Fiestel cipher

profileHumus
Feistel.ipynb

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ZFBDJ5bKkkbb47iNNoIO45Vs54yQccVvaR8QPBmjLc6XpdtqkPlSmWaH+zpyVeQ7yTlcjJJP41o/8AC0vD+RiPVcf9guf/AOJouu4rrucpqXxA8Sf8Te1tPLyqanHatFbkujQKrRt6Hdlh07VqWHjHXbia4so57SFbWwikW5vFbdPugDeaqgYYeZ8pAIwPetj/AIWl4f7Rar/4LJ//AImkPxS0DoItVI7/APEsn/8AiaLruHMu5h6N4u1fW9d8Oi/mkso7gXkGo2YhwEnjCgRlu/8AEwI7H2rtvCd9d6l4WsbvUARcSK2SR98BiFb8VAP41iSfE/w5LE8bwaqyspUg6XPyD/wGkj+J/h5FCrDqiqBgBdLmAA/75ouu4c0e52h+YYzRkDHfHauO/wCFpeH/APnlqv8A4LJ//iaa3xT8PKp/daqB3P8AZk3H/jtHMg5l3OzPJBOfwpMMSSc+wFVdN1O21fSbbUdPcyW11EJYnKkblIyDg9KtjO3Oe1MYoznJ/Kkz82F59fajkZyPxpAQFGeTQA7Oe9BBzxx60DjoPypAMZ68+tAxaTPI4zmgAetHAPOBQAZ4PBpGbbxjJ9BSkkngceuaPoKAAepOPQUBQOnfqaQ564ye1Y3iLxbpfhdrVdVa433hYQpBbvKzbQCeFBx1FAjbxSDLdMjnrXHf8LR8Pf8APPVv/BZP/wDE0h+KXh8g4j1YH/sFzf8AxNLmQuZdzsiSDhQT71R1HRNO1faNVsLW72fdM0QZl+hPI/Cub/4Wj4fA4i1X/wAFk/8A8TUNx8WtCgjOyz1m4kxkLHpcwz+JAFF0HMu5sN4SjtyP7I1TUtPH9xLkyp/3zJu/IYo8nxXYgeVd6dqaD+G4ja3kb/gS7l/8drkP+FtTXTH7No9zpy9N97aTysP+ARrg/wDfYpv/AAmVldnOra94hcHrFYaRJap+BCtJ/wCP0XQc0e511x4ul0tN3iHRrywQfeniK3EX4bDv/NBUH/CyPDEzJHZ373s0g+SG1hd3P14wv4kVztv4j8A28nmtpOo3E3eW6024mc++XU1ePxB8G6z5trJpt7eC1IR420eV/KJGQMbOODmi6HdM3xqniK8XGn6DHZoRxJqV2u767It+fxYUf2Pr15/yEfEJgU8GPT7ZY/yZ9zVyQ1TwrBzpcXifTGzn/Q7O6Vc/7hUqfxFOHji9sv8Aj2u77UVHRL/QJ43P/bSJQB/37NF0FzrV8F6JuEl/bPqco/i1CVrjn12sSo/ACtuOKOGJYoY1ijQYVUAAUfSvP7T4sL5nl6j4Y1uAf89rezklQ/mob/x2tVPiTozIG+x61yM4Okz/APxNF0FzrT82QSMe1IRuUbeB6Vyg+I+jZP8AoWsAf9gqf/4mgfEfSOc2msj6aVP/APE07oDrM4z6UgGV4OOfWuRb4kaNHE7vb6yAqksW0qfAH/fNdNp9/BqWm217aHzILmNZY2C4ypGQcHpQBZX0549aUZ74z7UgJPJ4H0oBweRigYP2Hv2o+nbsaBwOSPzpc9Pf1oABk9cH6UgAB6cnuKBgDn8cUAk+woEL9aKQEkdMfWigYmFyMgD2pR9Rj2oblTwD9aUAADGAKAEA685PrR6En8PWjAHfOaTbj+HPegBw46cUHJ6HFICeM5zQfY9OoFAFfUL6203T5r6/nW2toFLySOeFUUzStQh1bTor23iuIYpMlVuImicjPUq3Iz1FYPjlftA8P2UgzDd6zAJUPR1QPJg/ii11IOc9qAOW8SH/AIrbwng8/aLjp/1xNdJuPqfzrlvGZurPXPDupW2l3uoRWk8xmWyi8x1DRFQcZHGaT/hN5B/zKXiX/wAAV/8Ai6ymm2ZyTudVuPqfzrnfEWt6hZ+IPD2laU8Yl1K5fz/MTftgjQszDkYOdoz71X/4TeT/AKFLxL/4Ar/8XWde6xp+pahHfXngjxLJdRRNDHMLUqyo33lG2QYzgVNmTZlm+8TavN47utF0mRVtbe0i3Tm380RzyFiNzbhhQikn6iuns9WtL6aaC0vI55rfAlVD93kjP0yrD6gjtXnzat4Z0eeISeB9ftWup4iga2YLLJGAIwf3mDgKMA+lM8Mzjw5qV3dR+HPE8/nRiKNTp4GxPNll5O/k5lIz6AUWY7M9P3H1P50bj6n865X/AITeT/oUvEv/AIAr/wDF0f8ACbyf9Cl4l/8AAFf/AIuizFZnOwk/8LQ8Ycn71n/6IFbOT6muUjv9UXxt4h1Q+EvEH2e/a3MP+hjPyRBWz83rWl/bl/8A9Cn4i/8AAIf/ABVZyjK+xyVKc3JtI2cn1NcTF4s1S78eXGj2PkPBHdiFA8ZGURAZzvzyVLoAAPWt3+3L/wD6FLxF/wCAQ/8AiqyRDaWw83/hBtei8qSSfzDbEFWcYds+Z3HXtQovsTGnJboXw94mvtUhnv724it9PSeeSORoNqvbIxRTu3feyMnjpXU213FeQCa2lEkZJAYeoOCPqCCK4KNNN13wy8Wg+FNeW2kha2gnhtSyxgNyAC+PvLz61taPc32k2Bt/+EW8RSM80kzsLIAbncscDf05xQ4vsEqcnsjqMn1NRzk/ZpeT9w/yrJ/t2+/6FTxD/wCAY/8AiqbJrd+8LqvhPxFllIH+hD0/3qXLLsT7OfY634b5Hww8O4IydPiPP+6K6f7wBB/Kuf8AAdjc6b4B0OzvYXhuYLGNJY5ByjBeQa6Ecce1dh6oxiOpLDnoO9OLAcZIJoyPvZ496Bg89fwoAOB3pcZ96a2N3QH607nsaAAYGQKM8ensaTAxjmjav+TQAoAHQYpuFb196OGP0/ClP3gCKAMz/hIbA+IjokLSzXiJvlEUTMkAIyN7gYUnsCcmuZ8dceMvC3+7ef8AoCVf+H377Rr6/Yfvr7VLuWRu5IlZFH4Kij8KzviBDfRa74fv7TTL7Uo7c3ImFnFvZN6oFyMjjg1MtYszqXcGkc9Jq87/ABAltBf+Tp+n2Cy3SEqFaWRzsBJGR8qk8HuKxU8S6tLLLd2d29wt1rwsrK0KqVa3Q7ZW4Geods54wK2pJ1mmeWbwHq8kkhBd30uMsxHQkk84p9teNZ/8efgfWrfr/qtNROpyejevNc3K+xw8kv5S4niTT5MBJXLtdvZpGVwzyIMsAD2A5yeKo6/4u/sPUFtTbRS7kD7nvBEeT6FTWBcaELqKSO78O+KJC9zPcBvsSAr5u3cBhv8AZGD1FdDN4rktru3tbjw7rkU9zu8iJ7ZQ0m3GdoL84yPzo5X2F7NroZvjnxNd6M2lixlmXcJLq6SDaWNuic43A/xMvPpmqx1nWk1iysJtUEotdMSXUp7do0TfK4VJMsp4VQzcYzjpW3NfPPKZrjwRrUsmwxl5NORm2HquS3Q+nSoTJD1PgDVeQoydKj5C/dHXt29KOV9hqErfCalhrNpcXjabHdtPdW6ESMy43lMK544yCRn61a+HbEeJ/GnOP9Ot88/9OyVzFjA9hrc+pw+FPEplm8w7Ws1whkZWfHzdyq/lV3wxqV7p2p+J31Pwh4ia31W4iaNUs+SggVGB+YY5B6U4xdzSlCSlexP4e+JGq6nb6pqFw9udOsba6u5H8koyRBm+zEfMd+5UYk4A6Vr6P401C3u7C18USW6mTQhqt7NHGY1tDuAweTwQT75U1QJ8PtZm1/4V54g8g2y2hQWZAMKtuVDiTkA+tO1TUobnw/qmnaf4Q8QWcupW7QPcNpwc8rtGcyZIAPAzV2Z02O9j1K2muUt4rgPK8QmCLkkIejH0B7Z61j2njO3vNe/slLG/SXzHj85zD5eVzzxIWwcf3c+wrjNNlm0/xMmsrofineYkSaJNPwsu2IRgH9590Y3AdiTzzW1a+J9Meb7fZeBtXMhdv9Ji0uLduyQ3zBs5zkH8aOViszXsNcv7/wCIOr6aksY0vS7aAPmP5muJMtjfnGAu3jHVqyfC/i7UtYiudS1C5httLjubmSKV7fYklojlFO/f97KlicYxVVrzR2muJ28B+JN9zP8AaJm+zMPMkwBuI8zB4A/KqV/HpNx4fm0yx8FeJbINbNbQulmWEKkhuFMmOoGe59aLMdjvru9hvvDd7PaTCWI28y7lPdQykexBBGPaoPApB8A6Fg5I0+H/ANAFcnYa3Npvhq8sI/C/iSWW5a4lZzYADfKzNjG84A3AfhXY+ELaay8GaRa3URinhsokkjbqrBQCDWkFYqJsZx/tHNBJ4BTr15oJwMn8qWrLG4Xkjbn3peT359qGAOMgGlIHQnFACfw8UY655z2pMD7ucmjGPurz0zQA6ikJ+tFAAcN1pGCnCEn1pcAjtj60cLjsPrQAm0lt2ePTHSgncMBjg9MUYViQcmjO37q57CgBQv1J96OOmCKjedImxPKiHsGYA0sU8dxHvt5UkTJUsrZGQcEfgQRQBzXjkFB4euOQIdctcn0Dbo//AGeunDZJAxgd65b4jlR4EvLleWtJYLgH02TI38ga6oAADbjGOKAA57daAPXk+tGcdwKaXXJCjp1OKAFIBPOfp604dPT2pN2enSjqOOKAIb20ttRtZLO8iSeGRcPE4BDCufLaj4SBWQz6log6Py9xZj37yIPX7w77uo6RvunfyP8AZ6mgEY4yCfWgBlrcwXtrHc2kyTwSqGSSNgysPUGpWPvjFc9daHdaZdSah4XKK0jb7jTnbbDcHuy/883PqOD3HetDRtattYjk8ovFPC22e0mXbLA3oy/yIyD1BNAGj16mjP8Ad5pDuyNvA7mlx8vJyOvNAAM8l+PpXLzMfGV69rCSNAtn23Eg/wCX6RT/AKsf9M1P3j/EeBwDUmp3E3iHUJdD0uV47WIgajeRnBQEf6lD/fI6n+EH1IxZvtX8PeH4E0q51fT9IYQAQwy3EcZROVUhWPTIP5GgCLweBHpd8q9tVvAAOgHnvXQAnnPHpXlPww8YR2+m6qfF/iXQ4n/tGfyY0uY0DDeS0v3uQxJx2wB616oCkih0YMrLkMDkEUAG7OQBvI74p3TGeKARjj7oFJndjA5oABuJJb5QO3rSg56nNISxYKGxgc8UoPPPP0oEIcFsEZ9OKXr7elHP0po2hs5ZmPtQMVdo6HJPelz0BoXODkAego6dh06igBpYck8joKduA+9xSBWwAMADqaivZXtrKaaGEzyRoWES/efHYe/pQBKG3D5Bx6mlJPHA9zXD+HviZa+JPFz6XYR27WvzBH+0f6QCoyxeArlFzkZJ69ua7jgdcfjQByvgEmPSdRtQRttNXvI/zmZx+jV1ADDJY844A7VzHhMCDxL4sssDCaklwPpJBGf5g11GQvzc80ALnC8cmg8LyTSHeSMYA75oDEdSCewFACnjGME+prl/G/gbT/HVjZ2upyvG1pcC4hkiAyrbSMfTnkd8V1HTgkZ9KaQFUsOvrQBjeHdR3xtpN9ElrqVgAssKH5JF6LLHnqhx+ByDWyQzHkK2Omaytb0Q36Q3WnyLbapZkvbXBGRz1Rx3RuhH0I5Ap+iatHq9q+6Jra8t28q6tXOWhkx09weoboQc0CNRQwJz1+nFBOB2oAwe2KThnyOcd6BhuJPA/WgbRy2M+9ABVSSST16dKAcgZHbrQIjuklms5ktZvJmeNljl27tjEcNjvg84rjfhTocugeC2tDfS30RvbnyzOPmTbM6EZ7527vqTXb8Guf8ABJz4aXg4F7eZ/wDAmWgZvkfLkjPsKVclRmjjI9aBtLHHUUAB+7wc5NHAK9vpSYJ5zx2xRnAA5OfSgBTxjAFLnGTSUZHfigAIDHJ60nys27njgUpCnGf50EgZBOPTFACAbMlm/Eig5YjluKAFYZwePWjLdEXrzmgBQo9KKBnv1ooAaQhONp9zilHzYxwBSrwnqaTqcAYHrQAufWlOBzx9aQeuPx9aDk8HB9qAPPfHh+Hx1y3/AOE009Lu98gCItZSz4jLHAyikDnPHWul8F/2EPCtuPCkDQaWHl8mMxNHtPmNu+VgCPm3day/ideW2neElmnARjcxpFMNQNl5LnOG80ZI7jGDnNWfh1cJd+B7S4i8oh3m+aO9a7DsJWBYykAsSQST6kigCfx6nmfDvX1cD/kHzMPqEJH8q2NPdpdLtJWP34UYgD1UVgfEO5Efgy506MhrzVsWFtFnl2kO04+ilmJ7AV0cFusEMaRg4jQIufQDFAEvTJ7elIpOATxntR0OApJ7mnHjtz9aAE6ct170dfam7dy5znmlO7PGMfnQAu05yM+3tQBjOM596azKoyck+i05SW6jaO2etACF9q/N19hWPq+hRanMl3aySWWpQjEN5EBuUf3WB4df9k/hg81skkA8ZPakXJ5bj2oAw9O1yVLyPSvEEIstROfKZT+5u8d42Pf1Q8j3HNJrWqXFxeroWiuEv5VDT3AG4WUR/jPq56KPXk8DmPxfNDdWiaJHZx31/fZ8iGTOIgOszEcqFyORg5wByazNLhufAkLxaoZL7TppDLNqxGZkc9TP1JUdA46AAEDGaAOp0rTbbStPjs7BDHDGDjJyztnJZieSxPJNZ1mWj8aeImicq40iyKt1wfMu8VspJHcKrwuskTKCrqcgg9wR2rGutK1NNevL7TJbFob2zhtZobuJmGI2lOeCOCJiMe1DAwPDGva14m+Gd1qWryy5fR5GkDwoqTOyv86FegAGMGqmhfEDWbrXv7Gfwdqdvb21mrpI+zfcdBuXLBdv0YnkdK0tJi1m88LXulabBomm2SyXNisVvbSBVCsyFgN2BnriuutoGt7WCD73lRqm48ZwMUkgMf8A4SO+XgeFtXzjjm3/APjtKPEV+F58LavnHrb/APx2t7jHPalzxntTA8x+JPjG+0fU9CjsGuIfKjk1HUoUkUOlsoVfmHQgM+SAedhwa7Gx1iytb7T9EjuLi8murRruK5k+YSRgrk7vX5xgDtWs9pBNI0k0EUjFdhZkBJX0+ntVB/D1s/iS01lZZkltLaS2jhXaItjlSeNuc5Re/agDVHHJGPrSbjkDHXk0FgFztP8AjSDcfmbgegoEOA+b5vwowdx9OgpqLtJJAyfSlC9C3GPSgYHCjOOar6jHdzabcR6dKsF28TCGZ1DBHxwSD1Ge1Ttlzxjb6k9ag1Cyi1LT5rK6ZxFOhR/Kco2D1ww5H1FAHL6N4Z8WWOuwXuqeJ7S+gJP2iKLSkt3l+UgfOrEnBwcV1+0bssAQO9eP+FrLRtM+KqabZ6lZtNazzhAuqXc8zjDfumiclFKg8tk/d9TXsGM8ZAXPNAHMaMNvxJ8ToOBJbWUh9jtkX/2UV1Iz7e1cn4VkXU/EviTW4P3lpPPFZ27jpIIEIZge43u4z/s11ZVjyWIGegoAdyMc5pOOxx60Y5GR+NIc9AM/yFACBQWBI+b1pTuZucbR2o5IGcH6UhfjBG5vQUAIVDKc8E9z3rF1vSLgXSa1oYA1O3Ta8JbC3cfUxMex7q3Y+xNbZJyS4HoMUu1cgDr1xQBT0nVLfV9NS7si2xiVdHGHjcHDIw7MDwRV7nufwrm9WsJ9Gv313RonlV8f2jZR9bhR/wAtEH/PRR/30OOoGNyyvYNQsYryykWW3mQPHIp4YGgCcYxjOaQHK/KcY7mjAK8n8RWRrGurYzpp9lCb/U5lzHaxNtKr03u38C+569smgBmuTz/aLGzTz3juXfelsyxyS7VyI1ZiAM/UcA1i+GJXtZ7GO30+406K5muke2klR0ba7nzFAdiCCArdAS+eetUtC8DS6Ld61rHizULjXJJlDQQ+ZJL9nQAMVjDEtndwCOcAetT/AApvrjWPDsuo6vp09pqYnlhkNwWdigkbaAzE8D7px3Uk80uojuyQMA8cUiEYO3PHf1oz+8PyjIH40oG4dMDvTGISQuXIx3xSn7vXFN25bLHPoKcQT0OKAAY6Cg4wc9KQh/7wPtSMOPlPfp60AGEHIUjHTilGc59RTj9M03PcjH9aAHZprEBef59aUDHQYzRjceQCKAGFXP3SAKKkHHtRQAxmB+UE57kdqXIIOefb1oUELyMn0FByB/IDtQABgBhFPFALH7wAoycevsaMnfyD0/CgDlfiJPc2/hfz7GW5jdJ1LSWyQFlXByczEIB79fSrHgRb0+DbVtVMjTyPLIGkMW5kMjFSfK+TO0jpWH8S9Xtkt00+6stQaCJVupb63so7qK2OSqB4n+/kg8AHHB4rZ+HkUsfgazE9rJZyM8rGGVURlzIxGUT5UyOdg+7nHagDH8TaFF4Z1geOLKWaZ4JAL2C4cyr5DsFcxZ5jK53fLgEAg132/P3Bu445rnvHWxvh7r4LZA06fP8A37Na+l7jpVnnGfIQtnrnaKALGW4BB98GjKsVHTnuKA+WwOfU0q5YknjtigAYbsY9e9KcdG4poByOwXv6mjaAvJOT370ABG0/Kn40E9BycdeaXknOcDtS4OcUAN5yGYlR6Vn63rEej2iFIjcXlw3lWlqh+eeQ9h6AdSegAJqbVtVttH0+S7vGOxcKqqu5pHPCoo7sTwBWbouk3TXjazrgX+0pk2pEp3LZx9RGp7noWbufYCgCfQtFbTklur+UXOq3hDXNwBxx0jQdkXPA+pPJNazLuUgnjoeKXoAOppCB3