Difference between revisions of "User:Joannac/USA4"

From Geohashing
imported>Joannac
(→‎The US, all coloured in)
 
imported>Joannac
 
(6 intermediate revisions by the same user not shown)
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Line 676: Line 58:
 
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Line 780: Line 87:
 
|bgcolor="blue"|[[68,-142|•]]
 
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Line 885: Line 115:
 
|bgcolor="blue"|[[67,-142|•]]
 
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Line 992: Line 144:
 
|bgcolor="blue"|[[66,-142|•]]
 
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|[[66,-119|•]]
 
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Line 1,098: Line 175:
 
|bgcolor="blue"|[[65,-142|•]]
 
|bgcolor="blue"|[[65,-142|•]]
 
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|[[65,-125|•]]
 
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|[[65,-124|•]]
 
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|[[65,-123|•]]
 
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|[[65,-121|•]]
 
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|[[65,-120|•]]
 
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|[[65,-119|•]]
 
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|[[65,-118|•]]
 
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|[[65,-117|•]]
 
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|[[65,-116|•]]
 
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|[[65,-115|•]]
 
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|[[65,-114|•]]
 
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|[[65,-113|•]]
 
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|[[65,-112|•]]
 
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|[[65,-111|•]]
 
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|[[65,-110|•]]
 
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|[[65,-109|•]]
 
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Line 1,205: Line 206:
 
|bgcolor="blue"|[[64,-142|•]]
 
|bgcolor="blue"|[[64,-142|•]]
 
|bgcolor="blue"|[[64,-141|•]]
 
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|[[64,-131|•]]
 
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|[[64,-130|•]]
 
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|[[64,-129|•]]
 
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|[[64,-128|•]]
 
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|[[64,-127|•]]
 
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|[[64,-126|•]]
 
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|[[64,-125|•]]
 
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|[[64,-124|•]]
 
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|[[64,-123|•]]
 
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|[[64,-122|•]]
 
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|[[64,-121|•]]
 
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|[[64,-120|•]]
 
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|[[64,-119|•]]
 
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|[[64,-118|•]]
 
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|[[64,-117|•]]
 
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|[[64,-116|•]]
 
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|[[64,-115|•]]
 
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|[[64,-114|•]]
 
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|[[64,-113|•]]
 
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|[[64,-112|•]]
 
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|[[64,-111|•]]
 
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|[[64,-110|•]]
 
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|[[64,-109|•]]
 
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|[[64,-108|•]]
 
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|[[64,-107|•]]
 
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|[[64,-105|•]]
 
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|[[64,-104|•]]
 
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|[[64,-102|•]]
 
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|[[64,-101|•]]
 
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|[[64,-100|•]]
 
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|[[64,-89|•]]
 
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|[[64,-87|•]]
 
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|colspan="1"|
 
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|colspan="11"|
 
 
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|height = "15" colspan="16"|
 
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Line 1,315: Line 238:
 
|bgcolor="blue"|[[63,-142|•]]
 
|bgcolor="blue"|[[63,-142|•]]
 
|bgcolor="blue"|[[63,-141|•]]
 
|bgcolor="blue"|[[63,-141|•]]
−
|[[63,-140|•]]
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|colspan="211"|
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|[[63,-139|•]]
 
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|[[63,-138|•]]
 
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|[[63,-123|•]]
 
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|[[63,-122|•]]
 
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|[[63,-121|•]]
 
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|[[63,-120|•]]
 
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|[[63,-119|•]]
 
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|[[63,-117|•]]
 
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|[[63,-103|•]]
 
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|-
 
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Line 1,422: Line 269:
 
|bgcolor="blue"|[[62,-142|•]]
 
|bgcolor="blue"|[[62,-142|•]]
 
|bgcolor="blue"|[[62,-141|•]]
 
|bgcolor="blue"|[[62,-141|•]]
−
|[[62,-140|•]]
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|[[62,-139|•]]
 
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|[[62,-138|•]]
 
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|[[62,-137|•]]
 
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|[[62,-136|•]]
 
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|[[62,-135|•]]
 
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|[[62,-134|•]]
 
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|[[62,-133|•]]
 
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|[[62,-132|•]]
 
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|[[62,-131|•]]
 
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|[[62,-129|•]]
 
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|[[62,-128|•]]
 
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|[[62,-127|•]]
 
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|[[62,-126|•]]
 
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|[[62,-123|•]]
 
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|[[62,-121|•]]
 
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|[[62,-120|•]]
 
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|[[62,-119|•]]
 
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|[[62,-117|•]]
 
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|[[62,-116|•]]
 
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|[[62,-115|•]]
 
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|[[62,-114|•]]
 
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|[[62,-113|•]]
 
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|[[62,-112|•]]
 
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|[[62,-111|•]]
 
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|[[62,-110|•]]
 
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|[[62,-109|•]]
 
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|[[62,-108|•]]
 
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|[[62,-107|•]]
 
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|[[62,-106|•]]
 
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|[[62,-105|•]]
 
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|[[62,-104|•]]
 
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|[[62,-103|•]]
 
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|[[62,-102|•]]
 
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|[[62,-101|•]]
 
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|[[62,-100|•]]
 
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|[[62,-99|•]]
 
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|[[62,-98|•]]
 
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|[[62,-96|•]]
 
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|[[62,-94|•]]
 
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|[[62,-71|•]]
 
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|[[62,-70|•]]
 
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|[[62,-68|•]]
 
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|[[62,-65|•]]
 
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|[[62,-64|•]]
 
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|colspan="11"|
 
 
|-
 
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|height = "15" colspan="21"|
 
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Line 1,524: Line 298:
 
|bgcolor="blue"|[[61,-142|•]]
 
|bgcolor="blue"|[[61,-142|•]]
 
|bgcolor="blue"|[[61,-141|•]]
 
|bgcolor="blue"|[[61,-141|•]]
−
|[[61,-140|•]]
+
|colspan="212"|
−
|[[61,-139|•]]
 
−
|[[61,-138|•]]
 
−
|[[61,-137|•]]
 
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|[[61,-136|•]]
 
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|[[61,-135|•]]
 
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|[[61,-134|•]]
 
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|[[61,-133|•]]
 
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|[[61,-132|•]]
 
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|[[61,-131|•]]
 
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|[[61,-130|•]]
 
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|[[61,-129|•]]
 
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|[[61,-128|•]]
 
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|[[61,-127|•]]
 
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|[[61,-126|•]]
 
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|[[61,-125|•]]
 
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|[[61,-124|•]]
 
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|[[61,-123|•]]
 
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|[[61,-122|•]]
 
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|[[61,-121|•]]
 
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|[[61,-120|•]]
 
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|[[61,-119|•]]
 
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|[[61,-118|•]]
 
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|[[61,-117|•]]
 
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|[[61,-116|•]]
 
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|[[61,-115|•]]
 
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|[[61,-114|•]]
 
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|[[61,-113|•]]
 
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|[[61,-112|•]]
 
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|[[61,-111|•]]
 
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|[[61,-110|•]]
 
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|[[61,-109|•]]
 
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|[[61,-108|•]]
 
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|[[61,-107|•]]
 
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|[[61,-106|•]]
 
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|[[61,-105|•]]
 
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|[[61,-104|•]]
 
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|[[61,-103|•]]
 
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|[[61,-102|•]]
 
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|[[61,-101|•]]
 
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|[[61,-100|•]]
 
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|[[61,-99|•]]
 
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|[[61,-98|•]]
 
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|[[61,-97|•]]
 
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|[[61,-95|•]]
 
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|[[61,-94|•]]
 
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|colspan="11"|
 
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|[[61,-80|•]]
 
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|[[61,-75|•]]
 
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|[[61,-74|•]]
 
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|[[61,-72|•]]
 
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|[[61,-71|•]]
 
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|colspan="2"|
 
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|[[61,-66|•]]
 
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|[[61,-65|•]]
 
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|-
 
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|height = "15" colspan="14"|
 
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Line 1,625: Line 333:
 
|bgcolor="blue"|[[60,-140|•]]
 
|bgcolor="blue"|[[60,-140|•]]
 
|bgcolor="blue"|[[60,-139|•]]
 
|bgcolor="blue"|[[60,-139|•]]
−
|[[60,-138|•]]
+
|colspan="212"|
−
|[[60,-137|•]]
 
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|[[60,-136|•]]
 
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|[[60,-135|•]]
 
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|[[60,-134|•]]
 
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|[[60,-133|•]]
 
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|[[60,-132|•]]
 
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|[[60,-131|•]]
 
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|[[60,-130|•]]
 
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|[[60,-129|•]]
 
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|[[60,-128|•]]
 
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|[[60,-127|•]]
 
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|[[60,-126|•]]
 
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|[[60,-125|•]]
 
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|[[60,-124|•]]
 
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|[[60,-123|•]]
 
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|[[60,-122|•]]
 
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|[[60,-121|•]]
 
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|[[60,-120|•]]
 
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|[[60,-119|•]]
 
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|[[60,-118|•]]
 
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|[[60,-117|•]]
 
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|[[60,-116|•]]
 
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|[[60,-115|•]]
 
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|[[60,-114|•]]
 
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|[[60,-113|•]]
 
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|[[60,-112|•]]
 
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|[[60,-111|•]]
 
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|[[60,-110|•]]
 
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|[[60,-109|•]]
 
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|[[60,-108|•]]
 
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|[[60,-107|•]]
 
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|[[60,-106|•]]
 
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|[[60,-105|•]]
 
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|[[60,-104|•]]
 
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|[[60,-103|•]]
 
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|[[60,-102|•]]
 
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|[[60,-97|•]]
 
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|[[60,-96|•]]
 
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|colspan="15"|
 
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|[[60,-78|•]]
 
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|[[60,-77|•]]
 
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|[[60,-76|•]]
 
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|[[60,-74|•]]
 
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|[[60,-73|•]]
 
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|[[60,-71|•]]
 
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|[[60,-70|•]]
 
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|[[60,-69|•]]
 
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|[[60,-68|•]]
 
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|[[60,-67|•]]
 
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|colspan="1"|
 
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|[[60,-65|•]]
 
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|[[60,-64|•]]
 
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|colspan="12"|
 
 
|-
 
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|height = "15" colspan="20"|
 
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Line 1,723: Line 370:
 
|bgcolor="blue"|[[59,-135|•]]
 
|bgcolor="blue"|[[59,-135|•]]
 
|bgcolor="blue"|[[59,-134|•]]
 
|bgcolor="blue"|[[59,-134|•]]
−
|[[59,-133|•]]
+
|colspan="211"|
−
|[[59,-132|•]]
 
−
|[[59,-131|•]]
 
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|[[59,-130|•]]
 
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|[[59,-129|•]]
 
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|[[59,-128|•]]
 
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|[[59,-127|•]]
 
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|[[59,-126|•]]
 
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|[[59,-121|•]]
 
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|[[59,-119|•]]
 
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|[[59,-118|•]]
 
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|[[59,-117|•]]
 
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|[[59,-116|•]]
 
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|[[59,-115|•]]
 
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|[[59,-114|•]]
 
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|[[59,-113|•]]
 
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|[[59,-112|•]]
 
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|[[59,-111|•]]
 
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|[[59,-110|•]]
 
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|[[59,-109|•]]
 
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|[[59,-108|•]]
 
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|[[59,-107|•]]
 
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|[[59,-106|•]]
 
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|[[59,-105|•]]
 
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|[[59,-104|•]]
 
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|[[59,-103|•]]
 
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|[[59,-102|•]]
 
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|[[59,-101|•]]
 
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|[[59,-97|•]]
 
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|colspan="13"|
 
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|[[59,-80|•]]
 
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|[[59,-75|•]]
 
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|[[59,-72|•]]
 
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|[[59,-71|•]]
 
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|[[59,-70|•]]
 
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|[[59,-69|•]]
 
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|[[59,-68|•]]
 
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|colspan="2"|
 
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|[[59,-65|•]]
 
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|[[59,-64|•]]
 
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|[[59,-63|•]]
 
−
|colspan="11"|
 
 
|-
 
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|height = "15" colspan="25"|
 
|height = "15" colspan="25"|
Line 1,803: Line 392:
 
|bgcolor="blue"|[[58,-134|•]]
 
|bgcolor="blue"|[[58,-134|•]]
 
|bgcolor="blue"|[[58,-133|•]]
 
|bgcolor="blue"|[[58,-133|•]]
−
|[[58,-132|•]]
+
|colspan="210"|
−
|[[58,-131|•]]
 
−
|[[58,-130|•]]
 
−
|[[58,-129|•]]
 
−
|[[58,-128|•]]
 
−
|[[58,-127|•]]
 
−
|[[58,-126|•]]
 
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|[[58,-125|•]]
 
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|[[58,-124|•]]
 
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|[[58,-123|•]]
 
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|[[58,-122|•]]
 
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|[[58,-121|•]]
 
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|[[58,-120|•]]
 
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|[[58,-119|•]]
 
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|[[58,-118|•]]
 
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|[[58,-117|•]]
 
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|[[58,-116|•]]
 
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|[[58,-115|•]]
 
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|[[58,-114|•]]
 
−
|[[58,-113|•]]
 
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|[[58,-112|•]]
 
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|[[58,-111|•]]
 
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|[[58,-110|•]]
 
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|[[58,-109|•]]
 
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|[[58,-108|•]]
 
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|[[58,-107|•]]
 
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|[[58,-106|•]]
 
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|[[58,-105|•]]
 
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|[[58,-104|•]]
 
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|[[58,-103|•]]
 
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|[[58,-102|•]]
 
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|[[58,-101|•]]
 
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|[[58,-95|•]]
 
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|[[58,-94|•]]
 
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|[[58,-93|•]]
 
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|[[58,-92|•]]
 
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|colspan="13"|
 
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|[[58,-78|•]]
 
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|[[58,-77|•]]
 
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|[[58,-73|•]]
 
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|[[58,-69|•]]
 
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|[[58,-65|•]]
 
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−
|colspan="10"|
 
 
|-
 
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|height = "15" colspan="17"|
 
|height = "15" colspan="17"|
Line 1,880: Line 410:
 
|bgcolor="blue"|[[57,-133|•]]
 
|bgcolor="blue"|[[57,-133|•]]
 
|bgcolor="blue"|[[57,-132|•]]
 
|bgcolor="blue"|[[57,-132|•]]
−
|[[57,-131|•]]
+
|colspan="209"|
−
|[[57,-130|•]]
 
−
|[[57,-129|•]]
 
−
|[[57,-128|•]]
 
−
|[[57,-127|•]]
 
−
|[[57,-126|•]]
 
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|[[57,-125|•]]
 
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|[[57,-124|•]]
 
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|[[57,-123|•]]
 
−
|[[57,-122|•]]
 
−
|[[57,-121|•]]
 
−
|[[57,-120|•]]
 
−
|[[57,-119|•]]
 
−
|[[57,-118|•]]
 
−
|[[57,-117|•]]
 
−
|[[57,-116|•]]
 
−
|[[57,-115|•]]
 
−
|[[57,-114|•]]
 
−
|[[57,-113|•]]
 
−
|[[57,-112|•]]
 
−
|[[57,-111|•]]
 
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|[[57,-110|•]]
 
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|[[57,-109|•]]
 
−
|[[57,-108|•]]
 
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|[[57,-107|•]]
 
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|[[57,-106|•]]
 
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|[[57,-105|•]]
 
−
|[[57,-104|•]]
 
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|[[57,-103|•]]
 
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|[[57,-102|•]]
 
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|[[57,-101|•]]
 
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|[[57,-100|•]]
 
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|[[57,-99|•]]
 
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|[[57,-98|•]]
 
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|[[57,-97|•]]
 
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|[[57,-96|•]]
 
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|[[57,-95|•]]
 
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|[[57,-94|•]]
 
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|[[57,-93|•]]
 
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|[[57,-92|•]]
 
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|[[57,-91|•]]
 
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|[[57,-90|•]]
 
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|[[57,-89|•]]
 
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|colspan="9"|
 
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|[[57,-79|•]]
 
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|[[57,-78|•]]
 
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|[[57,-77|•]]
 
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|[[57,-76|•]]
 
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|[[57,-75|•]]
 
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|[[57,-74|•]]
 
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|[[57,-73|•]]
 
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|[[57,-72|•]]
 
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|[[57,-71|•]]
 
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|[[57,-70|•]]
 
−
|[[57,-69|•]]
 
−
|[[57,-68|•]]
 
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|[[57,-67|•]]
 
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|[[57,-66|•]]
 
−
|[[57,-65|•]]
 
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|[[57,-64|•]]
 
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|[[57,-63|•]]
 
−
|[[57,-62|•]]
 
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|[[57,-61|•]]
 
−
|colspan="9"|
 
 
|-
 
|-
 
|height = "15" colspan="18"|
 
|height = "15" colspan="18"|
Line 1,964: Line 431:
 
|bgcolor="blue"|[[56,-131|•]]
 
|bgcolor="blue"|[[56,-131|•]]
 
|bgcolor="blue"|[[56,-130|•]]
 
|bgcolor="blue"|[[56,-130|•]]
−
|[[56,-129|•]]
+
|colspan="208"|
−
|[[56,-128|•]]
 
−
|[[56,-127|•]]
 
−
|[[56,-126|•]]
 
−
|[[56,-125|•]]
 
−
|[[56,-124|•]]
 
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|[[56,-123|•]]
 
−
|[[56,-122|•]]
 
−
|[[56,-121|•]]
 
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|[[56,-120|•]]
 
−
|[[56,-119|•]]
 
−
|[[56,-118|•]]
 
−
|[[56,-117|•]]
 
−
|[[56,-116|•]]
 
−
|[[56,-115|•]]
 
−
|[[56,-114|•]]
 
−
|[[56,-113|•]]
 
−
|[[56,-112|•]]
 
−
|[[56,-111|•]]
 
−
|[[56,-110|•]]
 
−
|[[56,-109|•]]
 
−
|[[56,-108|•]]
 
−
|[[56,-107|•]]
 
−
|[[56,-106|•]]
 
−
|[[56,-105|•]]
 
−
|[[56,-104|•]]
 
−
|[[56,-103|•]]
 
−
|[[56,-102|•]]
 
−
|[[56,-101|•]]
 
−
|[[56,-100|•]]
 
−
|[[56,-99|•]]
 
−
|[[56,-98|•]]
 
−
|[[56,-97|•]]
 
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|[[56,-96|•]]
 
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|[[56,-95|•]]
 
−
|[[56,-94|•]]
 
−
|[[56,-93|•]]
 
−
|[[56,-92|•]]
 
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|[[56,-91|•]]
 
−
|[[56,-90|•]]
 
−
|[[56,-89|•]]
 
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|[[56,-88|•]]
 
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|[[56,-87|•]]
 
−
|colspan="6"|
 
−
|[[56,-80|•]]
 
−
|[[56,-79|•]]
 
−
|[[56,-78|•]]
 
−
|[[56,-77|•]]
 
−
|[[56,-76|•]]
 
−
|[[56,-75|•]]
 
−
|[[56,-74|•]]
 
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|[[56,-73|•]]
 
