72     public static Int3 add(Int3 a, Int3 b) {  in add()  argument
74         result.x = a.x + b.x;  in add()
75         result.y = a.y + b.y;  in add()
76         result.z = a.z + b.z;  in add()
99     public static Int3 add(Int3 a, int b) {  in add()  argument
101         result.x = a.x + b;  in add()
102         result.y = a.y + b;  in add()
103         result.z = a.z + b;  in add()
126     public static Int3 sub(Int3 a, Int3 b) {  in sub()  argument
128         result.x = a.x - b.x;  in sub()
129         result.y = a.y - b.y;  in sub()
130         result.z = a.z - b.z;  in sub()
153     public static Int3 sub(Int3 a, int b) {  in sub()  argument
155         result.x = a.x - b;  in sub()
156         result.y = a.y - b;  in sub()
157         result.z = a.z - b;  in sub()
180     public static Int3 mul(Int3 a, Int3 b) {  in mul()  argument
182         result.x = a.x * b.x;  in mul()
183         result.y = a.y * b.y;  in mul()
184         result.z = a.z * b.z;  in mul()
207     public static Int3 mul(Int3 a, int b) {  in mul()  argument
209         result.x = a.x * b;  in mul()
210         result.y = a.y * b;  in mul()
211         result.z = a.z * b;  in mul()
234     public static Int3 div(Int3 a, Int3 b) {  in div()  argument
236         result.x = a.x / b.x;  in div()
237         result.y = a.y / b.y;  in div()
238         result.z = a.z / b.z;  in div()
261     public static Int3 div(Int3 a, int b) {  in div()  argument
263         result.x = a.x / b;  in div()
264         result.y = a.y / b;  in div()
265         result.z = a.z / b;  in div()
288     public static Int3 mod(Int3 a, Int3 b) {  in mod()  argument
290         result.x = a.x % b.x;  in mod()
291         result.y = a.y % b.y;  in mod()
292         result.z = a.z % b.z;  in mod()
315     public static Int3 mod(Int3 a, int b) {  in mod()  argument
317         result.x = a.x % b;  in mod()
318         result.y = a.y % b;  in mod()
319         result.z = a.z % b;  in mod()
359     public static int dotProduct(Int3 a, Int3 b) {  in dotProduct()  argument
360         return (int)((b.x * a.x) + (b.y * a.y) + (b.z * a.z));  in dotProduct()
393     public void setValues(int a, int b, int c) {  in setValues()  argument
395         this.y = b;  in setValues()