![ナポレオンフィッシュ](data:image/jpeg;base64,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) |
ダイバーになじみの深いナポレオンフィッシュ。こんな模様もチューリングの式でシミュレーションできる。(写真=江連聡) |
|
動物の皮膚に模様を描くためには、何らかの位置情報が必要である。しかし皮膚の内側を探しても、模様に対応する構造はほとんどの場合存在しない。ではどこから皮膚の細胞は位置情報を得ているのか? それとも自ら位置情報を作り出しているのだろうか?
皮膚の模様自体は、胎児期においてすでに皮膚の細胞よりはるかに大きいので、個々の細胞にとっては、自分が模様のどの部分にいるのか知ることは難しい。皮膚の細胞に、「何の情報もなしに模様を作れ」というのは、まるで甲子園の観客に、いきなり「PL学園の人文字を作れ」と命令するようなもので、どう考えても不可能な感じがする。ところが、これが意外にも理論的には可能なのである。
1952年に、イギリスの代表的な数学者でコンピュータ科学の生みの親でもあるアラン・チューリングが、「2つの仮想的な化学物質が、ある条件を満たして互いの合成をコントロールしあうとき、その物質の濃度分布は均一にならず、濃い部分と薄い部分が、空間に繰り返しパターン(反応拡散波)を作って安定する」ことを、数学的に証明した。1970年代に数人の数学者がチューリングの方程式を2次元でシミュレーションしたところ(チューリングの時代はコンピュータがなかった)、方程式の定数(仮想的な化学物質の性質)を少し変えるだけで、シマウマのストライプ模様もキリンの網目模様も、豹の斑点模様も作り出せることを発見した。が、これはほとんどの実験生物学者の興味を引くことができなかった。シミュレーションでシマウマの縞を作ることができても、「シマウマの縞が反応拡散波である」という証明にはならないからである。反応拡散波理論は、再発見後も20年以上にわたり、その存在を示す確定的な証拠のないまま、ほとんど忘れられていた。
同じ式からいろいろなパターンができる |
![3つの模様](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEASABIAAD/2wBDAAQDAwMEAwQEBAQGBAQEBggGBAQGCAkHBwgHBwkLCQkJCQkJCwkLCwwLCwkODg8PDg4UFBQUFBYWFhYWFhYWFhb/2wBDAQUFBQkICRELCxEUEA0QFBgXFxcXGBgWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhb/wAARCADcAZADAREAAhEBAxEB/8QAHQABAAICAwEBAAAAAAAAAAAAAAYHBQgBAgQDCf/EAFMQAAAFAwIDBQUEBQUMCAcAAAECAwQFAAYRBxITITEIFCJBURUyYXGBFiNCkSQzUrHBFzRikqEJQ1Vjc4KTorLR0uElU3KDs8LT8BgmNWR1lPH/xAAYAQEBAQEBAAAAAAAAAAAAAAAAAgEDBP/EACgRAQEAAgICAgICAgMBAQAAAAABAhEDIRIxE0FRYSIyBHFCgbFSof/aAAwDAQACEQMRAD8A3+oFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoKr1je6wtTQ42AtGJJm4/tb2gkKojyLwdniJjHizWoy8vpVQXX2tRVFMilvGEode7Gx/41Zv8ASP5vBc2ovavt2IUkHqduqJpFyOxsoP1HC4U2W54+2G0t7ZUw9WVQvVNmmcpikKoyQOQPPI4FRTNT5RmHNt11U7Y9xxr4hLPbsVm4F8aj1BU+R+G1RPHKnk28qU6ZdrlnKwIrXR3dvIl3bitkjkS5dADJjj/bWyxXyxD5btsy6F3pNmzWO9hcT78x0lRcbfQBBXH+rU3JPy9/pYV29rSAbW33m3+C6llcAgguQ/CAw/tYEoj9BrMspDLl6dtIdUu0FdNyxHtuChW1suOIMg7bEWKuBOGYUxJvXOHM+3PhHlSXasLa2Wro6FAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoNT+2RqhdllSFkBCOTIJyAP+9lKON3C4O3P9caW6eflt+lOWl2w56PcgEqh3pIcAJjDg37qjzZM7EtvntZQk3azpi0aYcOCbcDj8XpS5Kz5Nxp6x4jmcRA2UyqrBux5ZGpvpwxj9BYvs+2S9sFI66BBcmb7yuPMDCGemfKr8fp6rxdNI3tlqKX4a341UTlO44aZSjj6Vx+nni93nY3kiQhn5X4cYCAcU8DkOXQDVeq6/DfbVqbbycDNdzXE4qt1B/FnOB/5Unftyb9dm/tBwU47g7UVR4Um7IZJvjGB4CRjiP9Ug1U7enj5NzTZm7boirXtqUuCVOckfEtzuHQpl3qCUnQpC/iOYcFKHmI1a1TP9b5eHmb3d3HDLwERaVpM5r2O6M2M5VdOXL1MAIu3VWTMCvd00gDPI+aCS6KXvP3BCy0dc67Fe7LXfmYzykcId0U4yRHbZVEAMpghkHBS8x94pqCzqBQKBQKBQKBQKBQKBQKBQcUHNAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFBXOqdg2HdJY0bnSSUOy4vcDHECiHEAN+P6oVnjtlxl9tBO0pplbVrOklYRcqhVB8SfhyTy54GouOq82U0iXZ1sqMuu9mzKUHwAbPMOvrWa3VY6rarWjQiyoe2HU1GE7o6Zk4hPMu4BCmWM0rlw01zQ7Q2oKEI4hWrkxyFIKRQAuRAB+IVPnY5+eSu7QvR7b17IS7sBMciu9QDeEefn/AG1s/SW6pe17Zh7b4Q+ByKeAb5AQzj1qrnHf5Wv9p6aIatXE/elcFbGDccMcwwJxx6Vzx25zHaxdG+z7dtna/wBoySiPGimR3nFeB7viaKplz8xNXSbldMMbK3G1GjDTsFIW05t15MxUy0Oi8XaOGzcye7ptFdVIwHKODlMACACFXXVWDvTJ3ISYyFyxt0XG4cqRXfCPF7fTQcpQiy7lq2OiiokUUxXccVQv4zFL0DIVPYldtWwjD3y4n4my5GALLsG8bJxzcYhGON3dZRRF4omg44gqpgucmQzko4xyCqgyM7qRJR0w8YkYNFU2xtpFVBlCmHwgPPgxbhLz/CoatHE7f9w+0bTgoKOZLzl0M3UiZV2qumybNGAIcY36ki6hjKO0iELwyDzERxjAhmYG75Fc0EwmYn2ZMyzd4qugg4TeNkTx6pElCgsXaJt/FAxPB05G2m5UFM6ea4rTGsR2604V3AXktJsLbiALyZHgRAqKvE2hkJNMjpbqPIpMedBNpO+L8S1OjWCVqPTtRh5RUI4r6PArjgu2KabrxKhjaVQwAA4Hx0GRui9L1UvRxatqtotJ7GwaU5Iupg63BMDpdZBu3TBASiGTNVBUVHIEDb4TZ5BmW16vnAs26kUKJ3sR7RF+3XSdNEz8IpxKVQmN5AMfaVTAAfHIMUFfsdUrjY9nOCuZdvIy1wv7N9qnl27Qq6RHhWALcVwBdhCgJxzjGOtBKX+q6zWEiFEbdkV5qbkW8RExr5P2cVw7WQO5OoKpwU2IpooqnMYCmHw4ABHFBlY6/JBNFuS5LcdQT5xIjHEIkYHzUwiJASXI4IBPuluKAF3kKfIGyXBRGgw146pnh7utqKRjpU6DuQct5QycU7XBVNKPcOC92UIQQOPETJkSZ5ANBHG8xqJd2pF9RkLdzi12FvR8ItDMlI1qqHGkm66ynfCOUu8dSEASAcghzDkNBLdMdVo+6rLtSVkBTjpa4GLddRiUD8Ljr8Qu1I45AQOZuoJAE27aFBG4G7NVZBg8OpLwiUuwnVYN3C+ynPJVNfJBBXv4DtUZGI4A2z3R6UEvTfFi5+7JuUVkWcRFM+Kou6MAseCiQV1lkcHEfAGQxtDGB5jnkEA0Z1tkJtpcI3Qsk4copMZ+MRikheKJRE2A93aGRaAsoddmqmdJYdvoYfWgsj+U+0u7PnKhpBo3jWi7565dxki0SI3ak4ipxUXbpk8JQzjOR8qDEwWsEe9lwjZSDkrbOpCqXCg5fggKBo1NUiW4TIKqiRUOKUTJGDIBQe++9Ro2C0/mbmZKJvjsctWKGdoHklFQaoNz7tu0RcqFKbPSg+Gj96vrntVb2os3Xn4CQdQtxKtP5ud4yPjjJdcEXRMmsUPID4oLAoFB0UUTTTMdQwEIQBMcw8gAA6iNB2KYDFAxRyBgyA0CgUHNAoOKDmg6CoQDlIJg3nztLnmOOuPlQd6BQKBQKBQKDSDt9z8tFS2nhmCx0zHTk94F6cu71mU6efl9q40R04X1VaulpNcw90wVQTFyOTdP3VwmPZMNsbqhppM6STzWTYOhBMcmSVJyxtH/AJ1mU0zKeNRS/O0TdVxw4Ryzk5m6obVidM/P16VXlad32svsjQ9lyQOSTBUju1VMIlUxz5DnkNVMZteGPeko7QfZvRdn9r24gB/+sbphkfpWZY69Nyw1f01eX0c1AKochY1UxSdB2j/uqJyRG2RtG5r00zmiriU7UD/rCDy6Vm/uHm3E0Q7U7e77+hLWM1++lAW2r56CigdUeWPPbXaXbphna27Gujo1Skbmnbql7CeSNzJIO19RHzFvZqaTcFY32WlKtkVBHmuZQCpEWU4vgHeGAAMZCz+y8u9caE2W4eS55pdxHkOZ0psE5M/3kwkzuFMeQiYd3rQW/QRy6bHt+5DMFZFNdN5FHOpGSTNwsyeNxVLsV4a7c6agFULyOXOB8w5BQeNlpnaDFpGM2DRRi0iGLuPYIILqkAqMgJTOTCO7cZU5ibhUMIn3ZHOREaD6OdObQXgbcgxj+HHWiuxc28imocgtlYwAK2EpwNuHaUNo5EdxREBzmgkYsmYu03goJi7SSMim52hxCpKCUxyAbqBTCQoiHwCgjl26bWVda6K87Fg7cIoKNSuE1Vmyhmy+OK3UO3OkZRE+0NyZxEo+lB7kLQgG65lWzYzbLIscVsiqqm2I1TDaQhG5TAiTYXkAgTIBQfOPsm3GVkt7NTacS3m8aEQVkoYxtzIEeBwzHzuHKfIRzmg6XXZEHckU0YPeM39muEXkS9aKCi5aOW+QTWRUDODAUxijkBASiJRAQEQoMRH6VwbJBFIr+TciEgaVfruHIqqPHonSOVVcwh/e+7kKQE9gFL4QDAjQSl/BRb6Qin7pDiO4RVReNV3CHDUWRO3OOAHA5TVMHOghM3o3ESdxTk2lcE9DL3Im2SnG8a7K3SXTZpnRTDPCMqn4FBARTOUfjmsHtT0rgEHsOqzWcs2UAZkMPDpmILRuWPRWQTImU5DCQDEcDv2jkRAo55VoyTaxo9ve7+6Ul1QVkmqCLmP8PAFw33kK76buMKJwRHnjaUKD0XtZ8XdttPbekzrkjZHhlflbn4Z1UU1SqmRMbA/drAThqB5kEQoPEGnFtI3lGXUwQ9lyMc0dMVCMyJIpOWzwyRxI4ACZPw1ECnJzDA59aDN3FFIy1vysUugk6Qk2a7RZsvu4KhF0zJmIpswbaYDYHbzx0pRS9naPXz7XcyFwzjliclr/AGZjlmz8HzpIBXKsZdJXubIpALwylKJyHUP1ObkFZBNFdGrbcpx7Z8qq/jmU84uI8UsVEWq7xyRQAKsTh+NJJRYVSF/bAoiI4rRl7X05gLZuOeloUns9C4U2gO4VAiaTIi7Ip0wcJJkKXadRMxSn9dhaCYUCggl+yKis5aVrImEo3C8VXkcBn/o6MT465f8AvFRRSH4HGghdwX1cX2ovPF4x9pMrKeRrZvFvGxFyvU3iKC4rOBEePtXOuZsjwBDByD7w+EAj+rFxv74YwFkJR0humFZF9c7WGUKd23YRC6rRooBjna8lZAEFOQ8wTOXmGaDvIX/fVwaHx0sk2atnxTR7C5jKO1mj1tNtZRFm+b8JFBUAJxiCA+P3R6Y6hNrlui/PtJadqlWjrXf3IEm4VkyCaSKCUYCIkQbgsm0KK63eN47ijtImfGeoBC9Sr6uJzoXd4Krs5M32YlTmvCFVMRoZdqKiAGTTyYyYmMXH6wfGBtuShmglF1TuoTbUO0GjOHQM1Esp3dD2oZIrwiTdPYZcndTAQSiOQDJsZoOkvfl8uJu8k2ElA201sJJiL9KYBRRJwo8bFdqmVdFUS7u3KU/CIoCRhE5TCIcttBkr3u52hFXDJEYnbPLAOhKm8ZT8djk4uOgcgUaEUHHrt8wEAC0SHIchTkMBiHABKYOggPQaDnNAoOaDig5oMJct1Q9vNmq8kdYAeukWTVNBFVyodw5Pw0i7ESnEAEw43DgoeYhQVr2hNLoW8rdScvUymdQ6axmahh5F3lATfnsCss3058k6aTaP63tdOJh+yMHEaKjhUQ6ZKOA6Vwn8XLHPTzdoPXVpfgNm7MnC4AmKbPP3v/5VW+RlltY2iPZigrps1CVkEwVUchlAoD0x5/nWY4/l0x4+lTat2dKaV3KKTVUySQjvIdMcB8BqbjquOn0tHtUXgwVQI8cd8aJhgxRLnkFV55R0l02f037Sum0222SXCj1tvLjcgH151czi5mo3tYXvYE0mzbQKiTh4KhuMsj+yIBj51GTlyXdSnseaHSSd2Qd+ODAkSNBwAFEPf4yB0uX9emG/bpxy+2//ACru6oS+ndMIu6jpujxrW5F3DBsqoKJQdmXkeKRiQyoE3CKvd1AJkfwjU6ErjYuMjm4oRzJBg3Mc6ooN0yokFRQ2459pAANxjDkR86oevFBzQKDqAdaDtQKBQKBQKBQKBQKBQKBQKBQKBQKCuJUDfy72qKn6obWmyt89OL32KE2PjsoMre0hpfBrM7gu88KwctchGyskVAHBOH94IN1FA4nh94dnTrRm33sdbT2QiyydnnjXbE+9Hv0fwz/3wy50jHJzDCixjiQegmEcc6NeiEkLRXmLhhYsjcr+KcpK3E1SR4eHT1Mrgiig7SlUOoTaYTAIj686CH6iagaOJvXFuXqRF4Mel39dB3HrPGyQJN1nO/iAiomVQEEFDYAd2PmGQ+9sLaSXQ8lI6Ljk1js41uzkohwycNECxywqFQT7q4TSRMmIonANpPLFBZBkEDKJqmTKZRLPCUEAExd3XA+Wcc6DATVhWXNSjeUlYBjISDQCAg8XQIooAJm4iYCIh4gIfxFAc4HmHOgwd+wUDGad3+5TblR79CyKkirkxhMXgLqG94RwG5U5sBy5jQR+Id6kowMCVm3enQLER+eG0j1icTuqfEDctItVR8Wc7kw+GaDwXKQs3fdjwF5nURiHkHLP1WCygMiOZRsszIQqpW66hBFBusqoUgKmDqb8PIOli3Ci50AOaTvFWH2sJYW10KKgd8nENnjhBpIAKmTKD3UqRiqjncIgPMRoIivEzLe270kLdeqWNbU5HxsXCtJ6ScFVM9cu+ErIqmE7pVgZwkuVEgZBQxwAxwIagsXSFwLCavK1XLNJs9t1Zmu5eNnzx+2VTfomMkH6cdVRBVMqXjTzjAlP+KgssXS7nkz8Kfm7OHL/ADC/i+fT51uh927NFERMGTqn99Y/M4/X+AU2Nau17rM9sZhCxLVIRPcKLoTK+hUOGAh9eLU304ct+mk2jul6uotyOEVDgkUcqCfP9IOWPrXPx30nCXSz9Y+ymra8IaXYqi6IkH3pQ5CHpU3DSrjcXn0V7UoWZGBDSSJ10kjYKIeXLHlVb0ycmkC121e/lEuFvwUe7IkwmUR5jgw5xU3vtm91b2