5413efeb-ab03-468b-ba6f-ab1b5053cc9d
4
4
5
decimal
&[DATE] &[TIME] - &[FILENAME]
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
a
b
x
f
x
c
*
b
a
x
f
4
x
q
+
19
sqrt
+
1
+
19
sqrt
/
3
1
sys
x
Δ