0,0 0,0 0,97▛96,0▟95▄▄96▖0 0,0 1▗▖0█1▄0█1▄▄▖0 1▗▖0█1▄▗▖0█1▄▗▖0█1▄▗▄▄▄0█1▄▄▖0█0,1▛1,0▛ 0,97▛95,0▟96,92▀91,91 90,90 93,91▀97,95▀97,0▄0 97,92▛14,90▀91,1▗▖1 90,95▙95,0▖0 0,0 1▗█▘▟▚▛ ▟▘0█0,1▛ ▟▘▞▗█▘▞▗▀▄▛1,0▛ ▗▛ ▝▘▗1,0▛ 0,95▛14,90▀1,1 1,90▙91,96▙96,93▀91,1▘1 95,94▀96,0▙97▖0 0,0 1▗█▛▟▚▛ ▟▘0█0,1▛ ▗▘▞▗█▘▞1█1,0▀ ▗█▄0 1,1 1,0▄▖0█0,1▛1,0▛ 0,97▛14,1▛ 91,93▌92,1▘1 92▟95,93▙90,14▀1,92▀91,14▀90,93▀92,90▟91,91 96,93▀96,0▄97▄0 0,0 0,1▛▗▘1█1,0▚▛ ▟▘0█0,1▛▗▘1█0▞▗█▘▞▗1 0,0█0,1▛1,0▛ ▟▘0 1▀ 0,97▛97,94▀91,1▘1 1,90▛91,1▟1,93▀90,94▀92,95▀77▄95,96▀94,91▌1,1 1,90▙14,92▀14,96▄96,1▀96,0▄0,95▀96,0▟95,93▙1,90▀▙95,0▖0 0,0 0,1▛▗0,1▛ ▟ ▀▚▟0,0█0,1▛▗0,1▛ ▟ ▀▚▞▗█1 1,0▗█▄▄0 1,1 0▀▚▟▛1,0▛ 97,14▀95,92▀90,90 1,1█1,93▌91,94▀95,76▛65,77▄77,7▀77,76▘7▐▘76,53▟29,17▀1,1 1,92▙95,93▀0,96▀94,91▙1,93▀93,91▙96,94▀96,0▄▖0 0,0 0,91▛94,1▛1,92▀90,97▀0,93▄93,91▙1▚41,94▜92,7▄95▄92▄7,41▀▀▀64,40▀▀5,29▌29,1▄17▄29▄1,91▀91,1▙ 93,91▀92,95▄95,1▀93,92▝92,95▀94▗95,0▙ 0,0 1▗▖0█1▄0█1▄▄▖0 1▗▖0█1▄▗▖0█1▄▗▖0█1▄▗▄▄▄0█1▄▄▖0█0,1▛1,0▛ 92,96▜1,90▚93,0▙97,91▀93,41▛41,53▀53,7▀65▖64▐7 64,40▌1,17▀92,95▀96▄▄95,1▙ 29,41▜29,7▖7,41▀▚▗91▀▀91,1▘1 1,92▛96,0▛▟92,90▛95,0▘0 0,0 1▗█▘▟▚▛ ▟▘0█0,1▛ ▟▘▞▗█▘▞▗▀▄▛1,0▛ ▗▛ ▝▘▗1,0▛ 0,95▀1,93▟29,16▄7,28▟76,7▚▘7█7,64▜53,76▛7,7█41▄7,29▌91,30▀77,0▘0 92,14▐96,92▀41,14▀64▀76,91▀65▀▀41,17▌1,1 92,95▌97,14▀90,91▟91,96▛96,0▘0 0,0█1▗█▛▟▚▛ ▟▘0█0,1▛ ▗▘▞▗█▘▞1█1,0▀ ▗█▄0 1,1 1,0▄▖0█0,1▛1,0▛ 0,95▌90,1▌1,29▌7,7 7,76▙41,7▀29▀17,29▟1,90▙93,95▄95,0▙0,96▀▀94,91▙64,76▛7,65▞65 7▞40,16▀17,1▘1 92,95▛96,96 96,0▄97▄0 0,1▛▗▘1█1,0▚▛ ▟▘0█0,1▛▗▘1█0▞▗█▘▞▗1 0,0█0,1▛1,0▛ ▟▘0 1▀ 0,93▌1,1█1,17▙17,7▄29▄▄7,41▀41,64▄64,7▘76▝7,29▀41,17▀17,1▘1,91▌92▙90,29▀17,41▀14,76▀77,65▀7▐▟ 