Y7aAObl0i78OyNceGUE1mx3TaQW2j3aEnhD/sn5T7das6R4q03xDLeWuj3Km9s0Uy28qlWiZs4Dr1GCCCPb6VtjbuwvpXF6p4R0XSfEFvqul2Mlne30pgup7WYxtOpBOw5OMsQACcYzQBF8L9U1fVdM1aTV9LXT/L1W5RU3Eln8xjIc+gJ2j6Gu5C45znA4FcVosk1lc2rW+mXGn+fqFxbvC0yukyBpedodiGXYoLcZyeTmu168Hr1OO1CACwUZPWg7y33lC+wpNyggAdutKOVHH4mgAypyQfqRTd2/+FtvY5604soJGMcUJkrknrQIDtLZ5P40HBYc/QUpz0HH9aPu/M3p2FAwBzwD09aaQvQ/Uj1pVYEHP8ulAweQPpmgAyGOAOnYikOAdzkZpSwOQCM96azxpGZHZVRBlmY4AA7mgDy7RbgRfFM2wfVEje+uSqSavbvAT85OLdfnUdSM9O9d94i8OWXiXSX06/luYYi24m0naJicEYJHUc9DxXB6CVi+J63UawrFqUs7Qzolp5NxH8zAxOn71n6Fs8dc9q9RyoO3dn1oA5jwRLNb2V54euvLFxoc4tw0cYQSQlQ8b7RwCVODjuprpidp65P8q5fSGH/CzPE3lrkG1sS3+9iX+ldSF2jnk0AKuDkk/pR9B19aTOWwRwBkn0oC9efxzQAEjHP0xSgYGAMegpCCSAuMdzS8MflPPf2oAMnuMfrSZOSB6U0fe2+YTz0p5DdCMjPagQgL8jAA/OuZu428JX8mpW6ltGuHL3sCc/ZXPWdR/dP8Y7fe/vVv31/aaXZSXd/OkEEYyzucD2/H2rnjDqHixd19HNYaMw+W15Wa8HrJ/cQ/3R8x746UDJbjW7rW5Ws/C7J5SnbPqrKGjjPdYh/y0f8A8dHfJ4rU0jRLXSLV0tg5llbfPPK26Wdv7zt3P6DoMCsW2jXwVeR2jKF0C4bbbt2sJCf9WfSNiflPYnHQiuoY9Bg5J4x2oEZl34j0uxvZLKaeUTxKpkSK3kk2g9MlVIGcVz/hnxNpek+Giuovc2xS5upHMtnMAqtPIwYnbgDaQfxqfUb640uz8eahp03l3Vnp6zxSbQ2HSB2HB4PIqo+patrHwb1jU9TM+6XRziGeNE3v5AYyKV/hYtwD0xSvqB3AOcnHXp70HIzn5vauB0PxP47vde1KHVfCMdpFAFFrF9qGGUk5bzMYfoBgAY79a3zq3iTGT4bQfTUE/wDiaYG6A/fCj0pxHQZOfbvWCuqeI8jPhpAP+wgn/wATXE/ETVdQj8caW1pb3L2ekWhuNQEO8F1mdY8Lt4Z0Xc+OfWgZ6mVPZAT9aVe/zfhWHper2/8Ab83hy2tnjisrGG4SdnyHRywAweeNp61tnkYTaefyoANwZvlJwP1pTtIGRn+lLjCgBc0hzkDn60AG8nG1fzozgZbilyeMc00HqTnr3FAC7gvG/FFG0NyQfyooAXkc9frSc7hnj1FA64H60p4Xt7e9AAee+KMgdSTSEhcZwDngetJjJyxxx0FAHOeIPAHhvxXqS32v6ebudIhCh8+RAqgk9FYDqx5rU0PQbHw3o0Wl6PEYLOJnZEZy5UuxY8kk9WPWtA8AfKTSkknHagDmPiK3lfDnV0T700IgHuZGCf8As1dJGmyNY0wFVQAO/Fcz4+Pm6TpdkeVvNYs4mA7qJQ5/RK6ngAAdaAG88KBgnofSggH5NxyeuKU56AgetIoAOEJPfFAheEXgkAUo9efYUAY5PB74NNUZGVJ57nvQMXdz3/KoLy9h0+znu72VIbaBSzOxwFA6mlub2Cyi828mS3i3KgkkYAbmOAPxJFc9aRv4tvo9QuN39iWsm+zhcY+1uOkzD+4D9wd/vHtQBLpVlPrOox67q0LQpHk6fYv1hU/8tHH/AD0Ydv4Rx1Jro846kCkUk84Kj6daPmbsAPegBA3zDP0GOaUkL19fSg524XI9SBS85GCMelACcjnqTUNzawXVq8F5Gk8b8NGwyDUxOGAGAe9Nlmjhjd5eAilifQCgDnPCFnCIr25YO9wl/dQJLLI0jLGszBUBYkgAAce1dKATy1ct4F1Ww1LTtSFhdw3JGo3Tt5LhtqvM5U8eo5FdVyF6du9ACZwDlcc+vWjJBPHH1pBljg4wPSn5ySMHj2oEN3LzzRuYn5VB/nRnB+YjPpRvwe5H0oAOccrzS9+PxpN5OOg5pSfmxg570DE3E9Afw70fN3GKVlJwAcCmlTuGCcd6AFC4OOPy5rN8QWFzqfh6+srVoRLcQmNPNXKc/wB4DqPUdxWkRx0peijjHpQB5h4P+HOs+HPGH9rzy+HzE+VmFlYNEyLsICx5YhF3YJCgZ7mvTcqijtn0FKQxyCfwHagcscdqAOX8O/vfHPi65ySontrcEf7EAY/rJXTZXdxkH0rmPAx81fEFyD/x8a1ckN6hSsY/9ArqRnd94Ee9AAR8wGDjrjtS8EYOPegEdM4pp4O1VB79aAFIG0ADP0pD8+VU49aPmGMDgdeadgYx3oAQbVwBxnisvWNdttKaKHy5Lu/uAfs9lb8yS47+iqO7HgfpVO+125vL2TTvDYSe4jO24vHGYLT2OPvv/sD8SO93SNEtdHEk2+S5vbjBuLybmWU9s+ijsowBQIp2WiT3d2mqeJWjuL1Dm3tV5gtP90H7z+rnn0wK6Dtjv7U0uOCRj0zS854Ix9KBkV1awX9rLbXSCWCRSkkbjhweoNYGmXE/h7UItD1GVpbWUldNvJWzvH/PFz/fA6H+ID1BrpDtZtp5I7VU1LS7XV7CSyvo90Mg6qcFCOQynswPIPrQIxdZ0SdW1a8bUrKHTru3X7ZBeWInQoinOfnHGOoIrlPBGq3/AMRPh1LBb6laafZHzLCSyh0vYYYxkAL+8wuUx24OfSuw0i+mW8fQfEDLLeIhaCdgAt7EONwHQOOjL+I4PB4IRU8NBgqhmvLsE464uZetIDoNw7A9PSjgtyTxSnJ+7j600naMbuvt1pjHAYA5JoJA6mkIfbxheO9Lx3PIFAFCPRbKHXJ9Yjif7dcQpBJIZWIKKSVG0naMEnkDvV7n1x9BQcnvxRjIABPHX3oAXkdMUD7x5/Cjrnjig9hgE+lAAe2WwKMgcdT70hbBwMFvT0oC4yc5JNADlJxz+lFNYndwpNFAAuAuRnk9aXGSM9BSAhRluvdqDkqSpHPTIoAUAgEnAoOBjjJNGNw+akAG7KntzQAEsew6+tKfxNIpH8I4FAO7Bzxn0oA5fxqQt14XLfcGtxZ+vlS4/Wup6LljjjmuW+IoUeEHnV2S8guYZbAIu5muRIPKUDvuY7T7E1s6NLqdzpccmu2sFnfHPmRW8xkQc8fMQO1AGR4u8T3nh2TTINM0uPU7jUJnjVZbryAm1CxOdrZ6dKyP+E18W/8AQo2H/g5/+01N4+/5GLwsAMD7TP8A+iTSVjUm4uyOStVlCVkQjxr4sGAPCNhj/sM//aaD418WHr4Rsf8Awc//AGmpq5XxPqSp4n0HTjfmzj3yXl0wnMQMUa4CsQRwWI4PXFR7SRkq9RsPG58S+OrCz0/UfD8FtZQXK3EsVvrOGmKj5Ru8n5Rk56enTFb9r4s8U2dnDaweE7Py4UCLv1wscD1Jhya4qbW49X8ZXTQ6mY9Mjht7UBLt4i0kuW3IinlsFAP96uy0/VIr67v7WOORG0+YQOXx8xKK2R+DCj2kkN1qiLP/AAm3i3/oUrH/AMHX/wBpo/4TXxYf+ZRsP/B1/wDaalope1kT9YmVdJ8deK9Z1TUrG28JWPmac0ay7tZwPnXcMfueeK1/7Z8bjp4S0z/wd/8A2msjwD/yO3jL/rrZ/wDoiu9rTnZ1xm2kzmBrHjcZ/wCKS0z/AMHf/wBpoGs+Nx08JaZ7/wDE7/8AtNdRXklrr95qPxMnk/teez0mbVHigl+0s0JW1iHmR7M7R5hZjk/3PpT5mPmZreFNK8TeDrK8ttJ8Iaasd3eS3b/8TrGC5yFH7noowB9K3v7Z8b/9Clpv/g7/APtNc14C1eTUlOoX+oTTPdSXWpW1qt87ukW8qsbRk7QgTBGe5rvtF1WLXNCstVtkZIbyBZ0V/vBWGRn3pczDmZi/2x44CkL4T0wH/sN//aaa+teNkiZn8J6aQqknGt//AGmupqO5/wCPSb/rm38qOdhzMq+GdWGv+F9O1j7P9nF9bpN5Rffs3DOM4GfyrTYjbhWx6cVzHw3RW+GPh0kdNPi/9BFdM2d2QM9gK2NACnPznJHtSoPvHPGaFDdWb8BQR8wyCaAE3AqSNy+hpR0wDmgsO6nA6UduR+FAw4YnI4Hc0hZQQRkk9KcSc8D8aQH5zgfiaAE3BB82ST7Uo7Hoewo9cZJpSCQee9AHL/Dsf8Um+4Df/aF7v+v2mSpfEviHUtK1TTNO0fSINRudQ80gTXf2dUEYBJzsbP3qyvDU2o2/jTXbPSbeO40AXrPLcPIVeG5ZQZI0GPmXdgk8YLEc4q7rn/JQvCx2kZjvf/QEpN2QnsNOseOG/wCZS0zA/wCo1/8AaaF1fxuOR4R036/23/8Aaaztdk8z4n6fc3dlePY6Lp0s6yRWkkgluJWCqg2qQxCqT7FhWDNZaprV74jvdOsL221PUNUtrexlmgeL7NbwbN025gBhvn4/i4FZ8zI5mdf/AGz44yf+KT03/wAHf/2ms7V5/iDqiR26aHYWlqxP2gQ6yRLKv90P5XyD1IGfQirGoeOJrOy1SZNO3HT9RFk7Yd0C+WrmVtikqPmHbirPiW78TRy2p8OR+ZG8W6QpapMN3sWlTt7GlzMOZkNleeLtOs47Sw8F6TBBEMJGmtYAH/fmrH9s+OP+hR03j/qN/wD2msT4hR6vqem6Bp9nYvc3bXH22fdA3lBoYy6o5XIXc+1cZ/OsAWNw0nhtI7fURb6Zpk9/I95p00h+0TkDydgXqoL4Xtx9afMw5mdz/bXjgf8AMpab/wCDv/7TWHF8RPFE2salpq+ErLz9NkSOY/2xwS6Bxj9zzwwrpdK1OKLXm8PWtibaC10+G7jy3IWR3XYR2xsNea+Ibi4tdV+I72VvLcXLyQRwxwxl2LNaooOAD0zn8KTnIic5JaHXjxp4tGB/wiNj/wCDnr/5BpP+E08WjOPCVgCe/wDbP/2mvMRpN7aeE9T0s2959rubm30z93bSGIQLt/fjjqU3Fm9eO1dDDd3ehXmp6ilo6aVc3dpaWds52Ff4Hl2noCSOOCdue9T7SRi60zd1jXfFGsWaxyeFrOGeFhJbXMes/PBIOjD9z+Y6EEg0zQPEHjLRtEisZ/DWnXMiySySSrqhQM0kjOcL5ZwPmx1PSiw1ua+1fVLEweSbPiMOrh5BkgNhgAVJHBBNVtBuvEMl8/8AbkbJbiMkH7KsfzZHdZGJ4zxil7SRPt6hu/8ACa+LAAP+ERsB6f8AE5/+00Hxr4u/6FGwA/7DP/2muBsL6bT/AAtrt7/Zl++qapLdXCQCylJUcpGD8vHABx7n3q1pbJ4S8LXV19lNzcaXaxReYYGg8xCFyCWHzHduJI9RT9pIftqh2E/jnxXDbySv4Ssdsal2xrPYDP8AzxrtND1I614fsdSEQh+2W6TeWW3bNwBxnjPWuL1H/kE3f/XCT/0E10fggn/hAdBGAf8AiXw/+gCrpyctzajUlO9zezx8v0FISNoBJ6dqdwAO3p7UmML8hAB6mtToF4wAAaTHU9+go3KvYg9qPmyMEe/FAC4xgUE4OAMke9BA6tTQAAxJyDQAjMwPAX86Kd17UUACkMMr07UuBnJHNIGUYxwPSndR7UANxle4z3FAXHA4H86XHzZGeO1Io25Jz9TQAchgM8DsKXcOcc46gUgOSTkjjGaBnHy8DPU96AOW8afvLzwurcIdbiJB9RHIw/UCuq79PxrlPHe6Oz0a7c4FtrVo5x2DSbCfyeuqYk8AgdqAOV8aeHtX1q40m70OWySfT5pHZb3fsYMhX+HnPNYw0Dx4c4bw5x1/19egtgqF5P0FOYjbtx+FS4Ju7M5U4yd2jzwaB48Iznw7+VxQNA8env4cx6/v69D/AIRn5SR2pS20cnH1pezj2F7Gn2PLNWtPHmkQpcS2+hT2wbE0kCzu0K/3yvUr64yR6Yzhmk+FvFitdajpl34cuE1FxO8gkndGO0KCvoMAflXquWI5O30965650K50m6k1DwuEy7b7nTZG2w3B7sp/5Zye44PcdweziL2MOxzv9gePCuQ3hsj/ALb0v/CP+Pf73hz/AMj12Wka5a6zG32cvHPCdtxazLtkhb0YfyPQ9jWieeCevpR7OPYfsafY820Pwz490TWdWv4m8OSNqbxMysZ8J5abRj/Jrbz8Qefk8L8e9x/jXWuoOM5/A0mFTgDt6U+VFqKSOT/4uDnGzwvn0zcVV1LUvHOk2Et5fDwwkMQySPtJJPQKB3JPAHcmuzuLiGzt5Li5kSKKNC8kjnAVQOSTXP6dBL4h1CLW9SjaOziOdNs3GCP+m7j+8R90fwj3PByoOVGDpGp/EDxFo0krWfh+zLSS27wu8/mIVYoeQSM8VZ0jTPHOi6Ra6ZYx+G/s1nEsMXmPcMwUDABPetrwh/yD9QIX/mK3mM8f8t3rfHAx0PtRyoOVHJE/EFVyY/DH53H+NJJH8QpYWUx+GAGUjObjv+NdcSVU9GIpewyaOVByoyPCmkTaB4R0vSbh0klsrZIWkTO1ioxkZrV5HQDHoO9KTnhhjNH+50A4FUUAG4gsOfftSYwWIyTnjNOB7Ht1NIdx4HA9c0ALjnJ60hGcDJH0owQBjJ+tKc/T3oARvmPBIGecUDjJ3Z570vI+7j8aTcS33cAdzQAjfN0OB1PPWlPXr2444FKDu4zRxz0NAHK/DsbvC8krFi8uo3jSN6t9ocf0FSeKdI1q81rR9U8PvYedYCcMl9v2sJFUcbOcjbUfgQtHZ61aLhTba1doFPYM/mD9HrqACSCWBPoKN0I5IN8QT0Twx+dx/jTv+Lh/88vDB/G4/wAa6wj6dOlIy7m56DsKnlQuVHn6eG/FommmWw8Mo805uJT512PMkK7SSN2Dxxjpx0ql4o8a+KfBj6eNeHh22t76Uwx3Kx3DRxuACFbByMjOOCODnFemlgCc/KuOuaoapoml63apDqtpHcxI4kRZATtbBAYehwTzRyoOVGBFL4+nhSWEeF3jkUMrA3GCD0PWnn/hYQGfL8Mfncf41b0i8uNH1BNA1iVpi4JsL2Q/8fCD+Bj/AM9FH/fQ59QOgOMgYP1Bo5UHKjiBpfjWLVpNVW08MC9liWB5d91koCSFxnHBJPTvWRB4Q8dw69rGqeZ4d36pLHKyZnwmyNU4/wC+fevTwvz5JJzQCMsenajkiJwi1Znni6D48YcN4c/8mKq3/hHxhqMCQ6hH4bljWRZVUm5GGU5U8Hsea9MPJAMeR65pQADwf1peziR7GHY81tvCfjO1Z2t/+EbUuSzMz3LHk5PJJwM9hxVPw+3ivxPpC6lo1z4bntmkeINifOVYqe/tkexFepXUMd3azWs24xzIY32kg4IwcEciuU+HGkWGj+F2h0q2Fskl7cl1Qnb8s8ijA7fKqjj0o9nHsHsafYzP+Ef8e/3vDf8A5MVW1Dwj4x1SxkstQXw1NbzDDxlrkBh+BBr0ts9BRxt4GcUeziP2NPsecT+GPHc1pJB5nhxVkjKZzcZAIxXaeHdNOi+G9P0+4kSSW1tkhZ1zglVA4/KtIBt2epPr2pxAPGAfrVKKjsVGEY/CNX5wSeaCVA3NwBwAaPvjGeB1xxS4ULyCwH40yxw6Cm4C9BzS7huI70pHrQA0rnrkewo25GOnoKNuFPLc/pQCEUdvT1oAaQzEkP8AkKKevA5OO+KKAExhQTgtjuaOSRnp7UhIJ29QDz707tzx7UAB+Y49O2aCBnJHPpR8vpgn0pOWbJGAKAOf1TxLd2PiiHSbXQrq/Q24uJ7mJ1CwoWK8KeXORkgdseoqbwn4gPifw/Hqf2ZoN000RQnODHK0eeQOu3P41m+LfFmpeG7u2W28Pfb7WUBftb6hFbKsjE/JmQ+i5z71p+FtWPiDw9FfyWa2LPLKjQRzrKqssjKTvT5WzjOR60AUfiQrH4e6nIh5gWO4Hr+7kV//AGWulDR/KyjJbkYFYPjwIPh9r+/vp04H/fs1q6YCNItHx87QJncf9kUAW89RjmlICqeM0hO0Dd1J7UYJIDDPPY0AH+9ge3pRn5s8ewpemc4poJCAhRyfyoAUZYcjHrRznAAA/nQVLccAexoVArZ5/GgDK1bQI9QkjvLWZrHUoBiG7hUbgP7rDo6Hup/DB5qDTdemS8TS/EESWWonPlMvMN2B3jY9/VDyPcc1uZJblfl7GqmpafZ6tYvZ3sCzxNyQf4SOhB6gjsRyKALOfl7tSlsDgZGOSTgCuaF/f+FiItZMl/pPATUSMyW49JgOq/8ATQf8CA6lt3cf8Jddvpti5OiwNtvbiJuLpv8AngjD+H++w/3fXAAsX/FY3q3Eox4ftZMxITxfyKeHPrEpHA/iIz0Azf1DWcalcaPb6Neak62ySz+R5YVUkLqoJd15Plv0rXjjjSJY441SOMBVRRgKB0AFYcRUeMPEhfIUaLZ5OSP47v0oYHHeBdL1bwDoeryato+t3xkuZrjzpZoX8u3UkqOZc5xljjqTXpdvMLiCOWMYR0DDPuM1554Ftb6X4STahqjs8v8AY8saM0khc/K5fzAx5bIHPpSaHZfEoa75l5qOkHSTZr9k2W7sinjhl3q27HfLDr0pJgejlM4yO+aUsFX5jXPfZPGGMf2lovH/AE4Tf/HqX7P4x6jUdD6d7Cb/AOPUwNxpY1cF3VWbhQTTldCow4f6V5h8S7XxBqOraJ/ZmntdyaPby6jM8dqzRzzAKgiQ84cgyFeeDt9K6uDUprDV9G07TdMgt9Murd3eMgxzWxAyCVxjBY7cdcnPrQI6bkA9/qaQElc8UAADAHXk96COMcBaBht3csT60ccuMnA4pCOu5jzTsbl5wR6e1AADnGRg+hFZ3iC3vrnw9fwaRdCzvpIGWC4Y8RPjhvzrQJAwuRnPrVHWU0+XR7yPWZIxp7Qstx5pwojIw2T2GKAOZ0T/AISeDXhNrN/FMl3eSRrbpcIYoLdY/wB3tG0M0jMCTzxz7V2Q2s20En1Irz7wzp3wpi8QWr+Em0Uaqu7yfsUwMhG0huAeRgmvQydowO/AAoA5fwx+48Y+LrRfu/a4LkZ/6aQID+qGupA5zs21y2kD/i5XiZV5BtbEsR2OJf6V0yqu7cCzY6UAOjXaDjJzyTQPlUYBOTQU3Lg5BPoaMDIAPT0NAAv+0oFKT7jPvSdGIAJ9aOSp+UZ96AKeraXbaxpz2l4GAJDJLGcPE45V1PZgeQaz9E1ec3Emj60FGp265WRV2rdxZwJVHb0Zex9iK3C3bIB/OszXNH/ta2j2SNbXts3mWl2g5hfHXHdT0K9CKANQjjrtoOdvAz6ZrI0LWX1COa21CIW+p2ZCXUHYE9HX1RuoP4dQa188ZDYFADcydwD7CnYJ6j86CW4xtPqTTSDgljt+vYUCGTXEdtC811IkMSDJZ2AVR6knpXPeAby2uPC5FtcRTFLy6LBHDbd1xIVJx0yCCPUGqureIdIvNcsrW11WyuDas0s6A+esBxhJJFU/dDdyRgkGm6Gbu51Sx8y6gu7uF7g3E0CH5YWdyquxYg5JRlHYA/ir6jOw+bIGQD7U7kYH50vfB5NNLHB4wRwOaYAc9eAPc0c/MeB6Glx82CelJkklR0HFACr90Y5HtSEk42DvyaCu7O4YAPHNLjrk8UAIeDxt56k0oB3En+dNB3tux244px9+fagAHJ3Dn8aMAdBk9aMgdBnHpSYyCWzk+hoATgfeBJ70UpDHpRQADAHSgkluAuPU0bhwP1xSOP7wLewoAXbySBk/Wl5B9aQN82OVwOmKNzbflXqepoA474oXc1r4Q2xqmyadI5N1rHcfKck4SRlQnjuas/Dq6N14FsGkcyEPKgJt44MBZWAGyMlQAABwar/EqHz/AAskW1LiZrlfKiNpFP5jYbjbKQg78k8Y45q38PIIrTwTaxQ7htkmMiNBHFscysWUJGSgAbIG0kUdQM7xdrdp4gSbwfotwt1qV5IILtYeRaQZHmO56D5cgDqSRXa7dihUG1FAAAFch45023s9HfxNp8EcOqaSwuhMihWljBHmRsR95Sm7g98GutidZY1ljfcrDK47g0CHHJx8uadnHXuewppYngZB+lLt+bJY4zQMMLgnGT/OgfNxkijgtxxikLAcAMR7DrQA7A3Z9fem5fnAwPQ96VUT+EdKRix4GBmgQuW2nK4/GjGMAHH070hAA+ZzWJruq3C3UekaIA+qTpu3kZS0j6GV/wCSr/EfYEgGQ61e3GrX7+H9Hk8shR/aF2vP2dCPuL/00Yf98jn0zBHoNx4RRW8JQCTT1GZdI3YA9WhJ+6x6lTwx54PJ3NI0i20bTUtbXc2CXklc5eVzyzse5J5q4W+Y4YADrkUAVNJ1e01mzM9jISFbZIjqVeJx1V1PKkehqpe6BbXmqSagt5fW1w8KQO1rdNEHVGcqCB1wZG/Oo9W0Nbq6OpaXcfYdUVdvnquUmUdElX+NffqOx9cDw78RrLW9e1Tw7fQHTb6wh3s5Yqjjo7IzAcA4IPofY0ATaLoh1nTb+LUdX1mZftt1alft7gGNZGQA/wDARiuxgQQwpEgAjjUIo74HFcH8Kv7Qi0/VU1rW4dSuG1CZokhZOIi5Ikwv98kt9MV6AvReMUIQclR2pG2nqwoGfqc+tGMHhPqaBiZTy8KeOnHes6Tw/pM2tLrM9hA+oRqFS5aMb1HYZ/E/nWiShYZ575pdu47ixI7CgQMC23nA7+9IwywyflHYd6UnB5NBLD7oBoGHI7k9+aG5XDrke1HzDAPJ7n0oAIXvk96AEG3cSoPTkntTJYIp7Zo5I0lRxhkcZDD3FSg5bGCfwpM8/wB49aAPLtAECfE3ybaDURZRXVwIg8dokUcvz78Ff3xXO4Kp45B6Yr0PWNe0vw/YfbdavYbKDdsDzHALYJwPU8GvMPD+iOnxmnuY7KRZI7q4mmd7ezTCPvAYMp845JGNw5HJ7V6vd2VpfwtDfW0N1EescqB1P4GgDnfBkNxe3OreIrmF7cavOht4pFKsLeNAsZI7FvmbH+0K6cnAwjYx+Vcp4OB0zUdc8OIzfZtNnSS03EnZBKm5Y+eysHA9seldYpAThSooAAm1TzyffrQqoudo570uMnnn0FJjGcYJ9qAF6cnAFIeoCjOetBVeM4AHrSbuBnHPQZoAcFwOBikwCTnmk27R8xP0pRj7o6AUAY2u6NNdSx6lpbLDqlmD5Dvwsq/xRP6q36HBHSrOj6xFrNiZoY2hmjcx3FvJw8Eg6ow/XPcEEcGtAgKpJBPtXNeJozohbxRZPHDNbxhbyF3CrdxDouTx5gz8p9Tt6GgDpu3PPvXNz61e63cSWPhjYsSEpPqbqGii9Qg/5aP/AOOjvnpVWzmuPHNqtyXlstBckC3Vts93g4IkI/1a5BBT7x746V1EEEFrAkNvCkESAIkaKFVQOwA4AoA53QvBWm+D4tWufD8Akv8AUP3jvM4JkdUwAT2BbJOO7H2rP+FFvrdt4LMGvXEFxKl5cBJ4ujjzmDZGBj5g34EVuy6tqUms3djpGjpd/ZFj8yV7sRcuCQANp9KxrWfxD4T8K3EmpaFC8Fo9xdSvFqAJCNK8mANnJAbH4UtBHZADPU5FGPmxt+Ue9KcDk8ge9BJYcErx3pjELBc5IBJoQjaeT9TS5bJ6EduKqXer6fYXEFvf31tbzXO7yY5ZQrSbRk7QeuBycUAWhtAz154pc54HbrUdvdW93bxz2ssc0MihkeNsqw9QRUvQc0AAIHtSDJzkKBS5BbjjjvTTwwyrMR6UAKFx0GKXJ9M03dlScn06UpLn7vyjHU80AKATn60UgIUYPJ9QKKAFAIHzHJprb8HaMelKT6na3p6U3Pyn7x9yOtAh/I68jFIQx6tgdsUEvwMKfXml/i79KBnl3xS8Zw6HdLpd5FoV5ZNaiaXT9UZhJdFnKjYcFRt25ya6n4cXi3vgOxnSfT5YyZADpsJjt0xIw2ICBkLjbnvjPeuhe1tp5fNltopHxt3MgYken05qSKCOCPy4I0ijyTsRQBknJOPqaAMHx5Iq/D3XyB/zDpxn/gBrX0xSmkWiH7ywID/3yKwfiQT/AMK/1CFPvXBitwB38yVE/wDZq6fBVQEAx057UAABz6+9GVbODnHXIpeMgd6B04wKAEb7v/1qRiQVC8A/nSkHIyRj0oAAbJyfrQApOOhAoBz2+tNzvwBz36VS1nWIdGsfPlRpZZGEdvbx/fnkPRFH+cDJPSgCDXNZbTkit7GIXWp3ZKWtsTgE93Y9kXqT+A5Ip+h6L/ZFtI00xur65bzLq6YYMr/Tso6BewqLQ9ImtZJdS1Zkm1W7A851+7Cn8MMfoo9erHJPoNc7TyWwB70AKenI70m4Mp43CjaD1JP40uAMY4oATJHBT8qxPEtujx2V1NGkkNtcB5GaHzPLXBAbHUgMQSB2FbajBxye5NBAzzgnsKAOL0qW4vdRsgNQt9QuIb+5laS3iP7qBnk4Z9xGGymF7Y9q7bkdx+Nc74QG2xvgF2/8TW94A/6bvXQcbsA5PU0IBRn1JpCNx6HGfXrSnJ74HtTSmW5XIHQCgB3tgA+lHcBuDTV4P3QCfQ07GSMdD1oATq2cDA6UZC/eJJJoH3sbTSnOOB3oATcjdwcUcYGD096XK4PtSHb0OM+9ADSGYfOcZ7AVFe3kOm2M93cnZBbxNI+FJIUDJ4HJPtU5bapbgjt71S1XT11bR7ixnnkthcJsMsJ2unup7H0NAjzbwxeaDf8AxGhuNLu7m4uZ3muXtDpSwy2ZYMT58xUPg5wqk88dQBXqwO0ds+1cbonw5s9E16PVbbXNdu5VYs63195scp2FcsMDJAPB7YrshgZ28/SgZy2jsD8SvExGSFtbFT9cSn+RFdSee5+lcx4W/f8AizxdeD7pvobYZ/6Z26Z/VzXTn0zhj0OOlAAWxjAyTSYBJIOG9QKd0PJGaOhxQAmPlGTml6Dtx0pCx9QB7ikK7l+8QP50AKuNuW4PrRnDcEAY9KXsB1Fc9ea7cXt9LpvhmNJ7qNttxdyDMFofQ4++/wDsD8SKALmra/a6WyQqkl5fTD/R7OAZkl9/QKO7HAFVLHRLm9votU8SSxz3Ubbre1TJgtP90H7z/wC2fwAq5o+hQ6Sssqs1zfXHNxeT8ySn39AOyjAFaY4PzdQOuKBHN6hbT+HdQl1zTo3mtJmzqVog5/67oP7wH3h/EPcDPQW1xBd20dzayLNDIoeORTkMCOCDTzlhgcj1NczJnwbfNNHzoFzJmZB/y4SMeXH/AEzY9R/CeehOAZU14yDR/iCYvME39mr5XlZ37/IfbtxzndjGKp21jeJ8ENSvNQYC6uNE2qylz8ggGC6uT8+S2fWuj1TRtPme71Rba6mufJ3EWt1JGZyoO1QFYAnsD71xnw30i58R+EJf+E1srsXQuZon3X8rJMgkYYwHwQCCuD/d96VtQNHRPCvjex17U7jVfGAu4rgKbaRbVRsAzlPLPC9RyCc98Yre/sjxFtyfFDZx3sIq3zgDGM/WjGVGQKYGCNJ8QgjPiZj64sYq5Xx1oPibVPGVlqOkWxkh0ez3W6GSNVvJXkUTRkFuAYlIyccn8/SCvzZBo8wbhhSTigDlrLW55PH82lR6hZPCLISSWeV863lyOOCS3ykk8YHy+tdThgMbsk96hSzgS4e4EMSzyfekCDcR9anyR2yewFAB27mk+csM8DPNITxwx96MngDOfcUAO56Ec9qYykj52PXkCnAsW5Ax9aM4U9ce9AC8/wAOAPeik68nOfY0UAIFyp8wDJ607IA5wB9aRsHtwPejAYfN6dKAFyGB200gbh87DHbPWncLkKOfQUY6E/lQA3cRwVGfY07HfnPpSBQMnHWhhkHJwKAOV8dAvb6Hbnrc63aKwPTCsZMf+OV1G3HU7j71zHjRhHceGpm4jj1uENkcLuSRBn/gTD866rdwCORjqKAAYHPApCAR8wwK5bxddaqdY0HTdJ1N9MF9PKssqwJIxCxlgMOCOoph8O+JCcnxtdn/ALh9t/8AEUnJIltI6zAznGT2pRnAz1rk/wDhH/E3/Q73n/gvtv8A4iql/aavpjW41D4g3FubqUQwh9Pt/wB456KMJ1pc6DmRueKvFmmeD9IXUdZlMNu06QBgM/M5x0+mT9Aar6DbvqMy+JNWKtPNHiygVg62sR7DHBduNzfgOBzyfiPw/FeX8Fr4m8cNPNZob1Le406Bgq/d8wrswcdOfU10EfhvxCqJ5XjW6Cqo2BdOtgAPYbKXOg5kddwcenvS4ABDEc1yZ8PeJSc/8Jvef+C+2/8AiKT/AIR3xLnP/Cb3n/gvtv8A4inzoOZHWFM85I+lCjA4bP1ryeO98Xt4v1zSD4vuPK00wBH+w2+X8yPec/L2NX8eLP8Aocbj/wAALf8A+IqXUijN1oRdmeknJGRkH0zTZXaOJ3RC7KuVXONx9M15xjxZ/wBDjcf+AFv/APEVnvrmrpqL6e/xAZbtHRGhNjbghnGVH3OpAOKPaRF7eDOi+GHiW38SaZqstpa3UMcWp3G5p49vzPIz7cZPKgjP1rt9qheAefSvHtKu76CSa00jxsVeS8lEqRadAM3BJaQH5Pvc5NbG3xZnP/CY3H/gBb//ABNHtIh7eB6T91eO3ShR8ue/1rzbHizH/I43H/gBb/8AxFNlPixYXb/hMbj5VJ/48Lf/AOIo9rEPrFM9Mx6HBpDu4A/OsPwXqE+s+BdG1LUXV7m6s45ZnChdzEZPA6Vt7xt+XIGcDitDYcTwc8D2pF4xz74pCWx1U89acMjFAxpZW4JpQo7Nx3oJIJzt2+nUmm47yqBnpzQIUj5gB0HJJp3Dj1+opvDHgkgdQKBuPChQPrQMdjPXhfSkycE7foBQ2CAMkc9aGyeAMigDlvAa+bYatedrrWbyQfQSbP8A2SupDqRw3tXL/D35PDk9s3+sttSvI5R6H7Q5x+RB/GqfjvU9Ytta0LTtF1JtNF59oaaRIEkJ2KpA+cEDqaTdlclyUVdnaD73JB9MUgA8wnqfevLpNQ1+LUorCTxzKt3OheOH7Bb7mUdT9zpUS6zrL3slovj5/tEUgieM2NuCrkZC/c6kdqj2kTL28D1nHrj6VDdXMNnayXFzLHBDGu5pJGAVR6k15zs8V/8AQ5XP/gDb/wDxNU7/AEfxBqc9vJf+Lbmdbdt6RPZQeWW7MV24YjtnpR7WIfWKZ2Bm1HxYdto0+maKRzOMpPdj/YHWND/e+8e2OCegsLG206xitLGCO3tolwkcYwBXmN7f67ppia/8czQGeTZHusIPnbGcD5OuBUDa9qgWD/i4LsLqIzQ7bGBvMjHVhhOgo9pEPbwPW2AJ5J6dqFGD8oOPfvXmUR8TzwpND4znaORQ6MLC3+YEZB+56U3ww/i3XdY1+1n8Y3Ea6bcxRIyWFuS4aJXycr6nFNVIscasZOyPUAD36+npUcqrJG8c0SujqVZWAIYHsRXnMGpXlxrR0pPH2oi6+0yWqh9JgCvLGm91VtmDhTmn6Re32tNaCy8e6grXiyNbCbSoI/OEZw+3Kc4/lzT50acyN+xeTwpew6XdOx0e5bZYTscm3c9IHPp/cJ/3T2zY8EAjwyOT/wAfl4Mf9vMtZl74S13UrOW0vvGV1NBKpV0bT7bBH/fH61HpfgnXtH0uKxsfGuoCCMswL2UDsSzFmJYrkkkk0udBzI7bAzk/jSj5hkfrXAyQ6xD4ih0Q+ONQN9Nbtcqq6XAVEakKWLbMDkgc1DDcarc6lc2EHjXVpJbW6W0mK6PCUWQrvxu2YxgjJ7ZFPnQcyPQ9wHB4J9KAf73GeAK4290XxPa6fcXCeNrstDE7gHT7bkgE/wBz2rd8K3s+peE9Kv7xvMuLm0jllbGMsVBPA6U1JPYadzVxyT1yaGzj5AM+pPSk+ZsjlRTgqr2+vNMYm0ADI5FKXUdTTf4gSOc8c0u1SckZP0oAU/Nj0po+8drFj/dY8U4HptBx0oI696AE3k9Ez9CKKVRtUD+VFAAoA4UYFIrbgTggZ4zQd208jpxRyFAL4NACkEt6D2ox1pNxGePlA6+ppMMw+Y4HoO9AAoAzzk/WjPy/MAM9M807OMjB6Ubh37UAUda0e113R59Nvd3lTAZZG2sjAgqynsQQCD6inaVbXNnp8dtfX0l/LHwbmVFRnGeMhQB0796t7jtyVx6UpPzEHk+lAHK+JM/8Jr4TyQT9ouOn/XE10lZXiDwzHr8tlN9vu9PnsZGkims3UMCy7SOQeMGqB8G3gwT4w8Qc9vNi/wDiKiUW2RJXZ0lcx4h0rVL/AMXaFfW9pHcWGlCa4KG4CM07LsTgjoAW596cPBt6RkeMNfPt5sX/AMRSjwZfYG7xhr4/7axf/EVPIxcrMiHQfEM/jC616/sYxLKLWCGKK/8A3aRKCZNwx8w3sTjvtHTNa3h3XP7T8T65axaxa6hbWrRrHFEF3wN8wcHb/DnAGechu1H/AAht5kA+Mdf5/wCmsX/xFH/CGXuePF2v9f8AnrF/8RRyMOVnS0VzX/CG3nP/ABWGvYHfzov/AIij/hDL4AbvGOuj/trH/wDEUcjDlZzEP/JUPGH+9Z/+iBWzTE+F8Y1K71BfE+tm5vNhmk82PL7V2rn5Owqf/hXDd/FWuY/66x//ABFQ6TbOadCUpXRHXDWvhfV18WSazfQQ3Ec17LO9q0/ChUVbdxx95cEc/wB4ntXe/wDCueefFGu/XzY//iKQ/DrAGPFGuHJ7Sx//ABFHspISw811OJ8P6ZfeG9Lkm1h0tsxTXF7dtc70SVnLllTp3xn2Fbvhe+l1Hw5bXM93FeSNuBnhxtf5jjpxnGM44zmto/Dg/wDQ065jv+9j/wDiKQfDn5RnxTrg5/56x/8AxFHspMbw82MqOf8A49pf9w/yqz/wrj/qadc/GWP/AOIpH+G+6Mg+KdcwRg/vY/8A4il7KRP1aXcvfDcD/hWPh0nqNPh5P+6K6dm29sn0FUdF0eHQtDstKtHdreziWJDJy21RgZNXQAG4H1NdJ3C5IA4ye3FNG7rIMY9KU5DD5h04GKC2FyxBH5UDEAwm4jnrSrkvuK4PbJpNuRkjJPoaUkJyck+lAgyMnK8DvnrSHaemevSl3HuvakLjAznJ6CgYuCO4xnpinYpCcDOM+woyQD6+goAxYPDq2XiW41Owv5reO8+e7sgFaKaQKFEgyMq2AM4POBmud8bkf8Jn4YwCBtvOv+4ld1n5s4AY9fXFYXibwnB4lmsZ5r69sZrEv5UlowVvnADA5B9BSkrqxE480WjgJLDV08aXusJZQzxi0jtLMG4C4XcWkZhjjnb9cVm2vhTVLu38rUxFbm41k6pduku8sFbMca8eipn8a7r/AIV3gDPinXef+msf/wARSj4ckj/kadc/7+x//EVh7ORy+wn5Hn974wv7fw/qFxExnmi1V7ZZYYN6xxiRFwQO5DHk1ta/oOpanqCz2N81vGEClPtlxFzn0jYD+tdMfhz6eKdb9/30f/xFH/CuD/0NOue372P/AOIo9kw9hLocZ4w8PazrlxYjTZVgWyt5pI5vOw32krtT3xjcCf8Aaqv/AMI3qSazFd22nRQQWdhDbWVvDebFQ7w8obA5U4A9xmu7Pw6w2P8AhKdc/wC/sf8A8RR/wrk4/wCRn136ebH/APEUezkP2E7W0OcsdW8/xpe6dFqdvcRQW4LWqhd8MgbnpzjBGc9yMVq/D3P/AAk3jXbjd9ut8Z6Z+zJV7/hXBzx4o133Pmx8f+OVHY/DX+y7m8nsfE+vRyXsiyTlJY/nKqFBPyegpqm0VCjKLuZukfDzWdHkur2DULCTUL21ulnkkVyq3MsjMsqcZUYbaR1O0VesvBUmk2mm3M1yC/h/SZbWwitVY4kdAHlORksdoAGOMnrmtIeDb0LlvGGvj6yxf/EUf8IZfHGPGGvY7nzYv/iKrkZtysxNO1TxLLJ4JSW01EwSwqdQnZMbn8k580H5lwwHUDJNajeA7dvFo13zrXzPtAn2/YE35H/TTOc8dcVY/wCENvcZPi/xB/39i/8AiKafB19nC+MdeJ/66x8f+OUcjDlY1tA1mPxnqmu20+ns11bwWlsswfMESMzPnA5LM2fTgVR0LwtfeHHudQvprWSWaW6ur65tUkeZ/MbcFRcdgFHQn5cAVojwZfdD4w14nviWP/4ilPgy9H/M4a//AN/Y/wD4ijkYcrINAuJ7nwBeyXM19MStzsN/C8cqpglVO8BjgEDcRzWl4GJ/4QDQ/mXiwh/9AFUZvA95NC8Uni7XmR1KsDLFyCMEfcrodN0230jSLXT4A3k2kKxIWOSQowM1cYtFJNFvBHO8/SlKg/e5pCcL8vPfJ7Ubi3Tp71RQpYKpOOB2FAOQCRgntSEMcDd354oPJ+99R60AKAerfgBSEfLxx70hZtv3cEngUoU5BYk+g7CgBVHy/Lkj60UA5HGRRQAmcfebr2FGFbjG7HrQW9DgDvQWO35e/c0AKcAE9famkkAsRj0FATLDdg4pW54C7ifXtQAnzEgDK46n1pd3OOoA64ockcn9KQbmxgnGecjrQA44IGQDSbgM5I9TisXwh4lj8W+HItXgt2tkkkkTy3YMRscr1H0rb2jtQA3DNymOe9AXGC7dKeDmmBd2SflAPr1oAceuc8D9aQDvz+NA28AEEUuAc9eD60AISd3AzSANuBbk9hjpTm5GM4HTrQDxhSD+NACcMdvBHfilI9APxpMtuGRSEqAwyW7nnpQApP8Ad6/TikB45+Y+oHFcxonxG8L+IvEM2h6XqAlvYd3ylCFk2/e2nviupH1x6YoAb8xPPHtQAdwyF49O1G4L13Hvn0oHzMD8wA6DGKADPzbRn3pWLZGMZPrSZCKeme9HyhgxOSegoABz95wT7CneoHGKQZHUDOf4aCuQQxOPegBuN6/6wkd6cMe3HTilPKjaAfT2o6kD0oAQEE8A4HGTSlct347UgGH5JY+mOlA3DtnJ7npQAo4bOeMY+lIAC39aTovzdc0FtvBJyfbpQApG5h0OBRn58BeMdaVeATgZ/nTcljgHHrQAHr8q557UucZypFL9xQBk0gPLD0/WgBRz0HJ9aCcd8DvS4JHpSEA4BAI96AEXcRnOM/pRnKnBx2BApGBZgCwx6UowMDsKAAIO4GfXFLn86Qg4I3ck0o4z69KAEDZcbRx3NCsGPGfrilIOPlGT/Kjbxg80AIVDcdec9aCfmwvGB1NQ3dyLSxnuXBZYY2cogySAM4HvXmHw1+Mc/jjxXc6TdaStqnlNLDJG5bAUjhs9+eooA9V39Rg0hLfwgY7Zpd+OSrUgyAWYnngL2FAheRjAJ9SKUYDEDGaaThcv8wzwAKUBeqjBPXigY7p1H1pPvMOOKQAc8CkwSRuIwB60AKTtU7efxoAO3lfcgmkXkA44zSFiclgQOi0AP59BSZz9fp0pCSSEUbuOfanABV6/U5oAQEdC3T0pQFJzgfWm7vm5OM9AKqaZqtprmmw32lzrPay7tking7WKn9QRQBdJAxgbiabkjA7k80KmGLHrS87xheB3NADT5jchmUemKKVuvP6GigBcdO/tQeW5HGaXkD5ePrQzYGOOnFAARkgHNJlVwOlC5Cck5xzSnOR0x60AJtVSCAST0pTnFJhRk7vxpc89s0AcD8Gjn4Z2i8gfabnJ/wC2z13xOB61wnwYz/wrO05H/Hzc4/7/AD13ZILDkUADEDqSPakPT5sKv86N2BwT16Y60gBPLjnsM0AKCuMjHtQMYxnPc80EAL8wAxSleOCB+FADVy2WwCOwFKAwH8Kj2HSgglvYDj3pApByWJJ7GgQ4kgDaMk+9N2bkKuBtYEGgv82ACacM4G40DPPPCvwc0Pwn4wfX7O5uZpPn8mGTGyHd16DJ4JAr0P6c+9NUEbmIGT78UDnBPB9qAHEhR7mkD7nwo4HfNJjn5TyPWlGdvzYJ/KgBSezdTSKwfoMY7kUoBHJ//VTAdwy/IzwKAHkge/OOtIQzAjoD6U3KLlu+eMCggkZct7AUAOIwvJwKXI25HA9aTBXgD5aMhh0/OgAJXoWOfWjIUcn86AD1OD+FL/FgLn3oAOpxgmgHLEenek+8DyPegDAwDmgALAdBk9sUi7gOQB7ClA2DLGlAznJ/SgAA9B+NIPlHWlznnkf1owFXPHrzQAm3+Jjz2FIRkgnn60bcjMnPPal5YY4UegoACdzbQp+valznGM49qRhu+Ukj1waVcdB0FACE/NgKfrRnbndgHsB1pTkc5x9e1GAQM0AIxxgDqfWhl+XbuwTSn7w46d6QkKTkH8qAFyCcA1madoGk6Pd3FxpGl21nNcnMssESqX+v+FaeflJU/TPagDgBmJPqKAADYvUn60gOMbs7jzil3r03c0H5ujYHfigQEhSCTz2pGIfgPj1pMqWwAW7UuMHCYz9OlAwOduMArj1xQCAPlXjvgUYwvPGPU0AYOSck0AAbCkgbR2zS5OMnnjsKQlv7ueaASMMfyoATJ7DC+/U0DJT5sqT2p2MnJx+VIQS2T0HQUAcf8VPE3/CJfDfVtSV8XDRG3tz/ANNH+UY+mSfwrzj9mDxP9r0LUvDlw5aWzk+0QAn+B/vD8GGf+BV7Jr3hnSPFFpHaa/p8N9bRyeascwJAbBGfyJ/OvPvgb4W0W18A6Xrtrp0MWqzfaI5LpQd7ILhxg/gqj8KOoHqhAbOQSKMqSR79KXpjk0c85wPegBuI04IzRShVA4OKKAG7hI3yg4/vUu0DnGBjrTsdcnApuADkkj2NAC7jtJIwB0Bpe/GPehiBjdxQTjpz9KAEx6KD9aFIyT1Pc0NuONqjPck9KQj5AoPB60COF+DWD8MbUH/n5uf/AEe9d2EAAwMAelcH8GgD8MbMEZ/0m5/9HPXeYJYHJAx0oGL+HI7UnTk4zRkA4wfU0A5w3T60AGR+HuKRj0A7nvTiSuSeeeMCm/Kp5ILe9ACtx8zkDsMGhuB8oyTSEAPn7zfyp3B47/yoAM4z2A96jeTEZY8KBlm9qkA9M4pCegPOegxQB5p4Q+M2m+LvGz+H4dNmtwd/2admB37ck5HbIBPevTBwvJ+prntK8DeHNB12fV9K0mGC+nzulTPGeuAeBnviugKgggrnjOM0ABYKvykc9KTByDJgAdqUADGQqkDgDtSI25SSflzxQIXBJJP3cYGOtBOOgLHFIQM7gMn607+LHB455oGIDgKX+9QSe2DSFzgkDABxk96Xnuec+lACc7ck4J6c04kgDjdSdT82MZ44pe5weaAEL7VHBBJ4BoIZsDoO5o/jG7k4oY9tp/KgAK/KFAHJ5oIxwoye9BYKDk9Pal5PPX0oAb91eASSe5oJwOjNnrilBIGGOT3o38ZJwPWgBN29gMHA9RTiA3GBTdztjaRj1Io25I3cnPWgBdueRke1KRn5cnpSA98bvelB7HAJ96AEAGcdqXGFwuPxpqluSw4zwB1p5OO1ADNueWJOPWnDJJJ4HYU0/e+YgDsuaduP+RQIAMUbiOg4pCuM9ye5pAVBAXOc9TQMhupZVsriW3i82dI2MUZ43MBwPxNeP/CXxt448ReNNRsvEkEj2SRsX3W4i+yuDwgIA9+Dk8V7QecgHH4UhGAAox70AJhAdu3PrgdKAMr8obrxTskEDr6mjccDAyfSgBDlepAGacBj60wBVG5jjnv60DGflGT3NAherYw349KASfuDjpk0pJHb6EmkG7A5BPcmgYvI69O9NUq2NuePWlUZJOQ30oJIB/QGgAPYkZpPMRSTk0oyAO/Pal/ixjPvQA1fnycEDP51wfwTwvwg0Y4yd9zgD/r5lrviOBkkn2rgfglgfCHRueS9zx/28y0Ad7k8A9T+lLjgjjFGV3cnBoLegJ96AGkAnlAfrRQ2/PyxqR6k0UCFPzHrxmgEFyQMjuaUZ53DFICNnp9KBiY4LsdxPQGlVcZxgfSlJAGf1xTAW2kgZLdKBCjOzhiCfUVx/wAU/E2teDvBEuueH7a3uXtZF8+O4RiPLJwT8pHQkV2IzuGew61R1rS7fXdDvNKvDm3vIHhk4zwwxn6jrQM8S/Z38Z67rjT6HJa2cek6ejzPOqt5pkkkLBc7sY5bt2Fe9YCcqDXm/wAEfA8/gnwTNDqUYi1C7u5HmH+yp2L+gJ+jV6VyB6UIBM568+1KfXGaT5WXJ5HqKU/KM5/CgAUk8kbR70nHcc96Ac5Of/rUfKeM89aAAZLfdx75pOeQFwSetLnnDNz7CkJKg9Wz0wKAFyFH3SKTq3AI465pdpyCWx7UjttVpAN5A6DvQA7IUY/yaaQGO0HHqK8c+H3xa8Q+KPiVPoepadDHZnzcKkZD223ONxJ56Y+pr2UjPqB7UAIQB8qdcYz6UjbVUAjp04pR3Ck8dSaAw3AE5JoAAg3ZA9vpSf3jtx6Z704D1Oabnk4LH6igBTzwVzjvmgn5iewHSl4P3uOaAeCRkj2oAQk7eoUn05pVBAHJP1poYM54IAHU0oAfvmgBeN3Hagkgcc0gGDhR+VIVHXkEntQA44P3qbu3NkHIHpTsZ69Kbu6gKRgcGgAAJX5eBnk4p/bFJjj1/GggkcnAoATeDgr9OnWkIO/czEAdvenZIB2j8abkkgEZHrmgA++cDcAD2707gZJxn2pRTRkDoASaAE+Zjx8q460m4bQNrH6ilyesh5zwBRlgvC/Mf0oEKsYHJAJNJyF5+X3ApzAheOv1pv3UG/k+nrQMUKDyeT60v60cnqMcdM0DJ68UAKOB/wDXpuckjd1qK8SZ7KdLaQRztGyxORwrEcH868d+Evg/x14f8a6heeKJpUsZI2WTzbkSC5kJ4YAE9OTk464oA9nGSxGeBx9aCGLDHAFCjH3Dx/Ogbud5A9BQAYyeece1DAsOGxSFQWzjJHQZpcbvvDAFACfL0zwOpNOAXb1+WkAVhxgjNKQOrelAAAAOnFNLDdnBJ9RzS/KynPSlJwAe3bFADXJC8fLzxgZpScN14A7UuQOvXvSDkZUA5oAB13Me1cF8EyR8HtHxwS9yAf8At5lrvT93LDv0rg/gpx8IdFzkYe54x/08y0Ad2VC8cMT3NBBCcHH0pWbA44P060nI2qB9TQIdyAAG/OikAzktjOaKAAqpfnGewzQxAXrg+lLjGTijk9QMUDEPPGRnvQQSQNvHfmg8dAM0Dpz+lACHeSAMAd80fd4K4BPY9acSAcZ/Ck6t04HegQMdq8nntigLtHJLn0JpcfMcdfWgLtHAx9aBiA5YKQB7elDEDljigBgecD6CgHOSfXigBe4wAfX2pMqATgD6UEZ45H9aNgByBg9KAAktgg7QfWlAHQGk2ZbJ5IoK5Y/40AKGByc8DikJUDceQPSjaAApxj0oOccCgCulvbRXEs8NpEk0n35FQBnPue9WVBwMnJ70ZIIzz9KQnOQRjigBSflOOfxpqkcDoxH404DCgfpSDJJzgfSgBeB1P60in0GPTnrRgDoAfYClJ28txQA35VPTLdcmlGTknge1O4+n1pp3E/KQB9KAFLKPvNyegpDuI44GOlBOfujnOM4peQePzoAQ7UIGenQDvQWDMPm5HpQAAc47UoPGT8tAg/HFA3Z5xjtSA5X5sdeKCcDn8qBgCQPmwaU4PYH0oHJ6Ui85JJPPAoAARjHqaXAHtQcAjPDdqaVbG0cr3JPNABt+UktwfelUqT8rZAHagqOM59hS8L0HNAASD23c0m7C84BJwB6Ujklgg47nFKcFuf4e1AAQp5Jz6c0Y2nczE+go2g4JFIRluf0NAAwHdzyelOGAQoGPSkYkkADPc0vuT06igA6Elm4pCWOPlAHrQGVumeaCdpH179qADgZA7de1JhWPL59s04MGzgZ/CmjaE3Ebf0NABhUPyr+NO/zimZAAK5bPQU/juOvU0AGOgwB/Sk3ITjP4UmcglMFv5U4bv4sflQAEgD5ulIGLL/d5496CFX7x6mjcGbaozzQAKOOCpYcZpR2JP60mwYwOB7HrQq4HPJ7e1AAqqCTwT35pkUcUCrFbqkaLkhEUAD8BUmNo6dfWjB7igBOpGDkCgBi2SvQcc0Hj7oFKO39KAGEy5+XaBRTtw/vCigA255JOKXp06Ck+6CeSOwoPzNgZAHegBeTz/OkbOeufYUBBjnnNIqKCSAQOnNABjDZc9RgClYKeCDSALyR9SaduwCenpQAm0c4GBQflHBH4muc8Z3t3baRa2un3DQXmqXkVjHOvJhDnLOB6hFbHvitjStOg0nTo7O2eZ4484e4kaR2J5JLNyaAOa8a2z6j4g8N6c95e21vc3E3m/Y7p4GfbESAWUg4zT/8AhANO/wCgr4h/8HU//wAVUniMbvGvhLbk5uLj/wBEmum2N/dP5VlNu5nJ6nK/8K/07/oK+If/AAdT/wDxVZ48M+H38QPoi614jN+luLpov7VusLGWKhi2dvJBGM5rutjf3T+Vcna6F4hsvFOt6xEmnyvqMsEcJkmkBht41+7gR/eLFj1wM98YMXZN2ZVnovhnULtra01nxPI6XT2bH+0LwIsyKWZSx44APOcduta4+H+mjpqviEf9xmf/AOKqh4Y8K6t4X02WS7+y/aHt7iW8ubeSR2lnd2kDKjKAB8xyeScKKq6br3iO4XwQslrqDR3e3+0LgwYEhMLk7+64YL2H8qd2F2bP/CAad/0FfEP/AIOp/wD4qj/hX+nf9BXxD/4Op/8A4quq2N/dP5UbG/un8qV2F2eOxaEW8eeI9OOt6/8AZrFrYQL/AGvPld8QZud3PNaX/CLxf9BnxB/4N5//AIqnwq3/AAtHxhwfvWfb/pgK2drf3T+VRKTvucdSclJ2ZhnwxEMn+2fEH/g3n/8AiqxLafw9dQSzQeJPEG2K3a6bdqN0pMSsVZwDyQCCOK63VIbybSbqLTti3UkLLC0pIUMRgEkAnH4VxEPw+1Oz8PahpVpJaMl5DbwiWWR98aADzkB2n5SQSPdjmkpPuKM295GzYaZYakubTWvEpHlpKC+o3UeVYZUjcR/9arn/AAi8X/QZ1/8A8G8//wAVWfqEeo6Fpduluot1fVYFVLYvMTCzjfuJXI4z0GAAOat6Lf6pd+K9YhvbW6gtoY4vs6yx4XndnBHXOAaLy7hzT3TJf+EXiPXWdf8A/BvP/wDFUyXwxGkEhXWdfBCkj/ibz+n+9W/tb+6fyqOdW+zS8H7h7e1Lml3J9pPubHgC5nvfh3oFzezPNPJYxO8juWZyVGSSeprouRyTgY+prmvhx8vww8OnGT/Z8OOP9kV0wBA+ZuvPSu09QPm7fL2G6l5xg/MaMewIpNq7vQ0DFCgc96GbaO340Z4+Uj8aQ8HJOfYc0AIWz93b+NKOnzPkmggHHy5P1oYBduRx2wKBAFABKqc+po29B26k5pWG49T9KQnJ24/GgYoPdec/pXA/ESOa68QeHLEX99awTfamk+x3TwFyqpjJUjOMmtDwzHLrusX/AIgvLqZoobua0sbdJCsSRxnYzFRwzMwY5OccYql44GfGXhcjJ+W84/4AlTL4WZ1G1BtHKyWFnF4jh0Yap4le5mt2ud66vLtRFYLljvz1IA4NUzLpS3l1DLqvieNLa9SxkuG1aXyzK4BUAh8/xAdOCa238P6gPEd9q9tqESSXMMVvGr2hfyI0JJAO8ZLFs9PwqpZeCWjgjh1K8+1xrqD6lII4PL86YsWUtljwvGAMZ2j6Vzcz7nB7R9y4/hmGJS0mt68igZJbWZwB/wCPUyLw9aXGfI1/W5cddmtTNj8mqHRrCTULHWYLmDUraG6nOxL2PlVKgfKHznJGTkY56Va03wuujWV7Fps7JLdJtEjW8Y8s4IBwgXPXuaXM+4ueS+0c3Y6jo1+HMWq+KUVYJ5wz6rLhkhYq5BEhxyDjOM1o6PZWuuW8U9vf+KI4ZoEnR5dXkwQ3RTtkOGxg4PrVa3+HM1lod/pljqiwpqFlDazObUk7kyGcfPxuU4I9eauazo2o2HhXUotLDPLK8bW8Gn25jKYKhv4iTkDk8cDpT5n0ZTm+jNAeF4h01nxAP+4xP/8AFVB4N8Npq2u+Jre+1rxA8VhdwxwAaxONqtArH+LnkmnWqa2/j65lurSSPTfsW2JxJlN3mZHy9mI61sfDtW/4SfxpgHP2637f9OyU4t9y6Upc2rM2GHw3N4kfRRf+LFnW9NiJTq8pjaUReYcESE429yMA8U7R7Tw1rLWQjvvFVuL+WeG1a41eUCZoiQ2Nsh9CRnqBWlpXw4vNI1CbUbbWEN/dR3a3MrWRIkaZ96uB5mQU6deRxxU9j4Hj0TTtMlvJLjURoNi8FpBaQlGZmGHfG4lnYcDnAyfrV3Oq5PL4F0i2Tfca1r0KZxuk1ydRn6lqr3HhDQ4NMuL/APtrXpbeCNpHaPXJmGFGTzvxmpdJ8ONrXgC203VBqEOJWfF7CrSr87ELtkDcDOATzgCprvwMT4Fv/DWm3ptlvQyvO1qhwrY3DamwcjIz796LsV2c5PZaBa+ErDX5rnxclvfvCkNv/a8nnZlYBMjzMdwTzwK2bDwZpt/C8ovfE0IVyo8zWpTvHBDKVcgqc8HNT6l4M1HVbjTBdajamx0y4WaGyFg2xgsZRFb95zgkn8BwMcsudO1vTdT8Nw2iy3aW0dys5giMNv8Ac/dKVydoBwBkmi7C7G6j4EsINLu5o9W8Qh44HdT/AGzPwQpI/irc8HTz3XgfRZ7iVpZZLKJnkkJZmYoMkk9TWJ4eg1uPwz4k/wCEhtpoZnubl4vNk35jMYxtP93OcVreBwf+EB0Escf6BDgD/cFaQLib5Ax83PFIFCr8oxQSN3IOQOtLxtGT+NWWJtH8RJpc49Tn2pPu4DZPvSYLc5KjtQA/BpnOeDu9PalMa45BPtSABVyePXNACDYmQ7ZOc9KKcEGOOlFAhCBxgZPbtS7SW5PA7Cl4AAQ0g3D09zQMTGSvcDilOAoycewpFHoSewzS5GcEc/SgBRgKAB7UuMCsrVPEmjaPJMmp6jDbNBEk0iyNt2ozFVPvlgR9avW1xDd2yXFtKJIZFyrqeDQBzfjRgt54ZkAxt1yEE/WORR+pFdT8oyOuevNcv8QcR+GLe9x/x46lZ3H4CdAf0Y11GwZ/pQBl674a0bxNFAmt2a3aW7l4suylCRgkFSO1Y4+GPg09NGz/ANvEv/xVdb93hiPbFNK5+83HSgDlP+FX+Du+jjrjH2mX/wCLpP8AhWHg7dj+xwfpcy//ABVdYNvbGO3FL0ztAA9RQBwWrfCTw5cQrJpdsLO4hbcm6aV45P8AZdd2cH1GCP0MGleEPBt7dNp+peHzp+qIu57aS7lIkX+/G27519+o7gV6Ido5bA9zVDVtGstYtVS83BkbfDPG+2SF+zI3UH/9R4osBgH4XeEBjGj5yf8An5l/+Kpx+Fvg8jjSAPf7RL/8VVmHWLzQZUtPErLJBI2231YLtR89FlH8De/3T7Hiujzxwd3pigDjv+FS+CFmeQaIu98b28+U5wMD+KnD4VeCyARoiY955f8A4quwC4ySKQtvXI+UeposhWRyP/CqvBeONDX/AL/y/wDxVYmt/D/wnbyxaXpOiRS6tdqTGHmlKQJ0Mr/N90dh/EeB3x2uua0dLt4ktovtV9dt5dpbA4Mr+p9FA5Zuw/AUzSNK/sa1uLq7kN7qdx+9uplHzSsBwig9FHRV/qSaLILI4rwf8MPCz6ROl/p7Xs0F9cwedJNIGcJKyjOGA6Ct1fhV4LPXRUIz/wA95eP/AB6ofhp4m07xLpuqHSvPkjj1K4Z5HjKAb5WcLz3wQT6ZFdtjC4UZpWQWRxx+FvgnGRoaEZwP38v/AMVSn4VeDDx/YUYHvcS//FV15wqjgsR6UuPlyRj607ILIq2On2+m2MFjYIsFtboI4okzhFA4HNWQgzlsk/Wk6dwCfQUuzkluTQMCnIwSB1NJt2qSec+tB5bHQD0pcd8DjpQA0gheEB9Bmnfd5bggdqUBs5Jz+FGDnnJzQAmFK7uh9TSKuDu3Z7ClbPAwMdyaTJ+UDGfp0oEKv3sbcc5yOlG3+4cDPPGc0DdnBI/ClAOck59KBnK/D0MPCs0PAaLUbxGB9ftDn+taWv8AhbR/E62y67pq3gtiWiLOy7CQAcbSOuBWb4LPk3fia1ZgDDrUrjPpIiSD9WNdQMFTt+b60Ach/wAKs8FjltAXHPSeX/4qnD4VeCyB/wASOMH/AK7y/wDxVdcu4dsY7ChhuPPABoshWRx4+Ffgv/oBKR3Pny//ABVch4++HFvp8WmXngnw/b3bJclLyzmeUrJGVzuzu3AqVwMHnd0PFewcg9RjtS84pWQWRwek/DnwPqmkW17Do8Eqzxht0VxNtz3xls8HIweau/8ACqfBR6aJH/3/AJf/AIqrGoRTeFtQm1eyjaTS7ht+o2yc+U3e4Qf+hgdR83UHPQxSLPbpLCUeORQyOhyGB5BB7inZBocr/wAKr8Ff9ANP+/8AL/8AFU1PhR4KiZ3i0NI2kILH7RLzgY/v12AJC9M+4oBJyTx6CiyA5MfC7wf/ANAcf+BMv/xdL/wq/wAGjro6/wDgTL/8XXVA44zlj3NLgcAqCfX0osBx1z8N/BttZzXLaE8giRn2RzzMzYGcABuT7Vy/w38JaL4m8KtdeIfDLWV/HczRsjTShSodgMYbBxgr9Vr1jI6A4z0xWB4Jz/wjA+XOb275/wC3mWiwFIfC7wfxjRwR3P2mX/4ql/4Vf4PGSdGUD/r4l/8Ai66w5yMnP4YoyMhcZJ9qLDORPwv8HsuDoykNxj7RKRj/AL6rp7S0hsbOC0tEEUECCOONBwqgYAqcuq98DpRzjnjigBAcKcgjJ4B70Fc4LdPSlAHBPIHc0EBsZPHU0AJjDHA+pJo28Ek0pyc7T+lIc7TngdqAADLMfelYDOCc+1AHHr3OaUMCen4kUAGcdBRTWKg8kk+xooAACPuqAO1KCeSRk+1KM7ckYo5K4B59cUAG7HUUbsjj+VJ06kn2pN20ZbKk+1AHC+NoLX/hJLKeTwbq2uXMSxyrc2LoqDy5Cyo4Z1DYYk4wetbvg0s3htZZLC8sZJbm4ke3v5A0qlpnJLEcc5yMcYIrN8aeKdZ8MzQy2en6ZJpzhUku9QvzbrHIxPB+UgDAHJI5OK1fCOsy+IPDcOp3MVrHLK8in7HMZYiFkZQVfA3AgZzigCt8Q42m+HWug4Hl2jyjB7p8/wD7LXQW032i1jmABEiBs/UZrC8fTJb/AA610s3D2Msa+5ZSoH5kVtWELQaXbQvkNHCqt9QBQBYGS3IAAoYkDj9BSAAqcZ5peMjrxQAgBK4IpevHRfXNIVJyWOQe1G3oMAKPegBSemD9aQ4OGJxjoKAwPQ4oIB68/hQA2eKK4heGdUliddro6ghgeoI71zZs9Q8KDfpscuoaMDlrIHdNaj1iJ++n+weR/Ce1dNtUtnGT2FIVyeSQPQGgCvY6haapYx3en3CTQyfddT37g+hHcHkVFq2rW2jae1zdlpDkJHDEMvM5+6ijuT/nisfXrBNG+0+INJuY7CdF33Sy58i6A7Oo5D9gy89Bz0qn4WvD4g1qTUdbiez1K2BEGlT8NZxtx5nozP8A3hwB8vXdQBsaJpdxHJLrGs7W1S6XbtU5W1j6iJD6dyf4jz6VWuUvr7xTqVsus3tha2OnW1wI7SGFi7O9wGJ8yNieIlwBjvXRttJUkdOlcvc6pa6T4y1n7c8kAu9JtI4JDBI6MyyXWRlVPTeuR70mBgaFZ2cHhS8vvCXiDXIYbmC41VGks7VUkc5JJ/c8ZI6ccDiu003W7K6khsFvIZdQ+zrNLCjgsgwMlgPu8nvXEeGZvD/hv4Z3ulW999rvmspLeWS2tJ9srqrqOCvDc4P0rR0b4UeD7O6XVU0eIS3NsonhkXfGzcHdtbO1uvTA56UIR3WfUH8KQqH5II9s1gf8IN4Wb7nh7TSP+vdf8KD4G8KdD4f03Pp9nX/CmMd4i8WWvhq+0q2u45JH1SdoYhGyjZtUsWOSMjA7ZOSB3rWsp5rq0Sae2ktXcZMUrAsv1wSK5PxX8ObbxTdwNJe/Zbe0sHtrSBIQfs7sVIlU54ZdigDpxTNb0vV28RWsiJeXECaLcW09zAUG6Zim0hGcDdgOfTnrQB25OOPzo+vXtXP+C9KuNE8MwWF0kQdHchkXYXUt8pZckBsdcEiugx83/wBegBAPQ8460FeRncTRg4IQ4NIEZV+Xr3zQAuWAAABPeqesW97eaJeW2mXK2V5LA6QXBGfLcjAb86ukEjnqepFVdQsjfafParcTWxmTYJoWxJH7qex96AOYtPCus2Or6DNHrd5d2doZftiXk26Vw0eANwADKGGcHkdj2rrxheWP5V5X4bt76w+JEemXHiG8vBbyy5W61+OcTJhtq/ZwocOBgnPAwa9VBJYgYAFAjldA/d/EDxZEBkP9jn/ExFP/AGnXV5IxgDH1rltF/e/EfxTID8scNlCSP7wWRj+jr+ddMTGAFJyQaAHM3YggHvSAbFwpb8TSl+m35qTJLHKdO/rQMcTjrzQMnqBQOmTwaQc9CenU0AKfTrntXLDf4NvlU/L4euZOD2sJGPT2iYn6KT6HjqCTjgj6mo54FuLZ4J0SWKRSro4yrA9QRQBKSMe1AyRz07VzWnTy+Gb+HRtRkaTTpzt026c52H/ng59R/CT1Ax1HPSbd33ifpmgAGepxSg5z6fzoAA7YqK4uFtreS4uJUijjUszOwVVA7knoKAK9/fNaeRDb2/n3dyxSGENtBwMlieygck8/Q1h+EpptPsoNPvUjAnnupILiBy0bt5zs6HcqkEZOOMEKT7VgaN4g1fx1rl2f+EfgtLLSm2rJesXS93qDtAKj5SuG3YP8PrWj4Hh03VLO31TSorK3sIZrjy1twC8ku91JdgBwoLBR6Nml1A7fHTGPegnHXgetN+/3IUd+maUdMkH2zTAQDPUAL/OlJwnAzkdKVsY+bIxTc7yMdB7UCF9B0PoOlDD5QG5pc84xz1pC3HHzHNAxPmVckKKVTxwKUjA9DQcnoTigA3gUZz70mSBwCxo3DIXJB78UAB2qfuZPeihCCOBnmigALDdt70uCcjPB9DSF852jP4Uo6DHXFAB0wAf603cy8tj2C96FLKvzbfbFAIVs4O5ucUAcd8UNUn0vweJYLl7US3KRyukkKMUOcgNN8g6d/pVn4cXx1DwJZ3Ek89xueYebPLFIxCyuB80XyEAAAbe2Kh+Jchi8LK5uGt3+0II3V4YxuweGeYFEHuRnsOTVr4fGE+C7M20ksoZ5Wd5ZY5Cz+Y24howEI3ZwVGMYo6gYniO51W78V6fp3iO1jsfDUl4nlTxP5n2qVSGijl6eWpYA4wckAZr0DcCfvfQVzvxCtxc/D3Ws8NBavcRnuHj+dT+aityzmF3YwXBAzLGr9OmRmgCxjLZJP0zTSV78mhsHIz2pDhRhcZx0zQA88YC4z703ljyoA96MAHcR0HWl7c0AISvVse3FG0cFc4oY4HyjnPpS4555oAQscjPXPbtTJZVgjaSaTy44wWd2OFUAdSacMgEkck5AJrl2z4xvWjZidAtZP3hHS/kU/dHrEpHP94jHQHIA+yik8U3serXasmlW7btPt5Bjzm/57uPT+4vb7x5Ixq6zotrq0MbymSC7gObe7gO2SEnuD3B7g5B7itFSNn3do6AUDB6NzQIwLTXbrTbxNN8UeVFM52299GMQ3R9P9h/9k8H+EnoN53SGJpZDhVUsxx2FRXdrbX1pNa3cEU8Eq4eN1yGHvXB6PYeL/Cnii5N5dQaro9/thsbbzm822dc7QSw5XbnJyTgD0oGbHgPV9O1Sx1JdPu4bvbqV1I3lNuCq8zlSceo5FdWQcfLj2riPA+n2vhSOazgtLeK31HUrlxLbTF1Wbe2YyCqkABCFPIIXtmu3xgHjOaEA3BIwWLHuelLnpj9etC8tnoBwMUuPoTQA0qg7ZJ9KUruIz0HajCr8xABpfp0oAbzu5Jx2HahlJb72M0pfAPHH1pMgAHByelACk44zTQN7c5AA+lOIHCnvSnAx+lACHg8nGegpTz905/Gmkr1Y8Y6UmQRhVxn1FAjx3w+0tv8AGJ4s2wifULsgLLZs/PmHoo84evzH616f4kudatNIaTwxYW1/elv9VcTeUNuDznuc44469a5DSdO1Oy+JEt1JbeVb3UspWQ/ZRBMh3MvlbV80v0LEn+9ntXoZQHquT0zmgDlvh8I38PSXSyvPfXVzJJqTzJ5bpc8BkKZO0KAFAyeADzmuqG49ePYVy2goIPiD4qtYztjkFpdBR03MjIx/HyxXUE4IA6nqfSgBcEtzy2MgelLnnH60hBJGGwB196Mg5yuADxQMQg4wSSKVuhB3fXNIvDHHHoKNzbTvj7+tADuABz9KOec/hScZyQc+nemkgsSQxA7+lAivqWn2+qadNZ38fmwyrhlJxj0IPYg8g9jWTo+o3Vjff2DrcvmXKqWtLtuPtkY9f+mi/wAQ7/eHUgbwKsxwGwK5fxVcpq4bRNMgN1qqlZI5I32iwb+GV3wdp/2eSw4xgmgZtarrFnotukl3uaSVtsMEQLyTP/dRepP+TWZDo17rlwl74pUJCjB4NKRg0cZHRpT/AMtH9vujtnrVXwlF5eqXaa+Wm8SxD97PJ0khJ+VoR0WPsQOQepPU9ZucLuOB6A0ART2yXdpPA4dEnVkco21sEYyCOhx3rlvhnoOnaH4TdNNg8iKS9ucxhiVG2d0GM9PlVR+FN1Z9s/ifUr+71P7Po9rHOtvZ3ZiyojZ2xggZOO9ZCRWX/Cu9S1jQbnWLSK3sGvoXGpmVVlZTKysAT8wLZI96V9RHo5IZgo5x+lKxGdvGMfjXD6P8W/DOs6lf2tkb3bZMFkmNlKQznPAUKSOncCtdfG+hBstPdkn/AKh1xx/45TGdDnjj+dHLAc/XmufHjjRCyhZ7o5POdPuP/iKx/F/jubQPF2h6VavbiK/R2neaFj5eSqRchhtDSNjJB6etAHcE4GOpPpQAu73xWZ/bdnYwyw6pqNubqzgWa78pSoRTwG25JAJBwMmrdjfW1/ZRXVm5kglXckm0jcPXmgCwGDHjt6ijGcbiePejduxgcE9aGyVO3H40AKSTnGCfTFN3EcNyT2XtS5OACASeDikUhflQE+/pQAuSvAIFFIBj7xGaKAHcn2ppGRtQ49T1p2W7DjtTRnA6Z7nFADsAAcfSkxhsgDp1pADjhvqcUuSvAUH8aAPMfif42u/D+sR2MM9lJD9kEradd6fLOLss7Ly6AhAu3PIOa6n4d351LwPZXbXi3zs0oMyWpt14lYbVjOCqrjaM84AJrpBw+7ywCepHWhFQAqoHUk4HegDnviDMIfhzrxbq1jIgPuy7R/Ot2ziNvYQQtwY41XH0GK5z4i5k8Imz4zfXtpbKP96dM/pmuo+6uTyxFAC849PoKQDvyfqKUZGCc5xSc46CgBDuY4OFHp1p3HXIx7UhbGABk0uQoxwPpQAgwQOOPUmk35k+RckcEntSltxzyAOmelYGr6hd3t9/YWiTbLplDXd2o4s4j3/66N/CP+BHgcgiLUrifxHfzaNp7tHp8B2aldRtgsf+eCH+8R94j7oOOp46CC3htbSOCGJYoo1CpGgAVQBgADtUWnadbaXp8NlZRiKCEYUZyT3JJ7knJJPUmrRODyvHXNAxD79PpQdo5cj2zRyRlqMgsAVoATIVPlx7YFUNW0w39vE0TR+fC+9POXdG3BBVl9CCQa0cZxj5fakIG7JbpQBx/hjS47uQzx2Fnp8FpqFySsCgvLKJHXlgB8g3NgfT0rsAOTyT+NYXhD/kH6ge51W9/wDR71uBAFOce5oAXHTGRk9qNoB7k+tAwFwOOOaQAfe6Z6c0APPXnpikJ3HAxjv70whFYYDFvSlbceF2jI5NAherf7PYUjMAxJJJBx0peOcHoOuOlJgjB3YHXp1oAcW+bgdqTBx2U96Ny9AR70oAI6cUDEUqCdvQd/WszxJb3V/4c1Cz09FeeaFo1WRyivnjBYcgEdSOa0lPyjryacBwe+aAPJ/BfgHX9B8ZW2o3+laPFZxhkiW2vp5vsSlDkQo4wu5uWPXmvV8E9CeKUYHApFyScg4zQBy+g5k+I3iqQ8+XHZQg46ERu/8A7OK6jBJH6npXL+Dv3+q+Kb5usmsNED7RRRp/MGuo9yc+lAATk42sRR8235QB9aDuI6Z9eaNwGfagAbGwhufXFHXscetHOPuhfahs8Y6469qAFyq5NNLBULu4VVBLHsBVPU9SsdGsvtOoTeXGGCqoBZpGPRVUcsT6Csgabe+JSJ/EETWmm9YtKDfNJ6NOR1/65jgd89AAJJql94lLReH5GtdMBxJqu35pfUQA9f8AfPHpnrW1pml2ek2K2un2/lR5LMScs7HqzMeWY9yeatKqIqoihAoAAAwAPQU4j5+vbpQBla5o/wDacUMtpN9m1K1YvaXIGdjd1Yd0YcEfj1ANGiaz/atvItzF9nv7V/LurXqYn9Qe6kchu4rVAwvSsPW9IuZJU1fR/Lj1W3XaAWwtzHnJic+ncH+E8+uQDK1hVkn8U6ZeQajHDrFpHAlzbWLzgKY2RsbRjIz