Revision 2318a72a
Added by Leszek Koltunski 9 months ago
| src/main/java/org/distorted/objectlib/main/ObjectSignatures.java | ||
|---|---|---|
| 37 | 37 |
public static final int PYRA_3 = ObjectType.PYRA_3.ordinal(); |
| 38 | 38 |
public static final int PYRA_4 = ObjectType.PYRA_4.ordinal(); |
| 39 | 39 |
public static final int PYRA_5 = ObjectType.PYRA_5.ordinal(); |
| 40 |
public static final int PYRA_6 = ObjectType.PYRA_6.ordinal(); |
|
| 40 | 41 |
public static final int TRAJ_3 = ObjectType.TRAJ_3.ordinal(); |
| 41 | 42 |
public static final int TRAJ_4 = ObjectType.TRAJ_4.ordinal(); |
| 42 | 43 |
public static final int DIAM_2 = ObjectType.DIAM_2.ordinal(); |
| src/main/java/org/distorted/objectlib/main/ObjectType.java | ||
|---|---|---|
| 46 | 46 |
CU_232 ( TwistyCuboid.class , 16, R.drawable.cu_232, true, 0, 1,1, new InitData(new int[] {2,3,2})),
|
| 47 | 47 |
CU_343 ( TwistyCuboid.class , 23, R.drawable.cu_343, true, 50, 1,1, new InitData(new int[] {3,4,3})),
|
| 48 | 48 |
|
| 49 |
MORP_2 ( TwistyMorphix.class , 12, R.drawable.morp_2, true, 0, 1,1, new InitData(new int[] {2,2,2})),
|
|
| 50 |
MORP_3 ( TwistyMorphix.class , 17, R.drawable.morp_3, true , 60, 1,1, new InitData(new int[] {3,3,3})),
|
|
| 51 |
MORP_4 ( TwistyMorphix.class , 24, R.drawable.morp_4, true , 70, 1,1, new InitData(new int[] {4,4,4})),
|
|
| 52 |
JING_2 ( TwistyJing.class , 11, R.drawable.jing_2, true, 50, 1,1, new InitData(new int[] {2,2,2,2}, TwistyJing.JING_2) ),
|
|
| 49 |
PYRA_3 ( TwistyPyraminx.class , 11, R.drawable.pyra_3, true, 0, 1,1, new InitData(new int[] {3,3,3,3})),
|
|
| 50 |
PYRA_4 ( TwistyPyraminx.class , 20, R.drawable.pyra_4, true, 50, 1,1, new InitData(new int[] {4,4,4,4})),
|
|
| 51 |
PYRA_5 ( TwistyPyraminx.class , 26, R.drawable.pyra_5, true, 60, 1,1, new InitData(new int[] {5,5,5,5})),
|
|
| 52 |
PYRA_6 ( TwistyPyraminx.class , 33, R.drawable.pyra_6, true, 70, 1,1, new InitData(new int[] {6,6,6,6})),
|
|
| 53 | 53 |
PDUO_2 ( TwistyPyraminxDuo.class , 4, R.drawable.pduo_2, true, 0, 1,1, new InitData(new int[] {2,2,2,2})),
|
| 54 | 54 |
|
| 55 |
PYRA_3 ( TwistyPyraminx.class , 11, R.drawable.pyra_3, true, 0, 1,1, new InitData(new int[] {3,3,3,3})),
|
|
| 56 |
PYRA_4 ( TwistyPyraminx.class , 17, R.drawable.pyra_4, true, 50, 1,1, new InitData(new int[] {4,4,4,4})),
|
|
| 57 |
PYRA_5 ( TwistyPyraminx.class , 23, R.drawable.pyra_5, true, 70, 1,1, new InitData(new int[] {5,5,5,5})),
|
|
| 58 |
ICOS_2 ( TwistyIcosamate.class , 30, R.drawable.icos_2, true, 60, 1,1, new InitData(new int[] {2,2,2,2,2,2})),
|
|
| 59 |
ICOS_3 ( TwistyIcosamate.class , 40, R.drawable.icos_3, true, 70, 1,1, new InitData(new int[] {3,3,3,3,3,3})),
|
|
| 55 |
JING_2 ( TwistyJing.class , 11, R.drawable.jing_2, true, 50, 1,1, new InitData(new int[] {2,2,2,2}, TwistyJing.JING_2) ),
|
|
| 56 |
JING_3 ( TwistyJing.class , 20, R.drawable.jing_3, true, 50, 1,1, new InitData(new int[] {3,3,3,3}, TwistyJing.JING_3)),
|
|
| 57 |
JING_4 ( TwistyJing.class , 27, R.drawable.jing_4, true, 55, 1,1, new InitData(new int[] {3,3,3,3}, TwistyJing.JING_4)),
|
|
| 58 |
JING_5 ( TwistyJing.class , 35, R.drawable.jing_5, true, 60, 1,1, new InitData(new int[] {4,4,4,4}, TwistyJing.JING_5)),
|
|
| 59 |
COIN_3 ( TwistyCoinTetrahedron.class, 15, R.drawable.coin_3, true, 40, 2,1, new InitData(new int[] {3,3,3,3})),
|
|
| 60 |
|
|
| 61 |
MORP_2 ( TwistyMorphix.class , 12, R.drawable.morp_2, true, 0, 1,1, new InitData(new int[] {2,2,2})),
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|
| 62 |
MORP_3 ( TwistyMorphix.class , 17, R.drawable.morp_3, true, 60, 1,1, new InitData(new int[] {3,3,3})),
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|
| 63 |
MORP_4 ( TwistyMorphix.class , 24, R.drawable.morp_4, true, 70, 1,1, new InitData(new int[] {4,4,4})),
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|
| 64 |
MIXU_3 ( TwistyMixup3x3.class , 24, R.drawable.mixu_3, true, 70, 1,1, new InitData(new int[] {3,3,3})),
|
|
| 65 |
MIXP_3 ( TwistyMixup3x3Plus.class , 28, R.drawable.mixp_3, true, 70, 1,1, new InitData(new int[] {3,3,3})),
|
|
| 60 | 66 |
|
| 61 | 67 |
CRYS_3 ( TwistyCrystal.class , 27, R.drawable.crys_3, true, 70, 1,1, new InitData(new int[] {3,3,3,3,3,3})),
|
| 62 | 68 |
STAR_3 ( TwistyStarminx.class , 27, R.drawable.star_3, true, 80, 1,1, new InitData(new int[] {3,3,3,3,3,3})),