−
|[[56,-72|•]]
 
−
|[[56,-71|•]]
 
−
|[[56,-70|•]]
 
−
|[[56,-69|•]]
 
−
|[[56,-68|•]]
 
−
|[[56,-67|•]]
 
−
|[[56,-66|•]]
 
−
|[[56,-65|•]]
 
−
|[[56,-64|•]]
 
−
|[[56,-63|•]]
 
−
|[[56,-62|•]]
 
−
|[[56,-61|•]]
 
−
|[[56,-60|•]]
 
−
|colspan="8"|
 
 
|-
 
|-
 
|height = "15" colspan="24"|
 
|height = "15" colspan="24"|
Line 2,046: Line 448:
 
|bgcolor="blue"|[[55,-131|•]]
 
|bgcolor="blue"|[[55,-131|•]]
 
|bgcolor="blue"|[[55,-130|•]]
 
|bgcolor="blue"|[[55,-130|•]]
−
|[[55,-129|•]]
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|colspan="206"|
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|[[55,-128|•]]
 
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|[[55,-127|•]]
 
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|[[55,-126|•]]
 
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|[[55,-125|•]]
 
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|[[55,-124|•]]
 
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|[[55,-123|•]]
 
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|[[55,-122|•]]
 
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|[[55,-121|•]]
 
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|[[55,-120|•]]
 
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|[[55,-119|•]]
 
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|[[55,-118|•]]
 
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|[[55,-117|•]]
 
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|[[55,-116|•]]
 
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|[[55,-115|•]]
 
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|[[55,-114|•]]
 
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|[[55,-113|•]]
 
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|[[55,-112|•]]
 
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|[[55,-111|•]]
 
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|[[55,-110|•]]
 
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|[[55,-109|•]]
 
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|[[55,-108|•]]
 
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|[[55,-107|•]]
 
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|[[55,-106|•]]
 
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|[[55,-105|•]]
 
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|[[55,-104|•]]
 
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|[[55,-103|•]]
 
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|[[55,-102|•]]
 
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|[[55,-101|•]]
 
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|[[55,-100|•]]
 
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|[[55,-99|•]]
 
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|[[55,-98|•]]
 
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|[[55,-97|•]]
 
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|[[55,-96|•]]
 
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|[[55,-95|•]]
 
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|[[55,-94|•]]
 
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|[[55,-93|•]]
 
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|[[55,-92|•]]
 
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|[[55,-91|•]]
 
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|[[55,-90|•]]
 
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|[[55,-89|•]]
 
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|[[55,-88|•]]
 
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|[[55,-87|•]]
 
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|[[55,-86|•]]
 
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|[[55,-85|•]]
 
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|[[55,-84|•]]
 
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|[[55,-83|•]]
 
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|[[55,-82|•]]
 
−
|colspan="1"|
 
−
|[[55,-80|•]]
 
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|[[55,-79|•]]
 
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|[[55,-78|•]]
 
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|[[55,-77|•]]
 
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|[[55,-76|•]]
 
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|[[55,-75|•]]
 
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|[[55,-74|•]]
 
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|[[55,-73|•]]
 
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|[[55,-72|•]]
 
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|[[55,-71|•]]
 
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|[[55,-70|•]]
 
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|[[55,-69|•]]
 
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|[[55,-68|•]]
 
−
|[[55,-67|•]]
 
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|[[55,-66|•]]
 
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|[[55,-65|•]]
 
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|[[55,-64|•]]
 
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|[[55,-63|•]]
 
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|[[55,-62|•]]
 
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|[[55,-61|•]]
 
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|[[55,-60|•]]
 
−
|[[55,-59|•]]
 
−
|[[55,-58|•]]
 
−
|colspan="6"|
 
 
|-
 
|-
 
|height = "15" colspan="21"|
 
|height = "15" colspan="21"|
Line 2,134: Line 464:
 
|bgcolor="blue"|[[54,-131|•]]
 
|bgcolor="blue"|[[54,-131|•]]
 
|bgcolor="blue"|[[54,-130|•]]
 
|bgcolor="blue"|[[54,-130|•]]
−
|[[54,-129|•]]
+
|colspan="205"|
−
|[[54,-128|•]]
 
−
|[[54,-127|•]]
 
−
|[[54,-126|•]]
 
−
|[[54,-125|•]]
 
−
|[[54,-124|•]]
 
−
|[[54,-123|•]]
 
−
|[[54,-122|•]]
 
−
|[[54,-121|•]]
 
−
|[[54,-120|•]]
 
−
|[[54,-119|•]]
 
−
|[[54,-118|•]]
 
−
|[[54,-117|•]]
 
−
|[[54,-116|•]]
 
−
|[[54,-115|•]]
 
−
|[[54,-114|•]]
 
−
|[[54,-113|•]]
 
−
|[[54,-112|•]]
 
−
|[[54,-111|•]]
 
−
|[[54,-110|•]]
 
−
|[[54,-109|•]]
 
−
|[[54,-108|•]]
 
−
|[[54,-107|•]]
 
−
|[[54,-106|•]]
 
−
|[[54,-105|•]]
 
−
|[[54,-104|•]]
 
−
|[[54,-103|•]]
 
−
|[[54,-102|•]]
 
−
|[[54,-101|•]]
 
−
|[[54,-100|•]]
 
−
|[[54,-99|•]]
 
−
|[[54,-98|•]]
 
−
|[[54,-97|•]]
 
−
|[[54,-96|•]]
 
−
|[[54,-95|•]]
 
−
|[[54,-94|•]]
 
−
|[[54,-93|•]]
 
−
|[[54,-92|•]]
 
−
|[[54,-91|•]]
 
−
|[[54,-90|•]]
 
−
|[[54,-89|•]]
 
−
|[[54,-88|•]]
 
−
|[[54,-87|•]]
 
−
|[[54,-86|•]]
 
−
|[[54,-85|•]]
 
−
|[[54,-84|•]]
 
−
|[[54,-83|•]]
 
−
|[[54,-82|•]]
 
−
|colspan="2"|
 
−
|[[54,-79|•]]
 
−
|[[54,-78|•]]
 
−
|[[54,-77|•]]
 
−
|[[54,-76|•]]
 
−
|[[54,-75|•]]
 
−
|[[54,-74|•]]
 
−
|[[54,-73|•]]
 
−
|[[54,-72|•]]
 
−
|[[54,-71|•]]
 
−
|[[54,-70|•]]
 
−
|[[54,-69|•]]
 
−
|[[54,-68|•]]
 
−
|[[54,-67|•]]
 
−
|[[54,-66|•]]
 
−
|[[54,-65|•]]
 
−
|[[54,-64|•]]
 
−
|[[54,-63|•]]
 
−
|[[54,-62|•]]
 
−
|[[54,-61|•]]
 
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|[[54,-60|•]]
 
−
|[[54,-59|•]]
 
−
|[[54,-58|•]]
 
−
|[[54,-57|•]]
 
−
|colspan="5"|
 
 
|-
 
|-
 
|bgcolor="blue" height = "15" |[[53,172|•]]
 
|bgcolor="blue" height = "15" |[[53,172|•]]
Line 2,216: Line 474:
 
|bgcolor="blue"|[[53,-165|•]]
 
|bgcolor="blue"|[[53,-165|•]]
 
|colspan="31"|
 
|colspan="31"|
−
|[[53,-133|•]]
+
|colspan="203"|
−
|[[53,-132|•]]
 
−
|[[53,-131|•]]
 
−
|[[53,-130|•]]
 
−
|[[53,-129|•]]
 
−
|[[53,-128|•]]
 
−
|[[53,-127|•]]
 
−
|[[53,-126|•]]
 
−
|[[53,-125|•]]
 
−
|[[53,-124|•]]
 
−
|[[53,-123|•]]
 
−
|[[53,-122|•]]
 
−
|[[53,-121|•]]
 
−
|[[53,-120|•]]
 
−
|[[53,-119|•]]
 
−
|[[53,-118|•]]
 
−
|[[53,-117|•]]
 
−
|[[53,-116|•]]
 
−
|[[53,-115|•]]
 
−
|[[53,-114|•]]
 
−
|[[53,-113|•]]
 
−
|[[53,-112|•]]
 
−
|[[53,-111|•]]
 
−
|[[53,-110|•]]
 
−
|[[53,-109|•]]
 
−
|[[53,-108|•]]
 
−
|[[53,-107|•]]
 
−
|[[53,-106|•]]
 
−
|[[53,-105|•]]
 
−
|[[53,-104|•]]
 
−
|[[53,-103|•]]
 
−
|[[53,-102|•]]
 
−
|[[53,-101|•]]
 
−
|[[53,-100|•]]
 
−
|[[53,-99|•]]
 
−
|[[53,-98|•]]
 
−
|[[53,-97|•]]
 
−
|[[53,-96|•]]
 
−
|[[53,-95|•]]
 
−
|[[53,-94|•]]
 
−
|[[53,-93|•]]
 
−
|[[53,-92|•]]
 
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|[[53,-91|•]]
 
−
|[[53,-90|•]]
 
−
|[[53,-89|•]]
 
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|[[53,-88|•]]
 
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|[[53,-87|•]]
 
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|[[53,-86|•]]
 
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|[[53,-85|•]]
 
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|[[53,-84|•]]
 
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|[[53,-83|•]]
 
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|[[53,-82|•]]
 
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|[[53,-81|•]]
 
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|[[53,-80|•]]
 
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|[[53,-79|•]]
 
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|[[53,-78|•]]
 
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|[[53,-77|•]]
 
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|[[53,-76|•]]
 
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|[[53,-75|•]]
 
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|[[53,-74|•]]
 
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|[[53,-73|•]]
 
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|[[53,-72|•]]
 
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|[[53,-71|•]]
 
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|[[53,-70|•]]
 
−
|[[53,-69|•]]
 
−
|[[53,-68|•]]
 
−
|[[53,-67|•]]
 
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|[[53,-66|•]]
 
−
|[[53,-65|•]]
 
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|[[53,-64|•]]
 
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|[[53,-63|•]]
 
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|[[53,-62|•]]
 
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|[[53,-61|•]]
 
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|[[53,-60|•]]
 
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|[[53,-59|•]]
 
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|[[53,-58|•]]
 
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|[[53,-57|•]]
 
−
|[[53,-56|•]]
 
−
|[[53,-55|•]]
 
−
|colspan="3"|
 
 
|-
 
|-
 
|bgcolor="blue" height = "15" |[[52,172|•]]
 
|bgcolor="blue" height = "15" |[[52,172|•]]
Line 2,315: Line 494:
 
|bgcolor="blue"|[[52,-169|•]]
 
|bgcolor="blue"|[[52,-169|•]]
 
|bgcolor="blue"|[[52,-168|•]]
 
|bgcolor="blue"|[[52,-168|•]]
−
|colspan="35"|
+
|colspan="203"|
−
|[[52,-132|•]]
 
−
|[[52,-131|•]]
 
−
|[[52,-130|•]]
 
−
|[[52,-129|•]]
 
−
|[[52,-128|•]]
 
−
|[[52,-127|•]]
 
−
|[[52,-126|•]]
 
−
|[[52,-125|•]]
 
−
|[[52,-124|•]]
 
−
|[[52,-123|•]]
 
−
|[[52,-122|•]]
 
−
|[[52,-121|•]]
 
−
|[[52,-120|•]]
 
−
|[[52,-119|•]]
 
−
|[[52,-118|•]]
 
−
|[[52,-117|•]]
 
−
|[[52,-116|•]]
 
−
|[[52,-115|•]]
 
−
|[[52,-114|•]]
 
−
|[[52,-113|•]]
 
−
|[[52,-112|•]]
 
−
|[[52,-111|•]]
 
−
|[[52,-110|•]]
 
−
|[[52,-109|•]]
 
−
|[[52,-108|•]]
 
−
|[[52,-107|•]]
 
−
|[[52,-106|•]]
 
−
|[[52,-105|•]]
 
−
|[[52,-104|•]]
 
−
|[[52,-103|•]]
 
−
|[[52,-102|•]]
 
−
|[[52,-101|•]]
 
−
|[[52,-100|•]]
 
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|[[52,-99|•]]
 
−
|[[52,-98|•]]
 
−
|[[52,-97|•]]
 
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|[[52,-96|•]]
 
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|[[52,-95|•]]
 
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|[[52,-94|•]]
 
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|[[52,-93|•]]
 
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|[[52,-92|•]]
 
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|[[52,-91|•]]
 
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|[[52,-90|•]]
 
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|[[52,-89|•]]
 
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|[[52,-88|•]]
 
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|[[52,-87|•]]
 
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|[[52,-86|•]]
 
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|[[52,-85|•]]
 
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|[[52,-84|•]]
 
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|[[52,-83|•]]
 
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|[[52,-82|•]]
 
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|[[52,-81|•]]
 
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|[[52,-80|•]]
 
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|[[52,-79|•]]
 
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|[[52,-78|•]]
 
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|[[52,-77|•]]
 
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|[[52,-76|•]]
 
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|[[52,-75|•]]
 
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|[[52,-74|•]]
 
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|[[52,-73|•]]
 
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|[[52,-72|•]]
 
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|[[52,-71|•]]
 
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|[[52,-70|•]]
 
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|[[52,-69|•]]
 
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|[[52,-68|•]]
 
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|[[52,-67|•]]
 
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|[[52,-66|•]]
 
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|[[52,-65|•]]
 
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|[[52,-64|•]]
 
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|[[52,-63|•]]
 
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|[[52,-62|•]]
 
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|[[52,-61|•]]
 
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|[[52,-60|•]]
 
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|[[52,-59|•]]
 
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|[[52,-58|•]]
 
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|[[52,-57|•]]
 
−
|[[52,-56|•]]
 
−
|[[52,-55|•]]
 
−
|colspan="3"|
 
 
|-
 
|-
−
|height = "15" colspan="56"|
+
|colspan="500"|
−
|[[51,-131|•]]
 
−
|[[51,-130|•]]
 
−
|colspan="1"|
 
−
|[[51,-128|•]]
 
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|[[51,-127|•]]
 
−
|[[51,-126|•]]
 
−
|[[51,-125|•]]
 
−
|[[51,-124|•]]
 
−
|[[51,-123|•]]
 
−
|[[51,-122|•]]
 
−
|[[51,-121|•]]
 
−
|[[51,-120|•]]
 
−
|[[51,-119|•]]
 
−
|[[51,-118|•]]
 
−
|[[51,-117|•]]
 
−
|[[51,-116|•]]
 
−
|[[51,-115|•]]
 
−
|[[51,-114|•]]
 
−
|[[51,-113|•]]
 
−
|[[51,-112|•]]
 
−
|[[51,-111|•]]
 
−
|[[51,-110|•]]
 
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|[[51,-109|•]]
 
−
|[[51,-108|•]]
 
−
|[[51,-107|•]]
 
−
|[[51,-106|•]]
 
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|[[51,-105|•]]
 
−
|[[51,-104|•]]
 
−
|[[51,-103|•]]
 
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|[[51,-102|•]]
 
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|[[51,-101|•]]
 
−
|[[51,-100|•]]
 
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|[[51,-99|•]]
 
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|[[51,-98|•]]
 
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|[[51,-97|•]]
 
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|[[51,-96|•]]
 
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|[[51,-95|•]]
 
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|[[51,-94|•]]
 
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|[[51,-93|•]]
 
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|[[51,-92|•]]
 
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|[[51,-91|•]]
 
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|[[51,-90|•]]
 
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|[[51,-89|•]]
 
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|[[51,-88|•]]
 
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|[[51,-87|•]]
 
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|[[51,-86|•]]
 
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|[[51,-85|•]]
 
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|[[51,-84|•]]
 
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|[[51,-83|•]]
 
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|[[51,-82|•]]
 
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|[[51,-81|•]]
 
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|[[51,-80|•]]
 
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|[[51,-79|•]]
 
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|[[51,-78|•]]
 
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|[[51,-77|•]]
 
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|[[51,-76|•]]
 
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|[[51,-75|•]]
 
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|[[51,-74|•]]
 
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|[[51,-73|•]]
 
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|[[51,-72|•]]
 
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|[[51,-71|•]]
 
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|[[51,-70|•]]
 
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|[[51,-69|•]]
 
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|[[51,-68|•]]
 
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|[[51,-67|•]]
 
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|[[51,-66|•]]
 
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|[[51,-65|•]]
 
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|[[51,-64|•]]
 
−
|[[51,-63|•]]
 
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|[[51,-62|•]]
 
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|[[51,-61|•]]
 
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|[[51,-60|•]]
 
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|[[51,-59|•]]
 
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|[[51,-58|•]]
 
−
|[[51,-57|•]]
 
−
|[[51,-56|•]]
 
−
|[[51,-55|•]]
 
−
|colspan="3"|
 
 
|-
 
|-
−
|height = "15" colspan="59"|
+
|colspan="500"|
−
|[[50,-128|•]]
 
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|[[50,-127|•]]
 
−
|[[50,-126|•]]
 
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|[[50,-125|•]]
 
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|[[50,-124|•]]
 
−
|[[50,-123|•]]
 
−
|[[50,-122|•]]
 
−
|[[50,-121|•]]
 
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|[[50,-120|•]]
 
−
|[[50,-119|•]]
 
−
|[[50,-118|•]]
 
−
|[[50,-117|•]]
 
−
|[[50,-116|•]]
 
−
|[[50,-115|•]]
 
−
|[[50,-114|•]]
 
−
|[[50,-113|•]]
 
−
|[[50,-112|•]]
 
−
|[[50,-111|•]]
 
−
|[[50,-110|•]]
 
−
|[[50,-109|•]]
 
−
|[[50,-108|•]]
 
−
|[[50,-107|•]]
 
−
|[[50,-106|•]]
 
−
|[[50,-105|•]]
 
−
|[[50,-104|•]]
 
−
|[[50,-103|•]]
 
−
|[[50,-102|•]]
 
−
|[[50,-101|•]]
 
−
|[[50,-100|•]]
 
−
|[[50,-99|•]]
 
−
|[[50,-98|•]]
 
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|[[50,-97|•]]
 
−
|[[50,-96|•]]
 
−
|[[50,-95|•]]
 
−
|[[50,-94|•]]
 
−
|[[50,-93|•]]
 
−
|[[50,-92|•]]
 
−
|[[50,-91|•]]
 
−
|[[50,-90|•]]
 
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|[[50,-89|•]]
 
−
|[[50,-88|•]]
 
−
|[[50,-87|•]]
 
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|[[50,-86|•]]
 
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|[[50,-85|•]]
 
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|[[50,-84|•]]
 
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|[[50,-83|•]]
 
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|[[50,-82|•]]
 
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|[[50,-81|•]]
 
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|[[50,-80|•]]
 
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|[[50,-79|•]]
 
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|[[50,-78|•]]
 
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|[[50,-77|•]]
 
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|[[50,-76|•]]
 
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|[[50,-75|•]]
 
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|[[50,-74|•]]
 
−
|[[50,-73|•]]
 
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|[[50,-72|•]]
 
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|[[50,-71|•]]
 
−
|[[50,-70|•]]
 
−
|[[50,-69|•]]
 
