![[ICO]](/icons/blank.gif) | Name | Last modified | Size | Description |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_000117_Band15.png | 2023-02-10 01:30 | 169K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_012117_Band15.png | 2023-02-10 02:34 | 171K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_012617_Band15.png | 2023-02-10 02:34 | 170K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_013117_Band15.png | 2023-02-10 02:35 | 170K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_014117_Band15.png | 2023-02-10 02:37 | 171K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_020117_Band15.png | 2023-02-10 03:30 | 171K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_021617_Band15.png | 2023-02-10 03:32 | 171K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_022617_Band15.png | 2023-02-10 03:34 | 171K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_023117_Band15.png | 2023-02-10 03:35 | 171K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_024117_Band15.png | 2023-02-10 03:36 | 171K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_030117_Band15.png | 2023-02-10 04:30 | 172K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_030617_Band15.png | 2023-02-10 04:31 | 171K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_031617_Band15.png | 2023-02-10 04:32 | 172K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_032117_Band15.png | 2023-02-10 04:33 | 172K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_032617_Band15.png | 2023-02-10 04:34 | 172K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_033117_Band15.png | 2023-02-10 04:35 | 172K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_033617_Band15.png | 2023-02-10 04:36 | 172K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_034117_Band15.png | 2023-02-10 04:36 | 172K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_034617_Band15.png | 2023-02-10 04:37 | 172K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_035117_Band15.png | 2023-02-10 04:38 | 172K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_040117_Band15.png | 2023-02-10 05:30 | 172K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_040617_Band15.png | 2023-02-10 05:31 | 172K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_041117_Band15.png | 2023-02-10 05:32 | 172K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_041617_Band15.png | 2023-02-10 05:33 | 173K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_042117_Band15.png | 2023-02-10 05:33 | 173K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_042617_Band15.png | 2023-02-10 05:34 | 173K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_043117_Band15.png | 2023-02-10 05:35 | 173K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_043617_Band15.png | 2023-02-10 05:36 | 173K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_044117_Band15.png | 2023-02-10 05:36 | 174K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_044617_Band15.png | 2023-02-10 05:37 | 173K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_045117_Band15.png | 2023-02-10 05:38 | 173K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_045617_Band15.png | 2023-02-10 05:39 | 174K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_050117_Band15.png | 2023-02-10 06:30 | 174K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_050617_Band15.png | 2023-02-10 06:31 | 174K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_051117_Band15.png | 2023-02-10 06:32 | 174K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_051617_Band15.png | 2023-02-10 06:32 | 174K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_052117_Band15.png | 2023-02-10 06:33 | 174K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_052617_Band15.png | 2023-02-10 06:34 | 175K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_053117_Band15.png | 2023-02-10 06:35 | 175K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_054117_Band15.png | 2023-02-10 06:36 | 175K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_055117_Band15.png | 2023-02-10 06:38 | 175K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_062117_Band15.png | 2023-02-10 07:33 | 176K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_063117_Band15.png | 2023-02-10 07:35 | 176K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_064117_Band15.png | 2023-02-10 07:36 | 176K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_065117_Band15.png | 2023-02-10 07:38 | 176K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_065617_Band15.png | 2023-02-10 07:39 | 176K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_070117_Band15.png | 2023-02-10 08:30 | 176K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_070617_Band15.png | 2023-02-10 08:31 | 176K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_071117_Band15.png | 2023-02-10 08:32 | 176K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_071617_Band15.png | 2023-02-10 08:32 | 176K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_072117_Band15.png | 2023-02-10 08:33 | 177K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_073117_Band15.png | 2023-02-10 08:35 | 177K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_073617_Band15.png | 2023-02-10 08:36 | 177K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_074117_Band15.png | 2023-02-10 08:36 | 177K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_075117_Band15.png | 2023-02-10 08:38 | 177K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_075617_Band15.png | 2023-02-10 08:39 | 177K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_080117_Band15.png | 2023-02-10 09:30 | 178K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_085117_Band15.png | 2023-02-10 09:38 | 178K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_090617_Band15.png | 2023-02-10 10:31 | 178K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_091117_Band15.png | 2023-02-10 10:32 | 178K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_095117_Band15.png | 2023-02-10 10:38 | 179K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_100117_Band15.png | 2023-02-10 11:30 | 179K | |
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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_CONUS_2023041_230117_Band15.png | 2023-02-11 00:30 | 182K | |
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