|
| ... | ... | |
| 67 | 73 |
MEGA_3 ( TwistyMegaminx.class , 21, R.drawable.mega_3, true, 0, 1,1, new InitData(new int[] {3,3,3,3,3,3})),
|
| 68 | 74 |
KILO_5 ( TwistyKilominx.class , 33, R.drawable.kilo_5, true, 80, 1,1, new InitData(new int[] {5,5,5,5,5,5})),
|
| 69 | 75 |
MEGA_5 ( TwistyMegaminx.class , 40, R.drawable.mega_5, true, 100, 1,1, new InitData(new int[] {5,5,5,5,5,5})),
|
| 70 |
MIXU_3 ( TwistyMixup3x3.class , 24, R.drawable.mixu_3, true, 70, 1,1, new InitData(new int[] {3,3,3})),
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|
| 71 |
MIXP_3 ( TwistyMixup3x3Plus.class , 28, R.drawable.mixp_3, true, 70, 1,1, new InitData(new int[] {3,3,3})),
|
|
| 76 |
ICOS_2 ( TwistyIcosamate.class , 30, R.drawable.icos_2, true, 60, 1,1, new InitData(new int[] {2,2,2,2,2,2})),
|
|
| 77 |
ICOS_3 ( TwistyIcosamate.class , 40, R.drawable.icos_3, true, 70, 1,1, new InitData(new int[] {3,3,3,3,3,3})),
|
|
| 72 | 78 |
|
| 73 | 79 |
TRAJ_3 ( TwistyTrajber.class , 17, R.drawable.traj_3, true, 50, 1,1, new InitData(new int[] {3,3,3})),
|
| 74 | 80 |
TRAJ_4 ( TwistyTrajber.class , 24, R.drawable.traj_4, true, 60, 1,1, new InitData(new int[] {4,4,4})),
|
| ... | ... | |
| 82 | 88 |
SQU1_3 ( TwistySquare1.class , 24, R.drawable.squ1_3, true, 70, 1,1, new InitData(new int[] {3,2,3})),
|
| 83 | 89 |
SQU2_3 ( TwistySquare2.class , 24, R.drawable.squ2_3, true, 70, 1,1, new InitData(new int[] {3,2,3})),
|
| 84 | 90 |
|
| 85 |
CRA1_2 ( TwistyCrazy2x2.class , 16, R.drawable.cra1_2, true , 50, 1,1, new InitData(new int[] {2,2,2})),
|
|
| 86 |
CRA1_3 ( TwistyCrazy3x3.class , 22, R.drawable.cra1_3, true , 50, 1,1, new InitData(new int[] {3,3,3}, TwistyCrazy3x3.CRAZY )),
|
|
| 87 |
CRA2_3 ( TwistyCrazy3x3.class , 22, R.drawable.cra2_3, true , 80, 1,1, new InitData(new int[] {3,3,3}, TwistyCrazy3x3.MERCURY)),
|
|
| 88 |
CRA3_3 ( TwistyCrazy3x3.class , 22, R.drawable.cra3_3, true , 80, 1,1, new InitData(new int[] {3,3,3}, TwistyCrazy3x3.VENUS )),
|
|
| 89 |
CRA4_3 ( TwistyCrazy3x3.class , 22, R.drawable.cra4_3, true , 80, 1,1, new InitData(new int[] {3,3,3}, TwistyCrazy3x3.EARTH )),
|
|
| 91 |
CRA1_2 ( TwistyCrazy2x2.class , 16, R.drawable.cra1_2, true, 50, 1,1, new InitData(new int[] {2,2,2})),
|
|
| 92 |
CRA1_3 ( TwistyCrazy3x3.class , 22, R.drawable.cra1_3, true, 50, 1,1, new InitData(new int[] {3,3,3}, TwistyCrazy3x3.CRAZY )),
|
|
| 93 |
CRA2_3 ( TwistyCrazy3x3.class , 22, R.drawable.cra2_3, true, 80, 1,1, new InitData(new int[] {3,3,3}, TwistyCrazy3x3.MERCURY)),
|
|
| 94 |
CRA3_3 ( TwistyCrazy3x3.class , 22, R.drawable.cra3_3, true, 80, 1,1, new InitData(new int[] {3,3,3}, TwistyCrazy3x3.VENUS )),
|
|
| 95 |
CRA4_3 ( TwistyCrazy3x3.class , 22, R.drawable.cra4_3, true, 80, 1,1, new InitData(new int[] {3,3,3}, TwistyCrazy3x3.EARTH )),
|
|
| 90 | 96 |
|
| 91 |
CRA5_3 ( TwistyCrazy3x3.class , 22, R.drawable.cra5_3, true , 80, 1,1, new InitData(new int[] {3,3,3}, TwistyCrazy3x3.MARS )),
|
|
| 92 |
CRA6_3 ( TwistyCrazy3x3.class , 22, R.drawable.cra6_3, true , 60, 1,1, new InitData(new int[] {3,3,3}, TwistyCrazy3x3.JUPITER)),
|
|
| 93 |
CRA7_3 ( TwistyCrazy3x3.class , 22, R.drawable.cra7_3, true , 80, 1,1, new InitData(new int[] {3,3,3}, TwistyCrazy3x3.SATURN )),
|
|
| 94 |
CRA8_3 ( TwistyCrazy3x3.class , 22, R.drawable.cra8_3, true , 60, 1,1, new InitData(new int[] {3,3,3}, TwistyCrazy3x3.URANUS )),
|
|
| 95 |
CRA9_3 ( TwistyCrazy3x3.class , 22, R.drawable.cra9_3, true , 80, 1,1, new InitData(new int[] {3,3,3}, TwistyCrazy3x3.NEPTUNE)),
|
|
| 97 |
CRA5_3 ( TwistyCrazy3x3.class , 22, R.drawable.cra5_3, true, 80, 1,1, new InitData(new int[] {3,3,3}, TwistyCrazy3x3.MARS )),
|
|
| 98 |
CRA6_3 ( TwistyCrazy3x3.class , 22, R.drawable.cra6_3, true, 60, 1,1, new InitData(new int[] {3,3,3}, TwistyCrazy3x3.JUPITER)),
|
|
| 99 |
CRA7_3 ( TwistyCrazy3x3.class , 22, R.drawable.cra7_3, true, 80, 1,1, new InitData(new int[] {3,3,3}, TwistyCrazy3x3.SATURN )),
|
|
| 100 |
CRA8_3 ( TwistyCrazy3x3.class , 22, R.drawable.cra8_3, true, 60, 1,1, new InitData(new int[] {3,3,3}, TwistyCrazy3x3.URANUS )),
|
|
| 101 |
CRA9_3 ( TwistyCrazy3x3.class , 22, R.drawable.cra9_3, true, 80, 1,1, new InitData(new int[] {3,3,3}, TwistyCrazy3x3.NEPTUNE)),
|
|
| 96 | 102 |
|
| 97 | 103 |
