diff options
-rw-r--r-- | maps/001-1.tmx | 12 | ||||
-rw-r--r-- | maps/001-2-0.tmx | 28 |
2 files changed, 20 insertions, 20 deletions
diff --git a/maps/001-1.tmx b/maps/001-1.tmx index 4e2a123b..0ca4d286 100644 --- a/maps/001-1.tmx +++ b/maps/001-1.tmx @@ -98,27 +98,27 @@ </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="Fringe" width="250" height="175"> <data encoding="base64" compression="zlib"> - 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 + 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 </data> </layer> - <layer name="House Concept" width="250" height="175" visible="0"> + <layer name="House Concept" width="250" height="175"> <data encoding="base64" compression="zlib"> - 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 + eJzt3MFthDAQhlHEOf03lBJSQjrYCnLKjcRitIbh93uSj0hw+LQrsGfbAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABI8rr7BoBp9A1r0DrwTh97fQHnvLZ7fsd1Dvl0Dvl0Dvl0Dvk+9/oCnkHnkO9rry/gGb73+gIAAACAX/ZzQDZ7tyCbfZqQT+eQT+eQT+eQT+eQT+eQT+fQS2V+ifkn8Cw6h3w6h3w6h3w6h3yVuYPmFsKz6BzyVeaLmk8Kz1KZL2o+6Zh3FJBP55BP55BP55BP55BP55BP55BP53RR2af+zpVsteelL53Ps9rz0pfO51nteelL5/M4y0MXOp9H53Rx1F71fOnoutU6d2aPLnQ+jzN7dHHUXvUc+ei61TqHLo7aq54jH12nc7jHle3pHO5x5Tth75/hHjqfx/8Xurjy289q35l0ThdXfvtZ7TuTziGfziGfziGfziGfziGfzuF/CWddO98bdKBzyKdzyJfQ+Wr7fOEsnUO+0Wyayrybq622nx/OSuh8tf38cNZoBlVlrhXQy2gGVWWuFQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAf/sBNapJjg== </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="Shadow" width="250" height="175"> diff --git a/maps/001-2-0.tmx b/maps/001-2-0.tmx index cedc10d2..663c8298 100644 --- a/maps/001-2-0.tmx +++ b/maps/001-2-0.tmx @@ -14,52 +14,52 @@ <image source="../graphics/tilesets/artis-indoor-fringe.png" width="512" height="512"/> </tileset> <tileset firstgid="513" name="Indor x2" tilewidth="32" tileheight="64"> - <image source="../graphics/tilesets/artis-indoor-x2.png" width="256" height="64"/> + <image source="../graphics/tilesets/artis-indoor-x2.png" width="512" height="64"/> </tileset> - <tileset firstgid="521" name="Indoor x3" tilewidth="32" tileheight="96"> + <tileset firstgid="529" name="Indoor x3" tilewidth="32" tileheight="96"> <image source="../graphics/tilesets/artis-indoor-x3.png" width="512" height="288"/> </tileset> - <tileset firstgid="569" name="Indoor x2 x4" tilewidth="64" tileheight="128"> + <tileset firstgid="577" name="Indoor x2 x4" tilewidth="64" tileheight="128"> <image