Difference between revisions of "User:UnwiseOwl/Australia"

From Geohashing
imported>UnwiseOwl
imported>UnwiseOwl
Line 15: Line 15:
 
|-
 
|-
 
|colspan="19"|
 
|colspan="19"|
|bgcolor="yellow"|[[-10,132]]
+
|bgcolor="orange"|[[-10,132]]
 
|bgcolor="orange"|[[-10,133]]
 
|bgcolor="orange"|[[-10,133]]
 
|colspan="7"|
 
|colspan="7"|
|bgcolor="red"|[[-10,141]]
+
||[[-10,141]]
|bgcolor="light blue"|[[-10,142]]
+
||[[-10,142]]
|bgcolor="green"|[[-10,143]]
+
||[[-10,143]]
 
|-
 
|-
 
|colspan="17"|
 
|colspan="17"|
|[[-11,130]]
+
|bgcolor="orange"|[[-11,130]]
|[[-11,131]]
+
|bgcolor="orange"|[[-11,131]]
|[[-11,132]]
+
|bgcolor="orange"|[[-11,132]]
|[[-11,133]]
+
|bgcolor="orange"|[[-11,133]]
|[[-11,134]]
+
|bgcolor="orange"|[[-11,134]]
|[[-11,135]]
+
|bgcolor="orange"|[[-11,135]]
|[[-11,136]]
+
|bgcolor="orange"|[[-11,136]]
 
|colspan="4"|
 
|colspan="4"|
 
|[[-11,141]]
 
|[[-11,141]]
Line 36: Line 36:
 
|-
 
|-
 
|colspan="17"|
 
|colspan="17"|
|[[-12,130]]
+
|bgcolor="orange"|[[-12,130]]
|[[-12,131]]
+
|bgcolor="orange"|[[-12,131]]
|[[-12,132]]
+
|bgcolor="orange"|[[-12,132]]
|[[-12,133]]
+
|bgcolor="orange"|[[-12,133]]
|[[-12,134]]
+
|bgcolor="orange"|[[-12,134]]
|[[-12,135]]
+
|bgcolor="orange"|[[-12,135]]
|[[-12,136]]
+
|bgcolor="orange"|[[-12,136]]
 
|colspan="4"|
 
|colspan="4"|
 
|[[-12,141]]
 
|[[-12,141]]
Line 49: Line 49:
 
|-
 
|-
 
|colspan="12"|
 
|colspan="12"|
|[[-13,125]]
+
|bgcolor="yellow"|[[-13,125]]
|[[-13,126]]
+
|bgcolor="yellow"|[[-13,126]]
|[[-13,127]]
+
|bgcolor="yellow"|[[-13,127]]
 
|colspan="1"|
 
|colspan="1"|
|[[-13,129]]
+
|bgcolor="orange"|[[-13,129]]
|[[-13,130]]
+
|bgcolor="orange"|[[-13,130]]
|[[-13,131]]
+
|bgcolor="orange"|[[-13,131]]
|[[-13,132]]
+
|bgcolor="orange"|[[-13,132]]
|[[-13,133]]
+
|bgcolor="orange"|[[-13,133]]
|[[-13,134]]
+
|bgcolor="orange"|[[-13,134]]
|[[-13,135]]
+
|bgcolor="orange"|[[-13,135]]
|[[-13,136]]
+
|bgcolor="orange"|[[-13,136]]
 
|colspan="4"|
 
|colspan="4"|
 
|[[-13,141]]
 
|[[-13,141]]
Line 67: Line 67:
 
|-
 
|-
 
|colspan="11"|
 
|colspan="11"|
|[[-15,124]]
+
|bgcolor="yellow"|[[-15,124]]
|[[-15,125]]
+
|bgcolor="yellow"|[[-15,125]]
|[[-15,126]]
+
|bgcolor="yellow"|[[-15,126]]
|[[-15,127]]
+
|bgcolor="yellow"|[[-15,127]]
|[[-15,128]]
+
|bgcolor="yellow"|[[-15,128]]
|[[-15,129]]
+
|bgcolor="orange"|[[-15,129]]
|[[-15,130]]
+
|bgcolor="orange"|[[-15,130]]
|[[-15,131]]
+
|bgcolor="orange"|[[-15,131]]
|[[-15,132]]
+
|bgcolor="orange"|[[-15,132]]
|[[-15,133]]
+
|bgcolor="orange"|[[-15,133]]
|[[-15,134]]
+
|bgcolor="orange"|[[-15,134]]
|[[-15,135]]
+
|bgcolor="orange"|[[-15,135]]
|[[-15,136]]
+
|bgcolor="orange"|[[-15,136]]
 
|colspan="4"|
 
|colspan="4"|
 
|[[-15,151]]
 
|[[-15,151]]
Line 88: Line 88:
 
|-
 
|-
 
|colspan="10"|
 
|colspan="10"|
|[[-15,123]]
+
|bgcolor="yellow"|[[-15,123]]
|[[-15,124]]
+
|bgcolor="yellow"|[[-15,124]]
|[[-15,125]]
+
|bgcolor="yellow"|[[-15,125]]
|[[-15,126]]
+
|bgcolor="yellow"|[[-15,126]]
|[[-15,127]]
+
|bgcolor="yellow"|[[-15,127]]
|[[-15,128]]
+
|bgcolor="yellow"|[[-15,128]]
|[[-15,129]]
+
|bgcolor="orange"|[[-15,129]]
|[[-15,130]]
+
|bgcolor="orange"|[[-15,130]]
|[[-15,131]]
+
|bgcolor="orange"|[[-15,131]]
|[[-15,132]]
+
|bgcolor="orange"|[[-15,132]]
|[[-15,133]]
+
|bgcolor="orange"|[[-15,133]]
|[[-15,134]]
+
|bgcolor="orange"|[[-15,134]]
|[[-15,135]]
+
|bgcolor="orange"|[[-15,135]]
|[[-15,136]]
+
|bgcolor="orange"|[[-15,136]]
|[[-15,137]]
+
|bgcolor="orange"|[[-15,137]]
 
|colspan="3"|
 
|colspan="3"|
 
|[[-15,141]]
 
|[[-15,141]]
Line 111: Line 111:
 
|-
 
|-
 
|colspan="9"|
 
|colspan="9"|
|[[-16,122]]
+
|bgcolor="yellow"|[[-16,122]]
|[[-16,123]]
+
|bgcolor="yellow"|[[-16,123]]
|[[-16,124]]
+
|bgcolor="yellow"|[[-16,124]]
|[[-16,125]]
+
|bgcolor="yellow"|[[-16,125]]
|[[-16,126]]
+
|bgcolor="yellow"|[[-16,126]]
|[[-16,127]]
+
|bgcolor="yellow"|[[-16,127]]
|[[-16,128]]
+
|bgcolor="yellow"|[[-16,128]]
|[[-16,129]]
+
|bgcolor="orange"|[[-16,129]]
|[[-16,130]]
+
|bgcolor="orange"|[[-16,130]]
|[[-16,131]]
+
|bgcolor="orange"|[[-16,131]]
|[[-16,132]]
+
|bgcolor="orange"|[[-16,132]]
|[[-16,133]]
+
|bgcolor="orange"|[[-16,133]]
|[[-16,134]]
+
|bgcolor="orange"|[[-16,134]]
|[[-16,135]]
+
|bgcolor="orange"|[[-16,135]]
|[[-16,136]]
+
|bgcolor="orange"|[[-16,136]]
|[[-16,137]]  
+
|bgcolor="orange"|[[-16,137]]  
 
