Three indexed pools keep source balance visible instead of hiding it behind the total. Exact arithmetic here means exact results for the stated model inputs; measured inputs still carry uncertainty and significant-figure limits.

highlighted = computed this step

Three different index patterns keep the same total

The totals are 24, 24, and 24 unique reads, but the per-index rows differ.

8+8+8=246+8+10=248+8+8=24\quad6+8+10=24
Indexed library poolIndex labels stay unique while per-index reads sum to one library total.indexes=A,B,Creads=8,8,8unique=24accepted=1

A wider spread still needs visible source rows

The wide row has reads 4,8,12. It still sums to 24, so the total alone cannot describe balance.

4+8+12=244+8+12=24
Indexed library poolIndex labels stay unique while per-index reads sum to one library total.indexes=A,B,Creads=4,8,12unique=24accepted=1

The useful scan compares rows before the total

Index A changes from 8 to 6 to 4 while the total stays 24.

A:864total=24A:8\to6\to4\quad \text{total}=24
Indexed library poolIndex labels stay unique while per-index reads sum to one library total.indexes=A,B,Creads=6,8,10unique=24accepted=1