📄 dct.java
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// Decompiled by DJ v3.7.7.81 Copyright 2004 Atanas Neshkov Date: 2007-11-23 16:17:33
// Home Page : http://members.fortunecity.com/neshkov/dj.html - Check often for new version!
// Decompiler options: packimports(3)
// Source File Name: JpegEncoder.java
package com.bokai.graphics;
// Referenced classes of package com.bokai.graphics:
// Huffman, JpegEncoder
class DCT
{
public DCT(int i)
{
N = 8;
QUALITY = 80;
quantum = new Object[2];
Divisors = new Object[2];
quantum_luminance = new int[N * N];
DivisorsLuminance = new double[N * N];
quantum_chrominance = new int[N * N];
DivisorsChrominance = new double[N * N];
initMatrix(i);
}
public double[][] forwardDCT(float af[][])
{
double ad[][] = new double[N][N];
for(int i = 0; i < 8; i++)
{
for(int l = 0; l < 8; l++)
ad[i][l] = (double)af[i][l] - 128D;
}
for(int j = 0; j < 8; j++)
{
double d = ad[j][0] + ad[j][7];
double d14 = ad[j][0] - ad[j][7];
double d2 = ad[j][1] + ad[j][6];
double d12 = ad[j][1] - ad[j][6];
double d4 = ad[j][2] + ad[j][5];
double d10 = ad[j][2] - ad[j][5];
double d6 = ad[j][3] + ad[j][4];
double d8 = ad[j][3] - ad[j][4];
double d16 = d + d6;
double d22 = d - d6;
double d18 = d2 + d4;
double d20 = d2 - d4;
ad[j][0] = d16 + d18;
ad[j][4] = d16 - d18;
double d24 = (d20 + d22) * 0.70710678100000002D;
ad[j][2] = d22 + d24;
ad[j][6] = d22 - d24;
d16 = d8 + d10;
d18 = d10 + d12;
d20 = d12 + d14;
double d32 = (d16 - d20) * 0.38268343300000002D;
double d26 = 0.54119609999999996D * d16 + d32;
double d30 = 1.3065629649999999D * d20 + d32;
double d28 = d18 * 0.70710678100000002D;
double d34 = d14 + d28;
double d36 = d14 - d28;
ad[j][5] = d36 + d26;
ad[j][3] = d36 - d26;
ad[j][1] = d34 + d30;
ad[j][7] = d34 - d30;
}
for(int k = 0; k < 8; k++)
{
double d1 = ad[0][k] + ad[7][k];
double d15 = ad[0][k] - ad[7][k];
double d3 = ad[1][k] + ad[6][k];
double d13 = ad[1][k] - ad[6][k];
double d5 = ad[2][k] + ad[5][k];
double d11 = ad[2][k] - ad[5][k];
double d7 = ad[3][k] + ad[4][k];
double d9 = ad[3][k] - ad[4][k];
double d17 = d1 + d7;
double d23 = d1 - d7;
double d19 = d3 + d5;
double d21 = d3 - d5;
ad[0][k] = d17 + d19;
ad[4][k] = d17 - d19;
double d25 = (d21 + d23) * 0.70710678100000002D;
ad[2][k] = d23 + d25;
ad[6][k] = d23 - d25;
d17 = d9 + d11;
d19 = d11 + d13;
d21 = d13 + d15;
double d33 = (d17 - d21) * 0.38268343300000002D;
double d27 = 0.54119609999999996D * d17 + d33;
double d31 = 1.3065629649999999D * d21 + d33;
double d29 = d19 * 0.70710678100000002D;
double d35 = d15 + d29;
double d37 = d15 - d29;
ad[5][k] = d37 + d27;
ad[3][k] = d37 - d27;
ad[1][k] = d35 + d31;
ad[7][k] = d35 - d31;
}
return ad;
}
public double[][] forwardDCTExtreme(float af[][])
{
double ad[][] = new double[N][N];
for(int i = 0; i < 8; i++)
{
for(int j = 0; j < 8; j++)
{
for(int k = 0; k < 8; k++)
{
for(int l = 0; l < 8; l++)
