imported>UnwiseOwl |
imported>UnwiseOwl |
||
Line 18: | Line 18: | ||
|bgcolor="orange"|[[-10,133]] | |bgcolor="orange"|[[-10,133]] | ||
|colspan="7"| | |colspan="7"| | ||
− | ||[[-10,141]] | + | |bgcolor="maroon"|[[-10,141]] |
− | ||[[-10,142]] | + | |bgcolor="maroon"|[[-10,142]] |
− | ||[[-10,143]] | + | |bgcolor="maroon"|[[-10,143]] |
|- | |- | ||
|colspan="17"| | |colspan="17"| | ||
Line 31: | Line 31: | ||
|bgcolor="orange"|[[-11,136]] | |bgcolor="orange"|[[-11,136]] | ||
|colspan="4"| | |colspan="4"| | ||
− | |[[-11,141]] | + | |bgcolor="maroon"|[[-11,141]] |
− | |[[-11,142]] | + | |bgcolor="maroon"|[[-11,142]] |
− | |[[-11,143]] | + | |bgcolor="maroon"|[[-11,143]] |
|- | |- | ||
|colspan="17"| | |colspan="17"| | ||
Line 44: | Line 44: | ||
|bgcolor="orange"|[[-12,136]] | |bgcolor="orange"|[[-12,136]] | ||
|colspan="4"| | |colspan="4"| | ||
− | |[[-12,141]] | + | |bgcolor="maroon"|[[-12,141]] |
− | |[[-12,142]] | + | |bgcolor="maroon"|[[-12,142]] |
− | |[[-12,143]] | + | |bgcolor="maroon"|[[-12,143]] |
|- | |- | ||
|colspan="12"| | |colspan="12"| | ||
Line 62: | Line 62: | ||
|bgcolor="orange"|[[-13,136]] | |bgcolor="orange"|[[-13,136]] | ||
|colspan="4"| | |colspan="4"| | ||
− | |[[-13,141]] | + | |bgcolor="maroon"|[[-13,141]] |
− | |[[-13,142]] | + | |bgcolor="maroon"|[[-13,142]] |
− | |[[-13,143]] | + | |bgcolor="maroon"|[[-13,143]] |
|- | |- | ||
|colspan="11"| | |colspan="11"| | ||
Line 81: | Line 81: | ||
|bgcolor="orange"|[[-15,136]] | |bgcolor="orange"|[[-15,136]] | ||
|colspan="4"| | |colspan="4"| | ||
− | |[[-15,151]] | + | |bgcolor="maroon"|[[-15,151]] |
− | |[[-15,152]] | + | |bgcolor="maroon"|[[-15,152]] |
− | |[[-15,153]] | + | |bgcolor="maroon"|[[-15,153]] |
− | |[[-15,154]] | + | |bgcolor="maroon"|[[-15,154]] |
− | |[[-15,155]] | + | |bgcolor="maroon"|[[-15,155]] |
|- | |- | ||
|colspan="10"| | |colspan="10"| | ||
Line 104: | Line 104: | ||
|bgcolor="orange"|[[-15,137]] | |bgcolor="orange"|[[-15,137]] | ||
|colspan="3"| | |colspan="3"| | ||
− | |[[-15,141]] | + | |bgcolor="maroon"|[[-15,141]] |
− | |[[-15,142]] | + | |bgcolor="maroon"|[[-15,142]] |
− | |[[-15,143]] | + | |bgcolor="maroon"|[[-15,143]] |
− | |[[-15,144]] | + | |bgcolor="maroon"|[[-15,144]] |
− | |[[-15,145]] | + | |bgcolor="maroon"|[[-15,145]] |
|- | |- | ||
|colspan="9"| | |colspan="9"| | ||
Line 127: | Line 127: | ||
|bgcolor="orange"|[[-16,136]] | |bgcolor="orange"|[[-16,136]] | ||
|bgcolor="orange"|[[-16,137]] | |bgcolor="orange"|[[-16,137]] | ||
− | |[[-16,138]] | + | |bgcolor="maroon"|[[-16,138]] |
− | |[[-16,139]] | + | |bgcolor="maroon"|[[-16,139]] |
