![](I/RJ.png) ![](I/gSPC.png) ![Navigation](O/NAVROSE.png) ![](I/gSPC.png) ![](I/PQ.png) ![](I/gSPC.png) ![Matrix](I/3P_RST.png) ![](I/gSPC.png) ![Patterns - Muster](O/gSNK.png) ![](I/gSPC.png) ![Solution - Lösung](O/gSCRMBL.png) ![](I/gSPC.png) ![solutions for higher cubes and other types - Lösungen für größere Würfel und andere Typen](V/gS00000008.png) ![](I/gSPC.png) ![Links](O/gLNK.png) ![](I/gSPC.png) ![speedcubing - Schnelldrehen](O/gHIST.png) ![](I/gSPC.png) ![diary - Tagebuch](O/gBOOK.png) ![](I/gSPC.png) ![poetry - Poesie](O/gROS.png) ![](I/gSPC.png) ![quicklink speedcubing - Schnellzugriff Schnelldrehen](O/gMEAN.png) ![](I/gSPC.png) ![against righteous - gegen Rechts](K/gScholl_Geschwister.png) ![](I/gSPC.png) ![about me - über mich](O/gME.png) ![](I/gSPC.png) ![mail to Admin - email an den Administrator](I/grainbow_Couvert.png) ![](I/gSPC.png) ![Impressum](O/ginfo.png) ![](I/gSPC.png) ![JF-system compared by web authors - JF-System-Vergleich über Web-Autoren](I/R_passiv_link.png) |
2D Muster Buchstaben![](I/gSPC.png) 2D pattern letters |
![](I/gSPC.png) |
![](I/LC.png) ![Corners Moved Straight - Edges Moved Straight 1](cC/01.png) ![Corners Moved Straight - Edges Moved Straight 2](cC/02.png) ![Corners Moved Straight - Edges Moved Diagonal P1](cC/03.png) ![Corners Moved Straight - Edges Moved Diagonal P2](cC/04.png) ![Corners Moved Straight - Edges Moved Diagonal M2](cC/05.png) ![Corners Moved Straight - Edges Moved Diagonal M1](cC/06.png) ![CMD1 EMS1](cC/07.png) ![CMD2 EMS1](cC/08.png) ![Corners Moved Diagonal 2 - Edges Moved Diagonal P1](cC/09.png) ![Corners Moved Diagonal 1 - Edges Moved Diagonal P1](cC/10.png) ![Corners Moved Positive - the long arm is the 'arrowpeak'](cC/11.png) ![Corners Moved Negative - the long arm is the 'arrowpeak'](cC/12.png) ![Corners Moved Parallel](cC/13.png) ![Corners Moved Cross](cC/14.png) ![Edges Moved Positive - the long arm is the 'arrowpeak'](cC/15.png) ![Edges Moved Negative - the long arm is the 'arrowpeak'](cC/16.png) ![Edges Moved Parallel](cC/17.png) ![Edges Moved Cross](cC/18.png) ![G-Permutation - Nose Up](cC/19.png) ![](cC/t.png) ![G-Permutation - Hand Up](cC/20.png) ![](cC/t.png) ![G-Permutation - Hand Down](cC/21.png) ![](cC/t.png) ![G-Permutation - Nose Down](cC/22.png) ![](cC/t.png) ![Edges Flipped Neighbours](cC/37.png) ![](cC/t.png) ![Edges Flipped Opposite](cC/38.png) ![](cC/t.png) ![Edges Flipped All](cC/39.png) ![](cC/t.png) ![Corners Twisted Straight](cC/23.png) ![](cC/t.png) ![Corners Twisted Neighbours](cC/24.png) ![](cC/t.png) ![Corners Twisted Diagonal](cC/25.png) ![](cC/t.png) ![Corners Twisted Positive](cC/26.png) ![](cC/t.png) ![Corners Twisted Negative](cC/27.png) ![](cC/t.png) ![Corners Twisted Regular](cC/28.png) ![](cC/t.png) ![Corners Twisted Irregular](cC/29.png) ![](cC/t.png) ![Corners Moved Straight - Twisted Straight](cC/30.png) ![](cC/t.png) ![Corners Moved Straight - Twisted Neighbours](cC/31.png) ![](cC/t.png) ![Corners Moved Straight - Twisted Diagonal](cC/32.png) ![](cC/t.png) ![Corners Moved Straight - Twisted Positive](cC/33.png) ![](cC/t.png) ![Corners Moved Straight - Twisted Negative](cC/34.png) ![](cC/t.png) ![Corners Moved Straight - Twisted Irregular](cC/35.png) ![](cC/t.png) ![Corners Moved Straight - Twisted Regular](cC/36.png) ![](cC/t.png) ![](cC/40.png) ![](cC/t.png) ![](cC/41.png) ![](cC/t.png) ![](cC/42.png) ![](cC/t.png) ![](cC/43.png) ![](cC/t.png) ![](cC/44.png) ![](cC/t.png) ![](cC/45.png) ![](cC/t.png) ![](cC/46.png) ![](I/RC.png) |
![](I/gSPC.png) |
![](I/g3L.png) ![](I/gSPC.png) ![](I/gNAR_TPNT.png) ![](I/gSPC.png) ![Twisting Corners & Flipping Edges](C/C/EFZ/EFZ.png) ![](I/gSPC151.png) ![Corners Moved Straight](C/C/CMSp1/CMSp1.png) ![](I/gSPC420.png) ![Corners Moved Diagonal](C/C/CMD1/CMD1.png) ![](I/gSPC166.png) ![Corners Moved Positive - the long arm is the 'arrowpeak'](C/C/CMTp1/CMTp1.png) ![](I/gSPC37.png) ![Corners Moved Negative - the long arm is the 'arrowpeak'](C/C/CMTm1/CMTm1.png) ![](I/gSPC37.png) ![Corners Moved Parallel](C/C/CMP1/CMP1.png) ![](I/gSPC20.png) ![Corners Moved Cross](C/C/CMC/CMC.png) ![](I/NAR_gSPC8.png) ![](I/gSPC.png) ![](I/gNAR_TPNT.png) ![](I/gSPC.png) ![Flipping Edges](C/C/EFZ/EFZ.png) ![](I/gSPC6.png) ![Edges Moved Straight](C/C/EMS1/EMS1.png) ![](I/gSPC20.png) ![Edges Moved Diagonal](C/C/EMDp1/EMDp1.png) ![](I/gSPC34.png) ![Edges Moved Positive - the long arm is the 'arrowpeak'](C/C/EMTp1/EMTp1.png) ![](I/gSPC34.png) ![Edges Moved Negative - the long arm is the 'arrowpeak'](C/C/EMTm1/EMTm1.png) ![](I/gSPC34.png) ![Edges Moved Parallel](C/C/EMP1/EMP1.png) ![](I/gSPC20.png) ![Edges Moved Cross](C/C/EMC/EMC.png) ![](I/gSPC.png) ![](I/PQ.png) ![](I/gSPC.png) ![best browser - Bester Browser](I/IE.png) ![](I/gSPC.png) ![color distribution - Farbverteilung](P/SC.png) |
![](I/gSPC.png) |