nnZGZzdiIySjjDpdIxkDdOXPrW+HTpMN9tcr808nbVu5SCAxt5jAUpg/ZHzz8hrN/VRta8b2SbuWhCTCiwrG2bytzjgwgIZCp8ctNylXP2WNa+FdMPpq4Q3OHXeRIuHLHASMqPzzsquO9L4svptBrOW6DaZz4W0Ds0tw0tpY/+ei246ffAa+fH7rxeHjnuxjnXd0a8KWa6X1MSe2vAXANsluey1UHT9u/xwY9KWM7UT7+HHKgiK6e8TcgOb402xt+q4QSIJ1VCpEL7xjiBQDPxGjXRJ8yVNtScJKGHmBSnKYf7KbHmSnoNWUWikpNqpKNycRxGlWTM4TIOPEdIB3lDmHMQoPFeV2xVqWzIXBKcUzOPIBjJNycVdU5zAmkiiny3qKqHKQhfMRCg9sHNx01CR0xGrA4YSrZJ2xWD8aK5AOQfqBqDpb9wRc7EN5WNVFZi638BUSmJnhnFM3IwAPvFGg9TOSj3pDnZu0XZEzimodE5VAKcvUoiURwIelB8JSci4xSOTfLggeWdlYsAwI8Rych1Ck5AOPCkYefLlQRi6NVLfgLiSt9RlLSkuox9pCzimC74xGnF4PEPwijjJwEADr8KDux1Ts99D+3Gzo57d9mLyqtxCmYjJJBqoKa5FTGADprJCU29MxNxdo5wIYoOWOq9hv3iDFjLpuX7wRKyZ7VEzrHKQym0nEKQuRKQR60HaN1EjFQhk5JstEPbgkHEbENFA4vGXapKrnEqiQGLs4bc4gYcAOOQjyyExoGaCPNr2gHE0xhiqLJyMik/WZt1m6yInSil02zk/wB4QvhBRcm0fxgO4uS86CRUCgUCgUCgUCghN9RhyS1r3OkXce3HihHv/wCPkExbuB/7s3CWH4EoKd1Bsa77g1NuaIVg3DlleKMbHsbzASC2jLYTT3TLMh87knLtYDkwUPGCpTZwlyMSe0JJvG3XqBqG6iH1vWnJFi41g1Fi5F49XYGWSUkjMEUjuClPx00SCJNxiJAYcF20agTS5bVNqtf9yP7hu63Y5y/iXEYmwjpNJu+SYx6JVeMkMeqcwcQpkzByyAfWjET1yci7ufU2cbmIjDkttFjISDlYjcBby8WoKDZNqthTvaq4ImKYCgO0DEN12021Y3ZxTj2983qkRwy72qkiVuKfCSVkYtBy5Mxkm6DZu1Q7uJHPCOcu83FKYDCHhATI2Uo0oIRqlHrzVsmtduIlPdCpGDoxepGBjAZ8f/8AXA5A/pGCgmpSlKUClDaUoYAoeQUGNnLct+daFaTUUzl2pD8QrZ6gm4TA4BjcBVCmDOBHnQfJ5alsPCGI8hWDshmgx5iLNklAFkIlMLbBij9zkgDs93kHKgxSVlafRiT9kwteKQ9sJAlIsWrJuQHKQZwVcoEKUxA3D7/LmNboeq3bNg4Zl3RhGNIpmKgq+zWSZUUOIbqc+0C8Q/IOZqbEjrBzQUv2g9IbcvuGbLyIbXsQRbuKuR5AqACYMfHYFNbc+THb8/dPdQB0uvxchQBYqZhTU5/hEwCIVznXbhx5WVsDq32nICf0+cNI9Exl3RNqpRxyAanLKWadM+TyasaO2I3vW80o9RXglcK4HI+XMR50s3dMx9aWtrd2blLHbN5hjlw2Q2mMcPwcwDI1lmoZTxTTSjtYRdv2iWIkyCKzVPDcQDyE3xrccuu1Y5aijNQtUE7n1ATmyNckIcOXltDl+6ovbk2pQ7Vdoo2QQgFAX5Etgt/LcUuOvpVzkjteXcU52U7cnpbtFQd2Js1Bim/fzuHJQDaTjNFSF3fMTVmGX0zifoBfsbYjePdXJdRxas4tDLh73hykBUgHkGxuconMJjYKAFEwiIAGRxXax2UU/wBTNO2VyP2BrbmTs20nARRDcebRfEXngcGUFwzN96TgkQKYoY8e7ADmmhsI7s6LXtlWDRMogzWwIGVAj4wePfzB+V0U3P8AbKOPLFLBirY0yjoKYJJIuyrHImdPZ7Pi2w+PH99aNG6vl03YHzpoVtYVg3TCKQMa+sVi+lICUlJBzqE4cIAZz3rvQpro8IxnYrue8FIqVYgEKG7mbBK0ehzZWp10Rmn0ZIOXEQlDSD2cnZh2Zu7dd8ZODhFIcL3DlHjcfO3BeEQORqDOaYadTcPa0lZk4q6CMgplZW1pdi5MwUcxzn9LIUwM1SHTBBVdVHhjgu0hcBjFBh2+jdys9EJq24+TdoXVIxDxklxZJ2uzBRZVRQAIChzFSFQpthlClyGaD4N4aRbGdyMBpgvZYmbMG3AbLpN13i7TvCoNlU4xxwk2qYiUneBMJjCbaJOGFZaJdf8Apm6n5y25JrJSaXdZlJ3JoEkXCCKTdNm5R3N0im2FPvUJnaAZ50lEfkIq4rW1fazjO3pq6ocLRLDldt1m7hz3tOQM4wud45bmHJDe9ka0YzTXSm62N5nk7ji0SR8/EXCeZZFXIum3cz82D8GHLaKmxuYQOcobRNnA8woJjpnF3D3NOHnyOdtlCvDs3SwGJ38gAANnpTZ8f6EZMhjf9aKoeVB8rpstyjdOk5Iho5WioCYfLyDk6x1zN0VYd83TMZRc51B+9WKUvXHLyoM+307cIrIKfbO5FAROU4pKOkTEPtNu2n/R8iBsYHn0oKJv06je6LhM/ReOrnG97eLBzjZz+jt4lV5G7WJiEWASDsFbiNxTyfdxMCUdwBM7EtS8G2oNvSEiwclbMVr9TWdKmA2xGSnWriO5iYR2qt0hEnoAeVBfVAoFAoFAoFAoOBKAgICGQHqA0Cg5oFB5VI5iocVFGyRzmOVQTmIUR3p+4bIh1L5D5Vmh9hRR4wLcMvFKUSArgN20eYhnrgRAK0fSgUHUU0xOBxKG8oCBT45gA4yGfjgKDtQdFVU0iGUUMBCF5mObkAUHh4zx3yb5bN/NycPGYP8AFlHp8zflWj1NmiDcogkXAmHKhx5mMPqYw8xrLR96BQKDU3tk6s3TaDu14iGKAknWz0zjruykKRQx6frBpfTjy5afnjPsJdWVF66RORRUd5gMA88/GuWOUcpdNyNM+z9bF0aVg7OJgdrpmEQDyEA5Vk446THbWCMkZPTq+x7uoBTMVgMI8/If/eaz/wBRLpv+Wea6oaNO1gIHHM2EDl97B0/F/Cun9o7cneL8xp2OBK5V2hhEuVhJy6cx5VOP9US9N29BOzhbjyzTTcmcVTrEHaX0wOMjWYY7V4baua1QkbB3y8j2KoGaJ+6YA/3Vni54N8exanHfYYpktouSDhYS/EtbjHbjX9qNZxrttB7CJvPZ7hVVq6YvdnGKk6YOUnjcx0xEu8nFQLvLkMhkMhXZaspPRS95OXkbke3DGGn3ctb0o1bJM1k2KQW8Kv3JhFY6p+N3g5t3LA4DAhQXsHSg5oFAoFAoOOVZsc1oUCg4oOaBQYw9uW+eWJLqRTNSWTDanJmQTFyUMCGAW27w5D60GSwFBzQKBQKBQKBQKBQKBQKBQKBQKBQeFxJFKqLduTvToOqRRwUnxUP0L+/0Ct0OEmAnOVZ4fjql5kJ0SIP9Evr8R502PfWBQKBQKCtb70jYXbedvTr9YhmsG1codxMnuFQ7gyZim3Z5AXh9MVmU2yxDtX+zTC3pFJNoxwjBu0j57zwdwCTHMMF2+dRYnLDb7aLaFz1gw7uOeT6Uom4MApgQhygQClx+IR61uPRjhpR2oXYRuq5rnkJdvd8e2I8U4hUTt1cl5iOPCOKjtHxLm0Z0CuCxbYkId7NtpEXYCCJkSHIUmSiHPd161uHS/HrTX6e/uf17PrgVk0bui9qivF2HSXA2c9OWaybkT8bZW2tI7uhNLz20hLtAl+GJU3xSqAiAmHOcda3HqK8emsFw9gXVGVklXil4RChjDkBUBznmPP8ADUy2JnFpsT2btB7m0xaPG8vLtJIq23g914gAG3dkR3gH7VbjV4Y6SO+NZpC0bqkG0lB5tlo2Q4M0Q5hVUfOd21AEtuMcgDIG86626Znn4oY37Rd9ycm0jIixkivHpDKImkHKrZLaTqO8UfTyptE5LWTuPX654k6EWnbTR9cW8hHzNJ0cUCCbmIkUBMRMAFEB6Vluj5GV1N1ukrTVgWbKKaSEhNoqK4Wciiglwtu4DKAQ/wC1yrbdVWfJp4dLNfZK71bhSko2OgfZJ25I5c7wRRd8XdxBKY5Ce5tDkGetJdtxz2zt96pXXAyyjaJgG1wIE2AYG7g5nCYn6CsmRM+wvpWsud2iEX2hr0SuiSgrksxOONHppqKyDZdRZskVUMlO4OZMgJlxWb70j5XuuTtGFYzkPGxTeNlwnzcKMVI7MGFifrAVwQ20OXh9a2aVeVZ1o3i5mpKVYuIpaOViytxE6gDsU44GHwCIBkA2006SpdRpQKCFaq32vZNmO7hRjfax2qqCfcuJwt3GUKnndtP7u7PSjMrqKhb9qh4qzBb7I7VduRR735/PhUcvlRF324XDZYUVbCOBw/8AvuXLz/UdKnyjPmZG3e2q0lXgNlLU7ooOMAL0DfX9UFVLD5lmPdfYtk2BdyxKUB6FBwBh/dW3EvOjjftRt3jpRFhbouQKOCm70ACP02DWf6JzbZ/+XCb4G8bQPv8AJPvZenz2UV8lYRftLOyILKJWkKxkhxwgeFz/AOGNLWfMhbrtpybdRQptOHIgkPiMD0P/AEKzyhOZtbGu++RzR3wxS70imrwh5iXiFA20flmtrs9VAoFBRWrHaFfWNejW3krTUmiOGpHIviOeCAbxMG3bwz9NvrWWueXJqobP9sGQh0k1FrAXUKcOoPAAOfTqjTyT8yMJ9v6PA21ew3KQ454fJm8X+iDlWeR8qzrM7Vdq3MYqaUadmsYuQIquQQz6ZwFVO2zlZG7+0vatuoGFRmd2uUuQQSWJ19BN8aXoy5pHnsLtGOLtUOLe0F2rYoh+kGdpn5Y9AKFMbsw5PJMpfU92zQ4je31XvPxEBdNMcf5wda3xVlnpAJPtKT7AoqH02kFUANjikdpdPIfcrNo+X9PbpP2kDX3fB7XNZzyCOmwWfGfLrkVTHgqJJ7AKUoD4uLnPwpKrDPyXqRMhM7SgXcORxyyI+dHR2oFAoFAoOKCnNau0HGaYycKyeW7IzftlJZUFWIpfdAgYhfEChi53CflRGeelUq9vmykhEFrKnyCXPE/mvIfh97zrP4/lPyvi3/uhWmCimxS2Z5v6mODXGf8ATU1i35Uzi+2fpG+Q4n6Y3NjIJnBLP9hxrOj5Ywc128dKY5XYSJmH/LwmblbiAj6eJYtJo+WJXZ3aoty6Df8AR9qTxCjjadVNAAEPXksNZ02Z7S+S1mj2SIKDb0svkeREyJCbH1UCsrbkicj2o7dYGw6tG4ieLGeAh+YffVFyx/afld9Pe1NZd6XswtOPg5pk/kCLnTcPEkSIFBumKhsmKqceYF5YCqmm457YvW+53zK4jsXcGjJxSvcu67zeMVjCbccpA5iKQ4EK6XLSeSoBLzrq7Jf7LsnhWjOPOVzIzCxgSeo93wqKaCZsbwPjaOArLfK6c/LtEdaNU7BlGsarbB5ONl4twkg/eA1UTAyYiBTbzmKHpyqcrtmeUTeWslzerWYUGTaqxwGbnt960VKquKZSgKoKAX3cj1q7ja3W0AuuHn5yahVGLSJiIIyLgItRJUCtlBRAN5hMI43ANTe3OpHpndcq503IrHSCJp1gVU9xSC5tqywBnh4H8WOlbjl10vHLUZGOdwt02Qq4vOfCEdvhMlINWahSvHCaZvuyHIO4TfDlTG+U7VuX3Xnl22mcPb1pTSzV0xZxbpYsYmdPZJOjHESifA8xAN27PpW6mjpbfZ+mRXua+YpOY9vNI/2cu2kt/FMIOyLG4Zj+qe3GPKi+NfVa6lAoKl7SUynE6RzLw/MCqtifVRcheX50c+W/xakWdcka8Ioq6ECJcgOHrUTkcIlS8dp49MZQDgJhDnnOPpTcYqO4rPQ+0SSkZtKiY3i2B6CAANRaJNdGm9xOGZfvRTAPLIef1rfGmWLBxsHJ2kzB2Y5gEQyUPly5CFbBnUNS5t3GKgfiCAF+OcVPnW1ArBvWURvoRcHMZMVD4SPkOnl8q3f2nCtnrj1I0+iIsFHREznMQMpY5gOMjXbcjp5zfba+JWTWimKqf6tVukcnyMQBCsr0vZQKBQabdqW+msRqXFMhbkUUKzSVOYeuwxj8sefSst083Lf5PdGX1p7cEYi2lATAxyB4FeRSDjyGt8pfapZ9orfOklivoh05hjNwclIJgAhimAflU5YT6TZ+FEWVprcbmXUSQ4gDkQKsX09c/CuU79JT2a0AutZIoqLmWEAzkDF8qv46m4IrGX1cunrxSMIU5hKIh6dPUKY5abL+HyuTXW95BPeB3CCQ4E4YHZ8/Ktudqctrc0U1pTcxgNZhUTiQuCODAPTzAa3HP8uuGf5XZpVqHZs1qn7IihKs+Th3C51ilxhMiyBTB06ZOFXufS+PLbYasdigUCgUCgUFNa1XXZkRJQ7eeXRTWcILqNyqlz4CmKBv3hWz9uXJVLSCGjVwnAOK3ybrjwdfXyqPHFz6QK+OzTCPGKi9uCBt3PZkBHl5ANTlhr0eOms0xpncMXMhHHQUKfeBcDywGfOpubI2H097MyKrZo8mjACf6zh/iH0+FbMK2Yp5fWo9t6bwxYqIKQXSYYMHIRLkeYjjnnnV3Lx6belGk7Ul3nkQIZ0kDUmTGExcdPIPiPlU7umd+1o2f2mLcelBKWIAGLjcfwh1+A1nl+VTk/K8dJ7n01k75j04lZmeUOmuZuQpSgp+rET7Rxnp1pvFeNm2V1fupO27jUevLeNOEWSQQjHJA3mbqKZKIYLzDIjnNdbdGd0qhvqLZBriH27ZaLR6zSUKtOJmMdyRwYv3YGSLz5+705VO5ty8mKueOczFkxb13HFZwjlcgXJItSgs8MuZbagAIB4zFHlkQ6VN7jNSvFOW9AWbqeqlD3E8hopkkBZRg1T3gQypCiUuBz7+aW6v6NSVlGNuQOoMLIQdpruI5K2RIKcW7TM2FEHQmETEA/i+82c624yzo1t8LbjJKwdQGkfJREe/hL0OVuk8RU4yCQo8h2mDGMiYM0n8evy3Hq6v2++uVt24/uW3hTSJHLx7gVJNyxDcpwR5F3AHz863Pqs5JNsvMW7CRDCAM2myXjO2kc7z2TLiG9ZJ50TRIHvCQhuQUv8A4266Wd2em0Qa4b4lYdinFR8j7NAIwobDJrpJqgqJifhARNy9ayL4l9hVOzmtCgqDtMR6D/SaQbLKAmmd2y3GH4OCDU5eq58vpqfe9jpx1tIrRaxTAO0pzE88hnNc8sdPMpq2LhlUJYzdUwmIADtA1RfTVtnYKN2ntPpw8c/Q3Wmvtqvbr1fn3L4UCgodNM4AU/oPoFdbltHjUiRkXszCAmqYRHbyz5fSueOTbEms91b8XEuvawlLgvhA3n8sVeOUbWPseOsyTu05uIluOI+Y9R6c/KsxnacEe1rtM7GUTKVTKKxhKGBz4BDw1Vx0X+z9L7aJstyIJ+wybh+SRa6329zK1gUCg1I1ns2FntfUAkBKO2HR2gYcdDm5B86zKbsefk9tc+0Jaru2ZhM8cJiMD+4Yo9B6+fpUZYaqMp2wmkMrPykqSNFYyu/HUfjgeVT96ZFq6jSszZbsRjjKIFOlu4hS5AfhV