MIRR_2 ( TwistyMirror.class , 12, R.drawable.mirr_2, true, 0, 1,1, new InitData(new int[] {2,2,2})),
|
| 98 | 104 |
MIRR_3 ( TwistyMirror.class , 17, R.drawable.mirr_3, true, 50, 1,1, new InitData(new int[] {3,3,3})),
|
| 99 | 105 |
MIRR_4 ( TwistyMirror.class , 24, R.drawable.mirr_4, true, 60, 1,1, new InitData(new int[] {4,4,4})),
|
| 100 |
IVY_2 ( TwistyIvy.class , 9, R.drawable.ivy_2 , true, 0, 1,1, new InitData(new int[] {2,2,2,2})),
|
|
| 101 |
REX_3 ( TwistyRex.class , 19, R.drawable.rex_3 , true, 70, 1,1, new InitData(new int[] {3,3,3,3})),
|
|
| 102 | 106 |
|
| 103 | 107 |
REDI_3 ( TwistyRedi.class , 16, R.drawable.redi_3, true, 0, 1,1, new InitData(new int[] {3,3,3,3})),
|
| 104 | 108 |
HELI_3 ( TwistyHelicopter.class , 20, R.drawable.heli_3, true, 80, 1,1, new InitData(new int[] {3,3,3,3,3,3})),
|
| ... | ... | |
| 108 | 112 |
|
| 109 | 113 |
DINO_3 ( TwistyDino6.class , 10, R.drawable.dino_3, true, 0, 1,1, new InitData(new int[] {3,3,3,3})),
|
| 110 | 114 |
DIN4_3 ( TwistyDino4.class , 9, R.drawable.din4_3, true, 30, 1,1, new InitData(new int[] {3,3,3,3})),
|
| 115 |
IVY_2 ( TwistyIvy.class , 9, R.drawable.ivy_2 , true, 0, 1,1, new InitData(new int[] {2,2,2,2})),
|
|
| 116 |
REX_3 ( TwistyRex.class , 19, R.drawable.rex_3 , true, 70, 1,1, new InitData(new int[] {3,3,3,3})),
|
|
| 117 |
COIH_3 ( TwistyCoinHexahedron.class , 35, R.drawable.coih_3, true, 50, 1,1, new InitData(new int[] {3,3,3,3,3,3,3})),
|
|
| 111 | 118 |
|
| 112 |
COIH_3 ( TwistyCoinHexahedron.class , 35, R.drawable.coih_3, false, 50, 1,1, new InitData(new int[] {3,3,3,3,3,3,3})),
|
|
| 113 |
COIN_3 ( TwistyCoinTetrahedron.class, 15, R.drawable.coin_3, false, 40, 2,1, new InitData(new int[] {3,3,3,3})),
|
|
| 114 |
TINS_5 ( TwistyTins.class , 28, R.drawable.tins_5, false, 60, 1,1, new InitData(new int[] {5,5,5,5})),
|
|
| 115 |
O2_2 ( TwistyO2.class , 2, R.drawable.o2_2 , false, 20, 1,1, new InitData(new int[] {2,2,2})),
|
|
| 116 |
JING_3 ( TwistyJing.class , 20, R.drawable.jing_3, false, 50, 1,1, new InitData(new int[] {3,3,3,3}, TwistyJing.JING_3)),
|
|
| 117 |
JING_4 ( TwistyJing.class , 27, R.drawable.jing_4, false, 55, 1,1, new InitData(new int[] {3,3,3,3}, TwistyJing.JING_4)),
|
|
| 118 |
JING_5 ( TwistyJing.class , 35, R.drawable.jing_5, false, 60, 1,1, new InitData(new int[] {4,4,4,4}, TwistyJing.JING_5)),
|
|
| 119 |
DSKE_3 ( TwistyDinoSkewb.class , 25, R.drawable.dske_3, false, 50, 1,1, new InitData(new int[] {3,3,3,3})),
|
|
| 119 |
TINS_5 ( TwistyTins.class , 28, R.drawable.tins_5, true, 60, 1,1, new InitData(new int[] {5,5,5,5})),
|
|
| 120 |
O2_2 ( TwistyO2.class , 2, R.drawable.o2_2 , true, 20, 1,1, new InitData(new int[] {2,2,2})),
|
|
| 121 |
DSKE_3 ( TwistyDinoSkewb.class , 25, R.drawable.dske_3, true, 50, 1,1, new InitData(new int[] {3,3,3,3})),
|
|
| 120 | 122 |
; |
| 121 | 123 |
|
| 122 | 124 |
public static int NUM_OBJECTS; |
| src/main/java/org/distorted/objectlib/objects/TwistyAxis.java | ||
|---|---|---|
| 576 | 576 |
{"br","5HoM4_fQOM8","Como resolver o axis cube ","Gabriel Sihnel"},
|
| 577 | 577 |
{"kr","8KjHoNOGWLE","엑시스 큐브 해법","듀나메스 큐브 해법연구소"},
|
| 578 | 578 |
{"vn","ESdOqn7Tikg","Tutorial N.17 - Axis Cube","Duy Thích Rubik"},
|
| 579 |
{"tw","2ANall515_E","變幻金剛 教學","不正常魔術方塊研究中心"},
|
|
| 579 | 580 |
}; |
| 580 | 581 |
} |
| 581 | 582 |
} |
| src/main/java/org/distorted/objectlib/objects/TwistyBandagedCuboid.java | ||
|---|---|---|
| 821 | 821 |
{"pl","0PcUoGxQa6s","Bandaged 3x3 v.A cube","MrUK"},
|
| 822 | 822 |
{"kr","1RePOLrzJNE","밴디지 타입 A 해법","듀나메스 큐브 해법연구소"},
|
| 823 | 823 |
{"vn","vg4J0U0n1oA","Tutorial N.1 - Bandaged VA","Duy Thích Rubik"},
|
| 824 |
{"tw","N2LuxPS4EhU","三階綑綁方塊(A款) 教學","不正常魔術方塊研究中心"},
|
|
| 824 | 825 |
}; |
| 825 | 826 |
} |
| 826 | 827 |
if( mPosition==POS_2 ) |
| ... | ... | |
| 839 | 840 |
{"pl","sKfdFLm79Zs","Bandaged 3x3 v.C cube","MrUK"},
|
| 840 | 841 |
{"kr","BcCFgeFy6Ec","밴디지 타입 C 해법","듀나메스 큐브 해법연구소"},
|
| 841 | 842 |
{"vn","9674LLkPSog","Tutorial N.2 - Bandaged VC","Duy Thích Rubik"},
|
| 843 |
{"tw","o1DqhDRaZt4","三階綑綁方塊-三方 教學","不正常魔術方塊研究中心"},
|
|
| 842 | 844 |
}; |
| 843 | 845 |
} |
| 844 | 846 |
if( mPosition==POS_4 ) |
| ... | ... | |
| 852 | 854 |
{"pl","XcHzTvVR6Po","Bandaged 3x3 v.B cube","MrUK"},
|
| 853 | 855 |
{"kr","1gsoijF_5q0","BiCube Tutorial (해법)","듀나메스 큐브 해법연구소"},
|
| 854 | 856 |
