1,1▄▄▄▄▄34,1▄1,46▄34,34▄22,1▄1,1▄▄▄▄▄▄▄46,1▄1,1▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄1,34▄▄1,1▄▄▄▄▄▄▄▄▄▄▄▄
9,1▄1,1▄▄▄1,49▄34,34▄28,1▄1,1▄▄▄▄▄▄▄▄▄▄▄▄▄▄64,1▄1,1▄▄▄64,1▄1,1▄▄▄▄▄▄▄▄▄▄▄▄▄1,34▄34,1▄43,1▄1,1▄▄▄▄▄1,34▄33,1▄1,1▄
34,34▄▄1,1▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄64,1▄76,1▄1,52▄1,1▄0,64▄76,76▄68,64▄1,1▄▄1,64▄76,76▄77,64▄1,1▄1,76▄64,1▄76,1▄1,1▄▄▄▄▄▄46,1▄1,1▄▄▄▄34,1▄1,1▄▄▄▄96,1▄
1,1▄1,71▄1,1▄▄▄▄▄▄▄▄▄▄64,1▄1,1▄▄1,64▄68,76▄77,76▄1,1▄▄▄▄40,2▄44,1▄1,1▄50,1▄68,1▄1,69▄1,1▄▄▄1,46▄1,76▄1,64▄1,1▄1,45▄64,1▄1,1▄▄▄▄▄▄▄▄▄▄34,1▄▄1,34▄
1,1▄▄▄46,1▄1,1▄▄▄▄▄64,1▄▄76,76▄77,64▄1,1▄▄▄▄94,24▄96,1▄28,1▄1,64▄69,40▄3,31▄42,96▄31,72▄50,1▄72,39▄64,51▄45,36▄55,1▄45,84▄19,1▄26,1▄1,1▄▄▄1,76▄1,64▄1,1▄▄▄▄▄▄▄▄▄1,51▄1,27▄1,1▄
14,1▄1,1▄▄▄▄▄▄1,64▄1,32▄1,64▄▄1,65▄1,87▄21,1▄2,1▄25,30▄1,15▄38,9▄40,90▄74,93▄9,42▄33,39▄50,26▄51,94▄43,7▄96,72▄27,39▄53,43▄20,41▄52,37▄23,61▄42,64▄69,3▄24,75▄94,9▄44,1▄49,1▄1,1▄▄87,1▄76,76▄64,1▄1,1▄▄▄▄▄▄▄▄
1,46▄1,1▄▄▄▄▄76,1▄64,64▄77,76▄1,1▄▄▄9,1▄41,84▄10,30▄84,41▄18,30▄55,55▄50,61▄51,10▄43,3▄5,95▄61,50▄24,68▄41,19▄42,80▄48,61▄41,9▄42,68▄40,40▄95,57▄52,41▄37,48▄57,52▄40,45▄30,18▄40,92▄95,42▄30,67▄1,67▄1,1▄▄▄64,1▄▄1,1▄▄▄▄▄
1,1▄▄▄▄64,1▄▄64,76▄86,76▄86,75▄1,1▄69,1▄93,65▄71,1▄50,24▄12,2▄25,49▄25,69▄6,41▄44,47▄47,48▄49,31▄67,41▄50,94▄38,49▄6,42▄22,7▄51,37▄17,30▄62,61▄52,1▄56,40▄51,5▄26,49▄43,76▄95,32▄62,19▄63,48▄42,15▄97,76▄50,1▄41,95▄43,1▄1,1▄86,76▄64,76▄1,1▄▄▄▄▄
1,1▄▄▄▄1,64▄▄1,1▄▄▄▄9,25▄42,68▄96,10▄54,41▄41,52▄43,52▄14,37▄61,37▄96,9▄40,44▄39,1▄26,45▄71,30▄39,27▄95,93▄7,96▄37,1▄40,29▄27,12▄86,50▄94,77▄21,61▄44,69▄48,45▄50,50▄41,68▄65,52▄27,67▄27,37▄51,6▄95,93▄14,95▄35,1▄1,1▄▄▄64,64▄1,1▄▄▄
