geoblocks
/geoblocks556
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markov numbers as {x(i) * x(i + 1) * x(i + 2)}
10, 130,
1885, 12818,
87754, 511394,
2917954, 7639138,
19572466, 61542290,
260168050, 796126250,
2084284625, 6130124425,
19343434129, 69537041537,
155204180386, 280674194666,
443769319802, 751237082362,
1460644934242, 4611402652922,
14096669483777, 36117621439082,
54523656386786, 84147399643466,
138979709335210, 241024310415250,
450660993024250, 978957958757725,
2544768755837725, 5176614740351650,
11288327510308250, 24680008608090370,
62748951413923740, 109497702755927840,
165898948938595940, 307540234773293300,
679809193810967600, 1345708995122355500
10, 130,
1885, 12818,
87754, 511394,
2917954, 7639138,
19572466, 61542290,
260168050, 796126250,
2084284625, 6130124425,
19343434129, 69537041537,
155204180386, 280674194666,
443769319802, 751237082362,
1460644934242, 4611402652922,
14096669483777, 36117621439082,
54523656386786, 84147399643466,
138979709335210, 241024310415250,
450660993024250, 978957958757725,
2544768755837725, 5176614740351650,
11288327510308250, 24680008608090370,
62748951413923740, 109497702755927840,
165898948938595940, 307540234773293300,
679809193810967600, 1345708995122355500
prime numbers as {x(i) * x(i + 1) * x(i + 2) * x(i + 3)}
210, 1155, 5005, 17017, 46189,
96577, 215441, 392863, 765049, 1363783,
2022161, 3065857, 4391633, 6319667, 8965109,
12780049, 17120443, 21182921, 27433619, 33984931,
42600829, 56606581, 72370439, 89809099, 107972737,
121330189, 135745657, 167375713, 204917929, 257557397,
316818391, 371700317, 428448457, 490995677, 575771909,
645328247, 739349581, 842952707, 936039509, 1070560157,
1194324337, 1314423991, 1445140189, 1596463769, 1844618759
210, 1155, 5005, 17017, 46189,
96577, 215441, 392863, 765049, 1363783,
2022161, 3065857, 4391633, 6319667, 8965109,
12780049, 17120443, 21182921, 27433619, 33984931,
42600829, 56606581, 72370439, 89809099, 107972737,
121330189, 135745657, 167375713, 204917929, 257557397,
316818391, 371700317, 428448457, 490995677, 575771909,
645328247, 739349581, 842952707, 936039509, 1070560157,