{"vn","ZCJDaF4jEbc","Tutorial N.3 - BiCube","Duy Thích Rubik"},
|
| 857 |
{"tw","J8XnfMHkFC8","三階綑綁 Bicube 教學","不正常魔術方塊研究中心"},
|
|
| 855 | 858 |
}; |
| 856 | 859 |
} |
| 857 | 860 |
if( mPosition==POS_5 ) |
| src/main/java/org/distorted/objectlib/objects/TwistyCoinHexahedron.java | ||
|---|---|---|
| 734 | 734 |
{"es","rK0_IsjoZqM","Ancient Coin Cube","R de Rubik"},
|
| 735 | 735 |
{"ru","HVZj2vBxD5A","Как собрать Коин Куб","Алексей Ярыгин"},
|
| 736 | 736 |
{"pl","yaNeIw4C5Uk","Ancient coin cube TUTORIAL PL","MrUK"},
|
| 737 |
{"tw","B7oD3pAXBVY","銅幣魔方教學","不正常魔術方塊研究中心"},
|
|
| 737 | 738 |
}; |
| 738 | 739 |
} |
| 739 | 740 |
} |
| src/main/java/org/distorted/objectlib/objects/TwistyCoinTetrahedron.java | ||
|---|---|---|
| 760 | 760 |
{"es","5pTfSCsHPWs","Tutorial Coin Pyraminx","Kubekings"},
|
| 761 | 761 |
{"ru","qUMQsn8kg1A","Как собрать Коин Пираминкс","Алексей Ярыгин"},
|
| 762 | 762 |
{"vn","TOaiOcEE0lk","Hướng Dẫn Giải Pyraminx Coin","Rubik Cube"},
|
| 763 |
{"tw","ofVag-kYgQ4","圓盤金字塔 ","1hrBLD"},
|
|
| 763 | 764 |
}; |
| 764 | 765 |
} |
| 765 | 766 |
} |
| src/main/java/org/distorted/objectlib/objects/TwistyContainer.java | ||
|---|---|---|
| 419 | 419 |
{"br","44JnUyGTAD8","Tutorial do Cubo Container","Cubo vicio"},
|
| 420 | 420 |
{"kr","6HJKHLxaIPk","컨테이너 큐브 해법 강좌","굿맨's 큐브 이야기"},
|
| 421 | 421 |
{"vn","RLD9srIrDcI","Tutorial N.97 - Container","Duy Thích Rubik"},
|
| 422 |
{"tw","w8waAaHnxVY","Container Cube Tutorial","不正常魔術方塊研究中心"},
|
|
| 422 | 423 |
}; |
| 423 | 424 |
} |
| 424 | 425 |
} |
| src/main/java/org/distorted/objectlib/objects/TwistyCrazy2x2.java | ||
|---|---|---|
| 641 | 641 |
{"es","Wq9lwfDfg4E","Resolucion del 2x2 Crazy","RUBIKworld"},
|
| 642 | 642 |
{"es","K4bFs4BFdXc","Tutorial Crazy 2x2 de Sengso","Manzacuber"},
|
| 643 | 643 |
{"vn","TlT5MYiz4RY","Tutorial N.216 Circular 2x2","Duy Thích Rubik"},
|
| 644 |
{"tw","LlwyltKnq88","聖手二階魔中魔教學-由外而內","不正常魔術方塊研究中心"},
|
|
| 644 | 645 |
}; |
| 645 | 646 |
} |
| 646 | 647 |
} |
| src/main/java/org/distorted/objectlib/objects/TwistyCuboid.java | ||
|---|---|---|
| 815 | 815 |
{"br","42W6SM17EuM","Como resolver cubo 2x2","Pedro Filho"},
|
| 816 | 816 |
{"kr","wTMsdWKq6No","2x2 큐브 공식을 이해하는 해법","듀나메스 큐브 해법연구소"},
|
| 817 | 817 |
{"vn","hZ4Do8BbOPk","Tutorial N.84 - Cube 2x2x2","Duy Thích Rubik"},
|
| 818 |
// {"tw","CfOCXxhCb8U","2x2魔術方塊復原","1hrBLD"},
|
|
| 818 |
{"tw","CfOCXxhCb8U","2x2魔術方塊復原","1hrBLD"},
|
|
| 819 | 819 |
}; |
| 820 | 820 |
case 3: return new String[][] {
|
| 821 | 821 |
{"gb","6dYOrUgFCsc","How to Solve the 2x2x3","Z3"},
|
| ... | ... | |
| 827 | 827 |
{"br","W6cp_1Q9SeY","Como resolver o cubóide 2x2x3","Pedro Filho"},
|
| 828 | 828 |
{"kr","DIaUaxQbJhw","2x2x3 해법","듀나메스 큐브 해법연구소"},
|
| 829 | 829 |
{"vn","MObar8ebkzg","Tutorial N.135 - 2x2x3 Cuboid","Duy Thích Rubik"},
|
| 830 |
{"tw","MOtpD79VeqY","2X2X3 教學","不正常魔術方塊研究中心"},
|
|
| 830 | 831 |
}; |
| 831 | 832 |
} |
| 832 | 833 |
case 3: switch(y) |
| ... | ... | |
| 841 | 842 |
{"br","RnjJBXOp9DA","Como resolver o cubóide 3x3x2","Pedro Filho"},
|
| 842 | 843 |
{"kr","E3Oj8bKcTO4","2x3x3 큐보이드해법","듀나메스 큐브 해법연구소"},
|
| 843 | 844 |
{"vn","XnJJkniJhFM","Hướng Dẫn Giải Rubik 3x3x2","Rubik Cube"},
|
| 845 |
{"tw","tf8Lfb4kvB8","3X3X2 教學","不正常魔術方塊研究中心"},
|
|
| 844 | 846 |
}; |
| 845 | 847 |
case 3: return new String[][] {
|
| 846 | 848 |
{"gb","-8ohoCKN0Zw","How to Solve a Rubik's Cube","Z3"},
|
| ... | ... | |
| 854 | 856 |
{"kr","vbvyjs4Vmoc","3x3 큐브 기초해법 (파트2)","듀나메스 큐브 해법연구소"},
|
| 855 | 857 |
{"kr","V5eeKu9abCc","3x3 큐브 기초해법 (파트3)","듀나메스 큐브 해법연구소"},
|
| 856 | 858 |
{"vn","q_ZAmUVX8vM","Hướng Dẫn Giải Rubik 3x3","Rubik Cube"},
|
| 857 |
// {"tw","76NmRQx5CLA","魔術方塊教學","1hrBLD"},
|
|
| 859 |
{"tw","76NmRQx5CLA","魔術方塊教學","1hrBLD"},
|
|
| 858 | 860 |
}; |
| 859 | 861 |
case 4: return new String[][] {
|
| 860 | 862 |
{"gb","nh8DqpMM3Ro","How to solve the 3x3x4","BeardedCubing"},
|
| ... | ... | |
| 866 | 868 |
{"br","nfeJ1q_OoHU","Cuboid 3x3x4 Tutorial","Cubo da Loucura"},
|
| 867 | 869 |
{"kr","-kp5r7iXV0M","3x3x4 큐보이드해법","듀나메스 큐브 해법연구소"},
|
| 868 | 870 |
{"vn","FbI4Xbs88YU","Tutorial N.72 - 3x3x4 Cuboid","Duy Thích Rubik"},
|
| 871 |
{"tw","S01Cq7U0bGg","3X3X4 教學","不正常魔術方塊研究中心"},
|
|
| 869 | 872 |
}; |
| 870 | 873 |
} |
| 871 | 874 |
case 4: return new String[][] {
|
