diff options
Diffstat (limited to 'maps')
| -rw-r--r-- | maps/001-1.tmx | 62 |
1 files changed, 31 insertions, 31 deletions
diff --git a/maps/001-1.tmx b/maps/001-1.tmx index 70be3858..4b9abfa9 100644 --- a/maps/001-1.tmx +++ b/maps/001-1.tmx @@ -11,94 +11,94 @@ <property name="overlay0scrollX" value="0.2"/> <property name="overlay0scrollY" value="0.1"/> </properties> - <tileset firstgid="1" name="Ground" tilewidth="32" tileheight="32" tilecount="256"> + <tileset firstgid="1" name="Ground" tilewidth="32" tileheight="32" tilecount="256" columns="16"> <image source="../graphics/tilesets/ground.png" width="512" height="512"/> </tileset> <tileset firstgid="257" source="../graphics/tilesets/water-calm.tsx"/> - <tileset firstgid="497" name="House" tilewidth="32" tileheight="32" tilecount="256"> + <tileset firstgid="497" name="House" tilewidth="32" tileheight="32" tilecount="256" columns="16"> <image source="../graphics/tilesets/artis-house.png" width="512" height="512"/> </tileset> - <tileset firstgid="753" name="Blockwall" tilewidth="32" tileheight="32" tilecount="256"> + <tileset firstgid="753" name="Blockwall" tilewidth="32" tileheight="32" tilecount="256" columns="16"> <image source="../graphics/tilesets/artis-blockwall.png" width="512" height="512"/> </tileset> - <tileset firstgid="1009" name="Bridge" tilewidth="32" tileheight="32" tilecount="32"> + <tileset firstgid="1009" name="Bridge" tilewidth="32" tileheight="32" tilecount="32" columns="8"> <image source="../graphics/tilesets/artis-bridge.png" width="256" height="128"/> </tileset> - <tileset firstgid="1041" name="Dock" tilewidth="32" tileheight="32" tilecount="128"> + <tileset firstgid="1041" name="Dock" tilewidth="32" tileheight="32" tilecount="128" columns="16"> <image source="../graphics/tilesets/artis-dock.png" width="512" height="256"/> </tileset> - <tileset firstgid="1169" name="Pavement" tilewidth="32" tileheight="32" tilecount="128"> + <tileset firstgid="1169" name="Pavement" tilewidth="32" tileheight="32" tilecount="128" columns="16"> <image source="../graphics/tilesets/artis-pavement.png" width="512" height="256"/> </tileset> - <tileset firstgid="1297" name="Market" tilewidth="32" tileheight="32" tilecount="128"> + <tileset firstgid="1297" name="Market" tilewidth="32" tileheight="32" tilecount="128" columns="16"> <image source="../graphics/tilesets/artis-market.png" width="512" height="256"/> </tileset> - <tileset