imported>Joannac (→Fixed line) |
imported>Joannac (→Alaska) |
||
Line 506: | Line 506: | ||
|- | |- | ||
|height = "15" colspan="30"| | |height = "15" colspan="30"| | ||
− | |[[71,-157|•]] | + | |bgcolor="blue"|[[71,-157|•]] |
− | |[[71,-156|•]] | + | |bgcolor="blue"|[[71,-156|•]] |
− | |[[71,-155|•]] | + | |bgcolor="blue"|[[71,-155|•]] |
− | |[[71,-154|•]] | + | |bgcolor="blue"|[[71,-154|•]] |
|colspan="27"| | |colspan="27"| | ||
|[[71,-126|•]] | |[[71,-126|•]] | ||
Line 569: | Line 569: | ||
|- | |- | ||
|height = "15" colspan="25"| | |height = "15" colspan="25"| | ||
− | |[[70,-162|•]] | + | |bgcolor="blue"|[[70,-162|•]] |
− | |[[70,-161|•]] | + | |bgcolor="blue"|[[70,-161|•]] |
− | |[[70,-160|•]] | + | |bgcolor="blue"|[[70,-160|•]] |
− | |[[70,-159|•]] | + | |bgcolor="blue"|[[70,-159|•]] |
− | |[[70,-158|•]] | + | |bgcolor="blue"|[[70,-158|•]] |
− | |[[70,-157|•]] | + | |bgcolor="blue"|[[70,-157|•]] |
− | |[[70,-156|•]] | + | |bgcolor="blue"|[[70,-156|•]] |
− | |[[70,-155|•]] | + | |bgcolor="blue"|[[70,-155|•]] |
− | |[[70,-154|•]] | + | |bgcolor="blue"|[[70,-154|•]] |
− | |[[70,-153|•]] | + | |bgcolor="blue"|[[70,-153|•]] |
− | |[[70,-152|•]] | + | |bgcolor="blue"|[[70,-152|•]] |
− | |[[70,-151|•]] | + | |bgcolor="blue"|[[70,-151|•]] |
− | |[[70,-150|•]] | + | |bgcolor="blue"|[[70,-150|•]] |
− | |[[70,-149|•]] | + | |bgcolor="blue"|[[70,-149|•]] |
− | |[[70,-148|•]] | + | |bgcolor="blue"|[[70,-148|•]] |
− | |[[70,-147|•]] | + | |bgcolor="blue"|[[70,-147|•]] |
− | |[[70,-146|•]] | + | |bgcolor="blue"|[[70,-146|•]] |
− | |[[70,-145|•]] | + | |bgcolor="blue"|[[70,-145|•]] |
− | |[[70,-144|•]] | + | |bgcolor="blue"|[[70,-144|•]] |
− | |[[70,-143|•]] | + | |bgcolor="blue"|[[70,-143|•]] |
− | |[[70,-142|•]] | + | |bgcolor="blue"|[[70,-142|•]] |
|colspan="10"| | |colspan="10"| | ||
|[[70,-131|•]] | |[[70,-131|•]] | ||
Line 653: | Line 653: | ||
|- | |- | ||
|height = "15" colspan="24"| | |height = "15" colspan="24"| | ||
− | |[[69,-163|•]] | + | |bgcolor="blue"|[[69,-163|•]] |
− | |[[69,-162|•]] | + | |bgcolor="blue"|[[69,-162|•]] |
− | |[[69,-161|•]] | + | |bgcolor="blue"|[[69,-161|•]] |
− | |[[69,-160|•]] | + | |bgcolor="blue"|[[69,-160|•]] |
− | |[[69,-159|•]] | + | |bgcolor="blue"|[[69,-159|•]] |
− | |[[69,-158|•]] | + | |bgcolor="blue"|[[69,-158|•]] |
− | |[[69,-157|•]] | + | |bgcolor="blue"|[[69,-157|•]] |
− | |[[69,-156|•]] | + | |bgcolor="blue"|[[69,-156|•]] |
− | |[[69,-155|•]] | + | |bgcolor="blue"|[[69,-155|•]] |
− | |[[69,-154|•]] | + | |bgcolor="blue"|[[69,-154|•]] |
− | |[[69,-153|•]] | + | |bgcolor="blue"|[[69,-153|•]] |
− | |[[69,-152|•]] | + | |bgcolor="blue"|[[69,-152|•]] |
− | |[[69,-151|•]] | + | |bgcolor="blue"|[[69,-151|•]] |
− | |[[69,-150|•]] | + | |bgcolor="blue"|[[69,-150|•]] |
− | |[[69,-149|•]] | + | |bgcolor="blue"|[[69,-149|•]] |
− | |[[69,-148|•]] | + | |bgcolor="blue"|[[69,-148|•]] |
− | |[[69,-147|•]] | + | |bgcolor="blue"|[[69,-147|•]] |
− | |[[69,-146|•]] | + | |bgcolor="blue"|[[69,-146|•]] |
− | |[[69,-145|•]] | + | |bgcolor="blue"|[[69,-145|•]] |
− | |[[69,-144|•]] | + | |bgcolor="blue"|[[69,-144|•]] |
− | |[[69,-143|•]] | + | |bgcolor="blue"|[[69,-143|•]] |
− | |[[69,-142|•]] | + | |bgcolor="blue"|[[69,-142|•]] |
− | |[[69,-141|•]] | + | |bgcolor="blue"|[[69,-141|•]] |
|[[69,-140|•]] | |[[69,-140|•]] | ||
|[[69,-139|•]] | |[[69,-139|•]] | ||
Line 754: | Line 754: | ||
|- | |- | ||
|height = "15" colspan="21"| | |height = "15" colspan="21"| | ||
− | |[[68,-166|•]] | + | |bgcolor="blue"|[[68,-166|•]] |
− | |[[68,-165|•]] | + | |bgcolor="blue"|[[68,-165|•]] |
− | |[[68,-164|•]] | + | |bgcolor="blue"|[[68,-164|•]] |