| ... | ... | |
| 878 | 881 |
{"br","DQydZR0EHdo","Como resolver cubo 4x4","Pedro Filho"},
|
| 879 | 882 |
{"kr","5g4QORteCsk","원리로 이해하는 444 큐브 기초 해법","듀나메스 큐브 해법연구소"},
|
| 880 | 883 |
{"vn","D7F10BGdJ_E","Tutorial N.37 - Cube 4x4x4","Duy Thích Rubik"},
|
| 881 |
// {"tw","HuyaNIUaSqo","4x4魔術方塊復原#1","1hrBLD"},
|
|
| 882 |
// {"tw","gHho4gJQMXw","4x4魔術方塊復原#2","1hrBLD"},
|
|
| 883 |
// {"tw","7pbNgXMQxCE","4x4魔術方塊復原#3","1hrBLD"},
|
|
| 884 |
// {"tw","PZvc5XJ2bLY","4x4魔術方塊復原#4","1hrBLD"},
|
|
| 885 |
// {"tw","97vDE29lu2o","4x4魔術方塊復原#5","1hrBLD"},
|
|
| 884 |
{"tw","HuyaNIUaSqo","4x4魔術方塊復原#1","1hrBLD"},
|
|
| 885 |
{"tw","gHho4gJQMXw","4x4魔術方塊復原#2","1hrBLD"},
|
|
| 886 |
{"tw","7pbNgXMQxCE","4x4魔術方塊復原#3","1hrBLD"},
|
|
| 887 |
{"tw","PZvc5XJ2bLY","4x4魔術方塊復原#4","1hrBLD"},
|
|
| 888 |
{"tw","97vDE29lu2o","4x4魔術方塊復原#5","1hrBLD"},
|
|
| 886 | 889 |
}; |
| 887 | 890 |
case 5: return new String[][] {
|
| 888 | 891 |
{"gb","zMkNkXHzQts","How to Solve the 5x5 Rubik's Cube","Z3"},
|
| ... | ... | |
| 894 | 897 |
{"br","WQospjKXfvQ","Como resolver cubo 5x5","Pedro Filho"},
|
| 895 | 898 |
{"kr","D46qDaBFWNM","[555큐브]믿고보는영상!","Playon U온돌차"},
|
| 896 | 899 |
{"vn","vwmC_vRb_4s","Hướng Dẫn Giải Rubik 5x5","Rubik Cube"},
|
| 900 |
{"tw","mtgGDb9SmnA","五階降階法速解教學","1hrBLD"},
|
|
| 897 | 901 |
}; |
| 898 | 902 |
case 6: return new String[][] {
|
| 899 | 903 |
{"gb","SkZ9UadAOvQ","How to Solve the 6x6 Rubik's Cube","JPerm"},
|
| src/main/java/org/distorted/objectlib/objects/TwistyDiamond.java | ||
|---|---|---|
| 607 | 607 |
{"pl","61_Z4TpLMBc","Diamond Skewb TUTORIAL PL","MrUk"},
|
| 608 | 608 |
{"br","UapwpXMYtH4","Como resolver o Octaedro Diamond","Rafael Cinoto"},
|
| 609 | 609 |
{"kr","hVBSlfHVTME","공식 하나만 사용 - 다이아몬드 스큐브","Denzel Washington"},
|
| 610 |
{"tw","tu9KzT4G4rQ","四軸八面體魔術方塊","1hrBLD"},
|
|
| 610 | 611 |
}; |
| 611 | 612 |
case 3: return new String[][] {
|
| 612 | 613 |
{"gb","n_mBSUDLUZw","Face Turning Octahedron Tutorial","SuperAntoniovivaldi"},
|
| src/main/java/org/distorted/objectlib/objects/TwistyDino6.java | ||
|---|---|---|
| 112 | 112 |
{"br","jAwjAF8dpOM","Como resolver o Dino Cube","Rafael Cinoto"},
|
| 113 | 113 |
{"kr","imbrqGPSXWQ","(엑스큐브)완전 정복하기!","초등취미생활"},
|
| 114 | 114 |
{"vn","GrcZ_Ct2iYI","Tutorial N.7 - Dino","Duy Thích Rubik"},
|
| 115 |
{"tw","YsXEQseQ_0c","恐龍魔方 教學","不正常魔術方塊研究中心"},
|
|
| 115 | 116 |
}; |
| 116 | 117 |
} |
| 117 | 118 |
} |
| src/main/java/org/distorted/objectlib/objects/TwistyDinoSkewb.java | ||
|---|---|---|
| 442 | 442 |
{"br","aVhl4vAB15w","Como resolver o Dino Skewb (2/3)","Rafael Cinoto"},
|
| 443 | 443 |
{"br","5nKwAkxu2Pg","Como resolver o Dino Skewb (3/3)","Rafael Cinoto"},
|
| 444 | 444 |
{"vn","STg0nMd18cQ","Dino F-Skewb tutorial","VĂN CÔNG TÙNG"},
|
| 445 |
{"tw","EoQFcqRGVdw","四階斜轉方塊 教學","不正常魔術方塊研究中心"},
|
|
| 445 | 446 |
}; |
| 446 | 447 |
} |
| 447 | 448 |
} |
| src/main/java/org/distorted/objectlib/objects/TwistyFisher.java | ||
|---|---|---|
| 460 | 460 |
{"br","S4En0RXDIbs","Como resolver o Fisher Cube","Pedro Filho"},
|
| 461 | 461 |
{"kr","x9SySGU_iqE","피셔 큐브 맞추는 방법","iamzoone"},
|
| 462 | 462 |
{"vn","pW3nmZtkfwk","Hướng Dẫn Giải Rubik Fisher","Rubik Cube"},
|
| 463 |
{"tw","pAgUEf3ut88","異形魔術方塊復原教學","1hrBLD"},
|
|
| 463 | 464 |
}; |
| 464 | 465 |
} |
| 465 | 466 |
} |
| src/main/java/org/distorted/objectlib/objects/TwistyIvy.java | ||
|---|---|---|
| 522 | 522 |
{"pl","8s_0VxNvFA8","Jak ułożyć Ivy Cube","DubiCube"},
|
| 523 | 523 |
{"kr","TmSPgjtSFac","15분만에 아이비큐브 완전정복하기!","초등취미생활"},
|
| 524 | 524 |
{"vn","Ktx9KQr_8qo","Tutorial N.29 - Ivy Cube","Duy Thích Rubik"},
|
| 525 |
{"tw","Gbq_KAc0ii0","楓葉方塊 (方圓方塊) 教學","不正常魔術方塊研究中心"},
|
|
| 525 | 526 |
}; |
| 526 | 527 |
} |
| 527 | 528 |
} |
| src/main/java/org/distorted/objectlib/objects/TwistyJing.java | ||
|---|---|---|
| 1023 | 1023 |
{"gb","FYHdSpeMdqA","Four Layer Tetrahedral Solve","Superantoniovivaldi"},
|
| 1024 | 1024 |
{"es","NH0x_zn8xtU","Tutorial: Magic Tower 4x4","QBAndo"},
|
| 1025 | 1025 |
{"ru","E1O5KauTBeI","Как собрать Magic Tower 4x4","Алексей Ярыгин"},
|
| 1026 |
{"tw","DFJ6q11B03Q","四階魔塔 教學","不正常魔術方塊研究中心"},
|
|
| 1026 | 1027 |
}; |
| 1027 | 1028 |
else if( getObjectType()==JING_4 ) |
| 1028 | 1029 |
return new String[][] |
| ... | ... | |
| 1031 | 1032 |