![](I/gSPC.png) ![patterns by opposite swap - Muster durch gegenseitigen Tausch](S/d/dgS1_PS.png) ![pattern index - Muster Index](O/gMEAN.png) ![](I/gSPC.png) ![patterns by two axis swap - Muster durch 2-Achsen-Tausch](S/g/gS2_PS.png) ![pattern index - Muster Index](O/gMEAN.png) ![](I/gSPC.png) ![patterns on two hemispheres by 1 axis cycle - Muster auf 2 Orientierungen, 1 Achse](S/d/dgS3_PS.png) ![pattern index - Muster Index](O/gMEAN.png) ![](I/gSPC.png) ![4 site cycle by 1 axis - Drehung von 4 Seiten durch 1 Achse](S/d/dgS4_PS.png) ![pattern index - Muster Index](O/gMEAN.png) ![](I/gSPC.png) ![cycle of 6 sites by 1 axis - Drehung von 6 Seiten um 1 Achse](S/d/dgS6_PS.png) ![pattern index - Muster Index](O/gMEAN.png) ![](I/gSPC.png) ![cheating swaps - betrügerisches Tauschen](S/d/dgS5_PS.png) ![pattern index - Muster Index](O/gMEAN.png) ![](I/gSPC.png) ![patterns by illegal swap - Muster durch illegalen Tausch](S/d/dgS7_PS.png) ![pattern index - Muster Index](O/gMEAN.png) ![](I/gSPC.png) ![collections - Sammlungen](S/d/dgBoard_PS.png) ![pattern index - Muster Index](O/gMEAN.png) ![](I/gSPC.png) ![Declinations - Deklinationen](S/d/dgdeclination_PS.png) ![pattern index - Muster Index](O/gMEAN.png) ![](I/gSPC.png) ![Printing those Patterns](I/gPRNTR.png) |
![](I/gSPC.png) |
![patterns by two axis swap - Muster durch 2-Achsen-Tausch](S/g/gS2_PS.png) ![](I/gSPC.png) ![2D - complettes / komplette](S/d/dgRinge_2.png) ![pattern index - Muster Index](O/gMEAN.png) ![](I/gSPC.png) ![2D - letters / Buchstaben](S/g/gZwei_Ls_stehend_2.png) ![pattern index - Muster Index](O/gMEAN.png) ![](I/gSPC.png) ![2D - commas / Kommas](S/d/dgdoppelte_Kommas_paarig_2.png) ![pattern index - Muster Index](O/gMEAN.png) ![](I/gSPC.png) ![2D - broken commas / gebrochene Kommas](S/d/dggebrochene_Kommas_symmetrisch_2.png) ![pattern index - Muster Index](O/gMEAN.png) ![](I/gSPC.png) ![2D - corners / Ecken](S/d/dglose_Ecken_symmetrisch_2.png) ![pattern index - Muster Index](O/gMEAN.png) ![](I/gSPC.png) ![2D - edges / Kanten](S/d/dgHs_viermal_2.png) ![pattern index - Muster Index](O/gMEAN.png) ![](I/gSPC.png) ![2D - 2 bars: standing, centric, front, behind](S/d/dgZwei_Stangen_2.png) ![pattern index - Muster Index](O/gMEAN.png) ![](I/gSPC.png) ![2D - odds / unregelmäßige](S/d/dg2EU_ED_2.png) ![pattern index - Muster Index](O/gMEAN.png) ![](I/gSPC.png) ![](S/d/dg2Winkeleisen_2.png) ![pattern index - Muster Index](O/gMEAN.png) ![](I/gSPC.png) ![assymetric patterns of 2D terms - assymetrische Muster der 2D Gruppe](S/d/dg1_lange_Schlange_4_D2.png) ![pattern index - Muster Index](O/gMEAN.png) ![](I/gSPC.png) ![pattern index - Muster Index](O/gMEAN.png) |
![](I/gSPC.png) ![](I/gSPC.png) ![](P/g_lC.png) ![](I/gSPC.png) ![](P/g_lO.png) ![](I/gSPC.png) ![](P/g_lM.png) ![](I/gSPC.png) ![](P/g_lP.png) ![](I/gSPC.png) ![](P/g_lL.png) ![](I/gSPC.png) ![](P/g_lE.png) ![](I/gSPC.png) ![](P/g_lT.png) ![](I/gSPC.png) ![](P/g_lT.png) ![](I/gSPC.png) ![](P/g_APO.png) ![](I/gSPC.png) ![](P/g_lS.png) ![](I/gSPC.png) ![](I/gSPC.png) ![](I/gSPC.png) ![](P/Ldat.png) ![](P/lL.png) ![](P/SPC.png) ![](P/lE.png) ![](P/SPC.png) ![](P/lT.png) ![](P/SPC.png) ![](P/lT.png) ![](P/SPC.png) ![](P/lE.png) ![](P/SPC.png) ![](P/lR.png) ![](P/SPC.png) ![](P/lS.png) ![](P/SPC.png) ![](P/Rdat.png) ![](I/gSPC.png) ![](I/gSPC.png) ![](P/g_lC.png) ![](I/gSPC.png) ![](P/g_lO.png) ![](I/gSPC.png) ![](P/g_lM.png) ![](I/gSPC.png) ![](P/g_lM.png) ![](I/gSPC.png) ![](P/g_lA.png) ![](I/gSPC.png) ![](P/g_lS.png) ![](I/gSPC.png) ![](I/gSPC.png) ![](I/gSPC.png) ![](I/gSPC.png) ![](P/g_lB.png) ![](I/gSPC.png) ![](P/g_lR.png) ![](I/gSPC.png) ![](P/g_lO.png) ![](I/gSPC.png) ![](P/g_lK.png) ![](I/gSPC.png) ![](P/g_lE.png) ![](I/gSPC.png) ![](P/g_lN.png) ![](I/gSPC.png) ![](P/g_APO.png) ![](I/gSPC.png) ![](P/g_lS.png) ![](I/gSPC.png) ![](I/gSPC.png) ![](I/gSPC.png) ![](I/gSPC.png) ![](P/g_lC.png) ![](I/gSPC.png) ![](P/g_lO.png) ![](I/gSPC.png) ![](P/g_lR.png) ![](I/gSPC.png) ![](P/g_lN.png) ![](I/gSPC.png) ![](P/g_lE.png) ![](I/gSPC.png) ![](P/g_lR.png) ![](I/gSPC.png) ![](P/g_lS.png) ![](I/gSPC.png) ![](I/gSPC.png) ![](I/gSPC.png) ![](I/gSPC.png) ![](P/g_lE.png) ![](I/gSPC.png) ![](P/g_lD.png) ![](I/gSPC.png) ![](P/g_lG.png) ![](I/gSPC.png) ![](P/g_APO.png) ![](I/gSPC.png) ![](P/g_lS.png) ![](I/gSPC.png) ![](I/gSPC.png) ![](I/gSPC.png) ![](I/gSPC.png) ![](P/g_lB.png) ![](I/gSPC.png) ![](P/g_lA.png) ![](I/gSPC.png) ![](P/g_lR.png) ![](I/gSPC.png) ![](P/g_lS.png) ![](I/gSPC.png) ![](I/gSPC.png) ![](I/gSPC.png) ![](I/gSPC.png) ![](P/g_lO.png) ![](I/gSPC.png) ![](P/g_lD.png) ![](I/gSPC.png) ![](P/g_lD.png) ![](I/gSPC.png) ![](P/g_lS.png) ![](I/gSPC.png) ![](I/gSPC.png) ![](I/gSPC.png) ![](I/gSPC.png) ![](P/g_lA.png) ![](I/gSPC.png) ![](P/g_lN.png) ![](I/gSPC.png) ![](P/g_lG.png) ![](I/gSPC.png) ![](P/g_lL.png) ![](I/gSPC.png) ![](P/g_lE.png) ![](I/gSPC.png) ![](P/g_lS.png) ![](I/gSPC.png) ![](I/gSPC.png) ![](I/gSPC.png) ![](I/gSPC.png) ![](P/g_lA.png) ![](I/gSPC.png) ![](P/g_lS.png) ![](I/gSPC.png) ![](P/g_lY.png) ![](I/gSPC.png) ![](P/g_lM.png) ![](I/gSPC.png) ![](P/g_lE.png) ![](I/gSPC.png) ![](P/g_lT.png) ![](I/gSPC.png) ![](P/g_lR.png) ![](I/gSPC.png) ![](P/g_lI.png) ![](I/gSPC.png) ![](P/g_lC.png) ![](I/gSPC.png) ![](I/gSPC.png) |
![](I/gSPC.png) ![2 T #1](S/g/gdoppelte_Kommas_paarig_2.png) ![](I/gSPC.png) ![2 T back #1 - 2 T #1 hinten](S/g/gdoppelte_Kommas_paarig_back_2.png) ![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](I/gSPC.png) ![](I/LC.png) ![z'](A/Cf3.png) ![R](A/R.png) ![U²](A/U2.png) ![R'a](A/R3a.png) ![U²](A/U2.png) ![L](A/L.png) ![z](A/Cf.png) ![](A/5DWN.png) ![](A/KOMDWN.png) ![](A/8DWN.png) ![](P/SPC.png) ![](I/RC.png) |