− | |[[68,-163|•]] | + | |bgcolor="blue"|[[68,-163|•]] |
− | |[[68,-162|•]] | + | |bgcolor="blue"|[[68,-162|•]] |
− | |[[68,-161|•]] | + | |bgcolor="blue"|[[68,-161|•]] |
− | |[[68,-160|•]] | + | |bgcolor="blue"|[[68,-160|•]] |
− | |[[68,-159|•]] | + | |bgcolor="blue"|[[68,-159|•]] |
− | |[[68,-158|•]] | + | |bgcolor="blue"|[[68,-158|•]] |
− | |[[68,-157|•]] | + | |bgcolor="blue"|[[68,-157|•]] |
− | |[[68,-156|•]] | + | |bgcolor="blue"|[[68,-156|•]] |
− | |[[68,-155|•]] | + | |bgcolor="blue"|[[68,-155|•]] |
− | |[[68,-154|•]] | + | |bgcolor="blue"|[[68,-154|•]] |
− | |[[68,-153|•]] | + | |bgcolor="blue"|[[68,-153|•]] |
− | |[[68,-152|•]] | + | |bgcolor="blue"|[[68,-152|•]] |
− | |[[68,-151|•]] | + | |bgcolor="blue"|[[68,-151|•]] |
− | |[[68,-150|•]] | + | |bgcolor="blue"|[[68,-150|•]] |
− | |[[68,-149|•]] | + | |bgcolor="blue"|[[68,-149|•]] |
− | |[[68,-148|•]] | + | |bgcolor="blue"|[[68,-148|•]] |
− | |[[68,-147|•]] | + | |bgcolor="blue"|[[68,-147|•]] |
− | |[[68,-146|•]] | + | |bgcolor="blue"|[[68,-146|•]] |
− | |[[68,-145|•]] | + | |bgcolor="blue"|[[68,-145|•]] |
− | |[[68,-144|•]] | + | |bgcolor="blue"|[[68,-144|•]] |
− | |[[68,-143|•]] | + | |bgcolor="blue"|[[68,-143|•]] |
− | |[[68,-142|•]] | + | |bgcolor="blue"|[[68,-142|•]] |
− | |[[68,-141|•]] | + | |bgcolor="blue"|[[68,-141|•]] |
|[[68,-140|•]] | |[[68,-140|•]] | ||
|[[68,-139|•]] | |[[68,-139|•]] | ||
Line 860: | Line 860: | ||
|- | |- | ||
|height = "15" colspan="22"| | |height = "15" colspan="22"| | ||
− | |[[67,-165|•]] | + | |bgcolor="blue"|[[67,-165|•]] |
− | |[[67,-164|•]] | + | |bgcolor="blue"|[[67,-164|•]] |
− | |[[67,-163|•]] | + | |bgcolor="blue"|[[67,-163|•]] |
− | |[[67,-162|•]] | + | |bgcolor="blue"|[[67,-162|•]] |
− | |[[67,-161|•]] | + | |bgcolor="blue"|[[67,-161|•]] |
− | |[[67,-160|•]] | + | |bgcolor="blue"|[[67,-160|•]] |
− | |[[67,-159|•]] | + | |bgcolor="blue"|[[67,-159|•]] |
− | |[[67,-158|•]] | + | |bgcolor="blue"|[[67,-158|•]] |
− | |[[67,-157|•]] | + | |bgcolor="blue"|[[67,-157|•]] |
− | |[[67,-156|•]] | + | |bgcolor="blue"|[[67,-156|•]] |
− | |[[67,-155|•]] | + | |bgcolor="blue"|[[67,-155|•]] |
− | |[[67,-154|•]] | + | |bgcolor="blue"|[[67,-154|•]] |
− | |[[67,-153|•]] | + | |bgcolor="blue"|[[67,-153|•]] |
− | |[[67,-152|•]] | + | |bgcolor="blue"|[[67,-152|•]] |
− | |[[67,-151|•]] | + | |bgcolor="blue"|[[67,-151|•]] |
− | |[[67,-150|•]] | + | |bgcolor="blue"|[[67,-150|•]] |
− | |[[67,-149|•]] | + | |bgcolor="blue"|[[67,-149|•]] |
− | |[[67,-148|•]] | + | |bgcolor="blue"|[[67,-148|•]] |
− | |[[67,-147|•]] | + | |bgcolor="blue"|[[67,-147|•]] |
− | |[[67,-146|•]] | + | |bgcolor="blue"|[[67,-146|•]] |
− | |[[67,-145|•]] | + | |bgcolor="blue"|[[67,-145|•]] |
− | |[[67,-144|•]] | + | |bgcolor="blue"|[[67,-144|•]] |
− | |[[67,-143|•]] | + | |bgcolor="blue"|[[67,-143|•]] |
− | |[[67,-142|•]] | + | |bgcolor="blue"|[[67,-142|•]] |
− | |[[67,-141|•]] | + | |bgcolor="blue"|[[67,-141|•]] |
|[[67,-140|•]] | |[[67,-140|•]] | ||
|[[67,-139|•]] | |[[67,-139|•]] | ||
Line 966: | Line 966: | ||
|- | |- | ||
|height = "15" colspan="21"| | |height = "15" colspan="21"| | ||
− | |[[66,-166|•]] | + | |bgcolor="blue"|[[66,-166|•]] |
− | |[[66,-165|•]] | + | |bgcolor="blue"|[[66,-165|•]] |
− | |[[66,-164|•]] | + | |bgcolor="blue"|[[66,-164|•]] |
− | |[[66,-163|•]] | + | |bgcolor="blue"|[[66,-163|•]] |
− | |[[66,-162|•]] | + | |bgcolor="blue"|[[66,-162|•]] |
− | |[[66,-161|•]] | + | |bgcolor="blue"|[[66,-161|•]] |
− | |[[66,-160|•]] | + | |bgcolor="blue"|[[66,-160|•]] |
− | |[[66,-159|•]] | + | |bgcolor="blue"|[[66,-159|•]] |
− | |[[66,-158|•]] | + | |bgcolor="blue"|[[66,-158|•]] |
− | |[[66,-157|•]] | + | |bgcolor="blue"|[[66,-157|•]] |
− | |[[66,-156|•]] | + | |bgcolor="blue"|[[66,-156|•]] |
− | |[[66,-155|•]] | + | |bgcolor="blue"|[[66,-155|•]] |
− | |[[66,-154|•]] | + | |bgcolor="blue"|[[66,-154|•]] |
− | |[[66,-153|•]] | + | |bgcolor="blue"|[[66,-153|•]] |
− | |[[66,-152|•]] | + | |bgcolor="blue"|[[66,-152|•]] |
− | |[[66,-151|•]] | + | |bgcolor="blue"|[[66,-151|•]] |
− | |[[66,-150|•]] | + | |bgcolor="blue"|[[66,-150|•]] |
− | |[[66,-149|•]] | + | |bgcolor="blue"|[[66,-149|•]] |
− | |[[66,-148|•]] | + | |bgcolor="blue"|[[66,-148|•]] |
− | |[[66,-147|•]] | + | |bgcolor="blue"|[[66,-147|•]] |
− | |[[66,-146|•]] | + | |bgcolor="blue"|[[66,-146|•]] |
− | |[[66,-145|•]] | + | |bgcolor="blue"|[[66,-145|•]] |
− | |[[66,-144|•]] | + | |bgcolor="blue"|[[66,-144|•]] |
− | |[[66,-143|•]] | + | |bgcolor="blue"|[[66,-143|•]] |
− | |[[66,-142|•]] | + | |bgcolor="blue"|[[66,-142|•]] |
− | |[[66,-141|•]] | + | |bgcolor="blue"|[[66,-141|•]] |
|[[66,-140|•]] | |[[66,-140|•]] | ||
|[[66,-139|•]] | |[[66,-139|•]] | ||
Line 1,070: | Line 1,070: | ||
|- | |- | ||
|height = "15" colspan="19"| | |height = "15" colspan="19"| | ||
− | |[[65,-168|•]] | + | |bgcolor="blue"|[[65,-168|•]] |
− | |[[65,-167|•]] | + | |bgcolor="blue"|[[65,-167|•]] |
− | |[[65,-166|•]] | + | |bgcolor="blue"|[[65,-166|•]] |
− | |[[65,-165|•]] | + | |bgcolor="blue"|[[65,-165|•]] |
− | |[[65,-164|•]] | + | |bgcolor="blue"|[[65,-164|•]] |
− | |[[65,-163|•]] | + | |bgcolor="blue"|[[65,-163|•]] |
− | |[[65,-162|•]] | + | |bgcolor="blue"|[[65,-162|•]] |
− | |[[65,-161|•]] | + | |bgcolor="blue"|[[65,-161|•]] |
− | |[[65,-160|•]] | + | |bgcolor="blue"|[[65,-160|•]] |
− | |[[65,-159|•]] | + | |bgcolor="blue"|[[65,-159|•]] |
− | |[[65,-158|•]] | + | |bgcolor="blue"|[[65,-158|•]] |
− | |[[65,-157|•]] | + | |bgcolor="blue"|[[65,-157|•]] |
− | |[[65,-156|•]] | + | |bgcolor="blue"|[[65,-156|•]] |
− | |[[65,-155|•]] | + | |bgcolor="blue"|[[65,-155|•]] |
− | |[[65,-154|•]] | + | |bgcolor="blue"|[[65,-154|•]] |
− | |[[65,-153|•]] | + | |bgcolor="blue"|[[65,-153|•]] |
− | |[[65,-152|•]] | + | |bgcolor="blue"|[[65,-152|•]] |
− | |[[65,-151|•]] | + | |bgcolor="blue"|[[65,-151|•]] |
− | |[[65,-150|•]] | + | |bgcolor="blue"|[[65,-150|•]] |
− | |[[65,-149|•]] | + | |bgcolor="blue"|[[65,-149|•]] |
− | |[[65,-148|•]] | + | |bgcolor="blue"|[[65,-148|•]] |
− | |[[65,-147|•]] | + | |bgcolor="blue"|[[65,-147|•]] |
− | |[[65,-146|•]] | + | |bgcolor="blue"|[[65,-146|•]] |
− | |[[65,-145|•]] | + | |bgcolor="blue"|[[65,-145|•]] |
− | |[[65,-144|•]] | + | |bgcolor="blue"|[[65,-144|•]] |
− | |[[65,-143|•]] | + | |bgcolor="blue"|[[65,-143|•]] |
− | |[[65,-142|•]] | + | |bgcolor="blue"|[[65,-142|•]] |
− | |[[65,-141|•]] | + | |bgcolor="blue"|[[65,-141|•]] |
|[[65,-140|•]] | |[[65,-140|•]] | ||
|[[65,-139|•]] | |[[65,-139|•]] | ||
Line 1,177: | Line 1,177: | ||
|- | |- | ||
|height = "15" colspan="19"| | |height = "15" colspan="19"| | ||
− | |[[64,-168|•]] | + | |bgcolor="blue"|[[64,-168|•]] |
|colspan="1"| | |colspan="1"| | ||
− | |[[64,-166|•]] | + | |bgcolor="blue"|[[64,-166|•]] |
− | |[[64,-165|•]] | + | |bgcolor="blue"|[[64,-165|•]] |
− | |[[64,-164|•]] | + | |bgcolor="blue"|[[64,-164|•]] |
− | |[[64,-163|•]] | + | |bgcolor="blue"|[[64,-163|•]] |
− | |[[64,-162|•]] | + | |bgcolor="blue"|[[64,-162|•]] |
− | |[[64,-161|•]] | + | |bgcolor="blue"|[[64,-161|•]] |
− | |[[64,-160|•]] | + | |bgcolor="blue"|[[64,-160|•]] |
− | |[[64,-159|•]] | + | |bgcolor="blue"|[[64,-159|•]] |
− | |[[64,-158|•]] | + | |bgcolor="blue"|[[64,-158|•]] |
− | |[[64,-157|•]] | + | |bgcolor="blue"|[[64,-157|•]] |
− | |[[64,-156|•]] | + | |bgcolor="blue"|[[64,-156|•]] |
− | |[[64,-155|•]] | + | |bgcolor="blue"|[[64,-155|•]] |
− | |[[64,-154|•]] | + | |bgcolor="blue"|[[64,-154|•]] |
− | |[[64,-153|•]] | + | |bgcolor="blue"|[[64,-153|•]] |
− | |[[64,-152|•]] | + | |bgcolor="blue"|[[64,-152|•]] |
− | |[[64,-151|•]] | + | |bgcolor="blue"|[[64,-151|•]] |
− | |[[64,-150|•]] | + | |bgcolor="blue"|[[64,-150|•]] |
− | |[[64,-149|•]] | + | |bgcolor="blue"|[[64,-149|•]] |
− | |[[64,-148|•]] | + | |bgcolor="blue"|[[64,-148|•]] |
− | |[[64,-147|•]] | + | |bgcolor="blue"|[[64,-147|•]] |
− | |[[64,-146|•]] | + | |bgcolor="blue"|[[64,-146|•]] |
− | |[[64,-145|•]] | + | |bgcolor="blue"|[[64,-145|•]] |
− | |[[64,-144|•]] | + | |bgcolor="blue"|[[64,-144|•]] |
− | |[[64,-143|•]] | + | |bgcolor="blue"|[[64,-143|•]] |
− | |[[64,-142|•]] | + | |bgcolor="blue"|[[64,-142|•]] |
− | |[[64,-141|•]] | + | |bgcolor="blue"|[[64,-141|•]] |
|[[64,-140|•]] | |[[64,-140|•]] | ||
|[[64,-139|•]] | |[[64,-139|•]] | ||
Line 1,286: | Line 1,286: | ||
|- | |- | ||
|height = "15" colspan="16"| | |height = "15" colspan="16"| | ||
− | |[[63,-171|•]] | + | |bgcolor="blue"|[[63,-171|•]] |
− | |[[63,-170|•]] | + | |bgcolor="blue"|[[63,-170|•]] |
− | |[[63,-169|•]] | + | |bgcolor="blue"|[[63,-169|•]] |
− | |[[63,-168|•]] | + | |bgcolor="blue"|[[63,-168|•]] |
|colspan="3"| | |colspan="3"| | ||
− | |[[63,-164|•]] | + | |bgcolor="blue"|[[63,-164|•]] |
− | |[[63,-163|•]] | + | |bgcolor="blue"|[[63,-163|•]] |
− | |[[63,-162|•]] | + | |bgcolor="blue"|[[63,-162|•]] |
− | |[[63,-161|•]] | + | |bgcolor="blue"|[[63,-161|•]] |
− | |[[63,-160|•]] | + | |bgcolor="blue"|[[63,-160|•]] |
− | |[[63,-159|•]] | + | |bgcolor="blue"|[[63,-159|•]] |
− | |[[63,-158|•]] | + | |bgcolor="blue"|[[63,-158|•]] |
− | |[[63,-157|•]] | + | |bgcolor="blue"|[[63,-157|•]] |
− | |[[63,-156|•]] | + | |bgcolor="blue"|[[63,-156|•]] |
− | |[[63,-155|•]] | + | |bgcolor="blue"|[[63,-155|•]] |
− | |[[63,-154|•]] | + | |bgcolor="blue"|[[63,-154|•]] |
− | |[[63,-153|•]] | + | |bgcolor="blue"|[[63,-153|•]] |
− | |[[63,-152|•]] | + | |bgcolor="blue"|[[63,-152|•]] |
− | |[[63,-151|•]] | + | |bgcolor="blue"|[[63,-151|•]] |
− | |[[63,-150|•]] | + | |bgcolor="blue"|[[63,-150|•]] |
− | |[[63,-149|•]] | + | |bgcolor="blue"|[[63,-149|•]] |
− | |[[63,-148|•]] | + | |bgcolor="blue"|[[63,-148|•]] |
− | |[[63,-147|•]] | + | |bgcolor="blue"|[[63,-147|•]] |
− | |[[63,-146|•]] | + | |bgcolor="blue"|[[63,-146|•]] |
− | |[[63,-145|•]] | + | |bgcolor="blue"|[[63,-145|•]] |
− | |[[63,-144|•]] | + | |bgcolor="blue"|[[63,-144|•]] |
− | |[[63,-143|•]] | + | |bgcolor="blue"|[[63,-143|•]] |
− | |[[63,-142|•]] | + | |bgcolor="blue"|[[63,-142|•]] |
− | |[[63,-141|•]] | + | |bgcolor="blue"|[[63,-141|•]] |
|[[63,-140|•]] | |[[63,-140|•]] | ||
|[[63,-139|•]] | |[[63,-139|•]] | ||
Line 1,394: | Line 1,394: | ||
|- | |- | ||
|height = "15" colspan="18"| | |height = "15" colspan="18"| | ||
− | |[[62,-169|•]] | + | |bgcolor="blue"|[[62,-169|•]] |
|colspan="2"| | |colspan="2"| | ||
− | |[[62,-166|•]] | + | |bgcolor="blue"|[[62,-166|•]] |
− | |[[62,-165|•]] | + | |bgcolor="blue"|[[62,-165|•]] |
− | |[[62,-164|•]] | + | |bgcolor="blue"|[[62,-164|•]] |
− | |[[62,-163|•]] | + | |bgcolor="blue"|[[62,-163|•]] |
− | |[[62,-162|•]] | + | |bgcolor="blue"|[[62,-162|•]] |
− | |[[62,-161|•]] | + | |bgcolor="blue"|[[62,-161|•]] |
− | |[[62,-160|•]] | + | |bgcolor="blue"|[[62,-160|•]] |
− | |[[62,-159|•]] | + | |bgcolor="blue"|[[62,-159|•]] |
− | |[[62,-158|•]] | + | |bgcolor="blue"|[[62,-158|•]] |
− | |[[62,-157|•]] | + | |bgcolor="blue"|[[62,-157|•]] |
− | |[[62,-156|•]] | + | |bgcolor="blue"|[[62,-156|•]] |
− | |[[62,-155|•]] | + | |bgcolor="blue"|[[62,-155|•]] |
− | |[[62,-154|•]] | + | |bgcolor="blue"|[[62,-154|•]] |
− | |[[62,-153|•]] | + | |bgcolor="blue"|[[62,-153|•]] |
− | |[[62,-152|•]] | + | |bgcolor="blue"|[[62,-152|•]] |
− | |[[62,-151|•]] | + | |bgcolor="blue"|[[62,-151|•]] |
− | |[[62,-150|•]] | + | |bgcolor="blue"|[[62,-150|•]] |
− | |[[62,-149|•]] | + | |bgcolor="blue"|[[62,-149|•]] |
− | |[[62,-148|•]] | + | |bgcolor="blue"|[[62,-148|•]] |
− | |[[62,-147|•]] | + | |bgcolor="blue"|[[62,-147|•]] |
− | |[[62,-146|•]] | + | |bgcolor="blue"|[[62,-146|•]] |
− | |[[62,-145|•]] | + | |bgcolor="blue"|[[62,-145|•]] |
− | |[[62,-144|•]] | + | |bgcolor="blue"|[[62,-144|•]] |
− | |[[62,-143|•]] | + | |bgcolor="blue"|[[62,-143|•]] |
− | |[[62,-142|•]] | + | |bgcolor="blue"|[[62,-142|•]] |
− | |[[62,-141|•]] | + | |bgcolor="blue"|[[62,-141|•]] |
|[[62,-140|•]] | |[[62,-140|•]] | ||
|[[62,-139|•]] | |[[62,-139|•]] | ||
Line 1,498: | Line 1,498: | ||
|- | |- | ||
|height = "15" colspan="21"| | |height = "15" colspan="21"| | ||
− | |[[61,-166|•]] | + | |bgcolor="blue"|[[61,-166|•]] |
− | |[[61,-165|•]] | + | |bgcolor="blue"|[[61,-165|•]] |
− | |[[61,-164|•]] | + | |bgcolor="blue"|[[61,-164|•]] |
− | |[[61,-163|•]] | + | |bgcolor="blue"|[[61,-163|•]] |
− | |[[61,-162|•]] | + | |bgcolor="blue"|[[61,-162|•]] |
− | |[[61,-161|•]] | + | |bgcolor="blue"|[[61,-161|•]] |
− | |[[61,-160|•]] | + | |bgcolor="blue"|[[61,-160|•]] |
− | |[[61,-159|•]] | + | |bgcolor="blue"|[[61,-159|•]] |
− | |[[61,-158|•]] | + | |bgcolor="blue"|[[61,-158|•]] |
− | |[[61,-157|•]] | + | |bgcolor="blue"|[[61,-157|•]] |
− | |[[61,-156|•]] | + | |bgcolor="blue"|[[61,-156|•]] |
− | |[[61,-155|•]] | + | |bgcolor="blue"|[[61,-155|•]] |
− | |[[61,-154|•]] | + | |bgcolor="blue"|[[61,-154|•]] |
− | |[[61,-153|•]] | + | |bgcolor="blue"|[[61,-153|•]] |
− | |[[61,-152|•]] | + | |bgcolor="blue"|[[61,-152|•]] |
− | |[[61,-151|•]] | + | |bgcolor="blue"|[[61,-151|•]] |
− | |[[61,-150|•]] | + | |bgcolor="blue"|[[61,-150|•]] |
− | |[[61,-149|•]] | + | |bgcolor="blue"|[[61,-149|•]] |
− | |[[61,-148|•]] | + | |bgcolor="blue"|[[61,-148|•]] |
− | |[[61,-147|•]] | + | |bgcolor="blue"|[[61,-147|•]] |
− | |[[61,-146|•]] | + | |bgcolor="blue"|[[61,-146|•]] |
− | |[[61,-145|•]] | + | |bgcolor="blue"|[[61,-145|•]] |
− | |[[61,-144|•]] | + | |bgcolor="blue"|[[61,-144|•]] |
− | |[[61,-143|•]] | + | |bgcolor="blue"|[[61,-143|•]] |
− | |[[61,-142|•]] | + | |bgcolor="blue"|[[61,-142|•]] |
− | |[[61,-141|•]] | + | |bgcolor="blue"|[[61,-141|•]] |
|[[61,-140|•]] | |[[61,-140|•]] | ||
|[[61,-139|•]] | |[[61,-139|•]] | ||
Line 1,593: | Line 1,593: | ||
|- | |- | ||
|height = "15" colspan="14"| | |height = "15" colspan="14"| | ||
− | |[[60,-173|•]] | + | |bgcolor="blue"|[[60,-173|•]] |
− | |[[60,-172|•]] | + | |bgcolor="blue"|[[60,-172|•]] |
|colspan="4"| | |colspan="4"| | ||
− | |[[60,-167|•]] | + | |bgcolor="blue"|[[60,-167|•]] |
− | |[[60,-166|•]] | + | |bgcolor="blue"|[[60,-166|•]] |
− | |[[60,-165|•]] | + | |bgcolor="blue"|[[60,-165|•]] |
− | |[[60,-164|•]] | + | |bgcolor="blue"|[[60,-164|•]] |
− | |[[60,-163|•]] | + | |bgcolor="blue"|[[60,-163|•]] |
− | |[[60,-162|•]] | + | |bgcolor="blue"|[[60,-162|•]] |
− | |[[60,-161|•]] | + | |bgcolor="blue"|[[60,-161|•]] |
− | |[[60,-160|•]] | + | |bgcolor="blue"|[[60,-160|•]] |
− | |[[60,-159|•]] | + | |bgcolor="blue"|[[60,-159|•]] |
− | |[[60,-158|•]] | + | |bgcolor="blue"|[[60,-158|•]] |
− | |[[60,-157|•]] | + | |bgcolor="blue"|[[60,-157|•]] |
− | |[[60,-156|•]] | + | |bgcolor="blue"|[[60,-156|•]] |
− | |[[60,-155|•]] | + | |bgcolor="blue"|[[60,-155|•]] |
− | |[[60,-154|•]] | + | |bgcolor="blue"|[[60,-154|•]] |
− | |[[60,-153|•]] | + | |bgcolor="blue"|[[60,-153|•]] |
− | |[[60,-152|•]] | + | |bgcolor="blue"|[[60,-152|•]] |
− | |[[60,-151|•]] | + | |bgcolor="blue"|[[60,-151|•]] |
− | |[[60,-150|•]] | + | |bgcolor="blue"|[[60,-150|•]] |
− | |[[60,-149|•]] | + | |bgcolor="blue"|[[60,-149|•]] |
− | |[[60,-148|•]] | + | |bgcolor="blue"|[[60,-148|•]] |
− | |[[60,-147|•]] | + | |bgcolor="blue"|[[60,-147|•]] |
− | |[[60,-146|•]] | + | |bgcolor="blue"|[[60,-146|•]] |
− | |[[60,-145|•]] | + | |bgcolor="blue"|[[60,-145|•]] |
− | |[[60,-144|•]] | + | |bgcolor="blue"|[[60,-144|•]] |
− | |[[60,-143|•]] | + | |bgcolor="blue"|[[60,-143|•]] |
− | |[[60,-142|•]] | + | |bgcolor="blue"|[[60,-142|•]] |
− | |[[60,-141|•]] | + | |bgcolor="blue"|[[60,-141|•]] |
− | |[[60,-140|•]] | + | |bgcolor="blue"|[[60,-140|•]] |
− | |[[60,-139|•]] | + | |bgcolor="blue"|[[60,-139|•]] |
|[[60,-138|•]] | |[[60,-138|•]] | ||
|[[60,-137|•]] | |[[60,-137|•]] | ||
Line 1,689: | Line 1,689: | ||
|- | |- | ||
|height = "15" colspan="20"| | |height = "15" colspan="20"| | ||
− | |[[59,-167|•]] | + | |bgcolor="blue"|[[59,-167|•]] |
− | |[[59,-166|•]] | + | |bgcolor="blue"|[[59,-166|•]] |
− | |[[59,-165|•]] | + | |bgcolor="blue"|[[59,-165|•]] |
− | |[[59,-164|•]] | + | |bgcolor="blue"|[[59,-164|•]] |
− | |[[59,-163|•]] | + | |bgcolor="blue"|[[59,-163|•]] |
− | |[[59,-162|•]] | + | |bgcolor="blue"|[[59,-162|•]] |
− | |[[59,-161|•]] | + | |bgcolor="blue"|[[59,-161|•]] |
− | |[[59,-160|•]] | + | |bgcolor="blue"|[[59,-160|•]] |
− | |[[59,-159|•]] | + | |bgcolor="blue"|[[59,-159|•]] |
− | |[[59,-158|•]] | + | |bgcolor="blue"|[[59,-158|•]] |
− | |[[59,-157|•]] | + | |bgcolor="blue"|[[59,-157|•]] |
− | |[[59,-156|•]] | + | |bgcolor="blue"|[[59,-156|•]] |
− | |[[59,-155|•]] | + | |bgcolor="blue"|[[59,-155|•]] |
− | |[[59,-154|•]] | + | |bgcolor="blue"|[[59,-154|•]] |
− | |[[59,-153|•]] | + | |bgcolor="blue"|[[59,-153|•]] |
− | |[[59,-152|•]] | + | |bgcolor="blue"|[[59,-152|•]] |
− | |[[59,-151|•]] | + | |bgcolor="blue"|[[59,-151|•]] |
− | |[[59,-150|•]] | + | |bgcolor="blue"|[[59,-150|•]] |
− | |[[59,-149|•]] | + | |bgcolor="blue"|[[59,-149|•]] |
− | |[[59,-148|•]] | + | |bgcolor="blue"|[[59,-148|•]] |
− | |[[59,-147|•]] | + | |bgcolor="blue"|[[59,-147|•]] |
− | |[[59,-146|•]] | + | |bgcolor="blue"|[[59,-146|•]] |
|colspan="1"| | |colspan="1"| | ||
− | |[[59,-144|•]] | + | |bgcolor="blue"|[[59,-144|•]] |
− | |[[59,-143|•]] | + | |bgcolor="blue"|[[59,-143|•]] |
|colspan="1"| | |colspan="1"| | ||
− | |[[59,-141|•]] | + | |bgcolor="blue"|[[59,-141|•]] |
− | |[[59,-140|•]] | + | |bgcolor="blue"|[[59,-140|•]] |
− | |[[59,-139|•]] | + | |bgcolor="blue"|[[59,-139|•]] |
− | |[[59,-138|•]] | + | |bgcolor="blue"|[[59,-138|•]] |
− | |[[59,-137|•]] | + | |bgcolor="blue"|[[59,-137|•]] |
− | |[[59,-136|•]] | + | |bgcolor="blue"|[[59,-136|•]] |
− | |[[59,-135|•]] | + | |bgcolor="blue"|[[59,-135|•]] |
− | |[[59,-134|•]] | + | |bgcolor="blue"|[[59,-134|•]] |
|[[59,-133|•]] | |[[59,-133|•]] | ||
|[[59,-132|•]] | |[[59,-132|•]] | ||
Line 1,784: | Line 1,784: | ||
|- | |- | ||
|height = "15" colspan="25"| | |height = "15" colspan="25"| | ||
− | |[[58,-162|•]] | + | |bgcolor="blue"|[[58,-162|•]] |
− | |[[58,-161|•]] | + | |bgcolor="blue"|[[58,-161|•]] |
− | |[[58,-160|•]] | + | |bgcolor="blue"|[[58,-160|•]] |
− | |[[58,-159|•]] | + | |bgcolor="blue"|[[58,-159|•]] |
− | |[[58,-158|•]] | + | |bgcolor="blue"|[[58,-158|•]] |
− | |[[58,-157|•]] | + | |bgcolor="blue"|[[58,-157|•]] |
− | |[[58,-156|•]] | + | |bgcolor="blue"|[[58,-156|•]] |
− | |[[58,-155|•]] | + | |bgcolor="blue"|[[58,-155|•]] |
− | |[[58,-154|•]] | + | |bgcolor="blue"|[[58,-154|•]] |
− | |[[58,-153|•]] | + | |bgcolor="blue"|[[58,-153|•]] |
− | |[[58,-152|•]] | + | |bgcolor="blue"|[[58,-152|•]] |
− | |[[58,-151|•]] | + | |bgcolor="blue"|[[58,-151|•]] |
|colspan="12"| | |colspan="12"| | ||
− | |[[58,-138|•]] | + | |bgcolor="blue"|[[58,-138|•]] |
− | |[[58,-137|•]] | + | |bgcolor="blue"|[[58,-137|•]] |
− | |[[58,-136|•]] | + | |bgcolor="blue"|[[58,-136|•]] |
− | |[[58,-135|•]] | + | |bgcolor="blue"|[[58,-135|•]] |
− | |[[58,-134|•]] | + | |bgcolor="blue"|[[58,-134|•]] |
− | |[[58,-133|•]] | + | |bgcolor="blue"|[[58,-133|•]] |
|[[58,-132|•]] | |[[58,-132|•]] | ||
|[[58,-131|•]] | |[[58,-131|•]] | ||
Line 1,865: | Line 1,865: | ||
|- | |- | ||
|height = "15" colspan="17"| | |height = "15" colspan="17"| | ||
− | |[[57,-170|•]] | + | |bgcolor="blue"|[[57,-170|•]] |
|colspan="11"| | |colspan="11"| | ||
− | |[[57,-158|•]] | + | |bgcolor="blue"|[[57,-158|•]] |
− | |[[57,-157|•]] | + | |bgcolor="blue"|[[57,-157|•]] |
− | |[[57,-156|•]] | + | |bgcolor="blue"|[[57,-156|•]] |
− | |[[57,-155|•]] | + | |bgcolor="blue"|[[57,-155|•]] |
− | |[[57,-154|•]] | + | |bgcolor="blue"|[[57,-154|•]] |
− | |[[57,-153|•]] | + | |bgcolor="blue"|[[57,-153|•]] |
− | |[[57,-152|•]] | + | |bgcolor="blue"|[[57,-152|•]] |
|colspan="15"| | |colspan="15"| | ||
− | |[[57,-136|•]] | + | |bgcolor="blue"|[[57,-136|•]] |
− | |[[57,-135|•]] | + | |bgcolor="blue"|[[57,-135|•]] |
− | |[[57,-134|•]] | + | |bgcolor="blue"|[[57,-134|•]] |
− | |[[57,-133|•]] | + | |bgcolor="blue"|[[57,-133|•]] |
− | |[[57,-132|•]] | + | |bgcolor="blue"|[[57,-132|•]] |
|[[57,-131|•]] | |[[57,-131|•]] | ||
|[[57,-130|•]] | |[[57,-130|•]] | ||
Line 1,946: | Line 1,946: | ||
|- | |- | ||
|height = "15" colspan="18"| | |height = "15" colspan="18"| | ||
− | |[[56,-169|•]] | + | |bgcolor="blue"|[[56,-169|•]] |
|colspan="7"| | |colspan="7"| | ||
− | |[[56,-161|•]] | + | |bgcolor="blue"|[[56,-161|•]] |
− | |[[56,-160|•]] | + | |bgcolor="blue"|[[56,-160|•]] |
− | |[[56,-159|•]] | + | |bgcolor="blue"|[[56,-159|•]] |
− | |[[56,-158|•]] | + | |bgcolor="blue"|[[56,-158|•]] |
− | |[[56,-157|•]] | + | |bgcolor="blue"|[[56,-157|•]] |
− | |[[56,-156|•]] | + | |bgcolor="blue"|[[56,-156|•]] |
|colspan="1"| | |colspan="1"| | ||
− | |[[56,-154|•]] | + | |bgcolor="blue"|[[56,-154|•]] |
− | |[[56,-153|•]] | + | |bgcolor="blue"|[[56,-153|•]] |
|colspan="17"| | |colspan="17"| | ||
− | |[[56,-135|•]] | + | |bgcolor="blue"|[[56,-135|•]] |
− | |[[56,-134|•]] | + | |bgcolor="blue"|[[56,-134|•]] |
− | |[[56,-133|•]] | + | |bgcolor="blue"|[[56,-133|•]] |
− | |[[56,-132|•]] | + | |bgcolor="blue"|[[56,-132|•]] |
− | |[[56,-131|•]] | + | |bgcolor="blue"|[[56,-131|•]] |
− | |[[56,-130|•]] | + | |bgcolor="blue"|[[56,-130|•]] |
|[[56,-129|•]] | |[[56,-129|•]] | ||
|[[56,-128|•]] | |[[56,-128|•]] | ||
Line 2,032: | Line 2,032: | ||
|- | |- | ||
|height = "15" colspan="24"| | |height = "15" colspan="24"| | ||
− | |[[55,-163|•]] | + | |bgcolor="blue"|[[55,-163|•]] |
− | |[[55,-162|•]] | + | |bgcolor="blue"|[[55,-162|•]] |
− | |[[55,-161|•]] | + | |bgcolor="blue"|[[55,-161|•]] |
− | |[[55,-160|•]] | + | |bgcolor="blue"|[[55,-160|•]] |
− | |[[55,-159|•]] | + | |bgcolor="blue"|[[55,-159|•]] |
− | |[[55,-158|•]] | + | |bgcolor="blue"|[[55,-158|•]] |
|colspan="2"| | |colspan="2"| | ||
− | |[[55,-155|•]] | + | |bgcolor="blue"|[[55,-155|•]] |
|colspan="20"| | |colspan="20"| | ||
− | |[[55,-134|•]] | + | |bgcolor="blue"|[[55,-134|•]] |
− | |[[55,-133|•]] | + | |bgcolor="blue"|[[55,-133|•]] |
− | |[[55,-132|•]] | + | |bgcolor="blue"|[[55,-132|•]] |
− | |[[55,-131|•]] | + | |bgcolor="blue"|[[55,-131|•]] |
− | |[[55,-130|•]] | + | |bgcolor="blue"|[[55,-130|•]] |
− | |[[55,-129|•]] | + | |bgcolor="blue"|[[55,-129|•]] |
|[[55,-128|•]] | |[[55,-128|•]] | ||
|[[55,-127|•]] | |[[55,-127|•]] | ||
Line 2,121: | Line 2,121: | ||
|- | |- | ||
|height = "15" colspan="21"| | |height = "15" colspan="21"| | ||
− | |[[54,-166|•]] | + | |bgcolor="blue"|[[54,-166|•]] |
− | |[[54,-165|•]] | + | |bgcolor="blue"|[[54,-165|•]] |
− | |[[54,-164|•]] | + | |bgcolor="blue"|[[54,-164|•]] |
− | |[[54,-163|•]] | + | |bgcolor="blue"|[[54,-163|•]] |
− | |[[54,-162|•]] | + | |bgcolor="blue"|[[54,-162|•]] |
− | |[[54,-161|•]] | + | |bgcolor="blue"|[[54,-161|•]] |
− | |[[54,-160|•]] | + | |bgcolor="blue"|[[54,-160|•]] |
− | |[[54,-159|•]] | + | |bgcolor="blue"|[[54,-159|•]] |
|colspan="25"| | |colspan="25"| | ||
− | |[[54,-133|•]] | + | |bgcolor="blue"|[[54,-133|•]] |
− | |[[54,-132|•]] | + | |bgcolor="blue"|[[54,-132|•]] |
− | |[[54,-131|•]] | + | |bgcolor="blue"|[[54,-131|•]] |
− | |[[54,-130|•]] | + | |bgcolor="blue"|[[54,-130|•]] |
|[[54,-129|•]] | |[[54,-129|•]] | ||
|[[54,-128|•]] | |[[54,-128|•]] | ||
Line 2,208: | Line 2,208: | ||
|colspan="5"| | |colspan="5"| | ||
|- | |- | ||
− | |height = "15" |[[53,172|•]] | + | |bgcolor="blue" height = "15" |[[53,172|•]] |
|colspan="17"| | |colspan="17"| | ||
− | |[[53,-169|•]] | + | |bgcolor="blue"|[[53,-169|•]] |
− | |[[53,-168|•]] | + | |bgcolor="blue"|[[53,-168|•]] |
− | |[[53,-167|•]] | + | |bgcolor="blue"|[[53,-167|•]] |
− | |[[53,-166|•]] | + | |bgcolor="blue"|[[53,-166|•]] |
− | |[[53,-165|•]] | + | |bgcolor="blue"|[[53,-165|•]] |
|colspan="31"| | |colspan="31"| | ||
|[[53,-133|•]] | |[[53,-133|•]] | ||
Line 2,297: | Line 2,297: | ||
|colspan="3"| | |colspan="3"| | ||
|- | |- | ||
− | |height = "15" |[[52,172|•]] | + | |bgcolor="blue" height = "15" |[[52,172|•]] |
− | |[[52,173|•]] | + | |bgcolor="blue"|[[52,173|•]] |
− | |[[52,174|•]] | + | |bgcolor="blue"|[[52,174|•]] |
− | |[[52,175|•]] | + | |bgcolor="blue"|[[52,175|•]] |
|colspan="1"| | |colspan="1"| | ||
− | |[[52,177|•]] | + | |bgcolor="blue"|[[52,177|•]] |
− | |[[52,178|•]] | + | |bgcolor="blue"|[[52,178|•]] |
− | |[[52,179|•]] | + | |bgcolor="blue"|[[52,179|•]] |
|colspan="3"| | |colspan="3"| | ||
− | |[[52,-176|•]] | + | |bgcolor="blue"|[[52,-176|•]] |
− | |[[52,-175|•]] | + | |bgcolor="blue"|[[52,-175|•]] |
− | |[[52,-174|•]] | + | |bgcolor="blue"|[[52,-174|•]] |
− | |[[52,-173|•]] | + | |bgcolor="blue"|[[52,-173|•]] |
− | |[[52,-172|•]] | + | |bgcolor="blue"|[[52,-172|•]] |
− | |[[52,-171|•]] | + | |bgcolor="blue"|[[52,-171|•]] |
− | |[[52,-170|•]] | + | |bgcolor="blue"|[[52,-170|•]] |
− | |[[52,-169|•]] | + | |bgcolor="blue"|[[52,-169|•]] |
− | |[[52,-168|•]] | + | |bgcolor="blue"|[[52,-168|•]] |
|colspan="35"| | |colspan="35"| | ||
|[[52,-132|•]] | |[[52,-132|•]] | ||
Line 2,396: | Line 2,396: | ||
|colspan="3"| | |colspan="3"| | ||
|- | |- | ||
− | |height = "15" colspan=" | + | |height = "15" colspan="5"| |
+ | |bgcolor="blue"|[[51,177|•]] | ||
+ | |bgcolor="blue"|[[51,178|•]] | ||
+ | |bgcolor="blue"|[[51,179|•]] | ||
+ | |bgcolor="blue"|[[51,-179|•]] | ||
+ | |bgcolor="blue"|[[51,-178|•]] | ||
+ | |bgcolor="blue"|[[51,-177|•]] | ||
+ | |bgcolor="blue"|[[51,-176|•]] | ||
+ | |bgcolor="blue"|[[51,-175|•]] | ||
+ | |colspan="43"| | ||
|[[51,-131|•]] | |[[51,-131|•]] | ||
|[[51,-130|•]] | |[[51,-130|•]] | ||
Line 4,261: | Line 4,270: | ||
|colspan="25"| | |colspan="25"| | ||
|- | |- | ||
− | |||
− | |||
|} | |} |