Molgmaran's Levels

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Molgmaran's Levels

Post by Molgmaran on Sun Feb 23, 2014 3:57 pm

Only 18 so far :/
More coming soon

Molg's First Level~#-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~
Difficulty: Easy

Afterlife~#-TdK/ahRRFMfx72Z0JJVJsygESadWEZcERWRnd2ZhEEErQUlh3kBLU91GiVgYFUZMmQcwYqUouuWgIBZ5gNgqi1YWC4LnzpwfzDb7OX/O3DN3d3Lz+q3e67dLKfDw17Mh/hkMXgy7MYTh+c0birl/9dpw8+lYMe/OTMxBMW7/Dp+jbgMLUI9gnidtVQgz4dBBLfxQ6UNEOfapftHCJlpkK56xCS/NHMzVk3jP9KTGFxvs0APgZ044VSRQjaEfMRf6uaNWZk2ZUtgSth3hsYNKKDVejwTtu6+eAwEQbGdHWHTY6+wuNJmiIOzlcSfDzNFcXbZumUMHtSFcMRw4wr5heq4zpWa7cAdqpjJMRw5Kx9FzB5Vj9VWDHSwH4U7B9L2i7IFFnyw6BnDvSQEffQcqHbTtsPtLm5LBHvtVB9UN2pc/+lLsnX4Zy/+00F8Hc2FtEq+tx5/Lhpmdfhxg9axFy4WilQnZCUXZstV+q3MpncC3eMjF5kkJuxccbwaOu5cc3zcc2XonkyXeI7S/um0keMkQpx6lAJRjy3aCbiX+J9L2xrby/w==~
Difficulty: Easy

Warp Maze~#-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~
Difficulty: Easy

Spikey~#-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~
Difficulty: Intermediate