65,64▛17,29▜1,1 92,95▀0,0 1,0▛0,1▛ ▟ ▀▚▟0,0█0,1▛▗0,1▛ ▟ ▀▚▞▗█1 1,0▗█▄▄0 1,1 0▀▚▟▛1,0▛ 0,93▛93,1▛▘1 16▝▘1,17▌17,29▙29,16▀17,1▘1 1,17▙40,64▙7,40▀7,65▄65 65,7▄▙53▀7,29▌17,5▀17,1▄1 91▗1,92▀97▟0,0 0,0 0,14▙93,1▄92▄94▄96▄1█16▄1,29▀41,16▄16,7▀29,64▀16▀1,41▀90,29▀1,17▀16,1▄17▟16▄1 40,16▀7,40▀65,7▀▜▀76,64▙28,16▀1,17▙▙16▟27,1▝1 92▟97,0▘0 0,0 1▀▀▄▄▄0 91,17▌7,7█7,65▚▚64,41▀28,7▄29▄7,17▀16,1▚29,7▀7,64▚▟▙28,7▀7,16▄16,64▀64,17▟65,64▟7▟76,7▟▘28,1▘1 1,91▙94,97▌0,0 1,0 The mating call 1▀▀▀▄▄0 0,14▙17,7▙7,41▜40,64▀17,7▀1▀▀▀16▀7,65▀▝▀ ▀▝█▞▙▛76,76 64,40▌17,1▖1 93▟0,0 0,0 0,97▙17,14▜7,41▀7,65▞▗▗▗▗65 65,7▚▚▀7,65▀ 65,76▄5,28▀27,1▗90▖1 1,90▛91,95▀0,0 1,0 of the social-justice 0,15▙17,29▙7,65▌▘▘▌▘65 7▝▞65,64▛7,41▀65,65 7,64▄29,17▙90,1▘1 91▗1,93▀91,97▀96,0▀ 0,0 0,17▌41,65▙ 77▀▘65 64▗65,7▀65,41▀41,76▀77,65▄65,76▀▀53,7▖7,64▛41,76▄29▄76,64▚17,92▀90,1▖1 1,91▙95,92▀0▀94,91▀92,0▙ 1,0 liberal consists of a 0,17▙16,29▙93,28▀93,65▄65,7▀76,64▀76,7▘▀7,41▀64▀7▀64,76▄76,77▙77,64▀40,76▟64,40▀29,64▟40,29▟29,64▀64,0▀76,97▀97,0▀92,1▘1 90▗▄1,92▀92,96▀0,0 0,0 14▟91,93▀29▌93,28▀1,17▀17,28▙40,29▝▀29,17▀14,28▄28,94▀17,95▀92▀93,96▀96,97▀97,0▀ 95,93▀91,14▀14,96▀92,95▀97,91▄91,95▀93,96▀95▀96,97▀97,0▛ ▐ 1,0 small repertoire of 0,97▛96,14▚95,96▙92,14▀14,93▙65▜77,65▀65,7▀ 28▟97,28▜97,0▖0 96,94▀90,93▙97,0▘0 0,0 0,15▛95,14▀96,92▛93,96▌96,0▞0,97▙14▀0,96▟96,93▀93,1▀91▄1,93▙93,0▙97▄0 96▗0,95▀96,92▀93,90▛96,0▘0 1,0 virtue signals. Here we 0,95▛95,90▀93,91▀90,1▙91,35▘35,94▙96,35▀94,47▘47,95▙92,94▟25,1▄1,23▙47▜▙90,1▟95,97▙96,0▖0 97▗0,96▀95,14▜95,91▄91,0▀14,96▀1,92▟93,0▙95▖0 