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|[[50,-68|•]]
 
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|[[50,-67|•]]
 
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|[[50,-66|•]]
 
−
|[[50,-65|•]]
 
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|[[50,-64|•]]
 
−
|[[50,-63|•]]
 
−
|[[50,-62|•]]
 
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|[[50,-61|•]]
 
−
|[[50,-60|•]]
 
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|[[50,-59|•]]
 
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|[[50,-58|•]]
 
−
|[[50,-57|•]]
 
−
|[[50,-56|•]]
 
−
|[[50,-55|•]]
 
−
|colspan="3"|
 
 
|-
 
|-
 
|height = "15" colspan="60"|
 
|height = "15" colspan="60"|
−
|[[49,-127|•]]
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|colspan="1"|
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|[[49,-126|•]]
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|colspan="1"|
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|[[49,-125|•]]
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|colspan="1"|
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|[[49,-124|•]]
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|colspan="1"|
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|[[49,-123|•]]
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|colspan="1"|
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|[[49,-122|•]]
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|colspan="1"|
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|[[49,-121|•]]
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|colspan="1"|
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|[[49,-120|•]]
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|colspan="1"|
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|[[49,-119|•]]
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|colspan="1"|
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|[[49,-118|•]]
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|colspan="1"|
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|[[49,-117|•]]
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|colspan="1"|
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|[[49,-116|•]]
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|colspan="1"|
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|[[49,-115|•]]
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|colspan="1"|
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|[[49,-114|•]]
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|colspan="1"|
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|[[49,-113|•]]
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|colspan="1"|
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|[[49,-112|•]]
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|colspan="1"|
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|[[49,-111|•]]
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|colspan="1"|
−
|[[49,-110|•]]
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|colspan="1"|
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|[[49,-109|•]]
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|colspan="1"|
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|[[49,-108|•]]
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|colspan="1"|
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|[[49,-107|•]]
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|colspan="1"|
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|[[49,-106|•]]
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|colspan="1"|
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|[[49,-105|•]]
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|colspan="1"|
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|[[49,-104|•]]
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|colspan="1"|
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|[[49,-103|•]]
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|colspan="1"|
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|[[49,-102|•]]
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|colspan="1"|
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|[[49,-101|•]]
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|colspan="1"|
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|[[49,-100|•]]
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|colspan="1"|
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|[[49,-99|•]]
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|colspan="1"|
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|[[49,-98|•]]
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|colspan="1"|
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|[[49,-97|•]]
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|colspan="1"|
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|[[49,-96|•]]
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|colspan="1"|
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|[[49,-95|•]]
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|colspan="1"|
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|bgcolor="blue"|[[49,-94|•]]
+
|[[49,-94|•]]
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|bgcolor="blue"|[[49,-93|•]]
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|[[49,-93|•]]
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|[[49,-92|•]]
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|colspan="1"|
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|[[49,-91|•]]
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|colspan="1"|
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|[[49,-90|•]]
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|colspan="1"|
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|[[49,-89|•]]
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|colspan="1"|
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|[[49,-88|•]]
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|colspan="1"|
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|[[49,-87|•]]
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|colspan="1"|
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|[[49,-86|•]]
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|colspan="1"|
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|[[49,-85|•]]
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|colspan="1"|
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|[[49,-84|•]]
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|colspan="1"|
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|[[49,-83|•]]
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|colspan="1"|
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|[[49,-82|•]]
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|colspan="1"|
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|[[49,-81|•]]
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|colspan="1"|
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|[[49,-80|•]]
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|colspan="1"|
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|[[49,-79|•]]
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|colspan="1"|
−
|[[49,-78|•]]
+
|colspan="1"|
−
|[[49,-77|•]]
+
|colspan="1"|
−
|[[49,-76|•]]
+
|colspan="1"|
−
|[[49,-75|•]]
+
|colspan="1"|
−
|[[49,-74|•]]
+
|colspan="1"|
−
|[[49,-73|•]]
+
|colspan="1"|
−
|[[49,-72|•]]
+
|colspan="1"|
−
|[[49,-71|•]]
+
|colspan="1"|
−
|[[49,-70|•]]
+
|colspan="1"|
−
|[[49,-69|•]]
+
|colspan="1"|
−
|[[49,-68|•]]
+
|colspan="1"|
−
|[[49,-67|•]]
+
|colspan="1"|
−
|[[49,-66|•]]
+
|colspan="1"|
−
|[[49,-65|•]]
+
|colspan="1"|
−
|[[49,-64|•]]
+
|colspan="1"|
−
|[[49,-63|•]]
+
|colspan="1"|
−
|[[49,-62|•]]
+
|colspan="1"|
−
|[[49,-61|•]]
+
|colspan="1"|
 
|colspan="2"|
 
|colspan="2"|
−
|[[49,-58|•]]
+
|colspan="1"|
−
|[[49,-57|•]]
+
|colspan="1"|
−
|[[49,-56|•]]
+
|colspan="1"|
−
|[[49,-55|•]]
+
|colspan="1"|
−
|[[49,-54|•]]
+
|colspan="1"|
−
|[[49,-53|•]]
+
|colspan="1"|
 
|colspan="1"|
 
|colspan="1"|
 
|-
 
|-
 
|height = "15" colspan="62"|
 
|height = "15" colspan="62"|
−
|[[48,-125|•]]
+
|colspan="1"|
−
|bgcolor="blue"|[[48,-124|•]]
+
|[[48,-124|•]]
−
|bgcolor="blue"|[[48,-123|•]]
+
|[[48,-123|•]]
−
|bgcolor="blue"|[[48,-122|•]]
+
|[[48,-122|•]]
−
|bgcolor="blue"|[[48,-121|•]]
+
|[[48,-121|•]]
−
|bgcolor="blue"|[[48,-120|•]]
+
|[[48,-120|•]]
−
|bgcolor="blue"|[[48,-119|•]]
+
|[[48,-119|•]]
−
|bgcolor="blue"|[[48,-118|•]]
+
|[[48,-118|•]]
−
|bgcolor="blue"|[[48,-117|•]]
+
|[[48,-117|•]]
−
|bgcolor="blue"|[[48,-116|•]]
+
|[[48,-116|•]]
−
|bgcolor="blue"|[[48,-115|•]]
+
|[[48,-115|•]]
−
|bgcolor="blue"|[[48,-114|•]]
+
|[[48,-114|•]]
−
|bgcolor="blue"|[[48,-113|•]]
+
|[[48,-113|•]]
−
|bgcolor="blue"|[[48,-112|•]]
+
|[[48,-112|•]]
−
|bgcolor="blue"|[[48,-111|•]]
+
|[[48,-111|•]]
−
|bgcolor="blue"|[[48,-110|•]]
+
|[[48,-110|•]]
−
|bgcolor="blue"|[[48,-109|•]]
+
|[[48,-109|•]]
−
|bgcolor="blue"|[[48,-108|•]]
+
|[[48,-108|•]]
−
|bgcolor="blue"|[[48,-107|•]]
+
|[[48,-107|•]]
−
|bgcolor="blue"|[[48,-106|•]]
+
|[[48,-106|•]]
−
|bgcolor="blue"|[[48,-105|•]]
+
|[[48,-105|•]]
−
|bgcolor="blue"|[[48,-104|•]]
+
|[[48,-104|•]]
−
|bgcolor="blue"|[[48,-103|•]]
+
|[[48,-103|•]]
−
|bgcolor="blue"|[[48,-102|•]]
+
|[[48,-102|•]]
−
|bgcolor="blue"|[[48,-101|•]]
+
|[[48,-101|•]]
−
|bgcolor="blue"|[[48,-100|•]]
+
|[[48,-100|•]]
−
|bgcolor="blue"|[[48,-99|•]]
+
|[[48,-99|•]]
−
|bgcolor="blue"|[[48,-98|•]]
+
|[[48,-98|•]]
−
|bgcolor="blue"|[[48,-97|•]]
+
|[[48,-97|•]]
−
|bgcolor="blue"|[[48,-96|•]]
+
|[[48,-96|•]]
−
|bgcolor="blue"|[[48,-95|•]]
+
|[[48,-95|•]]
−
|bgcolor="blue"|[[48,-94|•]]
+
|[[48,-94|•]]
−
|bgcolor="blue"|[[48,-93|•]]
+
|[[48,-93|•]]
−
|bgcolor="blue"|[[48,-92|•]]
+
|[[48,-92|•]]
−
|bgcolor="blue"|[[48,-91|•]]
+
|[[48,-91|•]]
−
|bgcolor="blue"|[[48,-90|•]]
+
|[[48,-90|•]]
−
|bgcolor="blue"|[[48,-89|•]]
+
|[[48,-89|•]]
−
|bgcolor="blue"|[[48,-88|•]]
+
|[[48,-88|•]]
−
|[[48,-87|•]]
+
|colspan="1"|
−
|[[48,-86|•]]
+
|colspan="1"|
−
|[[48,-85|•]]
+
|colspan="1"|
−
|[[48,-84|•]]
+
|colspan="1"|
−
|[[48,-83|•]]
+
|colspan="1"|
−
|[[48,-82|•]]
+
|colspan="1"|
−
|[[48,-81|•]]
+
|colspan="1"|
−
|[[48,-80|•]]
+
|colspan="1"|
−
|[[48,-79|•]]
+
|colspan="1"|
−
|[[48,-78|•]]
+
|colspan="1"|
−
|[[48,-77|•]]
+
|colspan="1"|
−
|[[48,-76|•]]
+
|colspan="1"|
−
|[[48,-75|•]]
+
|colspan="1"|
−
|[[48,-74|•]]
+
|colspan="1"|
−
|[[48,-73|•]]
+
|colspan="1"|
−
|[[48,-72|•]]
+
|colspan="1"|
−
|[[48,-71|•]]
+
|colspan="1"|
−
|[[48,-70|•]]
+
|colspan="1"|
−
|[[48,-69|•]]
+
|colspan="1"|
−
|[[48,-68|•]]
+
|colspan="1"|
−
|[[48,-67|•]]
+
|colspan="1"|
−
|[[48,-66|•]]
+
|colspan="1"|
−
|[[48,-65|•]]
+
|colspan="1"|
−
|[[48,-64|•]]
+
|colspan="1"|
 
|colspan="4"|
 
|colspan="4"|
−
|[[48,-59|•]]
+
|colspan="1"|
−
|[[48,-58|•]]
+
|colspan="1"|
−
|[[48,-57|•]]
+
|colspan="1"|
−
|[[48,-56|•]]
+
|colspan="1"|
−
|[[48,-55|•]]
+
|colspan="1"|
−
|[[48,-54|•]]
+
|colspan="1"|
−
|[[48,-53|•]]
+
|colspan="1"|
−
|[[48,-52|•]]
+
|colspan="1"|
 
|-
 
|-
 
|height = "15" colspan="63"|
 
|height = "15" colspan="63"|
−
|bgcolor="blue"|[[47,-124|•]]
+
|[[47,-124|•]]
−
|bgcolor="blue"|[[47,-123|•]]
+
|[[47,-123|•]]
−
|bgcolor="blue"|[[47,-122|•]]
+
|[[47,-122|•]]
−
|bgcolor="blue"|[[47,-121|•]]
+
|[[47,-121|•]]
−
|bgcolor="blue"|[[47,-120|•]]
+
|[[47,-120|•]]
−
|bgcolor="blue"|[[47,-119|•]]
+
|[[47,-119|•]]
−
|bgcolor="blue"|[[47,-118|•]]
+
|[[47,-118|•]]
−
|bgcolor="blue"|[[47,-117|•]]
+
|[[47,-117|•]]
−
|bgcolor="blue"|[[47,-116|•]]
+
|[[47,-116|•]]
−
|bgcolor="blue"|[[47,-115|•]]
+
|[[47,-115|•]]
−
|bgcolor="blue"|[[47,-114|•]]
+
|[[47,-114|•]]
−
|bgcolor="blue"|[[47,-113|•]]
+
|[[47,-113|•]]
−
|bgcolor="blue"|[[47,-112|•]]
+
|[[47,-112|•]]
−
|bgcolor="blue"|[[47,-111|•]]
+
|[[47,-111|•]]
−
|bgcolor="blue"|[[47,-110|•]]
+
|[[47,-110|•]]
−
|bgcolor="blue"|[[47,-109|•]]
+
|[[47,-109|•]]
−
|bgcolor="blue"|[[47,-108|•]]
+
|[[47,-108|•]]
−
|bgcolor="blue"|[[47,-107|•]]
+
|[[47,-107|•]]
−
|bgcolor="blue"|[[47,-106|•]]
+
|[[47,-106|•]]
−
|bgcolor="blue"|[[47,-105|•]]
+
|[[47,-105|•]]
−
|bgcolor="blue"|[[47,-104|•]]
+
|[[47,-104|•]]
−
|bgcolor="blue"|[[47,-103|•]]
+
|[[47,-103|•]]
−
|bgcolor="blue"|[[47,-102|•]]
+
|[[47,-102|•]]
−
|bgcolor="blue"|[[47,-101|•]]
+
|[[47,-101|•]]
−
|bgcolor="blue"|[[47,-100|•]]
+
|[[47,-100|•]]
−
|bgcolor="blue"|[[47,-99|•]]
+
|[[47,-99|•]]
−
|bgcolor="blue"|[[47,-98|•]]
+
|[[47,-98|•]]
−
|bgcolor="blue"|[[47,-97|•]]
+
|[[47,-97|•]]
−
|bgcolor="blue"|[[47,-96|•]]
+
|[[47,-96|•]]
−
|bgcolor="blue"|[[47,-95|•]]
+
|[[47,-95|•]]
−
|bgcolor="blue"|[[47,-94|•]]
+
|[[47,-94|•]]
−
|bgcolor="blue"|[[47,-93|•]]
+
|[[47,-93|•]]
−
|bgcolor="blue"|[[47,-92|•]]
+
|[[47,-92|•]]
−
|bgcolor="blue"|[[47,-91|•]]
+
|[[47,-91|•]]
−
|bgcolor="blue"|[[47,-90|•]]
+
|[[47,-90|•]]
−
|bgcolor="blue"|[[47,-89|•]]
+
|[[47,-89|•]]
−
|bgcolor="blue"|[[47,-88|•]]
+
|[[47,-88|•]]
−
|bgcolor="blue"|[[47,-87|•]]
+
|[[47,-87|•]]
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|bgcolor="yellow"|[[47,-69|•]]
 +
|bgcolor="yellow"|[[47,-68|•]]
 +
|bgcolor="yellow"|[[47,-67|•]]
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 
|colspan="1"|
 
|colspan="1"|
−
|[[47,-85|•]]
 
−
|[[47,-84|•]]
 
−
|[[47,-83|•]]
 
−
|[[47,-82|•]]
 
−
|[[47,-81|•]]
 
−
|[[47,-80|•]]
 
−
|[[47,-79|•]]
 
−
|[[47,-78|•]]
 
−
|[[47,-77|•]]
 
−
|[[47,-76|•]]
 
−
|[[47,-75|•]]
 
−
|[[47,-74|•]]
 
−
|[[47,-73|•]]
 
−
|[[47,-72|•]]
 
−
|[[47,-71|•]]
 
−
|[[47,-70|•]]
 
−
|bgcolor="blue"|[[47,-69|•]]
 
−
|bgcolor="blue"|[[47,-68|•]]
 
−
|bgcolor="blue"|[[47,-67|•]]
 
−
|[[47,-66|•]]
 
−
|[[47,-65|•]]
 
−
|[[47,-64|•]]
 
−
|[[47,-63|•]]
 
−
|[[47,-62|•]]
 
−
|[[47,-61|•]]
 
−
|[[47,-60|•]]
 
−
|[[47,-59|•]]
 
−
|[[47,-58|•]]
 
−
|[[47,-57|•]]
 
−
|[[47,-56|•]]
 
−
|[[47,-55|•]]
 
−
|[[47,-54|•]]
 
−
|[[47,-53|•]]
 
−
|[[47,-52|•]]
 
 
|-
 
|-
 
|height = "15" colspan="63"|
 
|height = "15" colspan="63"|
−
|bgcolor="blue"|[[46,-124|•]]
+
|[[46,-124|•]]
−
|bgcolor="blue"|[[46,-123|•]]
+
|[[46,-123|•]]
−
|bgcolor="blue"|[[46,-122|•]]
+
|[[46,-122|•]]
−
|bgcolor="blue"|[[46,-121|•]]
+
|[[46,-121|•]]
−
|bgcolor="blue"|[[46,-120|•]]
+
|[[46,-120|•]]
−
|bgcolor="blue"|[[46,-119|•]]
+
|[[46,-119|•]]
−
|bgcolor="blue"|[[46,-118|•]]
+
|[[46,-118|•]]
−
|bgcolor="blue"|[[46,-117|•]]
+
|[[46,-117|•]]
−
|bgcolor="blue"|[[46,-116|•]]
+
|[[46,-116|•]]
−
|bgcolor="blue"|[[46,-115|•]]
+
|[[46,-115|•]]
−
|bgcolor="blue"|[[46,-114|•]]
+
|[[46,-114|•]]
−
|bgcolor="blue"|[[46,-113|•]]
+
|[[46,-113|•]]
−
|bgcolor="blue"|[[46,-112|•]]
+
|[[46,-112|•]]
−
|bgcolor="blue"|[[46,-111|•]]
+
|[[46,-111|•]]
−
|bgcolor="blue"|[[46,-110|•]]
+
|[[46,-110|•]]
−
|bgcolor="blue"|[[46,-109|•]]
+
|[[46,-109|•]]
−
|bgcolor="blue"|[[46,-108|•]]
+
|[[46,-108|•]]
−
|bgcolor="blue"|[[46,-107|•]]
+
|[[46,-107|•]]
−
|bgcolor="blue"|[[46,-106|•]]
+
|[[46,-106|•]]
−
|bgcolor="blue"|[[46,-105|•]]
+
|[[46,-105|•]]
−
|bgcolor="blue"|[[46,-104|•]]
+
|[[46,-104|•]]
−
|bgcolor="blue"|[[46,-103|•]]
+
|[[46,-103|•]]
−
|bgcolor="blue"|[[46,-102|•]]
+
|[[46,-102|•]]
−
|bgcolor="blue"|[[46,-101|•]]
+
|[[46,-101|•]]
−
|bgcolor="blue"|[[46,-100|•]]
+
|[[46,-100|•]]
−
|bgcolor="blue"|[[46,-99|•]]
+
|[[46,-99|•]]
−
|bgcolor="blue"|[[46,-98|•]]
+
|[[46,-98|•]]
−
|bgcolor="blue"|[[46,-97|•]]
+
|[[46,-97|•]]
−
|bgcolor="blue"|[[46,-96|•]]
+
|[[46,-96|•]]
−
|bgcolor="blue"|[[46,-95|•]]
+
|[[46,-95|•]]
−
|bgcolor="blue"|[[46,-94|•]]
+
|[[46,-94|•]]
−
|bgcolor="blue"|[[46,-93|•]]
+
|[[46,-93|•]]
−
|bgcolor="blue"|[[46,-92|•]]
+
|[[46,-92|•]]
−
|bgcolor="blue"|[[46,-91|•]]
+
|[[46,-91|•]]
−
|bgcolor="blue"|[[46,-90|•]]
+
|[[46,-90|•]]
−
|bgcolor="blue"|[[46,-89|•]]
+
|[[46,-89|•]]
−
|bgcolor="blue"|[[46,-88|•]]
+
|[[46,-88|•]]
−
|bgcolor="blue"|[[46,-87|•]]
+
|[[46,-87|•]]
−
|bgcolor="blue"|[[46,-86|•]]
+
|[[46,-86|•]]
−
|bgcolor="blue"|[[46,-85|•]]
+
|[[46,-85|•]]
−
|bgcolor="blue"|[[46,-84|•]]
+
|[[46,-84|•]]
−
|bgcolor="blue"|[[46,-83|•]]
+
|[[46,-83|•]]
−
|[[46,-82|•]]
+
|colspan="1"|
−
|[[46,-81|•]]
+
|colspan="1"|
−
|[[46,-80|•]]
+
|colspan="1"|
−
|[[46,-79|•]]
+
|colspan="1"|
−
|[[46,-78|•]]
+
|colspan="1"|
−
|[[46,-77|•]]
+
|colspan="1"|
−
|[[46,-76|•]]
+
|colspan="1"|
−
|[[46,-75|•]]
+
|colspan="1"|
−
|[[46,-74|•]]
+
|colspan="1"|
−
|[[46,-73|•]]
+
|colspan="1"|
−
|[[46,-72|•]]
+
|colspan="1"|
−
|[[46,-71|•]]
+
|colspan="1"|
−
|bgcolor="blue"|[[46,-70|•]]
+
|bgcolor="yellow"|[[46,-70|•]]
−
|bgcolor="blue"|[[46,-69|•]]
+
|bgcolor="yellow"|[[46,-69|•]]
−
|bgcolor="blue"|[[46,-68|•]]
+
|bgcolor="yellow"|[[46,-68|•]]
−
|bgcolor="blue"|[[46,-67|•]]
+
|bgcolor="yellow"|[[46,-67|•]]
−
|[[46,-66|•]]
+
|colspan="1"|
−
|[[46,-65|•]]
+
|colspan="1"|
−
|[[46,-64|•]]
+
|colspan="1"|
−
|[[46,-63|•]]
+
|colspan="1"|
−
|[[46,-62|•]]
+
|colspan="1"|
−
|[[46,-61|•]]
+
|colspan="1"|
−
|[[46,-60|•]]
+
|colspan="1"|
−
|[[46,-59|•]]
+
|colspan="1"|
 
