基本,構造生物学ってのは,議論にとどめを刺すためにあるわけで,とどめを刺せないようなままってのは中途半端なまま.
原子レベルで原理を説明するから,誰もが納得できる状態になるので,議論に決着をつけることができる.つまり物理法則が覆らない限り,永遠性を持つ.
p53はお医者研究者様たちが好きそうな,がん抑制遺伝子であるはずで,もっと明確に答えが出されていてもいいのだけれどもグダグダなもの.p53に類似したp63, p73の構造解析はもっとグダグダ...
普通のお医者研究者様がこんな論文を読んでも,ほとんど理解不能だろう.
p53の構造だけやってるから,答えが目の前にあってもとんちんかんな方向に行くわけで,結局お前らは何にも価値をわかっていないままちんたら構造を決定して楽しんでいただけってことになる.
これはp53に限らずの問題.構造が明らかになればそれで終わりというような姿勢.
結局見えているもの,見ているものは何を意味しているのか?
重要だからというだけでプロジェクトが進んでいたような気しかしない.
構造がわかれば何かがわかるというコンセプトは蔓延している.結局それをクライオでやろうがコンセプトがこういうものだと...
理解はできる.構造を解くまでに難関があるので,たどり着いた時にはエネルギー切れという感じの論文は無限にある.あえて,本人を目の前にして言わないけれども...
その一方で,ムービーを作ってyoutubeにあげたり...そんなことよりも重要なことがあるんじゃない???
サイエンティフィックな意義を解決するために方法があるのではなく,方法のためだけにあるのではないか?という強い不信感が常にある.
biochemistry & structural biologyの専門家が見れば,一瞬で答えが出てくるわけで,そんなのは屈辱じゃないのか?ってことになる.
あまりにアホらしすぎるし,さっさととどめを刺さないと,妄想?の仮説をもとに10年も無駄にすることになる.コミュニティーのためにならないでしょ?誰かに遠慮していてばっかりだと.
p53とDNAの構造はおよそ26個ぐらいPDBに登録されている.p63, p73も入れればもう少しある.
今は僕はp53のDNA binding domainの構造解析の専門家といっても過言ではない.
(構造を決定することと,解析することとは全く別物)
2006年のMol Cellのものがp53/DNAの複合体構造解析がまともな最初のものに見える.(もう少し前にscienceに出ている構造は,ただ最初に決定したという意味で,それ以上に意味を持っていない)
結局この論文でDNAの配列によりp53の構造に違いが見えているかつ,記述されているのに,その違いは何を意味するのか?ということに答えられないからというのが事の発端になる.
時代のせいもあったので仕方がないけれども,binding assayがEMSAしか選択肢がないと言う状況が問題になる.ちなみにあとから出てくるFPは,当時はhigh through put readingは出来なくとも,実際可能であった.テクノロジーの現実的な限界は存在していることは間違いない.
あと補足しておくとコンセンサス配列は
RRRCATGYYY(n=0-10ぐらい?)RRRCATGYYYで直接認識されるのはCATGのGとCの反対鎖のGの合計4個.
![Screen Shot 2019-05-18 at 13.04.00](data:image/png;base64,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)
![Screen Shot 2019-05-18 at 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)
突っ込まなかったけれども,このEMSA,Kd valuesが記載されているけれども,見た目を反映しているか???つまりbinding assayをやったけれども,差が見られなかったというところ.
結局Department of Structural Biology なんてやっている時点で問題なんだって言うことよ.
だから姉妹紙なんかに論文を出しても意味がないのよ.editorが興味がないと言うものではなく,構造に違いがあるとわかったのに,その答えが出ていないだろ?答えが出ていないから姉妹紙止まりなんだよってこと.
そのDNAの配列の違いによる結合能の違いを示している論文(著者たちは別のことを言いたいらしい)が2011のPNASなんだけど,これも日和っている稀に見る,根性のない論文.
![Screen Shot 2019-05-18 at 13.12.29](data:image/png;base64,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)
お偉い先生が書かれた論文か知らないけどさ,この無駄な実験の数々
![Screen Shot 2019-05-18 at 13.12.49](data:image/png;base64,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)
論文の結論はこのノンスペのbinding affinityがK120がアセチル化されると下がると言うもの.
他のことについて,全く記述がないんですけれども...
この論文によってK120の役割がノンスペに対するKoffに重要だと言う流れになってしまっている.本当か?ただ単に表面チャージを+からニュートラルにすればどれも同じ結果でしょ?本質を綺麗に外している.
それが当時の流行だったのかもしれないけれども,なぜ結果から目を背けて学ぼうとしないのか全く理解ができない.
はっきりとBax配列ではK120がアセチル化すると結合能が落ちると言えば良い.
こんな塩基配列特異性,つまりp21とBax, PUMA, などなどで特異性が異なるのか?
僕はこういうのは初めて見る例だけれども,それをサポートする結晶構造もあるので,それが正しいのです.構造を見ればK120がアセチル化するとsteric clashを起こすのですが,他の配列,p21もどきのものではK120がアセチル化してもsteric clashを起こさない.というかK120 sidechain自体がdisorderedしているので,アセチル化しても影響がない.
これはこのbinding dataと2006のMol Cellの構造をみれば簡単にたどり着く結論になる.
では,なぜ,そのような差が生まれるのか?その仮説を立てるには体系的なDNAの構造に関する根本的な基礎知識が必要になる.
ぱっとみて,その意味が理解できるか?必要な時に勉強すればいいと言う姿勢でははっきり言って不可能なこと.体系的な知識がないと答えに達することはない.仮説が立てられれば単純にそれを証明するだけになる.仮説が立てられれば簡単なことよ.
けど,日和って,テキストに書かないから論文を読めない人が理解できない.ノンスペが見られない条件下でp21配列ではアセチル化は影響しないけれども,Bax配列は影響する.
それが答えでしょ.このテーブルを見ればそのままでしょ?
何をとんちんかんなところを見て,ノンスペの結合力が下がる?は???ってな感じ.
表面の+チャージがなくなったから,ただ単にそれで下がっているだけでしょ?
150 mM NaClではなんでもベタベタつく条件で,そんなところでものを見る意味はあるのか???単にin vivoのphysiological conditionが150 mMと言われているからだけだろ?RNAでも,なんかよくわからない-チャージのタンパク質だってなんでもくっつくぜ?
所詮PNASというのはそう言う雑誌に過ぎない.
タンパク質がDNAをスキャニングしている?そうかもしれないけれども,こんな短いDNAで見ているものはそんなものにはなり得ない.biochemistならそんな結論にはたどり着かない.
なぜ目の前にあるものを直視しない???
仕事としては良い仕事をしているよ.コンプリヘンシブで違う塩濃度でいろいろな配列を使って調べている.それは非常に重要な仕事なのに,結論がそれ???ってバカにされても仕方がない.
それが嫌なら,真面目に向き合って記述すればいいだけのこと.
8年前のものだけれども...
付け加えて書くならp21配列は塩濃度を上げても結合能は落ちないけれども,Bax配列では塩濃度を上げると結合能は低下する.それはどういうことか?その答えは,前の構造論文に書いてあるでしょ?
つまりマイナーグルーブに侵入してこようとしているR248のコンフォメーションになる.このコンフォメーションの違いが結合能に重要に関わってきている.
つまり,結局見るところはそこの塩基配列になるってこと.
このArgのマイナーグルーブからの認識はDNAの結合に非常に重要なもので,非常にたくさんの記述がされている.だからこそ,みれば一瞬でぱっとわかった.
全てはもう答えが出ているのに何に遠慮して日和っているんだ???
かとおもいきや,その1st authorの人が独立してこのDNAとの構造解析をしたのだけれどもまたとんちんかんな....
2つのものを比べる時に,同じDNAの配列,Baxというの名前だけれども,違う塩基配列の物を持ってきて比較している.お前ら最悪だわな.違うDNAの塩基配列の共結晶構造を持ってきて,同じものとして比較してってそれはないだろ???
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Agb5YPAf/70vYTSpOm9VvQvLdfXBbBpftYDQ2gBHo7r1FdG2nVUR5Obk6Lvf+U7oeFQKEBGAhYbqBCIBcJQUF1sjJ+oOAAIQKsxfHToXtUM7QzSXZS0JXGvbNks01xgCRfvzn/9s7Rcd27TVtx97zBJquFYIHJKOJZy33Gr6V88a6V3DzgCxBxQCaqbjVtUBIEFof/3rX1vphfvCAf/+5d/b4648dcqCxobS0lqDxqc/9Sm1b93GAgA6+cb1G9h3gA+i+42vf90e99vf/NZy5+vXrg1x6Nu3bLVSCgZ0WuqwgHT36COPhqSu1avydORQQD128403WuJbUbbBfgdEAR039laSqajQRiPNvPH665WlDVf+2BBiiHq8mSMnASHZMe77du8JPd++PXvsvRzIV2zYYO0PSGSo4X75y19WUkW66//lL3+xkkpHs16OHz0akLrMsePHjrVjgu2LY7gWIAV49e/b194LJuG35hmsCi+4Xvfu3m3BgjFG8nDj7ts0/PbxAo26gcjxOobA16kTKBU7IG6wNm3ZrnVlG7V5y06tLStXp9adNX/QBJWPXqpNacu1PHmG1o5YpOPTSjUtepSmD0hXfsocNWzY3BrhAylFgulFLDDVs0GDLtUI/bsMYEHiALScF1fwnQhz99kCgvPwqua5Pqj3FGqqO++4wxJfiHeXiE52oyNZOK8b1EdNGzQK2TRQQcBhQqD/bAizaxhcMb5CBF373Gc+a6+3fOky+33urNlWb/3oI4+E+gFh+/nPfqbXDRFEHw9oRBnQcLpvVDVIKxs3lIeuS58bGcINaFlj/fETamCAGcLnXRuocb70xS9aorx0cZY1vELMHFFGkjofaODJBNBMyBhnVVuoxK695hqrrmK8kGJeNmvQcuGvvqbPPPSQ1eEvmr9ACUY6g+jjTEADxABoJJ4ZU6bafgG67l5IbE0MKJWtX2+/7zfXAaCwDYwfm2FBCJVgTbE0EGxAA0kQVSLqJOwuAPEPf/jD0PGAP4Z8+g/oY7gGWI4GVYnh6iHv9QGWfuYZ/vTHP4b+B4CZJ9RLrCuYB5iEV/70iv2OJNGkfkOrPnTSRkCSu98CO+o6pJdbbrrZlzT89vFST9k8U+b4GXPma96iJRo+Ms2mD1mVX6SSdWXKKyi24DFr9oJQChArLdSpG/hev4F9TzTcVofOkcF63XXMcQ0C/bCpRhpYI3l6xkTVq9cw+HvgOu2bd9DEviMsePTpGKVOLTpagGnbrI0m9hxijm+kplQVNMc3bdzaghCJD+sGQcIriVwsaKA+eO6556xbpGsQWNwj58ycZTlGNjwNrhbQuObM1fb7zwxowGEnJyTYcxxxATQwGHsljS9+/gsWNFZkB7hZdPh8dy6ub4Z5yjguFtD4+c9/Xgk0vJLGXXfcWRk0DFGua45BTeUM0XCycNEYugG4nOXLLSeLF095WVmtQQN7CSo0uPVwldDUyZPt9T91T8CzbHrmFAuKCQMH2nFYvGCBHRNHKFHtAAQ8YwfDWSO18P+u7Tvs/zfdcIP9zfXvjTfesFLGuDFjrWQHUae/gI+TAsIljb8GJQ1AA0nub3/7m31+fvuZAWfXUBVhj4FYIxk5KfAmI+14ifo5hnYzRzzfoNg4O1+uH9ecOWPnCZuOd5zcOPJ/i8ZNrS2Fc5Ak//qXv4bsMffcfbeaN2qi6QZM/ea3jx1oENy3bPlKlW7YqDVrS1WyvswWalpduEbrSsu1YeMWG1FOJHnOqkItzc5V1rIcJaUM17yFyzQmY5KWZedo9tyFWrYiTyNGjdWEydM0bdZ8ZUzIVMyAgQaUFthgvhGj0u0xGQaYVuQXKjZqgI6MztPigZOUGT1amX1TtWzwFC2IydDW5AWaG5th/puokd0GaWXSDK0ZttB8TtCoXskGWDpYQKp7kaDhxgzVA8QCNdNPg7EGbvMTtwHx2Ll9e1DSqLA6facicaCRNDjBSgeuocbBGyt7ydLQb9dde60lok7SgPuGa7/h7PtGbQg9QIWqBkO8U0/9IqiegvNExbNuTUnoHLyeAA2MsQ406hmCdWDf/tAxGNBRl00eP8Fe16l/uL+TWgCNZrUADaSD3BUrKo0hBHl06kir3kOaweBMn3hWdy7PhgR09VVnLEBiH8GGwGekgKuuvNI+K2pCAPiO22+313CEF/0+rtGM89//9ncr9SC94F3m4mm88Rde9RRA8cegeipz4kSrvvv8Zz8Xej6ujeoQgzVt88aNFpDc3NQkaSCxIaU87ZFcMLIDrjdef4O+9Y1vWhsSUoRrR48csf/j5szc4OLt5o+Gmo/1g73HV1H57SMAjSbVqKeaVHqFIsQNaMw0kkZB0RoDFMUqMGBRWLxWq/IKNXPWPGu8RoJIGppqg/cKStYbwp9rI8YXLc3RSnMcEsnRU1fp8hNXaMee/Sqt2GKrBZZv2moBid9Ixb5qdbH1vjp8/ArNNwSlc7MIrU2ao6l9RujgmDztHL1CQ7vEadeI5bphcrmWxU3SjH6jdMj8l9g5RgWDZ2rT8MXKGzzDSjT1LlFEOJsa1QceRXCXEKTdO3dZQEBf7XT15aVlltCuzsvXiy++qBeNBGAlDQMab7z+Ruh62EGIZYBgocLB6wduFHUQ3laO24RID01KtgQF7yUIBeowiCiEk+tCkCC0XJ/gL47hWnj4cA0MyHDqcK1e0IAghYjQ175uCeXYtDSrUuM62GxQF10IaNz/6fus2g0jNMAFoeMdjywAY7ABX8Ye0MSQPG/WbKvjZzwHx8dbg/NZA56oiRhXJJPrrrnG2l0+fe+9ZszaW6O/k6qYE9c/DNmsw53btttxx+4D0DNeeG/VBBoA0W9/8xv725nTV1kJZriRcG675RZr9xk+ZIgFCWdvQWXHWDBvNYKGkZaYP/qNNxd2K1RTqNBQ19HPr3/ta9YxATUWnm5f+Nzn7WfGEcBAGuL4XkbSufeee6xn15wZM+2zswarur/f/PbhSBqVXFkdUDRV3Qa8AvaGeg353EzNW7dXR0NsI7v2tMkIyVFFskIiyjmmXqNm6mzAg1TnAwYmKta84swrY+IUDUkdbTbOUA0dOkLjJ01Rzz7RGjEyTZOmzFDcoCRlzpqrUekZGpg81L6nkSjRvPcwxzVt0kpLE6doTtxYJXaPU1K3WC0yUsfwqASN6DFYmf1GaqqRQIZ0G6ij44u1NG6iAZKJGt5lYCDGo37TDwQa7v9fG6Izb84ca4REssDYjFSAvcLr3gqnzQbnGAyznAd3DLH0ShpcF28mQAJi1KWj4STXrLFcMa60Tt2CERxVC4ZR1GBIPF/58pdD10GtY/tkiJzTb2ctXGgNpRA+CCZgwffVeQH7ycljx+3Y7N+7L9SX//z7P9aGQmAZ90OdVpifb6/tVCDEqMD9Hti371zQCEpeGHYh/Dwz9wSseCcgMnPiJH3n8YDTAIb38WPGWoCDeI4cPsKqwwAup9rCfRcJALChH7zz3UkAN5y9Xg2MVEWQGw3vMTyx2jRvaQGHZ+G+zr5UVSQ2BBl7A8Dq1I+sDdxoe3TpYueGF3O6dfNmOycONJBy3Nyfz6aBgTsnO9uqGwFC+oWjgWvEZTD3jAcSH3OAtOHaLTffbJ0CGAOAnOMWzJ1nr+9LGX77r6inAjaAAGAEwIJXM/NqbgChuepwDuoqjq8feAEWjZu1sq9G5tWgSQvVN+BR17waNG5ugaR+42a6zFwrtkuUWjRraW0TdczvdbiHeW9szunRMVLNWrZRr05d1SB4bt3g/43MOfWamOuYV51GBtQaNbXXr2OueVkD02fe6zZQ19aRyh04VfER0crokWSlqbrBOh6V3YUv3hCOSgo7Bobls9ddZ71mfv/7359zHbhH1CTPP/e8jdj98Y9/rOeeffYcLhe1yze+/g3de/c9VmfO9VFhoA7z3pt7YgdARYKax3sN7C0/+P4PrKSA9EFDvYTxnHPg0JFICFz7za8DnDTHYbh33kKhmIJ//FNf+sIXLeF/xRzDGGF4JqaEvkHon3ryyXPOCyfCPMNPf/ITPfvTZ637KuPwG9MPF+/hxgEdPYZwgBZbAqDK/X76k5+GiDDOA4zlXWbMcVN2z+8cE+jP74IeRjRcWB//9uPWY4z54b41zTP3oa+oHcPXBM4FD5q+0T/naOD+w+X5KTOmr4bNR1WggTQIeDN+zMPdd95pn9Ed545lnlF3ARAu5Yr3/1/+4pd2HHAwwMBf2yBRv/ntkoGG8zKqG5IwmgRAA8nBAkYzS7gDxL+5GhoC36hpS0vIA2DR2oIFn5s0b62Gzc3nFq3VoqXhns2LlOuNDBh0bN9JywYPUVp0nDIGDFJ/I6lEGqDoYySTAT16aXbiEE1PSNHCuAR1bNdRDVu0UbNW7dTBnMf16pl7NgzezwIU33k1aWlTuzdo3NL23RrgyaWFIbxBWClanrHBxcdp1JQc7mI8V2qbb6mqY2q6X1Xn1BYYL+a8C33mcOCs6f7VPWdNv1/oeF3ouF9ogksLGgmJFjTCwbYq0K2u39V5gPkSht8+WtCoX1klVS8IGnVDEkYzK2XUNy+4fyQJaoU3tMBhiLgBCsCigfnc3ABEp46dFd+rvybEJyraSBYpPfqorfk9Oaqvdo3NVHHaOJUNT9figckqTxyuCX0GaMmARC2ITdCi/oO0PTlV6b2j1bx1OzUwADS4R291M+AS0aajWhkQ4X7ct36wD5WBw/zWuGWgn+bdAl6DJkEgDDxjIMbk4lOjO6LnTfdd3Wb3pq+uLj+R93reXExVEc/