56     public void add(Byte4 a) {  in add()  argument
57         this.x += a.x;  in add()
58         this.y += a.y;  in add()
59         this.z += a.z;  in add()
60         this.w += a.w;  in add()
70     public static Byte4 add(Byte4 a, Byte4 b) {  in add()  argument
72         result.x = (byte)(a.x + b.x);  in add()
73         result.y = (byte)(a.y + b.y);  in add()
74         result.z = (byte)(a.z + b.z);  in add()
75         result.w = (byte)(a.w + b.w);  in add()
99     public static Byte4 add(Byte4 a, byte b) {  in add()  argument
101         result.x = (byte)(a.x + b);  in add()
102         result.y = (byte)(a.y + b);  in add()
103         result.z = (byte)(a.z + b);  in add()
104         result.w = (byte)(a.w + b);  in add()
114     public void sub(Byte4 a) {  in sub()  argument
115         this.x -= a.x;  in sub()
116         this.y -= a.y;  in sub()
117         this.z -= a.z;  in sub()
118         this.w -= a.w;  in sub()
128     public static Byte4 sub(Byte4 a, Byte4 b) {  in sub()  argument
130         result.x = (byte)(a.x - b.x);  in sub()
131         result.y = (byte)(a.y - b.y);  in sub()
132         result.z = (byte)(a.z - b.z);  in sub()
133         result.w = (byte)(a.w - b.w);  in sub()
157     public static Byte4 sub(Byte4 a, byte b) {  in sub()  argument
159         result.x = (byte)(a.x - b);  in sub()
160         result.y = (byte)(a.y - b);  in sub()
161         result.z = (byte)(a.z - b);  in sub()
162         result.w = (byte)(a.w - b);  in sub()
172     public void mul(Byte4 a) {  in mul()  argument
173         this.x *= a.x;  in mul()
174         this.y *= a.y;  in mul()
175         this.z *= a.z;  in mul()
176         this.w *= a.w;  in mul()
186     public static Byte4 mul(Byte4 a, Byte4 b) {  in mul()  argument
188         result.x = (byte)(a.x * b.x);  in mul()
189         result.y = (byte)(a.y * b.y);  in mul()
190         result.z = (byte)(a.z * b.z);  in mul()
191         result.w = (byte)(a.w * b.w);  in mul()
215     public static Byte4 mul(Byte4 a, byte b) {  in mul()  argument
217         result.x = (byte)(a.x * b);  in mul()
218         result.y = (byte)(a.y * b);  in mul()
219         result.z = (byte)(a.z * b);  in mul()
220         result.w = (byte)(a.w * b);  in mul()
230     public void div(Byte4 a) {  in div()  argument
231         this.x /= a.x;  in div()
232         this.y /= a.y;  in div()
233         this.z /= a.z;  in div()
234         this.w /= a.w;  in div()
244     public static Byte4 div(Byte4 a, Byte4 b) {  in div()  argument
246         result.x = (byte)(a.x / b.x);  in div()
247         result.y = (byte)(a.y / b.y);  in div()
248         result.z = (byte)(a.z / b.z);  in div()
249         result.w = (byte)(a.w / b.w);  in div()
273     public static Byte4 div(Byte4 a, byte b) {  in div()  argument
275         result.x = (byte)(a.x / b);  in div()
276         result.y = (byte)(a.y / b);  in div()
277         result.z = (byte)(a.z / b);  in div()
278         result.w = (byte)(a.w / b);  in div()
308     public byte dotProduct(Byte4 a) {  in dotProduct()  argument
309         return (byte)((x * a.x) + (y * a.y) + (z * a.z) + (w * a.w));  in dotProduct()
319     public static byte dotProduct(Byte4 a, Byte4 b) {  in dotProduct()  argument
320         return (byte)((b.x * a.x) + (b.y * a.y) + (b.z * a.z) + (b.w * a.w));  in dotProduct()
329     public void addMultiple(Byte4 a, byte factor) {  in addMultiple()  argument
330         x += a.x * factor;  in addMultiple()
331         y += a.y * factor;  in addMultiple()
332         z += a.z * factor;  in addMultiple()
333         w += a.w * factor;  in addMultiple()
341     public void set(Byte4 a) {  in set()  argument
342         this.x = a.x;  in set()
343         this.y = a.y;  in set()
344         this.z = a.z;  in set()
345         this.w = a.w;  in set()
356     public void setValues(byte a, byte b, byte c, byte d) {  in setValues()  argument
357         this.x = a;  in setValues()