− | |[[-16,140]] | + | |bgcolor="maroon"|[[-16,140]] |
− | |[[-16,141]] | + | |bgcolor="maroon"|[[-16,141]] |
− | |[[-16,142]] | + | |bgcolor="maroon"|[[-16,142]] |
− | |[[-16,143]] | + | |bgcolor="maroon"|[[-16,143]] |
− | |[[-16,144]] | + | |bgcolor="maroon"|[[-16,144]] |
− | |[[-16,145]] | + | |bgcolor="maroon"|[[-16,145]] |
|- | |- | ||
|colspan="9"| | |colspan="9"| | ||
Line 153: | Line 153: | ||
|bgcolor="orange"|[[-17,136]] | |bgcolor="orange"|[[-17,136]] | ||
|bgcolor="orange"|[[-17,137]] | |bgcolor="orange"|[[-17,137]] | ||
− | |[[-17,138]] | + | |bgcolor="maroon"|[[-17,138]] |
− | |[[-17,139]] | + | |bgcolor="maroon"|[[-17,139]] |
− | |[[-17,140]] | + | |bgcolor="maroon"|[[-17,140]] |
− | |[[-17,141]] | + | |bgcolor="maroon"|[[-17,141]] |
− | |[[-17,142]] | + | |bgcolor="maroon"|[[-17,142]] |
− | |[[-17,143]] | + | |bgcolor="maroon"|[[-17,143]] |
− | |[[-17,144]] | + | |bgcolor="maroon"|[[-17,144]] |
− | |[[-17,145]] | + | |bgcolor="maroon"|[[-17,145]] |
− | |[[-17,146]] | + | |bgcolor="maroon"|[[-17,146]] |
|- | |- | ||
|colspan="8"| | |colspan="8"| | ||
Line 181: | Line 181: | ||
|bgcolor="orange"|[[-18,136]] | |bgcolor="orange"|[[-18,136]] | ||
|bgcolor="orange"|[[-18,137]] | |bgcolor="orange"|[[-18,137]] | ||
− | |[[-18,138]] | + | |bgcolor="maroon"|[[-18,138]] |
− | |[[-18,139]] | + | |bgcolor="maroon"|[[-18,139]] |
− | |[[-18,140]] | + | |bgcolor="maroon"|[[-18,140]] |
− | |[[-18,141]] | + | |bgcolor="maroon"|[[-18,141]] |
− | |[[-18,142]] | + | |bgcolor="maroon"|[[-18,142]] |
− | |[[-18,143]] | + | |bgcolor="maroon"|[[-18,143]] |
− | |[[-18,144]] | + | |bgcolor="maroon"|[[-18,144]] |
− | |[[-18,145]] | + | |bgcolor="maroon"|[[-18,145]] |
− | |[[-18,146]] | + | |bgcolor="maroon"|[[-18,146]] |
|- | |- | ||
|colspan="6"| | |colspan="6"| | ||
Line 211: | Line 211: | ||
|bgcolor="orange"|[[-19,136]] | |bgcolor="orange"|[[-19,136]] | ||
|bgcolor="orange"|[[-19,137]] | |bgcolor="orange"|[[-19,137]] | ||
− | |[[-19,138]] | + | |bgcolor="maroon"|[[-19,138]] |
− | |[[-19,139]] | + | |bgcolor="maroon"|[[-19,139]] |
− | |[[-19,140]] | + | |bgcolor="maroon"|[[-19,140]] |
− | |[[-19,141]] | + | |bgcolor="maroon"|[[-19,141]] |
− | |[[-19,142]] | + | |bgcolor="maroon"|[[-19,142]] |
− | |[[-19,143]] | + | |bgcolor="maroon"|[[-19,143]] |
− | |[[-19,144]] | + | |bgcolor="maroon"|[[-19,144]] |
− | |[[-19,145]] | + | |bgcolor="maroon"|[[-19,145]] |
− | |[[-19,146]] | + | |bgcolor="maroon"|[[-19,146]] |
− | |[[-19,147]] | + | |bgcolor="maroon"|[[-19,147]] |
− | |[[-19,148]] | + | |bgcolor="maroon"|[[-19,148]] |
|- | |- | ||
|colspan="2"| | |colspan="2"| | ||
Line 247: | Line 247: | ||