1,1▄▄▄▄64,1▄▄1,1▄▄▄59,1▄73,1▄75,39▄45,61▄61,25▄39,59▄40,79▄96,29▄31,72▄30,40▄16,97▄51,43▄41,41▄52,10▄43,9▄61,37▄54,29▄12,37▄9,41▄61,52▄55,30▄81,12▄73,28▄27,72▄19,96▄37,31▄40,68▄55,40▄31,43▄66,5▄95,29▄12,55▄67,57▄92,84▄93,1▄47,1▄76,64▄▄1,1▄▄▄
1,1▄▄▄1,64▄76,64▄76,76▄64,87▄25,1▄72,1▄75,10▄50,50▄40,42▄35,56▄86,42▄9,39▄18,96▄32,25▄65,51▄49,67▄43,5▄42,68▄12,70▄56,82▄56,60▄60,56▄56,60▄56,56▄60,60▄60,56▄56,60▄60,56▄56,61▄70,85▄97,95▄55,76▄95,31▄39,71▄21,43▄95,38▄43,48▄30,92▄17,73▄76,30▄51,62▄1,1▄▄1,64▄64,64▄1,1▄▄
1,1▄▄▄1,64▄64,64▄76,64▄1,48▄55,1▄1,1▄1,29▄95,76▄92,52▄52,50▄53,51▄51,61▄69,49▄65,42▄49,14▄37,18▄82,15▄56,61▄56,56▄60,56▄56,60▄56,56▄60,56▄▄60,60▄▄▄60,56▄56,60▄▄60,70▄55,39▄46,92▄49,31▄39,3▄73,47▄42,67▄76,49▄48,89▄32,1▄94,92▄1,1▄24,1▄64,1▄64,64▄1,1▄▄
1,1▄▄▄▄64,64▄1,1▄▄▄▄96,71▄73,43▄65,89▄49,44▄2,43▄61,54▄38,45▄68,71▄71,5▄56,40▄12,82▄56,56▄60,60▄56,56▄60,60▄▄56,60▄60,60▄56,60▄60,56▄▄56,56▄60,56▄60,60▄56,56▄60,0▄67,3▄93,43▄41,29▄48,7▄37,29▄50,31▄15,53▄1,37▄1,12▄1,31▄64,76▄1,76▄1,1▄▄▄
1,1▄▄▄▄▄64,64▄76,64▄76,97▄16,58▄1,45▄76,65▄1,43▄20,6▄18,83▄76,19▄48,20▄47,63▄45,17▄41,95▄54,58▄60,60▄▄60,56▄60,60▄60,56▄▄56,56▄60,60▄56,56▄60,60▄56,56▄▄56,60▄56,56▄60,60▄43,68▄45,85▄94,83▄83,39▄50,19▄97,84▄33,93▄1,1▄▄41,1▄1,1▄1,64▄1,1▄▄46,1▄
64,1▄1,1▄1,46▄1,1▄▄▄1,64▄▄1,1▄▄▄40,68▄12,46▄63,52▄30,72▄41,49▄5,48▄81,77▄46,63▄72,55▄56,56▄60,56▄▄▄56,56▄56,60▄60,56▄▄56,60▄60,60▄60,56▄56,60▄▄▄97,62▄68,45▄72,72▄34,30▄29,33▄1,94▄1,73▄1,1▄▄1,76▄1,1▄▄▄▄▄▄
34,1▄1,1▄▄1,22▄1,1▄▄▄▄1,64▄▄1,76▄1,1▄▄▄1,22▄43,72▄49,69▄38,33▄96,30▄75,95▄64,58▄69,56▄56,56▄60,56▄56,60▄56,56▄▄60,56▄56,56▄56,60▄60,60▄▄58,60▄47,58▄67,76▄46,75▄1,29▄1,45▄1,1▄▄▄▄▄▄▄▄1,10▄1,1▄▄▄
1,1▄▄▄▄▄▄▄▄▄▄▄▄1,36▄1,64▄1,1▄▄▄44,91▄1,9▄1,68▄1,58▄1,65▄1,67▄1,58▄1,60▄▄▄1,56▄▄▄1,60▄1,95▄1,82▄1,45▄1,1▄▄▄▄▄▄▄▄▄▄▄▄▄▄1,28▄1,34▄
