CrackMe.apk
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package kotlin;
import com.google.common.base.Ascii;
@Metadata(d1 = {"\u0000 \n\u0000\n\u0002\u0010\b\n\u0002\u0010\u0005\n\u0000\n\u0002\u0010\t\n\u0002\u0010\n\n\u0000\n\u0002\u0010\u0006\n\u0002\u0010\u0007\n\u0000\u001a\u0015\u0010\u0000\u001a\u00020\u0001*\u00020\u00022\u0006\u0010\u0003\u001a\u00020\u0002H\b\u001a\u0015\u0010\u0000\u001a\u00020\u0001*\u00020\u00022\u0006\u0010\u0003\u001a\u00020\u0001H\b\u001a\u0015\u0010\u0000\u001a\u00020\u0004*\u00020\u00022\u0006\u0010\u0003\u001a\u00020\u0004H\b\u001a\u0015\u0010\u0000\u001a\u00020\u0001*\u00020\u00022\u0006\u0010\u0003\u001a\u00020\u0005H\b\u001a\u0015\u0010\u0000\u001a\u00020\u0001*\u00020\u00012\u0006\u0010\u0003\u001a\u00020\u0002H\b\u001a\u0015\u0010\u0000\u001a\u00020\u0001*\u00020\u00012\u0006\u0010\u0003\u001a\u00020\u0001H\b\u001a\u0015\u0010\u0000\u001a\u00020\u0004*\u00020\u00012\u0006\u0010\u0003\u001a\u00020\u0004H\b\u001a\u0015\u0010\u0000\u001a\u00020\u0001*\u00020\u00012\u0006\u0010\u0003\u001a\u00020\u0005H\b\u001a\u0015\u0010\u0000\u001a\u00020\u0004*\u00020\u00042\u0006\u0010\u0003\u001a\u00020\u0002H\b\u001a\u0015\u0010\u0000\u001a\u00020\u0004*\u00020\u00042\u0006\u0010\u0003\u001a\u00020\u0001H\b\u001a\u0015\u0010\u0000\u001a\u00020\u0004*\u00020\u00042\u0006\u0010\u0003\u001a\u00020\u0004H\b\u001a\u0015\u0010\u0000\u001a\u00020\u0004*\u00020\u00042\u0006\u0010\u0003\u001a\u00020\u0005H\b\u001a\u0015\u0010\u0000\u001a\u00020\u0001*\u00020\u00052\u0006\u0010\u0003\u001a\u00020\u0002H\b\u001a\u0015\u0010\u0000\u001a\u00020\u0001*\u00020\u00052\u0006\u0010\u0003\u001a\u00020\u0001H\b\u001a\u0015\u0010\u0000\u001a\u00020\u0004*\u00020\u00052\u0006\u0010\u0003\u001a\u00020\u0004H\b\u001a\u0015\u0010\u0000\u001a\u00020\u0001*\u00020\u00052\u0006\u0010\u0003\u001a\u00020\u0005H\b\u001a\u0015\u0010\u0006\u001a\u00020\u0002*\u00020\u00022\u0006\u0010\u0003\u001a\u00020\u0002H\b\u001a\u0015\u0010\u0006\u001a\u00020\u0001*\u00020\u00022\u0006\u0010\u0003\u001a\u00020\u0001H\b\u001a\u0015\u0010\u0006\u001a\u00020\u0004*\u00020\u00022\u0006\u0010\u0003\u001a\u00020\u0004H\b\u001a\u0015\u0010\u0006\u001a\u00020\u0005*\u00020\u00022\u0006\u0010\u0003\u001a\u00020\u0005H\b\u001a\u0015\u0010\u0006\u001a\u00020\u0007*\u00020\u00072\u0006\u0010\u0003\u001a\u00020\u0007H\b\u001a\u0015\u0010\u0006\u001a\u00020\u0007*\u00020\u00072\u0006\u0010\u0003\u001a\u00020\bH\b\u001a\u0015\u0010\u0006\u001a\u00020\u0007*\u00020\b2\u0006\u0010\u0003\u001a\u00020\u0007H\b\u001a\u0015\u0010\u0006\u001a\u00020\b*\u00020\b2\u0006\u0010\u0003\u001a\u00020\bH\b\u001a\u0015\u0010\u0006\u001a\u00020\u0002*\u00020\u00012\u0006\u0010\u0003\u001a\u00020\u0002H\b\u001a\u0015\u0010\u0006\u001a\u00020\u0001*\u00020\u00012\u0006\u0010\u0003\u001a\u00020\u0001H\b\u001a\u0015\u0010\u0006\u001a\u00020\u0004*\u00020\u00012\u0006\u0010\u0003\u001a\u00020\u0004H\b\u001a\u0015\u0010\u0006\u001a\u00020\u0005*\u00020\u00012\u0006\u0010\u0003\u001a\u00020\u0005H\b\u001a\u0015\u0010\u0006\u001a\u00020\u0002*\u00020