|bgcolor="orange"|[[-20,136]] | |bgcolor="orange"|[[-20,136]] | ||
|bgcolor="orange"|[[-20,137]] | |bgcolor="orange"|[[-20,137]] | ||
− | |[[-20,138]] | + | |bgcolor="maroon"|[[-20,138]] |
− | |[[-20,139]] | + | |bgcolor="maroon"|[[-20,139]] |
− | |[[-20,140]] | + | |bgcolor="maroon"|[[-20,140]] |
− | |[[-20,141]] | + | |bgcolor="maroon"|[[-20,141]] |
− | |[[-20,142]] | + | |bgcolor="maroon"|[[-20,142]] |
− | |[[-20,143]] | + | |bgcolor="maroon"|[[-20,143]] |
− | |[[-20,144]] | + | |bgcolor="maroon"|[[-20,144]] |
− | |[[-20,145]] | + | |bgcolor="maroon"|[[-20,145]] |
− | |[[-20,146]] | + | |bgcolor="maroon"|[[-20,146]] |
− | |[[-20,147]] | + | |bgcolor="maroon"|[[-20,147]] |
− | |[[-20,148]] | + | |bgcolor="maroon"|[[-20,148]] |
− | |[[-20,149]] | + | |bgcolor="maroon"|[[-20,149]] |
|- | |- | ||
|colspan="1"| | |colspan="1"| | ||
Line 285: | Line 285: | ||
|bgcolor="orange"|[[-21,136]] | |bgcolor="orange"|[[-21,136]] | ||
|bgcolor="orange"|[[-21,137]] | |bgcolor="orange"|[[-21,137]] | ||
− | |[[-21,138]] | + | |bgcolor="maroon"|[[-21,138]] |
− | |[[-21,139]] | + | |bgcolor="maroon"|[[-21,139]] |
− | |[[-21,140]] | + | |bgcolor="maroon"|[[-21,140]] |
− | |[[-21,141]] | + | |bgcolor="maroon"|[[-21,141]] |
− | |[[-21,142]] | + | |bgcolor="maroon"|[[-21,142]] |
− | |[[-21,143]] | + | |bgcolor="maroon"|[[-21,143]] |
− | |[[-21,144]] | + | |bgcolor="maroon"|[[-21,144]] |
− | |[[-21,145]] | + | |bgcolor="maroon"|[[-21,145]] |
− | |[[-21,146]] | + | |bgcolor="maroon"|[[-21,146]] |
− | |[[-21,147]] | + | |bgcolor="maroon"|[[-21,147]] |
− | |[[-21,148]] | + | |bgcolor="maroon"|[[-21,148]] |
− | |[[-21,149]] | + | |bgcolor="maroon"|[[-21,149]] |
− | |[[-21,150]] | + | |bgcolor="maroon"|[[-21,150]] |
|- | |- | ||
|bgcolor="yellow"|[[-22,113]] | |bgcolor="yellow"|[[-22,113]] | ||
Line 324: | Line 324: | ||
|bgcolor="orange"|[[-22,136]] | |bgcolor="orange"|[[-22,136]] | ||
|bgcolor="orange"|[[-22,137]] | |bgcolor="orange"|[[-22,137]] | ||
− | |[[-22,138]] | + | |bgcolor="maroon"|[[-22,138]] |
− | |[[-22,139]] | + | |bgcolor="maroon"|[[-22,139]] |
− | |[[-22,140]] | + | |bgcolor="maroon"|[[-22,140]] |
− | |[[-22,141]] | + | |bgcolor="maroon"|[[-22,141]] |
− | |[[-22,142]] | + | |bgcolor="maroon"|[[-22,142]] |
− | |[[-22,143]] | + | |bgcolor="maroon"|[[-22,143]] |
− | |[[-22,144]] | + | |bgcolor="maroon"|[[-22,144]] |
− | |[[-22,145]] | + | |bgcolor="maroon"|[[-22,145]] |
− | |[[-22,146]] | + | |bgcolor="maroon"|[[-22,146]] |
− | |[[-22,147]] | + | |bgcolor="maroon"|[[-22,147]] |
− | |[[-22,148]] | + | |bgcolor="maroon"|[[-22,148]] |
− | |[[-22,149]] | + | |bgcolor="maroon"|[[-22,149]] |