ad[i][j] += (double)af[k][l] * Math.cos(((double)(2 * k + 1) * (double)j * 3.1415926535897931D) / 16D) * Math.cos(((double)(2 * l + 1) * (double)i * 3.1415926535897931D) / 16D);
}
ad[i][j] *= 0.25D * (j != 0 ? 1.0D : 1.0D / Math.sqrt(2D)) * (i != 0 ? 1.0D : 1.0D / Math.sqrt(2D));
}
}
return ad;
}
private void initMatrix(int i)
{
double ad[] = {
1.0D, 1.3870398450000001D, 1.3065629649999999D, 1.1758756020000001D, 1.0D, 0.785694958D, 0.54119609999999996D, 0.275899379D
};
int i2 = i;
if(i2 <= 0)
i2 = 1;
if(i2 > 100)
i2 = 100;
if(i2 < 50)
i2 = 5000 / i2;
else
i2 = 200 - i2 * 2;
quantum_luminance[0] = 16;
quantum_luminance[1] = 11;
quantum_luminance[2] = 10;
quantum_luminance[3] = 16;
quantum_luminance[4] = 24;
quantum_luminance[5] = 40;
quantum_luminance[6] = 51;
quantum_luminance[7] = 61;
quantum_luminance[8] = 12;
quantum_luminance[9] = 12;
quantum_luminance[10] = 14;
quantum_luminance[11] = 19;
quantum_luminance[12] = 26;
quantum_luminance[13] = 58;
quantum_luminance[14] = 60;
quantum_luminance[15] = 55;
quantum_luminance[16] = 14;
quantum_luminance[17] = 13;
quantum_luminance[18] = 16;
quantum_luminance[19] = 24;
quantum_luminance[20] = 40;
quantum_luminance[21] = 57;
quantum_luminance[22] = 69;
quantum_luminance[23] = 56;
quantum_luminance[24] = 14;
quantum_luminance[25] = 17;
quantum_luminance[26] = 22;
quantum_luminance[27] = 29;
quantum_luminance[28] = 51;
quantum_luminance[29] = 87;
quantum_luminance[30] = 80;
quantum_luminance[31] = 62;
quantum_luminance[32] = 18;
quantum_luminance[33] = 22;
quantum_luminance[34] = 37;
quantum_luminance[35] = 56;
quantum_luminance[36] = 68;
quantum_luminance[37] = 109;
quantum_luminance[38] = 103;
quantum_luminance[39] = 77;
quantum_luminance[40] = 24;
quantum_luminance[41] = 35;
quantum_luminance[42] = 55;
quantum_luminance[43] = 64;
quantum_luminance[44] = 81;
quantum_luminance[45] = 104;
quantum_luminance[46] = 113;
quantum_luminance[47] = 92;
quantum_luminance[48] = 49;
quantum_luminance[49] = 64;
quantum_luminance[50] = 78;
quantum_luminance[51] = 87;
quantum_luminance[52] = 103;
quantum_luminance[53] = 121;
quantum_luminance[54] = 120;
quantum_luminance[55] = 101;
quantum_luminance[56] = 72;
quantum_luminance[57] = 92;
quantum_luminance[58] = 95;
quantum_luminance[59] = 98;
quantum_luminance[60] = 112;
quantum_luminance[61] = 100;
quantum_luminance[62] = 103;
quantum_luminance[63] = 99;
for(int l = 0; l < 64; l++)
{
int j2 = (quantum_luminance[l] * i2 + 50) / 100;
if(j2 <= 0)
j2 = 1;
if(j2 > 255)
j2 = 255;
quantum_luminance[l] = j2;
}
int l1 = 0;
for(int j = 0; j < 8; j++)
{
for(int i1 = 0; i1 < 8; i1++)
{
DivisorsLuminance[l1] = 1.0D / ((double)quantum_luminance[l1] * ad[j] * ad[i1] * 8D);
l1++;
}
}
quantum_chrominance[0] = 17;
quantum_chrominance[1] = 18;
quantum_chrominance[2] = 24;
quantum_chrominance[3] = 47;
quantum_chrominance[4] = 99;
quantum_chrominance[5] = 99;
quantum_chrominance[6] = 99;
quantum_chrominance[7] = 99;