q7hfKgVRNjqaqrlvdfcJThHvzK9V0XpX9qeJ1ofcLP6aqVOHV5dm6kBTi1c1PTdc531h4bRoE7mF3cob26hJanq/f4f/7gOG3/wJoNA1TSfH+vkqqflBV1LBxixB336hpQKpo3LxNgIgb4o5U0btTV43q2U8rhqSqqwEPwGFa/4FKjOyh02kTdGDEGM1IHKptqWM12ABKdtIwXTlmou7OnKMzaZk6O3aq7jXAUpgyQivNf5nR8Rrau79G9IlRugGi1gZIkGSIIo9o18mCh5V6LHC0sC/6CsDR9wBoNLNA4YCD3z4oaHzUtTIu5r8PIim4Z/w4EaRL0Z/w5IgfVX9RT2LMxlHCm8Pqk9B8ScYHDQ9oYAdobA3clY3ezSpJF/Ut194iYKswL6eCqo96qkVrQ8jbq2PbjmrdrqNm9I/XzOg43T1hujYnjdStE2bopvFTdWbsFH3ZvCoGDdWm5BG6PyNTp0ZP1A0ZU/Xg8LF61IDGzSPG6/ohaTo7LF2H44fq4ckzdXP6ZO0dN0Uz4xLVsnVbtWvfSW3aRaipuW+ikWDqmP40DUoeDtDoa30HHEH1WuAZA6Bhqw9eVu8TXbkvnCuurlDPxahUPpL+m77BaX+Yffqw0tNfin79rxPhS5HK32//JdCwtgxLUBsHjd7N35cwGr+vjkL9A3Fu3rKNWrZqpxGGYHc2QFHffM8wUkCuIepN27TXnIQh2mAkiUcmzdLnJ8/R1aMn6IbU8XowY5p294zVPcMydMvQdN08aITuGzpGX5i6QHeMn6m70ydpe6+B2h2TaIAjXXea4780cabuHDFWX5wwUzcZcBkVHat5g1M010guER06a0hUH8UbCSbGSCzYO5B4sHlY4GgSUFUFJI5mlSQOJCmCCS1oXGBKaYzLGGtdDMOHDQr0K5y4ejm/8M/nSBfVHHs+zhKj+d/Nczqj9ceB28X9loC6iwUBgAqDOK69HzbB4vr0lRdj+S/6/vd/VArM/CQAB95wOBW8Hkz26DdfPRUEjaZhXlLNAvaLoLoHDr6eeY9sH6Ep/eOUYIh0BwMQqT36asbARN04fop2jxij8UbKKBmepu2xybp5WJpuGjtVXxg3Qw+Mm6rTg0dod79EnUocqZwufbQnJklHBg3XDaMmaltMgq5MHqWC3nFa0CFK1yWN0rVG4jiUNEJXJKXqztGTdGXqWN00erw2pqRqy4BEZZtzDiSP1JiefRUb2d2qrQKSTxuPgbxF0HvLAUfzoNotEGneyZz3Zi1BwxGZg/v2q3OHjqEgvqpcLKvSRVenow+v/RB+P4oXYUDFc8ltYhoeNiTvI+6BiOrjR4+F3C5pEHviDCZPmGiPwU30D1V4eIX3kYbXFvmOcA8ljcj5OPl3atDN2yjzsP+5/9e++jXdfuutNr28l/MMBz4XPElU+FjzHMQ6/PrXv640pu4eXpsIjTgGUozgFUX78yt/tq66uAG/Ekzl4o6vaS5c7RLvceczzuPNRYwMLta48RIDwnv6qNE2GSGMh3cuauqDtx6IG5Pq7Fq1vcY7NUh6/Of2BTEuRMAvXby4VuPlXf/VjRcgSjwO3nnOddlvnzDQeN9LqnlllZQzdgcN3p3bRahfxy6a0CtaU8xrsCG6a4Yaoj4+Uw9kTNZtSaN10hD6lQYUKnrFad+AJC3q2F2FPQfoUNwQ7TZgcs3QNM2M6KHlET11bOhYFfQdpIKoGG3rGacZHXsotUUHbe4Vr7Lu/VXYo78OxKXoiJFMNhjp4tZhY3Q0ZbQ2m3vcnDbRvib07Gc9s3qYfnVq30mNmlf2rAq4/zrgaB56zosFjW1btthIa7K1VgUateWaa9K1Q/Bx4f30vZ+ywWb445NN1zWS/BGnQSoNAu9i+vWzAV5ElTsiu3fXbhtDgptnRlq6jdUgMWBN6jj3LIAN9ySGAAKL+6t37VjCUQ1I1GQ38KplyKlErAeuvd57V+e5hUsrGYOJpcDltLqx96rltmzabONQXCAewJOTvVyL5y+wwXw1zV9tar5X6fwQvB6R5+SEInMu+bdIBUOm3C7Bol2AcXi23fPaEWrwNKtOcqlNn6u6hhsXggyJCSELcE2qtaocBFSNFxyAzTwyFrhLfxLVw//boEGchVPfNPKopYISBgS4geHg27Zur6KkoRoZ1VdZCcOUkzhMBQMSdHlyqm4emaHbjBRw3bB03Z6SpnJD9HcaMDhijtvQd6Cyu/RVuQGANX3iVNC1v1YYaWJmkwjt65Og1ea3vO7Ryu/aR7NaRWqq+b2sR7w2RCcqK7KX5rbuohPDM3S9kUROGLA4OnCY7jeSy7HBw3X5oGHamThCMV16qFtkV/UzIFAXm0sLjPOtQsbx99VUDhRbBNRTFwEaSBhEALvo43BiRxoPqqt56228++47loiQbtuV7aRuxf2f/rSNciZBIZvHXYN8VAS3tW7W3AaTRXXtWimD7pGDh2zkcOm69UEQ+Y1NmU5+KDhcYhggVhDZXwcjoIkuJ5jsMw8+VK2E5NYH6cwBi7SRI21A3rHLj1b5rNSVuPmmm2zMwIvBnFdeA/qTP3jSxhoQSe0KJL337nuBGiJGOiJwjfxSxI3wfIzPa8G04jTStFMrg3NJP0+SwAH9+ofiV+gPgIbEcuMNN1gjs1MbooIiOJCgQtKLMA6A8Xcf/47lnr2xDajhiNAmNoL3vwelAAfgpPcg5oT7AXIEEzLONYENUg6eUkSne5+J8Y8xEgdzRTS8G7NX//yq/Y8+kEbey4GTb4p0KwAdY0LwJpx6qG5H8J6o7778pS/Z/pE92St5sia4BuPAecSvUJPERch7wYLYHtYlmQxI30Lg6ZyZMyupaIleJ/UJMUDOG8yOpVnfxNOQNoexo5+sEbcf3nzzP2YMv2Aj9JG+yLP2Vz8w8RNm06jfxBOLESCo76ulAh5S9QxoxEV2U0XyMF05epxOJY9URdJw7TCE/Lgh3KcNAd8bP1T7jWRxddIo3WYkiLW9BmjbwCFa0bmPinvEalyjdsqL7KOtsQk6PGy49k1K1x2zM3VgRoZ2TRmtK+aO0+UzRuvIhDTdlZ6uvX0GKqNFhDZ1jtbhmCRl9YjWvE5RujZ+mI70T9K26AQjfSTq1Iix2jlyjPINiM0bmKQOHToHpI0WrQPxI86+wasSaDS4ONDYFkh57jLDut/D02dkpI8JVaaDSBLFS3oMNhwECLUF0bw2Ytlw9UQLuwy5JMhjQ95+221KSx1po6ApzOQauZmQMCCyrpFYEA4WggNRJDLcmwQR4k1iPJfmmw3tVeu4dfHjH/3YEnOKM933qU9bokvtkPBUIdS4oAIfAEpEPCoMCDeNa5Io0ab/MP+RJgQCSioTGnmbUPH1N0SDqOctmzZpxdJlVoLz5tciOy1pTk4eP2H7m2jGCELzi2B9CXJmMTZcA0Bs60knz7MDeBwPAMPZE3AIsaKvLtMsBJKcUEhtNtrevANOLg07RJW+Mg9cgwh/IvKRIsgRRgOA3Fi69QRocAxJFh1RdGNMZD7R5WVB0IcwuxKuzCF9IO+Ve07HqPBMSJ7k5WLtEEnvAJRjGVdXrpZxZ424dQMjwvjCPFCcis8wJVzPMSSszbzcXDPnbW3eMNZBthlPJE4naQA+SIlIH9yHV/yAAXbd0R5/7Nv2N+rOzDTMB9IkfSI+hXoqVFmEoYEpQdogvT8R/xcrtfvtvyJpNA1x4SE7RlAlhWEZLyXiL7pFRGp1QooOJQ5VWewgPTJhqu5Nn6TjBkB2947X2n6DDED01NG0Cfq0kQTKu/VXRfdYnU1I1a4xabpu7lSdWDxV1+bM0fHV87UgNV4TEuMU0z1SmSNiNGXYAE1Lm6TVs9N1cvkMXZe7UIcmjtaOAQM1snlHrTISyeZIAyDxQ7QpNlHl5n6HByRrS/8ErRk0RKOi+mh4997akDJKfSO6GqBrFZA4goZxr8TB+6UGjVCxHSMxDElKshvu+088YX+76YYb7ebZFMw4ixoJwkNuJaKfT508aTeWSxviVfPMnTnbJshzifacDhk9u+OW4fIBHYg03CHFluqGZbiFaEAUQ1XfqrGhHAumCOFcdM+owVAjuGehoTaDwJF88VP33GOJJ6kvSI2BjeKzD33GghbECa6TXFHYErgOkgGZgsndxTmHDhyw4EqmWvrnbChw2tSaYByxSfCdZyRdCwSfbL4BghVr82PRP2wejCtAwDGMM0ACcYbDxqYxKC7eEi0IORw3zwcnvXXzFquKoQIjYMO96Bfp2zmefpA4kmuTjJJjSHnyelh9DubFCxrkrXIc/1tvBuaLdCaMD/PN+qNiIqlOAEEkGJIYssYg4DSy+XI/+kHqFrh3qgsCPMWFhaE1xTmkUiFCneJNzAcpW2hEswOeMC+kRkHqII9aUwtGgeqK5M9iDnh2mBZexJawrmZOm2aPIUEjak/UfDzjyePHLXBja2Ldsk4B2W6dIm2hLSRFnoP1QroTgJUIfbIJAxpkAnjNU7TKb58ISSNg9HbEFC8pBxiB+Avz3rK1urfvpFE9+2pOnxhdPixNt6Rm6OqE4doYPUibjVRRZCSKLnWbambHKJX3Gay90XE6lZaiz86drPLRiarIma1Np7YoIaW/ipaO18bCudpYNF0rZqfqxK6VOnvseq1be7MKirar9MwW5ZfOU8W0VB1bOENlY4fpWGKqyiL6aWqHrtqTlKrSuGQdNZJORVySVvYfpGwjwYwzfcvs0Vez+g1QpOlv+zYdLOCFbBxB4LCgUaehAY0elww0vGNLskKIgivhSq4hODMKONFQzbCBSeCHVABBe9oQU7hFZ9x19bDh1jjWCxree5GGApuFlSyClemuOHXKcqObjTTgGkQDjh+VDeqea646Y8Hs2jNX22yzjtOEW4VAPfpwoHYHthvsJd5CROTKgmC7DL6O4JCU8Llnn7P9gEhcf911ob4imTBurtoe+bgAQ5c/6xcv/cISkbiYGGskBghJ7oeRP2DTeNVy40gnFCRCavjcZz9ruWTm8Cc//oklkO1btbHPGpir7cGaJoH09H/6458sEYTrxWvuAcPh0k+Ip3cOAQeIJ8SNviAlYdSmj85RACcB1H8AEWCDHYjxJOkk/5N9GJAc4QWNIMhjnAeYly9bZvvPcWT+dXVWfvLjH9vklvTVOl/sP2DnwK05GulD4NKZeyRZ+oeh/dlnn7X/4/QAqAF2qEJRW3ENntX1A3UYwOKAGiAARK4OSoQ0VFhIPgvmzrXATQJKJI/HvvWY/R/gRZ1JnrEfPvVD23ckGBiGvwbtRuQZQyoF6AANxoNnY759wPgkShoNmgYN3wGVlIuwrtOkuRoawGjbtoPqG2mjY7sITY0frLXxyTozcKiODx6mou7RqugZq/we/XWs90CNb9ZJIw2xPjI2RVtnpSq/cJayMuM1b1xfTR4/VNm5E7StYqqu2bdJFbk7tGPdOG0t2aLbDn1OD538mhZnbNLimdkq2b1GB04UqKRghfLmjNO2uam6Z9lkFcbFakrjjtoQFatjg0fortETddWwdB3sM1BXGQBZOyhFJfEpmmsAK61XP5uCxEkbNo7DqamaONC4WEmjUah2AxvQEXq3GeGu7WbMytI/zaZiQ5Md1dWohkjHGKLTmDoPhjhBxBbOm2c5N+8ccU/E/HDQcP+jl0bMZ1OXGeLu7CVkuq0PaHgkDdRmEA1AAGKPgRiVB+94WNGo10HCRLhx1ETkeHLlWTHiQjQYJxIXtrSZVwPG+TeDbrluDEmrDiGE8MFtQ2R4RlQ7Lq03hBkpwJUppVHHg2PoB7pykhBCjC3B/9OfLGigbnKGcLLbQjQhjKicIORwuQ404KghgqRS94IGYwbxwjOtri2AtCvk1WM5+x077e/cG8LH9SGWzuMJ0EKtw7wiaeBg4B1PbAo/e+Fnti9IGq+99mpQnx9Ya0hXDYLzQ332SHMcEhT2Kzh0+sdvpEHH6YGsxqjpyHXmxhk7Ftw6Y4J6h/ORRJAkGHPeGXdAERUVkgXXKCkqDo03KiXUXKSlZ02hhoxo296uX9cAJCQN1idz4Oq7M5/uPryYN9SZ5Mpq1rCxVWG5PYPalVLCgAa/AWKoCekzxaZ80PgkgkYwcM+lBWnZsp3iukYZ7qCTphiufVC3nhrYpYd2JQ3XyeSR2hGbpEPxSSrvHWddact6DtCU1p11feow7V00RiunTNaMFblasnODNqws0e1XGBDYtlRX7Zuj47vGq7xkmTbsXWPE7tVmw63TqcJbdPeuG7RjzU5tXLNUmwqmqrRsvg6W5WjbumkqWJirZbMX6dCi8TqdMUqZrbuqpEeMtvQbrI294nRr8mgdjRuig7HJuip1rA4MGa3rMqZqUsxA64bbFDdcj7SBNPXBQKOhNpaXnyNpuGtASKhvgeqDjY76Y2ewYJADFhLfUccb7hGOEEkEXbrXeFkVaDjvKAgaWVxRETlJwf33hc99rpLqgkb517o2DfoBS3AwQJOZFYIKR22J7OYtlnvtQjZdcz7SC+oeiAIggPGTNn3KFAsaXoKP9AKxh7ACCEgrSBX8BnEiGvrbj307ZBBfsnhxoA64J1MvIIiX156du2xWX9RXzwUNqHjcQCAhNOjVMaBCeCHmFCIinxMuyBDJhx58MOjpttWOg7OlhIPG9QYYUbW48rfvvB2YS0rPAlhIBDwPoGFtE0HOmSSFqNuwS+HAgFRGplrGk2dGIsElGgDGEO7Oc2o3PKkYX7j4J5980o4VQIshH4kAd+Tvfue7IW4eN2/6czZoQwmoJF+088La4TzAlPH5opkTAAI1Gtf45jcCCQ2RyrgGqi/XvmTmhXWXvSRgB1qArcIwOw898GDoGBgDjPZIGjwH0hX3QkWJhPXwVx620hKSD0wLjA9rZu6sWR7QeNKuH6pc4l2GRAXgMpe+pPEJBA1iNKxayhqMW6plq7aKieymWf1itXpgsib1j9PqpKG6dcY8nTBcfX7fOB1LGa31nfuqoEc/5fUeoNyIPromM1XrJqVocHQ/lS5drT1b9+jI6UJtW7/UEH9D8CvW6syZ07rCbKwrd502gFGqjQfzlJ+1SEtHL1TetKnads0qXXNtkXYWpChvYZpObd6vQ5tztS13kVavWKBpBdO1K3ucLs8YoknNIlVkJJzjcUO1KXqw9selaHOPAbrJ9PGzE6frSGqGhhlp47KmLWzshlW1NXUpR1rZLLudu1yc9xQbbeXy5TZTKZsF49+3vvkty1G5YEGMuM6AyoZBDeW8plBPLZo/P5SVFbUUANOnZ09bwtXrOgoXC6f3hMem8G1DgLkmhAsPHK4JhwdX+G9DlPAcghtEz+zqfGPLQOWCbaMqWwz6e1QkcI+k+4ZgnrnqKvuOigyO1JV7xUYAN1lcECBA6P1HGeIFkKAmQkWDpHMwWG+Ddo8BSCoGOtdh9PkQS2pGuMZzYFSFoECYSNHuGsR5aHKK/d1W8tu716rISNPu+o/EBEBDIJ2kgUH4ylNXhKSVxGDJVaQKxos5YuwhbI4rpmATv2NLwUbVvXMX+3x/84AGfcSdOTz54PveUz+wRH1YSooFfNRt2HMAQ+YTKYFzIbQQz4D666WQBx5xNa7OCfXAAUPUb06FhQddC0ucA2OExMWaAJydwZrxxwZhGQkDJkiars487Stf+rKdAxeDAVg3rtfAqqmcVMnxgLu7D1UVWf/YIpx0hhq2dN06C7CUxgV4vJIGdhqkHuaH8QG8eV4kQ5eR2QeNTxRoNAsF8KHGqW/eBxopY3i3XhoV1Ve7h6fpaMII3Zo+UccNF18YNUClvWNV0K2fZrbtolkRkbo8q0TblsxTzqqlOlC6VsXLxqti9QxtKl6s4vwsHd+9SnkFO5S76qBWLz2hnBkrdeWOMh02HN3RrWO1a12Grj4wT7ddmaur9ufryt0LtaPESCRz1uno7pM6sGuptpfNU35RtjLGj9GOuZk6NskAV2R/FXWN1tT2Xa1RfEfiCBUZ6eeqASnaOChF0wyoDYuMUgsDhOTGCqmpbGr2RgY0Ltymgb0CLhEumM3Ei43XPGhAdFwlHB7qBtQM+Ol7I8ipB44aAxF95YoVlvPk/OVLl1Z2fzTcMNxZo3r1KsVprFq50qoD2IioMLANoEKCq74p6MFUbgg8enPUSgAPBBb1gHPldF5TTrWEiyaSBZvZ+c47yQWXWggOKhl02KQ6RxXSqmlz6+qLOgsJgX7RMIbD9dJHCiVRdhXVCKqNXwW9fQAx+stvriSu83riWSCsNwdLqFoi+Mqf7bFdIjpblQYqKPqL5IA3EoBHnyh9igGXRp0QiCC/796509YiR2UGIDjvKdRv9IOxpDgScxawWZWHXHcBTO7jvKCQ1JBWIPYOlOHmvUFxcN8AGOuEZ+GFxMi9AHQnDVnng8uP2t+juhhmzUiW9Jf1sW/PnpBthjUG0GDzoUAWXm1IhU4Vd9edd9q16OqeMI9cIzcnJ+C8YJgLvq9ckRO6L+7FSGtIBTTS9gPKgD+SFZIvfbWeWmPHBlSvjzxqwYnfADEYE67raq2wTnEHn+KpJIiTAura0ampdpz+9a/X7XgyHtyHsgBe2uS3jztoNGwWMn5DUC8zANKqdXst6henrXFJOjx4qA7Ep6gkKsaqoY4OGqYlnaI0v303Le/aS0dHDdDOVSO1YtkULTHSxLgpA4xksUwnbzyoA/vXaMnSVbr+UI5OHFqjvNkztbvoKh2+56h2HyjT5etKdPLwKu1Zt1RFWeu0f8t6nTBSyIkdeTqxcZauMwTw+O2bDTc5Rxv25Ovw0c3KLsnVpHnTdGLJaJ0eNVzprbtqQrsuumroGOUPSNRM07ejMUkqGZCg2M7d1aldhHp17KxGLVqHsuMCHqROvxDQCNkRDMeMMZlCSeiHeaGnh9jt2bXbcvruehhx2YBUaPMSYewc11x9tSXmAA1EFc+ZUI0MT9AXVfIgsC4Ognbi2HHlrcy19y4yBBO1TInpA78h8dDgYKmrTWQ3rr4A1S+DpWC9z+qeC6KDO6Yj4PTVqdLgiHnevNxV1tDpCAHEOnXYMANs42wVQOdi7Dy64PSRtCiIhCHc1bQIGPB/YtVn6NG9BnU4YtRBeEW50rXO4ArXvL5krQ30c2PD9XkRXYyaDaOuAw3cO1EjTp2caQkwakNsUYybs/8A5nfefofhjOdYleL82XNsLXUH8tyrwMwtqi7nKYWkU7Z+vY3VcUxCuKSBF1uxnZvi4KvISlpHDh0ORah7g/uopYJ3EYSaMr5UaHREF0kD0AZcUH9BqGdNnxFyVXXXQdWHfYL/IdrYVlwaGOYL6Y7fXEPywY6Ebce1J777PeuJxViwZnDeKMjPD63hgMrq2yrIy7MuvePHZliX6H8GY0ZwF+f840ePhvrFPHItPL/cfmOu6CtggwrTB41PEGgQDe6yxDZt0VY9O0Zaz6PeHSK1oM8AnR2errtT07WhT5xmdeyheZE9tct8Xtamh85OSdKpdWnKTO+t/AXlmpBeok1GnN2xdr9uvXK/jh9cpc3rJ2nHrhKzyEp1eN9uzctcoZw1pVq0cJL2bFij7dvOaGHOTq3JWKk95ct1//W7dcuJlco3/x8+c8wQvjzlL5lkAChPyw+vVtne9dp3ykg2K1N1V36GSgcnak+fJB0blq4tBiiuGjJau/oO1k2m31tSRqp7l+5q0rqdzcDbxAJHoB4HRaQuBDRq29x1nO4adU84kfgoRHFvsNbbnijw86Xwrk3/zneN2t6nKlBGXdWuZWvlBjniC73OhY7vxVz/UrTwtCpVNQfaqOKQqpxBvyo72qV4jg+SMdnPhPs/BBp4TjkjceOWbTQxOlZbkodrTp/+Wj/QgIIhvodHpOuG0eOU1bW31vSN1+KufbU/KUbH5mZoc0GJCosXap0BhPmzdisv707Ny9qm0nWl2n15vso2ztSyldNVlHtCqeMPa+GkXO0tKFCZkTSKi9dq2/qTyluzVGfP3qVTe0p1oHSMNuTP0PGyidqdP1tfujFXd51crlM7p2rD5pnasnmOSipWq2RRusoyU3TL1GEq7xOtzb0HaEuvWK3uE6ud/RN02gDGor6xWhqXoNSoPmpgAKOZAY6AK3ErCxqRFwEaofoJYS+XA4kGl4jKBhsCbpVVEeXwnD3VpWeoKiVHTX0Ir5Xhvf75ijadrw/h/a0py274/9V9d7/B2QMUqIdQfTijeziBfK+KVCXe8ayuXkglQKsiB1h4DqjzzU1tiOQ5c1RNXrLw8fPmbKLt2LbNqoCOHT1a6djw69T0HDXVaKnuWb1JM2uc21qMV3X38YHmEwoaoYp7zVqqRZv2mhk/WLlxg3U8YagO9h+sOZG9Vdg92oBGL1XEDFJmRBcdHROnaatyNGPRSk1anKrx85crbXS+1i0/o6v33qotm3bo8ME8rVieqYqcVdq95JRWzjmia7bfo+y0ldqwLU+lJQuVM2WO8haM0dm7tmh7fpoOlo3SynlJOnHEAFH2XO0qmG1AZoKu31GoR29dp/tOZ2tH/mQjwUzVuOF9tWPMAF0/OllFkdE6ljBcud37GQCJ06GEYVo/KEWTevZTxaAh6tWhsy4zwNikeRv7rKRPibzEkoYjcHhM4WVCPAPpFP7bhr6P88Z0fQM0iCEYM3q0dRn22/vriTQpROg7+4WvxvHbxwI0bPW9Fm3Uqm0Hjekbo4PDRinHcO2n41J0eXSCZnbuqVW9YzSmVSftjB6ge2KTlTMhUePGRmtZ+gJljJ6s/E1FmjlnlRZkLtREamesnadFmTO0fNJanbr1Gm1YsE2bJq/T3JH9NX9Opk7sWaXVs+M0acxEndx9VIfWjtGOguFaumyB5u5erh1rRqtocYoqssbp1JbFOlSRpxsOzNWJrRnac2CBjuyfq7wJ8bpt7jAt7hilRZG9NL5dF+V162cjx48PGa0JEd1VYaSOnEHJNktvE6umahMAja4XDhrhFfvOV0GtKg6/Jo4zvIrdB+lTTRlIPyih917HZV79KIhZeAW/2v53sUTbT23hNx80wkGjcXOrroGQor6pbz6n9I5WfspQ7R6Yot0DErW0U08t7N5X2d36aFSLDtqXOkAbZm/UkjlrtXL1Ci2euUZjkybqpo3HdLxgs8ZlLNGEUYu1vXiycsuXaOeWPI0ZOVojU2dp2qihSs9M0Jqza5W9epbKLy/Sjq2rtGhqso5un6jDm5ZozoIbVFJSoJPbp2jbqokqmDtKp/fP0umtx1RetEE5hdm6/miODmyZoa05Q3R6/hAVDuingv6JKu/eX2u7x2hdVIwODR6m8iEjNc+AX4cOndTOAGILysUCGg2aXBRonI+gvV/H4sPTK190nz7mzVvq1W+1Ux36zW//JdBobQPgAI1G5jWkW5SODknVVeMm6VjySK3q3Ft57btrVMsILe8RpT0j+2rQKCNNzDqonGXbNG/RVk1OXaHj605qy5LLNbTPdGXNmKFNBZOVsypDxTmZKlo0U3nLVmrhzMkqXJ6mtcvGa356glasXaWbj07V8W2ztGj+KO1eM1tXrN+tfWtztGnRMBXPHaH18yfqziuzDLgs1M7SFcrfMFurcqZrq7lm8cIcFUxO1BVj+2lt3wTdOHiEbk0Yqd194rWn32CdGDFG2f3iNbRTN5uTqoEtS9vGVvCL7BpVa9Bw/5PxlFTbBHLhicI7sQwErpHB07V//fNfNhvplSdP6UfP/KiSuoGkgET5fjPoahjQsweuj9H86tNXWaPnL6rwdqqqkdvpzJWnbRQ3fXLvRPb+y+PR9MILL1gvILyFLgZg3NohbTs5hx647z77ndgMXFQJ+KpKfXK+616IAZZsqTwraVDwOLJ6f0+GYTyBSBuCm3BVc1tbLzmCLAmgZKyqkmh8Au63/1nQsCnQ8Shq0VqNDHC0b99JE/rHamN8go6PGa+jg4cqv/9AzaGGRutuKurVVdvGpWrZsuPalXuN1m7dp7lL5mtLzi6VLz+mqenbVF48VfvKVml38XrddCJf1+9dr2Pb52v6mGFaNjNTB3fs0q4Nc3XtoSW68fL52rxisMpWzdHG0lnKmpKsRcOztb+4SPtWF+uakm1aM22h7jiWq80n1mr3tvkqWTRdJcVTtKt8mSqWz9amFZk6mjZMKzt118aoOG2NHqSVXfspvW0XG/h3dmi6jg5N0+y+capjnrV5y3aq27DpBYHG+3EapdbATSZQ4hDwr+c7PvO4NP4x6P9PABjBS8R04FboNZQT2Ythk+RyXvUSzUU186J2R2102MRCkPCQoCtvn9q2aKVZ06eH4i5w0eS+uMiGq5W8nGx1Rm3XD1wk63iugw2H686dGfD392bOrcpYXZXqzptzqzpDMe2O226zY9OxTTsbQ+B1y8XtlxgL/P9TEhNDaT/cdb0G3nAgCB8DcmgRW4BL9Jv/eTPUh5qM/37z2/8GaDRuYTPZdmrTUV0NYAztbqQKSqpG9dMhmxRwpNYbYpvXZ4C29E7QFUP6KTu5t9YtOaLjJfcqZ8I65c4ZpyO5G1U+f6dWzRuvxbP6avDgdK0qukK78w/q7MZyLZ8xT1MmDteu0sV68Kaduvm2Cu29Ik+37Z2mrWtLtXreEe1dU6YDa3dox5wdOlZSroLL12nf3oU6mbdJ9xzK04ZVY3XXgTyVZ+dqwfihOnt4to5sGKXSrPE6vTBPa/r31TIjYWzoFavDA5JU0jdeW3vH68ph6coxz9S4VcD1tpkBjToXCRpEhOPdgy/6Zz/zWRthjf88UcUE0BErYbnxl1+2BIdALQK7SBnh2i033WQJO0WCvNcmToO0IASOEU1M/IHLh1RT/6ZNzrRBXbhmYiy99557LJdMCgv65IoQEW9ByhGyoFb3jG+/XTlS3PvufP6JTgegXJQw1/3cZz9nU2dU1VevJ1BVHL+3tsX5xp9nI46D+BPcmYlqdo10GATcEQRHLZB/BGMxQsDlAe6qn/H9/FCk6SASnODF8DXitd/4Uoff/udAo27j5urQpoPG9eyn6E5dlRjRRTuMdFE+1IBFTIKuThqhyxOGaka7LkpvHqEjY/pq9ohumpMxRotGrdKiMVM1cVQf5c8bpfLFy1WwYIZWFq7ShMxl2ll8UNkTtuhQVpmRPHJ0/HCOxo6JU/Gqydqxa7quObFE65el664TO1S4vVTrN8/U/pwtyh9TolNbtmnThsUqy8tQ3tRxunrXTB3alKuzBwq1LDNWRQsH6ZYDs3TrviUqWZ6uq/NGK79XN+VERqs4Ol4VveN0+cChKjUAcmXCCOX0G6he5vmat2qrxgY4Lho0yD1lCD4pF7wEDy6eqGK4XyKGUW8MjI21EcgQMgKuXMoEorYb1asfSvHgrkGSPlIwEOQ1I5i6g/w+3vt7ixy5Pk+ZNMlGAz/xvScqXY/EeNTQ2BLMdksdj4K8/FASQHITke6BwD6CFvFcIgcSAWjeIkCk1iAQa+Tw4bbPBGbRN6KX7f9PPqkV2ct1w/WBwDFyJxF8BqBSgAnwI3qY/Exe7vz73/++DS4bPSLV5kQi1QoR8kcOHaoRNEgjPm/2HJvGw+X0IliP6GKKBQHWAKYL4PvLa69ZKYQgP+5FzQ2iob374fnnn7cBaEQtE6j58Je/EsjtNGx4KNCPcSCwk+chyv/wgYOhgk0+cPjtfwY0GjVpqTqkDuncVdP7DdDIHn11MDVdZ8eO172TZmpvfIoWde2txd37akzrDjo7KVoThsdo+sRopRpwyZ43xkgWM5WRNlPrl2/Q6oWFWrxiqUoNx503c62WL1qolTPydfrQMu2omK3dW2Zq346Vysuert1rx2rF/DG6Yt88rS+apB0bJ2h78TQdKMrRdbsKtW9dlo6sP6PylZOUu2CRjpUu0JWbcrTSEKAVyydpxtyxKpy4UPvWTtGV6w1oDY7S1CadtK5HtMq7RWtvdILOJo3S9SPHaWPCEEVHdlN8l+5W2qj7AUGD1A40x30TsTxqxAirGoEgER1NSgbqe6P/R6Xi0otjc/CChrs2UgpJ5ahHgW6eQjmkLTmfimoKKcFbt9FVp0/bjKYUZyJNBWorCB/Fb2hct45N+RBIN37PXXdbdRY5rHjRf9KA83wuhTmp11GztWzSzKZ+sBXX+kVbbt+lLScaG/UUeYkC6rfrbO4plwk21RBeUk+QB4r04TTsPDZlhbkuUpqTEFCpTZ00+Zw5cWOE/QbVG2nlkXRchl7ygPGsR48csfcENJgDABSA4Tm5X0Z6uk0jgqTkwJPIcSKxSeXiEhFGm2fmeqnmOjSip23qFAPqpPFgHBoF05t/lEGbfvPbfxU0GjRsZiWNPoaYjuoSpV2Dh+iWtHHaFZek9QMG6/igoTbuYXbnKI1s0VHj2nbQVRPiNXnNDC0qzFLx6kxt25Ct7Mxjmjr1oBYVrFRJXppyZvYxnOUwJYxKM9LCFE2dPlWrcxZqxvT5GjV6gfasKdbR0hu1ckORFmaN1LWHF+jyLStVum6RCvIna/vqVG1at1zZy4q1aVmZTlYc1TXblmjDnNk6XjJWJ7bnafHMfG1Znqa9JVNUNGuwdheM0OmlSZrZrLMBtwjN79pLhb1jdO2wdJVHD9KB+CGa2qu/hkX1Vfs2HW123w8CGhS5CddrEwFO2hC4a1JOQAQhVEgYM6ZMtYSTzxhXAQQHGjTyNVErAskE1RYJ9MhdhBrGmwsKrheg4t31HcLJtQEOdPoQVV5IAyuys0Mqma8Y7plrLlm0yH4nCBHiDxgghdBIUcJ5ZDylYVfhWnDnpMwgTQrgBvGcGZQ0SF7HmBCXQiNlucsr5Mp8ojrDvgM3TyMXFFHOpC7B9sAzuoy+1NqoFjQ+9SkLAKTwAIRJPkhxI4ALSY9yrIw7aTCsBPjAA7ZvjJFLEAmocyy5rMhsS1GkpkHbE7Yo9giFlpDeRg1PteeUFBXZVB4uYy5SjK2L0rK1vhfMQOx7ffntf0LSIO9Uk5ZtNCiyuwWOyd2itKB3f22LSVRRrwHKjOih5d37qLznAO02RPiK9H5avHaW5mav0trNs7VlzSYtmr9MK9dtUv6Czdq5YaTy8+dpxdJFOrJ9hlbn5ytt8k5t3VyheZOWa+vqYm0pydPJTdu1at1BjZ0yV2d3TdXx7VlaMne4Vi2YqbJ125UzfY92VlyvwuVLdaR8h/aXzFbO8C1aMy9X2/JW6HDReu1YNltZmaMNaCVr5dhoXTF3oOIat9LM9pE6Gp+sVVEDVN4nXjtJ5T54mDYPSlFEu442yO+DqqeqAg2q0aFeQs2ELQKuFRCAyJPmGoJO9lILGsHqeK6RLwlO3BXEQXIhrw8E3NX1pvbCkKRkm6sKzhijuQMNDMPkZUIFRN4f8k5BtAESlzcIggonvygoEaBSg/iT1dQ1Kq1BCFGR0QAPV5DINZLSeUEDqQbJCdUNjTTsJMIj86lr2Fp4fleCliy/ACxpzV2z6jkjAZBa/XygQcZdUpIzF9SuIMU8yRmxqyARkBMLsNxYXmHB6VSwIJabr6mTJ9uU36j/mAf664pG0QjKBIiR1shuS7JHkg+uLynRof0HrPcbhYbq23K0xyv10W9++38OGi1sMr/WbdqrlSGoyVG9tX3gEN0wcqzKjMQxPyragEd/LenaW+M7dNf60YmaNHmsZs1brOziYq1cWqH165ZoWd4YpSSmaWdBvgrnlWvpoqk6tG+aFq2Yqu0l61W0okB71ufqgCEkiwvN+4YJBjimalPpPJ3ZXmq+79X88ZnaXjpHBauWat/aIzq9/UaNn7ZMu8oytWHFCB0tzNf27NWaM2KayhetU/6cBSqaslZrZg/UnNT+qhjbR+N6RGpRt35a0jNaq3rF6Ez8UN00ZLQN9MuPjtMc80rp0UdNm7ZQ5649Ll49tb2yeopqbXDsqD4gXOi642IGWNXOq8FEhNgFKF5DAkKIt6vExpxgW8BgTnZYdO9ILVwPycAZ1yHOnJ8wcKA1lrt62CT9Q8/v6i+49OxIANTPhpjSKIsKCHlBA8LtJAQahZfgsF01O2wTqNbCC/PQL1c3+hzQuDUAGmSQDYHGffcFQCNYXRB7CEQbIHSNewBy7t7VgYarr00xJLzYqE1OTW2eA3dgUpFQZ4K5JWlgc49azNknkGYAKPpO8kFUTa7IEfPBdawzggENHBQYQ64LiIwZnWaz6pJwkvGhvK4vafjtfwY0cLklkR/BfQ3N+6iofrpxxBhdPSpNV6SM1JreAzQ9opsSm7bV6OYdtH1GsrasG6Mj+7O0vWyS/Xz5nRUq3LBWhfNH6MCWCdq8qkCrpu/Qrv2rdej6HK0aO0NzkparuGilcpYtUs6iRTq4YaJWLEnXntIJOnpHodZeuU57y7N1aONindqQpfKlE7V9xXrtXrtQZUtHaUZGnI4eNPczvy8pmqWxacuUO22xNi0do5zxU5RZWKpDS8eqqGdv5XWL1iIDcGVd+mpnTILWxSaobPhIze8fp2E9+2qwAYvubTp8IEkD9YpTGdEolNPOqjMCxIqiQei9AQ2XvRYwQfKA8OPt5IgqsRlwxxjRXdlOVCx8hlABHi8H1SYQM1RceCy5gk3WEG5A6LFghtv3y4reaPtE7Wzao0HQWOyVNAxoOFAKAMvD9px5swOeUWS2hdg7D6wQ2BggmVWdpBEEDYix9xyu49RTZHxFAnD1MGh4oQFQrn/VgQaSD2BAQ5oipTn2E6S1l19+2aYYR9LgfFfzHHWTa4wbGVoBeKSUQwcOmv7WDdmpaNRJYY4wnKPCAshQnbkU9VybOSCduF9IyG//Y6DRMhQNTmDfqvhEbR82UgWxg5SNm23feCW36qAJrSO1oHOk9mT00YGKNJ3YkKPl8yZp5+a52r97mubMz1X2tFztLstS7rJUZU0uMZLFEm0rHadRI/tpZdZsw+GO1v2352hWxkDlzB2kFQvTDKE5oyXzVmrF6nE6tK5cZQtnqSB7mgbGRGvB8Cztu2KNytdO1LHVM5U3dYxy04tUsGiFZk5dqazZy7S5YIy2zFinaeNWau3w/irsFqmxzSO0vFOUtveK1f6+g7TJAMeCQSmqGDJS/SK62MJMGMK7XARo7Ni6zRIPVELo+7FLQFBQXfD7XUFuFd04xB4AcETF6vJ37LTECluCI6pU0YMIz54xw0ol1Hqg+A/V/eB0kSLuDapxqlKBIJVwf+wXVN+jT3D03BtCvW/P3pB6KmAzWBjS98NteyUNgAVuH+Mx7fbbAjWiMVbjucQ5eC0hFXnVUwCAAx/ciyHUG0rflzQ4D0Nz/qrAvVB3oeLq17u3tU2gtgNMeQ6nGqsONBgrBz54X3EO7rcETf7m179Rr249LHgD6KRyd2VJUdshzZAYEeCZFjTkI13xzAA8wEOKcdK5Axpch0bAIMDIOTgaYBfBbkKfn/7h076k4bf/NUmjjXVDjeoYqaSu3TWvX4xW9Ii2qcazesWoMDpeq7r11dIeXbU5sbuyMvvraPlcHdi1WEf3TNQVp5bqQNkOzR03XusWL9fBUzuVtS9LO/dt0fbyHK3OGapNa1O0Y+04Xbk7T8W5o7Vvw3htKRyp3NLFWpqVqa0bF+r4roU6s3emFs4do8lpsVo9a4IqDGdfurRI+1fO07pNJVo1e5+WjS7U/h0nlWs4w5ULMnRlxViVLkxU6VDKwHZVWtOO2tYnTpv7GykjJlHl5n1ynxiN6NFbCebVJOg9dTGgQX0GiB2En3deEJyhSSkhFQgNiQAihBrJGbJpAALExtbrDhLVjPQx1mvqumuuDd3L3W9DaZktYORUNt6gOddnzscOgcqI/gAEvPBIQgX2j2CtA1RB1Dd3RXeo6Qxxh/C6BsHEYE1QII3xwQ7RPlhAiHeCGLkfen7a/ffdZ72nsoNFpIiQ57urB+7uRbnZXE8RIDydkK4YCyQwjsd7ywFWVeOPDQQ7Qk6wz9gT6C8JInnOn//s57bw1dDkZP3tb38NgtitFkBRU2EPQdoC9J8Plp6lwQAAhBzTokkTa1cBbJIHJ1pDO/fHY4u5dsGXAP/VQcO4Dxh++9+yaTRvrZat2ymqfSclYtMYMlwH41N0YECipnTsrmkduiq9RYTmRETq2hmDlDs7RVtLRmrNyuHaWDZZxw4Zwp+zRAtmjFTZ6kydPJyrrBXDtONIkWbPW6qyovG66tBkXbtnjfat3q2tBakqzR2h7HlJ2nN6pU6dWabTJ+fq6KZxOrVjorZvnqMNxRu1fHqWDl1/Wns37dD0CfHafluZStau14IJydqyfKiyRs3S6tkjlT19pGaPTdTWMX21KKKDFrbrYT2myuOTVdAvXgV947TcSEyNW7W1NcOjOnWxdUQ6X0QakV//6le2UA0lLJ9+6ofW1RNu9m9//Vul8UVFxH8c51RY7hpUg6OQDUWJ+I+6yhTJcQV9vJHSlMb83ne+q2eefqZaQ+uzP/mpLSnK/XjhCfWTn/zEemF54zm4PtdydbqpZEeFOQLZXOM5cNv1ElT6SB1q1F2UMcWVleugmrHXMZIUz+MKRaGae/yxx0JFn9wxqHaQnpwtiOtiC2KMGC9qaWBPwfYTPifuMwDMdV4MXocYjO8+/p1QX4gvYTyxu3jHC1USEtFtt9xiqyq+4SmW5d4ZCwCPiPc33njdXgeVokvxwpzwnah0JD9XntVXS/ntf9KmQVr0Dh0itCR+oK4Zka4Dg1JU2n+gCozEMa1dV+2NT1K54davHj9Y65eP0a41E7TRSAqlJQYAyjNVsmGhZk0bbjj/YdpWtFQbtsxTXnGq8helaWJmom6+YYlWLUgzXO04rc1P0eKZicqdN0Rlawy4bFuu0vXztXn1VFXkplvJ5YYHj2h3cZrKC9O1ZOpkLZs+TluXJ2vW+FjNmD1CR7ZM1qbsLJXMy9DC9GStM/c9mtFbeUZayu8erTVGQlraKUrrqP0Rl6ySmAQlRfVVsgEKXpddYO6p2rTacJuXqnjQhfTpg1y3qojnD3I9R8ixkSBlIMW89OJLFsiQMLCFYNuoThV3qeblnBob53nG6iK/fQnDb/97oNG4hRo2b6XMgYman5CsOf1jtSFpiEqThupA4hAVGOK7b/gonR06UiVd++jksJ6aPSpW5TkLVJI/VrnLR2plzghVrFqqihnlhniv1paSedpRNkPTZw3VksIZyt1SrsWbjMSRP1yL5iXq0K7xqli4SAUzF+jIpjItmVuqWVOXqqBiiUoKhmmPAaKNZWm66eQiHdkwyUgfs3TF7hkqnpuggnlzlbd8jfLypxqJZ7I2ZE3RrsLhWmzAZPegzprTIVKru/TV6qhoLYvspeOxyfrcpBlaPDhZk3pHK7lHb1uQ6ULjNLzEw5uLKVxVFE5QqiIq9vewXEjnK4BUE3Gqqj/VpWQPzwcVflxNv3lTwFeVV6qmPFP2HI/aDYkNAzZqnk7tOiiCGtotW2vxwoX6s5FUqpsTd52anqGmdPTnS2Nf3TOGH3MpUsz7zW+fQNBoYkGDhIUdOnZWSmR3JXbpoT6du2pxdKwOxCdqcUSUFhsOPa9bL81q2Ul7h/Q0nH2s1hVO1Z5tY7ShdJTWrlqg1ZPW6mD5bG0vHav84mlanJeqHcdWaM7elZq3ZK3WmGPKi9K0ac1IXXd8rvaVTVHxyrFau2KT1mbla9X8mZqzIFdbts/VFTunKm/leN1oJI57r1+oLVsnaFFmT62am6qlU8erdM1UlR0oNJLJLBVtzVLxpEGaNTBKR5KidLhnrDYZ0CjvHasdveO0OzZJD6RN0PrBQxTZpqO6deiklm3a6zJbTyPqkpd79VvtgJdGACRqL+IjCAhERffmf/7jD5Df/PZxBg2KMDVt3lrtW7dTG4hps5bq2rmbtg9J1TYjfSzvGa1dCUM12xDYWR26qSi+i1ZPGaTy/KXauX6uju1P19HdS3RkTbaKs8eqonSVtqwbr1lzRmnJ/Ek6fuMS5excpNIlszU9M0n5y2dq54Yp2mnAZXNOhm7cvUYrs9eodPFarZ9brI2bZ9siSwc2z9f2tdN1YP0EHSxYoNz5o7Upb5zKZs9USflEI+HM1sY5i5Q9e5x2DRugw937q6KfkYI699TBQSnaZl4nRqTp0KCh2pIwRCWDkhXfvafiuvZU2/YRQdDo4YPGfxE4qpMk/Lnwm98+5qDRuJkBjbYdFG8kjNiIrloeM0gnR6UrOyZei3pF2/QiW2IGa0lkb63pHan9aX20NGOAVi2ZphGjx6g0N13bC5O1JzvTlnydNDldRdvGau+OucqbP08Fq1M1dfgErVyWotzspcpeNEsb147RzvxV2jrroCaO3aHtZSe1fvkEbSubpvU5Y3X5lvFaOHO4dpfO1q58qvhlWUljzZKpKl+3XMuI8cieq5KJaRoR0UUnUqKV3627Mtt3VUlUtKZ17KEjw9J0ZsxEZRigmGaeo3tEpFraLLdtVad+k0te7tVvFw4c79ai+qHf/Oa3jxloUDO7c5sOSuzUTZlRfTQ9qq9SDQHePiBeS7v10lLDvU/p0FUzDKDM69RFJ0f30eKhvZWXNU2FS8uVnzNf6/bN17YdRSqYs0Djp8zSooWjtSZ3krYc2qgVZWO1JjtR6wvTNGviPM0s2qyVO+epaP5sncw7q92LrlZBzlIjncSqtCBTFfljddXBybr+0ARdvW+ytq0bqS3ZY5SdOchcd665zjptXDJLp8vGK3/KAKV276XrR/fWfLy8mrbXuDadVdA92hrEi2ISNK1nPw0yAJHSubuiO0baehq+pOE3v/nNbxcBGvUMaDRq1lJtWrSxXlRtWre3do3oTpFaFzdIuYZDL+7eV9MiuqmgmyHM7XqoYlBX7Urvr3mpiVq1cI2y9ldoztKpSkvMVP6itSpdP0k5K6eqaPlE3XzjAuUtG6rtuRkqmpWjvVlnVbzrjMZmTtTimZk6Vr5Ki6YbaWTZKM0Ym6Cj28fo7L4JOrlljE5vS9fNR2briu1TtLt4io5WTNWanAztWTtXm7OnauPiRE0YEKVTGT21vW8v5bbsrvk9emth197a2m+QNkQP0nYDGgfjkzU1qp96tu+kek1bWsnK1gj3JQ2/+c1vfrsQ0GhqQaOhIaQQU+I1GpoX6cMHd+up4YYAr4sdpKJeMSrrE6tVPQCP7prUtpOuzuinqb0MMR4+TOMnL1dexXxNWzlXaSnjtb5siWYuna6de6Zodel4rds5W8XL8rRg0hStXzFNuz69XTMmLtbImFQtnjdJaysmaWfOHF25far2GEnjUFmGtuYP05ld47V38xydOTFPl5dl6tS60Vq3MlWTRw3QkTXDlD2hn0qS++lEYg/NbBWp0a06qswABVHs2xOG2roguNsmGwkDMKxLhULzfNRER9Lo7IOG3/zmN79dIGg0bGYz3TZq2spy4NQKh7h279BJBf3jVdwvVgsM5z4nsqcKe/VXQc8YQ5wjldUrQscM0R7Xq5dGDx6jJRU7NX9RlhaPH6dV6aWakzZRS+ekqzRriRavyNS23cs0Lm2khqUkKjdvgjasnKWywnLlrd2mDVkFmj5qnFJH9NXqRRnav3uCdq4ZrTuOmmPyF2td6QrtzMvU3tyVKlk8TlsKRhopY4hWJPfQLWN6K7NVhLI7dNNKjOD9E6y77WEDGqsHDFb2gEFq3rKtGpvnokJh42at7Ouyeo180PCb3/zmt4sDjRYGNALAYVOKmFe7Nh20cXCy9pnXkogeKhiQoK3xyVoXPVALDYAMbdJeJ4b10v7RvTQ+PkZzJi7XjPHTlbUgWXs3LlNRTolSR2Zoy6r5KthfrtwNK7VpRb6K8y7X8qwdGj9kmkYkDdSIYSO0fNpRrV9zVPNmDFNp0USdKJuv4oWZ2lI0QTvy5mtbznQDSGM0cdpsLV9WrJyF6Vo4sLuuyeilSe06qCCyj4a17awK07fjCcNUFjNYu82rPDZRcwzQoZYiFgXbTQAcDWjU9UHDb37zm98uCDTqNWiiusFUIg44mhji2sAQ1T6G0GYNMEQ4ZYRy+/TXFgMYm/sPVoEhwis79dKcNl00rmUnHUnspesn9tPUnh01ZcpQ5ZaM0slTc4xksVzTlhZp6dzpKiyeoDnLZ2rl+jmqKB6mWVPmavnqyzVn6SzNSEvV9iUVyl+wUPMXjDdSxHRtXjRLefOHKHNikgqWL9PiaQs0K2e2Jk+N17KKeVo8aZBOje2q/C6RGt2kg9b1jNYUI2mM6NhFZ2KTVRqXqCXd+9r3ovgkKz2hegMsHDheVqehDxp+85vf/HahkkadYFR4gyBo1Dfv3TpFKrFrdw3p2kPjuvXUJkN4d8clqyg6TrMMMS6O6q9xrTtpZtsuWtqyu0r6d9GVY2M1p38/TRkep6xFadqyOkXLFwxS9pQ9WjB7mrKyhmjm1nkqKhitxZOTtGpplvKvXKVlS4fo6LqpmpYer/UrUnSwYpw256Xp5PbpWjA9WcvmjdO67GUq3pKtwgUpmhETqWMjolTYq4vSG3VQUeeequg5QCWRvVUa1U/HYpO0fUCiBnftqWbtO2pG7xj17dBZdTGAm1fDpi2sOs6CRmR3HzT85je/+e2iQKNxQNpo0KS5Ijp10fioPprRvY+WGaDYkTREO+IGaZnh6MdHdFNFzEDN7dhdazr1VmrLDopv1kFZnSN1dHSUNgyM0thWnRUT3Vnrl08xAFCozHHpunz3FF1x+XTtrJii7WVp2ls2TOtyh2n3lnRtLBmt3CWDta1iovZunqmja0ZrW9lcFe5dqPUL41S2JEWFYwerMDVaJ9N6KS+qiyY27ajZbSO1b0CCriKIz4DFvoFDVWEAjpTuo2Pi1KZte13WqJkBjBaqFwRFJ1VdVqeBDxp+85vf/HbBoFG/qeo3bm5eAEdzy4XzvWXLNkqM6KqRPXtrXNxAnUgdrbzYQbZ2+GYDJGu79tXSrr2V3raTlnaOUlrTDprSspO2Deyu7SO6Kbt/pAonx2vN3CGatGSu5pbO16ZZhapYlqWS5QnaVz5CxQuGqnjGZOUunG7rbpQXjtfq7BmaOXa4dhWN0EbzPWvyIK3OiFZ5YhcdS4rSpIgIjW4ZocmtOmpVZB/dMjxNq/rGqSAuUaWxCUru3kujuvfWmG5RGt29p0b0MC8jMUW06WClqAAwGtC4rIE6+aDhN7/5zW8XAhpNLGjgdls/+LK2jWat1MBw5S1btLYFizKiY5VkiHB8p67K6R+vw0NSdThxqEoHp6jcEOo5HXsot0svLWjTRQMbt9OEdh1V1q+LypO76nhKlHYsT9XGdZlaM3OhVs1aozmT+2jmlP669vgC7VkzU8vnpmn1klQd2zZa5SuTtGrGUM0b1lPzB/bWvoTeKhsUqXU9uynDAMX0Vp00pmVHzenQVRv6xmq96Q9lXdf3H6gNpk/Du0RpZs9+iuncVc0M8A3o3EUDIroo0oBGXQOGTqq67LKGBjR6hEqj+qDhN7/5zW+1Ao1AgJ8DDqemsqocDOMGOPq276w6zVoqznDsB4eP1o6BSdpoiPXlA1NU1CfO1uNe0ztGcyO6WXXV4lZdld4yUqnNOiqrXWctiuyo/N4dtSM9RiVpcVo/rIcq0vpof2acdk6I0aaRhvgn9tau9D7aN7afVg3orIqekSro10PLO0dqautOSmseoTlGksnp0VcLDUjtjE1U2WADXPFJ2jQwQfMNUOQYECs2EkfPDp3VqGUbm4jxMgMUVkVlXkhSDhwDoOFLGn7zm9/8doGg0di63VYGjuYh0Gjeoo0GdzLcesfO2pAwRMv7xahw4GBtGJSofQY8KgYP0Ype0Srq0U95AwYrq1sf5XXvp7kGSLB7zDXSx+CGbTXASCCTW0WoMKKHRjdvp6lGaljYzABB847KbRep8W3bK7tlhEY1aa2BzdtqngGd+a27akH77lrRtptGtO6o2W0itToqRhVGqjgRl6KsHv2V1X+Q5vbur4Wxg1QxfJQyevWzqc8J4CPupHHTVmrUJCBdBJ6xWRA0UE9180HDb37zm99qDxrYNBrZKnb1GjYPvLwSh3VPbWm5dWwF0/rHaXhULy0clKBtSUN0YEiqZvSP1ZrBhus3ILIrdqA2G4KOwTw/opc2945VlpEKZnTqpsKoPkoyYJDVsZuSm7ZVeosOWmIAITeip1a2665RLTtqmQGHwm79lRM7WFPbdlZ2h+5aZc5f2TFKSw0A5Ub1U0XfeO0ekGCuHadF5vt4I+EM6NxNQw0AjOvZx6Y+R73WKOhea20YQQkDwAAg6zdCPVU/CBpv+aDhN7/5zW+1Bo16SBpN3geOEDf+vhuutW+0bKO25pXQu59aGcI8tntvje3RW42MJJI9OEllScnaFp+gI4bgHzLSx/K+sVphJI6MDl2tl1NJzxjNN4S/pFMvDWzRXnMIGOza1wBCD63v2V97DBhs7BevfCOpzOjSy0gWnZTbuZdWdO2tpZE9VWAkmUPRg1RkXocHDVVeVH/tGD5SfSO7q44BiKaoo4yE0aVdR7UgHUoQ8AC/9wGjeRA0mhnQqGfVU75Nw29+85vfLkQ9Vc8AhgGPuiQvbNiskrSBF1WDoMdRw2Dg32VNmqtXh85K6tzDGsl7tO+kKEDESCBrBiVpowGQ0oQkrYmOVY6RODINwV/Urbe2xCdpfa/+Ku0Vox1GGtkcPVCro+O1okdfq24qNRLD+gGDdMWoMVrZtY/yeiBVxGlut75aYgBiTZ84nRg6Wln94zW7X4yye0QrJbKH2hmQIJ9Uk2CKkPpNA31tGJQyLGA0bOZ5NVV98/JBw29+85vfLgI0LqvbWHXrO9Boeq6qqvG5xnHSqLdo2TaUcqShIdiTDUAsNiCQ1a+/lsXEqWLQYG1DZTV0hNbGJ2ppvzhld++jEiOBnDQAUmK+700cprk9+2pGp56aZYClNCZea5OGqSwuQVtiE7U+ZqAKzPGze/dXsfnv0JBUzTbvw7pEmVcPtW3VTg1cehCrkmrpUUm1sNKSU0k5wCAKPgQanQENXz3lN7/5zW+1Vk+RgykAGoFXQFVVWeJoEOZVVT/4TgLAOoazHzsgTuVJQ2wRp6Su3bU6JlYFsQM1r98A5Rsin9032kggidodN1hHhwzX9SPTtGlgitYPSlFRbILW9RmgZb2jdcQAzOroOGX2j9O4qN5a1Le/iuIHGwkkXiO7R2nLwGRtTkpRQmQ3NWoOWLWxgBFID9IqDDCah0kZAWC04Nig2fug8ZYPGn7zm9/8dkGggYqqbv0mIfCoF6aq8npVNQglN2wZMjg3a9VWMZ26qIUh4h07dlZCVC/N6tVPaX37aW6vPlpkQGBmVB8t6W+kBgMki/rEaL0BgMye/RTbuZsWDEzQKgMMq5OH6nIDKvP7x6uFuebkHr00u09/TTfgMTCiqyZF9dVkc52+7SPUtW17NfSAhbVfhBu9eW8QlDAaBgDDPifPfVldAxrdfNDwm9/85rfagMbLL7+shoaoQkTrAxCGuNZv6KSK5mrYuJl5BfI0NQiqpQIEOpAl1toRmrexyQB5b96qnZoGS6le1ryVJhhiP8kQ+wQjeUw1gDC8Z1+ldumh9F59Vdg3Toldo9SxXYQatG6n/pHdlWXAZJmROEaZc6LN914GhNqb/wd076kEI6n0jehqrz3bSCSd2nRQLwNOzQ2wNHY1MuiT6VvAlgGABF48QwMbo9HMPlvgGQMR4RRh8kHDb37zm99qJWn8TvXq1TPE87JavOp4Xu57Xc+r3vuvOvXtewtDqEd2jFQzw+E3rNfIfm9viPwI89vwDp1Vr35jI+U0VF3zH+6vMQY8UgxINOT3Og0MiPF/A8+1A9eNNNJEP1Kbmz7Usb+7voT3r/rnqVMn8H9ERIQPGn7zm9/8VhNoOOL4p1deUVLyUA0enKyExCEanJDy/iuR1xDze4p98Tnw3fNKGlrplehe5ppJycM0yBwzevgoDR8yQoOCx6SkDNcw87LHm2OSk4fbY5NSAu8ZqaM1xBzPf4HrBK6VmGSOSQp8jzP9Gz5kuP1cqS/h/Qu+As+SUun5+D02LkEZ4ybp7bff9leH3/zmN79VBxp+85vf/OY3v10UaKCq+nBe79l3pBpe7jf3PfBb5Vfl/2q+fm2Oqc3LV0n5zW9+85svafjNb37zm9980PCb3/zmN7/5oOE3v/nNb37zQcNvfvOb3/zmg4bf/OY3v/nNBw2/+c1vfvOb33zQ8Jvf/OY3v/mg4Te/+c1vfvNB42PQXG4ufxzerfG/9/xxCjUXbOoHi174evHH7qPbs+9e4Bz4oFHLje8vvHdrHAfvwvI3ukJZDMI/++386+V83/12aWjXeffse1Ufe9n5iMTFpNawnX3n3VoRm4shWFz/nXfeqbZP7v9L1bjWz174WSjzbU3PzbEkO7zQZ+b42vTZ3sNcv6bnP4ebu0Sb7t///reef+75Kv9jbL71zW/q5z/7Wa02+qVYF+ebh3fC5uFCxuKDMAvuHi//7nf62le/qn/+8581jsmlTGMT2HvvnHPNC1nrl2peanqWN998U9/8xjf04s9/Xmls3Ptf/vIXffWRR/Xqn/98SYGjqj7ZMfKMWW331oWsl9rMw4XMfW3nlXGGdjl6HH6N7zz+Hf3kxz+ucv2ybh995BH9/ve/r/T7ZRezGf6XOKE//OEP2rZ5i0YNH2EXcnXjUBU3ebHjVRMYftRz4hbmC88/r9wVOZoxdVql53X3L8xfrWVZSzR/zlx94fOfr1EsvlRSSW3H46Nct+6Z2YjjxoxVcWGhli9dpr///e8X1Jf/r3vNPVfR6gKVrl2n2TNmWsLkAIv2pz/9SVMmTVahOWbB3Hn69a9+7UscFzHGv/71r7W2eI0mZIwz4PHWOeC2qbxCi+Yv0KIFC3T7rbdVmgMYxKyFC7W5YqPd8889+1xofV9WHTo9+YMf6Hvf/a6++53v2vc/v/LKOVxxOFfiEPof//iHOed7+s9//qOf/uQn+vZjj1XmAIOvcO7G/R6+OH70zDN69tlnQ99ff/11e82/Bon420HO26Uz/8Pv/6AvfeGL9v7unlzfKwF4+xL+mzuW9mfD6Zy99lqNGlE9aLjvr5jFft+nP607br9dL7344rmcr+e5vb/R4OC//rWvVeK4wqWrwLP9Xvfefbfuv+8+/emPf6pEwMPvwTM89eST+uMf/hj67r1++PO7ObDvwbEKLcBf/Uq7tu+oBBpujN54/Q2z6G61nwvy8rWpoqLSAqyqPffcc/rB939QSXp7x8vtVTNX7prePodzqdSEYYzuvvMu/fY3vw0d98Onfmi5/5rGwl3/d7/9rTn+qUpj4u1n+FoNXzec++UvfUmvvfaaYqP7m/l9rkogfeONNyrvte99r9I6q2qvubXu3r3rkfXxnW8/rifMdbjeE2Yfsn/eNuPs5iz8Wt7vSEbPP/98aIxcc/epbg9XtX9/9MyP7LoJH28+I2X82ABr5sRJ+uLnvxCiO7QXf/6iHnzgAXv8sJQhdhy966mm/eTtR1V9e/qHT9v14V0v7NXvfuc7dsye+N4TlrZAcMPH4J0axgCa9/0nnrC0qSrpjbX3nIeGecee6/3rX/+y5//9b38/R1NS1RpgjJ796bPn9tHTJxje40ePWubF7TPvPNx84016y4z59q1blb1kqf0Nmume57FvfcuOy9jRaSFp5BzQcBf74x//qOjefdS/T18lxA9Uv169FR8zwE50dRykl8ixYbp07GRFz6NHjmjJwkUXpKt0v78bfHgI0ZCkJPPggUV1x223qXtkl5Bo690AtIe/8rA5PjkEdLXhPms65je/+Y3GpY/RXwwBCD/W3RsRcEhikgbFxStp0GBFdozQnbffUSXx9J7v/jt14qSmTs60n/ft2atjlx+tJDrTvvTFL6pPVE/F9O1n5ya2f8z7c+K5h7v+X//6Vw2KjdPNN910zqa7EOnGPSOLaOa06VWqEzjm0IEDVuJgwdU0xn//29803BCDzu072I1Sk1RSnWQCYNIX1pp34/zg+9/XwAGxdg4Gm7no0aWrvmzGjZY4cJCuOHmqxrFw12HdsvZrkiTPN5ao6rIWLNRdd955zjO6zxBoN5/cr2/PXkoYONASr/ONSzgBot14/Q3qYfYGQMXz9+zWXcmDE/Xqq6/WiluHiF9x8uQ5xKi2kpx3XaSPGq3dO3edswfcZwjSxHHjdNcdd1RiOi0DZvZufu4qnTh67ANJYd55g3AOS0kxe+vy0HfamqIidTJrkXkY0C9aHdu01cH9+2s1Bm5+eBbG2ktc3X8//tGP1LVTZzMPCZa2hu8be4w5r2e3HvY63t/Dn9WNHZLarOnTqx0Pdz4Mw8Rx46stKnfVlaeVk738nPXh7vOZBx9URlq6vvWNb9YMGugRGUQWoJvAEUOHhgjGzw2xBsGOHDoUQjtu8vnPfk5nTp+2XAIDiJQBUfj0vZ8KiTxwyBDFRx5+ODQpn/vsZ+3Anr32Ot1y080hHbDr+Je/+CV1atdeTwQJzNLFizXViK80OLnrrzurPbt26xtf/3qAc3jpJV1npAM4F7gGuDjuASH+VZDzedMg6n2f+rRZ1DstMXSSAhIK3Mhdd9wZGniux4RXtfFcH0FrCBXPSNu4odyK1rS/GSJ5/XXX2T5+/WtfD3E3D3/lK3r829+2799/4vt2nH72wgsGfJI1cvgIO36uwYnEGZBYNH++vccbhqPJnDBRaakjQxzrPXfdrf1791mJxemFEwcNspvkphtvtK9/BccWCYoFc/nhI/qFeT7aU08+ZUHoq48+aufWbQD3jIzNGEMILOH/+9/NXN1kx582b/YcDTZE705DAJjLmhb8Q2Yh9u3Z2xLKHdu2hf7n3hB9/j9uiMVvDVg7rgfxedeOHSGuE8mmVbPm2rZlix0Ld69VOSsNsRoVuiYqNZgOGqC+d/du3W6YDqRHQNVJpqevvFIH9u0LbdrLDx9WSkKiHjEMyJFDh63EZp/h3Xes+o2+8KzMBa/PfuYzdr5gaFjTjF3nDh1VVFCgz3/ucyGpOJxYMN+9e/Sw1+K/37/8suIN6K1cviIgkRnu9HJzf9Yu3CXHPHj//brphhvNerlXnzIvN05uncDkMM8P3v+A2rZsZfeb4/wPHTiok8eP65e/+EVIsnjSPBv9p89ckz37lAHjL37hC6E9+ulPfcquWZ4VDpV9g1rJPQ9r6MSxY5XGFQ51Y3m5WZd3GbpwlV1zro8QvEcffsQ853K7L1irt958c4hpZW2wfz770GdCkoEbs3+YtXfrzbfYPjA/tN8ayRA6wTyxdp3Ki/bM00/b377+1a9p1IhUyxB4QYM+wLBxfWgGe4n/kNRY827tokWAUeW/28z627VjZ0hK+q6hMeGg4dY7wOmYcKRfJ1XRX+bkPjO27DmAnnG++qqr7Ny55/2NkXrYw1eeOmUlSdpqs6YZnxfNnDxg1oOTEGCYkZhcYz8NTU6xc/j2W2/buXPS9uq8PCsQQOefefoZOz83GxrBfbnntMwp9lpTDCNx0w03hMahStDg5Eiz4K+9+hrbGRYL6plNFRvthCN10OGF8+ZbdA4QkJvtAp05bZoVh7pEdLILCb3Z2NHp9rpwDnDKSxYttpICk0cnGOwRQ4YaMMhSh9ZttHP79kpEhkXCfa6+6oz9zmeIMG3W9BlKHTZcJUXFdpPCeUKE27dqbfuF2NWtc6RWrVxpJy7DSAy00nXrLCcGYtMnzgGVIztEGE41TnNmzgqNy9/++jc7aCym6kDjrOlPmxYtVVG2wRIVFrr7b6651kj6WGz62L6jFVVZHPSRPrGRDxhiP2LoMLt46BcvQNg1wKW9GRsWvuvDq39+1S5iFiDPybhkGamOsWes+B3CB7FkzNuZ+7HR6FfayFGWq0SnCQeOWAxBZQ6XL11qz4NjB0hd+8VLvwjpPiHk6DxfevEle73TV1xpOVSI6ReDGy2cS3bfuSfczdEjl9t7uHFlPUV17abcnBy7mMeNCczV6lV5lgvfsL7UPhubl00EY8O13EaiAZodWrfVzm3b7ZwioluGxdxjtCEYPCvrrGPbdvZ6NAjJZAPAuStW2HWJ4e+6a66x4w1IMy+sESRNGJseXbpYFRxSwR5DEGAm6Df7AomUPcJagls9ZcaEMf9TNRwmoNEnKsruH8YBNVaSYVAOHzxor8v6WJaVpZlTp1lpm74hzc2dPdtKa5QnBpSq4tRZQ9iYnE2KZwCMsBeg9uH4hWYf03fG9ytf+rJdKwAU0ilrgTWE1NO6eQs9+f0f2HvDHGGPYL9xDmMMQRw/NsNKtowX6wOiAyFkbcJpM+euwdiUrVtv70WfIZ4wg45Jg8hDJFlPz4Wp9lZkZ1smjvNZAwDENwwz1rJpM82dNds+XzvTd1RzrE/mFJsk/6EBYK16QYP1xXMDxOzjM4ZoMxccx3Ve/9frFnjamDGACLNuWLcbSsvsGMCQwjAg1YYzWoxfstlLMGcrli2zfXD7h9+RbJB+mMM4s37Szb6cM3Omvde1V19t9t/78zgtM1NjDBBbSaOg0I4XzidNGzay5gDuxXhcf+11oXH+o5kbgOC9YC0j7GtOuuf6p06csPT2Mw8+ZO/FfnLg/oBh8NeXlOiGs9dX2svnVU+xyVhUbBC4EziNa85cbSUFJryDEeWYcLjeFcuy7fkMABuO47dv2WoHCo4JguwIIZ3lmtyLgWOROPSbNG7COUSZiWUDo/8FZH75y1/a30Hu+++7X/fec48Fh7sNV/PNr3/DfkZigdOcEpRKIDZM7DNmQ/N8LLqnf/hDu2DQ1TPhLO5bguqc6lQDXi4ipKc1KA6HAPhB2LpHRoaeiT7db+6NJMF/qCu+8uUvWyLuxL59e/ZYIhCQpLLs8wauG1jYcFw8E9KAW4xOdGZTM95OVbVv9x5LBOAoeD9sQMlxVEsWLbJzAMDB3UJYmzZoaOcUKZFN7lSMjBXeFVWNBUQYwng+lUm4GguiB/FivlDNsOnoAw1gczYT5pV5RsXIeuI77717RNl19zfDzbJBvhYEUTcWrE82KKDHeuMa111zbUg9tXXzZvt5Q2mpZSAgDrfdcqvZ+J+zEivX/Pa3HrPEI6pLN6vzhfAwb4wva/1aAyhsViSa+XPnWs66V/ceVlKp7brxqqdY/26vsf4gvIwT173GbGykAYCHZ/lxkCj9wuwtQMqtE+8YQwxRSUCEXgmqaFkLV585Y6VxHDt4Hv5jf6BGcoZ6xg1mjnFhDSOFX3HiZEjCRDr/1D336jMPPWTXI9IrzALPwP1/ZfblfiPZ0H8MsE7KgykC9BxHHL4umOcXgraU86mf7v/0fWb93GulI9YoDNL3jFTQNaKzfmSkXMaY/tx2yy0GfA9ZAs9vMEAwViePn6gEGjgrACxIRmmpo8w+HGrpAlJ0d8MgAEpIUDB+AZXNQ3ZPwxyyHpGKn/3pTyuBhrs248eagl7BKHKfl400yTMyHkjGTgrkPyRHpzJjDpHemCukPu5Z/7I6+sLnPq/NGzdZBp0GgMKcoFVhHTlGL3wc6RP3CVe5uePQiPzUPMf55qBaSaOr6SiDC7cDgWPBsqn4PnnCBItYSB4MGsg1Ni1du424FvAc+YndRHDBqA+QSlisDKozBjkVFguFxX9jUPxZu2ZNSPXkBY3PfeazlqhC+FCFOJUMgw5Hs2fXLrtQEK+/EQQNOD64HGfkQTXGoH7rm9+yKgBAbosZfDwEICzfefxxCyaOGIY2/3vVG3XdmEHM3bPRLzheQIHf8GBAxOM3OGjAAwLI8ztR3oKGARzHiYdAIzjBcDpwfnA1rmHjuPH66+0GZmyxq9BYeDwHC3loUrIVSZ0eFG4PsIA4oULbummz1q9dazm1I2aDwY07HSug7kRdZ3CubhycUbY6d2N3HgsfwEJPypjwTEhnNNaJ20SMERscYoK0OiEjQ3t37bYgCMMB14807CQvd33662xdcHNwxKxRVDipw4ZZ2xGNdYl0AWFAwmFNwdVyLCoqpGzsU049wFw9/u3HrZMDjAEqhwmGswbgmUM2vAM/B5bO6PxOmLE6XNJgnCHoeA2xLpgbVI0Q3oz0dEvYkYwHGED/2c9+Ztc1fVi8YGEl3be7R8WGDfaazv3ZrR+uBRFfu6bErkOenWt4gYf1sn9vQJ01Y+pUO/aMzbGjR0NecowbKiUYDFR97B84eW8/6BdEmH1JO26AHo3Am2/+p1pnAu+eqs7Qz2f20+TxE+x6gHYg/UEweSbAkXOQhpgrxmLS+PeZUNYdTEW4emrurFlVegWicVhXstZK8E7Nt958xxbz/no8afcazHU4aEBfoAMwrty7VdPmdsxo9BEVMQ2VOHP2bJBoI+UwxzA5jDNjzGfWwZM/eNI8V3nIBsoenj19hlUFwniF20Q+yJ4NdyqoETTaNDecqBl0568L93Nw/wGrn2xrNj06SJC+mRGNUF/l5eZaTgmbAZuvWaPGVtLgYSePn2g3FoPCBPz+5d/byUAfD4GF4GGDcJIGYm5VRl2QHlHMeerADYC8cIBs7Ih27S1owH0iAdFvNoUT0UF6OFvUGWwOVAzcH4LNszBxbFikmZrUKxi4zwZFQEfUAUxUHhAOpKctmzZZDgeJDNEetRN6V1QncNncj744mwBjlmgWEW3+nDmaMWVqyD7iJhB1DYsULpf7cD4bnmsgdiNmcg+I2XQDpBBNCK8bWwgyBIDn5Fz0tRBTQAMOkXFISUgKERnGItwwV9V4VLWGIOqoZ5gj77EAfOrQYZYo80J6ZLPzrIAlKi8aNiV+B8CxXWAs5XlYK+jkWX+M623BteDmoSA/PyghPW45uoATRbKVTBg7RzDK1q+3fYFrQ9LCTufUMHCtSF0AL411jGMH+nNA1XHP48eMtVI06ssIM/cO0KtzfEAlA/H1zitMUzczzjBRToJkHaM6gJECYHk2OHrmAzUI65n5/pxZQ6yF3/z6fZvGPXffrcb1G1jmAE74VsNtsz8g/kh4zMM1BqAgZIwh18JV2jVUITu2BdTDEF0IIUQLYgyINa7XQA898KBZc69aDpp+ITm3bdHKrhXGDcaMdYgqZfPGjfZahwztgCN+M0zSuJA4B+eUwnwhbfz1L3+14wDD95hhBBkfvJ7efjsgaaCWQbsAY4ItEeaK54bp8BL2HAMaSFgP3He/ZVbY384+yrMxboATAI8at2mDRnZs/vXPfwXX4wk7L+wpOHnXsGNhh1xo1jiSPBLqsOQUTTd7mzUCfXAOL+xJxhPCz3wCGCtXrLCqXiRmJH9shYAGe2tNYZFl3mnf//737ZjzYm5q8lysTazI+VqVoMFiQmWDGObcsNjQECX0l4iqcBbrSkqsbvzbj33bTuZoAwIMLhw8x0CIEK+QSkLSwpAhdkLR/UKYaFzDiWUQT6/u0zsAe3fvsff9TdDwh3sb92KhB/yRM+xGQ7/HoPM/+kc4AxoSE78DFN/8xjetGEp/AS8QHrdX97mqAXT9QJx1oqo7BtEO4HQeGBAoF6+ApOP6iL0H/TUggi7dqQXgLLDP0G4w0gOcrTM+OYKIKgNnBLhhABgbkTOwAojMGfeGE+QZIE5wZG5sd27fobyVuSH1IIuWRY3KiudAh+ykOO7FvIQT/drGKQDMjC3qFdew8zB/qA28thrAEoID0ELMaYwdnDGSLb/RTwAB7pd1wH2QTACgl4KGfKdahStkHnihL0Zd6QDLSbSAx/JlyyyDNHvGDEs0UFcCChjbIRaTgxwqBBMuGWmSuWNzwtEtNS+kAPYEjgvOySF8w7oxwQ5Hn17xuK8DSIwztgFLyN58y3LGqDxgwLgv6iP2GuoK5pI1hGoN5op1xdy7BgFjHUCwU8w7/8+aNsMA3lfs2MPtYlvj/5//7OeGCK03hKoidD7ry+n8cYjhOFQl7rlg6gbGxlqJA04XIz10g3XF2sMZwkm2SHAAvLX5GcYFRvGtoFvtxQTPubEsXL3arl3XB54ZCZNxYt298867dq4d0ws96d09SksWL7YqM2wXlRg+IzViR4Kg8+I5kFCdPZV1zPVcW2ckNX6DeQAAUP9ii2I/v/D8C6HjHjPSD3TA0Tnn5grtwIANYLv1iFoI+pWzfIWds5HDh4fOQ8LgfuwB5s7tZfZ/aN6mTrP//+MC44Eupl1W3QRBWL2LHw4IsdgR6z+/8md7HIDiOCc+v/bqazafDJ+ZYNDcxUu4Y1A5uAnjd84iV1AuAAAuM0lEQVR339k0Tu9ZlbgU/h/nocPjP+v58Pob9r7/DhpX+c35f3MM9/L2BZWAu7c9z/xfk06ahnrLueSFTw5cP5vd20/XR94ZDze23r64cXLtn4ar/o+HI/XODR42XsLjrsH1IIJee0ulsX3rzUr3gHN/LegRFt6H841FbTY4xmrA0aty4Nmdbt+JxdyHOeL+4XPlPvO8zo7j1iHHs0mq4qpYY3CdXlfDymPx/rPC/XJ9+vKfoDcUx7n723PfeH8sADL6wO/sBXfs+VSYxCwAjF5Jw/XLey59c/7+vDuvPT7TZ7uGzGfGkle4nz59dWPqXf9I3u5aVf1v9wTP7omd8drOvGuZPnjnwq1973fXV3dedfv6QluoD8G+MS7h+8k718wb69ytr/DMDvxWaTxMP90YoOqM6dfPOkZ4VTbh67Gq/cJ1HO0LqSrNy60Z/quK9iBJhNt+0LS4+B3XZ3vMewEmH+0CzOyFMHiXFDRq6/ccrmus6vfqRJ9LkdPpg+T3Ce9LbRLtues/8vAjVvURbtCrSm99MX2safyqG/MLHdtznv8ScSZeFScqtPcu4TXD+1mbyPwPnH+nln2pzTnY/n4SdKO+0HXwQefnYq5VU0xGTev6wyZaFzIHH2T/QZSRCrC9oUn4oDTnYp4tnDa9V0WqESQppJMXXnjhvwsaVekcq1swtQGU8GPO9/+l6ldt7nWpN2dV16zUr/eqf5ba9KOmQLMLGdvzpT65FBviQoIoz9f3C9m0tZnb2qzn843j+Rilix2j2qzp2qyDD7I/zrdGzreePszEgxcyd9Wth9qMF9KTVxKr7f1ru95rC4Y1jTU2taoi0T82kobf5Kdsvghpzm8fbpJGv324ks0nYb9/VH30QcNvfvOb3z7BgPFR99EHDb/5zW9+85sPGn7zm9/85jcfNPzmN7/5zW8+aPjNb37zm9/+X4BGbf2aP6keBlW52V2K617sNS52HD/08a+yhvB7H9mc/Tfn5cNc95+0+uEX3Vff2fD/P2hcTPDdB90AF1Ob13vv89XYriqX1IcWqPMB65RfbKDiJ8Wl80L6WV2yv48DcHyQe1zqmJiqwMwb/FlTrMsnifHz28dY0mABhYfcV3UM6QkIfXch8Y74ezOjer9736sq5G6/B/9zr5rOqypuwv7u/vfktn8trPoeaRjIZeWek1D+t4KlMau6Z/iL9vq//mUT4oWf4wWzSv2pJs6De5MUzvUx/Lm9zxtObEhrQB4j+997lcuhuvN5/teD6S+qeq7wqF6XJ+hdT1oYb7lLUp2El12tbp7df2950tGEnxMO5u435ujvnohc9/7mf96sdI2qGJ3w8rdubqs6r6pxqYmYkqqG5JvVzVfo/Hffq5apIbWIyy5A30j1Ut3a8zJz74VlGziHAXv7nUopVGoKDnMpLt4XCqoHDtZQdWNX3bi6e/gxKv9PQSNUkvPvf7eZXKm45d0Q4YSLzKCTxo23iQMDReB/VStusKrFTuGX2ubUD78OBZ+uDSbHqy4ylYy7JOVzjZQOpLYm6Vn20qU28RyJ4RxRq21alC998Us2u6jb+DSAlDz/4aVPa4pgphgT2TCpd/DZhx6qcRy9tRmo8kW2TFI1u1KWVT0/xMll8D3fM1HD4TPBPlD5kFTdjgi753vMU/u9tvNEH8jYSRZaBwRVgaC3MWeu3wAr5zJ3rn9VSajumqTmJqU/jZTU56S9r4W0UF3kLrUamGMKPpFNtVbr/t33wYOKbewxEjKSVZVEiS69fXXXqU22BDI+k8mWFOeuVj0JOt04kE+J+wYqtP3G1s+gVC+AQN0Gsh2Tct+bH472y1/8MpTd+UL3N+d581L57f8RaLxPNL5mM3K6jJDhXJL7zsYhxTht9oyZluiRApoMjJS+JPvjlk2bbSpfiDqJ5ChWw//k4vni5z9vq+6ROjm2f3+b5pgMrKRU5jwyUJL5Fk6Xa69etcqmg+ZFgSeuQ5EU8vvTX1efgrD6y81mIOMp2XrJmkrNg68+8miIuFO5jnTILHA2GOnKyc5bXFCoE8eO22uQpZf049SXIH01CefIgHnS/E8VtN/99rc2Jz6EjAI1nEu9Cgo50R/AhHoRXI+SsIAxm5fsrt7xJjsrWVYhiqQBJ0UzVbcgmKQJJ9EcG4/So64EJY3ssAf37Q/NCcSe7JiMLYDFPHIMBaLuufsem0yR8SBLJpk1Icbcg4JRv/dUwCPFtSvJS2ZO+kOWYirK8RnpDLBy48n4km2W5+Zcxo4so7fcfLMta8k4Mk/UWqEIFBliyXxK5lsIm7c8J7URyGRLKU0+UyvAJdr72qNftam8SckNE0CdBogk17jy1BWhuuxubFlbzAmfKQREdlHqkBw2z0slQr4D1tREYK0yHowx68umszfPSV0KlyrbrXsSXTJfb7zxul1DpOunbCxrgb6xpjiHazEXZHymhKwrhct1Scn9j7//w8492YSpt0IBI9YH9yF3F2uYanGsTYg6c8naIQ07JZdJqe2VKGkwENyb1PMcTxJRMgSTKpwGQJBxmbZ96zZbVZB9Tq0T9iZ1Q1zCT+8a/ayZf0qykgacZyFrNJlyuR/rDuAEgH77m9/a1OhXmXVw+2232zlmHD4qVaHf/gvqKTexpB7+ZrCyHA0ujQpicIqukV6aTUgrMMeTNpiMi3DLcPBkg81budJeh9TOEAKIJxXaIKTUeKBOB4uO9OtsWlJDsylI5UzFOtIPs+i4HuCDVMN9KBfKht9lCCAbzluEnkVNXQAqZ5GSmZKFEPl33wlsAIiUq7Ph1FfUHeaZ6SNFWdhQpAontTvcIH1lc1FDgfTl9BeCzjmk0qZGxzYDZBBJwA/Qg4hSsIXKXUhk1L9GunESyPvFg56wAEj9A/pJzXCqy7Ex4WTh/CDu1ImmMh/V5QAqJAtAgsy3jCv1gqk1wHhCoDmPsWMc6DtpnOEmIfqMGWMP4eG4h4P1lmn89/ug2oTKbRQHArwhAMwpYAhxBIxIjU/ab9YGQMI7wEIpVIgyRBugoj8ABTWuGS9qnwDEZBB1aaCfe/Y5219AnaI3ADGV9Vzjubg21wFQeF5qHLPeILLM06+CVR25FoQTQkcNE56RdPOMGcAOgWYNwcgcPXzEEPwr7RgyPoDW6SuusOsEadsVNHLzxV6geA/SC+uDuYB5Yu0g3SCBwPCwfvkOeFKDAXDgN/ZYoJzmWst4kTWagj2AEWnRIfBw/BBi1jJ7hfTf9PFHTz9jq+fxmxsbr7QF01VeVmaZKmo/8/xI8YxdQOr4hgUIUr7DBNBYG4wJY8n92Avh6j2qGbK2AWtStDO33Iu5JRU/fYL5AkTZO6wZSgizV1x6fl9F9f9YPYWqhiIfjnN3GwWu4vmgCgkVBXUx2DCUy4QIQ+CoH8FCZRHB0UBg4NyodQwBgdAAGmx+V96Txc9CozYA16AiGwSAjULFOQqSkFceaePzBlCsKsxwmGxUCBWE1nG9NGpKQCgBNDYmGxFC6BrcLlIFxBsCxKaiUA0bBw6bflNnIqCCuMpuBAoGYTeglgIZJQELjqf2LwSMTZU5caLlACk6f4fhssrWl4YK7FC7gDoIjz78iC3g8qc/vl9/m83qivhAcHaYsWADwlnfa8aP3+BSAVW42h98/wd2bNiUjD8NyQ4ApdgLaiAACKIKx4cEwxhAFAEDyy0a4uxKX1L3gPF0qkmeH2KBJAVxpbgL0gRcMRIjxIuxgCBChKl7DudN1UTmEnBEpcX6oZ88C0QToKGCouNSWQ/00TWIO2sA1Qh9g+tm7bhGjXLqVkAwIUCAz5UnT9lxgChyfWeLocAS/5OhlEylzHMA2O63xcSo64EERAP0AGPmmr6jKqIuCzUTXK0Lp8+nUVfDzStrEpABJJBO7jb35HlZUzwLz8qzkPkX0ACIeI7f/fZ3QW5/q5XO6Cv3OG0kJiRB5p3jqNQG0FBHgnHmN9Y11dtcvWenSkKViCRBQ12JpHKFGR9qgbv6ElQJZM0A1AAijBQA49YRa5nx9V6XRqExpB7oAM9H/5CssKcxbg9/+SsWvAE6NAVoHFgDN5w9a9exl0Hz2/8n0AhuCri08tKyGvXeiNgARXbWEsv9U4qShYj6gFKibBAILN/hxpBQKFQEp4rt4AuGE3ElYuHYqSDHAmdDwAnBZaK3pjob3AzXgTN+6sknbalZuFEKyFBiEZWRlyMFqFBrwL1jZ4F7cjW0nXE1f9UqW3QGCYlnoS8QQggVC5/Nv2zJEqu6gEizubkWJSTRBQNuAAzXRnVDQR6kA8YAgGLzAnQ/C6YsZkPNMvej0W9nB6HBEaPG4lqMBcQZwIIIQuDpC8QcbtoRChpSAmMNFw0Bh0ADVqibKDRE7Q9Alo0NSEOA6TcElH46DpBiMN46D8wDkhrEmKp2qMTgLH/8ox9bosr8BFQdB0NlTiHAqNCQmkgfD3GB4KEWYg4hxBBgW+TIgC0qJ6S1NzyqECQyiC9qDkrlQnSRblzjOhBspCn3neJZjjv2SsGAk7OFoFaEiKEOhTuGy6cOAQSNc+GeqR1/yHDegC9cOCoWgN6p374dtOEEQOasmesyey7SBvUdGHM4duYEAsz433v3PbaeNwDutQWyrpm3Ewas+UzfmDuele9I5oAx845qFgbI1SAHDLCHsD6Qipy9ye5J02fWGSDlLaIGKLoaDagbeT5UiDAZqDepOMe6CUhYV1oGAkbGzQ2ZVJGaGQPmnLG2Up/pB4wX5XMBNvqGdMP9keoYf+bhl0Hpz1dP/T/2nqoupW91NX297xi84FDQcc+bM8d6lzgDsbfATPh13g56tlTXIJreQi6VXAfNZgwvmO76EXQJqfJ5KBn57rvV3xMu9e0aPMgqpSg2x3qN6DyrIxJsHqQqV7gdIhSeo58N6i28hHdSuLdXVV5BFCJyxeQdd+gkxKoM8BBLr2dNdc+FjcNL0GvyxHHEyRWH8v5PBbhwhwDKZsKdOvWnV22BBBvujOBlWMK9guwYmOszl7VxOgCQA3PypFVbnjHcspMmADLuH359OOxX//xqpev+O1iwyTXWtZsvd63wte51YODYP3uKaYX3mf/+XUUhLp7fVWyEyXF1qb1j4WxANaUDd3vEu1awo9E/1qarDx9+Dsczf97frIebWYfetVzd2vXb/1PQcISpNsV83g0SbOe6585hccGluoXj3EHDDXfhKaPDCwt5r1nlJqjiNwduXte/6goPhbsJOnAMv2dt6gi4e3mr59HQiTsjqKsy6AViLxjjLhnutlsTkIe793r7Hf4e/rk699/z5faviomo6r26MYToITG+FzYn3nGrKc7lQguAub6wRt0xgAMqFWdPqal+R23rMVQ3zlXtG+/6q25tXmjg6YUcHz6P4WN1vnOqcge+lHVG3D662Pgt71681HEoVY1RTfVXznGZrkWhugvtz8dS0rjYAa1tHYFwP+/wflS1QKvy76/tPaq6Zo0bsRouuzrCWNWzn8/3v7pxrKkaXVVE55w+eaSpd6uRFsOBqqq+1kQ0q6osWB2hrG3hmpr6Ff69RsailpuupuqINUnXVc17bYLmalsU7HxA7GXIalOA6t1q4jzOt85q+xw1Bc5Wde8LcbGvrkrghVby855f3X64EC1MTev8YgCzqnXxYVXcvGSggQcP+uLqBjVgHP+R1WmjK+cdvffPfvazc0Tx8POwCaCzpqHz/U3QCBvits15iNmoPNCjhqulzsddYazH8Oga351aoroJdXWGcYNEJ21rWr/+xjljw+8cU1N77FuPVSoJG06o3WeCw9BL42mCYZiGWsCpF7xABWdcFcGs9NzPPae/vPaXWo8T9/xTcFzOtxDDz+U+uGdW19z4vf6v1/XsT58970anjjN2MBqOGG48aiKEtdmc3rHBdRVDdLgKqqbzUQdxDjazPwTdkquaSyRr1nVtNjSqHOwPVkVk+uLim7w141Hv1rrU7XtOpfnPkENDTQTR+z9u2G5+3H1Qq/0u2L/qgmedesytc/aX23PVjWttqtt51ybzhVdfuDqsprn3SpLYvrCNItnTN1dnuzrCXlsiTDyZi/lxNcBZs95yx28GaRZxMS7+jHlnjeNIE04bmXPizWoDVOF9Z84vVQ32CwYNt5AwRGK8njFlasi46BUT3XH4xY8fM1ZJgwZbI/XWTZuttxI+604FgyHXEex3gjaGDetLFRvd337GQwWDLAOPkZd7QDgxfOM+iYHXGd7Z+E5/jB4fMHC2A9QMziNl+pQp1kfdNdxd8WzhWK7hiDIGQTxSaBgd8aDC2Iu3El5IGIN5Dib7TRvN/E/rNUPsBo34AEDPOyYYuJMTEi1RxbD5XLDP6HkZB/TGrjFeC+fNt8+Ykphkn5Fx5DiizH8YJKKMIXEwbIRX/vSKDW5zc4Gh/VdBooNjAoZcp6fmGvTPGZNZWCxap2/GEeAHhjlg7FEXORsG48J5bFbsFOi+eT48r9xzoufHSYBxgQC+FFzw7n8MoDg3YDCdM3Om7aO7PhvJHe/sThheWzdvoXfM+Rhbnbcb93FEnnUFY8LzsR4hWIwvY0E/uRbA72UYXMOBgfiF48eO6cjBQyG1oQPN11//l+2Tt3Qmz3Lk8GFreIYpYt0yhs7WwPNwT9YHRIR5oV8wRE4VRl9+/atfh/YQjeBNvO1oOA3geBAYlxetPQHbFuPm4iW4Ptdj/N1c0wfsRbyzPt568y07Puyh01deqWeffR8I/vmPf1R6JoIIYXyYu5LiYuvoQcPlF4+oRx951L7Tdzc/nOPWjfuNvYt3I+2KkydtDAnX5/nfeeftECix36wK2+w/5osxpt9ujLDLhRNDnEgAazz18NYKny/GiGu5NcWaeDU471wXJwXGAqcFAB/nDZwM/h681xumD/STKHyu4exl9ItrQSeqStGDhyAejLiEO1sYtrEd27bZzw89+FBoTFhvJ0+csI4YqOrxtrz2zNX6zIMPhoi8uy62qQPBmCs+OzsgQPfXv/7FzoVjyC2zbdaqGwscGNxz/VckDR4G7hfDIkTFGcSqStFAw0uICaIVFRRaYo/rKa6weG2sMOAzLXOKjQ1wE0p8B4QcgzCF0XFvZGDxeMJrxMV54BWESyP+73ja8Buuqbj+rsjOttfFe4UFwXWIyYDILM3KChllIWjz58yxHlEL5s2z7rtriorspuQcXGfx/MhessR6QF15xRXWm2iW6Ut52QbrYQLHg6cUxB1PMdxs8SDJW5mryeMnWO8WR0TGj82wYHD3nXdZt136jIsvBHZsWlooroWNwfjiLYT3FJsX4MOTB9dJPM8AChYdbrwUucdbBTfVKZMnWy8rPGd45gkZ46wHDp/xCptq/seLh5gQAtwYa0AADy0CHvkdwF28YKG9F2MC4OAFw3zz7AvNWDFOeI0xxowBfXUNws5vG8vLzRjma8zoNH0rOA401gH3gZgA4vNmz7YxGHhPMYaMyze+9vXQ8RCGlMRE66pNvAvutwRtMu/FBQXWiYAYmcULFliGhuvgHccaAPDpA4SbOcJF2LtG4ZoBev7Hvfjxx75t5/OaqwPusj/60Y/ss+OC6qLqA8T9M3ZuLDdnCD99QLqC+ADIEAE8xlj/rHWIFNeE6YJ5wNMMLyeYj+88/j4Tg4eSC/BkHTGOBLjyO7ETeKBBmCB4ADb3oL98x50b+xjeWhB24knwAsMtHLdzmBqIVsAV+inLFDGWrhEDAiHGwwmizFw4wot7MLFQeD4Rl8OcIDWzT3kuXJZxF3cGd9bAJjP/SEqsb8aXPcsz80zMEe67eKE9avrPHmQ9cC08yngO9r5zX/Y6CbC3cCBhTPB8hFgT6c4ahGAybnjCcT/WLPvHaS8g+pyPBA8jyfOxrxgrPLwg4IwDHn+4RuNNCDNHn3lWmFjWqhs3a1t5O9A3npPjrzMvQIsYFcbKZShg/ToAIfaGfQ4tZA5ZY7g+eyVW98zQNf5jTzM+jAl7Gi876DFrDbdwaA1zgiMJHnU2fuf06Y/MtlFtnAYEnkmAW3SNRTtl0uRQ9K7jNtjIDnHZwEwIiAnXDrEChSHaTwUlFrhYCAq+8nCgbHw2EJsFIs6icouOCWJCIKCoLwiSIoaAQDvAgc0Kl8ZmgjOFwCD9sGBcYxGwEfCFJ2CKTVRkiBALCv99+gmnBkCgkiP2g8XCZKF+o3+4DBJHAqHGh57FD8EnoJAYEZdGggagsFkgunAtcNDFhYXm2bJDUdbOO4bxRIReu2aNjXNgweG2C4EjTQf9QhKBCCFBIMVByFkscHn8BxeHaMyiZZwgMtyLWBliZvgOwO7cvt1uHBoEm2hquDmuyVzAzWekpdv5RCUI4aVPuJHCpQOuTtKjAbDEXgA8EBDGwbnf0lab/iG94F5NbArxGPQZIMQdtSAvz7reOkaFvjPniwwo0G9cs5kf5pbnASiYM+YdgOM7cwRoETvCZ+aX+3mdKJy6kHWE5MYzw3kiBTEfADIbmnmAW6NvrHtAnzUJIWQMWYsQSVyXAYef/uSnllhzPtIBkimEhmfmeNyVkWjgEAF7F1zHHgOo/viHAJdoAy4NUwRgwfmznhlzXKXZO4APYwdTxTrjWYnVINgTzhjwgIAgcQJwxKd8xoAdz8x1kJqdCgnpm2BKGgQTwusAlsbeZg65DsQWEKE/NgbHEG4YKJc5gLXAtVBNM+64h7MfjhqwYi2yRukbDddo1jABrw+bMYcxY81BIHluJxm7+WJ8Wa8wUcwXa7903Tp9yewrpCiuvdPMJwwYoALRxBuOQFMYSvYEIAAzCYBCaHlexp7xoC8AIoSa77cFY5oAS54LV+mAy/NdlfoF+DDu/M+zQGtYE/x2RzAOJpAdIuAqTl9o/E9gJOp+1jBxWOEqfMYBBo7MBow5Ui+/PW3GAAYPIINBZz0QYhB49gDDAN3w9vMjAw230Xjovj17WW7ZibgB18lXLRH9h0cMYkOMNRym1UEbsICQQigXGWIGF8R3BoxBCPmoG+4LgkOL7tPHEi0mlghi3FKZaAgC7xBbFva0zEw7qQQIMrFIDIi4ECr6yf3ggnJzcuymcsSRhh86x7DwWeCoBSA0bEj6lWo4eLi0SePHW7EcTpbNNWpEqiVQcPEsCADwywYcIar4tEN44XQAKydKok4jipzzOJ7rwm3j475w/vxKIiRAi/TAggagWchwKBAnnosNSUAXXD4gCJjyO5w/hA0udkJGhiWALB7+JxCPjQb4spHo21NPPmXPZx44H84MkAKY4VxQubDwua5L8QJ3SL9ZkKgleveIChGbgJro9xYsAFekOogkc+SiyCF+BE/inYTUgrRXbsCQ8eY7gYYQGjduqGWQ2Kz0ZdYA8SwwBAAJ74985WE7RhBiJCe4bRgPvsPFQ7QhCqxbVBhw6t/8+vtxOWw+JAH6yTjxnbFBZck4smaITWJ9wOFzHMkdIZ4cC3HmPObbcb6MEWsIwsz6Z954IT1xTbhRFzzI+DpJ26l14KIh0owJRBYiAHPCXLqgOWKHkJxgmAA54m4gZBA7gAh1RUCFc9qOE+sMUANUGBOYNdRfrgEI9J81ggRP/x/75rc843TagMgDVhpjvxIIyDVZK181oOfic2hwwi5tC3sH7jgEuOY4QJI1jVQAsaOPXB/GALUNakbWAuMAw+JUy07dQz9ff/0NS0RZe+xvOG/oAPPFMXxmziDOAA8SCnuMMSR2ivXEf+x5ghH5j7XHXqDvvCDIX330q5pn9jXrl/vATEAjuDYg6Rhk1hVMJd9hjJEAGNOlixdbRtFJkdBQ1jzzx1iTeQDCDpBwDvSDNeMkPPqJuov/oAeMFesLQOMc+oJ7Onv1S+aYbQZIWYMwEYGYma99IO+rDwwaiLhEC7PQHRdSnSEGnZpDY9QfiPMMKMSEhQC3y8Z2AW5OR81mtfo/c33EKwgoG5TBZOOwGFiU6H7ZwGwMUocwoAAVqAuqEsDEpLDxUFFA1JloZ6RyxBnpAhERwGOwEYtZGBAckJ/n4f5wxGx4+g4BQNyFI4LjdIsOrvQHZqHDhaFGgztwjQl2gWdsbDgCAIgF5IKt3Dij6mAzsrAgPBAmAh6xa2CYBOTc2BKMxvWeDnLKbDzHwbGIsRGwoeCS2KRwNRADDG4QFggShBzuHQ6LDcbx9MEtSgCCRWxTbBiCOjxliNV1M74jh4+wOmDXsCcxP3DbXAcC5bgd94xIhfQZ1RzPxpyxqQkUDEQgv6+u+WVw7dCQctg8Tv3BJuQ8rg9hJF0Lc4cUBnMAZ00DHB23B6FwgYs05pz5hdCw8QNqhHtsH+FI+Y1nh4CQmM81GBPmGyJF/9DPo/