− | |[[-22,150]] | + | |bgcolor="maroon"|[[-22,150]] |
|- | |- | ||
|bgcolor="yellow"|[[-23,113]] | |bgcolor="yellow"|[[-23,113]] | ||
Line 363: | Line 363: | ||
|bgcolor="orange"|[[-23,136]] | |bgcolor="orange"|[[-23,136]] | ||
|bgcolor="orange"|[[-23,137]] | |bgcolor="orange"|[[-23,137]] | ||
− | |[[-23,138]] | + | |bgcolor="maroon"|[[-23,138]] |
− | |[[-23,139]] | + | |bgcolor="maroon"|[[-23,139]] |
− | |[[-23,140]] | + | |bgcolor="maroon"|[[-23,140]] |
− | |[[-23,141]] | + | |bgcolor="maroon"|[[-23,141]] |
− | |[[-23,142]] | + | |bgcolor="maroon"|[[-23,142]] |
− | |[[-23,143]] | + | |bgcolor="maroon"|[[-23,143]] |
− | |[[-23,144]] | + | |bgcolor="maroon"|[[-23,144]] |
− | |[[-23,145]] | + | |bgcolor="maroon"|[[-23,145]] |
− | |[[-23,146]] | + | |bgcolor="maroon"|[[-23,146]] |
− | |[[-23,147]] | + | |bgcolor="maroon"|[[-23,147]] |
− | |[[-23,148]] | + | |bgcolor="maroon"|[[-23,148]] |
− | |[[-23,149]] | + | |bgcolor="maroon"|[[-23,149]] |
− | |[[-23,150]] | + | |bgcolor="maroon"|[[-23,150]] |
− | |[[-23,151]] | + | |bgcolor="maroon"|[[-23,151]] |
|- | |- | ||
|bgcolor="yellow"|[[-24,113]] | |bgcolor="yellow"|[[-24,113]] | ||
Line 403: | Line 403: | ||
|bgcolor="orange"|[[-24,136]] | |bgcolor="orange"|[[-24,136]] | ||
|bgcolor="orange"|[[-24,137]] | |bgcolor="orange"|[[-24,137]] | ||
− | |[[-24,138]] | + | |bgcolor="maroon"|[[-24,138]] |
− | |[[-24,139]] | + | |bgcolor="maroon"|[[-24,139]] |
− | |[[-24,140]] | + | |bgcolor="maroon"|[[-24,140]] |
− | |[[-24,141]] | + | |bgcolor="maroon"|[[-24,141]] |
− | |[[-24,142]] | + | |bgcolor="maroon"|[[-24,142]] |
− | |[[-24,143]] | + | |bgcolor="maroon"|[[-24,143]] |
− | |[[-24,144]] | + | |bgcolor="maroon"|[[-24,144]] |
− | |[[-24,145]] | + | |bgcolor="maroon"|[[-24,145]] |
− | |[[-24,146]] | + | |bgcolor="maroon"|[[-24,146]] |
− | |[[-24,147]] | + | |bgcolor="maroon"|[[-24,147]] |
− | |[[-24,148]] | + | |bgcolor="maroon"|[[-24,148]] |
− | |[[-24,149]] | + | |bgcolor="maroon"|[[-24,149]] |
− | |[[-24,150]] | + | |bgcolor="maroon"|[[-24,150]] |
− | |[[-24,151]] | + | |bgcolor="maroon"|[[-24,151]] |
− | |[[-24,152]] | + | |bgcolor="maroon"|[[-24,152]] |
|- | |- | ||
|bgcolor="yellow"|[[-25,113]] | |bgcolor="yellow"|[[-25,113]] | ||
Line 444: | Line 444: | ||
|bgcolor="orange"|[[-25,136]] | |bgcolor="orange"|[[-25,136]] | ||
|bgcolor="orange"|[[-25,137]] | |bgcolor="orange"|[[-25,137]] | ||
− | |[[-25,138]] | + | |bgcolor="maroon"|[[-25,138]] |
− | |[[-25,139]] | + | |bgcolor="maroon"|[[-25,139]] |
− | |[[-25,140]] | + | |bgcolor="maroon"|[[-25,140]] |
− | |[[-25,141]] | + | |bgcolor="maroon"|[[-25,141]] |
− | |[[-25,142]] | + | |bgcolor="maroon"|[[-25,142]] |