![](I/gSPC.png) ![](I/gDODE.png) z' R U² R'a U² L z (5,8) |
![](I/gSPC.png) ![2 T #2](S/g/g4Kommas_senkrecht_2.png) ![](I/gSPC.png) ![2 T #2 back - 2 T #2 hinten](S/g/g4Kommas_senkrecht_back_2.png) ![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c2.png) ![](I/gSPC.png) ![](I/LC.png) ![R'](A/R3.png) ![D²](A/D2.png) ![Ra](A/Al.png) ![D²](A/D2.png) ![L'](A/L3.png) ![](A/5DWN.png) ![](A/KOMDWN.png) ![](A/8DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](P/Ldat.png) ![](P/gJ.png) ![](P/SPC.png) ![](P/lO.png) ![](P/SPC.png) ![](P/lS.png) ![](P/SPC.png) ![](P/lE.png) ![](P/SPC.png) ![](P/lF.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/gT.png) ![](P/SPC.png) ![](P/lR.png) ![](P/SPC.png) ![](P/lA.png) ![](P/SPC.png) ![](P/lJ.png) ![](P/SPC.png) ![](P/lB.png) ![](P/SPC.png) ![](P/lE.png) ![](P/SPC.png) ![](P/lR.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/MIN.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/APO.png) ![](P/SPC.png) ![](P/gD.png) ![](P/SPC.png) ![](P/lE.png) ![](P/SPC.png) ![](P/lR.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/gW.png) ![](P/SPC.png) ![](P/lUE.png) ![](P/SPC.png) ![](P/lR.png) ![](P/SPC.png) ![](P/lF.png) ![](P/SPC.png) ![](P/lE.png) ![](P/SPC.png) ![](P/lL.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/lF.png) ![](P/SPC.png) ![](P/lUE.png) ![](P/SPC.png) ![](P/lR.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/gF.png) ![](P/SPC.png) ![](P/lO.png) ![](P/SPC.png) ![](P/lR.png) ![](P/SPC.png) ![](P/lT.png) ![](P/SPC.png) ![](P/lG.png) ![](P/SPC.png) ![](P/lE.png) ![](P/SPC.png) ![](P/lS.png) ![](P/SPC.png) ![](P/lC.png) ![](P/SPC.png) ![](P/lH.png) ![](P/SPC.png) ![](P/lR.png) ![](P/SPC.png) ![](P/lI.png) ![](P/SPC.png) ![](P/lT.png) ![](P/SPC.png) ![](P/lT.png) ![](P/SPC.png) ![](P/lE.png) ![](P/SPC.png) ![](P/lN.png) ![](P/SPC.png) ![](P/lE.png) ![](P/SPC.png) ![](P/APO.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/MIN.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/gS.png) ![](P/SPC.png) ![](P/PNT.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/c1.png) ![](P/SPC.png) ![](P/c2.png) ![](P/SPC.png) ![](P/c1.png) ![](P/SPC.png) ![](P/Rdat.png) |
![](I/gSPC.png) ![](I/gDODE.png) L' D² Ra D² L' (5,8) Josef Trajber "Der Würfel für Fortgeschrittene" S. 121 |
![](I/gSPC.png) ![2 Y](S/g/ggebrochene_Kommas_symmetrisch_2.png) ![](I/gSPC.png) ![2 Y back - 2 Y hinten](S/g/ggebrochene_Kommas_symmetrisch_back_2.png) ![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c0.png) ![](P/g_c2.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](I/gSPC.png) ![](I/LC.png) ![Ua](A/Ua.png) ![R](A/R.png) ![D'](A/D3.png) ![](A/TPNT.png) ![x](A/Cr.png) ![](A/TPNT.png) ![L'](A/L3.png) ![U²](A/U2.png) ![L](A/L.png) ![U](A/U.png) ![L'](A/L3.png) ![U²](A/U2.png) ![R](A/R.png) ![U'](A/U3.png) ![L](A/L.png) ![U](A/U.png) ![R'](A/R3.png) ![](A/TPNT.png) ![x'](A/Cr3.png) ![](A/TPNT.png) ![D](A/D.png) ![R'](A/R3.png) ![U'a](A/U3a.png) ![](A/1DWN.png) ![](A/7DWN.png) ![](A/KOMDWN.png) ![](A/2DWN.png) ![](A/0DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](P/Ldat.png) ![](P/lC.png) ![](P/SPC.png) ![](P/lR.png) ![](P/SPC.png) ![](P/lA.png) ![](P/SPC.png) ![](P/lF.png) ![](P/SPC.png) ![](P/lT.png) ![](P/SPC.png) ![](P/lI.png) ![](P/SPC.png) ![](P/lN.png) ![](P/SPC.png) ![](P/lG.png) ![](P/SPC.png) ![](P/Rdat.png) |
![](I/gSPC.png) ![](I/gDODE.png) Ua R D' · x · L' U² L U L' U² R U' L U R' · x' · D R' U'a (17,20) Bastelei |
![](I/gSPC.png) ![2 L #1](S/g/gZwei_Ls_flach_2.png) ![](I/gSPC.png) ![2 L #1 back - 2 L #1 hinten](S/g/gZwei_Ls_flach_back_2.png) ![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c0.png) ![](P/g_c3.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](I/gSPC.png) ![](I/LC.png) ![U](A/U.png) ![B](A/B.png) ![e'](A/Us.png) ![R'](A/R3.png) ![e](A/Ds.png) ![](A/TPNT.png) ![F²](A/F2.png) ![](A/TPNT.png) ![e'](A/Us.png) ![R](A/R.png) ![e](A/Ds.png) ![B'](A/B3.png) ![U'](A/U3.png) ![](A/1DWN.png) ![](A/1DWN.png) ![](A/KOMDWN.png) ![](A/1DWN.png) ![](A/6DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](P/Ldat.png) ![](P/lC.png) ![](P/SPC.png) ![](P/lR.png) ![](P/SPC.png) ![](P/lA.png) ![](P/SPC.png) ![](P/lF.png) ![](P/SPC.png) ![](P/lT.png) ![](P/SPC.png) ![](P/lI.png) ![](P/SPC.png) ![](P/lN.png) ![](P/SPC.png) ![](P/lG.png) ![](P/SPC.png) ![](P/Rdat.png) |
![](I/gSPC.png) ![](I/gDODE.png) U B e' R' e · F² · e' R e B' U' (11,16) Bastelei |
![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c0.png) ![](P/g_c3.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c2.png) ![](I/gSPC.png) ![](I/LC.png) ![B'](A/B3.png) ![e'](A/Us.png) ![R](A/R.png) ![D](A/D.png) ![](A/TPNT.png) ![F²](A/F2.png) ![](A/TPNT.png) ![D'](A/D3.png) ![R'](A/R3.png) ![e](A/Ds.png) ![B](A/B.png) ![](A/9DWN.png) ![](A/KOMDWN.png) ![](A/1DWN.png) ![](A/2DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](P/Ldat.png) ![](P/lC.png) ![](P/SPC.png) ![](P/lR.png) ![](P/SPC.png) ![](P/lA.png) ![](P/SPC.png) ![](P/lF.png) ![](P/SPC.png) ![](P/lT.png) ![](P/SPC.png) ![](P/lI.png) ![](P/SPC.png) ![](P/lN.png) ![](P/SPC.png) ![](P/lG.png) ![](P/SPC.png) ![](P/Rdat.png) |
