summaryrefslogtreecommitdiff
path: root/maps/017-1.tmx
diff options
context:
space:
mode:
authortux9th <mr.x@aon.at>2012-09-07 15:36:19 +0200
committertux9th <mr.x@aon.at>2012-09-07 15:36:19 +0200
commit40fe957c3ebc42d83ed6f6b77f9719303d2a81a9 (patch)
tree68048830641c3efe58f2c7d2d3e37f2849311ec5 /maps/017-1.tmx
parent6dc0fa3d9a500440d677bbf24dfb5487f3ceef92 (diff)
downloadclientdata-40fe957c3ebc42d83ed6f6b77f9719303d2a81a9.tar.gz
clientdata-40fe957c3ebc42d83ed6f6b77f9719303d2a81a9.tar.bz2
clientdata-40fe957c3ebc42d83ed6f6b77f9719303d2a81a9.tar.xz
clientdata-40fe957c3ebc42d83ed6f6b77f9719303d2a81a9.zip
Changes on existing maps for Waric and Orum Quest + adding warps to new maps (055, 056)
Diffstat (limited to 'maps/017-1.tmx')
-rw-r--r--maps/017-1.tmx13
1 files changed, 10 insertions, 3 deletions
diff --git a/maps/017-1.tmx b/maps/017-1.tmx
index 1f7800e7..b0167673 100644
--- a/maps/017-1.tmx
+++ b/maps/017-1.tmx
@@ -16,17 +16,17 @@
<tileset firstgid="323" source="../tilesets/Woodland_village.tsx"/>
<layer name="Ground" width="154" height="124">
<data encoding="base64" compression="gzip">
- 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
+ H4sIAAAAAAAAA+1dS69lRRUu2gGIw44hOjdpgjoxGgjoxEAropOWh0aZKIJGnSMaiTN8xCiotA4I/gFfoaHjVLhXnNrYzRiCMD0kGJi4V875cr+zzlr12Lv245xbnXy5fc7Zu/auqq/Wq1ZVnQ0hnF04vqLQp4y/L6Aeubi9wx3quwc6fLXDmx3+2eFy5H5cO+U7H1Uu75YOH524Dime5bzTvyZ+5xIO5eCJDjd3+ElIc0149uuR+1TfU5tnU7SpRok8s5753IB2Lq1DrTpr/LTDzzb1T3Htl2F6ebaP0P2ueXapwwuZZQnHXuzwXsX3u1K5vFjdGR7XtCxJ6c3YuIuNk5wxVOuaOcAce6rDSx2OO1xL3DcGx86OUF4JLK69Rb//uMO5Dn+cqE2Wypk+YJ79sMPvOjwdfJ6JvHu+w787vF7QJvvSZsy1u8Oaa/L9ox0e6/DzDr9Q9zy3aRfdJh5StsZU6Nsnff0IrTuFb08b14lOe6XDfzq8PUK9a+nM3Hbw2lm4dmvY1o+iL2/r8Ffj+hc37ZLTJkdhW+aN6ftN6VeWcFbz7bIqI2esDmmDFMfGbjcu/4Gw7Rd59v9rRrvoNudyr/Roxxr1hsx9nvBCiMdwxoK21WL+/VL0YM33+EGHz29wLmzzTHjn2WUliHGstC45/GOdDl0EXO3wavB5N2Yfs+68GNJxy6XyT/C5sObM3Rl9IxwT++tXwY7x5MTNSuTOFO0EvySm098Nu7ybSs5ZXOtbz6nb15JJEoP9kXM9uPhYsPkFPLMp5/Gw9kVrtccY3PJ8tRwI73L5lqOLU2NPcy0V57CeW1LPGn0gcQfmi4DlE/gH+fZo2LVJvbIfCWvf4NlNm3i89aDt/xT62GQsv4b