− | |[[-25,143]] | + | |bgcolor="maroon"|[[-25,143]] |
− | |[[-25,144]] | + | |bgcolor="maroon"|[[-25,144]] |
− | |[[-25,145]] | + | |bgcolor="maroon"|[[-25,145]] |
− | |[[-25,146]] | + | |bgcolor="maroon"|[[-25,146]] |
− | |[[-25,147]] | + | |bgcolor="maroon"|[[-25,147]] |
− | |[[-25,148]] | + | |bgcolor="maroon"|[[-25,148]] |
− | |[[-25,149]] | + | |bgcolor="maroon"|[[-25,149]] |
− | |[[-25,150]] | + | |bgcolor="maroon"|[[-25,150]] |
− | |[[-25,151]] | + | |bgcolor="maroon"|[[-25,151]] |
− | |[[-25,152]] | + | |bgcolor="maroon"|[[-25,152]] |
|- | |- | ||
|bgcolor="yellow"|[[-26,113]] | |bgcolor="yellow"|[[-26,113]] | ||
Line 488: | Line 488: | ||
|bgcolor="red"|[[-26,139]] | |bgcolor="red"|[[-26,139]] | ||
|bgcolor="red"|[[-26,140]] | |bgcolor="red"|[[-26,140]] | ||
− | |[[-26,141]] | + | |bgcolor="maroon"|[[-26,141]] |
− | |[[-26,142]] | + | |bgcolor="maroon"|[[-26,142]] |
− | |[[-26,143]] | + | |bgcolor="maroon"|[[-26,143]] |
− | |[[-26,144]] | + | |bgcolor="maroon"|[[-26,144]] |
− | |[[-26,145]] | + | |bgcolor="maroon"|[[-26,145]] |
− | |[[-26,146]] | + | |bgcolor="maroon"|[[-26,146]] |
− | |[[-26,147]] | + | |bgcolor="maroon"|[[-26,147]] |
− | |[[-26,148]] | + | |bgcolor="maroon"|[[-26,148]] |
− | |[[-26,149]] | + | |bgcolor="maroon"|[[-26,149]] |
− | |[[-26,150]] | + | |bgcolor="maroon"|[[-26,150]] |
− | |[[-26,151]] | + | |bgcolor="maroon"|[[-26,151]] |
− | |[[-26,152]] | + | |bgcolor="maroon"|[[-26,152]] |
|- | |- | ||
|bgcolor="yellow"|[[-27,113]] | |bgcolor="yellow"|[[-27,113]] | ||
Line 529: | Line 529: | ||
|bgcolor="red"|[[-27,139]] | |bgcolor="red"|[[-27,139]] | ||
|bgcolor="red"|[[-27,140]] | |bgcolor="red"|[[-27,140]] | ||
− | |[[-27,141]] | + | |bgcolor="maroon"|[[-27,141]] |
− | |[[-27,142]] | + | |bgcolor="maroon"|[[-27,142]] |
− | |[[-27,143]] | + | |bgcolor="maroon"|[[-27,143]] |
− | |[[-27,144]] | + | |bgcolor="maroon"|[[-27,144]] |
− | |[[-27,145]] | + | |bgcolor="maroon"|[[-27,145]] |
− | |[[-27,146]] | + | |bgcolor="maroon"|[[-27,146]] |
− | |[[-27,147]] | + | |bgcolor="maroon"|[[-27,147]] |
− | |[[-27,148]] | + | |bgcolor="maroon"|[[-27,148]] |
− | |[[-27,149]] | + | |bgcolor="maroon"|[[-27,149]] |
− | |[[-27,150]] | + | |bgcolor="maroon"|[[-27,150]] |
− | |[[-27,151]] | + | |bgcolor="maroon"|[[-27,151]] |
− | |[[-27,152]] | + | |bgcolor="maroon"|[[-27,152]] |
− | |[[-27,153]] | + | |bgcolor="maroon"|[[-27,153]] |
|- | |- | ||
|colspan="1"| | |colspan="1"| | ||
Line 571: | Line 571: | ||
|bgcolor="red"|[[-28,139]] | |bgcolor="red"|[[-28,139]] | ||
|bgcolor="red"|[[-28,140]] | |bgcolor="red"|[[-28,140]] | ||