|colspan="2"|
 
|colspan="2"|
−
|[[46,-56|•]]
+
|colspan="1"|
−
|[[46,-55|•]]
+
|colspan="1"|
−
|[[46,-54|•]]
+
|colspan="1"|
−
|[[46,-53|•]]
+
|colspan="1"|
−
|[[46,-52|•]]
+
|colspan="1"|
 
|-
 
|-
 
|height = "15" colspan="63"|
 
|height = "15" colspan="63"|
−
|bgcolor="blue"|[[45,-124|•]]
+
|[[45,-124|•]]
−
|bgcolor="blue"|[[45,-123|•]]
+
|[[45,-123|•]]
−
|bgcolor="blue"|[[45,-122|•]]
+
|[[45,-122|•]]
−
|bgcolor="blue"|[[45,-121|•]]
+
|[[45,-121|•]]
−
|bgcolor="blue"|[[45,-120|•]]
+
|[[45,-120|•]]
−
|bgcolor="blue"|[[45,-119|•]]
+
|[[45,-119|•]]
−
|bgcolor="blue"|[[45,-118|•]]
+
|[[45,-118|•]]
−
|bgcolor="blue"|[[45,-117|•]]
+
|[[45,-117|•]]
−
|bgcolor="blue"|[[45,-116|•]]
+
|[[45,-116|•]]
−
|bgcolor="blue"|[[45,-115|•]]
+
|[[45,-115|•]]
−
|bgcolor="blue"|[[45,-114|•]]
+
|[[45,-114|•]]
−
|bgcolor="blue"|[[45,-113|•]]
+
|[[45,-113|•]]
−
|bgcolor="blue"|[[45,-112|•]]
+
|[[45,-112|•]]
−
|bgcolor="blue"|[[45,-111|•]]
+
|[[45,-111|•]]
−
|bgcolor="blue"|[[45,-110|•]]
+
|[[45,-110|•]]
−
|bgcolor="blue"|[[45,-109|•]]
+
|[[45,-109|•]]
−
|bgcolor="blue"|[[45,-108|•]]
+
|[[45,-108|•]]
−
|bgcolor="blue"|[[45,-107|•]]
+
|[[45,-107|•]]
−
|bgcolor="blue"|[[45,-106|•]]
+
|[[45,-106|•]]
−
|bgcolor="blue"|[[45,-105|•]]
+
|[[45,-105|•]]
−
|bgcolor="blue"|[[45,-104|•]]
+
|[[45,-104|•]]
−
|bgcolor="blue"|[[45,-103|•]]
+
|[[45,-103|•]]
−
|bgcolor="blue"|[[45,-102|•]]
+
|[[45,-102|•]]
−
|bgcolor="blue"|[[45,-101|•]]
+
|[[45,-101|•]]
−
|bgcolor="blue"|[[45,-100|•]]
+
|[[45,-100|•]]
−
|bgcolor="blue"|[[45,-99|•]]
+
|[[45,-99|•]]
−
|bgcolor="blue"|[[45,-98|•]]
+
|[[45,-98|•]]
−
|bgcolor="blue"|[[45,-97|•]]
+
|[[45,-97|•]]
−
|bgcolor="blue"|[[45,-96|•]]
+
|[[45,-96|•]]
−
|bgcolor="blue"|[[45,-95|•]]
+
|[[45,-95|•]]
−
|bgcolor="blue"|[[45,-94|•]]
+
|[[45,-94|•]]
−
|bgcolor="blue"|[[45,-93|•]]
+
|[[45,-93|•]]
−
|bgcolor="blue"|[[45,-92|•]]
+
|[[45,-92|•]]
−
|bgcolor="blue"|[[45,-91|•]]
+
|[[45,-91|•]]
−
|bgcolor="blue"|[[45,-90|•]]
+
|[[45,-90|•]]
−
|bgcolor="blue"|[[45,-89|•]]
+
|[[45,-89|•]]
−
|bgcolor="blue"|[[45,-88|•]]
+
|[[45,-88|•]]
−
|bgcolor="blue"|[[45,-87|•]]
+
|[[45,-87|•]]
−
|bgcolor="blue"|[[45,-86|•]]
+
|[[45,-86|•]]
−
|bgcolor="blue"|[[45,-85|•]]
+
|[[45,-85|•]]
−
|bgcolor="blue"|[[45,-84|•]]
+
|[[45,-84|•]]
−
|bgcolor="blue"|[[45,-83|•]]
+
|[[45,-83|•]]
−
|[[45,-82|•]]
+
|colspan="1"|
−
|[[45,-81|•]]
+
|colspan="1"|
−
|[[45,-80|•]]
+
|colspan="1"|
−
|[[45,-79|•]]
+
|colspan="1"|
−
|[[45,-78|•]]
+
|colspan="1"|
−
|[[45,-77|•]]
+
|colspan="1"|
−
|[[45,-76|•]]
+
|colspan="1"|
−
|[[45,-75|•]]
+
|colspan="1"|
−
|bgcolor="blue"|[[45,-74|•]]
+
|[[45,-74|•]]
−
|bgcolor="blue"|[[45,-73|•]]
+
|[[45,-73|•]]
−
|bgcolor="blue"|[[45,-72|•]]
+
|[[45,-72|•]]
−
|bgcolor="blue"|[[45,-71|•]]
+
|bgcolor="yellow"|[[45,-71|•]]
−
|bgcolor="blue"|[[45,-70|•]]
+
|bgcolor="yellow"|[[45,-70|•]]
−
|bgcolor="blue"|[[45,-69|•]]
+
|bgcolor="yellow"|[[45,-69|•]]
−
|bgcolor="blue"|[[45,-68|•]]
+
|bgcolor="yellow"|[[45,-68|•]]
−
|bgcolor="blue"|[[45,-67|•]]
+
|bgcolor="yellow"|[[45,-67|•]]
−
|[[45,-66|•]]
+
|colspan="1"|
−
|[[45,-65|•]]
+
|colspan="1"|
−
|[[45,-64|•]]
+
|colspan="1"|
−
|[[45,-63|•]]
+
|colspan="1"|
−
|[[45,-62|•]]
+
|colspan="1"|
−
|[[45,-61|•]]
+
|colspan="1"|
 +
|colspan="1"|
 
|colspan="1"|
 
|colspan="1"|
−
|[[45,-59|•]]
 
 
|colspan="7"|
 
|colspan="7"|
 
|-
 
|-
 
|height = "15" colspan="63"|
 
|height = "15" colspan="63"|
−
|bgcolor="blue"|[[44,-124|•]]
+
|[[44,-124|•]]
−
|bgcolor="blue"|[[44,-123|•]]
+
|[[44,-123|•]]
−
|bgcolor="blue"|[[44,-122|•]]
+
|[[44,-122|•]]
−
|bgcolor="blue"|[[44,-121|•]]
+
|[[44,-121|•]]
−
|bgcolor="blue"|[[44,-120|•]]
+
|[[44,-120|•]]
−
|bgcolor="blue"|[[44,-119|•]]
+
|[[44,-119|•]]
−
|bgcolor="blue"|[[44,-118|•]]
+
|[[44,-118|•]]
−
|bgcolor="blue"|[[44,-117|•]]
+
|[[44,-117|•]]
−
|bgcolor="blue"|[[44,-116|•]]
+
|[[44,-116|•]]
−
|bgcolor="blue"|[[44,-115|•]]
+
|[[44,-115|•]]
−
|bgcolor="blue"|[[44,-114|•]]
+
|[[44,-114|•]]
−
|bgcolor="blue"|[[44,-113|•]]
+
|[[44,-113|•]]
−
|bgcolor="blue"|[[44,-112|•]]
+
|[[44,-112|•]]
−
|bgcolor="blue"|[[44,-111|•]]
+
|[[44,-111|•]]
−
|bgcolor="blue"|[[44,-110|•]]
+
|[[44,-110|•]]
−
|bgcolor="blue"|[[44,-109|•]]
+
|[[44,-109|•]]
−
|bgcolor="blue"|[[44,-108|•]]
+
|[[44,-108|•]]
−
|bgcolor="blue"|[[44,-107|•]]
+
|[[44,-107|•]]
−
|bgcolor="blue"|[[44,-106|•]]
+
|[[44,-106|•]]
−
|bgcolor="blue"|[[44,-105|•]]
+
|[[44,-105|•]]
−
|bgcolor="blue"|[[44,-104|•]]
+
|[[44,-104|•]]
−
|bgcolor="blue"|[[44,-103|•]]
+
|[[44,-103|•]]
−
|bgcolor="blue"|[[44,-102|•]]
+
|[[44,-102|•]]
−
|bgcolor="blue"|[[44,-101|•]]
+
|[[44,-101|•]]
−
|bgcolor="blue"|[[44,-100|•]]
+
|[[44,-100|•]]
−
|bgcolor="blue"|[[44,-99|•]]
+
|[[44,-99|•]]
−
|bgcolor="blue"|[[44,-98|•]]
+
|[[44,-98|•]]
−
|bgcolor="blue"|[[44,-97|•]]
+
|[[44,-97|•]]
−
|bgcolor="blue"|[[44,-96|•]]
+
|[[44,-96|•]]
−
|bgcolor="blue"|[[44,-95|•]]
+
|[[44,-95|•]]
−
|bgcolor="blue"|[[44,-94|•]]
+
|[[44,-94|•]]
−
|bgcolor="blue"|[[44,-93|•]]
+
|[[44,-93|•]]
−
|bgcolor="blue"|[[44,-92|•]]
+
|[[44,-92|•]]
−
|bgcolor="blue"|[[44,-91|•]]
+
|[[44,-91|•]]
−
|bgcolor="blue"|[[44,-90|•]]
+
|[[44,-90|•]]
−
|bgcolor="blue"|[[44,-89|•]]
+
|[[44,-89|•]]
−
|bgcolor="blue"|[[44,-88|•]]
+
|[[44,-88|•]]
−
|bgcolor="blue"|[[44,-87|•]]
+
|[[44,-87|•]]
−
|bgcolor="blue"|[[44,-86|•]]
+
|[[44,-86|•]]
−
|bgcolor="blue"|[[44,-85|•]]
+
|[[44,-85|•]]
−
|bgcolor="blue"|[[44,-84|•]]
+
|[[44,-84|•]]
−
|bgcolor="blue"|[[44,-83|•]]
+
|[[44,-83|•]]
−
|bgcolor="blue"|[[44,-82|•]]
+
|[[44,-82|•]]
−
|[[44,-81|•]]
+
|colspan="1"|
−
|[[44,-80|•]]
+
|colspan="1"|
−
|[[44,-79|•]]
+
|colspan="1"|
−
|[[44,-78|•]]
+
|colspan="1"|
−
|[[44,-77|•]]
+
|colspan="1"|
−
|bgcolor="blue"|[[44,-76|•]]
+
|[[44,-76|•]]
−
|bgcolor="blue"|[[44,-75|•]]
+
|[[44,-75|•]]
−
|bgcolor="blue"|[[44,-74|•]]
+
|[[44,-74|•]]
−
|bgcolor="blue"|[[44,-73|•]]
+
|[[44,-73|•]]
−
|bgcolor="blue"|[[44,-72|•]]
+
|[[44,-72|•]]
−
|bgcolor="blue"|[[44,-71|•]]
+
|bgcolor="yellow"|[[44,-71|•]]
−
|bgcolor="blue"|[[44,-70|•]]
+
|bgcolor="yellow"|[[44,-70|•]]
−
|bgcolor="blue"|[[44,-69|•]]
+
|bgcolor="yellow"|[[44,-69|•]]
−
|bgcolor="blue"|[[44,-68|•]]
+
|bgcolor="yellow"|[[44,-68|•]]
−
|bgcolor="blue"|[[44,-67|•]]
+
|bgcolor="yellow"|[[44,-67|•]]
−
|bgcolor="blue"|[[44,-66|•]]
+
|bgcolor="yellow"|[[44,-66|•]]
−
|[[44,-65|•]]
+
|colspan="1"|
−
|[[44,-64|•]]
+
|colspan="1"|
−
|[[44,-63|•]]
+
|colspan="1"|
−
|[[44,-62|•]]
+
|colspan="1"|
−
|[[44,-61|•]]
+
|colspan="1"|
−
|[[44,-60|•]]
+
|colspan="1"|
 
|-
 
|-
 
|height = "15" colspan="63"|
 
|height = "15" colspan="63"|
−
|bgcolor="blue"|[[43,-124|•]]
+
|[[43,-124|•]]
−
|bgcolor="blue"|[[43,-123|•]]
+
|[[43,-123|•]]
−
|bgcolor="blue"|[[43,-122|•]]
+
|[[43,-122|•]]
−
|bgcolor="blue"|[[43,-121|•]]
+
|[[43,-121|•]]
−
|bgcolor="blue"|[[43,-120|•]]
+
|[[43,-120|•]]
−
|bgcolor="blue"|[[43,-119|•]]
+
|[[43,-119|•]]
−
|bgcolor="blue"|[[43,-118|•]]
+
|[[43,-118|•]]
−
|bgcolor="blue"|[[43,-117|•]]
+
|[[43,-117|•]]
−
|bgcolor="blue"|[[43,-116|•]]
+
|[[43,-116|•]]
−
|bgcolor="blue"|[[43,-115|•]]
+
|[[43,-115|•]]
−
|bgcolor="blue"|[[43,-114|•]]
+
|[[43,-114|•]]
−
|bgcolor="blue"|[[43,-113|•]]
+
|[[43,-113|•]]
−
|bgcolor="blue"|[[43,-112|•]]
+
|[[43,-112|•]]
−
|bgcolor="blue"|[[43,-111|•]]
+
|[[43,-111|•]]
−
|bgcolor="blue"|[[43,-110|•]]
+
|[[43,-110|•]]
−
|bgcolor="blue"|[[43,-109|•]]
+
|[[43,-109|•]]
−
|bgcolor="blue"|[[43,-108|•]]
+
|[[43,-108|•]]
−
|bgcolor="blue"|[[43,-107|•]]
+
|[[43,-107|•]]
−
|bgcolor="blue"|[[43,-106|•]]
+
|[[43,-106|•]]
−
|bgcolor="blue"|[[43,-105|•]]
+
|[[43,-105|•]]
−
|bgcolor="blue"|[[43,-104|•]]
+
|[[43,-104|•]]
−
|bgcolor="blue"|[[43,-103|•]]
+
|[[43,-103|•]]
−
|bgcolor="blue"|[[43,-102|•]]
+
|[[43,-102|•]]
−
|bgcolor="blue"|[[43,-101|•]]
+
|[[43,-101|•]]
−
|bgcolor="blue"|[[43,-100|•]]
+
|[[43,-100|•]]
−
|bgcolor="blue"|[[43,-99|•]]
+
|[[43,-99|•]]
−
|bgcolor="blue"|[[43,-98|•]]
+
|[[43,-98|•]]
−
|bgcolor="blue"|[[43,-97|•]]
+
|[[43,-97|•]]
−
|bgcolor="blue"|[[43,-96|•]]
+
|[[43,-96|•]]
−
|bgcolor="blue"|[[43,-95|•]]
+
|[[43,-95|•]]
−
|bgcolor="blue"|[[43,-94|•]]
+
|[[43,-94|•]]
−
|bgcolor="blue"|[[43,-93|•]]
+
|[[43,-93|•]]
−
|bgcolor="blue"|[[43,-92|•]]
+
|[[43,-92|•]]
−
|bgcolor="blue"|[[43,-91|•]]
+
|[[43,-91|•]]
−
|bgcolor="blue"|[[43,-90|•]]
+
|[[43,-90|•]]
−
|bgcolor="blue"|[[43,-89|•]]
+
|[[43,-89|•]]
−
|bgcolor="blue"|[[43,-88|•]]
+
|[[43,-88|•]]
−
|bgcolor="blue"|[[43,-87|•]]
+
|[[43,-87|•]]
−
|bgcolor="blue"|[[43,-86|•]]
+
|[[43,-86|•]]
−
|bgcolor="blue"|[[43,-85|•]]
+
|[[43,-85|•]]
−
|bgcolor="blue"|[[43,-84|•]]
+
|[[43,-84|•]]
−
|bgcolor="blue"|[[43,-83|•]]
+
|[[43,-83|•]]
−
|bgcolor="blue"|[[43,-82|•]]
+
|[[43,-82|•]]
−
|[[43,-81|•]]
+
|colspan="1"|
−
|[[43,-80|•]]
+
|colspan="1"|
−
|bgcolor="blue"|[[43,-79|•]]
+
|[[43,-79|•]]
−
|bgcolor="blue"|[[43,-78|•]]
+
|[[43,-78|•]]
−
|bgcolor="blue"|[[43,-77|•]]
+
|[[43,-77|•]]
−
|bgcolor="blue"|[[43,-76|•]]
+
|[[43,-76|•]]
−
|bgcolor="blue"|[[43,-75|•]]
+
|[[43,-75|•]]
−
|bgcolor="blue"|[[43,-74|•]]
+
|[[43,-74|•]]
−
|bgcolor="blue"|[[43,-73|•]]
+
|[[43,-73|•]]
−
|bgcolor="blue"|[[43,-72|•]]
+
|[[43,-72|•]]
−
|bgcolor="blue"|[[43,-71|•]]
+
|[[43,-71|•]]
−
|bgcolor="blue"|[[43,-70|•]]
+
|bgcolor="yellow"|[[43,-70|•]]
−
|bgcolor="blue"|[[43,-69|•]]
+
|bgcolor="yellow"|[[43,-69|•]]
−
|bgcolor="blue"|[[43,-68|•]]
+
|bgcolor="yellow"|[[43,-68|•]]
 