0NUE1LSm+FV3ovhu11G9aSxe1SaLTJVWeVU8okkDAOVwfpXVWl9F4j0GR9PmktpJFeFywxJayYwQVPRlPr7dq534UaBD4b8HPaW91cTwNe3JRZ8EptmdOCPXYD9SaVhHZLZ20d5JdRW8SXEihXnCAMwHQE9TUq56k5B70m75ST83oBSgttHbjpimMXv1HSsPVPBuha3eXNzqdkZ5bq3W1mczyKTGrb1UAMAMNzkYOa2889Mke9GSX9AB0oA47VfBk1/reqXLS2s1rfWVvaC3mMisBFIzkl1YHPzcYPUCuk0ixk0vSbeyknkuTAgQSSsWdgOmSeuBxk81dx9AT+NKMjOcY9BQAh5+8ePrijG9gf4R2Heglyvb8qQ55xhR7CgB3GcGkAxnAAye1G0+vHpQWboFGPrQAHOeoopAcdUA/GigBfuA5OaNxGCQxJ9O1IFUHOSfrTiRnHegBCwGM8k0bwWOAePSlxn0z7igsFXqBQAhb+9gexpc4xhcc01cNznd+FHynPUH9aAOY8b4efw3ETkPrkBb32pI/81FdQAWYHGK5fx2jWuj2GrIjOmkajDezqoy3lDKyEeuFct+Fb+m6rY6xYJe6XdwXdtJkLNA4dTjryKAGajq+maMiS6xqVrYI7bUa6nWIOeuAWIyazv8AhOPCZOD4n0YDv/xMIuf/AB6sH4gwRT+IPC6zosqG5n+V1BH+pPrUH9l6f/z423/flf8ACs5VOV2OepW9m7WOmHjnwmWP/FT6OP8At/i5/wDHqQeOPCm4k+JtF57/ANoRf/FVzX9l6f8A8+Nt/wB+V/wrGtpLe68Y3ukxaZYm0sraKSWbyhvEjk4T0+6M/jUe28iPrN+hp/ED4kQWel2cPgzWNHvdTuLpF+e/h8uOJeXLEtgDgD8fatjw94j8J6Vo8MMniXR1uZP3t051OJ2llP3mLZ55/IYA4FcPoOpRa3dXG3TNOjt4LqVCxtyC0KFlEgYjaSXXGPQGtzboXmW8e3T99yMwLtTMo/2fX8KPa+QPEWex2A8c+Euf+Kn0f6m/i/8AiqQeOfCbAf8AFUaPj3v4v/iq5r+y9P8A+fG2/wC/K/4Uf2Xp/wDz423/AH5X/Cj23kL615HS/wDCc+E8n/iptH4/6iEX/wAVQfHPhPr/AMJNo4Pr9vi/+KrkPAmmWEnjTxgsllbMqS2m0NCpC/uO3Fd3/Y+mf9A60/78L/hV+0OhTurlP/hOPCTdfE+jj66hF/8AFU2Txp4SMbIPFOkKXBG5dQiyvuPmq3NpmlQW8k0mn2apGhdiYF4AGfSvONJ8cxX/AIX1LW5fDml/ZrHTmuWkjhwFnLfu4GBGSWQo3HTcPWjnHzFr4a+JbfTdN1T/AISzxjo0s0moz+QFu4FUpvJMmAf4ySfpjFdn/wAJv4TJBPinRzj/AKiEQ/8AZqz9Ce1vbFbrVtP0m2jfZEoFv5Z888OmHHOG4Hqc1qwW+gXN3Pa28GnS3FuQJokjQtHnpuGOKOcOYi/4TbwkR83iXRv/AAYRc/8Aj1KPG3hHGT4n0YY6Z1CLj/x6rn9j6Z/0DrT/AL8L/hUdzo+mC0mxp1p/q2/5YL6fSj2gcxo211b3duk9rLHNDIAySxsGVwe4I4IqTgtnnGPwrmPhu/8AxbHw8FXn+z4e3+yK6f5vlB/StCwxkEqM+3rSgngMOT29KRiM7cn8KBtA4b86AFAByQBn6U1vuYYkEntTuoIPNJyOFGB6mgALBU4BPpSZ2L8wJJNOyRy34UgPy5dcH1oANw2k4PHFDAlcDil+8uW6daaSq5JHJoA5f4fL5nh26uWJJn1O9lbPr9ocfyArb1LXdJ0eONtW1G0sVlJEZup1iDkdQNxGa5zwdqFppN/qPha9uI4NQhvp5raCRgGnglcyq6D+IfMwOOhU1J4lt4rnx/4VjuoY5U8u9O2RQwzsTsaTdkJ6Ivnx34U6DxNo/uft8XH/AI9QPHXhTnd4m0YDsBqER/8AZqp61cabpOsaLp0Wh2l1Pq1w0SjaieWqIXaT7pyAB046is7WPEGk6Rq2r2z+Hraa20ewjvrq5UINodmGwLt+9hS3Xmo5yeY3x458JAceKNH/APBhF/8AFVmat8TPDOnrGlnrWm397cEiKJL6MIMdS75wqj8/QGtqPTtIlgWZLCz8tkD5MC8AjOenpWfpl/4P1m5NvpE2j3syrvMdv5bsF9cDtyKOcOczdM1vwql2NV1zxbot9qhBCuL6IR2wP8ES7uB6sfmPc4wBt/8ACc+Ev+hn0Y/9xCL/AOKrm7XxPo934vm0KHw7bymK/ayaaII5UrGHaRk25VASFJz1NWPC2taZ4qQTWug2CW++VXcOjlFRyqsV2Dh8EjngCjnDmNs+OPCZYf8AFUaMAO32+L/4qj/hOPCOSf8AhJ9Hz/2EIv8A4qrX9l6TuC/YbHcRkL5KZI/KvN7LTrI/EHxkhs7cql3bBV8pcL/oydOOKTqWRE6nKr2O+/4TnwmwOfE+i4/7CEXP/j1DeOfCQAB8T6Pj0F/Ef/Zq80vNf0y18Ty6Mmhw3DxvBGWiCFmMuc4Tbn5QMk56GnQ69pbzv52iwR239qHTI5wEbzH/ALwXb0zkfhS9q+xn9Yf8p1Or+KvDun3517Q/EWkSSkBb6zTUIv8ASox0YDd/rFHT1HHph3gjxv4VHhOJpfEelxGS5upAs15GjbWuJGUlScjIIPPrVK6t9HsrWS5vILKCCMZeWRECrzjk/Wq9pN4e1C1mn07+zruOAEyNCEYLxnkjpxS9r5E/WfI7T/hOPCXbxPo3/gwi/wDiqD458Jd/FGje3/Ewi/8Aiq80bXdOj8CR+JZNCt0WYKYrY7cvubavzbeM5z0rZ06KyvoWlbTLKOMtiJ02uJRjkg4HfI/DNP2vkP6w10Ow/wCE58Jnn/hKNHT/ALiEXP8A49W3BNHcQpNbyrLDIAySIwZWB6EEdRXm1/p+nHS7zZaWpKwPnES8Hafauu8D/N4D0AL0FhDnH+4KuE+Y1pVfaX0N/PzY29utIFGDjIpevpTWQFslj+BqzYUnbgDk9qAcZGG+tCqF6cmlyD0zQAm9Q2PTvQr5GQpPpS4HXA9+KRnA/ixQAhYA/My5+lFKoG3198UUALnI9R7UdGJYgDtQenHHqaamCSV6dqAAFiDyD9KPmJAIGKUjnjAJ70irgkDI9T60AO6Hrx2FITkdT1xSDaWOAeKX5c8EYFAHLePka6sdK0stiHVNThtp1Bxui+Z3X8QmD7E10lrawWVuILWCKGJeiRIFUfQDiuc8bjZL4bnOcR65bg/R1dP5sK6nbgY/KgDgPiVeW+n6t4Yu7yTyreO5m3SFSQuYjjOKyf8AhM/Dv/QVi/75f/CvUnjD5DbWA7Y6UiwxrwIUAz1IrOVNSdzCpRU3ds8u/wCEz8O/9BWL/vl/8KyPt3g5bq6uE1maOS8mWecpPKN7KAF7dAAOOnFezrDESWESDsMqKUQpyPLQknrtHFT7JdyPq6XU8TtdQ8G6VZx2en6uB5dtJDbwTTSMmG5JwQcnPfBqho95pNk2jNcazbRyadaJA7wSyssoGcrsMYGOchsg+1e3atodlrFmsN1CFKMHimjOySFh0ZGHINZEWpz6JOln4qCNAzBINWVAsbk9FlA4jb3+6fbpT9ku4/YLucl/wmnh3/oKxf8AfL/4Uf8ACZ+Hf+grF/3y/wDhXqHkpkkpHt7ALTvKiBz5S8/7IpexXcn6tHueSeC/GXh6x8XeKp7vVYYYrmW1MLsrYcLDg447Gu0/4WJ4R/6Dtt+T/wCFdMIEGWMcYJH90UeSgXlF4/2etV7NG6gkrHH6l418F6rpdzp93r0Qguo2ik8pnRtpGDhgMjisOST4Zy209v8A2xshuRbiWOOeVVfyABHkAdcAA+uBmvS/JiC5EI4PAK1z2pSPreoSaFpR8qKPA1K8jGPKUjPkof8Anow6n+EHPUinyD5TktZ1/wAJ39jbjSPElpPINVt76WS8nlfAicEqp2NjgYA4Gc1b0DxP4Y0rUtRu5fENsqXsm/7OJpJlVtzHeCyArkEZXkAjg10XgmytrXSLu1tbdIoYdSu441VBhVEzAAV0RijK48pT26AUcgcpzP8AwsTwj/0Hbb/vl/8ACo7j4h+EmtZQuu25JQgDa/p9K6owLkBUjC9/l5oaOJRyi+3yilyIOU574cIyfDTw+jKVdbCIFWGCDtFdHhyckilAKrjgLjsOlKowvB7dTWhYgI3nnoMcClGMfT2pBu7YwKAuGJJyT+lACnPr+NGOuOp70ZBOT0HSjPpz64oAaEUd8nvQwYnGARj1pTk9TgfrSAhcZLHPvmgBWQEAscAds0mTnCbSe/PShxnhl7+uaUqw+7tA9hQI5DwPZwX/APaPiG5jSW+vNRuFWZ1BZIo3MSIp7ABOg9TUXjDU7PSPGvhm+1OcW1qq3itK4JUEomBwO9XPh9+60G8tSMta6rexNj/ru7fyYV07pvX7qk/7XOKVroN0ed6lr/hHUPEVvrKeLzbXNrayW0Cxxhlj8wgs4DIfm+UD0xWesngST+0lv/Fkl9FqssUl5HMMecI1CohKoDt+Xpnnn1r1IRRjIEaD320eRGVwUXP+6KnkJ5TzfRfGPh218VeI7mfVreKzvWg+zsHJ3BYyrcDlefXFXNL8Q+BdIumntPEcjuUKkT3EsqgZ64YY7da70QxDjy0/75Fch8QPBd54nh0yfQtSfSdQ065MqXER2lkK4ZOPUheoPToaXIHKcvp//CD6XcfabPxlMl48d0k1ztXdN577yW/d4JVuV9PeiTUvCmleDbvS9J8Tfa9ulGytrZwsYLBSAxYIuWJ7k4HNeheH9Qi1TT/nhKXdsfJuoJwvmRyAc7sADnqCBgggitMQxKPnRck/3RT5A5TynSPEegxeJNN1K41iGL7LYRW0yzKkinEOD5bKN6kPwc8EE4rPsvFmhL468WXTalGILm6t2hk2tiQC3RSRx2IIr2cwRsOEUf8AAaBBEoJ2L75Uc0nTTJlTUlZnhkTeFIdbOrR+IpBem7e5MuzruQIYz8nK4Ax3yBTtNfwfp8VlHJrbXiWMz3EKzKQPNckmQ7VGW+Y4z0zXuSwxbciNckddopDCnQqgX2Wl7LzM/q67nh3h3W9Fi8IrpuraiLeQyylgkjbgrSsy4Zc9iO9WX1Dwr/Yt7psGvzxJeRmN5TI8joCMHaWU44r2O7iaOzma0iie4WM+UsnClscZPpmuP+Fdlq0Hgsw+IpoL6Zby4CXCfxATOGzkf3gxHsRS9ku4fV1fc4KeXw3cQ2UEnimb7PYvC8MAiUIPKB2gjy+ecE/QU2/1nSUm0QWur/axaagZ5pH+TZGUYYCgAYG4AADtXuohh6CNMfSmrHFt4hXrxx1p+yXcPq67nhWja3o+n6Tqwl1JA15vkRJIx5oYqchmQYbnoevPNeueCVZPAehK6ldthCCDxj5BWy0ULAZiUk/7Ip5wMJtOAM4Aq4x5TSFNQuLvG3jj3xQGXAPTPrSkngYxn1NA5HTA+tUai88dzTSdq/eG6hjjluF/nQv3c4HNAB82PXHv1oGS3zAcdDRtzkDge1IoG3ngDtQA7p1Y0UxQpGcHn1FFADtvqSR6U4kAc/pTASUycjP6UqrxxkfXvQA7GDwBSHBzSEDnPpyfSheRgDgfrQBz3iXxnZeGCIruKSS5mRTaW6sqG5YttKqzELkcE5PAINaGiaxFr2jwX8UTW4k3BoWZWKspKkblJU8g8gmsHxpo3iLXLiK00208OXWm+VuePWbeSU+Zk/d2sABjFa/hW11HTvDdvba1DYw3UTSL5enRlIFTedgRTyBt29e9AGd8Rv3Xg+S7z81ldWtyvtsnQk/lmuoxliRn+lc/4+i834c68pGcWErgn1VSw/lW3YytPp9vM3G+JX+uRmgCZRt9M9TQM4JkH5dqOCwbqe1Ju5xhuvegAB+X5B+fajBCBVLEnqacDlc8/jTT8xOdwA/WgQY+YgED6Uk0MVxbyQ3ESSxOu10dQwcHqCD1pwYEDAIJoPofWgZzItb7wl8+mpNqGj/xWWd89qPWInl1H9w8j+HPSt2xv7bVLOO80+aK4hkHySIf0PofY9KtKOST1+lYOoaFNb30mp+G5Etb+Q5ngfPkXf8Avgfdb0ccjvkcUAbr443/AJUZBB2Y4rK0fXLfVJZIJIXs9QgAM9lOf3ie47Mp7MODSa7rElgIrLToVuNWvMrbwk/KoHWR8dEXv68AcmgCDWtUuprxNE0RgNQmTfNcEZWziP8AGR3Y9FXueegNXtP0+DR9KFlpm0GNWKtIxO9zyWc9SSeSabo2jxaPZsvmNcXUzeZc3Mg+eeQ9WPoOwHQAAVlTaXY6l411p9Qs4rv7LpNm8SSk7QTJdZ+mdoz9BQBk/CvW9T1rS9Yl1TThpqxapcIEMmWaQyM0n4AsAPXBru8B2zuBAFea6I2h+KvA15qVr4d0+0B02WeQQyszwSlWKjlRnOCcjvVzRPiz4ZvL7+xopbky2lshnla2faGwBtAxuJ684x70kwO/A45wfoaTODlh7AVgjxxoA/5e5AP+vSb/AOIpP+E50AjP26Vf+3Sb/wCIpgb53MxyMcYHzUuFGST9ea4jxv4//wCEZuvD6WjQNDqUrNM80TNshCj5uCNpLMi5bgbueldRa38cLw2Wq3dodSaJpjHCCgKg8sFJJwMgZz+VAF/OV56flQTgKAdv1FQ217bX1us9rKs0TfddeQ30Pce9SjgbsHJPc0AOZcjBGaaSo4I79AaNoDAs5+lOA/HFACDcTknA9AKU8dBlvelOapapbQXekXdreSMkM0LJJIH2bARgnd2x60AWVwCCxG5jjr1p+K4bQfB3g/TNbs7vR7+WW9hLGNW1aScNlSD8jOR0Oc4rud2WxtPTk0Acr4PAt9a8V2R6x6sZvwlhjf8AnmupzleOfxrltDzH8R/FKYwJIbKXB9djr/7IK6onavT8KAGknoy7vXB6UYZyTuKjPTFOJ+XJGDQTxgUANJc5wy49aXbhc7u/Wk2jgDB55NKeWG7GaAMPW9Luo7xdc0UKdRhTZJCTtW8iHPlsezDkq3YnHQmtHStSttZ06O9s3YxsTlWG1o2HBRh2YHgirZBJGV49q5zVbSfRdQfXdKheSJ8f2jZx9ZlH/LVB/wA9FHUfxAY6gUAdG2eAM89TnpQBtXr24zUVtdw6hZxXVlKk1vMgdJVPDA96l2hgOcgdqABQQMk5OPWlyQvPBP40m1R04oy2QF2mgAwwGCc+5Fc94LGfDC5cgG9vOMf9PUtXNavpoHtrSCbyGuixedY/MMaKMkqvdugHUd+cVheE75LNLWC2uLi4srqe5TbcRYkil8yR8hgqhlbDkjGVOBn0L6iOyCKO2BSDBUELu7AUp27hnnjp60uSG4HbrQMRcccYOKTLKxZuewC0uCqHaPmNAXpyT9aBCHG4fIcnqT2pduec49MHtSkgkjpSOdvQEk8UDFC+vP17UvBOOuaY3QA7vw704L+H9KAFxjsAKacdQM+mKQhcd8Z/OnD5gDigBCzA8g0U0AZO5jkn8qKAHMRkc8joKcc/jSMMjHQdzTTyoVOR3JoAABvJPU/lS5fONuR6ilxgYHA9hTc/Mu7cT+lAjjvHUXiiAR6j4f1e8gtkCpNaWdhDcSHk5kXeRn+EYH1rX8GS6lN4Wt5NdluJbtnkLPcwpFIV8xtm5EJVTtxx2rE+KtrNeeE444rOS9Ju4yYFt3nDAA9UV1JH41Z+GUQj+H9lA1otmUmuA0CwGHYRO/GwsxH5mgZZ+IdwkHw/1ZBky3cBtIV7s8v7tQPxat63t/s9pDCGwIo1QHHXAxXDeJdPu9H8T2XiTVr+TVNGhulH2KZQq2DOQizLj7+0nHzZIBJFd/t+XP3j70ACg/3s0oyR6UZwvPJ9qTOFOOcUAKPvfez7Cl/lTMNk4x17in47E/UUAN3g98D+dHJyAwNAJJxtxQdqtwOtAAwJAw2B3xRs4PzEZpwHrVHVNTtNHsJL2/lIROAqjLOx4VVHdieAKAMjxlHYpp8MzrL/AGoH2aa9sQs/nEcBT/d7sD8uAc1n+HZbnQdSdPGWw6vqLBV1KP8A1Ew/hhXP+rI/un7xyQSTWtoum3Mt62t64v8AxMZV2xQZytlEf+WY/wBo8Fm7njoBWre2MGo2ktpeQxy20q7ZEkXIYfSgRZzkZBBPaucu4tXs/Emo3drpwvLe/wBPt7bclysTRsjzk8MDniVcH2NRh7/wkAWM+p6GOj8vcWY9+8iD1+8P9odNu31K0v4Hl024ivdqBwsUgOcjK8+/rQM4zQPt1v4EutA0Lw/K0UMc+nrNdX8W8FS6clVGQCTjjpXY2WmwwC2ne2hN5HAsLTqg3YwMru64yK5T4YeI4fEml6q9raXVvHFqdxuNwoUlmkZymMnlQRn3NdvtxgDihAKzDIHzYHpQzKBlvwFLnaOuAOppoAyGzk9uKAMXV/COia7eSXOrWhllltHsnJnkUNC5BZdoYAZIHPXjrWR4i8DTaxeILS7W1tV0e400EszSjzNmGyeoGwDk5OTXZkgYzjPvSBSGJZgCelAGT4a0a50PRxZXF39p2yu0eSSIYyxKxrnnCjAGa1ud3J4oIYtjdgdcChcKpANAB8v3utHQMW4HtR82RjGO9Lgsehx70AJkBc