JBTcIYW/WEWSPonQkOxCbgAlQZI9Y6DWJv9fdBizUqGeYC7hxwYj2ylyBQzLE7DwB6JriWWW+kp2F+Maxi/ISjtgTSjDPrBl04axYiyP9EjXuNxswDgMJ6Y84g2N7YEsaesbU5rd4LMJDsBaLVkQpf8cSV0E9nz+N5X3j+BXtPJAGuwxpjL0BcYUhckCFrmbHm/jBVdq8YAu9oAg0VIGANg+OcLbgWKiWXCZo5QULDffu7Zi15jdtoMwB5VHD0E2aOPUKSTNYzBBvpzBF6aI77jIR3v+kXY0pmCvoQUsm//Y5l4iDoznmA+37P0DAXP8R+dzY1xg0AYAyRQFnPMM3QNObN2c/Ym9A2QIt+sbfQRDja4nK/YdRHaqRvaDB4Dtaj1wHhvxqncT53Vb9dWj/q2mZZ/TD6E/KIMhsQyY/cRXA5gCTSSVVBeB/luLG5sMfQLwDBOVlU1WAmMEjXdMyFumZ+mL7ztY2nuJBrMW8k1awpEvtS1/AIZz5hKCDa2AycM0h194QQfpD5ulTzdo6HoNkP3kDJqhyHvPFmtW2Axh88DjGfpFZtwkK4Iibx7VrU03DeS+948vJ7U6m/U4W7aXhgn/NccN4UVdXScIFr4ee7+7h+VFUbwj1TeE0Ib55/99m9e9PA23sHv3Mfd254nQB3H6++MrzP3mPd+FRVc8Qb9R0+Tu66LqCyqroGVX1/O3iuq1niHQt3L9SLjqPk+l731PA59Opkq6qL4v2/qrmsbk24a3lrPTi3Se+8eq/jfYaqYiXC66B4xyh8nsLdmqsbz+oCJsPv7a5f1bqvKoAwPILcO0e16QtjFR6FH07ovONb1f28c+oN4PXue+9a9/bHzQPcsrcWSvj+rC5A7nzzVd1zV7U+zzdPNdGkmoDivWqKn4XPX1V9ri42o7rncve7kHovHwtJ40LQ2kugvYv9fU+Et8MI8rtVEtJwwulAJfy61U1u6PhaSkjhYOONIK7N84ZzvN6+e7+Hn+MFjnAiXpvmHd/qiHJNXFlVkfBegh0OADW1qu4f2pxhwBEuwVYV0V7lBgrrb3UBZOEeKuFjVRM3WxUBDZ+jmoJRzzdf4dHv1UWI1zTGbkyrK9B1oRHVF1pT5Hx9PId4VlF47ULX+sdRS/Bxuu5/zXsKoze6WbyFqtrcXi8r9JUYmtExVpUrp7aDhyHSBd/UdpF6cxm5NB3VBUJhU8DI6Rq2jK8HDUjOsIdOGBsLesVzuIvgOKC/xZCPLSE8vw4cHnrXmkTa8z9bzSkGMH5hkEX09/ri17R5Ay6jv7J6YhwO0I9XJT04e4XT+59v3NGju1oTiNtOL+2tCod7q3deahOIh96a+WR8//Pv/9Q4bu75sFs412d+I9aFZ3HxOlXd252LHt+5QqN7Ds/n9EGC1PDeO2nn67ie+sGTNV63qr5hD2Qv4iqKzQXHBBf4+EHUhdybPYCNwxsT4M0qjG3F5QHDjubsRPQJ+yMGfG9KHOeK67wpL1QdxByG503z2ycENDDO4stNDYwngllVvQvUAQmGRWIrWGhDEpOsARyCiWcGesxAIaCv2gXmXG5ZqBgg8QjBqIeBByMjfv54M2DExuCDQZ4N59w4XaAO10cHyu9cB+MjcRVDkpIrgRZGJIxQgYjXn6pfr962hoNruKu67xA3DJ4YYAnMwyMJwxlulC5y1xk0x48da42lePFAJOkPHh5sMAgVGxwdPAY/DH2MG33HIIzxlbFD18z4uhgYngUDG+exaTDoAnLhXDfjifsrx+A944rbAHgu+y3jhyPBi8GqbRYIXnnFZgZmvDmXGhkYgBlH259f/ML2HcMnGxeDJv85Lw905HgjYYBjjF1/ICKu9gKGxDMGbPGsou8Y6DCeYyh3gXx4NvEMGEoh0lyHe3NPivdwPQyqfAYA1hYXW+8f7gnxesHjUGHH4N5P2eelHgU1UJzDBZ58xLOwtvCGYXytR5TpD84XAINd08F1TBp+0u3T8HhiLontYL64D/PA/AGQjCXElb4ynjgS8J1ru/55CR5OBjBXOACQYdjtgW8FvZYYL+7DmKPy4bldvAF9xiGCNY6dhjnHMMsac2AIgLDv6ANr9u2337JqPO6JizHeTH/1MGOhINS77rbzefaaa0MZl+kfsQU09gMecjTiBwJFli63njp4hnFP5tironIGchxHiIjmHgDwv9/4t30umBzc2klPj9qTc1kHrAfWIa7I1anV/PYxBw0m1BVJcpwEi5LN5PWgKFq92vpQ0zCg4tmTvXSZTYE+e8YMu8Dx/QeEKKZELQQ8inDTxXsA4yZuuddcdUZpI0dZop2Rnm49rhIHDrLBXRMzxlk3QFxZ8eEn5gKuC7dSApPw5yaGgu8uyvILn/+CdZ0lmIYYBQJxcJ11/upsRiLZnRskGxeXWPyvCc7DK4lYAK5JXAFeIhAiXI5xxcVlEu4UQstx1A/Ak4eAJVLK4yWRu2KFRptj8aAgfgUvkrSRIy2ho7wsm5OYDMYB91HcFnEPJn7BPZfziXcgjWsqbqj3BN2R2YRXG+kBiRCJD4KI/ziEgvNd5C2eUXiakNIDwvP0Uz+0gMxxjAkuibhDAvZngt4bV11xpSUqSDRwydebaxBT4K0ciIeZ8/AA0LkmY8G98OmHOPI7xIb7cDyGUdJzQ8xdUa67gtH4PBfjekuwFgXjwTn43+P9xvWdYRzPM47FC4koXDzZHNNAIBheYhQAwl0Toz7eV3g9Mcd44rkoeUCBe9BHQAHXUUAG8MDjCvdM+uOCDvE8wqOLMcdFmnGDIPKs3hK0zsBLzAlecKxbCCqMFswRz4tXIC6gSMAHzHNwPusH0IAZYT3jismzcX0LQhvKLaElyI3f7NyY+Ttl5gmXV9YI8427M8DGPma8HUi6vvGc9MEV3IK5s4yTmRMaoITTAWDAvnZgByPGnLEuvBUovZkA7jcAQ4wKTAf9YD25mh3MNcwODBX7BQYJTQWVAdmn/w2HC79dJGh488mwYCG8cP+uwVVDIL/l8euGoKJGgDsg6hfgWDB3rnUlJLAHUIDbQI0B0ccNjqI5cPlsHN4BI4q0QOSQWLgG7mz5q/Jsmg4ACPAiqA+Ono0PUaUEK+59cLoQYBc8RSMyGu4FQs+xuCq6gBoagUDEWzhAhPjgAw1hgksC5AAMCB7ABSjxPxsJYsPCJ76D+24KxoQgkXAuGwyQgPiy4ZEoiJPgXgTIIaE4jhMuDFCEYAGUbDKIKvfmeb16X7dpCUQKcMTHQ7Ug4PKpM8HYOK4dwMYNGVCn/07lgqse/UayQWLieAggKjnmAukNgINBgGgR+wEBpg/0z6u6gng4VRwRzbgr0w/r428INeuAMeOeEBmIBuOIKzW/PWDGmz7TADzWDBImfQecUHMgFfCcEFs3DqwX5wrJGoAoIgm4xnlIOMQZ0D/WLiAAoEGoXVEkGi6YSJTkP4MJYq0Qr4Iqjz4BEDABNACHmAMADxUfAIJbLAF+PE/4fLGenaqT/4mLQfJgvog3ImUM9UYAZ7h91jdSGS65rCU4eQASSQ8wwYUdYu+kfIgtoAU4IN3hlgoIIWHZIDNDvJmjbwRjVkJgZtYw6wf1H+ub8eWZqPPC81rJ8YtfsteDcaGyIQ2AdkCBVLXRSL3hEgwghgTN+PN8HA8YIWXymWvCUMAUIOExjuwz9rELkn3HL9b0yQANN1EQTqQCiB+TXpVHgLVnmE2GLz8cL0F5LHoWLgE7cPgQcdw1KYsJd8wmpxog3CpSCAud3x0BhLCyIdkMqJvY2IjABIHRD4g/QV1wdVkLF1ppgQA0vgMA3iJMcFAcj7SB9AKXA2F0jViEQbFxtnYyGx7iDlcJ0YJoQ8joG1z7j4K2EhrPA0EnupigK2I3CPKj74jcgAKc1nIjSSBF8Cz0C8IOIed8iAWgQhAdxxKdTuAaRAKCRp9wLSUAj/NvD0pytEBf91iCCnHAJoPUBdGBEF0XJH5sRMf1WoJsiDnzyWYGnJGkIIqAwFbDxTJGTvUHsSeiFbuJ5YrNWPGbAwavXz/PxTFIKDAHcKkQaAjftUEOn3QbzJ+LDgZk0Y8/aAgyIIhfPMQRSQbiD7fMWuK+9A9/fkoA/zIYE2AJ/TPP2LWA2oRAMrhVb64xCDW6eqQ4y1Wb+eRerC8XOxIaG9MPly6C4FGIsAVv0xdAl1gWOG64ZQt4pu/HzDxA/ABWiCr7BWkV9ZAr/BQg7GctYWdeIcwQUlQwRGwjzTBHrHM4c/oPaISSVSpQHIu1hjTHfEFUkVQZE54RNRHAxRpBjch9WLfsZZgO5hXGDQYKAHOqJOJ5iLDmN9YRkgY2L9adSxUPOHFf9hkqUaQC9hBMC3PNvVFVcQ2nUrK5ug5RHOqLtl+8AEvmAYmONEOszQpzHxg1mBHGgLFgzL2Si98+Ieop1+DkiMKtyeBHgA4h7qQr+KUnaR8iPhuAzZQ5cZJdEE8GE6IRkAUHBNeBaseph/4SrK+AjpgNwSKGOFlj5iuvWF0vGx3fb7hfV6cDvT0cPNf7uSeZF8cgwnM/GhKLM+jR0BFjqwFwSFBIdlI2K1LE34LJ8Djf2WG8ajsIMJvRSSlw6s42QSDdW2ZjsgEhRuiS6T+BW9zf1a9mjJwNgufkWOdTTzCTU8OwUd1GcoZnNilE4LUgcUGnDzGiP9yHOfAWE3IbEO4Voo7unGMZW/qBtAEn+2owOZ1LLslzYQti7F2RJ+bFuyZ4PoKVHMGGe2ddwB3bVA7Ba7EWHGEB1OBimWdeBFzSR5gMCK5NxGfOZU0wXhBCx117PXIgbowDvzHG3iyflNJ9wZPp2Kn5ACeeyxsTwDEuUh/CyzPRhy8HI7Rf/t3LlrCdMlIyoE1j3TDnzvXU2WxQxXhBg+s5gu3GgjHlmVAVurWA2oo15zKlel+cC9AxJowhLqzO/Zh37unNourUbgAY8/KLl35hJXcXfOnWA+sGIHWGZ7tuzDWdnQcQdOo+9hF9toXLzPEAJ44r3J816gLbWD9IMZYOGAnsie8Ggt5cpgCkE9Y9/SW7LzYowAPb1yvVFJ3y2ycENGrv6VPZ2yPcs8rL3f+3uIf3LtF9a0o1XluPmPNd09vYbH/yVOSr6txLFUB2Kc79MILFIIzesqMf1X29nyHCqMCQCl8L84oLd1k+Xz9r4zn2Qce4qvtglH6rmpir2tRMqe7+XNN5t30U8+O3jzFo1LZwUnXBdNUVCaop4KamQKdATYpzg4JqKp5TXVWx8P/fq6ZgTlVjEB5LEH6cK3bkraFR1YYM71tVfvrV5fuvKkCqqmp9NQV1VTfm1Y1pTa6n1RWyqqkCXVX3rS7YrTrCU1MBrdqM+/n6WVMdieqqTVZFMM8Z92oKc53vOaurEFhdwaOqXOTPt3er+1xVINz53LGrmp9K9wwrLOSDy/8TSeODcm2+QevSSjf/i+1iy31eyjmoKULYb37zQcNvfvOb3/zmNx80/OY3v/nNbx+k/R+ikMdcWCPvigAAACV0RVh0Y3JlYXRlLWRhdGUAMjAxOS0wNS0xOVQwMjoyMDowMiswOTowMAHZHMQAAAAldEVYdG1vZGlmeS1kYXRlADIwMTktMDUtMTlUMDI6MjA6MDIrMDk6MDBeaGrwAAAAAElFTkSuQmCC)
しれっとBax配列と書いてあるのに,そのPDBをみれば全く違う配列.
基本がなっていないってこと.
つまりK120のアセチル化の部分だけが違う2つのもので比べるのが筋でしょ?
違うDNAの配列のものを持ってきて何を言っているの???ってこと.
書けば良いこと.K120がアセチル化するとBax配列に結合しないって.
誰に遠慮しているのだ?ってか大丈夫???って感じになる.
![Screen Shot 2019-05-18 at 13.27.38](data:image/png;base64,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)
所詮DNA damageでp53の蛋白量が増えたからだろ?
![Screen Shot 2019-05-18 at 13.28.16](data:image/png;base64,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)
p53の量が増えなくてアセチル化だけが増えて,アポトーシスに行くならまだしも,全体量は増えているし,刺激前もプロポーショナルにアセチル化しているだろ???違うの???ってこと.
MOF, Tip60をKDしたK120のアセチル化を阻害した状態でDNA損傷を与えてもアポトーシスに行くんじゃない?ってことよ.
しかも,Baxの配列を見ればK120がアセチル化すればsteric clashするし,in vitroのデータとも完全一致するだろ???だいたいアセチル化ってなん%なんだよ?って感じ.
知らない人がいるとあれだけれども,ウエスタンに使うメンブレンは+チャージされているので,+チャージしているものが中和されたり,mutationをいれて-チャージさせるとメンブレンに吸着する効率がかわったりするからな.GFPみたいなものをつけても,メンブレンへの転写効率が変わるから,マススペックで割合を見積もるのが適当.簡単ではないのは知っているけれども重要な点だろ?1%か10%か100%で全く意味が違ってくるだろ?ってな話.
目を覚ませってこと.
ま,PIの大先生の仮説に真っ向から反する結果を出してきたわけでクビだわな.
ちなみに,エモリーにいた頃は,おかしなことを言っている人がいて,それを指摘した次の週にはさらっと,As I told you before, と自分が指摘されたことを,さらっと自分も前から言っていたという風にしていた人がいたwwwwwwww
ま,ぶっちゃけそれでいいじゃん...って感じ.
肩書きが偉くなっただけで,人間としてはミスもするし,間違った解釈もするわけで,素直に認めればそれでいいんじゃない?
ま,そういう人ばかりではなく,お前はクビだ!!と言い出す人もいるのも知っているので...
僕がいかに本質的に出世できないのかよくお分かりになるだろう...
自分に無理をしてもね,しょうがない.病気だし,寿命もそんなに長くないんだし...
構造の論文に何が書いてあるのかわからないから,読んでもわからないと言うのはわかるし,これらの論文は,プロである僕が読んでもさっぱり意味不明.なんで明らかなことを記述しないで,枝葉部分が違うというものばっかりなんだ???幹が違うんだよ.
ちなみに,この分析,解析は全てpublished dataのもの.
今後の課題はこれらをどう理解するか?ってこと.
この仕事はCellに出せるだけの仕事だし,レフリーの質問に全て答えることができるレベルに達している.が,
ただ,なんども説明しているのに耳を傾けようとしないのはお前らだってことになる.
感情的に受け入れられないかもしれないけれども,今すぐ自分たちで軌道修正の論文を出すか,他の人に間違っていると言う指摘を受けるかは,結局お前ら次第ってことになる.それに,誰も気にしていないんじゃない??誰かいるの???解釈が間違っていたなんて,当たり前なこと.なにも恥じることはない.
論文に書かれていない,まだ知られていない,記述されていないコンセプチュアルな原理も全部説明したでしょ?そして,僕が言ったように特定の塩基配列を変えることで全て結果が予想通りになったでしょ?何が不満?
結局は妄想に囚われたままいるから,まともに質問に答えられない.
アセチル化そのものはBAXの結合を阻害する.ただし,アセチル化の割合は非常に少なく,アポトーシス遺伝子群の発現制御にほとんどポジティブな関係はない.アポトーシスが誘導されるのはp53のタンパク質の量そのものが増えることで,p21よりも弱い結合であるBAX REにもp53が結合し,Baxをはじめとしたアポトーシス関連遺伝子を発現する.p53のタンパク質量が少ない時はアポートシスには行かず(結合が弱いから),p21転写産物を発現させるので細胞周期アレスとが起こる.その結合の強弱はbinding elementの配列に依存している.そしてその配列を変えることで,発現制御を人為的に操作することができる.この基本原理は構造解析とbiochemistryによって保証されている.
つまりは,p53はp21に結合することによって細胞周期の停止,Baxなどによるアポトーシスの誘導することができるけれども,基本は低濃度で結合することができるp21に結合し細胞周期の停止がデフォルト.そこにp53タンパク質の量が10倍?100倍?ぐらい蓄積(分解されないまま増える)と,弱い結合でも結合するBax様配列にも結合できることでアポトーシスにいく.つまりアポトーシスに行くかどうかはp53タンパク質の濃度依存性に依存している.ということになる.
これは仮説だけれども,TP53の転写活性がRE配列依存性,かつ,濃度依存性を持つということは,結合形式がdistributeである可能性がある.スキャンしてprocessiveにサイトを探す...というのはもう一つうまく説明できそうにないって感じがする.
DNA damage responseによるアセチル化はせいぜい数%でしかなく,さらにアセチル化したものはp21では影響がなく,Bax様配列のみにおいて結合が低下する.アセチル化が100%いけばBaxの発現はさらに阻害されるということになる.定量的に調べるということは非常に重要.
DNA binding assayだけで,そこまで仮説を作れるわけで,それを構造解析によって保証することができる.その仮説はin vivo, cell based assayで証明すること,確認することができる.何が問題???ってことになる.
構造解析でここが認識しているからとか,そういうものは本質ではない.そういうところばかり見ていると枝葉しか見えないということになる.
それともbiochemistの言っていることが理解できないから???この原理は笑っちゃうわってことが元になっているのだけれども,馬鹿にしているのか???ほんと笑っちゃうわってぐらいの単純答えにはちがいない.
麦茶を飲んでいるところが偉そうだから?それとも,ただの肩書きのないヒラ研究者だから?
もしやないとは思うけれども,お前は言われた通りやれば良いと言うこと???
そういう思想を持っている人は知っている.
まさかの僕の才能に対する羨望?ま,それはないだろう.所詮肩書きのないヒラの研究者なんだし...権力も何もないわけだし,潰そうと思えば簡単だしね...
DNA-proteinの専門家であることを知っている上で僕に頼んだわけで,p53の構造解析をやっている人たちが10年以上やって理解できなかったことを半年で完全に理解できたわけで,肩書きがないと言うからと言われるならば,どうぞどうぞ.ってことになる.
