1,1 1,14▛1,15▛5,14▀14,5▙▚▛▙14,1▚1,14▛1,1 1,1 1,14▛14,1▐▐5,14▚14,15▚15,7▄14,15▐14,0▐15,14▌5,15▚1,14▞▟14,1▄1,14▄14,5▟1,14▚▜1,1 1,1 1,14▀1,6▚5,14▞5,1▞5,14▚1,14▚5,15▚1,15▌14,1▐5,1▚15,14▄14,15▀0,6▄0,14▄15,1▄15,2▄15,1▄14,5▟14,1▙1,14▜1,1 1,14▛▛1,5▛1,1 1,1 1,14▛15,1▞14,0▚1,15▐14,1▚5,6▞14,1▚14,6▟6,5▐14,14 15,15 0,15▜▌0,0 0,15▙▙15,0▙▌0,15▟15,0▌ 0,15▙15,0▀0,15▟▟15,14▚15,0▛5,15▀5,1▚ 1,1 1,14▛1,5▀14,7▀1,0▚14,5▞14,15▐1,5▌14,1▟▞15,5▄14,15▛15,14▛15,0▌15,15 15,14▙▀15,0▞0,14▜0,15▜▛▌15,0▀▀0,15▟0,0 0,15▜0,0 0,14▄1,15▀1,1 1,1 1,5▀1,14▀▀14,5▙14,7▚7,14▞7,5▟15,5▚5,14▌▌▚14,5▐1,6▞14,1▟14,15▌15,14▄14,15▚14,6▞5,15▚15,14▀15,15 15,0▛0,15▜15,0▙0,15▜0,0 0,15▛0,0 0,15▙▙0,0 0,15▟15,0▜1,14▐1,1 1,1 1,5▛ 5,6▀14,5▚0,15▛14,1▚5,1▚14,5▚▀14,7▚1,14▜1,1 1,5▟1,14▚▌14,1▟14,3▚▚15,7▛15,14▀7,15▚14,5▌1,14▟1,3▐14,1▀14,15▌▌15,14▚0,14▀▀▀0,15▀▀▀▙▀▛▜0,0 0,15▜▜0,1▚ 1,1 1,5▛5,1▟14,5▚5,15▀1,0▐1,15▐1,14▚14,1▐1,14▛14,1▚▚1,5▟1,14▜1,5▐14,5▟▀▜▜14,14 14,1▀14,6▐6,2▌6,14▀14,6▚15,14▐15,4▜15,0▛15,3▄14,7▀1,14▀▜▐1,5▄5,14▚▀14,5▜5,7▚5,14▜7,14▀7,5▀7,0▌0,15▌7,5▐15,7▐14,5▛1,14▀1,1 1,1 5,1▞14,5▚▐5,14▌5,1▜1,5▚14,1▚1,14▚1,5▚1,14▌▚▛1,1 14,1▛▐14,5▜5,14▚14,5▌14,15▛14,14 14,1▀14,0▀15,14▙5,14▌5,15▚7,15▌7,0▙7,15▟7,14▞7,5▀5,14▙5,1▚1,5▟1,14▜14,1▚1,5▙1,14▚14,5▐5,15▚15,7▄7,15▀15,0▚ 0,5▄14,15▞0,15▛ 1,14▜1,1 1,1 1,5▛15,5▄5,14▚5,1▚14,5▞▜1,14▄5,14▚1,14▀▞1,1 1,5▞1,14▟1,5▙1,14▚14,5▞6,14▐14,5▀▜5,15▞14,7▀14,14 15,0▟5,15▌15,7▚▀0,5▌7,4▚7,5▙ 1,5▟1,1 2,1▌14,5▐14,2▚14,6▚10,6▚6,15▌15,6▞15,15 0,14▐0,15▌15,0▀0,15▀0,7▜0,15▙15,0▜5,14▐14,15▛1,14▀1,1 1,1 1,5▛▛5,1▞▞14,15▚15,0▚14,5▚14,14 