![](I/gSPC.png) ![](I/gDODE.png) B' e' R D · F² · D' R' e B (9,12) |
![](I/gSPC.png) ![2 L #2](S/g/gZwei_Ls_flach_2_2.png) ![](I/gSPC.png) ![2 L #2 back - 2 L #2 hinten](S/g/gZwei_Ls_flach_back_2_2.png) ![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c0.png) ![](P/g_c3.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c3.png) ![](I/gSPC.png) ![](I/LC.png) ![L'](A/L3.png) ![e](A/Ds.png) ![F](A/F.png) ![D'](A/D3.png) ![R²](A/R2.png) ![D](A/D.png) ![F'](A/F3.png) ![e'](A/D3s.png) ![L](A/L.png) ![](A/9DWN.png) ![](A/KOMDWN.png) ![](A/1DWN.png) ![](A/2DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](P/Ldat.png) ![](P/gJ.png) ![](P/SPC.png) ![](P/gF.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/EMB.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/gM.png) ![](P/SPC.png) ![](P/gG.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/c2.png) ![](P/SPC.png) ![](P/c0.png) ![](P/SPC.png) ![](P/c0.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/Rdat.png) |
![](I/gSPC.png) ![](I/gDODE.png) L' Ds F D' R² D F' Us L (9,12) |
![](I/gSPC.png) ![2 L #3](S/g/gZwei_Ls_ganz_flach_2.png) ![](I/gSPC.png) ![2 L #3 back - 2 L #3 hinten](S/g/gZwei_Ls_ganz_flach_back_2.png) ![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c0.png) ![](P/g_c4.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](I/gSPC.png) ![](I/LC.png) ![u](A/Uu.png) ![r](A/Rr.png) ![R](A/R.png) ![](A/TPNT.png) ![U²](A/U2.png) ![](A/TPNT.png) ![r'](A/Rr3.png) ![R'](A/R3.png) ![u'](A/Uu3.png) ![](A/7DWN.png) ![](A/KOMDWN.png) ![](A/8DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](P/Ldat.png) ![](P/lC.png) ![](P/SPC.png) ![](P/lR.png) ![](P/SPC.png) ![](P/lA.png) ![](P/SPC.png) ![](P/lF.png) ![](P/SPC.png) ![](P/lT.png) ![](P/SPC.png) ![](P/lI.png) ![](P/SPC.png) ![](P/lN.png) ![](P/SPC.png) ![](P/lG.png) ![](P/SPC.png) ![](P/Rdat.png) |
![](I/gSPC.png) ![](I/gDODE.png) u r R · U² r' R' u' (7,8) Bastelei |
![](I/gSPC.png) ![2 L #4](S/g/gZwei_Ls_ganz_flach_nach_aussen_2.png) ![](I/gSPC.png) ![2 L #4 back - 2 L #4 hinten](S/g/gZwei_Ls_ganz_flach_nach_aussen_back_2.png) ![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c0.png) ![](P/g_c5.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](I/gSPC.png) ![](I/LC.png) ![u](A/Uu.png) ![r'](A/Rr3.png) ![R'](A/R3.png) ![](A/TPNT.png) ![U²](A/U2.png) ![](A/TPNT.png) ![r](A/Rr.png) ![R](A/R.png) ![u'](A/Uu3.png) ![](A/7DWN.png) ![](A/KOMDWN.png) ![](A/8DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](P/Ldat.png) ![](P/lC.png) ![](P/SPC.png) ![](P/lR.png) ![](P/SPC.png) ![](P/lA.png) ![](P/SPC.png) ![](P/lF.png) ![](P/SPC.png) ![](P/lT.png) ![](P/SPC.png) ![](P/lI.png) ![](P/SPC.png) ![](P/lN.png) ![](P/SPC.png) ![](P/lG.png) ![](P/SPC.png) ![](P/Rdat.png) |
![](I/gSPC.png) ![](I/gDODE.png) u r' R' · U² · r R u' (7,8) Bastelei |
![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c0.png) ![](P/g_c5.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c2.png) ![](I/gSPC.png) ![](I/LC.png) ![U](A/U.png) ![R'a](A/L3a.png) ![B²](A/B2.png) ![Ra](A/La.png) ![U'](A/U3.png) ![](A/5DWN.png) ![](A/KOMDWN.png) ![](A/8DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](P/Ldat.png) ![](P/gJ.png) ![](P/SPC.png) ![](P/gF.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/EMB.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/gM.png) ![](P/SPC.png) ![](P/gG.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/c2.png) ![](P/SPC.png) ![](P/c1.png) ![](P/SPC.png) ![](P/c2.png) ![](P/SPC.png) ![](P/Rdat.png) |
![](I/gSPC.png) ![](I/gDODE.png) U R'a B² Ra U' (5,8) |
![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c0.png) ![](P/g_c5.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c3.png) ![](I/gSPC.png) ![](I/LC.png) ![D](A/D.png) ![F'a](A/B3a.png) ![L²](A/L2.png) ![Fa](A/Ba.png) ![D'](A/D3.png) ![](A/5DWN.png) ![](A/KOMDWN.png) ![](A/8DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](P/Ldat.png) ![](P/gJ.png) ![](P/SPC.png) ![](P/gF.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/EMB.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/gM.png) ![](P/SPC.png) ![](P/gG.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/c2.png) ![](P/SPC.png) ![](P/c1.png) ![](P/SPC.png) ![](P/c3.png) ![](P/SPC.png) ![](P/Rdat.png) |
![](I/gSPC.png) ![](I/gDODE.png) D F'a L² Fa D' (5,8) |
![](I/gSPC.png) ![2 L #5 back - 2 L #5 hinten](S/g/gZwei_Ls_stehend_2.png) ![](I/gSPC.png) ![](S/g/gZwei_Ls_stehend_back_2.png) ![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c0.png) ![](P/g_c6.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](I/gSPC.png) ![](I/LC.png) ![L'](A/L3.png) ![D'](A/D3.png) ![L](A/L.png) ![B'](A/B3.png) ![D'](A/D3.png) ![R](A/R.png) ![D](A/D.png) ![](A/TPNT.png) ![F²](A/F2.png) ![](A/TPNT.png) ![D'](A/D3.png) ![R'](A/R3.png) ![D](A/D.png) ![B](A/B.png) ![L'](A/L3.png) ![D](A/D.png) ![L](A/L.png) ![](A/1DWN.png) ![](A/5DWN.png) ![](A/KOMDWN.png) ![](A/1DWN.png) ![](A/6DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](P/Ldat.png) ![](P/lC.png) ![](P/SPC.png) ![](P/lR.png) ![](P/SPC.png) ![](P/lA.png) ![](P/SPC.png) ![](P/lF.png) ![](P/SPC.png) ![](P/lT.png) ![](P/SPC.png) ![](P/lI.png) ![](P/SPC.png) ![](P/lN.png) ![](P/SPC.png) ![](P/lG.png) ![](P/SPC.png) ![](P/Rdat.png) |
