data:image/png;base64,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when you add the warp blocks, the process is much faster and the result doesn't show until the warp block is finishedwhen you try to have 2 warp blocks that execute at the same time, the function just choses to execute the one with a lower angle
unix time when I was born : 1095942455unix time now: 1572453388difference: 476510933
2047split by word:
start at 483
end at 507
count0q,w,e,r,t,y
y,t,r,e,w,q
0
r,x,f,s,u,z
60