summaryrefslogtreecommitdiff
path: root/maps
diff options
context:
space:
mode:
authorBlue <bluesansdouze@gmail.com>2009-05-04 21:49:53 +0200
committerBjørn Lindeijer <bjorn@lindeijer.nl>2009-05-24 18:54:40 +0200
commit517e36c1af63e942c0ae3270864ca12a84c8fe5b (patch)
tree2af9545144336086cf46531a38f34f09279a6d82 /maps
parentab811f159534a789782257bf214c639bd842f945 (diff)
downloadclientdata-517e36c1af63e942c0ae3270864ca12a84c8fe5b.tar.gz
clientdata-517e36c1af63e942c0ae3270864ca12a84c8fe5b.tar.bz2
clientdata-517e36c1af63e942c0ae3270864ca12a84c8fe5b.tar.xz
clientdata-517e36c1af63e942c0ae3270864ca12a84c8fe5b.zip
New layer for road 017-1
Fixing the floor items under the root with 0.0.29 in 017-1 map.
Diffstat (limited to 'maps')
-rw-r--r--maps/017-1.tmx9
1 files changed, 7 insertions, 2 deletions
diff --git a/maps/017-1.tmx b/maps/017-1.tmx
index 253e5958..12af7a19 100644
--- a/maps/017-1.tmx
+++ b/maps/017-1.tmx
@@ -30,9 +30,14 @@
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
</data>
</layer>
- <layer name="Fringe" width="154" height="124">
+ <layer name="Road" width="154" height="124">
<data encoding="base64" compression="gzip">
- H4sIAAAAAAAAAOVdy44eRxVuswFZspPsWODYXJaEPUjwBoEnAJ4ALJzwBIF3YBtIAC8BCewF4AmyRJbekeVICIm1I6zsmBKp+PjMuXzfqar+e8wntWb+7urqunx1blVdvW3Hx0Px/+9OVooX8TBPMg0r6oyUn6kjmvYpkefeOCLPPtzxWXvy7KmT5lkxv6sEWYezYh4fif+zNsvwgcpvNVbwDBknDHceXBz/Ms6PtvXo/Yz8lPV9Iv7/+2AZqpgxdtH6//Pi+H2SptIOyDhh6/mfzebaVYFX35U6NOKBJQtGx51G49dvLo5fA2lXtUPFNjgF12bZfJ5M7u0r+/iDSc/0sJfOfJdIO8ozb4xU63m/WpAD4L2L4/2L47finGWrrbZH97B3u658jUgbgR17o2P1ZfMJniTXI3S9pLnLPH82GF3Zgcg9tsxoek8OXjWeWfXwdGh2XfKqHbIvV8SJEERlkvjytW37yjX7/kyWNaziGXv/bBt2NTJbU19v/fFxkJ6xd0f6AOUVmg96fzY2NaqxwW6Pn1qezeSzxTXp33d7DulPxt7VfcDEJyKuo6jmk41NWY9RP+fUPBuB1Z+67faYK6j2AeM/akg5WJWBDRnXLPu/EjPoPJs5x3Tq+SrpQ+/Bs0+K942UjeHoL7fnfk3np/RzWnt5emXWXNqec3J7YeXc58xYHDJf9mjg3o7mF/Q26fx8IK5HHGBkdWQD7Tkntxdku1XnPiVk+1XtDKsPrBgMCvbeXm5r3O3BgX/v8IwKRnSvbLeRvrQw0549n5hXhj72Zoy7lZjlF161eInGEe2MPwNp+thDxt3PjHPIPMT/CyJZM8tOexntjL1xaj9xFFHs8ej64qj4ufp91TkyCzIW+6vtOe+avvDWZI223cvQ9