1,1                            1,14▛▛▀▀14,1▙▙▌14,14 14,15▛▛▀▀▀▀▀▀▀▀▀▜▀14,14 14,15▛14,1▟▟1,14▜14,1▙1,14▀▛▛1,1              
1,1                     1,5▛1,14▛▛14,5▄14,1▟14,5▜14,14 14,15▛▛▀14,0▀15,0▛▚0,15▌0,0  0,15▙▙0,0 0,15▙▜ 15,14▛15,15   15,0▀▛15,7▀▜▜▜15,14▞14,15▛14,5▐14,7▜14,5▛14,14 14,5▙14,1▟1,14▀▜▜1,1        
1,1                 1,5▟▙▌14,1▐▟14,14  14,15▛▜15,14▛15,7▙15,15 15,0▀0,15▙0,8▚0,15▟0,0      0,15▟0,0     0,15▟15,0▀▛15,15 15,14▛15,15 15,5▛15,7▛15,5▀15,7▌15,4▛15,14▞▞▞14,15▌▄15,5▄14,5▀▙14,14 1,14▀▀1,1     
1,1          1,5▙▜1,1 1,5▟1,1 1,5▟1,14▛14,5▐▜14,14  14,15▛15,7▄15,14▜▙15,7▜15,14▟15,0▛▙15,7▜15,15 15,0▙     0,15▀▀0,0  0,15▀▜▀▀▀15,0▟0,15▌15,14▛▛15,7▞15,14▟4,6▚7,15▚4,6▜4,15▟4,6▐5,15▚4,15▙▄5,15▌5,14▙14,7▀5,14▙▚▌▙14,5▚14,1▙▄1,5▜1,1 
1,1 1,5▛1,1            1,5▜14,5▛14,1▛14,14  14,15▀15,14▀15,15 15,14▟15,7▜15,15 15,14▜15,15 15,7▄15,0▟▛▀▜0,15▀0,14▀15,14▀14,15▟▟14,0▄0,14▀0,15▀15,0▟0,15▜0,0  0,15▙15,7▙15,14▛▜▟14,15▌▀▛14,7▙15,14▀4,15▀4,6▐▜4,0▜4,6▙4,15▙4,6▜4,15▞4,14▄5,5 5,14▙5,1▙5,14▚▜1,5▌1,14▀1,5▐5,1▌
1,5▜1,1 1,5▛1,1         1,5▞14,1▜▜▙14,14 14,7▀15,7▚15,8▀15,15 15,14▀15,15   14,7▚15,0▟▞15,14▛15,7▙15,15 14,15▐14,1▜14,5▟14,15▀15,7▜15,0▚0,15▟0,7▄14,15▀14,14 15,5▀15,0▚0,15▀0,0 15,0▜15,7▛15,15 15,7▙15,0▟15,14▄15,5▌▙14,5▙15,5▚14,6▙7,4▚4,6▚4,7▞7,4▄4,6▜4,0▟▚4,6▚4,5▚5,4▀5,6▀5,5 5,6▐5,1▟▙5,14▚
1,1 1,5▟1,1         1,14▌▚14,1▀▜14,7▀14,15▛▙15,14▞▟15,0▜15,7▟14,15▌15,7▛15,14▜15,15 15,14▀15,7▛15,14▟▛14,15▞14,14 15,0▀0,15▟15,0▜0,15▀▜▀▀▀15,0▐14,14 14,5▟15,14▜15,7▙15,15  15,14▟14,15▀▚15,14▞▛▟15,5▟5,14▚▚▚14,1▛6,4▚6,7▌4,0▌6,7▌5,7▚6,7▚4,7▚4,0▐4,15▚4,5▀4,6▌4,4 6,7▚5,5 