|colspan="1"|
 
|colspan="1"|
−
|bgcolor="blue"|[[43,-66|•]]
+
|[[43,-66|•]]
−
|bgcolor="blue"|[[43,-65|•]]
+
|[[43,-65|•]]
−
|bgcolor="blue"|[[43,-64|•]]
+
|[[43,-64|•]]
 
|colspan="12"|
 
|colspan="12"|
 
|-
 
|-
 
|height = "15" colspan="63"|
 
|height = "15" colspan="63"|
−
|bgcolor="blue"|[[42,-124|•]]
+
|[[42,-124|•]]
−
|bgcolor="blue"|[[42,-123|•]]
+
|[[42,-123|•]]
−
|bgcolor="blue"|[[42,-122|•]]
+
|[[42,-122|•]]
−
|bgcolor="blue"|[[42,-121|•]]
+
|[[42,-121|•]]
−
|bgcolor="blue"|[[42,-120|•]]
+
|[[42,-120|•]]
−
|bgcolor="blue"|[[42,-119|•]]
+
|[[42,-119|•]]
−
|bgcolor="blue"|[[42,-118|•]]
+
|[[42,-118|•]]
−
|bgcolor="blue"|[[42,-117|•]]
+
|[[42,-117|•]]
−
|bgcolor="blue"|[[42,-116|•]]
+
|[[42,-116|•]]
−
|bgcolor="blue"|[[42,-115|•]]
+
|[[42,-115|•]]
−
|bgcolor="blue"|[[42,-114|•]]
+
|[[42,-114|•]]
−
|bgcolor="blue"|[[42,-113|•]]
+
|[[42,-113|•]]
−
|bgcolor="blue"|[[42,-112|•]]
+
|[[42,-112|•]]
−
|bgcolor="blue"|[[42,-111|•]]
+
|[[42,-111|•]]
−
|bgcolor="blue"|[[42,-110|•]]
+
|[[42,-110|•]]
−
|bgcolor="blue"|[[42,-109|•]]
+
|[[42,-109|•]]
−
|bgcolor="blue"|[[42,-108|•]]
+
|[[42,-108|•]]
−
|bgcolor="blue"|[[42,-107|•]]
+
|[[42,-107|•]]
−
|bgcolor="blue"|[[42,-106|•]]
+
|[[42,-106|•]]
−
|bgcolor="blue"|[[42,-105|•]]
+
|[[42,-105|•]]
−
|bgcolor="blue"|[[42,-104|•]]
+
|[[42,-104|•]]
−
|bgcolor="blue"|[[42,-103|•]]
+
|[[42,-103|•]]
−
|bgcolor="blue"|[[42,-102|•]]
+
|[[42,-102|•]]
−
|bgcolor="blue"|[[42,-101|•]]
+
|[[42,-101|•]]
−
|bgcolor="blue"|[[42,-100|•]]
+
|[[42,-100|•]]
−
|bgcolor="blue"|[[42,-99|•]]
+
|[[42,-99|•]]
−
|bgcolor="blue"|[[42,-98|•]]
+
|[[42,-98|•]]
−
|bgcolor="blue"|[[42,-97|•]]
+
|[[42,-97|•]]
−
|bgcolor="blue"|[[42,-96|•]]
+
|[[42,-96|•]]
−
|bgcolor="blue"|[[42,-95|•]]
+
|[[42,-95|•]]
−
|bgcolor="blue"|[[42,-94|•]]
+
|[[42,-94|•]]
−
|bgcolor="blue"|[[42,-93|•]]
+
|[[42,-93|•]]
−
|bgcolor="blue"|[[42,-92|•]]
+
|[[42,-92|•]]
−
|bgcolor="blue"|[[42,-91|•]]
+
|[[42,-91|•]]
−
|bgcolor="blue"|[[42,-90|•]]
+
|bgcolor="gray"|[[42,-90|•]]
−
|bgcolor="blue"|[[42,-89|•]]
+
|bgcolor="gray"|[[42,-89|•]]
−
|bgcolor="blue"|[[42,-88|•]]
+
|bgcolor="gray"|[[42,-88|•]]
−
|bgcolor="blue"|[[42,-87|•]]
+
|bgcolor="gray"|[[42,-87|•]]
−
|bgcolor="blue"|[[42,-86|•]]
+
|[[42,-86|•]]
−
|bgcolor="blue"|[[42,-85|•]]
+
|[[42,-85|•]]
−
|bgcolor="blue"|[[42,-84|•]]
+
|[[42,-84|•]]
−
|bgcolor="blue"|[[42,-83|•]]
+
|[[42,-83|•]]
−
|bgcolor="blue"|[[42,-82|•]]
+
|[[42,-82|•]]
−
|[[42,-81|•]]
+
|colspan="1"|
−
|bgcolor="blue"|[[42,-80|•]]
+
|bgcolor="lime"|[[42,-80|•]]
−
|bgcolor="blue"|[[42,-79|•]]
+
|bgcolor="lime"|[[42,-79|•]]
−
|bgcolor="blue"|[[42,-78|•]]
+
|[[42,-78|•]]
−
|bgcolor="blue"|[[42,-77|•]]
+
|[[42,-77|•]]
−
|bgcolor="blue"|[[42,-76|•]]
+
|[[42,-76|•]]
−
|bgcolor="blue"|[[42,-75|•]]
+
|[[42,-75|•]]
−
|bgcolor="blue"|[[42,-74|•]]
+
|[[42,-74|•]]
−
|bgcolor="blue"|[[42,-73|•]]
+
|[[42,-73|•]]
−
|bgcolor="blue"|[[42,-72|•]]
+
|[[42,-72|•]]
−
|bgcolor="blue"|[[42,-71|•]]
+
|bgcolor="magenta"|[[42,-71|•]]
−
|bgcolor="blue"|[[42,-70|•]]
+
|bgcolor="yellow"|[[42,-70|•]]
 
|colspan="18"|
 
|colspan="18"|
 
|-
 
|-
 
|height = "15" colspan="63"|
 
|height = "15" colspan="63"|
−
|bgcolor="blue"|[[41,-124|•]]
+
|[[41,-124|•]]
−
|bgcolor="blue"|[[41,-123|•]]
+
|[[41,-123|•]]
−
|bgcolor="blue"|[[41,-122|•]]
+
|[[41,-122|•]]
−
|bgcolor="blue"|[[41,-121|•]]
+
|[[41,-121|•]]
−
|bgcolor="blue"|[[41,-120|•]]
+
|[[41,-120|•]]
−
|bgcolor="blue"|[[41,-119|•]]
+
|[[41,-119|•]]
−
|bgcolor="blue"|[[41,-118|•]]
+
|[[41,-118|•]]
−
|bgcolor="blue"|[[41,-117|•]]
+
|[[41,-117|•]]
−
|bgcolor="blue"|[[41,-116|•]]
+
|[[41,-116|•]]
−
|bgcolor="blue"|[[41,-115|•]]
+
|[[41,-115|•]]
−
|bgcolor="blue"|[[41,-114|•]]
+
|[[41,-114|•]]
−
|bgcolor="blue"|[[41,-113|•]]
+
|[[41,-113|•]]
−
|bgcolor="blue"|[[41,-112|•]]
+
|[[41,-112|•]]
−
|bgcolor="blue"|[[41,-111|•]]
+
|[[41,-111|•]]
−
|bgcolor="blue"|[[41,-110|•]]
+
|[[41,-110|•]]
−
|bgcolor="blue"|[[41,-109|•]]
+
|[[41,-109|•]]
−
|bgcolor="blue"|[[41,-108|•]]
+
|[[41,-108|•]]
−
|bgcolor="blue"|[[41,-107|•]]
+
|[[41,-107|•]]
−
|bgcolor="blue"|[[41,-106|•]]
+
|[[41,-106|•]]
−
|bgcolor="blue"|[[41,-105|•]]
+
|[[41,-105|•]]
−
|bgcolor="blue"|[[41,-104|•]]
+
|[[41,-104|•]]
−
|bgcolor="blue"|[[41,-103|•]]
+
|[[41,-103|•]]
−
|bgcolor="blue"|[[41,-102|•]]
+
|[[41,-102|•]]
−
|bgcolor="blue"|[[41,-101|•]]
+
|[[41,-101|•]]
−
|bgcolor="blue"|[[41,-100|•]]
+
|[[41,-100|•]]
−
|bgcolor="blue"|[[41,-99|•]]
+
|[[41,-99|•]]
−
|bgcolor="blue"|[[41,-98|•]]
+
|[[41,-98|•]]
−
|bgcolor="blue"|[[41,-97|•]]
+
|[[41,-97|•]]
−
|bgcolor="blue"|[[41,-96|•]]
+
|[[41,-96|•]]
−
|bgcolor="blue"|[[41,-95|•]]
+
|[[41,-95|•]]
−
|bgcolor="blue"|[[41,-94|•]]
+
|[[41,-94|•]]
−
|bgcolor="blue"|[[41,-93|•]]
+
|[[41,-93|•]]
−
|bgcolor="blue"|[[41,-92|•]]
+
|[[41,-92|•]]
−
|bgcolor="blue"|[[41,-91|•]]
+
|bgcolor="gray"|[[41,-91|•]]
−
|bgcolor="blue"|[[41,-90|•]]
+
|bgcolor="gray"|[[41,-90|•]]
−
|bgcolor="blue"|[[41,-89|•]]
+
|bgcolor="gray"|[[41,-89|•]]
−
|bgcolor="blue"|[[41,-88|•]]
+
|bgcolor="gray"|[[41,-88|•]]
−
|bgcolor="blue"|[[41,-87|•]]
+
|bgcolor="gray"|[[41,-87|•]]
−
|bgcolor="blue"|[[41,-86|•]]
+
|[[41,-86|•]]
−
|bgcolor="blue"|[[41,-85|•]]
+
|[[41,-85|•]]
−
|bgcolor="blue"|[[41,-84|•]]
+
|[[41,-84|•]]
−
|bgcolor="blue"|[[41,-83|•]]
+
|[[41,-83|•]]
−
|bgcolor="blue"|[[41,-82|•]]
+
|[[41,-82|•]]
−
|bgcolor="blue"|[[41,-81|•]]
+
|[[41,-81|•]]
−
|bgcolor="blue"|[[41,-80|•]]
+
|bgcolor="lime"|[[41,-80|•]]
−
|bgcolor="blue"|[[41,-79|•]]
+
|bgcolor="lime"|[[41,-79|•]]
−
|bgcolor="blue"|[[41,-78|•]]
+
|bgcolor="lime"|[[41,-78|•]]
−
|bgcolor="blue"|[[41,-77|•]]
+
|bgcolor="lime"|[[41,-77|•]]
−
|bgcolor="blue"|[[41,-76|•]]
+
|bgcolor="lime"|[[41,-76|•]]
−
|bgcolor="blue"|[[41,-75|•]]
+
|bgcolor="lime"|[[41,-75|•]]
−
|bgcolor="blue"|[[41,-74|•]]
+
|bgcolor="lime"|[[41,-74|•]]
−
|bgcolor="blue"|[[41,-73|•]]
+
|[[41,-73|•]]
−
|bgcolor="blue"|[[41,-72|•]]
+
|[[41,-72|•]]
−
|bgcolor="blue"|[[41,-71|•]]
+
|bgcolor="magenta"|[[41,-71|•]]
−
|bgcolor="blue"|[[41,-70|•]]
+
|[[41,-70|•]]
−
|bgcolor="blue"|[[41,-69|•]]
+
|[[41,-69|•]]
 
|colspan="17"|
 
|colspan="17"|
 
|-
 
|-
 
|height = "15" colspan="63"|
 
|height = "15" colspan="63"|
−
|bgcolor="blue"|[[40,-124|•]]
+
|[[40,-124|•]]
−
|bgcolor="blue"|[[40,-123|•]]
+
|[[40,-123|•]]
−
|bgcolor="blue"|[[40,-122|•]]
+
|[[40,-122|•]]
−
|bgcolor="blue"|[[40,-121|•]]
+
|[[40,-121|•]]
−
|bgcolor="blue"|[[40,-120|•]]
+
|[[40,-120|•]]
−
|bgcolor="blue"|[[40,-119|•]]
+
|[[40,-119|•]]
−
|bgcolor="blue"|[[40,-118|•]]
+
|[[40,-118|•]]
−
|bgcolor="blue"|[[40,-117|•]]
+
|[[40,-117|•]]
−
|bgcolor="blue"|[[40,-116|•]]
+
|[[40,-116|•]]
−
|bgcolor="blue"|[[40,-115|•]]
+
|[[40,-115|•]]
−
|bgcolor="blue"|[[40,-114|•]]
+
|[[40,-114|•]]
−
|bgcolor="blue"|[[40,-113|•]]
+
|[[40,-113|•]]
−
|bgcolor="blue"|[[40,-112|•]]
+
|[[40,-112|•]]
−
|bgcolor="blue"|[[40,-111|•]]
+
|[[40,-111|•]]
−
|bgcolor="blue"|[[40,-110|•]]
+
|[[40,-110|•]]
−
|bgcolor="blue"|[[40,-109|•]]
+
|[[40,-109|•]]
−
|bgcolor="blue"|[[40,-108|•]]
+
|[[40,-108|•]]
−
|bgcolor="blue"|[[40,-107|•]]
+
|[[40,-107|•]]
−
|bgcolor="blue"|[[40,-106|•]]
+
|[[40,-106|•]]
−
|bgcolor="blue"|[[40,-105|•]]
+
|[[40,-105|•]]
−
|bgcolor="blue"|[[40,-104|•]]
+
|[[40,-104|•]]
−
|bgcolor="blue"|[[40,-103|•]]
+
|[[40,-103|•]]
−
|bgcolor="blue"|[[40,-102|•]]
+
|[[40,-102|•]]
−
|bgcolor="blue"|[[40,-101|•]]
+
|[[40,-101|•]]
−
|bgcolor="blue"|[[40,-100|•]]
+
|[[40,-100|•]]
−
|bgcolor="blue"|[[40,-99|•]]
+
|[[40,-99|•]]
−
|bgcolor="blue"|[[40,-98|•]]
+
|[[40,-98|•]]
−
|bgcolor="blue"|[[40,-97|•]]
+
|[[40,-97|•]]
−
|bgcolor="blue"|[[40,-96|•]]
+
|[[40,-96|•]]
−
|bgcolor="blue"|[[40,-95|•]]
+
|[[40,-95|•]]
−
|bgcolor="blue"|[[40,-94|•]]
+
|[[40,-94|•]]
−
|bgcolor="blue"|[[40,-93|•]]
+
|[[40,-93|•]]
−
|bgcolor="blue"|[[40,-92|•]]
+
|[[40,-92|•]]
−
|bgcolor="blue"|[[40,-91|•]]
+
|bgcolor="gray"|[[40,-91|•]]
−
|bgcolor="blue"|[[40,-90|•]]
+
|bgcolor="gray"|[[40,-90|•]]
−
|bgcolor="blue"|[[40,-89|•]]
+
|bgcolor="gray"|[[40,-89|•]]
−
|bgcolor="blue"|[[40,-88|•]]
+
|bgcolor="gray"|[[40,-88|•]]
−
|bgcolor="blue"|[[40,-87|•]]
+
|bgcolor="gray"|[[40,-87|•]]
−
|bgcolor="blue"|[[40,-86|•]]
+
|[[40,-86|•]]
−
|bgcolor="blue"|[[40,-85|•]]
+
|[[40,-85|•]]
−
|bgcolor="blue"|[[40,-84|•]]
+
|[[40,-84|•]]
−
|bgcolor="blue"|[[40,-83|•]]
+
|[[40,-83|•]]
−
|bgcolor="blue"|[[40,-82|•]]
+
|[[40,-82|•]]
−
|bgcolor="blue"|[[40,-81|•]]
+
|[[40,-81|•]]
−
|bgcolor="blue"|[[40,-80|•]]
+
|bgcolor="lime"|[[40,-80|•]]
−
|bgcolor="blue"|[[40,-79|•]]
+
|bgcolor="lime"|[[40,-79|•]]
−
|bgcolor="blue"|[[40,-78|•]]
+
|bgcolor="lime"|[[40,-78|•]]
−
|bgcolor="blue"|[[40,-77|•]]
+
|bgcolor="lime"|[[40,-77|•]]
−
|bgcolor="blue"|[[40,-76|•]]
+
|bgcolor="lime"|[[40,-76|•]]
−
|bgcolor="blue"|[[40,-75|•]]
+
|bgcolor="lime"|[[40,-75|•]]
−
|bgcolor="blue"|[[40,-74|•]]
+
|bgcolor="lime"|[[40,-74|•]]
−
|bgcolor="blue"|[[40,-73|•]]
+
|[[40,-73|•]]
−
|bgcolor="blue"|[[40,-72|•]]
+
|[[40,-72|•]]
 