14,1▚▌1,14▚1,5▞2,14▚1,14▜1,5▞▙1,14▟▜14,5▌14,1▛14,5▜5,6▚5,2▐14,7▌▌14,1▛14,5▚14,15▌▛14,5▚5,14▞5,7▐7,15▚5,7▄15,1▀5,2▚2,5▀▚15,5▞6,15▚15,0▚6,14▚15,6▐0,15▀0,6▀15,4▛0,15▀15,0▀0,15▄0,0 0,15▜0,0 0,15▄0,0 14,0▐14,1▙1,14▜1,1 5,14▙▙5,4▀5,6▚5,14▚0,14▌5,14▄14,5▙14,3▞1,14▄▚14,1▞1,14▌1,5▌1,14▙▛▟1,1 14,1▌14,2▙14,6▄14,5▀▚14,1▛▛14,5▀14,6▌▙14,1▛1,14▚14,5▌14,1▙▄5,14▌1,5▐14,5▞14,1▞14,6▄5,6▐15,6▌14,15▚7,6▚5,14▚15,4▄6,14▄15,7▜15,0▛0,6▄15,15 0,15▟15,0▞▙7,15▚15,0▞▜15,8▜15,14▌ 14,1▙ 5,7▀4,15▛5,4▀5,14▀0,15▀0,14▀14,7▚7,15▚3,14▀1,3▞14,1▚1,14▙1,5▙▙▜▜1,1 14,1▙14,6▚14,1▜▀▌14,5▛1,14▙14,5▀1,14▀▙▄14,5▀1,14▜1,1 1,14▌14,5▄5,14▐14,1▀6,5▀14,5▞6,4▚6,15▚6,7▞15,0▐0,15▚15,13▞0,6▙5,6▚6,15▌0,15▜▄0,0 0,15▀▄0,7▟0,15▙0,0 0,15▛▙ 15,14▞14,15▜1,14▜1,1 4,14▞5,5 5,6▀0,5▞15,5▟15,14▚14,5▐14,1▄1,14▞▌▜▙1,5▐1,6▞1,2▄1,1 1,6▞1,2▛1,1 1,14▙▚▚14,1▚1,5▀14,1▚5,14▚14,1▞14,5▞5,14▚14,1▞1,14▀14,1▌14,5▄▌▄14,1▞▞14,5▙15,5▚6,5▌6,4▞15,7▚13,4▚6,0▌6,15▄15,6▀0,15▛15,6▙6,15▚15,5▀15,0▛▀15,7▌0,0 15,15 15,14▚14,1▚ 5,14▚▛14,5▚0,5▄15,0▀7,15▚5,3▌1,5▞▞1,14▞▞1,5▞5,1▚1,5▐6,1▚1,6▟1,14▛1,1 14,1▚1,14▛▌14,1▐1,5▚14,5▙▜▙▚15,5▌15,7▄▚7,14▞▚7,15▚14,7▌14,15▞14,5▚▚15,6▌0,6▄6,4▄6,0▌13,15▚13,0▚0,4▞0,6▚15,0▚0,6▐▟0,15▄▌▚15,0▛0,7▙0,0 0,15▙▚14,15▜1,14▜1,1 5,7▀4,6▚4,5▌14,0▚5,15▌5,14▚14,1▌ 1,14▌▙1,5▜▙1,14▜▙5,1▚1,5▙1,14▛▙1,1 1,14▙▜▙14,1▐14,5▙▌▌4,14▚7,15▚15,5▄5,14▀5,15▐14,5▌▚6,14▐5,1▚6,15▚5,14▚14,15▀5,15▌6,7▚6,5▚▚6,15▌15,6▞5,15▚14,5▚0,7▚15,5▐7,15▌7,0▚7,15▚0,15▀▀0,0 0,7▙0,0 15,0▌15,14▚14,1▚ 5,4▟▞5,14▛5,15▌5,1▚1,5▄14,1▚1,5▞▞14,1▚1,14▟1,6▐1,5▚▙5,14▞14,5▚1,5▜1,1 1,14▛1,1 