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authorStefan Dombrowski <stefan@uni-bonn.de>2009-12-10 00:33:18 +0100
committerJared Adams <jaxad0127@gmail.com>2009-12-09 16:45:05 -0700
commiteabe0de9e5582931a002893090c804cc4ab2260a (patch)
treea719da80221ef82dd294bb2d917a74a1e2ba716b
parent42f9cec065f51ed266b3e7665e01713895f24de7 (diff)
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Fixing bugs in maps
Many small bug fixes, including the one that was reported by lien on the forum: http://forums.themanaworld.org/viewtopic.php?f=2&t=9069 Notice: This requires an update of the walkmaps.
-rw-r--r--maps/015-1.tmx34
-rw-r--r--maps/025-1.tmx36
-rwxr-xr-xmaps/026-1.tmx28
-rw-r--r--maps/027-1.tmx40
4 files changed, 69 insertions, 69 deletions
diff --git a/maps/015-1.tmx b/maps/015-1.tmx
index f89281c1..55176454 100644
--- a/maps/015-1.tmx
+++ b/maps/015-1.tmx
@@ -10,63 +10,63 @@
<property name="overlay0scrollX" value="0.2"/>
<property name="overlay0scrollY" value="0.1"/>
</properties>
- <tileset name="Woodland" firstgid="1" tilewidth="32" tileheight="32">
+ <tileset firstgid="1" name="Woodland Ground" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Woodland_ground.png"/>
</tileset>
- <tileset name="Woodland x2" firstgid="257" tilewidth="32" tileheight="64">
+ <tileset firstgid="257" name="Woodland x2" tilewidth="32" tileheight="64">
<image source="../graphics/tiles/Woodland_x2.png"/>
</tileset>
- <tileset name="Woodland x3" firstgid="289" tilewidth="32" tileheight="96">
+ <tileset firstgid="289" name="Woodland x3" tilewidth="32" tileheight="96">
<image source="../graphics/tiles/Woodland_x3.png"/>
</tileset>
- <tileset name="Woodland Village" firstgid="321" tilewidth="32" tileheight="32">
+ <tileset firstgid="321" name="woodland village" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Woodland_village.png"/>
</tileset>
- <tileset name="Collision" firstgid="577" tilewidth="32" tileheight="32">
+ <tileset firstgid="577" name="collision" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/collision.png"/>
</tileset>
- <tileset name="woodland-4" firstgid="579" tilewidth="32" tileheight="128">
+ <tileset firstgid="579" name="woodland-4" tilewidth="32" tileheight="128">
<image source="../graphics/tiles/Woodland_x4.png"/>
</tileset>
- <tileset name="woodland-5" firstgid="595" tilewidth="32" tileheight="160">
+ <tileset firstgid="595" name="woodland-5" tilewidth="32" tileheight="160">
<image source="../graphics/tiles/Woodland_x5.png"/>
</tileset>
- <tileset name="woodland-8" firstgid="611" tilewidth="32" tileheight="256">
+ <tileset firstgid="611" name="woodland-8" tilewidth="32" tileheight="256">
<image source="../graphics/tiles/Woodland_x8.png"/>
</tileset>
- <tileset name="forest-cover" firstgid="627" tilewidth="32" tileheight="32">
+ <tileset firstgid="627" name="forest-cover" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Forest_cover.png"/>
</tileset>
- <tileset name="trans-woodland-desert" firstgid="727" tilewidth="32" tileheight="32">
+ <tileset firstgid="727" name="trans-woodland-desert" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/trans_woodland-desert.png"/>
</tileset>
- <tileset name="woodland-village-2" firstgid="855" tilewidth="32" tileheight="64">
+ <tileset firstgid="855" name="woodland-village-2" tilewidth="32" tileheight="64">
<image source="../graphics/tiles/Woodland_village_x2.png"/>
</tileset>
- <tileset name="woodland-swamp" firstgid="871" tilewidth="32" tileheight="32">
+ <tileset firstgid="871" name="woodland-swamp" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Woodland_swamp.png"/>
</tileset>
- <tileset name="Forest" firstgid="1127" tilewidth="32" tileheight="32">
+ <tileset firstgid="1127" name="Forest" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Forest.png"/>
</tileset>
<layer name="Ground" width="140" height="120">
<data encoding="base64" compression="gzip">
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<layer name="Collision" width="140" height="120">
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diff --git a/maps/025-1.tmx b/maps/025-1.tmx
index c54d2c70..d8696c8e 100644
--- a/maps/025-1.tmx
+++ b/maps/025-1.tmx
@@ -6,68 +6,68 @@
<property name="music" value="The Mana World - The Forest.ogg"/>
<property name="name" value="Woodland Swamp"/>
</properties>
- <tileset name="Collision" firstgid="1" tilewidth="32" tileheight="32">
+ <tileset firstgid="1" name="collision" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/collision.png"/>
</tileset>
- <tileset name="Woodland" firstgid="3" tilewidth="32" tileheight="32">
+ <tileset firstgid="3" name="Woodland Ground" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Woodland_ground.png"/>
</tileset>
- <tileset name="woodland-2" firstgid="259" tilewidth="32" tileheight="64">
+ <tileset firstgid="259" name="Woodland x2" tilewidth="32" tileheight="64">
<image source="../graphics/tiles/Woodland_x2.png"/>
</tileset>
- <tileset name="woodland-3" firstgid="291" tilewidth="32" tileheight="96">
+ <tileset firstgid="291" name="Woodland x3" tilewidth="32" tileheight="96">
