/k+K18BHwEfAQ6NwIe7HVuvP3RfARiRyCVOinVzliLxxb7NfxteaptkLSCCVN4RqFTjmaruod195oq9vBwTdWBmzy5B/ngkT4BZJrtwc1idDrT1K6gvg63bAlccOLXrCVNf1Hl1XSuodeDX10x7XCiXcvhT5iAxO4hbGgTtuD4TZw0RadEOE5LYK/ZRDm8P51FXVpT6HKP56p046QWkyk1AcD2tZh0FZ4vlpUrV8r69UiF27ZFPvd7n5O7774LdazyFexlOplEi8ulbXfB4cTOVG4OlkDBwVQuTgw5IVYnRrdb/SdUJytcU8xgn0G9xGQ9RvpyRHYWnIfb6nLpfcnB6TSwh1qGCinwwzjpPcSuJqp90M+1WIcKqPKKMln2/DL5+tf+Tj788Ifl4Q9/WI0amHJtgMqAh/ptAg5wjGh9xBgy3KiwWscFa7DpRe+AsC1kxSwN4JRqTAtk7UYzZSG0dq9nQP3TQPqChX+7bdxg1P2zRpejFC5WQV64On0GaYHOqIJgIXgN29XBSZTpt4cOHUbNvU1ad2870keZmltV5dIaubBmmRv7rg1mnkHYRwBoyj22hWm3lk5Ogw0z53BtB8RAn/bs2VNNNaZPn67qvWnTpsvIkddI//4DEkYeqVRppkS0z5S2pp4mj+Pw32350qlZn6PT+HcNam6yH7IRA621B6LETH263p49e1Z+99unZcUrrwCc7tEUUSq4aqAq65GfgxTM/jJ3/ny54YYbADhvVOUewaamLwfmOU5R3nTnC7chGexZn7Q1HuF9NWrb3X1K1en65UJwbKNa2nlNn2dm1uPeNvIXimripaDWXrC93m+CLYxjJbYKjqWGG0zHJWREvitBXSNScYmRa1mrj+ZH2AfhXlYI3lEtradAMKegrKlMZfDxpociRHPtaFLs2Rcqei7uf4kfN/CDH70GnAt6Ja5TKiuzrLYqoWLgTs7rjsCOkeSzBuEeiw0SmNrCW4+2MWhr01t2MAdO0zqhxl67fYlzuQst7nupPtwu90CgfdT8sy3uof12PgI+Aj4CPgKdEwEP9jonzv4oPgJXHIGWJiTJO67Fk75NEpIfrJvVlbYN+azMhzik+SRAUQiiJB6gVUkVgL3Qg3WUE2MdPy2OrpN0Nzkxdz99WG/u36G7bmS7QgcJxyHsYtrSQ7VOygMVQaq2Gmjkw39UhVeCUKpAwE3oDArwWIkJZXhi2crDdKo2ppqA2qQ8DHwTMWAaVArg1kyRmWi8O2IDJk1UzWndpGDWVlNTj7pGxbJxwwaYZ2zRdMPPf/7zsmTJnWqAkQ1VTC5StVLGNZgUJPeLgbso48avGz0Cmu4HCEVVC8GeAinWnmLqG+AHXScboNK9ACOI0rJSycvLl+Uvviz/71/+jTz4wINy/wP3y6RJ4xVG1dWx3hYK/TMtLysT+3GpbkzFTofpCafOHb0Q6rFelip2cD0ZBNPLjkY+ABX8Yd01gjymE1LNQwDXgFjw9yykbhJWc0zyd1WKEiQQUiosw11A653x4uVFgfewLWNGckDzn1qkw3KbrGzW4HNqU34twouf+2BKM001li5dmnDMJdxj/AmdzGHXjDSsDl8Y7HE/TK3t06e3xv/48eOa3sv9EPZlwi22FkCMsI/LhAkTZPLkyXLbbbepqcbUqVMTgCsMqZLvFWGwx3jGncg7MN8E5dsCrp1dRqOU4Rz4hUJ+XnfEj33CVFUohc8VIpYH5ac//ZmshlqPhiWMc0aGU+4yHXnSpEly5513IgX3NlUvWp3B8D0n7FTckWM0KqhmW9oSp+Q2xzlOR5637Ts8ttp6PF5XdeqQ7j4U+aWSU2w3/xIxvD/7kqetx7D1OiPWrYG9OG243GdrlBiwhuMlS/ilVL/H+aYrSqP8uj4CPgI+Aj4C7RoBD/baNZx+Zz4CHRcBTgTDio6WjtSVwR5VgVQHmkueKhqCHwV79iAZeqCMA/aaAaxWwJ7FUdHEFTzIJh7qA7jXbOIWBnsxDpJKdZMK6CVeiwH2HJd0UNiaS4BBNdfRY8fk8OEj+DmsypgpUya7tCucpFNKhBQUpuoM/k0F9jruKvF7bjbRDpQvxnDrcA+hQioLsCgdUJb3lMPHjqjSjL+/tX6j/Opnv0Sdspvl+huulwH9+8pgmDUMGzZEnUbz8vIU7jUCCBKGZSAdzilDo9UyjNNLVpuR5besFp1LkaWBQtPx+RrHLQGepulBCaRKIlWCipSVVWpRfdbn4pgnSKL4j+/pOmb60yRFUvUfwRVdSdPpIAp4qIo/bQtguBbtd9uXlFyQgoLTgOBb5ACMHgoKChT0HTlyRJV7dj2EzTMsHjwG2zVgwABVoY0ZM1ZB6ltvvaVQ/cyZM+q8G07V5ba9evWCgUZfBV2zZs3WuntTpkxBvw2/BB7peQTmBNyPxYb7MZMQKgijQojk+pfhcZi6v6n4BNhBbOuQWstjZ2fn4idHY7pn915Zvny5vPjiS6p+rEWdNea4pmc26PmOHTsW57lQFi1aJHPmzAHo66tKvVSAMeq5xBmfcYBbnHbFOU6c84mzTdS28XqiO29LYC+V1t6DvSYlXZw+ctsEX9Da9zFX8NwTvw1+Sx8BHwEfAR+B9o6AB3vtHVG/Px+BDooAFQtUJHC5XKpQVwd7TBEKgz2De+8bsJd4bA4PhCbw1Vx/2LbBEgXsued2RDVwMWzWijCAS1LsmeDQeAbVFOpSCBBQXl4hJaUlqCV2QQYPHohJdD+k4QKmaOqZU+rYYr/HmbS2LRp+rTZHAP2jEIzqOii9CPaqqquQkgq1mRo2XITT6HZ5a9MmOX3mtOzduUc2r9+k6q+xUEBlAv5NnzEdkAmQb0B/Tf0k2KPaSiGw9nvngD2CRGfuQkUelXuoIqbjE3BI1WsVUHWVqbKroqIS6jYATJoroLD+wEEDpS8UXj179gIYq9b9EF6xNt6FC6VIA82SHFUjQsmIlD27BpwjLZxVCcBwHKYtUwFJ8QvTb6keZGpwGlTFVArm5ua59GYAvBMnTkBlV6AwbvXqNUhj36qqO7aNajt3mTplEoGIuTkznZSA7r777tPUWn6ZQ8Xaq6+ukT179iDlt0jhHtvKxWrqsX8J9wi8rr32WtTdo3JvmgwcOFBVf1a/j9skgz0bT1bvj+tHvX7DgND2dzkVl9baBKijSo+Kykqm2apqUPAFwlF1wX3hxRf1nE+dOK0QNTcvQ/Lys9QshKnHN8EoY/LkKTJq1KhEPMJgrzONQ6JCLev/Nl/LwYpxjhP1GHHXj9o2D/biRTpqnPWaDzIfLFNCx19w+FjZCvGa7rfyEfAR8BHwEejACHiw14HB9bv2EWjPCBQWnlNVgk0GW5p41UByQq88e3CzdFz+3VoqbrMJmal9ghfD6TFxz4sP8gr2rD4QJ7aYyGlKblixl2hIvFTcBFwKUoeTJ1GplABXqthrNSbBU3Q4fbjVbSz2KVKfW1LsuY7HwawIUuggl03FDdRH7Ge2MWFUoTX3mjqEda6oqOnRHTXAADNarI2Y4uRSTf7bGgO/XowI4NqqrqkGhKrTmm2MfxX+ttRSpte+se4NeXn5y6qKOnb4mBTBcbJP7z6S36M7VFI1SO+8RT71qU/J8OHDAI4AdJGCGpQvCxrEGlgdn4pLYxem/6bDxdOADcFaBVI5T546LYcPHULq5gHZt2+/FACgEfDloj7gIIDoRTcsktmzr1VgRgBHqFQNl03CNppe0IiCP3p+UP9lYMAT2DE9uWevnqpWTKMJhtYjrJJygLVSgO6aWpeS3FBfi3Vz1VCmR4+eClGpdK2q4nqlsgGp7Ka6Owb1K2vHESxyIQS0tFz+TROM665bKB/96Ef0d16zq1atgnrtFbjvvqGg8MKFC7ot98Ef255x6devH/pquMycOQtpuXMBZRcB7g3Q9F2OAcLK8H2+NfOXGKOuqaRDUKsw1T4cyGSKt6svyLFZDcOMgtNn5Jmnf4e6nqtgRLJRIS7vZ1XVDTJwQE8ZMWIYVHo3qKLxuuuuU8MQi6WpEbmvsINxnHOIuk0c2BIVnrJNcY4T9Vzirh+1bSlTcS+jsLeyGaqqjbh0Rqy7aiouv3+rQfFQzZbA7/b85bIl+FxIR+IgYyKs3otRNiRit/jVfQR8BHwEfATaMQIe7LVjMP2ufAQ6MgJnoKgZMGBgQklxObDXao29sOkEUzD5TEegE6SJKjS6DNhzZeyj529YgXvGSYFe4iHeimxf+iTptEFNS/jhuaUae1anp6X+SIC/kGqt3cBe6BSatVsfqLEkxbUtYyZVX6dSw1hstJxOCGraMS4H9lT9xD7hWAiUejYFoLjL2GIVapdxAp0DwKMF6gNn5JbOI9GmYJLf1sL0bYmLX6eVCKAfmXpL8JMASYBTakCBDiXs2bBpgyxf8QoMClbIUaTk1pQxVTdLVV50F73zziXymc98Rk0ZWNdMmXFgdenuM50D9moAJLWuI9I1zR2WIOjUqQKouzYA0m2Xffv3qcIuG7AoG1Cv4NRJKOTKVdHFunNM2Zw2bQpAXQ9sdxp18J6HEu5VjQ3PV2vgAYLSmZPjtmfPHlCoDpEboQwbNXq05OTmyFYA0F27d8nps2d0GwLBspJiXAvpgE7DYWQxQyZOnKjv8XojuGM67oED+2XTps1qrrFz506kBJerC7VBLYIuKubMDOPee+/FfiZpO9jGtWtfk927dyvUY609W9j2sOKP6dL86d+/v543a+7RBIX7ohqQkNIUj/yXENJKPHCcsM0W37jXV9hRONW9h6+xzYSihLO8zxAYM3V5E9SjTz31tGzbul3Onjkn2bmBkhLAdcrUyYB618vcuXMU0rIOoYHK8Bde9gWCV+zF7cHO2c7AntWipRrWlYJITZQ82HP9EhmgYpvKNFxrIbDndNYEevav+5JVHwYTF23njAN/FB8BHwEfAR+B9omAB3vtE0e/Fx+BDo8A08Z6Q0nT2jfPVOx1VbCnD6RhsPU+BnuapRqMCgN8xKHquhlx6Qywl9wkKxVIdR6BSh0ARU1NFeBGd4UWmahdRuLaLahflry9tdkApP3bWcXsI4b4/bk601QBaywVlyCdk2maFbB/CXW273hHXgU0+vWvfy3797wrjTUuvTQvLweQaYR88IMfgHrso4BWIxR0cSxw3k0Vp3PFhQKuExR7BHtMYXXprq6mHtNaqdB7GiBow8a35OjRo1C5zZQJ4ydq2zdv2YRabbswbmsVmF0751q55+57ALiGqrrvpz/7KWq4vQhlH1RjiIWOUcC2OqxfVl6mhiFDAPY++einAAWvldz87kgPfUHWb1ivyschqD84bvx4OXH0sFTAxZWqPefQepMej4DNYBlr7xHMrUOK6fr162THjh0K6XgtGZijyo+Ku5EjR2r9OCrvCPy2bt0q77zzjqbyMg2XCkxbwteT1e2z9whix6N9TM1dsGCBpvZSVcgYmksyVXxWa8/2a+m9cS+KMNhrKTXf3Q+gKAWcdWnVjVAkvikvv7xcVq5YKceOntA6hvk98qU3VHlDhgxC3ccbAJrvwDmNU+dfAkiCU56LS5vOSJwL297aZ2Xc80u1XVTYErd9cY7TnufZnvvivYgq/rDC3oO91iMcdQzwkaMsDfe14E7typ+IZOBf/jjAR+dgvOjBXusd4NfwEfAR8BHoohHwYK+Ldoxvlo9AcgQ4oeNE0SZNLakRqlm3SAvamwouXEsl2GsLij07Jr8ZT354VEVESOEWR7HXTR0kmxZNC1GloCvXlipFNvk4bVHs6Tf/wbf+l1Mfho8XS7GXKm0FJ2XhtTr8Gs/g2/IMOHhGzXBpUcHAmXHSoufLeKbIjrycYs92Y9yVgr961hWjM+75QqQ7nlJ3ztmzZ8qY0aM0vlQ20Xk1rJZJThUP94OOyRbUGP6Kb98IhMd94hqymm6Jm0M3OX7yhMK9H/3oR7J9y1apLK1UJVl/AKbFdyxGKu6tmvrILxXUEZeKP7xPeYeqvVAjrVu3pvTO9j2Lpr1R3eXca53rLdVtBGE7duyU//j3HwB+bZMLJSXykY98TBbffrvWBtz69mYo3V6XVatX6bgbN3acqg8nQFF38MAB+dWvfiVr1qwGtLxGDRl4fjzvGqSbExSWlF4AzMuTRx75lNYdJMwj2NsP9d3sOUxzvUEWIm12C1SPWza9BZOMLYBn07T2Gx1qmSZaBsdhKgQJywjOqN7btWunPPnkkwrrrK4dz5T3dII2GmgQyhH68VwvXCiGKUcJQGaFQjBTvbKP+Xf4M8HcdS2VnvugUo8qQsI9Qj6m+DLN2EBYWMHHfccFe3ZvbotDbgOUerW1VCymoT5imTrgvvTyy1COviLHTxxTpSUJcp9efbRu4N333K2KywkTxqHWbHdtI49H9SJdmxljns97dX+JClvi3gvjHKejrskr3S/vSw38YihQl6dS0oeP4eC1t9wAACAASURBVBV7LhpRx4AHe1c6Uv32PgI+Aj4CV0cEPNi7OvrJt9JHIFHwPKyqSBWWrg72ktscBntNCDJ4gCUISkr57epgj194G9BjGjF/qI9iu8nasi/CUTPieI4C9vTBn8dNQQ8vm4qrEwbn8sk9cMLdAKhQWVGtBewJIwgiHn74IQCNhfpeNxS9t/5JVua0pNSJeOp+9ZgRcOoz9I9avrpabuwTptkaSOe/JVCaHT1xVH7yn/8pb7z2hhzZfxhqzAx1ZP3s44/BhGEBfh+l6apUUBGi1Dc41Z6aTaTBiAOqvY5ewvifTqqEehyvVOz9+Ec/1lTcEtSz+8xjj8sdd9wBADQe43U7jCdWyc9/8XOpwfqjR4+RJ554QmYDbhUghfeVV5bLVtTZm4V6dIMHDwZUA0hDzI4eOSrLlr0gFZUV0h+mIY888ihq9Q2SvUj1femll+QM0nA//vFPyM233IrU22myc/tWWYl9/fKXv4TabpSCvY9//OOquKvEPgjRqC4j8DqF9GCq9b7//e/r9UQwxdf1/oC+4npmdMH+MjUf1+E5G9izL3b4ehjs2T7sPsn1aXrSpN6bI7feeosaUAwcOCjhJGsg8EpScdsK9tw5QRlaD0dhfAlzDF8YvIB4rwZkpZtwLQBqGuKQD6jKlNu5c+epcnT06FFqgGIAj23muOb5E4haSnG4biDHZWfAvqiwJW674hyno6/NuPv3YC9e5KKOAT6PWCquq6Lgvlz0qbjx4u+38hHwEfAR6KoR8GCvq/aMb5ePQFIEbPJnqV3mipgcqCpUUrlEsRcIuzTVgktI6MW6KheTzBZaUuNduWIPqhQ9XqjVeNIMgwZ7x14LynklNmgL2LMaUaY8ZC0+204VZSkKdLeLYi+AenyQdj8sWN0odTQNwWSWaS/QyWix6ihL1InpRXQqlRDJy+XAHpV6mGtjst2gAyQLrrd8rbSkXOt7MU1u/bp18sd/8mW5H46d9QCAGYhjZnMnhZRKzyjn6tdtnwhwvFNRqS6unNhB8UvokwdYEr7eOD6LkBL6G6TivvTCS/LmmtcVAlEd9edf+YpMRX02Ai/nWIqxDLBH9RxFwVmo0UfFXmek4hrYa8TNw8wiqEajAu7pp59VSFZUVCyPfPJTsgCmCgMB5FjLbs2aVfLDH/1QTUQmjJsgX/rSl1RpR+D2zjs7ANpOyfXX36D18XJRz20nnIHffOMNeerpp6CYy0FdtylIRf4YXITT5BXUIlwOgFcO5dyf/dlXkC57HVJ1B8nxo0dk2fPPyze/+U0ZNGgQFI6L5A/+4IsKpQzYEUAxHXfXrl1aa+8VKNOOYjt+UcPzsR/+TcMN3t8N3tnvBHv8sYWvW405c+Ple/ydakpV1QYOwnyNSkAq926/fbGqMKdPn54w+7B2Rr3XhEerS691P9xPKlW5jksFmQQMaVAs1mmq8Xe/+13ZsnWLHD92Auq7XKQk99G0Ybb1lltu0dqIVOpxOzcWmwx+7FhhEBpuQ2fU2osKWxi3OLGOc5z2uaO0vpeo52OfU21R6tnRVeXfTuUsWjujqLFOtX6zz9x2UqtHbhdOtDaFeYal5HrzjNZGgn/fR8BHwEfg6oiAB3tXRz/5VvoI6GTIXP9s4pYqLO0B9rjfZLiXnEAaLxXXgT1bnMnDpWAvDB6oBQpjsLhgTw0DeLggHTHZxKG9wB6xmFPqIZX1YgOgHopWs+8ARYj0eqYBhgSp0m0d1nEnTMn7b02xR+LD1D+NE1118WtJSZmsXLUSBfwB9wA8vvTlL8kDDzyoxgtZcBjNgrLPJusGn5tB1GCCb5PrqOfS1hj59ZpHIAz2KK9jyidjT1MJ1tgzZ1xeg1Rlrn3jNVn67FJ56le/kWtQT49uqk888UXUkBuLvna1yzggmIrLNFxeR+l4rbNq7BEquuO7+yDPj/CKdfb27t0vhefOaS29qagjNwTqO7rnrlixHDX0limQywGkmz17tjr8EsjxnIqKigDRKpCqyvXTkRJaAYXfGln72mtaR4/pt0vuvFPmLbhOSpEuSoXfmlfXSCVUdl984g/lBhg5jAQQPIJ6fS8hRffb3/621shjyutnP/u4gj2NOQAkU3J37dqN+nrrAfbekvPnzytoYw08ng/bsm3bNnW95e9U2RnQo6qP/WeqvzKoLLnwfVVNBio/5zTrIGFY0Uc1m6XXspwD28h03Hnz5inUZE0/Ho/bc4lrnhG+/lPV0uT+uQ7hJQ/VUHdRdgC+8ouD3/z21zj309rHTL2dPHkS2jgNqcNzoC4cgzhClZfXA27cTe0M38MNYtoxDDASfHKcdPQSFbawPXHuhXGO09HnbvuPfD649zin1st/0RV+1vBgL3oqLvunIfTgFa7BrJ/1jP+l3wN21rDxx/ER8BHwEfARaKcIeLDXToH0u/ER6OgIWLFzm8y09BB9tYM9Pl+Gv5C/WsEeJyy1F1GwGuqmumBCm4lH6D6ZSBnrgmCP49fVOWQ6biPgQIOmyRF20GBg9Zo1su7NdfL45z4ndOzUmmQsWE8wqyqdJuBiCpr0dFfQ3up+qVqynVQLHX29Xe37N7Cn9asC5ZamWQLG1hCsALCkZ9L4As65UE3t2/euLIXq7D++828yZcpUuRVpph//xMfUhIIQzAEF188UaZo6imq9zkjFtRp75POmLuO/HKfVVTWARfVIy6wDiC5ViFZaWi6vvvaqbNy4Tk6cOCGjkCJL5dfixYvhkDtFVYh1dQRhDer+S0XjucIi+RXSaQnvTp44KXcsuUM+8clPykCAwgIAt7XY34qVK6Sw8Lzc/9CDMMm4Ufe1Fym/q1askF/84hfqoktw+CgMN5juamOeysLXsP06qF737NkLeDVGzSzmzZurQ43GGKtXr1b4d+zYUX3NriOq9Aj2zOQiVV09vmdf/tj7VAly4bVKuGVfDBGsEeaxHiBrAdJwhO2hIo4QsiPAHvvK1Ik0QTlztkiOHDwhGzdtlM0Andu2v41+yNb0ZcZkBmokTp48EdB1iPQAdKyoKAWczQcM7aXpt1zCNfXCXy7YtcvztftPR1/PcYBbnHthnON09Lnb/iOfjwd7sbrmyseAA6mJxxAP9WL1g9/IR8BHwEegq0XAg72u1iO+PT4CLUQgXIfpcg/QBHtNqS0qrkmkrtj34nwt8TDO3zn5T06pTPoKt30Ue86NLbEQCPHL4kC1F65NZ+uoW1uzTZoazxRbW8IPu6lScU2xx/WpNGp3xV7oHAj1mOJY0xiAPTqTApZl4km6PyanXRHsKbbhWGE9NoAeAr2c3Bz8XiPPPvsswB4hyQa5//4HkB53O9LkhiENlwYazqHTAIbVB8tGLTdCgpycXOeiC7DQGSlx/gbiImBgT9UuBHpQdel9Af+rQp/yesgC0KIrJZVu54vOy0vLXpInv/VtmT93vppm3IqfIUMGo/+yAudSV3sxDTcQreOoKlheSx2viKJhh0JFwGKtEoVz4RglxMpHDTs25cKFEozV52XT5k1I6TwuJ08eU2A3dOhQnMtt8vBDDwFUDoMRSG/dnvUkqVDlORGeXbhQqum0rPWWhfH6yKOflN/7/Bc0XseOw2QEAO+p3z2l6bSTJk2Wm26+WW5BvbqNb7wu619/XdPV+Tph2cc+9lEca6Sq4JiCS5i3bNlS2b59u7rhUjl48823qDqN18V5GNRs3LjRpbxD1UeHXyr3uLj6hmmJOomEVabO4/mFyzIYyDLlHrc36GfXBsFY//79VbnH1Nw5MAK5/vqFCvoGDRoc+xIKK/aS02P5Ho/LHzocr1v3ljz1m2cBlPcBqJ7TPpg1axZicqMsRFtGjhym942GRlfPkarDzIxsHW/cB8e3mX+wwYSGPGayOi8ybIp59nFgS5y2xTlOzFOKvFnk8wlKV7R2IFPsKdDXFO5opSzs86m14yS/HzXWXTUVV8+/Wf2T4EzDYUz1uwd+UYeMX99HwEfAR+A9jYAHe+9p+P3BfQTaHoG2PmTW66TbLQmQl3yYpBo1zpQu+sNy21sfrKkP5eHFQYfE82PgjtcszRdtbZaKG9o8bKwRYnyaJmiLU6FhAh+qOefeb96SOGd/yUQmyGhxqkPWuXMpuI0ECDh+Oo6bAzARdWISZ8KUOlW66SyTz9eUkjTFaES6I8FABtRdVVWVcAJ9SV5+ebmsWrkSqZnjUcR+tKqA1DkXE2rCP627BnCZidRAgggWvu/Ro6f07ddXbrn5JjVjuIjJBfsi3G8tnVuUc27rtRF5vLZhgyjtTIzJFPUP23Co6KsE9cx07AVgj+2tBYwl0FIlHvrQ6rq9sPQF+cY//KPMg1nB7bffJkuW3C4DUTOO44CmEhwj6XqNuvFMtRuxeyb27S4nN6o0HRIgLp0wV2UhwVWIa6EByjrWq6M5QpSlCew1AeLqagBKjFWn3CKcq0FNvdcU7O3evVsOHtoLYFkoffr2VRj9yCcfldGjRkkvgD3n7qvfakh2VoacgDvw229vl5/+5CeomXdCDTiWLFkMyHSDXsOEccePn5RlSO2l+y3jSafgvqgFV1xYKKVwri0vL5c5c+eoko8xpPEGDUd27NilaezPPvecQrbRo0cp+Js5c4aq5Nh+wqrTpwu0VuCmTZtkw4aNcgDuu+eQYsyFx2NczRzD1HdhMw0zj3BKxnqFlbwWDapxP0zF5Wtcx51Db1UW0i134cKFWneP0N76ketxzJg6LpXqlvFpwPXvxKE0/CA05WtujFH5y/FWCEXkyZMFcmD/flUurkGKP91saUwyYcIEVelNB1wcNnwY7h3dFehxv/zGgY7FaTBp4d0jWb1ubVVFasRxFWUMtve6ce5bce437d3uVPtry7mkbHsbPnhDX9/pF5Wd8qzCu1Zn3acjdlCsMZAK0rUh9hGb5lf3EfAR8BHwEXgPI+DB3nsYfH9oH4EoEWjrQ6aq3sKSvDYcJO634G3YdbNV4nyj3dbzjtqW9lg/zgN2nPOJc5zI5xeoJ2rrHPXNhIKGE+vS0jKkH66SF154UVM1u3fvLvnd89VYgBPuGqTVVZaVSx1AAoENVTb8obFCfn4+wEc/rdV2M5xCsQLgJgFnU+vC59bS762dS3JMDUa0tl17vB+nb+KMgThtdao0V9csDPYMjNhr/JtQaunSZfJ3f/8PMmXyFNTYu15uX3ybDICyi7xOFa74jxCHC+e8rHdHbJeFDtU+D9SZDazzBuCbidc0fRTHpzsv/61jSilAYQYAcJSlEepXdx5NphCERQrN0STCI8b13XcPoObeXtRu2yE7d2+Vg4f3IY2zAvX1rpUHHnxQ5l47T4YOGx6kj7MFhEFpgHpb5ZlnnpXXX1srOUiX/+pXvyrTALn69umrUIngmjEikNoG1V3huUKAqkIpLi7G9ZALw5HeMgguszQdmTlzpiricqF4JdgjFF+xYiWg42qk7k6Dw+sHEdtbVElIoBdOFy0oOKXtX4PUdyr43n33XT0u6+yF69aZ86ulmxrUCkM8np2p9cx0g3X9CPf4d0lJiXbBNddco8pBgj3WB2QtQq6TkeGUmGyf1ehLVjrz/QZVJtcpxHVfmqThfoC+Bvhl7Mh1mUp84MARQM7dgJYbZN/enUh3PqxAkcdkTcfRo0chbgMSw6Izr+MoY7G91o1zH4hzv2mv9l5uPzyXOJ/vndG2uMeI0z9xjxVlu646BqKcg1/XR8BHwEfAR6D9I+DBXvvH1O/RR6BDItDWh0wP9jok/Cl3GucBu639GD5gnONEjkIA9urrndYvI8PpClmrbBVqf72y/BV18pyA1D1T7BFKlMHBk+mAmtoJWMO2EhqcPXtG652xntaXv/zH8oEP3AnQB6iA9M9sqHhsudJzSzWh1JQtNXaIJknorL6Jc5zI/YkNDOyZOsvikZzWz78Jj16EMvMb//QtVXTRgGIKHHF7AORSDUc3XYKbWrjicuG+MgF+0qjoaqiTUVBxjhw1WkaPGaPpkAbzCPlqMR6ysE8CokZARK37p2YcURYzv2EbnBrNAb10KO5YF86BveJi1Ncrq4AhSKUcPLIXTqsbNZWcYGnEiJHyiU98UlNghwwZqo6+BNI0sliBGnk/+clPAakrZczoMfLlL31ZjS3ykOabBUUfhWCM08lTp6Xo/AU9f45tArdugNUEWFSf9e/fRyFfenqWQjvW+/vv//61vPXWW3qdXAfHXtb5GzPWGVYYoLPxym3KYdSxb99+mGlsVbjH1N9jSC2mypDvh7fRmIacbxlRxoZKPDPboCKT/cuFfUsIy9fYHi59oWhkWwj4JkyYCNg2G8q9GUjTnaDnFE6jt2uL2yWuPZw/HcAZS7pqA+MitukYH0j1Bnwl/Dx86LBs3vw2AOrbOJ890qdXD6gaZ2iMJ06chOOORxtQtxP3ENtvKrD3fkrnj3MfiHpPi3KFXcm6HuxdSfSibdtVx0C0s/Br+wj4CPgI+Ai0dwQ82GvviPr9+Qh0UATaOgnwYK+DOiDFbuM8YLe1H8OHi3OcyFEIwJ7WHWOGNOALlXVlUOPROGMlVHurV62SxUhRpMKGiiTCm6rqSoAEwh7ADQCdeqTgcSK/betW2b1nj5w4flz+5E//VO6++27pB4CQC7BH0432WjzYazmSUcHeCy85sOdSOHPVOINgi2mzPQH4KOEkDCLcI6BLY707pvWiZhrdS+fC9GDBdQtVqWljtg4gqqqyAuq1PFXwKY1jynpE6MpUXKrmqCJjmifbSNMOTQ3Ff4RshF5ZWTgO1KKs2Xb63Al5a8tGefJf/xVqsYMKm77whS/KPffcA6A0AWwRTrhQ8+3ff1BeeulF+fnP/0sGDxgs8+bMw3pf0PPn8dhUgkPC7go4CNfW1qvRg1MtUhFJF1pX343rsU0u9fScHALQ+tWvfiWHDx9WJ1oqIRcsmK+qV00vpZIxUDuFgfQFpPYeOXIUqbnbAcQ2a4ruyZMncT2WaZqtAT4De5Z2y9FA0EeAZ2CPikwznOD7puJz8WKsnCKPaj7W3SPgo1vuDTfcIKNGEUD2amaCY23mcbSf2Z9pdLtt0L6xVEmKOwtOn9EY7NpJOHkMzrdntYbnpEnj5PZbb5SBUDkOQMpy37799BjWfhvVNo4M8nmwF+3Liva6z7a2Hw/2WotQ+73fKc8D7ddcvycfAR8BHwEfgU6KgAd7nRRofxgfgSuNQFuBkAd7Vxrptm8f5wG7rf34XoE9wgqWHmOKYzrIXgWUPlTsrV69Rl6FW+hnP/u43HfffVpkn26i9Fypg8qPSybARy0m9wUFpwFKXlIQyHpkBHv33XsPthno1HpXWJQ7HMOW4qnAJyI86qy+iXOcto/KpjUdYEJtvCQFY1jxZSBFU3Hhfvx33/gmVJqlWlePfUxIlw7gQuUeO44GFYRLVKpxP3WowVgDOMZUa9alu+uuu6Q30lcNwBDsVQZgL4tgL6hblaqW++XOsbq6CuCoFoAQoBEwjLCKIIhuuMVFF1CL7ry2a8yYcYBTfQDZuklZZals37kddQP/QbZu3SYVUPL9wRefkPtgADN58mSFb1TrMQ13OdJln3vuWZk9czaA023y2GOPAjgNVA7JYzCW2dnpAGQEeVToOb9uc+l18K9b4M5Ls5x6OXjwEJR6G+Xp3z0NuFkln4OjNB1zJ0wYp3CU+zSFGs+HqkKeExV1XJhCTOUrDTeo+Hv11ddwbZ1SqEnAyvO1hfsxxSzVeJaSS8DHJeyaG4Z8yTX4+Df3c/31SMW+fbHMRc3AYUhdZs071sw0Iw+r8acwDvcAID2tt+isDQiAq6UYcJIqvR3v7FDIn4PzYkynTp0u06ZOlmlTJgQwtKneou2XbQ6789o148GeB3tx7oVxtums+3TUtkX9XIu6f7++j4CPgI+Aj8DVGQEP9q7OfvOt/h8YgbY+ZHqw13mDI84Ddlv7MXwWcY4TOQqBYo/b1QNc1AFgUPVEtRVr7DEVd/ny5fLHf/In8rGPfhTwpjcUek5hU4e6fGqsgPVpZnDmzGnU5HsBqbvLZQMcPpmKe/8D98twAIJcTO4zAEBai0P4/ctBusuBvagxaK1NUff3Xq/fEtgzdY1BEsIUQqSXkY76z9/5jqZxjkJa7WykZNIkham43ZGKS8Wb1lQE1KsCWKrAz9sb35I1r7ysCi8abijY6+3AHsEMj0XI5SBNmqrN2K50gMMoS7jGnm1XgXTbAwcOyQvLXgDwKlAF3kMPfRhppNNUDQddm+zbv1udbrdt24703Cr5vc99Xj4E9SjNGuiwS3OKZ555To1haHBxw8Lr5c4ld8onP/kxrfemoFtVaADXmagdh7HuwB5/bwDgrNb90CSCsI91B/k6Y7oZJh7Poy4loRwB6Ze//GU4v86QwUhzbrxIsxmgsECxp5AUQI4LY2XwkhCvCI7FTMWlW+727dvgsLsHRhunVRlrajtuQ2BnUM/Ub84Eh6nEbp88DgFiWK1nacDmtMu/hwwZoso9qgz5M2vWbDjVXgNo2j+R4m1wtZ71BzEmclB3MxPHqkE79sIFePOWzXLixCnt80EwYRmJ/Q0bBmMMpP32wbjq27tnol02JrlPi0vC3TxUv82DPQ/2otw3rmTdrvp50CnPA1cSOL+tj4CPgI+Aj8B7EgEP9t6TsPuD+ghEj0BbHzI92Ise27hbxHnAbms/htsU5ziRzykE9jTVsYZAIE1qoJQy84wXli2T/+cv/kIeffRRBT0EBkxBZKF8Lml0v4TSjyqjF6H+evnll2Tdm28GYO8BGT7cgb3MdgR7kc/zMhvE6Zv2PH577ysO2PvWk0/KxEmT1EjhtttuQ724vgq3sgHKsjIB5wB96pCKWgngxFpwz//ud/Lv33lS5s+fj9