− | |[[-28,141]] | + | |bgcolor="maroon"|[[-28,141]] |
− | |[[-28,142]] | + | |bgcolor="maroon"|[[-28,142]] |
− | |[[-28,143]] | + | |bgcolor="maroon"|[[-28,143]] |
− | |[[-28,144]] | + | |bgcolor="maroon"|[[-28,144]] |
− | |[[-28,145]] | + | |bgcolor="maroon"|[[-28,145]] |
− | |[[-28,146]] | + | |bgcolor="maroon"|[[-28,146]] |
− | |[[-28,147]] | + | |bgcolor="maroon"|[[-28,147]] |
− | |[[-28,148]] | + | |bgcolor="maroon"|[[-28,148]] |
− | |[[-28,149]] | + | |bgcolor="maroon"|[[-28,149]] |
− | |[[-28,150]] | + | |bgcolor="maroon"|[[-28,150]] |
− | |[[-28,151]] | + | |bgcolor="maroon"|[[-28,151]] |
− | |[[-28,152]] | + | |bgcolor="maroon"|[[-28,152]] |
− | |[[-28,153]] | + | |bgcolor="maroon"|[[-28,153]] |
|- | |- | ||
|colspan="1"| | |colspan="1"| | ||
Line 613: | Line 613: | ||
|bgcolor="red"|[[-29,139]] | |bgcolor="red"|[[-29,139]] | ||
|bgcolor="red"|[[-29,140]] | |bgcolor="red"|[[-29,140]] | ||
− | |[[-29,141]] | + | |bgcolor="aqua"|[[-29,141]] |
− | |[[-29,142]] | + | |bgcolor="aqua"|[[-29,142]] |
− | |[[-29,143]] | + | |bgcolor="aqua"|[[-29,143]] |
− | |[[-29,144]] | + | |bgcolor="aqua"|[[-29,144]] |
− | |[[-29,145]] | + | |bgcolor="aqua"|[[-29,145]] |
− | |[[-29,146]] | + | |bgcolor="aqua"|[[-29,146]] |
− | |[[-29,147]] | + | |bgcolor="aqua"|[[-29,147]] |
− | |[[-29,148]] | + | |bgcolor="aqua"|[[-29,148]] |
− | |[[-29,149]] | + | |bgcolor="aqua"|[[-29,149]] |
− | |[[-29,150]] | + | |bgcolor="aqua"|[[-29,150]] |
− | |[[-29,151]] | + | |bgcolor="aqua"|[[-29,151]] |
− | |[[-29,152]] | + | |bgcolor="aqua"|[[-29,152]] |
− | |[[-29,153]] | + | |bgcolor="aqua"|[[-29,153]] |
|- | |- | ||
|colspan="1"| | |colspan="1"| | ||
Line 655: | Line 655: | ||
|bgcolor="red"|[[-30,139]] | |bgcolor="red"|[[-30,139]] | ||
|bgcolor="red"|[[-30,140]] | |bgcolor="red"|[[-30,140]] | ||
− | |[[-30,141]] | + | |bgcolor="aqua"|[[-30,141]] |
− | |[[-30,142]] | + | |bgcolor="aqua"|[[-30,142]] |
− | |[[-30,143]] | + | |bgcolor="aqua"|[[-30,143]] |
− | |[[-30,144]] | + | |bgcolor="aqua"|[[-30,144]] |
− | |[[-30,145]] | + | |bgcolor="aqua"|[[-30,145]] |
− | |[[-30,146]] | + | |bgcolor="aqua"|[[-30,146]] |
− | |[[-30,147]] | + | |bgcolor="aqua"|[[-30,147]] |
− | |[[-30,148]] | + | |bgcolor="aqua"|[[-30,148]] |
− | |[[-30,149]] | + | |bgcolor="aqua"|[[-30,149]] |
− | |[[-30,150]] | + | |bgcolor="aqua"|[[-30,150]] |
− | |[[-30,151]] | + | |bgcolor="aqua"|[[-30,151]] |
− | |[[-30,152]] | + | |bgcolor="aqua"|[[-30,152]] |
− | |[[-30,153]] | + | |bgcolor="aqua"|[[-30,153]] |
|- | |- | ||
|colspan="2"| | |colspan="2"| | ||
Line 696: | Line 696: | ||
|bgcolor="red"|[[-31,139]] | |bgcolor="red"|[[-31,139]] | ||