Sky Climb~#-VdhRaJvXFcDxk7hsuBtzMopKi0vvTLOYBiOToC5FsF3H8tDDMGaIPejp06Bx+qDOzIOBng6YmQkM8vwg8BD4Q+BhEEzGYDAYzDX4QeDEOMxgFgh8hkBhI2Ao9MFQ2EH6f5umh/D7zj33nnuulO+GzC386je3fv33d2+LyJ/+/ZdfiKQfNev/PS9a0ohofVb8yJzhcFbcd4UB5AYk3xosR/StQYqW88YgWcu5MkjziegFiC/7OU/EnxmkNyPJiUEqsxKODVKblfjIIF0rug/cHpAuSDog7LANbRvkynKaBh0tSGgYwlhB4jWD5gsSrQKtA78CpAacGqRIxJBGSDbYOoB1qGWgliHZANIEbhP4Foi2gLZBvA3CDkg6QLrA7VE9XgOhAZINIE3gW8BtgmgLaBvE2yDs9EHRMPPfWkBLwM+DUAZ+EUgFaBWE5SFIF/gWiNeAXwFOU2wCGjQsA60CvwikAkIZaKnfBdA8kBpfrl9hHa0z3epYb4akMwQpgjADNG+Qbh9ESiCUgVSAXwRaBWEZSA34FeAURKtA6yBeA6EBkg0gTeA2gW8BbYNoy+D3+ZaTDogOQNLhl+D2iBisQXJS2CEAKQI/D7QEQhlIBfhFoFUQloHUgFPgV0C0yp79PAcuFSK2DpEakWiVSGgQkSYR30qr10FogHgNJBsgnZW+W0A4BvERSE6GEG8DbYNoC/gWcJtAmiDZAJoHUgR+HoQZoCUQykAqwC8CrYKwDJwCvwK0DuI1EBogWgVSo2XN07KBbycHJAvCJNAJ4MeBZAx+H0gXJB3g9kB8BPQQJCfAtgF2gPSGkv080CqIVoE0me5bIDQADXKG8aUh2wcNhlcgvqRBd5q2czYEPw50AoRJINk+WCd5DdybIWgehBkgRZI1DxiiU7kC4RWwHANbBYN1DEzXC4pGL4f60hII5bTBSn/PQC9A9BJIDzBE73nWsQhdZEGYBDoB/DiQDAhjQEcN/mvLGTHE15ZzNWtFb2zo0LB7a06kaYjvGXqG68/nBrPOPxtCGAOSAVa0n2xDQDIgHbIdgjDJrBTWDiBnKOJz/QiIHttQ0bA+bcn5PhjyOaYnDyi69J5F2taFZMD6+8B9YOt0DbsfAj8Ozj+ynEND9DG4dkAnOJY7n4Dp+zZ0YQiTYOFTYNsYHO/SFJBsH2z+rcE9BLuPgM/1Qe8jtCMZEMaAjgJymBUmKWEYitwAS2ZoFIQxQAnO0GBRIFngc0DzzPLjIEwCnQCSBT4HNA/CTFoihRSBnwdaAqEMpAL8ItAqkBpwCsIytaQI/DzQEghl4BcBs/oLggrQKnAK/ArQOojXQGiAZANIE/gWiFbTdlYAEdYx2HQgTeA2QWgArYP/rbwFtM2QgR1uEzGw1R2QdIDbA34fSDfdTwdIF0QHIE22CNBDEB+RY6DoMREDJXrArqXBXyJ3So4/MyxNkWywWkC6QNvM8i3D9H1OLL7HiRnSCDkGOyigbRBvg7ADkg6QLvD7wO0BPQTRAQjHID4CyQmQHnCnwBpMXyB0EV/Se3hFO9FL3n7RVh90IdmhiNsE0gTJBggNoHUQrwFtg3gbhB2QdIDbA34fRAdAD0F8BJITID3gTgFd0KnBGgTJaxBfAn8GwjFIv27uyixYnwbuIdh9BHwORI+BXSUGLhfD+i0RefH8t7N//efx4EH8uwWR9cHDo2/+UHj6Ux08PH36pvDi+Shp6xlbYHt2MPK3B3Mvnl8ysjBtD63CLStGY3Z92PmCaIt9aB6EGeDnQSgDLQEpAj8C7P3O0FWKG6AXQHrACoM6kCbQNrD77+67hd/98Sv37Ivff/ETuWNHpP/gMpIbbjfrYwBtg35DyQOwNDUEfqXAIumv1HJWgVMQloFWgdSAvSTv3vnll199ufzMDT5TUz+X3Yc28qxw2/Jm5fyducH/eVx/3yDNJ6CYopfiJkVmFmRTFFPUUlSA1lO0gXSBHgJppugBvQByBfRtitFCuh8ifoRIGAOSAX4c6ASQLPA5oHkQZoCfB1oCoQykArQKwjKQGnAKQgPEayBaBVoHfgWESeAXgRRBsgGkCdwmiLeBdIFvgWgLaBuEHZB0gNsDfh/oIYiPQHQAwjFIToD0gD8D0UvgToFegPgShFcgeQ3kCrg3wH8Non8BfQviaxC+AXID3HfA/kme/jbA+Tsg+h7QURD/EEz/CCzcBcmPgWTA0nsgjIE7PwD2B7O+TfcjRNbfB7sfAj8Ooo/BtQN3PgHnHwGdAO4DEN8D0/fBwqcgTILkAViaAuvTQLJg9xE4/wxEj8H158DngHs4lGxvAV42Bu6HFLUUxRTZPkj2OWDVxfBnuS32SX5mTxtP/gM=~
Difficulty: Intermediate

Forest~#-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~
Difficulty: Intermediate

Maze Runner~#-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~
Difficulty: Advanced

Full Circle~#-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~
Difficulty: Advanced

Tower of Torture~#-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~
Difficulty: Advanced

Guacamolgy~#-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~
Difficulty: Expert

Cave beneath the Hills~#-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~
Difficulty: Expert