1,5▜1,1         1,5▐14,1▌1,14▜14,1▀▚14,15▛▀15,14▟14,15▚▚▟15,14▙7,14▚14,15▌ 15,7▙15,14▜15,15 15,14▀14,1▄▞15,14▞15,0▀▀ 0,15▜0,0 0,15▛▛▀▚14,0▜14,5▙14,14 15,14▙14,15▀▙15,14▜15,7▟▄14,5▜▌▄14,6▙14,15▜4,15▀5,4▜5,1▚1,5▀1,14▚5,1▀5,4▚4,6▐5,14▐5,4▐4,7▚4,15▌4,5▙15,4▚7,6▐4,6▀▜
1,1        1,5▟▐14,5▌14,1▙14,5▜▛14,1▛14,14 15,14▄14,15▚▌▟15,14▜15,0▛14,15▐  ▟15,14▌▌14,3▐14,1▟15,7▟15,15 15,0▞0,15▚15,14▀▀▀▀▀14,15▙14,7▄15,3▀14,14  14,15▄15,14▛14,15▚▐14,14  14,5▛14,14 14,5▙▛14,14 14,5▌6,7▚4,14▀5,7▚5,14▌5,1▐1,5▙14,5▌4,14▀5,6▞5,14▐▙5,15▌4,5▚15,5▚5,4▚▄
1,5▌1,1 1,5▟▟▙1,1 1,5▙▛14,5▐5,1▌14,5▌14,1▙14,3▟14,15▀14,1▙▚▜15,0▄14,15▄▄▚15,14▛15,7▟▚14,15▀14,14 14,15▟14,1▀▌14,5▀14,7▌14,5▚14,7▚14,8▀15,7▚3,7▚14,3▌15,7▙3,14▚3,7▚14,15▌15,14▟14,7▟14,14 14,15▟▟14,1▜▜14,5▙14,1▜▛14,14 14,5▛14,14 14,5▟5,14▚ ▀5,4▚4,6▌4,5▙5,14▐1,5▜5,6▚▚7,6▌7,14▚5,14▛▛5,4▌4,6▜4,15▐
1,5▜▜1,1   1,5▛▚5,7▜6,14▚1,14▛14,1▀14,14 14,15▙15,14▀14,8▐14,5▙14,14 14,0▌15,7▀15,14▜15,0▙14,15▟15,14▀14,15▟14,1▜14,5▜▌14,1▚5,3▚0,7▄0,8▚15,5▀1,3▄1,5▄1,14▌1,1  14,1▀1,3▄14,1▛15,7▀14,8▙14,14 5,1▚14,1▀14,14 14,5▜14,14 14,1▐14,14 14,5▟14,14   14,5▌14,14 14,5▟1,5▞5,1▌5,14▛6,7▚5,15▌5,14▛1,5▜5,14▌5,6▜15,4▌6,4▚5,14▐
1,5▙▚▚5,1▟▟5,4▀▟14,5▌1,14▐14,1▌▀14,5▌▛14,15▞▟14,1▚1,14▚14,15▚14,5▛15,14▀ 14,1▌14,3▞▌5,1▚14,3▚15,3▄5,3▌15,3▚1,14▐1,1  1,5▛5,1▚14,5▟5,15▀15,5▌14,5▌▌5,14▚14,1▐1,14▄5,3▚14,1▚1,3▌14,14   14,1▟▐14,14 15,14▄14,15▀14,14  14,5▞▟5,1▚1,14▌14,5▛14,1▜5,14▜5,15▜5,6▐5,1▄▚14,6▄5,4▌▄6,5▚5,7▜5,14▟
5,6▀1,5▚14,5▚5,6▛4,5▛5,15▞14,1▚1,14▌▙1,3▄14,1▚▀1,14▌▄8,15▚0,14▚14,3▚5,1▚14,1▚▜14,7▟1,15▀14,1▟14,7▙14,15▛14,7▚3,7▚14,3▀1,14▛1,1  1,5▛14,5▐15,8▚▚15,7▀8,15▚▚15,8▚14,7▀5,14▚1,5▙1,14▙1,5▜1,14▙14,5▜14,14 14,5▟14,1▌▚▜14,15▜15,14▄14,15▙14,14  14,5▙1,5▌▌14,5▜14,1▜5,14▌5,15▜5,14▙1,6▐5,1▚▚5,14▚