|colspan="20"|
 
|colspan="20"|
 
|-
 
|-
 
|height = "15" colspan="63"|
 
|height = "15" colspan="63"|
−
|bgcolor="blue"|[[39,-124|•]]
+
|[[39,-124|•]]
−
|bgcolor="blue"|[[39,-123|•]]
+
|[[39,-123|•]]
−
|bgcolor="blue"|[[39,-122|•]]
+
|[[39,-122|•]]
−
|bgcolor="blue"|[[39,-121|•]]
+
|[[39,-121|•]]
−
|bgcolor="blue"|[[39,-120|•]]
+
|[[39,-120|•]]
−
|bgcolor="blue"|[[39,-119|•]]
+
|[[39,-119|•]]
−
|bgcolor="blue"|[[39,-118|•]]
+
|[[39,-118|•]]
−
|bgcolor="blue"|[[39,-117|•]]
+
|[[39,-117|•]]
−
|bgcolor="blue"|[[39,-116|•]]
+
|[[39,-116|•]]
−
|bgcolor="blue"|[[39,-115|•]]
+
|[[39,-115|•]]
−
|bgcolor="blue"|[[39,-114|•]]
+
|[[39,-114|•]]
−
|bgcolor="blue"|[[39,-113|•]]
+
|[[39,-113|•]]
−
|bgcolor="blue"|[[39,-112|•]]
+
|[[39,-112|•]]
−
|bgcolor="blue"|[[39,-111|•]]
+
|[[39,-111|•]]
−
|bgcolor="blue"|[[39,-110|•]]
+
|[[39,-110|•]]
−
|bgcolor="blue"|[[39,-109|•]]
+
|[[39,-109|•]]
−
|bgcolor="blue"|[[39,-108|•]]
+
|[[39,-108|•]]
−
|bgcolor="blue"|[[39,-107|•]]
+
|[[39,-107|•]]
−
|bgcolor="blue"|[[39,-106|•]]
+
|[[39,-106|•]]
−
|bgcolor="blue"|[[39,-105|•]]
+
|[[39,-105|•]]
−
|bgcolor="blue"|[[39,-104|•]]
+
|[[39,-104|•]]
−
|bgcolor="blue"|[[39,-103|•]]
+
|[[39,-103|•]]
−
|bgcolor="blue"|[[39,-102|•]]
+
|[[39,-102|•]]
−
|bgcolor="blue"|[[39,-101|•]]
+
|[[39,-101|•]]
−
|bgcolor="blue"|[[39,-100|•]]
+
|[[39,-100|•]]
−
|bgcolor="blue"|[[39,-99|•]]
+
|[[39,-99|•]]
−
|bgcolor="blue"|[[39,-98|•]]
+
|[[39,-98|•]]
−
|bgcolor="blue"|[[39,-97|•]]
+
|[[39,-97|•]]
−
|bgcolor="blue"|[[39,-96|•]]
+
|[[39,-96|•]]
−
|bgcolor="blue"|[[39,-95|•]]
+
|[[39,-95|•]]
−
|bgcolor="blue"|[[39,-94|•]]
+
|[[39,-94|•]]
−
|bgcolor="blue"|[[39,-93|•]]
+
|[[39,-93|•]]
−
|bgcolor="blue"|[[39,-92|•]]
+
|[[39,-92|•]]
−
|bgcolor="blue"|[[39,-91|•]]
+
|bgcolor="gray"|[[39,-91|•]]
−
|bgcolor="blue"|[[39,-90|•]]
+
|bgcolor="gray"|[[39,-90|•]]
−
|bgcolor="blue"|[[39,-89|•]]
+
|bgcolor="gray"|[[39,-89|•]]
−
|bgcolor="blue"|[[39,-88|•]]
+
|bgcolor="gray"|[[39,-88|•]]
−
|bgcolor="blue"|[[39,-87|•]]
+
|bgcolor="gray"|[[39,-87|•]]
−
|bgcolor="blue"|[[39,-86|•]]
+
|[[39,-86|•]]
−
|bgcolor="blue"|[[39,-85|•]]
+
|[[39,-85|•]]
−
|bgcolor="blue"|[[39,-84|•]]
+
|[[39,-84|•]]
−
|bgcolor="blue"|[[39,-83|•]]
+
|[[39,-83|•]]
−
|bgcolor="blue"|[[39,-82|•]]
+
|[[39,-82|•]]
−
|bgcolor="blue"|[[39,-81|•]]
+
|[[39,-81|•]]
−
|bgcolor="blue"|[[39,-80|•]]
+
|bgcolor="lime"|[[39,-80|•]]
−
|bgcolor="blue"|[[39,-79|•]]
+
|bgcolor="lime"|[[39,-79|•]]
−
|bgcolor="blue"|[[39,-78|•]]
+
|bgcolor="lime"|[[39,-78|•]]
−
|bgcolor="blue"|[[39,-77|•]]
+
|bgcolor="lime"|[[39,-77|•]]
−
|bgcolor="blue"|[[39,-76|•]]
+
|bgcolor="lime"|[[39,-76|•]]
−
|bgcolor="blue"|[[39,-75|•]]
+
|bgcolor="lime"|[[39,-75|•]]
−
|bgcolor="blue"|[[39,-74|•]]
+
|[[39,-74|•]]
 
|colspan="22"|
 
|colspan="22"|
 
|-
 
|-
 
|height = "15" colspan="64"|
 
|height = "15" colspan="64"|
−
|bgcolor="blue"|[[38,-123|•]]
+
|[[38,-123|•]]
−
|bgcolor="blue"|[[38,-122|•]]
+
|[[38,-122|•]]
−
|bgcolor="blue"|[[38,-121|•]]
+
|[[38,-121|•]]
−
|bgcolor="blue"|[[38,-120|•]]
+
|[[38,-120|•]]
−
|bgcolor="blue"|[[38,-119|•]]
+
|[[38,-119|•]]
−
|bgcolor="blue"|[[38,-118|•]]
+
|[[38,-118|•]]
−
|bgcolor="blue"|[[38,-117|•]]
+
|[[38,-117|•]]
−
|bgcolor="blue"|[[38,-116|•]]
+
|[[38,-116|•]]
−
|bgcolor="blue"|[[38,-115|•]]
+
|[[38,-115|•]]
−
|bgcolor="blue"|[[38,-114|•]]
+
|[[38,-114|•]]
−
|bgcolor="blue"|[[38,-113|•]]
+
|[[38,-113|•]]
−
|bgcolor="blue"|[[38,-112|•]]
+
|[[38,-112|•]]
−
|bgcolor="blue"|[[38,-111|•]]
+
|[[38,-111|•]]
−
|bgcolor="blue"|[[38,-110|•]]
+
|[[38,-110|•]]
−
|bgcolor="blue"|[[38,-109|•]]
+
|[[38,-109|•]]
−
|bgcolor="blue"|[[38,-108|•]]
+
|[[38,-108|•]]
−
|bgcolor="blue"|[[38,-107|•]]
+
|[[38,-107|•]]
−
|bgcolor="blue"|[[38,-106|•]]
+
|[[38,-106|•]]
−
|bgcolor="blue"|[[38,-105|•]]
+
|[[38,-105|•]]
−
|bgcolor="blue"|[[38,-104|•]]
+
|[[38,-104|•]]
−
|bgcolor="blue"|[[38,-103|•]]
+
|[[38,-103|•]]
−
|bgcolor="blue"|[[38,-102|•]]
+
|[[38,-102|•]]
−
|bgcolor="blue"|[[38,-101|•]]
+
|[[38,-101|•]]
−
|bgcolor="blue"|[[38,-100|•]]
+
|[[38,-100|•]]
−
|bgcolor="blue"|[[38,-99|•]]
+
|[[38,-99|•]]
−
|bgcolor="blue"|[[38,-98|•]]
+
|[[38,-98|•]]
−
|bgcolor="blue"|[[38,-97|•]]
+
|[[38,-97|•]]
−
|bgcolor="blue"|[[38,-96|•]]
+
|[[38,-96|•]]
−
|bgcolor="blue"|[[38,-95|•]]
+
|[[38,-95|•]]
−
|bgcolor="blue"|[[38,-94|•]]
+
|[[38,-94|•]]
−
|bgcolor="blue"|[[38,-93|•]]
+
|[[38,-93|•]]
−
|bgcolor="blue"|[[38,-92|•]]
+
|[[38,-92|•]]
−
|bgcolor="blue"|[[38,-91|•]]
+
|[[38,-91|•]]
−
|bgcolor="blue"|[[38,-90|•]]
+
|bgcolor="gray"|[[38,-90|•]]
−
|bgcolor="blue"|[[38,-89|•]]
+
|bgcolor="gray"|[[38,-89|•]]
−
|bgcolor="blue"|[[38,-88|•]]
+
|bgcolor="gray"|[[38,-88|•]]
−
|bgcolor="blue"|[[38,-87|•]]
+
|bgcolor="gray"|[[38,-87|•]]
−
|bgcolor="blue"|[[38,-86|•]]
+
|[[38,-86|•]]
−
|bgcolor="blue"|[[38,-85|•]]
+
|[[38,-85|•]]
−
|bgcolor="blue"|[[38,-84|•]]
+
|[[38,-84|•]]
−
|bgcolor="blue"|[[38,-83|•]]
+
|[[38,-83|•]]
−
|bgcolor="blue"|[[38,-82|•]]
+
|[[38,-82|•]]
−
|bgcolor="blue"|[[38,-81|•]]
+
|[[38,-81|•]]
−
|bgcolor="blue"|[[38,-80|•]]
+
|[[38,-80|•]]
−
|bgcolor="blue"|[[38,-79|•]]
+
|[[38,-79|•]]
−
|bgcolor="blue"|[[38,-78|•]]
+
|[[38,-78|•]]
−
|bgcolor="blue"|[[38,-77|•]]
+
|bgcolor="maroon"|[[38,-77|•]]
−
|bgcolor="blue"|[[38,-76|•]]
+
|bgcolor="maroon"|[[38,-76|•]]
−
|bgcolor="blue"|[[38,-75|•]]
+
|[[38,-75|•]]
−
|bgcolor="blue"|[[38,-74|•]]
+
|[[38,-74|•]]
 
|colspan="22"|
 
|colspan="22"|
 
|-
 
|-
 
|height = "15" colspan="64"|
 
|height = "15" colspan="64"|
−
|bgcolor="blue"|[[37,-123|•]]
+
|[[37,-123|•]]
−
|bgcolor="blue"|[[37,-122|•]]
+
|[[37,-122|•]]
−
|bgcolor="blue"|[[37,-121|•]]
+
|[[37,-121|•]]
−
|bgcolor="blue"|[[37,-120|•]]
+
|[[37,-120|•]]
−
|bgcolor="blue"|[[37,-119|•]]
+
|[[37,-119|•]]
−
|bgcolor="blue"|[[37,-118|•]]
+
|[[37,-118|•]]
−
|bgcolor="blue"|[[37,-117|•]]
+
|[[37,-117|•]]
−
|bgcolor="blue"|[[37,-116|•]]
+
|[[37,-116|•]]
−
|bgcolor="blue"|[[37,-115|•]]
+
|[[37,-115|•]]
−
|bgcolor="blue"|[[37,-114|•]]
+
|[[37,-114|•]]
−
|bgcolor="blue"|[[37,-113|•]]
+
|[[37,-113|•]]
−
|bgcolor="blue"|[[37,-112|•]]
+
|[[37,-112|•]]
−
|bgcolor="blue"|[[37,-111|•]]
+
|[[37,-111|•]]
−
|bgcolor="blue"|[[37,-110|•]]
+
|[[37,-110|•]]
−
|bgcolor="blue"|[[37,-109|•]]
+
|[[37,-109|•]]
−
|bgcolor="blue"|[[37,-108|•]]
+
|[[37,-108|•]]
−
|bgcolor="blue"|[[37,-107|•]]
+
|[[37,-107|•]]
−
|bgcolor="blue"|[[37,-106|•]]
+
|[[37,-106|•]]
−
|bgcolor="blue"|[[37,-105|•]]
+
|[[37,-105|•]]
−
|bgcolor="blue"|[[37,-104|•]]
+
|[[37,-104|•]]
−
|bgcolor="blue"|[[37,-103|•]]
+
|[[37,-103|•]]
−
|bgcolor="blue"|[[37,-102|•]]
+
|[[37,-102|•]]
−
|bgcolor="blue"|[[37,-101|•]]
+
|[[37,-101|•]]
−
|bgcolor="blue"|[[37,-100|•]]
+
|[[37,-100|•]]
−
|bgcolor="blue"|[[37,-99|•]]
+
|[[37,-99|•]]
−
|bgcolor="blue"|[[37,-98|•]]
+
|[[37,-98|•]]
−
|bgcolor="blue"|[[37,-97|•]]
+
|[[37,-97|•]]
−
|bgcolor="blue"|[[37,-96|•]]
+
|[[37,-96|•]]
−
|bgcolor="blue"|[[37,-95|•]]
+
|[[37,-95|•]]
−
|bgcolor="blue"|[[37,-94|•]]
+
|[[37,-94|•]]
−
|bgcolor="blue"|[[37,-93|•]]
+
|[[37,-93|•]]
−
|bgcolor="blue"|[[37,-92|•]]
+
|[[37,-92|•]]
−
|bgcolor="blue"|[[37,-91|•]]
+
|[[37,-91|•]]
−
|bgcolor="blue"|[[37,-90|•]]
+
|[[37,-90|•]]
−
|bgcolor="blue"|[[37,-89|•]]
+
|bgcolor="gray"|[[37,-89|•]]
−
|bgcolor="blue"|[[37,-88|•]]
+
|bgcolor="gray"|[[37,-88|•]]
−
|bgcolor="blue"|[[37,-87|•]]
+
|[[37,-87|•]]
−
|bgcolor="blue"|[[37,-86|•]]
+
|[[37,-86|•]]
−
|bgcolor="blue"|[[37,-85|•]]
+
|[[37,-85|•]]
−
|bgcolor="blue"|[[37,-84|•]]
+
|[[37,-84|•]]
−
|bgcolor="blue"|[[37,-83|•]]
+
|[[37,-83|•]]
−
|bgcolor="blue"|[[37,-82|•]]
+
|[[37,-82|•]]
−
|bgcolor="blue"|[[37,-81|•]]
+
|[[37,-81|•]]
−
|bgcolor="blue"|[[37,-80|•]]
+
|[[37,-80|•]]
−
|bgcolor="blue"|[[37,-79|•]]
+
|[[37,-79|•]]
−
|bgcolor="blue"|[[37,-78|•]]
+
|[[37,-78|•]]
−
|bgcolor="blue"|[[37,-77|•]]
+
|[[37,-77|•]]
−
|bgcolor="blue"|[[37,-76|•]]
+
|[[37,-76|•]]
−
|bgcolor="blue"|[[37,-75|•]]
+
|[[37,-75|•]]
 
|colspan="23"|
 
|colspan="23"|
 
|-
 
|-
 
|height = "15" colspan="67"|
 
|height = "15" colspan="67"|
−
|bgcolor="blue"|[[36,-120|•]]
+
|[[36,-120|•]]
−
|bgcolor="blue"|[[36,-119|•]]
+
|[[36,-119|•]]
−
|bgcolor="blue"|[[36,-118|•]]
+
|[[36,-118|•]]
−
|bgcolor="blue"|[[36,-117|•]]
+
|[[36,-117|•]]
−
|bgcolor="blue"|[[36,-116|•]]
+
|[[36,-116|•]]
−
|bgcolor="blue"|[[36,-115|•]]
+
|[[36,-115|•]]
−
|bgcolor="blue"|[[36,-114|•]]
+
|bgcolor="cyan"|[[36,-114|•]]
−
|bgcolor="blue"|[[36,-113|•]]
+
|bgcolor="cyan"|[[36,-113|•]]
−
|bgcolor="blue"|[[36,-112|•]]
+
|bgcolor="cyan"|[[36,-112|•]]
−
|bgcolor="blue"|[[36,-111|•]]
+
|bgcolor="cyan"|[[36,-111|•]]
−
|bgcolor="blue"|[[36,-110|•]]
+
|bgcolor="cyan"|[[36,-110|•]]
−
|bgcolor="blue"|[[36,-109|•]]
+
|bgcolor="cyan"|[[36,-109|•]]
−
|bgcolor="blue"|[[36,-108|•]]
+
|[[36,-108|•]]
−
|bgcolor="blue"|[[36,-107|•]]
+
|[[36,-107|•]]
−
|bgcolor="blue"|[[36,-106|•]]
+
|[[36,-106|•]]
−
|bgcolor="blue"|[[36,-105|•]]
+
|[[36,-105|•]]
−
|bgcolor="blue"|[[36,-104|•]]
+
|[[36,-104|•]]
−
|bgcolor="blue"|[[36,-103|•]]
+
|[[36,-103|•]]
−
|bgcolor="blue"|[[36,-102|•]]
+
|[[36,-102|•]]
−
|bgcolor="blue"|[[36,-101|•]]
+
|[[36,-101|•]]
−
|bgcolor="blue"|[[36,-100|•]]
+
|[[36,-100|•]]
−
|bgcolor="blue"|[[36,-99|•]]
+
|[[36,-99|•]]
−
|bgcolor="blue"|[[36,-98|•]]
+
|[[36,-98|•]]
−
|bgcolor="blue"|[[36,-97|•]]
+
|[[36,-97|•]]
−
|bgcolor="blue"|[[36,-96|•]]
+
|[[36,-96|•]]
−
|bgcolor="blue"|[[36,-95|•]]
+
|[[36,-95|•]]
−
|bgcolor="blue"|[[36,-94|•]]
+
|[[36,-94|•]]
−
|bgcolor="blue"|[[36,-93|•]]
+
|[[36,-93|•]]
−
|bgcolor="blue"|[[36,-92|•]]
+
|[[36,-92|•]]
−
|bgcolor="blue"|[[36,-91|•]]
+
|[[36,-91|•]]
−
|bgcolor="blue"|[[36,-90|•]]
+
|[[36,-90|•]]
−
|bgcolor="blue"|[[36,-89|•]]
+
|bgcolor="gray"|[[36,-89|•]]
−
|bgcolor="blue"|[[36,-88|•]]
+
|[[36,-88|•]]
−
|bgcolor="blue"|[[36,-87|•]]
+
|[[36,-87|•]]
−
|bgcolor="blue"|[[36,-86|•]]
+
|[[36,-86|•]]
−
|bgcolor="blue"|[[36,-85|•]]
+
|[[36,-85|•]]
−
|bgcolor="blue"|[[36,-84|•]]
+
|[[36,-84|•]]
−
|bgcolor="blue"|[[36,-83|•]]
+
|[[36,-83|•]]
−
|bgcolor="blue"|[[36,-82|•]]
+
|bgcolor="green"|[[36,-82|•]]
−
|bgcolor="blue"|[[36,-81|•]]
+
|bgcolor="green"|[[36,-81|•]]
−
|bgcolor="blue"|[[36,-80|•]]
+
|bgcolor="green"|[[36,-80|•]]
−
|bgcolor="blue"|[[36,-79|•]]
+
|bgcolor="green"|[[36,-79|•]]
−
|bgcolor="blue"|[[36,-78|•]]
+
|bgcolor="green"|[[36,-78|•]]
−
|bgcolor="blue"|[[36,-77|•]]
+
|bgcolor="green"|[[36,-77|•]]
−
|bgcolor="blue"|[[36,-76|•]]
+
|bgcolor="green"|[[36,-76|•]]
−
|bgcolor="blue"|[[36,-75|•]]
+
|bgcolor="green"|[[36,-75|•]]
 