firstgid="1425" name="Fence" tilewidth="32" tileheight="32" tilecount="8"> + <tileset firstgid="1425" name="Fence" tilewidth="32" tileheight="32" tilecount="8" columns="4"> <image source="../graphics/tilesets/artis-fence.png" width="128" height="64"/> </tileset> - <tileset firstgid="1433" name="Pillar_2" tilewidth="32" tileheight="64" tilecount="32"> + <tileset firstgid="1433" name="Pillar_2" tilewidth="32" tileheight="64" tilecount="32" columns="8"> <image source="../graphics/tilesets/artis-pillar-x2.png" width="256" height="256"/> </tileset> - <tileset firstgid="1465" name="Windows" tilewidth="64" tileheight="32" tilecount="10"> + <tileset firstgid="1465" name="Windows" tilewidth="64" tileheight="32" tilecount="10" columns="5"> <image source="../graphics/tilesets/artis-windows.png" width="320" height="64"/> </tileset> - <tileset firstgid="1475" name="Artis Accessory" tilewidth="32" tileheight="32" tilecount="128"> + <tileset firstgid="1475" name="Artis Accessory" tilewidth="32" tileheight="32" tilecount="128" columns="16"> <image source="../graphics/tilesets/artis-accessory.png" width="512" height="256"/> </tileset> - <tileset firstgid="1603" name="Artis Accessor_2" tilewidth="32" tileheight="64" tilecount="48"> + <tileset firstgid="1603" name="Artis Accessor_2" tilewidth="32" tileheight="64" tilecount="48" columns="16"> <image source="../graphics/tilesets/artis-accessory-x2.png" width="512" height="192"/> </tileset> - <tileset firstgid="1651" name="Archway_4" tilewidth="32" tileheight="128" tilecount="6"> + <tileset firstgid="1651" name="Archway_4" tilewidth="32" tileheight="128" tilecount="6" columns="6"> <image source="../graphics/tilesets/artis-archway-x4.png" width="192" height="128"/> </tileset> - <tileset firstgid="1657" name="Archway_5" tilewidth="32" tileheight="160" tilecount="7"> + <tileset firstgid="1657" name="Archway_5" tilewidth="32" tileheight="160" tilecount="7" columns="7"> <image source="../graphics/tilesets/artis-archway-x5.png" width="224" height="160"/> </tileset> - <tileset firstgid="1664" name="Tree_3" tilewidth="96" tileheight="96" tilecount="1"> + <tileset firstgid="1664" name="Tree_3" tilewidth="96" tileheight="96" tilecount="1" columns="1"> <image source="../graphics/tilesets/tree-x3x3.png" width="96" height="96"/> </tileset> - <tileset firstgid="1665" name="Tree_4" tilewidth="96" tileheight="128" tilecount="10"> + <tileset firstgid="1665" name="Tree_4" tilewidth="96" tileheight="128" tilecount="10" columns="5"> <image