2+KMvatY/tIXYTiFcLqrcsFDAdPyrfOq+kv07gy37NmkpBExGqZtywn6+uPrUz+VMce0+1EaaUxMb3RQUE3RcAQpRE3X9rqFVlMfSs7HytLT+15CzHLqKOTjnIY5QJ0A2PSsmEsVJvFGuxuydt+0dKpuB3nStx6Aj6fpbTrW8beGv0QqnoKDig5oOKDmgUGlfbOtR/cmpVgMWSuxYsZIGAnmOVkA6DWZenDl9tbNR9Ir4tFgR2C51UjdeGP4g51zv8AFz8XGjGsU3G3A3ZPnZxbKHKCqZx68630L11+ynFtpliiBxFIR7wQM5HICFZyxtUAj2jr5aM02hHGBJ4C5AelVjaSberTq23epkysrJOBP4xE/PGADr151Gu2aXsPZesXu5SGzxwJ724uP3VvjW+Ktr77Mbpi1UcQw8YiICYNniz9KzVNMZ2Omsm17S9ut3eSik0kg2n9O6H8vnWunE3r1Ljb8F3Lmt4UVCyBWuxRc5C92OkGPABgH3uvOult+nTLf0p8bfshxKklZhZ0wn4UQa3adFAx0ZBw7AE0lN+Nv3eQ5lrHPWP/AG7Sent12vczVeLuh4FqM0VFZFVUCbirbdyRSJiXBwEfyrO9/pNw16QFuo3uhhfF0zcgETKTDtoDNqAh4gRNszgfUADpUe5aj/d7TS9o+4o2dlpRs9LFTDNqgAOEB2pSpBLgwPDYwApB7nzq8t7VZp4jlQV0KIaJ2mio/ccr52Oxw0MJvGdEByPUfWp/49Ns6R5xas46s5CTPI5hC4UuabQOJpZRsUQwQC9DYHGArNdfpOvt57pvnT2TYupaIt2URuY6KDJnJC32rIA1ECcVE24cHMQB3DWXKf8AZbNNldA5pi+XuBoxSIo0ZIxxvahg/SnCyySgqg4H1TEuArrt146uyqdSgUFL9qhq/caMy6bERK4BwzMUQ9CuCCNTleq58s3GqthyiryONESSonMYQ5D5Y865TJ55HluXTllEOBfDgU88j/Dr0qbi14nV2kO07mkYOCTryzz86zyHrt+E0/dpD3o4AvjlyHl8x86rGQZBe2mEaqCjVcqqKgcsegeQU8dMVTqGp390VrGrDvL76Ycs1O2uLFsa5WDlN6cpgTJ4znAfX1qt7FjXszG52wJFXy4SKGB88gGK23addv0NgERRgoxIRyKTRAg/5qZQrvfb2slQKBQaHdreXmoDWdhLtNxUfZiBN4eoGPUZV5Ob2zrRrEasWWkV2cE3aBQAxw5iB8Y5h/Spvzi5j5KabNWGk10n7yPEMiICHmAgbmA8vnXL+uSEzfa0ae3YmmylmwG3dDlA3y8qu8kvtu2TgtJ9Lpo49zVKHFLkpOYDz+fWtmGNbjjt01WmYzTW1PZsGTYsv+vU6m58utbeuozLrpqKs9ua5ZI4hxl1Tnz15Bn51Hpmm2Wgou7ahjJzynd01wLs3j1+WPhW8asVhaEWom17QktOMRBaOcwbonFDoB1HTYwAHryAavfbeGd1t3VPQhmrlwS1v6XXjORI7ZKJh3jpkoJd4EVSRMYqglHIDs97A+lBE7ZRWt/ViPt5jOyEvEy9qrSb4sg7UfG720dtkUnZDrGOKfeSOVNxSYIOwBKUMDQQO7rnvVrcl/wgXG9fOnE3a7O3mCWGW4j4DruGCS6f8146KKgGc+8HzwFGVZGjknKC8vWElDuUHkJLJ8CGcuTyJmbN0zRURKV8fJlyqiB1cG5k3bOgANGrUoFBpD22rvd2zqRYEg38o18Bx8gDjojy/KlcOX2ydrXZA6n2odooYpnAp5UL+yOMAYPrU+flE+2lmpNpvbJvYxC8wIoBinxy5D5fCp/TMa2w0y1As67rNTiZdylxSlAhiH5DzDIYHyEKY2WaqtsVcPZktaQBRzFuR4x+aRRNyGpuH4Z4qWnoK9dLJJVdoUeEcclEAHHTyHzqZtOkPltZ7/fqbheKkPyyJchgPlWtkXp2eNbH8jJewphYFUlccIxhERKPrz8hqvPta1rCsj2T2qLckUUdrZ2xkzAcA5APA6fDrUzqnHNZLU1fu2XjXlxqEYFMwjkmaIfeYFwq7L+s/o8DIfOu/lqHJkqqytSbgWeMLQlE05dV+3XUikz4AFTtymUAyimB5p7ch8q545W3tGPJb0ztvSU5da9owE1PrlVFq+GWbnJs45kxNw+fLOwKqVcvkrPUTRqSTeM3L0ACzm6uBm0hEXWRHBdrcPe59edccsO/0nLDSwNXXra27VhY9w4GbSOGZRdbwuHBQKHCyTr4c115OlcrEQ9sqrtLMFV0orG3UusitaqoYamAhfDvH4ch6VknpOmIh/tnawysAkwTk0YgwuHpkxFVJyiqIYREwAPInpWTePTE/vy7VLObsAbxzdVWVQKZkUohubKHDKnHAA8BMdDedVndKqT9lxKA33g5iXa6pXSrM7pqoUATSV2K7hTx1Awj/ZWY6+lcNml7mfSwHEAihMACODcZPmHrXR2de/zH+CDf6dOq1B8nEnOkbrHShBVVImYySXeEg3nAMlLny3DyzTUEG1DezEno+u7lYY0JJOEklHcKoqk6MgfeAiQVUcpnx6hUJz9PzfmLjkoq8nKqe4hQV5FD088Vw+nllTy9b/WmLeSMTmtgAKX941mWW2uulNjyEszc8fAmDoBufUKYYbEVvq1LpgXyihTKESIPiDONuP31mvEWDYzc0zECR04BPalnJvMfSqx7Y8cFZcb9qyqrKgIbsHN8PTnWTHtqxNT7zt2HtPuceBCrKlKA7QxyL8fMa6Z61qKyUXpQ6m5a5xVSMfgAqAiA8w5jyrnJ2h+pZXDhCNaGRaneGFNMBTTEhcBt6+MShXp+3sdPacnj/wCjL/6RD/jrdB7Ukv8AAzj/AEiH/HW6g8JrhnQn46P+y7wWDxNUzqaBZrwWp08bSqk4vENxM8hIBvjis0Nfe11b6LuOK+BMDOEUdu4f2eeOfzrlyTrbzf5H01l7O2opIGWetHIG7uontAoc/EBqneqyV5dWTfbi+zFbZAiglKQ3oAcq55Xs3usw87MkuzghctnG9yQvEEgCO7pn86rwraq+2Zm5Leu1um5XOUhDlyXcPL0HrWTrtMraG5LbhL7tdk5dO0yOQTDibg6jnoP1rrcPLsv5c6caXWfbbZSQdGRdmLkSj1KUPPkPWtx4p9t3J2pXXnU1F3P9xhh2oIBw/B4NoF88Uy9o3utmOxody4j3blceIPdwAqhuvPaI1nH6d+JtArKuCKHIEU8UAg4BQvB2m+IZVAcfSuunZ51pFZZJRJWEcqpKgJFEzgiYpimDAgYBUEBAQ6hW6EPY6fWGyj3sc1sTgspIESPkQImIHTbH4iCeRVEQTSNzIQPCXyCmhkpK3LYkhlBf2eZ0aZFuaTUOmkJljMv5sYxuJncj+AwYEvlTQ9VuR0Nb7VVtD224j0nCwrudpSGOqqIAAqKqGVMc5sFAMmEeQAFPEZn2wr/gt7/UT/8AUp4jFyt4uGLiLSLbMy+CSeFaHVbIpHK2AxTG47jKpdqJduBMGeYhyrNDVDt/28R0ztmW6HZkXRKYen3glN/5anKvNzXVUN2UZp0S6lWomHgmSECgH7Qjn+FTj/YwZTtfs2ZJaMUKXasoj4zAHXxVzy/sX+6urL0uvhxBDLR6wgiPiKCefd6/uqKy0jNXL7tad4bl4qbhH5pnMI4DGOnStlrZG0sFctk6lW2kSRFIHe3n5Gz6lEa6dZTtVeP/AOHux00Tm3jswb7wcfP0qPhZpq/dQxlk6gJmiVQOCSnMxeQYAeQ/Ko0nH2/QXRGYjLlcw84Qgd6Tbqk345l3kDcGfj1rvLuO2CvNcbpFPVe6LfdxAuot1GsVDqmUFMDK8I+wxeXVMaq6+3Pk9odZln3CtENJVRYtnN41JQzWd3lcmeAJhyIJ+Hh4Dl1qMcdzfpzmD6NZNgwuC0rzuC7nVwPUmr1GBgiM+HvIfckYxzAI7cdeYVs/+ttl0nlrX6La0W8zcTYjokcooVi33cygqcQ5APvYCqmXW6udovf1iTEjPg1kZUsrcglTWh5BXDdIU1eYpgHTwBjzqcsN/wC03e0yuqIMsqhbLOcIzuBikU0IYgl+4UEn3g9fxAFdL+PtVn0q61NQHUPcD6PhDLFgnIAjJKGIIppqhnirJqe6Ywj5Vxxz1evTnLWckopGSZllGrsz+3pJXgXrci/hfA1SN4E+D0AhBwAG9Kq9/wClWff0vXQGJtpq6uhxCP0V0XXcCHYtzFUSRBFNQCKbgER3LAOTAPpVa07ca7ap0c0Cgr3WuRLHacyzowbgJwwwA4944BWOfL/V+eq76ImnxyFRAVhyBzYAfFXlryY+32+xjhj+sQMKWdwCYBx68qeLoycFrwwthUWqTcolAQKtnHPHn9K68eemzpY94Xtat0WMq6bAUzpQm4CcjDn51WecsTl21lj313KHWQYh4AHaABkBL5864VqRWxb17LrKKLHUKYPfwIiOK29psR6+bautPeq7BbgpDkBMI45/Ctl0pbnZldsEzKouSARbbhMxv2s1147/ACVj7fpCy/mqH+TJz+lW9L0VoUCg1V7Xt4t4iMMx5Cs9RAAz+H0Gpy9PN/kNR9DNPXdxSrhYg8MEg3cXmPUfSuevKp1fpn73iJbT24O/qlFUAMGwQ5AIBzAwZrnqyp+PSf2F2nmUo/axki0wZXCYLbwDmPnjpXf5O+3WVC+05bDZJ4jNMktgrgUxQJyDOefT1qc5rJx12qiBY6mP25E2ILiiBvITdP8AdUeS0zQsHV5aOV2pOuD1N4j+VbussVRJWhcrWZTK/SPvVP41ByPz/wDY1XkP0s7LkSEbbTJMAxxWe8+eudxa6Yz+LvxzTYetdXUw4KI+lByHSg5oFAoFBqN27lBTs2JHlgVDhz+Q1OXp5v8AIap9lcv/AM4mN/i+n1rP+RilnbDRW9qRiiZBMVNqIGPn1OPSueX9jP2lvZm1Dhn0IlbaoAm4TwBAMHI2C5Grx03FXnalsVpGSYSTJMEyrlA4gUMZE44H6cq52aqZNVSlkGvfeckHxjGJ04ZhrbpWUWOq+11BoZMTyRyiXkAmNtx1qPJMivpGxb7ePO8PmixlFOpjc858quckjX6B9kOCk4mMQSegZPcmbhEH0KXA0w9OvG79p5xESF1w1tPIYyq74ElEJYM4ACiOUuQefzq8/wAI5PaEmtaCtu/IhpPyYBFSgGMS3jCOG5iE+73GD1NzrPDvtOptm9QnwQ6ycm2elYvscCMdoE7wHCVDaIABdwByGqy6ZUYYxsJEwExat1SgKTEFw14xyPQ/e/vDYxy/FzqfGer7PpGJa3pOUhGkkSccXgimoYqxFEToGji8gKJQHmoBunL0qLNz8s0992LjbAjay0SL9/PEBON1HOcU1RNgDCApDyLsAcdavKa6bb9Mko+TvK3Ate3mxrbi4gvGlF0+fQQ3KJ598xvQKz31De08ZzNrEesrVYRqzgjVqBpE6iJilkfB+rVyHrVTx9K8ol3ZY3nPfDklpJ2kzUet02rVLdhUUiqAY/i5+YVUjpx9xsZVOhQKCpO0m0eOtJJZBoAisdVvgA9OKXNTl6c+X+rRjTq3iR8+Ay2CkII5Af4gNef7cJ02jmTWqe2zqKHSOmKeSiAl9OVenp0z1p+fFytSOrudt2wlEiqmE/POfSvM5ytmra07NCaeKvZAAA3BAxChy+o/Oukw623KdIVZF9QrW5VUFWvITbfEADn4hXPG6Yl9+XyyjzA6jC8FMxQFTaGOf08qvLL8MfeCvKCuW3xLKF+8Ly4/LOK2ZSzsQyKl4qNnFUovHEOYdgkHzzmucumyv0yizCaOZiPUUExH+oFeqvW9lAoFBpX2y7OkZWZI/STMo3bM09wB5CAm/fmufJv28vN1UJ7LkzBxbNZBdcqbtTlkw7eQG6c6nj9qwye/tTz9uuIQUU1CKOwyIbRAeQlDFVmZ3trVo1Zr6cu5qDcBMVJQphN18+f5Vzzm+meTYbtELJRLCKRULxCoIhkw+mcfwqs56ib7ZnSLUyyUbVLxxTTcoF5k8OTVWOouV55DtMQzWYM3K1/RCm2mHIB/yrPkZcngv7UewJKLI+RIQXgiAlOG0PLoPrWZXG/7c7VtdlG/nFwTLlkJNrZnFiKYh6gsmH7hq+PK16OOtrqt1cCACGB50HNAoFAoFBpF/dArhTbNLajM4UWTWcfQpgJ/GpyeX/I9tb+yxOsmN5KmXECkUIAbzYwGTY/Os+2zpsd2k4qGkLRM62F46ZDAmfl6ZrOSK5GnGkE2aMvaPOkrsOKxS5Dpz8hqMpoja3tMx3fbLSf4zwSkAwgGeRhzV5+o55/lXfZsum0owjr2jsScYwBjAGQHPOoxslb9rhuPX2xYsyhd3GwPhOUC7elX5xtyVk/7S1tC/ACtUuEn18G78vjUbN1sXoLqxb91XMyZszbXAtljcMMYwQof763z27YZJHfbqQW1Ek3CDxvOtLabIGe2skmUHbbjJCfjic2M8vHy8gxXWOXJ7a9XDBQTi7C3RJ3YmtB3EVVRstw1BFPgkEgE24yHiDbXO+976rl4sTDMr9iLClrstdYVo9qumiEUoXiqKAoqCe4m/ny3ZqMdybanF12vFvNIJZzPRBrdllytzIyCivEVUNuybBSiYwfLFdb/AF22z8s+11JlYi3op9KRKcpMT4A2g4Ahk0hIVqQNyxz52+MBAcCNbjlr2ry6/KudVrjhdRYdFF5JnhXMMoKjpYqBzdcAJfCA8iiHWpzzlRlftIbKFvbeqkXaj2RE6At0loZwCYgV6usUfuTcvDy55Gtx6y0rH2w18t74WvXjhdqrCKUcmRjX6CQKE4yY+NE+wB2gXpkaZW7TttFofd7O4mksZo9K+Rju7NlHGNhzLlIYFRMTkIZEOXrVeW3o4/S2grXRzQKCudcZM0bpzJPCk4gpHRwX5qAH8ab058v9X5rXVNXBNz6qjMqiRVDiIFKGB615stV5pGTkrY1L+z5VDCuRDkKfhHI/DNQpCYCDl4+ebvnTY/CRNlQTl9edXb0ncbgQ952/dsF7IBYhVeFsEmeg+WK9Ey8ppVrV3UK2VrbuMAQOABxcAoA5DdXDxZtZlv2Y9nbXFw+DwEL4lB5F61mOG4yvZB6dtOEsii8RKHqBwD/3itmBt5bQ0qW+0BnRBBdJE/3hvIoZ58/jTHj7bH6OsP5k2/yRP9kK7/b2PTWhQKDVDtbT7xiANGxRy8QwcxQz0DkFTnenl5/w0it62r4frnMySXKIGE2E8gI/SuNyTJpkLr0z1IM3FV6zdqtxx4zl5fHnTHpr76OXeezboIDxAyZA/AbkPoNVv7I2Q1jjIy89PhmGhwUBsnvHn4gD/lV59zcZnPtqbp/b6sjdKTAqwppipsOXdgOY1zvcGzj/ALNUSZoCouA3iIbs1Xw2K8Kikh2aHZi7o9ykqXf+3nl6U+KmmyvZm0yPZrh2Dg4GduGmDATmAF3lHnXSSyOnG2QrXZzQKBQKBQKDVvtb6Q/bdaGco4F4xarJJlEcZKY4G/sEKyy2dPPz4tFFdJdQoCQ/QY5yIpm8QkTPzEvOuPl+XO167qeaorxJ271q7KiBfxEPjp/SqdxWMVXCmdsJdutjhqprENtH4D6V1ys0vyb/AKiQ3VoyQy/60G28M/4rPP8Asp7wTyTppZaNvKyN7njCmEpROcMlHA/WuXuMtjZVz2WGbtmJu9H45yAOMcs/OqvHVTH7Vy87Ktyg6/RSfd88AJiiHL8qayO2y3Zh0PJaV3spZ0P6ak1cEKkHMC8QgAORrccL7rphFh6v6d3Qa5X942PDKq3cdFu3I7FwQGqyQFEhgUQUOUphKQcc66Wfc9szxv072rpfJumcSpO22RlMJFU7y53JGbkMOc/cEMYniD0CjZxx0fROoMTON2kFYQOYtMw8R33luRIchnPCMcPP4Vu/0Wa+keu3SfUJ8q/uEkYL2VlOGVrECumCbHZyMODG4ZwMAVGWPaLxojP9le7Xow0YUFDg0OZd1cAOduDKgGUypbsht9QCpywZ8VWIlpjdaK12SadrNTAswRQi7eMqlh0qhkPErnBN/XmNXPa8cGER0z1Tf3NGTcna7RBaAEHLUCukzccwBgG4iAjgC596ptt7TMbvbs70o1WtwTsLbim07AunKsnJMHLhJPjrO+arXefxFIQQ5GCq7npnx2f6THs3af3JagXaaatJpa5pZ03Wb91d9744FIcB3eI23h5wHrTGOnFjZF71boUCgrnXCMmpLTx8ziIw8s9VWQ2M09u4SgoAmHxCUOQfGss6RnNxr+Gk94IwSKyVmK+08hxkzcIR+gb8YqPHr9uXx9MrCNNVRb91ldPnR0PdKAcEAD6bx5Vsv5jZjY+t6aXTsnbaiDGz1UHinXYCQD/tUy7jMsLVU6bdnnVeMmFnTmIdNCZynvFPngPgaueONZ4VhdQ9Ctb5WYKqlazt2mCu4hgFLHL5qVuqfFUyS021sTskYlO13Kag8wKHCznPPPj6Um9aPjqqzaM9phuqsZtaz8SGMI7fuh5D6feU8GfHU705s/tCw5lSyFkvzpHKG/PCyIZ6frOtbjuXps47G/TEDdybbiCmbhE3EN1Adoch+IV1el6aBQKDXfVq272l9QighaZ5qAI2T2OwMmUAU/GHiMBsh8sVN/8Axw5OO2sQ8gb4hA2QmnyiwCAbzEFHn5/t/wBtZvX03VnqMjBt7+kighMWK4ZpqhgxzikYofMu4a3HLf03tVupfZYnpl4Z/DRooGU95HJc8vSoyx/CLhUriNHL0htK5KICOWev10z8NDwmNzAAAOYgHlSTWJcLprrCaA66MbtCRTtF6gnv3CYCkEMdQx4qj6TOOp1fNo9pWRRKg2tyR4QFDPDKUP3Gqt2+23CoJG6f9qmOWMIWtLnAo9ALyz9D86z1+U/FW03Zsd6yGuR22vW23kSwJFiKT1wmBAM5BcgcPduHI7BEa6zLbtxytmqp1KBQKBQKBQau9pye1bjLxt37H207nYz2eqd8q2bnXKVbjAAFMYnTw9ArLlpx5fL6QuGvzU4Sh7W02mt+fGcjNYMf6o1znJ+k/wAvwljF69nj9zf2LLt0lQ2nM6anAoCPl0q/KX6Ve0UfdlODeSPfgZum4mPnhlIHIPTmFc/iPjZy+mEpbNkHioiAkXoggKKPdm6inXOc7SjVZdRmePTSCLsbWBlcPtRtZ80mcxhU8TNwUBLnn+Co+mePS5HF99oFs3TS+zMsPhHJytHA/wDk6VO8k+NRxS/NeA963J3HUB7o58+g+5yCs7b42rs7Ld56rSGrDJhcEHJsow7F2dZd23XTIVQhS7MmUKAAI+VXgvjjeeuzsUCgUCsCgU0FaOxaDtWhQKBQdBCsHFZoKaCmgpoKaCmhyHWmh3qgoFAoFB1GsHFYOKBQKBTQ550HIVo8Kjp01UMZwTjNRHILph4kw/pk8wD9oPyqh7U1U1EyqJnBQhwyU5RyAh8BrB3oFAoFAoIzcWoFj269QZT1xx0M7dE4rZs8cpoHOmA7dxSnEBEM8qzTLlD+UCxu6g6+0kd3cQ3Av3lPZj57sVOjbFG1m0iKODX3AlH0GRbf8dY3bLRt+2NJkMaOuWMfFL1M3doqh/qmGmmbe09zW2U200yyKbptFwmA5/rVum+UdiT8If3JVqfI45LEHn+dO27jt7ch/wDCTbn0++J5fWp7Nx0PcMEQgHPLNCEHIgcy6YBy68xGs7Nx8Y27rUknRWkfPR8g6MUTlbN3SKyglL1HYQwjgKM2zeK6hig420HO2gYoG2g4xWDnFaO1aFAoFAoOMVg4xQcYoGKAIUDFBztoOQCtHNAoFAoFAoOuKwMUDFAxQMUHIBQc1o4oMepHnSOZZgcEFTczoj+pOPxKHuj/AEi/XNbsfRtIkUU4CxBbOgDPAP5h6kN0OHy+tLB7awKBQKDULtYWtbMtqHbC8isQrpCKVKkkccZJ3jOcefOozeX/ACGCWtlga2+4tyE4JkxwY3UdwYrfHpDWW6tDHXfFFW3DKip7iYYEQ+dce4uVaWkdgu4GBVOI8Ncpt5fIB8PPlWzftNVVqLedyJTC3D3YKpgp9uc1nsiwdML4mDxKijhPlsHYGB9KzGtQC9NXpdtOuESgA7R90M/76zW26WFpfdhrzhxZPEgNjlt8gEQ+P5013oW/2d9IYyA1kQnGwlIYke8TFMuPFxNgdPUMVWO/t04/bdSvQ7OKDmgUCgUCgUCgUCgUHFBzQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQfB00buU+GsQDlzkPIQEOglEOYD8QpsePiPmX6zc9aB/fQDKxA/pAHvh8Q5/Aar2PeguiukVVE4KJm905RyFSPpQKDTXtY2tJyerdpPG5xKihDKJiXHITC6zy+OKjN5uabql9TL9k7cbIsUlD5IX5dQ6VO/px9ojp9q64fyhUXoAImOAAHl9aVfjpcV26isoJkBzpbi8PJsB4efypc01UpL8tKbXw4bF3mN4BEuOo1FhMV0W3DW+tCALJIEeMTB1A658wrZjNKVTeOizd/KCoCoAcRzgpgLkK59xu0ysiwm1pQC7pM/6QQBMA/AAyNXGWvX2XtQpWb7SJWSqmG3st+IkL0MYOGIflVYT7duHt+g45rq7ABWjtQKDigCNBzQKBQKBQKBQKBQcUDFAoFAoOaBQKBQKBQKBQKBQcUHNAoFAoKNvS7L3XldTVYac9iIabRiDlkyBBBZN87OzPIKd8FUhlOCJNiQAkYgh4jZzjAZ3UG+LpaWHbFxwQtWSUs/giSRXJTKrFbyz1ogYiAe5v2uBARP0DpzoMEN43wyvhdzcZp2FtdW5CxEPw2kWaMOmoCTdoK6ht8gBXbkw4UKAFARKHIOdBcK8aIKC4ZKd2cDzU5ZSV/yheWf+0HOt2OzeSAVQbOk+6uh90hhyRT4pn/F8uvwpoe+sGnvar1EWgNU7Witm5J5EHW3gHMDC5EnX5BUZVw5famdRdPlLsiwkW3hVABExDeQAFT+3GTSrbG0hlEJ1NVc4JlKYB3AIh09any2TLa49RNOfa0IQrcw7iJgBwz6efypcfs12oyP0Tunv6Y8RMCgfxbRHO391Lm6eS5ZOZd2PZ3DKY4rAUCj5/UB9amXUSoB1rXdCj0DFWMXYYdps5HHzqvBfg2I07uaTuS0lEHBPvFEh8Qjz8QYqYisj2V7FkIftEpPFC/ceyH/ANBNwgDNXjl9O3E/Qqurq5rQoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoIHdOklqXFKupB4Z63NKNSMZ9qzdKNm8k0SEwkReJkH7woAocuQwIlMJRHbyoMhJafwsi0dtHqrty1dyTKUBuZwfhoLRp0FW5G5eiSQKNSGFMvIR3eo0GLLo9agTvtPivzN/aXtkIEztQYwJMT