![](I/gSPC.png) ![](I/gDODE.png) L' D' L B' D' R D · F² · D' R' D B L' D L (15,16) Bastelei |
![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c0.png) ![](P/g_c6.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c2.png) ![](I/gSPC.png) ![](I/LC.png) ![B'](A/B3.png) ![U'](A/U3.png) ![Fa](A/Ba.png) ![R](A/R.png) ![U'](A/U3.png) ![R²](A/R2.png) ![U](A/U.png) ![R'](A/R3.png) ![F'a](A/B3a.png) ![U](A/U.png) ![B](A/B.png) ![](A/1DWN.png) ![](A/1DWN.png) ![](A/KOMDWN.png) ![](A/1DWN.png) ![](A/4DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](P/Ldat.png) ![](P/gJ.png) ![](P/SPC.png) ![](P/gF.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/EMB.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/gM.png) ![](P/SPC.png) ![](P/gG.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/c1.png) ![](P/SPC.png) ![](P/c9.png) ![](P/SPC.png) ![](P/c8.png) ![](P/Rdat.png) |
![](I/gSPC.png) ![](I/gDODE.png) B' U' Fa R U' R² U R' F'a U B (11,14) |
![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c0.png) ![](P/g_c6.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c3.png) ![](I/gSPC.png) ![](I/LC.png) ![B'](A/B3.png) ![D'](A/D3.png) ![Ra](A/La.png) ![B](A/B.png) ![L'](A/L3.png) ![F²](A/F2.png) ![L](A/L.png) ![B'](A/B3.png) ![R'a](A/L3a.png) ![D](A/D.png) ![B](A/B.png) ![](A/1DWN.png) ![](A/1DWN.png) ![](A/KOMDWN.png) ![](A/1DWN.png) ![](A/4DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](P/Ldat.png) ![](P/gJ.png) ![](P/SPC.png) ![](P/gF.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/EMB.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/gM.png) ![](P/SPC.png) ![](P/gG.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/c1.png) ![](P/SPC.png) ![](P/c9.png) ![](P/SPC.png) ![](P/c9.png) ![](P/Rdat.png) |
![](I/gSPC.png) ![](I/gDODE.png) B' D' Ra B L' F² L B' R'a D B (11,14) |
![](I/gSPC.png) ![2 I](S/g/gZwei_Stangen_2.png) ![](I/gSPC.png) ![2 I back - 2 I hinten](S/g/gZwei_Stangen_back_2.png) ![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c0.png) ![](P/g_c7.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](I/gSPC.png) ![](I/LC.png) ![R](A/R.png) ![U](A/U.png) ![F²](A/F2.png) ![U'](A/U3.png) ![F](A/F.png) ![](A/TPNT.png) ![L''](A/L4.png) ![](A/TPNT.png) ![F'](A/F3.png) ![U](A/U.png) ![F²](A/F2.png) ![U'](A/U3.png) ![R'](A/R3.png) ![](A/TPNT.png) ![F²](A/F2.png) ![L''](A/L4.png) ![F²](A/F2.png) ![](A/1DWN.png) ![](A/4DWN.png) ![](A/KOMDWN.png) ![](A/2DWN.png) ![](A/0DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](P/Ldat.png) ![](P/lC.png) ![](P/SPC.png) ![](P/lR.png) ![](P/SPC.png) ![](P/lA.png) ![](P/SPC.png) ![](P/lF.png) ![](P/SPC.png) ![](P/lT.png) ![](P/SPC.png) ![](P/lI.png) ![](P/SPC.png) ![](P/lN.png) ![](P/SPC.png) ![](P/lG.png) ![](P/SPC.png) ![](P/Rdat.png) |
![](I/gSPC.png) ![](I/gDODE.png) R U F² U' F · L'' · F' U F² U' R' · F² L'' F² (14,20) Bastelei |
![](I/gSPC.png) ![2 flat H - 2 flache H](S/g/g2EU_ED_2.png) ![](I/gSPC.png) ![2 flat H back - 2 flache H hinten](S/g/g2EU_ED_back_2.png) ![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c0.png) ![](P/g_c9.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](I/gSPC.png) ![](I/LC.png) ![D²](A/D2.png) ![S](A/Sf.png) ![M](A/Sr3.png) ![D'](A/D3.png) ![M'](A/Sr.png) ![D²](A/D2.png) ![S'](A/Sf3.png) ![D](A/D.png) ![](A/8DWN.png) ![](A/KOMDWN.png) ![](A/1DWN.png) ![](A/4DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](P/Ldat.png) ![](P/gW.png) ![](P/SPC.png) ![](P/lO.png) ![](P/SPC.png) ![](P/lL.png) ![](P/SPC.png) ![](P/lF.png) ![](P/SPC.png) ![](P/lG.png) ![](P/SPC.png) ![](P/lA.png) ![](P/SPC.png) ![](P/lN.png) ![](P/SPC.png) ![](P/lG.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/gH.png) ![](P/SPC.png) ![](P/lI.png) ![](P/SPC.png) ![](P/lN.png) ![](P/SPC.png) ![](P/lT.png) ![](P/SPC.png) ![](P/lZ.png) ![](P/SPC.png) ![](P/lE.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/MIN.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/APO.png) ![](P/SPC.png) ![](P/gD.png) ![](P/SPC.png) ![](P/lE.png) ![](P/SPC.png) ![](P/lR.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/lU.png) ![](P/SPC.png) ![](P/lN.png) ![](P/SPC.png) ![](P/lG.png) ![](P/SPC.png) ![](P/lA.png) ![](P/SPC.png) ![](P/lR.png) ![](P/SPC.png) ![](P/lI.png) ![](P/SPC.png) ![](P/lS.png) ![](P/SPC.png) ![](P/lC.png) ![](P/SPC.png) ![](P/lH.png) ![](P/SPC.png) ![](P/lE.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/gZ.png) ![](P/SPC.png) ![](P/lA.png) ![](P/SPC.png) ![](P/lU.png) ![](P/SPC.png) ![](P/lB.png) ![](P/SPC.png) ![](P/lE.png) ![](P/SPC.png) ![](P/lR.png) ![](P/SPC.png) ![](P/lW.png) ![](P/SPC.png) ![](P/lUE.png) ![](P/SPC.png) ![](P/lR.png) ![](P/SPC.png) ![](P/lF.png) ![](P/SPC.png) ![](P/lE.png) ![](P/SPC.png) ![](P/lL.png) ![](P/SPC.png) ![](P/APO.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/gP.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/SPC.png) ![](P/c2.png) ![](P/SPC.png) ![](P/c1.png) ![](P/SPC.png) ![](P/c6.png) ![](P/Rdat.png) |
![](I/gSPC.png) ![](I/gDODE.png) D² S M D' M' D² S' D (8,14) Wolfgang Hintze "Der ungarische Zauberwürfel" P. 216 |
