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authorScott Ellis <quiche_on_a_leash@hotmail.co.uk>2008-07-03 21:28:40 +0000
committerScott Ellis <quiche_on_a_leash@hotmail.co.uk>2008-07-03 21:28:40 +0000
commitead0ec62ba7123a489ccccc4598a609a44f0880c (patch)
treef23d775ad4508ab8be22c2dcffe479a6f3c9391e
parent74d595f34466131578a633478681f85fb53fc340 (diff)
downloadclientdata-ead0ec62ba7123a489ccccc4598a609a44f0880c.tar.gz
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Visually blocked off paths that lead to nothing on the newer maps
Made maps 9, 26 and 29 fit together nicely
-rw-r--r--maps/new_26-1.tmx24
-rw-r--r--maps/new_28-1.tmx2
-rw-r--r--maps/new_29-1.tmx6
-rw-r--r--maps/new_31-1.tmx2
-rw-r--r--maps/new_9-1.tmx50
5 files changed, 40 insertions, 44 deletions
diff --git a/maps/new_26-1.tmx b/maps/new_26-1.tmx
index cd2e7b1d..355bf364 100644
--- a/maps/new_26-1.tmx
+++ b/maps/new_26-1.tmx
@@ -14,36 +14,36 @@
<tileset name="Untitled" firstgid="257" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/collision.png"/>
</tileset>
- <tileset name="trees" firstgid="259" tilewidth="32" tileheight="32">
- <image source="../graphics/tiles/Woodland_x3.png"/>
- </tileset>
- <tileset name="cave" firstgid="307" tilewidth="32" tileheight="32">
- <image source="../graphics/tiles/cave.png"/>
- </tileset>
- <tileset name="Untitled" firstgid="435" tilewidth="32" tileheight="32">
+ <tileset name="Untitled" firstgid="259" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Woodland_water.png"/>
</tileset>
- <tileset name="Woodland x2" firstgid="552" tilewidth="32" tileheight="64">
+ <tileset name="Woodland x2" firstgid="376" tilewidth="32" tileheight="64">
<image source="../graphics/tiles/Woodland_x2.png"/>
</tileset>
+ <tileset name="Woodland X3" firstgid="392" tilewidth="32" tileheight="96">
+ <image source="../graphics/tiles/Woodland_x3.png"/>
+ </tileset>
+ <tileset name="wooland village" firstgid="408" tilewidth="32" tileheight="32">
+ <image source="../graphics/tiles/Woodland_village.png"/>
+ </tileset>
<layer name="Ground" width="168" height="168">
<data encoding="base64" compression="gzip">