|[[-16,138]]
 
|[[-16,138]]
 
|[[-16,139]]
 
|[[-16,139]]
Line 137: Line 137:
 
|-
 
|-
 
|colspan="9"|
 
|colspan="9"|
|[[-17,122]]
+
|bgcolor="yellow"|[[-17,122]]
|[[-17,123]]
+
|bgcolor="yellow"|[[-17,123]]
|[[-17,124]]
+
|bgcolor="yellow"|[[-17,124]]
|[[-17,125]]
+
|bgcolor="yellow"|[[-17,125]]
|[[-17,126]]
+
|bgcolor="yellow"|[[-17,126]]
|[[-17,127]]
+
|bgcolor="yellow"|[[-17,127]]
|[[-17,128]]
+
|bgcolor="yellow"|[[-17,128]]
|[[-17,129]]
+
|bgcolor="orange"|[[-17,129]]
|[[-17,130]]
+
|bgcolor="orange"|[[-17,130]]
|[[-17,131]]
+
|bgcolor="orange"|[[-17,131]]
|[[-17,132]]
+
|bgcolor="orange"|[[-17,132]]
|[[-17,133]]
+
|bgcolor="orange"|[[-17,133]]
|[[-17,134]]
+
|bgcolor="orange"|[[-17,134]]
|[[-17,135]]
+
|bgcolor="orange"|[[-17,135]]
|[[-17,136]]
+
|bgcolor="orange"|[[-17,136]]
|[[-17,137]]  
+
|bgcolor="orange"|[[-17,137]]  
 
|[[-17,138]]
 
|[[-17,138]]
 
|[[-17,139]]
 
|[[-17,139]]
Line 164: Line 164:
 
|-
 
|-
 
|colspan="8"|
 
|colspan="8"|
|[[-18,121]]
+
|bgcolor="yellow"|[[-18,121]]
|[[-18,122]]
+
|bgcolor="yellow"|[[-18,122]]
|[[-18,123]]
+
|bgcolor="yellow"|[[-18,123]]
|[[-18,124]]
+
|bgcolor="yellow"|[[-18,124]]
|[[-18,125]]
+
|bgcolor="yellow"|[[-18,125]]
|[[-18,126]]
+
|bgcolor="yellow"|[[-18,126]]
|[[-18,127]]
+
|bgcolor="yellow"|[[-18,127]]
|[[-18,128]]
+
|bgcolor="yellow"|[[-18,128]]
|[[-18,129]]
+
|bgcolor="orange"|[[-18,129]]
|[[-18,130]]
+
|bgcolor="orange"|[[-18,130]]
|[[-18,131]]
+
|bgcolor="orange"|[[-18,131]]
|[[-18,132]]
+
|bgcolor="orange"|[[-18,132]]
|[[-18,133]]
+
|bgcolor="orange"|[[-18,133]]
|[[-18,134]]
+
|bgcolor="orange"|[[-18,134]]
|[[-18,135]]
+
|bgcolor="orange"|[[-18,135]]
|[[-18,136]]
+
|bgcolor="orange"|[[-18,136]]
|[[-18,137]]  
+
|bgcolor="orange"|[[-18,137]]  
 
|[[-18,138]]
 
|[[-18,138]]
 
|[[-18,139]]
 
|[[-18,139]]
Line 192: Line 192:
 
|-
 
|-
 
|colspan="6"|
 
|colspan="6"|
|[[-19,119]]
+
|bgcolor="yellow"|[[-19,119]]
|[[-19,120]]
+
|bgcolor="yellow"|[[-19,120]]
|[[-19,121]]
+
|bgcolor="yellow"|[[-19,121]]
|[[-19,122]]
+
|bgcolor="yellow"|[[-19,122]]
|[[-19,123]]
+
|bgcolor="yellow"|[[-19,123]]
|[[-19,124]]
+
|bgcolor="yellow"|[[-19,124]]
|[[-19,125]]
+
|bgcolor="yellow"|[[-19,125]]
|[[-19,126]]
+
|bgcolor="yellow"|[[-19,126]]
|[[-19,127]]
+
|bgcolor="yellow"|[[-19,127]]
|[[-19,128]]
+
|bgcolor="yellow"|[[-19,128]]
|[[-19,129]]
+
|bgcolor="orange"|[[-19,129]]
|[[-19,130]]
+
|bgcolor="orange"|[[-19,130]]
|[[-19,131]]
+
|bgcolor="orange"|[[-19,131]]
|[[-19,132]]
+
|bgcolor="orange"|[[-19,132]]
|[[-19,133]]
+
|bgcolor="orange"|[[-19,133]]
|[[-19,134]]
+
|bgcolor="orange"|[[-19,134]]
|[[-19,135]]
+
|bgcolor="orange"|[[-19,135]]
|[[-19,136]]
+
|bgcolor="orange"|[[-19,136]]
|[[-19,137]]  
+
|bgcolor="orange"|[[-19,137]]  
 
|[[-19,138]]
 
|[[-19,138]]
 
|[[-19,139]]
 
|[[-19,139]]
Line 224: Line 224:
 
|-
 
|-
 
|colspan="2"|
 
|colspan="2"|
|[[-20,115]]
+
|bgcolor="yellow"|[[-20,115]]
|[[-20,116]]
+
|bgcolor="yellow"|[[-20,116]]
|[[-20,117]]
+
|bgcolor="yellow"|[[-20,117]]
|[[-20,118]]
+
|bgcolor="yellow"|[[-20,118]]
|[[-20,129]]
+
|bgcolor="yellow"|[[-20,129]]
|[[-20,120]]
+
|bgcolor="yellow"|[[-20,120]]
|[[-20,121]]
+
|bgcolor="yellow"|[[-20,121]]
|[[-20,122]]
+
|bgcolor="yellow"|[[-20,122]]
|[[-20,123]]
+
|bgcolor="yellow"|[[-20,123]]
|[[-20,124]]
+
|bgcolor="yellow"|[[-20,124]]
|[[-20,125]]
+
|bgcolor="yellow"|[[-20,125]]
|[[-20,126]]
+
|bgcolor="yellow"|[[-20,126]]
|[[-20,127]]
+
|bgcolor="yellow"|[[-20,127]]
|[[-20,128]]
+
|bgcolor="yellow"|[[-20,128]]
|[[-20,129]]
+
|bgcolor="orange"|[[-20,129]]
|[[-20,130]]
+
|bgcolor="orange"|[[-20,130]]
|[[-20,131]]
+
|bgcolor="orange"|[[-20,131]]
|[[-20,132]]
+
|bgcolor="orange"|[[-20,132]]
|[[-20,133]]
+
|bgcolor="orange"|[[-20,133]]
|[[-20,134]]
+
|bgcolor="orange"|[[-20,134]]
|[[-20,135]]
+
|bgcolor="orange"|[[-20,135]]
|[[-20,136]]
+
|bgcolor="orange"|[[-20,136]]
|[[-20,137]]  
+
|bgcolor="orange"|[[-20,137]]  
 
|[[-20,138]]
 
|[[-20,138]]
 
|[[-20,139]]
 
|[[-20,139]]
Line 261: Line 261:
 