p1N8uHPvQhwMDergafpqY2V2MRKBHO8L0oS1pgCFSP8WXgh+YVb721WZ588jua8k2H2S996Y9l0Y03ST7MH8oqi2THru3y3e99FzXr9unYfPzx30O9xw+qWQSBHIHg97//b/Ia1HB7du+VJYtvlw/B3OKhhx6Ufv37qfrMwB6vB6aqMx7MQmZKLpWLGTD04PmEwR5Tg1dBsfoTuOwWFRVpXUoCbqr1zPGV1SxNUclYmJJSryXEyKAf/yZ4pZHG229vUVBI198TJ04ENf6cOpUQ0Mw4LO6mAuTfvF4Jzmw9KvN4DHcdO+jHxe43VA6OGzdeFi26QYHtJIwLqjh5nXBdM2Vhbb1yKBJNMVgCxedOmJds3rQZ95FareFH85KxY0fJYAA+pusz3x9HTKjykvdpYJjtsfes36OMm668bpz7Tad8FsQImk/FjRG0mJt01TEQ83T8Zj4CPgI+Aj4C7RQBD/baKZB+Nz4CHR2Btk4CPNjr6J5o2n+cB+y29mP4LOIcJ3IUQmCPbpasm0cVUi3UPUzFff75pfIMIM5f/tVfyac//WmtwZadTaDRvF4e6/OdO3tOzQhotrEeLqJ/9pWvyL333os0vH6aitsW0+ZkxV7k84mxQZy+iXGYTtskKth7Fuqy//21r8n8BddpWu2SJYtVfcfxwDRcKvZyspvqoFUDbC195hn53r9+G4qumZq++YEPfEABG2NJMGTKMZ60pYfGBXuN2KdLi3VgkGq79es3yr/8879oPTo6uf7pn34FjrN3oJ5jP9mybQPG7nL5zW9+K0VQt/Xp0wfpsJ+XDwLsjYB6jPs5dOiIfO1r/59s3LBRCgHg7rrzTrn7rg8poCSQYlupOGOKaSbAJqWpVKcy9dYBJ4BG/sdSc/g/Kvaqqmo0DfVZxub734NSbaQsRGwee+wxGTpksJpxsC6d1b6zVOmwSYUNEq5jKjVCO8K8ffveVXdeprkT8JlrLuNLuKbmJaqUdOm9yfCO+wmn43IbLuwv1ifMzs7S7bg9FXa33nqrfOpTn1bXWir2+DqXhOKTccAJVVfXSBlg7+nTZxVEEm7SRbs3lHm9e/fR/uG+CYfhqiGNqM9oqjyDmKbODd/zeC7sgzDs67SLqAMPFOd+0ymfBTHO2YO9GEGLuUlXHQMxT8dv5iPgI+Aj4CPQThHwYK+dAul34yPQ0RFo6yTAg72O7omm/cd5wG5rP4bPIs5xIkehBbBXh8n52tffkKUAe0899Vso9v4Sk/xHoYhypgpcMpFWmUanjaA+H8Eea+wxdXfDhvXy1a/+33L//fep+otgL4OuqK0sHuy1FqHW348K9pZBZfkP3/hHmQf1HdNqb7v1Zu0zpmY7gOXSRFlLjp3NtNTnnn1Gvv2tf5IZM2EMAXhFZVc+nFQJf7JpzBDUVCSUuwg3hUYAHYKd9IiuuBeRuurUbQRKbEO6ui7v2LFTfv5fv0ANva0AfYVy8y23ytQpUwGRB8i7B3bKzt3b4cK6W3qiPtxUpOgyVXf+vPlqCEFIyFTev/3bv5WtcGul+u7+++6Vuz/0QbkJNQN57k1gj8d1KeT8sTRj/VuFbm5Mc5+EWkydfebZ38kPfvAfcsfiJQo8P/jBOxUucj9cGrEh48R9sK8IQZOBVvJ1wH0XFxepApF1A9eufQ3ncADp72cSqbymzOO+k1WAprQLp2Eb5CN447Y0DGFfEfQxDfeOO5bIRz/6EY1Hbm7uJZCN4LcKCl+6AzcwLRdwz/WzU21mI0WX9fUcxGOqPyAd4pUBsJoK5CXf77xi78o+c1q/U1z5Gh7sXXkM27qHTnkeaGtj/Ho+Aj4CPgI+Al0mAh7sdZmu8A3xEbh8BNoKhDzY67yRFOcBu639GD6LOMeJHIVwjT2ojmrgXJkBhRLB3gbUUVu6dBmUT7+WP//zr8ojj3xSeqNGliqwUE8sR5V7DvIxy+40nDCXIW2XqbhU7P3FX/6VPPDAAwoGcpDSyVTcqOdk8KOt5xUnzm3dd3i9OMeJeu5x2sVtWgJ7LZlnUGX57X/9rlw7e7bceNONSK1dpG6lXC7C7eJiAPgIcQmnmNr6yR7BigAAIABJREFU9O+ekm/+0zdkxvTpsuiGRdrP3QH26lFXz6V4srYblWz1CrAykMOqgIzSzghLPdRdrNWXlZWt++S+apDmeQJOsa+tWSuvvbZW3WOpFuwNeDYA9fEKiwukqOScHmXy5ClQnt2OFOProaAblUhJJdj7+te/LttRg49t/PDDD8o9UOzNRgyYUkwY5RR7TqFnIC6sirvYSODnYB3bSfMR1sF7BtDzZz/7L9T1+xyA4kNwDp6p7sAJ95hA5dfSeLJxEoZ/ti4B38GDBzXdd+PGDUh93anHJZzk+lavz1xzabZhS9how9Rwpqa0deiOyzp7VG7yh0YaCUMU1AJkXCyduhr3iuKSCsQ+Fz9ZaijiuC3NdFA3EF1NMxbX741SWYP0ZfRhXnZum0eAXWedde20uWFXsGJXvndEPS0P9qJGLP7676drIH4U/JY+Aj4CPgI+AskR8GDPjwkfgaskAm2dBHiw13kdGucBu639GD6LOMeJGgVyCRUe0REX0KWBNbAAcKoBCt5+eztA3VL55S9+IX/0pS/Jxz/+MRk0cADm7UxTRPofoB6NM8zt9syZs1j/BRhoLJM33nhT/tdf/7U8/PDDmtqoUC9QKOnUP+Re29J5msoo/L793tI2ceJs7YkSuzjH6Yz+tHMxKBR2GE12yuXf6oq7dKl8/f//e5kxbQaUb6iXB8A1eOBgFaOFjQyoxFKBGgbMb5/+jXz9m38Pp9OpCvY+/OEPwxyhl0I4qxPHVWsDsJeNVM90WilHBHvcH1VkTk3m0lgJ02heUXDqNFR5u2TX7l34uxZp4tmo5TZYzhUVACKVYqwOklGjx8j48ePxOswbAB4VaGEfTG39/vf/XaHgubNn5RMf+6h84M4lqIU3XgElwZj1cfjfcP07p9hzC9chYNuE+nLPPPOs/PrX/y1/+H/9kTz80MOoMTcm4YKbASMOgi4bC7ZvQkT+OGWk+wmPMQI71sjjdkx1LS6+gHPfiWv0bVxrbyjsO4vzMPVf2CHX2kiwRzWe1eEzYBlO0Z01axbqJi4A1FuskHMUzFTs/DhewmmxrJlXXevUlC5Fme8D/qKf+TvfYLIu+92JFXFv6Yaaf2mXxra16zrKtdnV1+3K946osfNgL2rE4q/fWZ8f8Vvot/QR8BHwEfAReC8i4MHeexF1f0wfgRgRaOskwIO9GMGNuUmcB+y29mO4SXGOE/WUGgg6MHgIbcKZspUoiv/OOzsBfZ6Xn/30p/L5L3xBId1w1N7KCGp5Ma2SaYWECFTxFKNW2UsvL5cXAfZeX7tW/tff/G8FPv369VWoB6lXAmiEwZ65cyafr6UUtgb2ktMYo8Yg3Ja2bttV+5Pt5/lEAnvPAex97esyE+mXtyKl9YN3f0gG9h+ooWAfM4VWoZ6qsbBgvDz97NPy99/6hrrM0nDjIx/+iLrqEpplaOqlU7LRKZVAKBe1GTNigD0CIoVEOHhTzGn4cBF1IOvkXOFZOQOlaHl5hSr6evToJWVVxdJwsUYGDRgoveDizNdys/MSJg80xTiPsbpixUqksx5Ul9lboVKcPXOmDBw4UFNIm0wlXLqsLfw9Lfhb1YxBvT2+X1JSogrCpVCtEpb+EcDeQwB7dJWlWy/XJQhX1WNgWGH9xb+tnpyNRz0WY681/OoV7LmUWed2W1BwSo011qxZo4CPv5eVlQlVemZWYqCPxzaDjXD9Qx7fHHSZknvjjTdq+vAC1Fuk6Q1fs/a4c2V/QIGJNijgR9cwnk3QmGCP1Qct5bhOz5d9z7HEPup20fVlGAqZKjAZeHKdONdnW6/j92K9rnzviBoPD/aiRiz++p3xPBC/dX5LHwEfAR8BH4H3KgIe7L1XkffH9RGIGIG2TgI82IsY2CtYPc4Ddlv7MdysOMeJelpU3dRgds6UuQxNlXUCvMrKaqT57ZLnnntOfvyjH8ojj34KRhj3yZjRoyQ7JycBOwgLCBNYLJ9AgSmCL6PO3huoAfZXf/038hBgIAvvE+o11tc2q61lE3aDF/avwQ7CKSvYb6+1Bvminj/XDx+3rdu3NKG93PYGL9p6jLjrGdgz91KLczLs499U7L3y4svyz//4LZkze67ccustcutiuOL26iMXMS503ALMpAfGDzo4cLN57oXn5J+/921Aq5Eyd+5cTTmlUQLXzwLkpWqLCwFxA2qxERCxJmNUxR5dcZ15hoPCBMiqLEXbqBpl3T+61rKZ9fU0W0CNtwzARZjvEkbSwbYahhA5SP/MUtUgU2wx5jFuz58/r/ti2/Jzs5Eu7qAZwV0DABaBtcK4kHqOv6siEesQ7NEtt7bWmUqwBh6NY1hj8tXXXpUv/sEX5cEHH4Rib7Qq5ZQHUiEb2rcZiti4tjGfrN5LdS9g+1jXbu/ed+GYu1GhIl1pWXuPS48ePTReBinZ12HzjBxcx5ZazOt36NChct9992taNfuVdfVophE2Q2HKbzUcs5n6TMDf7NuApAGrJiH1MPGg8lPrKzJ2zcGeqQCTrw1T6zL+3jyjybE47j2ho7bzYK+jInvpfjvjeaDzzsYfyUfAR8BHwEegvSLgwV57RdLvx0egi0RAi9RHbAumppIesirl9snpZ5eoJbSmVCDd0WM2HTfx4MnsTNbl0gY598iEykVfcZNuLvr/VIy5Vd0SOFCGz0fdJ+38WvJgaLZBUjCCSbW9aqs6cwD8MD3OjhBqR2IvoX1fbIu9a/LhFQQ4lYqeYpJiJRxni2OcB/lU2yRDxfDfbA3YhEufM7MEwJIaqIO2b98hL8JY4Ve//KXW3eIP02qZ8pjFVEX8V4t6Z5VVlQpH2G+HDx9GmuNxKYIi6itwxV0Ct1HCEKr/du/aq9sQSBAQUO01ceJE1EGbDJOD7oAMaAP6oKioWI4cPi77oKY6ebIAKrA6LcLPVErW+Bs6dLBMQHplj+4OFhH6XLhwQV15T5wtlBLAJMKlelWLNcgIAIuhbP+ggWrgoRmlGKPlAJLFhcVSWoYaZYAVdaiTxnTFHJxLr969pDvASD6Ah6aQUjUFCFpRWaEpl+fPFSmgoZlIbV2tQov+cP8lTMkFJCI84kLoVFvL863WWBmo5LEYF6Z9cv2cHECS0FJZWasKLf5YaiZjlgli1Qd9wP1y3NbhOLy20hE7KthqYWyBwwHGpOEnHcdzdfHIYFgbj6mtbEcWzUywj6Li8/LKS6/Iv/7L92Q2HG5vvvkWWYw0zP79+6vKkjUX2Wc5eQRTrkZePY6x7MWl8p3vf1dr2M2bNxd17G4DwIX7MeouOkhDVRrVXEilxTaZgGY6Nnlv4PXNTM3QdWxq0Uv9VfSupKYM3OFFnAPPXFPHdUdoHcER9k+HVho6pKdTUeau5zoo3VjvzUG9TFUf1mOdOq1HxzRfrIX+ZanILIz7dKaJ4j+q0HgY53zb1FDGmscl+EvvRqdnu64J9oqhAnxFVq5cJa+/vlbNYx588AGMiZ5uDGFJS2PeqjMlYV0+ngLHnFO/unsDoR4BnPU7YSNfI2RTGEe1HJYapOTSkbayslxOIS15//598uabb+JaewdqvtOqIOSYIaDjNc+/w2CvZ8+egSNupowYcY1cD7XebXDCXXjdAjVC4blXYazkwtE2HddZPWKvNQ8Rv5wcGqQwXdil4VqEEunJdn/D9ccV3P2tyTTDFH7J6b2J+3PoXul6MjhC8A+3Yx/ofgmeg/hyzPH+zFu0er2EFmfk4mIcVl4m3aov2Ub7LRgDZgbDMzYjGGcv0/WWOF8mdb2zuLIWxfkMvbIjdtzWcfozfP6pngMuF5/3U+w6rlf8nn0EfAR8BN77CHiw9973gW+Bj0C7RiDOQ5+redRUKEohXQg82QSo2QPeRZolhMBeCO4lVBcspaVgL3CSxIQuHT8q9uGcPFCFGWtjE/R3lR26H1vHgqSTR5s/tRPYS4BMVYV0HtgLp7SFJ5oG98L/Rh0krYG9SxQWDComxQwp1UeEV4xFHWDVrl17NM2PaYUlJRccEMIkPxNASkvrIW6EJDU11Qr2CCioCuLrhAm///u/ryl9hAsvvbxCVr/6uk6oCSi4Hg0NFi1aBJh0M0AS6vBlObh4/PhJ2bJlm6xb/xba8C7AYQXgQrb0gSJs+LChMh0up7fddivSRXtrnb/ysko5dvQ4jAt2y7Z9h6TgfDFAYJbU4TjdQBqunTlLZs+YLjOnTUHbobYiKLpYLyePn5CD7x6Qo8ePSuH5QqkERMvNzZE+SB0eNXq0jBg5SoZfMwIKRajEEJ8KqBhPIf3xyJEjcnD/IdQhrFalIusRUsVIQDlu3GgZNnwozEdcemI3DOozZ84peGENNJ47F4Ka/Px8BSpDhw7S8yeM0j7Ae+cADk+f5nYndX2LLWHMpEmTAFh7IeY5qhZTSIE+IxA9V1Qqp8+WSF5+pnTHT01No+QBHPbr20PBKEEolZXZAGGse3jkyGGYnbwiP/yP/5QpcJW9Hg63t912O1JSobLEWZeVV2qf9OiRF6SQEijVy0oYbvz4xz+WadOmaS22OXPmKnDtg9TXbMSeyiyXbeogWQPgbA0AWw0UXO5qZ1pmmtbOo2osKxvppQp/zKzCGVbU1tUAJNZoXTb2ZSOOnYtxlglQx+0JdxrwejpA00WOLahCqQ7ltwr6vh4b5hsYPxkZDlBp6migxOOXDwR/5EI8voI97K8e+1XjhwBm2nVKAO7AIExCJBPb4FpAv/FcCfZWrlwJ1epqWbfuTflr1Ji8774HAkWoiwXCoudIgGlpyuxbB0JdPTq2j/CbfZoO0xECPl6P7DdVPmoqPNoN+Mdzo6KObSorK4Eb9QbUDdyirsGHDh3C+Dml2zOWBNJhsEenXo5Bph9PRq3E2++4U6ZMniqjRo1QRR5BXC3gJ01yVOmIdlkc0gnIec8k8ybcC25UCvr0VN0XOk236uAGHtz0LRU5lWIv/Fmm9zN0EsegUzw6isiUb56TA3sYR/xSAH2gTs4cD3i9yYXbtcKldevXSrobB1PtDtv02Rd2brb32V8cM/xc4354XKacc18e7EX9lOq89d9PcCrOM14qsBd+xgu/nxyr91PsOm/E+SP5CPgI+Ah0fgQ82Ov8mPsj+gh0aATiPPRdAvZCigZrbLJi7yLqIxnYU0hEFY2JKYJJFxUUOgHiJJ0TbII9vqaowP0E/E4nhRSx6A+nSS2APbYnJJxJxLLZazZJSwX+ggmlHTcxnQvApMIRm4jafhKTPpu1un/jKvbCxzTFSktgL+5giQr2OCltZJpcEDOqcpjeWA+wcPJUAdQ/O+C+uVHhHGEDJ/g1AG1VFeUuFjrZBTyCco1Ah+CKE24CmwceuF9hV2lpmby8fIW8/uY6KH2ceoiggimcc+bMUzBEYEWowffOnDmjpggb1m+WHe/sBhA77eq0AbqNBnBbMH8ugMm9gFW9MCYuyvnCItmFtOH169fLZoDAE6fPAn4A0KAdbNOtN90sN92wUG68fp5OxusBK0ovlMjO7e/IxnUbZNuOd+TYiWNSDNVfHtxLBw0ZJHPnz5cF110n112/UHIJ0ADb6Pq7bft22bxli2wDeDwLsxC6wNYBsPRBfblFOM7ixYvlFhhQULRGtV1xcQlUVOu0bbth8kC4woUwZ+jQYRqD66CQmoH6dnl5WaruKyoqQXrlXtm6dRuMEV5XoKPmEYjByFEj5SYcZ87cOTJ+3Bg9f6oDaR6xe/du2QqV5YZN2xQ+UNlVU1uFWmlD4XgLU4S5s2TUyOFO/Yb3KyrKAKDeQE3El+Xpp55FbMfA5XYGYOwCpNX2UsB4AXHivggwnZEG69s16vk8j/qLowA/x8NwYtrUaarAHDNmjAwDfM3PpwssAWaDpuOypt2Zc2flLGriEfqx5lxubr6CwL59++DfPqr24zCk43J1NUAWxtgZ9P35okKkyuYBRmZJFrYdAMdeOtdmWUo47zNMuwU8rIB6tAwxrgaEtVpyhH8cX90Bqzj+lMcEdSXZPlVcau06ptjyTcIbd79RmBOo+1y/ZWs8CAPT8CUHXV6pNOV1x1TclwGw16x5VR1rqVhl+jpdYxM15KxOocamXmPpAGSD/q3qPb0OqO5zNy1VSuKYqiJ0V13id7bRnSfvuQ24Vs7I0aPHVLW3adMmAPItej1x3IUdcqn84zXbq1dPhbnTZ8ySocNHaHptHqD8NMDzvn37a59rTT+NjUNYvLdTGck2ZgJq2uKAnlO38Z5/yb3IMbUmChjcP8LrJRvmaNyYxo++JVTVeo/YvwJd1uzkf/rB4V7jdco4ZqYBFme49Ge3/1A7Qx8a7v7roB7HAn93DsyhjgraSYjKPnAgnVDaKSe76hLvmaCrnk28dr2f4FSc/vRgL9648Vv5CPgI+AhcTRHwYO9q6i3fVh+BNkQgzkOfA3tN9OoSNZfOl5qnojF1LTLY4ySJk1NsyakTf4AD3eSZKVP4G8hAkEGngI9HSAZwDEEqsBcOTWLqFhPsmcIkEZIOBHsW6zDYc+fYPN5t6Ppmq8QBew2YGVOBx4UZpFQvESKVwZDg9OnTUHUdVfBgZhYNACENUFGFxxxVQ1QSGaDgezNmzJRBSH8lFNy1e6/sh3MnFUecvDM1lW6ho0aNlsGDhyjQsPMvLS2REydPytEDR6GqK9BUWS65SAHuP6A/1HQjZRbSRvPyc3QklZeVy9Fjx2EesFfeRQpv4YUyhXGEV5lQPM0CNJs6aYKMG3ON5h2r4gopjCeOnUD64ruy9919UDa54xB49OnfT1OEJ06ajJ9JSEPNUhXQBaQyHoEy8CBShPfv2y+FhedVAcWUXkLHWbOvhaPofLn22lkKG2qq66CiKldjgy1bNsv2bdtxjDLtYwLHIUOGAmzOwfrXAoBORAwyFOxdQPv37NmjcIYKrCrAKqvzRoXfDXChnTNnloxB7TayH9aRKy9HjAFDCfbe2vqO1COFlktldbkMRyrynDmz5fqF8xCDMQqiatAnRUVnZS1qIa5auUZWvLJGBg4YpOBwEs6b4I2KRCoZqdTMxN8OMDkIchqpngcOHpD+qJ/IFG0CV4I9/owfP05TtnmOhLqF54vkxPHj8vb2bWgfoKMq09JVaTYa7WGsZ0BRSeVYPvqtCnEjiGI66bZ3tsnuvbsx3pA2i37rhnE4cRxSuNEvk6dMgTlGH6jxMmGYUQUIeEYOQU155PARAK5Chbj84bgci+MQOo5m7Tio+3iLqEMqK5WoBF/FpeWq2CSQ4kK41qdPX+nbrw/OpZ+rEUcDCIynCoBWQrxzBeekCr8TIjNFla9t3LhZdkM5egxw7Q//8A/lrrvuUmhZBRjOVNgaXDuEihnYhu0ifDV4RqhGeElVIe91rCNIxRzbyQHFdbVOItunKjVCN6oKnRqa0IntqEDdvZNQ6m3btlWhPAHxsWNHVVFojsWEX4w/lbWEy8MA9Qj1CUvpLPwhtJvXJ9PuOb4IFjkmeNNWJaoaYbgvbNzd2tAZvyBRHBmoL929hNvp/YL3tyBt9tLPFrdvts3gmTr4Ql178WKde82RusQ4tAMTOTZcxD2KwA9xSAfYy0zLTtxTmn1OBB8kNpbDX7IYsLP7aHgdg45Wk9OMSaLeoztr/XjPBJ3Vus45jgd7TQ9DYaUeo8+/vWKvc8ahP4qPgI+Aj0BHRsCDvY6Mrt+3j8B7EIG4D/EOtwVLkIbbrPmX0LQm9QMnbDopCp4dVeXAeVeSYo/ypcYksMf0OU3XItjDewR71Oso3KMCJxmqhRqV6j2ncEkB/+y5lvtMTEFtKqpaDX3VksYctgw2SkUXde3LNK6Fvk+eYKSCqNz0SicibQF74SYy1aweHehqkrl6e1Tvsdt5lpzUV1XVJMBSLdJuCRhyAVOsXlx4Es7frUYYoYGpWqoBwJi+mAPHUSqkygDRWHuMQIwH0pRJKHBYu48wg3X7GqugkAGfonKJkCg3L9c1nS6bSNu1oQkcABhUrUYC50oqoNy6CCVSLwV7VO31B2TKw3GwCYAW6u7hWNlM3WTKI7Y7DQhUWlKmKcUZSPHMwrrdUfMvHxAyF0qxTNSqI2zhAalUopqMkIRwkjEoPHdO1YyDAESGDBmgabVgE5pWSxUV02kPAzbt3btH3VsN5BB+jR8/AVDsGmznXGhrahjvWk2RZb3C/fv3Q2EI05FA1TUATq/Tp08HpBoJIDpQ+4gAsaKiCqmXh+UA0i/fPXTU1fNDIxjn/v37yCTAs1kzp8uoa64BPEI6LtRw584VqLJs44bN8taGLQpdWb9vGJSEPC+aohB6VVRUaNvYP1SvcaGqKRvQh263rCs4YMAAQNpRSEUeB7g3UdtGld85xIap1YcOHZQVq1bI8pUrNEWa4z8NkIznch1cdZcsuROxGCsDELvKyhrAwPN67ivWrJa1r78OVWahVJSUSg3O89pr58iNN90o99x1j4xE7Lr3zJeCc+cBAPfKephIbHt7B+J3TAETYWl3KNPmow7gwgXz5frr5qNOY0+9x1QidZUAbg+UlLv3H8E+ziWuP0K38ajjSMUp29i9ez4gFwGeU5QeOnREtm7eDEfe0ziPdAV8FwAJjx07pvHi1fT444/LHUuWAJgOUNB2GH1DGMzafgRmHP89MM7owtsX9QkHAlpTtagwCz1bjjToCzjnYqRY87rKRxvqAH55vHxcC6zLyHZq32hKPFOOCQxR+w7/MRV3O0Aq04O3bdsGJd/RhBEFlbVU8BFkE3hmox/P4DoYALg6HSD805/+NNSb01R5WQI4S+BsUJ7Kte5I4SXQVFDH+4Xe+A3qsUXu3q51OzlmAiDIwKfhGjeoFzau4ZjguHNpyISoTi2Y1o1jjrUaA8Viim94eB3ol0V6e+AdnECQsbF7tWtneLHjGdiz44U/X3j9plJX620oaOOV3rObt6r9/or7TNB+LXjv99RV+yZOZOL0p1fsxYm038ZHwEfAR+DqioAHe1dXf/nW+gi0GoE4D33cabO5Dmc0TfMgd8yUYI/zJaeuMLBncCcV2GsglFCwB7UUIQ6mYFb4nhPCjADsZTFlF7smWCL3C7dNmxW0LTzxCv9OsJcovh8CetzUJn0WSEsHblqtCdaxID6PpempRrjC/PMKwV7yN+ctdW5nTEoI9tg3qtLTiXXQ7ewHBEAdSINaVhpHpg5ifdavCqsNbfLLiThfD0+GdT0qfNScAPXCAAaqCQgBJag8UgUdi/LjOAQGrKfGFFeBuAmNU/Ub0/AUrmlfcvxQnUP1ElR5AAxqaABQVwVjB54TzTMUwWIgsSYbUybZn0yPZdtY/J8UswEQoZZuqjieq4nHdjqg4FxPXd0zd3wopgJFURXaz/3zHFgvkOfQqyeNMHIUQtZhn3raeswqhT1UBHI9xo99S5UiwQ5TIgl6GqhqQpsYr0qYdJRzG0AVAg3CcpqEULXI1FXWRuM50DyD8IRLBWDdBSjPzhaX6nF5PZSXVWgb+/TpJX3x0x3wjlciNV4NiPlp1Aw8fuKkHD9aoKCC+x00aJD+bo7HBC0GaBXIEdSjTfY690+IS4VbH7StL9JrGQduQ/hZAjhFRSSVd7sAN9nP3AfPf8SIEar2mzRpoqr8qKZj3cAKpO+eQ+ruZqgct0OJWAa1WwXUj9WopzhlymSZCfi0YMFcADHWJkyXEsDn4ydPyQ64wu47cAwKwdOaLl5bDUCMvp2GbebMmiHXzZ8jfZFmTPOQWsT4FIxe3n13j2zYuksOAAYSeBlYYi3DWbNma2oyaxpmA5qVllYq1NuxY4esWfmKHDy4X++F7FdXIy9dTUQIOemIuwAwkVDwwIFDUG5ulVfXvAbVJ49TreC4F+pGDhk8WObOm6f1Jvv16wWVIVWBVep2u2vXbqSj7wgZ1MAYBPFmP7lbc1MtQRqdEOxls2ZhDmpPlpcCQp5VUw0CR6pv2VfsF61fCNhOCN8baeQKJxHDMePGy0yoYXnew4cNU8CtR8EQY1y4KGgn2OVYzwUI1zqJGdqf3HcGr/VAXceKlmruEqTQEurxOjK1kIE9S31VU4zgfmOOwSYK5LWqcFnbAKWipiw7Ew1NoyVog/Q4G3DeAcXQhwZRnzoah5SE/LjTD5Cgfl/wieNSct2XLLwHplocgHSp0xx/XXGJ+0zQFc8lbps64zM0btuibhenPz3Yixplv76PgI+Aj8DVFwEP9q6+PvMt9hG4bATiPPRdssNmYM9NaFp8MCbUM4CjYg1XdygV2Kuj0knBHiZgmEcxrZGgTSeJCvaQVob3M/kvXrNpUnhKRXZhjostgT2mkzYDeyGVnh3PHZUtcZywqcB7qAQ63lDlHv/lRDDJySOOYi8c61R9leq15DpPHXEJqAYGsW8yO9EXFBpkYFJrXJfqs8RkHO9RZRleLE03nJ5GcGBF8pl+p+6VGCMKeAFbXGqnqzVm9cbUhCNQIV1UsId+Cqrzs7+0/hihFGbt3Ad+0/XNZblR0xJd26jW4/E1JTMADayNRlCWjbRCVQlicp6GWlw80UT9LJ3QOxMDKpUYD1XnBMYLBhcUIkBhRaBisNDcM1nEn+OV4iumVHLMK8TgfrB/wgPGU6FhUEuN5gRsOWu9Md46TjH2HKRDDTmAPb5PRRYXgsB6vMb3aCLCpRb7KK9GTCBPpFFIJWANY5xBMKnKKqcizAZcoZGGU25VSWU51IeIC113CXoIQXhOfJ/ttNpyriYczRiQIkolYQApHYRxphaEIeFxwxgyvfocVHiFcOHlNqwZyD7oCfVcL9S/I+DSGntoI917qYxkCvcRwLqjgIINSEetxbnUARTS4ZgGJSOGD9cUYTWbwJkVA5wyhfv8+VJNZ66CgpNp0lU4v2tQ92/c6BEyecJY6QnQxnNvRPvPAx6ehHnKTsDAowUwNwH4NSUmgePEiRNgEDIVClC6NqdDxVgJ5dtJ2bdvH1SOb0LxdzihXCWQ6w2oORxprXRtpqFc+6M7AAAgAElEQVTI6NGjNPWZYG/btnfk9bVvato4j0PHZdb+64dUX6ZkL7pxEWo1stYkDU6qkY69V5V2dLplmq+mq+vYdOCZqlEqMml0QUioBiFoA9uZmcUY0nCDKdfntVYi+8DApQE0U91SDIdLQSZMGqcqUp6HqlUDEMg+4/VssI1/Z6K/spGmnpOVo2Y1VP+pwo6jjIOOQJrXLMaLtotQL0hBtvtFWO3LfduXAnZv0ZTtrFzJzcxXBSo/c3gvoVkNz5cg3rkY4zpQExbWCMR76F+mCWsNWL2Cmf7s1JDh+6qCfN6X9JsNV1OR49pd84yzq7zqzFZcKjb/5fVLR2KCdjo+d8WlXZ4JuuKJRWiTB3tNn9M+FTfCwPGr+gj4CPgIXEUR8GDvKuos31QfgbZEIO5DfHi78O/2QJxcBykhVgvUeoQBQS5WAPYwIcLEnpMpdcUF4KjGX5wqOaAXqOf0eRMTKk7yWT8KP6x8FfLcbXbazdKjVGnh3ja1kgIPHDcM9hwaMYhnSK+5es+BPW7N1LGQLI+tI5gJgFBYPxgn1ga4WurL5IdupxbpeCWInjGhEVRShKcOPjkw0zwl10EyToQZZ0Kj8GIKvXBqnUEDvka30jrk1WoNseC8GHeFpE3GzAlAx33X11BR56AYf9hWTT/ERJog0qFZqm2wnjqZOljIhe8z5ZcmILnZuQr/MjFRpwpPASFBBdV6TG1EPS76ElBZR/CYCfdUquF0sp8Y8BwQAHJITSZ0yqCLq9VCY8otxo6DAG5xCkIHQw2mEHzw3Lkd69cxZoQ1hEzqRAwAyObzb6ZA89pydcxcfbc6gA0OUVMuqipJ10F/YBuFpDwejksoS1Ul4Z9Car3a9IrRFGTdpyrvgtpnqsx0CETPQ6ErIYcDkAQ2VCgRwHKhSokKtqbFQVreDrgOlVS2uNcB3whj0UeEf9w+U4/jwAodbQ2KahfyGsd/pVV1UkmlYibT9LEe68ABlBG68KyqkXLM1OgMOP8S81IJylpw2YBbvJ4rqwAIy+ugVMySfIyd7kinTZj04AJnWnBNBdxi03IABzmuaCpSoXX0eiLFmG7APXvmBbDSuRZXVNQAkkFNCUhZjZRx1rVzEAhpv1C49QCwY5ot20HIxvM5SUB59ARSoHE3xHmwvl3PnlQBZquKlIBzQP8BCVDKPigCzDsKFeHrSEWmo7IpHRnfMkDLXbt2ysHDB2XEsBEyEiYmY8eMDdSUHKMVME7BuSEebvw5EEtHZzrlGqRnP/P9sjIoUKHCG45UctYUZBzYrgqoGo2MEdAx/Zqwj+o93s3TAZCp3lO4h/fYdQRwhF516BvGho7o3FYdtVlHEOdsJjtu/Lq0W2fO4tyB3f2E9/lG6d1joAzoM8yNO2yfgzqMPWiGQoUsrm29DnndBjUDqWbs2zdfeqPfCKD13ksQGTgw23FcPT30G/eJbfXqwEHVGIXp/oB4CprVLARuzDi/vDwasNBA5aKCZzpTEyZ2xSXO51RXPI8raZMHex7sXcn48dv6CPgI+AhcDRHwYO9q6CXfRh+BCBGI8xCv8CEEs2yyx8PaA7FLXQrUe3wDE1uddyeBPcIgp9i7FOxV0UWSkM9hHK23pzshvArUepxuc3pEVMCJd5BdmMAqySq95gjOBQrz/YS7axP2sSp67uhOqdekuWOqWAIw6UFcbSiNgYIuKvasSLx73WBiW7snWYWSarJh4M/60cBe1IlJqnEQ3scl++PEFSdSjTptmsIKWKOpoq57dHJN3lMDeEKllzpGcgv8buqXcJvDY8cUe5zIE8vVYxtLW1Nn1sTiSI4pQE1NlJaOyTbT9jjWqL7DNgRuBMe1UMmpkk1BAGATfqcqjZDPDVcHCOqp5MEYU/dTQA4FY91QIxCpo4QNCrDU6dVBLKp8VN1GxVqg2FOlDiEAa5cRgOGnG91A1WTEQSsFjzpuXL1GbkNoxXZomi/2pUYHTFNkmisgC9cnPHAKNweNNO1Y1VFMO3TQw9pjrqiWCqvgXAGag2IaNzZBUwPZDrYVsDAYx7zWNDYBcCTgY9sYhxz0K8cA4RFTiU3VZMpBtt2ACw/hoEiyc6gDe2ynu5e4MRRcNQlHbLdvlzrNK9HBPZeqzXNhvTjCIU39pMqK6Y54i1C1Bgo0Qhim0nIbqhzZxzznehy8EpCKQWQ6dw7GMiFafe1FyQEYzMJOeI+gklPduplqzuMAzjVkoH4jwI/uEzCK8EzdYLUfneMsF8I6Gyu1AMFUfHJdp6JzhiCmciNMY