- H4sIAAAAAAAAAO1dTc9d11XeGfQH5CcwadXCOFE/JhYUUNNJaCFVycSkKRXhBwQoxbNSaEVJm5QOEJkwBAaOm3kaux3XbVwBE1xF9tSRIsUz7pLfpfe5z11r77W/zjn3vtfSI9v3Y999zn7O2ut7P5VSemoybi3wG2fMxaMdfrbD2xuYy2ic+XkaQI6e0pqe0rUcK27u8NbFWgh+ktpkoXD01zDGzzdwbWccN4SbP93hlzv86gLvpSc8+0nDeB/BGHc2cH1nHDeEm4+N14VnwrHbHWM/2sD1nXG8uJtsbp5xxhYQ5eYp2uVnnAbY5rnqXD3b89sD2jziQzrb5WfkwP6gJf05Ik97bKYzTh/sD1ran3O2y8/wkLO5z7w5Y23kbO6z7n7GlnHm5/ZwXpPzvdgqRN9qsQlG5UOccXVxM/i5WpvgnZTPhzjzNH7vryo0p2ZGbNizfzUf4lTzbCP3XPeUX0y698cOvUcz709p3FPOBS/dc91TPtjAvCJzXusezbo/8jsRG0I5uvY61KDWNpp1z2c/15ivusR9xd+b+dyq3hmVy62215qIcKOHl6Xx5Z7dS/tx1xE2qKd7jBo/h1l6JuPUcx1zegmvb6ssiOg9mkvCqNXtrTmz7sHjz7BxT5kzSwNz4RAj9nDdT3D8Wi5EdXuuOYnO+6rbuHj/OH9oth81al9b8muU3qQcvX0B+XctF7xniNEjt66ajcs8sfKHWvawHAc9Gbi2fY3815yp2vxlTwcY+TxdFY7i9UX8sq335Vbyeb82J0s8UJnaIk9nz+3Y/DDMidL14V4U9cu2cLR3T1sTXFO8NY4eaz51xGeIe1GNDFOOXrWcDZWnW+LosWI2dx4t8BtbxBY5OnoeLePV5iUtwZ3Ib5xiPsaWOKp62ij/Cut9kXG9Pi05n3VpPM+WLgHneysz92i+QW4uI31ao/MOt8TRVt+oxxP2Y+T4n7Orcz5rjxM63rvp0tdXA1wT79ktxXW9+Inl06qVDR7f+XdG+LpncnRmjKDEqyj/I2PU+Kx1vLvJ50QJaMfehrlHfQG18RNr/Bw8vlu/M6I/wyyOPrxAT4wAr4mfW7lPv2m41hafTwTIzd4x0S9oPSel56Pl99WXImA5iK/X+lLRf9SqxyFHR9Xp65xaOMrXZD23rT7nVp/PUtxkvtTOoef3VZayzByVH9YT41aOjs4Lk3GFo63PjvJpiRiIyuhafWw0N1vmPTKXa8YzzJxo4cOsvEXlaIssXRJq10T1nVPk5lLYWr6QzmcWR3vzgu6mS7uGcxesMdW3sxQ3v7DDF+k12f+PkZsIlKVrz0Xno/t9i0/Q46bn01GelXpgCc/Q3noAY7xvjCm/dT/N54bw8rkdPrfDi8acj5mbCtQn1p4LcrQGOV95zqeD9qenu+gY3n37MD3Rw9Bum11TovjqDn+6w2/v8Jf03jHmLujzxnvB1lDK42OOeTI3t8fqnm/lb7EPuzRfry9hqSaiV4/5ix1eSYfcrOFnDSdmx0v1efusMZ+l8oVmXKMnc709lv3UzHHhpOoDpX3ayyv2/No6dq1fuVa25NYSfzPHccZsfVbm8jvJ5+gS3PypsWYteiWDZa5yTsdhmcj+e86HVVvotjGXUk2Evo81C4r7af+5iMZQRLbgPp5SW0w7Eofja30qLaezIEdZp16Cm3eNNfNgyZ8a3mJ8LlLHYPlTcQy0zZG/0Tgfjo36RSRH/KuwXsLxlOyYdmQPzMUWZ8bRosjt87O5WcPPUbwVjjEvanmvPGU5Uls3hrlF6FNQWetxVOSKyk72JyC3HgbXhHu/v228t1Tsw7rWJfd55OZjYz09u6eWt9baWrF5z5ZHGelxF+NIvL96vlDUMdTXdT/Z/LTkKF9TbW5BCWvXfFk2icrQ2fv83bTPzZrvWrKpxFuWrVZul6dPov8ScyE41q/2jZcrwb5Q9bOqP0H5iePLZx6myzgy59Ep32f5qkfkE9V8552U95Eszc+ROkwNb++nQ53sQTrUsZArwp/30z7PlTco91iG5vip31VfLOsbytf30iFH+Xpr7lWNvySST5Qbr4bf+px6PhL1K8g+r3v8c5XXHuXnUvq1xnXupH1OWD2fLB1LuSKf/zAd8h/H09csv1KOn4/Tof2vvNR1fQDfUZ5Ecx8sfeZxqvcdermfudxF3m9yPmCMmeR0XJWjL6Zl7flZYFmj1x7N5/DuPctrbxzmKuf9WTnCv7vD59P+Hqv8LMW3rGuwfpM/q/7Ukk/Vu58Mmft9+l4u7zu6nuifPQV+eijZTqWc5v/e4