|-
 
|-
 
|colspan="1"|
 
|colspan="1"|
|[[-21,114]]
+
|bgcolor="yellow"|[[-21,114]]
|[[-21,115]]
+
|bgcolor="yellow"|[[-21,115]]
|[[-21,116]]
+
|bgcolor="yellow"|[[-21,116]]
|[[-21,117]]
+
|bgcolor="yellow"|[[-21,117]]
|[[-21,118]]
+
|bgcolor="yellow"|[[-21,118]]
|[[-21,119]]
+
|bgcolor="yellow"|[[-21,119]]
|[[-21,120]]
+
|bgcolor="yellow"|[[-21,120]]
|[[-21,121]]
+
|bgcolor="yellow"|[[-21,121]]
|[[-21,122]]
+
|bgcolor="yellow"|[[-21,122]]
|[[-21,123]]
+
|bgcolor="yellow"|[[-21,123]]
|[[-21,124]]
+
|bgcolor="yellow"|[[-21,124]]
|[[-21,125]]
+
|bgcolor="yellow"|[[-21,125]]
|[[-21,126]]
+
|bgcolor="yellow"|[[-21,126]]
|[[-21,127]]
+
|bgcolor="yellow"|[[-21,127]]
|[[-21,128]]
+
|bgcolor="yellow"|[[-21,128]]
|[[-21,129]]
+
|bgcolor="orange"|[[-21,129]]
|[[-21,130]]
+
|bgcolor="orange"|[[-21,130]]
|[[-21,131]]
+
|bgcolor="orange"|[[-21,131]]
|[[-21,132]]
+
|bgcolor="orange"|[[-21,132]]
|[[-21,133]]
+
|bgcolor="orange"|[[-21,133]]
|[[-21,134]]
+
|bgcolor="orange"|[[-21,134]]
|[[-21,135]]
+
|bgcolor="orange"|[[-21,135]]
|[[-21,136]]
+
|bgcolor="orange"|[[-21,136]]
|[[-21,137]]  
+
|bgcolor="orange"|[[-21,137]]  
 
|[[-21,138]]
 
|[[-21,138]]
 
|[[-21,139]]
 
|[[-21,139]]
Line 299: Line 299:
 
|[[-21,150]]
 
|[[-21,150]]
 
|-
 
|-
|[[-22,113]]
+
|bgcolor="yellow"|[[-22,113]]
|[[-22,114]]
+
|bgcolor="yellow"|[[-22,114]]
|[[-22,115]]
+
|bgcolor="yellow"|[[-22,115]]
|[[-22,116]]
+
|bgcolor="yellow"|[[-22,116]]
|[[-22,117]]
+
|bgcolor="yellow"|[[-22,117]]
|[[-22,118]]
+
|bgcolor="yellow"|[[-22,118]]
|[[-22,119]]
+
|bgcolor="yellow"|[[-22,119]]
|[[-22,120]]
+
|bgcolor="yellow"|[[-22,120]]
|[[-22,121]]
+
|bgcolor="yellow"|[[-22,121]]
|[[-22,122]]
+
|bgcolor="yellow"|[[-22,122]]
|[[-22,123]]
+
|bgcolor="yellow"|[[-22,123]]
|[[-22,124]]
+
|bgcolor="yellow"|[[-22,124]]
|[[-22,125]]
+
|bgcolor="yellow"|[[-22,125]]
|[[-22,126]]
+
|bgcolor="yellow"|[[-22,126]]
|[[-22,127]]
+
|bgcolor="yellow"|[[-22,127]]
|[[-22,128]]
+
|bgcolor="yellow"|[[-22,128]]
|[[-22,129]]
+
|bgcolor="orange"|[[-22,129]]
|[[-22,130]]
+
|bgcolor="orange"|[[-22,130]]
|[[-22,131]]
+
|bgcolor="orange"|[[-22,131]]
|[[-22,132]]
+
|bgcolor="orange"|[[-22,132]]
|[[-22,133]]
+
|bgcolor="orange"|[[-22,133]]
|[[-22,134]]
+
|bgcolor="orange"|[[-22,134]]
|[[-22,135]]
+
|bgcolor="orange"|[[-22,135]]
|[[-22,136]]
+
|bgcolor="orange"|[[-22,136]]
|[[-22,137]]  
+
|bgcolor="orange"|[[-22,137]]  
 
|[[-22,138]]
 
|[[-22,138]]
 
|[[-22,139]]
 
|[[-22,139]]
Line 338: Line 338:
 
|[[-22,150]]
 
|[[-22,150]]
 
|-
 
|-
|[[-23,113]]
+
|bgcolor="yellow"|[[-23,113]]
|[[-23,114]]
+
|bgcolor="yellow"|[[-23,114]]
|[[-23,115]]
+
|bgcolor="yellow"|[[-23,115]]
|[[-23,116]]
+
|bgcolor="yellow"|[[-23,116]]
|[[-23,117]]
+
|bgcolor="yellow"|[[-23,117]]
|[[-23,118]]
+
|bgcolor="yellow"|[[-23,118]]
|[[-23,119]]
+
|bgcolor="yellow"|[[-23,119]]
|[[-23,120]]
+
|bgcolor="yellow"|[[-23,120]]
|[[-23,121]]
+
|bgcolor="yellow"|[[-23,121]]
|[[-23,122]]
+
|bgcolor="yellow"|[[-23,122]]
|[[-23,123]]
+
|bgcolor="yellow"|[[-23,123]]
|[[-23,124]]
+
|bgcolor="yellow"|[[-23,124]]
|[[-23,125]]
+
|bgcolor="yellow"|[[-23,125]]
|[[-23,126]]
+
|bgcolor="yellow"|[[-23,126]]
|[[-23,127]]
+
|bgcolor="yellow"|[[-23,127]]
|[[-23,128]]
+
|bgcolor="yellow"|[[-23,128]]
|[[-23,129]]
+
|bgcolor="orange"|[[-23,129]]
|[[-23,130]]
+
|bgcolor="orange"|[[-23,130]]
|[[-23,131]]
+
|bgcolor="orange"|[[-23,131]]
|[[-23,132]]
+
|bgcolor="orange"|[[-23,132]]
|[[-23,133]]
+
|bgcolor="orange"|[[-23,133]]
|[[-23,134]]
+
|bgcolor="orange"|[[-23,134]]
|[[-23,135]]
+
|bgcolor="orange"|[[-23,135]]
|[[-23,136]]
+
|bgcolor="orange"|[[-23,136]]
|[[-23,137]]  
+
|bgcolor="orange"|[[-23,137]]  
 
|[[-23,138]]
 
|[[-23,138]]
 
|[[-23,139]]
 
|[[-23,139]]
Line 378: Line 378:
 
|[[-23,151]]
 
|[[-23,151]]
 
|-
 
|-
|[[-24,113]]
+
|bgcolor="yellow"|[[-24,113]]
|[[-24,114]]
+
|bgcolor="yellow"|[[-24,114]]
|[[-24,115]]
+
|bgcolor="yellow"|[[-24,115]]
|[[-24,116]]
+
|bgcolor="yellow"|[[-24,116]]
|[[-24,117]]
+
|bgcolor="yellow"|[[-24,117]]
|[[-24,118]]
+
|bgcolor="yellow"|[[-24,118]]
|[[-24,119]]
+
|bgcolor="yellow"|[[-24,119]]
|[[-24,120]]
+
|bgcolor="yellow"|[[-24,120]]
|[[-24,121]]
+
|bgcolor="yellow"|[[-24,121]]
|[[-24,122]]
+
|bgcolor="yellow"|[[-24,122]]
|[[-24,123]]
+
|bgcolor="yellow"|[[-24,123]]
|[[-24,124]]
+
|bgcolor="yellow"|[[-24,124]]
|[[-24,125]]
+
|bgcolor="yellow"|[[-24,125]]
|[[-24,126]]
+
|bgcolor="yellow"|[[-24,126]]
|[[-24,127]]
+
|bgcolor="yellow"|[[-24,127]]
|[[-24,128]]
+
|bgcolor="yellow"|[[-24,128]]
|[[-24,129]]
+
|bgcolor="orange"|[[-24,129]]
|[[-24,130]]
+
|bgcolor="orange"|[[-24,130]]
|[[-24,131]]
+
|bgcolor="orange"|[[-24,131]]
|[[-24,132]]
+
|bgcolor="orange"|[[-24,132]]
|[[-24,133]]
+
|bgcolor="orange"|[[-24,133]]
|[[-24,134]]
+
|bgcolor="orange"|[[-24,134]]
|[[-24,135]]
+
|bgcolor="orange"|[[-24,135]]
|[[-24,136]]
+
|bgcolor="orange"|[[-24,136]]
|[[-24,137]]  
+
|bgcolor="orange"|[[-24,137]]  
 