|bgcolor="red"|[[-31,140]] | |bgcolor="red"|[[-31,140]] | ||
− | |[[-31,141]] | + | |bgcolor="aqua"|[[-31,141]] |
− | |[[-31,142]] | + | |bgcolor="aqua"|[[-31,142]] |
− | |[[-31,143]] | + | |bgcolor="aqua"|[[-31,143]] |
− | |[[-31,144]] | + | |bgcolor="aqua"|[[-31,144]] |
− | |[[-31,145]] | + | |bgcolor="aqua"|[[-31,145]] |
− | |[[-31,146]] | + | |bgcolor="aqua"|[[-31,146]] |
− | |[[-31,147]] | + | |bgcolor="aqua"|[[-31,147]] |
− | |[[-31,148]] | + | |bgcolor="aqua"|[[-31,148]] |
− | |[[-31,149]] | + | |bgcolor="aqua"|[[-31,149]] |
− | |[[-31,150]] | + | |bgcolor="aqua"|[[-31,150]] |
− | |[[-31,151]] | + | |bgcolor="aqua"|[[-31,151]] |
− | |[[-31,152]] | + | |bgcolor="aqua"|[[-31,152]] |
− | |[[-31,153]] | + | |bgcolor="aqua"|[[-31,153]] |
|- | |- | ||
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|bgcolor="red"|[[-32,140]] | |bgcolor="red"|[[-32,140]] | ||
− | |[[-32,141]] | + | |bgcolor="aqua"|[[-32,141]] |
− | |[[-32,142]] | + | |bgcolor="aqua"|[[-32,142]] |
− | |[[-32,143]] | + | |bgcolor="aqua"|[[-32,143]] |
− | |[[-32,144]] | + | |bgcolor="aqua"|[[-32,144]] |
− | |[[-32,145]] | + | |bgcolor="aqua"|[[-32,145]] |
− | |[[-32,146]] | + | |bgcolor="aqua"|[[-32,146]] |
− | |[[-32,147]] | + | |bgcolor="aqua"|[[-32,147]] |
− | |[[-32,148]] | + | |bgcolor="aqua"|[[-32,148]] |
− | |[[-32,149]] | + | |bgcolor="aqua"|[[-32,149]] |
− | |[[-32,150]] | + | |bgcolor="aqua"|[[-32,150]] |
− | |[[-32,151]] | + | |bgcolor="aqua"|[[-32,151]] |
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|bgcolor="red"|[[-33,140]] | |bgcolor="red"|[[-33,140]] | ||
− | |[[-33,141]] | + | |bgcolor="aqua"|[[-33,141]] |
− | |[[-33,142]] | + | |bgcolor="aqua"|[[-33,142]] |
− | |[[-33,143]] | + | |bgcolor="aqua"|[[-33,143]] |
− | |[[-33,144]] | + | |bgcolor="aqua"|[[-33,144]] |
− | |[[-33,145]] | + | |bgcolor="aqua"|[[-33,145]] |
− | |[[-33,146]] | + | |bgcolor="aqua"|[[-33,146]] |
− | |[[-33,147]] | + | |bgcolor="aqua"|[[-33,147]] |
− | |[[-33,148]] | + | |bgcolor="aqua"|[[-33,148]] |
− | |[[-33,149]] | + | |bgcolor="aqua"|[[-33,149]] |
− | |[[-33,150]] | + | |bgcolor="aqua"|[[-33,150]] |
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|bgcolor="red"|[[-34,139]] | |bgcolor="red"|[[-34,139]] | ||
|bgcolor="red"|[[-34,140]] | |bgcolor="red"|[[-34,140]] | ||
− | |[[-34,141]] | + | |bgcolor="aqua"|[[-34,141]] |
− | |[[-34,142]] | + | |bgcolor="aqua"|[[-34,142]] |
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− | |[[-34,144]] | + | |bgcolor="aqua"|[[-34,144]] |
− | |[[-34,145]] | + | |bgcolor="aqua"|[[-34,145]] |
− | |[[-34,146]] | + | |bgcolor="aqua"|[[-34,146]] |
− | |[[-34,147]] | + | |bgcolor="aqua"|[[-34,147]] |
− | |[[-34,148]] | + | |bgcolor="aqua"|[[-34,148]] |
− | |[[-34,149]] | + | |bgcolor="aqua"|[[-34,149]] |
− | |[[-34,150]] | + | |bgcolor="aqua"|[[-34,150]] |
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|bgcolor="red"|[[-35,140]] | |bgcolor="red"|[[-35,140]] | ||
− | |[[-35,141]] | + | |bgcolor="blue"|[[-35,141]] |
− | |[[-35,142]] | + | |bgcolor="blue"|[[-35,142]] |
− | |[[-35,143]] | + | |bgcolor="blue"|[[-35,143]] |
− | |[[-35,144]] | + | |bgcolor="aqua"|[[-35,144]] |
− | |[[-35,145]] | + | |bgcolor="aqua"|[[-35,145]] |
− | |[[-35,146]] | + | |bgcolor="aqua"|[[-35,146]] |
− | |[[-35,147]] | + | |bgcolor="aqua"|[[-35,147]] |
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− | |[[-35,149]] | + | |bgcolor="aqua"|[[-35,149]] |
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− | |[[-36,142]] | + | |bgcolor="blue"|[[-36,142]] |
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− | |[[-36,145]] | + | |bgcolor="blue"|[[-36,145]] |
− | |[[-36,146]] | + | |bgcolor="blue"|[[-36,146]] |
− | |[[-36,147]] | + | |bgcolor="blue"|[[-36,147]] |
− | |[[-36,148]] | + | |bgcolor="aqua"|[[-36,148]] |
− | |[[-36,149]] | + | |bgcolor="aqua"|[[-36,149]] |
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|bgcolor="red"|[[-37,139]] | |bgcolor="red"|[[-37,139]] | ||
|bgcolor="red"|[[-37,140]] | |bgcolor="red"|[[-37,140]] | ||
− | |[[-37,141]] | + | |bgcolor="blue"|[[-37,141]] |
− | |[[-37,142]] | + | |bgcolor="blue"|[[-37,142]] |
− | |[[-37,143]] | + | |bgcolor="blue"|[[-37,143]] |
− | |[[-37,144]] | + | |bgcolor="blue"|[[-37,144]] |
− | |[[-37,145]] | + | |bgcolor="blue"|[[-37,145]] |
− | |[[-37,146]] | + | |bgcolor="blue"|[[-37,146]] |
− | |[[-37,147]] | + | |bgcolor="blue"|[[-37,147]] |
− | |[[-37,148]] | + | |bgcolor="blue"|[[-37,148]] |
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− | |[[-37,150]] | + | |bgcolor="aqua"|[[-37,150]] |
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|bgcolor="red"|[[-38,139]] | |bgcolor="red"|[[-38,139]] | ||
|bgcolor="red"|[[-38,140]] | |bgcolor="red"|[[-38,140]] | ||
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− | |[[-38,145]] | + | |bgcolor="blue"|[[-38,145]] |
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Revision as of 16:04, 8 October 2008
The Australian Nomenclature Project
That’s Australia, all 814 graticules of it. I will be entering my list of names for them all as I find the time.
Thanks to Robyn whose table I blatantly plagiarised to produce this little guy.
Ok, it doesn't look right just now. As soon as I work out why that is...
- Looks fine now :) --joannac 14:54, 8 October 2008 (UTC)