1,1 1,5▛▀1,4▀5,4▀4,5▜▚▀5,4▚4,5▌▜▞▜▞▜▐▀▞▙ 5,4▞4,5▛▚4,7▀4,5▙4,7▀4,5▌5,1▙ 1,1 1,5▀1,4▀5,4▀▚4,5▞▟5,7▐4,7▌4,5▌▌4,7▛4,5▞▜4,7▐5,4▌▐4,5▛4,7▟5,4▌4,5▚▙5,4▜5,5 4,5▀▟5,4▌4,5▄▜7,4▚5,4▜1,5▛▀1,1 1,1 1,5▛5,1▞5,4▀4,5▜5,4▐4,7▛5,4▚4,7▌4,5▌▌4,7▌4,5▙▚▜▐▞▚4,7▌4,5▌▛4,7▟5,4▌4,7▐5,4▚4,5▄4,7▙5,4▜5,1▙1,5▌5,1▐5,7▙5,4▟4,7▌▀4,5▙5,4▛4,5▀▌▌1,5▜1,1 1,1 1,5▛5,4▌4,5▚4,7▌4,5▌4,7▜4,5▞5,4▚4,7▌4,5▙4,7▌▛4,5▞▟4,7▐5,4▀▚4,5▙4,7▞4,5▙4,7▚4,5▚4,7▚4,5▚4,7▚5,4▟5,1▀5,14▀5,7▀1,7▀5,14▚1,7▀5,7▀5,14▛5,4▌5,7▚5,4▚4,7▛4,5▟5,7▐5,1▙4,5▐5,4▜1,5▜1,1 1,1 1,5▀5,1▟5,5 4,7▌4,5▜▞5,4▚4,7▌4,5▙▚4,7▚4,5▞▟5,4▌4,7▐▄▚4,5▐4,7▄4,5▚4,7▜5,4▌4,5▚▌5,4▞1,5▞7,14▐7,15▐15,0▀7,0▚7,15▐15,7▌15,0▀7,0▚15,0▄7,1▌5,1▛5,4▟▌4,5▞▜5,4▚4,7▞5,4▟1,5▜1,1 1,1 5,1▜1,4▀5,4▀5,7▀4,7▌4,5▙4,7▚4,5▟5,4▚4,7▙4,5▐5,4▌4,5▚▚▚4,7▚4,5▌4,7▞4,5▙▚▚▚▜4,7▐5,4▌5,1▛1,5▌15,7▀7,15▌7,0▚15,0▄7,15▌▚15,7▌15,0▐7,0▌7,15▙▐15,7▄14,1▚5,1▛5,4▙4,7▚5,4▚4,7▌5,4▀▀▜1,1 1,1 5,1▜5,5 5,4▟4,5▚4,7▚4,5▚4,7▌5,4▚4,5▙▚▜4,7▐5,4▚4,7▟5,4▚4,7▌4,5▜4,7▐4,5▐5,4▚4,7▟5,4▌4,7▚4,5▀5,4▜1,5▛7,15▚7,0▚7,15▐15,7▄7,0▞0,7▌7,15▐15,0▞7,15▐15,0▞15,7▀7,0▌▌7,15▚15,5▌1,4▚5,7▜4,7▄5,4▚4,5▌▌▜5,1▌ 1,1 5,1▞4,5▌4,7▞▜5,4▌4,5▌▙4,7▚4,5▚▄▐5,4▌5,7▞4,7▚5,4▚4,7▞▌4,5▛4,7▟5,4▌4,7▐5,4▌4,7▐5,4▛▟1,5▞7,14▞15,0▐7,0▚0,7▐7,0▌7,15▚7,0▚15,7▌7,0▞7,15▐15,0▞7,0▐0,15▌7,0▚▚15,7▌15,5▚1,5▚4,5▚4,7▚4,5▌4,7▜5,4▌5,7▞1,4▜1,1 1,1 1,5▛5,1▐4,5▚4,7▐4,5▀▌4,7▙4,5▞▟4,7▐4,5▚▚▌▛7,4▚4,5▞5,4▚4,5▄4,7▚4,5▚4,7▚5,4▛4,7▚4,5▚5,7▙5,4▚1,5▟7,1▞7,15▐15,7▌7,15▐15,7▌7,0▐15,7▌1,7▄▄▄▄1,5▄0,7▚0,15▚14,0▄15,7▐7,15▌7,0▌7,15▌1,5▚ 5,4▟4,5▀5,4▄4,5▚1,4▐1,1 1,1 1,5▛5,1▞5,4▚4,7▐▚4,5▚▜4,7▐5,4▌4,5▐5,4▌4,7▐5,4▚4,5▄▌4,7▛4,5▟5,4▌4,7▚4,5▌4,4 5,1▀▟4,5▚5,4▟7,5▚4,5▜1,5▟7,1▞7,0▞15,7▀7,15▌▚15,7▚15,1▚1,15▚15,7▞▚14,7▄15,7▌14,15▐1,14▚7,0▚▀7,15▌▚1,7▞1,14▀▀1,1 