source="../graphics/tilesets/artis-indoor-x4x2.png" width="512" height="128"/> </tileset> - <tileset firstgid="577" name="Accessory" tilewidth="32" tileheight="32"> + <tileset firstgid="585" name="Accessory" tilewidth="32" tileheight="32"> <image source="../graphics/tilesets/artis-accessory.png" width="512" height="256"/> </tileset> - <tileset firstgid="705" name="Pavement" tilewidth="32" tileheight="32"> + <tileset firstgid="713" name="Pavement" tilewidth="32" tileheight="32"> <image source="../graphics/tilesets/artis-pavement.png" width="512" height="256"/> </tileset> - <tileset firstgid="833" name="Sunlight" tilewidth="32" tileheight="160"> + <tileset firstgid="841" name="Sunlight" tilewidth="32" tileheight="160"> <image source="../graphics/tilesets/ship-sunlight-x1x5.png" width="128" height="160"/> </tileset> - <tileset firstgid="837" name="Collision" tilewidth="32" tileheight="32"> + <tileset firstgid="845" name="Collision" tilewidth="32" tileheight="32"> <image source="../graphics/tilesets/collision.png" width="96" height="64"/> </tileset> <layer name="Ground" width="66" height="72"> <data encoding="base64" compression="zlib"> - eJzt2EFOwzAQheGhLClIrNggJCQuwAmg++YuuRRH4CZgcYIeAba4wlZHIzuqhBVHk3/xKUntxfjFTpyOIjICAAAAAAAAAACszFV0M2E70We7gPpbZfAaXUQ/G5FdOn+OvjZ/5y+pT257uhS5lVObhyyuoyGN6S4d38z1XvXJvz+qtocFjKNVDofoMx3fo6Cu96rPIbUF1eYhh1GN6aMgKN8qC613/a1zyHMg0/c+9ynNid71t85B3+9QOdpzTzmUxmbveT7Xa8ZjDnb8Ngu7ZrLj7/cLGEPrPEYpr/2p56iH/YMWTA5BtQ1Sng+e3pulPOzaH6T8fPCcQy2b2nu1d21z51B6Pnh6X5wj77utteVQmw9rXBd2TuRvjt61zZ1Dbc/Zu7Y5Te21e9c293zw/p117nwIFb1r65GF1/9g/pNF71oAAAAAAAAAAADQ3y+kwV1U + eJzt2DFOwzAUxvFHGSlITCwIiZ2FE0D35i65FEfgJuCZqUdgBVfY6tOTHVXCiqOX//BTktrD8xc7cTqKyAgAAAAAAAAAALAyV9HNhO1En+0C6m+VwWt0Ef1sRHbp/Dn62vydv6Q+ue3pUuRWTm0esriOhjSmu3R8M9d71Sf//qjaHhYwjlY5HKLPdHyPgrreqz6H1BZUm4ccRjWmj4KgfKsstN71t84hz4FM3/vcpzQnetffOgd9v0PlaM895VAam73n+VyvGY852PHbLOyayY6/3y9gDK3zGKW89qeeox72D1owOQTVNkh5Pnh6b5bysGt/kPLzwXMOtWxq79Xetc2dQ+n54Ol9cY6877bWlkNtPqxxXdg5kb85etc2dw61PWfv2uY0tdfuXdvc88H7d9a58yFU9K6tRxZe/4P5Txa9awEAAAAAAAAAAEB/vyRsXWw= </data> </layer> <layer name="Ground 2" width="66" height="72"> <data encoding="base64" compression="zlib"> - eJzt1sENgjAUxvFiYpzATRzBBUj0hmM4gwuoExgnUe/qBAQdQNG7j7yaNEjxBIf2/0u+UB49wHcAjAEAAAAAAAAAAEDsRpK1ZCPZ2nPfvpAtB8bs7HovmXv2feerpPt76lsuSW2Msy6cPWlDQrIw2kPlIDlKTpJZoj1kdk+TrPvb69VDcq/NbpLSrifSydCT0FRdPJ2UzrWpPO9ZjhcnV8k4wB7aVB28a7OX0S5iknvmhWceKnpAXdP3JDa8JxXvB0UPih7Uv//umLT9dwMAAAAAAAAAAAAAgF8fHxs2kg== + eJzt1rENgkAUxvHDxDiBmziCC5Boh6NYu4A6gXEStVcnIOgAivY+8s7kghxWUNz9f8kXjscV8BWAMQAAAAAAAAAAAIjdSLKWbCRbe+7bF7LlwJidXe8lc8++73yVdH9PfcslqY1x1oWzJ21ISBZGe6gcJEfJSTJLtIfM7mmSdX97vXpI7rXZTVLa9UQ6GXoSmqqLp5PSuTaV5z3L8eLkKhkH2EObqoN3bfYy2kVMcs+88MxDRQ+oa/qexIb3pOL9oOhB0YP6998dk7b/bgAAAAAAAAAAAAAA8OsDl0o2mg== </data> </layer> <layer