Revision 03c3bcaa
Added by Leszek Koltunski over 2 years ago
| src/main/java/org/distorted/solvers/SolverDino6.java | ||
|---|---|---|
| 21 | 21 |
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| 22 | 22 |
public class SolverDino6 extends SolverTablebase |
| 23 | 23 |
{
|
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private static final int ERROR_EDGE_MISSING = -1; |
|
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private static final int ERROR_EDGE_CANNOT = -2; |
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private static final int ERROR_EDGE_TWISTED = -3; |
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private static final int ERROR_EDGE_MISSING = -1; |
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private static final int ERROR_EDGE_CANNOT = -2; |
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private static final int ERROR_EDGE_TWISTED = -3; |
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private static final int ERROR_EDGE_MONOCHROMATIC = -4; |
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|
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int[][] EDGE_MAP = {
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{4,2},{0,4},{4,3},{1,4},
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{2,0},{3,0},{3,1},{2,1},
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{5,2},{0,5},{5,3},{1,5}
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}; |
|
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|
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private TablebasesAbstract mSolver; |
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private int[] mFaceColors; |
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private final int[] mFaceColors;
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private int mErrorColor1, mErrorColor2; |
| 31 | 38 |
|
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/////////////////////////////////////////////////////////////////////////////////////////////////// |
| ... | ... | |
| 34 | 41 |
public SolverDino6(Resources res, TwistyObject object) |
| 35 | 42 |
{
|
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super(res,object); |
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mFaceColors = new int[6]; |
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} |
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|
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/////////////////////////////////////////////////////////////////////////////////////////////////// |
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|
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private void getEdges(TwistyObject object, int[][] edges) |
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{
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for(int i=0; i<12; i++) |
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{
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edges[i][0] = object.getCubitFaceStickerIndex(i,0); |
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edges[i][1] = object.getCubitFaceStickerIndex(i,1); |
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} |
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} |
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|
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/////////////////////////////////////////////////////////////////////////////////////////////////// |
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|
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private int computeOpposite(int color, int[][] edges, boolean[] buffer) |
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{
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for(int i=0; i<6; i++) buffer[i] = false; |
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for(int i=0; i<12; i++) |
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{
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int[] edge = edges[i]; |
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if( edge[0]==color ) buffer[edge[1]]=true; |
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if( edge[1]==color ) buffer[edge[0]]=true; |
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} |
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int total = 0; |
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for(int i=0; i<6; i++) |
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if( buffer[i] ) |
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{
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if( i!=color) total++; |
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else |
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{
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mErrorColor1 = i; |
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return ERROR_EDGE_MONOCHROMATIC; |
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} |
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} |
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|
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if( total==4 ) |
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for(int i=0; i<6; i++) |
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if( !buffer[i] && i!=color ) return i; |
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return ERROR_EDGE_CANNOT; |
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} |
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|
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/////////////////////////////////////////////////////////////////////////////////////////////////// |
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|
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private int fillUpRemainingFaceColors(boolean[] buffer) |
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{
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for(int i=0; i<6; i++) |
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{
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buffer[i] = false; |
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} |
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for(int i=0; i<6; i++) |
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{
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int color = mFaceColors[i]; |
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if( color>=0 ) buffer[color] = true; |
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} |
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int total = 0; |
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for(int i=0; i<6; i++) |
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if( buffer[i] ) total++; |