<image source="../graphics/tiles/Woodland_x3.png"/>
</tileset>
- <tileset name="woodland-4" firstgid="323" tilewidth="32" tileheight="128">
+ <tileset firstgid="323" name="woodland-4" tilewidth="32" tileheight="128">
<image source="../graphics/tiles/Woodland_x4.png"/>
</tileset>
- <tileset name="woodland-5" firstgid="339" tilewidth="32" tileheight="160">
+ <tileset firstgid="339" name="woodland-5" tilewidth="32" tileheight="160">
<image source="../graphics/tiles/Woodland_x5.png"/>
</tileset>
- <tileset name="woodland-8" firstgid="355" tilewidth="32" tileheight="256">
+ <tileset firstgid="355" name="woodland-8" tilewidth="32" tileheight="256">
<image source="../graphics/tiles/Woodland_x8.png"/>
</tileset>
- <tileset name="forest-cover" firstgid="371" tilewidth="32" tileheight="32">
+ <tileset firstgid="371" name="forest-cover" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Forest_cover.png"/>
</tileset>
- <tileset name="trans-woodland-desert" firstgid="471" tilewidth="32" tileheight="32">
+ <tileset firstgid="471" name="trans-woodland-desert" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/trans_woodland-desert.png"/>
</tileset>
- <tileset name="woodland-village" firstgid="599" tilewidth="32" tileheight="32">
+ <tileset firstgid="599" name="woodland village" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Woodland_village.png"/>
</tileset>
- <tileset name="woodland-village-2" firstgid="855" tilewidth="32" tileheight="64">
+ <tileset firstgid="855" name="woodland-village-2" tilewidth="32" tileheight="64">
<image source="../graphics/tiles/Woodland_village_x2.png"/>
</tileset>
- <tileset name="woodland-swamp" firstgid="871" tilewidth="32" tileheight="32">
+ <tileset firstgid="871" name="woodland-swamp" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Woodland_swamp.png"/>
</tileset>
- <tileset name="Forest" firstgid="1127" tilewidth="32" tileheight="32">
+ <tileset firstgid="1127" name="Forest" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Forest.png"/>
</tileset>
<layer name="Ground" width="150" height="120">
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H4sIAAAAAAAAC92dObAtyVGGc6ZcsNrAAIFRDgotGO1IAcipGJ7WcUbowQByBulpJJArRgt6I0c7xIyDgUEgh0AYGikCJIFFBDsui8CGIFhMIhSADLri3T/u139n9enz3rl3nsbI0921ZGVl/pWZ3aeXEhFloXa1ne24Xu3zmPWkhm2zfqdouiKWfWCh9y70voXuoPypqzKnuwPebbD18VTnsnSd/CzGuWN1ZYefeHq7Udtz5CJV67vHv9OnF/rxhX4+od+w+WU2rLb18vmKhJ9qOpCM9WrrGHP8zMmxY+2UDqerfn1LbP3MFWWY6nQvsQXlLMn42dhPYazRmHeSfs4r0yPb1RjjgPbZ67c3D7bpOHrHQp+KMaa+tNDXF/oydCU80H7Sp3BDubL2suec1ElW2srt15K+c2xt6rZlP8dDLyO23D998IruYc57+qa9XP5OI1848o0cz3V3ShbqxvmM1oDXaQ04zp1+c6GXFvpk5Jh660LfOGAX90PEVo01tohN4p1YYn1DvywOTOg3oQ1x6XojtrPyjq0PghgfW2zXr6+HbMxsXfR494yNldE967e3ZrJxzpGZdY6nUQ7g/up3Io95WexzGwtD1Y5L0sbn6X2EuSm2+nC9aN0R25xfi7UPcx1mNMolJGeWe9Wkvdt1iu1cGPdGedqeLHt0Kl7VnTajOvpUrYF7J8YTrl6K075K83JfRJ3RJwsrBf1GOWI1mkAcV7aaY41DH7/FGHOOL2/ndRpP2Loba0xnsdd5Nxwzxj4DG9HPcl2OcFNjK2dJeLgszkN2yvQgTD0zkGdEH1rolYXeEltcvXyQxzmkeTgGXTeeoxE7tKWOGQvdts7jlGyOhYY6nacpx2jo6318bO0zxt5L5jLiOZoT92us17zPx+u8r/NXnPZzlKP4+nxscfX6hT5zsP/3njxGPifhi3MjVuijqpW7fhnLyLPZOCVOx4uRDRkPPX65/Ue5utMpWfbqp8F4I72M2nW/dCep6/N1TJ1DX4sH53zut3o+/6lBH56PHMWVbEy9CGfM/Wtc+x/tv2GhN8Y6/tBHMW7u5c46Zp6zd36TxQ/6mlOYyOY8wpmfd2SyaJ5+feJObDG0x4OY0joZ5SqkemZ5px4XM2xlfuthcEXdMS+RvYkpydm3wlSLtd9yeSr478XFXs9rj88lNqK+amznTFlKMtZo7MwGro8a29yUsoyuT0j2usPDibFu1G80j3Ow1a89dDz9bqyxdT/W+KLfOIorjSs5Pe/+yYV+yuZHWenfRrb0OMk23CeuRteLmm2zspHOR7Lt4a4fKya12MpeYp1LZ9dC7kYu68hPSg93ItdXNsc9/Izq9q49fCVp3234A+UYCSuZ3PTB9Fdq4/IyTnYSJlusfV1mv07Z9U/Z6p6Nk8UGx4nbck/v3o99eL3f/eYU2/NI1el84N5ALs5npIdRPlAH++dQlsMzl78f135L/vuHl4MfWeh1C/3oQj9WrstejzLiQNhhbk6eakdcUf/s623dz0mfs/WXTomnCt7er8YW75n+W9KPc2sxjksfiDXWC/oy/mX2Hcns9T4f+ay7kct1Ko88Ql+I/LqDX4PgWG9Yft640JsWevNCP1Guy96KMs1DGGCuTVxILyznlnWz9RXfzO6Oxxbrcx7WFfDLbEh+1dpzS4xmPJuVSSa/xs/4x+sTJda6yWRsyTgcP/NZzv9RMNX/I7wf2/90/Lop4+E7l5937dA7Fnr3FUnHIuGK8gtnLdbx0H2TnzupPfVAvNG2e7GtWN1sde0h686JTSW2/4ETU5prJuepuTrGJxvvrvFXvqf2D4Mx5eyn6NmF3r3Qew7Qu7BPTGirtaQ64qOhjHbiOR/x5eeEtPMeEZ/U314elO1n8maYORJXplhjy3OqPZ7zYNzRXHXc4+Fd1PEaxLlYehhc9Tj4iwv90pkkewlL95aC50sew1TG+TOvl+209TVKnlxnbOs+cBSvqvXjWhjZrSZjztbP852S8GQ+nslSBjwz4lrIeCgnUN3oevs51GPgJ+IYrvr/0b+y0K+eSbT1by07X1zoC1fYcjsKH24n4Yg+j7oR7fmakrRpSZ1jM8N6xtv7jPqxfsRzJEsmV1ZXkrEzeTOe8l977U/RyFf1+6/6f4hfx9bvnTmXupy/t+x8daE/WOj3yzp21FivTeZZnCNzB/VXvxZr3zjKqeprrK7nJ09fiL9f23oY+rk4dv/Vo+JJ+x9bfv54oT9Z6AXDVcPWcy3m+o451vmYme+bwWOvrvvyF+PB9ZVz+r0adT2OfHTQzv8HPMWf1x8uiavsOuglsNXps8vB5xb61kLfLus2ykOIFdUpJ5M+qJeG/jPGIi6r1WX3AfP/nN6m+/L+/8PL6Fd3eNaE950z+j1q3agd/c8pHszZHyW/yq6zXxpXWZ7K4ywHIG56ffdzL5TttTDX64RyjqE6jbX3f877rvr1/03/dKEPm4wjnqoj77s7/Xguf4rnqI5+nf8FsZ1fp9rjfwlf1Yn+Sv8NnnOvzFGSrTUfxjRig/5H7buv6rl+j5/yWRm2CsqpM9mQPon3rTu9d6D/GttrHVkd7zO+t9NPNjzC80id3yfGdtmzPhmPo/8L7dHbY/wcTsfWi1fEe2Y+Hg+euXhHXOceuq6q8vtX9OLVMe1NLAg78kvC1WR9euz8xEIfX+jzZevHS6x9OuOh8CQ7a91Kb1nOQfvwXoGj+Y7Op7K6LI+5c4DnkTr3wXfQTnjRNdCj/B8GV1lulVG/r0GY8WsSn0zKnIQByi5/1Y+ZO6meOOltP3uFKfojYsiPxZvXYqTfezZGRZ9mNqCN2ol+qhOuTuVJ2fNldw70G9XxnlReQ2c7XkM4wv9cTNFX6f8aXVt4Pq6vLXwxjmFvjySzMCKbC189d+rXsz5Urq+X1oSa7XM9tcjn6bHB84qnduocX7S7xtzLrzKe3i/L8470y+qyPMnzN7+2for/