|colspan="23"|
 
|colspan="23"|
 
|-
 
|-
 
|height = "15" colspan="66"|
 
|height = "15" colspan="66"|
−
|bgcolor="blue"|[[35,-121|•]]
+
|[[35,-121|•]]
−
|bgcolor="blue"|[[35,-120|•]]
+
|[[35,-120|•]]
−
|bgcolor="blue"|[[35,-119|•]]
+
|[[35,-119|•]]
−
|bgcolor="blue"|[[35,-118|•]]
+
|[[35,-118|•]]
−
|bgcolor="blue"|[[35,-117|•]]
+
|[[35,-117|•]]
−
|bgcolor="blue"|[[35,-116|•]]
+
|[[35,-116|•]]
−
|bgcolor="blue"|[[35,-115|•]]
+
|[[35,-115|•]]
−
|bgcolor="blue"|[[35,-114|•]]
+
|bgcolor="cyan"|[[35,-114|•]]
−
|bgcolor="blue"|[[35,-113|•]]
+
|bgcolor="cyan"|[[35,-113|•]]
−
|bgcolor="blue"|[[35,-112|•]]
+
|bgcolor="cyan"|[[35,-112|•]]
−
|bgcolor="blue"|[[35,-111|•]]
+
|bgcolor="cyan"|[[35,-111|•]]
−
|bgcolor="blue"|[[35,-110|•]]
+
|bgcolor="cyan"|[[35,-110|•]]
−
|bgcolor="blue"|[[35,-109|•]]
+
|bgcolor="cyan"|[[35,-109|•]]
−
|bgcolor="blue"|[[35,-108|•]]
+
|[[35,-108|•]]
−
|bgcolor="blue"|[[35,-107|•]]
+
|[[35,-107|•]]
−
|bgcolor="blue"|[[35,-106|•]]
+
|[[35,-106|•]]
−
|bgcolor="blue"|[[35,-105|•]]
+
|[[35,-105|•]]
−
|bgcolor="blue"|[[35,-104|•]]
+
|[[35,-104|•]]
−
|bgcolor="blue"|[[35,-103|•]]
+
|[[35,-103|•]]
−
|bgcolor="blue"|[[35,-102|•]]
+
|[[35,-102|•]]
−
|bgcolor="blue"|[[35,-101|•]]
+
|[[35,-101|•]]
−
|bgcolor="blue"|[[35,-100|•]]
+
|[[35,-100|•]]
−
|bgcolor="blue"|[[35,-99|•]]
+
|[[35,-99|•]]
−
|bgcolor="blue"|[[35,-98|•]]
+
|[[35,-98|•]]
−
|bgcolor="blue"|[[35,-97|•]]
+
|[[35,-97|•]]
−
|bgcolor="blue"|[[35,-96|•]]
+
|[[35,-96|•]]
−
|bgcolor="blue"|[[35,-95|•]]
+
|[[35,-95|•]]
−
|bgcolor="blue"|[[35,-94|•]]
+
|[[35,-94|•]]
−
|bgcolor="blue"|[[35,-93|•]]
+
|[[35,-93|•]]
−
|bgcolor="blue"|[[35,-92|•]]
+
|[[35,-92|•]]
−
|bgcolor="blue"|[[35,-91|•]]
+
|[[35,-91|•]]
−
|bgcolor="blue"|[[35,-90|•]]
+
|[[35,-90|•]]
−
|bgcolor="blue"|[[35,-89|•]]
+
|[[35,-89|•]]
−
|bgcolor="blue"|[[35,-88|•]]
+
|[[35,-88|•]]
−
|bgcolor="blue"|[[35,-87|•]]
+
|[[35,-87|•]]
−
|bgcolor="blue"|[[35,-86|•]]
+
|[[35,-86|•]]
−
|bgcolor="blue"|[[35,-85|•]]
+
|[[35,-85|•]]
−
|bgcolor="blue"|[[35,-84|•]]
+
|bgcolor="green"|[[35,-84|•]]
−
|bgcolor="blue"|[[35,-83|•]]
+
|bgcolor="green"|[[35,-83|•]]
−
|bgcolor="blue"|[[35,-82|•]]
+
|bgcolor="green"|[[35,-82|•]]
−
|bgcolor="blue"|[[35,-81|•]]
+
|bgcolor="green"|[[35,-81|•]]
−
|bgcolor="blue"|[[35,-80|•]]
+
|bgcolor="green"|[[35,-80|•]]
−
|bgcolor="blue"|[[35,-79|•]]
+
|bgcolor="green"|[[35,-79|•]]
−
|bgcolor="blue"|[[35,-78|•]]
+
|bgcolor="green"|[[35,-78|•]]
−
|bgcolor="blue"|[[35,-77|•]]
+
|bgcolor="green"|[[35,-77|•]]
−
|bgcolor="blue"|[[35,-76|•]]
+
|bgcolor="green"|[[35,-76|•]]
−
|bgcolor="blue"|[[35,-75|•]]
+
|bgcolor="green"|[[35,-75|•]]
 
|colspan="23"|
 
|colspan="23"|
 
|-
 
|-
 
|height = "15" colspan="67"|
 
|height = "15" colspan="67"|
−
|bgcolor="blue"|[[34,-120|•]]
+
|[[34,-120|•]]
−
|bgcolor="blue"|[[34,-119|•]]
+
|[[34,-119|•]]
−
|bgcolor="blue"|[[34,-118|•]]
+
|[[34,-118|•]]
−
|bgcolor="blue"|[[34,-117|•]]
+
|[[34,-117|•]]
−
|bgcolor="blue"|[[34,-116|•]]
+
|[[34,-116|•]]
−
|bgcolor="blue"|[[34,-115|•]]
+
|[[34,-115|•]]
−
|bgcolor="blue"|[[34,-114|•]]
+
|bgcolor="cyan"|[[34,-114|•]]
−
|bgcolor="blue"|[[34,-113|•]]
+
|bgcolor="cyan"|[[34,-113|•]]
−
|bgcolor="blue"|[[34,-112|•]]
+
|bgcolor="cyan"|[[34,-112|•]]
−
|bgcolor="blue"|[[34,-111|•]]
+
|bgcolor="cyan"|[[34,-111|•]]
−
|bgcolor="blue"|[[34,-110|•]]
+
|bgcolor="cyan"|[[34,-110|•]]
−
|bgcolor="blue"|[[34,-109|•]]
+
|bgcolor="cyan"|[[34,-109|•]]
−
|bgcolor="blue"|[[34,-108|•]]
+
|[[34,-108|•]]
−
|bgcolor="blue"|[[34,-107|•]]
+
|[[34,-107|•]]
−
|bgcolor="blue"|[[34,-106|•]]
+
|[[34,-106|•]]
−
|bgcolor="blue"|[[34,-105|•]]
+
|[[34,-105|•]]
−
|bgcolor="blue"|[[34,-104|•]]
+
|[[34,-104|•]]
−
|bgcolor="blue"|[[34,-103|•]]
+
|[[34,-103|•]]
−
|bgcolor="blue"|[[34,-102|•]]
+
|[[34,-102|•]]
−
|bgcolor="blue"|[[34,-101|•]]
+
|[[34,-101|•]]
−
|bgcolor="blue"|[[34,-100|•]]
+
|[[34,-100|•]]
−
|bgcolor="blue"|[[34,-99|•]]
+
|[[34,-99|•]]
−
|bgcolor="blue"|[[34,-98|•]]
+
|[[34,-98|•]]
−
|bgcolor="blue"|[[34,-97|•]]
+
|[[34,-97|•]]
−
|bgcolor="blue"|[[34,-96|•]]
+
|[[34,-96|•]]
−
|bgcolor="blue"|[[34,-95|•]]
+
|[[34,-95|•]]
−
|bgcolor="blue"|[[34,-94|•]]
+
|[[34,-94|•]]
−
|bgcolor="blue"|[[34,-93|•]]
+
|[[34,-93|•]]
−
|bgcolor="blue"|[[34,-92|•]]
+
|[[34,-92|•]]
−
|bgcolor="blue"|[[34,-91|•]]
+
|[[34,-91|•]]
−
|bgcolor="blue"|[[34,-90|•]]
+
|[[34,-90|•]]
−
|bgcolor="blue"|[[34,-89|•]]
+
|[[34,-89|•]]
−
|bgcolor="blue"|[[34,-88|•]]
+
|[[34,-88|•]]
−
|bgcolor="blue"|[[34,-87|•]]
+
|[[34,-87|•]]
−
|bgcolor="blue"|[[34,-86|•]]
+
|[[34,-86|•]]
−
|bgcolor="blue"|[[34,-85|•]]
+
|[[34,-85|•]]
−
|bgcolor="blue"|[[34,-84|•]]
+
|[[34,-84|•]]
−
|bgcolor="blue"|[[34,-83|•]]
+
|[[34,-83|•]]
−
|bgcolor="blue"|[[34,-82|•]]
+
|[[34,-82|•]]
−
|bgcolor="blue"|[[34,-81|•]]
+
|[[34,-81|•]]
−
|bgcolor="blue"|[[34,-80|•]]
+
|bgcolor="green"|[[34,-80|•]]
−
|bgcolor="blue"|[[34,-79|•]]
+
|bgcolor="green"|[[34,-79|•]]
−
|bgcolor="blue"|[[34,-78|•]]
+
|bgcolor="green"|[[34,-78|•]]
−
|bgcolor="blue"|[[34,-77|•]]
+
|bgcolor="green"|[[34,-77|•]]
−
|bgcolor="blue"|[[34,-76|•]]
+
|bgcolor="green"|[[34,-76|•]]
 
|colspan="24"|
 
|colspan="24"|
 
|-
 
|-
 
|height = "15" colspan="67"|
 
|height = "15" colspan="67"|
−
|bgcolor="blue"|[[33,-120|•]]
+
|[[33,-120|•]]
−
|bgcolor="blue"|[[33,-119|•]]
+
|[[33,-119|•]]
−
|bgcolor="blue"|[[33,-118|•]]
+
|[[33,-118|•]]
−
|bgcolor="blue"|[[33,-117|•]]
+
|[[33,-117|•]]
−
|bgcolor="blue"|[[33,-116|•]]
+
|[[33,-116|•]]
−
|bgcolor="blue"|[[33,-115|•]]
+
|[[33,-115|•]]
−
|bgcolor="blue"|[[33,-114|•]]
+
|bgcolor="cyan"|[[33,-114|•]]
−
|bgcolor="blue"|[[33,-113|•]]
+
|bgcolor="cyan"|[[33,-113|•]]
−
|bgcolor="blue"|[[33,-112|•]]
+
|bgcolor="cyan"|[[33,-112|•]]
−
|bgcolor="blue"|[[33,-111|•]]
+
|bgcolor="cyan"|[[33,-111|•]]
−
|bgcolor="blue"|[[33,-110|•]]
+
|bgcolor="cyan"|[[33,-110|•]]
−
|bgcolor="blue"|[[33,-109|•]]
+
|bgcolor="cyan"|[[33,-109|•]]
−
|bgcolor="blue"|[[33,-108|•]]
+
|[[33,-108|•]]
−
|bgcolor="blue"|[[33,-107|•]]
+
|[[33,-107|•]]
−
|bgcolor="blue"|[[33,-106|•]]
+
|[[33,-106|•]]
−
|bgcolor="blue"|[[33,-105|•]]
+
|[[33,-105|•]]
−
|bgcolor="blue"|[[33,-104|•]]
+
|[[33,-104|•]]
−
|bgcolor="blue"|[[33,-103|•]]
+
|[[33,-103|•]]
−
|bgcolor="blue"|[[33,-102|•]]
+
|[[33,-102|•]]
−
|bgcolor="blue"|[[33,-101|•]]
+
|[[33,-101|•]]
−
|bgcolor="blue"|[[33,-100|•]]
+
|[[33,-100|•]]
−
|bgcolor="blue"|[[33,-99|•]]
+
|[[33,-99|•]]
−
|bgcolor="blue"|[[33,-98|•]]
+
|[[33,-98|•]]
−
|bgcolor="blue"|[[33,-97|•]]
+
|[[33,-97|•]]
−
|bgcolor="blue"|[[33,-96|•]]
+
|[[33,-96|•]]
−
|bgcolor="blue"|[[33,-95|•]]
+
|[[33,-95|•]]
−
|bgcolor="blue"|[[33,-94|•]]
+
|[[33,-94|•]]
−
|bgcolor="blue"|[[33,-93|•]]
+
|[[33,-93|•]]
−
|bgcolor="blue"|[[33,-92|•]]
+
|[[33,-92|•]]
−
|bgcolor="blue"|[[33,-91|•]]
+
|[[33,-91|•]]
−
|bgcolor="blue"|[[33,-90|•]]
+
|[[33,-90|•]]
−
|bgcolor="blue"|[[33,-89|•]]
+
|[[33,-89|•]]
−
|bgcolor="blue"|[[33,-88|•]]
+
|[[33,-88|•]]
−
|bgcolor="blue"|[[33,-87|•]]
+
|[[33,-87|•]]
−
|bgcolor="blue"|[[33,-86|•]]
+
|[[33,-86|•]]
−
|bgcolor="blue"|[[33,-85|•]]
+
|[[33,-85|•]]
−
|bgcolor="blue"|[[33,-84|•]]
+
|[[33,-84|•]]
−
|bgcolor="blue"|[[33,-83|•]]
+
|[[33,-83|•]]
−
|bgcolor="blue"|[[33,-82|•]]
+
|[[33,-82|•]]
−
|bgcolor="blue"|[[33,-81|•]]
+
|[[33,-81|•]]
−
|bgcolor="blue"|[[33,-80|•]]
+
|[[33,-80|•]]
−
|bgcolor="blue"|[[33,-79|•]]
+
|[[33,-79|•]]
−
|bgcolor="blue"|[[33,-78|•]]
+
|bgcolor="green"|[[33,-78|•]]
−
|bgcolor="blue"|[[33,-77|•]]
+
|bgcolor="green"|[[33,-77|•]]
 
|colspan="25"|
 
|colspan="25"|
 
|-
 
|-
 
|height = "15" colspan="69"|
 
|height = "15" colspan="69"|
−
|bgcolor="blue"|[[32,-118|•]]
+
|[[32,-118|•]]
−
|bgcolor="blue"|[[32,-117|•]]
+
|[[32,-117|•]]
−
|bgcolor="blue"|[[32,-116|•]]
+
|[[32,-116|•]]
−
|bgcolor="blue"|[[32,-115|•]]
+
|[[32,-115|•]]
−
|bgcolor="blue"|[[32,-114|•]]
+
|bgcolor="cyan"|[[32,-114|•]]
−
|bgcolor="blue"|[[32,-113|•]]
+
|bgcolor="cyan"|[[32,-113|•]]
−
|bgcolor="blue"|[[32,-112|•]]
+
|bgcolor="cyan"|[[32,-112|•]]
−
|bgcolor="blue"|[[32,-111|•]]
+
|bgcolor="cyan"|[[32,-111|•]]
−
|bgcolor="blue"|[[32,-110|•]]
+
|bgcolor="cyan"|[[32,-110|•]]
−
|bgcolor="blue"|[[32,-109|•]]
+
|bgcolor="cyan"|[[32,-109|•]]
−
|bgcolor="blue"|[[32,-108|•]]
+
|[[32,-108|•]]
−
|bgcolor="blue"|[[32,-107|•]]
+
|[[32,-107|•]]
−
|bgcolor="blue"|[[32,-106|•]]
+
|[[32,-106|•]]
−
|bgcolor="blue"|[[32,-105|•]]
+
|[[32,-105|•]]
−
|bgcolor="blue"|[[32,-104|•]]
+
|[[32,-104|•]]
−
|bgcolor="blue"|[[32,-103|•]]
+
|[[32,-103|•]]
−
|bgcolor="blue"|[[32,-102|•]]
+
|[[32,-102|•]]
−
|bgcolor="blue"|[[32,-101|•]]
+
|[[32,-101|•]]
−
|bgcolor="blue"|[[32,-100|•]]
+
|[[32,-100|•]]
−
|bgcolor="blue"|[[32,-99|•]]
+
|[[32,-99|•]]
−
|bgcolor="blue"|[[32,-98|•]]
+
|[[32,-98|•]]
−
|bgcolor="blue"|[[32,-97|•]]
+
|[[32,-97|•]]
−
|bgcolor="blue"|[[32,-96|•]]
+
|[[32,-96|•]]
−
|bgcolor="blue"|[[32,-95|•]]
+
|[[32,-95|•]]
−
|bgcolor="blue"|[[32,-94|•]]
+
|[[32,-94|•]]
−
|bgcolor="blue"|[[32,-93|•]]
+
|[[32,-93|•]]
−
|bgcolor="blue"|[[32,-92|•]]
+
|[[32,-92|•]]
−
|bgcolor="blue"|[[32,-91|•]]
+
|[[32,-91|•]]
−
|bgcolor="blue"|[[32,-90|•]]
+
|[[32,-90|•]]
−
|bgcolor="blue"|[[32,-89|•]]
+
|[[32,-89|•]]
−
|bgcolor="blue"|[[32,-88|•]]
+
|[[32,-88|•]]
−
|bgcolor="blue"|[[32,-87|•]]
+
|[[32,-87|•]]
−
|bgcolor="blue"|[[32,-86|•]]
+
|[[32,-86|•]]
−
|bgcolor="blue"|[[32,-85|•]]
+
|[[32,-85|•]]
−
|bgcolor="blue"|[[32,-84|•]]
+
|[[32,-84|•]]
−
|bgcolor="blue"|[[32,-83|•]]
+
|[[32,-83|•]]
−
|bgcolor="blue"|[[32,-82|•]]
+
|[[32,-82|•]]
−
|bgcolor="blue"|[[32,-81|•]]
+
|[[32,-81|•]]
−
|bgcolor="blue"|[[32,-80|•]]
+
|[[32,-80|•]]
−
|bgcolor="blue"|[[32,-79|•]]
+
|[[32,-79|•]]
 