0,0 95,93▀91,95▀95,94▀47,35▟59,47▛▀▛47,35▛ ▜▀1,23▗23,35▙35,1▀ 1,90▟14,95▀0,0█97▗0,96▀95,93▙96,0▛ 0,95▙91,1▄1 90,14▌96,0▖0 95,94▀97,0▙▟95▖0 1,0 see the instinctive 0,97▛96,14▀95,97▀0▛14,90▀47,35▟▟35,23▛▛23,16▀16,40▛28,16▙16,27▛27,1▘1,91▀91,96▛14,91▌1,1█1,91▙95,96▄96,94▟95,0▘0 0,97▙93,1▙1,91▜95,0▙ 96▜14,95▀0,97▚93,14▟97,0▘0 0,0 0,97▛93▟95,0▀ ▟1,90▟35,1▀23,27▘27,16▀16,23▛28,47▀16,35▀23,16▟1,90▛90,93▀95,97▀0,0█0,94▙90,14▀95,0▛15▘0 96,93▌1,91▚97,93▜0,0 93,97▜96▀0,96▙93,94▙96,0▖0 1,0 bleat of a college- 0,95▛95,91▜95,0▘0█0,96▛95,93▀91,91 47,1▙27,24▀91,23▝35▝▀23,1▀1,91▛14,90▟14,0▘0 95▗96▖0 92,1▚ 0,0 97▜93,95▙0,97▜97,96▙97,0▘0 0,0 0,97▛95,0▟93,94▀95,0▘0 97,91▛92,93▀14,17▛16,28▛5,40▛16,17▟25,16▀26,23▄23,25▀1,23▟93,96▀0,0 93,97▟95,0▘0 96,95▀91,1▌0,0 0,97▙95▀0,0 1,0 indoctrinated liberal 0,96▀96,95▛93,92▀90▛96,0▘0 97,95▀91▛96▛27,18▟28,16▝27▄23▄16,26▀28,47▀37,35▀1,23▟96,91▟0,0 0,97▛93,95▟96,0▌ 96,96 90,1▌0,0 0,0 0,96▛96,14▀95,0▛0,97▟97,96▀91,92▙95,97▌97,14▀91,94▀96,0▚93,90▀47▟59,47▛47,1▛35,23▀47▀▀35▛1,22▛14,15▌0,0 97,96▀14▀0,0█96▗95▖0 0,15▙90,91▟0,0 1,0 in his natural 0,97▛93,91▛95,0▀ 94,95▀90,91▜91,96▀0,97▟95,91▀23,47▀59▛ 35,23▌27,1▜23,26▀25,35▙23,1▙92,91▌96,0▘0 93,97▟94,0▌97,14▛95,0▛97▘0 91,95▟0,0 96▗0,95▀▀ 0,0 0,97▙90,92▟93,96▌0,0 0,95▛95,93▀97,92▟0,0 96,92▛90,35▘35,1▛35,23▗23,26▛28,91▟16,28▀▛28,40▜16,27▌92,91▌97,0▘0 0,97▛14,90▀91,95▛97,93▟0,0 0,96▛93,1▀0,0 97,94▀32,93▟90,21▀1,1 1,0 habitat. 