diff options
-rw-r--r-- | maps/001-1.tmx | 8 |
1 files changed, 4 insertions, 4 deletions
diff --git a/maps/001-1.tmx b/maps/001-1.tmx index ca795a1d..392bf92d 100644 --- a/maps/001-1.tmx +++ b/maps/001-1.tmx @@ -95,12 +95,12 @@ </tileset> <layer name="Ground" width="250" height="175"> <data encoding="base64" compression="zlib"> - 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eJztnV2sJcdRx+eec3bXCwlCEOEQJHgj5uMNQcwDEm8RckIkR1aeg5PdiLcoSowdR2A+JPAHdmzHZJOYEMexEwgPcDfYyEbIvvba60iWso5t7q6DFOxI7Do4xl4S7q4DdOtOcerUraqu7ukzM+fcevjr3Dsz3dMzU7+u6p6e7mNN0xyroDdNmuZkU08xvxONy9VdtW1Ts9kaLI1dNe+nc+6qqT5Yd86dddewWjbn+4VxZ901Zi2T8/3GuLPuGquc8+WxXuveOueurloW5/uZ8WX4dmfd1UX7nfM+yumsu4bUfmf8WI/lrXGvnXMXJ2gjStuXwfcqMQ6c91V2OEeXe++su7CwLWH7ch/Oc973dXR5Fs66K6qvcW6r6sM1zvuus5x1l4VnTs54N877vjZnPd/GUxq63DWvry+e15HvFOd9+/bSZ7pqdp1r711tdJn8l9YzY2B4LHY/Fs77vuYuvn3VeB8yBl12HTRG/7xfGR8j58D6uvM+tL3ntAGG5s45r8PUWK+9Ztw6NNfLZHyVGR1bmdeR8Sgcl43xHtR67mPhvev1cFyk7l8JR119vTV9qszOeT3Oc2xwlVnn7G9ZLEt5d2nX1rr3pfzl5FXz2ffJ+37gfOysW/1HCfddmebOT/OVyrYMPtZNfbG+rs9As90x3g+uXLQsJTaRw3tOnYLztJTdlffsazO+rs+jtC055P3IaeOVPuuSNmku5+tqU8t87u7Ly2T1Xat6X4bs09E4X4V7NzY55+Xq0k+8avdlCOY5zlftvo1Jy3x26/xcur4TWtV7UyMmP9mk02LOS+/ZhY2meUNQTj5SHtZ8c49f1nNzzvNV4/3vOt0fS/tc6hug+7bCtk3m/uWUZxqOP2w8f81ry03f9zNyzvNU+i5pv9yfLuI4z0n/E5Ndzv87+MudDZ6vnHxzOLe+Q9TKweVR475qnJ9o7zvVCeH4/WLHNThf93tUKrCxv5/Z7JyLz3883Ne3KD49xZGV01qcW7UxTe+fBE1bTVptCJL45njH5+DKMbTdLEMlnLtPtyna1R2B8UeD7pzpHGrx+WWRo6B7GOU8s9snduWmL7UjSTcF/m5GuiXoqCDNh2ucSxrabobiHNfZUp+Tc75XMWZ/MfB9PujbQR8S7nsqPr886LmgZxjlsLM12asnDvDbU+lpOumcTzOylPWzgd/PId0ddA3RQtkamWXnPM9vp/o/nPVF/W6zyLl0j4FzLT4/3+bTxUdy9cTzB+z1h5Yuh3ML613t1jkv53w/92PkKvryaFePtXxuzWRbw5yfEOLimMcng77WkXXO9q32j9NuFqTD3PfFeel1Dm0/fXMOrHNyznmBTUHbPDL6SNtGt3B+Cimmhd/NGd+H34X10rw2mznr8LtlyNMat1tsNlX2LnXZurHexU6G6ovTxo1E/VfQ/27YjltG+YABiNnPo9g92tuV5D5izs/PeEVffu9ska2unHfJQ+Im5edrcW5h1zmvw/kQrKfGjUQdnOQdV7N8P9rMWf9i4PJ2hlMr5xCnnwq6b7boL7E/LeW01P5TnPfhzy3Xnnt9T8x25Zz3yzk9l2XcyPfD9h9s5B33lsx+a8oZtadD8T60247P+Jj7Sua6MOeR8S/M9p5HOneO3W8xeUj1Bo3P8Xbp3izTn+Nr6VLPSZzPDsxZH5rN/cY52JqlXzr66Hjc+4zH5XKusYZt9FC7Dfe3YzZSnG/O9jJGeZR+qTabvWXmOOfS0v1cPlLd0cWuLDZRcp5UvLGuPn3snGO7wjxEXRH0rqDfQP3S97e/W+3vV9G+dwf9dtB7WsZLOJd8KbadWPYYv0efjjk/3OyK5slx/u2ZzpmFc4lrrp5KxQlcncDVH6n4oBbntBzWZ1dSNwzN6Ng4r902p1xxnD/UsgzjNSLnJ9u/n2L2PShwnvP8U7EylJ+Ok9lqt3886EZ0vMQ55Ujj1uK7rfu0fLR4QfL3JbxbOKfn4+pjrj6rVeeskrpyjllfFufwjCjnDxVy/iDDuRbPcfaBbZfacYrzqM+g4znO8fv2lF/W2ttSXK1dp+b3Lb5eOjcX++SwJfnmVPm6MO6c98N5fD7wHhrz8BDSw5P5++YHWs7juMynmH0PEtYhP3i/zdmC5rs5G4Lyx+0S5ziPS8P5f2wyf98H79v/bsbzZvHlOUyVSGtLWOKDrpxrdVnJtWtphmZ0nTm/YWN+/4EVjvOvT+bvn55pj9ue7I7LPN36x28E/UP7jutJgXPMIr0+zUa5NiJcg+bPcR5vn/BjXCPrjwe9FnTXbNGeNZ9qaYM8EnS1oBp1gMSdtX1k4ZxrO5S0E1L3bmhGx8D5MtrnkfHrN+bPQOIcGIf3T/h9NTe+5B7COse5VKdzPGvbaR0l1SFR7xA4x8Lj6SRh+76qWWT5A0iW5wpp8C/Ox1IfSDGGhfWUrWr9Bjn2y8Uf9FkOzejYOK/F+q2B8Rs35s+P4xwzju3pS+24EtB9s0VbwKxL/tzKeardRzmXjpPe+9F4fmsmc4PzjoznzBHFqatd0PvA+V3pGBz3cLbKxeYl7W8uzvC4Pc14Dc7Blx8TOP9JxCV+x/yp8PdLwpix75C497iQn8Yi2IXkCyRfYXl/zn238vhkbzyP43gQPedV6Nl0UU3OKZupuD7+fjpc2zEUz3wZXSv13Sl/LNU71jRDM7qOnIMvbzbm9x9Yif7taNBbif+Ffjrs7/BzfIzEvVp+JX032n4L59z335HzVDyfejZj4lzqo+P60uLxmPMHWs5hDIvkh1NtA6k/I1X2oRkdknPpe9VanL/SzOtqYAX822WES9hP+8xxHcAdz+WXG/9JtgLbLe1z7vvvZwt4vKpZfD41ObekgTGGECPRPDguOV7jb+T5K6hOux+xLnGt9QWk2jrrzvrYOY8CVsC/XS5wTnni9m0a8rM+f2o7nE1TziWfzql0fieaFo8DpOm5MYVcvtL5cd7xOG2MIceiFMPH41+bNs3rQeeDrp/OOedi/RNCfhzfJfY+NKfrxDlum3Oc0xi2hPOtRH4Ss6m+Oa69GP9/tu0P/KbA+QeaeT/2Hi4maUnPB8/tdH977HuY9Fe0vzCeCNJYy4LHGALnVn+uxdU7gesLQReD3gj64VSuMzR2rW12KS3kPTSn68Q5bpv/D3qewCW2L45bbn4mjXMuv1Q/MGeTUpwoxahwjvh7NTkf5p3G8lvMNjj2KpIPntvpgQnfNsB6eLKYhj5vKR0ee2ThXOIO2t6gjaDJbNcu4u8Bpj/C2r4uFa2Xh2Z13TiPvvwcutdDc87FmVzMqPUNSX0/nB+XbM5q19z7d9jHxf1a+SzCY4+0WENrGz/Rtr9Bh2eLtvHmWfn96Mo5lHVoVsfCec22+Q6618DlKeRHSjnfNOSHbVDyx5x90bogvuvD78DumtnsE8fz2jOAcTDUl1PWU8+yRvv1yQTn2v3DjD/YKmWrqWdRk3XQ0Kz2zXkffXCn0fno/EuSf6Y+OdUPx+UnteW4Ph6Nlbg2w6MkfxizTu2T5hU5hza71FcX9z/S2OMBKdbgYpVSJp5McC7FDMA57l/XbFWLr0rKrdUV+FxDs7qOnG+j82njWXM53zLkp9k6t5/68BMt43jeJxhfD2NdqG+PAravbhY5v5Jsz/FDHF9cuyLVX0XzEutDoS+PKwvso4xbOefqKaldoPFt7csbmtUxcF5zvCvE7TDHULzH0njWEs5T+aXsRPKH1IdvkjyPz3jf3jVmluocWs6UL5e417bTe3Wq7cs7Jfhz7v5CzI7Hv2m2Sq+R61/gysttt8QCuG4fmte+OF+WL6ecn2n2zvUtxWuY5a3Z4jGPMZxL/o2zY80HgLAPP0/KsiWUBVjnfHtXzi1spliw+kzKCXffuJgCH5Mbt2tlsNRb0nO33N+heV03zncafc5A3L/1OmEHxsTdQdj7z9liOk0nUD5afcC1wynHkJ92HPXtNfy55HMpg5qP0/whTaOlk8oT/y7h3OKH6TVqstavQ/O66pzTMTKnGRuJ58fsw7tWGvNp7XCraHudiwFoPcKNBT1v3C99d1rC+mZBeinulcpi8fFSPbBFzsvdfwvnpXUhrQ+1vLgyD83skJzXHiNz1vgsgHXsC3DsTtvhVt0322uz1G5pHE4Z/v7G4n5ujmkpztfawCl9fjpXFxZyedF8O+eDYVsu513inZJro3HD0MyuA+fRl19oFjnXngFwjv05nnNJikelONPim+L5sS+P1/1exlfTuaO5Oabfi3jHPl3jxRqv9iVL25crdynnfVyP5mOGZnadOH+ZucfYr+FYivpzyrrU/uTiU+1Y+rzh20npuw6YaxLGgUpzUcM6ifSdgMa4xhLdbnmuJXNca/5P4xsfO0bO6X2n+4dmtg/ONdZLOadt851mcZyMxjn4dDovgTQuhcaNqT4k6R5Av8A/Ri7R2BD8XcelZNzIWyf8XNRbiHPOt1hiDY576dhlcZ5bH4ydc2n/0MwOzXkp67RtfrHZ9elwvqcbvp0KdqLFyjSGl+LH3Fj4iZbxaJPSdx0nCctPTfg5ak8pnHP2l/LnUt2gXWefnNN588fGeUpDM9sX5xrrXTiH71eiqD/n/BHYLo5/tyZ7532jfdnY1qV4OIdzqicTnH99wqdLcU7vh9aG5GITep2UPek7s3XnPLeNMzSzq8g5jdm3m71xO7XVPc+p5QjGW2rrm1AuUn5Pi+FxXz6Ma8WsnyTleoowjsfFQh+/1S65+CanTqD30fJN+7pwLsVFlnt5FVOuVVCX+1Vj/CsXs59ufznOOdYhZo7jLZ9VOJf41fq5pPYvp3sI69uTxXGgpwnjdK7aEsYtsQdlnW0D9cj5wlwVTX+cc882p7480ZbjTUzZxq4hOefGxsA7NeCcY46Lr/G7tZz1yrh2u9YG1nw/x7o0BgcY59rWKR+Uim+s9cRCGwjFHuvIOcd4bh7Rl/8IU65VUG3Oc1invjwyHse1v9zM++G4Z8PxhsfFcf3YmHOtr5erT7Q6gfIX//8SE8fjOJ3OKc/VJyk7LbVVKXbHMVEfnENbpk/OS+8ZaFV9edd7J7Geyzl8txK13cxZx3YJz+dptJ22neE9usQ5ZVfzuZwkNqXYn/smztouoL5dOm9Xm8+NB2oIz08l3etl2GoXrbIvH5Jzrv8N2uVRMG+U1A/O9Y+lOKcxby7n52cyo6l2gKVdIKWh9V1XPru277l4IEeW+5xjqwt9C6R/4fFJ5n4m/8g4rGc/NK+rxjmN2SPnZ1tFX76j2JfEOR23EmND6s8xK9K8MhbWLf1zdN4oi+6a8axz8UupSvNKXa+1HqjN+b+F5/xi0EsHdjmm611k7Uf5xvl6gPFV9uVDcU59efTfke9zzdyXQ/uci20x55jxB1vOYezJ8wLnkGdXzjn/DGzT71C/MZO/mXkGHZdaI7UG5yeaMp9ewrp0Tvi7Buevhef8enzWAsdZ+5u5D4+crwPjQ3HOzd+cskkudqd+XGMTvz+v4c853619Y77FnB9Ev3ujzHNzTNXivFb8bmWcXn8NzicHm2YaNDvIc5y1v5n78MPNejDelfPS/nZpHjgqOp8MCM/zbWGc4zz+lnJOYwyYa4Kuw84xy81nwdUNeM12Og9FLb/eNVbIidW5/sdczqVjubgc+vOluF3aH/NbFx8+JOfcNyvaOTDneN7fB1vGrWzScTKUc23dMC1ux4zDOuyl9QdXXngfL43T7+rXuXbRMvrhuT5G2NaVcxx3PzdZ7M9/diLvP8Xs186/yqrNeIpzGrPTcexSfG712yluJH8utbm5vjDIB75Bx4zH7VIcnhUzoPww63eS+qoWg7QO5PpEqLhya76cy1vKJ4dzHHfX2j80l2PgvMv3atx8ErS+BxvA8/fH8S/0G3NO2A9fhnwxN05mYf5I1Gb7/zEcrbR2NWYc+/eunNPv54F1OrdkTX+r+XZ6D1Kc01hee2fQ9V4tQ0NzOTTnGuO5nO80u+/QOFuK58KcR8Yt/hxzfjnhXIvb8TeiENOBqC+KAl++uQTGKetw7uOzxXkua8fWHO9afMOVmdYVtG7l2htDM+2c5zGey3n05WcYu4LzAed0jiWs9wf9DtmGj6OcY1vLaUdLdQTMIav1tXdlHfrvYF5b3KdYm/NULM/F3tYYQGqTxf+H5to5tzOey3l8T75tsbmJTTTe5sbDlXJ+frZot6V9bddc0jS/F3Rt0HWXlOXB9TXUaq9zdQfnk7V6QIoBpHNw1/iJ6d71z53z1eP81fD3vzbzfjjpHVpUak1f/A0G3UbZkNrnFm11SBv1B4HrG4L+MOiPgv446E8KWOfeEUrvraQYurRe0GJx7dy03kj5cm79c+2eTML+mXBM3H5gOj8matr+brT7pkgfnA7P5VCcA+uYd/q/hfPbAuM3BX2crJfIfZ9Cz5/zvlxjo7SOx/acy/mfBZ5vDLop6OagW4L+POjWoNsyWbesKyP53BSXOfYg1TGWuiJ1jdz659rxR6e7OjJd/PsI2naE2XaUOf6j+5xzyjvn63PGtr/C2AZnM7g/roRxuuYC3U/9j7S/iz+/I7B8Z9Cngu4K+ougTwcdC/pMAedSm1l6h8X5di72z7WFkrSWa+TWP9eO/9h0V9cg0W0fQ/oVtI8e9yHnXI3pS75HTfXZlK6zoH0PqvlpaT9lJZfzuwPLfxn0+aC/CvpC0D1BXwy6t4I/1/rFU3xrMVQOs9a433KNnN3kHu8ajnM6Hk5rV1r2ccdR+6fbJY5T/h7nUdI+/3Lg+StBfx30N0FfDfrbwvZ5ilspdueuX1LqvuSkzU1fm/OrZ/rfH1zzuqIG5ziWtzIO4+Es72Akdi31AWfrEscpf4/PC5zDd2jc/DGSjge2v2bkG88VCePmU2s5SL46tz6h96BL+hy9U4ibu3D+kZn+90ed8yqcc4yfUWxVaj9qsai0jR7PcY7TWDiHNRq30H7L3HA5onNFwvi7e2d7r01rk/fFZy29bwmc73f1xTkd1x4Zv8jYJ7ThJJ+kxaip/ijNV2lxvcTR8dneNV9qsS6Np91UyqPVVasiyZc758Nznmqf0zZ5HNcOc0tYz5HbrrTaO8eJdAzlCnw6/ZbseAV730T54W/i7mXKbGmbrIIi4yW+3DlfPueWPjjuG7VzhrxL7SXHn3H+fw9zzV7Gqf/Gfr3md6ncd69avL6KjP/UVGfcOR+Wc8t7c+rL43cr0ZefMeRfajc5tm6JebUYmbIex6K/zpyHrr0ireMCiuPmYcw8xzjXnsnhPLJ16XT438j3zxcyvs7j18bCuXVsDOfLt43nWAbnlr5pmkaKj/H/8J5f4hbH4bQMx4Wy4vneU30TWvkp28DW20fwq/Gd4vzIdH3Hr42B85yxrnSOKDyXaxfOJUY1n8YxxnGj+XMtDxDHPHzXxgn7f+z3Ob61vjeN83dmsjUWaTawzuPXxsZ5zvdpZ4is58v1yan/c/uwJJ61fm/4P3c8330zPW/t/QFXRwHjY2T7jY20NM6HLv8qaZm+nHIeY3aYo53OF1Xi1y3vzHKOl/ZJfXC0nLTukeoXjuNUPUKPtbZhxsr4sUafk0+amy+H8/0y1m3ZnOd+swLfm8d+uAtNvXa61e5LOKHpsLiyWmJrS5yh9bfVZDznPtTWsjnfL2PdanOe68sp57AGA7w732lsft3CoZXXXFagHrH4c0kpPy7F56XlBXV5TzUWzjXWh2ZnlTQE57C2EoyJ6+rT++Cc4zDn3nGML5Oh0nFlfer2YD93THZ/OcE+53x1OMfzx0S+Y9wOrFvOrXHBxcFaDJwTu2s+NrfNk+rXr6nScWWSpPf/OaLvHFPzgN0zWVwjz8K5t8mH4ZzOHxPZjv58u1lc/7i2uHhY69eS+stpenxcCeelfQS5kp5HaX74/X8XHUd5wtxepyaLf+P/n8/k3Nvk9Tkvid13ml1fHuP3nD73rr7TwrF0vFRfjNmf12Q8is6XW6oaY4JTdZmrG+e1YvcHgn7QlPnEHH9Oeda41eJ7qZ4o5VxqB2h1UW7bfpmcf2eWt9bzSzPnfGj1wTmN3f+96cZLSYws8aS915JY61JmS3sgVUcNzXkuq13SOufDcF7Dpw/BeSp+l/ZJ6buUK5W35Zixcg7flkza3zhnMpc27oc5lWdIG61gLmY657J/uzJuzqlPn7TP0Mq5Jb5OvaeW9qV8a9f+N82fa/5dq4fGyjmeWxn/0m3c/tTxWP7tyvI5p6znzvMK7fSzTR7nFh8stX0ljnJ478r4CSFPrX2xapzDPMn0l27j9qeOx/JvV/rnvNSnX2zK/DnHCud3JVa5vi1rG3mZnEuxBLd/rJwPZccPHWyah4P+qdU/H9x7zNbBvXqs1YmgJ4KeDDoZ9BSTfpXVJ+dR1KefNJ6P4zPFMLdd40fypzX9ubUMqWtyzueKY2NOHVzUfwQ9F/Ryq0eDpoea5vnw+y9B20QvBH3r4N58ol5cA+a72GxJ7E59upVzjT2pb1w6lqsrrHVIV8ZT5dPqGrzdOZ8rzlkUeTx6SYjnL5lz/l2G2Z8OrL8t6Hvh71eRXgt6XeAcNDSrq8R5FPXpOf5cinW17RxbWrtcqge6+vKUj9ba5c65bk+cP9c4/5lDi9svCf8fPrSejA/FOfbprxrPlYrBOXakvrec+LgG55oft5SL2++cd+cc+/+fDf//nMD50IyuKueU9RJWUv1lqdg4VQ9w9Yg15tDqGelva8wOcs4XOf+FwOgvBv1S0C8fyvfnUb8atv1a0DuCLg/69aBbNoZndJU5x6zn+HPN/2lta2v7XIsLUuVKxRNarG69Bo/bZTv6zcDlbxn0NsFvXxG2vyvo3UHXhfxuDvrkPue8tL+de0ZWznP7ziS/mUon+Vcpzkj5cS3vVJyhxSLceZ5J8ArrweXqmyPmHOzo9ytrXRgfA+e3ZsTtGgPa9pQ/1WJqTZaY38KuVJ5U/lxeqfHjNb47GyPnrvqcl36fSgVrOJTE7Slmc/x4qp2s+VXJz6ZiDIlbSxyvXUMfnD/mnK+chmI8Ct6vlcbtkt/VeMphXWIzN57O9ecS55b0MBf8J6ZN81rQ60Hng66f7m7X5pG3CNaIcc5XS0MxjtdjyuVcYkdi1cJ8DteW+F0rq9Quwem79JlF7QSuLwRdDHoj6IfT7nlaNLQ9Xz2r+/e6zD/VhfEavrwp9Oec/9R8scalFgdo9YEWJ9A8Lf0PNXnbCJq0Nhp/D/TA+Bg4/8is7t/rMv+Uhe/ajOf6ctpG12JlTdZ2c8pHc3mX9HNg1ebtMLHPN+8Tzl15nGt8d2E8KteXW2J4idcu/WvW/C3+um/OufvunO9flfDdhXHM+SvM+XM4l+LvVNtZO1arE7hju/LtnLv65LwPvqPoeuglTFj6xaU+Oiv/lj63Wow7565lK8V31xidiq6HXsq5pd/M2sdmYZo7tgvXtfrVx8b5+9tz5/ZvY+33vvFlSOO7NuPUl5eu0ZDDZKotrnGsxQeU11KtG+cfbs+d27+Ntd/7xvvmfFmMgy+P88PViNst77W0friU79diduc8fV7X8OqD8Sgar8c1WUrXY9H63aT+cetxuW3yMTLunLssnNdmHHMe4/Wu67FwbHJtc61/TvPvUrxfk3Hn3DUk58tgnHLedZ0GrQ2e8vHS+7OS8jjnzvuqqA/Gl825FKOn2Jbic+fcOV839cE45hzmfsxdj4XjXIu1tb61VBzvnDvn66a+OKdzP0bW4/rnJZynmE29c0v5eee8XHFdtKFt2rVXfXEeReduj33uue1hLWZPvSuXfL23z+vpqHM+SvXFOIjG7xJXlnhbY1ZLm8rLOS+Xr302TvXNORe/x1hv0goYB/5gHVxYPxfWyd2YLq6ZG/dRZiEdTXNgunfNXZw2lgGvzztF58Zr+EIelF9Y83eCjttA+cD1xu2UE5wWn3+Czg95cWnx2sKwNjGkx3lKaeF8B1AauE8z4bxwTl+reLzqm/MojnVoP1BWzyFtN7uxfvyNY2x2mt2xsy+326hvh3Sx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