1194324337, 1314423991, 1445140189, 1596463769, 1844618759
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Been trouble down at farm with channels. ( ͡❛ ‿ ͡❛)
invader alert! 🠊 follower to member conversion now required! 🠈
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Been trouble down at farm with channels. ( ͡❛ ‿ ͡❛)
invader alert! 🠊 follower to member conversion now required! 🠈
fibonacci as {x(i) * x(i+1)}
0, 1, 2,
6, 15, 40,
104, 273, 714,
1870, 4895, 12816,
33552, 87841, 229970,
602070, 1576239, 4126648,
10803704, 28284465, 74049690,
193864606, 507544127, 1328767776,
3478759200, 9107509825, 23843770274,
62423800998, 163427632719, 427859097160,
1120149658760, 2932589879121, 7677619978602,
20100270056686, 52623190191455, 137769300517680,
360684711361584, 944284833567073, 2472169789339634
0, 1, 2,
6, 15, 40,
104, 273, 714,
1870, 4895, 12816,
33552, 87841, 229970,
602070, 1576239, 4126648,
10803704, 28284465, 74049690,
193864606, 507544127, 1328767776,
3478759200, 9107509825, 23843770274,
62423800998, 163427632719, 427859097160,
1120149658760, 2932589879121, 7677619978602,
20100270056686, 52623190191455, 137769300517680,
360684711361584, 944284833567073, 2472169789339634
fibonacci as {x(i) + x(i+1)}
1, 2, 3, 5,
8, 13, 21, 34,
55, 89, 144, 233,
377, 610, 987, 1597,
2584, 4181, 6765, 10946,
17711, 28657, 46368, 75025,
121393, 196418, 317811, 514229,
832040, 1346269, 2178309, 3524578,
5702887, 9227465, 14930352, 24157817,
39088169, 63245986, 102334155, 165580141
1, 2, 3, 5,
8, 13, 21, 34,
55, 89, 144, 233,
377, 610, 987, 1597,
2584, 4181, 6765, 10946,
17711, 28657, 46368, 75025,
121393, 196418, 317811, 514229,
832040, 1346269, 2178309, 3524578,
5702887, 9227465, 14930352, 24157817,
39088169, 63245986, 102334155, 165580141
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₊⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶⁺₊
₊⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶⁺₊
₊⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶⁺₊
₊⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶⁺₊
₊⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶⁺₊
