diff options
Diffstat (limited to 'maps')
| -rw-r--r-- | maps/001-1.tmx | 52 |
1 files changed, 26 insertions, 26 deletions
diff --git a/maps/001-1.tmx b/maps/001-1.tmx index b6c4f3f1..4ce8beb6 100644 --- a/maps/001-1.tmx +++ b/maps/001-1.tmx @@ -31,67 +31,67 @@ <image source="../graphics/tilesets/artis-pavement.png" width="512" height="256"/> </tileset> <tileset firstgid="1297" name="Fence" tilewidth="32" tileheight="32"> - <image source="../graphics/tilesets/artis-fence.png" width="128" height="128"/> + <image source="../graphics/tilesets/artis-fence.png" width="128" height="64"/> </tileset> - <tileset firstgid="1313" name="Pillar_2" tilewidth="32" tileheight="64"> + <tileset firstgid="1305" name="Pillar_2" tilewidth="32" tileheight="64"> <image source="../graphics/tilesets/artis-pillar-x2.png" width="256" height="256"/> </tileset> - <tileset firstgid="1345" name="Artis Accessory" tilewidth="32" tileheight="32"> + <tileset firstgid="1337" name="Artis Accessory" tilewidth="32" tileheight="32"> <image source="../graphics/tilesets/artis-accessory.png" width="512" height="256"/> </tileset> - <tileset firstgid="1473" name="Artis Accessor_2" tilewidth="32" tileheight="64"> + <tileset firstgid="1465" name="Artis Accessor_2" tilewidth="32" tileheight="64"> <image source="../graphics/tilesets/artis-accessory-x2.png" width="512" height="64"/> </tileset> - <tileset firstgid="1489" name="Archway_4" tilewidth="32" tileheight="128"> + <tileset firstgid="1481" name="Archway_4" tilewidth="32" tileheight="128"> <image source="../graphics/tilesets/artis-archway-x4.png" width="192" height="128"/> </tileset> - <tileset firstgid="1495" name="Archway_5" tilewidth="32" tileheight="160"> + <tileset firstgid="1487" name="Archway_5" tilewidth="32" tileheight="160"> <image source="../graphics/tilesets/artis-archway-x5.png" width="224" height="160"/> </tileset> - <tileset firstgid="1502" name="Tree_5" tilewidth="128" tileheight="160"> + <tileset firstgid="1494" name="Tree_5" tilewidth="128" tileheight="160"> <image source="../graphics/tilesets/tree-x4x5.png" width="128" height="160"/> </tileset> - <tileset firstgid="1503" name="Tree_4" tilewidth="96" tileheight="128"> + <tileset firstgid="1495" name="Tree_4" tilewidth="96" tileheight="128"> <image source="../graphics/tilesets/tree-x3x4.png" width="480" height="256"/> </tileset> - <tileset firstgid="1513" name="Tree_3" tilewidth="96" tileheight="96"> + <tileset firstgid="1505" name="Tree_3" tilewidth="96" tileheight="96"> <image source="../graphics/tilesets/tree-x3x3.png" width="96" height="96"/> </tileset> - <tileset firstgid="1514" name="Box" tilewidth="32" tileheight="32"> + <tileset