OfRps7ueFcyuLfR7Sp+Pa6w9f9X2+aT8FSsXKcYRD5Rf54ifKNfXS4U54lE6YMzk2tL6aiD3/8QzMcDzJdUJc78c6zz8SH7lz/+N8qS9Z8syWfZyI8+TNGfWCVen5KqR46tjx3PvF+JBzuOYcjw9SmzNiBgoscYD56A8Ste16k6fZlRQ7mPX2P5X0VBO3LHOz+tG/6tkPP0ZnnagX9a31/l9oncGPJ0/Y16N7b3HR+SiLntu3XMe3kv8QmzzoNvAlHgy/vHYx1IeJT2pHTFIXNGHO95KUtZMFpUJd6zzZ2iyfiOetOk5/dR375n+u4N+zj/jo1zzHLl0Xkb86F5iP+/rmPpyrHHkmLoUvrQmhAPKL5xMtmW/mpSXWPuzavyon8yf1xusy+4HOIen51wdC/4cdNbP+Wd8sme39uSSjzqVQ/f/aJRLncLUpXDl+VU//1OOrvoW2zkRixPKVaa2U6zxR8xOaKs2M3jeRJ3see8heTI2CwtH+jl/z93uHeDBunPvSTiFozmpfxRqcX19s+OpX+P8tXJ9nTNbNxVb4UQ6cL1Ipy3W60592Z6Yu6k65nKPwlN8jva71Hz0v2iWN70S6/M0XTdQ7HPbZxi7JK50zbzjqV/f/NYV9VxK66WBhB+XgzrUdS9fsw1tZ8jg/v61VncJHj0PH71f6BtoX40cPxmWLo0rx5Tycs1P68VjW7H6gq146tyRfoxjcxxic3oN1j0Mj46jz8T1es7um3JMCVcZlo5g6lK40vWpz11hqoE/McH5El+ag3QiTAmjNbZ5mK8pn1d7DdY9DI+OI96v4fchZNcMiKkRRvYwdSlccd0QQ5wvscO8XjKoX+8jnCqGFvDwY41Dkg983Ov6vXr9OYGnD/Y7l7/eqdf/C9b/uoyBe9ehiNERjvbwdQlMaW60s8bsZcKRKPNF2rKvyqekvMQayy7T90OdniV4/8F+5/IfPYu89//LUboNX0X/I2w0YID/4zAHIyZHOGqxjpUV41aTY++YuPV2c6x94WxjN5RzDalPjXx91Fj742J9fyEe4Oojydyoj2L8JE9FvWMqy8+Jp0wPl8DYpTDVqd9z/NVy7X+kB81da4n/47CcMTCbr/TJGOt5Bdu7Xau1q0m7Yu1qUsf5eHvOt4FK0kb61zMqHx3IUBI+LXLZm9W5r+rXNfUu2RKXxdVNUcdUv+dYslJmYqFv9T+O+22ue+GBdfQhPr7bj3Vz0s7HY7s6aJvhhLKq3tdsi61cLdZzzOqpQ9cH56YxKYPjqmPqw7eIh0tRf+4m07fsoK3jiPuyMzEkqtaugT/tP0eOO9qt2tizbTOZamxt77gkD2LN81v2IQ6IN855tvaMN+RfjCdxld13nvV93Kj7Kl97jG3Eg/upZv1qrDHDviPdkwfbkWhnYVf295jq9vZY2qx9RRuXxXmpTu/+YjuW+RwyfWU+vO/7u9WfxTwoA/s9zuR6lu5dF7RLie21POqVObXb0vWSjeP16kecVxvD58I5yT6ONdq4oZ3PxfNzylStrNq+z7HaeNr33CrD1U3k2Zcm2tDnSNvSnsJTjTy3Ijb24gfHoB085/GyDBPk4T6MfpPzoFwltnPw8YmFlhxneiyx1YHrQ/Jm9ye8DB60F+X+fiDqh9iQPYQp+X3ahH7E7U0qsdZrZlfa0/XKbcUx7ceYPcV6bqoX/5bwpu0cf64n8s3yecdQjS32Oo2eF8180+OOK9cl9ZblspO1V85DW/ncaW/tMx/Re/3cXsX6q574dYy53C3WmM7imc+ZuJqtvlqbFuv3EjYbl31YVoxHJ8eVnwv6Wn21sXMUW75fYu17ZA/pMcubfL6OMx5Tz3wPrrd3P0S7OF4oN2Nfs/60r+ORsjnuuO9ys09LeFLGBn7a99zKzwVrrPX9auNmj/bmP1tdi+35Heeb5V+0Bd+B6zqlXai7DEfEXI11jkc56qD96PzPMUX/26xOfehr2c7XZxb/qvVzf/Ws9VVsYIx/XMn16cfyVzW283PbsWxGmdY07e/vWWYd3wsvXlnuS3kpEzHqRHs2OyZ/n0+GQc7BMafjbG0249tJOTvfwyh/pfkLSy7n40iZX54jxxjLWsInO2ciP2GEOT/tqnLHHNtM1o94nJJxZ9TRh87Gm3ghHfFZjj33q0dwlf3PLH9FHWudZ7n840T8z9nlPfc8xPVXztjnuuY5BHHi+bpsS32zTY2x/WtscebjldiuE5e/E/N2ylVsTOqIfEfPPxBXdbB9NejINw/7f8m6l506033ErhvasiTlPB5hiTmJ7EudEzv0/8IWiXpWP8qb2bomfcmjWB9ignhp1qZZHfWc5Vtql/kqngtyXq6zVwNT/CbICFu6T4HY4n3EbCs9ZH7Y9Vxiew9OhjH2o/9gjjXH2v/QxtK5+zjHSTWiXTwmkn81ni6/53U1tlikzpgT9O3IVym3cnm4bl4NPPH58lPvTOrvYNAzONkzOdRlxZbl8h+8D5D3ANK20hOvYRE7ma3Uh7kX21fI0CBTBR8/RyWeuE5abL91SUwQq9lc2IZzcB/f90fvd+G54Jzs3zamHE+ncMXnJkQdC7qXT9hi/kFbElt9X/7P7wGkjoUN4kFY4rUxvy7h2FA/6Zy2LODJ8/KKMakHx5V/67IN2lG2Gtu5Oo6IzU6j+0J57YrnxSVu11dlmOr68PdqOPn9oJ1074y/k0H6Yg5E/yDd8h536YC65bVEP78j7njeyHyLPPd8XEVf5mOZTJqT+yl+y5ltHUPkq7Y896W/4/7IX/EbpjXWeLxpXDGHIqaEJz1Dy/eUjMjfj6b5fxbHbgvp0LEhYnlJ+rBcdh/FE43N/oydk9Wpv9uafH1OnTI/5fJTFq4x5692xBz1sYerZ9Gffr3GWuc3Qdn7mbou+Jy//NhzkZ8bMo4QQ1kuQXtQV55Xsw11mfHwfWFMY47+M2Ibx6yPTVv6XMijH/v7RBxXjslmRF/s/01lfY74q9n2HafnkGT6xycivrvQDz35gPp+hiv3USPsud+iTimrrwfZsiX7De3pP3g+WCPPycRbfRgrqEe2o14pp9tvHpQ7Rjw3mwdl3j9rl+HO5WPb0bfanrW20g91/DC4GuHLcTXC0whXz8XaZ1FnLq/HE56PSEdua7X151PZPsOr+rqt/dhjAvdp4+z8LcNVQbsaaxw7lubYYok5XfbfebO2Xq5nmEff0eKcOfZRXPn9TP5/JvGlsiPfkPb3Wgpb/t5E2XXvvIm4oz7d3tkzzyXW+pliixHatkEerxO/mshTdto0HLOedQ3ljDkttjJI9ixXbKjjOByrX7savZv45VjbhTL5ecNREoYca358LmUxkfHMz6k0H9rX7cBy0ccGmJqTthVjU/+sazY2eTF/b9jOsbUBcc1xmb8UtG1GI1npw4mjhjbEnsqOfgeXmM2Oj+LpaPm55N/95HsIaTfpxH0u9U/8TaDelvl/Q78ptjaYYvsNch+f2PUcrRp/jsE5NePZrM0cW7ywD/PG2erYv6Id9ydrfwpX/p+z4/hcbN0EnkbY8veYExvEU4u1LegbPI5m+QnxWsDTxynW33HWrGyydszBfAzH4Wz8Ctp4nlasj3j4nCe0m2x8j4e9Tf9mxug7uMyvCvi7LUb0nScevDviJrGUYcvfIU7ZfUtbZXqbrH+GUY2tb28+ndRRZ3Os/Rhtyn7EJHHG+To2fVzHDLEiDJGX500tthjlmDW2cqv9yGc9a/wd7xqfROz090f8dFxj6zZw1Ynvx6e+JD/1IHyUWOtY+lEd/T2xQJvpfRmaszDoPoTxxe/1dV/A9pTB5zxbnxJbOR3fLda64XEzvlxzPibnSd7ZO636uWF/9+ynMCbx7+vCqa/dt8X1e0luGkskftvB9U25fQ6uT82ba5g6na2P3pehd2b08uz/mpqMKXt6PsZ64pvrIuNdQZI380PEB+WhvigvZRrFZOFr77siL6Mv+3AOvcy/b6h3R/zPEw/eH3FbvorkeMrIsca8ir6MGOP8aQd+0/WjZm+PPR77KIv7GM6HvOakXLIwT5TsjiFiyX0R+VHuFtu16j5fdefk7o5zlfcY8JFENtJtY4uyUpcV9fRFzcjbZbgrscZm22kvmzhe3JazjV8S/rIzfVe2zWQm/nx+JdY4GemD8rIveSp3/68n9q81+Pyphx4Derwjdkb7t0FPmX5JxFn2jizHINd+jTUeK8qKjen5gpe7jTQ+sUU/R3ywPXlTRuLF51XQPpuH51Xadwz5vPu+YlffvvvJBzhybPmzzpor9dFJ32O9Ldzs4UnflplirTePAZ10r4O+j8Mc1HFJ/Usn1DVtQkzQ/zjflvQtVsY5EDfiS7zNNg5xMdkYXlaT8V3uYvXV+HTS+VrPr/9vwdP3FvrBJ9e46u+A/O2F/sb0IL6nrndqzrfhr/w+rV7Gd2K7bbTv2FI58w7iyfelC88zmpH6NeOhY+qI/IUh2s5jWYZFYpa4c9wQ45KLmJ2Mn+PRMafzYtJ/JrFQ3zH1ZwI8T+D3XW+Tsu9fve9KRn0vXM9JMO+RHvsx79ejztl2MmKMIl5ZzjGIiWr7xAD32SfDW014qC9xTrmJtRpbfGb5VYZbn4Ow2GPXm2ONq/Q78U8+iIdZDsp7Bve+U3+T/mr0zWT6ImFLGJFNJsimY7c37eG+iySd01Zz0t5xRRrZkRiijJKN8cHXQwX/KRknm1+LrWzus7hmKHMnYutNcY0rfXNZuPpK7OfhNbbfv7sN8tj3TFzf4yA9+X/F1Gm1rfpkZV4uG81JuzYg2oE+KMuHWqwx7/isscYT68nP/Zbqif0Wa0xVlPnc2I7z8LXA95S+5cn8ekO/RvrOEzbmt59vGk/Sp7D8TDK29Kz/ilXmPstt5rZjXkZ/Id0W8HSseB7CfdqG9iyxxkOGpwyLjM2UqUaOA4+tJennPorzpm4KyjyH69t+zWH0DdyeZ/Fb3o8DMQbutaMORjhq2LIN7e62bLHGCTHH4xn8OUaxcVTnMjjvbJyM55SM7f61gZ+3q6jneqS/q9hv4OHx9Qsx/i+afsvvz/PjmybGwCz2Mv9wvTsWXCduK/FgnjHZeCwnRmhL4nSOMW4L2nv+Rdmz5xSJSepAx8Q215rPa8/feb8M48SWykb3Jgtbj4Pf4nfV70ae87mfdgz0Oj5XTwx4vHTMVitvNgbjoPft7f5woT9a6JsLfWuhb8ca344B2tdxTwxWo2zetHuJLXYyXHAu1coYg4lPn3/3WYyH/Zn6tz15fX3rccGW4uBzsX0mR3Nk7uHY4XP11Kts5bks94VH6jCzoY/Zy/5soT9f6C8W+reF/mqhv44H1wlpU+ZC1Xj5uA38K/azZ2e8PeUssZ4/YznHJ54Zb6Ujx5X6Mx723OrpBVOve3Kdb92P0/n8beDKn514g2GB+UDf57cu+eyy+vga9bXat7w2lvmlDFuS4e8W+vuF/mGh7y70nYX+aaF/Htib+8SScJ8dM1apjnP0bcEYXl7Ao8UaN9QrMURejkH/T/olbLXf8fVqYYuxkNj6GdOb5qjcxJ9Vld7oU6SHLOepsb1OT917DHRs/ctC/wrZOv37Qv8RD+Ih7eyYps0zjM3Yur8d5VoeUzkW11eLtVwun+Mqi6Gd/H5SxxWxpW9+3RbGRtcahDPPmWQ/7fu96iOiTtVfNvPr9KTMFn37twv9d6yxpvr/jQfxkOMXjCk7k6fK+JwrfZWIePHYNlt9Sfqqn/dxn96MF++hYj7n9/05prLrEffj9vIvvx4rXPGdMcQE+3qeSxzpmHXF6qRPX497OP1L4+X1xFyN3Ce5f8nyLdqacma4KtaeeqHP4ZqiLmrkeOvl/f/C9ye8Mp+VxUPHWc/t78fN+q/sWoOuz/q7r4gZHZfI8eL3B7Oe69PxQfuNcMUY6LKU2MrFWOY2Lignzrw9+WS45NgV5R7LHeNZ/q729K/q4/jPrju8FKd9101fT2Xe7tewvlkefCO8fydH88z0qXlKn8Qfda3tZET7qz3XLGOw49gxVSL3PZJtjrU8GovY4xqYse9jzrGVfYq1D3S+2fxdTyXWmK/g4/ry6w7n0k1cl6Cv6rmV/39EO0s37vddl7Int9Sr5wgZFmVPz3PcNsSz21c2Jx+3SY2tLC6XZCGu3Kc07GdyFivzOfsx8ejPKGlcPtv+qNjqdH+hF+NBjv+oOGO+nv0nKZ22WNvasUI7U8fkQ/tQb9R9ibUvoJ2Jh2Y0x3p901/RXsxvvMxxQT9FPBIDxCLx5jpwDBM7XE/Ugcr8G5k+5iWxRR/WMXb/antuHqZ3g4z+53bcuK8a+XnZx9dkMX7auj+pVkcbzcZffN1nFmsz2ZjEeMO4LgPJ15NjW+NTT44drpWMiLF+/B6Tx9cbt5fEludhulZxxKcdeTcIdeX6JLaKbau1Y1u38V5MIt44vuO8oU9J6omfORk7wxLnPyXl5JXhwsf2OM+1kuUGmSw8LrZ/k9gaXbN42HPKFuv1TF3Izr7G2Jd6dKzQ9sSkxqPv8LzDMdFii9li4zCme79ix+4Xi5V77Cbe3e7EjNrONh5x2ZJxXeaMiK3RfQ+XpofJ+10n7tOJK+pC5PmKxzvyot3U3vFbUOftsnK3DceVvI5hljNWdh6834QYK9aO8ZsYcx/q47TkmP2ztsQU9bT3fodLE98feIQkM5/lUp3b3W3i64y4Ik5rrPFGLLjNK9p7HNHW7VhsbNbTf7FdtqZKrGWg3B4LiTNiieuoDfi6zrJ58VzQ8cT9vXtqLh0Tz4mHuh7K+5ApO20u3RAjJdl3m5akf4bJZv1pC8rEtm73OXL8t2Qs2pPznKy8JPyq9R/NaU7GJ7YK+JEaSBhje9FtxsNzfBa/BcD3aRMbI1/g93JR99Ir60Y2arH2IyUZK5Mp46Fx+L7sjPiuQvWh73I/QhxKvgnl3fZcX46XKba4dHxNST3l87mKbtNnHc2z+N52YYyxkHNibJpijTeux9Fa5zp0HWtfvDznKsZDOvcYLUxlzx5l75RzO1L22cZhO8qscsb8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vKrqmNlv1Z68e8HGzQN7+qg+uP7+9k55eSD+VelG40DWtsbv7H72TgafKDxo/b8zNlNtlj1R8d+Tx+Mp99+ODH5f4Awdf4Xqd/c+jMNyOu4dobtWRLVd0P2ITOYxurzsQuXdJdcVejxv+3SKHuzgV47H291/OxS8tlkeorfDXz5O5uZymsfYXjHsPMLTpOz14d9FtW8k46WM573twvhoz/E1A+OxTP5u4avMNkfnFe935osHoozqPl/5F9m+94rd5a9VtlKGaHc9LMzIqWfc/7cej7e5/3ZkyOKgZtaGMKA0sWxLU8UsoLxm9rFAba7sj8XGkoqe9mPJjMdmbD+UBtG5VyzWEyDvTuwBQsfOYu81yikrG9HA8mDvMtOVij8nu9f1ZbP2fPb4q8ixqu/OfOuZPdPxkT6R0ITQmV/M5uFQrNWA8dQ7lrM8kLVfdx6K6UDvI0AyJ6LTZzoxfgbjMbTnulK3it4sfXxHnbX/Cjrt0LWxUN43F6wL0TNorWAVc6LGnWdjpo6OV+2EbByZ7VvskdmGlTyt+NbLq4y//PcvngB0RGT6sopf6oxrBk/ZOPAQ7nX3Xs90UYyZ8f+fP7m/FsHTGn1hynz9v5E2YBhzAx9w53F/W4StcQ7smWxfwT2QtYfaF9U+731VNyfoYVD3j/e0dt7X946/rw/p/znQPNOWhmrfYpQHSl/Z6hGWHvl09wCz4bP3UOm9LObD1hJ6mYXieiqejfTN7FNbxRb8+4Ln1/6T5Jf5/pk+rPb4U+8ZMp5jes7r48rWeiUvformSj5U+uPmcpqfqrkcxG9IRqBY5bi/VUTFe/+yHv9K0v+I5Fn5MlBaVQ+ZDh9Q7Y+OznymTrIJXb8osx9ZPDsCK0OVzcp3eJn8ZW0/dOB/L2fTj/08/uf4fw+/ufEVW9+19XsYd9ffP1qPr4Dnjea/WI9vrMdfgveo4PuNtIrtothXw7Yye93H4jBdyuZxqneI7HNEp/otnb9fj/86W+Uz38eNqObBI1hMsPK8Mh7+0/Xan63Hn5O2++b6/9vr8cfr8dUjD75Y9NFZzOr4TA/6uUE2RxJ1XDc2uNqzj9lgzNf1kwXzFqKZnaO0vl5eD0Ze6sbEz+Cvjvw0eOtbx9+v7shLCEy3IVmW6cHDcvrXwNbjMH9Hxw+P+m+13zLjtS17GTD6DFFedfbJQmOB7n6Y31nvf289/vrIT39zcrpt9vSZRqhjeHQ+eOdGuO7fryKPMjnFxlm3zqEdBtT3Hvc8jW1kcrFab71nzB7zMw/e+u56/O16/N3x/tfOWWZlUPzsaO2Y14OzejWzvyv/bneeV/G1RGT7LDC/KPPXKuj42ePapW8c5dQ/HGXXOL5evNeHicr3GO0qkymV70mxIVE7ztomSO8q+3EgWjprrip/dPYtpgoPbNfl9H5fw24fdtXQg8O2z/Ym2Nt3uhXZnNxARq9qL1R2QJR7vv3Y97Yj/XvBlxfnCLeOw7K6dPaQy+a6HqXsmp3fnd3HagCtnah4ZhaZn68bN7WFtxQfGvPBVuPvrI4XQXZl9VUQ3xPivduLVtdYZpV31x/F8q76+eCt7nfjlHIf5LOc/cYYw0Xjnwjlm6iq76A6V+rvn5mNz1QwE8c2sFf88hm5s+B95+M6mlh/u38ReYvZfmrMRARbd2Z2tbLfxyy2fA/Eo7IFq3WjakwG0n8zY1uU90WCKl/jPExWJ1XXqN+kiLR2ZKyH7bt+dzm7F7vfk53l1VmTXPn8x94maJw3awNfFB7bewyhfmOQ+UwHumMcRTaZHIq8k/GVR6Qj4y303bkH/LLc16fPJWmQzMz6EuKl85hD7EL1hbDxoLr3WBWXi/Ie6VkMfEUHoovxUTwU/cNio6rvPyF07KSLbrtHdGRXZ01qZ56Z2SFMvnfsKs839xbOUz4u4tLJL/ZAUOz5WT8Uu5fxEPOfVHu7Pgr4ecKBym/qn2H/u+PBAXWtquVtz2djuqjnIm9VcTYZBn+9a9F4ivk1Yxt091aorl0UIJ0er6F7vk6mH5CPMMZ1MRu3s9/Z7fX6+4/3okxFNlS0ZV5e5sHiS1G7tPeOd/WK+Va4CLZWBv8+nyM0Zns4VLoz8leMsYj8FHkiyq7oP8tscyar2DtB84GerzrzYkosbSdfz4PnGUvj0bGhMtmq9JVbJI3io0dldunPaERlxm/FZeN/hEpeobUnnfgs9fvDnXbYAw9D57I5MWVNMKKPrQGy8xg/NjCzxsxgcsu/L7XP7/HtTTWGTOlfVUz43lD6XkzbRYxjUeJTjB9ug2sKbWwtmn0fNeOPjr5miN8Ir8bEFbrPVOOkhx3vwMZQ7PtKs7wW9UHX7xX54uZ6XFtO03N1qftNJX9mx4XPXqr1djZeVWIXWBxDNTZAY6nzsrmUeUCl70b+yJ6J97xsyuJMEQZPve54XEvKtXyztvRlDzvrHqBn4PPr+RfW4/fW4/fX4w/W44vr8aUTHrfcmeNm1yv7vdvXH6YfYi856entzjEo81uef645usdehzdAGoTMvxCfzWJBfV2uL2fvqzr19qLFvXbn/x5lrB8rO1770Hr+4fX4yHp8dD0+lsgG355Ve1V1Z3uPWJ8bvHVVyKcaT6G9Qju2FvteIqpnNabZEgea8T66f96817Hn4zuq1nMp6zvVvdk6OkKV94jn0Dig62dAfmNfVjavUNlBXbsBPXPe2GPcp4D1/2of29sLloXR1kW2b3w/2fcI0XnMm+Xn+crT2I19zhDr9wKpQzYWfRT+d9S/EFD/RXJFXbfV3Us/GyMhOgciP0R6X3TPZbLiDkkT/QwK7cq9PWRMpk8ehg2v+FzU60r7ZfEI1ZjHz8tm85bs+YrGbrqOX7TasxaVWc0vI3kaxwOP0o6PUP1WLN5YGROrY0TEN6yt1BiTTjy21Q3JMzQ/mMle9X3P8gL6RpmnzbBl7WMHqv+q+g4Jy9PAxokz/syZscZMHhHRz6D4HLO1bioUe+WixCRHIDlVfXMi6+MDiJfYmHpmPmIv+8RiiTM5GuNCs9irzn5He87rdfXtedtatwoZFZHN/7H+yeIaPO8xW8nj2QaPIXlSxd/ENCguJisDjQ3VNbnqN6J83p01v4/C3kI24V78zPoqs0m2+KEGlDgqBN/u1X7F/v6YB3r+5PTapS5QHFkV96DINZWXvj5HdopbgIei31uZs6hsCd8O6reWVPpZWrZ/VndsaHyV2TH3wjPd/dnQuLnjD1V03MOck86g+IsyXZjVlbUR8zNW40L2Hbes/Xw8QzaGiftwKz4aNNZhPMfqj+rW3bNti89lK/4fswqYokAZAQA=