![](I/gSPC.png) ![2 H space - 2 räumliche H](S/g/gHs_zweimal_2.png) ![](I/gSPC.png) ![2 H space back - 2 räumliche H hinten](S/g/gHs_zweimal_back_2.png) ![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](P/g_c0.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](I/gSPC.png) ![](I/LC.png) ![R²](A/R2.png) ![D](A/D.png) ![R²](A/R2.png) ![D'](A/D3.png) ![D](P/PRL.png) ![R²](A/R2.png) ![F²](A/F2.png) ![D](P/PRR.png) ![](A/2UP.png) ![D](A/D.png) ![R²](A/R2.png) ![D'](A/D3.png) ![R²](A/R2.png) ![](A/1DWN.png) ![](A/2DWN.png) ![](A/KOMDWN.png) ![](A/2DWN.png) ![](A/0DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](P/Ldat.png) ![](P/lC.png) ![](P/SPC.png) ![](P/lR.png) ![](P/SPC.png) ![](P/lA.png) ![](P/SPC.png) ![](P/lF.png) ![](P/SPC.png) ![](P/lT.png) ![](P/SPC.png) ![](P/lI.png) ![](P/SPC.png) ![](P/lN.png) ![](P/SPC.png) ![](P/lG.png) ![](P/SPC.png) ![](P/Rdat.png) |
![](I/gSPC.png) ![](I/gDODE.png) R² D R² D' (R² F²)² D R² D' R² (12,20) Bastelei |
![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](P/g_c0.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c2.png) ![](I/gSPC.png) ![](I/LC.png) ![D](A/D.png) ![F'a](A/B3a.png) ![L](A/L.png) ![S''](A/Sb2.png) ![L''](A/L4.png) ![S''](A/Sb2.png) ![L](A/L.png) ![Fa](A/Ba.png) ![D'](A/D3.png) ![](A/1DWN.png) ![](A/4DWN.png) ![](A/KOMDWN.png) ![](A/1DWN.png) ![](A/8DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](P/Ldat.png) ![](P/lC.png) ![](P/SPC.png) ![](P/lR.png) ![](P/SPC.png) ![](P/lA.png) ![](P/SPC.png) ![](P/lF.png) ![](P/SPC.png) ![](P/lT.png) ![](P/SPC.png) ![](P/lI.png) ![](P/SPC.png) ![](P/lN.png) ![](P/SPC.png) ![](P/lG.png) ![](P/SPC.png) ![](P/Rdat.png) |
![](I/gSPC.png) ![](I/gDODE.png) D F'a L S'' L'' S'' L Fa D' (14,18) Bastelei |
![](I/gSPC.png) ![2 space H - 2 räumliche H](S/g/gHs_zweimal_neu_2.png) ![](I/gSPC.png) ![2 space H back - 2 räumliche H hinten](S/g/gHs_zweimal_neu_back_2.png) ![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](P/g_c0.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c3.png) ![](I/gSPC.png) ![](I/LC.png) ![D](A/D.png) ![F'a](A/B3a.png) ![L](A/L.png) ![S''](A/Sb2.png) ![L''](A/L4.png) ![S''](A/Sb2.png) ![L](A/L.png) ![Fa](A/Ba.png) ![D'](A/D3.png) ![](A/9DWN.png) ![](A/KOMDWN.png) ![](A/1DWN.png) ![](A/8DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](P/Ldat.png) ![](P/lC.png) ![](P/SPC.png) ![](P/lR.png) ![](P/SPC.png) ![](P/lA.png) ![](P/SPC.png) ![](P/lF.png) ![](P/SPC.png) ![](P/lT.png) ![](P/SPC.png) ![](P/lI.png) ![](P/SPC.png) ![](P/lN.png) ![](P/SPC.png) ![](P/lG.png) ![](P/SPC.png) ![](P/Rdat.png) |
![](I/gSPC.png) ![](I/gDODE.png) D F'a L S'' L'' S'' L Fa D' (9,18) Bastelei |
![](I/gSPC.png) ![4 space H - 4 räumliche H](S/g/gHs_viermal_2.png) ![](I/gSPC.png) ![4 space H back - 4 räumliche H hinten](S/g/gHs_viermal_back_2.png) ![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](P/g_c0.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c4.png) ![](I/gSPC.png) ![](I/LC.png) ![D](A/D.png) ![m''](A/R2s.png) ![U'a](A/D3a.png) ![m''](A/R2s.png) ![U](A/U.png) ![](A/5DWN.png) ![](A/KOMDWN.png) ![](A/1DWN.png) ![](A/2DWN.png) ![](P/SPC.png) ![](I/RC.png) |
![](I/gSPC.png) ![](I/gDODE.png) D m'' U'a m'' U (5,12) |
![](I/gSPC.png) ![2 C, 1 I](S/g/gKanten_H_2.png) ![](I/gSPC.png) ![2 C, 1 I back - 2 C, 1 I hinten](S/g/gKanten_H_back_2.png) ![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](P/g_c1.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](I/gSPC.png) ![](I/LC.png) ![U²](A/U2.png) ![F²](A/F2.png) ![U'](A/U3.png) ![F²](A/F2.png) ![D²](A/D2.png) ![L'](A/L3.png) ![U'](A/U3.png) ![B](A/B.png) ![U²](A/U2.png) ![B'](A/B3.png) ![U](A/U.png) ![L'](A/L3.png) ![D²](A/D2.png) ![L²](A/L2.png) ![U](A/U.png) ![L²](A/L2.png) ![U'](A/U3.png) ![L²](A/L2.png) ![](A/1DWN.png) ![](A/8DWN.png) ![](A/KOMDWN.png) ![](A/2DWN.png) ![](A/7DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](P/Ldat.png) ![](I/AC.png) ![](P/Rdat.png) |
![](I/gSPC.png) ![](I/gDODE.png) U² F² U' F² D² L' U' B U² B' U L' D² L² U L² U' L² (18,27) acube |
![](I/gSPC.png) ![1 short, 1 long snake - 1 kurze, 1 lange Schlange](S/g/g2Haken_2.png) ![](I/gSPC.png) ![1 short, 1 long snake back - 1 kurze, 1 lange Schlange hinten](S/g/g2Haken_back_2.png) ![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](P/g_c2.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](I/gSPC.png) ![](I/LC.png) ![U'](A/U3.png) ![Fa](A/Ab.png) ![L'](A/L3.png) ![U'a](A/Ad3.png) ![F](A/F.png) ![U²](A/U2.png) ![L²](A/L2.png) ![B](A/B.png) ![R'a](A/Al3.png) ![D'](A/D3.png) ![L²](A/L2.png) ![D'](A/D3.png) ![F²](A/F2.png) ![D](A/D.png) ![B²](A/B2.png) ![](A/1DWN.png) ![](A/8DWN.png) ![](A/KOMDWN.png) ![](A/2DWN.png) ![](A/3DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](P/Ldat.png) ![](I/AC.png) ![](P/Rdat.png) |
![](I/gSPC.png) ![](I/gDODE.png) U' Fa L' U'a F U² L² B R'a D' L² D' F² D B² (18,23) acube |