pauvArQ4+BU2DuWthJH4MJR+tWCLFulrdi6SfkyO8YxE6vXxY3gKs8TnQIrYxwZfuKc7z73aF+OyJbo3jZOZ/Jsj/X8X/rc4EMCILJRxgf3jFchkH15/dr/jhWo6BAmfnOvkP9svLGQZxZ0m47ybFXfN/S+zJ6B+hmy7qN2VNcDUhZJ+/Zovs/ePBtFlyv6YIHoij1jcVXevfPpX3T9ZAUzYvezeLbH+NF88vg1a06DWeehefKOmaoOT7e2tR7Z2qMjyLavK54doUwWKjLrrfnFmOKDMm1sjRnpv1jvj3WsqP9emCErdP2vXxxfmJBvFdX3n1HMjGnJsjb7fkUs6KsXY/pri+zeU8+ffzG5furydcyKJ1h6MOPj28a5kViQ9a6M9/6MBDIuj6IXu13R1o1+/trzc8z7cqdAn6M9Ne/fKpZhpayajffBdEg7HGk+IJIn0j6U7z9LG0CP4SPPo0m5JbmHyLMjwIuxe2DmA6K9TzL7/KdYcT5Dq4eMmVh+SB8jfU2/XBewMs6QoXPF448n00ZlHbs3zWrdKjnBxGmlvNNltOymG0F6FjpW1+wr6x3A94xzWawP7d/bwbVIDiF8k+erMs2S36e0LyQnfkHcF60dYt+rbbiRJwnhramX9rrFLfkbkTMWPC70PLRM0+m9+0f05io7QcuIB2aqy6j6bE3eRTYcuueNx692/iZVohhezE+e1zy4s2F8621vySTv/sy/rOhNKa8YO0G/51/x/6w5XjnGu+z5SyFvy4breXf+Wjxi4vOsnMtkgB6PMn3ThaN2OHJPxKdT2P7vqt9aRmX69g8bNi/oyZ6/Jvc1mebJ54rujLDCtshkTiUv67f3nOz58rxe8zwTIzq2cexv22W7xbLBpe58JP5H/MKojEfeBzOzkRgd5t3L+JhIHg1Wm476VZH9gwJ557T6/psXL+iyp8XAZLtEtpjG6nVad7bLfan/NmQcQ9IyehKRrc2PjmSbFdvxuNj6ipnHGFkPX1lz0+YL0D1RGLkWjU3UdhnxFbUvIK8/c+6r2FuVe3TbWPuH6f22kLY/D66NzgdnvGw8isYMK2vvA8/00Ntdzo9ZZWn90O1CL4ag8+yIfEUdK0N0auRPovF/VLZl+4dlvn/EswpQbkp9qMdDf587ip9Z6Lq52YKMDynbvtuC2h9qZZF1u79d5orV71pPMjaZpS8tHul6oPmyPkrkJ0n7W8Ya+nzRLJ6h67S8dXqe7EX9lCbHum5G43VWP3a5lcVF+jOifpfXvbRZjCtKG9ltXrlWxTSiNm993nhmrT9hYcUYHqnf2Rygtj2rc4ba50D7qsGyV61xLNs16rvbW67DLHmiz0W6j7XPVnCvt0fzraz1BdG4ReJJMk/LR6nsc2jNGaJous3zOSLdw7Z15zK6pouNa8k0SH6ILqyuP4vQ+1+Pbcmrs20NmH1n90Lm87H4aMPtGjau5aXT6RGbHtGf+r5KvDqKJzQd8adCnrNRiQEy76z1Ns18rpmx+6gccu6JfSZqz0W2GxO7Q5HFUP9xcfxxO933vlaA8fuQuRwUbJ9lsY0oP3b+QJ/bY52ttTax6dAV69B0PKu6nwdyH8qL6lwgCnn/mxfHd8Hje2RdopiJlweroyuI5lm6nzXjXZ3V8d0ZYNtWjkHUDmoc+87F8QPisDjXoNd5eM/Vf0djtAw8uw59329G3MPj3qp9lVasj8jSaTnWOfbGxfHj5PjG5nNOc89aixYhmnOaHU+z4heRnpwlU069R1iv46r4pCcjvr8959jd7fKY1vf9aIs51w8t5zIZhcx9HQ2SM1pGnmJ/rqq8QdZtZc+xbGp5rvPsh+Ie1P6VnLO453HNWgsir6NxW7a8EVBdiOjWpvs+FP9HQPdiQevY5zFH5vSyuaMsD+s+i2cdTCyro3Gvc+3b23Ou7fk+gIXZvmPGH3RucWTPHwlv/UzEtxvGdVTPsHM1Hs/QuU3ruZpr3WaTe9ohMuvUupOJA2t7r8XpvDU+DKfOiDI0VGzaSI9EMSwkBtoRyTN5HzvvKLnW8297QMn4SWbDefVaidnfeejrLqQtx/AsW3cpy5vpPlR3eOkie857ZofkmdeniDzT55sskPZb8zEaz/rzpKyzOFfFiH5c9b36zjX9XuModHk928zr12fiPsTGynSsPKevWbZUR8Yl/TsrW9trrHNP+6qSc9mxCit9RL2erMozOR9mrT1CbJBs3Q0zhxOtPZTXPLs9828RezCSiWh8xDpGgK6BjFCVmW3dRlv/nM0bRfaBXufY1rFGcoCRQdaz+7U7RvkyTlt9HsUjvDJmehypd39+Fh+Wx95g9mbJ7LtRmanXOVrrvm5usd1kreGWaye8axLST0DnDVtaT67pezIOI7YBY8/vPafOQsulzL6b/Y2nbN3XaJuhPne21kLC4lrmYyBrbK1zmT62yn4kePEzb92R1LXee0hPnPMWonRIDDbCHnNSkVxryOzFTE+j8RHE147G2uheuyshdevs+HG2frkB4VEkjyrIYl9ZTB/xb7xnZXG+bD3R3pix13S0Xt8D8k6ctL08+4S1QTx9gvSHHLsVP9Qqc/Q8hFtRfqfiVrYnxhGAzHVbc0uI/4b2h/ztyUD5rrHFdck1b76g4ZXNHkNoTAYZZ0ew0WbyTNpXem4+q2tlTaqWKY1/1lpFxF7RsqL/9d5dbz5yW1Oq31uXyOalNF7dXuSdBYR/e/mZM/bO1/adZ6PfS65LyPprXjFrUuX8MvKsBs0fdA3q2afn9Lvrcu637weg87F4huqyyMdk/M0o/Z4YkWfVdbLeWmd2TWo2x5fJsyju39HnYq21U/K9RqtfPXkmn/uq2UK+PkVtNo1Rrr0GpIlkzew5dgldty7DJMckt+6q+y25nM3xZfH4zBbyyh6h+0D6Hs0zVt6wsQqNWXJsRuwi8xO1zEJjA7psWoZ1fmluNUSx8n4NmVOWnEP8y5EYgL5H11enQ+MOqA8g047OI8yC5I6OwXY9OnPNv/W+hsWvBnQMS7/Om0/24vLIuo2RuloyO6vPK0Ze1bUd3v0MVvMystfuJPd6ZdPva0igay4iW71Bzyfr+BVjkzVYa4It/RH5M9aYQji/bb5ezeag0HlZjb2/3fRwu8y1pivvbPF8dNQWlj2cxbGZ+KUFdm5bnuvcQmItkT/jyexKPIyJzVjPmC2fRuP7jWPSh0fssajOUmei604jHjD6LYqVWvKkGmvRfvJd4zkepL7M6sieXzGX3mW6lEWVuEPzP/uaoTvqGmpfynRyrXHva3TMousUor7sz0fWnFZjLZ7cqqDHOXT7om2mr2+bny5DpEst+8pKb71TLNdMd44y3x/Sskfb/3c3u41mjjfLbmPWnEaySSMbF/L6U+O6TIPGVljduCJGO/o9tc7RTA6ibaJlGRvTzuI2qA3CrDnVYwFFNSaCrG+K+IysL9D3VGHtw10BE7PV49Cqr+VnVuq/ysdG+s97/mi/IXOYFbt+1XxT49jHzrVMHsjr6HtRzNqozM9kYtyZjo2+t+TlZZUp6k9P1rJzlhEXsvZlys6Wz4K3pzUDGYttOvMT4t5MLmk/M7qXfUa13SLbsP+9ZVx7PSgzEsfPZKN1T3QOsWtnybIz49yKWJtsFy0fozbwYrPI+EX9JbT/9HVkzifK75b/mFJ81ZPr6JoNNlbEgPmWjsTKNdVWPCObQ9ZAbZKMnxF3bqnfTV5Z3In4hJaNtbGY8TTSVh19n3QP58G1PeD5AR3IHicarK7J7J2Z/gMa56vKFsbulf/PkFl7wvMZou9HRW2veZa1ARPrRtpT3/d6nPwzWDIMscGQ9AwP0Hnf7N7subPsuBlrh+R3jjS889GaZam70diCvobIjcq8fFU3R32byVtUBu9h9yNYtW979v0ZfS7yNa37sj5G5UZUNsZvy/LN9GFFd6L8rcTRrPtGgHyPi/UDmjzsPEPLqn1Nps6snEK4gsqqqDxRekSvsv3Mcl+eG3mulZ/GyPepI8h5Av1szVtWliG6I+OMBup3WvmxMVFkDDFyelSWRnnNQuPZihia3u8iGiPW+gyJKI5lAYnVI33O2Dao74HEx1CeV/3kTO6NxrYtrJJncm131F/