1,5▙▚5,6▞5,7▙5,6▟1,5▙1,14▚▜14,1▚        1,14▙1,5▌14,14 15,14▟▄15,7▜14,15▟7,14▚14,5▚3,5▚1,1 5,1▚  1,5▌5,14▞14,3▐7,14▚▚7,3▚15,8▚8,7▄15,14▚7,1▚1,5▄▛1,1 1,14▙14,3▟▛14,5▙14,14 14,5▟1,5▚14,1▟14,15▟15,7▐14,15▛14,5▌▙1,5▚14,1▐14,14 14,5▟5,1▞5,14▌5,15▙5,14▛1,5▚▜▟5,14▌5,1▌▌1,5▜
1,5▙1,14▐5,6▛5,5 5,14▞1,14▚▚▚1,1    1,5▌▚▚▚▚14,5▚14,7▛14,15▙ 0,15▟15,14▌14,7▜14,5▙▌1,3▐14,5▞1,1 1,14▜1,5▜5,1▚1,5▄3,5▚▚1,14▜1,1 0,1▐0,7▛0,8▚5,14▌1,1 1,5▐▙1,14▙14,5▙14,14 14,1▟▌▙3,1▚14,14  14,15▙14,7▜14,15▛▌14,5▀14,1▟14,5▐▙▌5,14▞5,15▟5,6▟1,5▚▚▜▙1,14▚▛5,1▚
1,5▛1,14▛5,1▜5,14▜5,1▌1,5▜5,14▌1,14▌1,1   5,3▚▚14,7▄15,8▜7,15▐14,3▜14,5▐14,15▌ 15,0▛▞14,14 14,3▐▚14,5▐14,3▐1,5▚▚1,14▀15,14▄14,5▟1,5▚1,3▐1,5▚▚14,1▐7,3▚14,7▛14,5▙1,14▚14,3▛14,5▟1,14▚1,3▚14,15▚15,7▙▀▀15,5▀▀15,7▚▜▀15,15 15,14▟14,15▜14,5▛14,14 14,5▜▙▛14,6▙7,4▚5,15▞5,4▛5,1▌▌▌1,5▌▙5,14▐
5,1▐ 1,5▙5,1▞▌▙▙1,14▙1,5▜1,1 1,5▙5,3▐1,3▚▄1,14▄1,3▄5,1▚14,14 15,7▟15,0▌▄14,15▚▀15,3▞▙7,14▚14,7▀14,5▙1,14▚▌ 14,8▚15,14▀▀14,15▌▛▛▀14,14 14,5▚14,1▚▜14,5▜14,15▛15,14▐14,7▚5,7▚4,5▚4,6▚7,6▌4,7▞5,4▚15,5▚15,7▚14,7▚15,14▌▌ 14,1▟14,14 14,1▟▀▜5,14▚5,6▚1,4▄5,4▐▞▛1,5▀5,1▚▙
1,5▜1,1 1,5▙▚5,1▟4,5▐5,1▙▚1,14▛1,5▟▙1,3▞3,5▚1,5▀▛5,1▐5,14▌▀5,15▀5,4▀5,7▟14,7▐7,10▚15,7▙3,7▚15,7▚15,8▀7,14▚14,8▜14,1▐1,14▌14,1▛14,7▄15,14▀14,3▜14,5▛▛14,14 14,7▜14,1▀14,5▐14,1▞15,14▌15,7▞15,6▌15,4▄15,7▄7,4▚4,6▐4,15▛5,4▞4,0▌15,7▚15,0▐4,15▚5,15▚14,5▚▌14,14 14,5▜14,1▙▜14,5▚▜1,5▚▜1,1 1,5▄
1,1 1,5▟1,14▄5,1▚5,6▜4,6▌1,5▛5,14▙1,5▚1,14▌1,5▛1,3▙5,1▌5,14▛▛5,7▚4,5▞4,6▚4,7▐4,15▐5,4▐5,7▟5,14▙▛15,8▚0,8▜15,0▚0,8▀3,7▚15,7▚14,3▟1,3▚14,1▞14,5▞▌1,14▟14,1▌1,3▚14,1▟14,7▜14,5▌14,14 14,5▞5,15▌14,7▙5,14▐▐14,15▞15,6▌15,4▙6,7▚14,5▀5,15▌▚5,14▐15,5▌14,14 5,14▚  14,5▙▜14,1▙▜1,5▐1,6▟1,1 1,5▜