5,4▐4,5▙▀▌▙1,1 1,1 1,5▛5,4▜4,7▙5,4▌4,5▚▜▐4,7▚▚4,5▌▛4,7▞4,5▙4,7▐5,7▚4,7▌4,5▙4,7▚4,5▚4,7▌▙5,1▛1,5▚5,4▚5,5 4,5▀5,7▜5,1▚7,1▐15,7▜7,0▚15,7▌0,7▌1,14▄0,1▞7,5▚14,1▀1,0▀▀▀1,14▚7,15▌7,0▚1,7▚▄1,5▄1,14▙1,0▛▀14,1▐1,5▐5,4▌5,7▛5,4▟▟1,5▄1,1 1,5▛5,1▜5,4▚4,7▞▞4,5▟4,7▐4,5▐5,4▌4,7▚▚▚4,5▚4,7▚4,5▜▐4,7▚4,5▟4,7▐4,5▐5,4▌5,7▐1,14▌5,14▌5,1▚▜1,5▟▀1,7▀1,0▀1,15▀▀▀▀14,14 14,5▟1,5▞0,0 1,0▟1,1 1,0▙1,14▄1,15▌7,15▌0,7▌7,15▞15,5▚1,14▜0,14▌1,14▙0,1▄1,7▟5,4▌4,5▀▀5,1▚4,1▄1,5▜1,1 1,4▛5,4▌4,7▐▚4,5▌4,7▚4,5▌▌4,7▚4,5▚▜4,7▐5,7▌4,7▚4,5▚▜5,7▐4,5▌▛5,4▚4,7▟5,1▌14,5▐▐15,7▐7,14▚0,5▞15,7▞7,15▌7,0▌15,7▚15,0▐7,0▚7,14▚14,5▚15,7▙1,14▀▀1,7▀15,14▐15,7▟14,15▄5,0▚0,15▙15,0▞7,0▚7,15▐15,7▌14,1▚▞14,0▚1,5▌5,7▄4,5▜5,7▀5,4▚▄4,5▌1,1 5,4▄4,5▚4,7▚4,5▌4,7▐4,5▐▞5,1▞4,5▚▀7,4▚5,4▚▙4,5▚▌4,7▙5,4▚4,5▌4,7▌▜5,7▌1,5▟▌15,7▌7,15▞7,0▞0,7▌7,0▐15,7▄7,0▞0,15▚7,15▀15,7▌7,15▐▐0,15▀7,14▚14,7▚0,7▛0,15▞7,14▚0,7▐0,15▛7,15▞15,7▚7,0▐15,0▀7,0▚15,7▙15,0▐7,14▌1,5▚4,5▐5,4▜4,5▙▐5,1▄ 1,5▙5,4▙5,7▄5,1▛4,5▚▚5,1▚5,4▌4,7▐4,5▀5,4▚4,7▌4,5▛5,4▚7,4▚5,4▚4,5▛4,7▞4,5▛4,7▀4,5▌1,5▙14,1▚5,7▚15,7▜7,15▚7,0▚15,7▙7,0▞0,7▌▚7,0▌▌7,15▞15,7▀7,15▌7,0▀0,7▀▀▀▀▌15,7▌15,0▐7,0▌7,15▌7,0▌▌7,15▌▚▐15,7▙1,5▚5,4▌5,7▐4,5▛4,7▟1,5▜1,1 1,1 1,5▙1,1 5,1▀5,4▙1,5▌4,7▌▌▛5,4▚4,7▞▞4,5▙▚4,7▚4,5▙4,7▐▐5,4▌5,7▟1,5▀5,1▞5,0▚7,15▚7,0▚0,7▐7,0▌7,15▚▚▚15,7▌7,0▞0,7▌15,7▌0,7▚15,7▚15,0▐7,0▌7,15▞14,7▄15,7▚14,5▚1,5▚15,5▄14,5▚14,15▚7,15▚▚7,0▚7,15▐15,7▄7,14▚1,5▌4,7▚5,4▞4,5▀1,5▟1,1 1,1 1,2▛12,2▟1,0▀1,14▀1,5▌5,4▙4,5▌▌▐5,4▌4,7▐4,5▐▞▚4,7▞4,5▛▐5,7▌5,5 1,4▀15,7▚1,15▟1,0▌0,7▐7,15▌7,0▚7,15▚15,7▌0,7▚7,15▞▞15,7▀7,15▌7,0▚15,7▚5,15▐14,5▚15,5▄7,14▌1,5▌15,7▜▚0,7▚15,0▀7,14▚15,5▞15,7▞7,0▌▚▚▚1,5▚4,5▀5,4▟1,5▟1,1 