Matthias NuclearPhoenixx

## simple_root.cpp
/*
 * Very simple algorithm to search for prime numbers by
 * dividing a candidate by all primes smaller than
 * the square root of the candidate itself.
 *
 * Written by Phoenix1747, 2018-11-25. Edit: 2020-11-10.
 */

#include <vector>
#include <iostream>

## sieve_root.cpp
/*
 * Classic Sieve of Eratosthenes algorithm to search primes.
 *
 * Written by Phoenix1747, 2020-11-10.
 */

#include <iostream>
#include <vector>

using namespace std;

## isotopes_energies_new.json
{
  "U-238": [
    110,
    49.55
  ],
  "Co-56": [
    511,
    846.75,
    1037.86,
    1238.29,

## injection.json
{
	"110": "U-238",
	"000": "INJECT\"  onmouseover=\"alert('gotcha!');",
	"001": "INJECT\"  onchange=\"alert('gotcha!');",
	"007": "\"><script src=\"MALICIOUS JS CODE URL\"></script><input id=\""
}

## bw-radio-decay.cpp
// Bethe-Weizsäcker Radioactive Decay

#include <iostream>
#include <cmath>

using namespace std;

const long double M_PROTON = 1.67262192369e-27; // kg
const long double M_NEUTRON = 1.67492749804e-27; // kg
const long double M_ELECTRON = 9.1093837015e-31; // kg

## isotopes_energies.json
{
	"110": "U-238",
	"511": "Co-56",
	"670": "I-132",
	"996": "Eu-154",
	"209.264": "Ac-228",
	"270.272": "Ac-228",
	"328.05": "Ac-228",
	"338.37": "Ac-228",
	"463.073": "Ac-228",

## gamma_energies.csv

          
            Gamma Energy  (KeV)
            Nuclide
            Half-Life
            Percent Yield  per decay

            
              8
              Er-169
              9.4 days
              0.3

            
              22
              Sm-151
              87 years
              4

            
              24
              Sn-199m
              250 days
              16

            
              30
              Ba-140
              12.8 days
              11

            
              31
              Mg-28
              21 hours
              96

            
              35
              I-125
              60 days
              7

            
              35
              Te-125m
              58 days
              7

            
              37
              Br-80m
              4.38 hours
              36

            
              40
              Rh-103m
              57 minutes
              0.4

## scattering.gd
extends Control

var ec = 1.602176634/1e19 #elementary charge [C]
var amu = 1.66053906660/1e27 #atomic mass unit [kg]
var vprmtvty = 8.8541878128/1e12 #Vacuum permittivity [F/m]

var scale_m = 1e15 #scale multiplier
var time_m = 1e21 #time divider

var m0 = 1 * amu #Proton
	/*
	* Very simple algorithm to search for prime numbers by
	* dividing a candidate by all primes smaller than
	* the square root of the candidate itself.
	*
	* Written by Phoenix1747, 2018-11-25. Edit: 2020-11-10.
	*/

	#include <vector>
	#include <iostream>
	/*
	* Classic Sieve of Eratosthenes algorithm to search primes.
	*
	* Written by Phoenix1747, 2020-11-10.
	*/

	#include <iostream>
	#include <vector>

	using namespace std;
	{
	"110": "U-238",
	"000": "INJECT\" onmouseover=\"alert('gotcha!');",
	"001": "INJECT\" onchange=\"alert('gotcha!');",
	"007": "\"><script src=\"MALICIOUS JS CODE URL\"></script><input id=\""
	}
	// Bethe-Weizsäcker Radioactive Decay

	#include <iostream>
	#include <cmath>

	using namespace std;

	const long double M_PROTON = 1.67262192369e-27; // kg
	const long double M_NEUTRON = 1.67492749804e-27; // kg
	const long double M_ELECTRON = 9.1093837015e-31; // kg
	{
	"110": "U-238",
	"511": "Co-56",
	"670": "I-132",
	"996": "Eu-154",
	"209.264": "Ac-228",
	"270.272": "Ac-228",
	"328.05": "Ac-228",
	"338.37": "Ac-228",
	"463.073": "Ac-228",
Gamma Energy (KeV)	Nuclide	Half-Life	Percent Yield per decay
8	Er-169	9.4 days	0.3
22	Sm-151	87 years	4
24	Sn-199m	250 days	16
30	Ba-140	12.8 days	11
31	Mg-28	21 hours	96
35	I-125	60 days	7
35	Te-125m	58 days	7
37	Br-80m	4.38 hours	36
40	Rh-103m	57 minutes	0.4
	extends Control

	var ec = 1.602176634/1e19 #elementary charge [C]
	var amu = 1.66053906660/1e27 #atomic mass unit [kg]
	var vprmtvty = 8.8541878128/1e12 #Vacuum permittivity [F/m]

	var scale_m = 1e15 #scale multiplier
	var time_m = 1e21 #time divider

	var m0 = 1 * amu #Proton