96,94▀90,1▙94,93▀96,14▀92,96▛95,0▘0 15,93▛27,35▀47▙23,1▙▜27,23▟16,16 28,40▞40,5▟▘16,1▙92,91▌0,0 0,14▛91,92▟0,96▝▀96,95▛▟94▀95,14▙94,95▛95,93▀93,90▀1▙1,0▖0 15▟31,18▟44,44 32▟19,20▀ 0,0 90,95▟41,29▀90,92▄92,96▀97,0▘0 96,14▛23,91▟35,59▘59,47▌23▟1,1 16,28▛28,5▛40▞28,40▟40,5▌28,16▛90,15▌0,0 0,97▛91,96▟95,90▟96,0▛97▘0 0,96▙95,93▙1,1 1,97▖97,0▙ 0,96▙93,97▟19,21▀31,19▀19,20▙32,32 0,0 (c) 2019 by blap 96▟1,29▛29,90▛14,97▀0,0 97,95▛90,1▘1,23▀35▜47,35▙23,1▙1,27▌16,1▛▀27▜16,28▛ ▛15,0▛ 95,91▛93,1▟0,0 97▜1,91▟1,97▖0▝97,95▀95,43▀42,30▟32,44▀19,32▟20,1▟ 0,0 94,90▛1,29▙91,15▛97,0▘0█0,96▀90,93▟16,28▌▜1,16▜23,47▙47,35▀▟▟1,23▝23,27▙16▀▛90,95▀97,0▘0 0,97▛92,1▀▟97,0▘▄96▄▄95▄97▄▖0 95,90▌1,19▛31,43▛43,44▀ 44,32▙ 20▀ 0,0 91,1▛90,14▛96,0▘0█0,96▛93,90▛1,1 16,27▜40,28▀28,16▙27▟1,1 35,47▙▙ 23,35▟91▞14,15▌0,0 92,96▜1,1 92,90▟92,1▄1,14▀91▀91,1▄1,90▀ 93,92▀96,95▀97,0▄0█0,96▀1,91▟19,1▜44,19▀20,32▄19▄32 19▄32,20▀ 32,0▄▄▄44▄▄31▄20▄0 0,1▀27,0▟64,25▄25,27▀91,93▀▖93,0▄90▄0 93▟1,90▟92,14▀0,0 95,92▛23,1▟35,47▀23,27▙16,40▙40,28▞▝28,16▌27,23▙▙1,35▙▟90,23▞14,15▛96,0▘0 0,96▛96,93▀92,97▛95,77▘77,7▛65▀7,76▄▄76,53▛17,64▟1,1 90▟18,33▀90,32▀19▀44▄32,20▙20,1▌19▟20,32▖▝44▗32 44,32▀▀▀▀▄▄▄20▜▙0,31▀▀29,0▟7,29▟41,64▟▙28,41▀7,7█7,64▙▙40,7▀28▀93,29▀29,7▀0▀29▀64▀▝1,29▟91,14▌0,96▛95,93▌1,23▛23,47▘47,59▀▜35,23▙27▝1,27▛28,16▝▀16,1▙▙91▟93,95▀15,0▘ 0,95▛▀▀96,93▀94,92▀90,1▀1,29▙29,64▙64,7▗ 29▟18,44▛30,43▀44,32▖▀▝32,20▛20,1▀32,44▙32,19▘1▘ 32▟██▀ 32,20▝█▖20,1▜20,32▖32,44▟▄▟32,1▘1,29▀53▟7,17▛29,41▛41,53▛65,7▟▛41,65▟41,7▄▗29▄▄▖17▄41▄7,65▜▄▟41,93▀96,0▌▗93,1▀1,47▘47 59▀▌ 47,23▙23,1▙▖16,28▙▛95,0▛ ▗97,94▀95,93▀92,17▀1▀92,7▀41▀17,16▀29,7▀5,41▀17,1▟40,7▘7█7,29▛▀29,17▙30,43▀32,19▛▘20,32▌ 32,44▙20,32▟▘▗▀ 19,1▙1,32▀32,19▄▄19 32,20▛ ▗▄█▄▖1,1 