|[[-24,138]]
 
|[[-24,138]]
 
|[[-24,139]]
 
|[[-24,139]]
Line 419: Line 419:
 
|[[-24,152]]
 
|[[-24,152]]
 
|-
 
|-
|[[-25,113]]
+
|bgcolor="yellow"|[[-25,113]]
|[[-25,114]]
+
|bgcolor="yellow"|[[-25,114]]
|[[-25,115]]
+
|bgcolor="yellow"|[[-25,115]]
|[[-25,116]]
+
|bgcolor="yellow"|[[-25,116]]
|[[-25,117]]
+
|bgcolor="yellow"|[[-25,117]]
|[[-25,118]]
+
|bgcolor="yellow"|[[-25,118]]
|[[-25,119]]
+
|bgcolor="yellow"|[[-25,119]]
|[[-25,120]]
+
|bgcolor="yellow"|[[-25,120]]
|[[-25,121]]
+
|bgcolor="yellow"|[[-25,121]]
|[[-25,122]]
+
|bgcolor="yellow"|[[-25,122]]
|[[-25,123]]
+
|bgcolor="yellow"|[[-25,123]]
|[[-25,124]]
+
|bgcolor="yellow"|[[-25,124]]
|[[-25,125]]
+
|bgcolor="yellow"|[[-25,125]]
|[[-25,126]]
+
|bgcolor="yellow"|[[-25,126]]
|[[-25,127]]
+
|bgcolor="yellow"|[[-25,127]]
|[[-25,128]]
+
|bgcolor="yellow"|[[-25,128]]
|[[-25,129]]
+
|bgcolor="orange"|[[-25,129]]
|[[-25,130]]
+
|bgcolor="orange"|[[-25,130]]
|[[-25,131]]
+
|bgcolor="orange"|[[-25,131]]
|[[-25,132]]
+
|bgcolor="orange"|[[-25,132]]
|[[-25,133]]
+
|bgcolor="orange"|[[-25,133]]
|[[-25,134]]
+
|bgcolor="orange"|[[-25,134]]
|[[-25,135]]
+
|bgcolor="orange"|[[-25,135]]
|[[-25,136]]
+
|bgcolor="orange"|[[-25,136]]
|[[-25,137]]  
+
|bgcolor="orange"|[[-25,137]]  
 
|[[-25,138]]
 
|[[-25,138]]
 
|[[-25,139]]
 
|[[-25,139]]
Line 460: Line 460:
 
|[[-25,152]]
 
|[[-25,152]]
 
|-
 
|-
|[[-26,113]]
+
|bgcolor="yellow"|[[-26,113]]
|[[-26,114]]
+
|bgcolor="yellow"|[[-26,114]]
|[[-26,115]]
+
|bgcolor="yellow"|[[-26,115]]
|[[-26,116]]
+
|bgcolor="yellow"|[[-26,116]]
|[[-26,117]]
+
|bgcolor="yellow"|[[-26,117]]
|[[-26,118]]
+
|bgcolor="yellow"|[[-26,118]]
|[[-26,119]]
+
|bgcolor="yellow"|[[-26,119]]
|[[-26,120]]
+
|bgcolor="yellow"|[[-26,120]]
|[[-26,121]]
+
|bgcolor="yellow"|[[-26,121]]
|[[-26,122]]
+
|bgcolor="yellow"|[[-26,122]]
|[[-26,123]]
+
|bgcolor="yellow"|[[-26,123]]
|[[-26,124]]
+
|bgcolor="yellow"|[[-26,124]]
|[[-26,125]]
+
|bgcolor="yellow"|[[-26,125]]
|[[-26,126]]
+
|bgcolor="yellow"|[[-26,126]]
|[[-26,127]]
+
|bgcolor="yellow"|[[-26,127]]
|[[-26,128]]
+
|bgcolor="yellow"|[[-26,128]]
|[[-26,129]]
+
|bgcolor="red"|[[-26,129]]
|[[-26,130]]
+
|bgcolor="red"|[[-26,130]]
|[[-26,131]]
+
|bgcolor="red"|[[-26,131]]
|[[-26,132]]
+
|bgcolor="red"|[[-26,132]]
|[[-26,133]]
+
|bgcolor="red"|[[-26,133]]
|[[-26,134]]
+
|bgcolor="red"|[[-26,134]]
|[[-26,135]]
+
|bgcolor="red"|[[-26,135]]
|[[-26,136]]
+
|bgcolor="red"|[[-26,136]]
|[[-26,137]]  
+
|bgcolor="red"|[[-26,137]]  
|[[-26,138]]
+
|bgcolor="red"|[[-26,138]]
|[[-26,139]]
+
|bgcolor="red"|[[-26,139]]
|[[-26,140]]
+
|bgcolor="red"|[[-26,140]]
 
|[[-26,141]]
 
|[[-26,141]]
 
|[[-26,142]]
 
|[[-26,142]]
Line 501: Line 501:
 
|[[-26,152]]
 
|[[-26,152]]
 
|-
 
|-
|[[-27,113]]
+
|bgcolor="yellow"|[[-27,113]]
|[[-27,114]]
+
|bgcolor="yellow"|[[-27,114]]
|[[-27,115]]
+
|bgcolor="yellow"|[[-27,115]]
|[[-27,116]]
+
|bgcolor="yellow"|[[-27,116]]
|[[-27,117]]
+
|bgcolor="yellow"|[[-27,117]]
|[[-27,118]]
+
|bgcolor="yellow"|[[-27,118]]
|[[-27,119]]
+
|bgcolor="yellow"|[[-27,119]]
|[[-27,120]]
+
|bgcolor="yellow"|[[-27,120]]
|[[-27,121]]
+
|bgcolor="yellow"|[[-27,121]]
|[[-27,122]]
+
|bgcolor="yellow"|[[-27,122]]
|[[-27,123]]
+
|bgcolor="yellow"|[[-27,123]]
|[[-27,124]]
+
|bgcolor="yellow"|[[-27,124]]
|[[-27,125]]
+
|bgcolor="yellow"|[[-27,125]]
|[[-27,126]]
+
|bgcolor="yellow"|[[-27,126]]
|[[-27,127]]
+
|bgcolor="yellow"|[[-27,127]]
|[[-27,128]]
+
|bgcolor="yellow"|[[-27,128]]
|[[-27,129]]
+
|bgcolor="red"|[[-27,129]]
|[[-27,130]]
+
|bgcolor="red"|[[-27,130]]
|[[-27,131]]
+
|bgcolor="red"|[[-27,131]]
|[[-27,132]]
+
|bgcolor="red"|[[-27,132]]
|[[-27,133]]
+
|bgcolor="red"|[[-27,133]]
|[[-27,134]]
+
|bgcolor="red"|[[-27,134]]
|[[-27,135]]
+
|bgcolor="red"|[[-27,135]]
|[[-27,136]]
+
|bgcolor="red"|[[-27,136]]
|[[-27,137]]  
+
|bgcolor="red"|[[-27,137]]  
|[[-27,138]]
+
|bgcolor="red"|[[-27,138]]
|[[-27,139]]
+
|bgcolor="red"|[[-27,139]]
|[[-27,140]]
+
|bgcolor="red"|[[-27,140]]
 