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</layer>
<objectgroup name="Object Group 4" width="0" height="0">
diff --git a/maps/026-1.tmx b/maps/026-1.tmx
index 6f75ed91..d886aec2 100755
--- a/maps/026-1.tmx
+++ b/maps/026-1.tmx
@@ -10,54 +10,54 @@
<property name="overlay0scrollX" value="0.2"/>
<property name="overlay0scrollY" value="0.1"/>
</properties>
- <tileset name="Collision" firstgid="1" tilewidth="32" tileheight="32">
+ <tileset firstgid="1" name="collision" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/collision.png"/>
</tileset>
- <tileset name="Woodland" firstgid="3" tilewidth="32" tileheight="32">
+ <tileset firstgid="3" name="Woodland Ground" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Woodland_ground.png"/>
</tileset>
- <tileset name="woodland-2" firstgid="259" tilewidth="32" tileheight="64">
+ <tileset firstgid="259" name="Woodland x2" tilewidth="32" tileheight="64">
<image source="../graphics/tiles/Woodland_x2.png"/>
</tileset>
- <tileset name="woodland-3" firstgid="291" tilewidth="32" tileheight="96">
+ <tileset firstgid="291" name="Woodland x3" tilewidth="32" tileheight="96">
<image source="../graphics/tiles/Woodland_x3.png"/>
</tileset>
- <tileset name="woodland-4" firstgid="323" tilewidth="32" tileheight="128">
+ <tileset firstgid="323" name="woodland-4" tilewidth="32" tileheight="128">
<image source="../graphics/tiles/Woodland_x4.png"/>
</tileset>
- <tileset name="woodland-5" firstgid="339" tilewidth="32" tileheight="160">
+ <tileset firstgid="339" name="woodland-5" tilewidth="32" tileheight="160">
<image source="../graphics/tiles/Woodland_x5.png"/>
</tileset>
- <tileset name="woodland-8" firstgid="355" tilewidth="32" tileheight="256">
+ <tileset firstgid="355" name="woodland-8" tilewidth="32" tileheight="256">
<image source="../graphics/tiles/Woodland_x8.png"/>
</tileset>
- <tileset name="forest-cover" firstgid="371" tilewidth="32" tileheight="32">
+ <tileset firstgid="371" name="forest-cover" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Forest_cover.png"/>
</tileset>
- <tileset name="woodland-swamp" firstgid="471" tilewidth="32" tileheight="32">
+ <tileset firstgid="471" name="woodland-swamp" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Woodland_swamp.png"/>
</tileset>
- <tileset name="Forest" firstgid="727" tilewidth="32" tileheight="32">
+ <tileset firstgid="727" name="Forest" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Forest.png"/>
</tileset>
<layer name="Ground" width="150" height="120">
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H4sIAAAAAAAAALWdvc8uyVHF+30G6e7GA+yubzjB9e5CNCEfSQtIDIkxDrBJEDjA9l+JRECKtLaADHS9NmSIXe8VEs/g5+j9zZlTPfMuELSmp6c/qqtOVfX0x8zaWlvv4Yun1n5xD5/cWvvp/Trf06bHM13nF8aZtjzCZO397BF+fg8f347pXz090zM/yn1pebbw0e0aHaM8i4Xv3cNfGN3/13zZ4q/utH962/dn48cvT+SwhW7Pdb884rzn8ynU0S14vhTIU4W/etCj8PbRJ2HL+axyX4d/CV/E0NbmT55+Fd4ZZr56pG80fVbkEc3/H7iajG7m+Qy0fV1cfWCY2sLnoT7n5wr8LMhDmS+Pq2PM8bOGe8ea150wRvooq58/7MEvn46YEP1Jfyu+Ox5Zl7D15SC47XI8Of6kDyM6RrQmXJHXzjvphtp+KV+SrZL9HZWjvImztR2xQH6TDx1XL7vac16nUG6yNminpCfEDfmU7M5/Ts/1UXdHeEzYZB723XHn/q/ClsvfdTZhZG4ZV4lm1uFjCMp+1FaFKY0JPP/Ga/WDsiS/5rbHEp+z3FqUUbkZeYhLxxex7bh7i/7Ip1dyFk1udxbw93PT2yu+4cx/iidvYVMrjMmnvn/LdIwwomffuoffB66u4p/8O2vrzZ2+18W4alRO/SBmFty7bLoF8tptDrHWkcfrmoog+uj/1B/2gTaIPE08mx9y//ypxqNjadPBEa48zvp9jF/5koqOhBE922zV99vzuH2js8L7Fb5UePSxletkVW5uR5l63gVyno0m4ctthMJq8YQ5xxfzffl0HE+pzc8Mc8l+UMcld75TJr4TJ0kelYyWR/0f3fY4rnBFuzWiY330leMj4sr5MlkZ54vSq7bIF9qsylaNcEwMJP6ubY9HYocY0/3catx4HenZ1GrZESNuxxLd7DP9QeIL6+8t55HMOFYT/94+Hd8dR35R9Cf5sA9foJ/ygb99Dz8e8Ojt03G8Ll0UjbLzI3tMnjk/R+WclyviwpywQhu1WLpjZg7tEo8sk+wm6XEb1Nuzz6FujmyJx5mWMOjliKd3BSbo+/juutWx6b5jK/nkEa1uqxJfFP/C2hfWUvsVX74uPyVjypd9WHFPf7rFP72H32pHrKpO+k3ihu3x/g/u4Q8f4Y9Aj9sfxWkb3j3t51Sc18LD/+Z9kH7X5TXh+hYyczocW05zhRH223HlfElx2qo0t+ntLgNazmiUPJW2tr3MyW/apwWY6kh3m7OirPNuCnm/cw9/9gh/+cAXeaT3WOXn3PY3bscxlttyyTPN5SQ+Ob6o/wkDyW8kvSC2NNajzR1hZKPnh/fwozb2gR4n3kdzm+rLxmvXrTPsMk67NbW97LfwO/fwu21vw0ir899xI36vltZDnLhSuNIXjT3Yp01G79m8PPnqczmp/oQZt81edrEwtSxnp4U2d4SRRNM2z7T19f1b1o/+4AfnojY9/DjMbaovtCmjfozitFO8kncJg5QJMan6hclu7Tn2FLZ1mz81XLnOVH1R4Pjnw9t+HpLzYD6Xc5VXidcuE7d/yR5sNsvH8iO/NMLxNhew9VXvoa9ux7E6MeXjwtQWeTLqRxX38sSZ667yEVfEB8t6XrdzwuFq5YWtb9/DX7e9DZisvuTz0nv9V0/HsbbzyPnjPqkXeVMd7KPbMU+nT+TaCPO4H3Qcay5Adm/DkOxehamKHudL8m9XypHOjjyOC/GN6bzy2WplVS8xyEA89ge2fgA6XY7OV/anmoukjZpCPY4Pn+fi84rPmptcWpZ/so1T24/zqzypLtLj+kTf6pg6o4dy9D4qjfMsiUaVp/xchqq7I642SBftj9tOttfbHhNT22PeMVfxlW1z3vBtgSe1keyO6vA9C5pfdp4lWmjXKvmnuGwWx/CVPXU6dOU65Wj96Mq+hjN7TBtI3UtymXHt7ejL1HZH2oo01kt8rW2POdF6FhyfZ7rzzvwd33nmdgwJH762J/1m+x6vZMO6r8ytObZSHl+zcnoU0t4x9elK/bRDKU/yq56XNqSDB+IZ6Vca7crcjvLX1e0R66S+Ma/bQJeZ24ep5blIf48n31/djmOnqT3Ps0o29JmUXYWfhK/e9vO3CZu0W69ved4rrVk5XdIx6hbH6D5P4jRQr1KeuR3tIn0381LWG7+l98IrZSx8CAO0Z+QzcdcRmE588d7LVvrtcV9rSO/x9HEf3Y74IJaSTZ9C+9Rx13XK2Gng+xrb++CW55V87txxnPYT0pYwf1pLd5t/Nq6UPv+y6AdluPXpGw+d+ei293VLO9qQpR3xQZ1WeeJP1255GZa218FKvxl3HMiGVWtzaf3E66p4yrbSewLfy9I4x9/JSMcHt/HaSrKTkp23U70HsE/US/Ir+bZULtHomNA70Kdmi5mPNkX0Jvmrfj6brK5k++jrPH6mP/QJS3v2P5K/7Pfr29EvOZ8q3inOMVN6T/AxNPEteVc4TevQ3k/3kZ8+bIL6p3mL2con2euZt+3y9HLaM7m0Yz+Uj7z/5mMuljZkNTzQzpDHsk+rleE92yWe9IzrhO5T3i/miF2v5DuS3r257fc7Ok+u2Ehfm3Q7pDY5hzC1se9ItsDzpD5v/ZHMJMfXjznh9297GbrsR21VOKbcvDz5yTonuyd+SAvb8r1yS2if8urWhp6pLa7nuOykgyO5V1hz26Rnk+U5i6f1W459HH/pHX97/u72HHx/VUXrmS2hTMSv3jIer/DFy5Hmd7fn/iZ+StbiHelme7Q/ys/9PH5GhthyGtkn2qctfLf9aq59C+5PPrnV+3d5f8b3Sv8cR5T3UmDK569Jj++hZhuUT9rHSloT7hR3W7ulc8+19/clfFG7jieGVI7yXixdNNC3ua3meE++2fHUUTf9ofD07QeGtDb4A+vj2vbj47R/t8JFxXe3+YnXveV9eglTnGsXv4hBH8+5bNhO2mvH+X/ZjcoGKS6suh5f4QvfLz8/wdW725GfwsAKmpROfSXNxMnc9nsZKZMV9TqmtrTvPDD1g0e61m/YRsKWdLDSM9HgtkbpzhPynfVMbbyPmHPxk7Wb5mdJR8KV8voYjfj8KNiK3o5nYSo/UmGQcbYn3TnD1VLUJYzQhslPc06jt30dLM+48DShTg8aR2kf39z2Mt7s2fu/tsfO2yAjj/u80Xu3/bwRxzOMp7pG6yO+T1649DPPZ7JhGX8fS3sJk164LdJYXnqY/GBvx/m3927P8yMjulUH496G44FjFvKI5yrntscj9V12RrbQ7ZjCZp/k/75reF4fuFN8w5d4nOajpaPprPGHj3dwvTO531Gdo/GH2xQFPx9PXNK+jnQ94cL5f2YzKvuT5np19TUZ8Yo2NmFpRC95R99EPFDO5JGwUpXpFiq7JR7I/9FPKl0Yd1/gfdmuZz7L/U5aN3MdqXxV8m++xr+0bF8rH1LZ4BGeeOYm6RrHBqz3jF+c32V/Khq1v1TpPp5wuogDzpstyNeN3m7lE96mkNbbnhbVsdHM96q0z9Hf06q1fMlDfdninP9RnUmGSQ5pTC/cV/aih/pHuHC/nd4jxU/3N8lHVbbKg+ZZtVbodY5wTNtDu6P0CfVx/EMd8PQJdTLuuJutLO3YjKBxlWSmvnGdS9hQSHtFHFvJxieZE4ucs0/r3Fwjogyoy1Nog/mIkdF72Whs7nbFcXdmq8jr1I90DsVxrLy9HW05faTTS4xOlqa8pMWxPCOv8qxtT5t4q7GrbBXl5noqO5Gw5e9TLw3qK23cgvsNb0nO7pOq8RHzpDE7Mcmx75V3ZGLhiq0ir70fvvfBcUy7SFvu+3RoW5a2xxHx5fggr2ibaMOUn5hz3rqt8nGD6znHhMlv8R2R74lXQoUXtenvdbpyLJRsVrc6iV3nL7FYrVcxnvye9hgk3/dxoIc2hP434Vg2ivMV8iU8p9Tb3n85dtyOkYeOrwnliW3iTs9IV7JVqT/kq7/zp/eeq3M0yWcm++5+j/oh3eDz0fucxx3H3dI8LvqSfdpwwX0QbqMSDbr6PG3CcdoDNre9TXDfNtnzKdSpd8c0vqAM3I4RK+QBfSTtX/KFzvc0DzWaE6p8INv0vXarPXc7xvfpERZG8eliPOFJcy2yURvGtTeKNqqiIfGzOj9EfnOP4Nr2mKDcia8l9Me//5L4srS9Dq7Wrp75ekmlx7IJV/ZvX50TSuMftz8cpytPL9r2b4JUOpHKOt88j9uK5PM+vh396xukJ3peEk80qU/kjct+bsfvChJfxCn3yi5ow3nQLQjvepbmoFOcfuaM7+zXS8bq9Cuc0/B5d29PdPga4GK0kJcTgp7z/TfhuPJ5fgZ1q+PpHrndwzRlviQd7kV61Y8eaJRu+Dx/skW6sqzS55DuWJ7akY96tto16YnbjorvXpeuxNDUxrx7ybfGnA5/f3M6pFcT0skX9pkYH73jCVNOz6/fK/qNe/jwgS9hzOlx/yFZp/Emy/kZj271VWtdU9G22xv6Suph0sl0n64eJ42cp+T5D5c5Man9gpSt+pXiHOumMztsZwv8FqXolQ0mBpMueR7HaXWmi2OmyeiZgSuG35yyT3YcpaByOtOv/ascvySbwnEn0+kDe8v4SPymDjA/60l6nPyxZEp8Vd/3c93jfOvIJjJOm5XOOKwt439Eh/pPPK1WPq3ZVPOb3P/ovN6ub+6RT4CpT+/h4+lIj+Sges7mXnSmX3ZSbRMbs9EiPXP/RT0SHc4n4tVx5LynfiUs+blRl7/v03a5VvW47J0u9lFj3+p9Itm69Jxtpb4zj+8FS2vsnJNJ7XTgc8PWNx9hwxTHb67bV7A1t2ed8/kUBcm7o39TERfPiCHinfmIX+JsbRl3lMXo2wtpDklxt3sb7rTWo/k6vROxvd6ybCr/yPgVOlx3uF9M4dVtPH5yPMn3UZaTtZG+FZbocX1VHypsKS/PD1CG9G2ztU1Mua0hJr2s8lO3vQ7mU2Cfzs5ucS93ZWsY5zx1kr2Xc55vgTo+snP8lpDTsbTnuQFfDzjDktso5xltlL93kQb3Z9yT5vSuLftAx7H3UZikrJlO2c2hDmFD44w0nujWfmqH+NOVWEjfCRNNbtNT3G2+f7djCnmcd853XTmXpu+gf3h73p8vOqq5gQ8LPKW1F2HK7QvjWs/zM8rJl1U2jbg44ydlmOwF5U49pu9zTBIbazvizYNk0dsRv7NdRTvnX9O379x+nMUTnxK+mM/xqjopl628v7dxjJTmwxm4d0K6wzVf+r2E88Xo4bcCprbH09ye17P9O/db/7TH6ipv3W70tq9PV+XfrvoOJPWW/F3bUaeTbveQT/6IeuE0c/7V1wyS/TiLJ/4kzLgv9LK+Tu4+fOTL/DyI4twDVM2Rj+yy84o+0HFFbHFOjr7faeRcDfWQGCK+VpR1bBFzbruIE+UlfQtwucX1XT/HtdcxtxobTEtYGPG9X8Qe2/Hxh/Kkf64ojPY8aa7njFbx5Wl6ns/cwjanyb6O7DGfVbhKNCR+ysdznai3PbY8PoEm4kM4cJm4/k92789Vtrf9d3CZ3/WDNM/h6s+9zbU96xf3ynBeVJhJsvV9dk4L7ZLGJyNccd+966Xq5b8kVJfPa25zmt7XJA/ny6vHeG+0fjXiJ7+B45gTz1iHAp/1tpedrkt4NiNd9fIbuKyDYWl7rLo/cn4R85wr5XPHv2TPsTHnK9L3Zqp1wZ+ENt+G5zzn4uNt9ifZz9Rnn9fccEV7kuaivA7/flCaNyD2Kn6+uR3XsSj3Hu6lh4tdU/+ZtiJNtoh49+8s8xm/C7+04zms1L7vo6ANmyxObHHeJ+0l9rq/DIFnlXrLdsnf76p/rzit9FV6p6/mNR1/jk3aVd/zwO/70g/Kz31kNizx1m27Y2ptGWNM4zOVEQ48r+oT3jjmV/qEdGJutIebtiT9m4lX34+9QP7yV8Ra+heJrwOqfyr31cMujc5v+Dp1hYXqnMQWuKeut7Hfpv4pn2NqtJ9Y+7M+Nht2RruvsY3GWpRVCo7T6QVx+twVz6o9h7096wvX+GZ7rjoTZnzP9drO19tcR8VLlavmnRxTlfw/AzYr/6S+VP/aoOyUJrvj/970b685PW+AKe2VZp0clyqd9HHtfwK2aVN0XUC3p/O+whLf/xbwQrQRM2f67baKvPT46F0/fT+44j3/xaB5dJXzPZkezuT/9uk47qvOd53ZP9qPyobyjFiip9qDLVumcamPvxK2OI/m9ijZNT5zmft+FccYy3GsL5/osqBepLkiYtrHVMsJtkb2hfWRFq3fC1Na731j+PJvGY3k7+O96nwXbWmizzFf6RO/keV6y7hjzPd1LO353ZV+pPIP3dqknVK6fITvFai+l0vsyP7NFt/yjPaOcx+Uf5/W23Jd8r3uVai+BUHecs7SMf0B+O50+Dja98q7ztMPkn4/v7C2/drRme44tpIOq88+TvUxKv254zmdL+e4SbJ3bPV2fM9y370F+UHVQR5zbmyLE5MuX/+mJvXWx9YsR/6dnc/kd1av7lmmfEWjz0m4z/F/KaoO0cdvr3D8zDUX2uv0vdEqcE8p5yfo+9R/1vvRLeOKuku9lXz8DImwwTEQZdfR12TzlY9zoLOVJe4+Rf1uq+SD3LaoHseSbILPkY9wRdtxhiff96/6fd+y5tV729PB9RX2MY2jfKzjZfm+x7mRZJt9/93I7xFX//jgd5I1A/eg8H36C9wn/5ewocD0KZRhujBK3+h+w21O+kcsse7l9H7+vsmEPOd+Ac5hneHKfRaxoX8scV9wGqt166P7EvlkH0e7/+E3bKUX1di9GpuJHrdd7vdH5VQvMbQiD/GU+u/yYx5iKdXhcWGM9sbbYftJX3wspnuuOayW9y10l3tBK71138fxkN7hKjrc/lZyVd82mpOPVDzNSxHfa8t+ibaqokfxUd9TOdHoOJgRVx8oU8ZJ14znvq6SxmTkj/jqeCe/0zftXR7Od8b5fXQ+T/+EUDlf23A+kwaON0Z0uN6Q956HewtIH+2Qz0txzMPA8W+1f8LTfKzOvO9uuZzoEzYcW8LBAtpULtHSQYvPU09WP/GqsgprO2LkioxEt+rw+IYr+sK0jsy6ko2sMCB7ceU/gr0dz9H2Qf5Kl67Myek9mX3181+pLaVxvOG22PWK5cSfDtrFL9ot4o58UD3KX62rKA/pcFzpeQc9vFYyuiqL9K8+7ilg+YSvCgN6rx/NdzHN16fO7DH557qWfJzbra0O2VLOs43aYjxhS8/TuiF10XkmG0NbRju3WLqCvzOrvTXkXdB2skuUA8+hsF9r2/fpzMb5t7IqHrttee+2f+ejzvl3i5L8mZb+CZxorfjR21GWle3y/3ry+3GjthLN0sE0J5nw4c