diff options
-rw-r--r-- | graphics/tiles/Forest_x2.png | bin | 20766 -> 0 bytes | |||
-rw-r--r-- | graphics/tiles/Forest_x3.png | bin | 35831 -> 0 bytes | |||
-rw-r--r-- | graphics/tiles/Forest_x4.png | bin | 49549 -> 0 bytes | |||
-rw-r--r-- | graphics/tiles/Forest_x5.png | bin | 60601 -> 0 bytes | |||
-rw-r--r-- | graphics/tiles/Forest_x8.png | bin | 66151 -> 0 bytes | |||
-rw-r--r-- | graphics/tiles/Woodland_x2.png | bin | 12709 -> 38468 bytes | |||
-rw-r--r-- | graphics/tiles/Woodland_x3.png | bin | 37055 -> 90848 bytes | |||
-rw-r--r-- | graphics/tiles/Woodland_x4.png | bin | 0 -> 50564 bytes | |||
-rw-r--r-- | graphics/tiles/Woodland_x5.png | bin | 0 -> 61454 bytes | |||
-rw-r--r-- | graphics/tiles/Woodland_x8.png | bin | 0 -> 68644 bytes | |||
-rw-r--r-- | maps/007-1.tmx | 20 | ||||
-rw-r--r-- | maps/008-1.tmx | 20 | ||||
-rw-r--r-- | maps/009-1.tmx | 34 | ||||
-rw-r--r-- | maps/010-1.tmx | 28 | ||||
-rw-r--r-- | maps/011-1.tmx | 43 | ||||
-rw-r--r-- | maps/012-1.tmx | 26 | ||||
-rw-r--r-- | maps/013-1.tmx | 22 | ||||
-rw-r--r-- | maps/014-1.tmx | 22 | ||||
-rw-r--r-- | maps/015-1.tmx | 14 | ||||
-rw-r--r-- | maps/016-1.tmx | 34 | ||||
-rw-r--r-- | maps/017-1.tmx | 12 | ||||
-rw-r--r-- | maps/018-1.tmx | 23 |
22 files changed, 143 insertions, 155 deletions
diff --git a/graphics/tiles/Forest_x2.png b/graphics/tiles/Forest_x2.png Binary files differdeleted file mode 100644 index 9b3f41cc..00000000 --- a/graphics/tiles/Forest_x2.png +++ /dev/null diff --git a/graphics/tiles/Forest_x3.png b/graphics/tiles/Forest_x3.png Binary files differdeleted file mode 100644 index e08d7cd7..00000000 --- a/graphics/tiles/Forest_x3.png +++ /dev/null diff --git a/graphics/tiles/Forest_x4.png b/graphics/tiles/Forest_x4.png Binary files differdeleted file mode 100644 index 2a77d8d4..00000000 --- a/graphics/tiles/Forest_x4.png +++ /dev/null diff --git a/graphics/tiles/Forest_x5.png b/graphics/tiles/Forest_x5.png Binary files differdeleted file mode 100644 index ce1cf389..00000000 --- a/graphics/tiles/Forest_x5.png +++ /dev/null diff --git a/graphics/tiles/Forest_x8.png b/graphics/tiles/Forest_x8.png Binary files differdeleted file mode 100644 index d63246b1..00000000 --- a/graphics/tiles/Forest_x8.png +++ /dev/null diff --git a/graphics/tiles/Woodland_x2.png b/graphics/tiles/Woodland_x2.png Binary files differindex f7dff1f5..671eda20 100644 --- a/graphics/tiles/Woodland_x2.png +++ b/graphics/tiles/Woodland_x2.png diff --git a/graphics/tiles/Woodland_x3.png b/graphics/tiles/Woodland_x3.png Binary files differindex 00a782d3..0efb2d91 100644 --- a/graphics/tiles/Woodland_x3.png +++ b/graphics/tiles/Woodland_x3.png diff --git a/graphics/tiles/Woodland_x4.png b/graphics/tiles/Woodland_x4.png Binary files differnew file mode 100644 index 00000000..a0da2dd6 --- /dev/null +++ b/graphics/tiles/Woodland_x4.png diff --git a/graphics/tiles/Woodland_x5.png b/graphics/tiles/Woodland_x5.png Binary files differnew file mode 100644 index 00000000..c6ed05d4 --- /dev/null +++ b/graphics/tiles/Woodland_x5.png diff --git a/graphics/tiles/Woodland_x8.png b/graphics/tiles/Woodland_x8.png Binary files differnew file mode 100644 index 00000000..615a5585 --- /dev/null +++ b/graphics/tiles/Woodland_x8.png diff --git a/maps/007-1.tmx b/maps/007-1.tmx index e1badd61..cfbf56f8 100644 --- a/maps/007-1.tmx +++ b/maps/007-1.tmx @@ -13,29 +13,29 @@ <tileset name="Woodland" firstgid="1" tilewidth="32" tileheight="32"> <image source="../graphics/tiles/Woodland_ground.png"/> </tileset> - <tileset name="Collision" firstgid="257" tilewidth="32" tileheight="32"> - <image source="../graphics/tiles/collision.png"/> - </tileset> - <tileset name="Untitled" firstgid="259" tilewidth="32" tileheight="64"> + <tileset name="Woodland x2" firstgid="257" tilewidth="32" tileheight="64"> <image source="../graphics/tiles/Woodland_x2.png"/> </tileset> - <tileset name="Untitled" firstgid="275" tilewidth="32" tileheight="96"> + <tileset name="Woodland x3" firstgid="289" tilewidth="32" tileheight="96"> <image source="../graphics/tiles/Woodland_x3.png"/> </tileset> - <tileset name="Unbenannt" firstgid="291" tilewidth="32" tileheight="32"> + <tileset name="TransWoodland Desert" firstgid="321" tilewidth="32" tileheight="32"> <image source="../graphics/tiles/trans_woodland-desert.png"/> </tileset> - <tileset name="Unbenannt" firstgid="419" tilewidth="32" tileheight="32"> + <tileset name="Desert1" firstgid="449" tilewidth="32" tileheight="32"> <image source="../graphics/tiles/desert1.png"/> </tileset> + <tileset name="Collision" firstgid="705" tilewidth="32" tileheight="32"> + <image source="../graphics/tiles/collision.png"/> + </tileset> <layer name="Ground" width="144" height="124"> <data encoding="base64" compression="gzip"> - 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tileheight="32"> <image source="../graphics/tiles/Woodland_village.png"/> </tileset> + <tileset name="Collision" firstgid="694" tilewidth="32" tileheight="32"> + <image source="../graphics/tiles/collision.png"/> + </tileset> <layer name="Ground" width="168" height="168"> <data encoding="base64" compression="gzip"> 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