X8u8L/J95fnam0wn0g4+XsX+LMdrqcnHOWab4uf1m/j82XJUOamxOxVv5tpI1v+qtY99RVjDU8BGhuz9irVgWT9c3oT8xP3Hfyc1+MbnwHhpnDyywThqHJW5anFT+u3kZs6B9U17qf9Zw9tjyVsEDxTuydvxqr5mjXnFyaObQFzjqxYDvoCI3UCHM8RlGrydC+3uGlxVeUp2kwWP5V/KJ9Rl9Y9GfOdlJdyDdH4ZgmlPeU3qd+fyvrGKcnTiC6FeQhWXqUC/eW6Bjn9VfGltM/Dr13gj5LPUZ0X85P3ZeQmx8p5Tx/JSx4fZbH27x3ts9V7gvK0dZw0YW6zIc8lcxCBMrZmDV5Kl5x8mV4vcVRh+QblmYpwcyQvrTwTHvvuxDVC/Sfin7BqdI6xh4X1XHJ+MuqDd9IY+aDcZZ7+MX3O4ydzk/dzK090xD3K+ZFm+xZxT4zmqWP9w7GeKVITgx5dl8WylPlp5fjcTodyk+2g0Xa6VUsb9ZXOQK7uQv0GaDf22mtXGchR5qdyFPdS3d/xM5adPsuXNLO/cgS811u2MN6fJWt/TxWoq+LrVn6mpX+hnPV8Sads/671rFxlWLkDIhe88xhzvs7/S/05IWecwajRjbGGju1rrIsZ3SPmjDMiKNUXcTx1C2eHfWYDczgjBoylj9qDc3UGrWNG801arvusf2wTfGb3qJ4vo89Dq803ifyulVd+Pqt8W7D8/r21GFinGrWNSjEWy0/g5ZtE52/VzXJO6pmrc1Hatz3fdi9HMedEc6NKvm1rHMxPYD9BLh+qNP9c7Z71/trreAxo6c2isbZ7hfXKrXGPvW3lmlo1VVaMRff0z6bDnKhIvl60j2LpLCy9hrXXf+vw8kGj/FSO1vBtZM/L2v6zLC/Rf4U1Q5HfLJ2PLM9ItG76lNGTy1LbU+BR2rd7lKO16yDjjPRZRn2rmK/E/quWe+HF7zVefhVlZKkOoga9fVlkjZifEdnIMtSKwy8NlK1Rjq4dv2/BzPx99d1gfWXvXtmyxyNq+n/w99ZeKwTb8605KZH1Pzb7PTpf7InMz6zWU+LnS3u/lz++BLbGTwFztPaeRLjJOahrX3MENefDKRevp8u6NPm31AdhTlukJjbXK3Y2evk5K4e8t49SzZnv6mtYg3M16xTtraywaioUIkNVDyjVxNb00axFSZ+s4afXg3fW2rb2qYn4eNl+2ELuQAl8fmGEox4/RYbO6M9TwzWtKYp8x+trh7DOjKqxQ0pxdp5rz76S46jVY3hp+Tli34mcsVTi59L2MOZ2R86IqZGf6ktsqbvgODvLQ9aD9PM9Ok/LOadLcbOmD0qEo5Ys1WcgV4M+4/qu7fDvxjVzb8eR66A1ENpXusZvatUnM+dYDxql82zN9zTjbCuMOXP+ubzv1U4+P+j35c81Ar7PuUqz1kE5avnT5D1PD8r5459Kp19rxvr6rH0Vz2rEnnL6PtalCTdf7vw9rbeOzKtlz0V7J7rPe2cKtZ4tKBA/8loybbZdhL7y3Lkbo1CK4aks7eWm3Lf3L4D3sOUsTwuom9XoAdd2ePri31ZuUEueqdXDcgksYbOzr3zrca0ckHsvEHB/aDljxkJLney19ISflu2hz8zaPb+jWIqfp6C3cI8K5if3YOY+yUvM8Vra56fsV9zLnHuLW3I+15sqh6crERlz68/Q2sAzObRvdYmf3Ht+CY5eS/v8FFh5dWhDes9QrjdVDx9r+bm1M2S3Arbn9MwD1FP+OV1y88fJ13nVZmNZNSrueI3whYu1VxmoPOW4htr5muPm1VX8VurnYY/8xP6i3mfwPIZa39pW4dkx3ANW92vuA/sn6ZKfXyn8Fu613M92FD9x3TH//YvpkBfoj9Pr9+ouZvIzytESUG7odc3gzIycO+tMI/k35seyzxT7aOt+zXIR+fmJHf4OcMOYB8oB3VdH1IExNwUcd8T3UNZY1886QAvn+Nmfzc+lMIOfKAvRbkEO5s458Gznr+/w5wa+s8Nf7/CtC/wNfU95iuchWXt/qT4cP2PJToubT6f9M6CQj3jmE/ZzwO/muMY6kfreflb4XomjCf69pq10M43nJ/INeag2g95HK/7buvf+fTrkKnNUeYr6IPet5PPnvP76d9L++mPc0eKQFcfCe8L7PX6fdVTkpc5H6gTYdmSOqu5dw89Hafl6ztJZwYpW3npx7oewRh8aazXKRytcVY5