\u00042\u0006\u0010\u0003\u001a\u00020\u0002H\b\u001a\u0015\u0010\u0006\u001a\u00020\u0001*\u00020\u00042\u0006\u0010\u0003\u001a\u00020\u0001H\b\u001a\u0015\u0010\u0006\u001a\u00020\u0004*\u00020\u00042\u0006\u0010\u0003\u001a\u00020\u0004H\b\u001a\u0015\u0010\u0006\u001a\u00020\u0005*\u00020\u00042\u0006\u0010\u0003\u001a\u00020\u0005H\b\u001a\u0015\u0010\u0006\u001a\u00020\u0002*\u00020\u00052\u0006\u0010\u0003\u001a\u00020\u0002H\b\u001a\u0015\u0010\u0006\u001a\u00020\u0001*\u00020\u00052\u0006\u0010\u0003\u001a\u00020\u0001H\b\u001a\u0015\u0010\u0006\u001a\u00020\u0004*\u00020\u00052\u0006\u0010\u0003\u001a\u00020\u0004H\b\u001a\u0015\u0010\u0006\u001a\u00020\u0005*\u00020\u00052\u0006\u0010\u0003\u001a\u00020\u0005H\b¨\u0006\t"}, d2 = {"floorDiv", "", "", "other", "", "", "mod", "", "", "kotlin-stdlib"}, k = 5, mv = {1, 6, 0}, xi = 49, xs = "kotlin/NumbersKt")
/* compiled from: FloorDivMod.kt */
class NumbersKt__FloorDivModKt extends NumbersKt__BigIntegersKt {
private static final int floorDiv(byte b, byte b2) {
int i = b / b2;
return ((b ^ b2) >= 0 || b2 * i == b) ? i : i - 1;
}
private static final byte mod(byte b, byte b2) {
int i = b % b2;
return (byte) (i + (b2 & (((i ^ b2) & ((-i) | i)) >> Ascii.US)));
}
private static final int floorDiv(byte b, short s) {
int i = b / s;
return ((b ^ s) >= 0 || s * i == b) ? i : i - 1;
}
private static final short mod(byte b, short s) {
int i = b % s;
return (short) (i + (s & (((i ^ s) & ((-i) | i)) >> 31)));
}
private static final int floorDiv(byte b, int i) {
int i2 = b / i;
return ((b ^ i) >= 0 || i * i2 == b) ? i2 : i2 - 1;
}
private static final int mod(byte b, int i) {
int i2 = b % i;
return i2 + (i & (((i2 ^ i) & ((-i2) | i2)) >> 31));
}
private static final long floorDiv(byte b, long j) {
long j2 = (long) b;
long j3 = j2 / j;
return ((j2 ^ j) >= 0 || j * j3 == j2) ? j3 : j3 - 1;
}
private static final long mod(byte b, long j) {
long j2 = ((long) b) % j;
return j2 + (j & (((j2 ^ j) & ((-j2) | j2)) >> 63));
}
private static final int floorDiv(short s, byte b) {
int i = s / b;
return ((s ^ b) >= 0 || b * i == s) ? i : i - 1;
}
private static final byte mod(short s, byte b) {
int i = s % b;
return (byte) (i + (b & (((i ^ b) & ((-i) | i)) >> Ascii.US)));
}
private static final int floorDiv(short s, short s2) {
int i = s / s2;
return ((s ^ s2) >= 0 || s2 * i == s) ? i : i - 1;
}
private static final short mod(short s, short s2) {
int i = s % s2;
return (short) (i + (s2 & (((i ^ s2) & ((-i) | i)) >> 31)));
}
private static final int floorDiv(short s, int i) {
int i2 = s / i;
return ((s ^ i) >= 0 || i * i2 == s) ? i2 : i2 - 1;
}
private static final int mod(short s, int i) {
int i2 = s % i;
return i2 + (i & (((i2 ^ i) & ((-i2) | i2)) >> 31));
}
private static final long floorDiv(short s, long j) {
long j2 = (long) s;
long j3 = j2 / j;
return ((j2 ^ j) >= 0 || j * j3 == j2) ? j3 : j3 - 1;
}
private static final long mod(short s, long j) {
long j2 = ((long) s) % j;
return j2 + (j & (((j2 ^ j) & ((-j2) | j2)) >> 63));
}
private static final int floorDiv(int i, byte b) {