おそらく痛い目(別のグループが先に論文にしても)にあっても気がつかれないのかもしれない.
自分の自説を広めるために仕事をしているのではないので.
都合がいいと言われるかもしれないけれども,結晶構造の中のアーチファクトが複雑に絡んできているからになる.ただアーチファクトであることを逆手に取れば,全てを完璧に説明できる.
アーチファクとが起こりやすいところはDNA-DNAがスタックしているところで,通常では結晶構造解析とは無縁の部分.ただし,分子が結晶を作るためには無理なDNA-DNAスタッキングが時には必要不可欠で起こるため,そのためにL1 loopのdynamicに違いが見られる.アーチファクとであろうがなかろうが,そこにバイアスを除外した時に,L1 loopの安定性に注目すると見えてくるものが見えてくる.1つの構造を見れば,そうかもしれないと言うことがわかるからこそ,複数の構造を見れば確信に変わってくる.そして,実際にDNAの配列を変えると,ほぼ完璧に予想通りにコントロールできる.
こうすればこうなるから,こうしてみ?と言われるままにやれば,予想通りのin vitro, cell based assayで結果が出ているでしょ?K120Aに対する,今までほぼ無視されていたような2002年だったっけ?のjbcの論文にあることだって全て説明できているでしょ?しかも,自らの手で,結果が出せているでしょ???
10年以上理解されてこなかったことが,僕が優秀すぎて半年で答えが出てきてしまって困惑しているかもしれないけれども,僕にとってはむしろ失望に近い.なぜ,過去に縛られて生きているんだ?って.
過去の論文を見ていれば,結合能に違いが見えると言うことが記述されている.それは何故なのか?結晶構造を作って眺めているだけではダメなこと.自らの手でbiochemistryをやって,構造と機能をリンクさせていく必要がある.
別にp53に限らずの問題.
論理も全部文章の状態にして説明してあるのであとは自由にってことになる.口頭ではなく文章でと言うのはまったく重みが違うわけ.全ての根拠がロジックで隙間なく繋がれて書かれている,何度読み返してもらっても大丈夫な状態.それだけ完璧な理解に達している(ほぼほぼ1年で.理解したのは半年後,それから説得し続けていること6ヶ月...).でないと,構造生物をやっていますと言うことにはならないだろう.こんなのはほんと失望だわ.自分に対してね.
結局2011年のPNASの論文で,テキストとしてアセチル化するとDNAに結合しないと文字として書かないからこう言う風になる.
そんなにデータに自信がないのか???さらに続きの構造の論文でつじつま合わせをしようと言うのはおかしいこと.
はっきりそれはない!
と書けば良いことを書けないと言うのは,コミュニティーとして問題があるのではないでしょうか?
僕の2012bの論文では当時MBD4 glycosylase domainがメチル化Cを塩基除去できると言う論文を完全否定したからな.だからNature editorialもKim et al., 2009の加藤茂明捏造Natureをリトラクトしたわけで,それでなければ,メガコリゲでNature editorialも逃げ切ろうとしていたからな.加藤グループだけではなくNatureのeditorialもだからな.
そういう決定的な仕事ができなければ構造生物学なんてやる意味はないし,biochemistryがないままにやっても説得力が欠如してしまうのではないでしょうか?
原子レベルで原理を説明するから,誰もが納得できる状態になるので,議論に決着をつけることができる.つまり物理法則が覆らない限り,永遠性を持つ.
p53はお医者研究者様たちが好きそうな,がん抑制遺伝子であるはずで,もっと明確に答えが出されていてもいいのだけれどもグダグダなもの.p53に類似したp63, p73の構造解析はもっとグダグダ...
普通のお医者研究者様がこんな論文を読んでも,ほとんど理解不能だろう.
p53の構造だけやってるから,答えが目の前にあってもとんちんかんな方向に行くわけで,結局お前らは何にも価値をわかっていないままちんたら構造を決定して楽しんでいただけってことになる.
これはp53に限らずの問題.構造が明らかになればそれで終わりというような姿勢.
結局見えているもの,見ているものは何を意味しているのか?
重要だからというだけでプロジェクトが進んでいたような気しかしない.
構造がわかれば何かがわかるというコンセプトは蔓延している.結局それをクライオでやろうがコンセプトがこういうものだと...
理解はできる.構造を解くまでに難関があるので,たどり着いた時にはエネルギー切れという感じの論文は無限にある.あえて,本人を目の前にして言わないけれども...
その一方で,ムービーを作ってyoutubeにあげたり...そんなことよりも重要なことがあるんじゃない???
サイエンティフィックな意義を解決するために方法があるのではなく,方法のためだけにあるのではないか?という強い不信感が常にある.
biochemistry & structural biologyの専門家が見れば,一瞬で答えが出てくるわけで,そんなのは屈辱じゃないのか?ってことになる.
あまりにアホらしすぎるし,さっさととどめを刺さないと,妄想?の仮説をもとに10年も無駄にすることになる.コミュニティーのためにならないでしょ?誰かに遠慮していてばっかりだと.
p53とDNAの構造はおよそ26個ぐらいPDBに登録されている.p63, p73も入れればもう少しある.
今は僕はp53のDNA binding domainの構造解析の専門家といっても過言ではない.
(構造を決定することと,解析することとは全く別物)
2006年のMol Cellのものがp53/DNAの複合体構造解析がまともな最初のものに見える.(もう少し前にscienceに出ている構造は,ただ最初に決定したという意味で,それ以上に意味を持っていない)
結局この論文でDNAの配列によりp53の構造に違いが見えているかつ,記述されているのに,その違いは何を意味するのか?ということに答えられないからというのが事の発端になる.
時代のせいもあったので仕方がないけれども,binding assayがEMSAしか選択肢がないと言う状況が問題になる.ちなみにあとから出てくるFPは,当時はhigh through put readingは出来なくとも,実際可能であった.テクノロジーの現実的な限界は存在していることは間違いない.
あと補足しておくとコンセンサス配列は
RRRCATGYYY(n=0-10ぐらい?)RRRCATGYYYで直接認識されるのはCATGのGとCの反対鎖のGの合計4個.
突っ込まなかったけれども,このEMSA,Kd valuesが記載されているけれども,見た目を反映しているか???つまりbinding assayをやったけれども,差が見られなかったというところ.
結局Department of Structural Biology なんてやっている時点で問題なんだって言うことよ.
だから姉妹紙なんかに論文を出しても意味がないのよ.editorが興味がないと言うものではなく,構造に違いがあるとわかったのに,その答えが出ていないだろ?答えが出ていないから姉妹紙止まりなんだよってこと.
そのDNAの配列の違いによる結合能の違いを示している論文(著者たちは別のことを言いたいらしい)が2011のPNASなんだけど,これも日和っている稀に見る,根性のない論文.
お偉い先生が書かれた論文か知らないけどさ,この無駄な実験の数々
論文の結論はこのノンスペのbinding affinityがK120がアセチル化されると下がると言うもの.
他のことについて,全く記述がないんですけれども...
この論文によってK120の役割がノンスペに対するKoffに重要だと言う流れになってしまっている.本当か?ただ単に表面チャージを+からニュートラルにすればどれも同じ結果でしょ?本質を綺麗に外している.
それが当時の流行だったのかもしれないけれども,なぜ結果から目を背けて学ぼうとしないのか全く理解ができない.
はっきりとBax配列ではK120がアセチル化すると結合能が落ちると言えば良い.
こんな塩基配列特異性,つまりp21とBax, PUMA, などなどで特異性が異なるのか?
僕はこういうのは初めて見る例だけれども,それをサポートする結晶構造もあるので,それが正しいのです.構造を見ればK120がアセチル化するとsteric clashを起こすのですが,他の配列,p21もどきのものではK120がアセチル化してもsteric clashを起こさない.というかK120 sidechain自体がdisorderedしているので,アセチル化しても影響がない.
これはこのbinding dataと2006のMol Cellの構造をみれば簡単にたどり着く結論になる.
では,なぜ,そのような差が生まれるのか?その仮説を立てるには体系的なDNAの構造に関する根本的な基礎知識が必要になる.
ぱっとみて,その意味が理解できるか?必要な時に勉強すればいいと言う姿勢でははっきり言って不可能なこと.体系的な知識がないと答えに達することはない.仮説が立てられれば単純にそれを証明するだけになる.仮説が立てられれば簡単なことよ.
けど,日和って,テキストに書かないから論文を読めない人が理解できない.ノンスペが見られない条件下でp21配列ではアセチル化は影響しないけれども,Bax配列は影響する.
それが答えでしょ.このテーブルを見ればそのままでしょ?
何をとんちんかんなところを見て,ノンスペの結合力が下がる?は???ってな感じ.
表面の+チャージがなくなったから,ただ単にそれで下がっているだけでしょ?
150 mM NaClではなんでもベタベタつく条件で,そんなところでものを見る意味はあるのか???単にin vivoのphysiological conditionが150 mMと言われているからだけだろ?RNAでも,なんかよくわからない-チャージのタンパク質だってなんでもくっつくぜ?
所詮PNASというのはそう言う雑誌に過ぎない.
タンパク質がDNAをスキャニングしている?そうかもしれないけれども,こんな短いDNAで見ているものはそんなものにはなり得ない.biochemistならそんな結論にはたどり着かない.
なぜ目の前にあるものを直視しない???
仕事としては良い仕事をしているよ.コンプリヘンシブで違う塩濃度でいろいろな配列を使って調べている.それは非常に重要な仕事なのに,結論がそれ???ってバカにされても仕方がない.
それが嫌なら,真面目に向き合って記述すればいいだけのこと.
8年前のものだけれども...
付け加えて書くならp21配列は塩濃度を上げても結合能は落ちないけれども,Bax配列では塩濃度を上げると結合能は低下する.それはどういうことか?その答えは,前の構造論文に書いてあるでしょ?
つまりマイナーグルーブに侵入してこようとしているR248のコンフォメーションになる.このコンフォメーションの違いが結合能に重要に関わってきている.
つまり,結局見るところはそこの塩基配列になるってこと.
このArgのマイナーグルーブからの認識はDNAの結合に非常に重要なもので,非常にたくさんの記述がされている.だからこそ,みれば一瞬でぱっとわかった.
全てはもう答えが出ているのに何に遠慮して日和っているんだ???
かとおもいきや,その1st authorの人が独立してこのDNAとの構造解析をしたのだけれどもまたとんちんかんな....
2つのものを比べる時に,同じDNAの配列,Baxというの名前だけれども,違う塩基配列の物を持ってきて比較している.お前ら最悪だわな.違うDNAの塩基配列の共結晶構造を持ってきて,同じものとして比較してってそれはないだろ???
しれっとBax配列と書いてあるのに,そのPDBをみれば全く違う配列.
基本がなっていないってこと.
つまりK120のアセチル化の部分だけが違う2つのもので比べるのが筋でしょ?
違うDNAの配列のものを持ってきて何を言っているの???ってこと.
書けば良いこと.K120がアセチル化するとBax配列に結合しないって.
誰に遠慮しているのだ?ってか大丈夫???って感じになる.
所詮DNA damageでp53の蛋白量が増えたからだろ?
p53の量が増えなくてアセチル化だけが増えて,アポトーシスに行くならまだしも,全体量は増えているし,刺激前もプロポーショナルにアセチル化しているだろ???違うの???ってこと.
MOF, Tip60をKDしたK120のアセチル化を阻害した状態でDNA損傷を与えてもアポトーシスに行くんじゃない?ってことよ.
しかも,Baxの配列を見ればK120がアセチル化すればsteric clashするし,in vitroのデータとも完全一致するだろ???だいたいアセチル化ってなん%なんだよ?って感じ.
知らない人がいるとあれだけれども,ウエスタンに使うメンブレンは+チャージされているので,+チャージしているものが中和されたり,mutationをいれて-チャージさせるとメンブレンに吸着する効率がかわったりするからな.GFPみたいなものをつけても,メンブレンへの転写効率が変わるから,マススペックで割合を見積もるのが適当.簡単ではないのは知っているけれども重要な点だろ?1%か10%か100%で全く意味が違ってくるだろ?ってな話.
目を覚ませってこと.
ま,PIの大先生の仮説に真っ向から反する結果を出してきたわけでクビだわな.
ちなみに,エモリーにいた頃は,おかしなことを言っている人がいて,それを指摘した次の週にはさらっと,As I told you before, と自分が指摘されたことを,さらっと自分も前から言っていたという風にしていた人がいたwwwwwwww
ま,ぶっちゃけそれでいいじゃん...って感じ.
肩書きが偉くなっただけで,人間としてはミスもするし,間違った解釈もするわけで,素直に認めればそれでいいんじゃない?
ま,そういう人ばかりではなく,お前はクビだ!!と言い出す人もいるのも知っているので...
僕がいかに本質的に出世できないのかよくお分かりになるだろう...
自分に無理をしてもね,しょうがない.病気だし,寿命もそんなに長くないんだし...
構造の論文に何が書いてあるのかわからないから,読んでもわからないと言うのはわかるし,これらの論文は,プロである僕が読んでもさっぱり意味不明.なんで明らかなことを記述しないで,枝葉部分が違うというものばっかりなんだ???幹が違うんだよ.
ちなみに,この分析,解析は全てpublished dataのもの.
今後の課題はこれらをどう理解するか?ってこと.
この仕事はCellに出せるだけの仕事だし,レフリーの質問に全て答えることができるレベルに達している.が,
ただ,なんども説明しているのに耳を傾けようとしないのはお前らだってことになる.
感情的に受け入れられないかもしれないけれども,今すぐ自分たちで軌道修正の論文を出すか,他の人に間違っていると言う指摘を受けるかは,結局お前ら次第ってことになる.それに,誰も気にしていないんじゃない??誰かいるの???解釈が間違っていたなんて,当たり前なこと.なにも恥じることはない.
論文に書かれていない,まだ知られていない,記述されていないコンセプチュアルな原理も全部説明したでしょ?そして,僕が言ったように特定の塩基配列を変えることで全て結果が予想通りになったでしょ?何が不満?
結局は妄想に囚われたままいるから,まともに質問に答えられない.
アセチル化そのものはBAXの結合を阻害する.ただし,アセチル化の割合は非常に少なく,アポトーシス遺伝子群の発現制御にほとんどポジティブな関係はない.アポトーシスが誘導されるのはp53のタンパク質の量そのものが増えることで,p21よりも弱い結合であるBAX REにもp53が結合し,Baxをはじめとしたアポトーシス関連遺伝子を発現する.p53のタンパク質量が少ない時はアポートシスには行かず(結合が弱いから),p21転写産物を発現させるので細胞周期アレスとが起こる.その結合の強弱はbinding elementの配列に依存している.そしてその配列を変えることで,発現制御を人為的に操作することができる.この基本原理は構造解析とbiochemistryによって保証されている.
つまりは,p53はp21に結合することによって細胞周期の停止,Baxなどによるアポトーシスの誘導することができるけれども,基本は低濃度で結合することができるp21に結合し細胞周期の停止がデフォルト.そこにp53タンパク質の量が10倍?100倍?ぐらい蓄積(分解されないまま増える)と,弱い結合でも結合するBax様配列にも結合できることでアポトーシスにいく.つまりアポトーシスに行くかどうかはp53タンパク質の濃度依存性に依存している.ということになる.
これは仮説だけれども,TP53の転写活性がRE配列依存性,かつ,濃度依存性を持つということは,結合形式がdistributeである可能性がある.スキャンしてprocessiveにサイトを探す...というのはもう一つうまく説明できそうにないって感じがする.
DNA damage responseによるアセチル化はせいぜい数%でしかなく,さらにアセチル化したものはp21では影響がなく,Bax様配列のみにおいて結合が低下する.アセチル化が100%いけばBaxの発現はさらに阻害されるということになる.定量的に調べるということは非常に重要.
DNA binding assayだけで,そこまで仮説を作れるわけで,それを構造解析によって保証することができる.その仮説はin vivo, cell based assayで証明すること,確認することができる.何が問題???ってことになる.
構造解析でここが認識しているからとか,そういうものは本質ではない.そういうところばかり見ていると枝葉しか見えないということになる.
それともbiochemistの言っていることが理解できないから???この原理は笑っちゃうわってことが元になっているのだけれども,馬鹿にしているのか???ほんと笑っちゃうわってぐらいの単純答えにはちがいない.
麦茶を飲んでいるところが偉そうだから?それとも,ただの肩書きのないヒラ研究者だから?
もしやないとは思うけれども,お前は言われた通りやれば良いと言うこと???
そういう思想を持っている人は知っている.
まさかの僕の才能に対する羨望?ま,それはないだろう.所詮肩書きのないヒラの研究者なんだし...権力も何もないわけだし,潰そうと思えば簡単だしね...
DNA-proteinの専門家であることを知っている上で僕に頼んだわけで,p53の構造解析をやっている人たちが10年以上やって理解できなかったことを半年で完全に理解できたわけで,肩書きがないと言うからと言われるならば,どうぞどうぞ.ってことになる.
おそらく痛い目(別のグループが先に論文にしても)にあっても気がつかれないのかもしれない.
自分の自説を広めるために仕事をしているのではないので.
都合がいいと言われるかもしれないけれども,結晶構造の中のアーチファクトが複雑に絡んできているからになる.ただアーチファクトであることを逆手に取れば,全てを完璧に説明できる.
アーチファクとが起こりやすいところはDNA-DNAがスタックしているところで,通常では結晶構造解析とは無縁の部分.ただし,分子が結晶を作るためには無理なDNA-DNAスタッキングが時には必要不可欠で起こるため,そのためにL1 loopのdynamicに違いが見られる.アーチファクとであろうがなかろうが,そこにバイアスを除外した時に,L1 loopの安定性に注目すると見えてくるものが見えてくる.1つの構造を見れば,そうかもしれないと言うことがわかるからこそ,複数の構造を見れば確信に変わってくる.そして,実際にDNAの配列を変えると,ほぼ完璧に予想通りにコントロールできる.
こうすればこうなるから,こうしてみ?と言われるままにやれば,予想通りのin vitro, cell based assayで結果が出ているでしょ?K120Aに対する,今までほぼ無視されていたような2002年だったっけ?のjbcの論文にあることだって全て説明できているでしょ?しかも,自らの手で,結果が出せているでしょ???
10年以上理解されてこなかったことが,僕が優秀すぎて半年で答えが出てきてしまって困惑しているかもしれないけれども,僕にとってはむしろ失望に近い.なぜ,過去に縛られて生きているんだ?って.
過去の論文を見ていれば,結合能に違いが見えると言うことが記述されている.それは何故なのか?結晶構造を作って眺めているだけではダメなこと.自らの手でbiochemistryをやって,構造と機能をリンクさせていく必要がある.
別にp53に限らずの問題.
論理も全部文章の状態にして説明してあるのであとは自由にってことになる.口頭ではなく文章でと言うのはまったく重みが違うわけ.全ての根拠がロジックで隙間なく繋がれて書かれている,何度読み返してもらっても大丈夫な状態.それだけ完璧な理解に達している(ほぼほぼ1年で.理解したのは半年後,それから説得し続けていること6ヶ月...).でないと,構造生物をやっていますと言うことにはならないだろう.こんなのはほんと失望だわ.自分に対してね.
結局2011年のPNASの論文で,テキストとしてアセチル化するとDNAに結合しないと文字として書かないからこう言う風になる.
そんなにデータに自信がないのか???さらに続きの構造の論文でつじつま合わせをしようと言うのはおかしいこと.
はっきりそれはない!
と書けば良いことを書けないと言うのは,コミュニティーとして問題があるのではないでしょうか?
僕の2012bの論文では当時MBD4 glycosylase domainがメチル化Cを塩基除去できると言う論文を完全否定したからな.だからNature editorialもKim et al., 2009の加藤茂明捏造Natureをリトラクトしたわけで,それでなければ,メガコリゲでNature editorialも逃げ切ろうとしていたからな.加藤グループだけではなくNatureのeditorialもだからな.
そういう決定的な仕事ができなければ構造生物学なんてやる意味はないし,biochemistryがないままにやっても説得力が欠如してしまうのではないでしょうか?
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