8k+gqG8soNQs5LW+hWa3mXbJDIMqw9CO4qYgd/zFG3ruBPpk0AeS+GNH0mw+Jwj0zTxFbwXNwIZ4PDvkBW+cNGbroyLyowBnAHavW+cgL07k15BoGkSJ8Y5ruKC5ZRe3TyO2mzRoineAfNaQq3OBwvPavSfEml6hq+km20jV5tIn3bhcwxq5IwRtw3bkHjnigDL8On7X458VXsZzCr21krjoXjQs4/AygfhXU5WMf1rlvh+0dvoE2ktai3vdMuHgu0Vy3mSHD+bluSHDBsn1I7V1Ab5umfcdqBCk5X5gTzwKXk9uPem/M3JOAegpc8nOMdqBigY6UdMlqQZYHHy+9BUfLnn05oAN2WAGKC2c9gO5pWwoJPpTQq7R8vHvQBzNzGfCV9JfwBjody+67hX/lzcnmZR/cJ+8Ox+Yd66dXRlVlYFWGVKnII9aHRZIyjqGQjBB6EelcxbMfB99HZXJ/4kVy+21lY5+xSHpEx/uH+E9j8vpQB024c87jVDVtYtNFtFe6dvMmbZDDEu+SZ+yoo5Y//AKzgVV1LXyl2dL0OBb/UyASmcRW4P8crdh6KPmPYdw/SdAWyuWv7+Zr/AFORdr3ci42L/cjX+BfYcnuTQBymh6Z4vudS1PVPHGqfZLSzIfTktljj+zjbuaRiM5IB2kEleG9qsfDLWrLxhoS6+sssksM88CwuqoIMuSSFA6sCpJOecgcV2N3fWUZ+zXU9spZfmSZ1HB9Qa53wVfaZD4cO66tVke8u85lUFv8ASZcd6AOrBDNwOfWjGDuLZNBIVSTwPSm7VVRg4Gc5oEOVOc459c0v3ctuJ7YpOvWkCr69PegBck4wBjHekAHmd+B3pwAJBB49qMHv+FAxActwcn+VKc849Mc0jYJyx2gfrRjew/uj1oARRgfL196Xc5zlcehpWz2JH4U1SNzY3Z96ADcI+M/mKKTZ6ruPqTRQIc3KlRyaMdBxgUm4BudwJ7AU7JwSQfpQMQD5j8x/Gl5/h79c0g+9jk+vPSkOSwzgD0zQByvxJsTfeEWi+x/a1Eys/wDozXJiGD84iVlLkemeM5wcVa8C25s/BdlC9jHY7d4ESW5gyN5wxjJJUt94gk8muV+Itn4suvEEUvha01eQw2iiG4s9Qjgiicu2/dG/EhK469OK6jwDZ3Wn+CrS3vbG5sbhJJfMivLn7RKSZWJdpBwxbO7jj5qAH+Pkjk+Huvq4J/4l8zDPYhCQfzArW06aSfTLWRgdzwoWJ7kqM1i/EWUw/DnW+cmS1aED/fIT/wBmrfhXyrWOKPGEUIO3QYoAmxjk4yKQNlsAH3PakOWIUjjvmlGCD3UUAL9Dj0pvzDgkE9elOBAQHoO1Id275WXGO9ACbSQd5/I07hRk4AFMIYkjK+/vSvtVWeVgFUZJPAAFAEN3fQWNnLdXUqxQRIXkkdsBAO5rC0m0m1rUI9c1aNooo8nTrSUcxAj/AFzj/now6D+EcdSaZbg+L7+O9nU/2HbOGtYjx9scHiVh/cB+6O5+b0rqOvC44oAaoQKTzx1JpSN2ARxjrnFKc555HakIBOQc4PPNAAc4UKo+p7V5+vgmPwn4sl1nQtVvoptacw3UEuJolGGfei4yGGDgcjnpXoHy9M9arahp0Wo24ild4wrB43ibDIw6MD2IoA5Xw7eLYyoLB7h7e71G4hmiuLcIfN3yHzQwRclthLA5wTxjFdn1Pzc+vauY8L20l0Li81C6e4ktb+6hgUqqImJWUvtUAF27k+pxjNdMqjHOTz3oQC4yORxSHP8ACPxJ6U7uTzTSQ3AIAPY96AFwSQRj8aQJ1JwW9TSnJHy4/OgKNoB64oAFHzHnJzyaASX4yADyfWkIKg4bjHAJoGQuABjuc0CHLyf6mkwGbg9OwNLyfTB/WgDGf6UDDcCfpUN1dw2drLc3Uiw28EZkld+AqgZJP4VKhz26VS1vT31XRrqyhuGt3nTYswUMYz/eweDj0NAHm3h250S8+I8GoaZrunX0mpNNPCttby/a2X5srMxfaqLnAyozhfx9VYn7qYB7k1w3h34eX2ieJzrL+Kby+aVs3UctpDH9owhVdzIoJxxgdOK7osB1bHtQI5bRh5XxJ8Tp1823spG/3tsi/wAlH5V1WMf7orldABl8feLZd3CtaQZ/3Yd5/wDRldV1/DtQMOM4B59M03BP3sY9u1OOO4HJprY2HcPwoAX5mPykBfp1pAgDZ5JFKSAvzcDp1oUALhc9P71ACH5nA3E98UpGT/eP8qPlQfMRmqmparZ6PYm61CURRAhVABLOx6KqjlmPYDk0AWXZV3NI2xFGSxOAK5e8uJ/GkM+n6UoTRpgY7jUZEz5y9CsKng/9dDwO2TyJV02/8SkTeII2tNNzuj0vdzL6Gcjr/wBcxx656V0ihY41VVCqowABwB7UAcp4dSPwldjw9cY8id2exvD1nJ5Mcjd5B6n7wHqDXWEjIHvVXU9MtNY02SzvEJifDAqdrRsDlWU9mBwQexFZmiardRXjaJrTA38SF4rjGFvIgcb1H94cBl7HB6EUAZOri3tV8bav9hsru60+wS4hN3biRcpC7YPfBx2NZr+Rrnwm1jV5NI06Nv7KLKqaeIHWbyd7FSScr8w2nit7UtMvpLnWkaytLzTdWgSKZJbl4SFCFWBKjoQeoIrD0PWrrxv8MpbLwxY2MWmywSafEzXkjmILlB1Uk8YIyehFTbURLovizxre6/qcGq+DXtYbcL9njFyh3gk5bzD8rdBwBx3zW/8A2t4gbBbwtJkf9P8AF/jW+Sy5ZssewFAHy/N365qgMAazr5c/8Uw+O/8Ap0XH61xXxDvdSbxtpctpY3ctnpFobi+WKOQmQTSLGVQqMM6LufHP516mFAQ4G36GgZAAXg/7XNAHIXnjKx8NT3unmxkFvp1nbSwCI5aYzOY0jCnkHcO/rXS6RqEWq6Tb31tLHLFOm5ZInLKfoSB/IVUuPC+k3l/c313aedc3UccUjGZ8FY33pgZwCrcggA5q9Y2MGlWMVnYxLFbRLtSNe1AFg/My45APJowcnPHpikVgOBuJHtTucAH/APVQMRRgD5jj3pcHoOn60gPBxzjpk9aT1LHn2NADsUUDOPmOT7UUAIxx97cfUikXBGeSPenMcL1xQWAXLdKAEBAzjGAaQFcjAOe3FLkA8Dk/pQQQDggfWgB3IppAbBPakB6Dg+9KeuSp47mgDlviCPO0Gzsn5+3apZwH6GdWP6Ka6se4rlvGg3XnhdGIwdbiJ/CKUj9QK6cZIJYmgBDhzghh70uATgk9OBWP4g8SweH5LKOW1vLya9dkhhtIt7Equ48ZHas4+Nn52+GPEAJ/6cx/8VRdCudSVHX0oHYnqema5j/hN2x/yK/iD/wDH/xVN/4TZ8j/AIpfxBx/05j/AOKpXQXR1LHbk9+grl7l5fF15JYQN/xJLZ9t5MOPtkgPMK/7A/iPc/KO9cr8QNV1zxTpFnpuh6Zr+kj7Wk1xdiyy6onICgNyS2D1HSt/S/FH9laTbWEPhnxAyW8YjVvsCLnHfAbAougujso41iQLGNgAwBjoPShiwAAI3E1zA8bMD/yLHiH/AMAx/wDFUf8ACbHdu/4RfxBn/rzH/wAVRdBdHU9FznJpuDtwOp9q4kfFKxbUbqyGg64bm0KiaP7IMpuXcufm7ipT8SbftoGu5/68x/8AFUcy7icorqdkxHG5SST2FIx+XcSUVeTkVxv/AAsiA4zoOu/hZj/4qkf4i2rxuj+H9dZXBDBrMEEen3qOZdxc8e5reEXAsb9cjJ1W8IHf/XvzW+cDqTXj/gC/svBFhfwJpHiC5e7vZJlke1yUiyfLTluw5PuTXWD4jWw/5l/XmPqbQf8AxVHMu4c8e52RyWAG4AdWNKoyTnnHQmuOPxJtj18Pa8f+3Qc/+PU1viVbBCW0DXQo5P8Aog4H/fVHMu4c8e52RIPyg+/FKMMqlgfUA1S0fU7bW9Fs9UsdwtbuJZY964YqRkZFXun4CmWNYZOdqs2eD7UE8hSmfcUudozt59MUqjjngmgQhYA9DnoBS44Pak3bmwCcClI7Hp7UDDcPw7H1pu8Y5Oee1OOBjI/Kl/lQAhYA4JxRu/vL9KQEnqB7c0vO4UAct4JBkn8SXRGTPrc6hvaNUjH/AKAa6j5T1PQ84Nct8OwT4XklY/NLqN6zZ9ftElXPEfiyz8MT2UE9pd3Mt6X8qK0i8xjtAJJ5HqKOgr9zcX5mzyAO1KF5yQM+tcd/wsm2/wChe13/AMBB/wDFUh+JFuRx4f14e/2Qf/FUuaPcnnj3OzOBy1IwB+vqK40/EqDt4e10/wDboP8A4qs3V/iJdzKlvo/h/WLbzc+beSWgYwr/ALKbvmY9s8DvnpRzR7hzx7nWarrqWF0ljYwnUNUkXMdqjAbR/fduiJ7nr2BPFM03QZIrxdV1yZb/AFTkIyjEVsD1WJe3ux+Y+vauZ0nxdpWi27x2fhvxAzyHfNPLbBpJ3/vOxbJP8u2KvL8SLcD5vD2ukk9rQf8AxVHNHuHPHudltycsfmPPBpTkA5P/ANauNPxIt9xYeHtdzjA/0Qf/ABVR2HxLttQubuG00HXp5LN1SdVtB8jMoYA/N6HNHMhqSezO24KjJyP51m61pKazZJGXe2uYX8y2uUGWgcdGHqOxHcEisn/hNWzn/hF/EGR0/wBDH/xVH/CbuB/yK/iE/wDbmv8A8VRdDui5pt//AG3b3Wka3CsV7ChivbcEhZEYEB0PUowzz1HIPIqh8OdKsNK8MP8A2ZaR2wlvbouIxhTtuJFHHsoA/AVma5r09/5N7p3hvXrbVLTJt5msxtYHrG+G5Ru/pwRyKb4U8T3umeHIbfUPCmvR3JlnldEtlYL5kzuBndzwwougujv+hJd+D2pBlmLbiF9B3rmB42fgt4W8QFv+vNf/AIql/wCE3fj/AIpbxB/4Br/8VRdBdHTsw6FSfalXr0xxXKP458mN5ZfDHiAKilnb7IOAOT/FXRaZqMOr6Va6ha7xDdRLLHvGDtYZHFO6YFn5uice/WjDDHz/AKUEnaMck96dj86BjGYDqGHYUuAR835mlJww5x7UFgGweSaAG5G3nuOAKVSC3y5GeTkUDBO0DA9aCDwCwAoAXpRTSc9hRQAueMtRndj5fl9aTzFAOcj8KUt0PX2oAb8gbc2M+1KPnx8vX1pRnJyABQwbHHFACgAccY9qMHPOCKaAoBw2accHBz9AKAMDxjplzqWjwy6Yqvf6fdRXtvG7bVlZDyhPbcpYZ960tKv31Owju5bO5sS+Qbe5UK6kcc4JH45q5uIGStL+lAHK+Jf+R28J85/0i4/9EmulrmfGEOpJrGgalpWlT6otjPKZooJERgGjKg/OwHWmf8JRr3/Qjat/4E2v/wAcrKSbZnJNs6muQsdckuPiLraTan5Wk6ZDb2ogdlCNdSZYnOMkhSgxnqam/wCEo17/AKEbVv8AwJtv/jlU21C6eRpH+Gdyzs/mM5NmSW6bid/J96nlYrMpeDNf1DWN+p6hqU32OWe5u7NFeNhNaozRqmwLu4wHznuorqtP8UaZqkljHZStJLfWwu449uGWEnAds9MngDqcHjg45q61q80+zkNt8NtSt2aFoQ1ktoXRT2AV+nfHSuQ0nVNNtL7S2bw7rKXmmxQRJ9tubWBn8reELZcYP7xs4xnijlYWZ7ZRXKr4r1uSMPH4I1R0YZDLd2pB/HzaX/hKdd/6EfVf/Am1/wDjlHKwszm4f+SoeMP96z/9ECtmubjTxQPGGu6v/wAIdqHk6i1v5afabfcuyIIc/vMdfStD7V4lH/Ml6l/4E2//AMcqJQlfY5KlKbldIu313HYadc3c7bIoImkZiegAzXmuneKtdXwxqt7e37i4trGNFt5QnmG5mIaJ1wANu1wuDnJBrs9Q1HVobRhqvhC4jt3GGF1d2gRh6ENJg/SsZPEIvpTFaeArzUD8qsbeK3lUbfu5IbGB29KSjJdBRpzW8TT07VG060V9ZvJ5pmmhsjHlZNspOAx2gY3E5wegxW1Z6lbahJcLZv5ot5DFI4+7vHVR64/KsC+0zW9RtIIofBepWSR3Ud2fIktFLuhBG4F++BnvSaTomsaLe3V1Z+C9VDXOdwa6tsD52f8A56ernk0cj7CdGTWx1VRz/wDHtL/uH+VZ4ufEp6eC9R/8Cbb/AOOU2SfxM8ToPBeo5ZSP+Pm2/wDjlLkl2J9jU7HT/DVcfDPw8x5P9nxYHp8orqFGO2PWsDwVplzpXgjRdP1KLy7i0so4pUDZ2sBgjI4reU88Zx712Hpi8h89vrSZG4qTn+lH45PrikGR91APfNACqcqMJgZ7ml/iHH/1qAMHliSaO/B7dDQMZuJBYDk8DFOLkdieKTarYBbgdBTs9uaAEG4j5vl56Cg84IY4Hb1p3AppcA98+woA5Tw/DfaDr19pM1hcPYXVzLd2d5EAY4xIdzxvzlSGLYOMEEVn+NwF8ZeF8cnbeZP/AABK7z3PT3rifHmn6tNrOg6hpGlS6mtp9oE0cMsaMu9VAPzsB2NTJXi0RUTcGkc/a6rd3fjfUbBJI10/T7aLzMpyZpMnG7PQKBx71i2Pi+/dbG7uHhktdR1ae2t0EewrbJu/eE57bCSemDWi+iX8k00r/D2+L3EomlP2yD944GAx/e89BTP7C1BdNlsrb4f31vHJbvbApdW+Y0cEEKTIcda5+R9jh9lLsa82vWaaRNqNuzXcMLBWEJUNk44+cqOjA8kcGobPxHb32j3moCGa2jtFZn84xk8Luz8jMPzNZWi6Rr+lWE9pceDb68+0SCSTfLbbDhFQDaZCOiA/Wr01hqs2nzWMnw9uha3A2ywpPbIsg99sgpcj7C9jLscxYeNtdl8KalqlwsJe1tECqYdji8cgqmzPK7XTnjJziussNUlgtVm1y6WLzJI7dEeHy280naeATwzdPaqEuh3cpk834d3bFmid/wDSoBuMYxGTiXkr2qLUdG8QXNpDBp/g69tNt/DeyFp4JPMaNw2OZgedoHt6U+R9inTk+h1EN3BcSyxwSCRoW2ybeQrememfaoPAdxHa6944uLhwkUV5A7sTwqi1Qk1zug6J4j0S8vJ4fC2qyx3BJ8o3VvgMXdyx/e8t8+M8cKK0/Da+I9L1LxFLf+B765g1a4idYjcWxG1YVQhgXwcke9OMGmXSpyjJ6GXofjrXW8O6vq+p6k6Cz0proW04j3u87FrVoyFGFC4XnOSfaul03xNf6Pri2GtXsl9bW+lWxu7gopYX8j4ES7QBllycdsD1qy99dSx7JPhlO6BFj2sbIjapyq439AeQO1QarPqWraYtmfAeqWyJMlxG0FxaKUkU5DY8zB59auz7HRZmtrnjSHTNJ0/ULGGC8t79d8bS3XkDbjII+Rs/pVDxR4nvG+H9peaVKtjqerXMFpaGOQSBJJJQpIJXDYUMenapNL1fWNH0q106y8CaskFrEsUYN3a5wBj/AJ6U+51vVbzy/tvw8vrjy23J501o+xvUZk4PvS5X2CzKfibxFdR+JtF0vQdQMyxR3FzqBjmjUtHGAgDMQQPnYE4x901txeJNM0uF7XUNSklezsVvJ7uZOHjZtobKgAknjAHpWP8Aap8EH4Xy4KFD/wAeXKk5I+/0zziszUrXUdY1K6u7nwbrey4tIrXyFubMIgjlEqsPnzncBx0x2p8rCzO7vpxc+G7uZVZBJaSMA+MgbD6E1W8D/wDIg6D04sIef+ACubtLvWdM8MPo9j4H1cRiKVEMl3a8Fyx/56dMt07Cur8LWNxpvg/SLG7QRz29pHHKhIO1goBGRVwTRUUaxySMZ/ClzxQCMZGf8aCcDnkVZYhIH3uv0oyeSVAPb6UeYvHXJ9qCfmIxn60ANBVB8oySegpQu7qBgdyKcuccgA+lNYE/ebA70AOFFIAAODmigADMTkAbfrQBu5YZPagDCgZxikOerNwOwoEO6cDJ+tBOOefwpFyRkfhxS454JFAxqjfjdke3SlBwxHAGOKU4wfmxx1poCopy5Oe9AACQM7s/QUZUuADlvelztX5Tn+tLgnr1NAB6kdaRQRgHk/yobPYgDFKW46n8utACEhR1yfSl56nmmYUL3XJ6UrDuXIoAX5c9Rk9ajntbe6jMd1DHKn92RAR+Rrn9S1fUrjxKNF0WeztcWwmknuIzI2S5UKoyBn5c81IPDE1yAda17Urzd1jhl+zRn8I8N/49QBU1TQ/C2kL5808WhyOeJYL02hY/RWAb6EGsr+2NYTjw3qOoa0nQLd6WNp9vOHlce+HrrbDw3o+lOZNP061gmbrP5YMjfVz8x/E1pIMdeT64oEcPJrXxBEUZl8LafAv8ckN79oZPpHhN3/fQqNdSt5yF8U+J9UsWJ+aF4P7NiH/bQDP5S13mckYb9KRk3j99tZfTHWgZh6b4b8Noq3lrZ2ty0gyLlj57N772JJ/Ot2MKqYjUBRwMDFYc3hDQridriPT1spTyZrF2tnY+pMZGfxzUbaJqtkhbTvElwIwMlNQiSYf99DawH4mgDoAwKjIIyeM0pVSec/nWN4b1efVdPkN4bf7VDcTQP5Gdh2SMgYA5IB25rX+8R83boKBDmJ7DGR1pQu0AegoHp1IpT05oGM2EfxYFKxLAAdPWgYDHnmhiB1I9vegBeR16+1Nwdy5bp1xSMzAYyCT2HagLt