Implementation of Hardware-Accelerated Scalable Parallel Random Number Generators

Table 1

Data access patterns in odd-odd case $\{$17, 5$\}$.

ODD-ODD case $\{$17, 5$\}$ Two random numbers every clock cycle	Odd random number	Even random number
1st	$\mathit{Z}(\mathit{17})=Z(12)\times Z(0)$	$\mathit{Z}(\mathit{18})=Z(13)\times Z(1)$
2nd	$\mathit{Z}(\mathit{19})=Z(14)\times Z(2)$	$Z(20)=Z(15)\times Z(3)$
3rd	$Z(21)=Z(16)\times Z(4)$	$Z(22)=\mathit{Z}(\mathit{17})\times Z(5)$
4th	$Z(23)=\mathit{Z}(\mathit{18})\times Z(6)$	$Z(24)=\mathit{Z}(\mathit{19})\times Z(7)$
$\cdots$	$\cdots \cdots$	$\cdots \cdots$