6ah7fNI89XVwiEzXXdBtYvOLnpuqp33koz54Iu7yxIHKJZVhu+Y9QGTlzAiy7x4w/M8escR3zS0r4pvs4pov5nhTnYmNdj50+40fufyls2w9DfCuOfbEc03g2Uq8Ucu7TdXhO9X/fuIsn86Uvj0KdeIBn18COS/Ux3497UpzzeBYbO6k2B64QYnzPtedwP3NNYqrf3uBWoz4812bZF5C3/F1s3FnvVdJWMaAcq03Gimf26VcPFufQ3l5/WHZXqX0Pjr3iPDul21nnylhmv/hPYc0tjqk+Ek449+dwwkWxB34b1vMgmAvROuIqla95xnGD98Luu+XYqNx2Vv+BY0N0r1XuFD6v9Vzm3PGm/dGmF8MJL2qMHcQr7+xwPpT516yz8a7ipzDXtO34QtiWTYj5i+3JvoN8/kM4kRHij2L+6dWwzTPm4tth991qyBnmWM04eSnG4CTGtm5/fJ/ia+q9YK8Ix77Z4Rsd7gprvjHntZzTfiw4Khy4tgHLIrH9jjY4Dic5AuAjyzgBZBziF4iNIDdN3unJzTXMRdSVdaSlc0v7q4Rj3A88xvTz9W/WdX1t5NL7Uv5a33HJukTk/70dLnT41gYPG/exnGN/Axy9L2xzTfIrhFcyH6R5BvnHfOQ2Fn37l2BzT8aZjskhPqLn0cEPzevc9uHxxBxL9SO/B+p+rOqqf4PcZdtAl+fplRr5gzGe5cTSLG6xLgFP7i94T7nnrg2EX+AoykAej+bZG5s2RXvxddwXVnvC1tO8u63Dd8JuzJ1lEOdYxbjGvDwiWHOnFjSHuO7HRpn8G48z2AY6TpXyF3NkZK7sYzsNPPPyaz1uMV/AE0uGeXiow5eNex+m5zLP8Ox3wu6Y1fbgWyFP9oB3zDHWk5BB7OOwTrf02IthOxcmFiey2lxziOt+NezyzIqtWu2CcXNp0zZoI23LxGRkqX/HdtpF5xoelzy+Nb+FL6wn7+nwRcKXIt/re4HcWB6PWa437EHmgzenEtOT0o+s69h2RF9rmTHUxtcc0nXX3Em1i+YQxgt4xrogJSMt/04/g6F1pxVrYn1hzRFYNoDgux2+t8HHO3w6rHn1mQ4fo+8fdNqIfVfo1fPOtdzu1vtApx6H3bGPdmIfU9fb0nXgGvqB+8nTjTFbTNv8Hody7HIrrurJVIxFi2exXJD/XudDy1zNM21jan2hbXb0vTduwNkY5/B/LffYdxV96vkUufIN7XlkvN+7YVtO63rLb/fQu+k+Yr0yNO7BsduxwZzVfEzlgsR4hnZM8YztIUuu3BVO/EKJX+hYmcV/i3MaWr7Bdy2x91LyLSbz2ebWek/e+/vBniOAbCt5P88OhhztG4eova7FuzbGMz0n/mQ44RhiRyxDIf+1XGG7PSVnvP62bDzdlw8lys6FJW+1rXE1bNvcWu9ZcwQ1kRNX8/q8VJemkFNejGdaFiKPWcC5Cjy/yhxDn3t2e0l/axtPy5VYf3hzlzFoeWvZr57NnZNbWMIn7YvU8h2mxP+u86GvRf4V4kZWeX05lervlP9k2UNngx2Tys1VSXHP4lCNOXMdF9LvXxJXA2rPGZWWd+OZEG7o8IEO7z+z/nzj5rN1Pa/F8Pp2SiDuIT6C9kVhm+t+Yl+J4xcp3uFZVp1z1tV5exdYOXx4Z8uPG+o7DNlDoa8deOOGX8Kr6+nvDQ7PeC0G7KNSTsT6qVTOsJ+Ad8Gcp+X7ap8c8Qv0q2eX8bPwHCseHev/o2Dbm1pmMbdK+DR0LaH1fV85qO+7nmQZ+HX9RqbpeyVvAXPKd/d49tfCOhamuckxTswP9V0LwXNZnv3Ctjx4xnFIhsU9T+6k3ncV7Dl+LbOmziMbwtlc3NTx6UNn1n8/2OHDm//fZPBs6Fw6yz89niF33gnbMbtYnI25peMn92e+E9tc+rMl/2KxydgcYGxObCxeWVzR42CqdcTnzpzgI5u/N2/+8nXSTppnsTyv2LjGegzIEGlz8f3Z3uO4sydj9BwWx1CsPKMY5B4d88P9VqxPx5/1tZZPPIXMYn2lddcq9NcTQ7j5qY5LtxM+qT7f0UH+wb7VPPPyvBBDj/EM+ozbXPQqbHlwzovnap1mcQ5+b846Ks4xuhC2OXs+0rYP0bWa2zlzilOD5zly+VoLsM+/EHbtdJ6zY449FbZ1gM57lr7/m/M81PEf6h14XsnyH632yrWjYm3ozVfJ/EKuDo7xbW5MuVdEDCJHvk7g/hWegUNebq31G+bZY89lO53fQXwFPafk+araprcAvZziiI759YkFIm/pQuF9c2GqvQPkn55DZH9QuKDX3eo1aQCvY5O8IeHZy5Fn6/lA4Rb8UeEdz5mLfNNjQCNmR03ZX7Xmv0oxVG7l5ocM5e4nOryvw2fV9xanZE4A64as9WqQaSXzxcwt8AryzRoDNftlCTHnpcKz5YbKwhye8b45zzjXcN5tDiBXRa4xv4ZyK6c9wPHGtTjPOLag51Bi6xtynmNxSPD4Blqv5uTdpvo8pSM1huoMHes/RAyRP9bchV43oHMdOFcslbNixc0seDZbaX3gd5byrGFc8NwF/q9zpXj96iW6Pjbfz/PCvw95XPM4VrK+05qv7APO3527j6ZG7TiG8MWaI4utrY3NdVhzuxLT8PTiWef7mDybyt7Wsa/LYTl7D8+NUh5CR1o5WKn1BBq8tlRiTjpmpvfeYXmR4wNAdlk5Hrr/a8R0mGercLJ2ZIzc1jnOsLFQM99C80z+xnKwcvDSBr8JdtwVEDkHful8/1IfgPdPq7nfPnwfHWPF2pG5ubCvgN1sxQBKuCwcy7HpU3PWJfa/zj3Vcq1UTqxC/1zZ04Ahss3L6Yoh1n9afsXKseasvXp5sRXmWI09wmLrMvGcMftjScjdixv/92xn0ZuWvdPHXhijbb39D7S9WItjGta6pbFstDHbsWY/xHIMLC6twkkOztR193hs5bmznxJbuzPWup3c9az7jtjeU95aFsQpUuOOc2PGeHcvZz/GFyuXj2NxtddUNKwR23vKW8tS2vaiHxAfSq3b4fya1D54vC+KN7+g39mzw7BGA2tEarXvEvXUHND55WPkha/C9t4i3p6bPKeDvAjYfZbOe139xnmNnpz27DCOh3De4FJiT4cAL3/X2rO7dO00zyW9EXb3IWGfC74p50RIvE3yWq09nWLc8fLf9dhhfl0IddcQN+Qj5pOV7AUs178TdrnF5y+zP8HxEM7X99Yk6jUaen2GJ5s5nzkn/3lfUXs/ilLEytQ8sfrKkkt8L/tpiH/os72tfZcsH1bLNa3v7iOUcmauHNPTjtKYkbVvqL6XuaO55p1LcUmVwT4u7+3JcwDyuXFmmdDnIVk8Scne0nVampvadsN6f4/r1nqfPnKp+YTTonS/oiF6PHb2A3iHfI+YbYV1YrmxiMsD33sopn72UsZQ7TkP1CuVcy2yCPPbpba7LofzMuQ7bx5sFXb9lqX0w6HDi70ObX/kXHt9rue4S+WSLof9xdg+Qey38PdHYdx5xYbxwGu4UzmqsTWvvHe6V47ItRIfE3tWH1oc9hDqU1oHXsPNXMvhDYPXs3mc7WP/v6k+D9nfraEudzyk1mx4e+57+s3KwxqytixlB8jzptxHsK37HQeQbRa/rLN3YnsH58LK34APoM9RqJmbnYPSvSYPzV+puac2l2XJImt+Umx07P8zpN9XIW8v7LHzy0pxaHyqXec+ue76DDXInNz4HXSrXk+M987ZC7s0L+XODebum0NFbB/gVSg/8wt7PmmZFutzKzfovdDiEfuAVC6hlath5WmkznTW+pjPUMvl11R7W+4D+vosS4l7eNyydI+3Zsf7nX1IeUbOPH2Ki20N934glkM/ZC7c+p3ntXivRO3jW2sUvDUAeq5sKeO1BqZc3zm2/1FjzYXWmVrGWfa4d3Ya60fsdR1bA3CounNltCNjH+V4bS5DhsXybPV3nMPI/qfIKt4rw/MhDwnIZfHacY54X01onTMk1xf2mW4n79xPy/8Ex/T5cocKzg3mc0CttQ5jxPv20eYAX2TtyVthW99Z++dJu2mZxnvmH3LuPjjGa2F0TsES9/ovQV9b0zs/VvuqWHuiz1q1yuT1JvpchiXLshp2R+3zGmu+Ww2wrTnknaw1K7zmN9euauvcDhN6PUhfWGev9cmvQH7shdD4dWjw/JoSu7CWXYqc/0O3x0qwFN1XA6n4/hhAfBZ+Qe3z6huWC5Zt3hxaLf8X8dma62CWhLniBPsSn4Bsu5Z5/VC5vs/+esNw6Pz5MdBy8ofjEOy3oXU4hDZomAcxPyFlG1i82xd7omFawCdNyapSWYbrmy5tEJtNeDBl/KPhdEK4Jr4oc83TfVPpxGYH7jc8njDXanBiX2y0WxbwDqcN4JqOszXZ0pBCKUfAtbme39Ag8HiT0pO5+e+pcvZFHzdsIyVv+vartQZ47ro27C+8PFzJkeQzfl7LKKvJqsOG1b9DYmnCMckN0jw7pNyNhl30OfeL92Ln71N69gqhxp4GzY9YNob0D/bgFDkke7F7/qclB8GxpewL1bBs8DkT4FmO/dQ41jAEnr3W9NrpRa7fVuLftfPmG8aGtte83I593IukYRysQr8cIG2v6T1hEYuVmEaLgzUIVmFYvpncz2cWtxjZ6UbMRl+FbZvr5YzyWE7pvYd1jKzp0AaAdeFxxXJrnRfQcHhYVSoH801NhzbEMNSGx3xTWyN82IjZ9i2m2lALLZ7aAGBf3DHKZtteYhc5fmQOcmRhi5stA7y34RT7ga1CW6N7aOCzGXjf8rP03Rx7Z66M72rJnVg5Y+WDz40xdVEO+PxF7GGIc+nPh/H2xW0YH8yte1W/1n5Wqa/G59KDW6XnO8+Fvn6p+B16/Qn7I3P7u32eDz0EOwf9CjlSg2u1eAGdKjJPznuWM3j7nNW8dIivq8+gs8622CeI/LoQ1tzi71k/DeGacCPn3G8LPG5QzoObz6XnG+8LVuFkbh2cgmxDPhH4Nve7psD2td5bF7/Bnxt65gbO/35wQBlcDs6sX7K+HAqOqWjZhrMtcte6z+knQIZZtjTkGD6X2txadws/aug37LkvEJ0pfNtXrpX0vXDOO+Nz7vUD+txGi0tT+Wtj6DfYZ0Nl5FhcGdtOhx6dop6xuvTtWz4PZq7+y31HttVOA6wzovZ1jr2WjhsTrD+X8p5j+3/WGVFz13loHy6l75aCFIdWwc7xHzoHr+XXkBy0ueNttbCvcx85yMn/t3KvvbOqYxywdKMlvw65vRkpP+NQsAon8aq+MkrKyOHqHLpx6f14mvSr8ES4hrVIsXWXsTI83cqYOj9b7PHT5EstEf8He2+BQmAqAQA=
</data>
</layer>
<layer name="Road" width="154" height="124">
<data encoding="base64" compression="gzip">
- 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
+ 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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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
+ 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
</data>
</layer>
<layer name="Over" width="154" height="124">
@@ -233,5 +233,12 @@
<property name="monster_id" value="36"/>
</properties>
</object>
+ <object name="to Woods" type="warp" x="4320" y="1760" width="32" height="96">
+ <properties>
+ <property name="dest_map" value="056-1"/>
+ <property name="dest_x" value="768"/>
+ <property name="dest_y" value="928"/>
+ </properties>
+ </object>
</objectgroup>
</map>