quantum_chrominance[8] = 18;
quantum_chrominance[9] = 21;
quantum_chrominance[10] = 26;
quantum_chrominance[11] = 66;
quantum_chrominance[12] = 99;
quantum_chrominance[13] = 99;
quantum_chrominance[14] = 99;
quantum_chrominance[15] = 99;
quantum_chrominance[16] = 24;
quantum_chrominance[17] = 26;
quantum_chrominance[18] = 56;
quantum_chrominance[19] = 99;
quantum_chrominance[20] = 99;
quantum_chrominance[21] = 99;
quantum_chrominance[22] = 99;
quantum_chrominance[23] = 99;
quantum_chrominance[24] = 47;
quantum_chrominance[25] = 66;
quantum_chrominance[26] = 99;
quantum_chrominance[27] = 99;
quantum_chrominance[28] = 99;
quantum_chrominance[29] = 99;
quantum_chrominance[30] = 99;
quantum_chrominance[31] = 99;
quantum_chrominance[32] = 99;
quantum_chrominance[33] = 99;
quantum_chrominance[34] = 99;
quantum_chrominance[35] = 99;
quantum_chrominance[36] = 99;
quantum_chrominance[37] = 99;
quantum_chrominance[38] = 99;
quantum_chrominance[39] = 99;
quantum_chrominance[40] = 99;
quantum_chrominance[41] = 99;
quantum_chrominance[42] = 99;
quantum_chrominance[43] = 99;
quantum_chrominance[44] = 99;
quantum_chrominance[45] = 99;
quantum_chrominance[46] = 99;
quantum_chrominance[47] = 99;
quantum_chrominance[48] = 99;
quantum_chrominance[49] = 99;
quantum_chrominance[50] = 99;
quantum_chrominance[51] = 99;
quantum_chrominance[52] = 99;
quantum_chrominance[53] = 99;
quantum_chrominance[54] = 99;
quantum_chrominance[55] = 99;
quantum_chrominance[56] = 99;
quantum_chrominance[57] = 99;
quantum_chrominance[58] = 99;
quantum_chrominance[59] = 99;
quantum_chrominance[60] = 99;
quantum_chrominance[61] = 99;
quantum_chrominance[62] = 99;
quantum_chrominance[63] = 99;
for(int j1 = 0; j1 < 64; j1++)
{
int k2 = (quantum_chrominance[j1] * i2 + 50) / 100;
if(k2 <= 0)
k2 = 1;
if(k2 >= 255)
k2 = 255;
quantum_chrominance[j1] = k2;
}
l1 = 0;
for(int k = 0; k < 8; k++)
{
for(int k1 = 0; k1 < 8; k1++)
{
DivisorsChrominance[l1] = 1.0D / ((double)quantum_chrominance[l1] * ad[k] * ad[k1] * 8D);
l1++;
}
}
quantum[0] = quantum_luminance;
Divisors[0] = DivisorsLuminance;
quantum[1] = quantum_chrominance;
Divisors[1] = DivisorsChrominance;
}
public int[] quantizeBlock(double ad[][], int i)
{
int ai[] = new int[N * N];
int l = 0;
for(int j = 0; j < 8; j++)
{
for(int k = 0; k < 8; k++)
{
ai[l] = (int)Math.round(ad[j][k] * ((double[])Divisors[i])[l]);
l++;
}
}
return ai;
}
public int[] quantizeBlockExtreme(double ad[][], int i)
{
int ai[] = new int[N * N];
int l = 0;
for(int j = 0; j < 8; j++)
{
for(int k = 0; k < 8; k++)
{
ai[l] = (int)Math.round(ad[j][k] / (double)((int[])quantum[i])[l]);
l++;
}
}
return ai;
}
public int N;
public int QUALITY;
public Object quantum[];
public Object Divisors[];
public int quantum_luminance[];
public double DivisorsLuminance[];
public int quantum_chrominance[];
public double DivisorsChrominance[];
}
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