cab37ad9-df9a-4713-bb71-eb4cb89b3ebc 2 4 5 decimal

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

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 $b11.23456789\le :$ $b1$ $b10.23456789\le :$ $b0$ $b10.23456789\le vectorize:0$ $v1221mat:$ $u1m*2km*21mat:$