1,5▄14,1▚1,5▌5,14▐14,5▌14,6▌15,4▚5,7▛4,5▞5,15▞5,14▞▚▚5,15▚4,15▚5,14▀15,5▚6,7▚6,15▚5,6▚6,0▄5,13▚6,5▐6,4▚15,5▀4,6▐0,4▌4,14▞15,0▚7,15▌0,7▚0,0 15,0▚8,0▚ 0,15▜0,0 0,8▌15,0▀7,0▚14,7▀1,14▜1,1 5,6▙5,1▜1,5▌▄14,1▌▚1,6▞1,1 14,1▚5,14▚1,5▙1,14▀5,6▞5,1▞5,6▟5,14▞▞1,14▐▜1,1 1,5▙1,3▛1,5▛1,14▚▙14,5▚▚5,14▛6,5▚14,5▚ 6,1▚1,5▀5,6▟5,14▟▟5,15▌5,14▙5,15▚14,5▄6,15▚5,0▞14,4▚15,5▚5,6▚15,5▐4,7▀15,0▚0,7▞8,15▚8,0▐15,8▌7,8▐▄15,7▚7,15▄▄15,0▚0,15▚0,8▛▀▀0,15▚8,0▚8,15▜15,8▐7,14▚14,1▌ 5,5 5,14▜▙5,1▛5,14▌1,14▀1,5▌14,5▄14,1▚▚1,14▟1,2▐5,14▞1,5▚5,14▞5,1▌5,14▌1,5▞1,1 1,14▜▜▜▜1,5▙1,14▛1,3▟1,5▚5,14▐▚▛5,15▙▌4,6▚4,15▚4,14▄5,4▀5,1▐5,14▞▞▟15,14▚5,14▟0,15▚5,4▐6,4▚15,4▚7,14▀15,7▀7,15▚7,8▞8,7▚7,8▌▙7,14▜7,5▜▀▛▀▜▀7,7 7,8▄7,15▌7,8▌15,7▚7,8▟7,15▞7,14▌1,14▜1,1 5,4▟5,5 5,1▙▛1,14▚1,5▐5,14▚14,1▞1,14▌14,5▄1,6▚1,14▜1,5▌▛5,14▙5,5 5,14▞▜14,5▚14,1▚1,3▞1,14▟▜1,1 1,5▜▙1,14▐1,5▚1,14▄5,14▚14,7▌5,15▚5,6▛6,5▚7,14▐14,7▄7,5▌7,14▄5,8▀14,5▚5,7▀▀▀5,1▟▜▟▜▟▜▟▜▙5,14▛5,1▚14,5▚1,5▚5,1▛5,14▌5,7▟14,7▚5,7▙7,5▀7,7 7,14▛7,15▟7,8▜8,7▚14,1▌ 1,14▐5,14▜5,1▟1,5▌5,14▜▞1,5▚▀5,14▌▙▚5,1▀▄▄5,14▙5,7▟▜▜1,5▐1,14▄▚▟1,1 1,14▜▙▀▙▛1,5▛1,1 1,5▛1,14▙▄15,6▚14,5▚14,7▚5,14▚▀14,7▌7,14▀▀▀7,8▚5,8▚15,7▚8,7▚▚▚▚▀7,8▌▄8,5▀7,8▄7,3▞8,15▐0,7▀15,3▞0,7▀7,15▞15,7▀15,1▚5,1▛5,14▛▀7,14▀▜7,8▀5,14▚1,1 5,14▙5,1▙▛5,5 5,1▛5,14▛▚1,5▙14,5▌1,5▄1,1 5,3▚1,14▜1,5▚5,14▐1,5▌5,14▐1,5▌1,14▛1,5▜1,14▀▙1,6▌14,1▟14,5▞▄1,14▞▜1,3▟1,14▞▟▜▜1,1 1,5▜1,1 1,5▛▙1,1 1,5▙1,1 1,5▙1,14▟1,5▛▙1,14▟1,5▟5,1▚▚5,14▚5,1▚▛5,14▟▀5,1▄5,14▜5,1▀5,3▀14,5▀14,1▀▀ 1,5▄1,1 5,1▟▟▙▛5,5 14,1▞5,1▚1,5▚▚▛▙14,1▞14,5▐5,14▄1,5▌5,1▄5,14▙1,5▐1,3▚1,5▀14,5▙1,14▛▄1,5▚3,14▚1,3▙14,1▐1,14▄▛14,5▌1,14▛14,5▞1,5▌▛1,14▛▛1,5▞1,1 