1 <= floor((L)/(2(x-floor(x/3))^2+2(x-floor(x/3))+1)) < infinity
x = 16 test
1 <= floor((70)/(2(16-floor(16/3))^2+2(16-floor(16/3))+1)) < infinity
1 <= floor((70)/(2(11)^2+2(12)) < infinity
1 <= floor((70)/2*121+24) < infinity
1 <= floor((70)/242+24) < infinity
1 <= floor((70)/264) < infinity
1 <= 0 < infinity
false.
x=2 test
1 <= floor((70)/(2(2-floor(2/3))^2+2(2-floor(2/3))+1)) < infinity
1 <= floor((70)/(2(2)^2+2(3)) < infinity
1 <= floor((70)/(8+6)) < infinity
1 <= floor(70/14) < infinity
1 <= 5 < infinity
true.