W+gwPGWd0mmycV2xpRI8icoKx10bmlSIdYOWdceuxfynEGZiO9UE7z7JyR+uzJVB7DdGfGpHthnAxur8am9HXEK4zNi2S1jr3eHuRa6gtV50jaEDX4XptHtll0b4UEkxMwcoL0XeovGR1KRNbsZ7H+CijnJWoyLRz9ZuJc3jvn6D1z2RZ1X6txDzY+GklrsnINk8uMj5lNg6isZbVyQN6T7PXUB1pxciQGEND5mNW7aCqDPHqkD0vK0fG02ocNRtXSD2zfFfiDEjT/VMtz1D90oDKssxG1s+Kno34odZvVFd63EL7OeIeG99CdLguSzbONKo+QQNjrzWeRf0V9QmyLw6SFzv+IjnJxCdZ/0L/Zv6P7IBMlnnlGfU7Gx5vl/0CFOdE2rY2pH/rhIknaJ1p6WmkH3T+mRxDba1M92d8ZOKfFV3HjDnGP2D0q4bHNZn/aJwW0Zfyf/Rdc6RvWBvGuob8juRG1r+sHWjlkdU1ei7SJ4zvekp0Ww2xczKdidaf1aVZuzPI4iU6DapDLe6i3EFlU6VcR4Hez6vBKnPkZ47Y89GzUT2W+aqInT9i/7F2uFeP6FmIHZddYzEzL/3ek9fP/f1bqTNR+YLqOqav0ZgSY/tk8il7llfnqjyP7kPiK6eGtP36PFNmC6BrZhk/wLsvOodcR/ofkVmITGTifoydVhkviPyZxUvWN0D1v7VHSjSuER5mfa6vZ+1Y8VsZ/TXi30SyEo3fWedn2q4ZquMevY68n8nat0w/6vRM7IPR50ycAZV/Xhky/6MSS6vyaxUvved48gV9P9M6h8gQ1MfKrnn5sTEXtD4sH632vbnF3PHyRep6CjAxVf0729OgAeEK0iaIryqRyQPELmBlS1Y3T+9L6G/EoDLPaotT+gSZLGTktbbNsvGH6r/ofMSDjJ9oHMIqKzMmovrKc9b3jpkyReVibE42zUwg5WS+waDHltd+6PhHYntWmZg4XCWfigzRafWeuFn9vGusT8ugwse2H4y3F0zUbnKfRGvvV2SsoXGLTJ/pNEicy6uf9X+Wd6VPrW98y3NdhyJy1rp2NJwl173yI3u/dlTjUFk5MnsLQSVuUHmOBUt2SaD2oHdPlG4VvHZB1w5FMi2K07J2GRp/s9Jlfa/71euT7PyIXmSg/U6dX6Q7jibrzom0er9HT3d6/cHEP73zjD1/XbW5tSevVy5UfkRg+9r6hpTMZ4Qvq/zOFRzW3zFCvzGZAfEL5HOt30wMzNNXenwgcVimblE5Jfp4yOqEyjHkmazvvBLWPlneuiDrGw/R95YaEN8y05eRvSO/cdIP71mjbVuRxRaQWJ/1+wi6sgrrfWGLZ29u/r7p2ffkGpg4HwsmDow+B4mBZL7K20m+jJzPfP49MPJMybO+97v1HQj9zTDre0sIRmyKFfIoew6iZ61yWd+Kvyf+R7la0X17cXDUPvS+A6HnPbNv07Oo7He9EpneyuJyaL5W3tFcgXd9JvaY22p7dlvfgbC+FzCbaxZG2rT6bgWq0xDO3FR539hiOcbK06uAGd/knOWjorjnnK/2ARKbYWPK2djI/GCrbJXY9Tcvjm/lyU6OiIeyrsj7nh2ov4WgYnN13N5iLkXfUOxyO4szI/62V9Yj2A4VMDHV5hP0mAcyjrL4rvX8qI+YNp7RH7pe+hvV3neN9b2Zb5vNkbNy7WVDVjfLThudr5vlw+vv82XfH7W+yR1911iXN/q/AZHnyHxK//+/8DR6qWAqAQA=
+ 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
+ </data>
+ </layer>
+ <layer name="Fringe" width="154" height="124" opacity="0.98">
+ <data encoding="base64" compression="gzip">
+ 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
</data>
</layer>
<layer name="Over" width="154" height="124">