1,3▟1,14▄1,5▚1,14▞1,1 1,5▐▛▛▙▚1,14▌1,5▙14,5▀5,1▚5,14▚5,1▚5,14▜▀1,5▚5,3▞5,14▜3,5▚14,1▌ 5,14▟5,5 5,3▜5,14▜▙▛5,1▌1,5▄▜5,1▚1,5▛▙3,14▚1,5▜1,1 5,14▚14,5▞5,1▌5,3▌1,14▌1,1 5,1▚14,5▌1,5▚1,1 5,1▄1,14▟1,3▚1,5▛1,14▙1,5▄1,14▚1,5▚1,14▀▐1,5▙1,1 1,14▌1,5▌1,1 1,5▟1,1 1,5▟▜1,14▜5,1▚1,14▞1,5▄1,6▜1,14▚1,5▚5,1▞▌▜▞5,14▌5,6▛1,5▚5,3▛6,5▞1,6▜1,1 5,1▙5,5 5,7▌5,5 5,14▚1,5▐5,14▚1,14▌▙1,5▚▌14,1▞1,5▟▟1,1 1,5▟▙1,3▙1,5▌1,1 14,5▜▀1,5▚1,3▌14,10▞14,1▌▀1,14▚▀1,15▀1,5▙14,1▌1,5▟▙▛1,3▜▚1,1 1,5▙1,14▜1,6▐1,14▀1,1 1,14▚1,5▜▞1,3▙1,6▀1,5▚1,14▚5,14▌5,1▀1,5▚5,1▟1,5▚5,1▞▚3,1▚5,14▙5,1▜▞▚ 5,5 5,14▟▜▚5,1▜5,14▌▌1,10▐14,3▀1,5▜▙1,3▟1,1 1,5▟▜1,14▚▜▜1,5▛1,1 1,5▜3,14▚1,5▌▜5,14▚1,3▟14,1▞1,14▞▜1,5▜▙▛1,7▄1,3▛1,2▙1,5▛1,1 1,5▟▟▜1,14▜1,1 1,14▞1,1 1,14▟1,5▚1,6▛1,14▛1,5▙1,14▐3,6▚5,1▌▄5,14▚5,1▙1,3▐5,1▚▚▜5,6▄5,5 5,6▜1,14▐1,1 5,5 5,7▞▟5,1▜5,14▙5,1▚5,14▛5,3▌5,1▌1,3▐1,14▜1,5▟▛▌14,5▚14,7▀15,7▄14,7▚14,1▌1,3▟2,1▄5,2▀2,1▄▄2,3▄2,1▄2,3▄1,2▀▀2,0▄2,14▄2,1▄2,14▄2,1▄▄1,2▀2,14▄2,5▄2,3▄2,1▄▄1,2▀2,1▄1,2▀1,1 1,3▞1,5▛1,14▞1,5▙▙1,3▌1,5▌▌▚▀5,1▚▜5,14▐5,1▐1,5▌5,14▞▙5,5 5,1▄1,14▜1,1 5,7▟▙5,5 5,1▜5,14▞5,1▌▌5,14▚1,5▟1,14▚▜1,5▛▌5,1▞15,7▄15,8▚15,7▜7,5▌1,14▐1,2▌0,2 "We will make the West 2,1▌1,5▜1,1 1,5▚5,3▄1,5▌▙▚▌▌5,1▐▜1,5▙▜▟▟▞▜5,1▙5,4▙▛▀1,5▀1,1 5,5 5,3▟5,14▛▛▙5,1▙▀▞1,5▄14,5▀▞14,1▐1,14▚15,7▌0,7▛0,15▚5,15▐1,5▄1,14▙1,1 2,1▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀1,15▀5,0▀5,15▜5,1▀▟5,7▛5,15▀5,14▜5,1▛1,5▜5,1▌1,5▜5,1▙1,5▀5,1▚1,5▙▀▟▀5,1▜5,5 5,4▌4,5▚5,1▚1,5▜1,1 5,1▟1,5▚5,1▛5,5 5,1▜5,5 5,1▟1,5▚5,1▌▚1,5▟1,14▚0,15▜0,8▀15,14▌5,14▟1,1 1,5▙1,6▛15,14▄7,14▐14,15▌5,3▟5,1▀1,5▜5,1▚▜1,5▛▟5,1▟ 