|[[-27,141]]
 
|[[-27,141]]
 
|[[-27,142]]
 
|[[-27,142]]
Line 544: Line 544:
 
|-
 
|-
 
|colspan="1"|
 
|colspan="1"|
|[[-28,114]]
+
|bgcolor="yellow"|[[-28,114]]
|[[-28,115]]
+
|bgcolor="yellow"|[[-28,115]]
|[[-28,116]]
+
|bgcolor="yellow"|[[-28,116]]
|[[-28,117]]
+
|bgcolor="yellow"|[[-28,117]]
|[[-28,118]]
+
|bgcolor="yellow"|[[-28,118]]
|[[-28,119]]
+
|bgcolor="yellow"|[[-28,119]]
|[[-28,120]]
+
|bgcolor="yellow"|[[-28,120]]
|[[-28,121]]
+
|bgcolor="yellow"|[[-28,121]]
|[[-28,122]]
+
|bgcolor="yellow"|[[-28,122]]
|[[-28,123]]
+
|bgcolor="yellow"|[[-28,123]]
|[[-28,124]]
+
|bgcolor="yellow"|[[-28,124]]
|[[-28,125]]
+
|bgcolor="yellow"|[[-28,125]]
|[[-28,126]]
+
|bgcolor="yellow"|[[-28,126]]
|[[-28,127]]
+
|bgcolor="yellow"|[[-28,127]]
|[[-28,128]]
+
|bgcolor="yellow"|[[-28,128]]
|[[-28,129]]
+
|bgcolor="red"|[[-28,129]]
|[[-28,130]]
+
|bgcolor="red"|[[-28,130]]
|[[-28,131]]
+
|bgcolor="red"|[[-28,131]]
|[[-28,132]]
+
|bgcolor="red"|[[-28,132]]
|[[-28,133]]
+
|bgcolor="red"|[[-28,133]]
|[[-28,134]]
+
|bgcolor="red"|[[-28,134]]
|[[-28,135]]
+
|bgcolor="red"|[[-28,135]]
|[[-28,136]]
+
|bgcolor="red"|[[-28,136]]
|[[-28,137]]  
+
|bgcolor="red"|[[-28,137]]  
|[[-28,138]]
+
|bgcolor="red"|[[-28,138]]
|[[-28,139]]
+
|bgcolor="red"|[[-28,139]]
|[[-28,140]]
+
|bgcolor="red"|[[-28,140]]
 
|[[-28,141]]
 
|[[-28,141]]
 
|[[-28,142]]
 
|[[-28,142]]
Line 586: Line 586:
 
|-
 
|-
 
|colspan="1"|
 
|colspan="1"|
|[[-29,114]]
+
|bgcolor="yellow"|[[-29,114]]
|[[-29,115]]
+
|bgcolor="yellow"|[[-29,115]]
|[[-29,116]]
+
|bgcolor="yellow"|[[-29,116]]
|[[-29,117]]
+
|bgcolor="yellow"|[[-29,117]]
|[[-29,118]]
+
|bgcolor="yellow"|[[-29,118]]
|[[-29,119]]
+
|bgcolor="yellow"|[[-29,119]]
|[[-29,120]]
+
|bgcolor="yellow"|[[-29,120]]
|[[-29,121]]
+
|bgcolor="yellow"|[[-29,121]]
|[[-29,122]]
+
|bgcolor="yellow"|[[-29,122]]
|[[-29,123]]
+
|bgcolor="yellow"|[[-29,123]]
|[[-29,124]]
+
|bgcolor="yellow"|[[-29,124]]
|[[-29,125]]
+
|bgcolor="yellow"|[[-29,125]]
|[[-29,126]]
+
|bgcolor="yellow"|[[-29,126]]
|[[-29,127]]
+
|bgcolor="yellow"|[[-29,127]]
|[[-29,128]]
+
|bgcolor="yellow"|[[-29,128]]
|[[-29,129]]
+
|bgcolor="red"|[[-29,129]]
|[[-29,130]]
+
|bgcolor="red"|[[-29,130]]
|[[-29,131]]
+
|bgcolor="red"|[[-29,131]]
|[[-29,132]]
+
|bgcolor="red"|[[-29,132]]
|[[-29,133]]
+
|bgcolor="red"|[[-29,133]]
|[[-29,134]]
+
|bgcolor="red"|[[-29,134]]
|[[-29,135]]
+
|bgcolor="red"|[[-29,135]]
|[[-29,136]]
+
|bgcolor="red"|[[-29,136]]
|[[-29,137]]  
+
|bgcolor="red"|[[-29,137]]  
|[[-29,138]]
+
|bgcolor="red"|[[-29,138]]
|[[-29,139]]
+
|bgcolor="red"|[[-29,139]]
|[[-29,140]]
+
|bgcolor="red"|[[-29,140]]
 
|[[-29,141]]
 
|[[-29,141]]
 
|[[-29,142]]
 
|[[-29,142]]
Line 628: Line 628:
 
|-
 
|-
 
|colspan="1"|
 
|colspan="1"|
|[[-30,114]]
+
|bgcolor="yellow"|[[-30,114]]
|[[-30,115]]
+
|bgcolor="yellow"|[[-30,115]]
|[[-30,116]]
+
|bgcolor="yellow"|[[-30,116]]
|[[-30,117]]
+
|bgcolor="yellow"|[[-30,117]]
|[[-30,118]]
+
|bgcolor="yellow"|[[-30,118]]
|[[-30,119]]
+
|bgcolor="yellow"|[[-30,119]]
|[[-30,120]]
+
|bgcolor="yellow"|[[-30,120]]
|[[-30,121]]
+
|bgcolor="yellow"|[[-30,121]]
|[[-30,122]]
+
|bgcolor="yellow"|[[-30,122]]
|[[-30,123]]
+
|bgcolor="yellow"|[[-30,123]]
|[[-30,124]]
+
|bgcolor="yellow"|[[-30,124]]
|[[-30,125]]
+
|bgcolor="yellow"|[[-30,125]]
|[[-30,126]]
+
|bgcolor="yellow"|[[-30,126]]
|[[-30,127]]
+
|bgcolor="yellow"|[[-30,127]]
|[[-30,128]]
+
|bgcolor="yellow"|[[-30,128]]
|[[-30,129]]
+
|bgcolor="red"|[[-30,129]]
|[[-30,130]]
+
|bgcolor="red"|[[-30,130]]
|[[-30,131]]
+
|bgcolor="red"|[[-30,131]]
|[[-30,132]]
+
|bgcolor="red"|[[-30,132]]
|[[-30,133]]
+
|bgcolor="red"|[[-30,133]]
|[[-30,134]]
+
|bgcolor="red"|[[-30,134]]
|[[-30,135]]
+
|bgcolor="red"|[[-30,135]]
|[[-30,136]]
+
|bgcolor="red"|[[-30,136]]
|[[-30,137]]  
+
|bgcolor="red"|[[-30,137]]  
|[[-30,138]]
+
|bgcolor="red"|[[-30,138]]
|[[-30,139]]
+
|bgcolor="red"|[[-30,139]]
|[[-30,140]]
+
|bgcolor="red"|[[-30,140]]
 