1,1 0,1▐0,0 0,12▀1,2▞1,7▀5,1▀5,5 5,1▌4,5▐5,7▀5,4▐4,5▌4,7▀4,5▙4,7▞4,5▞▌▌5,7▛4,5▌5,1▌14,5▌1,0▌15,7▞7,0▌▌▚7,15▚15,7▌0,15▌15,0▄7,0▌7,15▚5,7▀7,14▞15,7▌▚▌0,7▌1,5▚14,5▚15,5▄14,5▚15,7▄▜7,0▌7,15▚15,7▐7,0▌15,7▚7,0▐15,1▌5,1▀ 1,1 12,0▟12,1▛1,14▌7,0▚7,14▚5,14▚1,14▀1,15▀1,14▜1,4▄5,4▌▚4,5▜5,7▚4,7▌4,5▙▌▀▌5,4▙1,5▟5,1▌1,0▌7,15▚▐0,7▚7,0▞7,15▐15,0▞7,0▚7,14▚15,0▄4,0▄15,4▀4,0▄▄4,7▄15,0▐7,15▌15,7▚▌7,0▐15,0▌7,1▚1,5▛5,1▙5,14▙1,15▄7,0▚▌▌7,15▚1,1 1,1 1,2▌ 2,1▌14,7▚0,14▐7,1▚7,0▞15,0▐7,0▌7,15▌5,1▚1,7▀5,1▀▀▀1,5▄5,1▚1,14▜5,1▀▀1,12▀1,14▚14,5▌1,14▜15,7▚0,15▚7,15▌7,0▌7,15▌7,0▌15,7▚0,15▚4,7▐5,4▜5,1▀5,14▀1,5▚5,0▀1,4▄4,6▀4,5▙4,7▄▄4,15▐4,5▀1,1 1,5▙▄▟1,1 1,1 1,2▌ 1,5▛5,15▞15,7▚5,1▄7,15▐0,15▌7,0▚7,15▐15,0▞15,7▞7,15▌▚▚▚15,7▌▚1,2▚12,1▀0,12▟0,0 0,1▄5,1▚1,15▙7,15▌15,7▚15,0▐7,0▌15,7▚7,0▐0,7▌15,5▙5,4▙4,1▄1,14▐1,0▀▟14,0▙1,0▐0,1▄▄1,14▌14,0▜1,1 1,1 1,2▌12,12 1,5▛1,15▐15,5▞1,5▐7,15▞15,7▀7,0▌15,7▚0,15▚7,15▌7,0▌▌15,7▚0,15▚7,15▌7,0▚7,15▚1,14▚0,15▐0,0 0,12▀12,0▟12,2▌1,15▙7,0▚15,7▙7,0▞▐0,15▌15,0▄7,15▌15,5▚5,4▌4,5▜4,1▄1,14▚0,15▚5,14▄1,0▀▜14,1▀1,5▜1,1 1,14▛0,12▄ 12,1▌1,5▐7,5▚1,14▐15,7▌0,7▚15,7▚0,7▌15,7▄0,15▚7,0▌15,7▚0,15▚7,0▌7,15▞15,7▚0,7▌15,7▙1,2▚12,1▀2,12▟2,2 2,1▙1,5▚0,7▚▚7,0▞7,15▐0,7▌15,7▄0,15▚7,15▌15,5▄5,7▀4,5▞▀▀5,4▟4,1▀5,4▟5,1▚1,12▞1,1 1,14▌0,12▜0,0 12,0▀1,2▜14,5▚14,1▌14,7▚15,7▚0,7▌15,0▀7,0▚7,15▚15,7▌7,0▞0,7▌15,7▙0,15▚7,0▌7,15▚▚15,7▙1,14▜2,1▜2,2 2,12▛▀12,2▟12,1▄1,14▚7,0▚7,15▌▞7,0▞0,15▚7,0▌7,15▌15,7▜7,15▌15,4▄4,0▀4,15▀4,5▚0,7▀15,5▚1,12▌1,2▜1,14▛▚1,5▐1,1 2,14▌12,0▜0,12▀0,0 0,1▙1,14▙1,5▐1,7▌7,0▐7,15▐0,7▚15,7▚7,15▐0,7▚15,7▚7,15▐7,0▐0,7▚15,7▚7,15▐0,7▚7,15▌7,14▌1,12▚ 12,0▀▀ 