G9n7lqdU7H+f8Xto/8wvlL8uymni/dS6Scgh1aOtZwvn8S7rk5msXn7V6dedk6JeM19TWZA6N4gvzMpoH1vp7vXz75A6f6rxWS55+y4DIWM5tQh2Oa23x/8wr7xzS6H1Ae5/tKtz/Ze9B/Vw+88Md/ipd8lOu9410+LyV+OnhEf3fyv/q4SfmSkTvVw8/e7g1GshVxDPp0AeAsQCsTc7pYLl4kydTUcd9i/7O6Y3yWx+mS14qeG9HjupnsG99j52Uy9/l+xTl0KnEk0ZCfAHMT+xXrefLiuxo8VfLWNbZTarfag6BZUfW2u4WPwXfTH1crOUS+si2ek5C5Dn4dFq/55/FT7TPeC+38pNK68j2Hu77IgcxzoTPRcn2znFU/v0d+n+JK6Py1llHXnpN30l5me1d5xafJYufjNZeLzW54PIbrBuIHGJfl+VPRp3Ay6NRm6M01xH7q3J0rdzVW5nf5PO0LD+BVWccwQibifG9VOanhZxPFG32nrmJXqFnkqse8C78za/9Ou37vpCfaud76zYjb5318SX64uV8pXyelnemMNZxzppn5D68usPHd/hu5ZgqH1DHUpuKz7Yo+XK9/mfqU2Jd0uMeyiv9v/qaXktlm/hxynPTqt2pBfvPRvNVueldB/bVZDmKvPTOH6rpVYd+Muv9Ur66cFN9Mf8Y+D3LR406ltWTAs+e98a1zhtVyJkN7M9kPye+xmef6vWJDf96cI09GWqdHdHCIc6XGZVfVuImcgbjQHreNZ/d+nw6zKOP9r/iPBKe00fpML7NPEH5E70H6KO2dCyrZ/gDYw1Q/uTy6Tx/Jr6ur+l1o4xk2Ru5Rmt98VrVtzBK9ulz3zoW3vPSM8O5+taZwsJLr8aD+195spTPY+d5PUj7vnWu37Nsh5b9xqpXVr0Qa1pxDWrtEI9jEd618LN0rSj7RvUFb+Eox5lK/nzWSZSbwscSLxVYy+j1rGM+eOus5xkxT1UGvJv29Td9vRRn9uJ8qGerz+ge3HedT+3euBQ/W3RKKybbw9EI32t5ievjcbOlJi5X4612WGmdrfun+/4P0qX+Jvvl64AIf1DmenMRTiJHLR/SLH7eNL7LOgb6G3p8DS1+4eh6WXkMNfFPq4+S5Bc8n8bUEVtAv0XEpmJfB+tvrOOVZA3r+Dk+K0dz9zwX92SOeb5Nax35u2zjoL9hSzX2I89TlL0OuYmyczQ3rT2otqfwU8a6WdDPWj7X2rOTcvdbdQ4v/mn5l/j1d2EMtOPZ9r+T9vlo5d6uzc3RkGtmbkZ62NTGNr09XXsN1vYiivLTekbQDpK17jlPQfnI8s+qtfpRuuSicu/Hxhi/vPge7wv42TvGb67de2k2Sv7NHqiMtp7xaM1jDV8tXmItqXBA7SCx1e91/r7X2wJrWdSPKVDufYXG+MD43gvOZ3v3zjP2+Sl/j4oR8x5t6XksW7wYoeiYGE+qmUPu/d9PT+JbOTn/ffi8+ppl35IamGeSz89a9No+pwRL5xNOjIoPczzSqqm3YpU5u5HP5/b00mjdgsCSgQypD/yDHf4wXdqlLxvff3aHb6T23IcR/JwR09wSRtQEo78B7QPU87Cmvmbvs2J3Pzd+u1S3IHJTOFeSnSwbpb+VcPNV+j5ys1XvGsFP9OufOldboXnfzPXvpTH7oMVXXJ8Izy25+W/Ga5YcFaBdhNyMxEhm8pPvy8j4+5bQcz1er27kxPc7xh+B0r7+T4X3LZ1T9v6R9irivY7v9sbftwa9nqg/h2ORXgyupifJLLTs6yX5ivz8cuf8cjK0h1+zObqkX1drgbyeQDedf5fu8bdhTXWv/OaC1yWI2EO1kGsR20l109a5lWoIenNFauVODTdH+XxqYPX5wblE53Xv4m+t78SaHfE3qm18rPxk3bTnWjx+as4M54jVcrW1jsbjpfqr14g5KD/1HljcjPijHtD/LZ7q+lq9SJbk57PpsDa6lquzdBfMY9Q465J6Jf5OpEdSK6K6gtwHzclCX2L03K8StP8Irq3K0x6e/m2ye0QIWO9kO4jrUCwffESW9ugtJb7JmqjsbNErW3L0kAcz47QsAyPf4dykXN+AFo5i/5GefV9tH/T9WBzMyU6rDsWTublxVSdtuScRviEvazl6q+KzFg9mxGlZV6ipy7UwI45syVPU6zzoZ1k2/kPye/BF9+VXjXFn7vOoZ0Y+yxyN/sYa/qZcjxfMOVVuRs5bt8ar7e9Ry1HkUMlnzkBOejV5/5EOOSq/g3zS+BDL4po5fKPxHqieWcu1jyp+YwZHeSwrP9vqm4W5hypDI9y06iU1JnFv4HXleFoL5aTmcSg4Hi4cZb3Siw9FZLI1h6WAumHt90ZxVMa6l2yZaHHQk6Gai5HjpuaPl+Yz854zvxhe/oVXy2r1ArD0ypxO6emn+LufL7xWgxretPqNojVJNXOwdFSUjfI6n7tyG17L6Y734Hsz+VfipcUvxHVn3fEMPQv4HeVnjpP6nnAzt19r7Oh6unyGemscRvEmwqsROSVR2ai+Mc4Vj9g0I/KXWnmZ42MtR7+W7DNJkaNRX73s6TluvpTs56KHm2gnyR7cKi8ivdSRp5z/ZNkebztj836uvQI92Zjrl+ndk6V5KfLaquHHemkG8qCUj2HxRr/D/BQZ2aNP4nMx4oxJ9Me38JPrWGrymbx6rlyfYGs/xzzHmt41Hpb2OUhsSfdG5qS3vnhecyRfCMdXfnLefGn/XhM19nwkpxbtqZq9XDmnvdg9ucd1bMpLPeO8ps6S5517tmprKqNQ/tTuh9F8DD7XWbht5b2Xxin5BGZitD3Ae3mkZ0M0nqn2N/MS0cNRb75cU4mfk/kvcd5pK5SjLDtz3GQ+sg5yPS3H05n2arRnQ228EM+peiWV+9b0zJdrKj+gz/XEY/U5e27yGqu8VdlpcRM5WfIhlOy0Y8PIng3KT6smPde3JgLUMyK9L2p7ytxM+7rJ5xZcA5SdGC+K+rU8zMqbr4WXF2PhxuS5jKhJt7hjnXGlPtSW8aw6YuWn6iZLrZ8nO9mGGuXrWho1cVg9C+jGBubdwh0r/oE6qecv4PperiNGH6vqJEtcryc7o/xkf5fntzoWfjJP+byqtblpyUndp9Enqfed+8Cq/vuiMa72v7bOi1+r5jWnd3r+9Zw/k7+zBX56OQFezlaJs2vw1KvLQNvA27vQB8V6LubUo18Wf0NtqjXyu5SfXt5bi3/9pcrPrwXJhynltVgcXoKneOa0t4eXbAOUDZaftKbewxvDAuoKs/m5dbTo/zWw6m6Qp7M46vkKvLhiRP/nXjPqf4r6mFQXzfmGkfOtPo4zP8fx1DtbdVYNrmUTqM5l5VUIR9FewvhwTe9V4R3nVVm+YeX83eC4p87PpWHVM3i66oz6W9bvMb4YzQGq9d+y7qscR18r+lxVlx1RT6L87KkNWgtLyU6LoyW9VfK8+Zkf1a8hot9btu31FPf3RfrJcd+v6NlbNcBazLMMHQc+H7CmX4Pl42zx7whHW2Im1vl2kfmOkpkMlKFr+/gQkfj6Gj65CP51hzdpvT1u4uuWv6cmB5BR64+OngHC852ZI415S1viaISfLWeP8/1lWZXLP46O9/GLexnJI3kM38Xz3/j6W2qjMO8yws8ae/5ums9Ngezx2BdkK7poiZ94vlxrnNmKx1j5x1G/n4zHPV1Lex7avrjWVm58a56q8nSkP9rryTiTp1vSRSPys/UMpNp9iXuF5PLtantmoj3NfaYt/lk1J2vEH9eoe1KObmGfH53faZ3TWvN9PAsQ49NcR8RnS2DfDMsvinEh3IMjdaS1OdWngK3aS73crLFJcxDeoNxkfe3bKe8XZY7y+XK4B2Psu/S84mfXvt8zgfv8VnTRHrTKyxIXPJ6Lf/S/dvjPZMfy2XeP/Lye7PoDr/esZd/J5x4ucF/XrA3Zqk3fghFx4BFQv748+2/C68pP9qlbvnQrv2NUXnILPrbSvbRs+mPm6JbAvlF8T/d4y9YWmc35HbgntJ7hc8zgvf7M0TbgPsy+UeSY1oNJv1axp27QOFY/R82320q+7dJYy++kf9a+/l7gPpzzjSonsReb6Ko3MmNb+XZrX+8a2IpNf2y+E45tsl6PvievP6D6qG4Y42O+Xev8Zl/7EvcZfSazcsciEP3rGDhqnZMg8rG1ry/7Um9cjKlxoR7+zOxJPioPtATuDfrmCmuu8UyO42zNJ231FRFutvT1jeaXSl1mtPcIPjujY0DWedtL3XfuHbbG2mPMHWM4a9Ru5biJMqmFm8+mJ/7TZ+D/6E9hW0DqMiP9cWaeMaK5T3ze9lLn7OBZoRY/2Rc2yzemcRKUm1s4r9DiptRvt8hN4Z7IIcxNl+v1zhuUukzpkeP1x5kpMxVa1zErD7SELchPBJ9/sCZHPV2u9ewz4R73SLiTDmP7Ny5+