![[ICO]](/icons/blank.gif) | Name | Last modified | Size | Description |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_000118_Band13.png | 2023-02-18 01:30 | 187K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_002618_Band13.png | 2023-02-18 01:34 | 187K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_003118_Band13.png | 2023-02-18 01:35 | 187K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_003618_Band13.png | 2023-02-18 01:35 | 187K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_004118_Band13.png | 2023-02-18 01:36 | 186K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_004618_Band13.png | 2023-02-18 01:37 | 186K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_005118_Band13.png | 2023-02-18 01:38 | 187K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_005618_Band13.png | 2023-02-18 01:38 | 187K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_010118_Band13.png | 2023-02-18 02:30 | 187K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_011118_Band13.png | 2023-02-18 02:32 | 186K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_011618_Band13.png | 2023-02-18 02:32 | 186K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_012118_Band13.png | 2023-02-18 02:33 | 186K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_012618_Band13.png | 2023-02-18 02:34 | 186K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_013118_Band13.png | 2023-02-18 02:35 | 186K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_014118_Band13.png | 2023-02-18 02:36 | 185K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_014618_Band13.png | 2023-02-18 02:37 | 185K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_015118_Band13.png | 2023-02-18 02:38 | 186K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_020118_Band13.png | 2023-02-18 03:30 | 185K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_020618_Band13.png | 2023-02-18 03:31 | 185K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_021618_Band13.png | 2023-02-18 03:32 | 185K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_022118_Band13.png | 2023-02-18 03:33 | 185K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_022618_Band13.png | 2023-02-18 03:34 | 185K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_023118_Band13.png | 2023-02-18 03:35 | 185K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_023618_Band13.png | 2023-02-18 03:35 | 185K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_024118_Band13.png | 2023-02-18 03:36 | 185K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_030118_Band13.png | 2023-02-18 04:30 | 184K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_030618_Band13.png | 2023-02-18 04:31 | 184K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_031118_Band13.png | 2023-02-18 04:32 | 184K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_031618_Band13.png | 2023-02-18 04:32 | 184K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_032118_Band13.png | 2023-02-18 04:33 | 185K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_032618_Band13.png | 2023-02-18 04:34 | 184K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_033118_Band13.png | 2023-02-18 04:34 | 184K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_033618_Band13.png | 2023-02-18 04:35 | 184K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_034118_Band13.png | 2023-02-18 04:36 | 184K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_034618_Band13.png | 2023-02-18 04:37 | 184K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_035118_Band13.png | 2023-02-18 04:37 | 184K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_035618_Band13.png | 2023-02-18 04:38 | 184K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_040118_Band13.png | 2023-02-18 05:30 | 184K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_040618_Band13.png | 2023-02-18 05:31 | 184K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_041118_Band13.png | 2023-02-18 05:32 | 183K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_041618_Band13.png | 2023-02-18 05:32 | 184K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_042118_Band13.png | 2023-02-18 05:33 | 184K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_042618_Band13.png | 2023-02-18 05:34 | 183K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_043118_Band13.png | 2023-02-18 05:35 | 184K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_043618_Band13.png | 2023-02-18 05:35 | 184K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_044118_Band13.png | 2023-02-18 05:36 | 183K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_044618_Band13.png | 2023-02-18 05:37 | 183K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_045118_Band13.png | 2023-02-18 05:37 | 184K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_045618_Band13.png | 2023-02-18 05:38 | 183K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_050118_Band13.png | 2023-02-18 06:30 | 183K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_050618_Band13.png | 2023-02-18 06:31 | 183K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_051118_Band13.png | 2023-02-18 06:32 | 183K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_051618_Band13.png | 2023-02-18 06:32 | 183K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_052118_Band13.png | 2023-02-18 06:33 | 183K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_052618_Band13.png | 2023-02-18 06:34 | 183K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_053118_Band13.png | 2023-02-18 06:35 | 182K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_053618_Band13.png | 2023-02-18 06:35 | 183K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_054118_Band13.png | 2023-02-18 06:36 | 182K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_054618_Band13.png | 2023-02-18 06:37 | 183K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_055118_Band13.png | 2023-02-18 06:38 | 182K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_060118_Band13.png | 2023-02-18 07:30 | 182K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_061618_Band13.png | 2023-02-18 07:32 | 182K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_062118_Band13.png | 2023-02-18 07:33 | 182K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_063118_Band13.png | 2023-02-18 07:34 | 182K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_064118_Band13.png | 2023-02-18 07:36 | 182K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_064618_Band13.png | 2023-02-18 07:37 | 182K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_065118_Band13.png | 2023-02-18 07:38 | 182K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_070118_Band13.png | 2023-02-18 08:30 | 181K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_071118_Band13.png | 2023-02-18 08:32 | 182K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_071618_Band13.png | 2023-02-18 08:32 | 182K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_072118_Band13.png | 2023-02-18 08:33 | 182K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_072618_Band13.png | 2023-02-18 08:34 | 182K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_073118_Band13.png | 2023-02-18 08:35 | 182K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_074118_Band13.png | 2023-02-18 08:36 | 182K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_075118_Band13.png | 2023-02-18 08:38 | 182K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_075618_Band13.png | 2023-02-18 08:39 | 182K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_080118_Band13.png | 2023-02-18 09:30 | 182K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_081118_Band13.png | 2023-02-18 09:32 | 182K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023049_081618_Band13.png | 2023-02-18 09:32 | 181K | |
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