1,5▌5,1▚▀5,5 5,15▜5,5 5,1▀5,5 1,5▙14,14 14,1▟5,1▐1,5▌5,14▜5,6▜5,7▌5,4▙6,7▚5,5 15,5▚5,14▛5,15▞14,7▜7,14▄14,7▛▜14,15▚▚7,15▚14,7▙14,3▐14,1▚14,7▞7,3▚15,8▚14,3▙5,15▚14,7▚▀15,14▌15,8▐7,14▚14,7▞▙5,14▐15,14▌▌15,5▚15,7▛0,5▄0,7▚15,7▌▜15,5▐14,15▚5,15▌14,5▜▀▀14,15▄14,14  14,5▞▌▙1,5▛1,1  1,5▟▟1,1 1,5▜
1,5▚5,14▞▜▜5,4▚5,6▐5,1▜5,14▞14,1▚14,14 14,7▟14,5▌1,5▚5,14▌5,5 5,15▟5,14▙▜15,14▚7,15▌8,7▐0,8▚8,15▛▌7,3▚15,8▙▚▚8,0▚8,7▞15,7▚▚3,14▚14,15▛0,14▄15,14▚14,15▀▀▀15,14▛15,8▙15,7▙15,8▌15,7▄14,7▚15,7▌▀0,8▛0,0   0,7▐0,15▙▄▄▄7,15▚15,7▞0,7▄15,7▜14,5▟▛▛▛14,1▌5,1▚ 1,5▜▜1,1 1,5▟▟
5,1▜5,6▐5,1▜5,6▚5,14▌5,1▜5,14▞5,5 5,14▐14,1▜14,14 14,1▞1,5▚5,1▌5,14▌▙▚14,7▞7,3▌7,0▌8,0▌▌0,8▙8,0▞14,1▚1,14▜1,1  1,5▛14,5▄8,14▜0,0 0,14▚0,15▜0,0 15,0▌0,15▛15,8▐15,15  15,7▜15,8▛15,15 0,14▄▄▄15,7▄▀15,8▚▌0,7▀▀0,8▜0,0  0,8▜▟8,15▌7,15▚15,14▌14,7▟14,14   14,1▌14,5▜5,1▞1,5▀5,1▚▚14,5▄1,5▌
1,5▌▌5,1▐▌▙▜▐4,5▚5,15▞14,15▞14,1▛14,5▛1,14▌1,5▚▄5,14▐▚▚14,3▄14,15▄14,3▄8,5▀14,3▐1,5▀▜3,5▚14,5▀▜14,3▚14,7▚14,3▜14,7▀15,15 15,7▜15,15 0,7▚15,7▀15,14▟15,7▞15,8▛15,15 15,14▌▙14,15▐▀▀▜14,5▛14,15▌8,15▚15,8▌14,0▀14,15▀0,8▐8,0▀0,8▀8,15▚15,14▐14,15▚15,14▚14,7▟14,5▚14,14 14,5▐7,14▚15,7▐0,7▐0,8▟▙
1,5▙5,6▞5,1▌5,14▛1,5▚1,6▐5,1▜5,7▚▄14,1▚14,5▙14,1▙14,14 14,5▄1,14▀▛▀▛1,5▞▞▞1,14▙1,5▀1,14▌▚14,1▙14,14 3,1▚14,10▛5,10▚14,15▀14,8▛14,15▌15,14▛8,15▚15,8▛15,0▚8,15▌▚15,8▀▌15,14▀15,8▀15,3▀14,1▀1,5▄1,14▟14,1▌3,15▚15,5▚15,14▐0,8▌14,7▚0,8▄8,15▚0,7▟8,15▚15,8▌▙14,15▐14,8▐7,1▚14,1▚1,5▀1,14▛14,1▌
1,5▌▌1,6▞5,1▀▌▌▚14,5▐5,14▙14,5▜14,15▙15,14▙14,15▜14,14 14,15▛15,14▌14,3▌14,1▐1,5▙14,1▌1,5▄14,1▀▀1,14▄▌1,3▙▄14,3▚1,3▄▄1,15▄14,3▚15,1▀1,15▄1,14▄8,15▚1,8▄1,7▄1,14▄1,7▄1,14▌5,14▐1,14▙1,5▜1,1  1,5▚8,3▐0,7▀5,15▞15,7▚0,15▚0,8▟7,8▞8,15▞8,0▐ ▞0,8▙15,8▄▙14,5▛14,1▟▟14,5▌1,14▙▟▟1,1 1,5▛1,1 