![](I/gSPC.png) ![](S/g/gSession_01_108_front.png) ![](I/gSPC.png) ![](S/g/gSession_01_108_back.png) ![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](P/g_c2.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c2.png) ![](I/gSPC.png) ![](I/LC.png) ![D](A/D.png) ![F²](A/F2.png) ![R²](A/R2.png) ![U](A/U.png) ![B²](A/B2.png) ![R²](A/R2.png) ![F²](A/F2.png) ![U'](A/U3.png) ![L²](A/L2.png) ![U](A/U.png) ![R²](A/R2.png) ![B²](A/B2.png) ![U'](A/U3.png) ![R'](A/R3.png) ![U](A/U.png) ![F'](A/F3.png) ![L²](A/L2.png) ![F](A/F.png) ![U'](A/U3.png) ![R'](A/R3.png) ![](A/2DWN.png) ![](A/0DWN.png) ![](A/KOMDWN.png) ![](A/2DWN.png) ![](A/9DWN.png) ![](A/SPC.png) ![](I/RC.png) ![](I/LC.png) ![](I/HKCE.png) ![](I/RC.png) |
![](I/gSPC.png) ![](I/gDODE.png) D F² R² U B² R² F² U' L² U R² B² U' R' U F' L² F U' R' (20,29) Herbert Kociemba's Cube Explorer |
![](I/gSPC.png) ![2 L, 2 commata - 2 L, 2 Kommata](S/g/g2Ls_2Kommas_2.png) ![](I/gSPC.png) ![2 L, 2 commata back - 2 L, 2 Kommata hinten](S/g/g2Ls_2Kommas_back_2.png) ![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](P/g_c3.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](I/gSPC.png) ![](I/LC.png) ![U²](A/U2.png) ![B²](A/B2.png) ![D](A/D.png) ![F'B²](A/F3B2.png) ![D'](A/D3.png) ![R](A/R.png) ![D²](A/D2.png) ![R'](A/R3.png) ![D](A/D.png) ![F](A/F.png) ![D](A/D.png) ![F²](A/F2.png) ![D'](A/D3.png) ![F²](A/F2.png) ![U²](A/U2.png) ![](A/1DWN.png) ![](A/6DWN.png) ![](A/KOMDWN.png) ![](A/2DWN.png) ![](A/3DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](P/Ldat.png) ![](I/AC.png) ![](P/Rdat.png) |
![](I/gSPC.png) ![](I/gDODE.png) U² B² D F'B² D' R D² R' D F D F² D' F² U² (16,23) acube |
![](I/gSPC.png) ![2 equal directed S - 2 gleich gerichtete S](S/g/g2_gleichgerichtete_S_1_2.png) ![](I/gSPC.png) ![2 equal directed S back - 2 gleich gerichtete S hinten](S/g/g2_gleichgerichtete_S_back_1_2.png) ![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](P/g_c4.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](I/gSPC.png) ![](I/LC.png) ![D'](A/D3.png) ![R²](A/R2.png) ![B²](A/B2.png) ![R²](A/R2.png) ![U²](A/U2.png) ![B²](A/B2.png) ![R²](A/R2.png) ![B²](A/B2.png) ![L''](A/L4.png) ![Ua](A/Ad.png) ![L''](A/L4.png) ![U](A/U.png) ![](A/TPNT.png) ![E](A/E.png) ![F'](A/F3.png) ![E](A/E.png) ![F](A/F.png) ![E](A/E.png) ![F²](A/F2.png) ![E'](A/E3.png) ![F](A/F.png) ![E'](A/E3.png) ![F](A/F.png) ![E'](A/E3.png) ![F²](A/F2.png) ![E](A/E.png) ![F²](A/F2.png) ![E'](A/E3.png) ![](A/2DWN.png) ![](A/7DWN.png) ![](A/KOMDWN.png) ![](A/4DWN.png) ![](A/8DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](P/Ldat.png) ![](P/lC.png) ![](P/SPC.png) ![](P/lR.png) ![](P/SPC.png) ![](P/lA.png) ![](P/SPC.png) ![](P/lF.png) ![](P/SPC.png) ![](P/lT.png) ![](P/SPC.png) ![](P/lI.png) ![](P/SPC.png) ![](P/lN.png) ![](P/SPC.png) ![](P/lG.png) ![](P/SPC.png) ![](P/lB.png) ![](P/SPC.png) ![](P/lY.png) ![](P/SPC.png) ![](P/lA.png) ![](P/lC.png) ![](P/lU.png) ![](P/lB.png) ![](P/lE.png) ![](P/Rdat.png) |
![](I/gSPC.png) ![](I/gDODE.png) D' R² B² R² U² B² R² B² L'' Ua L'' U · E F' E F E F² E' F E' F E' F² E F² E' (27,48) |
![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](P/g_c4.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c2.png) ![](I/gSPC.png) ![](I/LC.png) ![L'](A/L3.png) ![U'](A/U3.png) ![L'](A/L3.png) ![F'](A/F3.png) ![D](A/D.png) ![L](A/L.png) ![UD²'](A/UD4.png) ![L](A/L.png) ![U](A/U.png) ![F](A/F.png) ![D'](A/D3.png) ![F'](A/F3.png) ![D](A/D.png) ![F²](A/F2.png) ![U'](A/U3.png) ![](A/1DWN.png) ![](A/6DWN.png) ![](A/KOMDWN.png) ![](A/1DWN.png) ![](A/8DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](I/LC.png) ![](I/HKCE.png) ![](I/RC.png) |
![](I/gSPC.png) ![](I/gDODE.png) L' U' L' F' D L D² U L U F D' F' D F² U' (16,18) |
![](I/gSPC.png) ![2 opponing directed S - 2 entgegengesetzte gerichtete S](S/g/g2_gegengerichtete_S_1_2.png) ![](I/gSPC.png) ![2 opponing directed S back - 2 entgegengesetzte gerichtete S hinten](S/g/g2_gegengerichtete_S_back_1_2.png) ![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](P/g_c5.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](I/gSPC.png) ![](I/LC.png) ![D'](A/D3.png) ![F²](A/F2.png) ![U'a](A/D3a.png) ![F²](A/F2.png) ![UD²'](A/UD4.png) ![](A/TPNT.png) ![E](A/E.png) ![F'](A/F3.png) ![E](A/E.png) ![F](A/F.png) ![E](A/E.png) ![F²](A/F2.png) ![E'](A/E3.png) ![F](A/F.png) ![E'](A/E3.png) ![F](A/F.png) ![E'](A/E3.png) ![F²](A/F2.png) ![E](A/E.png) ![F²](A/F2.png) ![E'](A/E3.png) ![](A/2DWN.png) ![](A/0DWN.png) ![](A/KOMDWN.png) ![](A/3DWN.png) ![](A/6DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](P/Ldat.png) ![](P/lC.png) ![](P/SPC.png) ![](P/lR.png) ![](P/SPC.png) ![](P/lA.png) ![](P/SPC.png) ![](P/lF.png) ![](P/SPC.png) ![](P/lT.png) ![](P/SPC.png) ![](P/lI.png) ![](P/SPC.png) ![](P/lN.png) ![](P/SPC.png) ![](P/lG.png) ![](P/SPC.png) ![](P/lB.png) ![](P/SPC.png) ![](P/lY.png) ![](P/SPC.png) ![](P/lA.png) ![](P/lC.png) ![](P/lU.png) ![](P/lB.png) ![](P/lE.png) ![](P/Rdat.png) |
![](I/gSPC.png) ![](I/gDODE.png) D' F² U'a F² UD²' · E F' E F E F² E' F E' F E' F² E F² E' (20,36) |
