; A304412: If n = Product (p_j^k_j) then a(n) = Product ((p_j + 1)*(k_j + 1)). | |
; Submitted by Simon Strandgaard | |
; 1,6,8,9,12,48,16,12,12,72,24,72,28,96,96,15,36,72,40,108,128,144,48,96,18,168,16,144,60,576,64,18,192,216,192,108,76,240,224,144,84,768,88,216,144,288,96,120,24,108,288,252,108,96,288,192,320,360,120,864,124,384,192,21,336,1152,136,324,384,1152,144,144,148,456,144,360,384,1344,160,180,20,504,168,1152,432,528,480,288,180,864,448,432,512,576,480,144,196,144,288,162 | |
mov $1,1 | |
mov $2,1 | |
add $0,1 | |
lpb $0 | |
mov $3,$0 | |
lpb $3 | |
mov $4,$0 | |
mod $4,$2 | |
cmp $4,0 | |
cmp $4,0 | |
mov $5,$2 | |
cmp $5,1 | |
add $2,1 | |
max $4,$5 | |
sub $3,$4 | |
cmp $6,3 | |
lpe | |
lpb $0 | |
dif $0,$2 | |
sub $6,2 | |
mul $6,$2 | |
sub $4,$6 | |
add $4,1 | |
mov $6,1 | |
lpe | |
mul $1,$4 | |
lpe | |
mov $0,$1 | |