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![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2023303_212020_Band16.png | 2023-10-30 22:18 | 229K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2023303_213020_Band16.png | 2023-10-30 22:19 | 228K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2023303_214020_Band16.png | 2023-10-30 22:20 | 229K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2023303_215020_Band16.png | 2023-10-30 22:22 | 229K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2023303_220020_Band16.png | 2023-10-30 23:16 | 230K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2023303_221020_Band16.png | 2023-10-30 23:17 | 229K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2023303_222020_Band16.png | 2023-10-30 23:18 | 229K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2023303_223020_Band16.png | 2023-10-30 23:19 | 230K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2023303_224020_Band16.png | 2023-10-30 23:20 | 229K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2023303_225020_Band16.png | 2023-10-30 23:22 | 228K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2023303_230020_Band16.png | 2023-10-31 00:16 | 228K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2023303_231020_Band16.png | 2023-10-31 00:17 | 229K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2023303_232020_Band16.png | 2023-10-31 00:18 | 229K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2023303_233020_Band16.png | 2023-10-31 00:19 | 228K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2023303_234020_Band16.png | 2023-10-31 00:20 | 227K | |
![[IMG]](/icons/image2.gif) | GOES18_FPMTemp_GOES16vsGOES18MeanDiff_FD_2023303_235020_Band16.png | 2023-10-31 00:21 | 228K | |
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