7,17▟41▛1▙53,41▝41,29▀29,30▀29,31▘32▝█▙31,19▛1▜17,1▀41,17▀7,65▙▞▜17,41▟92,95▌0,96▀95,92▀1,35▀35,23▟▙23,1▛35,47▙▙ 47,22▙23,93▛14,23▟97,0▘0 0,96▘96,93▀18,1▛▘17,7▛41,28▀28,7▘7 41,17▛40,7▛▘7,41▛▗▛29,7▟17,31▀32▟44,32▀ 20▛ ▟1,20▛20,32▛ ▟1,20▀▘▘20,32▗32█32,20▀44,32▙▄ 32,19▗▖ 19,32▖ 1,19▝▀44▄19,32▀ ▟▘▀44▄32 20,1▛▟32,32█32,20▛1▟41,41█41,90▛ 1,20▛32▟44,32▀▘▘32,22▘ 32,21▟35,22▀32,47▄47,20▀22,47▙35▄47,23▀93,1▀▀96,93▀▀93,14▙▄90,1▙17▙▜7,64▀29,17▛7,29▟41,7▟17,28▟41,7▀▟17,41▟▄28,18▀1,19▘19,32▀1,19▟▄19,20▘20,32▀▀19▀32,44▀▀▀▀ ▟32,20▄▙20,1▙▄19,44▙▄ 44,32▗▖32,19▛20,1▙19,20▙20,32▙ 44▀▀32,20▙20,1▙19,32▙ 20▟19,20▟20,1▟19,32▖32,44▛▜19,32▟44▗▖32 1,19▝19,32▛20▀▘▝▀20,19▄▟19,32▀20▀44▄▄32,20▙▄█▌19,32▀44▟▛▛32,19▘▗19,17▙ 1▀18▄17,31▀1,19▀17,18▀30,32▛ 31,19▄19,20▛▀▟▙▘20,31▀44,32▝█30▄32 20▗▄32,19▀31,44▄▄44,19▀20,32▟19▛31▛▀ 32,20▝█▖20 20,32▘▞▘19▐▘▝▘20▄▙44▝▘▝▚32,20▙ ▗█▘20 32▜20,19▙19,1▌▛32,32 19▟1,19▙20,32▙44▀▘32,1▛▟44,32▟▛20,1▛19,19 32▀▀20,30▀42,31▄31,30▀▀▀32,41▀▀▀▀▜41,29▄29,31▙41,53▙▄▟32,29▀31,18▀41,1▟41,65▘65 65,41▄41,53▜65,42▙32,65▀42,44▄▄44,43▀30,32▄32,44▛▀32,31▘31,19▛▛ 53,41▟1,65 41▄53▖65,41▙53,65▙41,29▙▟▙53,65▙▄▙30,42▀31,65▀19,30▀30,32▄32,42▀65,41▙18,30▀▄▄▀43,42▀▀32,30▀31,18▀30,32▄41▄▄32,65▛▀30,41▀29,65▀▀18,17▙17,1▙19,18▀31,30▀18,41▀41,65▜53▟▘▗41▄ 53,41▙41,29▙▙▝65,41▀7▙29▘41,53▛ ▟29,41▛7▀53▖41,65▙53▟41,53▜53,65▙41▖▝▝▄ 65,41▙41,17▛32▀▀ 65,53▝▘41▄▟▘53,65▟29,41▟▖▙▙41,1▀17,29▙29,41▀▚▙41,53▙65,41▀53,65▟29,41▝41,53▙53,65▙ 29,41▝▀▀65▝17▗29▞▀41,53▟53,65▙ ▜▛▟65,41▜▙29▝▚41,65▙53,41▙▗29▚65,53▝41▐▙▄65▝53,29▛29,41▄41,53▙▟29,17▙▞65,41▝▝▖53▖65▝▖41,53▛▙▝▙53,65▙41▀▜▄▟29,41▙53,65▙ ▜41,17▙▙29,41▚