/9QiVhRUakp21Qjup7BFxlUmmKfVYBgBERULrp3eS/tpoCxGLUfz5057WpOUtGJ1wmUzsD5+YUXX5QNG9cjzXi6zF8wT265mW7MThnd2IhzQN+aGpaQjjUTly1bpm65rItIdSzbex7mJqy314BY9evfX66Bwci8ufOgouylAK6goEBrCPZE3UpCM8J5VXM21EpVbaWrt6iwFmBUa/1Vo2YlXHjR/mq0lQPdgDlBG9vP9vD+YGnPmsIb1N6zNO+EYU89+rEOoJ3wFMfOgSKP9TazUJvQjQEAY6bp6lhyatDu3ZGunEtA7tKNXZq0AWEH8Ng3VOAxjZhx4HrsM/Y14TNBvI7fYBCz9uS4cWORCj4VKdN9HfzDPcF9AdD1ljjPBF3vLK6sRVE/P6/saB27dZz+9Km4Hdsnfu8+Aj4CPgJdIQIe7HWFXvBt8BFoxwjEeeijugeJiU2tUMlWAPEScMdBBzflxg8mpumcFCnMcOCAE5/Lgb1qrFNLBYZCFEyqeAxuo2DPGWfwJ4PQhdCAk36uGICl5DAlCesSb6cCe5aC6xBCc7DH8wmDPRdDR7L0XAkrCSrxXzj1tL3AnqmieAJhsMd2mIol6sQkLtijYQP7Mxc1s3jOiVERgL0qpAZywksgRqjXCPjhwAeVYm5Cbedjv3MC71JUMUGmGgfxtFp4hDeGV50TqVOOMc1VnXUxUU9H7TnMuBUMcIJeSwCCyTxBWC1VWgGEI5zRdFRM+llon61X185Ap1aL9ytZ545gBe3JgEKvR/eealrAST1TfQmw6ArKfTNtl/8RrlFZZ+mNzhU0UKISEGE7hbZsN2GRwgKDC4iNqspc3zb1aQCKAkWbOppyH4FyzgFdqPMAGBgLBRWBmskGusYJkIcwkYtCPe6DoIy8kfBJVY7YB1WAwTrp3RyEoBJVoUkAzwhdqHxi+icBKOGNqZpsPBHi2fmZhKtJ1ctWuPtG8rUZhnsaJyItKgkR62rAWRcXB2NcSjJruTl1GeFPDuBTXn6unl9NJVJLAafyMAZzAZMyYQLC/TdqX7hU5XJsU1fH6zcd6wFC8x5CZSSgHlWMGiuCQMSb58Tf66ksAwjkGOV4CNdVc+nYzqmVSx6Uf2yn9hfTxAODlP/D3nuHWXaV556ruyt37lZqSa0sJIEiikhCGZQxWYCNCcJkML7zzL33uXNn5pk/7r3Pg8fGBmFANtgEB8CAUJZQAAllCWUEyjm11Llyh3l/71rrnFWnT1WdU+oulZm9W0dVdc4+e6/1rbD3+u33+z4Ue9FVM9tB9VMfpX4eU4aZcbPrsJSoGVwBEoGpwL341CQ+fBhRMgz27ZbSMGe+pfwAQrIzf+fb3w6XX3F5OPqoo8Ppp58e3v/+90Y1p84J1IvwNcbTw2WXLMMXXPC1cPXVV4fdlERlZ2VLJp7iM8pY/KJi8b26arVdosls/MlPfsqxDDkGLsGrV68KO+6woxSJcz3OaOfBkcGwpn9NzO47J7rDk415SPCVRCLrdc4BAU1obwRuirlIRuGVqw33AIDZvTcq9mJSDeaZDOQAfytXCG6+uE4gtMuKwW61f6fsFV3jAYn0FR1PfcYwVf86ZqNKFUSkPyS4l/ur5xj6vvq6gT3q0c5ux7U04KS/OG5kj9s592uyNx9xxOHh1FNPc8bg+fM1F9bAda15Z8wvU7knmDGF30oFaff6uZVOu00OM5X2rMDeNmmK6qCVBSoLVBaYURaowN6Mao6qMJUFXrsFpnLTp2VnALo12zKcqf3UTqxhOlEeJRdAwwRghjldVOwZhjkOWlz+U65hFrJ8xwKmpABMP41QUHTAFFnka7GMwmgj+9b8ausKQi+y4mHGbC5bZIE1KBXLEN1/I9RLYI9VqQkEYDGptgyWkoIoLeZmO75ZrFfMtJiOn+WELTZbqdgr7Vp+PcOfRjjU4im8Wx28xG/VwUvdWOMp9gal1jKEEESwoiirFpNNgRQscgEQCFRoswzyMrTinNFdN9qMxXl2HyRgPuDETEXHySo2vsMCPariYrlzPYb1xpDKMiQ4tV5JJNauXh0W44JHLC9glNQyuFwCaaLbMLHpAJQxCyegAChHXYh5Z2WX6xXjZ8UIj7irAm5wyx1xWVCDdetlJafj3sU+ayWd7AB06pwrwCiw5La1+rCubOUMEV4l6DA8aDDU2xMVUtgwBuhXGYETTh4SFWqUt09qpAzvsqLOGUiTbbCxYwXq3Kin7Dqtf4YQsqHyjdgGwD23N2PU0JLkNFINMvY8BAD0ACS5uwrARFXTHMd9y+erJVPRYerqJ+L6AUOIiZdsw9jXPoCtsu/k/ss0Qx1HrAgk1lmCY6mf0ecy3IxwLD48ANCijmQsonYj3bATJyQXXiAMIGgWrsj61gju2FLY0hc4DtAH5Rjg0LHngNEZ2KPY5Ew6xijH0e+0/djFcOyveX6NLtGjbqseuWxneBvrTL/CroC7CCyjiDnaxhCy5qIcXZ3jVBRdsOMDFCBthH65T3n0ehzGuRX49NSTT4Vvfuub4eKLL1aCjmPCmWeeEc57/3nuX5SPxCPRJXWpz/PKKyucjOO73/2ncOuttzrb73HHHRdOOOFEJdV4Ifzm7nsFCa9UIpnRsIuSZnziE38WjlQm4aVKhrJSWXnpbwvkZowdKScu0ChwNwqg2aZSwbqrObYkiSWGo4qOZDFJpcrDEcYKUM2gXuCccZHni5ygJWfGzUq7l194JTz/zEsCvLg4z5ML7gI/LOh034/zsuF8AciHh/qVPCWCuhHiM+pcERpGSIsSkZfHoFV7ncpc/JxtMaRYjrzP/usEUe2ardceUjIerKQtJ510suDn3k6oUoG9PMJn5s8K7NWv/XkOK3+W9mm01R+S7WZm76xKVVmgskBlga1jgQrsbR07VkepLDBjLDAVsEfsu4HkYlavSLwRbAR7OUZXtxZmnW2CPbKOWp/lVa4PXluo+lxAItwbtR8/ATWbiL9VuPptedM51vQcNnlH1sBeBHp1sFdT7HlBnVwmm4A9FqccD5jgGHsF2PNZpwD2cvtku2YblzfZGWjVVVLtBWV/LWAPN0wgQ49ikBHrDfCU1WMkZhiWeojPgSMon7ABn0d4NRwz3AoKZdc6/s4B8m0yAwvAW2x+ukLpWmqlnBoQJVPctKjW3/1qwVEBHeDMoODeEsUvm0fGVcGSXkk0u3Ug4vBRJGDf5s2CCVKqARBioHuBSgNo6/gMwWhfK6Zi5hBnSdms72yQ2ge4QH0Jvg/8AiY5d4fLLKgDjJBL6GbyGKh/1rJ9Am9QciUlHV3EwCi5ddbi6aE6kqKupixKCTkMGwQgItjri67HiZAZYtkllPJwzJzBV7HadLxZWSVmN0/VFWiWwF5MSICyLMXVU3/PkJo25PNnn3ku3P2bew2FyGy7xx7LDfcAkGah8EK1VwQxOdZizjIa3WhzwoysusOyGfDl3wFBADTs6yQoVqbF4cTv2T17DiBPlfV7np/kwg2E4wkC/TK5ULODVW+4haOmVDk2SY4YYSzun3LFFFxCtRX7QoxvmGkMQKqm4jJIwx64WycX7hSGwPAorY+Ba3bZ1KtzljLM2r0z1SX1kzgmNhhgOnZiSnBil83kKk79AM1Aw+zmzPdy/Mns3hvdrvNjktgHUew9pcy6//APF4bLLrvMYO/tb39beNe73mOVGf19jbII4yKLyy11fPLJJ8L1119vV9x7771XSr2dwtlnnx0+/vGPWRlJQo9bbrtDLr+KGydF3FuOPU5JNPYJO+24fXQLl00NKu1yDLRXH2REEe+Q/plUt3Hs5gYlY3MKZ5Aei9BVo2s8asSxfSm3RXb5zg871ihJyMoVK+V+i3qzT664vY6Lx5hgi27cajdD1fhwwbEwBeF5IEFbORu1d499BphN0hu2OPd0yCV5hSDmSqkJUVpSXzJND0jtuN7xDrffboew5557hAOkZNxxh+0NF91XiwdQafKaET+mck8wIwq+FQvxhwSnptKelWJvK3am6lCVBSoLVBaYoRaowN4MbZiqWJUFGi3QeDM33o3qVG765CgZ1jeAvVLlVYN7UbPkpVmPFk3ddj8DjER3XKvwrE5prtgTJ3LsL8ccQ9VRf4gcq4vKA5dB7xgDp89SgoRZKdMnuzQ+Wa4ttItjlYk3SrfbWlw9AI+VeVEm5FhoTcCez58+ByCxECU+Wd4MH9vcmoG98hAl1Kurg9pLnvFawF4Gd93dc7ywBYYAOXA/ndsnFZBAWAR7cfWcFXsob9aSmVNus4AhXOyAE3bZTRvlGpI747BinWFbjtHTq3hcCRrF9o2voSGgVVysr+wS2NOiGxiwGddUAYbFirHXS7w3fbdbRZFToFz/FONMX+5Vn5k9B5dYFFNSAqHsEtBBNcQxN6ut48KeBAlkgY1wslMwkzIB8FBskZzBmWtV51EBGseoA/BCjvU7x1s7vNYBHfvIHCoVU44dCEgC5hkcJyjcCVRCUZaVoKrbsOwW1UJ1d90hAVLqTQy5rMjrVVICOmNW3xka5eykZLYVuHSsP/0DTNIzZwMLAXuqtIEgmEsfxL4sm+DsbqUbsG9OuPOOu8L3vvt9uWEuCnvusYdB0fLlOzvGWp4enN1X4z4nBMl9LbpQAvbGDogIWOJ7uW099muqzBi70QqvYjjl7MZ8z/EMpcAE1uJ6axdiKcXm4LbLCZmD5HKKTTrkokm9N+kcjqUo5R5JHTg385SVdap7dNkV9NF3euR+SYZVTi8UahiIrbAvkNVx84qkDp4DE8Tx/KcmxLqoG/N8RLmBXmTWBbIBfQalAIsKRylISQKSbMAYo+yMlRxXzu7kwGq9b2AaaVRURqcX2W2fFoj7/ve/Z7da2uuUU06Wau9MQeEYA48YftnVl3oA837wg+9LrXdbeOSRhz1O3/Wud4X//t//T8HcRQJm85WxVnEW1QcHFc/PbtAq/3aKucf4A4z19w/GRBNycfaYxLZFs6fZ1X0xJbKO8UpTG1N+6tPFmExQj6/nsAPlfFGbaz0OZadRndtZf+vjxaCYVL5AfYCt4wtGN/OOWXLVVkKUqBCOwE/DpdZP8azeQIp2bRyShwoG5yhYNU9hdjJL831c1Fe88ooUt0raoaQovZq7iN04PIz6lNibVYy9saN/+v4qr8SNtxVx7mn27vSVb2ueaSr3eBXY25otUB2rskBlgcoCM9MCFdibme1SlaqywBYW2JZgb0SrLoV/bzhnvBH2/9P/ylvjLhZI9mjMC/K4LI7/xcVR6UJrmCEf3JiQIu63mTU2iyheepddYlbTetwpIIoTV8RCROUcDBHIYiBXh40RwtWPnysUb/rrt/757zEgwSqaXMMU9a3YwY5ePlfcfC4VPGbQhUzE92NIwLhvbWfXLe7Hzwx6cvn4WY/hFJMNlF+OgfDjCVCO2Y0vV0f7xiyiMVlJdsXMyRR8JH9ebyeXgf0NJ+JPDqmwdAkc6HfiZBF3TC/XCbiQAav+xo3Rx071cYIJuaYagAheoDTjvHkBHmukuGDEuWOFjfIHmJaABSqsnIWXfoM7nUupfYbU2KM+XXQZdaw0fa+TfqHvkUUZTSNKT45JbDzhLPWrqLgE4LEwz1leN6rdHn3s8fDoI4+Fxx97Qu6Jrzj76c7LthPAWKK4e/PDHnvsIZe75WGxIJcViMoWDLhas2ZVeOCB34Znn31W7novhjXr1oTlu+0aTjjxJKmadpTCbX4ECP4n+CaVFuCQguDW66y1NeWVymnqFcsdaxiBhFWSqLRSHwQKejwlN1vmA+/HP9RixcK15hKs/pDBiZNnJHt2qj4AsQj66nEBb7v1doG971nFtHy35eHDf/phgb3l7ssoHelf3XI7JoYdySrmEIcOeycwWgN3ZcemTqmvlt26XIhHxV4cQ0W3roF3DocLP5CS8gImuwCVVtDFMUhSF0Ber9xO7f5N8gN95ocH9C3sCRy2+y3dzzTRFkdtZ6CG+s4x/kjUQrl5aIG7ZoxASmw3wJHjE6Y6upWtkMSVPLnapk8NQInflpKYZPUrbWVlY9oPNaJhV4pTyVzghyPMkWl8xfkgwmgDKx0Tt9Cnn346fPOb37AC74QTTghnnXWWQN27rTzjOzCrOB8pi+/6/vCrX/0q/N3f/V144onH3e+p23HHviV86I//WC63R4Xd99wjzBGk2iw/7jj+Y0IQYD1tTVsNCVhmm3YLetmmlC718xx31fMc7ZPml9wRsps+/bvV65r7AAo7ZdRGdRmVq5yX60py1y7mQs+2th37xUzROSlPGQMRqEc9cQvmmKhoeXZDW9GnmEt6DUixhx5KAN3zvCYToz4HnjKPlfFXxwyBDLGLN93P84OjPPZpb/ck6lO/AmRlLeUHYrI7SWHcI5gndRzPi5SE+TSNC88nbvo4D/qU6RfO4muuH3HFDWsyxjBWD/C/1sfjp7VXMVf5mD4Ati5HdT7mGEvE2qWHgbajlbGx7PEscazGvl/2/3x5jpmzuVuh/OVPjsC9AS96/xweDFkqygUrWyCWJ58vl65I3p3KEe8vJtzKjylvw4O+VmDilCBdLleaH8r6eFrL/4rySUc/5hrh75Q3QE0q6usDbTKJGSY2UvVpZYHKApUFKgtMlwUqsDddlq7OU1ngNVqg1QXQZDdrzYqxQTfkw8hg2tg6cE9t7ythtsDeHLtCpptrFEbEeIdX6C1u0tEakWAjuutpUayy5XvyGG5P5+XcvLwUiYtK3GXz0iMn52ijOvHmvw1XKp8r08i4AvHpOHcGDuW6oBaHkAWQ4cJYdYcXaF7QjfM5n2kfx6ZiIZfOl9WUVpKlxa7XuiwaM3zzgjxBMY6Rvmv30VwWGZ+4hq6DXrFq8ZwbSQ7BBz5HtFPdVHlBlhai6dgsrvLBaupPvdevI68DZlE+FmH61VkqAUe4sOpMxi2pPbBlBDBRrZYX7PxtsKtXp75Lf+z0Qt8Mw8lgItiLcAvI0iUlHwqkFXLnu1UQ69577wvPPfucXBr7HVtvvuLl9UmVCMB505veFA499BD9fKPdUaPqbLOAyBOKZ3aJ4N4DSlzwpBb/Q+GwQw8Lf/LhDztT5nbbbx8VgKyv1beHBQRHUZ/quxHs6YMsYWujg2Z3w1a+YqCRFshOQOL6x8Zl4Y/raV3BF8Ee+9x8083h23//nbB27VonVfiL/+0vnBnV7sKpf+GCPSzFJIlIOgRBugV9lBKllWKNu085Z433u4SeYZS+K9sB4vrk3rpBgJH9cZcGRo5IxUfiCcDYgFRl/SQ9sbtyUoip7PPnKb6hyh2T4USIHlWIMVELSGCT6AdgJ4KhCMRzLMGY0TiDh/gZ4QXsWptddpvYIz4ASYMCcMc8MQW7uZwASCnmiBtHwouvf/2CcNFFF4WTTjopnHPOOeF973u/4Qj9ELAXE25sCk8/9VS48qqrw9///YXhlRWvxLhzats37r9fOPHkkw0EDz30YIE9gDzqw6j4jOA1Zi6nBiSbIHYgrs+9aocu9WlpHmv1y4rCmtI7g6A8RxZzVzsdZ0T1GU7xIp0Sh2tBmrbpgX7gkyew9BPAT/vkjLU5OVF+oEHfsMuuAKZVu8QO9BBFpSu1pt4jhqLf9DFjOwJ9cULeSN34nkAbGd1rmyFd2qykLf5Ov89O84DBZ9o7znRM4BHG+QFMiuvKfDzicgoyk6TExeGaQHbnlJiH0AG1LN/xnDW76HfmxFiWONdin/gOZ9IDDKlimW/nGuxFupZneABmhnuxzOlaYbs3gr18zC2BWgR78aEE9fBDqDw20rigLXI/Km3q8/PQST9JY6Nu6J+8sA/xeTv1XpcO6Qc+HBs1LirrYtsC7DVALh4YxcibE2wNYM8P5zxnxA+mG+z5up2u776OJtCKnXtS6IWJKxQ/rd1buFUrsNeKzap9KgtUFqgsMBMsUIG9mdAKVRkqC7RggW0J9gA3o02etk9ULMBau45Hs6UCcfD7dGAvDFj08Epwj88y2PMiTKuSrAQwwEswxxl0KUMqR3Q0TLoWFgVtsgbARVsVQlHBYsDuZfVFuxezCZjlG/v8uX8mSun90sJhzKLfdYiqhbzlz+2SmFwnG8FeVnhlmJcBYV5gtAT2UsPEBUJaJBgJ1MGe47gBRdz49eVqtr1d73hZZcmBysaWMlTf7+fYyS+Ofa12YaGoRjPQxT3PK3WdBximX3G8ixleE5hM8ArdijCNwV5XUg55XazyofpDXQaIQU3FIv2JJ54KN910a7jlltuceIBYcrvssmvYaaedwu8eui88+cRjAn8rwl577RWOOvLI8O53vyfsscfudp8EAN599z3hO9/5Trj73rvD8889HxZI3Xeskg989KMfDfvvv3/YXhlDWbQCQMnWOkpcScqsQgGkqOesRnlIC+O/1V3GuKrLNhnaZaAR4UVzsPfL638Zvva3Fxgc7bvvvuGLX/pS2GufPQ1xay2t769XtlPgHkq0XgGmeXq9lq0VsDckmATY6RGctWqOcqwTkBU0XaB4a3ZVTYvqIWVNJuPqo8oY+6JUabQdSkmA3h6776YYadsJ4sbEJEAGlJyzDfA2y518SMcdCOulhssJH3beeUcnoIhDMqrWOB3quQ2EDbCqOPX5cYDd1gB7hnVNwN6FF37LyTNIgnHGGWeE97znvZ4/IryJMA5X+VtuuTlcc7D7puwAACAASURBVM014TKp+1aufDWsVdy4EZV/n913DYcccmj4iPrwcccdG7qk2MO1267czDfwCsY8SWlU+UEgqoAg8BM3XZLXzHcW3tZ6wVQePnHkGtiLM2R8sJMgq5Vaaf6vwT29N7JJMfSk8sMdu3STpwwx8QqvCNYcFxMIzIMGHpIYvMWHR/ECpQMCyAFFPITQOObYQ7LtXGWT7hYUrG0J5kVNaH0rn4VFTWUeW1saL9anTggpM3Mjb3WhyDRHqoNGfo9ZrOmM9THLA6jUdX02qpLBnufUBPZwzx+VQhVU3ZuuTgaHhl7JQd1wNz4Qiu9FJmdA7uPGepQPFxp7RbR1BHso9tKoit9L18R8jPLaGXeMbb5BL6VBUfuqjXVKQ3/c1vWzS68eVbKbuY6vkMm7wU36NYG9ce4tWr1Hy/aY6jioPRAoypEfevlhnKEel97Up/RjIrDXWI78N+OD/trG887Gpq7+rixQWaCyQGWBabRABfam0djVqSoLvBYLtHrTOJWbRavlahKr1kqZYye1tnfaC9dVFpv5fjOvCFiHpLUTH23Q+xFgAcJ0e8rJ0sItKvRY1GkhgUqvAex5QVBfC7VcvLbBHgsGr9rqSri47mDhkRc+9dPXFijOFpoWP0kFlvfKih8fx4umWG/fqieAmNV6zcCeVUAFEGxLsRcZalLn1MEeZclgz6XmLj+yvfhJ8hlzuySoUbpH53LnFeA6tfVaHYg4cJyMxTkx8QAvNPMILr2oEuGsOheL8W6diUWws4QWYI/vO7ZZDewBaCJYBOzh0k2ctOhKGBUuv/nNfeEnP/lpuP222+WK+KqyWx4ajnnLMeHIIw4PDz14v96/Te6Kv9T+PYZbn/jEJ8Jhhx0ali5dLLA3EO64487wjW98I9x3/30GgLsqc+iJcsP90z/9iADgbmHR4sVWv+EeCzDKok67FqM2MshMyscWe2dU5Wwpjx2vrWv9STW266ZAYwn2cI8uFXtRsbQx/PrGX4dvfeNC22vvvfcO533wg2F3Qc0uJc+gwXP8TOKvDav9iEPYQ+bgBvVpi9Wq7dYK2FsvWIf6br4gnt0l9W1i1uGa3qdYbyRyGRVwevjhR8Ljjz8uddoz4QmpMV8WwLIrrN0VN4YDBF/feMD+4SApMRctXOi4doAcYvThyvurG24ODz7wkLOgMo7Z56STThTo3dN9gjmJvt+jGI8MBMdnw0s6xRYsgX1ph0Z4nxXG7diKYwNdS8Uerrj/+I/fcfKMN7/5zeG0005zzLxexXwkBmGMGBgMpS+66Gfh2muvDbfddmtYs3pNWCmwBwxfIkXqjsuWKZvu+x2jb7999nLiFselTCrZjQZoSnYhO65X3EDDPalccdGdJ1fVxUkF2ahWqs11ac4r69uKoqnc32AvufBHJdtYsGfUBGQqvoTrLq8S7DlhR1LLETYgAz9DLh2/pmBL8C/Dp00oFVHxESNRdWZPHkQMKQRBj1S+APO8YXOPfb0yssvveR8AFOXnbMxXhXovPhiJj81yXWJGZsZpzJzcVcD0nFTFsDLF0vQp0plzyAjjuQL4GcpZwce/eG1GwQcO7khuwqmo/jyDYl+dEtiLPtgJ7BXnHHN9GtMi0UKOFcr3/N1Yy2b9YcxDsUTUeWiyQRf5Ef09rPE/rLKO4A6fwB753PvUV3uIDYt7/FQVe/mJRouDtN17NMPP4nrd4mncTmM6R60dk8oesOe+Vwd73cSZxVuiyTgcD+y5D3Ktyh241QJW+1UWqCxQWaCywOtigQrsvS5mr05aWaB9C7R709jOGSKwaecb8Qay3a22OEiMwq4zVoLEhUG+x62pxYhRpUB+dqlMC7YM9ijuHMu6kitu+aS/tqRpvYRTAXte0zi+01jFXoyPNfaxfiPYy+q7fHOf3WJrixwD0OSYVRx/W4E9WzJ5REX7R9UFWzOwx/ub5aa3UYvmqHqJiriYYCQuEjlmI9hbqWOuZCGmBTKKx06pRObJ/RVAhD29UJOKCLAHcOnSIo70G2AU4BjQ1+oEysbCaAKwNypYQ2IC4o2RSIC+cvPNt4Zvf/s74c7bb3eMshNPPjX80R+9I5xz9hnKCvtMuO6a68KFF16oIPkrwnZLtwtf+MIXFD/vrWFPAS4Sbdyu710g10dccdcq4+hBBx4UTnvb28L7zztPSrAlytjZ62zCdGpUgobYqgsJIhzgX2VHdZZjFLbSQ6lr3TW03q9KkFtC3HxML9QBFY4VF21G/xoP7N3zm3vCj3/074Y1u+66azheMduW7byTVFlza/VxvEFn+CVhQJdjHc7JpL6VyjTZpxWwt04waUCQdpFiGAL22EhqwtqVxTu/DAhe/fznl0iZdmt4+Pe/D+vVx0ZS1o+B/vVhvbIp77XXHuHNhx0W3iYAtp+yvS5btrP7GS7a69auChdccKFUbdfWEsHsJoXfRwRtj5R6k8yyMZnFrDBPLr3E4jNwQVU8TWCP85NxOrviPiX3WpJnAPbe8Ib9rNrDHZdEGN096osaA4yStWvXhx98/wfhhht+FR599FFleF3rLLdzBUq71N692veUU08Nbzv15HDK8cfJ/XyhlE6AwZhNHIUU7qgoxtZKsTkgew2rHB3qAwukhtueGHxpHsguuHGOyIqy+vWiHVfFsrsA9oD+tfklwWam2uxuWgrPGSko0AB7MXZiVOc57mQqF2WOKrcIPZyJN40XkiMB/uyeiw3U74c0Z3Sqvl1KoIF6mTkJ+BmvY1EdWb5KuNcI9nr0HUWY83k3MmdwPUxlzGDPNmQOpkyUO7lxA/bKK3AGxxkse+51yzOv8wAsnqemIq89/EpzPH8zjg1yuKbh7MqX+SBCPYM9pl0+MejlZ4SPvGJKoni8ycCe92PskG2cc+aHUi6Hu1qNiOY+lBN0AS/h6RH0Albjw6BNsiEt0K1O0EeIAIFpEiAZ7E0WY6/hfsYPDLPqPHfCSW552r1Hmy6wR9t04Yo7Adhr+kAYu3G9aP9Wb4pXguprlQUqC1QWqCzwWixQgb3XYr3qu5UFptECrd405sDk7RdtLIia7PssZtu932OpkERuUenGQoMbaK8T6vGSHHKH4uimf4MUe8QA9BpDr+xyW4K9uLCol7/9kul8yXVqsnqXn2dVndsmwY2oIsnxmMYezQsULywjbHFiigK2oIhxDDuvjGLcLzYWMjkw93hgLy+MpuyKm+xbg3peZ461pBesLl58fxOZSOXqlrN2EoPLgekdE2os2HP5dbxXtHBeQRB8ZZjEJRWXvwXzeqXaI+6ZwJ4WZ4PETstgT25+83Qu5YQ1HNtQQKoI9mKWV7BgN4viuKJ1XEDUequV7KJDC/MegQsQ8B133hX+9Z//Jdx6yy1KhLE6HP9WxSU791zDkKC63HTjDeGv/vor4bHHHtN3esLnP//5cOopp8jN9g1SPQ0qNt+t4W//9m/Dgw8+qOMPhXe+453hzLPOkNLpFIMuFuSAvRhrMS6EvUhNQAE7dKtO7bg3oSIq+0ruVVaHJoCcY/A1uuIaguqcY8Ae6sgEXzMQANS98vIKAbFHDY3IjLvr8l0MKokvF8dHVH8BllAOoVoD7JE847VsrYA9XO1of2L8GaDQF9RPKFGX3mNRv/LVlYof9w/hxhtuCM8ouckJglSHH320Ep8Mqz0fDw/cd194VcB2sVR4xx97nJV4RxxxpBVbZIBdtXJV+Ou//ptw1VVXhVWrVxtuHn744eHDf/JhqeEOc3bbCFjl5qes0XZ5ZByUQcxaNETNPbLF/dktw6c8Z+TkGYA9YuwBHvfZZ59w1FFHOYttlxSGqxUvEeqISu3qq6+Su/nvwmrVbWho0P37UMWH3EWq08VLlvi7b5Ki8fA3HaAkJBp1AuLO+isbo9gjUQSgtAb2iLOoLMQLpVbbHlfX9ECjNv8xFAuwN1Wgl00EzBlVJ4hzHeMqXjtsG16MNZ+zblT6t937yVANFENJ6+zUzKlpLgOoNSjd+CxmRY9JbDgnSU6I5ehxhzu449mlWHCRgjUFezERUAZ+aU7Ve72et6JL92ZelI9z6RpAn8wg0A80dG4SfHC9xM6dmi/zMd0HPSdHBXOOO+t+wtTDA7AELd02+rOexCnaaoPOjYqaOsWwCIwt+lx0CPbY1xuMQZutprKr279MiG1Iak6Y2qpJP6fehnG0Y+o7sb/Ew8fEK/GLMcFGtCE258oI17daj6zlejFPej5QR+hFpa3+20VsPbtOjy1A4z3CFvdXXK4KsJfhpW9F8kO7hmmvhJlNqluDnXm/PI7bVe1NqtijuVOfiL1S82bylmgG8PIYHVNmQHcCeyRKq7bKApUFKgtUFpj5FqjA3sxvo6qElQXijW3jE+UGRVg201TBXgnGWjE5YG9L58CJv0lMHCL4pAoZhjmBgqFeBHvmWvnALN6VXQH1Vt4a4Z7LXa5wsFXbyHFqYC+6WcV/hkwp4HYti295Q8wu7J9ic+EeCbjLN/eoRlCHZLCXk2RQ7+wqxu/ZJbNUTJZQrwYbsW1a9daAQFL+NU2e4brERXEd7qlmXhfFBjBrdVbe/CIxQR3s4bI2PtiLC9dVOgaKvWG5VnKyTn1nvhV7UmHpBGTcHNALFQzHYgG7WD/nqX+wsI9gL2cGjoo9wB4uvY1gD1fBfim1UFaREIMF2SPKhPvLX/4y3HnHHWGlXHEPffPh4a1vfatfZFC8+aYbw1/+5V+Fhx992Cq/z3zms+E0KZkOkPvmCiUc+PWvb5Kq64LwxJOP2x3uk3/2qXD6GaeHAw98oy0EQNuQVCgoRQzU9AkZhSPIRgUUbdnq1gj2SkDSDtjjfGWSlRJMO6uxQOiA4CV9ERVXt6AN7sQZMNAvgDyjah/mGeqEzQlS/1q2VsAeUMkL9NxH1RlinC7AXkcYGRp1luKvCrreoMyvL7z0YvjAn/xx+KN3v8vx8VC23fOb34RfAO1WrZRL7gHhfe99bzj3nHeEHgFZYOXaNWvD//if/zNcKvXb2rVr5IJ9WDjzjLMUt+5MqeH2sTs3WWRHBRQdly+5I86SKqgG5Fs0RLtgDxsB5/hpkK42GhwcDC+88IJcy38SLr/8MrcfiV522233sHDhArvSrpLLLT/Jgvzb3z4YXn7pZQHp4bBOde1R+5729tMNLVH79fXNlUp1cdh7552tSMPmGextAlIb7MkVVy7LA0pUMiL7d8kNeoHG1lKNMSvpsvIq2aERYngeSdeupiqhCezn/gf0SfNRVnrnuSl/tTGEJXPJgMCt+yzARxCSuItslAHARJGcBVhwCyUurtjDqiPnBKQBP2PGa5RzPJghCzJuvBGuA5rq8K7+u8NcGOwlMFWDfIA9qQH1OcpTwB7u4rFt9QLsEU5An5NEClsD9jr1JlmtSVyTQ04wJg32dOw8F1o954k8ZpLnd8Y4/Zbhyjzu2KPpQRKQHHUzal3geU5YlNszZ6LF/jkTbbY75WAGiJrouE0G9jynOGt0BnsRnVkxCVBND8iwb7llG1tFqj/Ilo07PMB3s34yvwpHC+qh9pZ9HbMDKN14nLG0qrEv+jzpK7Fk8Q6p/L3xNmMmgT1sVr8/03W2Cdgbb951+wGyE9jrqcDeBLNS9VFlgcoClQVmjgUqsDdz2qIqSWWBCS3QKthrd7GUTzodYG9Et8XknUx3/r4Jxz2EtUUHN/JAvoa7eGdkLd4swV48zpZmm4oN2lXssUwj82pWPNXAHq4rqkUM5p/rSjnTwk6VzbGcRtNCvbaIwSUsLUAy2OMzx25qYCdlHRtVWl5UsThqA+yV8CaK6+qGtaKCxRuLOi8Q4/E3bhbg0Ssr9loBe/1asK7TwYaHtWTF1U3161OSiU4tIjjvoBbT64dGpLCROkWLM9zedpDr6iJ9D4WG1UNWb0XXNStqAHvqR45dlxZfzghYCw6Ul2RBKr114YUXX5Li7rfODMqCfd9995Zaaa+wZuWaQAKJr371q+Gpp58KcwU6PvWpT0nZdbLAxxsEBR8RFLw+/MM//L1VTzsoUcZ/+ou/kAvjyWHHHXcw8CGZghNlaEXZSRZeQTAsye9WGVmRwiK+9dWSQWrhStsq2PPwSO2YgbAX6ihRigcDVmygFgKuZ7VpsTAsF9NeUEu1xsuZfrV/XxFbbCrTeDtgL/fNTYA9K6rIitsRBpUF99lnng1f+Zu/Dr8SuH3xhZfCu857T3jPee8NBx18sDPmPi4X1L/+8pfDXVJtLlq0VFD2z8Inzv+EgM08qwCBdv/t//hvjkU3IGh21plnhY997GOOtbjddksN9tYpsQZuu9n9nJ/dAtOd3fX4aq3YoF2wx0MA3Gepc6dAGrEBee/VV18J119/veJC3iDw/LIBJa7nACyg8lrFhUSx2i1QNzDQH2GVvvf8c896/Jx59jnhrLPPCm8X4OP49M/F8+bp+8w5ca7ymFPfBeyhnBxQTDlcIEd1fI47T+dbkh+wtFL52iWg9TGQp3rUkrnrFl11wodMgLh+1b0G9gSvyhh1HBto2q8swQDdh3/3iJLsPCl37HW2YZcAP7EL91P2YKD8iMY045y2JyFOt8Cus7Kmy1EJ+OyKmx6E5GuFay17ktBgjv4AqkkyF2YRPxCwR+ZlwJ6gFNeYYYG9Yamjydzbu0nzCnEBAXvAVh1nFHdpzysxtAHXUrtP8iAHgAegSapAoJ0hZgJqnSSVQPmmfrFu3XpD8F7iR+b5Hyho+VwEevmFwi/WMyr54Ge96RpB9fL0luFrefmqwXlfZ8zr40OjZAvagvnJoRh0bcgPL2p9wCAzqv8JTcgLLqpLkQ84W2rDDp0YhumcGYA9TlJskyn2DGQLT4EM9iy+1rnjpUWlLrpwPuZ4CrysjCthd7OwHZMNoWaKvVyUWqKr1B/jsXSdVUexd3NxXZ8M7G1IYK+vvWE6WfGrzysLVBaoLFBZYBtZoAJ728iw1WErC2xtC8w8sNeUqU1Y7RF96nvvtNdYsFfPalgq9mJ21LFcy4uErXmzyaI1KSpabTcWUkOEGtciIrqZwpGi8tCqCdxqE43z+qAG9pIrlJVdUbHHZlBQqF2i4iHCFhbqjVu5MGmEslMBeyzY4roIYBIXidnVM8bOi23gRRRgDwVJXPKnssdF7vgx9iI8GtKCdUAHAwxhF45NHD0Wo1iCpAyDZNwkNhr2kLJmiSDFPC1Y7QaG2gSwl6Aqdc+ZklnMGuxpn6ENQ4YSqO5wG2VRzKfOZKqF9Esvv+ysqvPmzQ1LpFJaMH9euP2W2x1f7ZJLLpYqbdTQ7/zzzw9HH3N02EUqJuDJlVdeGX7y05+EeVoAH3TQweHPlFzjcCXemCcYwuKY4wN5cPXDLXcYt2Kd2W57tiF9pT2wR9uXrrR54ThZjD0Pk9S/sit3hr181qicipB0lpNSWJUmJZtjP7Iwpgw6Fu3i/pbUXCRf6JmG5BmDAlbE0SKBheEEZQGGqGAkXhmSazfqte9+97vhRin2nnjyiXDmuWeFc9/9TsfU6+joCi+9+Hz4f/6v/9tJQvp65wnqnR/O//gn7FJMDLrnnnkugsEbfmkY9uEP/4ljLAI7cFsF7BEnEaAWbRcB6Wwr9iI48OK9yeRkMFDAVKuVW51s0nGBdrndmBM4F5CRej///PN2JwaKZNUT84fDEBqgxPE8rLiDa+We+4tfXC2364fDIYceGs499+xwnmJEDgmo0zf7iHeJ+3UCe04S4epq/OjHoM6Bco/+0C3VKm6P8yJxrQHoDDEyuMg/G4FyGyaIuxbpzm3OxGsKkXftkJ5ZKRMQMsGiMkwC8wPxJoGgQL3nBDtxsf/1DTeFB+//rWOzzaF+yqD8XiUWIWPwDttvF91yk2yN3zutCBsjNHcPMHhKbWdvWP6l6wBFI+kPgGiTGokMvLM0wdntF7dg1L4J7A0q3t2wqBXz2Dy92YUyWg8KUFHy2ECzTm3O5rNOtRNRASV2N9gDbBnQas7FbZ0yj4xofOt9/saMZIJ+5ZWVYckSzYWaEz3R06S+NkaA6HAC9AX9aqWcr2F66dgkAlmkuZZrYN6YFkpVJf3QIkI/GNIvAEFnpPZQ8ilRA4+4nyewpzEHpGPjuuNkH7MwPihRY0rno4q6DMeXvQC4JlFtHhzpb86RFJq5bJOBPexKCJBUNM952cU5/+TcrYK9Euo1gr3Sdb2V8TAR2POtRjpIqdgje7xzkLUI9vjuiMFeCPOKNm2lfNU+lQUqC1QWqCzw+ligAnuvj92rs1YWaNsCfwhgj9v1RrDHsoK1GR43+SY6u1JxD2oY4kfNbZus9S9MAeyxqB3YPOqMo15M6E7YgKkAezHWXFS6ZQXEZjJ0ehETkxk0JiEp1QkTgb2JKjcVsEe7AF7zd/lpJRzKCb+SqqIAe85WrNVjjHUFyGQhN3HyjGEdaDit/TKQI5pUXJ9roSq7oASK7mUqjz6Yr0Vct35xjCdsZ8BXX5rlDKOAvdyHBkf7teDbGHoFggj4z2KRngYQ6dF7A4MjhiDZHXWgf1344b/8UPDuVwYeO+ywgzLmHizg8f7wJsUcmz9/QfjRj34s6HdpuO76a8Oee+4VTpaS77z3nxcOeOP+Pq7Bnsre0ysglhJnjAiQUQ9nZqVwwFreaUOxh2VyPyn7hy2WYFGz5Bl8PpF6dTywt3LlatdlnhIoEG/PihfGrupGRlzUTiiGiDnWqfN3t4Wotuy5rSw2SYQxJFuSrbVbUIP5wqpPFQzFHiB21cqVArPXhLvuuis8rhiJx510XHjrKSeG/fc7wFDj6aeeDP/rf/6vcNuttyu77vzw8Y993IkxcMt85pnn5ap7d/ju9//RGY+XLkXR94nwpS99yUo+bAXYM57xvFRgOTwXU7W2FdjLbZ1tld34eT+75uaxCwD05/QPAU36OW669Ht+vqpMwd/61rfCtbLVLoojCNg7/+MfV73cQdXcuEJGbZLVxRprxuJ6j748lMYoIIZ4kT2iKD3qz7iKlmCR8mT1IPBsKuqkxt5CIgjbmvmoAeyVUCODNWiRs6UCYNODB+aCXE76NyEQUD7S7tddd53A8E3h8UceD0t32D70Cfj3zu8LH/jgh8KJism42/JdHbvN6uXRFEqC4iS4l8ubyxJVfDGkQTmO3TYJtszChRT1Mq8caw5op341ohMB9niIxPhbqDe7Z+n8XQJ/2mcEsCfo5yy/sncXCSP0EIQxqfC07qsbUdvh4orrNGpAAK/AHg9UAHtsq1atleL1+bBsp+3D0kWLjc0wNFA3gj1csVHnxQRGzkgryD2scTeskAdkoN1RcRlxW459NV63G8Geukh8uMKDHT4npp/KgSqc6/6IjkkcQzaHBOiJYI/jEUvPVwWBvVly/Y6PzogHqJ0LsOf4gIZyJDXRfIvLtMdufZsM7KGUxPb5epJjF2KXeN3iuj51sJdBXx4Xjf18or/bBXvUIZa3+fUgl6U8p8d5AnsLKrDXTvNU+1YWqCxQWeB1s0AF9l4301cnrizQngVaBXu+Hy+eyrZ6llLJ08p3ykVUK/uzD4tDp4MoIB3AKLtPFkvluCDRzrW4e2PuyuMBxrvfbDcYtUFbU53N+DUD7PUL7KFWsBoGEGawJ7VESuaAci/e/MfPrX5g4ZNUJr6hToAnK7I4Y1bKZbfJ/J5/TgBRam7B2AbY2IYrLlBvCBsk3ya+z6KDhZrBnj6PrjwRMjkjqRdm0UYuMz+BHrxYjPFBKaVhMahF14hgoN3JgIFIQQw5Y/w3u33xltskvjpF8zpgYZiSlwoD4MvdyG5RnJM1Xzr/ptlammkB2KECOp6h4zahDmEhqfeQeaQjvLyCpBEPh298/Rvh3nvusTrrLce8RS64Jyr23vFhp512dB2/+c0Lw0U//3m4+567w0FvOtCx1971rnfKjXdvL0zthqvDdpCJMSl4iP3ERgw2x+ay+3Fc8E5lm2ycNiqiauAv9Zuyj+Tz1/fB4LMUq+4lx2/baedljsOW1s2CeopZKFVYL+o1qdxQQaEMQrH1WrZWwB5LfeBCVrbS1wbkfov6p09JLVhsA5ZefOklJwEhq/Fuey4Pu+y+S+jW5w/e/6BA1rXhp//+U7vs7rXn3oZ6HzjvA3L361D8ud+Fq664Jlx0yU8Uj+8Jtem++vzD4eMf/5hcWJXB2WCv2zCTIeJYZXksRq9Vbxns5XHtseGx8NoUe7VjM2fwUEEKs1G5xPI7sfEAnuU+/p0XKiuBI5RVKBs3Srk6oAzDX/nKV8LF6stLli5R4phzw6c//WkDTpqS7K8x3qeSkpDgQFXd7IcUEaIA9jge/ZkMzz24o+pcxM0EHFKu/OACcIbrMD/LBAk5/EBb/cYTQh3s1ahLmheiOi7WOwM1EvSghiNOKWCSDdVlzOys/pvA3iOPPBx++atfOl7h88++yEQdDj/yiLBEcK9T/YfM1wcdclBYunih50TmHCXbTdkkFLtP/aHMdB3n+tQnikpa+ZbKmdk+7rhzUOvpfT8KSvPfiL4/rNoMamKTRa1yWyjFXjczbZegHrDLc2oEe/SFbiUj6lY9+3jAlKa4Ie2O66zbCzWg9hsSFCdjLNnIcWN9WWEJHhPM3FVjfsfttw9zUesCdlHmofbDxjysSKq9YfWpQcVqpC+RIblHfWW3xUsd1859njlOv2YP2Hw9pwwkujBY5dqJ4lEPCTpUDkwD8KN9+D7Xn94egHDsd8PDhDkQpO0k+20Ce874Gxs8K/YAe/FCwEMn2RWwlzJp56aYDOwN64AjfD9dcRvBHqW1OrG4lxnv0tyo1iv/Bnxva8VeCfaajbfG+0X+5j5twHGUZ4XF+YalrcFa7VxZoLJAZYHKAtNtgQrsTbfFq/NVFpiiBbY12JsKaSjvaVupluPzcL+ddvbT8LiOGXNPnBdoJCHAxachfnZcvbE4agJH+KRR1TRp2aYI9gZwRmVxon9jwJ5uhO2KqwJ6bWfYlMCeGfb7IwAAIABJREFUVzxFibwQxa0wuuXyqrvlRkDUCOm8cCoslhcpJSj0Pm2CvQGDveRarAWdg7QXYM/mLsAeZZvjIEZxc+7EicCe9hklLp/sBnADGLoRqXsKYA9ZwA3Nrm0sRrVgnaO4UnOSYs+xEFFIJfAXO0KycQJ7ka5BhWNQersWo0QS0EOVBOhg0QigBJDcf/8D4SYlxbjqiivD6lWrwn5KJEBMrRNOeGvYWS64LL5IwvF33/hmuOKKK8KTcvN86/EnhPe85z3hmLcco8Ww9pHyxa5i7oAZLsTMkLQDqpRaOfzepL1yzA7NgG5Tl89CSWbgnBV9LYC9l198OTz024cM9qjz0arbUmVXxS0VRdKo2mlAyrkeLZK79EJBhAv1dCj2SOSwUS/HI9OG8giVnrMMUxb9Thw9x5YTcQFM9i3ok8vinLBSmZGvv/b68LOf/EwA9xGVeU448sijw7sFZU879W2O5XXTr28J3/veP4fb77hF2Y/XhSMEdc57//vCu5V8A7dkNvpPBFb8Xsxa0wD2aEugWVbn8XtOpgFw5MUWkztstB3oZKMeV3Gi5BhOEKF2/Nu/+RslCblEsQO3D6effnr46Ec/5qzOs0WZhkeHXNc5uPu6AzNJ18HecFJc0Ra4MfcI+HRrF9qDcpFxl3K4nRQjkxh1GezlcvihRal6bGU4AG94OpRMnx8ClA8CrFqsTQnAMr08Z6HeQrFL/yABT0xexEa577hTbvi/+EX4yb//u4HdsmXL5X77vrDrnrsLJHWGNxywn+Jo7mhAj2Kv29BTQ50YdjpH6RbvOqaprfZ7rl8Ge5w3zVs8G+HBRU1Vlb4/nMGeHoRkNfVCye+6dfDNnRHsDSewx1ikYwL2cI2vgT0dawgAmFxnUVdyLRpUsplujQ3AHg8knn/+xfD73/0+LN95F6n2dgxLpVQkZirtj0Ivgr344AUt6JBO1y+gt65/wG7MgL09l+4Q1Yx0l3HAHmMpxihUX9ELNXXsvz0eh+6j6p9OJgUwVsfyAx/A3kgkeBHs8RgtuuLaM5cHP8kV14o92Q6oxwul5pw2XXEBe8MNYM8P7nQqRoLBnjte0XGb3I/k/j4e3JvJYK8/gb0lFdhrZXaq9qksUFmgssDrboEK7L3uTVAVoLJAaxbYmmBvLJDjrxgjqJ1tIuXYeMexC2U6eb75L++F0zonKi5YUGjB0U1mVAOg5hhxi4hWLCi8YBznLrtZ4aYA9sB5KNxiztP4ijf8LDnisqOm6Uk3/3FZAn0au6ilDrgKOjYWYC8pk7w411aP6TUW1uWq5L7BIiz/3qj2y9CvdLuxgia50eLSBdjDXSvGKYpgD2Wdy5MsGlV7UbHn71q5FLcYPy62Uy1vhblAbAv6DMk2sJrVLVnxADhhkc13WYBld2WDCKmHNstdzvkjE9TjlEkR57PlruEFXirDbFbdMbZerDMqq6hOIY4TKiLcTZ95+mkpdW4I1117bXhFGUOXLlnqDLmnnHJyOPSQQ+waRkwyMuJ+85vfkKvuL8Ma/f2Oc9+hGGx/GpbLNW/xokVWsNFnWV8Thy5DZ3M+ArlrEZ17ZNIcNeuJ477XKtizOYqx0gj28uclFHRf0b+77rw7/PDf/k2xtl4Ni6Xkwv1wz732VKKGPqlqiLnG4lq2U/vwolvTQzvadCturGQrij3AHlBhUHHgsGmP2i9mJI2cfN3afsdMXLx4kWGTAY8W5qvWrwkPPPhAuPSSS8JFP71I5e62Wu/M088MJ0iNeaCUl2TmvPzyK8Jf/9VXwnPPPx16+3qVTOLt4ayzznQ/qIMxi0tj/wbecg6Gs2CPWGHsn/Q1A/L6fNWqYq8EsaWNMqwjnh6AjMQZtXMleEsZIxSRGk2upsC0WRq7uEvi3omKlLYDxtFP/+7vvh6uuupKwaqdpEY7LbxfLuXEo2TgDm0gM7LcnWswJCpd6b+cY1T2inBGUEbgrgdAhIrWSVUUIzNloKVMGewx9hpBXuM1bbIBYUWWzu2N+qZX5CspwUfSXjMEmEu5fnSp/oMC0sxjPQmA0kaoEYcFIrML99XKmHyVYmjOm7dA/eLQ8IUv/XnY/8A3hQ71p755fZ7v1imW41zZaa6UrCiErbbDZbN40uCrQXkJ4vcE+3Md+Ryw5ylPv+M26y4En+P7eqHYG9Rng8xjtn0Ii0TYulUPPesw7OMaNCxXXVR1dbA3J6DftGJPn3MMlH3AP9R87If6FjfcHrXL0LCSqShGI2BvmR5S7CKwt2yh5jTAro4QY5pywJgogxYY0gfrpdBcq4Qb6wX3sPNeAntdPARgTOo0jYo93HAdQ08gFVXnkF5k4qU/9zDHWLUX+3HMOEwG4OiGSznEAd0/Z4uCsp+DP1CYlNFDZkjjLyr1GJOzZDuUp7zKbTLFHgrJIYO9eCdRwrzsihvBXjEzN7nlqF2bfQ2qv/L43ZauuOUdU4bGk42xXC6UpetVf0y7hCdp1VZZoLJAZYHKAjPeAhXYm/FNVBWwskC0QKtgb6JwKBEcRQCTs+hxx5yzmrZl64aFSkvfLZ5uT4TdfEPKPbPdFttDiHy3DaRXK3ZzbDh+rbz4wrWS8xk06awFwEprufoqLZ3A2VqbbOUCoAZjCqVNXdwyseUy04n7N+6bFGXp/OU+ZAAkplAmr3kxE6FeaoNc9Bo4os71ykRgNfacXhgVypxYzwgvY79O/+MXXqwIDT7jwtz7o8rguPnQaaG3hRlr5dNiWG5iqClRljnYvY6D2xhl6dWiHHewpxRz7cc//vdw7733KIvqi+EtRx0dDj/szYqpd2DYeZdlgkTSKqhdV61aGZ568pnwl//vl8Ott90qkLdYSq53y43zQ4rFpzhcvQo2r+OydsTVce3adaFT5+jr6wlDOiefzVUA/qzSyzEkWxozeacmvrvl4nQySJLdEPPhGr+LfW+59Y7w3X/6Xljx6qthe7nj/dknPxn2lpsxMInslABZ4pMZFJEchHiKwOw2YzBlUJXLUqq3yr7SCIIADM7qiopTZaBtUWDR7QBKgCbKSt+xq5/K9swzT4d//Kd/Crffepva+ynFSNstvPnNhxvM7rPvPmGJ2hjV5kU/uyh8+S//Ur+vDst328V1P/KIo8Oee+4lqCklmygFi9yszp0F1Yk9WP/VRkh6h/eK1nXXbbrqj3VJ0AEgx1zsuIbasp1Qi6KEw+UWYJchWSMIzODA2YLTwwOK4azWKB6lVCXm49DASPja1y8Il192aVi4aGE45+wzVd9PWHVq20EriXum9o3jL1UnwUpnRDXEjnCfBwAov/KDhcb4fzmDcNnfywcMrY6DTTz8IDYb6kHHaIgJPuA7RLIkNucG0T9UYH5Q4kQgPcq63e3EIMwDfYJ0uSUoLwrdxx57Mlx44becVOWF558LcxSPbdnyXcI7pNY8Ri75bzzoTWH+vPmC84rliEoRmCmw7Dh7QDURp67ZcjlW7Ls8NY4ZX+UcWVNRu4XTXKj+kQARimJHkmM+1qdW5QEt2V2/96mv4YqLip3moM5DmnNGUFcRM09lICkH+s3Zzjyua75UbzxOcUIcEm/QrjxkUZ+Ala1WspyVguKvKiNw34L5YYli5e0xRzAzzcXE6LOCmp+pLs5gK8i6QaAO11mu0/Ol+MwK7/TVuq25tOASTmKkFOOQdhpVewGHo2JP7Ynbr5WUMe4eqj1e9GeHT+CBzZwNrsfsXCiArygpykIenG0SJd1kGKqy6dUjmD93VoThrW5cD0dd1yKBBqd3yWJW3DHu9R4j9Qdrbq7iutd43mYPX1otW23qiRdX94vSK9jFNueNA9eX9SjgbXlj3uD6SR8je3O1VRaoLFBZoLLAzLdABfZmfhtVJawsYAu0CvZGiNWzZRJVHwOFQj5WhiYszjr1BRZn7Wx2iWznC9yDom5p8zszdndumO3+pBJaNhRfpWeO76Mjx6q9NtekbDOrZnYHTtCx3kZ1HBETgIwtc7O2bFzMtO1u18Qsk0GrZpYcdCILuQKy2ExusChLnLVWAOP5518Id999d/iXf/mX8PLLLzmr7R+f90HF1js2bL/dUit5WGAuWrQgrFy5KvxOapa/+ZuvhHvvuzfsvtvu4YMf+GD40Ic+FOYvWGA1E8Bp7bo1Uv+8Gl548UW77e2zz14ac1r0SvmCCiyu6YHq7Y8CYqU1bq8F7OVjlYvRX990a/jWhd9RIoFXww477hA+97nPhX3fsE9ypQT6xAQJVmo6izMqIy2826wPds1ukJQjQ6hGwFf2nQy5svup4z/KrnapTjK6vD/7kP2VLJ/33/dA+PZ3vi1l5jNWBB155FHh2GOPtZs14Jbt2eeeCz+/6KLwdanYOuZsDG88cP/wpT//i3DAAW9S+y812JuFi6/7fxzhKIGcGVpgp2NWjEfWzpYVdvRtbEkdKDP1wTUx93nexzWYzxakZCbjgdBGdZDX/O42JgBe/QO0+9cPhwsE9i4T2JunxBDnnnNW+PwXPps8blFv1+tSO2ZSA9dgOz05USwgK9lx27kgRLVjOVtObj271bv/xayxtInnXFXNYE8gYlTtMZKUg7jbzu3slcKu1wpD4FOvMlbncjKnrVB27Id++/vw5S9/OdwmaD8s6Llo2SK54O4WjpOi85i3HKs+c2SYK6g6R/MG19AuJSThxTYqRfHw6LDiTHbrGtpZB3vjqFjr4REoOpAy9af08MKhApysJIIqwBuAz1BZ9ex1YgxBbVrUYHGTsoiPhiFdV4B7uJk7eQbwXTHpZqEeFuUD0qCWmyPwx3xEPxuRPQbUqV8R2Fsv4DagfWdrvpwv1d0+usDjzmtVpEzmpEXFNT9NZb6mu9L6z26qzAk8DOJySDeK7NK7bBIIBLjG12gU26kSqDqjq3YMV5DHOP08K9ryZ5tmyzKzR6QkVx2kj3ehUOoBDR0LEMCpeUrwb1T7Evqhd1Z3mD8rxqBsdXOfYsgUYI9K+B4mPWxsBHuOGVh76FWf1/I5m10Lp3JtI3tynISSp0Vql3x59ujFuJTV123ZAxLc3hRF54pK9zbvDVu1cbVfZYHKApUFKgtsXQtUYG/r2rM6WmWBbWaBVsFe/9AGuQU2v4PLYC8vzvLiCrBHZsl2tgrscdOcpCwsAMYBe/npeV5MOpPsDNzsmlYsSnIRxyut1UL65zh5xTZTwJ7XNV5QqpS4hamYhhpSZ61evSrccsst4eabb/ZiHqiHS+Z73/WecMB++4UhQT1cdHHB3XvvfazYu/fee8MPfvCD8MijD8v9djdnVD3//POtGAPqrVmzLtyjxBsPPHB/ePzxx6UKOzScedbpAkOL5WoW1ShR0Thzwd6vbrhJcOvCsFL1xUXzM5/9dNhvvzcIavRZsQfAiQvd3ObEulIfmCLYK5Wpjb839iPUbLx4H6BXqtYAAWw5CD3qtoGBfrXvbVJh3eS2pr/utttu4R3veEc4+pijw87LdjLo6xfsvfPOu+yK+++Kr7Zo8dxw2GEHKSPuZ8IbFGtx4cIlBple6IuueIzQnwApikU3PKpYfp1z5YoYQU+rWwnnAFzUrRHsNcbTi2rE6MbfqOrlvI1gz1jCsCGOg9mCOhtIeqBkIN+QW/kVl18msDc3nH32GeHTn/mk9zW0FaDKACrDYyvsCrhXns/qyfGeJo1jkKko9mKGW5OVGtxj3o3emCi0UOzJlsQRdJITuZ7OVgxAvQyJcImnHRNPJDzoipdW1MDerbfeYtscctTB4Yi3HKV+8OZw4EEHhv32V9Zr4s1xHvW1Dj8Ii6rKDYBEuZRyHtyXa/MmNm9wx+azcrqcNUv9Nrt7WrGHsjgq9njIksEevduuuAZ7iu+nCY3exlUeOw7ItbV/06iytG+wsrRb5Zgr8NgHdAeUCUKT6MZZwPX9DMRRpA0KEq1UvL31UvMNEptOKtj56md7qaA9lId5NCUrcvIiz2B1RsRMgDuyFWy8DPaSgJ0KN4A97kGs6NTLHxFqgyzbJDdBeany8PAlQ988zjku722QzTYK7HVpvHWQHbgEeykEwmYyFMtdd6PirPJPeyprc3vjcypgz326gW5PpEAux1Cr84b7kC9ssT+4TQolpT/PbZEepBoA5yxlbZwIgEhbM76rrbJAZYHKApUFZr4FKrA389uoKmFlAVugVbA3IPebToL2NNkM8pJ7Y15Y8bMCe1PrZKVLjF1h/OS8bvvotlNf3LgdZyjYi6qKOsZLkcLGCg6TBDEv7nDBJKZguc0UsAfJy7HAiNeESo/qrVAG3EceeSxccsnFSpjw6/Dss89YXXfQwYeE/fZ9Q1iwcKFita0LTz/zTBhWAoZjjz9eSRmGlTX1t+HGG28ML70kNd5Oy5RY4f3hAx/4gBdyK19dHZ6WIgxI+NBDDwgErg5vP/3t4WMf+0hYKJVVt1z7YtZKnEOlqhEUaHSNnawHTodi78677gn/+q8/Dq9Kdbh06XaKIfjHjrGHqxwZNFHN1Dej4AT22lv4ZfXdeGDPi9MGYJxVftmtk5/5wQSf5feBeoDbF+RaffnlV4W77rrLaqvd99hD8PZN4eCDD1J776A4cENSwM236/QVV1xlsHfV1VeFA/bfJxx//HFSY/6p3HD3kAv1XI+BAamaXl21TgpQJSfolStmr8AO8CW5YZLhudUtz71ZkcTf1CG70AKBiafH52RozvVsZq/x5vk4luPLaim8a8kQLTg5rJhq3/qmEsFcebkVe2edebpccc/XPjEzxWyBocbsyzluYL6G5PPyt12zCajWxjYVsOcHKTmZh/oiyr0c880wTC9wEWMNt23cMp14R/CnU/3X2WxVxpGRaGsy+r6sRDEP3P/b8Fd/9VfhzrvudFbws995Tjjr3LPDnnvsGXbZZeew/Q47RHd+nRsAS8bgDJxQBdIHOuSKGxPyRCMYpk4A9hhKwm3sFPWUSbEH2MPWJKigNVDs1cGeYgZKp9alvgbc41JCeQd1fhI5DQrsoWLsVjvP00sa4aA8EzoGoDOq5WapbYF/uNID9oZVxjV6GNgvNd0wCUYE9vo0X+6kCnQBhHT+jbi10kcpWZoCHKIBV3x+ah8eW5Doyte8tI/rhS1S+NTNgCJcuFMcVx9LYA+oRzKaCO8i3Mtgzw9E0vFsf2WiH9a/rqSQJEGV3grimo6nilFmEXtT90BqEtvSWd1ziuIW++hUwJ7bvQHstXi69nZLfcwu205wQV+qn5k2cBZfVSK7DjvhVBtncdvVHBKa30+2cbhq18oClQUqC1QWmAYLVGBvGoxcnaKywNawQKtgb1CLljk8Qk9buUCuwN7WaIn6MZqBvbhMi1u8wfZdd+2ueiaDPSsBsiqDhbEWSfQkw2CULgaX8T1eijymxd/MBnvE1jLY0yKe7Vkp8W6/467wox/+MNx0801yS+y3emtvQT0UXBukFkHt9dJLL3kRetrb36ZvzQqPPvKIsuE+qf3XOy7ZKaee5sy5JF54UUk3Hn744XDP3XcJFD5t19X3Cfx9/nOftdqNBCOo+pw0BFijmE/tqiCmA+w9+ujj4brrb7QrLkDrXMGNZYKYzlCZElVgw9pC+zWAvdINs5kCrRHsle62+bMMCA2XDABmyW36VbXTUwKxDyoRwi/CE088FU4+5ZRwzNFHh4OVDGWeYh0SUw+4S+KTefPmCmb+W7jyyqvCNdf+WpDrpHDGGaeHc859p7OD0icGlSTghZdeCY8++nRYuHhB2G77xXotiVlk1f1jhszWN8ob1VMkl+hy/Dzqwu8ZWPb39/uAtEPeSiDYzK2vcb/YVozUCKVwGd+kxT4Cxwu/daHqDNibq/q+LXz8/I8acnreEvgZD+zx+ZgHAFmlNR1gj5q4OpqMTB5iMgfPUX7FZEYxSWqCmlIokkmXDLCAPb42OBjtTby95599zkljcE2+/777HX/zfMUb/OMPf0hqzUWGwj16jw0lGfCIGH8dAlKOW5jemy2QRvbV9sGeYBv/Cldc14M+ovpluBehmh4KaD9cbYF7ZIMF7A2LnA3pDzK5AvZIFtJnlZriH8owG/SZE/uQIZlxQpw9jecNMgbZctePCA6SSEQmm01CDdVjMbEfUfvZxTmCQZxnsbdjzKF+BBA6Zh9KyNmhF7VnMQzylRCwR3M4tmhSfpp82pU0ZgzPorAMoSlv7L8R+LHx3ogIXv/GIXkY9DhRhzPmDqttlDEXwMqJSBTT0UXCGDKsR/VgrWGK8k3065TAXhP+NXasbInWJhrHE5XPfT65bNM37AacvoBNHPvUYRJie7XrYRHBXqxQwzOWFi1Y7VZZoLJAZYHKAtNtgQrsTbfFq/NVFpiiBVoFewTTLp/Nlgu0rCBoBHzcnFcx9tpvmOySaNilFU1eXOb3M9hzxsSs5GjruXn7ZZryN3DbsYtaKiixivIimdhqvFhA+P1Y114tH3oaMubNJMUei2OrP4CUKvAmqWueeOKJ8Gsp9S5RltQ777hdkGdQcbe6Q68AyiatQA1PtMockWKqWwHyDzvqSCdl4HuDAn4kj2DhtLvUPHvutTfLHmfVfOrJp8Oa1a96wbuv3Fff/773hY98+MOCeorNJpLSPzzoLJPO5sqivADArbTZdIC91avWSqn4YnhZUJPF3OGHH6IYggtjggLZjh9RtGcdjrNeuiZtptTOCrRc72buauPFoyrfL+Pt8T5qqgcffDDgUnnttdcJ8D0tNVBneO973qu6HB522313tdFqJ9G4W27TRx5xuOIg7hv+5V//NVx/3XXh5lt+I5XlB8K73/nOcOxxxwnsLHRcst/9/slw7/0PhDvksrtsl52UdGOvcPChB8ptd5HjT80TIKJtW92oP263WZGHCnRQ6tBly3auxddDsceGYs9Jj0hUYcjRuisu7YX7aWQkydUT0CP+ceGFF0qpeEWYq2yvGextdv+PYK/pVgCW+ufRNXsqgKLxmtaK/cpx40cMiSTlOYnSlA6RgHdnVy/A3pBcTw32BGZ/99Dvw4033Bi++73vul/sojb47Oc+HT74wQ8IfqHCi0licvC8nDCkNvd7btFMmeL+5TrEMAD1GmU4UopeN+OKC4yjdZIr7maNpRwWgQcpWa1n5ZwOCEQGuCkUpBRZCdpKmbZRBwYEMkjZR/kyQodg12wnnFDcPvSL+v4sshsD0wT2iCGn6ARhQP/jJ4pHHkJ06vO5gCKgpX6OCGaOavwD+Mx67NLMfnJJRm3H/YNVhEUm+FR1zxR18urLi0MS1C6JEdxl+1jpWNiu8bOBDYplOqK5FBUxYE//NikI4YYhlU8uyRybTLo9PST80adO8tO+Un5bgr2y35cPNVrp/97H7ue6thFTUK+sVM3drQb1UnIjJ8Fp876j3ifTdN9y4aodKwtUFqgsUFng9bJABfZeL8tX560s0KYFWgV73OSNAXsFQKjFS0qxkigCN/tkyUPN0M7W7hNgjv0HlTzD97txpZvBnhdf+is/uHf8Me7DeSfFdWr3BrudNnlN+7YA9uhbjWCvd4aCPVzHWCDa5Swt7mmXl1e8pEQYvwu/ues34UnBOtz5CMg/TFwuLRqBWB1STpG5kbiTewn8DA4POeae2zq5TaKkmqdMmYO4aL7yqrKvPmPotWTp4nDIYYeGU046OZx04lut8AFAjejYgMIeHXtOyoDZTntNB9gbkRv/kGKMrXh1pWHk7rvvIpfTHiu8NuOmCSywy1xScsgNLKqN2pw7EgxpBoOaxY7zPFXALZRS7GegomPl5BOo3G688YZwzTXXSI12ZVinTJ99ffPCsUqAsOvy5cpsOk8JTtaFV+SO/eyzz4ajjj4q7Kc4ehdffLFjKD7x+FPhXe96RzjtbafJZfcQuR93Kc5if7jn3gfDPVJz3afEKQcefGA46pijwoknH6/MwdsZ/PRJ1dfOg5Hch5y5V3V46KGH7D687777OqEHMM/zJX1RfZD9cNWtxxtrLcZehiURHlhua1fcUQGfb3zjG+Gyyy8X2OupueKyQ23fCTpnMyA3nWCvdh2z6isW1Fc9U7MYyTJvKHABe9kVlz3IDov6i2se2ZIvlx0uu/RSJSnpD4cdemj4qFzozzn7rC0SIeTzlMIsnzeBvXKMtg724vUCt8mkhYvXEx2YSwaqOl5WIdLXuaZwzR4D9qL6boPqT3m45igHd5itTLFzAHu+/MQHHMx3TFSzSSiUwN6IVI3sxvkIEwgM7vb8GRNSDAP2yGALHjSEI7ZqAnv6ghV7OklnAnvuu6kBjB4z2EvN5c+Abe6P8X6lrgqLdshbCfZ4D7fjtcp4jlqWECLYQ7lLwoZBzbGAPR0UsNfXTRIagT+p99z12wyB8R8F7NE+44E94CuQrwJ7xYRQ/VpZoLJAZYE/YAtUYO8PuHGrqv1hWaBVsIdij5v22o1xcZOc34sLh7j8QcXH4rwxCcJk1qvAXh3soRoB6OVXXtiMBXsRA85YsMeiy4vLsYq9rEIkmLszDlq5FxeZKPZmKtgblsqOxTVKHRIGsMDvkmsWkGRA8dVIjAEsWbJkqeKZDSqu3EovYllhdirO1Cjukaojqi3cb8mii6uk42gBAfXiey+//Gp4UfHcnlNm1YULF4Sdd94pHHTQQWGPPfcIO8uVc1BKPeJw4XpLkPguXNc0eEo4MNlY8zgdE98ufqPsS5Opn8aL6VfOBXaxk7p07doBq98WLpynuUSKQwe0JzB/sGtqLdaefevGLsRbqkuCBhOBvcbjUB7azm7B6VXugzsrSU6ANEA9FHss9FHskbm4Q+qinLUSWxDX60C10/Jdl1vB+fzzz1lF9+Y3vzkccsihTpqiZgsrXlkd7pNa71ElTXnyqWfkgn2S4q+dFc48+21hp512SFAG4NLeRt1xCQbo3XbbbXb9fpMSuOAevN122xvuAfLYKBd9NbvqTqbyqcevi2oy9rd7rf4xFoaHNoULLrjAcSb75vbI7fjM8FmKwXUtAAAgAElEQVQlSrEik9h1+C9OwzZZnx2vCLVrF/2oGEjuTwnu