Improve cloud capacity (CU / SU) calculation

[renauter]

Is your feature request related to a problem? Please describe

When we calculate SU and CU (integer values) we do some integer divisions which leads to some precision error.

Describe the solution you'd like

A better approach would be to deal with float divisions and round result to closest integer before converting back to integer.
With this we would get more accurate values.

Additional context

Example of precision error while calculating SU / CU for node 6705

Simulated calculation from rust tfchain code:

const GIGABYTE: u128 = 1024 * 1024 * 1024;
const ONE_THOUSAND: u128 = 1000;
const CRU: u64 = 12;
const MRU: u64 = 67036315648;
const SRU: u64 = 1000204886016;
const HRU: u64 = 0;

fn calc_cu() -> u64 {
    let cru_min = CRU as u128 * 2 * GIGABYTE * ONE_THOUSAND;
    let mru_min =
        ((MRU as u128).checked_sub(1).unwrap_or(0) * GIGABYTE) * ONE_THOUSAND / 4;
    let sru_min = SRU as u128 * ONE_THOUSAND / 50;

    if cru_min < mru_min && cru_min < sru_min {
        cru_min as u64
    } else if mru_min < cru_min && mru_min < sru_min {
        mru_min as u64
    } else if sru_min < cru_min && sru_min < mru_min {
        sru_min as u64
    } else {
        0
    }
}
    
fn get_cu() -> u64 {
    let cu = calc_cu();
    let calculated_cu = 2 * (cu as u128 / GIGABYTE / ONE_THOUSAND);
    calculated_cu as u64
}
    
fn get_su() -> u64 {
    let su = HRU as u128 * ONE_THOUSAND / 1200 + SRU as u128 * ONE_THOUSAND / 250;
    let calculated_su = su / GIGABYTE;
    let result = calculated_su as u128 / ONE_THOUSAND;
    result as u64
}

fn main() {
    println!("CU: {}", get_cu());
    println!("SU: {}", get_su());
}

Copy past previous code in rust playground https://play.rust-lang.org/ and run gives:

CU: 36
SU: 3

While calculating using float would give:

>>> GIGABYTE = 1024 * 1024 * 1024
>>> cru = 12
>>> mru = 67036315648
>>> sru = 1000204886016
>>> hru = 0
>>> cru_min = cru * 2 * GIGABYTE * 1000
>>> cru_min
25769803776000
>>> mru_min = ((mru - 1) * GIGABYTE) * 1000 / 4
>>> mru_min
1.799492395926238e+22
>>> sru_min = sru * 1000 / 50
>>> sru_min
20004097720320.0
>>> sru_min < cru_min and sru_min < mru_min
True
>>> cu = sru_min
>>> 2 * (cu / GIGABYTE / 1000)
37.26053558349609
>>> su = hru * 1000 / 1200 + sru * 1000 / 250
>>> su / GIGABYTE / 1000
3.7260535583496095

CU: 37
SU: 4