firstgid="1506" name="Box" tilewidth="32" tileheight="32"> <image source="../graphics/tilesets/box.png" width="128" height="192"/> </tileset> - <tileset firstgid="1538" name="Box_2" tilewidth="32" tileheight="64"> + <tileset firstgid="1530" name="Box_2" tilewidth="32" tileheight="64"> <image source="../graphics/tilesets/box-x1x2.png" width="128" height="64"/> </tileset> - <tileset firstgid="1542" name="Ship Base" tilewidth="32" tileheight="32"> + <tileset firstgid="1534" name="Ship Base" tilewidth="32" tileheight="32"> <image source="../graphics/tilesets/ship-base.png" width="704" height="320"/> </tileset> - <tileset firstgid="1762" name="Ship Mast" tilewidth="32" tileheight="32"> + <tileset firstgid="1754" name="Ship Mast" tilewidth="32" tileheight="32"> <image source="../graphics/tilesets/ship-mast.png" width="512" height="512"/> </tileset> - <tileset firstgid="2018" name="Fountain" tilewidth="32" tileheight="32"> + <tileset firstgid="2010" name="Fountain" tilewidth="32" tileheight="32"> <image source="../graphics/tilesets/artis-fountain.png" width="320" height="288"/> </tileset> - <tileset firstgid="2108" name="Accessory" tilewidth="32" tileheight="32"> + <tileset firstgid="2100" name="Accessory" tilewidth="32" tileheight="32"> <image source="../graphics/tilesets/accessory.png" width="512" height="64"/> </tileset> - <tileset firstgid="2140" name="Collision" tilewidth="32" tileheight="32"> + <tileset firstgid="2132" name="Collision" tilewidth="32" tileheight="32"> <image source="../graphics/tilesets/collision.png" width="96" height="64"/> </tileset> - <tileset firstgid="2146" name="Height Number" tilewidth="32" tileheight="32"> + <tileset firstgid="2138" name="Height Number" tilewidth="32" tileheight="32"> <image source="../graphics/tilesets/level-number.png" width="512" height="32"/> </tileset> - <tileset firstgid="2162" name="Harbour_4_6" tilewidth="192" tileheight="128"> + <tileset firstgid="2154" name="Harbour_4_6" tilewidth="192" tileheight="128"> <image source="../graphics/tilesets/artis-harbour-x4-x6.png" width="192" height="128"/> </tileset> <layer name="Ground" width="250" height="175"> <data encoding="base64" compression="zlib"> - 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 + 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 </data> </layer> <layer name="Ground2" width="250" height="175"> <data encoding="base64" compression="zlib"> - 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 + 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 </data> </layer> <layer name="Road Concept" width="250" height="175"> @@ -101,22 +101,22 @@ </layer> <layer