|[[-30,141]]
 
|[[-30,141]]
 
|[[-30,142]]
 
|[[-30,142]]
Line 670: Line 670:
 
|-
 
|-
 
|colspan="2"|
 
|colspan="2"|
|[[-31,115]]
+
|bgcolor="yellow"|[[-31,115]]
|[[-31,116]]
+
|bgcolor="yellow"|[[-31,116]]
|[[-31,117]]
+
|bgcolor="yellow"|[[-31,117]]
|[[-31,118]]
+
|bgcolor="yellow"|[[-31,118]]
|[[-31,119]]
+
|bgcolor="yellow"|[[-31,119]]
|[[-31,120]]
+
|bgcolor="yellow"|[[-31,120]]
|[[-31,121]]
+
|bgcolor="yellow"|[[-31,121]]
|[[-31,122]]
+
|bgcolor="yellow"|[[-31,122]]
|[[-31,123]]
+
|bgcolor="yellow"|[[-31,123]]
|[[-31,124]]
+
|bgcolor="yellow"|[[-31,124]]
|[[-31,125]]
+
|bgcolor="yellow"|[[-31,125]]
|[[-31,126]]
+
|bgcolor="yellow"|[[-31,126]]
|[[-31,127]]
+
|bgcolor="yellow"|[[-31,127]]
|[[-31,128]]
+
|bgcolor="yellow"|[[-31,128]]
|[[-31,129]]
+
|bgcolor="red"|[[-31,129]]
|[[-31,130]]
+
|bgcolor="red"|[[-31,130]]
|[[-31,131]]
+
|bgcolor="red"|[[-31,131]]
|[[-31,132]]
+
|bgcolor="red"|[[-31,132]]
|[[-31,133]]
+
|bgcolor="red"|[[-31,133]]
|[[-31,134]]
+
|bgcolor="red"|[[-31,134]]
|[[-31,135]]
+
|bgcolor="red"|[[-31,135]]
|[[-31,136]]
+
|bgcolor="red"|[[-31,136]]
|[[-31,137]]  
+
|bgcolor="red"|[[-31,137]]  
|[[-31,138]]
+
|bgcolor="red"|[[-31,138]]
|[[-31,139]]
+
|bgcolor="red"|[[-31,139]]
|[[-31,140]]
+
|bgcolor="red"|[[-31,140]]
 
|[[-31,141]]
 
|[[-31,141]]
 
|[[-31,142]]
 
|[[-31,142]]
Line 711: Line 711:
 
|-
 
|-
 
|colspan="2"|
 
|colspan="2"|
|[[-32,115]]
+
|bgcolor="yellow"|[[-32,115]]
|[[-32,116]]
+
|bgcolor="yellow"|[[-32,116]]
|[[-32,117]]
+
|bgcolor="yellow"|[[-32,117]]
|[[-32,118]]
+
|bgcolor="yellow"|[[-32,118]]
|[[-32,119]]
+
|bgcolor="yellow"|[[-32,119]]
|[[-32,120]]
+
|bgcolor="yellow"|[[-32,120]]
|[[-32,121]]
+
|bgcolor="yellow"|[[-32,121]]
|[[-32,122]]
+
|bgcolor="yellow"|[[-32,122]]
|[[-32,123]]
+
|bgcolor="yellow"|[[-32,123]]
|[[-32,124]]
+
|bgcolor="yellow"|[[-32,124]]
|[[-32,125]]
+
|bgcolor="yellow"|[[-32,125]]
|[[-32,126]]
+
|bgcolor="yellow"|[[-32,126]]
|[[-32,127]]
+
|bgcolor="yellow"|[[-32,127]]
|[[-32,128]]
+
|bgcolor="yellow"|[[-32,128]]
 
|colspan="3"|
 
|colspan="3"|
|[[-32,132]]
+
|bgcolor="red"|[[-32,132]]
|[[-32,133]]
+
|bgcolor="red"|[[-32,133]]
|[[-32,134]]
+
|bgcolor="red"|[[-32,134]]
|[[-32,135]]
+
|bgcolor="red"|[[-32,135]]
|[[-32,136]]
+
|bgcolor="red"|[[-32,136]]
|[[-32,137]]  
+
|bgcolor="red"|[[-32,137]]  
|[[-32,138]]
+
|bgcolor="red"|[[-32,138]]
|[[-32,139]]
+
|bgcolor="red"|[[-32,139]]
|[[-32,140]]
+
|bgcolor="red"|[[-32,140]]
 
|[[-32,141]]
 
|[[-32,141]]
 
|[[-32,142]]
 
|[[-32,142]]
Line 749: Line 749:
 
|-
 
|-
 
|colspan="1"|
 
|colspan="1"|
|[[-33,114]]
+
|bgcolor="yellow"|[[-33,114]]
|[[-33,115]]
+
|bgcolor="yellow"|[[-33,115]]
|[[-33,116]]
+
|bgcolor="yellow"|[[-33,116]]
|[[-33,117]]
+
|bgcolor="yellow"|[[-33,117]]
|[[-33,118]]
+
|bgcolor="yellow"|[[-33,118]]
|[[-33,119]]
+
|bgcolor="yellow"|[[-33,119]]
|[[-33,120]]
+
|bgcolor="yellow"|[[-33,120]]
|[[-33,121]]
+
|bgcolor="yellow"|[[-33,121]]
|[[-33,122]]
+
|bgcolor="yellow"|[[-33,122]]
|[[-33,123]]
+
|bgcolor="yellow"|[[-33,123]]
|[[-33,124]]
+
|bgcolor="yellow"|[[-33,124]]
 
|colspan="9"|
 
|colspan="9"|
|[[-33,134]]
+
|bgcolor="red"|[[-33,134]]
|[[-33,135]]
+
|bgcolor="red"|[[-33,135]]
|[[-33,136]]
+
|bgcolor="red"|[[-33,136]]
|[[-33,137]]  
+
|bgcolor="red"|[[-33,137]]  
|[[-33,138]]
+
|bgcolor="red"|[[-33,138]]
|[[-33,139]]
+
|bgcolor="red"|[[-33,139]]
|[[-33,140]]
+
|bgcolor="red"|[[-33,140]]
 
|[[-33,141]]
 
|[[-33,141]]
 
|[[-33,142]]
 
|[[-33,142]]
Line 781: Line 781:
 
|-
 
|-
 
|colspan="1"|
 
|colspan="1"|
|[[-34,114]]
+
|bgcolor="yellow"|[[-34,114]]
|[[-34,115]]
+
|bgcolor="yellow"|[[-34,115]]
|[[-34,116]]
+
|bgcolor="yellow"|[[-34,116]]
|[[-34,117]]
+
|bgcolor="yellow"|[[-34,117]]
|[[-34,118]]
+
|bgcolor="yellow"|[[-34,118]]
|[[-34,119]]
+
|bgcolor="yellow"|[[-34,119]]
 
|colspan="1"|
 
|colspan="1"|
|[[-34,121]]
+
|bgcolor="yellow"|[[-34,121]]
|[[-34,122]]
+
|bgcolor="yellow"|[[-34,122]]
|[[-34,123]]
+
|bgcolor="yellow"|[[-34,123]]
 