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if( total==4 ) |
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{
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for(int i=0; i<6; i++) |
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if( !buffer[i] ) |
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{
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buffer[i]=true; |
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mFaceColors[0] = i; |
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break; |
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} |
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for(int i=0; i<6; i++) |
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if( !buffer[i] ) |
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{
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buffer[i]=true; |
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mFaceColors[1] = i; |
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break; |
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} |
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return 0; |
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} |
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return ERROR_EDGE_CANNOT; |
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} |
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|
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/////////////////////////////////////////////////////////////////////////////////////////////////// |
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private int figureOutFaceColors(int[][] edges) |
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{
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boolean[] present = new boolean[6]; |
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for(int i=0; i<6; i++) mFaceColors[i] = -1; |
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for(int i=0; i<12; i++) |
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{
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int[] edge = edges[i]; |
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int c0 = edge[0]; |
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int c1 = edge[1]; |
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if( c0>=0 && c0<6 ) present[c0] = true; |
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if( c1>=0 && c1<6 ) present[c1] = true; |
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} |
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for(int i=0; i<6; i++) |
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if( !present[i] ) |
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{
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mErrorColor1 = i; |
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mErrorColor2 = (i<5 ? i+1 : 4 ); |
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return ERROR_EDGE_MISSING; |
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} |
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if( edges[0][0]==edges[0][1] ) return ERROR_EDGE_CANNOT; |
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mFaceColors[4] = edges[0][0]; |
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mFaceColors[2] = edges[0][1]; |
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mFaceColors[5] = computeOpposite(mFaceColors[4], edges, present); |
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if( mFaceColors[5]<0 ) return ERROR_EDGE_CANNOT; |
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mFaceColors[3] = computeOpposite(mFaceColors[2], edges, present); |
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if( mFaceColors[3]<0 ) return ERROR_EDGE_CANNOT; |
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int success = fillUpRemainingFaceColors(present); |
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if( success<0 ) return success; |
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return 0; |
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} |
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/////////////////////////////////////////////////////////////////////////////////////////////////// |
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private boolean notPresent(int face0, int face1, int[][] edges) |
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{
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int c0=mFaceColors[face0]; |
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int c1=mFaceColors[face1]; |
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for(int i=0; i<12; i++) |
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{
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int[] edge = edges[i]; |
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if( edge[0]==c0 && edge[1]==c1 ) return false; |
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if( edge[0]==c1 && edge[1]==c0 ) return false; |
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} |
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return true; |
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} |
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/////////////////////////////////////////////////////////////////////////////////////////////////// |
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public int checkAllPresent(int[][] edges) |
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{
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for(int i=0; i<12; i++) |
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{
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int[] map = EDGE_MAP[i]; |
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int m1 = map[0]; |
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int m2 = map[1]; |
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if( notPresent(m1,m2,edges) ) |
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{
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android.util.Log.e("D", "edge missing i="+i+" m1="+m1+" m2="+m2);
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mErrorColor1 = mFaceColors[m1]; |
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mErrorColor2 = mFaceColors[m2]; |
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return ERROR_EDGE_MISSING; |
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} |
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} |
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return 0; |
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} |
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/////////////////////////////////////////////////////////////////////////////////////////////////// |