source="../graphics/tilesets/tree-x3x4.png" width="480" height="256"/> </tileset> - <tileset firstgid="1675" name="Tree_5" tilewidth="128" tileheight="160" tilecount="1"> + <tileset firstgid="1675" name="Tree_5" tilewidth="128" tileheight="160" tilecount="1" columns="1"> <image source="../graphics/tilesets/tree-x4x5.png" width="128" height="160"/> </tileset> - <tileset firstgid="1676" name="Box" tilewidth="32" tileheight="32" tilecount="36"> + <tileset firstgid="1676" name="Box" tilewidth="32" tileheight="32" tilecount="36" columns="6"> <image source="../graphics/tilesets/box.png" width="192" height="192"/> </tileset> - <tileset firstgid="1712" name="Box_2" tilewidth="32" tileheight="64" tilecount="8"> + <tileset firstgid="1712" name="Box_2" tilewidth="32" tileheight="64" tilecount="8" columns="4"> <image source="../graphics/tilesets/box-x1x2.png" width="128" height="128"/> </tileset> - <tileset firstgid="1720" name="Ship Base" tilewidth="32" tileheight="32" tilecount="220"> + <tileset firstgid="1720" name="Ship Base" tilewidth="32" tileheight="32" tilecount="220" columns="22"> <image source="../graphics/tilesets/ship-base.png" width="704" height="320"/> </tileset> - <tileset firstgid="1940" name="Ship Mast" tilewidth="32" tileheight="32" tilecount="256"> + <tileset firstgid="1940" name="Ship Mast" tilewidth="32" tileheight="32" tilecount="256" columns="16"> <image source="../graphics/tilesets/ship-mast.png" width="512" height="512"/> </tileset> - <tileset firstgid="2196" name="Fountain" tilewidth="32" tileheight="32" tilecount="99"> + <tileset firstgid="2196" name="Fountain" tilewidth="32" tileheight="32" tilecount="99" columns="11"> <image source="../graphics/tilesets/artis-fountain.png" width="352" height="288"/> </tileset> <tileset firstgid="2295" source="../graphics/tilesets/accessory.tsx"/> - <tileset firstgid="2327" name="Harbour_2_4" tilewidth="128" tileheight="64" tilecount="2"> + <tileset firstgid="2327" name="Harbour_2_4" tilewidth="128" tileheight="64" tilecount="2" columns="2"> <image source="../graphics/tilesets/artis-harbour-x2-x4.png" width="256" height="64"/> </tileset> - <tileset firstgid="2329" name="Harbour_4_6" tilewidth="192" tileheight="128" tilecount="1"> + <tileset firstgid="2329" name="Harbour_4_6" tilewidth="192" tileheight="128" tilecount="1" columns="1"> <image source="../graphics/tilesets/artis-harbour-x4-x6.png" width="192" height="128"/> </tileset> - <tileset