34,1▄1,1▄▄▄▄▄▄▄▄▄▄▄1,64▄1,1▄▄61,1▄41,1▄80,50▄41,69▄54,83▄49,49▄95,49▄56,50▄60,41▄56,56▄▄60,56▄56,60▄60,60▄▄60,58▄60,69▄70,95▄57,1▄46,1▄14,1▄1,1▄▄▄▄▄▄▄▄▄▄▄▄1,44▄1,34▄
79,1▄1,1▄▄1,46▄1,1▄▄▄▄▄1,36▄1,76▄1,1▄▄▄70,14▄46,76▄55,95▄43,35▄97,29▄68,89▄58,69▄60,56▄▄▄56,56▄60,56▄56,56▄60,60▄60,56▄56,60▄56,56▄56,60▄56,56▄60,70▄79,41▄58,64▄74,89▄14,84▄73,1▄1,1▄▄▄▄▄▄▄1,46▄1,1▄▄▄
1,1▄▄1,46▄1,1▄▄▄1,64▄76,64▄1,1▄▄▄1,42▄50,33▄9,43▄23,73▄55,49▄96,93▄68,9▄79,47▄0,70▄60,60▄60,56▄56,60▄60,56▄▄56,60▄60,60▄56,60▄60,56▄56,60▄▄▄60,56▄▄56,0▄85,81▄87,72▄37,51▄92,49▄9,80▄48,12▄1,1▄▄73,76▄64,1▄1,1▄▄▄▄▄
1,1▄▄▄▄64,1▄1,64▄51,64▄1,76▄1,42▄14,1▄30,93▄84,31▄42,37▄9,73▄20,37▄95,12▄68,41▄9,47▄95,72▄56,56▄60,60▄56,56▄60,60▄56,56▄▄60,60▄60,56▄▄56,60▄60,56▄60,60▄▄56,56▄60,60▄56,56▄96,74▄58,41▄75,64▄68,65▄53,51▄42,73▄43,94▄1,1▄▄▄64,1▄1,40▄1,1▄▄▄
1,1▄▄▄▄45,64▄6,1▄1,1▄▄▄▄78,97▄27,36▄72,12▄50,65▄93,93▄80,45▄58,46▄31,83▄29,79▄82,12▄60,60▄▄56,56▄60,56▄60,60▄56,56▄▄56,60▄▄▄▄▄60,56▄60,60▄58,62▄31,49▄72,78▄14,96▄66,43▄68,95▄87,12▄92,61▄93,77▄73,1▄1,1▄75,76▄64,76▄1,1▄▄▄
1,1▄▄▄▄76,64▄▄87,1▄37,1▄49,1▄41,62▄64,48▄68,9▄97,55▄93,41▄68,41▄49,41▄63,38▄97,27▄58,62▄84,79▄50,9▄56,60▄60,60▄60,56▄56,60▄60,60▄▄56,56▄▄60,56▄56,60▄▄56,56▄70,58▄68,71▄61,68▄15,28▄54,42▄62,92▄63,29▄63,41▄27,52▄1,67▄95,30▄1,1▄▄▄64,1▄1,1▄▄
1,1▄▄▄▄64,64▄64,76▄1,78▄1,12▄1,83▄94,54▄25,47▄40,61▄51,38▄72,61▄52,62▄54,57▄67,42▄57,9▄49,49▄46,28▄73,83▄49,83▄7,61▄61,56▄55,60▄62,56▄56,60▄60,56▄54,60▄61,60▄82,60▄79,9▄84,48▄61,74▄49,95▄91,51▄81,74▄6,20▄49,30▄30,94▄52,71▄41,25▄67,69▄1,9▄25,1▄76,1▄76,64▄64,64▄1,1▄▄
1,1▄▄▄64,64▄64,1▄1,44▄1,1▄1,45▄1,1▄▄26,1▄28,43▄30,17▄42,43▄61,43▄12,71▄87,61▄5,64▄17,76▄81,95▄57,27▄53,42▄93,72▄62,12▄83,17▄48,37▄42,42▄2,49▄30,53▄49,89▄31,53▄29,37▄69,67▄42,31▄41,49▄6,75▄44,44▄9,40▄75,51▄69,49▄55,49▄80,91▄46,75▄1,1▄▄44,64▄64,64▄1,1▄▄▄