{"es","JRojNv32amY","Tutorial: Magic Tower 5x5","Víctor Martínez"},
|
| 1032 | 1033 |
{"ru","wHwG6dqjwh0","Как собрать Magic Tower 5x5","Алексей Ярыгин"},
|
| 1033 | 1034 |
{"vn","DWZbEydn98E","Tutorial N.143 - 5x5 Pyramid","Duy Thích Rubik"},
|
| 1035 |
{"tw","w7rCoRsgsA0","五階魔塔 教學","不正常魔術方塊研究中心"},
|
|
| 1034 | 1036 |
}; |
| 1035 | 1037 |
else if( getObjectType()==JING_5 ) |
| 1036 | 1038 |
return new String[][] |
| 1037 | 1039 |
{
|
| 1038 | 1040 |
{"gb","bNJ-SJ1uUrE","6 Layer Jing Pyraminx Tutorial","Sassy Monk"},
|
| 1039 | 1041 |
{"vn","rP3GPrSs35g","Tutorial N.162 - 6x6 Pyramid","Duy Thích Rubik"},
|
| 1042 |
{"tw","eHbvOZDv4D8","六階魔塔 教學","不正常魔術方塊研究中心"},
|
|
| 1040 | 1043 |
}; |
| 1041 | 1044 |
else |
| 1042 | 1045 |
return null; |
| src/main/java/org/distorted/objectlib/objects/TwistyKilominx.java | ||
|---|---|---|
| 653 | 653 |
{"pl","tdWh8f8qpq4","Kilominx TUTORIAL PL","MrUK"},
|
| 654 | 654 |
{"kr","8-X4GhQnE5I","2X2 킬로밍크스 TUTORIAL","큐브놀이터"},
|
| 655 | 655 |
{"vn","eW7RLayPPmA","Tutorial N.11 - Kilominx","Duy Thích Rubik"},
|
| 656 |
{"tw","iDueAHkim4g","二階五魔方進階解法","不正常魔術方塊研究中心"},
|
|
| 656 | 657 |
}; |
| 657 | 658 |
case 5: return new String[][] {
|
| 658 | 659 |
{"gb","VAnzC2SYVc4","How To Solve A Master Kilominx","Grizz Media"},
|
| ... | ... | |
| 668 | 669 |
{"kr","dvy-GxCjm5c","마스터 킬로밍크스 배우기 1","vincentcube"},
|
| 669 | 670 |
{"kr","Jm0B12vNxsE","마스터 킬로밍크스 배우기 2","vincentcube"},
|
| 670 | 671 |
{"kr","H1I18FVpr6g","마스터 킬로밍크스 배우기 3","vincentcube"},
|
| 672 |
{"tw","nVrtIVu_avo","四階五魔方 教學","不正常魔術方塊研究中心"},
|
|
| 671 | 673 |
}; |
| 672 | 674 |
} |
| 673 | 675 |
return null; |
| src/main/java/org/distorted/objectlib/objects/TwistyMegaminx.java | ||
|---|---|---|
| 570 | 570 |
{"br","VVHzZI73BN0","Como resolver o Megaminx 2/2","Pedro Filho"},
|
| 571 | 571 |
{"kr","2NUsMclrD-0","메가밍크스 예시솔빙","iamzoone"},
|
| 572 | 572 |
{"vn","wRN3t91vD8w","Tutorial N.9 - Megaminx","Duy Thích Rubik"},
|
| 573 |
{"tw","u1h8V5mLubk","五魔方 教學 (LBL+8355)","不正常魔術方塊研究中心"},
|
|
| 573 | 574 |
}; |
| 574 | 575 |
case 5: return new String[][] {
|
| 575 | 576 |
{"gb","MNBMm8BnHtQ","Solve the Gigaminx Part 1","BeardedCubing"},
|
| ... | ... | |
| 586 | 587 |
{"pl","jlyRrJjH4qQ","Jak ułożyć Gigaminxa cz.4","chomik19751"},
|
| 587 | 588 |
{"kr","HfPFrWuz6z4","기가밍크스 gigaminx","큐브놀이터"},
|
| 588 | 589 |
{"vn","yJzejHqZscY","Tutorial N.49 - Gigaminx","Duy Thích Rubik"},
|
| 590 |
{"tw","ofUxh8mL80M","五階五魔方 教學","不正常魔術方塊研究中心"},
|
|
| 589 | 591 |
}; |
| 590 | 592 |
} |
| 591 | 593 |
return null; |
| src/main/java/org/distorted/objectlib/objects/TwistyMirror.java | ||
|---|---|---|
| 438 | 438 |
{"pl","ERUtLe30vXA","Jak ułożyć kostkę mirror 2x2","Korzuu"},
|
| 439 | 439 |
{"kr","9S4QTkyNm4Y","2x2 Mirror Cube","큐브놀이터"},
|
| 440 | 440 |
{"vn","6zENEJlv5gA","Hướng Dẫn Giải Mirror 2x2","Rubik Cube"},
|
| 441 |
{"tw","DWCEO8OeSIA","奇藝二階鏡面方塊 教學","不正常魔術方塊研究中心"},
|
|
| 441 | 442 |
}; |
| 442 | 443 |
case 3: return new String[][] {
|
| 443 | 444 |
{"gb","YkzXIWnqbSw","How to Solve the Mirror Cube","Z3"},
|
| ... | ... | |
| 449 | 450 |
{"br","HWGGpIKRT_I","Como resolver o Mirror Blocks","Pedro Filho"},
|
| 450 | 451 |
{"kr","p3OJSbWopqg","미러블럭 해법","듀나메스 큐브 해법연구소"},
|
| 451 | 452 |
{"vn","F3Gh6JxW1VI","Tutorial N.15 - Mirror Block","Duy Thích Rubik"},
|
| 453 |
{"tw","60r2DaRZO14","鏡面方塊教學","不正常魔術方塊研究中心"},
|
|
| 452 | 454 |
}; |
| 453 | 455 |
case 4: return new String[][] {
|
| 454 | 456 |
{"gb","6gyQ5qBK8GU","4x4 Mirror: Introduction","SuperAntoniovivaldi"},
|
| src/main/java/org/distorted/objectlib/objects/TwistyMorphix.java | ||
|---|---|---|
| 775 | 775 |
{"br","wByfDxTrbC8","Como resolver o Pyramorphix","Rafael Cinoto"},
|
| 776 | 776 |
{"kr","WIy5ZvTXsOY","피라몰픽스 쉽게 맞추기","큐브놀이터"},
|
| 777 | 777 |
{"vn","6CuTRLjKHho","Tutorial N.14 - Pyramorphix","Duy Thích Rubik"},
|
| 778 |
{"tw","-pvYOJN9u6U","二階魔粽 直覺式解法","不正常魔術方塊研究中心"},
|
|
| 778 | 779 |
}; |
| 779 | 780 |
case 3: return new String[][] {
|
| 780 | 781 |
{"gb","Q1DXmDGyebc","How to Solve the Mastermorphix","Z3"},
|
| ... | ... | |
| 786 | 787 |
{"br","bFJjjWPsDoY","Mastermorphix - tutorial","Cubo da Loucura"},
|
| 787 | 788 |
{"kr","yKW48BaE91M","마스터 몰픽스 해법","듀나메스 큐브 해법연구소"},
|
| 788 | 789 |
{"vn","QcJ7E8_Duws","Giải Rubik - Mastermorphix","Duy Thích Rubik"},
|
| 790 |
{"tw","KEOzJpVkGcw","三階粽子方塊","不正常魔術方塊研究中心"},
|