₊⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶⁺₊
₊⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶⁺₊
₊⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶⁺₊
₊⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶⁺₊
₊⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶⁺₊
₊⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶⁺₊
₊⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶⁺₊
₊⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶⁺₊
₊⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶⁺₊
₊⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶₊₊𐝒⁺⁺𐝑₊₊𐝒⁺⁺𐚶⁺₊
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𐘴𐝢𐘴𐀶𐝢𐘴𐝢𐘴𐙁𐝢𐘴𐝢𐘴♡𐝢𐘴𐝢
𐘴𐝢𐘴𐀶𐝢𐘴𐝢𐘴𐙁𐝢𐘴𐝢𐀨♡𐝢𐘴𐝢
𐘴𐝢𐘴𐀶𐝢𐘴𐝢𐘴𐙁𐝢𐘴𐝢𐀨𐚋𐝃𐝢𐘴𐝢
𐘴𐝢𐘴𐀶𐝢𐘴𐝢𐘴𐙁𐝢𐘴𐝢𐀨𐚋𐙽𐝢𐘴𐝢
𐘴𐝢𐘴𐀶𐝢𐘴𐝢𐘴𐙁𐝢𐘴𐝢𐀨💔𐝢𐘴𐝢
𐘴𐝢𐘴𐀶𐝢𐘴𐝢𐘴𐙁𐝢𐘴𐝢𐀨♡𐝢𐘴𐝢
𐘴𐝢𐘴𐀶𐝢𐘴𐝢𐘴𐙁𐝢𐘴𐝢𐀨𐚋𐝃𐝢𐘴𐝢
𐘴𐝢𐘴𐀶𐝢𐘴𐝢𐘴𐙁𐝢𐘴𐝢𐀨𐚋𐙽𐝢𐘴𐝢
𐘴𐝢𐘴𐀶𐝢𐘴𐝢𐘴𐙁𐝢𐘴𐝢𐀨💔𐝢𐘴𐝢
⠲⠜⠵⠲⠜⠲⠜⠵⠲𛰛𛱊⠄𛰩𛱊⢄⠲⠜⠵⠲⠜⠲⠜⠵⠲𛰛𛱊⠄𛰩𛱊⢄
⠬⠣⠲⠼⠬⠐⠕⠭𛰙⠡𛰰⠊⠐𛱈⠂𛱒𛰨⠬⠣⠲⠼⠬⠐⠕⠭𛰙⠡𛰰⠊⠐𛱈⠂𛱒𛰨
⡃⠩⠔⠥⠪⠩⠙⡃⠎𛰜𛱑⠈𛱑𛱒⠌𛱑𛱹⡃⠩⠔⠥⠪⠩⠙⡃⠎𛰜𛱑⠈𛱑𛱒⠌𛱑𛱹⡃
⠲𛰛𛱊⠄𛰩𛱊⢄⠲⠜⠵⠲⠜⠲⠜⠵⠲𛰛𛱊⠄𛰩𛱊⢄⠲⠜⠵⠲⠜⠲⠜⠵⠲
𛰙⠡𛰰⠊⠐𛱈⠂𛱒𛰨⠬⠣⠲⠼⠬⠐⠕⠭𛰙⠡𛰰⠊⠐𛱈⠂𛱒𛰨⠬⠣⠲⠼⠬⠐⠕⠭
⠎𛰜𛱑⠈𛱑𛱒⠌𛱑𛱹⡃⠩⠔⠥⠪⠩⠙⡃⠎𛰜𛱑⠈𛱑𛱒⠌𛱑𛱹⡃⠩⠔⠥⠪⠩⠙⡃⠎
⠲⠜⠵⠲⠜⠲⠜⠵⠲𛰛𛱊⠄𛰩𛱊⢄⠲⠜⠵⠲⠜⠲⠜⠵⠲𛰛𛱊⠄𛰩𛱊⢄
⠬⠣⠲⠼⠬⠐⠕⠭𛰙⠡𛰰⠊⠐𛱈⠂𛱒𛰨⠬⠣⠲⠼⠬⠐⠕⠭𛰙⠡𛰰⠊⠐𛱈⠂𛱒𛰨
⡃⠩⠔⠥⠪⠩⠙⡃⠎𛰜𛱑⠈𛱑𛱒⠌𛱑𛱹⡃⠩⠔⠥⠪⠩⠙⡃⠎𛰜𛱑⠈𛱑𛱒⠌𛱑𛱹⡃
⠬⠣⠲⠼⠬⠐⠕⠭𛰙⠡𛰰⠊⠐𛱈⠂𛱒𛰨⠬⠣⠲⠼⠬⠐⠕⠭𛰙⠡𛰰⠊⠐𛱈⠂𛱒𛰨
⡃⠩⠔⠥⠪⠩⠙⡃⠎𛰜𛱑⠈𛱑𛱒⠌𛱑𛱹⡃⠩⠔⠥⠪⠩⠙⡃⠎𛰜𛱑⠈𛱑𛱒⠌𛱑𛱹⡃
⠲𛰛𛱊⠄𛰩𛱊⢄⠲⠜⠵⠲⠜⠲⠜⠵⠲𛰛𛱊⠄𛰩𛱊⢄⠲⠜⠵⠲⠜⠲⠜⠵⠲
𛰙⠡𛰰⠊⠐𛱈⠂𛱒𛰨⠬⠣⠲⠼⠬⠐⠕⠭𛰙⠡𛰰⠊⠐𛱈⠂𛱒𛰨⠬⠣⠲⠼⠬⠐⠕⠭
⠎𛰜𛱑⠈𛱑𛱒⠌𛱑𛱹⡃⠩⠔⠥⠪⠩⠙⡃⠎𛰜𛱑⠈𛱑𛱒⠌𛱑𛱹⡃⠩⠔⠥⠪⠩⠙⡃⠎
⠲⠜⠵⠲⠜⠲⠜⠵⠲𛰛𛱊⠄𛰩𛱊⢄⠲⠜⠵⠲⠜⠲⠜⠵⠲𛰛𛱊⠄𛰩𛱊⢄
⠬⠣⠲⠼⠬⠐⠕⠭𛰙⠡𛰰⠊⠐𛱈⠂𛱒𛰨⠬⠣⠲⠼⠬⠐⠕⠭𛰙⠡𛰰⠊⠐𛱈⠂𛱒𛰨
⡃⠩⠔⠥⠪⠩⠙⡃⠎𛰜𛱑⠈𛱑𛱒⠌𛱑𛱹⡃⠩⠔⠥⠪⠩⠙⡃⠎𛰜𛱑⠈𛱑𛱒⠌𛱑𛱹⡃
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⟢⟢⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡⟣⟣
⟢⟢⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⟣⟣
⟢⟢⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡⟣⟣
⟢⟢⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⟣⟣
⟢⟢⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡⟣⟣
⟢⟢⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⟣⟣
⟢⟢⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡⟣⟣
⟢⟢⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⟣⟣
⟢⟢⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡⟣⟣
⟢⟢⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⟣⟣