R67Z602C9e0i16z8Qe/8POxrE8FavXKtez36TMAWcJ/FmjM7RvGS7aCl+KkcfSOV+5iJXPvhDq8beCNdxpvw2V7rjMZW4H15Lc0/DyIKK4+3N74X8btEdLlWfub+WLbSj9JhrRriBynvvxKOWvXHeu7SyBzuJfj5ibSNPd7ip3K0h5slv11UtpTO2lO7B+vqavmpHLNkowK5+ekdPmOMIfPl+BTqBjn+a8/1NTlq3Ze1uenxsyQ/+T5ybmipzqFm3/M4KtzknkJfp8/cdu67xW0P3np5a2ndC083QB1B9tMajo6ODVj3aAs6aC2sXHjs2RbpW1Crk2m+DaLUn9qSc89WfJ/XTf8vfHuLxn0jcy9yugHrGBGOzvQlbFUHrYXaVffTpV07Ind5FvSeKydv0fuf3OFThTGU7+o7xlwAtZGUkygvkZu5uXkc5XzuX1y8Pus+b1EHbYGuxVr+uiWQ20PZV+XpqxFdrsTRmefoenPZkg6ag2dfblFW3jLm2YKS30sQ8S208KJmr5+BLfEzcu0YA926vjzqbMVIDPNjxlr2rusWOLoVflp2Tunza/MvAjxjo4WnS+UMlfixFke3wk9dS6y9WWMOpeei59pG1rjn/Oyj/etrcnRL/GzB22mc7+1mmsdPBda4t65xyc8+w7++FkePmZ+qE4zwva0Rn27NgcHcol8ZEO7P4M8aHD02fv4/uHDrkwC5AQA=
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diff --git a/maps/new_28-1.tmx b/maps/new_28-1.tmx
index 0c63ab61..e70a170a 100644
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+++ b/maps/new_28-1.tmx
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diff --git a/maps/new_29-1.tmx b/maps/new_29-1.tmx
index 96088f71..0b3de51d 100644
--- a/maps/new_29-1.tmx
+++ b/maps/new_29-1.tmx
@@ -28,17 +28,17 @@
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diff --git a/maps/new_31-1.tmx b/maps/new_31-1.tmx
index 73a42e5d..2b667358 100644
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+++ b/maps/new_31-1.tmx
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
</data>
</layer>
<layer name="Over" width="140" height="120">
diff --git a/maps/new_9-1.tmx b/maps/new_9-1.tmx
index 56f5ec06..d15a04d6 100644
--- a/maps/new_9-1.tmx
+++ b/maps/new_9-1.tmx
@@ -1,12 +1,12 @@
<?xml version="1.0" encoding="UTF-8"?>
-<map version="0.99b" orientation="orthogonal" width="154" height="124" tilewidth="32" tileheight="32">
+<map version="0.99c" orientation="orthogonal" width="154" height="124" tilewidth="32" tileheight="32">
<properties>
- <property name="overlay0parallax" value="1.0"/>
- <property name="overlay0scrollY" value="0.1"/>
- <property name="overlay0image" value="graphics/images/ambient/clouds.png"/>
- <property name="overlay0scrollX" value="0.2"/>
<property name="minimap" value="graphics/images/minimap_new_9-1.png"/>
<property name="music" value="The Mana World - The Forest.ogg"/>