|
| 789 | 791 |
}; |
| 790 | 792 |
case 4: return new String[][] {
|
| 791 | 793 |
{"gb","su4ELv85wiY","Megamorphix Tutorial","CrazyBadCuber"},
|
| src/main/java/org/distorted/objectlib/objects/TwistyO2.java | ||
|---|---|---|
| 516 | 516 |
|
| 517 | 517 |
public String[][] getTutorials() |
| 518 | 518 |
{
|
| 519 |
return new String[][] { };
|
|
| 519 |
return new String[][] {
|
|
| 520 |
{"gb","m1nHBUnGsZc","1x1x1 O2 Cube","Richie's EZCubing"},
|
|
| 521 |
{"tw","mcgD9iN4NHU","一階方塊 介紹+教學","不正常魔術方塊研究中心"},
|
|
| 522 |
}; |
|
| 520 | 523 |
} |
| 521 | 524 |
} |
| src/main/java/org/distorted/objectlib/objects/TwistyPyraminx.java | ||
|---|---|---|
| 411 | 411 |
case 3: return ObjectType.PYRA_3.name(); |
| 412 | 412 |
case 4: return ObjectType.PYRA_4.name(); |
| 413 | 413 |
case 5: return ObjectType.PYRA_5.name(); |
| 414 |
case 6: return ObjectType.PYRA_6.name(); |
|
| 414 | 415 |
} |
| 415 | 416 |
|
| 416 | 417 |
return ObjectType.PYRA_3.name(); |
| ... | ... | |
| 425 | 426 |
case 3: return new ObjectSignature(ObjectSignatures.PYRA_3); |
| 426 | 427 |
case 4: return new ObjectSignature(ObjectSignatures.PYRA_4); |
| 427 | 428 |
case 5: return new ObjectSignature(ObjectSignatures.PYRA_5); |
| 429 |
case 6: return new ObjectSignature(ObjectSignatures.PYRA_6); |
|
| 428 | 430 |
} |
| 429 | 431 |
|
| 430 | 432 |
return null; |
| ... | ... | |
| 439 | 441 |
case 3: return "Pyraminx"; |
| 440 | 442 |
case 4: return "Master Pyraminx"; |
| 441 | 443 |
case 5: return "Professor's Pyraminx"; |
| 444 |
case 6: return "Royal Pyraminx"; |
|
| 442 | 445 |
} |
| 443 | 446 |
return null; |
| 444 | 447 |
} |
| ... | ... | |
| 451 | 454 |
{
|
| 452 | 455 |
case 3: return "Uwe Meffert"; |
| 453 | 456 |
case 4: return "Katsuhiko Okamoto"; |
| 454 |
case 5: return "Timur Evbatyrov"; |
|
| 457 |
case 5: |
|
| 458 |
case 6: return "Timur Evbatyrov"; |
|
| 455 | 459 |
} |
| 456 | 460 |
return null; |
| 457 | 461 |
} |
| ... | ... | |
| 464 | 468 |
{
|
| 465 | 469 |
case 3: return 1970; |
| 466 | 470 |
case 4: return 2002; |
| 467 |
case 5: return 2011; |
|
| 471 |
case 5: |
|
| 472 |
case 6: return 2011; |
|
| 468 | 473 |
} |
| 469 | 474 |
return 1970; |
| 470 | 475 |
} |
| ... | ... | |
| 477 | 482 |
{
|
| 478 | 483 |
case 3: return 1; |
| 479 | 484 |
case 4: return 2; |
| 480 |
case 5: return 3; |
|
| 485 |
case 5: |
|
| 486 |
case 6: return 3; |
|
| 481 | 487 |
} |
| 482 | 488 |
return 4; |
| 483 | 489 |
} |
| ... | ... | |
| 500 | 506 |
{"br","dtC0GNGyXqw","Como resolver o Pyraminx","Pedro Filho"},
|
| 501 | 507 |
{"kr","mO3excjvvoA","피라밍크스 맞추는 방법","iamzoone"},
|
| 502 | 508 |
{"vn","p9LUWUW5iYg","Tutorial N.4 - Pyraminx","Duy Thích Rubik"},
|
| 503 |
// {"tw","YS3cDcP6Aro","金字塔方塊解法","1hrBLD"},
|
|
| 509 |
{"tw","wZu3OAuNY5Q","金字塔方塊 教學","不正常魔術方塊研究中心"},
|
|
| 504 | 510 |
}; |
| 505 | 511 |
case 4: return new String[][] {
|
| 506 | 512 |
{"gb","tGQDqDcSa6U","How to Solve the Master Pyraminx","Z3"},
|
| ... | ... | |
| 514 | 520 |
{"br","j8_-s4rd8mw","Como resolver o Pyraminx 4x4 3/3","Rafael Cinoto"},
|
| 515 | 521 |
{"kr","JlmBKaHESyY","마스터 피라밍크스 해법","주누후누"},
|
| 516 | 522 |
{"vn","AMCll82WcJY","Tutorial N.13 - Master Pyraminx","Duy Thích Rubik"},
|
| 523 |
{"tw","Tghr4ow9Ckk","四階金字塔 教學","不正常魔術方塊研究中心"},
|
|
| 517 | 524 |
}; |
| 518 | 525 |
case 5: return new String[][] {
|
| 519 | 526 |
{"gb","2nsPEECDdN0","Professor Pyraminx Solve","RedKB"},
|
| ... | ... | |
| 526 | 533 |
{"br","0HoOp6JlLSs","Resolver o Professor Pyraminx 3/4","Rafael Cinoto"},
|
| 527 | 534 |
{"br","Xg1jnCRsw_I","Resolver o Professor Pyraminx 4/4","Rafael Cinoto"},
|
| 528 | 535 |
{"vn","OHwPqp3kQdE","Professor Pyraminx làm chậm","TRẦN QUANG HÙNG"},
|
| 536 |
{"tw","X3NxqT8bt8s","五階金字塔 教學","不正常魔術方塊研究中心"},
|
|
| 537 |
}; |
|
| 538 |
case 6: return new String[][] {
|
|
| 539 |
{"gb","1u6FPbkp0-c","Royal Pyraminx: a Tutorial","Superantoniovivaldi"},
|
|
| 540 |
{"es","7px2uG7zhVk","Royal Pyraminx Tutorial","Gadi Rubik"},
|
|
| 541 |
{"tw","hbK2L28hEvM","六階金字塔 教學","不正常魔術方塊研究中心"},
|
|
| 529 | 542 |
}; |
| 530 | 543 |
} |
| 531 | 544 |
return null; |
| src/main/java/org/distorted/objectlib/objects/TwistyPyraminxDiamond.java | ||
|---|---|---|
| 434 | 434 |
{"es","006L2qc1XoA","el Pyraminx Diamond","Spartan626"},
|
| 435 | 435 |
{"pl","AVRRHVgIeh4","Pyraminx Diamond TUTORIAL PL","MrUK"},