|colspan="10"|
 
|colspan="10"|
|[[-34,134]]
+
|bgcolor="red"|[[-34,134]]
|[[-34,135]]
+
|bgcolor="red"|[[-34,135]]
|[[-34,136]]
+
|bgcolor="red"|[[-34,136]]
|[[-34,137]]  
+
|bgcolor="red"|[[-34,137]]  
|[[-34,138]]
+
|bgcolor="red"|[[-34,138]]
|[[-34,139]]
+
|bgcolor="red"|[[-34,139]]
|[[-34,140]]
+
|bgcolor="red"|[[-34,140]]
 
|[[-34,141]]
 
|[[-34,141]]
 
|[[-34,142]]
 
|[[-34,142]]
Line 812: Line 812:
 
|-
 
|-
 
|colspan="3"|
 
|colspan="3"|
|[[-35,116]]
+
|bgcolor="yellow"|[[-35,116]]
|[[-35,117]]
+
|bgcolor="yellow"|[[-35,117]]
|[[-35,118]]
+
|bgcolor="yellow"|[[-35,118]]
 
|colspan="16"|
 
|colspan="16"|
|[[-35,135]]
+
|bgcolor="red"|[[-35,135]]
|[[-35,136]]
+
|bgcolor="red"|[[-35,136]]
|[[-35,137]]  
+
|bgcolor="red"|[[-35,137]]  
|[[-35,138]]
+
|bgcolor="red"|[[-35,138]]
|[[-35,139]]
+
|bgcolor="red"|[[-35,139]]
|[[-35,140]]
+
|bgcolor="red"|[[-35,140]]
 
|[[-35,141]]
 
|[[-35,141]]
 
|[[-35,142]]
 
|[[-35,142]]
Line 834: Line 834:
 
|-
 
|-
 
|colspan="23"|
 
|colspan="23"|
|[[-36,136]]
+
|bgcolor="red"|[[-36,136]]
|[[-36,137]]  
+
|bgcolor="red"|[[-36,137]]  
 
|colspan="1"|
 
|colspan="1"|
|[[-36,139]]
+
|bgcolor="red"|[[-36,139]]
|[[-36,140]]
+
|bgcolor="red"|[[-36,140]]
 
|[[-36,141]]
 
|[[-36,141]]
 
|[[-36,142]]
 
|[[-36,142]]
Line 851: Line 851:
 
|-
 
|-
 
|colspan="26"|
 
|colspan="26"|
|[[-37,139]]
+
|bgcolor="red"|[[-37,139]]
|[[-37,140]]
+
|bgcolor="red"|[[-37,140]]
 
|[[-37,141]]
 
|[[-37,141]]
 
|[[-37,142]]
 
|[[-37,142]]
Line 865: Line 865:
 
|-
 
|-
 
|colspan="26"|
 
|colspan="26"|
|[[-38,139]]
+
|bgcolor="red"|[[-38,139]]
|[[-38,140]]
+
|bgcolor="red"|[[-38,140]]
 
|[[-38,141]]
 
|[[-38,141]]
 
|colspan="2"|
 
|colspan="2"|
Line 878: Line 878:
 
|-
 
|-
 
|colspan="31"|
 
|colspan="31"|
|[[-40,144]]
+
|bgcolor="green"|[[-40,144]]
|[[-40,145]]
+
|bgcolor="green"|[[-40,145]]
|[[-40,146]]
+
|bgcolor="green"|[[-40,146]]
|[[-40,147]]
+
|bgcolor="green"|[[-40,147]]
|[[-40,148]]
+
|bgcolor="green"|[[-40,148]]
 
|-
 
|-
 
|colspan="31"|
 
|colspan="31"|
|[[-41,144]]
+
|bgcolor="green"|[[-41,144]]
|[[-41,145]]
+
|bgcolor="green"|[[-41,145]]
|[[-41,146]]
+
|bgcolor="green"|[[-41,146]]
|[[-41,147]]
+
|bgcolor="green"|[[-41,147]]
|[[-41,148]]
+
|bgcolor="green"|[[-41,148]]
 
|-
 
|-
 
|colspan="32"|
 
|colspan="32"|
|[[-42,145]]
+
|bgcolor="green"|[[-42,145]]
|[[-42,146]]
+
|bgcolor="green"|[[-42,146]]
|[[-42,147]]
+
|bgcolor="green"|[[-42,147]]
|[[-42,148]]
+
|bgcolor="green"|[[-42,148]]
 
|-
 
|-
 
|colspan="32"|
 
|colspan="32"|
|[[-43,145]]
+
|bgcolor="green"|[[-43,145]]
|[[-43,146]]
+
|bgcolor="green"|[[-43,146]]
|[[-43,147]]
+
|bgcolor="green"|[[-43,147]]
|[[-43,148]]
+
|bgcolor="green"|[[-43,148]]
 