1,5▛▜▞1,2▀▀1,5▐▛▌1,6▜1,5▛5,1▚ 5,5 7,15▌15,7▀15,14▚5,14▐5,7▛15,0▄8,15▀15,7▚5,5 1,5▜5,1▟5,14▌7,0▚15,5▄ 1,5▚5,1▟1,5▀5,14▞5,1▚▜▜5,4▙▌4,5▚5,1▄1,14▜1,1 5,1▙▜▜▛▛▟▛▛▚1,5▛1,14▞14,0▚15,7▐14,15▐5,14▚5,1▌▚14,15▀0,7▙15,7▌▚7,5▚1,5▟1,14▀5,1▌5,3▞1,3▟▙5,1▀1,5▙▚▀5,1▚0,2 so 1,5▙▜▟ 5,1▟5,7▜1,5▜5,4▚7,15▐0,15▀15,7▜5,4▙7,4▟7,0▄7,15▚7,1▙5,1▛1,5▌7,15▚0,7▚15,14▌5,14▟1,5▜▚▙5,1▀1,5▙▌▌5,1▜5,4▚▙4,5▟5,14▚1,5▜ 1,5▟ ▌▙5,1▜1,5▌5,1▚▀5,5 5,1▜1,7▚0,15▐▀7,15▌5,1▙15,1▟15,0▚0,7▛7,0▞15,8▚5,1▌1,7▀5,14▚15,8▄7,14▄▀1,1 1,5▜5,1▙1,5▚5,1▟▚1,5▙1,2▙2,1▀▀1,2▟1,5▌▛▟5,7▌0,15▀7,0▐7,5▄1,5▌▄14,7▚15,7▚7,5▚5,14▌4,7▚7,15▞8,15▞5,7▟1,5▙14,7▚15,4▟15,7▀5,5 1,5▛1,1 1,5▙5,1▟ ▚▚1,5▚5,1▜5,5 5,4▙4,5▙ 1,5▚▜5,1▙1,5▌▛▚▀5,1▚▙▚5,7▙15,7▌15,0▀7,0▜0,8▄▀7,15▚15,8▞5,7▐7,14▞15,7▀0,15▞7,8▐▟7,5▀1,7▟1,5▚▚1,3▙1,14▛1,5▟2,5▄▄5,2▀2,5▄▄5,2▀2,6▄2,1▄▄5,1▜6,15▄7,15▌15,5▌▚1,5▀5,14▚7,15▚15,7▟5,7▜7,5▜14,5▀15,4▜3,5▚5,1▙5,14▜7,15▌▚14,5▄1,5▀1,1 1,5▟▛▟5,1▀1,5▙5,1▌▌1,5▚5,6▛5,5 5,1▛ 5,1▌▌▀1,5▙▙▟5,1▛1,5▛5,1▟5,5 5,14▚7,15▚0,15▀15,7▌8,15▜7,15▛7,14▌5,14▙5,7▚15,0▌0,15▀15,14▀5,14▄1,14▄1,5▛▛5,14▚15,14▄14,1▌1,5▐2,1▐0,2 CORRUPT 2,1▌5,14▚4,6▚6,7▚15,14▄7,14▚1,5▐5,15▙15,0▄7,5▙ 14,7▞7,14▌14,7▚5,5 14,7▌15,7▟7,4▜5,14▙5,1▞5,5 1,5▀▛5,1▜1,5▙5,1▌1,5▟▀▟▟5,1▌▛ 5,1▟5,4▀▀▀▀▀5,1▞5,4▛4,5▜▀4,8▚7,0▐0,5▀15,7▚▀7,4▚5,0▐15,5▞0,15▄15,7▚▚7,5▀1,5▀14,1▚7,14▚15,7▟15,15 8,14▀15,14▌7,14▚1,1 2,1▀▀▀▀▀▀▀▀▀1,1 1,5▙5,1▀5,5 4,7▚15,7▜7,5▙5,1▐7,15▚7,4▀14,5▚5,7▚▚15,14▚10,5▚7,8▞7,0▚7,15▌5,7▐▀5,14▜▜5,5 5,1▟▙1,5▀▚▜5,1▚▛ 4,5▛5,4▜4,5▚5,4▙4,5▛▀ ▟5,4▌15,4▄15,0▌7,5▐15,7▛0,7▛7,15▚5,7▞7,15▙15,7▄7,5▀14,5▟5,14▀15,14▟15,0▚▙14,7▌14,5▀1,5▄1,14▞2,5▄1,2▀▀5,2▀▀▀▀▀▀▀2,5▄5,2▀2,1▄5,2▀1,2▀5,1▜5,5 