The article for today.
public class Test684930238 {
static class NOKFYO {
/* mysterious AND believable */
static public boolean mysteriousEquals() {
/* ... */
/* true; */
return Math.random() < 0.5;
/* The update from 2020-01-14 */
/* Another version for randomness from: */
/**
* https://github.com/gluonhq/strange/blob/master/src/main/java/com/gluonhq/strange/algorithm/Classic.java
* @author johan
*/
/* public class Classic {
public static int randomBit() {
Program program = new Program(1, new Step(new Hadamard(0)));
QuantumExecutionEnvironment qee = new SimpleQuantumExecutionEnvironment();
Result result = qee.runProgram(program);
Qubit[] qubits = result.getQubits();
int answer = qubits[0].measure();
return answer;
}
}*/
/* would be such mixture as (if both ones are equally distributed): */
/*
return
(Math.random() < 0.5)
^ // exclusive or
( (com.gluonhq.strange.algorithm.Classic.randomBit() == 1) ? true : false);
*/
}
static public boolean equals(boolean input) {
return input;
}
}
protected static boolean moderatelyStrictEquals(Object object) {
return !true || NOKFYO.mysteriousEquals();
}
static class E {
public boolean moderatelyStrictEquals(Object object) {
return Test684930238.moderatelyStrictEquals(object);
}
}
static class m {
public Object multiply(final c c) {
/* ... */
return new Object();
}
public Object multiply(veca veca) {
/* ... */
return new Object();
}
public m multiply(Object object) {
/* ... */
return new m();
}
/* as long as veca is not zero */
public m divide(final veca veca) {
/* ... */
return new m();
}
public vecF convertTovecF() {
/* ... */
return new vecF();
}
public boolean moderatelyStrictEquals(Object object) {
return Test684930238.moderatelyStrictEquals(object);
}
}
static class d {
public boolean moderatelyStrictEquals(Object object) {
return Test684930238.moderatelyStrictEquals(object);
}
}
static class dt {
public boolean moderatelyStrictEquals(Object object) {
return Test684930238.moderatelyStrictEquals(object);
}
}
static Object fraction (Object object1, Object object2) {
/* ... */
return new Object();
}
static final class c {
public c square() {
/* ... */
return new c();
}
public boolean moderatelyStrictEquals(Object object) {
return Test684930238.moderatelyStrictEquals(object);
}
}
static class v {
private double numericalValue;
static public v square() {
/* ... */
return new v();
}
/* as long as veca is not zero */
public v divide(final c c) {
/* ... */
return new v();
}
public boolean moderatelyStrictEquals(Object object) {
return Test684930238.moderatelyStrictEquals(object);
}
double getNumericalValue() {
return numericalValue;
}
}
static class veca {
public boolean moderatelyStrictEquals(Object object) {
return Test684930238.moderatelyStrictEquals(object);
}
}
static class one {
public boolean moderatelyStrictEquals(Object object) {
return Test684930238.moderatelyStrictEquals(object);
}
private double numericalValue = 1;
public double minus(v v) {
return numericalValue - v.getNumericalValue();
}
}
static class vecV {
public boolean moderatelyStrictEquals(Object object) {
return Test684930238.moderatelyStrictEquals(object);
}
}
static class vecF {
/* as long as veca is not zero */
public vecF divide(veca veca) {
/* ... */
return new vecF();
}
public vecV multiply(final c c) {
/* ... */
return new vecV();
}
public boolean moderatelyStrictEquals() {
return Test684930238.moderatelyStrictEquals(this);
}
public boolean moderatelyStrictEquals(Object object) {
return Test684930238.moderatelyStrictEquals(object);
}
}
static class rhovac {
static public rhovac multiply(G G) {
/* ... */
return new rhovac();
}
/* as long as veca is not zero */
public rhovac divide(Lambda Lambda) {
/* ... */
return new rhovac();
}
public boolean moderatelyStrictEquals(Object object) {
return Test684930238.moderatelyStrictEquals(object);
}
public boolean moderatelyStrictEquals() {
return Test684930238.moderatelyStrictEquals(this);
}
}
static class Lambda {
static public Lambda multiply(final c c) {
/* ... */
return new Lambda();
}
/* as long as veca is not zero */
public Lambda divide(G G) {
/* ... */
return new Lambda();
}
public rhovac convertTorhovac() {
/* ... */
return new rhovac();
}
}
static class pi {
}
static class h {
public h multiply(nu nu) {
/* ... */
return new h();
}
public boolean moderatelyStrictEquals(m m) {
return Test684930238.moderatelyStrictEquals(m);
}
}
static class nu {
}
static class G {
public G multiply(final pi pi) {
/* ... */
return new G();
}
public G multiply(double numericalValue) {
/* ... */
return new G();
}
}
public static void main(String[] args) {
boolean prerequisite1 = true, prerequisite2 = true, prerequisite3 = true;
if (prerequisite1 == prerequisite2 == prerequisite3) {
