![[ICO]](/icons/blank.gif) | Name | Last modified | Size | Description |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_000023_Band02.png | 2024-06-10 01:15 | 230K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_001023_Band02.png | 2024-06-10 01:16 | 228K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_004023_Band02.png | 2024-06-10 01:19 | 220K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_005023_Band02.png | 2024-06-10 01:21 | 217K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_010023_Band02.png | 2024-06-10 02:15 | 214K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_011023_Band02.png | 2024-06-10 02:16 | 212K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_020023_Band02.png | 2024-06-10 03:15 | 200K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_023023_Band02.png | 2024-06-10 03:18 | 192K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_024023_Band02.png | 2024-06-10 03:19 | 191K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_025023_Band02.png | 2024-06-10 03:20 | 188K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_030023_Band02.png | 2024-06-10 04:15 | 186K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_031023_Band02.png | 2024-06-10 04:16 | 183K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_032023_Band02.png | 2024-06-10 04:17 | 180K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_033023_Band02.png | 2024-06-10 04:18 | 178K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_034023_Band02.png | 2024-06-10 04:19 | 176K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_035023_Band02.png | 2024-06-10 04:20 | 174K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_040023_Band02.png | 2024-06-10 05:15 | 172K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_041023_Band02.png | 2024-06-10 05:16 | 171K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_042023_Band02.png | 2024-06-10 05:17 | 169K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_043023_Band02.png | 2024-06-10 05:18 | 167K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_044023_Band02.png | 2024-06-10 05:19 | 165K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_045023_Band02.png | 2024-06-10 05:20 | 164K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_050023_Band02.png | 2024-06-10 06:15 | 161K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_051023_Band02.png | 2024-06-10 06:16 | 160K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_052023_Band02.png | 2024-06-10 06:17 | 159K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_053023_Band02.png | 2024-06-10 06:18 | 158K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_054023_Band02.png | 2024-06-10 06:19 | 157K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_055023_Band02.png | 2024-06-10 06:20 | 156K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_060023_Band02.png | 2024-06-10 07:15 | 155K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_061023_Band02.png | 2024-06-10 07:16 | 154K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_062023_Band02.png | 2024-06-10 07:17 | 153K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_063023_Band02.png | 2024-06-10 07:18 | 152K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_064023_Band02.png | 2024-06-10 07:19 | 151K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_065023_Band02.png | 2024-06-10 07:20 | 151K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_070023_Band02.png | 2024-06-10 08:15 | 151K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_071023_Band02.png | 2024-06-10 08:16 | 151K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_072023_Band02.png | 2024-06-10 08:17 | 151K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_073023_Band02.png | 2024-06-10 08:18 | 152K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_074023_Band02.png | 2024-06-10 08:19 | 152K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_075023_Band02.png | 2024-06-10 08:20 | 152K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_080023_Band02.png | 2024-06-10 09:15 | 154K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_081023_Band02.png | 2024-06-10 09:16 | 154K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_082023_Band02.png | 2024-06-10 09:17 | 156K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_083023_Band02.png | 2024-06-10 09:18 | 157K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_084023_Band02.png | 2024-06-10 09:19 | 157K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_085023_Band02.png | 2024-06-10 09:20 | 158K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_090023_Band02.png | 2024-06-10 10:15 | 160K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_091023_Band02.png | 2024-06-10 10:16 | 161K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_092023_Band02.png | 2024-06-10 10:17 | 163K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_093023_Band02.png | 2024-06-10 10:18 | 164K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_094023_Band02.png | 2024-06-10 10:19 | 166K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_095023_Band02.png | 2024-06-10 10:20 | 169K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_100023_Band02.png | 2024-06-10 11:15 | 170K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_101023_Band02.png | 2024-06-10 11:16 | 171K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_102023_Band02.png | 2024-06-10 11:17 | 173K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_103023_Band02.png | 2024-06-10 11:18 | 175K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_104023_Band02.png | 2024-06-10 11:19 | 176K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_105023_Band02.png | 2024-06-10 11:20 | 178K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_110023_Band02.png | 2024-06-10 12:15 | 130K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_111023_Band02.png | 2024-06-10 12:16 | 184K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_112023_Band02.png | 2024-06-10 12:17 | 186K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_113023_Band02.png | 2024-06-10 12:18 | 188K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_114023_Band02.png | 2024-06-10 12:19 | 190K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_115023_Band02.png | 2024-06-10 12:20 | 192K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_120023_Band02.png | 2024-06-10 13:15 | 195K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_121023_Band02.png | 2024-06-10 13:16 | 197K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_122023_Band02.png | 2024-06-10 13:17 | 199K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_123023_Band02.png | 2024-06-10 13:18 | 202K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_125023_Band02.png | 2024-06-10 13:20 | 206K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_130023_Band02.png | 2024-06-10 14:15 | 209K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_131023_Band02.png | 2024-06-10 14:16 | 212K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_132023_Band02.png | 2024-06-10 14:17 | 214K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_133023_Band02.png | 2024-06-10 14:18 | 217K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_134023_Band02.png | 2024-06-10 14:19 | 220K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_135023_Band02.png | 2024-06-10 14:20 | 222K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_140023_Band02.png | 2024-06-10 15:15 | 225K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_141023_Band02.png | 2024-06-10 15:16 | 229K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_142023_Band02.png | 2024-06-10 15:17 | 232K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_143023_Band02.png | 2024-06-10 15:18 | 235K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_144023_Band02.png | 2024-06-10 15:19 | 238K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_145023_Band02.png | 2024-06-10 15:20 | 240K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_150023_Band02.png | 2024-06-10 16:15 | 244K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_151023_Band02.png | 2024-06-10 16:16 | 247K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_152023_Band02.png | 2024-06-10 16:17 | 250K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_153023_Band02.png | 2024-06-10 16:18 | 252K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_154023_Band02.png | 2024-06-10 16:19 | 254K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_155023_Band02.png | 2024-06-10 16:20 | 256K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_160020_Band02.png | 2024-06-10 17:15 | 257K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_161020_Band02.png | 2024-06-10 17:16 | 260K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_162020_Band02.png | 2024-06-10 17:17 | 262K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_163020_Band02.png | 2024-06-10 17:18 | 265K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_164020_Band02.png | 2024-06-10 17:20 | 265K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_165020_Band02.png | 2024-06-10 17:21 | 268K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_170020_Band02.png | 2024-06-10 18:15 | 268K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_171020_Band02.png | 2024-06-10 18:16 | 270K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_172020_Band02.png | 2024-06-10 18:17 | 271K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_173020_Band02.png | 2024-06-10 18:18 | 273K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_174020_Band02.png | 2024-06-10 18:19 | 274K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_175020_Band02.png | 2024-06-10 18:21 | 275K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_180020_Band02.png | 2024-06-10 19:15 | 276K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_181020_Band02.png | 2024-06-10 19:16 | 277K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_182020_Band02.png | 2024-06-10 19:17 | 278K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_183020_Band02.png | 2024-06-10 19:18 | 280K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_184020_Band02.png | 2024-06-10 19:19 | 280K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_185020_Band02.png | 2024-06-10 19:21 | 280K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_190020_Band02.png | 2024-06-10 20:15 | 281K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_191020_Band02.png | 2024-06-10 20:16 | 280K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_192020_Band02.png | 2024-06-10 20:17 | 280K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_193020_Band02.png | 2024-06-10 20:18 | 278K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_194020_Band02.png | 2024-06-10 20:19 | 278K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_195020_Band02.png | 2024-06-10 20:21 | 277K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_200020_Band02.png | 2024-06-10 21:15 | 276K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_201020_Band02.png | 2024-06-10 21:16 | 275K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_202020_Band02.png | 2024-06-10 21:17 | 275K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_203020_Band02.png | 2024-06-10 21:18 | 273K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_204020_Band02.png | 2024-06-10 21:20 | 272K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_205020_Band02.png | 2024-06-10 21:21 | 269K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_220020_Band02.png | 2024-06-10 23:15 | 260K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_221020_Band02.png | 2024-06-10 23:16 | 259K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_222020_Band02.png | 2024-06-10 23:17 | 256K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_223020_Band02.png | 2024-06-10 23:19 | 254K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_224020_Band02.png | 2024-06-10 23:20 | 252K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_225020_Band02.png | 2024-06-10 23:21 | 250K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_230020_Band02.png | 2024-06-11 00:15 | 248K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_231020_Band02.png | 2024-06-11 00:16 | 245K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_232020_Band02.png | 2024-06-11 00:17 | 242K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_233020_Band02.png | 2024-06-11 00:18 | 239K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_234020_Band02.png | 2024-06-11 00:19 | 236K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2024162_235020_Band02.png | 2024-06-11 00:20 | 233K | |
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