data:image/png;base64,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data:image/png;base64,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
Average temp
Average Lightjoey,andrew,marc
018,18,18,18,18,19,19,17,17,14,14,18,18,18,18,16,17,17,17,17,17,17,17,17,17,17,17,17,17,17,18,18,18,21,21,21,21,25,27,21,21,21,28,28,20,20,20,20,18,18,18,15,14,14,14,14,14,14,14,14,13,10,8,8,7,7,7,7,7,7,7,7,7,24,48,46,46,40,40,36,36,35,35,36,40,43,44,44,42,42,40,40,38,38,34,34,29,30,30,30,30,33,33,33,38,38,38,38,38,25,24,24,24,24,24,24,24,24,24,24,24,24,24,25,25,25,25,26,26,26,26,27,27,27,27,27,27,26,26,26,26,26,26,25,25,25,25,25,25,25,25,26,26,26,22,22,22,17,17,17,17,17,18,18,16,14,14,13,13,13,13,12,12,12,12,12,12,11,11,10,10,10,10,10,10,10,10,10,9,9,6,6,5,5,5,12,12,13,13,10,10,6,6,6,6,6,6,6,6,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,6,6,6,8,8,10,13,13,18,18,18,18,33,33,43,43,43,43,45,45,44,44,43,43,41,41,40,40,39,39,38,38,37,36,36,36,36,37,37,37,40,40,40,40,40,40,39,39,39,39,39,39,39,39,39,39,39,39,39,39,39,40,40,41,41,41,42,42,42,42,42,42,42,42,39,36,36,32,32,29,29,29,28,28,28,28,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,26,26,27,27,27,27,27,26,26,25,25,25,25,25,25,26,25,26,26,26,28,28,28,28,28,28,27,27,27,27,26,26,26,26,26,26,26,26,26,26,26,26,26,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,28,28,28,30,30,32,32,32,32,34,34,34,32,32,32,31,31,31,31,31,31,31,31,31,31,30,30,30,30,29,29,27,27,27,27,27,27,28,28,28,28,28,28,28,28,28,28,28,28,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,28,28,30,30
38.11083.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,84.488,84.488,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,84.488,84.488,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,85.244,85.244,85.244,85.244,86,86,86,86,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,86,86,86,86,86,86,86,86,86,86,86,86,86,86,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,83.75,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,84.488,84.488,84.488,85.244,85.244,85.244,85.244,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,84.488,84.488,84.488,84.488,84.488,85.244,85.244,85.244,85.244,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,85.244,85.244,85.244,84.488,85.244,85.244,85.244,85.244,85.244,85.244,85.244,85.244,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,85.244,85.244,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488,84.488
0