⟢⟢⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡⟣⟣
⟢⟢⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⟣⟣
⟢⟢⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡⟣⟣
⟢⟢⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⟣⟣
⟢⟢⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡⟣⟣
⟢⟢⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⟣⟣
⟢⟢⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡⟣⟣
⟢⟢⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⟣⟣
⟢⟢⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡⟣⟣
⟢⟢⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⟣⟣
⟢⟢⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡⟣⟣
⟢⟢⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⟣⟣
⟢⟢⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡⟣⟣
⟢⟢⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⨧⟡⟡⟣⟣
⟢⟢⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡ᚖ⟡⟡⟣⟣
ʕ•ᴥ•ʔ ʕ ·(エ)· ʔ ʕ￫ᴥ￩ʔ ʕ≧ᴥ≦ʔ
ʕ´• ᴥ •`ʔ ʕ =•́ .̫ •̀= ʔ ʕ◉ᴥ◉ʔ ʕ”̣̫Ɂ
ʕ⁰̈●̫⁰̈ʔ ʕ·͡ˑ·ཻʔ ʕ ◉(エ)◉ ʔ ʕ•ᴥ•ʔ ʕ￫ᴥ￩ʔ
ʕ≧ᴥ≦ʔ ʕ·ᴥ·ʔ ʕ´• ᴥ •`ʔʕ =•́ .̫ •̀= ʔ
ʕ ·(エ)· ʔ ʕ◉ᴥ◉ʔ ʕ·ᴥ·ʔ
ʕ´• ᴥ •`ʔ ʕ =•́ .̫ •̀= ʔ ʕ◉ᴥ◉ʔ ʕ”̣̫Ɂ
ʕ⁰̈●̫⁰̈ʔ ʕ·͡ˑ·ཻʔ ʕ ◉(エ)◉ ʔ ʕ•ᴥ•ʔ ʕ￫ᴥ￩ʔ
ʕ≧ᴥ≦ʔ ʕ·ᴥ·ʔ ʕ´• ᴥ •`ʔʕ =•́ .̫ •̀= ʔ
ʕ ·(エ)· ʔ ʕ◉ᴥ◉ʔ ʕ·ᴥ·ʔ
//\\\////////\\\\\/\//\\\\\\\\
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…. …. …. . .. …. .. …
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.. … .. …. … ….. … …
. .. ….. …. … . … …..
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… ……. … …. . ….
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. . .. ….. …. …… ….
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…. …. …. . .. …. .. …
///\\/\/\/\/////\\\/////\/\////
.. … .. …. … ….. … …
⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘
⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗
⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘
⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗
⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘
⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗
⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘
⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗
⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘
⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗
⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗
⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘
⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗
⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘
⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗
⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘
⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗
⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘⩚⩘
⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗⩛⩗
▀▇▁▃▄▎▐▇ ▉▊▋▂▍▎▇▐█▌▁▀▇▉▅
▐▇▉█▋▊▍▎▏▐▐▀▁▂▃▂▅▊▂ ▉▄▋
▌▋▎▏██▁▁▂▃▄▏▎▆█▉▊▋▊▇▎▉▐█
▀▁▎▎▄▋▌▏▌▄█▆▌▆▎▏▐█▆▁▂ ▄▎
▊▍ ▉▁▋█▍▐▏▐▇▀▁▂▃▃▊▆█ ▏▊▐
▌▁▎▇▐▐▎▁▃▃▐▀▀▂ ▌▋▌▍▎▏ ▆
▂▁▏▃▄▃▆▋▇▅▊▊▊▍▎▏▍▐▀▃▇▃▇▌
▅▇▊▎▊▋▌▄▐▏▐█▐▊▂▃▂▂▆▄ ▉▋▋
▌▎▎▏▏▀▀▋▀█▄▅▆█ ▂▉▇▊▇▎▏▐▇
▀▌▂▃▄▅▆▇ ▉▊▋▌▍▎▏▊▆▏▅▂▃▄▅
▐▇▉█▋▊▍▎▏▐▐▀▁▂▃▂▅▊▂ ▉▄▋
▌▋▎▏██▁▁▂▃▄▏▎▆█▉▊▋▊▇▎▉▐█
▀▁▎▎▄▋▌▏▌▄█▆▌▆▎▏▐█▆▁▂ ▄▎
▊▍ ▉▁▋█▍▐▏▐▇▀▁▂▃▃▊▆█ ▏▊▐
▌▁▎▇▐▐▎▁▃▃▐▀▀▂ ▌▋▌▍▎▏ ▆
▂▁▏▃▄▃▆▋▇▅▊▊▊▍▎▏▍▐▀▃▇▃▇▌
▅▇▊▎▊▋▌▄▐▏▐█▐▊▂▃▂▂▆▄ ▉▋▋
▌▎▎▏▏▀▀▋▀█▄▅▆█ ▂▉▇▊▇▎▏▐▇
▀▌▂▃▄▅▆▇ ▉▊▋▌▍▎▏▊▆▏▅▂▃▄▅
┗╺┃┣┫━┏╸╋┻╋┗┃╹┛┗╺┫┣┳┳┏┻┏┻╺╸┗╹╻
┏┃┣╋━╋┓┳┻╋┣┓╹╻┗┛┃┫┛━╹┳┫┻┓╸╋╹╻╋
╹┫┫┓┏┛┳╺╋╸━┻┓┣┣┃┫┳╺┏╺╺┻╋┫┓╹╻┗╹
╺┫━┏╺┳┗┻╸┓╹┻╋┏┃┗┫━┏━┳━╋╸┓┓┛┗┗┣
┫╻┗┗┳┻╋╸┓╹┛┗┛┃┣┫━┓╺┳┣┃╸╋╹┫╋╸┃┣
┗┏╺┳╋╋╸┓╹╺┗┛╻━━┣┳╺┓┻╋┣╻╋╻┗┫┃╋┫
┣╺┳┻┻╸┻┣┻╸┓┃┣╋╋┻┓╹┻┻╸┓╹┏╻┓┣┣┓━
┻┏┻╋┻╺╹╻┛┃╋╋┫━┫╺╺╺╋┣┫┓┻┛┛┃┣┫┫┏
┳┻╋╸┓╸╻┗┛━┻┃┫╹╺┳┳╺┓┏╹╻┗┏┓┓┗━┏┓
┛┫╺┓┣┏┏┛┛┏╹━╸┫┳┻╸┫╋┃╻┗┛┏╋┫━┏┓┳
┏┃┣╋━╋┓┳┻╋┣┓╹╻┗┛┃┫┛━╹┳┫┻┓╸╋╹╻╋
╹┫┫┓┏┛┳╺╋╸━┻┓┣┣┃┫┳╺┏╺╺┻╋┫┓╹╻┗╹
╺┫━┏╺┳┗┻╸┓╹┻╋┏┃┗┫━┏━┳━╋╸┓┓┛┗┗┣
┫╻┗┗┳┻╋╸┓╹┛┗┛┃┣┫━┓╺┳┣┃╸╋╹┫╋╸┃┣
┗┏╺┳╋╋╸┓╹╺┗┛╻━━┣┳╺┓┻╋┣╻╋╻┗┫┃╋┫
┣╺┳┻┻╸┻┣┻╸┓┃┣╋╋┻┓╹┻┻╸┓╹┏╻┓┣┣┓━
┻┏┻╋┻╺╹╻┛┃╋╋┫━┫╺╺╺╋┣┫┓┻┛┛┃┣┫┫┏
┳┻╋╸┓╸╻┗┛━┻┃┫╹╺┳┳╺┓┏╹╻┗┏┓┓┗━┏┓
┛┫╺┓┣┏┏┛┛┏╹━╸┫┳┻╸┫╋┃╻┗┛┏╋┫━┏┓┳
.,/.,,,,/.....,,,,/.....,,,,/...,/..
,/...,,/.......,,,,/.......,,/....,,
.,,/...,,,,/....,/.,,,,,/......,/..,
,,/...,/.,/..,/.......,/...,/...,,,,
,,/..,,/..,/.....,/..,,/..,,,/....,,
,,,/......,,/..,,,,./..,,,/....,,/..
,/...,,/.......,,,,/.......,,/....,,
.,,/...,,,,/....,/.,,,,,/......,/..,
,,/...,/.,/..,/.......,/...,/...,,,,
,,/..,,/..,/.....,/..,,/..,,,/....,,
,,,/......,,/..,,,,./..,,,/....,,/..
°—° ·+· ·|· "··' ._.
