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