1,1 1,5▙5,1▙5,5 1,5▚1,6▚1,5▜▙1,14▌14,1▞14,7▙14,15▟14,5▚14,14 14,15▞▟▐1,1    1,5▜▛▛▀▀5,1▌▌5,4▜7,5▌▚5,4▀5,7▌5,4▐7,5▚▌5,7▀▛5,15▀7,5▚▚5,14▀▙1,1 14,1▄7,3▌8,0▚8,15▌7,14▌14,1▚8,7▐15,8▀▐8,7▐0,8▙0,7▐0,8▌0,15▞▛8,7▚15,7▌14,1▌3,5▚14,5▛1,14▚1,5▛1,1      
1,5▌▌5,14▌5,6▙1,5▙▛1,1   1,5▟5,14▐14,1▌1,14▄14,1▜1,14▟▟1,1  1,5▜5,1▀5,14▛1,5▚5,14▜▚▀14,5▌▞▟14,15▄15,0▀▚1,14▄0,14▀0,1▀0,15▀0,14▜0,15▚15,1▛15,14▀14,1▀1,15▄1,5▄1,3▚1,8▚7,3▚0,8▚▚0,3▚7,14▐3,7▚8,0▟0,15▞8,7▌8,0▚0,8▌0,0 8,0▌ 8,7▀▄0,7▌14,5▀▟14,15▚14,7▜3,1▚1,14▜1,5▛1,1    
1,5▚▚5,1▟1,5▜▙▜5,1▙  1,5▙1,14▚14,1▐1,14▀▜1,5▜1,1  1,5▙▙▄1,1   1,14▀▌1,1 14,1▙1,14▌▜14,1▀1,15▌15,1▚0,15▚0,1▐▌0,0 0,15▄0,0 1,0▞1,14▚▚8,14▐0,3▞3,15▐7,8▚8,0▄▚14,8▐7,3▐8,0▚0,8▟8,7▌15,8▚0,8▛▟8,15▞0,0 0,8▞8,15▚8,0▐15,7▌14,3▜5,3▌14,7▚15,14▚3,1▚1,5▟1,14▟1,5▛1,1   
1,5▌5,1▐5,14▌1,1 1,5▌1,6▀1,1 1,5▜1,1    1,14▐ 14,1▙1,5▙1,1   14,1▚  1,14▟▌▙▟▌14,1▜▄1,0▌1,14▄15,0▞15,1▚0,0 14,0▌14,15▚14,1▛1,5▛▚14,3▞8,15▚8,0▌8,8 0,15▞0,8▌8,0▐0,3▚7,3▚15,7▞8,7▚15,8▚8,15▞0,8▚▛▙0,0 8,0▚▐14,8▚15,0▞8,14▚14,5▀▙14,7▚15,3▚5,14▚▚1,14▛1,5▛1,1  1,5▙
5,5  1,5▜▜5,1▚1,5▜1,1 1,5▛1,1    1,5▟14,1▀14,14 14,1▙1,5▜1,1   14,1▚ 1,14▟▜1,1 14,14 14,1▚1,0▌14,15▚1,14▚14,1▛1,0▟1,14▄▟1,5▀▚14,7▚0,3▐8,15▜0,8▌▀8,0▛0,8▜8,0▚8,15▌8,7▞8,15▞8,0▚0,8▞8,0▌8,15▜0,8▛0,0 0,8▟8,3▚0,8▌15,0▚15,14▄8,0▌8,15▌7,3▚15,7▚1,7▚14,15▌8,14▚14,7▐1,5▐▌1,14▚1,5▜1,1 1,5▙
5,14▌5,1▌1,5▛1,1 1,5▛▛1,1       14,3▚14,14 14,15▜14,1▟1,5▜1,14▜1,1    1,14▛▛▌▀▀1,5▀▚1,14▚14,7▞5,14▚7,14▚7,3▚0,8▄8,15▄7,15▌8,0▜8,15▞0,15▐0,8▞8,0▞▚15,7▌8,15▌8,0▌0,8▞8,0▞▌0,8▟▚0,0 8,0▚▐▐15,8▙8,7▞0,8▚▀8,0▚15,8▞7,14▌15,3▐15,8▐7,14▚1,5▐1,14▌▜1,5▜1,1  
1,1  1,5▛1,1   1,5▜1,1      1,14▙ 14,15▟14,14 14,1▙5,1▚1,14▜▀▌▌14,1▀▜▀5,14▐14,3▛5,15▌8,7▐7,14▐8,14▚8,15▌▚7,8▐8,3▐15,7▌15,8▌0,8▌▌0,3▛8,7▜15,7▌▚8,15▚0,8▟▀8,0▛8,7▞0,8▀8,0▀0,8▜0,3▐8,0▌▌8,7▌8,0▜0,15▀8,0▚8,15▚▌8,7▞15,8▌▌▚14,7▜▚1,7▜1,5▚1,1 1,5▜1,1 