Molg's Challenge~#-VdldiKZ1Gcfx2531hg3LJ7KFwoNBChLT2fIlycTZnXtxDkqCJGjZwDnaTvZAPHvo4AZxYWBly4OFBsFlQlCUfWJjYWFI1ywaEEtpwAikNQTpZSGI9kAI+s2H+/pLwuD3f71f1//leWb2+He//f2bbnznizd3+/+Nr3dHPv3l/LyId7/n//l5BB959kv7TIa7R9775Q9fz88j+7z3ztdeO3n7j1/PD74zQc/cFE23ennonuiPW3Tj6Wkh5XmLpW68Y+jeOXj8AFj+cFjqrt46dFf/vA9fic3fA6u3D133wSRh060UHB66a++TMAaMQakEBBfem2Dck6skiUMizrskoAfcJX1r6MHq79k0oAJdtxtYvZ87YAPYqHC3KvwNLwAytICkb8ieCl8bTC2DsBArDoAdiEpQoEoqMO5Ub1eANCYLTBaMd4AzB5IuUiXXwqzOLIVjJngttFhmVcjHa/KD5Afyg9ZmJK07g7YruhsPVZtLoCcxl9gEavSXavSL8nqFFxAQxAb0VK24T8p9aR8+WCvjlPuCcRWsF2xMMO4FCsbtQDcvm91SbZbkfEm2S7IoyQ6wI+1kp5Qq/n19mY++nFo1O7Xj9TWnTfHZCvU4bcrIaZPCMCVN78rQu8LskFKvOAauk6RyKaNyJaBcAipDLpJsAbApwE6b84vcDYoqQAVm//zpB2tbh14deja8xj2l6kKpulCq0Sl1m7EuJE0XVca8tnKjNnddGfY0niSADRWIpE9SuXpJE7mXFIzbQD2yRwVkTy5Q2eckQAogaWxIgKTpIrFk5yV7wDQElD1e6gHuD7uoLWjawhlYlNmehTuQhUsFlkBOD1V2lArwrCNg4XyWhlnO3+yZu55d29q8EsdksU+gHjBbbaI2P+oANbDVjt54fYIL/9qHhxxGj1zApk1w9SiIzeNl81jZbJTNiSZJex8BlwwkMXDJVJnsiuMZKXD1gOsAxj2gdRUAFRRknMCsNODukOi2m3sugdsESsU4wF3bUWkbGE0ZywUqu8hAO1QN3B2lglO8Evmpauc0MBofhIxTT69TxyS9AzYgcYA4YDwNDnbL3fH9T/rZbZ/56rC1OW2VSwTcHV0UNFW3AJ5u4DooI4efBKQeoGYgO0hhQGHgiTNArg4sj2X8dLlvTnDhbLmfm+Dac8oAKQyoGegCdAtgzsAWALsjzhvAAQC2O+DUAXsBnDrG7wObApxMYPLpy0XXF0hfQO/1IESqXAuaWqR9i1777m3aB1EBdlHrwYJJLaq7CmchfZxVplWVASoQ44DcoGo1iVZrW7CvBR+LKsj0FPNv4GUBngbgRTDh68BjAbwR4NoNZwA4FUBykJKAQkFaBLYDjKeBoxhwOEEfUKFbA9iAuAfYKJVNgA2or9lasqCpRSJYGLZQagMpG2gEpDWQZoEi8367XMB1A24icFtJ7uAF9Aiaavm/w+zhb54ctg6VV2z02BpRnHIDTap2OyZMdxx0v7gpELt8cAViA9IWYDNJXijJ9gTd+dqE52vHfgYYg1x4wAvkwk/QLQAbAXNMNFq/56iyjxRQp1xQ5Z4CfYCq7SOHPCkygAQGJgh4gvLMjbWY3fjTz4e3H0+GPDRTqtw+sP/QAMai53kCjEFuKOAFul3AHeRiTpAXB+SmAaCBgHr6gLrra4hf/GpBw9a5IQF500Ceu2lwuYwgh2KC3FM2ORkTZE5UuctNYnpAXQFJgZJBGXsg4g5IsgAOIEhi4IGQHZB4TRKMJOEnSLCAyGB28g9/G+59M0l1QRXX1nscgKQgdoBxnw8Ixr35lJfsIFKwb9eDJO7NsOacFIAKyJWVXCafHyAO8GED4iCFRzZ6oAteyQVIWu9ZcGfMPT9uocLcMOBigasvATapGaiwBwnqMOXaWrib0lCDcRsIGhAUyAe4A9eM+2UANOBGFFABTRrfu44ycDXy4/oA16dsjO9sdzB1P3n9j8O5A9c+uR/2LB5ykXLQcYC0bO0UmEBdwDmRvL7h5tpSW0Rj0acsJlL+v62UGaeTZjAgbwbwVIBMCHhFQAYTEB0YVQICJ+0WOeiSGSgX2A4wbgPvs948rgqPhE0kQOGk9eHnCNRCqFo4CrVwHGrhSNRC97UwgVrouRYZiYXm7LFJgAwJsAHxBIkH/AXFDLJt1C4FIFHEu8YrjWMrhMoLGAPuabck9hV4fNZfXgz3rtU9qIfc7tRR04mTGBDwbHdzqnzmrt8OJ//i70EOieyOdkJwL3iBF1CGeqIGbEBCAF9nQWKBJAa+MYPMsvb/EvB1Vgpg7wskZVNQ9SiDDaCaZqhluRgDEi/HW2yALQBJCAwBOMWKzwoYL0geDYKS6B1UHDaATdqlygCA4wWiZ0xSIKAdqmNRC21ZVLOzGz/ZHrbu/HC4eWnjgfu67uX9vbF4oFt+tS0e7FYXtfjGke6JS23x9W683Bb3dReutMUD3dWdtniwu/ZaLR480nW/tmilON+pX+m2pI6RKgGJbSuoHW0no4Hp1INgij27Fj230ScEoCowVza5gEaevQYGDBirGzi/CxIVgGwEkB3EfbrsFQtMnvIB+Ry5BAapy14DkNrr3hWkUZDaHUIwO/fXi8Nt92QYRt0tRG9VWLRFcltYJK1F+lBIW6hhkgK2HorUUJ8oz6mz2bSmFAxiDNTJxsiAkVEtgICaytd7N4vX9GX46Uk1blIxBvk9BiTyWR8vVFKIk45JQEkYAwGBFOkA6ItxOgUpk0pkAJbHqcIG3RyksKe88E6bzwbAK/mkqHNjCH2AyjTyQ6XB+tgyUN2qW6xuDuSzQynODgETAbx0wvhEuW9US6dqy087tWzUHdAS0BJwgVLTLS5gyOUC7gvQygSam7396is5rSo7T+LagngBv4DX31Gnw5jKHav0YgogIYAdZuM48LLD4tjhc5r3IJCAJkkIFUYC2ICEACL7dc9VyEqFffQq7OOhQr90p0LGCtMp94gFtJ8corGIlK2F4LXtopRP7CWxEM1wIjUTtlmQNDCc6MXUb4uXhTaoswBiASGAEN3CzgvhwINuDhxAN4iNowvc8Q3gcAHHDbBJCVRpBwgIUqrtAbbH3PIDSJwAvWUVO8CGigTUAdIymzpb7bQBNlSGMAcaNNBAG5/iajtMhYnaSUDGB+xstRWQE6gCSA4STFupYGoiibUVvdZJ4sCGhFdsqEioSKhq66lrwaROHLM6i3XN/LnGwQBpXFxTIgHq26YCVO4JlXsSlXuih2aTBS/AGLCh2qjpnCrV4zoH+gSJBRIL2CwwRT7RgErkAAkvbZPWzspZgTNJYHicMitgglQFVCAjBEYoJ+A1ARsqIGlJWopMThxQxRmshXkZbqTeHt7ennjb77JrvSZLjeuh+mw6KgyofyKt6/NYUzHueeUmk9hQQOIfmi+B+nP/7ST+dAdI8moANlQFVNwLVAgqRSoEsgMzBYbRrcg1u/dzx4eLv8s3Rf9gM+5ohzHIIIDJcScBJcksgVmamBQCgrizUfy4CRiDHFTgcAGf2wIy5u5YrjuoJAGSUh32fgIqQGWqo2E2ic3tA4xteV0Vi2SwmHXX1ob1jelc2cQcnl6ockzDpBaabgvDOaEYUtAkyTgVk2wGCGwNVWIBGUAKKBAHaBxIsbrkPKSA3WPZR7kqxa0NKvIhQJKAQByqSAAJlVwkQJzTupBU2xrg4EPoKZ9q7QvrWgMbD7LNIGdCuc4WcG5AbEDcJSYB4oC4g7Kxh0AZoJuL4xyTSCF7wD/aawnw8q/IKyZrWLMr9zw8vPkfU3upbuzzdT933CLfGxv4hQmsXga8QPNKBe33EN+Ca8G7FiLUbzXtLwHaA9oD05cR7d3SIc9FhsU6BsAuTVOZ1x3cBFRZ8GofpaCd/Pa6tfvgUornBmdM/sE7NZl71BPECSSM2wkcJcAduBBs7gfyARWARAVuLkhm4JUHPglOAQcURA2UChICKBUoFbQ4KUVkJwOkXJAGpsmlJZ/bjDMSYISATfoHOYncmwoYfIGANqdALiA7qHoSGTB2YtK7hei5w9QSNzUnJees96D7eE3tkagdCAGEqFi8AK+Mj43tynUCOQwT5F7xAskOZAeSMjZ4kg0gshTZKinstuxRydVHxaanYiz7bmXfkZ0ERFKwXaoFY6AecUBrp0kUxut8xdlUhkOnDEAF0g7Qe7eheKBBR5UKiDyvFBsBfTVYNw3AHbgfwOcS1UoD7u6ZyKAkKR5oBxgLMA2SHWCGs60fHB2e+UdT7QGDAhkUsKe+IdkmhZWNHUxhDiVVoL011O2DmC0pW2O+35iBWYIYA8YBgYFUQHKQCwW8R6A7DHwgAOAhSEvAByJILSDVAZ8eLqdPmASd3fZYP5w8FxVJogP330OZWFIAAamSiwQkOjBUEAfgxijevlHtFewUbE42gNfuBLwUXyrbTrWgclhmFz86NnzqvUfX9O7FVHwNIdMHnk42gHuTsEnCAu6ADTBwNiuuRWAOfDgDH9dgeZzAjUnhHneQWwVSqoCAJCfGMI81oAJxByoEKqTSxV5tysIOkgQq6WEqwMuvCVklO1gBIDUBX0OArzMg34ZAfQnSINAXMASlzgdgGiBvNfAJDipOazBHtH0NtsEWblVbeO0sXEeL3h7bpFTiGPn2QTJuA1//GpggMMG0RuWzC6RrkDmAPo04K30aAT6uOKQ+f24iPVDStMAkwZmoWLi0yyzfi5n559QWUsFlnzbYl4Z906RbkVqOtmjZfWKXRg/OVzJrT+YaSkoAHD679K27777xo5XhyV99fu1gviTyPJjhHt3/ES+zb78/tO8pPvx9agM2YHkEBghSG/AB4WLbPpffh+MmsMUgaq+AC+nBSmJ3nsRc6uH2moLYAI+NWI5LfjHxEgAq0cc9Qb243KMCVBKDlGzAkse2Fp5X963dbZNR9iefI9c5WURjoYjAGohTwYoXDwCFeruqB14gtwg0dxLAOK8vdwV264BEw9kRnfslZnbu2BeGi48+3QbnE8F3aF4eDdc2IwemA2xLEk5wvmAd2Mz97P8D~
Difficulty: Expert