+ <property name="overlay0image" value="graphics/images/ambient/clouds.png"/>
+ <property name="overlay0parallax" value="1.0"/>
+ <property name="overlay0scrollX" value="0.2"/>
+ <property name="overlay0scrollY" value="0.1"/>
</properties>
<tileset name="Woodland" firstgid="1" tilewidth="32" tileheight="32">
<image source="../graphics/tiles/Woodland_ground.png"/>
@@ -32,59 +32,55 @@
<tileset name="Woodland Village x2" firstgid="819" tilewidth="32" tileheight="64">
<image source="../graphics/tiles/Woodland_village_x2.png"/>
</tileset>
- <!-- Layer data is compressed (GZip) binary data, encoded in Base64 -->
+ <tileset name="" firstgid="835" tilewidth="32" tileheight="32">
+ <image source="../graphics/tiles/Woodland_water.png"/>
+ </tileset>
<layer name="Ground" width="154" height="124">
<data encoding="base64" compression="gzip">
- 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- <object name="graphics/particles/waterfall.particle.xml" type="PARTICLE_EFFECT" x="2112" y="930" width="32" height="32">
- <properties/>
- </object>
+ <object name="graphics/particles/waterfall.particle.xml" type="PARTICLE_EFFECT" x="2112" y="930" width="32" height="32"/>
<object name="ToCave" type="WARP" x="1856" y="2944" width="32" height="32">
<properties>
<property name="DEST_MAP">
4
</property>
- <property name="DEST_Y">
- 768
- </property>
<property name="DEST_X">
992
</property>
+ <property name="DEST_Y">
+ 768
+ </property>
</properties>
</object>
<object name="ToSouth" type="WARP" x="1504" y="3302" width="96" height="64">
<properties>
- <property name="DEST_MAP">
+ <property name="DEST_MAP"
14
</property>
- <property name="DEST_Y">
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<property name="DEST_X">
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</property>
+ <property name="DEST_Y">
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<object name="ToWoodland" type="WARP" x="3968" y="1920" width="64" height="128">
@@ -92,12 +88,12 @@
<property name="DEST_MAP">
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</property>
- <property name="DEST_Y">
- 1968
- </property>
<property name="DEST_X">
832
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