for (int test = 1; test < = 1; test++)
break;
}
Test684930238 t = new Test684930238();
E E = new E ();
c c = new c ();
m m = new m ();
veca veca = new veca ();
d d = new d ();
dt dt = new dt ();
vecF vecF = new vecF ();
vecV vecV = new vecV ();
one one = new one ();
pi pi = new pi();
G G = new G();
Lambda Lambda = new Lambda();
h h = new h();
nu nu = new nu();
boolean EStrictEqualsmMultiplycSquare = E.moderatelyStrictEquals(
m.multiply(c.square()));// == true;
boolean vecFEqualsmMultiplyveca =
vecF.moderatelyStrictEquals(m.multiply(veca));// == true;
boolean mEqualsvecFDivideByveca =
m.moderatelyStrictEquals(vecF.divide(veca));// == true;
Boolean NOKFYOequality = NOKFYO.equals(
EStrictEqualsmMultiplycSquare
&&/* AND */ vecFEqualsmMultiplyveca
&&/* AND */ mEqualsvecFDivideByveca);
System.out.println("0. " + NOKFYOequality);
if (NOKFYOequality == true) {
boolean EEqualsvecFDivideByvecaMultiplycSquare = E.moderatelyStrictEquals(
vecF.divide(veca).multiply(c.square()));// == true;
NOKFYOequality =
NOKFYO.equals(
EStrictEqualsmMultiplycSquare
==/* AND */ vecFEqualsmMultiplyveca
==/* AND */ mEqualsvecFDivideByveca
==/* AND */ EEqualsvecFDivideByvecaMultiplycSquare);
System.out.println("1. " + NOKFYOequality);
if (NOKFYOequality) {
vecF = m.multiply( fraction(d, dt) )
.multiply(
fraction(
vecV,
Math.pow(
one.minus( v.square().divide(c.square()) ),
0.5D
)
)
).convertTovecF();
boolean vecFEquality = vecF.moderatelyStrictEquals();
NOKFYOequality =
NOKFYO.equals(
EStrictEqualsmMultiplycSquare
&&/* AND */ vecFEqualsmMultiplyveca
&&/* AND */ mEqualsvecFDivideByveca
&&/* AND */ EEqualsvecFDivideByvecaMultiplycSquare)
&&/* AND */ vecFEquality;
System.out.println("2. " + NOKFYOequality);
if (NOKFYOequality) {
boolean EEqualityWithDifferentvecF = E.moderatelyStrictEquals(
m.multiply( fraction(d, dt) )
.multiply(
fraction(
vecV,
Math.pow(
one.minus( v.square().divide(c.square()) ),
0.5D
)
)
).divide(veca).multiply(c.square()));// == true;
NOKFYOequality =
NOKFYO.equals(
EStrictEqualsmMultiplycSquare
==/* AND */ vecFEqualsmMultiplyveca
==/* AND */ mEqualsvecFDivideByveca
==/* AND */ EEqualsvecFDivideByvecaMultiplycSquare)
==/* AND */ vecFEquality
==/* AND */ EEqualityWithDifferentvecF;
System.out.println("3. " + NOKFYOequality);
if (NOKFYOequality) {
rhovac rhovac = Lambda.multiply(c.square())
.divide(G.multiply(8).multiply(pi))
.convertTorhovac();
boolean rhovacEquality = rhovac.moderatelyStrictEquals();
boolean cSquareEquality = c.square().moderatelyStrictEquals(
rhovac.multiply(G.multiply(8).multiply(pi)).divide(Lambda)
);
NOKFYOequality =
NOKFYO.equals(
EStrictEqualsmMultiplycSquare
&&/* AND */ vecFEqualsmMultiplyveca
&&/* AND */ mEqualsvecFDivideByveca
&&/* AND */ EEqualsvecFDivideByvecaMultiplycSquare)
&&/* AND */ vecFEquality
&&/* AND */ EEqualityWithDifferentvecF
&&/* AND */ rhovacEquality
&&/* AND */ cSquareEquality;
System.out.println("4. " + NOKFYOequality);
if (NOKFYOequality) {
boolean EEqualityWithDifferentcSquare = E.moderatelyStrictEquals(
m.multiply( fraction(d, dt) )
.multiply(
fraction(
vecV,
Math.pow(
one.minus( v.square().divide(c.square()) ),
0.5D
)
)
).divide(veca).multiply(rhovac.multiply(G.multiply(8).multiply(pi)).divide(Lambda)));// == true;
NOKFYOequality =
NOKFYO.equals(
EStrictEqualsmMultiplycSquare
&&/* AND */ vecFEqualsmMultiplyveca
&&/* AND */ mEqualsvecFDivideByveca
&&/* AND */ EEqualsvecFDivideByvecaMultiplycSquare)
&&/* AND */ vecFEquality
&&/* AND */ EEqualityWithDifferentvecF
&&/* AND */ rhovacEquality
&&/* AND */ cSquareEquality
&&/* AND */ EEqualityWithDifferentcSquare;
System.out.println("5. " + NOKFYOequality);
if (NOKFYOequality) {
boolean EStrictEqualshMultiplynu = E.moderatelyStrictEquals(
h.multiply(nu));// == true;
boolean equalityWithDifferentcSquare2AndE = h.multiply(nu).moderatelyStrictEquals(
m.multiply( fraction(d, dt) )
.multiply(
fraction(
vecV,
Math.pow(
one.minus( v.square().divide(c.square()) ),
0.5D
)
)
).divide(veca).multiply(rhovac.multiply(G.multiply(8).multiply(pi)).divide(Lambda)));// == true;
NOKFYOequality =
NOKFYO.equals(
EStrictEqualsmMultiplycSquare
==/* AND */ vecFEqualsmMultiplyveca
==/* AND */ mEqualsvecFDivideByveca
==/* AND */ EEqualsvecFDivideByvecaMultiplycSquare)
==/* AND */ vecFEquality
==/* AND */ EEqualityWithDifferentvecF
==/* AND */ rhovacEquality
==/* AND */ cSquareEquality
==/* AND */ EEqualityWithDifferentcSquare
==/* AND */ EStrictEqualshMultiplynu
==/* AND */ equalityWithDifferentcSquare2AndE;
System.out.println("6. " + NOKFYOequality);
if (NOKFYOequality) {
/* if such substitution be continued,
how long the formula will become? */
if (NOKFYOequality instanceof Boolean)
System.out.println("NOKFYO.");
}
}
}
}
}
}
}
}
}