firstgid="2330" name="Harbour_6_4" tilewidth="128" tileheight="192" tilecount="2"> + <tileset firstgid="2330" name="Harbour_6_4" tilewidth="128" tileheight="192" tilecount="2" columns="2"> <image source="../graphics/tilesets/artis-harbour-x6-x4.png" width="256" height="192"/> </tileset> <tileset firstgid="2332" source="../graphics/tilesets/artis-chimney.tsx"/> - <tileset firstgid="2342" name="Indoor" tilewidth="32" tileheight="32" tilecount="256"> + <tileset firstgid="2342" name="Indoor" tilewidth="32" tileheight="32" tilecount="256" columns="16"> <image source="../graphics/tilesets/artis-indoor-fringe.png" width="512" height="512"/> </tileset> - <tileset firstgid="2598" name="Shadows" tilewidth="32" tileheight="32" tilecount="48"> + <tileset firstgid="2598" name="Shadows" tilewidth="32" tileheight="32" tilecount="48" columns="8"> <image source="../graphics/tilesets/artis-shadows.png" width="256" height="192"/> </tileset> - <tileset firstgid="2646" name="Height Number" tilewidth="32" tileheight="32" tilecount="16"> + <tileset firstgid="2646" name="Height Number" tilewidth="32" tileheight="32" tilecount="16" columns="16"> <image source="../graphics/tilesets/level-number.png" width="512" height="32"/> </tileset> - <tileset firstgid="2662" name="Collision" tilewidth="32" tileheight="32" tilecount="6"> + <tileset firstgid="2662" name="Collision" tilewidth="32" tileheight="32" tilecount="6" columns="3"> <image source="../graphics/tilesets/collision.png" width="96" height="64"/> </tileset> <layer name="Ground" width="250" height="175"> @@ -108,7 +108,7 @@ </layer> <layer name="Ground 2" width="250" height="175"> <data encoding="base64" compression="zlib"> - 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7bP2HVRSP4n72bgAi60wbIfQsTtteABtePyt9vkoz+22Tzk8B94ty13y1dhSvLYgl/k87LNYRK7PM883mmUdt+nz1vUe50vGzJ59JnU94qBZP87YgvdGuU4ZfpGzL7c9GobjVtnvr5L7aHv/WF54PmwAz/8W+b4VRmvKBNkHOr/1T+7rDfvDCa4jX6zO5slzIFUrt6S2Tg7ec7My3WLRuD6vPFd7u/c/ENYnCvyhyGtP/9fxeWmtNb0H1eHbxuM5aP8kZ60890BbEWUW7UYqd3L3pv6m1L1rnhz9h+qj4rOAf5HxA2r/29f4JL3nrzrFSWGU5548tzWjUvecG+Nb6DPSe4K9w4tpz+W6zDvmkeMA5YTGmekzztWY6eI/3xfSXLeyTnXQUn6XxOgp38HbXwvDMWbUP7mO+qe+e2ye7LjvHu++vPPpPatvBKD9z7MP8FgcRz6VyHOvlkzpvaea1V+euHZI57PpeGZPwT3ME+ad54DGmXn9JofSnE6vX+gxtO2NW6ulBN77hjXP1KbE8bpnK0g9F+urbrNxdL3nzTCowWrnkEj582hvL5HnKZ6nflfX30ie43nrON6zWTCWZpHi3ued57bWsM2N+MTa8HH4fmNsn0nY1P99XP8Ha/5xuXaj7N81jr4LUlxXea68tz5ntVum/GeKVE6ZheWT7q/vUmsT8d6x5Iv6qRUl8tyzq6TQVicjZ9+01yLHgUXKY5tXnuP9an2qHAeyPmRpH50kJs1x7/7b7Eop/xFj6tR+tCeM+pe8z0dCOl/9ojCwAdprpOyfOR0qJ8sBT57b2nAl/M6hzdZKvz91SD4Pcvwq55h5xrza4dAX7LuUNp/bZL9xbN3jAhzn/Uzy3ZLL026zK2m+GHmvsD5j7zO3zeaj6ruFfO/yLNpkOeDJc+X5Ix2uV4o98mnfdXvNvovGcWDeea6xGuA3a4vnbPCKlPwdRy6rfsf+7eWbaC43a12hBlVbHniOM9Z+kLMb3ro6aNOwDfPdwnkRSvQqfV/TzpWyJXjy3MbD2Xpx28GeMKg7+ZaWfReR48A885w6E+25yu1UXYFpQPuozhWsseTenOI2l9vLA+dxjFO3Y8lS3qf05O36lnNQG6Hy3WscQ4BPOVkOeDy38XBeHCzxwsL7p+zmPQG2vgUAbh9deM55xTzznIAMZ01jGyfXtf+qPalE/uj4TfUK9lPwnLki+Mzlcts8cD0uJafbYoFKkeO7l39SCpXtqu+yhTBcq1k5ntKpUnEyGg+HOAONFVTYd4D1gSm/rw2jcXKIeX84tsOxPdW/lYXDpHk+Ka6rvs45/BjPQBs4eJ/LiwZSdZKBNlsS9sO8f6xxqHOJ8T2j+R02l/vU3nAuN7ju5YHj84DJEX3MESBtnM/ZxL3fT6R4Psk6lRp3avV1y/dU3KvyV+MIbc0qbFP75F7Zj++btvh2xrq9PLHPomGeec56LQBtcmobZb9X2BxoTzaxr7MeUs4Ohv1YU0LrxmyE4XxZm9fh5XJrHvg3en4euDfP8UtGf4LrP7N247bfRXThOfJhNUc2VQ/Hgudsk+UA5Pnu3aPrIcNVd4cuAa5fGUZlO7ZBbt8Z+no36j/R5mj57cW5gev4KW9P3+ZCYV55zjE5wL7hySLWgknVaU/poHiPnBxGY8pyPi7lO+P0bnLOrbnc3n39pWz/cvPp8fs8/9aL8k0U3u/ScdFZZnxxjvDc1sxHPqzmyKbq4Vjwf2iT5QDkOU7jxY+D15bP14Rh2a75adDBU7xWu0bqOS5aHHsK88xznWuXsFxnLRibn014POd/qjF2JzfbUjZvG+dJbAW//hm5bu9LOY4+3tWW2JaXAiDH1b437P3pcawzBWitKJXn34v3/7/W+rU3cJ6Hm+UHm/No/Q8sHzK+BuW55bbVGyDP8R4lx3TeBsp0K4PBd8QLqx8wxW/y2toJU1gGrs8rz9H/N4NfH0E592QtmNDve4cLeK5jAs8/l4upJT+sDs/71HrS3+sN8sbx+X3Dcd6Lh9fH9gZnfU42Pyu252Tu3R7L41iPUmvIAMq//xe3XbM+OI+OB0pygVLy3F4HgDznXKteDZd3y28p8TcCGp9eGkenWORaMsA0eD4JrrMP2voIWk9V+c51ttZBiueMtzkY0vmrqZgYHM+Yna0wqG3FY8D1lG0c2++T7crzc0N/LP76kK+VaMfmXp/lmN7KdS9vzOpEBxyep+6Dz8fa81Njfo/ndtwAeb4V/LwxzVvz7JIpv0Iux9QDa9CwXvaiz8myKDzHd503lH1d+zn92V69UoXmXuj5U+/8lPxizM5GGO5HNzbf7VwR4Pejzv6Kl8j6XNyX3ncOOh8Sf4v9Hd/tDerhQfd40OH5t42epLWYvHN24bn9zyDPaRe3OM5Zx3so1cNLAX4zHm6RYtk9LArPNR96M/h1gzRuhUjVdtcYbL4rrE3/ZHOM9mdeV+dp1/H7PcGXu9909vew33w/13wv5TnuZW13/5q27mrb8W015O2cajk9njz3xh34z9ReCXl+jXM9O58ieejNcU+c2Ou2PRXvWnm+MzwHtP8oJ9nXyHNvrFlyLc17TfHQvnfIc6t3HLXbX3+Cs97Dweb8G4nt5It3/IubT/Ka/gGPkzmeb3deKIWOn6xMx7hB7ZVtdSYAcJxxLmpD/KHRO36w1m37T2N7nrn+VbkftiCYNc+fa57p3/T6c40q9zzbkRcTC6TGmjl4fd3y+eTg1zhT2U19EetOTPCc69vGi9hO2Z+CF/v7ut2j360/cMP5fR6sbtQ2F1QOOZ7TlkobPuPh1M5u49nfH/r29C+ae3pcfPr4fGyt2/bj4rW/0Iy3wO+jQ7e50ucVs+Y5+umPev15RPF5uGnok9ALlUMeL9CHlX8at6JjzbZ7UHh8tuuoS+h7RvX2Np636e22RouFN24BLo/nP6vhx8t3978DlO0c9+R8lYTWgQK2M7/rORmeW5TksRD2XfS09eF5No5d77Yd+h95vgz8JuaB5x5uMd83ZNmLc1B49VxzaKvJcsisI8c13j3F5xJ93gNtfAqbx+Md/6vx/BfH9trYfmF3/7u1xQGeP92+d7QOPLAdPf6SDjxP1XVGHIza/wDL8x+uDY/1f7A2ul3n1bLbwfO9ibjbRca88lzrC26Fge0tlZel6Mrztv6LPurZmTQf3urt3ji8i97ugfZ3fQb2+ZHT2vAu8uR8KiZIYxOoSzP2ZVzs2ybPAfjNwXWV65bnj68Nj/U9vV3lud1eeb4zPFd9luPKzdCtnkRXnqOvXJ9pmjOa8q1ZvX3L3LPG15To7Qpr11Yf3yGzX2oeNJXzG813/qaSGHjAzgVF6PfUNj7Dkv8RPP+xaQBsOXet9rmucyYP3beJTfpWb3S7xu552yvPJ8txgP3Ui9lW/byU4+NA5yf28jRSssj69LjO2gyIlN++DRo3QGis0L1mPw+7dvf9a/Y8Wh/J8t3q8nYuKEK/p7bRHmpluY0xAO5aHeYx2t2x/R+Hf981vLX2mHG2V55Ph+c2Bk3jXnYCdr5Um6ehNvuUn9jG6KXeS3Z7id6essnZd4WOdXKgzd1Diu8aY6xx7KUN/Omik80SlefT4XnKnp6ro1SKpxSMKdF/cR/ah6n38R3/qbV+A6xMT9kNPmdyyD/v5JTfG9p1d88mx/uwca9fbTkXof50DyV2ulKU2lXmBZXn0+G5tRttyHbo1JyDN/epujbXHzA6dwp2nJDry6jjbmX6dvtvSnd/cWI9Qf+5jt+71oYYR7YfMC0X02f5rXlit5v1/P44fsMupyX4pzEYTzX7PG21H5ORaxaXVZ5PnOfQSaFrskbMVujLLn736rV4n6pr2zotbSDPUjFmyn/O9ZIaU9xeWEjsDtmvZIzugTxXvX4SNWBs7k+u7g6QmvvE47fqHjZHid9T9WQ+nVh/Xlx/SnwPnBXb2bG9fIzlE6ZYk38eMGuea/zDVhiVqTomxDbVrW1TXTtld/GgPNPYV8KzmaXGFJuFPP9z2a8kr9MDea56vcdz8PbWzHNI1eD54O4Q3hfbB2L79d3j18v3cup0rM7nyuec8qv9y8T6M+P6MyJPXxHbubGdF9szY3tWbM82y6l99lSeT5XnrOXF3AEvHnPa47s2nqmc/7zYkz2Z/heRv99o4fqBuP1es09OptvYEMCrsQMuWp6/br3P27vkeLtsc3k11+OGeM5Pm5g6mxvWxvu2/9LyvKs83xPXXxJ5+qLYXhzbS8ZY3lt5PjWOA/94dXiuap2/rs123QW5emRfDu12Jk/OW5lOH9G3W3j+naNH76lEd7d+RvWhU+6S5+At8jyZg79fuG2XbT2ZPY0e1Db+JkrkfOq/VNsIt1meM849xfO9jTxPye0TY3tzbCfF9gxn+S2xXVZ5PlWezwN0fF5an4Tw+vgDkccHY3vQ8P1/x+/fi+37zntAeW7lt8pAzx+BYyl3KZuVtw85fi4d2xwSeY9P1Ku8WWR6avytz6erz0zH63rsByJnP9pRnu9tkefnLDmHS1B5PprvmtqWA4/TuI8fRj7/39geju1wbI8Iv61+4clz5XcqRpbXxT1Cb1fZ/ORvcMbmqo/faWydDxXaNZ44d0jrXJ5t3drj7PshNTYH2uT5kTr2LsE88Fz7wzh2nu0C86dqf7VzpdJHnvMfaZwPfoMX5wV44wdrpyrhN2HtGTbe+4ltvb5NDfHtf8+pl/ytRscH7i30UZRAx0I2nt8bp+dkOVDl+fiYNc8/HIbnO2H9t2lxvmReNa/mEcfnN6yN7m/9Q0BpjE8qxrc0v8XLL7WxBOT5xU0O2wcN15+spdnBR9EFnt5v5X8bx78Ut+0bc3xe5flseX6zLIPjVzfLGruxnZg4rz7bOGibhygVq57ysT8oy6pHeP6nNrTVZimNISiFZ/vfzjrwe72F40DKpwZUed6OWXH8480nuQF5ZvNQVb5PiuvjgDz/ZOyjNzry3MspsTUlvfgvrvNiSErh1WZhPceUfCa3jpqDzzZ+A54sf67EuV1Wx+etmKUstz4VcJ55qIBX33UWKJlXUMfJKfns5cAw1mVclOb6fKAjt+YFKX1dY+BeG9vfzsjz02N7emwvjO1vdVg+ftfyxMnNguOfDQN/kJejHcLA7qU1zcaNx9ourM39bGcf7z3k8dfWPLexLl1RwvO2se9O4VjHBpgDOL6/JQauJO5tO/Ezy6Lzz4LniHWlXcv2U42NYkynyvgQymR7Ln/Fs0krvDhQy1lvHp7Ub/EwqXywNp7PC8e7IsdxoEsMXEnca2r9ssTJzcLGjljXp4f+fKWpeq7ov5Rz7wy+DVznD7efbTzPHWvrHZ7j8Nybc6ur772ktkMbcjxfVo4Dns+8SwxcyfIyxcnNgucAYl2Rv3L+qj+3isZ60eek0FhO77ON57ljbb041IfzOGvn3PI4VzL2TuknXeJzLHIc76o/7xTA7z8u4DgwKRv7lbval5cBs+I581eYq5bKEzvUfKbkufqKVSbndHsrz71zKPjOyMn0VNxn6dh7XNme4nkqF0QBXn2x4dZOfx7bwdfn1QrxfObj2Niv2dW+vAyYBccJyHTNW7ExZzqG93ieyzv/jfXRWsy3N+0319tz170xgCebKdNz+nMXO5v3fsod7123JObkQKHcJMaNPQA83+aHCnl+Zdzvwwme5+T5soyrJ4VZ8hxQ7rDPap9OyUnmZjDvHOfBstZUf0T2p2xkrBn55OWuH+r5Y4AUz705HLpw1cKLB+T9W/nu8TwXI06OzxpttlCFNwarMe3dMA88Bzc3wqB/W+57/FKfto7r6XPX+YUgiyBTcv5sngffrV7Pfma5uif058u1eoO+RxRdbWy5sUAqfhTI6exdZPg0Yesp5+DF81V53g3zwHPOUbYR+vwAb8AF9nMvTkx5zveArV9u42vI09eGYbuAbn8ydkfk+QHnWsDxIYzksKTqIrXVWEvVXRonxyclz72Yk1fF33Z+bK9O1JRRfX07ujug+rutp5zKm03NnTWp8fmRglnY4RiziPkS/2RluL7Z/mYfcCGXz+Hx19Yvt3MGop9xX9aweVkYrTeLe7A1iQHl8Z7gz8OmNRk1Rs7jbEnzalu08T0lzxEjntKX35jg+byiyvNumAXPwYdHYj/669h+0hue0wR80DopRCqHTPe19cu3mvN6MSngOmrYgO8XNo0yPmVTwzX2NPueEPLzKtrrpnJU7FxxpXp9zp+Qkuefbnh+oNFV3hGX39k813ctIM/r+Lwcs+C51nr08jHJM/AKMTLefELsh5Rv5K7OAazzjqRiWLRmFf18nh2MPAW//8w5H99Jttb6QbNdUTL+zvE/xfWcPNf6uQC5fkUHnl+Z2Ka5JWy2zjLAWsveNt2eatADL2uR55Xnw5gEz7ty/Ssr/U/0Z2+OBnCDvErNGXZab3jOQPrg+F351sYn8gecV/l+odwfOZ6qSa6y+lZZTvF8f+gOz47Xxd4Oea655nc3fAXXPX3Jw8d7fZ4zNvjk5vsne+n6ylpDedy6y3aZuSsqw8lzLNfclWHMgufHSj98ZbNs5wokL3JzhoH/W2GQ68LvOveix8k2n9W1YSDj2a4Nvv+stN6LN3Yfd55hzxepyMlzi/ubeyjlOeei4/7Y7+7GJ8Hcku3kjczD8rLkrihmwfNzm/72gsYOR5m9FQYymDb3HM/JZ+rqaHYcoPD8aqkYtJT92zuXnYt4Q/ZTnuvYHetLfcg2r4ZjDj2/IifPPdzfQZ6n8NOVQW5J11yReVu/jDa8SfF8XB+b2ts1Ho5+89K5AUtqvKdizbvku3oy3L6LPLsAf8umrLc8P7Dmzx9lOah5NduV58T92+Q5YlP3zkCeM1/lY+uDe8Eyms1L6YpH19v3WRTMmufa/7Wu8l2hbB7QLnM4tOWUpOrSqa6v/KYcV/vBVmi3w1H/t7EiXgzui9ZG51E4TfJqJiHPAS9HrwvI80uMbGzLGzs5wdvc/np+6Ng/afhIfnfB5UeH8LbY3l44j86iYh54bsetJeNe2H9yNcO9WElyrWv+Oe2BG8135fdWGNj3sbwZhnV3j+dcx1gRjQ2xNZ+etd6Pw0WtZtRiRT12jc/rEg+Xk+dejl4XpOQ5ePgPYvuHsf3bRqZ+rPn+j3aNvhd0f+D3mk/d39rVf+aobvd6JGLWPIfOC77AfwZ918a5puzS4+SfUwa25Z9bPZmcpj6uejrWaUy9rYthee7l3Odw8vroe6ltDlgrz49pmc8EKL1Gzt6+1xmft9m9bb2nkv31/HgvnL4DPD93wd8l88BzYCuMxrniO/mRyldbMbln/ExxCedryz9PzTnKOcO/adapDfFWc4zGxKX8Yb8Yf8PfSeibl6+Nzg3dxvNx5HnpNTx7+9eb/WcxPoc8P2/KHPy7C85xYF54DlhZzvE6+OGNHyF7j1vvf/bWR+W5N3bl+brI8xy2Ql9+69hDofdgfxvfQ38er/kXzfW1DizX2bmh2+o0Q557tSRy8rzrNSxgb/fG59O2jUOevynDw2+v99u4eM8ScByYB55vheGar3Z8i3V2/HhO0y+Pa+T5zxq5rvnnyh3A5p/bT/tO4VgV93mHaZvmd2zKcV78O2Dno7Axd7aWtc4NrfH2KUCe/9hpOXne9RoWqfH5NOxwXtzbr0yYjx+I5/v1JeE4MA885xhcfdIcC4Or+5zjHmri4bRv4vO2MJgrnbkjthYVgWPuDcPHM/9csRVGffM2HtXGu3o2wn1hODYX+3O8Trujbmsbx2v+mOaC3RX59nWn3T3FnFS1t9vxcw7b3Z/j+X8eOfkvYvtQbB+O7SOx/VZsHy1s/yq2fx3bv4ntd2P7WGy/d9TyxMbNmueQcTaWBFCek6tWL9exfZDjPI4TXk4LwLEzj7X6fNa2H9rnFcrt25abWorSOSm2m1/qISXP2+LMt7t/jY0rw6x5Dq6CexthIO9UH9YY2P3NOHy/8Pxta31unxc/XxXb+WvD7wYP3H5esy+OwTVevzaIX7H6vCdbbV75kQDY25/d6DvMZ3m2sbfb8XMO48jzGhvXHbPkOECZbOfTVNBG/rVmHE55Dh2XPAc0ZiYVE0O5zHeKXld5buU579GOpUtj6dpyzxflfYFn84O14XU/zNjbpy3PJ1G/udZ1ni7HAVvniVD7NThLe/Cp68P2YPBssznG2tc1jtaLm6MOzX3eujbgrbU9M07G+smYQ6OxdB53+d7R2jmKSc4r9Tieza7R9ugExufg+WOG548Lzy8wsrFNHm5Xni+LXj1tzAPPt8JwvviNYRDninXk1JMxY2HUH23HzxesDfZTfr82rv8F00+5j9rVGKMG3zh95Izj0ePIdcbLqK/Ay7n9ahjNjSdS9S26IhX3+gcT4ATet8caP9XT1vvvQvD80niNN3WQh9OW/xV9zJLjwCdXBjlnm806cP+KMOxvU17r/KTWXsUx86WRy29q5PNb4udlwm3LJ+t3UzmvPrScDX0zpHUTC+xnea7nPi/BU83BBn4sfoGSeRInwXPrf+Pygw3Pu2La4/mKPmbJceBPVkbXqW/Jyk/yzxsX491wKIzOU/yeyPGrYnvv2rAtnsdyzgibx2LlfMr2jWtqPYytMOxjU2iMrEJ/55kOXyDHXhbbz8d2ZiPHfrvhdYrbNlbG43lpDnxJvPs4PK/yfGcwS44DHs8Bjq1TsSTe3Ojc9tK10XmKlat7wmjtZXCVtaO0jkzOTqb5NprTYuebUJTE0/yqwxfIsdfEdmFsF01AjrG+R2kOfFusLXBWU+/pOfHzeYWcn7a/vaKPWfGbsDxP2czVLg6e6jhX/Wg4/tVro7L5iua4i2L7/dCvD7MvjM7JzNpRqBPHOjIq6726jurz98YZChtPE5r7T+nqhCfPPRxTOHfaW4Xn6lPw/Axt81ISj8V9Dsf2o9heWsjzKs93BrPiN2F5bmWsgjw9ofkOzug74V2hz5lnrg32p2xWfl+XuBecA+8Dcv2ipuH7lWGY7+r/S40z9P5tDrna+VO2dtW7rTxHHBhqpDGX6+LC/s73wAUND21dSBs3wOWu8e6lOnzX8fkFu5bTvz1tzJLjgKe3p/r98WGYp9ZHBt68PfbJd6z1OX5CGNR60+M+4lzzoyvDMhjc1rpwWP++MJD1qVyXN/f8z8+aHPKbe8PX29NRnnvxWyVgTdazm+tpDvwDvVEbm61hX4rLpiTPu9rzK/qYJccB1oez9dUoF63vDHIQcWx4D7yyiX8jKD/JcSu3PX5bePo29fADzferwyjPTzYxYvbzsz0/P5733OZTs/Lci+UqAeQ49OqfdORtCXTscdWUxucV42EWHLfzsWgdR407UZs56lAoF3Lzinoc7wKcB++SV0osLXT1M0P/nn8uttOdfHggle8KqE5s/eptPLfy3IsDK8EFhfwbB5fLua+bkjyvGA+zkONP+L56g/lYaL9Sn7XaoCnzHmtsPId76ZpJ7w/b47gF7W1nNve8Ffr37OXD//e1dL4r4HH/iX1i+0LBuFTl+bjj0kunyHPPT9CGOt7eGcxCV9c5U7bCcA4m9WNwmDKPctrWeMe2lxrOTBp8x9C+zxgY+p05/r6kGcd+Z210vHuwyXUdquXaHMf3WRvPpzEufaXwss3eP4njPNTx9s5gpzkOKHc2ZT1117cFf5ysvrSfa/rX83aI589eHY53u9OMv9v8TrBray1XfZ8BbTyfBt4qHL28A1/HPa5idthpjgPefCwAZPQbZD/LdZUdxzTLb90Bnp8R+nNLvKBpv7ianiM9Bdq1WcvV2q/Bc9gsSuNLJoFfkWt10blfN+ZxFbPDLHiunMn5z20OOeT9KfGYU1eHY1KmBV6fcbHwxcOndv7q9uupWTDG5E8LfAIVFV0xC54r1K+2EfrLqVx08HyrWQbPJ83x/7AyHPPGuHXcG/3p4PtZoS+fOU/6A458HheV5xXTwCw5DqhfbTOk87MB7AduIRbmvMbf9aox9fbPrfR1A7TrV/ocfzQMbHzq09M8UvD96mZ5Unmkisrzimlg1jw/1ozvlPPWljspPR25sK+Qc2u+Gd8xtjYj7ufz8bj/2DQFbAz/Obb/slpuf07ZrI+p492KKWDWPD93dTDmPrUZr9OPDtn2/NV+w1j+FRPiAHgOmxcbeG7ni9A6NP8p7v+F2A6u+Pes9mfEe/5Rc9/c55TVwe/gstol/nRlsO+kfmNFhWKWHPfA/g+deVo6rNUhqJ9rfI76vQ613Ie1Pz/YvBf+KHOc5XlFxTQxbzw/dgd02HNFFj+/kaHWnz0JkO9fcHi/E7+zomJeoTrxMuuwR8rvrKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioGMb/B8UTTpI= 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