5e9u0CSwEYUb7p4JPGWgtFGA72r1lR/96Ifhjttvd+bqs844K7zjj94hGHy0x3mW3UUX1nFaGVCtY/uamKbPIrzemGrkYWwVWcx1G/tQcsUtU5dGl+KYnTX/HuPZaRwy8oiBpvNt0JtDADi9wZyFeo7EGZ2az5VDIoJHHwv1XgR7HMTHRqlnVXMCyXpfrJp8s/4OisERQf1SsVcDe+onnUpgkZXpMZ5b3Gpgr4B5TupQfBZjFm6ZSTaD+zrsi8ek6DyA6VeyErKdMw9QyNEhuegOkvV32HXtUv0M9jSPzwHskUyjzWz0FdhTW6njuQ3avVhNw9xRnaKyQGWBygKVBba0QAX2ql5RWeA/iAVaBXvAJW7EJnP1K1UPuIq2uzCtwF5cCFl5wALJyzS5xiS1hRciAFP9JGuoF8wE+i79s2ZY3zPYq93ER1fcvCA00DPYi/VlAdlNjL2GoOQzxRUXIYjVK1rUESw/gz1MPiroB1TBNXe+VHdAugG5QuKiZlc+LZIBIgAgFGtAo3VSeuFyhkKLl5flhntkYB3U5wOKz6XA84rhtmiRYnNJHdYrF02+y9ZB/D7BKeJc9cmNjGO1s00L2FP/BP8MDIzY/bhvrloYRaMD2iu2GGDPsCn2izkpfluZMKbVOjEO2lF5NVPsZYCVs8quX7/OyTJuu+12ZcK92W2zUSDL33V2WEEPgb5uxUwjE/L222+vNuoNv33ot2FA2XEBOz2CAf5sh2WCDhsEC9eFZ5Rg5dWVq5xB98xzzghnn3O2XHWPFBReHNuWtW8pE2vRCPSN/v71UpD+3oBvt912twpw/vwFNXiZ1YhZmTieorE8ZX2O4QFOhK92rwUCyR5DgxvD1772tXDxpRcrhl+PYimeFT73uc94jkKthTto29s0LP7rwDKWbou5NKnJ8iTGeGYewIWVWHj03y5gkLaR4VG5Za8NP//Zz8I///M/2w13N2W7/uhHPhKOPfYtYf/937CF+/NEwcby9TB3Ayvuij5RAj3Oj7nI2EqjGIxlsFfYPh8zKsFTqAfUevodt1fAHnBsSPPQmqGBsGpoveE3WXGX9MwP87t7Qq/6uzM5M2/rtYmC8JMXcyRwND7PiEkm0iUADuZ5nuzPcsEdRRnGGMqfO3GGwJ6dYeuNX3YD/56fE1HH9N28D2PT6km1TW7LnAk6Amb6Yr0nOmuuy6EHJQLzVlsD9jTFDitOIA9jtKiJrriab7v1IIe4hzNNsVeOrXbmwPJ7fuDmh2zxngO7ZFO5HYmvV8TYo5O1M0WZ5wH2OOkUpoO254/qC5UFKgtUFqgs8JotUIG912zC6gCVBabHAq2CvXjDHlUacQEx8YqLJbpv4pKraKu1qcBeHezZZWoM2Iu30Cx4HBMpKSIdxHo8KUerht+G+43tKzGWHjXBjSkDvqyQoT86lk8KsJ2LNVPAnhc+aSWDKx7wrlsJNIByLPZHgD5aBALfGCXOrJoUIDmxQVxkRhg7Ishj5ZPdI7VkSit11GwsjBlFuLHxNovtGMcyZsK1QkyLzGHFTcM1t69bWseZCPYAQGpPQCj16umJCSmscEK+po2618CnFny4eNrNcxtvjXGpOF12ac0Zc1H1oZx84onHDcuG5Vq8Qe02IiUP+7ARN40ECbhR075854UXXvBnixcvFtRc5+ywfX0LwpCUcmtWr1cykZVhQG1HfznltFPCiXKx3mufPbSPMtZqlHTIHb1dxTPno0zAvRUrXjY0BBTOnTvPcfay0i673zaadyIgMPZaEcFedsXNir2vfvWr4dLLLtH5egX2pNhLYM/JCEoZXKvt+jqAvTFFywDJF7N6YVDSAT6G1Bd4u0/umXTo/v5Bq3B//G8/Etj7geJnDtj9+s+/+MXwxjfur8zXO/rwwCNnxLXKVOOZsW2L8ll0c/QYSeBka4K9DGNy/EB6MEksDPYM1BiXm8Og+vAr69aEl9et1jw1ouQXnWHH+YvDYvWleQLXycu3iAOLCjC6+xqw6yf9F1dafvdopr780BskzYjXt7pC0upHVZrrW75uYOtys40iU/RWgj2DTc0xG6TYI1tvbXzWFLnZ3b6Oozzn+oDE+4zKQyIUig2GIcAec3Ryxe0hVqATnETVWTtQi7JOSbGHvdo+U6sDrNgvVcYxb2tZcYvkGczjaS6nr/i+YypZcSuwN4XGqb5SWaCyQGWB188CFdh7/WxfnbmyQFsWaBXs+WYP96sEHuy21QTulYo9ns5PBgAbC1uBvbiw8+JHLxY/PD1nAeTFEguZBPZwVmIh5AVOmwC1rU7yGnfeMhNmAntpsdK4OHLMxAYF4kwBeyOCeSh1Yiy22Ca45Ua1HQoP4mxJ3QHsyxA8LULtnt4ACHKbAgs3aUGaF4zAI1q7i+PYFU8LYc4tEAYI6JICrFOLTEbYho2jdhWbo4V3u0qN6VDsbSb2nxZzzr+jWnV2JlcsL8LjwpGYhTnmGxlXUYLh7vp6bDkrLnAsu+fyHq6rZDZGeUYm2OjRGvFC7K4R2EalZb/Vm3x//oL5oa83ZlAmy+n69YNh9ar1isu3NvRrn0Edd7/995GybrniMMpFWcqhjYqd2DOnW66+U7NBhpONijzqxHul+22+BrTSd2oKqFJVqboD9kaU/vTrX/96uExgj6y4Z599RvjMZz/F8j8qp5qBvUa/yMYGnwawF9uvOaJpppg0XFe5cVUdFMhnDp4rkI/7J674jz38aPg3JU758Y9/ZJj61uPfGv7Lf/4vYZflO4W58+cZvmeAb1dw4sy5XSI77JRrfodoPu7p+TpQgr1mYyKb0WCrQbHH9WKMWtJzUE7KFB9UEOuOuvZQNo6h/g7Ye7V/XVghsDes8uHuv/3chWGplJ/ze/sEf2S35CdrOKjSku02tnV8QIP7bheFYw7gfc1hxlR6y67Aem3QjUJW7EW3fWIDplrqWrhB5831j9e/OOryz9xFUrXiAxFiPtrNPs7HjENCFjA+2fzgJLW5H7TopLNn60tOCAFQVaIjsuVqfkL9RxuT0KNTRupUStiowcau7SmkpwL2rH5sAHvlWG02bsfrzxPNp85en4apH+TSvsX4M5ylj3J9pg30+0bs2cbzF3+vAnuvx2WtOmdlgcoClQWmbIEK7E3ZdNUXKwtMrwVaBXujUpvEhUe80wPWbHFD6fvCeAtexdibejtmsBcVe0C9mKXOQcr1HgHGY4a6HN8prdKmfspt9k0vTOkr45yh2ftWH85QsJdd8KhRzIrLghCRB4o74FSMvZXf80KS9SJjBoVHWqHy066cTl4QF4eAu+ySi+KEjWOyOW6UFqkRekUX7AhviFGn/uAsje0tMj1OpyHG3mav3vO8oToVK3JgJibBTigRo6IMAIoqpv36tNuR8/yX1ZSOr4VdbNuoxnPsL73Pe3E/wQ/GoMoMOLCix+Ul3uFsAcBRuesO2yWb9uySi3RHJ+0GTCDLLpAwxvZDsTmsF5lw583vVRsrnpfGO+3bPatL52k9K26uO+Xm2FmVlwElYIP32XJ9cv3KnxPZsH69AODE/oyOJ4K9TU6ecfkVl4cFC/oE9s4Mn/zUJwyi2dFZvBu38cBeSarabdSp7E/RSrbXjPMVg3cjij3AntqRsY9ij6y4K6XC/O0DDyi+3o/CRXLHXbp0aTjt1NPCf/2v/zUs2W6xwG2HoV18MCB4pniaxNQkezETBNmQ+/rmhh65u/ZIAdpYDM+nxZvNzCQ9qSvDMCPu5hZgL1U1i6JjgosIdYifFwMCaL5Ru62XUm/9yJAz2PL+gjk9YR5lU1+i/lb/xSkugT1ikHJAYvLpwYSz2hJ4L75XkzsX4IjpIXcNTw0JILl/6e9hlIv5vsOnjA8GxgN77ssGe4rhJyiX4XYd7DGO44NKtgz25pBNWGMYy21SuUdVgGGBPa69jEeUeh0q3ByRLSCl9Wub2xufUwF72d0/d+vGWJhbDew54QjGi0pRDFw+L/ToBer5wVvsiBuVBbkdsMf3gbY+VhGzeSpDtvpOZYHKApUFKgtMjwUqsDc9dq7OUllgq1jAT4R9o9oE1qUzjGySKoh4PdzHoRKLv4w9f+EOGheADcdL76V7x6awhxvK6ORV3/LvDuvE1viEON8o+sNmK7L4tRIv+b60OM+YmpQfFOVoPPIYNUeDKcp9G5ezRhl5h/KJeKp1qdgz1NPOjWCvlkBD7VBmx90qHWKcg8Qib2GFLd6rVwmXpjrYa7SDYVeTQ+b+WBZjpij26PPZAniRAvFYeDEUOuUWSxePsfF5DzfaJmAvrW/JEAto6SLLovYF+LC/3VLTWMowELAHRALgAftYlBJbD2hDwHeyOW6agqvjZGBvTECvJv1i3MD/oIFUB+y0SfGqDDu1xqeukXTyACAN6TIxj/33oyZmW2+5r2FH+hiL/3LhXGbIdVdlnmT+S2UD0A3KnZYYe4C0Linu4AX5IQh1probNwn0bSZbbQRhs6TEI/EJyiAggxMT6fOhDYOGCF0qR4egQYym2d5GnxpSmVCLAS1QDlK23t7eMQdqrFs7ij1m6VhP5rKYSGZUatVvfrMO9s4668zwqU//mQEng6Zpapf/wGAPRdOQ2h+7AfYGB3F/fiU8eP994ZKLLwlXX3VV2GWXXcKpp54avviFL4be+X3u87QFCr31ioP40ksrFAdRijglw2Fe6RYEXrZsJwPBhQsW1hTyZcM1A3vl5yj2gMPOXOo4tw2KvXT5yZfT7FLrNiofQqh+wLtRHdwJgHTiTrEvVHiokVEsegwD6dhHB1Ce5QLsKfagoB5gz3MBiuXywpe+3xB1wSPLsfgAR/qp5LQ1sBcV6vE+JF8/Gm8H/H0VKEL3GNE1hi2QYjZdcFDsxf7PvMSDEmUzhgai2DNIFNhDscfDG2Yi5gZCInBsHHUdlkSAf9PEYK/xamlbYbM0u8XiYJs0L9qkxX2TzbZlIpBtotgrwF72b6a8uQ62M90gKfv4ZFNS7LU6U9ONKrDX3nxe7V1ZoLJAZYHX2wIV2Hu9W6A6f2WBNizQCtjz7bEXtRy4tdu46GpDoHHuTnUE3ziiMtPiJilevJ5lVcANo36wkADucYYYx4U3U2XSHab5BTf27OsFhRaZ+fYzQcq4iEg3yam8LEaiskbxvgxk4ufyrBn79J9FRapiLeZ4Ao5ZpTKb43OTmhYZNVBBfVgQxXv1MAf1FouBpLCyG5f8hFA1AOsIKu8YawTj5iAmYRkbRKWCQSDlqa3o0ue2R6xn4wLCrVQsmrfGU33KO7JZrmfEGCIGVO0fEIc4URnHJCVhCkJuIJz7TFmmcfqoHY/K1WtDXRrr5sNkecd4oKDxXPST1rrxuCMJm5fFpF/ndohgZ4KRkhau9ANna2QIZGhkYhwXpLGI8f/0V4eDok8kBSeurFFxkhV7YytV2rEpuGliAyBi3mqZase1wuQfjI5ImTYck324n+ucuCM6lpjrrn9NlIOTH3nr7VGqd7bsKmMTcpQ2xVY5bp3HceoEcaarNV1sT/qc30ozU+qrnofiCt+LeNsJKJzcAtutpecYkrSkbKuO80hMtybZVzOobOcccTpP8ytzPOBWxeacX/vaV8PFF1/sRCLnnnNO+MIXP+9B4rHQbGy2MAazvccDj5N93k7dWtqXRuR6UFPRCmCJ+jAW161bH5584olw//33h9//7ndh6XZLwxsPeGM44cQTDd/BRNjq6aefCfff92C48cabwpNPPml1KmrNPiXVefvpbwtHHnl42G+/N6Rx0oiuJi5lVs3nOHTjAvLC9rm/xjk8bcxnaU6LM0ICUGkPw760xf1S/Ly0r6976WIdgR59un5tq52osQ+k6Sdd+WqX//rJ6vVv1n3ye/Fazf/iOIzAPn639lkej6iEfZ3N344Ppaw+TFuO5ZeOEA/qMdXs6pv2KubS+E6aI+omrl9EOHeTQ03FrbZuodZ/qylqx/SLeoFq3hjJfhw598wxmvxJrsFl/2q9dNWelQUqC1QWqCzwelmgAnuvl+Wr81YWmIIFamDPN77jr7TavcHE+25Ex3OAcMCPXA25AWTx24Hbmn6OAXu6h9yA1w7KHtUDsOeH+jHJX+2m12sF4F8CezkIt5cWGeyxmEzgLT/lN/xI5+dJPPAtqhriuXxfn86T+FotwUOMJZSWJ+xHPLRGsEd5VDbKLwGLFwYdurF3PUqwJwULC/js4gPcs9shts9gz4uRFtojLTyae7nV23LrgL2NYTiBPaBDDe0ZVrKyj/YH+jkIOookMvYSXyn3qxbA238UsDeFodbiV2h8h5SPCKhYbNYPkJbaBSyaZbfNNsFekxJNCgNbrEXeDQUZ8enYDPJS38iwqdG1rM3DT/vu7c6DUy1gKwq6qR77tXwvPadxT3NGUccri3ziq1/92/Dzn//cqtNzzjk3fOlLf+5TGey1x6dqRZwM3E32+Wup60TftaIsJ0+RCy3tRT9fufJVKfFeVnKUV5xMZYcdtndmYq4BqBdxD7399jvC5ZddFX5z971h7Zp1Yfny5WH1mpU63kg488zTwwknHB+OOOJwXxemI4lM2zZSe44KZE4EtbY8plRvBvgt0Nziy9M13tq1gWdgK7gnAHuND6jIEN7CNbAsy3TVfwycSwUo65Z/LxWWVt+ZhxZtOln92mv+dpul2r+yQGWBygKVBbayBSqwt5UNWh2ussC2tMC2Bns+vhVd0d03qlHSi9v8tCjkHnij+BYuPhnsWbWXbh5rAV/y2iDdII7q7lKOwrVFRnxKH7Py2RUJkMB5rYqLipkYhSi71sRz+I30E5UhPHFTytzqfeUmaQhhsBfdhRLvi2uVpHAA7Pm7enUCuoob36ymcSbElGU4x/DKbZxC//jPfMNc3jjnG/3Jbvi3tmIPpeGGzYoplTI6RrQXt+wuFMFeUiFqJY97aHThjnu2AitqcLbo9I3fa/y73cX9ZLbbluNt8mNHsGc1phUuE8D2mrqRfk6w/ZkH9oAfBLLPbVbCvYn6Qyt9ZXJbbv09pqvvzNz6R4VeBnvZ9Zhp9+tfv0Bg7yJnfT3n7LPDF7/450mtN3Wwt/VbcOscsQR7uU9z5Ayyh4flot3Z5UQluEUz3xMTc0gJNy65+NLw93//bcfl22mnncOpp5wannn2KWVffjocdtjB4ehjjgrHHXesH5JMh0t62xZR45Ngox3Vs7PkQoLH52BNizFd461dG2SwN9H3GqGf7xfaMRpXgQY42G45W91/KmCvlkijgHkzdd5q1Q7VfpUFKgtUFqgsMNYCFdirekRlgf9gFmgFjLR7g4kr7mhNsRdjbiW8I8VeBnwyVPLo4f4Vxd4IHi56G6iHBom4PzHDbrEVf4zqww1ZamccEqGeWRvwDbAH4Esuj158eb+6C249fkz8oAb2cHl0ERWDR4Hx7YKaAGAJ9uxFk5SEybM4gr10jnIxE8FVBp0RdpWxykr3n1zjZmBvsi62tcFeLLMSONQSpySnQoSGVu0loJpu8rG3wR7tnmBfKzf9UwF7k9mi2eft9uepnGPq34mEeaxib8uj2VZ+m/E0MyFABiCNcLdU6pVtzu9Z1Td1+227b05Xv2llrGy7Wo5/5EbFXlbr8fPCC78lsHexszefecaZ4QuKLefYiswZU1Ts5ZI0PtBo52HBtrBT2WcpS9kvgNnZHTqXc6OyV8f3OsKNN/w6/NsPfxzukWIPxeMRRxwZ3rDvPmGvvXdXXL5lYdflyxyfb6aOaSamCuxxcW9PfpbvSdrpj9M23zR5gDSpYq8WNqReo5k6b7Vj82rfygKVBSoLVBYo5nXFHmnzmVxlvsoClQVedwtw1znu0B27cGmlrDEZZnbFTcH0mRn0XgZ7ZkBAuCS4G1bAu+EM9vQeYK9DB8qgr3beJmAvv1UGpo6AL7rbNoI9xywzEknuJKkMXriqUGimAHyo9vibrHgl2Mvw0LF3HFAoli6DPQ5nMMmbjTOiVYwRQMYC1Fe9ESW+9m1rgz2rIGuB3ooJP4G9uMDPcRijvR1n+/UCe41rroY2mK4F01RaMjp9J2Q3gWtTvQ5RFTkj1T2eVsbGqWu0SYYk+ed4MeGmYsut/Z3p6jczdYHcCPY8vUWmH77zne+ESy+9VIkkhsLpp58ePve5zzvZy9YCe40wrYTDW7udJzoe5WgEdzkZSeNDjJyleFPKLD9HWXEf+u3vwy9/eUO48oqrw9PPPBOWLlH23LedGt7+9lPDsp13DEuWLArz58+rwF6aO6azbVs9VyuKvcZjVWCvVetW+1UWqCxQWaCywEyxQKXYmyktUZWjskA7FgDQjOMng+Kt3QWtwZ6oVWaF/n7KqFZTW1i5Vy/koHxcB0S7iN3Sod2VozJ06kDkhwQGNns+PioYiGKv/MwwD17mV/xeKRjJyTM4c3TZ5fMYXJuX9VL6wijqPdmEZxXEB/I+aRGbvwuTK0MH1ZFMPU5gU7NijhQ/sPZ9lH9k8+D8TvAx/jMSu7wm48XEJGO3rQ/2kstyLV5eOl8CwrHeJqnenN031cGZUNN7k7qW2vhj6zOZK25jx3CcvobA5VYaFjs2ft7OUNnW+47NuDyBKqSwUx67k8GO8RSRE4GkRqDSbv1bgVQl3KsUe625rbfbDltj/2ZgLx/3+9//53DZZZeHNWvWhNNOOy189rOfc7ZosjlPFnqrlbI1A3utfG9r74O7LS+yKM9RfD02wB4QjzLyHi9+Zz+yLhN3EMDZ398fVq1aF1568ZVw7bXXhVtuvjXcc989SrJxgGLrHReOO/6YsP/+bwg7L1vGjDkzYX26Vxj/6rSlxeM1mAtce63R7n1He0ef+t4V2IveEBNpFpt9usmxGeODv2qrLFBZoLJAZYGZb4EK7M38NqpKWFmg6Z03EKvZNmcKYI8gy41gzzAF9lOCngyCdOL1+kb/5g11sKeDaOkUukTPrJijcHVpnksL2Ns4BbBnFpZjRen3mDU3iucoO68RvU/WXdyOemZpsZZi7I1hRgkG+rtF8SiqYwSiVtLPMeiR4+vcCrlUY1jkz/C9LpSR/VMyCn4fm50vQbIC7DkTSMO2TcBeGR8ot8M4YC9aI8LJMe09wVLAYHCKYK+0QCtgz5B5pm4eJjEmZSYi5QKqVnK74m4JQVuFdLn67cDAViDdRH1xPJOXrpaTlef1bLbpAg1TsfN02GU8sMf7P/zhj8KVV14VVqxYEU4++eTwmc98VvHlNINPEew1Kj0nAnu5XabDbiXYy/H1soovZ0nO72fgN0fXL+LuPfbY4+HZZ5832NusgKyPPf54uPSySzzM99hjefiTP/lQOProI2a8K27M2936VoG9undA61ab2TH28gO7VuvjRMopiHAG4q1+t9qvskBlgcoClQVeHwtUYO/1sXt11soCbVugXDhtFhwbD+x1SL7W7oKWezhFZKuVKbtl8oaP5Tv9MrFCCOuUFbBfLyv2rNqbFboUk6hL1KtbCgi7dKWH/nmBuXGOwJtgWE7lkHVZeSGRSzBGsae0tWZhCbo5sDex+FDlyX8WId2oXiOiTCN6wkzMqHmzO0Nncpmt59qoL21ikg6OUwd8s338CLdq8ZJS+Tn/iMghD7DZq0MB+Tp1biKlZRtluNcI9gw+SttNB9hzqSh8E4iYWrnkfl7oNgN7fso/9jn/mCWik6W0p9jjvDXFYOpfTRV7GShz/lrMx7aHzTb/Ai7g7hUFvB2jNsx9pIC/WeVXQrEScpTgrHEst/qd1wLcpgO4bPOGyXPXNJxoptprIlfcn/70Z+Hqq68Ozz//vNRnJwjsfSb09HRbtTehtKeJPZu5u9auHWn/0kYANLbpUAKhzONVJoLJVcguuVm5l8vDdWDV6pXhtttuD3fddW94+PePhhNPOMXT6U9/+pPwxJOPGYL+7//5P4WTTjoh7Ljjjs6IO1Oz4lZgL6r6y21i/dofHtibbI5qvM7UwB4eEFK7VltlgcoClQUqC8x8C1Rgb+a3UVXCygK2QCPY2zDOM/jOKYA9FiwbnRE1JpawQM68RjBLIMqKpAyn7M46K6wfHQkDGwT29DlqN1yAuwF7ikvUlVyZoGd+8IubE8dxZo2YjZUtYqMI2ew6mxeBNRgS1XhZURZvNuP5LZAiM6/eGtXxh8hiqNhIgL1FHT0ui5mQaxFdlykHdY3ZfgUjE+BzKgNXOCbK2AwUZKGmOgMOxRbD4Igy+qoOHI/kHF3KvNujulB3W0jUr9F1shbDyVl+UwKLaQB7BrUYNUM3KpGsaKiZFI+JsNkuCiHvf14ApLauY73cMmNDdNeyIBdjdDJXXPpXbJOE92gTQ69URtp1TNIPlWKGgj2KzDgEso8BbqUbcQl/gceA6VSfMsZXI9gr3V0L845JbjLRd7YG2JtsMViWayb+3u4DjqnWYcbaCVEt8L0uJvXfiq2s+HqXhF/84prw1FNPheOPPz58+tOfDn19vcoMG+fNdjbsnOFZhmP5Pc87zLfJDTZDwOly4c7nyz8pJ6CizI67xfjSmF27bm24++57wlVX/SJccfnVYeedd/WV6nGp9hYsmi8X3H1ls0+GQw45SJCva+bG2GOuTdf0VtuU5ncXaEfm58tNm19otUCvcT8njEr3MPlQtbuN1NcbQZ9t0GZ1pqv+zaDkZMkzmvvX1yu4Rdl5iOknmZudLbraKgtUFqgsUFlg5lugAnszv42qElYWsAVKsEeSiNFx7rq7pwj2yIpai60kKAR/MpAz8Iq3jQYuKUvu0IbRMKyYRLO0I6otwF6XFm+dAnuduHNpv+jiCxjbJLC30TBtNq648mPNqKsEe3klESFbPP8sQbHaSlNvbxakcjn1NgsWjj+i4w+qPEPKZsh5tuvoC71avHF+9oFr5Wywm7Qvir85uAzzU58pwlJcAetlFQdZSwF7ApTx+FUyfT0AACAASURBVFIoDm9QfaUI1N8dXVIlStmySHXhWTbW8fcKVRblzyqumAwkxRKcBrC3QXUesmAvKmOwZ0xqQlKRGAfRIf9i07rcuDFvEKnLUM1lTyv8/LNx8SAB5haLn1bAXgxXmP4Zttbj7DWe33abwWBvSPUA7rUK9mDbneorc7CuAWv9lae6Euo1c2ls5TscayqKqHKemcr3Z9J0PW0L7drEOZNqH8f2lmCPWHKb5IZ7ZbjuuuvCo48+Go499liDvblz+6xEmwrYK91aM9QbHUVLHfshcIB+O91gj/OXUI8YepSlo6OjNj5K+EcZN+nh0NDQoNSML4Tbb78z3KDMuB1zuv2Qq3/9+rB8t13DgQceEE486a0CfjvZ0LOlVJ+Rij1K9/9zsIeqeoPatHRHzdep2b6/iA8Zy+0PFeyVrHLM9bwRynJNHpUfh77Q3d09wya2qjiVBSoLVBaoLNDMAhXYq/pFZYH/IBbY1mBvsyhYVnZkGMYNsbPNcpOXVXtAKi9+gGB6V4tEu0pqnw4HIp/t7Ir5GCP63qj2HRF069L3uqzISmDPirmU6CKuwGJrJLBHnWej9PCCMH2cwB5qvQwOM9gblIJwVMq9HTrmhr6OrrAp7WPVHXo06pKgSofAXZfKAZibw8EBc6jucN0CShJET4u/EZ17SJ+vHUKhuFGQUjBQi98++eLuqF26E6ACGGa4l7sUiwYrU4CEuZ46R6MgpoRhzdQ/7QIKshWvJ0MwYA84Kns6qYlhZgKaFCIpIPkJ1BuZoxv5rKZMYG8iV1xyh+CKPWZB1AA5GutDm5VgjzI2g1fZZhnszcTw3VS9P0H2EoQ2m1I8ggzAN4ceSUDJwpxVS43qumyP0lXQi88EAbPaqJliL3+H/acSG6mcZ8q+0LROabzOVMVau+NmqpeCmVp/T6lpfOZhuVHzz8jIhnDNNdeEX/3qV+Ghhx4KxxxzjMEe2V17eqTOmYJiL/ebfG0AoA0PD9uk9MPe3t6aSi5DwOm2G2q9mByjw2XK4JryEIsvJ9TYqGsID0V6e/t83RnRQ52BAc3/A8NhcGAwLFo09/9r7z2jLMuuOs+T4SMzy5csEkgCSRgJK9CIohuQkGhAMPhFY3roxkgIGlTwpXvNzJoPMwvWrJk1a5oephkYjNRrzVogvJCpUjlZZJDDy2EkEEYGlaoyw2fM/v333vee9+JFxrs3MyOiSudmvYqI9645Z599zrv7d7cpN950PU9MkLC+N5eXV+yczOrTt33Kgz0b3x1Vv/LNv5NdyTuwVz3I0j68HkYee/vqL0HmlZdeepPX7+U9mBTfwd7a2trpU+rWoiaBJoEmgSaBAxJoYK8pRZPAQ0QCB8FeT1Tq+8+1fa/wN2iT11Z47HkUqjz2CJ8FynVgT5547vXlXnpUi5VrnwAShtKChaiqyqo1AG+3LaNGm3ZTvWXQ7aydeI1j8xxTYC9vpBUCYpv6bJ4Q3JTqOvafKuPibib3P4dEwMMNC8PFixCw94iF9bJmobj71hYq/s4Ge4QOm4chN/eASYE9C0gF7HE9KiUavNuy3y9aOz6xsWVgb1fVdxct9OrcynJ5nH22bg3iHyHAVJGrZY/RAKDqPfas78cA9jasTZ8wozNhEn0j9yKFTYCZ/BRYSrBnAhLYWzoI9tzI6S392jD4lAd7JpYHDADgPXtU6GvCOsDeuukyVaSvNdgb6nE3DfIuB5mzP8cVUjloPYudB6+DYy7C/DitHntaRPtO8bUAvNoyUHXPPXebJ9rryp/+6Z92YO/66wF75p0zEOx1a3V45HGNjY0Ne13UxQl9PXfufOclV3+XjRT53IfRFj3MsfWccarz7dX6UT9cwGMPwS3Zw6GdHftesbV/2X7n+F17uMNwL5o39yLfdTxAsf0Be3jtncbtUx3s4cU/DfZyzi5Gxdc6Dy5jqDiBOhHtHAN7bOvNjAl6VCjuUWBvei440XawB5RvW5NAk0CTQJPA6ZdAA3unf4xaC5sEJAFMjbQf5b1mXj+qDxEhqQo3tdf6iKq4Ho5JvA5hqNAzBRfpfLvy2HO4d8ZgGlCOm2HAkIM9B3Dy2kvgVoXAbtpZtgy6bRl0O2tudusAjQrsZYiqOpmssnpqrLBYO2YPeBiegXjx6Ua889qzHHu2F9fYsZv4mxdWyqp9uG/tpQpv9iNDZgmDJByXQh8OuPA4DG89g3eXdKyd3MJtN22/B+3zf97YLA8aNNyyti1aaMp5A3tPtLadBezZe4Qby4uxgqpAPS/00XvsLdg+B+zmCgwIWk5tnmz+YKjQrKmBHe9gzz0U3EvMwR7eeoJ702DPTk+OvZ3K/U7ehhwfIbt4Z+Lt43TV+mSfq5Iw4bjZEFhr1xfHgQc89tAn6YebIu6x56HSaZxw3IKNQYZre4YkN7YElfnnanpgS45xFJuYaYQdCmgcKndb/A40vt8EsCUN9bbRZlVkjp1TH/InMPRsBfa60OMYd8kkQrrxllU7mXsSexSNCc89n6gxX7VbzNXweMV7lk1tiXHsu1H1KXag+/V4RW3riW6nF6/zfNMru8ZqfZ28QC2vrhHejuxfImP3dpxjm7VTvDfrsoI1IQvfLa5DP12TtelnnGdar3QO7eR7zwK4KbNap46CfXneWfPdG+XzbGKblukcIpsF9rYtxO6eu++Wx94f//Efl//mWc8qL7KquAJ79tDCXZVSINVFUhbVW97Evp1aC20N3dzc7MDeklUbOnv2nABf6mQv+OhUnqLu88QA5ThoEA7odL0GZfMQoTzxBN7cSy8318FIVcDZYm6l7LU+2UIF1Lvw4MVyvXkzkkuPbXvLvmcM8K2uA/uApTsBLSfB3qR/VOhaNaTqxeXG9LDP5pos0dOpS8yaJ53o63HtJsY8Sub75Bp3ZPPqftU7+0TrG159xrupld3bsYRNqWCvWnGmPTz27Lt72jPec81ytKem0P1Lf/WHPNirxXyp+n7p5ke1Ah4Ae0rUa/cqdpK1Foo7/yRoezYJNAk0CZygBBrYO0Hht0s3CQyRwHYHjMzIN6KwhIed2RFUe+OlIhL2Wg+vsTRADzMw00NB3hMCJeaNYGFKHoZk3grkITJ4laBhz5Lbca+HIUrILTn1+BBPOuVoA1hxo6xqtXj2ORRSYQYMLGsXOdkEgxTOG3argATnCojBNXTDrftteeYJItj/8CAEculz2mFFLNIOBDhQ3GLPDK41uz55/txjzQ0CwaG0IcMw7ApJsB8ed4A5Cy1eMG8/PAXP2Dk27ZgHrH8fsRCsT5oBt2EdWFhdK9etrJbPsvOes8/VP8E9+upeezRdRToM9XhuO9WkKEtGQ6ft9csZQsgWqJk2R4YOzcZabhiR8w3YlEYSY+U59jwEyYHcpNUkOYV8OYvAnskeGe6YTDYsrO7CxgUUwOS+rPCcJXlmupdfhhoneFuMBtfIBiPBjWlooIdr73cFSvAO3TH52xXRlTNLCh02c7zcv2BhcAYq8bBcsffXTPHJjyi4XIUCay742b2PU4ZxrfOSVKVzGjML0TNqHYDRD6Y4jOtNFFgJ71Te2bH2f9Riy4HKeGIqvBuvVNMf2ofM0VnmhqotmzyXTX7rNlEVtId3rO0neBqFZhLQ8xNdElC317KNlyBxAgjGKtumuUROS+aHe4/S3mW8ikLxGAehEX3uc6EHqT7feO0vWTttfZHOmEAdPngb6S9h3hsm4A07wYad65wJ+hE2T1y/0CvXTGlXyF/9k+HsbwGWtiwclP4s4TUbhWo0Lyq7XgOQ56lSbfrA5LzO0G7/OwPu/GEDoej2n/2IZyB6KCEdZe2M/VPmzJuz1tjlbHeAUqBAAkKlG2Bt4MFCBb8EVSVX9948rDiDusNaJVhvDwlYC6tzac0yuaJmCRu66wSk7OQyxy/kNEX4rEjePteVV7/6jnL3XfeUd737XVY841+Un/jxF5tX3VpZMQCmStcas24k1VaBG/oZg9RBTuRZ5WhNWfAgwK/u8vBK6bG2a1K5oNXnpDMRc68pEWOXSxkiY43VGPKQyfaRSPwi/XeKZOzjDqBjXmSV9lpk3Vcqx1YfUCFep5SCWB9s/dN3niaIj59kEXMXvbGvIq+yXp3I06m6vNL5q3YCsxIedo3o8NRa1c2DiQZ7P7tt+oujHq5OutWk0HrbZ2DI8+TciMjiHprOoV+5i4ahypfQNSWeBcVA92eMMdPE1MH9fNXftqb4BPCUGz5H7bvZPlu+ZGs04xCHaewRTT7orNrt+/hDowT9rtr54Am95IDqYUzkdJ1++DN9L3UUvB8gvive9QCYq8dfv/OvXmCroZjWI6mtR2Awh/jOaluTQJNAk0CTwOmXQAN7p3+MWgubBCSBiztYKe6RsxgVaIn8SbAH1KM67Nnw9hkM9uymb2drs+xawnNuElcM3CxTDc1ugAEBCjXFaBXYs8Tj3AhbkxwkOCxIY5CCF0Ah7su5sXYWAvzwXWRk6eY67ufj87w5daM4jKQItzVeZ9DO2sFT5IAby2ZN5T0nN/q7FidLe4xHmgeFJ2pPg3yWN00ffiNfPoXS8lo0MLNolj992LLzPmgW2kcttOyTJoMNDEqTy3l7Pck+O2v9wJEN+R8Ae9ZLeQcK7gXYM3AyDfYup+IyIqPP7HdYsu88h/fE4R6bG1iTlYcxjjpLsz9QFp975TFGGFYcvF+2Te4XDew9eOFBgb1FA3tU0ETG3PknmHBPNYBQ77nXmUthhZ0RdILweoESB3ume3Ye8jAyxjKkA+wt2zh8HLC3YF43QD0bm3V7j3yNHkbtHUjDMu38abA3DfFmQb4zKA7GjEygkB/FYTh/ADYv6evvUaTkI6aDG+xPtU3rzypenIJVLvMdA5WaH/b7oukOMHTNKDyeey5fN1xrg1tQTy8HCITvrpgxS5+WoAdsnNPO4yAJo9bhm1egdrwF3OaaGoOw6aQf6DlzI8iG5pNOYu9ZwxasQQJ7ds0O7Nn5tm2XDXtdMBlcsOtv2Fiet0Y9yq7jFaatf/AOV5vkNgFwe7AH1BPYsz0xGllNHLKHXubi0NEBl5PklVuAvYRyyQ+6n914hbcjOslcjLWDtVNOKYwRY8mcMR28zgZiVdDB1w/WPcCee83ixGvA2V4djEOGyD7kWctUxxPaH+PBnMJrjFeGBmYeToHXABCMD5vGJSpq6++rAPY4D+141avuKK+5867yrne9q9xmYO/2F99uYM+q4pqXsnQ/FikP4UP8AUYEVGJuSGf80xrs5RAJvsTL+9O/OjIT0KsDX90DAZ8jWr/FqW3tt52AZXj91WBPjC3Pn5zM3tNSw98o5YBtO/SC6+thCGC41uv4XhOLsn0BhyyF4lAxPbkcD5sS7HUyqXRYD3xCqbtciBPCi5PlObMb+Xd1rRikGI9u6jmgjO9drTXVA4S8lL6beNUQbvrcR8iP63Bu14b+FSXQ/YNsf64N7Ohl5V1Rogqrgz37QKTU10ceXPJokTFZVoGwuLfgtgPZc80klNWlcsoQMp33Ax18TwBf9033WNHQKbV5qIG9uluemGPYpnsNcgoPO6zt3STQJNAk0CRwQhJoYO+EBN8u2yQwVAKAvTQS8Qw6Z+FN8qjiRt1ubMnztW3G5/kwEAeBvQAyOwZv9ghdAiRY+MWygQ4MWLztqCqXN8SqKIiHBoYNMEgeJjxP95tH98hzrzpuzDt7JIwj7hfTENP9fBqAGTYnzw43lFSEA0+NDuy5hxjG3QGwR1iwnYyIKd2Tzg323PxSWGh4i1E1l/ZTEXfT2vWxzS3z2LN8gQBLkwvFMx5v7SKtNO0HqnrYcn/77N5x8bJ+qAIvlskAo+lKwF5vYDlkSh8jgb16YCplpPIjw+DjZx/YCzi1ad6cFzbNY4/wYgMTgD2gkaoch/dDX+m4YjDi0WGFAVtMjwh7xiNjH4hmr6ycvG2h1HhM4olm+COKfZjH3uKuAVVg36LAHmHW1OlLj720E2uPERkj0isfj1lgb9Kew2K0EGyFTTvIkJSQRQxZ9iP/hht8zCx6SgTg8WlZtqxtBu4AOC466S31ZTgbkYDYqiv2no+B63cH9vjd3suXwJ692Fdgzz7HkYX2IUJ4UYI9hXQCwW1f8oCxLTM+Cfaiswn2Oq8j2sn4xXjj4aSCNvQZS13CNW8vdNx+BewRmg7YI8T+rO3ySIE9a5/t54AvVDyHnXnsNXB0Ojz2duzFNTQnMB7Dq1TGsyZ/gOU8WSpzDloFKJJHdHoQMsTzrB4/HkQIPnN6u3ACVNZOwDKeldczhqxt6GaAPcI5E+yx9nVgL/TL1zmf1Klv7E9VWKqr8pP3CUVdW1svq/bQRGsNcgovNo7NHJ08JEnYSi63hONXCvYSMDJ/AXt33nFXefe731m+/LZ/aWAPj72ztu7b2h7ejOpPzAPNin5py1GIPrs+JtTKnzXYE/9Ed1NUOVg5rqFqwemd47IPi79ctuWvZYWNHFbXD3Ryye3OrXEIh00UQBR9/k1pHWz3JUENYLX9RHc0V1K5Y2pIRgH16ksgLoFal+LMrTpZrjeSo2Tj66q2mhbmqWZ9h0TbUrR5zQR7vJ9gr3bY1oMY+sC186Aaos8hOn1PS6H9HN0akANai6Eee3ZMRUlv6Hqx5LwmEL4jXAN4oMPDF99Qj9SVXDZ4Pzi8/4z5nuAcWKx5J5309d6bl96y/uCm9+HLYZgU+mn32KuHTd7xs3TmMmPrBaxCH+fQgbZLk0CTQJNAk8DJSqCBvZOVf7t6k8DcEtgwOoDBjpGJZ9A5S9adYI9cX/J4wjCl2ERYOl2o1Iyr1KAjb1AxQJVsHCPU4BWGqGwrC8PFwyRviKn+J3OTED27ceZ+XCG3ePZFyKtsEW6eq1AzeVH529r4ETZM59WX8NCNNDd3lNdLoYe9x94iMMGM3rSpZchhaOOxFwBlCNjrsKRCKs24jbhBl63lUrO8SgCNLXiDAaA1M45vhU/RB/scjx/6Li+NAF3pqechsN7vhSQ6c478GLCHzGhP2qD9TzdVOrCXbUBu9MP6RsXMXUgU+xF+ZnIGQWxbEvmtnW2NCWFpK0ZPgSTpQHbgGnFuxqMbB4EWD3QjzFnhuB3Yw9PMAEqEdoPGgKt47D0A2DMq4zkCDerxvp0/Qz87bpjGKLqT3h+VnHNezBK92kg8XYxd7hM+a278VUYqf2PI3m+NwMNH4bI2H6j6jDdhOo/QDOkl8kxW1Rnv6fHDT7t+wg07Rwer7Hf6uaJQ3H7uaF4ADNOwTXDGPECGGj+HdtOboFKMi+ZhQHgHb248e6h9gr2E1wa5bf+LNs95URRn3Xa7xRqGh6vCowmT5NocnnqF6MLSFwDgQQE6hjckEAuQS4i9pg7QBm9ZD4VnjeOEtVEqo17gvpcfb9VAIxhD92YaqNKZaEsH9kwehMayxl1v0gbM4q2iMPjwuEuwBxQD7uWaiSxlAFdyRpdYS6kKe8G8XPmdz1ftYQlFJM4aQFM4dDU0OR4eJu1QR7lMCQ+P7aqCvVe+utxhYO+d73ynPPZ+8nY89gzsrS2XPQNhrkH+oEJrBg8ogLc14NP4AkMYiwixDT3XeDA++sw7kOBtAu5J5/KfQ+4uTJKDpCOcjP/ZWmRtSECYcqmepXQMjPcEvkVvarp0YDoceONBu+BFux4ASdXEAdb2OyHaCYY7eBl6dyBaEdlkw6L/B+ahTRIHbOk96z/T2zXTGgjOS6FjYZg+UeqRZNljxJwDkl+8z/X04KDSvQ7sMf+4jAbraDnVe7DGAd80tnG4gzMuNnWubCQ7ApH9BsLHmDYwMXKxsxPiEZlgj7PzvZoi1ddtdE6HxN8SfZyStcK+0kMG4cXfeYb2+E6pD/BmNqVl7qHv9fZQ9tgbCvYmoOch+jtMQ9reTQJNAk0CTQLXWgIN7F1rCbfzNwlcJQngLYNn3K55umBsrKqAhBu8CsM1o3TbXjeaJ98YsMe9G155GLLpXQLY4f0EezLyMDgxbhVE5JYE++jG3m6Id8nFh9cV79rNs+BQVIdNL6bKDqnAXoZ6hQdYGHgyQgT2uOHuw1IBewDGOvzJH/wb2Au7YAzYw3gm75dyH0XfMCoubBnIsDd2MBLwFjQr4jprHDYjZileBXhY8UrD1A1h4F+EHmN0DPQeGQv2kH9npIUOTnjs1SBCjMX7sElieIN4XHcR7yQ8hqy/AAxVhKRoBsCBkEIBLL/rT+M/xzZNogNgzzSDsCjO4+4d5oUD7EF/THfsPzdu0S9y7NmLMFyKsCiHHQY2Oug2ocOjhAdxUXXN2prJ8XMKHuVhQRXlCe8YOzDBXu/X0U9ooMVFuybzD1jpAMA85TAwQyYJvmVkoztp1EpXY+6gN4DF5GgRVuuC9b7Ky4/zVp5N6eDCbogzrymgwZumnK6Lk1Z67bmiS4TXGHsJ7Mk4Zm5XYA+R2vt4Mm0I7FmePLvQqu12ox2PNyVQb5m5LrkF2LFj5HnY9c0NebUBuKeXee8B9vCkEbgBrNncNoAOWEYAYjtVNzrDPt6fZXt274WxL2OV3yuwp9ykAfVYQ6+zuU8ORxV5YL3hYUVUVpWc0XvAnv2uNgH2kBZyjjmVYI/KsIA9HsbwGdUlAXvr5u2q8Y65U6cLqMGe5lhV8OFqg71Xv/rO8o53vFM59m6//SfLddedLUtWEGLL9Ib5Lh8pxoV+B2RnDnbee/LUdrB3CY/L9LSOeTgL7EktO16S+NA9vjU1mCOd12wALYFwB3vSzGqadnqQY+xfSZpbPAwC7J0Z+DDlE6axF+3FdxwjTegn647mN2ve1DIRz4A0XXPTXEoP9Fo5q9937DtkNxYE9EjSCJAKjPNiPA6ZfS23f7MYZSz01dKiZnA+fRQUT97BobczwR77Mkc4eHLJmOzYRE9d2J5HlyEKTzhf2v3Bzyywx2FaYuxA1oMYY3nY5gCHoAF7DuHzW60He7rNiHYrHDr0IJ+MSG146HEI2MuO6jtcEN913teyHqpLJFMPSY76PpkW07X8u35oNesBVgN711L67dxNAk0CTQKnQwIN7J2OcWitaBI4UgLk8+ImdtdugmFDGBmHgb0jTza1g0MA8hdFOKpdQ5Vn8ajihloee+ZNxV/yJCFQMopCeLN0Hy2wpxA0B0PccXMeGcN2TIKHtOuiSzIOM+dXeqvkjbTOzefhyaJ8c9bWzFXlXg2+pc20Yr859Imn8/F7djtvyCfC4GQGeW41ZRBMqMGx1rlNoxqE5e7hPWEnhzcsQzqwSwQuQCKTHicJ9jqgye4DjcwxYO9y4z8N+3Jf8uhtEmpsIbc7FhJLERWqWa6Y1+YSCfWVey6MTXkzONTrQlb5zE3PgHwxJukZFta2oJ6MbW+JzoBXhv100zaMPAEE52ybeEDZ+wJ99p5CcHV0D4+kbmFAyvPM9PUwsFcbZBOeVhzYQQdv/4T30JRg6ZL5YrndGgamgCNGLe8d4igkL6bQV42vDGOS/EenwqD1PG4eSbhEniyaF2GSHv4dbbQfOBumTLJS9SWjAD206y312mOv99bLeRQwQBMvj/E+ou4Kx8VbTx7CuwY8ioX/27hQYRpj2KzrNK4zTJ/cdapOLbDAOAJHTHsqsIfnnsAeSBewR7h/gD3WOfoLAK632s6WPFPusVPKWMsWomWM+L0CewADPJ13bI1j7Tpn115jrUr9A3pXxTPSi1XrIvOexYGCO3YF1iR5GetBhIFP89i7ePGCfuczheGa1x7erjXYyz4lCJLeaex7WKj3AhRNqeFl/6yLZyRgpC2vNI+9V1s47tvf/o5y221fIbB3ww3ny9K5lXLBYjeVeoG8qrYm0DfAFoU1qCSulZy2yIMagI7sbbwCENfea+mxV6/rDqf7Bzm+/ocHI+eQJ7bnbJxYr+KLRvMg5um0RyDv815W8UYnhnpJ/7M9SLjAg4QO7Hn/5cFHu1KfKn0UOImR6HRNdHvGi7fs/S3L/bdri1bKwr9M/CycowN78oJ1eUyEy/bTM76DExV7Q7LIyeKeC4uvtMxJWUPyhHnpAa3pcUhitckr+HXk2Yo6cPKYlCqiZe3Td9/UmprrIu3bU6LemJ/ATJ2CieydE4w0gXu7VarJXj3YI/8oe3I/pAcqMTbdTYm+tOyV/dE4+TrjMvK/dW4iIgLiL5uer9r3X709tMHewe+2ic5N/SEdpkAb70+tu5c7rn3WJNAk0CTQJHByEmhg7+Rk367cJDBIAhNGrd2sLuom2m98pz32Bp1YN7bc/AZYCU8Sh3peSROwJ0NPd3tulE+DPc6hyrAYyeSkwnLhxh6PPUCQvOCwAN2w1/1iGMEJNzI8uANv8oJxsCePBh3uHnEYkYTsZbgSZ0zDigBi2VRzgj23F91koY2e76vydAJoGNUAbFyK/E7KLRdVSfEo6IofyCYJIBMee7QlX0OTWI8Be2Puw7fNOAPsbW31YA+PyBUDLIRlO+h10OAGJwLG+HerjB4rPDsMX3+nsglk4DrUg7C4CvgeMs0E93o7WKcPRZbRmEAoZKmjww52DzAHiwm39gT2PB9jbtn+w8CekzPfu4Ys+psLxFbnUTxDkZUurKvbIXomwbhdFIcHm3B7n/krr7D02HN9d5ekhDsB9sy1TJ8BLuynqkBrXvj78mIM2au6MXDJAE03ZmFdOzh1qKLCHDGmboj7mHV970CpeWwKxjhMpEL3tsJXrWCIdWIdyM8cV9Vf76+8uKwdO3YtoBnjh3cS+i8AGNUrztikImwaA92hBQ8s8PS1E0URHk7I+pf6obFHPv2QuOBT1qk3Mth9P4lV4MBlXOfYoz/AR15r9uGqQEqfJ5G8m533FXK0fnJez4Fo8HQb1OBgT0VnbMsce5lfj3FYodI4wNL6VYO9Th/r/sScctUJ2BMApFPEOX5xsOcedQn2aMMrX/Eq5dn7w7e/vdz25V9RXmxg76YbryvL51fLgx3YIzS+B3urxvMp2AAAIABJREFUBvlngT30dxLs9XMO/dTnsW7n2HVrbuih1mrpt419gL1q6vraTP95sBWFmTiX55kMWMO44u0KjJWnJR6rnttyyHa/JdSjIA46YFlmpeP8BB51+SdjXHLI1L5qHei8+upFLb6/NKbMI4vt3QmwlwtEwltdR/PRv2/9+yPW2LxoiNnBlMugbk/6tznY83y8OY/qZw753aT0rwnXZsgs145pWfpawteBr+PaaHukxMi3qiU0om5tDWGNyr6lfH3F9DWSf8x91j37m3sdSwgRXt2APM8JqnHSGuh9iIP9Z34pRMMF9mKs9DAO+fHwAbBH1ILpDnq+tsRji377VAJ7GkIbT62b02B2yGRq+zYJNAk0CTQJHJsEGtg7NlG3CzUJXJkECBmrIUEN9jD0MbQzx97QK8kYwCDqDvRn2n5/7AYv1SH9Lq8He1nTz2/AHTYI7EWePvbH4MfbC7CXCZeUv042QF9NMj3yMBI62CDo0Ht20Lw0EB3uebhmheDUA5DklYC9NN6yYiGdy6ISMlhkKPSAxEOKHLgk/HRjpYcDaVscF9jrTetJbcixqt/lPaDsFhBm20JxDcziuaDwOzOyybWoSpSMZVhpiqAyeIY3U4Z7CiwJ+jngk7qEkeaGVoTFAfbUAN9DRmcotxv8PcSRToZihi3WN12GsoNfDhoC9mYZaWns1QZsQrz0Kk0dzHatKBwcufQgEpDBXwlB1dfog/oXkMzTSjnYcxDuuuUeKz0okMdegL3UM2AUIaQ+HwB7FBsx+IA3oMCezVvzPPL5GqCMZlRQLwWZn0+AvQ5CMJbkQnTdds89h4rMdWAH3kzAFozqzLkoRzaBPdYlM5jtyB3mjP2TNwyVZQMkUJhAhTT4W2rhcE8VWWPiKFy7UtoEe7We1yCI91Wl2qeqa5ld57DiGXooYY1WtWXkGHNXfEMD5RfPNnHezKu5aGBPRXIqsCfYEePjXfL1KlXBPbz8pN2DjJwrVT99/9jvGoC9t73tbeXLA+zdcvMNZSXAnocE92BPFZ9tzBi7CY892w+AC/7Tepxh3TEwNdjLbtFfzXEbdH+YEzKmrwJ7fGf4HHDo4nqnAhb2ohp3fKw8kzmPHOJ5oRevoG7A1UTeVZKekuthfz5og74p1YvQekJw7eX6af+CiqltjCMe7qGzuUaFQ7LrDXMy1io9IAiYubti+qm1oPJ8ltdqAuh4UKKWZHvsvdBF3vSVpgd7qV/dgyrkZheh3TXYq+dSepQn2NNcOQzs1XSOa4eHoboFCIpJyDzhHAk4qyH2OcAYsSbs70h2ymHIHAHuhTth9m0a7JHnU+se9wqsG4J6kaKBcaufAHCS/JqJAT8M7JFqgocV3OusUn29gT0pGLdubWsSaBJoEmgSOP0SaGDv9I9Ra2GTgCSAIZ+wBEPBonh0w5pQCUObfaiK291cy2hKK2BSkOnJ071bgYkJ4yAMXsJ0ZXDHa9GsBPcqSOPCDSzlmSNPTRgcyrmDxwEQjxxt2Y84T3rpKeE/7cUQwVMnPl/oHr97S7M/MtY7IxKY1D9W7ioMcr7O8Ojl0BnScTznlVcgBlYYbTKkkhQk5JDMHTrQUG+vU4P0KJDhH7YELXKjKYgIx0Qo5bxqPdZjb0FZ6KurBEgIO7ODBf1YE4rtclBeMcZK3fViGfLSZAzjlHgxXTLDf9fgXgIsQGB6mQjoSg59IxizffPQIES0r8ybVlfvsXeJ62D8h9jM/pWxlmGobvAFAEyLMcCe5G3H4WWKl+cs77wDuh/97OFbP2+82nPIRXOp11NEsWYhiOQdw7tMBjYwCXgmYx2o4PDZG+zH7vB3qGtGV3aVGhm2EBk/OUzGq7mq6G/rIGH5QPztAOi8D9hL7yKzTuVJtiti5nOW8cit9pDtPDCZc4T3V2uG5pqAFNayj1N6uAC1AJIcg1Fd5/jjOl6dF7BnxjKh/BjxSMWasWxGM9WNBcNybJkrPpV89jD2Mf7ppVjnBau99boKwxzfnQPvJLwWXe4ebuhejeKFJscsnqE8e+Gxt2g7AhgMZUueDvZC4fihhcELBXifzGvRYvRZj7OoRr3+dkKPXzJfH15pepiSCsBplXdycs7wd8Kg6QcY0+ee9TceewJjeIWavtA2QD0ee4TjvvWtb+3A3iNuvbGsnV83qOVFkHCr8hx7Xjhj2XSIUeuyCQSQJqcqofwO9ibhXoK9LD7StRECbO6dAs1J8ukr+dAE/tzDEz3z3K2XrFrxQlm3F/lVPZw7HrhovvlxCfa80JIBV/SNvAkDtg078Q7nt2MI+/eqza4DrEMJzfhOTEC7YF8A3iaUK+Zw6i8qFLLytYG103QycgpwSI5tqFf87e/mCunfJ70W9Ougr8p+ZpdFhuGy95LKhfMQzT32HJLnSu7npH+afz71ujWoFpuvanGtuK/o7i8I21SFHN8SgOdaxnu9I52vgwn29ECC9Uv6ZXI0oeZ3az5YUZ9MZ/DY2wo4qjUAD04dTzoAn99V1G110WphiPaxDNOmrD6+Yw+peKiF3qwtWuX7hxnYywdX804F8t0y3EM9Xuc9f9uvSaBJoEmgSeDqSqCBvasrz3a2JoFrJoGLZqwLSHDzajdbyv6Coc8rDE2MzXWM2LibTmg2q1EH4IYgVXijxQHuLUGYoBt4CQkEA+yimZRbuye74F4wAJ0bGmEpcBMeIW3pkaewKfYX8HDDhA3jTP/EE9K7yxt1sJonxnzvDcM+adTMG4qr84ahIviUMDRDq7xx2jq46hfy9oflJRAh2fvOmDkyqTB60hCyvvUm1ayRmXzvWoK9bIezzDQfvf8yqMJyFAzBqEUe2WfgHyGWGe4Z0ORQjz2uAGAA7Jl1nGGX7gbmOMcNUoCevexaboTulzX7nIqUamIYY1InjRsHceIwUDVG/Fm7bfRjl2M4LXnNmRCIzNcYr9SlLg9kGM95/KqZkRijNdiTJ51mk81T5ZeMRldgT0UCuGRlb3ZAL0/uYnHZ47FHfwPsbdk1tqgiDCDgOni88ALOWYEdigbsQpsuA/akowJdvq5oHlX67zKMz2IuuEo4QHDPRK+IK/YXQ8R5AXvbBvbQkW0go+0vGGg7EeaG3AQUaEOAE82XHIOAIhpF1pZeTTqZpJi8zVIef3AQH+zhJMxJBX3950yPPWBrgD08hAF7qwKlntNxFtgDUm4B9gxurxjYQ+4Ksw2v1jr0NNvJe4TDqrK55dlLsFcXzJgYD8ZFQMaFUkPLPOdRP48Ce29+81sM7N2mUNxHPfLmsn7OCnsoX6hfU3CcceGfoEk/T9gFXcA7jmraPMBxr8V8AOTjIqjF90e17bMOrvAdIoVyGcfmueDsQZV1WADbHh4Ah9dN+a8DLRoUXdQ18tyx3uLtx3cK12Q8rV3ih+lGepSw4vNdG0N6Tb+Vdy7maLbVc72hWzEP7IJL5hWnB11cP+Z2gmkBZAF/z0HrleMNVFq7gFHd92HKmWt2/1zGWp2tHdJfdCJlJdH5N2c3L+N3BCGwFzhQD960pvbfkZxG4JZz+3Lh8ycnUT1mukLqRf+T9wCbgL08FrDHnM1l1Yc4PAvj4QEB+njsKTTfKOcKPy8D9tAZh/BSTG8J3pLx3YNOdGkisguMHfM/UkaoO2qb3+vUYG/b1lPNTwN76w3sdWtqPG+Yc/a03ZoEmgSaBJoETkoCDeydlOTbdZsEBkpgHrCHAbE2A+xNe+0l1Ou8mdwSisf1SRMc8HhBjSofl5LY2E2xWQf+ZN07opt4WUF9x/io9wLDqnALPI3fhcrgyvNwNDeSMmQCFnRWjO7ne+hSizDD3HSvr5C/2HdOjz1dL07oOaN64wdjvw74TUiXHgruxZPeTD2gVGJvxKqXC+oSkGeAA8kVgb0UUHQuzbL0puwNQjcka69HH1R/AU46aONDKGN9F88eiwl32BneUJyH/mJ4q8M9KBU0peKm7UChBEEtQJTAZ8AbO2rPzrdnx+OZBthbN11b5WwwBV4y/APsMW4COu7FqnZqvzR9ay3x32svvolPK4DbmbDBMdKjMwtA+IlKWTV6JNgRZAuPHEAEOkj/8U7Dm0RQAMAB4AIchNGbeneYSqQMszCIIL69AHubVuREYM/OrVC0CuwhkF0rD52589IbTMMagDFlkZ6v0nEpR3r9BN4JiJLzIz138IoSFrA+1mBPxQtM/MAvPK2AZoQcCijYjnjC4X3Vgz33hBLArNcPzUHnvvnKj/Uzh5hjA+rFEwKfa2TTZ42JOchPLVGhzKlDdfEMKqjiQYRHoRdMQAlRTtcUQkUZA7z1NoGWBvZWDeyt2JuAvSygAciafngib82dnQB7q55rzyCCcpJG2G56vclLNr09Q0nHFs9AJxOupcfeK17xSvPae3V585vfXJ71rNvK7T/5UwJ758+fnVifEuRoNh8ypQhh3Nq0MjIB9nqP60mwV38PXcLDFbCX66NPJx83+wWAg2fWps0lXhRvOmujd+OZZfM49FyGCfbyu0M6mA+L+O4y/WT4gWdDNvIR6l+uJ1W/9Z3GC7VQUQfPj7ls5dIJ19UDrtSv0Pn0CAX4k8MNuAfYu84atxae0J5Wwtfg/K7JtaErAgTEYi2JPuYU8EyPCfgm4Rn9sPJH6o9yc/LS1Ok7pbXb3hPYi7en86rlnJ8J9vhON6i3ZOBVa2us0dX0jPb5vUQ+ODLfOIE9Hn6s2HxbNbjnXrLuySpQGYOrcym3JcUz0qOP7yFHsOktGZfvlwa+F2z+rrBWpUD9iWH3nZ3V7Hfx2EPXTJ/PLjSPvZwzA+t9DZlqbd8mgSaBJoEmgasogQb2rqIw26maBK6lBKjKmhs34XiV1KDDb+zt/TFgD0uc84uohRHEzbmAnufx4uqe1D7ujsmnI2jjrRLYy8MxbmQ8+Aujcse8JzIxdxonMK68XA328uac8x70b6tMkuogjMrcMofZvB573qMAUZKjG0d4FHgb0kfC91FGOBmkEW4q8NCDvbSAtV8AHQd79o5iFuc3NK8K2ItxwGrTeHR97GVJKPSe6YBy6WFgJoyyfeVJxYtmJ+NAZTBsLdwzvUvS26OWZweRpAx4bDldWUyIFmBPyowcaZtdfxewZ7+Tlw2wt8YHaTBWYE9oKcFetFPSTSOu04o5foFG1YYkTQ5i5WAvPEzTbLRrLAO4RY4c+KA7W+QmCx0R2JMXCh1zvdoRBO7zhNVNndlsPE6yWE6CPZuXGypSY2eycwvs4dlor0Xz7qX/u2vuQSQP28rtop4XE1VzuY6rqTbHBcgg3/QZrYIpjKW8YAgpNQTmw+eA1l4J9gCzSGOPPH0xT/A2xoCXTiE6gAXpAPk9xo42C5DEWpLeT9kS7ZcLTIC3LM7TWfWWi41wz2zXhGyRjx2PUb9FuDCAjTyiRjcAQYA9vAoBdrQvOTFgEh3GW2/TxhmIu7q1L1BJcYzMs5ceal3Yfyx0GYp7hvg2xpK8XgH7PCece70lJFw2WNidIx5SzKHJ3S547B0G9l7x+6+aAnu3lOssFNfnQH6/uDKg+Qlb+m8i/07AYw+wRzEjr1aeqRR87U+oOAH2rJ+7Nj76h97ZeTKM/hJeqXbNLXsB9TYMuCDnc7bHTQb2lmqPvX7KJqtxtWBsFabpFcwHbfZEQaA4DsrvKJ8LDsYEH/W7V4RdtmPIg6nvHtYpQr0ZX/sdwA3cVq5JVZh3sHeTzYlzCmMnfNlzZPZYr1/CBLik41S57ov15MMH99QLsMe8ZKxiHXOPvQB7to/C0+lH9RUkT0B7z4tGxXUrmXUwT6jNRz/1O6+jQiM2cAn2lHsw5OehrqwJeHk7rPNQXEL0DexZnzw836CttTfBHoOYKUCkg0p3QD9zHXb9yk1rRvQr4SE/V0x267F+dk9+JorguOzkGXrJWmTz8Kzp2bnFh1fxjMGhuKELDewNWj3azk0CTQJNAicmgQb2Tkz07cJNAsMkMG3TdffdYa12t7djwB5PszEcZoC9rEYrOw9IkFBK7jdOedK+VhqvaFi+J1gDBFLlS+CQG3MOHCbBXm1A9dLpznRQYBMWZv8xxjdb7ZlUyy+7kCGI7CvzP+xZjBA3ltxjqbKBOrDHu+5F5f1IQ6a+zhmzDh3sJaAEVlQ0cx4VCCMoAwwJU46rzjza8ROwpG51GFlxh957d1TGFxVxrQjAkvJXkU/PfqaTgwzOHuzlhaUCSj6VwLMyhmMn5RDr6K/JNOhNl49bVnAocTQ5PUsw7rHHVuyN1RhrhWUKoPUvjYO9EE0apqPBXpijqVoZsuVaeBAzL9i8cbCX7TIj3k1rCZfcURiqEr2MWoeWnCthWMozwdPkyMmeD10LsGCdBBQApDzPHdehcAYhdfYy0IJI98xjT/MMIF+B78xflXrUeTAeAHs593IWWK/oCCH19gNDHbB3xgzyjlX75HEwbg1T2CIetAJ7Dr8Jb+Wl/nJqk2HCM/WdNSLAXu1d1z1gqDVfx/s1NTodMEYoNqsT7MX1UhWZs6q2bG9sE1JufQK6yJvUFIlQXMN0Htoc6xyXTbBHeDHHkedwZdvzvwH20uOuhli15156HNNsiQqPxh1CAN2TjwcUAlcCZA5KKDwEmKUdWWwlvZ0vmQ4ohyleoBHuWnsvJ9gT6KKELOez895xx53l1a+6s7z+DW8oz3zmsxSK+5hHP0Jgz8MWc06mNuZDHl8bfZhYwOPBzdaugz0gVXyPaF0E7AUE7ryvADbAe6rbam54jjTN3/D6Vh5Ju8YWYM/6mGDvBgJLlfPTB9RlGIPLrGIe+tTT1xNsl9eQ7YwRO9JTdlsen9eM9T6939h10RYrXsq1ygv9Yp7SD8KCraUCyFSY15p+qdxiOnNeOQN9rJnDvtK6Pnc6xHU5xhRWOTvz+y2AWQ34co7UYI8VCGHRToXEA/eQU3RQxXkAgKwdXadjjPXFH3syn/Wrw2J+OnBE7qb/5nGnHIMhnzy/hy6H7uoBST5gQi670m/C+VdyreT7hv3Ss1iD6vqmdKWsDdFOeQdrLmmHXHkV9pyAc83U/hw7cR59QfCT7+HQn/i5a6BexTPIsRegsdabaU/vQz2/hyjbVdq3Xm+mIzQ0YpLdsImQ06qBvas0SO00TQJNAk0C11gCDexdYwG30zcJHLcEZt3UzdWGzjiasfeMzw4LiT3sWpzCq4f6zaUb8HO1bPBOKYO8+b/cCQ5rwuWPDYGkDRYGiEydJAeyH6KvwJXOEpmnVX2L5W0lAjTV0sNOIyPwCJHN6LRAkRmdmUNQJqadp4ex/F4dGJDGvbnm3NLarmR0OX3hM9cbD7Wqt1lXvVJ1uqyhdsjJ6+IH2d7JAeg9QbP9RxpYMzo3Ybh1Qwwg8LMGc9BvKoBhv+H5NMj4BI7WYxwnr3xkOwbbX7XS1WqAsgtdV2r5VW3uDpnqs9S4Ombu9aY6T3ojdnKfUrZ+VwcWkhleqHbdLFKgJsSOAhJASvaLPIoKhaYqLt5OXfGIyQrSedkO6oXXEud2T0oDEipYE4VoCDO1F4Bha2urrBowpOAFYetAwM2tnbK+bn6PdoKNjQsCisvLK7bvttbY1dXVrs1nRL2jUqydj/xhwJA3vOmN5e577i2vec1rypd8yZeWf/8TLy6PfvSjyo03nDfA44Bs5iY5uUBSt9QvA6MOMK0/CZ6AMLargx0qqxOKGVV08Xaz/fA0BSoBUhUSGtdNcM+aBEBlfVozKnN+35Aw8gv9oC16wJAQGdgU+o/+EJ6+Oh1XekjX8m152FIMY3q/lEnoSqUa2tP76mCPPHBAPbz1aL+qQgPVkIP2NbC3s1jOmmsfYddLFjZOjjgdz4MwU0gP2bWxCK9bPl8H4E8pdO211n/3xRjpARQ5Ax02btnVt0xWW/bEKfUfGVEN2vNK2rhS5dhgNTvouyfTbyDnHE/7heqx8kDloZ3p69qa+bjmgyfb1+G//RTc9UYT6u45BbtZIQ88ySR2UkQza76+g6z/SvsBX6RBPEvoU4Bkv1SlWoWOIjxa3tE+X8/aQefk/qupcJha+xjyL/rNw61rvQ1an6+gMUPvCxkuX++AvtdeDlfQtXZok0CTQJNAk0BIoIG9pgpNAg8zCQy9gRvb/bkN7eoCmVtv7DXnPe44ZCA7BcOVG+DwLpBhcBjYC68DvJ2GbA72rv2NNfny8CzpwB6GVPiPKA+ed7dnVmPAHseHh8dQGRyHATTmGmN07TiuI70cqjbpsXdgcGoENgmspRIjQkSHjH/Oq6Gyns5xN881PW+a6/701vsaOdjr5ruBPQHwAWCvXityXazDd2k7f+PF5+G9i2Vny/42kAJMWV8370ADt9vbmxG2u6SQXjlRmueU/KKBQKrR4R6ifj5y+u0J7N1z72vLna+5szzjGV9WfvzFtxvYe2S58XoLeAWmzCOs3CfWv07e4YoqAKrXNNgjzyZpCYBUnscQby3llktVAyLZsYJ69hueZqu2Dp01Wq0wS/Sug3kBZBPqBNijE+RJ5NxDtgVAklGwfJjg/aqerUxB6FwWc845ZKrDcB3o0QflrFXbS7lhmxQDBjYD7GWNHXO4tXF2sAcIlX6YvCgycVagZXI7ylurBnubpt1UPd62V34TuYwAoA728EK+RAcS7KWXW8I6+mEHA2oFa+U1amDQCsJkPkN93VVgr3sAASekOFYoGDKT5yw/BctdNlmopauazfeRohHsp7lg5vmyGn2G1QsgSz/68GQHe4M0OiD1sGOG6FjuO+a7YMx1hq6dDeyNkXI7pkmgSaBJ4GQl0MDeycq/