1,1▄▄▄▄1,64▄64,64▄64,1▄65,1▄91,1▄1,1▄85,31▄30,72▄48,73▄37,49▄7,51▄55,24▄41,55▄61,44▄48,30▄31,62▄43,69▄18,94▄6,38▄52,73▄65,45▄35,80▄40,19▄52,61▄64,52▄68,68▄39,47▄40,55▄92,25▄49,57▄55,30▄53,69▄67,61▄89,59▄67,32▄31,17▄47,44▄1,59▄1,1▄35,1▄64,1▄1,1▄1,64▄1,1▄▄▄
1,1▄▄▄▄▄▄76,76▄▄53,64▄1,1▄▄1,45▄31,1▄89,29▄65,40▄49,5▄51,93▄27,49▄3,95▄55,30▄68,65▄61,51▄17,15▄53,19▄39,51▄50,32▄9,7▄26,63▄46,94▄5,19▄16,26▄38,95▄9,44▄72,51▄40,16▄84,44▄53,55▄93,51▄64,65▄1,1▄1,34▄1,1▄▄64,76▄1,76▄1,1▄▄▄▄▄
46,46▄1,1▄▄▄▄▄▄1,64▄▄1,1▄▄▄▄1,67▄72,48▄43,43▄41,48▄89,95▄41,42▄67,67▄61,61▄50,68▄32,44▄33,68▄50,52▄44,84▄42,40▄50,39▄25,67▄41,19▄41,93▄50,25▄65,94▄30,41▄51,96▄49,48▄43,72▄92,61▄1,95▄72,1▄0,1▄64,1▄1,1▄▄▄▄▄▄▄▄
1,1▄▄▄3,1▄1,1▄▄▄1,64▄64,93▄64,49▄64,64▄76,50▄77,0▄1,1▄▄1,10▄1,1▄68,2▄53,43▄9,43▄97,52▄42,29▄80,9▄29,52▄48,39▄55,43▄41,17▄43,24▄52,49▄57,43▄42,41▄45,89▄30,51▄1,53▄1,76▄1,27▄1,1▄▄▄95,1▄1,76▄1,64▄1,1▄▄▄▄▄▄▄▄
1,1▄▄▄▄▄▄▄▄▄▄1,64▄64,76▄64,64▄1,1▄▄1,58▄3,1▄29,64▄1,10▄1,1▄1,5▄1,50▄▄92,80▄62,35▄65,1▄64,84▄1,44▄1,29▄1,1▄1,25▄1,1▄1,24▄1,1▄▄▄64,76▄1,64▄1,1▄▄▄▄▄1,20▄1,1▄▄▄34,1▄34,75▄1,1▄
34,1▄33,1▄1,1▄▄▄▄▄52,1▄1,1▄▄▄▄▄▄1,64▄▄76,76▄64,76▄76,1▄1,1▄▄7,1▄76,10▄6,1▄1,1▄▄▄64,1▄49,1▄1,1▄▄64,93▄76,76▄1,64▄1,1▄▄▄▄▄45,1▄1,1▄▄▄16,1▄34,1▄1,1▄▄▄▄22,34▄
34,34▄1,34▄1,1▄▄▄47,1▄1,1▄▄▄1,58▄1,1▄▄▄▄▄▄▄▄▄▄28,64▄64,64▄1,76▄1,64▄1,1▄64,1▄1,64▄1,76▄1,64▄1,1▄▄1,64▄1,1▄▄▄▄▄▄▄▄33,1▄50,1▄1,1▄▄▄▄▄▄42,1▄1,1▄
1,1▄▄▄▄1,80▄34,34▄1,34▄34,1▄10,1▄1,1▄▄▄▄▄▄▄52,1▄1,1▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄1,34▄1,1▄▄▄▄▄▄▄1,34▄1,1▄▄
1,1▄▄1,9▄16,1▄1,1▄▄1,22▄1,34▄1,1▄▄▄▄69,1▄1,1▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄34,12▄34,42▄28,1▄1,1▄▄▄▄▄34,1▄1,1▄▄▄▄▄
0,1fn: iter(f(u) = sin(2/u) / (-u^2 - u - 0.1) + phi/12, 17, z)
0,1light: 3/log(r) - gamma(r)^12