11b7b02e-6140-4e30-bb2e-222e6c1d237b 4 4 5 decimal

&[DATE] &[TIME] - &[FILENAME]

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 $R00.25:$ $Lo1:$ $k1:$ $a0.5:$ $xfR011Lox*/1R0ka/(*11Lok*x*/1R0ka/(2^*11Lok2^*x*/1R0ka/(3^*11Lok3^*x*/11R0ka/(4^*11R0ka/(5^*/1Lok4^*x*/+/+//+/+/+/+/+/+/+/+:$ x f x λ *