Xb1J4KpLYOgN3NgGjLnOGEN7TPvGtG3odUaBPbsI3hBDtuOSGeGSeJRgyvSvBHqBOfxuv9tkoA7x2OPcVVjjvHI4LuNnzHXG6NpxXGcU2GNABKwmDVp5DA3j0fMO7dz7HZecLwf2aGzCvc4zCsIwBfYSxk+Pc+2xl6Gz29vb8sarq+myX/0QxIGc5VS8wAw1sGMhxmtrdgxVfy1UNT3l2G/H8ivumLfVAqDMQNCKxbArjDe8pVXoYnunvPb1rzOPvfvK3XffXb70y55Zbv8pK57xqEeUG64zDAJAmXtkEIqHTU6APY4POKeCMYZa5K0HdAHgAMsIK7WdFAZqv3kF2riy/SB8M4EY5yAses3iW3MZkrdevORpifoK6DjUYQNYDQV7RhPLvrncZX8c2PKA5aDjdIopl8VMEyBYZX3IKq7ZTsAe+wKo1i3WmDQDnlPR3iSEFyCItx45T2PfHuwZ2ASMTX2FzAP2BNns2E3z4Nw06QD2dBp7Tx57AfeoPu75QL1nAnDxVKeXuy8TjKXnzIs8n8qx6OM3D9gT1OOl83C+GWAPL07aJEKMtx9ern6NGqTq+NCZGuyhI2t2jnNTqSnmUe8x6/Q85633OY5rSFbVA8d52tjA3jxSavs0CTQJNAmcLgk0sHe6xqO1pkngiiUw9AZu7AXHXOe4INWYtg2VQw326hvn2nspQy7rm/fTCva8EmUP9mSchd9S2nY11OP3BvaGG0xu9A7CJm7EjjHMBnrsYRDvWJ4pRl7eU8CM0AIPlAS8pIdehAHjQTOiP4Pn28D+j5VzAqLaYy9/rz32JsDejnksAR/CY+8wL9v6GPbB825zc1Ngj2IZCft4P/+mHw888EC5eHHDIiLXLGTTq8Kuri2ZTuwpFJfjlpYcDpJGD7C3sgIp2i8XLn6irCyvlvWz5olnAAmPv83N7XLf615b7rr7nnKPheN+6TMN7FlV3Mc8xkJxzWNvONiTgjrNqfUBry37KMMjAXoJ9gjvpBCEcncmvOEUgRR1HB55goMO6qh6vWK0rAZ7fm732EvvQPfk82sDrPBEG7LtbppXpMHaGuy512SEpmoOV2cMz23N0+rloLF+eUiqmBlAzYquqJK35YGMiOzOEw6414E95dVjHwvFtUNHgb1ox5YRMgq/gIgT7DG3E+zBzJBW52HHTtG/lKnGhnUgxpYxZRw5R5+/9miPPUFM4G0HCGOG4WlKf+2nKmejF7yobQPYS0952gkMnSXneI82rtn5VXxp4HYc69pxXEN6OXD9bGBvoLK03ZsEmgSaBE6BBBrYOwWD0JrQJHA1JTD0Bm7stcdcp4G90+uxp2ILbm92W/7ewN7hs2TsPBg674ZeJ71ZhlyHPGYX9q26aYA9CiGAXmRc670K7GEoJswZmJR9SJty36H957gxRnMCollgL/31akNZIL8rIOBh8/OCPcJsNzY2lBNPOfQC9vF+/s3vH/jAB8pf//XflE/88wUBvBssD96nf8bjyq233mT7LYXH36I84T7+8U+UD33wwwbvNmzE9suNN50vt9xyS7np5lstfHddQ7Zpefvufe3rymvuusvCce+Rx96Lb/8p5di7iRx7U+vAkeMlQsT/ZoM9cI3gnIqueA48SBbhxbm2kD9NYbg6l28qlKNFyHPPqciDyboGe35uz2tXg73cx3PsDQN7WxtWyETFQPqxdLDnsDvDcrOpKugwJaQa8KV0pt8jEZ9yx1EdOASRIa7Kr0fuVmCiKpU72LPsiVcE9rYN7G0D0yqwl16TeDdmAaKuPwKRkVcyQpwF9GJcEgBxDkKlh4I9FRYB7DGO8uTUxFVBDYqJJNiTnOwLSlHenV4kXHQ9cdDYv7IPq3b+lRHpAsasH0fOlakdjuMa9Xo1b/sa2JtXUm2/JoEmgSaB0yOBBvZOz1i0ljQJXBUJjDGAr8qF5zjJab2JnaPpM3fZr6oTdt44lQFRe+wlKFAo6sDtWOQmz5jZWwf2ZhivfQr2+TpFSOdwf7X5zn2le42R85j5dhzXGQP2Ns0D7P79LUEEhUbaz2Uqw0aYpHtXmQGdICvAXs6DK5X/aTheoGjKC7GGfFk4YmK+y32pD908CuzRT/YhJx5gb21tTQUw2HiP8FxgH6Dj4sUL5b777iv33H1vectb3iEw9/hP/7TyvOc9pzyF4ZiJAAAgAElEQVTrWc8sT33qU3QsBRTw7Pujd/9xuePOe8oH3v9XZdmqrX79NzynfPZnf3Z57Kd9mgHBG1VkY9uukWDvLoN7X/KllmPvJ24vj3wkOfauL+tWyOFKWO2Efgu4eKiuilrES9CMqr8x6KqwzFavj1E0AvkLG9ouqpYa3kcOcwL01WAvoZUdoxx+Y8De9iTYU9hwticq93Zgr1Lc6bXtwNppfcjjuqwE4VnL+1SbVYVmVSYGYtlYCOxRWMSKjTAHp75C5grFRbT2AuqRdkGVqpnLYrEO0JZ1DV+fNcX53P6nvIARRt3ByZgjjDXn4Pg1KvyGAOYJxcVDeIsw8wR7hOIqn+Ek2MOrUSI3sDdrXct+0I7aq1DzzF7IbAzYO471aMx3wZh2Df2eamBvjJTbMU0CTQJNAicrgQb2Tlb+7epNAlddAkNv4K56Ay5zwtN6EztWBjXQmDb4ZVREvNaE989pBXsYfIOYIy4UYQUOEGADe+M8yYbO61Fgz/xmPrnvlVU95xlgL393qCcG0cXhAR/MsL8SCjRAd45j1wRFAAEC01UVdMbWzXfFVvYTJ72SL7fWMZbpnZc59gi9ZeNvKuEC+wB7n/zk/eXXfu3Xyu/+7svLe9/7V1b4Ysfy4F1Xnve1zynPfe5zyld91VeW686fFxDa2Ngsb3vbH5bf+s3fLX/2Z38h4Pe93/vt5WlPe5rA3nXXXa/3KFJw3+teb4Uz7raquHd6VVwrnvGoRxnYM4+9leHTWm2f2ecARMrDJ4+vkJXpjVcE9i3DdFPPVbgCqAXoCfynMalzdAbY4/j0IutyIMZ50eGlgdVNd7csFNdyGlKZ2L3zvC2CWN0kmHwQouqtcU3/6YVADoC9ao3NkFwBSoAfYMqgHv8IxXUX2QB7wLcAe12BkbjeELCnAh52HTzkJLfoH5fi/LqkvRzsebh9DfYEZ9Upl0fKBjmvD/bYA+xFKK6uNdtjj5mRYA+AjWd5blkgyNsU0JRxStnYT5B5A3uDvtzDK9bHulXFrRSu/dok0CTQJHCKJdDA3ikenNa0JoExEhgKAMZcY+wxDezhdTLsBlsm4kRCp7HSP+q4CJGbsVvnEVEbVORVSsPuqFNXnzewN248h87rMWBvy0zmBwjF7cBeFjXwwgafKmCvV9c5wV41pTuYf5k5m2BPMMtemZuP6wL1eBE2S669++//RPn5n/9/yste9hvlIx/5Z8E7AlP/xb+8rXzt1z63fMd3fJuF2t6q/Hk7O7vlDW94U/mvL/3/yp//+XvKufPnyo++6AfK0z//8w3aPbqcPXtWYbsAkHtf62DvjjteLbD347f/5PiquCGww8CePq487fQ3a0ddPTfy76Wey+sx9iHMM0nN9DzoQGG0wdeq/t1FYNPAquJUhL1kZEv9CfCVoZ4ZHpwhn6krVBImN2FumZvyANjLHQBnFYxSZLt9Jp1QoRGngkBzAcarBPYU8sp1gg4m2HNW52AvhqvzsFQxCtqFXCM8mGIsCTsVOiuPvaGhuJbTcwbYw2tvqQrFTbAH0QNgb4fHphqaJDLnW0DHFDN9bWCP6TfsvqN57A24qWm7Ngk0CTQJnBIJNLB3SgaiNaNJ4GpJYOgN3NjrHg9sGte645LBLI+9WS2uPU6mvS3G9fAaHIXhjdFWOShV/jWeU6kyDshppaT3A71hZKIOszEGGyVjpTNGp8fo2nFcZwzY2zGTf8OKZyjsLzz2Mt9eQr2JPGhVSORYmc973HHIzIGGe5bN43mntrtr3+DtAKCKa2YobnrsPfjgA+Vnf/Y/y2tv04o6XLxwsTzw4IMWXvuZ5Su+4svL933f95YnPemJFmZ7k1XO3S133XVP+bn/6+fLhz/8D1YM4zHlP/yHF5vH3ueV664nDJc8fgtyMKQq7p2vuau8+tV3lC95xpeWn7j99vJYimeYx97g4hmIAUg3LYf67+nfp4gX1bVVCCN0SnoH2LOFp1qSqiDbgyI/MAymtLpMvajNMVKKCuZk9VooyOZ5SLs8bgAv7Wo53Oz3pYgm9q5F3jxdv4L5M4Cve8Z56yfy2SVlC69RZGIjeKA/R3nsnbGGaz0IeEgf0tOtE0eMRzphq+vsby8Pw+Vn+EMKdqZwvZ8LJmMVAgmZ8Z4f616W+dXB+1TOlRjsM2OoURUXWWZVXEJx8bTkwYLnFFQYtr0o+rFVl+ieIc/ptcIiyw3u1Vo0hxLEWjDfnuP3GrOujbna0O+pBvbGSLkd0yTQJNAkcLISaGDvZOXfrt4kcNUlMPQGbmwDjuuGdEz7jksGDzuwV1vGstPD2JRB58Zg9x4GVwN7o6DjmLkzVKfHgL0EK27cZ0VcZmAfohcxWjEtXT9GcK3B0/o4ZKa+DAV7g3viB9Seaem5p6q1Bud4ETIL5MNj7+d+7ufK7/3ey8uttzzWcu5dLB/+h78ta6vLBveeUr7ru76zfNEXfXF54hOfaMftlVe84lXlf//f/g/zUlsun/t5n1tuf/GLymd+5pPK8sqqh5IK7pwpr3sDHnt3lVe+8lXli5/xjPITL/7J8vjHPabcdON11w7sTStKBfcc7Dk8co3z0FCeKCRkcse9+bWtZz4DoY5TjUmwFzn8gGL5UoVf7bpvYaj7ZXkqSWmfiqH20j3YlhrspXOinP9MJmpKMFOOpPLsNKgcAvZyvibrzPPrugJ2Ifvc0fqkwifoTcpf+3k/lBMPUQHfRoA9IKrkaCfJKsBePMNDjxWgbgLX+QF79stWVRZ4EvseHDcOb2CveeyNXKbbYU0CTQJNAg8pCTSw95AartbYJoGjJTAUABx9xtl7jDG0x15r6HHHJYNZucVqw3Pa6EgDaGh/jm3/KbAnkxXbOjz5PDl5GJvWqKyWOqR9zWPv9Ibiop8Ke5y1XYanHMd8G7PejGnX1QZ76f03LVJgHhthooA8/sajjp+E4AL5KKzx0Y9+pPzCL/yCFdB4bXnWM79S7/3Zn/9x+fu//1ureHtDef7zn1+e85xnly/+4i82ELhXfvu3f6f8L//zT5cnf9ZTzaPvK8r3/9t/XR5l1W73bfJyXnEz87Z6w5veaFVx7y4v//3fL1/4RV9Sftxy7D3h0x9bbrn5xvFgLzuZYMwv5u/me7UgEuy54nVVbdlFYI//JyzjZ+w3VD8HO2vNAHtZdbcGex7W6t52502+KxXYyxBXH2QH5Qe23B+YHB/j+diJL9ZaPObSg2rFCoHgHVdvR4G9Cfe8mMc5nQXrospsAkQcBfE+7MJy7W/AWz2ECU27ZQHwNxDsKYpWYM+HmbyCeT68+ijEIYaXHpSAPTtom2oYsR3w/lYjJxcrKzpseSMHwl2dZn6IPFMn53hzzLo2x2kP7DK0L6lvLcfeGGm3Y5oEmgSaBE5GAg3snYzc21WbBK6uBPL+k5vvY7gZpfHHdUM6RlDHJYOHNdhD8GHZJcxTCFeYXnIosVdf13K+kWpgb9zcGarTMsz62gTzDY4ZzkeOZ20fJ7MZkTdyvgZVBvwxGeZenCHzq0VxgKMaexlmMAvs8V6CPc+NZwGGeHyR/842Ptvc3Cyf+MQ/l3/4h38sL3nJr5Z3vvNd5bu/6/uVb+3d735HedMfvN6O2yzPfvazyzd+4/OtiMZX2zHb5dd//WXlf/wf/qfy7K9+bvn6r/+68nVWFffGG28wqEe11T0dv7S0XN78lreW19x9jxXl+J3y9C/4wvKjP/YT5QlPeFy59eYbrj7YmwX1UqYJ9yyJI/wmCyP42oIwtOj4z3yz5i1zsZe5dupHuXaRm4CO3r7daKc82WJNPG+XWE34GE1WOGoAsQScdUsU8hzss/YulLjCO05dJxRW4awW8rtgpQym0h/MC/ZqNc3bhFwnWCsS3lF1V2Av2oZgOtiYa0p1MvUJODcQ7HmV4/7cMfW8yq69Oo6b42/779r1d7yA9OxtSteQL+fCa2/oNnTNHXp+9j+u+6ihfWlgb8xotmOaBJoEmgROVgIN7J2s/NvVmwTGS6CyEKgmp5tE+3e5dEJ5SHW/Pvr6qhY50F4afbFZB07dqE/YeiNAw4j7fiUUqmWaN8PZ3PR+ynPLhj1JmR01ALVOVYPbGXVhqOZpBPmq0Ln0S1EfSfpuP1DN2g5V7qmBMhhqlBzVzcM+H2NkqW1zTqjstip+DtzGyGAM2DvUYy/b+zAHe04w7H9ZOGEed69RYM8R1uLi0gTYQwcBexcevFD+7sN/X973vveW33/575cPffBD5UUv/PdW2fa68hfv+bPy6y/7tfK3f/eh8rmf+znl277928s3fMPzLffehfJbv/Xb5Wd+5n8t/+03f2v55m/6pvLltz2jnD931qCeF+rg/ItWgfed73x3ude8AF/2Gy8rn/d5Ty8vfNGPWa6+x5dH3HKTCM1QDVWOvX5hiO+GmBhTsGVC9RMOR8GL7vsLSBTfaR1VykSPE4v9PBNp6IJT9SXoUsWWujx7rH/+zbuvwhHLoTa1GPRp9VVZt6TOZTi99uR+WbBCPw3OLgnsTY7OUWsD3pqTW5/zTtdRH/3eQSMGDJsCe95L74sOqR4a5JSp1/rMsadqv/JqjOPseO4d1AX0LGCoPo6lVIVVolndmzEACtmtPPZSTvquiU7S/u53+mEfLo2o3H2UXOfRvKP2GfOdc9Q5Z30+tC8+Zd2TtFXFHSPxdkyTQJNAk8DxS6CBveOXebtik8DVkUBlIexHWJdX8cu78+oycRNuDhvu/MDNdd6gd/f8w4yfMZ5Xozpe37nnCaKLtb1YpzcCtw02TAFQIxqoNnRhZJOsMwv2ZcjRmPOPaNLoQ7q8SZFnbOaJTL8EdW3b2d+zCoUOKNwQ87xsVKJU8QF7T2FjlSE6JEfW6I6MPHCUkSU3EzpPP6cu3Fun+mBPlT/Ne0Tyu/baMNSY0ziOgI4jxT3osDF9GXSB2HlM/8e0bV/zhrnkHnsZiktoLl6DGxtbBvX+srzuda8v7/6jd5fd7e3yIz/4Q+Wxj35M+cjHP1p+7r/83+Wtb31rWV5dK9/+Hd9Zvs1eH/3Yx8rd995TXvrSl5Zv/KZvLl//Df+qfNkXfZ7AHmAFjz3P51fKe9/7vvIHf/Bm7fvZT/3s8oIX/oiF7z6x3HrrzZ1X7hD5jZGb8rrlQ5j4eabyOCd/WwdYY83p9h/QuKFtu9x4HvYtec0fdIlcaaEZ0HPfdQIsRgGM6ZN4sY/+3GOqt1+uYbO+xtNztctFGNev25Gh8epHPkSa+D7xq06APfbN+Rxr2tDKyIOFXLVvyLFDdbOWwzW9jgl0xx4GIMllW6Pa1iTQJNAk0CRw+iXQwN7pH6PWwiaBIyWQYV0OUzxBet7t8mQ9uF9XFa9LnqOb3jz9wwPsAY4SqB0puGoHPAeGmkxKRm8HqehAF5bVnzQdTLKyqDwJjilUekjfc995wJ50LJRmx3q9ZYDCtc7zs+ll/UxdnPYAe9iBPfOi0TbLIyT4Xc4sFQawFxUfj8PbdYyujTE0x+ja0GPG9GXoNdh/TP/Htc3DK3llKC6VcFmFdi1X3sWLG+WP/uiPLVT25eXBCw+WRz7iEeV7//V3lUc/8pHl4x/75/JLv/LL5b7X3lf+8Z/+qTz7uV8rj71NA4Tvete7VBDju777eyxE9+vKkz790WV9bdXX/ggBJiz3/e/7gIG9Pyi/+qu/Wp5iYO9HXkiRjc8ot5jH3pg5OkZuE+OTgK9eHyuw131LjVg/h7ZtzHgOvcYY3Rx7zGkAe7PaPgbs1d8/88pjzDHznrve77j05liu08DeGBVoxzQJNAk0CZyoBBrYO1Hxt4s3CVyZBPIGr36SDWLpIlFxeIAhhDtbRg0+XMGeQkfsH3nCBkO6qwL2HPAJEAh0LShP1KcC2HOI6YhvAuylB2mo+hhocGWzZP6jRxnnc4I9eXY2sDf/YEztOcaYHXOxMTowpm0LRvl3zSNme3tHxTPYzp49q4cwW5s75YLBvDe/+a3lJeZR96hHPqp84Rd+QXm+eeDdctPN5f5P3F9+6zd/q9xx153lD9/x9vK0p31BedZtt1nl2zULz/2whdm+o/zQD7+gfOPzv67cdP1aWV5a7HyYaStg733vfX954xvfWIG9HzWw9/hy880nDPamB23KE3aMrIeO6XFcY4xujj2mgb05c2WOFXB+tx0DdOZSx6KfDexdoTa0w5sEmgSaBI5fAg3sHb/M2xWbBK6aBPIGT55AtunJtHkOHZpibgbt6nPfPDQ99rywQyQxjxDSJaOZQ/OYjffYM0PZrrtLgvPw3NNY2CvB3qK1Z5GxMQtrzE35VVOYI0401GNv14S2bf3GE1FekuExKrBneqjk6zViVdTqMD07rr7n/Bl8vcz47ifww7s498hLhTEWPWcPFag4BjGM0bWhEGSwvEYeMKYvYy41pv9j2pZgb2dnV2sCoYIrKyuCbttbu+WTn7y/3HvvfeX//E8/W57xJc8oX/u1zyu3PfNLrRDGjfb5Vnnz295a7nzN3eVlL3tZWVldLY957GPLddffIM+8By5cLD/6oy8wL75/VVascoB7LHk+BjwEybf33ve8T2DvV8xj76lPeWp5oXnsfdZnPeFYQ3Hp9wF5199R1RwZI+Mc/6FjOuZaQ68xRjfHHnOawV6tA4fJcNYDzCGyaB57IzyRbR6SOqLl2BuiaW3fJoEmgSaBk5VAA3snK/929SaB8RIQG3DLB0PNeQJgb8Eg0yQ3SFupjhbM9/qw3WGk4TTk2FNVQsLLEu6FR9TyjATjRwn6aoC9PYNcAD42ARwbi0VDXoDGhyPY2zOhqb+AvIB5yhv2KQb20hPP84E5XE92lxWFtU/kHVxqYO+o6Xjg8zGwZfBFmLcjcgyOaRsFj8h5t7troezKW7lohTQWyiVLvbdlYO/v/+HD5Y5X31F+9mf/c3nuc59XvuPbv618/tM+p9xgFW6Zb3/ztx9S/r1f/MVfKv/4j/9Qdu3A66+7oTzikY8uj//0x5d/833fU77yq77CSF5//hrs/cVfvLe88Q1vKL/yK79SnvrUzzGw9yPlKU950vGCPYonpEdefCHV30J1lgjl1hvqhh0KMHRMx4zn0GuM0c2xxzSw1zz2ButnA3tjp1s7rkmgSaBJ4MQk0MDeiYm+XbhJ4AokEA4/eF8I70147C2UHd4NC4mfXREH+yXSfpEYTpv20w4PNbDnnnIJ9i6ZoawemEyWreojXnJDtisFexSSALDuhmBVWdAM9aUziw9fsCf592VLsjJmQj7XtUlrfEzy+yHjeOz74iVqOpfgDm89xt1npkF36aV/jtcUBhYVJ0cyimvevcEG4MgWjYEnIy816LAx/R/eF7zmWC8c7OGtB9jj2vtW2Whra6f86Z/+SXmF5cr7pV/6f8u3WIXbf/N932sedZ9RbrjhhrJk69uWhfC+/R3vLD//X36+vP3tby9//TcfMrB3rnze055u3n1fV573vK8pT3/655iH3u7E+fnO4JqAvTe8HrD3yx3Ye+pTP7M84hG3jPKqHSy3mDdZHGM/i2NUo6U5khV6E+yNAK9D2zZ8PMcB4UGKeQU7P9TAXj1ejEXtsTfW+26oDowR93HpzbFcJ3IH8x1GMay2NQk0CTQJNAmcfgk0sHf6x6i1sEngoAR00+W5VvQvKwqacQQ82IrPIAsK81JRAzzI7Kc7E3VgT4U1eG/xtII9dz/Me0u/QXegNxPs2fsrS8teoGDA1sBeb5zWxtS0CGvDat8IHqCgu+2fKCDh706bBOjqw8lMoC9eBMGyK0ZhEVVgNFkI7Nn7vNDXhUXzysKL0+DNMO0coMhXuOtxGMA0cYxxeoVdm+vwMf0f2hf239vb0UOVBHrMFL1v7tYXLlwov/d7Ly933HFnee3rXmtQ778r3//vvr887rGPLGtnV9UPCmy85z3vLb/xG79Z7r77HhXauP7668tXf+VXWRjuj5XPeMITyiNuvaUsLF3qwJ7L3fX1PYC9N7yx/LKBPVXFfYFVxX3yMVbFVUNs3sSTpksxX6Y99hZivdD6zAOtBvbm0uN6p9MK9nIdyDl3rUJx9T00Qm+GCnroOjC2XcdynQb2hg5/279JoEmgSeDEJdDA3okPQWtAk8AICRAmgZGW/yIU10MAFzuw54DGDDsVcThTlgLsCSqEo9VDHewpvx43obXH3qJ57J0E2CO8Lr0nTcQLBlkJw324huI6YJ0sCJsAdhrfpcF+5uEG9sxgpCo13lfooTzyDODJ+8p0gIqnu3hzml4sWhGDJXKp7XuZkdO4HYcBnAb9w6X/Qw1t9seTDpi3ZA8hErjx/ubmdvnoRz8mT7x777u3fOiDHyo//IIXlh/4gX9Xbr71esvDZ+V4TLF2zOvuQ+ald99995Xf/u3fsbDcNwjsfdPzv7H8zE//TFldXZceLq0AlN1nWzoZD3ve+573lze96U3ll3/5V6wq7lPLC374hfIIvOWWm4/NYy/B3iUqt3ffaa4VzA4V5MHzmSjcBvZGT5cG9hrYG7yuN7A3er61A5sEmgSaBE5KAg3snZTk23WbBK5EAnbThVmYYA+wIGNIHkOLZSM/A3YZ9MviDUAFqrTykt+bHUZOJ3nsLZ1Ojz33RvT8ZN1GpV/7Ay+oLJzRgT17b9nC2oBqQ7Yr9dgj15yhnQNgT0D1YZpjT/JlIGpGFb9ngG5qVYam4oEzbGSGjOKV7TsU0OScQwd3AXuRR49QSYco+2VrZ7vs7FmAdoA9wsQBe6C9a70NNuZiDbnW7bqcR+hh1x7TlzH9GHOdMXrjT1b6ohbZ1k9Yxdu/+ssPlp/+6Z+2qrh/oPX8RS/60fIDP/hvy7kb1srKsq9t2waMP/KPHyl/9O4/Ki996X8tL3/5K8v5c+fKt37Lt1hevv9ka/6SpiYee7529mAPj733v/8D5c1/8GYLxf3V8uSnPKX88A+9wKriAvaOqSou6zqFPPD65fvM6B1fRVZKRKJgjSAX5ZJRKULXF2wneexNeAXPN8JDx3TMeA69xnwtvzp7nWawV/fwKI+93Pe0yvq49ObYrsN8Yy4OuzW8OkrbztIk0CTQJNAkMFgCDewNFlk7oEng5CXAjboFcvX/qhx7oLuL1kRqtAr42Su9xh5uYE/eJ3iNRX91/2lvelXcYfjoSsGeBWKaYeohwrlRzASwp9fDsCqu+tnAnnRwx8Be5tlLsIcubG5v2Wc7qjDI+yvLy2VVJVUa2Buykh6XMT/mOmMMbVZoXyrOuLen6QdpFD72sY+X97/vA+UXfuEXy5/8yZ+UtfWz5Xu++3vKt37bN5f161fK+tqKpRpYMY89r5z7ob/5u/KbL/uN8krLx7dkRYOe8zVfU/77//gfy9raWfMQJSTcwV4uS+6xV8pffuCvylve8hYVz3jyk59afsjA3pOe9PgTAXvAvR1eAPLI9crDp2X7olum+JD9bGBvyGyZ3LeBvfGyG3LkmHXguNabUddpYG/I8Ld9mwSaBJoETlwCDeyd+BC0BjQJDJfANNirPfbw1Lhgp9yz8D/e37fXshmMvFbw2KMCI+akkvRRUdewBPbf0rB2HFdVXHns4ZkXHEReiVU+pgNgz7oBSBsKTsaDPZnoDvUEGCuwJ6iH94m3B5t1zM3/sJEZv3fe/M+bY68De3nJyJfFn7XHXnrr8XORXHOn1ANgzNggM8Y8wR5/A/CAKYC9ja2Nsr3bg71VA3trZywH5DHkfBpjzI05ZqjGNY89L57h2xmFa/M3YO+jH/14+Zu//pty52vusjDcD5bVtfXy7K9+drntXzyrrJ5bLGfPrhncO2sFMHatyMZWufDAg+Xeu+4tr7cKuXu7l8oXPP0Lynd+x3eW62+4vqyur5o3HACRlAyRk1XOz2fKX//VB8tb3/rW8qsveUl58mc9ufzgD76gPOEJn1ZuuulG22H4BB2sN+5yLS9nCg5t2Wub3zuwd8Y8W+1lK6fNFq3p8oIdwcOHtm3sOjB0HhzX/qcd7M07Pjku8+5/XPLN6xyX3hzbdRrYO24VatdrEmgSaBK4Igk0sHdF4msHNwkcowQqgwZoQsgS/9iAdzIRgQUWutWBPYXi7snrgfBUwN7SFNi7FGDPeOCg7djAnoUSq58BQg6CvQjLrZCajMBBvYkcTgOPkex5kSMKO1WvSbCnPFGMzSmuhJrdvmKwx4nCUTK4scsnXnx82sHeUKPpjM0pDGd5XRk9QYYLlksPYCOwt3mxbBnYI1RX3nrHBPY8LH/oLDi+XFT5MGLeKTe2P/Oef3oODDluqM6w/46FaNOn5eUVfwATurNxcbPcf/8D5Z/+6SPmkffJsr29W57wxE8vj3vcY8o+hTAW7RjLIXrh4oalUTCdMu+9v/vg35W/+9u/LZcM7N1y863lM5/0JPP0W7f8esu2NiVi99BwjxY/Uz5oufv+8G1vLy95yUstt96TLYffD5XHP/5RVnX3+u57ZYgMButagD3yTwL2NgX39sxzz9tLGO7K/mJZC7CHF3YDe0NGpN+3gb1xcht61NB1gPMPnjd8l1ZRAfO2cdR1GtibV7xtvyaBJoEmgVMhgQb2TsUwtEY0CRwtgT0S4sVGZcC6OqCn6fdUZzi4bermj2Bc8hhZjj2KZyTUC7AHhdINv4E9DjTu15/fTiIjsG6WKu46MPPoy8nKnhMIYbjDx6ECwGOvBnvqZ+RZqoFRjzkDpB0t0sk9vMzw3EfVN8qAvWmApXbG6fiZzmzzX8GbokT7ZsBnuB7vKSm+eYWp+uoh29ToHdkvFbuQJySuPR7inGM67cCD/NUfddr38v7b/ytZ5Ps1Zj3j8dMzt8MwFIdkiLMOtWvo2lU7KmdBnT8Bq7OtWWdOyBFyDhCX10kdu5zzkq4Z8Iz5lhuwj2siD0Jxdy3H3h65Lm3cVgz6rZh7LFn2OjDfSbCfW97kaDf6Q9ER/gxvVUFkdEOwxscqq1/ryN1EldEAACAASURBVFgjso0149NYMQxxrI+HncPOrfDN2Lrxr9pxYOAytjPyuM0e2erdKHIzoQKVSqjata1ZNfiTFyQ6ryIQB7dpdcq/1X5k14uxO7g/xmWXfy9Ip4YB0b2oSn5k36ur7xrsZXxXDL7V2+7OJYN++P9aWKr93NraNC+9s/ZaMW82C9fF49X+bW7YKm+/r1mRjB0ruLG5saHxXDTot25Qj0ItZ+xF5WqyEtBLraXR0Y995KOWy++vy2tf+7ry2Mc+tjz72c8uN998gx27NvFwYt4+kXZg0EY7Oo89myfWN+DeNpn26Ie1d1Vgz+YLBYjQbrvEpZkTMq9tMst5wvdTfF9NeG/XKjSx3vfrnad1rfpzRNe0FPGdNHRxHySw8Tsn2PP7A191XGX994TKvpYhNyK4j696efddWrWpk6W1xcUf3038Rjs7WR8m9Bi0fhEbLsCB4yng5uT8wLXqU9W/G6c/cNtxFIQ7cG82R89mzc8EhLUn5MS1Q8wjHHjnaFHbpUmgSaBJoEngakuggb2rLdF2viaBayQBvBr6bRLspa2i23I83DDg8qYsPHcw7ir00IEozqlw0bjb5CbPvY+8EIRu+qimSxhvV+2zv8n2W26HCnk729lO03ezA20/mR5j7KURRsnQ8MD0IJq+Ca+fps98sl7BicvBtzx2z4z7HQu529y0kM5t9/JZXV0t589fdwDupYEmOFKBpnlU8pKN8S4wKCwmN/H6l5+jH1CvVkmoMZSNcTKj2j5PT71eL9z75kwMJBx57xA9OCwv/q55ImGwJ7y9ZBcHnkkngT52MV7yipSlWsr2PjPGAIHtA7DKnIs6B3od8LobP9tnh7aFsPL9NIgOysJlQ22CA7ipAgZphHXGE3MFLz8109uSRWCi6V7FVN63AZl2rR/bBnXMCjyzvFCoIrpjx20bANu2kMw9q5BKgRzkjHeuZGCHI2eft7y8+AAbIGrPzpmwOHUfqLey3oMmx5MO8TXHNfzV4IkQRAUengxkXsuwb3Ux70aoj/XX8g1ao6wvvYtwsl7ksGPr15aFpm4bEHWgb+Ns6865lZVydtkKQtS6U3mH+gX8EUdq6RkbTGQBZ9V7UwDeH30IeXXHAZCk0wM2x3DDtnwYM+uo6TWkBx8mNysiwTgodV52VnAAWYW8oQX2nyrN1qBdQ+UPCvDk1kMda/mSjcWyyRYd0Vyes/upv5LxQBiq0bLBzDZu2d8J9oC69HHVGrJmHugCe9JpGy8GNdWpg8n+DbRrlaC2dnbda9YGfdn0ZtEuQPEN6Y3WKXatkbqNv8B4BbKyTG/obw1qOD6hPx9XQ+ASOIzgzBjo4VoTUGuYqgXE83ngDwTM4x9d0NoDRNcA+oM71gtbC1dGFDkaCsQPdCPuN+rv4onv2YmnEy7ow7zXujmj77T5dTrbJHUZOKmJnFDqkPgic3n2a1KeLmIQtGqots3Udep7ilmQb957olq/AOW1bqaMmWue37O/xxuoXm33JoEmgSaBJoFTIoEG9k7JQLRmNAkcJYEEe92NY1UcYhLsuVU9YQDrBvNwsJfhopw7b/YTOHCuBCMJSbCQuDntg7xOHuzVN7Fjwl7HhLfM8pg7CuztYzwP2Aivu2TwZnNzU7CDbXV1TV48CVrTwEmwh5EGlB2yAeV2omnZwmmYVRs7/D4K7E3aFxNNPMzxCRhBf2SEonfyQgqwhyeqnYWXYIeEAfhy3CJIhpEWXh6CEQH1VKk2wB/GuzlL9XLrZOG/pE1Zjx6/L9sVK2dX7dvpQHjH1O9JhjF35wV7+6YD+1t7ghULVhV1zy5IFWbAnlfjtcIcFBkgj6aBEHosj68oyHAY2EujLo28BcDeWg/c5gJ7onII3mGkjGj7X44lcsPO9XHhA6vnzb4GAtPBJYZMx9JmYCV55xzGmHwN0Kybh+oqRvL0ANguwKEcpAmwt+vKJgfKYKX5ubfTTex0tqL1Xq94TrIVl3WEPGzLuTXrqMPWIloHDGN9syKyAgITUCDmlgz/eF0yXcm2sS8clkrpSt8AvEG+AX99itg6oFLprvPoqoZWhDZ+Vo12MCrmNmxT23084Whb9nPbzkWePcYFsEf16DXywzIignP22YLnju09cgHKhL2b7li/dgxy8/eCzQNgpSrrcmy0rgd7obcdmvM9BPn2He/6G5Pd8uP9PWXAiM+l44clADxEOY4N7EX/tYYl3PPh1wMgNU/z1L3y6cvyiIdjR3maHaUgAmMV3HMdzJQCk6kF+jkyQ7jdMX5F7TGwmrJ0euCkfqiAvVrGdRoAZF3fUxw1Xu3zJoEmgSaBJoHTJYEG9k7XeLTWNAkcKgEZj2kty4rojc8rBXvc+nIj293wBfjIxnDDL3OXMLUIVfMqsL65vXAyHnud70UFshYwfgfq0mkFe7K+7IW3Hi+M3pWVVat6uVYZPf3YybgaCfa2AWYxnmnC1wAijZ2U7UmCPXmzhSGybD/xM6vBHrm7MFlrsFd76mXIbYI9AMY2YBu0MdNWPKhRvLNKG6Z0bTrEScZlnFQyHAj2COPd29yxuWfhqAYrOrBHiLbowr4XyFEeTfNSApYYDAWQca15wJ7msR04GOx1YCR8nqR77hHEJkjAAhWh7mdsXNCtfQMvkRq0W0QQO6DBAY2hZi1zBiwJYWaMA1Z14o4hSbDnniz9OO3jsgjnAUzBEuOjDv6F7PQ++8jrLR9zzL+AsDYPRXv1ejl9pcPWIsNdWmUBDoA94FcNH8RNETXj7250E0AjPfwEtmNd0Rltf3SEn0Dizd1tX9fDiyeBj9Z+5t3U6iqxDg1HDrDHqWjvjrWVqriq9h59Y04zv6iK66kjHOwlzFYb8RQ1HTGVUbi7gz2H/suWzxIoKG+/2BzyhO9vgF0F7mt+AvsIA6ZcBwVwDuqAdCzBXsxpjiR37UMJ7CV8l1c+84yvDY2td3vpBMBeQqZZHnupj/w86ru6h4E+fg3seUGxpNsN7M2/trc9mwSaBJoEHkoSaGDvoTRara2f0hKYBnvk2EsDawLs6YacO/VaXH7znmGSYdb0Xgz2mzsfhAUkw8pDvmTzhtFS58LZsw+pYJitcIMgQvYmrKjKopphKB01qLPCTmqYl7CzvtknLHFozqejjIVZ7RzqseemY++n0eVxS3ewkGF9rTSaCZukEibGD/n1Viw0sd7S+4on7uPAnlemlAHFmFfmO6PquKP3mnBvIaCW69q8obh1PsJOTULtkg3UYC09VPkJqgNkyctExqh7GAC15JmjNrolt2cNVH6xSraXAGThFaJ+hrcS48jvZD0L/tSJdpYHZr7HtdYIc2XmzKCBs47VPJkCe9N6ITJHN2KO0+btLYN0BjGWV5YEQuTZZmGtDvaAZ6YTADC8r+iHyYscbVwLuJnRveybobi1IS1j2K67tDL5wGBiXqdrTzdwLuwzJudLdjyrAa0B6uH9yEZXzMlQ46I9BJUwzi2kOAbcQ9bYOcIECb0mVFRgyYCeeRKq6EqkGOguX4E6tcTOUa8X+9Aig3vhTOgeaNGOhDj8VJg2YEPHTwRldnpwuV9UgXygh+zlvJtmht8xbuEqFqJywBfeWAyNvNYYC9bzCM0FXCe88zEQuzKvPf9FHoABdvhJXzbCMzjBXoKSGvDV8hgViouTJ4ocY4ZnIU0yf059C3FOgBwAU+BcYM90ogN77ivInAD+on/o0w6KR39M4eW1h/5FLs6DY+gemz4P7NzhLba0sGKgbrKaVL9uh2wlb1+40DtC4DPcfy6lYc0cCkORS7WezXsdCjBLHXxh9zmCDrhYfS31j1z29jpOsJfrZObVnF5L6z7X0I/+52fTMK9+X/B4LmH1O2mdqIDwPIdrPEWlfWFSG5B1yDV1KENx2edahOJOe4LKk9+nhdpUy1uRGRGKW3vsDdazeQTU9mkSaBJoEmgSuKYSaGDvmoq3nbxJ4OpJIMOjdFNGSFqV5L0Ge+61FHfq3eUvD/aAhoT2+RN7B3rAClWXBfDlTS43qnGXumcW10mCvdr7im52RQ+4WTZj77SCvcx95zCjMgBirGZ5w3gInXuVKP9U5DustSvBniCV0ZThobgG9mTtV2AvjMgMTpR2pFdH6Jlya6EWc+bYmxfsTRi9kpOHlibYUwVaij3Im8v8a/Dssb1qsBcUpxNTgr0JQyZCeukXUEEGYGXQTRhJHff2X2gVnmQCabOMwAr2XM5j73JgL3V726CkvO8IYZ0Ce+gH3nrLAF+BHG8QhRjcy/ZwsKfuIssAe4uQkNgSBHXA/jJgb8+ON4woGcJWdqi2bf8Yl5Ull5FlyBPYE6Sx+MtuzlZgj0vjsberat2EifprAb2/DNhzoOfrXA7F/q71gJx0AMKEVxo3vMI8txqbAH187vrZy6CeY4f9DgwbyPVceQ7Z5gF76VeoEFXGUFDOcy+ynrPOMG6r8uB0eJfjqcsm1QnikXAPjz2qOAub6bge5ifYq8ELY8j76N+gLcEe4xWksgNNNI/PbTmSZ2K0dx+KaR1WcRXWQo1dgD2gMu/F+wnFpXcB9hJecToHNw7/AYKcjb7Tt8Uzy6a3k/3pH4ZFTswKzJHzc8U0nAdKM7cY63qJ0LoSsGWI3AYDF/TiELAn705YVDygS4/W0WBvYLhr6mEHmhKUTk2mmmXm937OH5fHpJ7m+OonIEtgLx54zinsBvaGrYFzirXt1iTQJNAk0CRwDSXQwN41FG47dZPA1ZTAtlXWzE3G5yywB5BTGOrRYK9+arxNvi4zTjEAMU4AesrZFXCveuTcuTTtmsVFSGDeRKeHlxtPMy2Zyxqzh8lq2mNPBhYGWZUnjWNrcELS9EHeEyMHaqYBPgPmdOMWcAoDL41kye+QELeUbe05UEOputl1Emwl7B5oZAGOt8h/RnvCIOpAb8BeaRZtxdiOn+nuMRTs1W3vvEfC4SHHNvdxOAUwMmiB56K1VWAPfaXKrMCe59pLeKHwzLCzU2emwR5AZ4nqoQG05cQ0UBfwJEtAdLlDa/DsPlTpOePosPNC5XfBJf+cDQPcyqbon7wD7W/ADWsChRAgOoSrAvak+4wfgMOqgWT4fF1QlrBFFVGoYmEd7OHp1PdiXrCHQgD2zKfQ2mn50uzcW+RxszbgLbVmLnvL1mpewDmPFZ0Ee6q9EfngKJSya8U9VCwEsMdyZuerwZ7WgGqZ6eBoyE69IBTXhKk8cgn3tGOCvdD1AHsMCiGs8xaPSEmN8fatPXen9eYwsLdbeex1YC90Vp6S1i/mCPkleVCDvpw1T07gKnrQj2csxfKc7JVez204R+SnpF2zHpCkl2h6T+EVuLo0Wd33yGkkcBffU9kZXZCHGA72KO4BuMzCTsTbnzE3vg7gaR2yA/DYi25obsSL8+jUzm0Fl/Ml1cnJLvAT/6z/S1aNN/C4dyN29qJEPnL6XhIQdJ1ZRc654GTnO/3MOV5BZ82Fodkcew+1I+Vb7SB50o1YEyMK28O2oz986BWhXWZjPPamuz9PG+sHWd0aeBlPRo19eJhpaDSv43vpEFqeHqyz5tX0g7R66IZ67KUbZK5LR3ns6cEHD06n3Anrds5cC9C9Q4RbP4iaWJeI5LCD6vPVHtudLKsHXfOMX9unSaBJoEmgSeD0SKCBvdMzFq0lTQKXlcAssJc2R3rUeO6lMWAPqNODvWVASYC99JZwC8a9DLiB3QHsKQ2R3xrnE+6EPuoMxls+bpdlMXyQG9gD0vTgsvOuqt0YNCSVwYOXwiHOI4eNgCpKqrBBjqfnVczxVGh2GFCcQ2gqoQC/DvTYq9txFNhbNI8v9GiHYhFdwQisegPQ5NK6WmAP9ZbxU6lq6OyhqguBmCekLr0zaXbkgKzBVKK99C7RdAvzDVCxiQEbwB3ZkWtxJ6qbcn3AHiHayKPzcDI4tmBUjEsn5xX4CKAD6MwtwV5PUXpIepTHHt5Oe3aBXWv8Jm2lsi1tS7CnEGHzbrTPFvG8M+UEUebl5U2m0tyuUgn2aDRAV157QJ6EKtFo97PqvXU7MBefq76tXUsVgeM9QtKkbwKy/iZAQ89CxAH7okDzrla5/s27f4LZ6fDdibDCqcVScon3EtDlz4RZeOsxR3hIIw9s2/+8hZRKJ5BhLMFde6fBHnrFwweT6tTyMtG1WWBvpapyPJccmGcJ9nxB8Q3IFuB53/LleaVrH6gFU6Iz9qKiL4BNRX1NQShIRP/w0mOjurUAJzHh6FZATQAn+JGfoW79NYHT0iebS9YYvkezPSiMgFJ690kPXVaar/ZaQ871ohswUJ6Uge0rhqp3lgX2hn0pDvbYs3bm8jRZFdf7hHesZl0+XLLmAMFXrF1DvkI0QkMO6Ia7738Pq2b95h3R91w81JEeR3EXvxOZvXUwcMbDrm7OTR2d9zNz6XLulM2uG1J9TSbMd33wvszSgSFgrwZ5NGPWQwYAtKCe5NV74M4CewKlkZpiUN/bzk0CTQJNAk0CJy6BBvZOfAhaA5oE5pOAvHPCwBFTiTxcbqSlN4YZLCPA3o4qbDrYU1iVgRJ8FvDYO61gTzexcaPP77WRvIwhe1hY1HzinmuvMR57dYhsZ1Qc4bGXBk02qr4572yK1A3kwmugkYWxvrVPsYUAe8qxGB4c8Z6HNHaIxC8dwPZqg726Xwn2BHworhAee9AHB3teETbD9mghxjaQhh5Me+yl8TPtsbdjIExgDyegtOtTHodYjZfwbkoaOKU1tcdHF3Y9EOzRVjyxLtjJAFUUx3DgajANrzhCdAF75hVHmC5hhzkul44AexnuLJApHXR4kdtcHnuCHOZBSfERO9Gm/X1xCuytG9hbtWus2mfKlcfqYm2twV7WrDgS7GX3AvJdDuwRTole1PM0p4mgUDANeSrGuA9OrGWnuVwhjFkLifo4Iy/fUWCPUGe2ac87ugH8BeyxjgP2gAfsd95QltbDQWCP3Iy9wne6G9fvc6H5AsAcYx4O2pB3V87YjqzoKEV58US9RCGMyFvGxwvmXQvcu2Q7kCeS9UC5HembfZaJJCmCs6VK4hZSDPSzz/guI2weYMV6sQLwS4IvOOfFoMjNqYIb0dcEeOnZpp/hqcf6krBuFthTmK/Gpt+vLrKyQo7SBIhzCu+qgT1bG7SWqqo23s8BfUxe3Aesa52Zf8vvnH71mO/YfGhw2N61Z6uqWOtCnoZB9z2HfM97O4Bn8bN6+JL6zCefymBPkkGf45X3FbPuL+YbzbZXk0CTQJNAk8BJSqCBvZOUfrt2k8AACUyDPYtk6yHMCLBXew+oEqUZSxnW4uG4HpLb3dyHp14aWrtmR/HSzTEvPREOEBR39/UzdP0+zDnBb83jiXctqi5kJ4ysvEHNfcYUzxhjMM0avvqJ+fTT887LIw6cJ8eeV6/sPauyYMdl24uhOkC32BUdIASvB3sxnnLm6L34Jjww8xqM0UCPvdoATNiStlfFKGVEy+vMFBEHHIxR2urFARwouCeOhzQlHxhaPINz7Ww7MKgNGwpPyKNMhm+v79I5kFYaxpfxBtEciYM5xSIFHUK3+3CtyPWlsXNzVmF/AWs+CXg3Y5uQR4F3hTKaHIxQca6VFc8rSTPC9pXaZNtneex1wxf9U0hteAny2Vxgz92rLCx/oezYxS4G2NskRNg2Khav22frdo0VACTjSV408/AKZuNQIcIxeY/8engSdTn2gA32AeC283IMsCc+V3tQhdcfciPfIEUN5NWl8epfxjV6R8sO4uLxDBAbhieUw24QoHEA14Vnpzdn6ojmmzcqfyaH1Huu+q5D9IP5ay8e0OiFB2WAvXP7Fp59GbAXhYH9WuiOHvLguevaoeIbmgOHIxjtOo/XaiocP+lDLbP8bqA/Nv57BvWYW+FeqSMVUq38oe65i8cqsPMSbUT/zWMVvdrcMai3tV0ubFw09zx7f3XZQN5CWbOnHav2c9X252/BSK1dDvQoCMVPVWCuwF5CPZ9XUTmb36PNvDcL7MnDT2MTBU3U7d7Hivao4u+AbdT3VHUJB+E2x2wCkH4hwV62CgCMXM6aLNHreTfpZ4DOeY+RznV3DbOPCt82fZhAeWJ9PgQ/5nHdMdUXoo6fnnNTNyd5TzOkL92yUYst12PaX6/r6bGHR/H0tWuoPmMM8p7osLDbWUVZ5HlPv+OV/ToM7A3qd9u5SaBJoEmgSeBUSKCBvVMxDK0RTQJHS2DTEprXG0ZIB2GAGgHWujw/1c0lN90YznlvWxu4nBNjDo+tPB9Pwd2o50YwrppgL6iLimewT0Ifrh9gpfPqkgEaBqoaEdbo0d3t9pgF9rqbUu6kwwavb3LT02zAZSY8VIYcN73v5cCeZB2GJL/PZaThHUJ+sfCImVWJ90B7BYeGbRgdystVj2ecQsBIcg4rZfrU6hP64IZsYhFGXvma0KMYSKLvJIcZzZvFBlA35YfD+MYgDcO6A3vAPV5cS2F7fvJdU0Z0ojbgZJQDwypyCLhgH3SeYhMCHahp6G3qcgef+LjSuV0z21WoYIYxNvFeB2oc7NElRNLtozFzLSaJv4ca2jsmFCDQ/VYBd9GgxdrSSlnDMw8/MfLQASLtmEWrHNuxReZ6gKsEkhU3cRjE1AlAlPu4710/MnODPWRqg7Rr0GXD2oLH3kYF9s4C9uy8gL0F2mwy37ecZNPFM/Ccq8Fel2MPjyz0QGtI6M802JNq2r80pAF7tjNgES2UXO33BC2Ea7ouMQ5xUiCkjpulnYfPp1FgT+GkMd/mAHuaM9msmNy0mvcEjuwPQmgpe8ELqMT6fc7yxekBDTKM5Ve95VziZrmG+lqvEG/z3L3mYE/zqPqSUmf8RW49FcnJ5HDsqzXI4C7NDrDHwy68FBnXxdVVwb0z5h16cXu3bGxslQcvPGg02QDVubWyakeu2RxfN13gJ/COdYN+uuwS7F1ysGdtU3OQiTz0QreqtbVrvrWB80+E4trkSaDX/5wEe+sGdZYHulbP9Z0xpaq5rk6E4k557NG/TLWwKBBvwGkA2BMwHAj2+ry4Of+84T3MDm+y+J5X6gB5U4cXrh2WuRDTM9vnCZ7XvnZmPr465PlAflvd51S6GMvM8Bx7Ifj6VLkeIZ8K7GWhlhX3X54YsVnfJfUOygMabxx4eDjjS5R9PBpj0ns5zzntsXf4Stc+aRJoEmgSaBI4zRJoYO80j05rW5NAJYFZYM9vgt1AUuVSAQ5cVtwI6TY9oa5hTxgt3Z2dh/T1EMMryen8ecOLcVMBEcCiGMgJgr1aQWqwl4BxiAKNMZhmnf9IsBch1HO3rQJ7c4fIVMbnvNdxIOfmQqqOdEuvMLXC8D5wToyXAWDvMGxymNOPuIe9AHt4JiUA420VfLGfgD3Px6WOmKFuHlEYq1E1AtnJgAk9TqhUgz08hUiZV+v9LNs230NeOyPA3tJAsEe+OsAeOfTWl1atIIJ7oi3AX6xP8uAij1zIyWGVy2sesIeIOBR5jQV7+3aSPWsDuQAvGpDZCDkDSc5aI9bt72Xaqrxntq9RvBwDYHUWz5gX7PkoOdCaCJNMQ7oDe+wH2DOoZ21R1V7GzT73CrKcI3z07PPrTWZnTynYk/Kj5wFlg3dozASPbE3eyXmoMUXu4Xk9BfYEsFUtxsGery2SqMKEa7A3XdynW2s7ujAqvVqsLNVqkmAPICOw3X8m+I7XpmCNV8jetjnBGO4BoVYNkZCDz/TwonneXry4VT754CfLmbXVsnzdWlkxwAms4rVmnVsVKPR1hblChXdeHopr60nyTonIepyeoLG/a1+/rcr7rgI0Afa6sdEY9WsXRwNdTxrsAU+7dR8dwDuWYiiA9IFgj3uCIUgcue5FpMDkmuvfQLU3WUI6XyvCg5QxrKCY4GtAPT3AoXoyOT1tzKnaXD+s6R44RkjvpzLYS1nXY1Cpdvu1SaBJoEmgSeAhIoEG9h4iA9Wa2SRQF89AGhhxuhHDKOvQi3suCV7UYO4IsIcnxHQolRt5cXPNhcJm6bwY5DHjG5dSnqlj9tg7VCvCi2mI1hwX2HP3M98uZwZ13gyMb2d4T3oVHNq/EWBPOhVjmWPaAb7KgJ95zSFgDzh3SDdmRLO6foUuyiskXtmkrISrwgAJ9uzntnkd4dlQg7uUeQ34Jgy8zE95iGCn04gxfhSdwYPI2+kdm+m9V3nszQv2CJPzUNxL5QHrz9Licjm7bB57eByRnyvhjLOypLCe0B/9Uri+dyZF7nO6n+7IPOU+DuwxoHa1DuyVsmFvbUb4+LKdf90EtwZog9TsIC/Wrx7syRsLMGlFUgB7e+GxtWBeiFkVl+Wu9tjLTtGf9IRRkvxqVq1wTOgPNWId7FnIte2zqUrgwD335MNrj9fN9t75ge6unrJgzrkZ856w98y32QGHCkLPClE8A28DOKnT6d3Zh3kKTClFAn31fdfsF9rHNdJjT8drEHp6pc9FgYFbvQAS6tVTAgDum4MUrzo8JCNbQDFBldDNyp0869FoDfRIai/uYP1XVWWpnFfIdrBn33treOsZoLUTbpg32oWtnXL/Awb21lfL6vl1AbR12++8vVbsWsA7PQTowJ6vS8hQBV4IBc9Os49k4xCw3/o/AHuZL0/HEdYrTOqee7yAyP7Pt/PHBfasEeqqf1G7V6y959WFgV8hZ90neI495s6QEdVDjoFgD+hGyLWgsnJ8xvoZc6kDdVFhG33QWhFe1vk7spTHXgX1COPO9ROot1JVbdZxAtmTIbnpKejnC/2oh/uo33Ngax3J+yg7VtV50QXlCvS5cy099uqHjJme5Grd5xwlivZ5k0CTQJNAk8DxS6CBveOXebtik8AoCWSobGeEV95zvdnOzSg3jHFnmlcKsNcZKt2Nc+wACJs4X398OHRM3OXLuOlP1t0Es69uiCuK0N1Iyo7kxhYT271D/Gf4g9U3w9W5B0YqqUMyVKa2o8zuvijEqOHpDpoOjTlwtgl65bF3CAAAAplJREFUdbCduX+m1VO7w6CZ+6Y8jIkhPXFAMrl1Rne8fUBF0viTwTsZhtupnv0iICOr2I3nutd1WOwk2OvNrNQnjqtf2b6wV9UBl5fn4sNyd5l5KKJvePz4T+lrpxgOPqo3jhYfYKjyeMlj+3P256v1b9FgS06hbkwlF5cM+used7K+BS82rHPKsWfhuMBMcnOJ7dPNILI6Ps4D7NgL2OcSqPJlxgBkmzzkzK9OQYB67GpT2/ereqIDNLEFXgBkXHPb/qTNbMgUiIKnFV5QQED3KDQIE/t0hr2dw08XlS/lheh5A+mjQMNMo9m1wplP335Ai0Rgx8izz34H7BGyCtRDRwT2EGOc90bzJDxbF3U4WgsEQo5aX+rTSAwY99HWPLrThQ54TZ1VgoszBdjznvuZ5IBHOLPmo4MJ9MTVuh9/1MpDcPvKwAjJPWMn4eisQgN1NeUckjFgzwsgZH9ybvs4pidmkj/vjxf0kdoH/NX6AYwCAsc+VMTdMmB0cWOzLFoo7oqF6aJ7pATAE4350zlOxyKyY3H8AF/gGzLTAzL+cR3gl9YLn1+Eknv4vue1ZCN0l/Z181pgL3XO01ZsC+qQF9Dlf6PlPyTPXkc3NXf7V6cz9qbaS1e7K/QaddT3gq+x3jbvB2tMXCe/tDmd+uS52HjYN0ynrY/hAqk0A3Q4n8Lo3P4i3N4fPFg7WDstw4jGTReOBxL2hoCooKOH1PJPeeKsVUrtEGBuwUKv06Mb+aCbKgS1bd6cOzuWS3CnrK2slnNn1zuB1ZEJE/o9tbYN8VjUyXNuzlij/OOYW3mPZj8VaTEl6VkPhvrR9u/a3Kr0u/FW/1n9fe33WSY/1tiJxtZnnlrH+lPVO7XfmwSaBJoEmgROqQT+f4N2yuymPHO2AAAAAElFTkSuQmCC" + } + }, + "cell_type": "markdown", + "id": "09e9954b-06a9-46f5-a077-51e0e57699ad", + "metadata": {}, + "source": [ + "![image.png](attachment:1aff9d9f-deba-4293-979a-f03ddf9d26bb.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "3bbf5a54-9ebf-44aa-961d-7d135ae2d74c", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Object `MyVector` not found.\n" + ] + } + ], + "source": [ + "MyVector??" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7985cc1c-21ba-46c5-8cc8-c192dc6da324", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "b2c8e158-ee2e-419c-a7ef-0fa93dea8c76", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "P=phybody()\n", + "P.add_forza(N1,0,0,3*L)\n", + "P.add_forza(600,-pi/2,2*L,2*L)\n", + "P.add_forza(N2,pi/2,4*L,0)\n", + "P.add_forza(fr,pi,4*L,0)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "c64fe61e-364f-4614-bb51-46c84833ce15", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle To =- 3 L N_{1} + 4 L N_{2} - 1200 L$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "To=P.To()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "f78f8d3e-a058-476d-b1fb-55589a4b309d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle To =3 N_{1} - 4 N_{2} + 1200$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "To.reducecero()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "654e03d7-3b0e-48c2-b1d6-fbe258cf7911", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =N_{1} - f_{r}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =N_{2} - 600$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fx=P.Fx()\n", + "Fy=P.Fy()" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "8dcb4ba3-e9f9-4022-9b60-ca277e641127", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle N1=400$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle N2=600$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle fr=400$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "N1,N2,fr=simplesolve(To,Fx,Fy)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "a965f9d5-3748-4817-83da-8ad97c84db70", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fx =N_{1} - N_{2} \\mu$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fx.subs(fr,N2*mu)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "04639c78-e2b4-4c67-995c-f0588416f8aa", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "f31edd67-ac36-41c9-90b8-6a55b81cfce5", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle R =- N_{2} \\mu + f_{r}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "R=MyEq(fr-N2*mu,'R')" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "61db31cf-8647-445d-b8bd-d2d5a4a3264e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle Fy =N_{2} - 600$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Fy=P.Fy()" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "c847ab34-43c9-40c6-a644-a73e83208772", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle N2 =600$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle N1 =400$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle f_r =400$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle 𝜇 =\\frac{2}{3}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "N2,N1,fr,mu=simplesolve(To,Fy,Fx,R)" + ] + }, + { + "attachments": { + "baddecb4-e838-40d2-b5f0-cf399d0f02ce.png": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "id": "46b25eb7-6c69-4974-84f6-fadb9e52472b", + "metadata": { + "tags": [] + }, + "source": [ + "![line.png](attachment:baddecb4-e838-40d2-b5f0-cf399d0f02ce.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "5597473d-95fa-4b09-8eb0-37435b77a936", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from Libaldomath import *\n", + "from lib_Mechanics import *" + ] + }, + { + "attachments": { + "4577997c-c800-4a83-9948-f0d17f0bdcc5.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "5259df6a-f142-481f-960d-947cdc1aea50", + "metadata": {}, + "source": [ + "![image.png](attachment:4577997c-c800-4a83-9948-f0d17f0bdcc5.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "a28738cf-08bf-4a2d-9c30-bf324b4b3270", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "A=phybody()\n", + "A.add_forza(m1*g,-pi/2,-2*R,0)\n", + "A.add_forza(T1,0,0,R)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "89687bb8-01f2-493a-94e5-be8e113957ac", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "B=phybody()\n", + "B.add_forza(T1,pi,0,4*R)\n", + "B.add_forza(T2,0,0,R)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "fcdd6242-a2fd-4722-889a-826446a8f7e7", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "C=phybody()\n", + "C.add_forza(T2,pi,0,3*R)\n", + "C.add_forza(m2*g,-pi/2,3*R,0)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "a1f0a605-e986-4e89-bc62-c7974a40302a", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle At =- R T_{1} + 2 R g m_{1}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle Bt =4 R T_{1} - R T_{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle Ct =3 R T_{2} - 3 R g m_{2}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "At=A.To('At')\n", + "Bt=B.To('Bt')\n", + "Ct=C.To('Ct')" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "b0befd3e-1877-474c-9024-b653eb9d6a6d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/latex": [ + "$\\displaystyle T1=2 g m_{1}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle T2=8 g m_{1}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle m2=8 m_{1}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "T1,T2,m2=simplesolve(At,Bt,Ct,T1,T2,m2)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a5acd59f-0786-4a13-b09b-83df9ea590ce", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +}