diff options
| author | Wombat <hpwombat@yahoo.com> | 2010-08-23 16:32:59 -0400 |
|---|---|---|
| committer | Wombat <hpwombat@yahoo.com> | 2010-08-23 16:34:33 -0400 |
| commit | 588cc5f93b188aafecdebdde62d0667952b7b338 (patch) | |
| tree | 72d29be58dcf1bf94b4ead0b9570d039044838c6 | |
| parent | f06ea1408eec86ca195de2ccda4e7cec9c8653a5 (diff) | |
| download | clientdata-588cc5f93b188aafecdebdde62d0667952b7b338.tar.gz clientdata-588cc5f93b188aafecdebdde62d0667952b7b338.tar.bz2 clientdata-588cc5f93b188aafecdebdde62d0667952b7b338.tar.xz clientdata-588cc5f93b188aafecdebdde62d0667952b7b338.zip | |
Map Fixes and Mob Adds
Map fixes and mob adds to several maps. Removed maps not to be used.
| -rw-r--r-- | maps/002-1.tmx | 50 | ||||
| -rw-r--r-- | maps/012-3.tmx | 144 | ||||
| -rw-r--r-- | maps/012-4.tmx | 557 | ||||
| -rw-r--r-- | maps/012-5.tmx | 41 | ||||
| -rw-r--r-- | maps/012-6.tmx | 30 | ||||
| -rw-r--r-- | maps/027-2.tmx | 6 |
6 files changed, 699 insertions, 129 deletions
diff --git a/maps/002-1.tmx b/maps/002-1.tmx index d19869fc..13070867 100644 --- a/maps/002-1.tmx +++ b/maps/002-1.tmx @@ -1,5 +1,4 @@ <?xml version="1.0" encoding="UTF-8"?> -<!DOCTYPE map SYSTEM "http://mapeditor.org/dtd/1.0/map.dtd"> <map version="1.0" orientation="orthogonal" width="136" height="128" tilewidth="32" tileheight="32"> <properties> <property name="minimap" value="graphics/minimaps/002-1.png"/> @@ -14,45 +13,45 @@ <property name="overlay1scrollX" value="8"/> <property name="overlay1scrollY" value="-2"/> </properties> - <tileset name="Desert1" firstgid="1" tilewidth="32" tileheight="32"> + <tileset firstgid="1" name="Desert1" tilewidth="32" tileheight="32"> <image source="../graphics/tiles/desert1.png"/> </tileset> - <tileset name="Desert2" firstgid="257" tilewidth="32" tileheight="32"> + <tileset firstgid="257" name="Desert2" tilewidth="32" tileheight="32"> <image source="../graphics/tiles/desert2.png"/> </tileset> - <tileset name="Collision" firstgid="513" tilewidth="32" tileheight="32"> - <image source="../graphics/tiles/collision.png"/> + <tileset firstgid="513" name="collision" tilewidth="32" tileheight="32"> + <image source="../graphics/tiles/collision.png" trans="000000"/> </tileset> - <tileset name="Desert x2" firstgid="515" tilewidth="32" tileheight="64"> + <tileset firstgid="515" name="Desert x2" tilewidth="32" tileheight="64"> <image source="../graphics/tiles/desert_x2.png"/> </tileset> - <tileset name="Desert x3" firstgid="531" tilewidth="32" tileheight="96"> + <tileset firstgid="531" name="Desert x3" tilewidth="32" tileheight="96"> <image source="../graphics/tiles/desert_x3.png"/> </tileset> - <tileset name="Desert x5" firstgid="547" tilewidth="32" tileheight="160"> + <tileset firstgid="547" name="Desert x5" tilewidth="32" tileheight="160"> <image source="../graphics/tiles/desert_x5.png"/> </tileset> - <tileset name="tulimshar1" firstgid="553" tilewidth="32" tileheight="32"> + <tileset firstgid="553" name="tulimshar1" tilewidth="32" tileheight="32"> <image source="../graphics/tiles/tulimshar1.png"/> </tileset> - <layer name="Ground" width="136" height="128"> + <layer name="Ground" width="136" height="128" opacity="0.98"> <data encoding="base64" compression="gzip"> - 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 + 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 </data> </layer> <layer name="Fringe" width="136" height="128"> <data encoding="base64" compression="gzip"> - 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 + 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 </data> </layer> <layer name="Over" width="136" height="128"> <data encoding="base64" compression="gzip"> - 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 + 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 </data> </layer> <layer name="Collision" width="136" height="128"> <data encoding="base64" compression="gzip"> - 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 + 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 </data> </layer> <objectgroup name="Objects" width="0" height="0"> @@ -78,8 +77,8 @@ <property name="SCRIPT"> local nb_times = 1 function npc_handler(npc, ch) - do_message(npc, ch, "You know what?") - do_message(npc, ch, string.format("I have already asked this question %d times today.", nb_times)) + do_message(npc, ch, "You know what?") + do_message(npc, ch, string.format("I have already asked this question %d times today.", nb_times)) nb_times = nb_times + 1 do_npc_close(npc, ch) end @@ -91,7 +90,7 @@ <property name="NPC_ID" value="107"/> <property name="SCRIPT"> function npc_handler(npc, ch) - do_message(npc, ch, "Don't you think the guy behind me is my evil twin?") + do_message(npc, ch, "Don't you think the guy behind me is my evil twin?") do_npc_close(npc, ch) end </property> @@ -102,7 +101,7 @@ <property name="NPC_ID" value="109"/> <property name="SCRIPT"> function npc_handler(npc, ch) - local v = do_choice(npc, ch, "Buy", "Sell") + local v = do_choice(npc, ch, "Buy", "Sell") if v == 1 then mana.npc_trade(npc, ch, false, { {525, 0, 800}, {531, 0, 3000}, {530, 0, 8000}, {1199, 0, 3} }) elseif v == 2 then @@ -118,7 +117,7 @@ <property name="NPC_ID" value="132"/> <property name="SCRIPT"> function npc_handler(npc, ch) - do_message(npc, ch, "This is really a nice place.\nDon't you think so?") + do_message(npc, ch, "This is really a nice place.\nDon't you think so?") do_npc_close(npc, ch) end </property> @@ -129,7 +128,7 @@ <property name="NPC_ID" value="128"/> <property name="SCRIPT"> function npc_handler(npc, ch) - do_message(npc, ch, "If I only had a tent...") + do_message(npc, ch, "If I only had a tent...") do_npc_close(npc, ch) end </property> @@ -161,13 +160,6 @@ <property name="DEST_Y" value="3568"/> </properties> </object> - <object name="ToCave" type="warp" x="640" y="3008" width="32" height="32"> - <properties> - <property name="dest_map" value="002-3"/> - <property name="dest_x" value="1200"/> - <property name="dest_y" value="1024"/> - </properties> - </object> <object name="Maggot" type="spawn" x="2784" y="2944" width="640" height="448"> <properties> <property name="eA_death" value="30000"/> @@ -200,7 +192,7 @@ <property name="monster_id" value="0"/> </properties> </object> - <object name="Maggot" type="spawn" x="480" y="2880" width="256" height="288"> + <object name="Maggot" type="spawn" x="512" y="2882" width="256" height="288"> <properties> <property name="eA_death" value="30000"/> <property name="eA_spawn" value="100000"/> @@ -256,7 +248,7 @@ <property name="monster_id" value="1"/> </properties> </object> - <object name="Scorpion" type="spawn" x="576" y="1920" width="736" height="1408"> + <object name="Scorpion" type="spawn" x="518" y="1940" width="736" height="1408"> <properties> <property name="eA_death" value="30000"/> <property name="eA_spawn" value="100000"/> diff --git a/maps/012-3.tmx b/maps/012-3.tmx index 180f18e8..d65662be 100644 --- a/maps/012-3.tmx +++ b/maps/012-3.tmx @@ -1,5 +1,4 @@ <?xml version="1.0" encoding="UTF-8"?> -<!DOCTYPE map SYSTEM "http://mapeditor.org/dtd/1.0/map.dtd"> <map version="1.0" orientation="orthogonal" width="520" height="210" tilewidth="32" tileheight="32"> <properties> <property name="minimap" value="graphics/minimaps/012-3.png"/> @@ -8,19 +7,19 @@ <property name="overlay0image" value="graphics/images/ambient/spotlight.png"/> <property name="overlay0keepratio" value="true"/> </properties> - <tileset name="Cave" firstgid="1" tilewidth="32" tileheight="32"> - <image source="../graphics/tiles/cave.png"/> + <tileset firstgid="1" name="cave" tilewidth="32" tileheight="32"> + <image source="../graphics/tiles/cave.png" trans="ff00ff"/> </tileset> - <tileset name="collision" firstgid="129" tilewidth="32" tileheight="32"> - <image source="../graphics/tiles/collision.png"/> + <tileset firstgid="129" name="collision" tilewidth="32" tileheight="32"> + <image source="../graphics/tiles/collision.png" trans="000000"/> </tileset> - <tileset name="cave X2" firstgid="131" tilewidth="32" tileheight="64"> + <tileset firstgid="131" name="cave X2" tilewidth="32" tileheight="64"> <image source="../graphics/tiles/cave_x2.png"/> </tileset> - <tileset name="Woodland" firstgid="147" tilewidth="32" tileheight="32"> + <tileset firstgid="147" name="Woodland" tilewidth="32" tileheight="32"> <image source="../graphics/tiles/Woodland_ground.png"/> </tileset> - <tileset name="animated wetwall" firstgid="403" tilewidth="32" tileheight="32"> + <tileset firstgid="403" name="animated wetwall" tilewidth="32" tileheight="32"> <image source="../graphics/tiles/cave_ani_wetwall.png"/> <tile id="0"> <properties> @@ -233,27 +232,27 @@ </tileset> <layer name="Ground" width="520" height="210"> <data encoding="base64" compression="gzip"> - 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 + 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 </data> </layer> <layer name="Water shimmer" width="520" height="210"> <data encoding="base64" compression="gzip"> - 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 + 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 </data> </layer> <layer name="Fringe" width="520" height="210"> <data encoding="base64" compression="gzip"> - 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 + 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 </data> </layer> <layer name="Over" width="520" height="210"> <data encoding="base64" compression="gzip"> - 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 + 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 </data> </layer> <layer name="Collision" width="520" height="210"> <data encoding="base64" compression="gzip"> - H4sIAAAAAAAAAO2Ty27ESA4Evb8+X76YgwFPoyUVn8kqRQJxcZfIZJL+5+fn5x8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADn1L7AQAAAB1PUvsDAACAPqxS+wUAAIBaPFJ7BgAAgFo8WqmjngsAAADsROSto54ZAAAArlFLPT8AAOi5ktrXm5kkdRYAANCLR2rPb2Ga1HkAAEAt2VLPczJTpc4FAADyqJZ6vhOZLnU+AAAQo1MrPtR57MRkdc6q3gMAwA58avXdN1n6rMpSQ53lLnzLyqLsHd/VjN5zZt9K3wAAKzypqq5Xk7x4/bydzHw96vTv8VHpHQBgBY+y60V7ds3d6e90MnPNkuKuI+reVfbe1TcI8FY+tfJmsjqzuuut8ngaq8qud5q691Sxb/UtApzG26TM0/JefRc7YBH/E2vq3pF61wDwX3ZWdDZlxhlvwXfHb/xf8ap7PxU7UN/m6Siy7+jxdqpV2T9zXu+7SO+stxDfd1bdU1W5i9WeUalv8SQiquqpzuQEuhT1Nj2HrL5T8jiVJylvKOpLoal5rUh9iyeQpeqe6px2olvqeTtzyer59Fad1a48Kbt21q1l+Inkku0to29U6lvcnWxV91PnNZ2ILPXUc6oy8mRgqeGpD7b9ZtbOurVJ+WT7q9BTffUNnkCVqvupc5tIRGrvEzLz5JqxG48n8GWdkam3XoWXjryyvGZql2x35k4VNVberUqd3SS8UvvejWiGHqln3pHqTLPrTWBFnb08Xqr8vhFr9pX7/qxV5fM0PFJ7PoFInh6p592Vqjyz601hRVV9LF7etpcpd1B9W56+3u9OxSu175PIyNUq9cw7UpVlRc0prKgrP2vvbJ9v5E5d92XpW+13N7xS+z6JrFytUs+9G5XZZtSYilWV2Vl6RX29nSdNvK8Ov7tgldrvqVRn/CT1/LtgVbS+el5Vbt9krR/N2OMDbHtX3Zn3W3WeU/b21lwm7EO1d3UGO+DR1FvYIbuIqvyqc9yFVU3p2+1zMitSe3wT3bl/kzqDHfDI20M967Qcrar2p85wOnd5VeZYIXWWyr3tnsUps3T7PSEzdVYVuWXXm0inpu/7RJ6yqsyxQuo8VXvbNQOL1F49s6gzVGcyjRVl91LPrM4zS1U+1RlO5imnyhyzpc5StbfdMohK7d8ylzpTdSbTWJHa4050qsqnOsPJPOWUlWOH1Fmq9jZ5/kp1ec6alZvQsyK1x52wZhlVhU91hpN5yikjxw6pc1TubVIGnerynjn7W+9iEk9S+9sJT5YRVfhUZziZp5yiOa4qej/qHJV7m5CBSl3eFbVOuIupPEntbzoryqpjqWfpo85wB55yi+Rpkfc7r7fdmZSBWl3eM2u/4S4mY5Xa7wQq8rp776256lud5w5YVFX3s7bnnTrHCfua5qdTXf6jff4J1rHOo77XqXik9rxLXhU9s72r89yJVXXVXH0b9bgjd5rkpVvdM2T06diJ+l53YUVqj9PzmZrRLj6nc6fMelnfZXrdhTspe6uVNdPq3NXZVc4D9v2o/alZldrnqm+1r13JzPFKnu8s9TO8T0U572RlzFSZe4asPdS3uhPezD111bNmZzR1tl187kRmjlfK3OWT1Hl27Khr3snKmClj/pXvolmuelPf6U5U5HenneecONfOPnciO8dvsuzxycOK1JlW76hr1hVZ30eVOVNWBp4ZquqCb6/d/yueW8z0lFFHvcOqeeE60+qaK4rcQdYMk1DNuiLPPXmVPVNmDmqpb3QXPPmtvMtSx6zWXh1eq+dVe9uViky9yuqjzrRrR1Pvw/rmSRXz/M/5nUfK2rCWteV99g7vVDGrtXaFN2vvyR5P5klVdTN6XPVSZ9q1I1V/y/tpc2X3qZ7hTopb3B1LllNUcTurdSPfX717+t7SM+IP4jcUyTq73mofdaZdO1L7WvGr9rKTN+jd/06qmLfye+9MmVLf2ilU551VR1VfzZXUvlb8qr3s5A1691+lip5VM0cyysq5Yi/qOzuNnXPfwWPFXtTeVryqPd15VHuBObeQqcxek2dVZLsq9W2dym657+DxLfuY7u/To9oLzLmFTGV6mDyrMuMnqW/rZHbJfrq/t8062ds3j2ovMOcWvmnlfbeHqj4WqfpapL6t05me/1Rfb513srcrn2ovMOcWvunqvdJDVZ9Vqfp6pL6v05mc/VRfil2o557oacWr2gvMuIMrTfER9ZMpZe8VPxGvkHdfeJox8+rslTlZvUzKrdKvqi/4dzPFR6a3THX383ixeIWaG8bTnLnv5re8zfKkzsiSWZVfq9QZvY0pe7Coun6Why5V7kB9nzsxNb+JnlT7uNLK+5P3sCrFbir6Q2xPyt7ZnjKl7O31EPGqvs+dmJzfND/d+7jaj1WZ96HI4Vvfzgyie1Df1NtQ7uFJXX06fGSoO/+KniczOb9pfpQ7yVCGlx3njnpX9ob8nX1713W/XX2ye2b5OdnDiUzOb5of9V6+yfpd1Idixiyp/alv6k1Y1dWvc7YJuU/asSqTHdkhv4medtjTkyL9P3+r8lilaO5d/SGORTv0sfZT5z9hr6dn0Z2v2hus7Suy49Uaq3WsPSpkqZ85t+d79T29hVV19ensp85etcu35KHIWe0N1ncW3XVWjSxFe2dmF+m3Ukd9T2/hTpV9qm9gRersK3fnkXqeHSC/Pfnck3VfV4reTJaimdzVsPbL9ptRA2JUZ/6plRvI6HOnHTOulPoGd4Ds9iRjb97vq5WVSfTd6ryK3UGM6sw/tXID0R538tTKmn2ltlLqW5wMWe3JlaI1Ir2zlJ3JZ01Lv2yPVTXBt4Pq+lc9vslbf0UZdTL9TJL6FqdDTvtxpWgd7zfR3pWZPKkj5+qaMIdPed9Yejwpo8ZVrYmyeFTfy3TIaT+uFK3T2bsrkyd1z+nxAnvwTZ43kRvyethVGXmp72YyZLQn39RVI6N3Rx5Pstaq9qnOEPJ363nj7fUGVWalvh+ALL6pq0ZG7+osVmStV+1XfVNQs9cndfbaWV17Ud8RQJQrRWpEek/L4dOTxfNKPfXuYCYedfVZ7d+p1d6du1HfEECUK0VqRHpPmP3Oh8WrtXam/8w+oMGjzl6WntVa7du5H/X9AES5UqRGtLe1f+fsFn8ds91JfVtQv+NPdfby9PPWjXiI+I3Opb4dgAhXitSJ9vZ6yJh99ZvObL0Zqm9rd6bkaNEuvax1s+fs2pXaD0CUb4rUiPaO+IjOnplP10x3Ut/WLlh0srfOXld9V3yp72U1P7UfgChX8tbI6O2tF50/M5uueZ6kvq9pZGqKX0U26j1OhKzgNK7krZHVP1LT62HVV1euWRmqb2wKXeryyh3NgtzgNK7krZHVP+In20N2zW7/VX13Qqnp++zudyrkBqdxJW+NrP5RT1keJtXMyFF9b51M0eT/h+5+p0FucDJX8tbI9JDhLeKhItcq/5Yc1Tennt+SS7YyZ+jOTL3fiZAZnMqdPLWqvES9Tcu2coYVqbNRzR3NIlsZPXbI7WTICE7lStEa2X5WpM7SOssu+51MVIqe2VLnqL6BCZANnMCKMmpWe8z0r8pa6UWdTUe+K1L3z9Apee4MecAJrCijZpfXzDm6s1b6UWcz4T6iOXTrTdnuCBnA7jwpq2an5xWdlHeGF/UdnnIXXdo1X5X3iXmp/QF8sqqKHuqZuvxE/Kp8qO9SfQtZOXRo53ynzDEhL7U3gE/uVFU3q0e2l05PHTuI+FDfZcdMT1LcnkXqbLPnVM+gzkntDeCTO1XUzOqR6evqN7UvZT7qu6yYy5J7VgZVUmdaMb/aqzoPtTeAv9ypomZ2r06PlTNU1Y34UN/mhDuYeGvqzCozUPtUZ6H2BvDLlbLrrWpSBhXy+lDlob5P9f4n3ldnDl05d8ynuJ+rmU6aH87kmypqWjUpjwlS5qC+UfW+J96V4t53y3zaHVmkngfgX74ps1ZUE/L4efitQ8oc1DfauedPdffr9KXyUF1/8j2dNjeczaey6mRLlccUKe9CfaOq3U6+qyleKj2o70W1c7VvgH/5powalVJkopb6NtR3qtqrun+VtwlequpOwiu1b4B/+VT0+y5V5zBJE25DfaeK/e50WxWerN9UZKO+m53vDiDKp6zvlarKINo/S5NuQ+2la8fK3lFl+vLOkp2N+m4UN6D2CvDLpyxv1arKYEJP9V389an20JF5Z68qdeWR6WNV6tvZ+RYBPHyT5e0EVeWQWX9nTsrgTp29Vvtalemz+tvOGadz+nywJ5+yvJ2kzAyy6p7CSTncqbPXas+Ion4jc1ZkFe0BAOt8k/X9irLqWPtEcojUg9lcqbOXpV9U1blE+3pnVN8RwKlcyfPNnZ7qZPa6q2fpo94N1HKnzp6ZvldVkYvnm6z51LcEcBp38n5nqZPlNaNvpXeYy526+lV4X5G3bkeWVqnvCOA07hT5duX7Cs+R/p0zwBxWVdmv2nu2PH6qZ1PfEcBp3MlbQ+3b6yOjBuzJqqp6dXjP1KTZ1LcDcDJPUvvzePb43mV2qGFFp/SIyNq7ch71zQCczpPU/jy+s+qpZ4RerlRdP7NXtay9d9gLAHznSRW9Kv1n5qDeDfRyper6mb0q5em9w14A4DsWZfZRz72Sg9oT6G/gp7i+aqYnH16vq/Un7QUAvmNRVX11Bnc+1b7gnBuorO2Z686D16enl3ovMJ9vUnt6C1apaqrmVu8HtPdQVVs9152PiE9PP9VeYD6rUvs8GYuy6ljqTp652ov6Nt5CZf5VdaOzVfh40lTfMA+r1H5Pp0qWHqpZV39TZa2+jZPJzH1Vu84XnT87S/XtQP8NrUg9w6lUyNpDMePd71MyVuVxOk+q2OuEOU/IUn070Hc7VmX5UOcykagy6nfO1nUfGer0oL7DCbdesUv1zKosV2dflXpe6LubDGV5UOc1Basya3fOdPemI8uM91U7jfabjmf2LKln785yZWaL1PNC391cKVIv4kGd2VvwKLvf05uKGaPZdGUd7bkD1rmzpJ67O8enmVelnhP67+abojWjPtS5vQWPMns9vcmeLSuf6owzvO9EpdSzKTPMzl89I9TfzIq8NbM8qXN7G1Zl9rn7vapPZ61Mqe9k0g2uKuJDnUnHna5KPR/03MyTrLWrPKmzexNeZfRa/S2rR1Y+1dleSX0r027wSRm91dlU3uiq1PNBz808aYondXZvYiX7K1Xt31PbMk+G7+x5LVLfTNctrs5vzckrdT6q+1TPB313c6cpntS5vYmV3K80cf+ZtZ58Z83rkfpuqm/RM/tKNhmalIXXY1Yd2BerpnhS5/YWPLl7vrHeQPdMnXllSn0/ihuNzF0hT7/J3la/h/2xaoIndWZvwZu95xvLDWTPVZ3ZSo9Kqe9IcavZN3eqonmo9w71WKX0o87qTXjz93xjuYPsuaozs/SokvqWJvNmRTNR7w76sEjhQ53P23jS33d332V7qJirK7eM3L1S39NEIvntrEgm6p2BBqs6eqszeTNZyvZQNVtHfor8vf3fQDSzXRWZSb0z0GFRRx91HmC/i7+q6ju17kqf6szvpL6jaWRkppDVR2Ym6p2BnlV5a6/2UOcAtnv4q+q+VbU7cqvK/EnqO5pEdl5332XK66E7DzgXiypqWmvDrNvo7FdRt9p/Vs5WqW9nEhOyeurX6WtCHrAHVlXUtNaHc3lSRe1K/xkze6Xe5RQm5NTdz5OH2hfMI0PZddWZgJYVTap71yfLl0fqPU6BjNbyUPuCWWQqs746F9DzpKq6K7L06PLk8fkm3p7RitQeYQZVyuqlzgdmcKequqtare/xkuVXvb9p7JyR17NF6hlhBpXK6qfOCObxVxU1rXqq6+md6VO9r2lUZRStd/f9lSIzr0i9K9DQoaye6qxgFn/V0WNFXp+rtbK9vZnMnFYV9RPxHJF6V9BPpzL6qvOCWfyVoueVrD5XakT8WGu+hcycrIp+/1Qvq+5KDziT3aTOC2bxVxM8XHmxKsNDtOYbiGQ1URGfWbnAWewidU4wj7+a4uObF4sqfcCasuoolDGv9T2ci1eRm4r2AvjlZ4iHv1p5cyX1LKeSlf0OsnqOvoezschbx9NPnQvM5q+m+LjzsiJ1pieyqsxaHt31sniwePbMqN4n9LOiSB3rG4AnPjXdx4rUmZ6GRRm1Ove+WivqVb1DmMWv1D4A7vhURd3s9ytS53oSWXlHa2R4WK3pfXf1Vr1DmMWv1D4AnvhUVp07ZfZf6QF1e826i2of3ttZ7ZntDc7lV2ofACt8yvtdVJkzROvB2o6zbqTah/dmVntmewMAmMJfWd9nKHuGzLpwrYw7ybi3jFm+1cmWeo8AAFb+auXNlTzf3PX0zpBZF67l+Sbz+5U6lpoZXrK8AgBMIEORPtVzqPPdnSpV9PTU65xfvUsAmMuVJnpaUUa/0/PdnQp136THQ8X86l0CwCwsmuor22/l3Nle306munqv1KnwkNUTAM4nImvdb79X+Fr16MmlMnf1LexMhjp7R+/B2+eqjnp/AODjmypqehStbfneM1dFRlN3+nai6vTgvQeL1PsAgFpWlFkz+k2FIvNV5V9RV31ruxNVh5foN6p5AGAOFmXVzfT0Wc+rrOwqdzHBI/jvrNNH9BvlTACgx6NIzSp/V99V+XqqW7mTirwgZ1+W3yJ1V3buubWsOwSA/YnKUqvSp6dGZYbqvdxJfXPg33v2/XmlzgkAaulSh2frt9VZTt2R+uagfsc/xb3VeQFAPd+0+m5VHZ5X+3X66px5Vep7g/ydXqnChzozAOjjU6vvVtTtXe1P1aOjL/TtLksVvtQZAkAP3+T55krKORTeujPo7gc5O+pQhUd1lgDQx6ci336Tep5ubxMygBlEFa2Z6VmdJQD086mMGtF62TNVe+ruBzPJUlaPjBnUmQKAjk9l1cmouQOrUvsE7f5XlNU3cyZ1vgCg41MVNbPqTsEjtWfQ38CdsnyocwGAc/jU9LpqIlJ7B+0N3NXK8qPOBgDO4VPT66qJSu0f+m9gpZZ6JgCAT75pcl01GVLPAD03oPYJABDlm1a+ufubp+YuRKX2Dz03oPYIAJDBpyxvV6WesTKvt+bwZp6k9gcAkME3Wd8/ST1jR2ZvzOHtXEntCwAgiytZ3t5JPV93bm/KAO6l9gYAEOVKlrer35/Im2d/O3dSewMAyOBKq++evgM4lSupfQEAZHCn1XefbwHewq/UPgAAKriS9Q3A2/iV2gcAQBXfZPkd4I38Su0DAEDFp9R+AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAq+D+6oQ4WQKoGAA== + H4sIAAAAAAAAA+2T7ardQK5Ec199nvwyPwIZs223PkvdXgULQnZbKpV0/vPnz5//AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGLhK7QcAAAB0vEntDwAAAPqwSu0XAAAAavFI7RkAAABq8WiljnouAAAAsBORt456ZgAAALhHLfX8AACg505qX19mktRZAABALx6pPX+FaVLnAQAAtWRLPc/JTJU6FwAAyKNa6vlOZLrU+QAAQIxOrfhQ57ETk9U5q3oPAAA7cNXqu1+y9FmVpYY6y134lZVF2Tt+qhm958y+lb4BAFZ4U1VdryZ58fr5Opn5etTp3+Oj0jsAwAoeZdeL9uyau9Pf6WTmmiXFXUfUvavsvatvEOCrXLXyZrI6s3rqrfJ4GqvKrneauvdUsW/1LQKcxtekzNPyXn0XO2ARfxNr6t6RetcA8L/srOhsyowz3oLvjr/4t+JV934qdqC+zdNRZN/R4+tUq7J/5rzed5HeWW8hvu+suqeqcherPaNS3+JJRFTVU53JCXQp6m16Dll9p+RxKm9S3lDUl0JT81qR+hZPIEvVPdU57US31PN25pLV8+2tOqtdeVN27axby/ATySXbW0bfqNS3uDvZqu6nzms6EVnqqedUZeTJwFLDUx9s+82snXVrk/LJ9leht/rqGzyBKlX3U+c2kYjU3idk5sk1YzceT+DLOiNTb70KLx15ZXnN1C7Z7syTKmqsvFuVOrtJeKX2vRvRDD1Sz7wj1Zlm15vAijp7ebxU+f0i1uwr932tVeXzNDxSez6BSJ4eqefdlao8s+tNYUVVfSxevraXKXdQfVuevt7vTsUrte+TyMjVKvXMO1KVZUXNKayoKz9r72yfX+RJXfdl6Vvtdze8Uvs+iaxcrVLPvRuV2WbUmIpVldlZekV9fZ03TbyvDr+7YJXa76lUZ/wm9fy7YFW0vnpeVW6/ZK0fzdjjA2x7V92Z91t1nlP29tVcJuxDtXd1Bjvg0dRb2CG7iKr8qnPchVVN6dvtczIrUnv8Et25/5I6gx3wyNtDPeu0HK2q9qfOcDpPeVXmWCF1lsq97Z7FKbN0+z0hM3VWFbll15tIp6bv+0TesqrMsULqPFV72zUDi9RePbOoM1RnMo0VZfdSz6zOM0tVPtUZTuYtp8ocs6XOUrW33TKISu3fMpc6U3Um01iR2uNOdKrKpzrDybzllJVjh9RZqvY2ef5KdXnOmpWb0LMitcedsGYZVYVPdYaTecspI8cOqXNU7m1SBp3q8p45+1fvYhJvUvvbCU+WEVX4VGc4mbecojmuKno/6hyVe5uQgUpd3hW1TriLqbxJ7W86K8qqY6ln6aPOcAfecovkaZH3O6+33ZmUgVpd3jNrf+EuJmOV2u8EKvJ6eu+tuepbnecOWFRV91rb806d44R9TfPTqS7/0T7/CdaxzqO+16l4pPa8S14VPbO9q/PciVV11Vx9G/W4I0+a5KVb3TNk9OnYifped2FFao/T85ma0S4+p/OkzHpZ32V63YUnKXurlTXT6tzV2VXOA/b9qP2pWZXa56pvta9dyczxTp7vLPUzvE9FOe9kZcxUmXuGrD3Ut7oT3sw9ddWzZmc0dbZdfO5EZo53ytzlm9R5duyoa97JypgpY/6V76JZrnpT3+lOVOT3pJ3nnDjXzj53IjvHX7Ls8c3DitSZVu+oa9YVWd9HlTlTVgaeGarqgm+v3X8rnlvM9JRRR73DqnnhPtPqmiuK3EHWDJNQzboizz15lT1TZg5qqW90Fzz5rbzLUses1l4dXqvnVXvblYpMvcrqo860a0dT78P65k0V8/yf8zuPlLVhLWvL++wdPqliVmvtCm/W3pM9nsybqupm9Ljrpc60a0eq/pb30+bK7lM9w5MUt7g7liynqOJ2VutGvr979/a9pWfEH8RvKJJ1dr3VPupMu3ak9rXiV+1lJ2/Qu/+dVDFv5feWma7/zpL61k6hOu+sOqr6au6k9rXiV+1lJ2/Qu/8qVfSsmjmSkTrnJ6nv7DR2zn0HjxV7UXtb8ar29ORR7QXm3EKmMntNnlWR7arUt3Uqu+W+g8ev7GO6v6tHtReYcwuZyvQweVZlxm9S39bJ7JL9dH9fm3Wyt18e1V5gzi380sr7bg9VfSxS9bVIfVunMz3/qb6+Ou9kb3c+1V5gzi380t17pYeqPqtS9fVIfV+nMzn7qb4Uu1DPPdHTile1F5hxB3ea4iPqJ1PK3it+Il4h777wNGPm1dkrc7J6mZRbpV9VX/DvZoqPTG+Z6u7n8WLxCjU3jKc5cz/Nb3mb5UmdkSWzKr9WqTP6GlP2YFF1/SwPXarcgfo+d2JqfhM9qfZxp5X3J+9hVYrdVPSH2J6UvbM9ZUrZ2+sh4lV9nzsxOb9pfrr3cbcfqzLvQ5HDr76dGUT3oL6pr6Hcw5u6+nT4yFB3/hU9T2ZyftP8KHeSoQwvO84d9a7sDfk7+/Wu6367+mT3zPJzsocTmZzfND/qvfyS9buoD8WMWVL7U9/Ul7Cqq1/nbBNyn7RjVSY7skN+Ez3tsKc3Rfpff6vyWKVo7l39IY5FO/Sx9lPnP2Gvp2fRna/aG6ztK7Lj1Rqrdaw9KmSpnzm353v1PX2FVXX16eynzl61y6/kochZ7Q3WdxbddVaNLEV7Z2YX6bdSR31PX+FJlX2qb2BF6uwrd+eRep4dIL89ue7Juq87RW8mS9FMnmpY+2X7zagBMaozv2rlBjL6PGnHjCulvsEdILs9ydib9/tqZWUSfbc6r2J3EKM686tWbiDa40meWlmzr9RWSn2LkyGrPblTtEakd5ayM7nWtPTL9lhVE3w7qK5/1+OXvPVXlFEn088kqW9xOuS0H3eK1vF+E+1dmcmbOnKurglzuMr7xtLjTRk17mpNlMWj+l6mQ077cadonc7eXZm8qXtOjxfYg1/yvInckNfDrsrIS303kyGjPfmlrhoZvTvyeJO1VrVPdYaQv1vPG2+vL6gyK/X9AGTxS101MnpXZ7Eia71qv+qbgpq9vqmz187q2ov6jgCi3ClSI9J7Wg5XTxbPK/XUu4OZeNTVZ7V/p1Z7d+5GfUMAUe4UqRHpPWH2Jx8Wr9bamf4z+4AGjzp7WXpWa7Vv537U9wMQ5U6RGtHe1v6ds1v8dcz2JPVtQf2Or+rs5ennrRvxEPEbnUt9OwAR7hSpE+3t9ZAx++o3ndl6M1Tf1u5MydGiXXpZ62bP2bUrtR+AKL8UqRHtHfERnT0zn66ZnqS+rV2w6GRvnb3u+q74Ut/Lan5qPwBR7uStkdHbWy86f2Y2XfO8SX1f08jUFL+KbNR7nAhZwWncyVsjq3+kptfDqq+uXLMyVN/YFLrU5ZU7mgW5wWncyVsjq3/ET7aH7Jrd/qv67oRS0/fZ3e9UyA1O407eGln9o56yPEyqmZGj+t46maLJfw/d/U6D3OBk7uStkekhw1vEQ0WuVf4tOapvTj2/JZdsZc7QnZl6vxMhMziVJ3lqVXmJepuWbeUMK1Jno5o7mkW2MnrskNvJkBGcyp2iNbL9rEidpXWWXfY7magUPbOlzlF9AxMgGziBFWXUrPaY6V+VtdKLOpuOfFek7p+hU/LcGfKAE1hRRs0ur5lzdGet9KPOZsJ9RHPo1pey3REygN15U1bNTs8rOinvDC/qOzzlLrq0a74q7xPzUvsDuLKqih7qmbr8RPyqfKjvUn0LWTl0aOd8p8wxIS+1N4ArT6qqm9Uj20unp44dRHyo77Jjpjcpbs8idbbZc6pnUOek9gZw5UkVNbN6ZPq6+03tS5mP+i4r5rLknpVBldSZVsyv9qrOQ+0N4F+eVFEzu1enx8oZqupGfKhvc8IdTLw1dWaVGah9qrNQewP4y52y661qUgYV8vpQ5aG+T/X+J95XZw5dOXfMp7ifu5lOmh/O5Jcqalo1KY8JUuagvlH1vifeleLed8t82h1ZpJ4H4L/8UmatqCbk8efltw4pc1DfaOeer+ru1+lL5aG6/uR7Om1uOJursupkS5XHFCnvQn2jqt1OvqspXio9qO9FtXO1b4D/8ksZNSqlyEQt9W2o71S1V3X/Km8TvFTVnYRXat8A/+Wq6Pddqs5hkibchvpOFfvd6bYqPFm/qchGfTc73x1AlKus75WqyiDaP0uTbkPtpWvHyt5RZfryzpKdjfpuFDeg9grwl6ssb9WqymBCT/Vd/OtT7aEj885eVerKI9PHqtS3s/MtAnj4JcvbCarKIbP+zpyUwZM6e632tSrTZ/W3nTNO5/T5YE+usrydpMwMsuqewkk5PKmz12rPiKJ+I3NWZBXtAQDr/JL1/Yqy6lj7RHKI1IPZ3Kmzl6VfVNW5RPt6Z1TfEcCp3MnzzZPe6mT2eqpn6aPeDdTypM6emb5XVZGL55us+dS3BHAaT/J+Z6mT5TWjb6V3mMuTuvpVeF+Rt25Hllap7wjgNJ4U+Xbl+wrPkf6dM8AcVlXZr9p7tjx+qmdT3xHAaTzJW0Pt2+sjowbsyaqqenV4z9Sk2dS3A3Ayb1L783j2+N5ldqhhRaf0iMjau3Ie9c0AnM6b1P48vrPqqWeEXu5UXT+zV7WsvXfYCwD85k0VvSr9Z+ag3g30cqfq+pm9KuXpvcNeAOA3FmX2Uc+9koPaE+hv4E9xfdVMbz68XlfrT9oLAPzGoqr66gyefKp9wTk3UFnbM9eTB69PTy/1XmA+v6T29BWsUtVUza3eD2jvoaq2eq4nHxGfnn6qvcB8VqX2eTIWZdWx1J08c7UX9W18hcr8q+pGZ6vw8aapvmEeVqn9nk6VLD1Us67+pspafRsnk5n7qnadLzp/dpbq24H+G1qReoZTqZC1h2LGp9+nZKzK43TeVLHXCXOekKX6dqDvdqzK8qHOZSJRZdTvnK3rPjLU6UF9hxNuvWKX6plVWa7Ovir1vNB3NxnK8qDOawpWZdbunOnpTUeWGe+rdhrtNx3P7FlSz96d5crMFqnnhb67uVOkXsSDOrOv4FF2v7c3FTNGs+nKOtpzB6xzZ0k9d3eObzOvSj0n9N/NL0VrRn2oc/sKHmX2enuTPVtWPtUZZ3jfiUqpZ1NmmJ2/ekaov5kVeWtmeVLn9jWsyuzz9HtVn85amVLfyaQbXFXEhzqTjjtdlXo+6LmZN1lrV3lSZ/clvMrotfpbVo+sfKqzvZP6Vqbd4JsyequzqbzRVanng56bedMUT+rsvsRK9neq2r+ntmWeDN/Z81qkvpmuW1yd35qTV+p8VPepng/67uZJUzypc/sSK7nfaeL+M2u9+c6a1yP13VTfomf2lWwyNCkLr8esOrAvVk3xpM7tK3hy93xjvYHumTrzypT6fhQ3Gpm7Qp5+k72tfg/7Y9UET+rMvoI3e883lhvInqs6s5UelVLfkeJWs2/uVEXzUO8d6rFK6Ued1Zfw5u/5xnIH2XNVZ2bpUSX1LU3my4pmot4d9GGRwoc6n6/xpn/fPX2X7aFirq7cMnL3Sn1PE4nkt7Mimah3Bhqs6uitzuTLZCnbQ9VsHfkp8vf2/wLRzHZVZCb1zkCHRR191HmA/S7+VVXfqXVX+lRn/iT1HU0jIzOFrD4yM1HvDPSsylt7tYc6B7Ddw7+q7ltVuyO3qszfpL6jSWTn9fRdprweuvOAc7Gooqa1Nsy6jc5+FXWr/WflbJX6diYxIau3fp2+JuQBe2BVRU1rfTiXN1XUrvSfMbNX6l1OYUJO3f08eah9wTwylF1XnQloWdGkuk99snx5pN7jFMhoLQ+1L5hFpjLrq3MBPW+qqrsiS48uTx6fX+LrGa1I7RFmUKWsXup8YAZPqqq7qtX6Hi9ZftX7m8bOGXk9W6SeEWZQqax+6oxgHv+qoqZVb3U9vTN9qvc1jaqMovWevr9TZOYVqXcFGjqU1VOdFcziX3X0WJHX52qtbG9fJjOnVUX9RDxHpN4V9NOpjL7qvGAW/0rR805Wnys1In6sNb9CZk5WRb9/q5dVd6UHnMluUucFs/hXEzzcebEqw0O05heIZDVREZ9ZucBZ7CJ1TjCPfzXFxy8vFlX6gDVl1VEoY17rezgXryI3Fe0F8Jc/Qzz8q5U3d1LPcipZ2e8gq+foezgbi7x1PP3UucBs/tUUH09eVqTO9ERWlVnLo6deFg8Wz54Z1fuEflYUqWN9A/DGVdN9rEid6WlYlFGrc++rtaJe1TuEWfyV2gfAE1dV1M1+vyJ1rieRlXe0RoaH1Zred3dv1TuEWfyV2gfAG1dl1XlSZv+VHlC316y7qPbhvZ3Vntne4Fz+Su0DYIWrvN9FlTlDtB6s7TjrRqp9eG9mtWe2NwCAKfwr6/sMZc+QWRfulXEnGfeWMcuvOtlS7xEAwMq/WnlzJ883Tz29M2TWhXt5vsn8fqWOpWaGlyyvAAATyFCkT/Uc6nx3p0oVPT31OudX7xIA5nKniZ5WlNHv9Hx3p0LdN+nxUDG/epcAMAuLpvrK9ls5d7bXr5Oprt4rdSo8ZPUEgPOJyFr31+8VvlY9enKpzF19CzuToc7e0Xvw9rmro94fAPj4pYqaHkVrW773zFWR0dSdfp2oOj1478Ei9T4AoJYVZdaMflOhyHxV+VfUVd/a7kTV4SX6jWoeAJiDRVl1Mz1d63mVlV3lLiZ4BP+ddfqIfqOcCQD0eBSpWeXv7rsqX291K3dSkRfk7MvyW6Tuys49t5Z1hwCwP1FZalX69NSozFC9lyepbw78e8++P6/UOQFALV3q8Gz9tjrLqTtS3xzU7/hPcW91XgBQzy+tvltVh+fVfp2+OmdelfreIH+nd6rwoc4MAPq4avXdirq9q/2penT0hb7dZanClzpDAOjhlzzf3Ek5h8Jbdwbd/SBnRx2q8KjOEgD6uCry7S+p5+n2NiEDmEFU0ZqZntVZAkA/V2XUiNbLnqnaU3c/mEmWsnpkzKDOFAB0XJVVJ6PmDqxK7RO0+19RVt/MmdT5AoCOqypqZtWdgkdqz6C/gSdl+VDnAgDncNX0umoiUnsH7Q081cryo84GAM7hqul11USl9g/9N7BSSz0TAMCVX5pcV02G1DNAzw2ofQIARPmllW+e/s9TcxeiUvuHnhtQewQAyOAqy9tVqWeszOurOXyZN6n9AQBk8EvW929Sz9iR2Rdz+Dp3UvsCAMjiTpa3T1LP153blzKAZ6m9AQBEuZPl7er3J/Ll2b/Ok9TeAAAyuNPqu7fvAE7lTmpfAAAZPGn13fUtwFf4K7UPAIAK7mR9A/A1/krtAwCgil+y/A7wRf5K7QMAQMVVaj8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABX8P3JEYrFAqgYA </data> </layer> <objectgroup name="Objects" width="0" height="0"> @@ -322,5 +321,124 @@ <property name="dest_y" value="2160"/> </properties> </object> + <object name="CaveExit" type="warp" x="14336" y="1952" width="32" height="32"> + <properties> + <property name="dest_map" value="012-4"/> + <property name="dest_x" value="6208"/> + <property name="dest_y" value="1824"/> + </properties> + </object> + <object name="Moggun" type="spawn" x="14062" y="1986" width="588" height="256"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="59"/> + </properties> + </object> + <object name="Moggun" type="spawn" x="13866" y="1350" width="588" height="256"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="59"/> + </properties> + </object> + <object name="Moggun" type="spawn" x="12910" y="894" width="588" height="256"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="59"/> + </properties> + </object> + <object name="Moggun" type="spawn" x="10972" y="1002" width="272" height="546"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="59"/> + </properties> + </object> + <object name="Moggun" type="spawn" x="11356" y="2954" width="560" height="610"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="10"/> + <property name="monster_id" value="59"/> + </properties> + </object> + <object name="Moggun" type="spawn" x="13982" y="2498" width="588" height="256"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="59"/> + </properties> + </object> + <object name="Moggun" type="spawn" x="12142" y="4306" width="588" height="256"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="59"/> + </properties> + </object> + <object name="Moggun" type="spawn" x="12972" y="2250" width="272" height="546"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="59"/> + </properties> + </object> + <object name="Moggun" type="spawn" x="11982" y="4754" width="588" height="256"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="59"/> + </properties> + </object> + <object name="Moggun" type="spawn" x="13628" y="3482" width="272" height="546"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="59"/> + </properties> + </object> + <object name="Moggun" type="spawn" x="10444" y="2954" width="272" height="546"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="59"/> + </properties> + </object> + <object name="Moggun" type="spawn" x="8348" y="4138" width="560" height="610"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="10"/> + <property name="monster_id" value="59"/> + </properties> + </object> + <object name="Moggun" type="spawn" x="5772" y="1370" width="560" height="610"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="10"/> + <property name="monster_id" value="59"/> + </properties> + </object> + <object name="Moggun" type="spawn" x="5020" y="3098" width="560" height="610"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="10"/> + <property name="monster_id" value="59"/> + </properties> + </object> </objectgroup> </map> diff --git a/maps/012-4.tmx b/maps/012-4.tmx index c8d88728..0c43b129 100644 --- a/maps/012-4.tmx +++ b/maps/012-4.tmx @@ -1,32 +1,563 @@ <?xml version="1.0" encoding="UTF-8"?> -<map version="1.0" orientation="orthogonal" width="150" height="130" tilewidth="32" tileheight="32"> +<map version="1.0" orientation="orthogonal" width="520" height="210" tilewidth="32" tileheight="32"> + <properties> + <property name="music" value="finalman_and_yakslem-cavesong.ogg"/> + <property name="name" value="Cave"/> + <property name="overlay0image" value="graphics/images/ambient/spotlight.png"/> + <property name="overlay0keepratio" value="true"/> + </properties> <tileset firstgid="1" name="cave" tilewidth="32" tileheight="32"> - <image source="../graphics/tiles/cave.png"/> + <image source="../graphics/tiles/cave.png" trans="ff00ff"/> </tileset> - <tileset firstgid="129" name="collision" tilewidth="32" tileheight="32"> - <image source="../graphics/tiles/collision.png"/> + <tileset firstgid="129" name="cave_bilevel" tilewidth="32" tileheight="32"> + <image source="../graphics/tiles/cave_bilevel.png"/> </tileset> - <tileset firstgid="131" name="cave_x2" tilewidth="32" tileheight="32"> + <tileset firstgid="385" name="collision" tilewidth="32" tileheight="32"> + <image source="../graphics/tiles/collision.png" trans="000000"/> + </tileset> + <tileset firstgid="387" name="Woodland" tilewidth="32" tileheight="32"> + <image source="../graphics/tiles/Woodland_ground.png"/> + </tileset> + <tileset firstgid="643" name="cave_x2" tilewidth="32" tileheight="32"> <image source="../graphics/tiles/cave_x2.png"/> </tileset> - <layer name="Ground" width="150" height="130"> + <layer name="Ground" width="520" height="210"> <data encoding="base64" compression="gzip"> - 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 + 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 </data> </layer> - <layer name="Fringe" width="150" height="130"> + <layer name="Fringe" width="520" height="210"> <data encoding="base64" compression="gzip"> - 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 + 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 </data> </layer> - <layer name="Over" width="150" height="130"> + <layer name="Over" width="520" height="210"> <data encoding="base64" compression="gzip"> - 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 + 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 </data> </layer> - <layer name="Collision" width="150" height="130" visible="0"> + <layer name="Collision" width="520" height="210"> <data encoding="base64" compression="gzip"> - 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 + 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 </data> </layer> + <objectgroup name="Objects" width="520" height="210"> + <object name="CaveEntrance" type="warp" x="6176" y="1856" width="64" height="32"> + <properties> + <property name="dest_map" value="012-3"/> + <property name="dest_x" value="14336"/> + <property name="dest_y" value="1984"/> + </properties> + </object> + <object name="CaveEntrance" type="warp" x="11616" y="832" width="32" height="32"> + <properties> + <property name="dest_map" value="012-4"/> + <property name="dest_x" value="15168"/> + <property name="dest_y" value="5952"/> + </properties> + </object> + <object name="CaveEntrance" type="warp" x="15168" y="5984" width="32" height="32"> + <properties> + <property name="dest_map" value="012-4"/> + <property name="dest_x" value="11616"/> + <property name="dest_y" value="832"/> + </properties> + </object> + <object name="Moggun" type="spawn" x="6742" y="1398" width="414" height="140"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="3"/> + <property name="monster_id" value="59"/> + </properties> + </object> + <object name="Moggun" type="spawn" x="6938" y="916" width="414" height="140"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="3"/> + <property name="monster_id" value="59"/> + </properties> + </object> + <object name="Moggun" type="spawn" x="7442" y="1506" width="414" height="140"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="3"/> + <property name="monster_id" value="59"/> + </properties> + </object> + <object name="Moggun" type="spawn" x="6206" y="1116" width="256" height="296"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="3"/> + <property name="monster_id" value="59"/> + </properties> + </object> + <object name="Bat" type="spawn" x="6632" y="994" width="256" height="296"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="15"/> + </properties> + </object> + <object name="Bat" type="spawn" x="7634" y="1100" width="256" height="296"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="15"/> + </properties> + </object> + <object name="Bat" type="spawn" x="7484" y="1744" width="256" height="296"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="15"/> + </properties> + </object> + <object name="Bat" type="spawn" x="7152" y="2192" width="256" height="296"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="15"/> + </properties> + </object> + <object name="Bat" type="spawn" x="6574" y="2946" width="328" height="180"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="15"/> + </properties> + </object> + <object name="Bat" type="spawn" x="8324" y="798" width="256" height="296"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="15"/> + </properties> + </object> + <object name="Bat" type="spawn" x="8680" y="1394" width="256" height="296"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="15"/> + </properties> + </object> + <object name="Bat" type="spawn" x="8432" y="2098" width="256" height="296"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="15"/> + </properties> + </object> + <object name="Bat" type="spawn" x="8192" y="2396" width="256" height="296"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="15"/> + </properties> + </object> + <object name="Bat" type="spawn" x="8660" y="2408" width="256" height="296"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="15"/> + </properties> + </object> + <object name="Moggun" type="spawn" x="8194" y="2708" width="792" height="496"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="10"/> + <property name="monster_id" value="59"/> + </properties> + </object> + <object name="Spider" type="spawn" x="5602" y="3798" width="2240" height="1756"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="40"/> + <property name="monster_id" value="10"/> + </properties> + </object> + <object name="Yellow Slime" type="spawn" x="7850" y="4478" width="624" height="1516"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="10"/> + <property name="monster_id" value="5"/> + </properties> + </object> + <object name="Yellow Slime" type="spawn" x="5082" y="5254" width="576" height="724"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="10"/> + <property name="monster_id" value="5"/> + </properties> + </object> + <object name="Red Slime" type="spawn" x="4466" y="5294" width="576" height="724"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="20"/> + <property name="monster_id" value="6"/> + </properties> + </object> + <object name="Red Slime" type="spawn" x="3946" y="2462" width="576" height="724"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="15"/> + <property name="monster_id" value="6"/> + </properties> + </object> + <object name="Yellow Slime" type="spawn" x="4226" y="3854" width="576" height="724"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="10"/> + <property name="monster_id" value="5"/> + </properties> + </object> + <object name="Yellow Slime" type="spawn" x="1090" y="3982" width="560" height="332"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="10"/> + <property name="monster_id" value="5"/> + </properties> + </object> + <object name="Spider" type="spawn" x="1678" y="1522" width="844" height="984"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="15"/> + <property name="monster_id" value="10"/> + </properties> + </object> + <object name="Yellow Slime" type="spawn" x="1954" y="2542" width="576" height="724"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="10"/> + <property name="monster_id" value="5"/> + </properties> + </object> + <object name="Terranite" type="spawn" x="826" y="926" width="584" height="1092"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="3"/> + <property name="monster_id" value="60"/> + </properties> + </object> + <object name="Skeleton" type="spawn" x="1678" y="902" width="804" height="584"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="3"/> + <property name="monster_id" value="41"/> + </properties> + </object> + <object name="Skeleton" type="spawn" x="2834" y="3430" width="804" height="584"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="3"/> + <property name="monster_id" value="41"/> + </properties> + </object> + <object name="Yellow Slime" type="spawn" x="2622" y="4022" width="576" height="724"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="10"/> + <property name="monster_id" value="5"/> + </properties> + </object> + <object name="Lady Skeleton" type="spawn" x="1666" y="3374" width="484" height="568"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="3"/> + <property name="monster_id" value="42"/> + </properties> + </object> + <object name="Terranite" type="spawn" x="1114" y="5438" width="528" height="476"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="3"/> + <property name="monster_id" value="60"/> + </properties> + </object> + <object name="Lady Skeleton" type="spawn" x="3450" y="5406" width="804" height="584"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="3"/> + <property name="monster_id" value="42"/> + </properties> + </object> + <object name="Lady Skeleton" type="spawn" x="8794" y="5510" width="804" height="584"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="3"/> + <property name="monster_id" value="42"/> + </properties> + </object> + <object name="Skeleton" type="spawn" x="10494" y="5350" width="804" height="584"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="3"/> + <property name="monster_id" value="41"/> + </properties> + </object> + <object name="Spider" type="spawn" x="11394" y="4126" width="2240" height="1756"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="40"/> + <property name="monster_id" value="10"/> + </properties> + </object> + <object name="Terranite" type="spawn" x="11138" y="686" width="656" height="844"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="3"/> + <property name="monster_id" value="60"/> + </properties> + </object> + <object name="Terranite" type="spawn" x="15114" y="3142" width="640" height="796"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="3"/> + <property name="monster_id" value="60"/> + </properties> + </object> + <object name="Skeleton" type="spawn" x="13494" y="3398" width="804" height="584"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="3"/> + <property name="monster_id" value="41"/> + </properties> + </object> + <object name="Lady Skeleton" type="spawn" x="14882" y="2374" width="804" height="584"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="3"/> + <property name="monster_id" value="42"/> + </properties> + </object> + <object name="Yellow Slime" type="spawn" x="11034" y="2646" width="624" height="1516"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="10"/> + <property name="monster_id" value="5"/> + </properties> + </object> + <object name="Red Slime" type="spawn" x="10674" y="4094" width="576" height="724"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="15"/> + <property name="monster_id" value="6"/> + </properties> + </object> + <object name="Red Slime" type="spawn" x="11946" y="2382" width="1080" height="500"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="20"/> + <property name="monster_id" value="6"/> + </properties> + </object> + <object name="Bat" type="spawn" x="12992" y="986" width="256" height="296"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="15"/> + </properties> + </object> + <object name="Bat" type="spawn" x="13104" y="2202" width="256" height="296"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="15"/> + </properties> + </object> + <object name="Bat" type="spawn" x="12552" y="1874" width="256" height="296"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="15"/> + </properties> + </object> + <object name="Bat" type="spawn" x="9944" y="5698" width="256" height="296"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="15"/> + </properties> + </object> + <object name="Bat" type="spawn" x="12984" y="3754" width="256" height="296"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="15"/> + </properties> + </object> + <object name="Bat" type="spawn" x="14504" y="3042" width="256" height="296"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="15"/> + </properties> + </object> + <object name="Bat" type="spawn" x="4126" y="4826" width="328" height="180"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="15"/> + </properties> + </object> + <object name="Bat" type="spawn" x="4766" y="3066" width="328" height="180"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="15"/> + </properties> + </object> + <object name="Bat" type="spawn" x="3910" y="2002" width="328" height="180"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="15"/> + </properties> + </object> + <object name="Bat" type="spawn" x="2470" y="5706" width="328" height="180"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="15"/> + </properties> + </object> + <object name="Bat" type="spawn" x="1830" y="5034" width="328" height="180"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="15"/> + </properties> + </object> + <object name="Bat" type="spawn" x="8568" y="4898" width="256" height="296"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="15"/> + </properties> + </object> + <object name="Bat" type="spawn" x="8528" y="5698" width="256" height="296"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="15"/> + </properties> + </object> + <object name="Red Slime" type="spawn" x="10042" y="4166" width="576" height="724"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="20"/> + <property name="monster_id" value="6"/> + </properties> + </object> + <object name="Bat" type="spawn" x="14328" y="3410" width="256" height="296"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="15"/> + </properties> + </object> + <object name="Spider" type="spawn" x="13338" y="1086" width="376" height="1052"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="10"/> + <property name="monster_id" value="10"/> + </properties> + </object> + <object name="Spider" type="spawn" x="11946" y="942" width="464" height="740"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="10"/> + <property name="monster_id" value="10"/> + </properties> + </object> + <object name="Terranite" type="spawn" x="3850" y="1198" width="320" height="804"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="1"/> + <property name="monster_id" value="60"/> + </properties> + </object> + <object name="Bat" type="spawn" x="2438" y="3450" width="328" height="180"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="5"/> + <property name="monster_id" value="15"/> + </properties> + </object> + <object name="Skeleton" type="spawn" x="1026" y="4382" width="676" height="376"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="3"/> + <property name="monster_id" value="41"/> + </properties> + </object> + <object name="Spider" type="spawn" x="1186" y="4750" width="328" height="644"> + <properties> + <property name="eA_death" value="30000"/> + <property name="eA_spawn" value="100000"/> + <property name="max_beings" value="20"/> + <property name="monster_id" value="10"/> + </properties> + </object> + </objectgroup> </map> diff --git a/maps/012-5.tmx b/maps/012-5.tmx deleted file mode 100644 index a696707a..00000000 --- a/maps/012-5.tmx +++ /dev/null @@ -1,41 +0,0 @@ -<?xml version="1.0" encoding="UTF-8"?> -<map version="1.0" orientation="orthogonal" width="520" height="210" tilewidth="32" tileheight="32"> - <tileset firstgid="1" name="cave" tilewidth="32" tileheight="32"> - <image source="../graphics/tiles/cave.png"/> - </tileset> - <tileset firstgid="129" name="cave_bilevel" tilewidth="32" tileheight="32"> - <image source="../graphics/tiles/cave_bilevel.png"/> - </tileset> - <tileset firstgid="385" name="collision" tilewidth="32" tileheight="32"> - <image source="../graphics/tiles/collision.png"/> - </tileset> - <tileset firstgid="387" name="Woodland_ground" tilewidth="32" tileheight="32"> - <image source="../graphics/tiles/Woodland_ground.png"/> - </tileset> - <tileset firstgid="643" name="cave_x2" tilewidth="32" tileheight="32"> - <image source="../graphics/tiles/cave_x2.png"/> - </tileset> - <layer name="Ground" width="520" height="210"> - <data encoding="base64" compression="gzip"> - H4sIAAAAAAAAA+2d269lR3HG+8HDC5BEjPELkETY2IOAJLLZzM5DLrJN7EhRkhcESDHMGyBufsOWkDl/enZpTunUqel7V9/W+h5+mjnn7Mtavbqrv66qrv66c+7rAAAAwIl458bbNz678YcbfwSvMPsZAQAAAKN5fuNHDvoA+gAAAAB44KMb/+GgD6APAAAAgAe+5F5qg1/c+L2bPxevyOxnBAAAAIzmDQffAfQBAAAA8AByE6EPAAAAAA1yE6EPAAAAAA1yE6EPAAAAAA3nJkIfQB8AAAAADOcmEl/c+MTNn4tXZPZzAgAAAEYhcxPhQ4A+AAAAAAiZmwh9AH0AAAAAEDI3EfoA+gAAAAAgZO4B9AH0AQAAAEDIvQvQB9AHAAAAAOHzH2APA/QBAACAc+PTB/AhQB8AAAA4J09vfMe9urcRZzhCHwAAADgnpA3evHFxr+5thO8A+gAAAMD5YG3w3o0fu1f3NsJ3AH0AAMiHasw98/DdBa4NgFykNvjAIe8A+gAA0ArVkHnXvbSrP3QPftm3Frg2AHIgjZvSBvAdQB8AAPIgm0o5XGRX33cv7eqH7sEvS1rhrfvXfG2B6wUgBNVRltqAtMAvb7xw8B1AHwBQB+c5t7CTH541Aed2kwYgu+pbb33oHvwJ3978vsGxIR+Y1AY85/3OvdQJBHwH0AcA5CLznCU/vfGzGz+///kq/ub7/z9HPt8X14/Rc87ls+z42imGQBog5I9ljUD+hHc9902aAX4Fu75Iz/874l/+v3UbP1WfKzXybs/Tt48RfgLog979bbdxAsqfscxzlvzqxq9v/Ob+54/F33z/Zx+8tO3079v3n89zK8f49f8l3xbvt9YLVCvmR+LadW53jPc99/3u/b3Dj1DfB7m/UF9k3fVXN/76xt/c/477RKlN0rbsqfqub4ufZf/bxfb59jEixwD6QCN9ptKmcl52zthiTc39badxAvKRNiWWy1QC++Cv7kEP0L8/uv98nls5xq//L3nXPV6js/b4rmubh+m+Sa+UaIIczUD3/voCz3UX5BwtnzP1F9Zdf3vj7278/f3vuE+QTZK+ha+pz9X+hzfV+95U3/Wu+Fn2P6lRV7WBoX2M8B1AH2goN+XiHsYb29S33WNfaMhnx7mvbN/lOMHa6Dhom2KhDaQP/mP3oAfo35q5+H33eI3O2oP7cK5PQe9ZpPv21YqxuHfog5ft7Zuv9e/kHC2fs+yL/3DjH2/8k3vcJ8gmyfiWnMel/+GqvoPfp/v9+57vft891qj8HavYQZlT68tHhO/gmPpA+gBCmlVrZH4d5aZI36fcoyV9oTKuLOd+zn1l+y7HSSi2DPbjDWfnMxgFaw/pW9AxCB+sjeVcYek7kLy2wLOdzXPnn6/luiRXm375xldufFX9nmySjG/JeVz6H7Tm4Pfl9nupUfk7QnZQ2u0ROQy8FuRxDF1wPH3g8/tLH4DPt8/aW2pkHnu6xrbcoyX7vIwry7lf5r7qcfKfC7QXaO9v3E920gYhuy3nBR4PF/d4bLA29q1Pc5F+uNjr4D94qCHB7a99+BcX16Z/vvH5/f+/ceObN76VaHc5j/fq1/wdITso7TbTMzbLa0HWBrPn1CMxewzJPsW2jOd46QOQMTCtvaVG5rGn/aafu7x+H7N//BlYG+0P+Q3Ip9TDvz5TJ8j5X64bOfcwZxz44PdJP1zs9WcfI7wvxDdfy7zO3Dncpw/+XPksrQhpQGm3ffbbWifI8xiRa3AcfSB9BjSWpN9f2yAZA2N82pvHXq3fNMf+YW20N5yXRz6lXv71P3X63Nn4/HA+zq4PaL1jqT19+qBW61nBayl971/yvFbab7nOa9UKPJbpO7BPYV99IPfuyPjB1fm1gM8GSd1dor21zv6t5zU81kL2T37G2W3f7vCevtlz7dGQ89XZNTStoS21J+uD/3Iv8xBC6PyE2ueXg6yTJXMV3wi8XsfC+L2xPAWd4ynh+DKPZfgO9tQHvBeA+sPVPc4RYJ9B61gaqaXPbvt2pnZPHz/zkO0Djzm7hrbuJ6wPUqTyEyyRdbJ0rqLPh8DIdZ72CWutwTmeul4D53tyji18B/vqA94LkMoRsCJXK4R8wCnfMOq/7AvZrZp+l5uXlztvHkVnhMbKWfWBzHu1bOfv3fh+hH9x4/UBQ/O9XjPl9m/tE9Zag3M8dd2mq3u8XwHaYF99oPcCtOYIEK3+At/7cz+T/GrY47gnpA9q+l1uXl6KmD7gv8XWXr3Q83nrNZxVH3Dufqif9PJz5u5v6AXpZ7nGr9VHUmvw58jcBbnOhDY4hj6YYe9K8OUB+3IUGPKr7bjHUdaKOKv/o7Yv5ubl+SiNR43wLbTM3zlteFZ9wLn7lrkH+txBaZv4/7P1AelnucZv0dFveT7HV7eJQM7B/vog1969XvDakD3qYVt9mn+3GIOuFXFW/8cMv37reciW12wxb+dcz1n1gcVaSNsbngPp3MEXgffM1gekn+Ua36ePcnN4fpj4HMkXNz5x8+fRo7LSmJHrrFQf0n2Nfpa5rvr91vvNdooxyBrCnA9K/o/edc1WZIYvS5+HrOt4lzyHVv08qi2hD+yQc+CngdfM1gdEaI3P9jm3D38Y+RwN4gv764Nc+6bXWaHXhvy1sp5pbvwrFkdI9eEdYgxSG8jxJuesM2mEGf4DfR6ybPPn7rF20DVE9Zl+tXHdHvN1rC2hD2whjfCXG3eBv4/SB7X7eEr0QS7QBsfRBzl5vXqdFXptrG5Xj70RoTplq9tA3lfqqyMl56zVzlsZ3UbWueYh5P5v2cd1fWQ5BvSZfrX9Gv6DcczwUfH+hh90/p6YPojlXubsbyj18SL34Dj6IJXXq+es2GtlrizBayxZz9S6Lp6v769uA3lfacxPJ3ODd4mXtKDPjqE+kzvnluS4xGylbHOdf6VriOoz/Wr7NfwHY1k9J7uWGj9AaD3X6kdA7sFx9EFJXm9qjpe5snKNNaomHuvc1esk6X2lIX2eOm/lCHAtb9IDNPfSvMt9JnfO1XNei98h1cdjsdwa4D8YzxE1Qok++JOL20iLOAN8CMfQB5ZjRebKErzGyrXzOXuQc3xdq9vA0jY/sj6gtri6l3qA5l6ad0vX43JfdusertHAfzCv35U+q1nnKqTm/poaSKk1VK1GwBnOx9IH1nlhNWeg7WBzrdu8xNas7g9pbQs+w7D2ect92Tl7r1ahRz9N5W2sPjZGsosfIZYfnhMj8OUm5NiUmrkBfgPoA2aEnq75jtVtYI5dYj/J6vcyoi1SyH3ZszRpTT/toftS5xMeWWvO7IM9+4zMD6dYXE6+stxfHvtdzmeUAH1wHH3QI0c81OdH+uZWn1N9/oPQfs6j23ML/1XJvuyV6PFsQ+cTcn9bfWzMZFV/gswPv7r6fOVSfVAzRqEPjqMPrM9Cr8W6RtLqNjDXDn2+wb20cpTzkGrooQ9y65eBOCtqBYrdUixuVj5Sqm9R7sHsefMsjHje1mehr8LqNtA3zkK1HFa/lxF256j0eLapee3oenMWI/XELJuQGqfwHRxLH5T26dcr3zeSXeyfrw19MZgz6IOV+9Nudl7acJ9fjnPdzlhz6yh9eqRNiNXG10AfHEsflK7bdP2jms9oIRSHkPPqLvog1m7yfqjNc3OSdmWW/yDWV0L23SoWNmPvAsG5bmeoubUSlnphpD4oqY0PfXAsfVDaZ7n+0bPE55bae8vcxV30QW77U5tf3TnsuaUNfS3wuSX9o+casEc/zckn4ly3I9fUWJ3WfsU+oBHrhtza+Dhz4Xj6oHQe5/pHpfPVyPXhTvog5QvmNp+ZkzSrPVbpA700wsi9C7uPkyNT07/YB1Rqh3PhmqYltfHhOziePqjpnzU5tDnz4Bn1gW6bEORfOUMeQm2f7P3crTVCr2st0Ve7jZMzkNvP2AfUa91AfijSHheXt78NvoPj6oPaNZuu6cWw9vyawXesZHutkWdX5dzXmfRBaX/p/cxX1wc5Z7AyZ6m7tTMl/a2XH6rk3DH4Do6rD5hSmyxrekktwNpTntNUU4Op1s+wwzzK5ztT+4X0ud7v6MsNPTI5NnLkHLdyflnsDNbQub/QB+uT0+dm1NCAPpjPqD5Yuo5lZE0vqRFYe8pzmkbVYNrF5vH5ziF97tNGnBt65H0MktXOILTSBz2u3XcGK/WhWN3+XcbK2Un1u9n6ALGF4+qDnHVsCspHYI0gdYY8p2lUDaZdbJ4+3zlXj1E7n2EfA+GzizOfr5U+sLbnsT2N0sen1wC7jBUQ73uhOG8ruRoBvoPj6oPUOlYS24PIGuHi5tZr3sXm+ca7PH8h1NbUzmfYx6DbaJXn2ppHM3pPo/TxXdTrVmlTkEdII4TivK3k9HX4Do6tD2rWsTGNUOsrsKp/sEPuQe7Y2/0ej0RJ/t9ofZCzp9E3NqEP9sOnEXSc17omgrRV2k7Dd3BsfbBbXduUjiBf2y7x+dq2hz4YD9nIi2v3jfWYk2u1JvTBnoTsBvtwr842BhnrX9AH0Ac7Qb62XeLzuXadcxU5/gB9MAb2GdB6jPwGFnk01s/uqUv7NEKaGvpgX2IawbomQshOIbYAfbAb5GvbIT7vyykLnd/Ye44BfthncHU2OTU9ah68Gbi2nL3B0Ad7E7PdLTaCNKeMUYT0AXwHx9cHqf6mbcgOemIHu+fLKcvNwYA+6A/rN65R1+o36JWX+F7Dte0wTkCYmP+x1kaQNiDNeXUPfljogzWZ3f9SrKoVdrB7uXXytWbY4d52h7WB1T6cXs+sNbcYfWlvrPUBawPSnDJG4fsexBbmM7v/lbCSVtjB7iE3cV3IHpI2sKjZ0bMvtuyBmd3GwA6fLSm1E1IbsObkugq+/Bb4DuYzu99Z9lfoA5s2gj7oC/sOVtcGRI4+2GEsAPt+UGInfNqA4LoKPj8a9MF8Zve7FmZqhB1sIo3pmpoP0Af9n8vqcQVdDz3Wj3YYC6CNFn0Q0gYE11XQWhmxhTWY3e9aKdUIVjWSdrKJpW0EfdAPK99Bz2fE9vzi8nTMTmMB1OHTBxwbCNVK4jN2Q9ogBnwHazC73/XotyPYySaGapOF9qftVP9pN2J1imfrAtlfcuuhQ08en9DZGxwbuDp/PRg+Y7dUG8B3sA6z+54FM+IMO+mD0jbaqf7TbuTuKZkxF8uYQsyea13J68jZbQv6ENK0HBsI1UriM3ZL97/Ad7AOs/ueFaM1wm5rphI/yy71n3ZkxTMxWBfUnrHa6+wesAY5mpb7JscUas8ROarv4P9ufCL+/xfx88rM7ntWjI4z7OiDz9VQFIOAPhj/HFK5MT30AdvxiyuLKWg9Kc/u4Zi09Rk+YA45tpX7JscUqD/FdGYotnkE34Gc//n/dze+EP//7P5nrRH+z/M76AMbRvoQdvTBl7QP6R+sBec/h17agOsmX9xLO07zO/uBZQ1ueR54zK4TfHbPv974txv/7vYbI+DVfpLjB+D+yTGFGp15BN8Bze937mH+5/+HYI3g0xHy9zmaoYePYnb/s2aURtjRB1/iYyH9A3/x/OfQK6bAdZMtzoPSGuG/b/zPjf91e/rZjgbHj2rGcm4+bazOUS47+w7k/F563yEdIX8vfQ3ax5DyUcR0xNn0wcg4w245ikSufiL9w/5i2Pd5fbSXPqBryM0b88U9cvcJk87ccZwcBeknqtH7ufm0sTpHKchv8Eu3p++gRRfU6AitA3K+u8VHMbv/9mCUD2FHu8dzU459Z38xfMR25Ppre+uDjwquIYWOQUhIZ+44TnaF+pfUANJPpPND6N+Q9uc8w9y+GqpzBF0wfw4im5/ro9A+htn9uRcjNMKOdq+0XUgj7BZHWZnS+ge99EGoH+Sc2VzKbnt9dob6l/QTyPO1SvJDOM/Qqs6nj53jCZ92bJdRY8v3edpHMbs/96I1zpCzvt5RH4TaJTYvwL7bUVr/YLQ+yLkG6YP6c8b7dxwnM6A8AV7Xp+IAnFPwHfV66l/ST6DX/zo/JKT9Oc/QMjflKPpA5iDOxsI+xD5/9pjoSW8fwq52r7beckueE2hr+97XEdPDIX1w9HEyCll/4uoecgVIK3xNveaZe1yr4iJez3qA/QT0e17/h/R/qH+NyOPaVR+s4DvoNab098weGz3p3cd3tXul7fK6eB/ZHLZF0AnlrKIPUvkH0i/AuemMXpP65p5dx8Zo5FkXlCfAewNpfietwGONX3N1j2tV/Fi8nn7PeuB9l5cPwM9WjuWnnmdMWJ1dQ+y8l3EFfdDbp3sGfUD09CHs6nevnaNIH0hbBJ3Qv+177Q8srbf90xs/u/Fzl45J0zwCfRBH+gx4rpf7SWh+J63AY41f87Hntfz6mr2qsvYl6783M55xK7v6DmbGFnadb1ampw9h1xpCpW2i9zazLZI6QfpCQZhSfdCrDpfvOkL7ECg3/Vc3fn3jNy5vDoI+CKN9BrF9pjzWSs8wyEXWvryIa2rNO+C9CS8Cf99RH8zOO9h1vlmdXj6EXWsI1cxRZDf0mkLqhOumbTGaUm3Wsw5X67iQ/mapLaANwrA28PkMZsJj2eKaZOzgd+6xTthxT+Mqexl5vomdqQ3K6eVDyK0hpPckz6Zmjor5LqUvFL6EMKG4bope820v3Qw/qB+uVVR63nENqVwBy1wCSSivgHXCTrqAWSHfgO0w+3mubkxdmu8EOJJ97xljyKkhpPckz0bOC5Z2gtviutj9rgCvG2viur33MITiCpx3GOsjen8jvYf8oFjfvArXKrLUBj3qVdSyc87hDvqAbWzsTG1rLgGOZt975immagjpPcm57UpzSg8b21svSV/C0bRmKToPrSauu5v/gPyg147XvSuyVtGuhLTiUbXBavpAMsJP9+MAbN9rbXuvua2WGXsdeW7Qe5Jz5k1eb1r7kEp93LXrE32/Z4s5SF1AbdCyblyhRpJvfgj1DfKDkkaEPnhMqQ3qFQPoMeZ3zDfMYXZO4gy7IEnZ9xqN0GtuGzk2S9G2UOYo6z3Jct70ta3MYbL0IbX4uGvYPX8xVKMu57VSF9TkfPHc0HOO9emD0NyQUycxNSbOzsiz40KEnm+pFuE8Q+aIvoOVtQExUx+wfZd+4pwchV5zmwWjaiHIPCRfXp+cN31tK3OYrGK58pp61kwN9SMZc5ilEd7xtHWMUI26nNda5af3tAEl46FmTQl98EBtbmoIPT8zLwy/I8ZR/QW7aIPetoFJ2XXpJ9aMmtus6Onf4zo2OkdZ5n7pNZivbd9zj33Run7JM/FvSbv2yI0qRevN0f3iuQvn2/gI1aiT59uEXhtrZ1lvKtVmo/0HFnCfhz54SQ+/XWh+HhErP3Kuwch2bGHUHiGfBtV6VO6N9dlLaSNr5rYZdf2tbSPXsfHNw1Lrv7j/mf79k6dtP1Dv1fVLruJfjt88zWi7nrlR3Fdz2lRqolHxJ5kHEsq38RGqUSfPt6nZM67rTc2yA/p5xc5prnkd9EEfv11sftb1BqyQNuzo2gC+gwf4nGfZNvJn7m895zb2zY70PVvrA65jI+dhWQuE2/V39z/72jXmJ5T7WuT+FvbZxNqObJSlbzM0D+T6Z/heesefOJ6g80BmE6o3FWrXVcdBKpYNfdDHb5fj22/VCWfIL9hVGxCj9AG1BZ/5/BfPz5+4/nMb+2ZL49MyJ6zEV91rvqRnxnOk1vifZrRr6fjmeeY9F69NRDYqNhdZxJZr2rR3H+d4QigPxGcLY+1tRarelK99e5GrD3w+g1S/gT6I++1q9ieU+valrU75iWu/4yjsog1G2M5c2/GFy9MMLXMbx+lj+ZB6zpN+B6LEV52aL2vQPmPW+KHanKF2jY1vak/235Bt4XnmAxevTUQ2ysq3GbL5NW3K+Sky9mTpP+LzpKQ/54X4v29tFOu7TxL3Y7kfbeT4D2mEmj0Lq9mw2VjvWeiVFyjtzJm0Ac9jo7WBb2yU+PJWGFuhvm09t8nPDuVDas0g/Q7sq86dXyznS0b6jKX+5jwXPa/62vYL99BXS/03L1x4n4CFjUqtBWvalOvoXNzjc+9bNYLMN9C2NbfO6+/cqxrhiUtrhF62oyc98hThO7Abe8xZ1/U9tcGde5jPeo/r1NjeTR+U9PmWuS0nH9KXCym1RUmef499yNJn/Af32G+Qayulv+Y1V+a/kete7YdpjaWkrr927xbX0ZGxJ3ndNTWVfHUnZB/lttQ5Nz6N68thPqI+SNkm7G20tZW1HH1P4Qxt0Hssl4yFXH2wsjaI3Vvt3Cafm5znUrmQeq7JyYW0mC9DyHzET127jazx3/C6V/phamMpOdfP+dlW8Rp53fTsSvNRYnUn5HPSuSHcrjo394V6b299MHPsW/kRdrRfvajRB1qP7Xjm4aqMPIux1P7P3u+8wrhIxSZ650JeXL88dqnvLfRBSdvq75Zt0bPmP+dnx76jNC4vn2EsZ9VXs5D9SvL8eZ13wPtJZE6urx1HxyRXGfu5OkHnJ6xy/atRq7ugC+y1wV3lsxg5lmP95ehjLBWbuHN9cyFr58vYPKf3MZbGFSzsD7cZt1NNLn7N9VrUVYjpBx0rYZ2g81P5+bI2kOfP8//lM7oLPEftVwi1Sa7N33U86/vLyVWcfc2rUhtjQDzhfNog1V92tSe1sB0K5Yj0zIUsnatydQH9jXLzR9cRpn4lbYrPPx6j1C9sXTM2pREu7kEn6PxUfr45OVwyr4D37en3sT2pHY88xuFrBzX6ALmIdrpg1XiCJif+fTZ9UDO2LHMha/uC9lPfqb+Tz4LrEYT2aPZoK+lH0HOhlS7gvjzrrKeLC9ecqakd47PF1G6kFaEPQCs1+gC+g/Bc71sf+v4+ymdgMWfH8qqhD8rokQtZogtkTDA0/5LPgusRXFz+uc41cJ1A0p2c28T2JUcflPo6Zp/1FPMFldhVfv6+v4X2peYCfQB0XyixMfAdvDr33923T2j/kfz7KJ+BxRhPnecHfdBn/OXGJkrO4ijJX+N6BHqPZusef31eBdcJlLqTx1DOvbGvI7cGZWnN2BK/zS8yXjPCrtbqA+0jnBFnAmtRqg/gO0jbaFl/7q6wfVfRBUyJPYU+6DsutfYkcuP0oX1xufjOdZZ7/HPOqdLnVchzh7Tu5HpAqXtjX0dODUrSurGcRN+5syG/Tayua25d2Nj3jNYHvA6gZ0Na7R/dg/YaFWMC61GiD+A7eBWfBhjtI+ilDYhUjjd8kH2R/netETj+kJrr5bhtzXnx7fGX+y9988lT92peXqq+Ad9naD7W15RzXlKqjnLp2ufThvf2hHVViT7gdYDUaqy9LuLZrnLeOeiLtjs5rDQGZmuCkhyqnfVBSj9y7X7YjT6E/O88x+ess639WXqPP12fnvcJrR2kHyqnvoG87pQOivV51iepOsql9m3luu/UVjQ2c8dlaB0ga3ux7whj/fj47A70QVoXsF2e7SPorQ9y6/Xx/vySM4ZAfvuT3Y7Nozm5fCXx/FqtoOd9na+fu0dTX3euDvLFyqXfImXrjuYbpWdNYzN3XKZqInzuHnxHGOvHJ2R3Ynuoz64PVvQV9NAHufsVCN6fn+PfBfbtL/3wLyKvk+f7xF7XUzu0kNI4HCv31SAqrVl8BKidaGzmjkupD2JnFtAzRUzx+GBfYxlnOV85tw68BrmJ7XDMr7T9Q7H60DnAu+hcn/0JaRyOlftqEKX0Sa1d0zUsZtsorQ+obmDuuCyZD6APjg/0QZkNuKtorxnU1ovx1YEv+V7og3Y45lfT/rLukqyZIHNlduvLoXv8o/PrBJk7mduGv3A26wXf3pKZ1OQo5s4TGOvHx6rugbQ/u+JbB+xkS2v1vI7PEjVzE2xGfdvLPYIc86v1x/tqJsif7yo/N0bp+UWt6BqLWieUxjRq1zxco9Dis3phec4Wxx8wzs+BVd0D6oN6zK6Ir36hPFdH2x/5u5Wp1QZyv7OsBV86N8HXWN7uUpNd3eNaALP70y6EdEJp/enaOd2X77GiPrAanzxflOyJAPtSqg/0vuvU+aIroesbynWVvP7daBn7cr9zzXoVuqC+3S+i7eUewVHnAayChe8htDbxnVPg0w0taxutEVaLMZTucYzB/oOSPRFgb0rPdpZzq2+8rTY+dooR1NAyR7eebYvaq/XtrjVZTi0A4O/78gzNv7hX44SsE+SZE9J2tZ5TL+MMlPe/0hqJ9zhaxAS4nUv2RIC9qT3bWZ7/dqf+tsL4OLoukPaxllJtqNH7yUCaUWcKHx3d92VflmdehfwKv/f8vxbpp1htnyTvcbTw9cm5AjkI56BWH7AGkP61Vh0OXdBmI0c9e0buJ0M8Ms3oM4VD/aX1ua9Aqu/LewzpBGs/p4XW6KEPqA3I10d5sLFxSnkxKa3POgyxxXNQayt8+4xWGBu77uuuwaqucYsfAfXU0uizB0bEEGrWd6vphlhuAvd937lBIR9NaE/HSvHQXvaQfH1XFx+nlBcT8weSfpDnPsNveA5q5ofV/GjETvWLLLCqa9w6L+SejXNGdA2/3HyP1ry92vXdahoh1fcZeSZUqY9mtZypHvqAfH2UBxvrF5QXw/5Afa4Wt+u/3n/ev4s2h044NlZ1EGZzJt8Bj3nLusYtfgTEI19F16G0qDEc44nxc1hZK3Df1+c8XFydj4bipXr/8xHQNpH9Ltrfwntr2R+oz9Xidv3v+8/5X9Hm0AnHxqoOwmzOpg8Y67m5RidAHzyGa0vU1pqqgfTByHO5Qoyul0TIM6Fq2lvuc17VvpUQysNiv4v2t9Dv2Oeia1CG2pXbXOoEaITj0VIHYRXOFluQ9MwVytUK0AevjqmR2sDqGZScC2XBDC2RYnd9ELOF7HfR/ha9t7akBqXUCdAIx6NmvbjSGDqzNiB6zs05fQPa4DGcHzdSGxBWZ3bGzoWKnet3FFaybaV2MHfvVqu/JfSZMjYh64aDfamJM67gQzjTXsYYPf0Hob4BTeBn1h5Gi9yD0fGQ1WBfxo76YJU1koxNXB32Ph+FHX0IZ803ILD/eC1672FM+eFrtQGfBfG2W18bxPp8if1KteUKa58dtQHDvgmuG469z/uzow/hjPoAumA99DlXI+fY1v7AZ0H8aPB1W99fay1Qzey1z1HsIPY+H4PWOooYF2vYSTCe1nOuZvYHPgtipXMfau/NUiMcTR/MzBuB7dofizqKI1nNp4ZxdU5G5yJa94meNQ5m9F8LjbBqfZeV1kkl+05wHvS+tO51JmbUKT2q7wCaYB84rjAiF7F3v7DWCbP6scV97OQ7IPQZ06uB86DXQdbDjO0tkflUF2dj40aNqyP6DqAL9oPjCr1886P6hPWZkjP78hn1geV6See5WvhjrM6PBG3I2iYE7S3x7UHVNeGt4o+jYg1H8x1g7OwJxe57nKcwsj+EfCC1dYtm9WULPyizkz6w2uOd2v/SqhMoxoBaCPPGhdxbJWuSX93jWprP3Ks14Z80PvvRY2t1f9oO9hS0Y50zP6M/0D1Y+UBm9WW5f8TnB9XXlXpuu+gDCz9qyb7Ylv5OMQbUVhyL9hfw3iqe72lvCe9B5ddc1eueuP30wVE0ArTB3hwhZk/3YJVbOas/y/0jWuf4rik2z+2SmzhaG6TaLQXFGLi2InIV+6NroUpfgEbW0vw48DorGzdyP8POcQZog+Ng5UfYKd/fF3+Y1adjcR6+JulnjcUgVvUdkB74RPz/rvK5MbX1tFr6OtdWRK5iH3yxhJAmKMVy7hu1n2FHHwJ0wXGQtQd37RuWPpAV9yzwecbSzxrLxZ5d882nBTi/4As3JtcgRqsWRr2kPsRiCStpAz3WeuuEnXwI0AbHQtYe3Ll/7Oz/IGL6gM8zln7WVK7FLB9CDy2gsTg3JdVfUrWYYAdtKYkllPC566sPeo633c5mwpg4Hta1B1ecX1e/9tT183nGJTkWs/RBb3+o1Zlq2MuwBuy/tI4ljPIfMD18duQ3oFyiFwOuf2fbCfoRspO77Q208B/MuHbLPY2So9aMtzxzFXsZ5sP+y57aYIQ+sB5znJ/zhVvffwBtcFyOsH/B6j5GX7uMt1rXr5wZX7gzvhcmVxuw5krN3djLMB/2X66oDUrXSJY+hF1yDqANjo9lDYRd/Qejr5vrHVjWduN7IK00KkeRY6T8XRZ2zWeXU9pA571f3EPNnJhOwF6GOci86F66YKTvgLHS5bvsW4A+OD5Hz//POfdv9HVzvQNfTkFtbIf3OXCsYoRG+FR816xcRF/eO2kurpkTiwNY7GWAjazr//RsyG8GfRDWCL+858Xg+8gB/f4cHEEfEC22fvR1l9S1ZlI6h/c5yFhF7zjD7FyDUN47vZ9r5nAcoJdGQK5iXf9nv1lsXj+zPlg93gB9cA4s4wszbWWtztmhZsPrGc+J9znIWEVvH4K1H7Q0x0DmvYc+k+MAoVyB1v6PXMW6/t/bb3AUfbDiWY7QBufB0n/AtjIV9+1BrZ2fkXtQsl+Br6/2/nrXcOl17qJsL84teOYe5xiktAGTyhWwylWc0e9X5x3RJnK/jp7HQ3XEz64PVstFgDY4HzX20RcnZ1t5cePXVLv4D+g6c/YrlJ7JlKKHL2FEnWSOVRNX9zjHoCRGE6t7aJGHMKvfr85z96Cd5H6dHH2gx41+z+ee3/XWB6H8oB7nnqxYIwn64HxY+hB03JfXfr1tZo2Nn+U7yNmvoM9dqK2RoPc1WPoSWnwHObEEbi/OLfjY+XXBl298xcNXC77TQiPIfk++jpw+n7sfc1c+cg/aSe7XsdAHOXkLo+bNHr6D1fIOoA3OSY9znuWaiui9rqrROKv6Dgh97kJJjYTQffFztvIltNivnLZ/nnnf37jxTQ/fKvjOkjEQ22PC/f7q4n1e5lDo8cF/O0JthTfcg3by1TnIHYMl+sD3zH324XX1+S32zlofIO8ArIJ1nSRpK3ntl8ojb6XEvs/o5yW+A0Kfu5B6X856XD7nkD3TNQ1if9P6IGcvaUn7f5TZXjn6INU+HOu26vfk65C+BDnXyz2Zcj+m9sMfobZCbF4v6Qvcd1P6wGpsl9pEa33A+xtfFF5HL6ANzksP/4HPZkp7yVjphZx7mNnHc9fCTMm5C7l5/9Lm6ViDjHXKWKrUBFb1Dkr2ueQ8Vwt90GMcSF8Cz/V6T+YH6rUX8Tff2d47xSHoulM1kErGZEhr9BjXPn0wMvdgtRgD9MF5aa0vVGMvGcu875QPcSa5a+FSSvYE+nIYfHO9XAtJTXDneX8NJftcctZxOfogpx/0irORL0HGi0L7LqQf/jPnP9t7l/xH1kGhGkg143K2PgjRs87ICvpgFRsK5tErxhCyl4zM+95tfVRCLx9NztiVtjr1edp3cNfhmq32uXCb5ugDnmtjMf2eY0DGi3L3XfjO9t5hL6WsHx6qgWSlD3rOXTn9oafvgOMMLzKuoyfQB8DaNubWCZZ53xe3z/qolBn6gHQBxXCkrY7ZOYp3SlvX0zb58v1L5zzus9+78X0PPxDfx3NtKKYf8q9YUXNOt+89ei/linEHWT/cMk+A9cGouSvHJo44C22mDwHaAJTW7BkxXxwhd1uSsjWt5y5we8l6QqQLri69Zo2tgXrbJhlzurhyfZiru3iu9dVAKPGvhLCMw5WMlYt7VSvM1gtcP9x6rT86fvhG4rn29h309OHlAn0ASnPnRswXR8jdlvTyXfO6WJ7PdHEPfmmK4aS0wey1C8ecavznue3qy9PQdZp75IfUoM/airWbjDtc3GO9MEtj94wD6Ofde/6K9a+j+w5GtC9Yn165cy3zBdvII+wD7+mf4XWxPJ+J54wcX3bKxpF94rl1RI5KaS3CXP+BtHMy7kLfU5ITMALfWVs57fZj91gvjNbYoXObdfu3sJI+GHlG6gygDQAxKjexxkYSu/sSRvhnfOcz5RCzcezbtK71nKK0FmHqeqTvgGMJV1dXp3kEtc9St2GonnTPfk7jVfZ16znmjY6fnfo+H718CCvUVoY+eIzcZzw7hjeaETUQamwksfsZuqv5ZzQhjSB9B736jEUtwtS1yDoCHEtIxV16kRs7qGmv0H2P7Oda1+yqD0J1zXX79zr/DHGFtZA1zZgj5smFaPEh8BxSM1/k5HXNPBeylRVyP1P48qxCvoMQvfSlrkVIfcDnTwh9P11/yXnQvamJHdRCWmSk/RqRPzhCH8i5IPc5WfoRZuck9mzb3dC2Y3YMbxYl+kDO6Xp9yXa6Nh/fh94vv5NOsIgtfN2wLXNtW8p30NJ/apB5CVfn7we+a6A5sleegWyf0n0U2p9kOV4Y0iIj7Re3v7QP7C95pv4tHb++9XyPOUzWbiiJ8VjmIoz2HVA7fkn9PNtuzkafj+KzHTNieLOoXf+F9IE1vjoJO/h2cmML9FqyTVx3+rvqd757tWpbbdtKfQe9awfoPuCrqxXy2dMcaZ1nkHOWg35P6fzfGocgSIuMtF+++2Z/yVX9m6vzuf/71vM95jFZu6FmHLXGGmb4DqAHXrVn+nyUUH8oWUPtTGj9l/L/j9IHjNQJq/t2fLGF0DxBryfbdHWP18fyfD+fPX3n/net7aprKqf6vTxrsLV2QGs/uLiwL5jmyF4+gxit48AiDjHadvnumf0lH6t/tb4L+RV4TPjW828F3tMC125oeXYtOmFG3oH08eyw5upJ6HyUEGfRVrX2rCW3vcWnSvPD6tqtJLbAa0Vdd1qe70c/63z+5+5x7l5NW+r8g089z/Udz3euUDtA7usruYbSvlfT11o0gsUehhm2K/eetb67Ov+eVpqvQ7mkP3T2MUfLOFlNTsKMcxulj2f1NVdPpDaI6YKzaAKLcaH3FozcB7G6PijZt3Bxj7WEPqtH2lMax2wT33b+mkItdsynD557vpOueXa+3+r9bOa+oNH5iTX3K2NGck8r9+OYXfrQ+bVzqVZ4R7yvNJ7D48R3nb64Xa5PYaQfQfp4zhJPZ+Sexdz85R5+qx3QY/vPiXYieG/BDI2wqo4L7Y2KkRsfl/n8F/dSU6RqCqWeh7RjHP/UY+Ajz3euVDugR31jC/2Zo7tbcg1itatG5yeW9LlY/5Z6N6dNtHbmccC5PKE9L8xz8b5cf5+2PaHnrON2qXoj+iz10axqU3vAuagXV7bWkX6rM2kE3cdzfLC8t0DnC/bWCKv6Dmr2Rvn4beD/2ib+h/pZr798z9WHPudZ+27f9nxnDIv8uhn06FepsVCSa6DXq/SzjP3IZ/2hW9Pep9pD6t3SGpLSD3F1j/MiQ3GIj8T7Un071p4pHwLN+aEzG2ReouVZ6qWcaW3Muagl9WZ5XIVs7ZGpjTHEzkzopRNW1Ac6t6UlduzTZjlrZLn+Yr1W81y177ZU64zc579Df4qNg9xcg9DcpGM/8j072Htf25Ro0dA44Fye0J6XnBhGTvunbKjU3uxPkLGGFeod6HF7hnmPnlWL/9Nna49K6x611F5QK52wmi7gWv6j6u9IGyXbVOoJrddacq5q7bRFfl1vRvYli/4fmp907Ee+Zyd7P3LvE7dJzMelNXquLyZ1ZoPWCrNrJfrG7VHnPZlvkDPfvZ54nkc9T1DCcZjUWo/yEWIxhxx767MBX0/8PNqWl/QzruV/cWNy9Xw2ivuvzBd5X7x2ts1ZkdH9ySIvXucCyzyXkI7bzd6PyF3SOiHXxyX3ATIhzVUT01uJo817fHaYzDdIPffcHJOj10niOEzOWo/0QcjP3Rrr5M9J/W4mvrpa7MO01Aasw3Rb+2xUSAdr3/Jsm7MCo+PxJbmqqXwfWWdc9sGc+W0nez8qv7nUN8a+mJ/e+NmNn7uwX0bOJT1yZ0e1z1HmPT47TOYbpJ67PEM4lc+12vrVElkTpKUmQet+Kv6c1O9GIesZaps8+uw/9g34bJScH+TzC+0Pt1jL9qgHTPS0paO1gcyPrs3DkO0s64zLPpg7v0mf0uqEYmczYV/Mr278+sZvXNgvs+KZuDuMmV7w2WEl9lqeIZyq536UdkqNxRZa91OlPv/J4HaR9Qy5n8w8E5jspM9GheYH3/7wHfcUWDBj/Mr8aKs8DFkPqqYP7pCvSPSYX3vojJBfJnb9q+id3P6yel+x6E+0/tfzoDxDOLZ//Oik2i63P1N7tvQn32fKv1vpg9A53pxrKGulyBxoC11Qsz7OfY9vHyTbsJa9CDszU9db1Oq1Zpd8xRp98Frj+1PExpfWXUfxH/jq2+wE5x3oNVEsjyv0jHfK47Ek5csLjYtYf2ptv6f3nyfn8ScufQacnPufqffrGAEjawVfXXmtlF1o3TO2E6v4+2I2h69xZI1Fna+ox9FTz+9WsEulz7l2/Z5TE86Hr17I7DFg1V+4r+x4PgPnHWhbnoqFx3IRd8njsYLbIpZ7mDvGuD/Vtp/M//vMPZ7Hnzj/GXCyRpqc+6/q/YzvHG/+vfQX7DqP6mdY689szQUY7UddRRPIfhybJ3y+tlHrTl1zU2vnFc5RL6k9qamdn3P6rBwXrCda64WsDPeVq9tvXuS8A23LY7Hw1F5/9hetoKFHYL1+qc171edqfuYez+NPnP8MuKv4V879H6v3h2IEq9UKDiFtV6kG2DWHOsRKWiDWj2PzBPvaniU+r0QzpPZr+/q9L+fRF2+l+xq5fsy5D5lDJpk1Px/VR8f1pnbbzxDqQxwL98WYc/b67x53sR6HpZT2I871Lsn/02e7hM552wHrtfbsHKhe37+yLvD149g8wb62qytbl+XELErGtS/nUcdb2bcwYv1YsidU5pBJjjY/r8Lq40+Ow1Qf8u1PyD2PVsZdjqoRfnKPz3/gW2+yzdf5CPK1tftAOdd71fk9dk4bGPsMVibVj7VuqlmXxfqgdZ6cjEO8J55Bri8h9Dp5ZoR+vcX5JT0pycc6GjPOBK0dh6k+5Nuf4Bu7X77xlRtfVb+X9ZWPqBF+cg/ZECv/c60NXzHXW9+TtmkraYWjxQ8s+tQMavtxaN8h1+DI7Xc98uRk/I2vU/sSeM0vr/Wp53XSfmu7anl+SYzZvrWdmXkmaAm05i2tDRLyW3/jxjdvfCvwviPvafiJS+cf5Ob0ttSQ0jZv5HwXsxdybtI27Y2M94M2dtIGbJdq7jO075BrcMgcwtic3ztPjq+T5nBZy5PX/PJaea73PUM+M0LnRq7gQzyy1m6F+tcOOQghDc2+AEb7BHx878b3b/wg8Pej72nIOdc5Jx/OUh+sgLZr2qaVrs1ydUSJfTqyNtlNG7T049CZsXz2sMwhzK2n3GMNztdJczhrhat7WPPLa+W5XuoIqXFk7EK+fna/a6G3H3bkXtgQO9YS5nHJvgDG5xOo4Ui1qFv7XcifcDR94Ivl1p5N38JIDbCC3thRF/j68Wue36WQ/kqpQWUO4Sq5d6wVdF6w9tVKHXFxj8dObj3IFfqlFbn+Sit7bc0u+sB3VmMvfbBTu9Qg+1ss/8aib6fsau8xmKvxfbFcem/vPUw72MIe17izLojZJ5+fKdZ+MzRoT6SOWEHjWPfdVp9Ba78frRV2mAfl2SdyHJXqA77XllpdRyHUBno8+caDRZ9ZzYewUs2TI8dEjzau9BmfNf3mqPvoz0ho71Ovft9TL+ygDQh59okcR5xLwIRyCkL3GmvbXdpmRr+y6Our6QMGttqWo+kBia7xhX6zPyVrSN/7ZmOlF1a5nxxa9sOV3Kds2yPbtZa+ZNlvVtUIoI0zjJ2aGl9HY+faADV2TNvLlefQWp2w8j1Z3euO97hD21q3K/TB/pxBC/joWePLImZ+lBpfpfdx1v4YI2Xjd58vY31j93tbiRnxlt3t19mA/X0YK6v5DGrON9TvyXlty5jN/YxUP3uj4LXgPMg+NPtagB29dMII/bjCPuXWOQTY9NdR6/YV10W+e0Z/AyOBPgCrsaI+gF1ei1AfyT1jaUU9AAAAwB4LTQENAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA49//SzfWsQKoGAA== - </data> - </layer> - <layer name="Fringe" width="520" height="210"> - <data encoding="base64" compression="gzip"> - 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 - </data> - </layer> - <layer name="Over" width="520" height="210"> - <data encoding="base64" compression="gzip"> - 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 - </data> - </layer> - <layer name="Collisions" width="520" height="210" visible="0"> - <data encoding="base64" compression="gzip"> - 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 - </data> - </layer> - <objectgroup name="Objects" width="520" height="210"> - <object name="Entry" x="6187" y="1863" width="47" height="24"/> - </objectgroup> -</map> diff --git a/maps/012-6.tmx b/maps/012-6.tmx deleted file mode 100644 index a6ffe9bf..00000000 --- a/maps/012-6.tmx +++ /dev/null @@ -1,30 +0,0 @@ -<?xml version="1.0" encoding="UTF-8"?> -<!DOCTYPE map SYSTEM "http://mapeditor.org/dtd/1.0/map.dtd"> -<map version="1.0" orientation="orthogonal" width="80" height="90" tilewidth="32" tileheight="32"> - <tileset name="Untitled" firstgid="1" tilewidth="32" tileheight="32"> - <image source="../graphics/tiles/icecave.png"/> - </tileset> - <tileset name="Untitled" firstgid="129" tilewidth="32" tileheight="32"> - <image source="../graphics/tiles/collision.png"/> - </tileset> - <layer name="bottom" width="80" height="90"> - <data encoding="base64" compression="gzip"> - H4sIAAAAAAAAAO3DMQ0AAAwEoVvev+Xa6AAJq6aqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqq+fnkTpA2AcAAA - </data> - </layer> - <layer name="fringe" width="80" height="90"> - <data encoding="base64" compression="gzip"> - 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 - </data> - </layer> - <layer name="top" width="80" height="90"> - <data encoding="base64" compression="gzip"> - H4sIAAAAAAAAAO3aUYrDIBhF4WyidLqE2f8GB2ECJSSpGoO/9btwXmoTvAeD1PSxLMsDAAAAAACEZpvfAHMaib30ntNI8NfWHYf88RefnPSeY2T44y+yOw754y8eNek950jwx99I7jjkj78Y8McffzHJ6XwlvfvxF5uczik/O7z+x54H4/zlX9u7B39jkvL+HPJX57DGA3/88RfHXakL/vjjj7+R4a+9v5r07sHfmLRK7x53uuHvXn9nZ3spz4PP+ctfl5/Wa++ud7mrCX/tw9+18FeX7Zn0UXr3vdvf0Tuys3117zx/Vn9nKfGSMsN7ypLMtK74428EUnL3C/7Ku2+/xx9/rf3lZr1+e+ayjs3Ae/+1e2727jGTu6tr8OgevfuM6u9bf1Nc8Tfzf0Sv+pttL2jpj7syf55PAAAAAAAAAJibP/YIqwOAcAAA - </data> - </layer> - <layer name="collision" width="100" height="100" visible="0"> - <data encoding="base64" compression="gzip"> - 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 - </data> - </layer> -</map> diff --git a/maps/027-2.tmx b/maps/027-2.tmx index 07d8c180..77a4d929 100644 --- a/maps/027-2.tmx +++ b/maps/027-2.tmx @@ -13,8 +13,8 @@ <tileset firstgid="273" name="Unbenannt2" tilewidth="32" tileheight="32"> <image source="../graphics/tiles/woodland_indoor_x3.png"/> </tileset> - <tileset firstgid="321" name="Collision" tilewidth="32" tileheight="32"> - <image source="../graphics/tiles/collision.png"/> + <tileset firstgid="321" name="collision" tilewidth="32" tileheight="32"> + <image source="../graphics/tiles/collision.png" trans="000000"/> </tileset> <tileset firstgid="323" name="Pots_x2" tilewidth="32" tileheight="32"> <image source="../graphics/tiles/Pots_x2.png" trans="000000"/> @@ -44,7 +44,7 @@ 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 </data> </layer> - <objectgroup name="Object Group 5" width="150" height="130" visible="0"> + <objectgroup name="Objects" width="150" height="130"> <object name="toGraveyard" type="warp" x="828" y="1055" width="39" height="37"> <properties> <property name="dest_map" value="027-1"/> |