int i2 = i / b;
return ((i ^ b) >= 0 || b * i2 == i) ? i2 : i2 - 1;
}
private static final byte mod(int i, byte b) {
int i2 = i % b;
return (byte) (i2 + (b & (((i2 ^ b) & ((-i2) | i2)) >> Ascii.US)));
}
private static final int floorDiv(int i, short s) {
int i2 = i / s;
return ((i ^ s) >= 0 || s * i2 == i) ? i2 : i2 - 1;
}
private static final short mod(int i, short s) {
int i2 = i % s;
return (short) (i2 + (s & (((i2 ^ s) & ((-i2) | i2)) >> 31)));
}
private static final int floorDiv(int i, int i2) {
int i3 = i / i2;
return ((i ^ i2) >= 0 || i2 * i3 == i) ? i3 : i3 - 1;
}
private static final int mod(int i, int i2) {
int i3 = i % i2;
return i3 + (i2 & (((i3 ^ i2) & ((-i3) | i3)) >> 31));
}
private static final long floorDiv(int i, long j) {
long j2 = (long) i;
long j3 = j2 / j;
return ((j2 ^ j) >= 0 || j * j3 == j2) ? j3 : j3 - 1;
}
private static final long mod(int i, long j) {
long j2 = ((long) i) % j;
return j2 + (j & (((j2 ^ j) & ((-j2) | j2)) >> 63));
}
private static final long floorDiv(long j, byte b) {
long j2 = (long) b;
long j3 = j / j2;
return ((j ^ j2) >= 0 || j2 * j3 == j) ? j3 : j3 - 1;
}
private static final byte mod(long j, byte b) {
long j2 = (long) b;
long j3 = j % j2;
return (byte) ((int) (j3 + (j2 & (((j3 ^ j2) & ((-j3) | j3)) >> 63))));
}
private static final long floorDiv(long j, short s) {
long j2 = (long) s;
long j3 = j / j2;
return ((j ^ j2) >= 0 || j2 * j3 == j) ? j3 : j3 - 1;
}
private static final short mod(long j, short s) {
long j2 = (long) s;
long j3 = j % j2;
return (short) ((int) (j3 + (j2 & (((j3 ^ j2) & ((-j3) | j3)) >> 63))));
}
private static final long floorDiv(long j, int i) {
long j2 = (long) i;
long j3 = j / j2;
return ((j ^ j2) >= 0 || j2 * j3 == j) ? j3 : j3 - 1;
}
private static final int mod(long j, int i) {
long j2 = (long) i;
long j3 = j % j2;
return (int) (j3 + (j2 & (((j3 ^ j2) & ((-j3) | j3)) >> 63)));
}
private static final long floorDiv(long j, long j2) {
long j3 = j / j2;
return ((j ^ j2) >= 0 || j2 * j3 == j) ? j3 : j3 - 1;
}
private static final long mod(long j, long j2) {
long j3 = j % j2;
return j3 + (j2 & (((j3 ^ j2) & ((-j3) | j3)) >> 63));
}
private static final float mod(float f, float f2) {
float f3 = f % f2;
boolean z = true;
if (f3 == 0.0f) {
return f3;
}
if (Math.signum(f3) != Math.signum(f2)) {
z = false;
}
return !z ? f3 + f2 : f3;
}
private static final double mod(float f, double d) {
double d2 = ((double) f) % d;
boolean z = true;
if (d2 == 0.0d) {
return d2;
}
if (Math.signum(d2) != Math.signum(d)) {
z = false;
}
return !z ? d2 + d : d2;
}
private static final double mod(double d, float f) {
double d2 = (double) f;
double d3 = d % d2;
boolean z = true;
if (d3 == 0.0d) {
return d3;
}
if (Math.signum(d3) != Math.signum(d2)) {
z = false;
}
return !z ? d3 + d2 : d3;
}
private static final double mod(double d, double d2) {
double d3 = d % d2;
boolean z = true;
if (d3 == 0.0d) {
return d3;
}
if (Math.signum(d3) != Math.signum(d2)) {
z = false;
}
return !z ? d3 + d2 : d3;
}
}
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