name="Fringe" width="66" height="72"> <data encoding="base64" compression="zlib"> - eJzt1U1qwkAYBuAxcdOF2k33LbjwCi6t1n0X7aq9hHgGvUFPUjyfnzRgCAYU0WryPPCSzPAt5i+ZlAAAAAAAAGi7eaX9VlNX198UnyfW/3QuMox/9Zyl9BL5Ldqb4vl+oHaZXWlQN2IQ832MLCLD2Ptxaf4P8d6PdBu4JpM8pdfINDLL9+2PWINRZB1z7pW+hVX2V9cUx+zpbi2eDiRr4Hlou/yMPe04DxTOOUfct++a/q+rjuI2VO9Xd2a7Vf+L7kwAAAAAAAAAgONtATYaCnY= + eJzt1UFqwkAUBuAx6dZFF609gAt7jC4qaN240JW9SPEM7a4nkZ7PVwwowYASjJp8H/wkE95iZt6ESQkAAAAAAICuG5fG7xV1Vd/bYnlm/W/vItO4qlGW0mtkU4z/iuf8SO06a2hSN2IQ632JfEWG0fu3g/U/xvtz5KGFezLJU5pGPiKzfD9exB6MIj+x5v7Bv/Cd7era4pSe/u/F05FkLTwPXdev0dOe80Chzjnivn1WfF81OovbUL5f3Zndlpf6784EAAAAAAAAADjdFlz+Cxo= </data> </layer> <layer name="Over" width="66" height="72"> <data encoding="base64" compression="zlib"> - eJzt1lEKgkAUheFbPreCzNcejQrsrdJWUO0jl9GyuzIjTUIqoYnO/8FBBoZhPKBcEQAAAAAAAAAAAKDecy4SzYa+BdCvXLPo4JzInjVWv/ZwDkRSTaa5BP72UEUPxhR6WGo2Dfvimj1xpzcaRi7vLlaatX1uNTvN3q4fmtOXM4693/I/cicH+0w1meYi3X07Y3TV3DR38bsHV5sexv6fbIMeDHow6MGgB4MeDHowmmbvYq4OxY8eyi6KududuYt16OyZuvI9E/mcuRPxp4Mqd+YGAAAAAAAAAAAAXk+eHno= + eJzt1s0KgkAUhuFTrruCym1LowLbFdWmn1V1H3kpXXJHZqRJSCU00Xkf+JCBYRg/UI4IAAAAAAAAAAAAUOw5FAkHbd8CaFaiGdVwTmjP6qpfezgGIifNWXMJ/O0hjx6MPvQw1sxL9kUFe6Jab9SORN5dTDUz+1xolpqVXT802y9nbBq/5X8kTtb2udPsNQep79vpoqvmprmL3z24qvTQ9f9kFfRg0INBDwY9GPRg0INRNnunc/VE/Ogh6yKdu92ZO11PnD19l71nLJ8zdyz+dJDnztwAAAAAAAAAAADAC0cnHqI= </data> </layer> - <layer name="Collision" width="66" height="72"> + <layer name="Collision" width="66" height="72" visible="0"> <data encoding="base64" compression="zlib"> - eJzt1kEKgCAQBVChuwXd/0JtCkJMWzWDvoG3qc34+ZT7VsoOAAAAAAAAcDkS7BB9/nvqd61nsxrNSj35kkVrovf+M4PRRO+fIYvovTNkMGsWo2/AzOfv5fKlN9F7/u2tKyv9U5/9qLuwWid6E72bPuiDHOSQgRzkUKvvUqvdoVrdiN4BAAAAAACAHE4loCGM + eJzt1kEKgCAQBVCh+wXd/zJtCkJMWzWDvoG3qc34+ZT7VsoOAAAAAAAAcDkS7BB9/nvqd61nsxrNSj35kkVrovf+M4PRRO+fIYvovTNkMGsWo2/AzOfv5fKlN9F7/u2tKyv9U5/9qLuwWid6E72bPuiDHOSQgRzkUKvvUqvdoVrdiN4BAAAAAACAHE6y4LF0 </data> </layer> - <objectgroup name="Object"> + <objectgroup name="Object" visible="0"> <object name="To Artis North" type="warp" x="960" y="1120" width="32" height="32"> <properties> <property name="dest_map" value="001-1"/> |