In the early ideal model, each completed cycle doubles the number of copies. Exact arithmetic here means exact results for the stated model inputs; measured inputs still carry uncertainty and significant-figure limits.

highlighted = computed this step

Each ideal cycle doubles the count

Starting from 1 copy, 3 ideal cycles multiply by a power of 2.

N=Nstart23N=N_{\text{start}}\cdot 2^{3}
PCR cycle ladderIdeal cycle stages are shown without claiming chemistry kinetics.copiesideal doubling

The copy count is exact

The final ideal count is 8 copies. Real PCR eventually saturates; this is an early-cycle model.

N=123=8N=1\cdot 2^{3}=8
PCR cycle ladderIdeal cycle stages are shown without claiming chemistry kinetics.copiesideal doubling

The copy count doubles one row at a time

The table unfolds the same ideal rule cycle by cycle.

cN01122438\begin{array}{c|c}c&N\\0&1\\1&2\\2&4\\3&8\end{array}
PCR cycle ladderIdeal cycle stages are shown without claiming chemistry kinetics.copiesideal doubling