1,1 5,1▙1,5▟1,1    1,5▟1,1  1,5▟1,1  1,5▙14,1▜14,7▜14,14 1,14▀14,1▚1,14▐▚1,5▚1,14▚▚1,5▚14,5▌14,14 14,5▜14,7▙14,15▚7,3▐15,0▚8,7▚7,8▞15,8▚8,15▞15,8▚0,8▀8,0▚▐▐15,7▚0,15▄8,0▌▚0,8▌8,15▟0,7▐8,0▟0,8▛8,0▜▚0,8▞8,0▚▚▚▀▌8,14▚7,15▚8,15▚7,0▚0,7▚15,7▚8,0▐15,7▌14,7▌14,10▐1,5▞▟▜▜
5,1▛1,5▀1,1  1,5▙▜▙1,1       14,1▀14,14 14,5▜▜14,1▜14,14 14,1▐▟14,7▛14,14 14,15▜15,3▙15,7▙15,10▟14,7▌14,15▟14,7▜14,15▛5,3▚14,7▄15,8▚8,7▐0,8▌▛8,0▚▚0,15▚8,0▚▜0,8▙▜ 8,0▄0,8▚0,3▐0,8▟0,3▟8,0▌0,3▀14,3▄7,14▌7,15▐0,15▚14,3▚7,15▚8,15▚7,15▌0,8▟▚▜8,15▌▚14,7▐14,3▚14,5▟1,5▀▙▜
1,5▙1,1   1,5▙▜1,1        1,14▄14,1▜▙▜14,15▛▀15,14▙▙▙15,15 15,7▙15,0▟15,7▛15,14▟▐▞14,15▙7,14▚14,15▀7,14▚▚8,14▙7,11▚8,0▙▚0,8▜8,0▐0,8▌▌8,0▞0,8▚8,0▌0,8▚▜▙▀▚14,5▌14,7▜3,7▚3,15▚8,14▚14,3▚0,7▐8,15▐▞0,8▀▙▌15,7▌0,8▙15,8▚14,8▀14,15▀7,14▚14,3▜5,1▚1,14▜
1,5▛1,1   1,6▟1,1         1,14▙14,1▚14,14 14,7▙14,15▀15,14▟15,7▟14,15▌3,14▚14,15▀15,14▜14,15▚15,14▀▌▌14,15▌7,15▌15,3▐7,0▌8,15▌8,7▌0,8▚8,15▞0,8▚▜▌▌8,0▚▚▜0,8▙0,3▙0,8▀8,15▌8,14▚14,5▟3,7▐14,15▐14,3▚7,3▌8,14▞8,15▜0,0 0,8▟8,0▚15,7▀15,0▌0,8▙▟8,0▚15,8▟8,15▌15,8▜7,14▚7,15▚14,7▚14,5▀▙
1,1 1,5▜▀▛1,1 1,5▟1,1     1,5▌1,1  5,14▛14,1▐14,15▛15,14▀14,15▀▙▙15,7▐14,15▙▟14,8▟14,15▙15,14▄7,15▚14,15▌7,15▌0,15▚7,14▚7,3▐8,15▞0,8▚▚8,0▟ ▌8,8 0,3▀0,8▟▐8,0▌▌8,15▚1,5▄▌14,3▞3,5▌7,15▌14,7▄3,15▚8,15▚▚8,0▚▚8,15▜14,8▚8,14▐0,15▞▀▄▄8,15▄0,7▚0,8▄15,7▚0,15▌15,8▞7,14▌14,7▜
1,5▛▟ ▌1,1       1,14▄1,1  5,14▌ 14,15▙14,7▐15,10▚14,7▛14,15▙▟14,7▟14,5▌14,7▜15,7▙15,14▌14,15▐7,15▚15,7▌▌15,8▌8,7▐8,0▚▌▙0,8▛8,0▙8,3▚0,8▛▛▙▚1,14▄1,1 1,14▛3,5▚14,3▀14,1▛7,15▚14,7▙3,5▚3,0▚8,15▌15,8▌8,15▐0,15▙8,15▚7,15▚8,0▌8,15▌0,0  0,8▙0,0 8,15▌8,0▌8,15▌8,0▚8,15▌14,8▐14,7▜