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private boolean wrongTwist(int face0, int face1, int[][] edges) |
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{
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int c0=mFaceColors[face0]; |
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int c1=mFaceColors[face1]; |
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for(int i=0; i<12; i++) |
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{
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int[] edge = edges[i]; |
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if( edge[1]==c0 && edge[0]==c1 ) return true; |
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} |
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return false; |
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} |
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|
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/////////////////////////////////////////////////////////////////////////////////////////////////// |
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public int checkTwist(int[][] edges) |
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{
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for(int i=0; i<12; i++) |
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{
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int[] map = EDGE_MAP[i]; |
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int m1 = map[0]; |
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int m2 = map[1]; |
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if( wrongTwist(m1,m2,edges) ) |
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{
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mErrorColor1 = mFaceColors[m1]; |
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mErrorColor2 = mFaceColors[m2]; |
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return ERROR_EDGE_TWISTED; |
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} |
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} |
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return 0; |
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} |
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|
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/////////////////////////////////////////////////////////////////////////////////////////////////// |
| ... | ... | |
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public int tablebaseIndex(TwistyObject object) |
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{
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int[][] edges = new int[12][2]; |
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getEdges(object,edges); |
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|
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int result1 = figureOutFaceColors(edges); |
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if( result1<0 ) return result1; |
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|
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for(int i=0; i<6; i++) |
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{
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android.util.Log.e("D", "face "+i+" : "+mFaceColors[i]);
|
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} |
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int result2 = checkAllPresent(edges); |
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if( result2<0 ) return result2; |
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int result3 = checkTwist(edges); |
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if( result3<0 ) return result3; |
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|
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return 0; |
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} |
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|
| ... | ... | |
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return res.getString(R.string.solver_generic_twisted_edge,c0,c1); |
| 105 | 331 |
} |
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/////////////////////////////////////////////////////////////////////////////////////////////////// |
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private String edgeMonoError(Resources res, int color) |
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{
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int j0 = getColorIndex3(color); |
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int j1 = getColorIndex6(color); |
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String c0 = res.getString(j0); |
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String c1 = res.getString(j1); |
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return res.getString(R.string.solver_generic_edge_mono,c0,c1); |
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} |
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|
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/////////////////////////////////////////////////////////////////////////////////////////////////// |
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|
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public String error(int index, Resources res) |
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{
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switch(index) |
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{
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case ERROR_EDGE_MISSING : return edgeMissingError(res,mErrorColor1,mErrorColor2); |
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case ERROR_EDGE_TWISTED : return edgeTwistedError(res,mErrorColor1,mErrorColor2); |
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case ERROR_EDGE_CANNOT : return res.getString(R.string.solver_generic_edges_cannot); |
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case ERROR_EDGE_MISSING : return edgeMissingError(res,mErrorColor1,mErrorColor2); |
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case ERROR_EDGE_TWISTED : return edgeTwistedError(res,mErrorColor1,mErrorColor2); |
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case ERROR_EDGE_MONOCHROMATIC: return edgeMonoError(res,mErrorColor1); |
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case ERROR_EDGE_CANNOT : return res.getString(R.string.solver_generic_edges_cannot); |
|
| 116 | 355 |
} |
| 117 | 356 |
|
| 118 | 357 |
return null; |
| src/main/res/values-de/strings.xml | ||
|---|---|---|
| 98 | 98 |
<string name="solver_generic_vertices_cannot">Oktaederstücke können nicht so verdreht werden, sodass alle Seiten einfarbig sind!</string> |
| 99 | 99 |
<string name="solver_generic_edges_cannot">Kanten können nicht verdreht werden, sodass alle Seiten einfarbig sind!</string> |