|colspan="14"|
 
|colspan="14"|
−
|[[32,-64|•]]
+
|colspan="1"|
 
|colspan="12"|
 
|colspan="12"|
 
|-
 
|-
 
|height = "15" colspan="71"|
 
|height = "15" colspan="71"|
−
|[[31,-116|•]]
+
|colspan="1"|
−
|[[31,-115|•]]
+
|colspan="1"|
−
|[[31,-114|•]]
+
|colspan="1"|
−
|bgcolor="blue"|[[31,-113|•]]
+
|bgcolor="cyan"|[[31,-113|•]]
−
|bgcolor="blue"|[[31,-112|•]]
+
|bgcolor="cyan"|[[31,-112|•]]
−
|bgcolor="blue"|[[31,-111|•]]
+
|bgcolor="cyan"|[[31,-111|•]]
−
|bgcolor="blue"|[[31,-110|•]]
+
|bgcolor="cyan"|[[31,-110|•]]
−
|bgcolor="blue"|[[31,-109|•]]
+
|bgcolor="cyan"|[[31,-109|•]]
−
|bgcolor="blue"|[[31,-108|•]]
+
|[[31,-108|•]]
−
|bgcolor="blue"|[[31,-107|•]]
+
|[[31,-107|•]]
−
|bgcolor="blue"|[[31,-106|•]]
+
|[[31,-106|•]]
−
|bgcolor="blue"|[[31,-105|•]]
+
|[[31,-105|•]]
−
|bgcolor="blue"|[[31,-104|•]]
+
|[[31,-104|•]]
−
|bgcolor="blue"|[[31,-103|•]]
+
|[[31,-103|•]]
−
|bgcolor="blue"|[[31,-102|•]]
+
|[[31,-102|•]]
−
|bgcolor="blue"|[[31,-101|•]]
+
|[[31,-101|•]]
−
|bgcolor="blue"|[[31,-100|•]]
+
|[[31,-100|•]]
−
|bgcolor="blue"|[[31,-99|•]]
+
|[[31,-99|•]]
−
|bgcolor="blue"|[[31,-98|•]]
+
|[[31,-98|•]]
−
|bgcolor="blue"|[[31,-97|•]]
+
|[[31,-97|•]]
−
|bgcolor="blue"|[[31,-96|•]]
+
|[[31,-96|•]]
−
|bgcolor="blue"|[[31,-95|•]]
+
|[[31,-95|•]]
−
|bgcolor="blue"|[[31,-94|•]]
+
|[[31,-94|•]]
−
|bgcolor="blue"|[[31,-93|•]]
+
|[[31,-93|•]]
−
|bgcolor="blue"|[[31,-92|•]]
+
|[[31,-92|•]]
−
|bgcolor="blue"|[[31,-91|•]]
+
|[[31,-91|•]]
−
|bgcolor="blue"|[[31,-90|•]]
+
|[[31,-90|•]]
−
|bgcolor="blue"|[[31,-89|•]]
+
|[[31,-89|•]]
−
|bgcolor="blue"|[[31,-88|•]]
+
|[[31,-88|•]]
−
|bgcolor="blue"|[[31,-87|•]]
+
|[[31,-87|•]]
−
|bgcolor="blue"|[[31,-86|•]]
+
|[[31,-86|•]]
−
|bgcolor="blue"|[[31,-85|•]]
+
|[[31,-85|•]]
−
|bgcolor="blue"|[[31,-84|•]]
+
|[[31,-84|•]]
−
|bgcolor="blue"|[[31,-83|•]]
+
|[[31,-83|•]]
−
|bgcolor="blue"|[[31,-82|•]]
+
|[[31,-82|•]]
−
|bgcolor="blue"|[[31,-81|•]]
+
|[[31,-81|•]]
−
|bgcolor="blue"|[[31,-80|•]]
+
|[[31,-80|•]]
 
|colspan="28"|
 
|colspan="28"|
 
|-
 
|-
 
|height = "15" colspan="71"|
 
|height = "15" colspan="71"|
−
|[[30,-116|•]]
+
|colspan="1"|
−
|[[30,-115|•]]
+
|colspan="1"|
−
|[[30,-114|•]]
+
|colspan="1"|
−
|[[30,-113|•]]
+
|colspan="1"|
−
|[[30,-112|•]]
+
|colspan="1"|
−
|[[30,-111|•]]
+
|colspan="1"|
−
|[[30,-110|•]]
+
|colspan="1"|
−
|[[30,-109|•]]
+
|colspan="1"|
−
|[[30,-108|•]]
+
|colspan="1"|
−
|[[30,-107|•]]
+
|colspan="1"|
−
|[[30,-106|•]]
+
|colspan="1"|
−
|bgcolor="blue"|[[30,-105|•]]
+
|[[30,-105|•]]
−
|bgcolor="blue"|[[30,-104|•]]
+
|[[30,-104|•]]
−
|bgcolor="blue"|[[30,-103|•]]
+
|[[30,-103|•]]
−
|bgcolor="blue"|[[30,-102|•]]
+
|[[30,-102|•]]
−
|bgcolor="blue"|[[30,-101|•]]
+
|[[30,-101|•]]
−
|bgcolor="blue"|[[30,-100|•]]
+
|[[30,-100|•]]
−
|bgcolor="blue"|[[30,-99|•]]
+
|[[30,-99|•]]
−
|bgcolor="blue"|[[30,-98|•]]
+
|[[30,-98|•]]
−
|bgcolor="blue"|[[30,-97|•]]
+
|[[30,-97|•]]
−
|bgcolor="blue"|[[30,-96|•]]
+
|[[30,-96|•]]
−
|bgcolor="blue"|[[30,-95|•]]
+
|[[30,-95|•]]
−
|bgcolor="blue"|[[30,-94|•]]
+
|[[30,-94|•]]
−
|bgcolor="blue"|[[30,-93|•]]
+
|[[30,-93|•]]
−
|bgcolor="blue"|[[30,-92|•]]
+
|[[30,-92|•]]
−
|bgcolor="blue"|[[30,-91|•]]
+
|[[30,-91|•]]
−
|bgcolor="blue"|[[30,-90|•]]
+
|[[30,-90|•]]
−
|bgcolor="blue"|[[30,-89|•]]
+
|[[30,-89|•]]
−
|bgcolor="blue"|[[30,-88|•]]
+
|[[30,-88|•]]
−
|bgcolor="blue"|[[30,-87|•]]
+
|[[30,-87|•]]
−
|bgcolor="blue"|[[30,-86|•]]
+
|[[30,-86|•]]
−
|bgcolor="blue"|[[30,-85|•]]
+
|[[30,-85|•]]
−
|bgcolor="blue"|[[30,-84|•]]
+
|[[30,-84|•]]
−
|bgcolor="blue"|[[30,-83|•]]
+
|[[30,-83|•]]
−
|bgcolor="blue"|[[30,-82|•]]
+
|[[30,-82|•]]
−
|bgcolor="blue"|[[30,-81|•]]
+
|[[30,-81|•]]
 
|colspan="29"|
 
|colspan="29"|
 
|-
 
|-
 
|height = "15" colspan="69"|
 
|height = "15" colspan="69"|
−
|[[29,-118|•]]
+
|colspan="1"|
 
|colspan="2"|
 
|colspan="2"|
−
|[[29,-115|•]]
+
|colspan="1"|
−
|[[29,-114|•]]
+
|colspan="1"|
−
|[[29,-113|•]]
+
|colspan="1"|
−
|[[29,-112|•]]
+
|colspan="1"|
−
|[[29,-111|•]]
+
|colspan="1"|
−
|[[29,-110|•]]
+
|colspan="1"|
−
|[[29,-109|•]]
+
|colspan="1"|
−
|[[29,-108|•]]
+
|colspan="1"|
−
|[[29,-107|•]]
+
|colspan="1"|
−
|[[29,-106|•]]
+
|colspan="1"|
−
|[[29,-105|•]]
+
|colspan="1"|
−
|bgcolor="blue"|[[29,-104|•]]
+
|[[29,-104|•]]
−
|bgcolor="blue"|[[29,-103|•]]
+
|[[29,-103|•]]
−
|bgcolor="blue"|[[29,-102|•]]
+
|[[29,-102|•]]
−
|bgcolor="blue"|[[29,-101|•]]
+
|[[29,-101|•]]
−
|bgcolor="blue"|[[29,-100|•]]
+
|[[29,-100|•]]
−
|bgcolor="blue"|[[29,-99|•]]
+
|[[29,-99|•]]
−
|bgcolor="blue"|[[29,-98|•]]
+
|[[29,-98|•]]
−
|bgcolor="blue"|[[29,-97|•]]
+
|[[29,-97|•]]
−
|bgcolor="blue"|[[29,-96|•]]
+
|[[29,-96|•]]
−
|bgcolor="blue"|[[29,-95|•]]
+
|[[29,-95|•]]
−
|bgcolor="blue"|[[29,-94|•]]
+
|[[29,-94|•]]
−
|bgcolor="blue"|[[29,-93|•]]
+
|[[29,-93|•]]
−
|bgcolor="blue"|[[29,-92|•]]
+
|[[29,-92|•]]
−
|bgcolor="blue"|[[29,-91|•]]
+
|[[29,-91|•]]
−
|bgcolor="blue"|[[29,-90|•]]
+
|[[29,-90|•]]
−
|bgcolor="blue"|[[29,-89|•]]
+
|[[29,-89|•]]
−
|bgcolor="blue"|[[29,-88|•]]
+
|[[29,-88|•]]
 
|colspan="2"|
 
|colspan="2"|
−
|bgcolor="blue"|[[29,-85|•]]
+
|[[29,-85|•]]
−
|bgcolor="blue"|[[29,-84|•]]
+
|[[29,-84|•]]
−
|bgcolor="blue"|[[29,-83|•]]
+
|[[29,-83|•]]
−
|bgcolor="blue"|[[29,-82|•]]
+
|[[29,-82|•]]
−
|bgcolor="blue"|[[29,-81|•]]
+
|[[29,-81|•]]
−
|bgcolor="blue"|[[29,-80|•]]
+
|[[29,-80|•]]
 
|colspan="28"|
 
|colspan="28"|
 
|-
 
|-
 
|height = "15" colspan="69"|
 
|height = "15" colspan="69"|
−
|[[28,-118|•]]
+
|colspan="1"|
 
|colspan="2"|
 
|colspan="2"|
−
|[[28,-115|•]]
+
|colspan="1"|
−
|[[28,-114|•]]
+
|colspan="1"|
−
|[[28,-113|•]]
+
|colspan="1"|
−
|[[28,-112|•]]
+
|colspan="1"|
−
|[[28,-111|•]]
+
|colspan="1"|
−
|[[28,-110|•]]
+
|colspan="1"|
−
|[[28,-109|•]]
+
|colspan="1"|
−
|[[28,-108|•]]
+
|colspan="1"|
−
|[[28,-107|•]]
+
|colspan="1"|
−
|[[28,-106|•]]
+
|colspan="1"|
−
|[[28,-105|•]]
+
|colspan="1"|
−
|[[28,-104|•]]
+
|colspan="1"|
−
|bgcolor="blue"|[[28,-103|•]]
+
|[[28,-103|•]]
−
|[[28,-102|•]]
+
|colspan="1"|
−
|[[28,-101|•]]
+
|colspan="1"|
−
|bgcolor="blue"|[[28,-100|•]]
+
|[[28,-100|•]]
−
|bgcolor="blue"|[[28,-99|•]]
+
|[[28,-99|•]]
−
|bgcolor="blue"|[[28,-98|•]]
+
|[[28,-98|•]]
−
|bgcolor="blue"|[[28,-97|•]]
+
|[[28,-97|•]]
−
|bgcolor="blue"|[[28,-96|•]]
+
|[[28,-96|•]]
−
|bgcolor="blue"|[[28,-95|•]]
+
|[[28,-95|•]]
 
|colspan="5"|
 
|colspan="5"|
−
|bgcolor="blue"|[[28,-89|•]]
+
|[[28,-89|•]]
 
|colspan="6"|
 
|colspan="6"|
−
|bgcolor="blue"|[[28,-82|•]]
+
|[[28,-82|•]]
−
|bgcolor="blue"|[[28,-81|•]]
+
|[[28,-81|•]]
−
|bgcolor="blue"|[[28,-80|•]]
+
|[[28,-80|•]]
 
|colspan="28"|
 
|colspan="28"|
 
|-
 
|-
 
|height = "15" colspan="72"|
 
|height = "15" colspan="72"|
−
|[[27,-115|•]]
+
|colspan="1"|
−
|[[27,-114|•]]
+
|colspan="1"|
−
|[[27,-113|•]]
+
|colspan="1"|
−
|[[27,-112|•]]
+
|colspan="1"|
−
|[[27,-111|•]]
+
|colspan="1"|
−
|[[27,-110|•]]
+
|colspan="1"|
−
|[[27,-109|•]]
+
|colspan="1"|
−
|[[27,-108|•]]
+
|colspan="1"|
−
|[[27,-107|•]]
+
|colspan="1"|
−
|[[27,-106|•]]
+
|colspan="1"|
−
|[[27,-105|•]]
+
|colspan="1"|
−
|[[27,-104|•]]
+
|colspan="1"|
−
|[[27,-103|•]]
+
|colspan="1"|
−
|[[27,-102|•]]
+
|colspan="1"|
−
|[[27,-101|•]]
+
|colspan="1"|
−
|[[27,-100|•]]
+
|colspan="1"|
−
|bgcolor="blue"|[[27,-99|•]]
+
|[[27,-99|•]]
−
|bgcolor="blue"|[[27,-98|•]]
+
|[[27,-98|•]]
−
|bgcolor="blue"|[[27,-97|•]]
+
|[[27,-97|•]]
−
|bgcolor="blue"|[[27,-96|•]]
+
|[[27,-96|•]]
 
|colspan="13"|
 
|colspan="13"|
−
|bgcolor="blue"|[[27,-82|•]]
+
|[[27,-82|•]]
−
|bgcolor="blue"|[[27,-81|•]]
+
|[[27,-81|•]]
−
|bgcolor="blue"|[[27,-80|•]]
+
|[[27,-80|•]]
 +
|colspan="1"|
 +
|colspan="1"|
 
|colspan="1"|
 
|colspan="1"|
−
|[[27,-78|•]]
 
−
|[[27,-77|•]]
 
 
|colspan="25"|
 
|colspan="25"|
 
|-
 
|-
 
|height = "15" colspan="73"|
 
|height = "15" colspan="73"|
−
|[[26,-114|•]]
+
|colspan="1"|
−
|[[26,-113|•]]
+
|colspan="1"|
−
|[[26,-112|•]]
+
|colspan="1"|
−
|[[26,-111|•]]
+
|colspan="1"|
−
|[[26,-110|•]]
+
|colspan="1"|
−
|[[26,-109|•]]
+
|colspan="1"|
−
|[[26,-108|•]]
+
|colspan="1"|
−
|[[26,-107|•]]
+
|colspan="1"|
−
|[[26,-106|•]]
+
|colspan="1"|
−
|[[26,-105|•]]
+
|colspan="1"|
−
|[[26,-104|•]]
+
|colspan="1"|
−
|[[26,-103|•]]
+
|colspan="1"|
−
|[[26,-102|•]]
+
|colspan="1"|
−
|[[26,-101|•]]
+
|colspan="1"|
−
|[[26,-100|•]]
+
|colspan="1"|
−
|bgcolor="blue"|[[26,-99|•]]
+
|[[26,-99|•]]
−
|bgcolor="blue"|[[26,-98|•]]
+
|[[26,-98|•]]
−
|bgcolor="blue"|[[26,-97|•]]
+
|[[26,-97|•]]
 
|colspan="14"|
 
|colspan="14"|
−
|bgcolor="blue"|[[26,-82|•]]
+
|[[26,-82|•]]
−
|bgcolor="blue"|[[26,-81|•]]
+
|[[26,-81|•]]
−
|bgcolor="blue"|[[26,-80|•]]
+
|[[26,-80|•]]
−
|bgcolor="blue"|[[26,-79|•]]
+
|[[26,-79|•]]
−
|[[26,-78|•]]
+
|colspan="1"|
−
|[[26,-77|•]]
+
|colspan="1"|
−
|[[26,-76|•]]
+
|colspan="1"|
 
|colspan="24"|
 
|colspan="24"|
 
|-
 
|-
 
|height = "15" colspan="75"|
 
|height = "15" colspan="75"|
−
|[[25,-112|•]]
+
|colspan="1"|
−
|[[25,-111|•]]
+
|colspan="1"|
−
|[[25,-110|•]]
+
|colspan="1"|
−
|[[25,-109|•]]
+
|colspan="1"|
−
|[[25,-108|•]]
+
|colspan="1"|
−
|[[25,-107|•]]
+
|colspan="1"|
−
|[[25,-106|•]]
+
|colspan="1"|
−
|[[25,-105|•]]
+
|colspan="1"|
−
|[[25,-104|•]]
+
|colspan="1"|
−
|[[25,-103|•]]
+
|colspan="1"|
−
|[[25,-102|•]]
+
|colspan="1"|
−
|[[25,-101|•]]
+
|colspan="1"|
−
|[[25,-100|•]]
+
|colspan="1"|
−
|[[25,-99|•]]
+
|colspan="1"|
−
|[[25,-98|•]]
+
|colspan="1"|
−
|bgcolor="blue"|[[25,-97|•]]
+
|[[25,-97|•]]
 
|colspan="15"|
 
|colspan="15"|
−
|bgcolor="blue"|[[25,-81|•]]
+
|[[25,-81|•]]
−
|bgcolor="blue"|[[25,-80|•]]
+
|[[25,-80|•]]
−
|[[25,-79|•]]
+
|colspan="1"|
−
|[[25,-78|•]]
+
|colspan="1"|
−
|[[25,-77|•]]
+
|colspan="1"|
−
|[[25,-76|•]]
+
|colspan="1"|
 
|colspan="24"|
 
|colspan="24"|
 
|-
 
|-
 
|height = "15" colspan="75"|
 
|height = "15" colspan="75"|
−
|[[24,-112|•]]
+
|colspan="1"|
−
|[[24,-111|•]]
+
|colspan="1"|
−
|[[24,-110|•]]
+
|colspan="1"|
−
|[[24,-109|•]]
+
|colspan="1"|
−
|[[24,-108|•]]
+
|colspan="1"|
−
|[[24,-107|•]]
+
|colspan="1"|
−
|[[24,-106|•]]
+
|colspan="1"|
−
|[[24,-105|•]]
+
|colspan="1"|
−
|[[24,-104|•]]
+
|colspan="1"|
−
|[[24,-103|•]]
+
|colspan="1"|
−
|[[24,-102|•]]
+
|colspan="1"|
−
|[[24,-101|•]]
+
|colspan="1"|
−
|[[24,-100|•]]
+
|colspan="1"|
−
|[[24,-99|•]]
+
|colspan="1"|
−
|[[24,-98|•]]
+
|colspan="1"|
−
|[[24,-97|•]]
+
|colspan="1"|
 
|colspan="14"|
 
|colspan="14"|
−
|bgcolor="blue"|[[24,-82|•]]
+
|[[24,-82|•]]
−
|bgcolor="blue"|[[24,-81|•]]
+
|[[24,-81|•]]
−
|bgcolor="blue"|[[24,-80|•]]
+
|[[24,-80|•]]
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 +
|colspan="1"|
 
|colspan="1"|
 
|colspan="1"|
−
|[[24,-78|•]]
 
−
|[[24,-77|•]]
 
−
|[[24,-76|•]]
 
−
|[[24,-75|•]]
 
−
|[[24,-74|•]]
 
 
|colspan="22"|
 
|colspan="22"|
 
|-
 
|-
 +
|}
 +
 +
 +
{|
 +
|-
 +
|bgcolor="blue"|[[•]]
 +
|Alaska
 +
|-
 +
|bgcolor="cyan"|[[•]]
 +
|Arizona
 +
|-
 +
|bgcolor="gray"|[[•]]
 +
|Illinois
 +
|-
 +
|bgcolor="green"|[[•]]
 +
|North Carolina
 +
|-
 +
|bgcolor="lime"|[[•]]
 +
|Pennsylvania
 +
|-
 +
|bgcolor="magenta"|[[•]]
 +
|Rhode Island
 +
|-
 +
|bgcolor="maroon"|[[•]]
 +
|DC
 +
|-
 +
|bgcolor="yellow"|[[•]]
 +
|Maine
 
|}
 
|}

Latest revision as of 11:21, 14 November 2008

The Map 1

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• • • • • • • • • • • •
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• • • • • • • • • • • • • • • •
• •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • •
• • • • • • •
• • • • • • •
• • •
• • •


• Alaska
• Arizona
• Illinois
• North Carolina
• Pennsylvania
• Rhode Island
• DC
• Maine
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