+lix3pkt9k+JsRlrYf/3eUmxFnOf8HOdtf2t7+ORYcn6TN+d4H8Yo/9B2aY6z+X8O2RvLvLc/zJfo4RiWOk02dWj5HvPHrk3b8vsFLbL9kwHOWV/hJ+7W0PZ5629sv8ot2hlgQ3ayH/e+hncnKq423T8dxmsuPfRrxnf2scOC89Plijp1SHVNoL9HBd9nt/un+QPs+J7TPvaQVjl03WPdVehJfnA6uKYzKudzncBWvVc7LzlY+YVR0fOse/vge/iQ8I363Oj4F/33sT756//x5OrPk9SR8+PmEpOusY7F6r8h/as97ij+Ynr+XsOGL8yJVnxIOGF+szSv0LC2f3XVbNeIn7Q3pWkDTHPITC3o2o01hg9ct3/fu4fv38HsPbFGWq5V1mY14coYPjmGSjUr48DMGZ7QkHXQ7luKjbyXw/ZU45hxvRVvFlzQH5ecgt/r/6R7+2cb6o344PyXDjrQO2jpoc/svbNEWsh+rlfnzB6628DePdO7zo56xvWQfUn+Ic+KD+5XSGNnx4WlV3HlM2+j7XCuZ+55ifedls1ncVydZJf/otFX6Nz1wpX/Gch8qadva/bf783/Hu4XWpq/g2PGUgmNNslScOkG9Vf2U+Q/v4UeP8GPDEm3U2va4TDhlOvmY7AfHs2mtxXW60nW2mb5ZzvlV39c5wmn1HQ7/p93U9uPNam/wSPe0f4t7uxyD0sX/wviSa/Bn+qZAWsgryWfGPYPnS7ib2h6bfZBf9On+TC/S2Gnkd/x/gI4j1pHOYczIn8qn/xL6fI/TpKvvV/c8r277OVzf907+uK1ku1rP3MZu/D6067bvx+H4irxJui1ZL+3IW8rOv5HlMqaNWNoejwvSJmtztWeePtIL7j90fUv6m+ZrE9919X/E02a5H9Sz6izXaJxGHIzyaC9B9Z1d0k971K1OriF/HLBJX8F1dY6vfL3KsUM+UZ7sU7WeSkwQX673lC9l0VHH2jLWXNbVewpx4TSoTb57u29I+iT743NWczvySPak+u6w913t+zrSKI/qrr5BT57TV7KvordaO08+0+vvbb8X9KeBn7JHvteSNMwBW0pPNCedEz3uQ7oF2rbtSj9U7fVI+yUpj3Sm0HFInujKPSdX1vuq+e5qPt33HSeb9j/+8fa8p9ltVVpjlD6kveur9S/xxflGbPV2lIOPKWbQwL7Ltrhf8bk2YYF5Zwv018Qr09kGebClcX2rkpuv8xKDaS6T9HibM+Ju38h7H5PoeUVjOg+svPxfiOchrTr/yX2EPLejshwfuL4Ktzyf476S+yXTv8jSd3ycn5SXf9dXbW333G9HHgsXc9vjMclNWJxQrrc9xhKuSJf3Ka3zjsZRbuv5T3XP47ZjaWP/o7wJW8mmqj98ZxzRKt5xHyH1RnJw3+J1uL/2fFxjTv8USrhi/bQ1vlbM54tdadM8zdNF6xry9SKobG9He5T25br8fX3EfRztjstO68s8L6Jno7193dqp/v2lekWHn310WjVfSV3jnuD0/wpi2//1dTYGXI2u9I6QZOD8pI5RRm6zlkD71Pb5dXV9J37Ffz1z37NanH4wnW9KOu32o4q7jVT9H97248jKTlXvY8J25Q+T/NN33ROt7KfvJSN/Zbd8Lz33cry+ZXsquqSblR90f+D8TPiocNRxZZ6Oq/RK2OiIqw3yjLhS/bRX6cxo9R9Cx+8oThuVzqT6Nws8aNyb/KHGZ46t9F9WzhNV8+euf3Pb781Jz6dQvlt5Ymvrb8Ko6xUxl2hkGn3T0vY2w+2XZL9YmTnUr/4pMJ0YVXu0cUvL+9TOzqKzn2mfifN9dCZHfsYxJX8ie1Ht9a7+y1rJ/yzu81xX7PLUMsamtn/XHO33G9nmFKeNooyJgcX6Q94Rb24DhUmmd2uDNHlZ2avkS7wv3ifxlePGxPdq7oJrrdID8vWNyUK4WixwfJHmEq/iIs1zOd6oP65rXq/X72O1M59/hXZiWDKivPjeKltCHImfpN/xKD7QTk3hXm1uaX/b6v9veV8Wo6cb3ZVdq2xVdf7FscX56mQT1G/iN/3HfhRnWbfVos/nQZMf1LuvP9M8nY/VzsaRI9qJhRVp1AE/D68y9J8TrtSJt8ZHt0sJW6LhH9rxXVX5XH6r1eNzDZOVEy0+BvL39sq/Vusn3se1HW3iSP5LO9Lq/yYl1lk/3wkoJ6eHeNzS3PYyn8/JLwWN3g+1LVnq2dr2cyTEFG2KMLRae2rf51JULsnBsfUvoOOl+/rEq2qNzGmUXUw+dhR3e8Z6U/3+zxjvj/uthBnamaT3q9XRjZ4k/ze38b73qpz3w9ejSU9H3PeqV0H8ZnnRUO2Jnawcr39/D/8R+lf1LekQz96kcbvX4+sOzt/R3omOq7Duayz+jevK1ib/5/MA1RpQN1qpt/RBo3eHip4zHaMt4lwdMTEZPZQfceT60FGO97SVCiOc/l2QlduHxIfe9ljgu3ili6qL39ggHtKaSeK7y452hue6fL1SdPh+LvfR1TcEk69O8/ijdYgr8bRvKOWtsOW2Z2oZLzxH489Vx2zPHGcVrjYf+K9BZm4flE75JvtxFk/6T/mmb4kmnKc1Wcn5bB6roim9U/hcl+Pbv0PD+bmv+y9grmee5XV9dt9APJCPlOuE/LrOFoinCXQojT6Y+BMN/EZe0hGX78heJyz6fITzQXWP9gVW43Ni8xehvOuE7n0NUHOY3nbiydka/VW+bPFXZid9X9KoH8SF+0HJfkFetwkqO1m9lHm3dNKwWB3E5hV9Svow4ruC+yzW5WeP03hH7awt26TKjvh4iTrMe41v57YfpzJPb/n/T2kOhf+PvKKj23Wb2/K53er/UUyTraCsHSsL0pVG/C0oz3qWtu/HhDqUd7K2ZstDXiU98bj7p27PdR3tf3KeM6/sANcQiZlq/4jbs7S2V9Hq/WQZp1VySTaL3/qgzCkn1q25LfUl/Qc06bbjxm0V8cG8pKUjz2T16crQ274fyZay/krWVfylfE//4utWB/P6uqvnqdaatK/Z5ey+I9HqeprySVdG+yD5PzHVsdk6l4PufV08nU91GtkPpau9pDuTXRfL53U7rpaWeUe8sX2me59d7m5nK74T09I//+6K91lx+SSfN2Hes+8Uca03nR9OtG5pOpclGXEeQfULR/weg69L8RsST/eK9a/wxQLtA99bfJ3b+cl+dITF8Cc5z9YWy04o51ihDSQm1R5poy0lBpOuTu04R0NM96Icbbb+45HGQ2muKvGecX+Pr+jgmUD3HRWt/g9enhdRvrP/OrG9DVN+vpo2oLdadysavR+0IW4fiCvHJrHEdp02YlI0KL/jd8KzteU+SF/P/kMxtT3fSYsw5efkVQ/nf5x3lZ3kt49HdHBue221fFQ2+TPOQfH8V7JPr297f7uV8TPWxFei/Yyf3g/Jvpp/p9yJReKNGJvbEafUA8d7slu0Xc5v0ZO+88M63JYwTkz52qHa2Wz/69tx/YS8c74LV9V38Ko40zxPmrvwuas0Pqd98jUa2So/u89z1hW9blu8H8RRb8f5G+GGMledxMgU4pQT62H5hMlu5R0julbjUZ776K22K34egrwin6q95xUGaK+qtlPcdTzR6v+ec12r9pyTTl3TuX0/Z53oJQ+qfqR/AfD8WtLhue156v9MVbsdbfNZD/l0Tx4Rc7S3yleNI3weeW3X9vVVvk02qzojx/Hdds/1SP0jPNnal8bT+guxkvSM37Sk3CQXna12fOl7I4ke2oWKXtcDYoy+sCNUvsl1fg24WZDmuGKcsnW8jey+zzWqXl/zo31x2+NtEcM+P859Biwrm6U98mn+8KXxaj6k2j/N+QTyV/Xy/+gcZ8lWVfSo7Su0+5xLOi8nmdOOTG0vD16JP+pVt/oW3Cc/yrYoc+LFA/fjpHnIq/spyR/ZIH4TqPo/hPT1NcZaSe8TPqrzD45h1eX/4Em8cJtJXstufQJMOW1VufSccfJCeKLsOwJlvdh9R9u6zoGWxQIxy7QllJnakebRGVBiT9/7J69J14hXX6DeJGevY2r7dVfvA8uortG38NL6DfWN50j5Dsh9el4n63gzPY+pfG/PqBzTk5yVR3hIPFaZ1epc217etFfEGeOL5ZssHzFNv6v0ZB+IL84Lci5Q45905k79qb5HLJvle1RYx2L0ufzZ/8+ejvPXk+Uhbamute3/BZDeAb2+ih79S/At+Ef7XJWraJR9kAxdtsScy1W4XJHWLb+w3NsR78TVgvZJl8uq6ls15vK1d/J75AcTfvV9hDTXTr1Z21H+jlPS6/9NS/mTvRCmfB490X9Gj84i8szqyB6PaOx45rJ3fEzIu1hZx6Ewx0AsTtaOZEEMLm1PZ+Kr96c6Y8yxM210hVXnl9rXOo7bz8TjM5xSF9J5Id/jpzjbdl/bW+bZFb1J//9K70GpHylO/CwIlP8W0j9OvQ5ijxglhlYrm/ClMswvmVXyH53X8vU/la/mgh0XTE/44dpdwuRI5tybPMLFma1I8aR7iZ7qbP3PjLarNDqmdE9+bvn4P3niSnxdWzv8C5xyny3O8i6rte3xelVHuDZajed9Hsr3y7LeSte9/RXYcD27In8/r3SGkURjxZNKNzzu77AVz16C4yk8U5rkTPw5ZmhjFIg5x5Fj158nzF3REcdB9b7o35dL/2VMvHt1q+dGuU7J/l2Rv69znGGEdrLCMa9pT3qip7JZ1X+zz3BMXNBeSKb0f7RdU8u483YXy8N8jr0l3I9kXcVZ3vHFb1ZX+z+dX1pP5Dzn0vbz4L4nnvLXPKTLn5jUnqgRRtyuu56y7Qn16x+UIzym7z9x7ukqjkXTDDo6ynek+3qNMEbcEROpvx3pK9piuxW+kqxH8cR3X6fmPHX6hlRHHf49qPdu+zkCP8M6okN49Hny6nyZ+5dRn2mvE+ZH9KR1IMcx8TGiUUE2qiOs9px2JsndMSEaVJZpC9qcQnB9ULueVsUT30d7kziPXdlBYutDe7dPtmQk/zQncnZmI+EnYU1pnEvtJ/SMvlXn8pTc5wGNqnd7RrvjcqZse8t0dmtHeFxRDzG1hjzEqOu988/1w++d79