name="Fringe" width="250" height="175"> <data encoding="base64" compression="zlib"> - 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 + eJzt3cmPHcUBx/H2zLwxAnEwdhCgMUtYjBIQWMbOzcbG43AIiNUOQgFyACMMSDGKEiWX5ARKJJYTnKwROYQTBAkEB5ZBwiAwNgQbkwgQgsAfEIKMBMk4VXrdmnJR1f26u6qrqvv7kUrzlt78/H5dVd3V/bIMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAiN+pU+O/s56WWzhlyjxd3e1wvZ1AylZV5Eq3QRQ5iylHVRl1acOE77vM+4qa089qf4EufCW+qCtbZPHj0fJjmSP1+3v+qFnOZf28brS8jEmmr+sMy+v/7nC/JKmf1/x0t+sGmjrd8fJWTZBzm+0nLT/eKh5vU5672M7zHCzj6Ii6He5smR63Ma/wvB69Tm/qaJ7vpjlXM67anL/uIufrHSxDNZORedTzC8dtwM8r2rMfKnm8yOF6f9Aw5/OWnBdctTtudLScgqv9JPrtufzvfVrO759uXv8cEFl7R5SDoxMfHxLln4YcVn1X5T7j+ax63yHpOa8zbxlX+6IfOlqOiqwjFVX15b9aLFvO+7WhPF8yzxalfl9ssW51G6S9ojzgYHk618c5gLr+YWlLq3W7/J6eJZ7/RCtr82mKnJxpmEaWs/Pp9GXI+U3zrlXWrS/zHG1717T890v787+/dLAsE3LevRWijTjl6XzLjFju1yuybGlqubRxbot+eVn7vMyHhver2sX7K94vU+T8v2K9/5uw/64el/t1i3Wb+Mg6OffvMpGVY0re6o4baWtdyXf3K8O2mF4z8VX3dK1Nm19yeZzQhWIMgtrvoI/u3xatTjyv45y3Ibf9yZL3t3te/9nZuM96l8d1tGkLSLHl3Ias+yWz8lGL8RlNHHW0vmIfpbdN9+Z/ZZ2+ys2qkhUq5032T6nsk1L0Ssfr+2R04t829LaIydByftFo+dicPF4XIjuTZLzJcQ40V2TFdG44dpPkfOhCt4c31ZiW43H+VGXl6Zb99Wc89vertr2runxXR+tpKpV6kpz7I7PycYJ1uTRXkXMX116U2SjKfOb3OJwLqeQc4VxoqY/fFfuG90U5LMoRUT6w7Cu6OH7/rbaO7/Lnrq+9UG30uGzXyDliVDamE/XJPvpuw+uPR3R8o04/HvXFePztSw/L3JnQuICu7Bc5f0PLunz+ZoP8t20z7Mg4f+5T3fPncvzappLpJ7knSp3lxWpn6A0IoO2YnSqhzw302b4W88bYFtBt9bBMWXft8LDcSV2ptU1sx1BSxLEEfzZX3KcgZddn4+umP5saX8ddlEKT9nzovuR1jnJ9PML9Azn3Q7bbtzXMuWlM0xCErMulO2rm03Zu4MGAx+Fs7XPa7n40Gffquj/tu39+vd/Fd+52R/VwyOPtZXmmTndP1udN6uWib+6zj/6BKP9xsBxTH7147TNDW14l60L53hf5+3pdrs5bthx1+t3iM7u7xedWd4yh62vQXVHHv71ueR1uDGGMuLxurWmdPq89j/E4+8aK3MeaG1udHuv2DlWq42WlSY/D36w9j2GM61Yt1/MVOY+5z2vKNDn3T45nfU+Uv+d/TeNZ6/SnXS+vjb3a8xsmmOdOHxvS0msN+uex9nlN2xXzfilVxRgZeW5toea8Lvrmp5cs43X7W40V9yzV7yv1K8v0sfZt+8JWd8e6X0pV0T+/Ujm3tqBN0/X9ZpoY2jm+4nheX9F2d0vmXL9n8GpDUe9BfGY+ndreLl4z3ZtYfa7fh1hKcdxrKuT5gtDjepqg7e6WPH++qD2X5NiZodWRdTws9o+PKOXRCc9bXFXxvu97V9bxXPUkXtF2d6dotxdtcznefSHUxiRkn5brhQjPT7aty31cN1gHbXd3QtzvtQ+e1nL9t8hyntJ9MGzIuTumcTKLyuNY9gGurh+/JcJrN2BGu92dIueyvf6uZRof57fq+CLw+hEG9bk7xfH21crx8U0j++/2xUi/ruNW6uxgYhwXjBPvM/FqZv8d3T9GkJ17xf5mmyhXibJH2ffo13Wo96K2zQMMiazP5Vi4Re31WPrlZe6t2EZyDYzJnNt+41sqxrZujzQztixX7QNCWK+1O6quMxuy0Pfy6Juy+0yo91e+SeTm5lH19dVVy/GlyHXMdbh+ndnVHrc19X0K/Xz39DZ60WdfcLT8tr/h3Vc/95jzuteuxoS6vBvyd4ur7gOben0R0l15vtvcU6bPqMvdM11bOsk941KuL4aC/QkK+ng49Zic2p7fl5Ufr/PZ1wQwuaWp5VK4NM/5Qsl8ap2/aJnGZ18TQDvqb40uVEy7qDy+bTT+jaXY2oame9ZxfW096vhIvej3HUB8TGNf1Lr6vZLpAJeGcJ/hkMr62GXvxcRl/ZzyPWsBk48sx9i6UnVtKdeMduuYpU79hro2WanU1ejOkszzzPfLcXKeLLU/lGJbtYtt5ngdUmc77lEchzul4zZzbMfpgT6Q41zUPrnP3z9EGpYs+35f7XZ97Abc0+/Trt6X