![](I/gSPC.png) ![2 lying S - 2 liegende S](S/g/g2_liegende_S_1_2.png) ![](I/gSPC.png) ![2 lying S back - 2 liegende S hinten](S/g/g2_liegende_S_back_1_2.png) ![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](P/g_c6.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](I/gSPC.png) ![](I/LC.png) ![U²](A/U2.png) ![F²](A/F2.png) ![D'](A/D3.png) ![F²](A/F2.png) ![L²](A/L2.png) ![D²](A/D2.png) ![R²](A/R2.png) ![D'](A/D3.png) ![F²](A/F2.png) ![L²](A/L2.png) ![F²](A/F2.png) ![L²](A/L2.png) ![F²](A/F2.png) ![U](A/U.png) ![R'](A/R3.png) ![F](A/F.png) ![D'](A/D3.png) ![F²](A/F2.png) ![D](A/D.png) ![F'](A/F3.png) ![R'](A/R3.png) ![](A/2DWN.png) ![](A/1DWN.png) ![](A/KOMDWN.png) ![](A/3DWN.png) ![](A/3DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](I/LC.png) ![](I/HKCE.png) ![](I/RC.png) |
![](I/gSPC.png) ![](I/gDODE.png) U² F² D' F² L² D² R² D' F² L² F² L² F² U R' F D' F² D F' R' (21,33) Herbert Kociemba's Cube Explorer |
![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](P/g_c6.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c2.png) ![](I/gSPC.png) ![](I/LC.png) ![L²](A/L2.png) ![D²](A/D2.png) ![R²](A/R2.png) ![F²](A/F2.png) ![D](A/D.png) ![F'](A/F3.png) ![D](A/D.png) ![L'](A/L3.png) ![D²](A/D2.png) ![L](A/L.png) ![D'](A/D3.png) ![F'](A/F3.png) ![R²](A/R2.png) ![D²](A/D2.png) ![L²](A/L2.png) ![](A/1DWN.png) ![](A/5DWN.png) ![](A/KOMDWN.png) ![](A/2DWN.png) ![](A/3DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](I/LC.png) ![](I/HKCE.png) ![](I/RC.png) |
![](I/gSPC.png) ![](I/gDODE.png) L² D² R² F² D F' D L' D² L D' F' R² D² L² (15,23) Herbert Kociemba's Cube Explorer |
![](I/gSPC.png) ![2 opponing directed S - 2 gegenläufig gerichtete S](S/g/g2_gegengerichtete_S_1_2.png) ![](I/gSPC.png) ![2 opponing directed S back - 2 gegenläufig gerichtete S hinten](S/g/g2_gegengerichtete_S_back_1_2.png) ![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](P/g_c7.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](I/gSPC.png) ![](I/LC.png) ![D'](A/D3.png) ![R²](A/R2.png) ![Fa](A/Ba.png) ![U²](A/U2.png) ![F'a](A/B3a.png) ![R²](A/R2.png) ![F²](A/F2.png) ![D](A/D.png) ![](A/TPNT.png) ![F](A/F.png) ![L](A/L.png) ![D²](A/D2.png) ![R'](A/R3.png) ![D](A/D.png) ![L''](A/L4.png) ![D'](A/D3.png) ![R](A/R.png) ![D²](A/D2.png) ![L'](A/L3.png) ![F](A/F.png) ![L''](A/L4.png) ![F²](A/F2.png) ![](A/2DWN.png) ![](A/1DWN.png) ![](A/KOMDWN.png) ![](A/3DWN.png) ![](A/2DWN.png) ![](P/SPC.png) ![](I/RC.png) ![](P/Ldat.png) ![](P/lC.png) ![](P/SPC.png) ![](P/lR.png) ![](P/SPC.png) ![](P/lA.png) ![](P/SPC.png) ![](P/lF.png) ![](P/SPC.png) ![](P/lT.png) ![](P/SPC.png) ![](P/lI.png) ![](P/SPC.png) ![](P/lN.png) ![](P/SPC.png) ![](P/lG.png) ![](P/Rdat.png) |
![](I/gSPC.png) ![](I/gDODE.png) D R² Fa U² F'a R² F² D · F L D² R' D L'' D' R D² L' F L'' F² (21,32) |
![](I/gSPC.png) ![4 H's without UD - 4 H's ohne Oben-Unten](S/g/g2EU_ED_2.png) ![](I/gSPC.png) ![4 H's without UD from behind- 4 H's ohne Oben-Unten von Hinten](S/g/g2EU_ED_back_2.png) ![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](P/g_c8.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](I/gSPC.png) ![](I/LC.png) ![M''](A/Sr2.png) ![S²](A/Sf2.png) ![U](A/U.png) ![S²](A/Sf2.png) ![U²](A/U2.png) ![M''](A/Sr2.png) ![U](A/U.png) ![](A/7DWN.png) ![](A/KOMDWN.png) ![](A/2DWN.png) ![](A/0DWN.png) ![](P/SPC.png) ![](I/RC.png) |
![](I/gSPC.png) ![](I/gDODE.png) Sr² Sf² U Sf² U² Sr² U (7,20) Walter Randelshofer |
MR2 MV2 O MV2 O2 MR2 O (7l*,11f*,20q) |
![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](P/g_c8.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c2.png) ![](I/gSPC.png) ![](I/LC.png) ![M''](A/Sr2.png) ![S²](A/Sf2.png) ![D](A/D.png) ![M''](A/Sr2.png) ![U²](A/U2.png) ![S²](A/Sf2.png) ![D](A/D.png) ![](A/7DWN.png) ![](A/KOMDWN.png) ![](A/2DWN.png) ![](A/0DWN.png) ![](P/SPC.png) ![](I/RC.png) |
![](I/gSPC.png) ![](I/gDODE.png) Sr² Sf² D Sr² U² Sf² D (7,20) Walter Randelshofer |
MR2 MV2 U MR2 U2 MV2 U (7l*,11f*,20q) |
![](I/gSPC.png) ![](S/g/gSession_01_101_front.png) ![](I/gSPC.png) ![](S/g/gSession_01_101_back.png) ![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](P/g_c9.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](I/gSPC.png) ![](I/LC.png) ![U'](A/U3.png) ![R²](A/R2.png) ![F²](A/F2.png) ![U](A/U.png) ![L²](A/L2.png) ![B²](A/B2.png) ![U²](A/U2.png) ![F²](A/F2.png) ![D](A/D.png) ![R²](A/R2.png) ![U²](A/U2.png) ![B²](A/B2.png) ![U](A/U.png) ![R²](A/R2.png) ![U'](A/U3.png) ![](A/1DWN.png) ![](A/5DWN.png) ![](A/KOMDWN.png) ![](A/2DWN.png) ![](A/5DWN.png) ![](A/SPC.png) ![](I/RC.png) ![](I/LC.png) ![](I/HKCE.png) ![](I/RC.png) |
![](I/gSPC.png) ![](I/gDODE.png) U' R² F² U L² B² U² F² D R² U² B² U R² U' (15,25) Herbert Kociemba's Cube Explorer |
![](I/gSPC.png) ![](S/g/gSession_01_102_front.png) ![](I/gSPC.png) ![](S/g/gSession_01_102_back.png) ![](I/gSPC.png) ![](P/g_c0.png) ![](P/g_c2.png) ![](P/g_c0.png) ![](P/g_PNT.png) ![](P/g_c0.png) ![](P/g_c1.png) ![](I/gSPC.png) ![](I/LC.png) ![D'](A/D3.png) ![L²](A/L2.png) ![U](A/U.png) ![B²](A/B2.png) ![R²](A/R2.png) ![D²](A/D2.png) ![F²](A/F2.png) ![R²](A/R2.png) ![U'](A/U3.png) ![B²](A/B2.png) ![U²](A/U2.png) ![R²](A/R2.png) ![U'](A/U3.png) ![R²](A/R2.png) ![U'](A/U3.png) ![](A/1DWN.png) ![](A/5DWN.png) ![](A/KOMDWN.png) ![](A/2DWN.png) ![](A/5DWN.png) ![](A/SPC.png) ![](I/RC.png) ![](I/LC.png) ![](I/HKCE.png) ![](I/RC.png) |
![](I/gSPC.png) ![](I/gDODE.png) D' L² U B² R² D² F² R² U' B² U² R² U' R² U' (15,25) Herbert Kociemba's Cube Explorer |
![](I/gSPC.png) |
![](I/gSPC.png) ![go to the top of the site](I/gHDODE.png) |