| 100 | 100 |
<string name="solver_generic_c_v_dont_match">Oktaederstücke und Tetraederecken passen nicht zusammen!</string> |
| 101 |
<string name="solver_generic_edge_mono">%1$s-%2$s Kante?</string> |
|
| 101 | 102 |
|
| 102 | 103 |
<string name="solver_cube3_error1">Es gibt nur %1$d %2$s Facelets.</string> |
| 103 | 104 |
<string name="solver_cube3_error2">Nicht alle 12 Kanten gibt es genau einmal!</string> |
| src/main/res/values-es/strings.xml | ||
|---|---|---|
| 98 | 98 |
<string name="solver_generic_vertices_cannot">¡Las piezas octaédricas no se pueden torcer para que todos los lados sean monocromáticos!</string> |
| 99 | 99 |
<string name="solver_generic_edges_cannot">¡Los bordes no se pueden torcer para que todos los lados sean monocromáticos!</string> |
| 100 | 100 |
<string name="solver_generic_c_v_dont_match">¡Las piezas octaédricas y las esquinas tetraédricas no coinciden!</string> |
| 101 |
<string name="solver_generic_edge_mono">Borde %1$s-%2$s?</string> |
|
| 101 | 102 |
|
| 102 | 103 |
<string name="solver_cube3_error1">Solo hay %1$d facetas %2$s.</string> |
| 103 | 104 |
<string name="solver_cube3_error2">¡No todos los 12 bordes existen exactamente una vez!</string> |
| src/main/res/values-fr/strings.xml | ||
|---|---|---|
| 98 | 98 |
<string name="solver_generic_vertices_cannot">Les pièces octaédriques ne peuvent pas être tordues afin que tous les côtés soient monochromes !</string> |
| 99 | 99 |
<string name="solver_generic_edges_cannot">Les bords ne peuvent pas être tordus pour que tous les côtés soient monochromes !</string> |
| 100 | 100 |
<string name="solver_generic_c_v_dont_match">Les pièces octaédriques et les coins tétraédriques ne correspondent pas !</string> |
| 101 |
<string name="solver_generic_edge_mono">Bord %1$s-%2$s?</string> |
|
| 101 | 102 |
|
| 102 | 103 |
<string name="solver_cube3_error1">Il n\'y a que %1$d facettes %2$s.</string> |
| 103 | 104 |
<string name="solver_cube3_error2">Les 12 arêtes n\'existent pas exactement une fois !</string> |
| src/main/res/values-ja/strings.xml | ||
|---|---|---|
| 98 | 98 |
<string name="solver_generic_vertices_cannot">すべての面が単色になるように、八面体のピースをねじることはできません。</string> |
| 99 | 99 |
<string name="solver_generic_edges_cannot">すべての面が単色になるようにエッジをねじることはできません。</string> |
| 100 | 100 |
<string name="solver_generic_c_v_dont_match">八面体のピースと四面体の角が一致しません!</string> |
| 101 |
<string name="solver_generic_edge_mono">%1$s%2$s エッジ?</string> |
|
| 101 | 102 |
|
| 102 | 103 |
<string name="solver_cube3_error1">%2$s小顔は%1$dつだけ</string> |
| 103 | 104 |
<string name="solver_cube3_error2">12 のエッジすべてが 存在するわけではありません。</string> |
| src/main/res/values-ko/strings.xml | ||
|---|---|---|
| 98 | 98 |
<string name="solver_generic_vertices_cannot">팔면체 조각은 뒤틀릴 수 없으므로 모든면이 단색입니다!</string> |
| 99 | 99 |
<string name="solver_generic_edges_cannot">모든 면이 단색이 되도록 가장자리를 비틀 수 없습니다!</string> |
| 100 | 100 |
<string name="solver_generic_c_v_dont_match">팔면체 조각과 사면체 모서리가 일치하지 않습니다!</string> |
| 101 |
<string name="solver_generic_edge_mono">%1$s%2$s 에지?</string> |
|
| 101 | 102 |
|
| 102 | 103 |
<string name="solver_cube3_error1">%2$s작은 얼굴은 %1$d개뿐입니다.</string> |
| 103 | 104 |
<string name="solver_cube3_error2">12개의 가장자리 모두가 정확하게 한 번 존재하지 않습니다!</string> |
| src/main/res/values-pl/strings.xml | ||
|---|---|---|
| 98 | 98 |
<string name="solver_generic_vertices_cannot">Części ośmiościennych nie da się skręcić tak, aby wszystkie boki były monochromatyczne!</string> |
| 99 | 99 |
<string name="solver_generic_edges_cannot">Krawędzi nie da się skręcić tak, aby wszystkie boki były monochromatyczne!</string> |
| 100 | 100 |
<string name="solver_generic_c_v_dont_match">Części ośmiościenne i czworościenne rogi nie pasują do siebie!</string> |
| 101 |
<string name="solver_generic_edge_mono">%1$s-%2$s krawędz?</string> |
|
| 101 | 102 |
|
| 102 | 103 |
<string name="solver_cube3_error1">Jest tylko %1$d %2$s ścian.</string> |
| 103 | 104 |
<string name="solver_cube3_error2">Któraś z 12 krawędzi nie istnieje!</string> |
| src/main/res/values-ru/strings.xml | ||
|---|---|---|
| 98 | 98 |
<string name="solver_generic_vertices_cannot">Восьмигранные фигуры нельзя скрутить так, чтобы все стороны были однотонными!</string> |
| 99 | 99 |
<string name="solver_generic_edges_cannot">Ребр нельзя скрутить так, чтобы все стороны были однотонными!</string> |
| 100 | 100 |
<string name="solver_generic_c_v_dont_match">Восьмигранные фигуры и четырехгранные углы не совпадают!</string> |
| 101 |
<string name="solver_generic_edge_mono">%1$s-%2$s ребрo?</string> |
|
| 101 | 102 |
|
| 102 | 103 |
<string name="solver_cube3_error1">Всего %1$d %2$s граней!</string> |
| 103 | 104 |
<string name="solver_cube3_error2">Не все 12 ребер существуют в единичном экземпляре!</string> |
| src/main/res/values-zh-rCN/strings.xml | ||
|---|---|---|
| 104 | 104 |
<string name="solver_generic_vertices_cannot">八面体块不能扭曲，所以所有面都是单色的！</string> |
| 105 | 105 |
<string name="solver_generic_edges_cannot">边缘不能扭曲，所以所有的面都是单色的！</string> |
| 106 | 106 |
<string name="solver_generic_c_v_dont_match">八面体块和四面体角不匹配！</string> |
| 107 |
<string name="solver_generic_edge_mono">%1$s%2$s 边缘？</string> |
|
| 107 | 108 |
|
| 108 | 109 |
<string name="solver_cube3_error1">只有%1$d个%2$s小面</string> |
| 109 | 110 |
<string name="solver_cube3_error2">并非所有12条边都只存在一次！</string> |
| src/main/res/values-zh-rTW/strings.xml | ||
|---|---|---|
| 98 | 98 |
<string name="solver_generic_vertices_cannot">八面體塊不能扭曲，所以所有面都是單色的！</string> |
| 99 | 99 |
<string name="solver_generic_edges_cannot">邊緣不能扭曲，所以所有的面都是單色的！</string> |
| 100 | 100 |
<string name="solver_generic_c_v_dont_match">八面體塊和四面體角不匹配！</string> |
| 101 |
<string name="solver_generic_edge_mono">%1$s%2$s 邊緣？</string> |
|
| 101 | 102 |
|
| 102 | 103 |
<string name="solver_cube3_error1">只有%1$d個%2$s小臉</string> |
| 103 | 104 |
<string name="solver_cube3_error2">並非所有12條邊都只存在一次！</string> |
| src/main/res/values/strings.xml | ||
|---|---|---|
| 118 | 118 |
<string name="solver_generic_vertices_cannot">Octahedral pieces cannot be twisted so that all faces are monochromatic!</string> |
| 119 | 119 |
<string name="solver_generic_edges_cannot">Edges cannot be twisted so that all faces are monochromatic!</string> |
| 120 | 120 |
<string name="solver_generic_c_v_dont_match">Octahedral pieces and tetrahedral corners do not match!</string> |
| 121 |
<string name="solver_generic_edge_mono">%1$s-%2$s edge?</string> |
|
| 121 | 122 |
|
| 122 | 123 |
<string name="solver_cube3_error1">There are only %1$d %2$s facelets.</string> |
| 123 | 124 |
<string name="solver_cube3_error2">Not all 12 edges exist exactly once!</string> |
Also available in: Unified diff
Dino6 solver: skeleton.