·=· °\° := :/ *|*
'°·°) '·_·' ·⊹· '·ı·' ·_°
{··' ·/·' °···° '·–" *·_·*
· – · °;° \=: └ · ·┘ 'ıı'
·﹏· '··" °⊹° */° '·.·'
°/° `· ·` · — · |:= °—*
₆₈
less
·=· °\° := :/ *|*
'°·°) '·_·' ·⊹· '·ı·' ·_°
{··' ·/·' °···° '·–" *·_·*
· – · °;° \=: └ · ·┘ 'ıı'
·﹏· '··" °⊹° */° '·.·'
°/° `· ·` · — · |:= °—*
₆₈
less
⇖ ⇖ ⇖ ⇖ ⇖ ⇗ ⇗ ⇗ ⇗ ⇗
⇖ ⇖ ⇖ ⇖ ⇖ ⇗ ⇗ ⇗ ⇗ ⇗
⇖ ⇖ ⇖ ⇖ ⇖ ⇗ ⇗ ⇗ ⇗ ⇗
⇖ ⇖ ⇖ ⇖ ⇖ ⇗ ⇗ ⇗ ⇗ ⇗
⇙ ⇙ ⇙ ⇙ ⇙ ⇘ ⇘ ⇘ ⇘ ⇘
⇙ ⇙ ⇙ ⇙ ⇙ ⇘ ⇘ ⇘ ⇘ ⇘
⇙ ⇙ ⇙ ⇙ ⇙ ⇘ ⇘ ⇘ ⇘ ⇘
⇙ ⇙ ⇙ ⇙ ⇙ ⇘ ⇒
₆₇
less
⇖ ⇖ ⇖ ⇖ ⇖ ⇗ ⇗ ⇗ ⇗ ⇗
⇖ ⇖ ⇖ ⇖ ⇖ ⇗ ⇗ ⇗ ⇗ ⇗
⇖ ⇖ ⇖ ⇖ ⇖ ⇗ ⇗ ⇗ ⇗ ⇗
⇙ ⇙ ⇙ ⇙ ⇙ ⇘ ⇘ ⇘ ⇘ ⇘
⇙ ⇙ ⇙ ⇙ ⇙ ⇘ ⇘ ⇘ ⇘ ⇘
⇙ ⇙ ⇙ ⇙ ⇙ ⇘ ⇘ ⇘ ⇘ ⇘
⇙ ⇙ ⇙ ⇙ ⇙ ⇘ ⇒
₆₇
less
:——;—:———:
:—;———:——:
:—:——;———:
;———:—;——:
:——;———;—;
:———;——:—:
:—;———:——:
:—:——;———:
;———:—;——:
:——;———;—;
:———;——:—:
||_|-||-____||—|_|___|
|_———||_|——|-___|
||__|_-||____|-|-|——|
|——_||—||_—|——__|
||-__|———|__||__-|-|
|__|——|__||_||——-_|
||_-||——|_____||__-||
|—|______||_|——|—||
||—-||_||———||__|—||
|| ||| | | | | || ||| || || |
|_———||_|——|-___|
||__|_-||____|-|-|——|
|——_||—||_—|——__|
||-__|———|__||__-|-|
|__|——|__||_||——-_|
||_-||——|_____||__-||
|—|______||_|——|—||
||—-||_||———||__|—||
|| ||| | | | | || ||| || || |
/-_/|-//__\|—\_//
/__|\—/||—__\|-\
/__\|_\—//|\—\_\
/_/|\___|/-\|\_—/
\_//—__|\-/—\_/
\\|__/—\|__/_\|_\
/-_|\__|//_|/—/_/
/__|\—/||—__\|-\
/__\|_\—//|\—\_\
/_/|\___|/-\|\_—/
\_//—__|\-/—\_/
\\|__/—\|__/_\|_\
/-_|\__|//_|/—/_/
↖ ↖ ↖ ↖ ↖ ↙ ↙ ↙ ↙ ↙
↖ ↖ ↖ ↖ ↖ ↙ ↙ ↙ ↙ ↙
↖ ↖ ↖ ↖ ↖ ↙ ↙ ↙ ↙ ↙
↖ ↖ ↖ ↖ ↖ ↙ ↙ ↙ ↙ ↙
↗ ↗ ↗ ↗ ↗ ↘ ↘ ↘ ↘ ↘
↗ ↗ ↗ ↗ ↗ ↘ ↘ ↘ ↘ ↘
↗ ↗ ↗ ↗ ↗ ↘ ↘ ↘ ↘ ↘
↗ ↗ ↗ ↗ ↗ ↘ →
₆₆
less
↖ ↖ ↖ ↖ ↖ ↙ ↙ ↙ ↙ ↙
↖ ↖ ↖ ↖ ↖ ↙ ↙ ↙ ↙ ↙
↖ ↖ ↖ ↖ ↖ ↙ ↙ ↙ ↙ ↙
↗ ↗ ↗ ↗ ↗ ↘ ↘ ↘ ↘ ↘
↗ ↗ ↗ ↗ ↗ ↘ ↘ ↘ ↘ ↘
↗ ↗ ↗ ↗ ↗ ↘ ↘ ↘ ↘ ↘
↗ ↗ ↗ ↗ ↗ ↘ →
₆₆
less