8XvQNv2+L97tzs3+Pbu50FgUHxcNkHCQpLpgomPUpv3/MKCOSz654ZxFJx0StcjF4+TbyBwWRSXYNTlNucjxTF7wUh9gCQvjwIj4sYrRrj2rrRYurzgbhcY3sYwyICPkALif8AjXHkn28vP7VrZl+xb0ijAolAUQ5Dyx8OVMM3OVT+oeqkqzmuGjgClPjw+HlXO21snknjLUSQPZJnI7hV2ZBTzxjpmt87plqs7U1VmnFwpNlCm4Yqe8I58+X0qSYry1Et0LihSEEvUoZ2+94g8qvNamobQMir0oq7gAg7g3+6Pzrlu0TObuWJsJqCCBiJrJjjJQD+z5Vumb7XX2VbsPcF2mdqIgBzsVTAcAABwIl6/CqxduL23Fr0uzmgUCgUCg4oFBzQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKDig5oFAoFAoFAoFAoFBq12vz7WLccgX9BVwI/Ma58np5f8j20l0RFde43qBxz7pTEH3d27H51N+krUu3Rpk6ekkHAAUgGDdt/OudlZJpJG0TagQvs0V0+RNpAyH7qq6NbRx1ptDwaIzSSZcpB7+PWos0eoqCb1lmwkTkaLGKmmfaHiEMgHXlVdqkutrn00vV5I269XWJuOUoCXnnBvnWbZa131Tk3Du5lklTCIAOQzz60wbg3Q7FrJRKQRV2+AY0+RD1ESUxrtxe27Vep1KBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQar9r8oCzQzjmwV2+vUajO9PL/ke2lOhp00LjXMfIAQxMj/nedRfcQu7W25F4u3DCicScYhsenPpWZVmU21Stm4Z13Ptv0k5hUUAmA59fX4VmeMjp4yNzWbbv9mg1fqgnkm0THwA8unWt9xKp3Gi1uLOiuTOy45jtAOufWueqWrHg2FmwEURhvTTA5QAxAEM/lW6h7QW59HIuYkDSaCm9qBuan8B+lZq/Q2H7Mh4ZjdHsVuuQ7hJisfaUQ5gUxAyH51WLrwttK9LuUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUHA0GpfbGOuItE0xEQ9mqCJQLnnvGuefp5f8j2010jaSBZtwIoifdsDOOgAP7655OV7WRr2wknMEinsE4JgGzAZEPpWL3pX+h9gLKS5XjtAxS5wQPp1rcrut8tp/q/Iz8eIox6anDAC48OfKpqKqmOu3UAU9hk1BBPPMSc+VY3xY1ye+JaSLxCqpiU2SDtEOeelOiSf9tiYBG4k7EUKYoipsNuD/N9KT0ZR5exkWWHtFO++gb7uFfczZAueI3934/wrpjrTtwv0hru7lAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFBxmg43Vg4EaDVrtHXTCl1AjbZemJvcxAOALnBhA65kw6/Etc88pOq83N7Ue/d2xZQGWAUkjqjuz/AAxmpk04/wCn3grthr1UBuZUihC5DlyEMB6VvttY2bvuEst0du0ImIjjxDzEc+nyqYxIoydgrshTO3PDAE/GJ845B5UvamGiJ7T72l3IDlUVzjb5AJfOpikhuVzZ8MkZ0dNNM2MgfqA5D0qrGIahrlCFEEAOlwsCHTy+VT3Gr47NScE7vVWWZCUVlI9Uo/Ix0x5flTF04m2dep3KBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQcUHAj0rBzmtCg6iPKsHFAoFBjH9s25IPEnr+IZPXiJOGi7XbpqqlJnO0pzFEwBnnioNPG+sSyH389tuLd46cZogp/tEGp0zT4tNO9P2ZhM0tWIamHkJkWSCY8/wDskCp0153ul2mj1UVXlnQjpQQwKizBsc2PmYg1moadkdMtOUG5m6FpQ6KB/eRTZIEIP0AgBWnjHkDR3SYHAOAseCKuUdwLAwbgbPzAlNRnjH3f6VaZyCYJvbRiHSYdCKtETB+Qlp02Yxif5A9EM7v5O7e3evs9v/wU2y4xJLfsSy7eUFSCgGEQcSiQTNECIjtHmIeEA9KEmn//2Q==) |
チューリングの式(上)の条件を少し変えるだけでできた3つの模様。
変数次第でパターンはいくらでも多様になる。 |
私が初めてチューリングの理論に出会ったのは、スイスのバーゼル大学に留学しているときだった。研究室の他の人たちはだれも相手にしてくれなかったが、私には非常に魅力的な理論に思えたのでなんとか証明する方法はないかと、バーゼル市の動物園へ行って、シマウマやキリンの模様を詳しく観察してみた。すると、それらは反応拡散波そのものではないことに気がついた。反応拡散波は、化学反応が作り出す定常波であるから、その波長(模様の間隔)は、一定に保たれなければならない。しかし、シマウマやキリンの模様は皮膚に固定されているらしく、体が大きくなるにつれて模様の間隔が広がっていってしまう。しかし諦めるのはまだ早い。成長とともに縞の本数が増え、間隔が一定に保たれる生き物を見つければ、その生き物は生きた反応拡散波をもつ可能性が高いのではないか。
そう考えて動物園や水族館に通い続け、できるかぎり多くの種類の生物の模様を観察した結果、キンチャクダイ属の熱帯魚の幼魚が、その条件を満たすことがわかった。なかでも、タテジマキンチャクダイの縞模様は、成魚になっても消失せずに残り、成長による縞の間隔の広がりを修正するように、つねにダイナミックな変化を続ける。そしてその変化の過程は、チューリングの方程式からの予測と、正確に一致したのである。反応に関与する分子の同定などは今後の課題であるが、生きた反応拡散波が発見されたことで、いままで理論でしかなかったものが、実験による検証が可能になったことが、非常に重要である。
![3つの模様](data:image/jpeg;base64,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) |
成長とともに増える縞の数とそのコンピュータ・シミュレーション。
タテジマキンチャクダイ(F、生後10ヶ月の時期)のⅡの部分の模様は、成長とともにA→B→C→D→Eのように変化した。中央の部分で4本の縞がやがて5本になる。a→b→c→d→eは、そのコンピュータ・シミュレーション。本物とまったく同じパターンができている。GからI(FのⅠの部分を観察)では、2本の縞の分岐点が次第に頭の方向へ移動するのがわかる。gからiはそのシミュレーション。(B)Aから30日後、(C)50日後、(D)75日後、(E)90日後、(H)Gから2ヵ月後、(I)3ヵ月後。
(写真=いずれも近藤滋。Narure,vol.376,p767より許可を得て転載) |
チューリングは原論文(The Chemical Basis of Morphogenesis)の中で、反応拡散波が皮膚の模様形式だけでなく、「形態形成全般にはたらく基本的なメカニズム」であろうと述べている。一個の小さくて丸い(つまり形のない)卵が、限りなく複雑で、かつ精巧な体を作り上げていく形態形成の様子は、ほとんど超自然の力の存在を信じたくなるほど神秘的である。近年の分子生物学の進歩は、卵がそれほど単純ではなく、数々の分子が偏って存在し、それが発生の初期に位置情報として使われることを明らかにした。しかし、成体のもつ圧倒的な複雑さを考えれば、卵の中の位置情報だけですべての形態形成がおきるとは、到底信じ難い。卵の位置情報を発生の初期に乱してやっても、なにもなかったように正常な個体ができあがる例も、多数知られている。
チューリング理論は、このジレンマを解消する可能性をもっている。反応拡散波の波長は、関与する分子の性質(拡散、合成、分解の速度)に依存して決まるから、胚は、これらのパラメーターを調節することにより、任意の長さの位置情報を作り出すことが可能である。いわば、反応拡散波を伸縮自在の「魔法の物差し」として使うことで、正確な形態形成を可能にするわけである。この魔法の物差しがいったい何でできているかを分子レベルで解明することがこれからの挑戦である。非常に困難であろうが、一生をかける価値のある挑戦だと信じている。 |
|