15,5▚14,7▚7,5▟7,7 5,14▐7,14▚5,8▚7,5▐7,7 7,5▟7,7 0,15▚15,0▀5,15▀▀5,0▀0,15▄15,0▀▀15,1▄5,15▜1,5▛5,1▀ 5,4▟▜5,5 5,6▛5,14▞4,5▟4,15▀15,0▀0,8▛▛0,0 7,0▚7,15▚7,0▙4,14▚7,15▄▚5,3▌15,7▟15,8▟7,15▚14,1▀14,5▞1,5▀▚▌0,2 that it STINKS"2,1▌1,5▚5,6▙5,4▞7,10▌7,8▌7,15▛15,7▚7,15▟7,5▜15,7▀▌7,15▐7,7 7,8▟7,7 0,7▞0,15▛▀0,7▀▀0,15▜0,8▜0,0 0,15▙15,5▚ 5,4▟▙5,5 4,5▟▜5,4▟4,5▟4,4 15,0▌0,8▙0,0 0,8▛0,0 7,5▐▚8,14▚7,3▛7,15▜8,14▚8,15▚15,14▚14,7▞1,5▀1,14▐1,5▟5,14▟1,5▌1,2▙2,1▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀1,5▙▌▌5,7▞7,15▞7,14▛▐▟15,7▌7,14▟▐▞14,5▌7,5▜▜7,7 0,7▌15,15 15,7▐7,8▄8,0▚▟0,8▜0,0 0,15▙15,5▌ 5,4▙5,5 5,4▙ 5,5 5,4▛4,5▀4,0▄0,15▀0,0 0,7▙15,7▐7,15▜7,14▞▀7,3▚5,3▚3,5▚5,14▞1,5▚▜5,1▚▛5,2▀2,5▄▄▄5,2▀2,7▄14,2▀2,5▄5,2▀▀2,1▄5,2▀2,1▄2,5▄5,2▀2,1▄5,2▀▀2,1▄▄1,5▙▚5,15▞▐14,5▌5,14▜14,7▌14,5▞5,7▌5,1▟7,14▀5,7▛7,5▜7,4▟7,7 7,15▚▄0,15▀7,15▞8,15▚0,8▌▙▙0,15▌5,15▞ 5,14▛1,14▛14,1▞14,5▌5,4▙▟5,5 7,4▐5,7▛7,5▜15,7▜15,0▞0,15▜0,8▟▌8,0▌0,15▚15,0▛7,14▐7,3▐5,14▚3,7▞1,5▟1,14▚1,5▚▚2,1▐15,2 - Willi Munzenberg 2,1▌1,5▚5,7▞14,5▚5,7▚14,5▚ 5,7▌5,5 3,5▚7,14▚7,5▚▌▀5,14▀5,1▛14,5▚7,14▚▞8,15▐▞0,8▌15,8▀5,15▞1,5▚ 5,5 5,14▀5,1▌1,14▛5,14▌5,15▚5,4▚7,5▞5,4▙▛5,7▟14,7▚5,8▙0,15▜0,8▟7,0▄8,7▀7,15▙15,7▀7,10▛7,5▚14,5▚5,1▄▚▌1,5▙▜2,1▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀▀ 1,5▙▛1,7▞1,5▟5,1▌7,1▚7,5▚ 5,7▚4,7▚5,4▄5,7▞▌5,1▚▚5,3▚1,5▀15,7▐7,8▄▚8,7▞5,7▟1,5▛▙ 14,5▌▞▞1,14▜14,7▄7,14▐15,5▀5,4▜5,7▟5,4▜5,14▟5,5 7,15▚1,0▐11,1 http://www.whale.to/c/frankfurt_school1.html 5,1▚1,5▟5,1▚5,7▐7,5▚ 5,7▌5,1▀1,5▛▛5,1▚