/RxH50QvYd8xGG+J79PbSjlAnz4Kt4r/h0+V54vK49PyfBb3XdGvPS1eNyl7D0C39kyPr08p7g21S3nvQpHTt5SsHhCP3xHl4Gj8WH19Q/58o/beIbIOzT0nVU+D7r0vsnrEkFf1dfn4sPbcNA8AAACA4eliDEuK44cAhPOS2Ge8LMororzK/gMd4TpATOLwhN8TjqXDN5fta8a0AxiSSetyIDRT/czxNQDIsiM163L650A66uYbcVofegMQJfLdT5xXC4tcoQtfht6AgXqWfKND1Ofd4zwVukbOu/UQnzcCIOcIZffKLLt7ZeitGIZLyXlnaK+f6Dci478l50CvPSgy/hA5B3rtcZHxJ8i5N3PT3C97SGK81/JtIt9/FeUpct4JjsOha/eJbN9PzjtxQZ7va8g5Wto5U/26+nhuNsvWzo5zLq97OXd2XOAP9Tna+pElo5fneZZlvWWaR0XWH6NO946cw5UXRF5fJLNRIudwYRft7qiRc6TgD+xHWiHnQP+Rc/j0O9Ff/z199uDIuXvHLJ/pNwP8rP8kMv5nch4cOXdvSX6mM98vx3v8Wa8T/76LRVk9s/x4hyj3iIzvEeWnM+Zpyh6vsZyXR33kHD69LTJ+gPo8OHKOWHBPaH/IuXtLls+0z+12xI2cA/1HzoH+I+dA//1lRegtAOAb9TnQf+Qc6D9yDvQfOQf6j5wD/cfvsQAAAMRnnjYaAABAb/B7LMBwcF6tP/i/hM0c343e4BwpAKCg9td/VrN+CDWv2ib5cc15NyvTX1tz3jOU6evWpXOB5gWkUN8/V9/dOwOt9+QE5wUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAFP0fnXtviQ== </data> </layer> <layer name="House Concept" width="250" height="175"> <data encoding="base64" compression="zlib"> - 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 + 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 </data> </layer> <layer name="Over" width="250" height="175"> <data encoding="base64" compression="zlib"> - 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 + 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 </data> </layer> - <layer name="Collision" width="250" height="175"> + <layer name="Collision" width="250" height="175" visible="0"> <data encoding="base64" compression="zlib"> - eJztnVty5SgQBfvTm+x2738VE/dD0ZgBVCCKU6A8ERn34StARaXknvDYv79+/foNAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAsAGfqNdQWkcpK9ZQi7o+b+D7heR9t6K3lXvcE+Xcd2tQ902tl3ZAXafTPU/n2sHzmet8mh16Ve0vnsfwfMU8s3370zjmbvwZftfmU/cNnu9BqzdX+bW7561r5mzH80TsV7W/eF7ej1I/rvAondsy3uhnSu/3ZtTzFYnWs2p/8bzej16el56XPBj1zzL2jET2/JNIfav2F8/7+nGG5z19Gtnz1rh5z3ivxbIGdV/tgLpOO3k+oz/v5rKuybrmfNy7OVv38uv4nrp6JFLfqv318ly93ie9cff1Hles45Y+4+1GT63wHM93Pq+Ra4XXNSbN34ljzcgOnpfmiOK6upc9Pc/rHcVTS7+Uxvi8/us4bzpPtOzguXUteD7f8/TxBM89540cPMfzSPfzdK4nfYHnP5OfY2TPS/uG5/6er3S8tte9fYLn97n7uVfu5+/y/Ko1ns/L578T1FgVPMfza1/TR6sX+bH5197g+TVWyWPLGlrXgVnXAzzHc6sjpT1pvbaOtbPnT+ewrvPu39h3wXM8tzjydO+8PB+Ze5b/s64V1vz5+sfMeFz/nqwFz/08T/d2teee8fZ8da71/fma4/3TGswOnvt4ftU2f2zteW8PzB7v6dwzPFe6kM5f8n73qF1X++vteVrnHi8tr1We1+Z/6n/rmvh0XK9r0y7B85iel/Zp5nhPg+djtVEFz2N6bnl9kuel5zt4XvuePpLj6ZrwfI7naU3zGj/xMprntTVYfS69Xxq3Z57SsU/PoZXov08mD577eX7X3/nnS8fmz3vH80qrXpafRcl/7kUVPMfzp56nr594GdHz2jpqzrd+pk0dPMfzGZ5b9qDnde94nplR3wgZWVfr3+d4/j7Pr9f5Y+3zpT2aOd7s7Op2mtM9/0TlutpfT8979vbO094+idRXuyTdM+v+1T6D5+/x3Fp3y+d39fyTz1pO+tmyK7v8fyxp8Nznfj5Cvi8zxomU1Pud06pxVM8/Ubiu9ld1P4+071dGrjkz5ry71