0,12▛12,1▙1,12▀1,7▄▄15,1▀1,15▄1,0▄1,15▄▄7,1▀1,7▄▄▄1,15▟1,14▀2,1▚15,5▞7,0▌14,7▄1,1 12,14▜0,12▀0,0 12,0▀▙0,1▚1,5▚1,14▙7,0▌7,15▞▞7,0▞7,15▐7,0▐0,7▌15,0▀0,7▐7,15▌7,0▚15,7▞7,15▌15,7▚15,0▐7,1▚1,0▌ 0,12▀12,0▟▛▀ 0,12▀12,14▟12,0▀▀ 0,12▀ 2,12▞1,5▀15,5▐7,0▌7,15▞14,5▚1,14▌7,15▚1,7▐1,14▚14,5▚1,14▐1,1 0,0 0,12▙12,0▜0,12▀▜12,0▀▜2,1▚14,7▚15,7▛7,0▚7,15▐15,7▙15,0▐7,15▚0,7▐7,15▌7,0▚▚7,15▚7,0▚7,15▐0,7▌15,0▀5,1▚2,12▚0,12▟0,0 0,12▛▀12,0▛▀0,12▟0,0 0,12▛▀12,1▛1,12▞1,15▚7,0▚15,7▌7,0▞0,15▚7,15▌1,5▐5,14▞1,5▚15,7▚5,0▞15,5▚14,1▚1,5▜1,1 0,2▜0,0 0,12▙12,0▀▙0,12▀▜1,2▜15,7▚7,0▐0,15▌7,0▚7,15▚0,7▐7,15▌7,0▚▚7,15▐0,15▌7,0▚15,7▌▚0,15▚7,15▌1,5▐0,2▀0,12▀▀12,2▀▀0,1▀▀1,12▄12,1▀▀▀▀▀7,14▄7,15▐▐0,7▚15,7▚0,7▌▚15,7▜7,0▌7,15▞▞15,5▚7,0▐14,7▄15,5▚1,14▀1,1 2,12▌0,12▀▜0,0 0,12▙12,0▀▜1,5▚15,7▚7,15▐15,0▞0,7▐7,15▌7,0▚▚7,15▐15,0▀▄7,0▌7,15▌15,7▚0,7▌15,7▛15,5▌1,2▌2,1▚1,15▀14,7▀14,5▚7,15▐15,7▌▚7,15▐15,7▌▚7,15▐15,7▄0,15▚7,15▞15,7▀7,15▌7,0▌7,15▚▚15,0▄7,15▌7,0▙15,7▌0,7▚15,14▚7,15▌▚14,7▞1,1 2,12▐12,2▜12,12 0,12▀▜0,0 0,14▙1,14▜15,7▐7,0▚7,15▚7,0▚0,7▐7,0▌7,15▞7,0▞▐15,0▞0,7▐7,15▌7,0▚▚15,0▀7,14▚7,15▚▚0,7▐7,0▌▚7,15▚▐15,0▀15,7▞7,0▌7,15▌▌▌15,7▚15,0▐7,0▌7,15▞15,7▚0,15▚7,15▚7,0▚5,14▚5,7▚15,7▚14,5▚5,14▞5,15▞1,1 2,1▐2,2 2,12▙12,2▀▜12,12 0,12▀▀▜0,15▙1,0▀5,15▚15,7▌15,0▞7,15▚7,0▚7,15▐0,7▌▚7,0▞7,15▐0,7▌15,7▌0,7▚15,7▀7,0▌15,7▚0,15▚7,15▌7,0▌▌7,15▚15,0▄7,0▌7,15▌15,7▚0,15▚7,0▌7,15▚▐0,7▚7,15▐1,14▞14,5▚1,5▛5,14▚1,5▐14,5▚5,1▚1,5▛15,7▌15,14▚1,1 2,12▙12,2▚2,12▀2,2 12,2▀▀▜12,12 12,0▙2,1▚1,15▙7,0▚15,7▚▌15,0▞15,7▟7,15▌7,0▚7,15▚15,7▌7,0▐15,0▀7,15▚15,7▌15,0▞7,15▚15,7▙15,0▐7,0▚15,0▄7,0▌7,15▌15,7▚15,0▐7,15▌1,7▄5,14▚1,2▀▀▀1,14▚5,15▚1,14▙14,15▄7,1▚14,7▙14,5▀1,1 1,14▄1,5▟1,1