|
| 436 | 436 |
{"br","6SWwZUAK4U0","Pyraminx Diamond Solve","Cubo vicio"},
|
| 437 |
{"tw","76M-RMl70w0","Pyraminx Diamond","不正常魔術方塊研究中心"},
|
|
| 437 | 438 |
}; |
| 438 | 439 |
} |
| 439 | 440 |
} |
| src/main/java/org/distorted/objectlib/objects/TwistyPyraminxDuo.java | ||
|---|---|---|
| 393 | 393 |
{"ru","pTaHQOqp4L8","Как собрать Pyraminx Duo","GCubing"},
|
| 394 | 394 |
{"pl","r9pW0933vz4","Poradnik mini - Pyraminx Duo","Speedcubing Nation"},
|
| 395 | 395 |
{"vn","F2XahC2fYuk","Hướng dẫn giải Pyraminx Duo","Rubik For Everyone"},
|
| 396 |
{"tw","xNn5bnYOGjA","金字塔二重奏 \"最少步法\" 教學","不正常魔術方塊研究中心"},
|
|
| 396 | 397 |
}; |
| 397 | 398 |
} |
| 398 | 399 |
} |
| src/main/java/org/distorted/objectlib/objects/TwistyRedi.java | ||
|---|---|---|
| 447 | 447 |
{"br","muQ8U_G4LmM","Como resolver o Redi Cube","Rafael Cinoto"},
|
| 448 | 448 |
{"kr","a5CzDMbRzbY","레디큐브를 배우기","vincentcube"},
|
| 449 | 449 |
{"vn","2JZxtmrKUn4","Tutorial N.6 - Redi","Duy Thích Rubik"},
|
| 450 |
{"tw","LBKPL01IHD8","Redi Cube盲解教學","1hrBLD"},
|
|
| 450 | 451 |
}; |
| 451 | 452 |
} |
| 452 | 453 |
} |
| src/main/java/org/distorted/objectlib/objects/TwistyRex.java | ||
|---|---|---|
| 455 | 455 |
{"pl","ffbFRnHglWY","Rex Cube TUTORIAL PL","MrUk"},
|
| 456 | 456 |
{"kr","B3ftZzHRQyU","렉스 큐브 해법","듀나메스 큐브 해법연구소"},
|
| 457 | 457 |
{"vn","5nE9Q7QmOP4","Tutorial N.87 - Rex Cube","Duy Thích Rubik"},
|
| 458 |
{"tw","XZYHm28qiHE","八軸魔星 教學","不正常魔術方塊研究中心"},
|
|
| 458 | 459 |
}; |
| 459 | 460 |
} |
| 460 | 461 |
} |
| src/main/java/org/distorted/objectlib/objects/TwistySkewb.java | ||
|---|---|---|
| 612 | 612 |
{"br","mNycauwshWs","Como resolver o Skewb","Pedro Filho"},
|
| 613 | 613 |
{"kr","5R3sU-_bMAI","SKEWB 초보 공식","iamzoone"},
|
| 614 | 614 |
{"vn","Db5mXuqgQP8","Tutorial N.5 - Skewb","Duy Thích Rubik"},
|
| 615 |
// {"tw","8srf9xhsS9k","Skewb斜轉方塊解法","1hrBLD"},
|
|
| 615 |
{"tw","XtZL9WFMkA8","斜轉魔方教學","不正常魔術方塊研究中心"},
|
|
| 616 | 616 |
}; |
| 617 | 617 |
case 3: return new String[][] {
|
| 618 | 618 |
{"gb","Jiuf7zQyPYI","Master Skewb Cube Tutorial","Bearded Cubing"},
|
| ... | ... | |
| 626 | 626 |
{"pl","Y7l3AYFvDJI","Master Skewb TUTORIAL PL","MrUk"},
|
| 627 | 627 |
{"kr","ycR-WmXJCG0","마스터 스큐브 3번째 해법","듀나메스 큐브 해법연구소"},
|
| 628 | 628 |
{"vn","uG8H0ZQTZgw","Tutorial N.35 - Master Skewb","Duy Thích Rubik"},
|
| 629 |
{"tw","PAPa069Y92M","大師斜轉方塊 教學","不正常魔術方塊研究中心"},
|
|
| 629 | 630 |
}; |
| 630 | 631 |
} |
| 631 | 632 |
return null; |
| src/main/java/org/distorted/objectlib/objects/TwistySquare1.java | ||
|---|---|---|
| 351 | 351 |
{"br","geT7SvX0DEw","Tutorial do Square-1","Pedro Filho"},
|
| 352 | 352 |
{"kr","NcB50lWdQzE","스퀘어1 맞추는 방법","iamzoone"},
|
| 353 | 353 |
{"vn","YvCZXkbZnNs","Tutorial N.120 - Square 1","Duy Thích Rubik"},
|
| 354 |
{"tw","5XsmL2ex5G8","SQ1\"單一公式法\"教學","不正常魔術方塊研究中心"},
|
|
| 354 | 355 |
}; |
| 355 | 356 |
} |
| 356 | 357 |
} |
| src/main/java/org/distorted/objectlib/objects/TwistySquare2.java | ||
|---|---|---|
| 378 | 378 |
{"br","4wwWE5Ni0Fw","Tutorial do Square-2 2/2","Rafael Cinoto"},
|
| 379 | 379 |
{"kr","psG9Ar4pBrc","초보자를 위한 스퀘어2 해법","SlowCuberToumai"},
|
| 380 | 380 |
{"vn","_37Pc8Y_-Hs","Square-2 Tutorial","VĂN CÔNG TÙNG"},
|
| 381 |
{"tw","hye02xzNAZk","Square-2(SQ-2) 教學","不正常魔術方塊研究中心"},
|
|
| 381 | 382 |
}; |
| 382 | 383 |
} |
| 383 | 384 |
} |
| src/main/java/org/distorted/objectlib/objects/TwistyVoid.java | ||
|---|---|---|
| 519 | 519 |
{"de","1mh-jRrcP0w","Void Cube: Parity intuitiv lösen","rofrisch"},
|
| 520 | 520 |
{"br","uTC01oMGBJ8","3x3 Void cube Tutorial","Cubo vicio"},
|
| 521 | 521 |
{"kr","eCfepw1gVBA","보이드 큐브(홀큐브)","듀나메스 큐브 해법연구소"},
|
| 522 |
{"tw","rb6GyuOBUNE","空心方塊 教學","不正常魔術方塊研究中心"},
|
|
| 522 | 523 |
}; |
| 523 | 524 |
} |
| 524 | 525 |
} |
| src/main/java/org/distorted/objectlib/objects/TwistyWindmill.java | ||
|---|---|---|
| 470 | 470 |
{"br","TXNVMp70lVE","Resolução do Windmill Cube","Pedro Filho"},
|
| 471 | 471 |
{"kr","gELuvKW2Itw","윈드밀 큐브 해법 강좌","굿맨's 큐브 이야기"},
|
| 472 | 472 |
{"vn","diiy8OqqtrE","Tutorial N.16 - Windmill Cube","Duy Thích Rubik"},
|
| 473 |
{"tw","g50bcKo0RoQ","風火輪方塊解法","1hrBLD"},
|
|
| 473 | 474 |
}; |
| 474 | 475 |
} |
| 475 | 476 |
} |
Also available in: Unified diff
Lots of new tutorials; change the order of the objects.