+f/f8lTZiTy7426C54/8zyvZel55Cg8V2SG75brOJ6/x/NI+1vKzBrtllHXLcfh+bs8v6u3Om/2/JPee7v1s3iO55Fygucz1jL73/Z4fqbnpVqWei+aP3jutyY8f4fn1pqr/Unn2MHrPCvXZp0rqufWfsbz5573erU6EdfUCp7bg+fjntfqmT62ap72SxSnWuuKFjy3ReX4Gzy31j5/HcUry/VKHTy3Bc/HPW/VNH3s3Ysonu+QvFZ4Xl6PyvE3eG59P98PPI+Z/Hqyg+dqx0/3fGRv8fyMRPHc0sN43q7RXX1b7+Vfz+8ReL531J733Kvw3OZ5yUnrvpZ8T8fC9T2j8rynf/H8vk53dR3d18he332PQv6l5Pkds+aN5vgpnrdqbnlv5DMkdiLcz9Vun+p5r/MzPpvv7dN7xcx+fPP1Sum52ulTPM/rmj7mz0f3qvfzszwnc6LaAzz383z2PbC3P/A8VpT7gOe+9/Pa65F9eup57b3W8d7hWrMmeL7G8/xrMyCklbRH8NzX87zW6fNTPL9+p8q1rhN+N7NHevey9ZnePsFzP89n0RpPndxxXG+nZw9n7HGtV6Og9neG563af1L7G8Gtvx1s+bvCq5L+frSa57j+M3nPeHre6tUoqP0d8Tx1vWf/Ws/z+7ll/FXJfxdiyXE8/5mVnpfmi4ba36eevyEr/87JKZnp+WiPRkLtL57bguN9me252tM3ev7W4LgtJS/xfA9OdrzVYzvNESV4vrfntT0g5ErNyVHPS99P7ojaXzwnszLi+HUc9/MYtPbgpMw8n9NqU8vdPbdUh94eU3uK58/7hPRH3Q8pd/3dWn/+vPZZtad4Pt6ru6V0rivP3+pWJCyeW85ZfR54PtazpC+79bqlb6y9s9u54zkZyU593nufvvs693M8f0PuelzdF9Y+KZ2XxfPv5HFn1PuC53HT6u9er6LF0ldqN/H8534Qn9R6/YSa43lMWvtB5udkxz8p9VXec2o38fzn3pD5KfX5SbVuef79VT7/nVH7i+cx81bPR9xRO4znZDR5/55WZzyPyXelz07rvyjBczzH8/Oj8Nz6/dzMvmqdM55rPC+5juc+UXq+IqV5PPo1Cmp/8TxmTvf8SfDc3/Pc9R36Yse8yfPanOn7vfd/tdd4Tix5i+erexfP8TxS8Pws19X+jtYp3ScyP3je/ptcvWOpXVf7i+cx06q555wqz9Pnl+N4juen542ep7F4nh8b1fGdPV/5/eQb83bPP5l1P1c7juekltIerJpzZe7O77qvp1/v8VztN56TWlr7sGLelbnru9Tz2b2L53j+xig89wye4zn5f07z/BM8x/Ooae3DinlVWd27eI7n6qx2PJ1TlbzXZjzHczyPnLzmb/Fc7SOe4/nK4PlZqP3F85h5m+d3fbY7an/xPGbe5vk1v9pHPMfzlVF63suMMbifxwDP10bp+Xe2563nNc8tx+bP8VwPnq+NyvOR/n06xhtQ+4vnMYPnZ6H2F89jBs/PQu0vnscMnp+F2l88jxmF57W58RzP8dwneH4Wan/xPGbw/CzU/uJ5zJRqvmLOu/3Gczwn84LnZ6H2F89jRuX5SP8+HeMNqP2d4XlOuue9cKz2WDzHczw//1g8x/OR83lSi12OHe3xHc/X0r+r3NkJtb94zrFP+7f0CO2aR0Vdp6hQJ7Cg9hfPAfxR+4vnAP6o/cVzAH/U/uI5gD9qf/EcwB+1v3gO4I/aXzwH8EftL54D+KP2F88B/FH7i+cA/qj9xXMAf9T+4jmAP2p/8RzAH7W/eA7gj9pfPAfwR+0vngP4o/YXzwH8UfuL5wD+qP3FcwB/1P7iOYA/an8BAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADgDP4DtV+zHA== + 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 </data> </layer> <objectgroup name="Object" visible="0"> @@ -152,7 +152,7 @@ </objectgroup> <layer name="Heights" width="250" height="175" visible="0"> <data encoding="base64" compression="zlib"> - eJzt0zEKgDAMhtGMOWe197+CdLJKJwcL4T34IWOWLwIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIC/nRlxLNZy92fAF/3V7mhc51BLz7vt+dY51NHzOZ1DTavO29S1zqGmpmsAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgC0u0BgV0w== + eJzt0zEKgDAMhtGMOWO197+GdLJKJwcL4T34IWOWLwIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIC/nRlxLNZy92fAF/3V7mhc51BLz7vt+dY51NHzOZ1DTavO29S1zqGmpmsAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgC0uoO4UMw== </data> </layer> </map> |