|-
 
|-
 
|}
 
|}

Revision as of 15:51, 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)
-9,142
-10,132 -10,133 -10,141 -10,142 -10,143
-11,130 -11,131 -11,132 -11,133 -11,134 -11,135 -11,136 -11,141 -11,142 -11,143
-12,130 -12,131 -12,132 -12,133 -12,134 -12,135 -12,136 -12,141 -12,142 -12,143
-13,125 -13,126 -13,127 -13,129 -13,130 -13,131 -13,132 -13,133 -13,134 -13,135 -13,136 -13,141 -13,142 -13,143
-15,124 -15,125 -15,126 -15,127 -15,128 -15,129 -15,130 -15,131 -15,132 -15,133 -15,134 -15,135 -15,136 -15,151 -15,152 -15,153 -15,154 -15,155
-15,123 -15,124 -15,125 -15,126 -15,127 -15,128 -15,129 -15,130 -15,131 -15,132 -15,133 -15,134 -15,135 -15,136 -15,137 -15,141 -15,142 -15,143 -15,144 -15,145
-16,122 -16,123 -16,124 -16,125 -16,126 -16,127 -16,128 -16,129 -16,130 -16,131 -16,132 -16,133 -16,134 -16,135 -16,136 -16,137 -16,138 -16,139 -16,140 -16,141 -16,142 -16,143 -16,144 -16,145
-17,122 -17,123 -17,124 -17,125 -17,126 -17,127 -17,128 -17,129 -17,130 -17,131 -17,132 -17,133 -17,134 -17,135 -17,136 -17,137 -17,138 -17,139 -17,140 -17,141 -17,142 -17,143 -17,144 -17,145 -17,146
-18,121 -18,122 -18,123 -18,124 -18,125 -18,126 -18,127 -18,128 -18,129 -18,130 -18,131 -18,132 -18,133 -18,134 -18,135 -18,136 -18,137 -18,138 -18,139 -18,140 -18,141 -18,142 -18,143 -18,144 -18,145 -18,146
-19,119 -19,120 -19,121 -19,122 -19,123 -19,124 -19,125 -19,126 -19,127 -19,128 -19,129 -19,130 -19,131 -19,132 -19,133 -19,134 -19,135 -19,136 -19,137 -19,138 -19,139 -19,140 -19,141 -19,142 -19,143 -19,144 -19,145 -19,146 -19,147 -19,148
-20,115 -20,116 -20,117 -20,118 -20,129 -20,120 -20,121 -20,122 -20,123 -20,124 -20,125 -20,126 -20,127 -20,128 -20,129 -20,130 -20,131 -20,132 -20,133 -20,134 -20,135 -20,136 -20,137 -20,138 -20,139 -20,140 -20,141 -20,142 -20,143 -20,144 -20,145 -20,146 -20,147 -20,148 -20,149
-21,114 -21,115 -21,116 -21,117 -21,118 -21,119 -21,120 -21,121 -21,122 -21,123 -21,124 -21,125 -21,126 -21,127 -21,128 -21,129 -21,130 -21,131 -21,132 -21,133 -21,134 -21,135 -21,136 -21,137 -21,138 -21,139 -21,140 -21,141 -21,142 -21,143 -21,144 -21,145 -21,146 -21,147 -21,148 -21,149 -21,150
-22,113 -22,114 -22,115 -22,116 -22,117 -22,118 -22,119 -22,120 -22,121 -22,122 -22,123 -22,124 -22,125 -22,126 -22,127 -22,128 -22,129 -22,130 -22,131 -22,132 -22,133 -22,134 -22,135 -22,136 -22,137 -22,138 -22,139 -22,140 -22,141 -22,142 -22,143 -22,144 -22,145 -22,146 -22,147 -22,148 -22,149 -22,150
-23,113 -23,114 -23,115 -23,116 -23,117 -23,118 -23,119 -23,120 -23,121 -23,122 -23,123 -23,124 -23,125 -23,126 -23,127 -23,128 -23,129 -23,130 -23,131 -23,132 -23,133 -23,134 -23,135 -23,136 -23,137 -23,138 -23,139 -23,140 -23,141 -23,142 -23,143 -23,144 -23,145 -23,146 -23,147 -23,148 -23,149 -23,150 -23,151
-24,113 -24,114 -24,115 -24,116 -24,117 -24,118 -24,119 -24,120 -24,121 -24,122 -24,123 -24,124 -24,125 -24,126 -24,127 -24,128 -24,129 -24,130 -24,131 -24,132 -24,133 -24,134 -24,135 -24,136 -24,137 -24,138 -24,139 -24,140 -24,141 -24,142 -24,143 -24,144 -24,145 -24,146 -24,147 -24,148 -24,149 -24,150 -24,151 -24,152
-25,113 -25,114 -25,115 -25,116 -25,117 -25,118 -25,119 -25,120 -25,121 -25,122 -25,123 -25,124 -25,125 -25,126 -25,127 -25,128 -25,129 -25,130 -25,131 -25,132 -25,133 -25,134 -25,135 -25,136 -25,137 -25,138 -25,139 -25,140 -25,141 -25,142 -25,143 -25,144 -25,145 -25,146 -25,147 -25,148 -25,149 -25,150 -25,151 -25,152
-26,113 -26,114 -26,115 -26,116 -26,117 -26,118 -26,119 -26,120 -26,121 -26,122 -26,123 -26,124 -26,125 -26,126 -26,127 -26,128 -26,129 -26,130 -26,131 -26,132 -26,133 -26,134 -26,135 -26,136 -26,137 -26,138 -26,139 -26,140 -26,141 -26,142 -26,143 -26,144 -26,145 -26,146 -26,147 -26,148 -26,149 -26,150 -26,151 -26,152
-27,113 -27,114 -27,115 -27,116 -27,117 -27,118 -27,119 -27,120 -27,121 -27,122 -27,123 -27,124 -27,125 -27,126 -27,127 -27,128 -27,129 -27,130 -27,131 -27,132 -27,133 -27,134 -27,135 -27,136 -27,137 -27,138 -27,139 -27,140 -27,141 -27,142 -27,143 -27,144 -27,145 -27,146 -27,147 -27,148 -27,149 -27,150 -27,151 -27,152 -27,153
-28,114 -28,115 -28,116 -28,117 -28,118 -28,119 -28,120 -28,121 -28,122 -28,123 -28,124 -28,125 -28,126 -28,127 -28,128 -28,129 -28,130 -28,131 -28,132 -28,133 -28,134 -28,135 -28,136 -28,137 -28,138 -28,139 -28,140 -28,141 -28,142 -28,143 -28,144 -28,145 -28,146 -28,147 -28,148 -28,149 -28,150 -28,151 -28,152 -28,153
-29,114 -29,115 -29,116 -29,117 -29,118 -29,119 -29,120 -29,121 -29,122 -29,123 -29,124 -29,125 -29,126 -29,127 -29,128 -29,129 -29,130 -29,131 -29,132 -29,133 -29,134 -29,135 -29,136 -29,137 -29,138 -29,139 -29,140 -29,141 -29,142 -29,143 -29,144 -29,145 -29,146 -29,147 -29,148 -29,149 -29,150 -29,151 -29,152 -29,153
-30,114 -30,115 -30,116 -30,117 -30,118 -30,119 -30,120 -30,121 -30,122 -30,123 -30,124 -30,125 -30,126 -30,127 -30,128 -30,129 -30,130 -30,131 -30,132 -30,133 -30,134 -30,135 -30,136 -30,137 -30,138 -30,139 -30,140 -30,141 -30,142 -30,143 -30,144 -30,145 -30,146 -30,147 -30,148 -30,149 -30,150 -30,151 -30,152 -30,153
-31,115 -31,116 -31,117 -31,118 -31,119 -31,120 -31,121 -31,122 -31,123 -31,124 -31,125 -31,126 -31,127 -31,128 -31,129 -31,130 -31,131 -31,132 -31,133 -31,134 -31,135 -31,136 -31,137 -31,138 -31,139 -31,140 -31,141 -31,142 -31,143 -31,144 -31,145 -31,146 -31,147 -31,148 -31,149 -31,150 -31,151 -31,152 -31,153
-32,115 -32,116 -32,117 -32,118 -32,119 -32,120 -32,121 -32,122 -32,123 -32,124 -32,125 -32,126 -32,127 -32,128 -32,132 -32,133 -32,134 -32,135 -32,136 -32,137 -32,138 -32,139 -32,140 -32,141 -32,142 -32,143 -32,144 -32,145 -32,146 -32,147 -32,148 -32,149 -32,150 -32,151 -32,152
-33,114 -33,115 -33,116 -33,117 -33,118 -33,119 -33,120 -33,121 -33,122 -33,123 -33,124 -33,134 -33,135 -33,136 -33,137 -33,138 -33,139 -33,140 -33,141 -33,142 -33,143 -33,144 -33,145 -33,146 -33,147 -33,148 -33,149 -33,150 -33,151
-34,114 -34,115 -34,116 -34,117 -34,118 -34,119 -34,121 -34,122 -34,123 -34,134 -34,135 -34,136 -34,137 -34,138 -34,139 -34,140 -34,141 -34,142 -34,143 -34,144 -34,145 -34,146 -34,147 -34,148 -34,149 -34,150 -34,151
-35,116 -35,117 -35,118 -35,135 -35,136 -35,137 -35,138 -35,139 -35,140 -35,141 -35,142 -35,143 -35,144 -35,145 -35,146 -35,147 -35,148 -35,149 -35,150
-36,136 -36,137 -36,139 -36,140 -36,141 -36,142 -36,143 -36,144 -36,145 -36,146 -36,147 -36,148 -36,149 -36,150
-37,139 -37,140 -37,141 -37,142 -37,143 -37,144 -37,145 -37,146 -37,147 -37,148 -37,149 -37,150
-38,139 -38,140 -38,141 -38,144 -38,145 -38,146 -38,147
-39,146
-40,144 -40,145 -40,146 -40,147 -40,148
-41,144 -41,145 -41,146 -41,147 -41,148
-42,145 -42,146 -42,147 -42,148
-43,145 -43,146 -43,147 -43,148