OVER 9000!! (walljump practice)~#-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~
Difficulty: Intermediate

No room for mistakes (Wallclimb practice)~#-TdEvTsRAFAbwb2gyyWIWNQoDCle1qiGZ/iEZQTaIDQK3ijugHoaEC/QAXGAPsIKRFeC4AAfgAlW8ffOJiia/7zX90nlz93D/6F6P5w4AIJ9Awcm3ijPk9YD4PFRAWAB7Ij8RsiPilkAicquIlwtIQ8QNgZrIN4RcE/pUmhZAIPKaiBUhKwJzz8mfQluBX0InxA+BiZAjgQMhHwrUC2Ak5J3AC4E9gZpAUsSNTYipJVJHjAQmAjOBcDpFw69ySyARcWu4SFfd8P01tQ6ys4nnonpf1jsqZGWb93anCAoEW4svRwbeHAD+d2ehvEm9hdJ5YLDemQHBbsxC6U/DPw==~
Difficulty: Advanced

Falling Corner World (Fc practice)~#-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~
Difficulty: Advanced

Leaps of Faith (No flow long jumps)~#-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~
Difficulty: Expert

2.5 block tutorial~#-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~
Difficulty: Intermediate

Falling Corner Tutorial~#-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~
Difficulty: Advanced


Last edited by Molgmaran on Mon Mar 19, 2018 9:36 pm; edited 52 times in total
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Re: Molgmaran's Levels

Post by Molgmaran on Mon Feb 24, 2014 6:51 pm

Reserved, just in case.
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Re: Molgmaran's Levels

Post by akiskarath on Fri Sep 04, 2015 9:22 pm

At "Full circle" the 4th part is impposible,PLEASE TEST YOUR LEVELS. Twisted Evil
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Re: Molgmaran's Levels

Post by Molgmaran on Sat Sep 05, 2015 12:43 pm

idk which part you're talking about, but I have tested that level.
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Re: Molgmaran's Levels

Post by akiskarath on Sat Sep 05, 2015 1:12 pm

[You must be registered and logged in to see this link.] wrote:idk which part you're talking about, but I have tested that level.

REALLY? "...the 4th part..."
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Re: Molgmaran's Levels

Post by Molgmaran on Sat Sep 05, 2015 3:02 pm

It's possible...
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Re: Molgmaran's Levels

Post by akiskarath on Sat Sep 05, 2015 5:33 pm

[You must be registered and logged in to see this link.] wrote:It's possible...
Nope,it;s not.
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Re: Molgmaran's Levels

Post by Molgmaran on Sat Sep 05, 2015 9:18 pm

Yes it is
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Re: Molgmaran's Levels

Post by exitpathlover on Sat Sep 05, 2015 9:30 pm

Lol if you two continiue now it will count as spamming in my opinion.
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Re: Molgmaran's Levels

Post by akiskarath on Sat Sep 05, 2015 10:15 pm

Ok Thnks,i didn't know that trick.You just discovered it (6 spikes together). Very Happy
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Re: Molgmaran's Levels

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