X8luPKMcU29S7OecyRvEbyp3/+eSH/5F8S5iv9q+pwetJ30jryOqaou6l+laPtqGjjM/XPcdeRT3mXtsei20rH/ox8I1k5xnSf5st1X9ms6ptmlKPGtfyfR29HeX329Lzeq3vVneTvc2JnGHH6Fgvihc9/jfDI/xJWNtP5foZj4ULyJ16IE2Lc8cd7l4nSHU9r22N6bkdcEofOE487H4i10bq/j6/cNqiOtHfYaRD2tK9vas9npM6+feA64ucfFE+6xXVryqrSQ49X64/drp5eBWFKV43PHXOyhcTuZO0Sf47D2epz3KsO5VnaEccVT1Lc7UeFpzT34HWJDq3/JAzo3v9LTpxV9q3yIVynS9887gj8tsr7Ybyntb8RDSM8Uu5uw+aiHPOKV46p1e4pZ/aPtnWy9hc8l41KbXo7pPMKT5w/o3HV2f6ZhC9htfJt/D4ZbdXI1nr8bD+783Ju+31m/n8k/yfYFRpUN+XrGHM8OZ/WtscfceVyXyyesCgeq1990A4xOVueq3JYLc1t3Ohd0PcBOF/ZH6X7Xj/aBX2f7D3YqmTbqvgZpiqa+B4gbLn/T+t9Z3HJxnGVdC+VIzbdllFmczvieMIztTm1Iz3OE29DeR3HjqPUl8XKakxyhqtvBP92Fuf3L9g21271z17u27xia6uz7+y/61DC5Ce37P/Td5JG9FQ4clvl5Zxnlc1iObc1ve1x4XJeURfxr6vbGNbtvOttz5PUP/5LYTRe57tdxR+dBe7WFv8rubb9Pqgz3Lqe8p5nqbVmx/Nmibeiz78Tktb80rz7iB7iyvOMysmW0Hb0tseTeEobpLKOL+VbUAfxPaEd1cU8E54xzJbXMcv+nfk9H687j0hrFed3CpaizfRdxd6OMtU9945q/cT355/Rye+ErO04vpTv3tp673acW0n8ncP9qB+TXVXe7SDt0RyC6iUuWafjRFhO9m/Bc6dz1Df27wqu/F9KFU+qeDrPdGYLK5zK3nEfquwkcSH7W61jVnHtSWQdm23l/w8SXnug86wftEuko1sZ4obY8Wfqg2NNOF1CeQXikGVIJ/XG8aWrzv1We4n8HZD7/Zwnnubx0Xum71U/k39a/xaf0jjevxk4olPxka75d3FGOL2CY/Eu8dVtj+6FHccVZd5D/XNor7eM4456XS8q+V+1U8mepPbII6azzao9/2/7S2Ve/bclYeGqnEe8qb4n4fGX4Jg2g7xjnFijTXL+e/3E29RqzNKmzbjfnv036fx7V0AZAQA=
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</data>
</layer>
<layer name="Collision" width="150" height="120">
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</layer>
<objectgroup name="Object Group 4" width="0" height="0">
diff --git a/maps/027-1.tmx b/maps/027-1.tmx
index fd6b786e..52b4f55e 100644
--- a/maps/027-1.tmx
+++ b/maps/027-1.tmx
@@ -14,74 +14,74 @@
<property name="overlay1scrollX" value="0.227"/>
<property name="overlay1scrollY" value="0.341"/>
</properties>
- <tileset name="Collision" firstgid="1" tilewidth="32" tileheight="32">
+ <tileset firstgid="1" name="collision" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/collision.png"/>
</tileset>
- <tileset name="Woodland" firstgid="3" tilewidth="32" tileheight="32">
+ <tileset firstgid="3" name="Woodland Ground" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Woodland_ground.png"/>
</tileset>
- <tileset name="woodland-2" firstgid="259" tilewidth="32" tileheight="64">
+ <tileset firstgid="259" name="Woodland x2" tilewidth="32" tileheight="64">
<image source="../graphics/tiles/Woodland_x2.png"/>
</tileset>
- <tileset name="woodland-3" firstgid="291" tilewidth="32" tileheight="96">
+ <tileset firstgid="291" name="Woodland x3" tilewidth="32" tileheight="96">
<image source="../graphics/tiles/Woodland_x3.png"/>
</tileset>
- <tileset name="woodland-4" firstgid="323" tilewidth="32" tileheight="128">
+ <tileset firstgid="323" name="woodland-4" tilewidth="32" tileheight="128">
<image source="../graphics/tiles/Woodland_x4.png"/>
</tileset>
- <tileset name="woodland-5" firstgid="339" tilewidth="32" tileheight="160">
+ <tileset firstgid="339" name="woodland-5" tilewidth="32" tileheight="160">
<image source="../graphics/tiles/Woodland_x5.png"/>
</tileset>
- <tileset name="woodland-8" firstgid="355" tilewidth="32" tileheight="256">
+ <tileset firstgid="355" name="woodland-8" tilewidth="32" tileheight="256">
<image source="../graphics/tiles/Woodland_x8.png"/>
</tileset>
- <tileset name="forest-cover" firstgid="371" tilewidth="32" tileheight="32">
+ <tileset firstgid="371" name="forest-cover" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Forest_cover.png"/>
</tileset>
- <tileset name="woodland-swamp" firstgid="471" tilewidth="32" tileheight="32">
+ <tileset firstgid="471" name="woodland-swamp" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Woodland_swamp.png"/>
</tileset>
- <tileset name="Forest" firstgid="727" tilewidth="32" tileheight="32">
+ <tileset firstgid="727" name="Forest" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Forest.png"/>
</tileset>
- <tileset name="Graveyard x3" firstgid="1126" tilewidth="32" tileheight="96">
+ <tileset firstgid="1126" name="Graveyard x3" tilewidth="32" tileheight="96">
<image source="../graphics/tiles/Woodland_graveyard_x3.png"/>
</tileset>
- <tileset name="Graveyard x4" firstgid="1206" tilewidth="32" tileheight="128">
+ <tileset firstgid="1206" name="Graveyard x4" tilewidth="32" tileheight="128">
<image source="../graphics/tiles/Woodland_graveyard_x4.png"/>
</tileset>
- <tileset name="Unbenannt" firstgid="1222" tilewidth="32" tileheight="32">
+ <tileset firstgid="1222" name="Unbenannt" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Woodland_graveyard_crypt.png"/>
</tileset>
- <tileset name="graveyard_ground" firstgid="1285" tilewidth="32" tileheight="32">
+ <tileset firstgid="1285" name="graveyard_ground" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Woodland_graveyard_ground.png"/>
</tileset>
- <tileset name="woodland village" firstgid="1349" tilewidth="32" tileheight="32">
+ <tileset firstgid="1349" name="woodland village" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Woodland_village.png"/>
</tileset>
<layer name="Ground 1" width="150" height="120">
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