1,5▙1,1 5,1▚▙1,5▙1,1  1,5▛1,1     1,5▛14,5▜14,7▛14,14 14,7▛14,15▟▙14,3▜14,1▚14,5▚14,14 14,15▚14,5▙▜14,7▙▚15,0▚8,7▌7,0▌8,0▚7,15▄8,3▚8,0▌▛8,15▞0,8▚8,0▌▚8,14▚1,5▛1,1 14,1▐5,3▚14,5▞1,5▀▌14,1▞14,7▄15,7▐15,8▐7,15▌8,0▚▚0,8▚7,14▐15,8▌8,15▐0,8▜▟▟▙▟0,15▚0,8▛▙8,0▞15,7▚15,3▚14,5▜
1,1   5,1▚▚   1,5▟1,1    5,1▄1,3▐14,1▌▀▀▛14,5▟14,1▐1,14▌14,5▐▜▙▄14,3▜14,5▐14,7▙7,14▞7,0▚8,15▌5,14▄14,7▌8,0▐▐▌▙0,8▚14,7▌1,14▟1,5▜1,3▌5,14▚3,5▚1,14▐5,1▌14,3▚5,14▌7,14▚7,3▐15,7▚7,3▞15,8▚0,8▀14,8▐7,15▚15,8▌15,7▌15,8▌0,8▌▛0,15▀▀15,8▞8,15▚15,14▀7,15▚14,15▙14,7▜14,5▛14,14 
1,1   5,1▌          ▚1,14▙▚14,5▚14,1▜1,14▄14,1▌14,5▌▛14,1▜14,5▐▞7,15▚14,8▄14,5▟14,7▟7,8▚14,7▙3,5▚7,3▞7,8▚7,3▚14,8▄1,7▄1,14▟1,1 1,5▀▛14,1▌▀14,5▄3,14▚14,7▄3,5▚7,14▐14,8▌8,15▐0,7▌14,3▀15,3▚5,14▚3,7▚8,0▟15,7▚0,15▚7,15▚15,3▀15,14▀14,15▌15,14▌14,7▟▜14,8▙14,15▀14,3▛14,5▛14,3▌14,14 
1,1              5,1▚1,14▐1,5▄▚▚▄1,14▐14,5▌14,1▚14,5▚1,5▄14,5▌3,5▚14,1▌1,7▐3,14▚14,5▀14,7▞14,3▞14,7▌1,7▄1,3▟1,1 1,5▙1,1 1,14▟1,5▜1,14▞1,3▙5,3▚14,7▚▜14,8▞8,15▚7,0▚15,7▌14,5▛5,14▐14,5▙14,3▚14,7▚8,0▐▐0,8▚7,15▐14,14 14,15▟14,7▜15,14▌14,15▚14,3▐14,7▜14,15▞▌14,7▌14,14 14,7▛14,14 
1,1                   14,1▀ 1,14▟1,5▙▙1,1         5,1▚1,5▜▛1,1  1,5▜1,1  1,3▞14,1▚1,14▌▌1,5▞7,14▚14,1▀1,14▞14,1▙5,3▚14,7▛▞▟7,14▚14,15▞▄14,7▐14,5▜▌14,3▟14,7▜14,3▞14,14 14,7▟14,15▀15,14▚14,7▌14,15▙14,7▞14,14 14,5▙
1,1                                  1,5▙5,1▌1,14▚1,5▜1,1       1,14▟▛1,1 5,3▚14,3▄7,8▌15,3▚14,7▐5,14▚ 14,5▟14,7▟▙14,5▄▀▜14,7▛14,14 14,7▜14,3▌14,14 14,15▐14,7▚14,14 14,7▟▜14,14 
1,1                                   1,14▙▛1,1 1,5▄1,1 1,5▜▙1,1 1,5▙▜1,3▜1,5▟5,1▚1,14▙14,5▐1,14▚14,5▀3,5▚14,5▀▄▄▄▌14,1▄▚14,7▛14,3▛14,7▛14,14 14,7▜14,5▛14,14  14,7▟14,1▛14,14 14,5▟