5Y7mPTNAhyldxAyT3pDjdyevQUqgjoc/U03KKueuDQMe5IXj9KCDx8xFMZSSGYsOOBTidrAfMSfWgA29cnI96QEDLAnaO3rSktuHAI+tNUq5ycnB6UAPJ/vdMdPWjgdW60hyQMYB75pNi57E570ALwCO3pRkfxA+wo53ckcdqQ85AOPX1oA5f4ha/qPhjwvHf6SYBM15BAfPjLgrJIFPAI5Gc1SuPiXpdrf3lvcWt5vtDdqWCrtka3VWkA5/usCM10us6Bp3iCwW01i3a4t0kWUJ5jLhlOVPykdDzWJqnw+0W/srwWlt9nu7hLjF28juVedAkjbS2DkAflQBVX4naV5q28lndrOZAhiKjjNubhCTnoUB+h4q74Z8ap4n1i5ht7JobWOxtruOd2G5hMpcAqOmBTrX4faHDpMNrdWgupUKSPP5siu0gi8rdu3bgNny4zjHFael+GdI0W4E+mWQt3FtHbblkYjy4+EXBODgcZ60CMfT/HNveiySO3muLi+SS5jggUZjgWUR7zk88sDx2z6VkWHxVsY9JiuNShnmPkPczTxQhFSNbkwZ2lieDjp16+1dTF4Q0eOeznW2PmWLSG1dJGQxK5yyZUjKk84ORWKvwz0ePXYZ0jUadDatAunhnKljN524ndyN/O05FAzP0v4qW9uNUj8SoYjaXF75U0MeEkigmWMDGSd/wA6+xzWsPiDBJqS6fHo2ovcm1e6KGMJsRZDGxO4jjI6jqDkVbbwD4XYymTSUczCbzA8jsG85g0nBbHJAPsQMYq7b+GNHtNQjvooG+0x2hsxJJM7kw7txQ7mOeecnJoA57Q/iNb6laaUr6bcf2hqFpFdtBADKIUkLBCWHQEqRk9O9EXxHS9h0l9M0yYrf6p/ZsondVaCUBy6kf3l2fTmtmz8G6Dp8tvLp1ibd7eA28brPIMRZzsPzfMoJyAc47YpsXgfw9HIZYtOVZPtEd0GWaT/AFqJsV/vddvB9e+aALujawNXhuPkxJa3UtrKB0LI2Mj69fxrSUnaSQFHQD0qpp2nRaZC8MBPzSNLIx/5aOxyzH6k1cHHLEZHOBQAh2oOMk+hPWnHpz3poULluhPc0pAONxye2aBC855wB2oJGCR+tM+TcOWye9Kw3Y470DFy+DkD2INKAOpHJ6mjnsfzpvTljk9sCgBwP+TSO2B3OemKUA9z9aB65IHvQA3YG5Jb+VFPHTqKKAIydxwF+UHnPenZODgfTNCrgYBGfU0hHvknqTQAHeQegoAK/eYnjpRt4OPlPtQFIfPB4/E0ABIwMxnntSgccevORSAHJOAKUYKEnnNACcbgx4oDM+dpwD0OKRDu5VMAdCacV+cE54oA5rxd4nu/Dc2mQ2OmDU57+V41ja4EW3au4kkg+lZH/Cc+JjjPg2Lj/qLp/wDEU/x2WPiPwsTkD7TP1/64mlrGc3F2RyVqsoSsiM+OPExx/wAUdGMemrp/8RR/wnPib/oTY/8Awbp/8RUlcfa65bHx5rE13qflWlmkFlFA0/yPM2WdgmeSAVBOOMH0qPaSM1XqMBFrK/FBvGa+E4xM1n5H2f8AtSPaJOhkzt67fl6dzXV/8Jx4nAGPB0XH/UWT/wCIrhvCGqtqBa/u7+Sbz5Li/toEu3Z/JDMgRo84ChcEZ7keldDa+Jvtr6W0GmXBttSRWjnLqAmVLYIzk4AycUe0khutUTNf/hNvEpbc3g2Jm7f8TZP/AIinf8Jz4m/6E2P/AMGyf/EVJRS9rIj6xMraX4+8SavqOo2Fp4MiMmntGswOroBl13DHyelav9u+MT18Fwf+DmP/AOIrJ8A/8jt4y/662f8A6Irva052dcZtpM5n+3vGWP8AkS4P/BzH/wDEUyTWfF8qMkngu3ZWBUg6xGQQe2Nlbus6lBo+h3upXbhIbSB5XYnHCgmvG9N8RaxY+Ddan1LWbiPUYtNgt4baW7ZzJNdEPHcK5OVxv2AL02HPanzMrmZveA9A8UeBLC+trTwpFcG8vHnMj6xHlUz8kf3eijPPqTXV/wBu+MRnHgu3BxjP9sx//EVS0fWbfRtNWW6u5tRmN5BpchivGuERyQqsSxxuO4M2PUCt7S9bm1HVL6yn0u4sjabSJJXRhKGJwQFPHAzg9iKXMw5mZ39veM8Y/wCEMg/8HMf/AMRTJNd8XqpkfwZCQoLEf21H/wDEV1VR3P8Ax6Tf9c2/lRzsXMyr4d1lfEPhqw1ZbdoFvYFnETNkruGcZ71ojeWycAf3fSuZ+HDMPhl4ewOP7Ph/9BFdOi4XkHJGTWxoKCTztx9RR/GOOfU9qRsHGc+3HSlyAPl5PuaBh65GO1IW5wqg46Ghc85X8c9aUZ/i49qAD5ixyMe4NJuC/dVjmgndwFbHr60oPqNv40AGehYYoDYzgk+hzSKQwJxkZpFbP3EIUevGaAHFRwG657U3PZBgd/eglyeoQdgaUFQMKRxQADCj5h1PrRnOdrD3xSbvmyTxjAHc0vAznoe1ABkgcZPvS55wTz9OlNJUkEk4Xt60pYHJYEAfrQAf8DDCg9TuOBjFNG1m+WPj1NKSFPLY74IoAACerk+mOKf09z70jMQDgEn2pnz7Nq4X1J60AOLbRtUfN60HG394QTS7gqjJ7daacsFAIOepoEGVPBBP4UocFflBIx6YpA+BhY2x2NOJIHAyfQmgYgzxnqe3pS7cZ2ED1NIEz/EQT1xTcYHzZYk8ZoEKsfdyWJNKcZAAHHQmkC/7QNLjnrxjgUABDY++QM5oGACSp5P50vABPUdhTcFs9VGfWgYAlm3MuBjCinZbAwB70YyPlIA+lIV5wAMD160ABDtjnHPajkDBy5zRt6YO32oVSAeAc+lACM4U42GinBTjoKKBCDG3g/lSYBwT8wHegHd0PyjrihiMDB6n8qBi4BzxxQWC4wuDSbj0GW56jtSKADk/McdTQAoBxkng+9KVG32AoIIxyB+FJ1b5j+tADui9OAKaBubJz/SlAYgcfgaPY4Hqc0Acp410DWNWutHutCaxaXT5pJHW9kdFIZCvBUE96xl0jx2xwLXw99ftU/8A8RXoR2sepIJ6etKOvC7fc9qlwi3dmcqcZO7R57/Y/jw8C08PZ9PtU3/xFH9jeOyf+PXw77/6XNx/45XoS8rkfN+HWuXvfFsq+JdR0TTLGOa402xF5OZZSiktnbGMA8kDOeg460vZxJ9hT7GFLoPjqaF4mtfD6rIpUlbuYHBGP7lUtP8ABfjHTYLGK2tdDdLGEwQb72ZsKccn93yeMZ9CfWul0j4l+HtXsbO5W4kie8W3227RklDMSqKSOOWVh+FNtfiR4ffTob65M1kkwneMSxNkxwvtdzjOAMgn60eziHsYdjM/sbx4SR9k8P8AH/T1P/8AEUHRvHg/5dPD5/7ep/8A4it2fx7oNsty0ly0r25nUpFGxy0MYkcD1+Qg+9Wo/EkM2haTqHlOrau0S28EnykM67sE+yhj+FHs4h7Gn2OS0HQPHmi61rGoJaeHpP7TeFirXcw2eWmz+53reM/j8HjTfDh/7fJ//iKku/HGm+baRWUkcwmvI7bc4dQQxcZQ7SGOY2GPbrWfqXxO0aPTYr3Rz9uZprcGN90Z8qWXyvMX5ecNkY9RinyxLUUlYuef4/P/ADDfDh/7e5//AI3QZvH4/wCYX4dP/b5P/wDEVZTx34dm+y7dST/SSRGGBVs7zHgjt842896qx/EbR7u406PTxc3S6jP5McwgZEU7C5JJAyAFPT0o5Yj5UUNY0zxrrVvBDeafoSpb3Ed0nk386/PG25c/u+RkdKsW0Pjm2muJotN8PF7p/MkZr2c5OAAB+76ADpV0fEDw20EbpqSussixKyoWBZkLqOnG5QSvr0HNLF42spZ9SQQ3EUWmXcNnO8qbfnlC4I9gXXP50cqDlRA0/j9VydN8Of8AgZP/APEUkj+P5IHX+zvDg3KR/wAfk/f/AIBXWIpZjySB03Uu75idygAcUcqDlRj+E9KudA8IaVpNz5bzWdqkMjxnKsVGMjNa+1mydxH6imgjJ27j6mnckgqFHuTiqGLtbaMtn60px34I6Uwk5AYkt7U4k7iONo68UAIckZYr7bh0oPTBfIpSFbr27ZpNoJBH3RQMXA98fpSKozkc/WhmA6nGe2KXjpncfQdqBBkhTlcDsM9aQk8Kqg+uaTaCxx69TTgctzx2AoAO/ABPvSHcWHyjr1HNG4knevA6CkChTnDKP50AOxlwflwO9AYY4zjPU96C2PvrxTdxZ8KcADuKAHbiQCMfjTfvZDgAfrSlSWADdB3HFOA6jt7UDAnDLx19O1N3EMFUZP8AET2oxjkLuPbNLlgvCDPf0oARi+NvUseSB0p3OMYOPU96b8+PXJ7HgUFRuBOc+5oADgHLjGOnejIOOSPQAUobLdOOzetKCC5+bPHTFACfKjctz2FJklflUfU0g4OSMEnrinHhc9u+O1Agyx4249MUcckAYHGe9GQy8kqO1NK8DavHbJoGOAAQbcAd6XOMADOaaygg72PHpS5Hp0oAUqfUDv0puF4YkfXPWjaCuc4zRxtBIAx0zQApxgcke46UYAJJHJ70A5G4nAPSkJ+bAbGB1oAXA4O3PoKQtyVUY9TQWY8DcBj73rQoHRR1NADgCo5/Wimspz94D/gNFACAnbjAznpTgp3euO1NVsL8gyPSkYrjDZDH0NADjhV+fPNLu6KmMkdSKAoycnkCmqUdi2MEUAGCejEjP504jb6An1pAS3z4+XPFIo6Ejn3OaBDmOIzjGfrSZVFx1OKQqMjdySfSlxubGBntQAg3bT5YAJPftRgjOSSe+KXJLdcd8UuAMAd+cZoGIc7slwBjgelYeoeFbG81S51KKa4tbu7tPsVzNCQPMj5IHIOGGTgjnmtvbkliMEmlwODu5zxxQI5B/hpoAvrSazN3ZpaLarHDA6hD9nYtFnKk8FjnnnvWXffC5JtS061t7qdNGhgvYrhTKvmkXDKxRTt+78p9+etehElBydzH8qNwVMp1PXNAHIyfDTRJNQmuTJdokzzMbdJFEYMsIhcj5d3KAd+tav8AwjNumjaTYxTyOdHkjktpZSC3yKUG7AGcozL075raxnls4A9etAIZePlFAzlI/AGmWlpa20N3fmGz1D+0LWAyJtifLHaDtzsyx4JJ96xdB+FdvB4fs7bW7qZ7+ARKZLeRdqLHOZkC5XoWIJzk8da9FZtrZI+bHFAOFz1OOSaAOS0/4eaPo+oJd2t1fifbKrlmRhKskhkIYbezEkEYIz1qeHwDpUGk6Np4mvXh0eR5LdmkXcwZWVlb5cEEORxg+9dMqNks5ySKbvJOemfftQI5J/h3pEvhdNAnu9QNjHgQrvQPFt/1e1gmcp/CTz65qw3gqz33YjubiSPUbqC6vBMQd7xBcEYAxu2Lu7dcYrp87m4JAH60ZB6Mw56etAA2fLIbgZ7daF9l+X1PNJuHrwDgUuWJAI2j2oAN6L0PXttpGO7goOffpTlbLdifpTfmLMUbB7nFAChFjb5f1NCkKCSOSelNARPvE7m7mnE/MNpGB7UDGksVO9VJPQU7Ax3UYpC7AdR7cU455J5oEJkkknkdABSFmLbUUA9/anYLfxcA9MUYfcSeF9BQMb8yfKirnuc0oyOow3c+lGeCRgDucUu0EgHuaBCjAXAPbqajyxJ/eDApx4+5gk+tKFZUO/BoGJ1cEE8H1pc9ACffimbmPO0DjgU4AlMZyM8mgQvrg5z6U3H3gp796UAMV28elBLElQRn1AxQAFuDggAd6XoB3+tB+UY6fXmgA9c5PbNAxGZjHxhQTgGlA6gdPU0FPmyeSOmTTd/UlPYc0AOwevtwKTBYbduPUk0m1ichiB7Uuw7jnOPTNAgK7fu46flSNsBGWIbsAacqBSTj9aTjk9T64oGLhifvH8qQj5yxDYHTnrSHPOAT260igbsBeM+tAhR82Ceg5Oe5pxHy/NnHtQCGyf4VOKazYk2K2DjnigAzuUdRn07CjdlMKuQBjJpSSq846c01ihRS2RnsKBjh82AAOnWgKcHHfjNG9ugAbPfpimjYzgLnIoAcSoYA54oLZztOFX25oyqx7uv1pAVVN4HX19aBCEPxhm6UU7axwWxk0UAf/9k=)" ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "1heHIn1ulCYQ", "outputId": "3447c46c-4b2f-4c03-f693-a4959c5c4b55" }, "source": [ "# we can define byte sequences and variables in Python using the b prefix\r\n", "# For example a byte value of 00111010 canb be shown in hex digits as 3A and in python as\r\n", "byte1 = b'\\x9a\\x79\\x45'\r\n", "byte2 = b'\\x8c'\r\n", "print(byte1,byte2)" ], "execution_count": null, "outputs": [ { "output_type": "stream", "text": [ "b'\\x9ayE' b'\\x8c'\n" ], "name": "stdout" } ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "CHnM9lbNmIvg", "outputId": "079c2bbd-9fb5-429a-cce8-51a14dfda626" }, "source": [ "# another helpful list operation in python:\r\n", "# You can construct lists with short hand notations involving for loops. For example if I want to convert a string to a list, I can construct a list\r\n", "# with each of its elements taken from one character in the input string, all in one line\r\n", "inputstr = \"my string\"\r\n", "# I want ot construct ['m', 'y', ' ', 's', ..., 'g']\r\n", "# instead of \r\n", "#mylist = []\r\n", "#for c in inputstr:\r\n", "# mylist.append(c)\r\n", "# I can have\r\n", "mylist = [a for a in inputstr]\r\n", "print(mylist)\r\n" ], "execution_count": null, "outputs": [ { "output_type": "stream", "text": [ "['m', 'y', ' ', 's', 't', 'r', 'i', 'n', 'g']\n" ], "name": "stdout" } ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "GUmroY2ioD1f", "outputId": "a7b79ad4-abea-46fd-f73d-a0da18c7ce40" }, "source": [ "# Now we can define a simple function to perform bitwise XOR on two byte sequences\r\n", "b1 = b'\\xaa\\x33'\r\n", "b2 = b'\\xcc\\x55'\r\n", "# 1010101000110011\r\n", "# 1100110001010101\r\n", "# 0110011001100110\r\n", "# \\x66\\x66\r\n", "def xor(byteseq1, byteseq2):\r\n", " #print(byteseq1)\r\n", " #print(byteseq2)\r\n", " # Python already provides the ^ operator to do xor on interger values\r\n", " # but first we need to break our input byte sequences into bye size integers\r\n", " l1 = [b for b in byteseq1]\r\n", " l2 = [b for b in byteseq2]\r\n", " l1attachl2 = zip(l1,l2)\r\n", " # zip(l1,l2) is actually a list as [(b'\\xaa',b'\\xcc), (b'\\x33', b'\\x55')]\r\n", " #print(l1)\r\n", " #print(l2)\r\n", " #print(l1attachl2)\r\n", "\r\n", " l1xorl2 = [bytes([elem1^elem2]) for elem1,elem2 in l1attachl2]\r\n", " #print(l1xorl2)\r\n", "\r\n", " result = b''.join(l1xorl2)\r\n", " #print(result)\r\n", "\r\n", " return result\r\n", "\r\n", "xor(b1,b2)" ], "execution_count": null, "outputs": [ { "output_type": "stream", "text": [ "b'\\xaa3'\n", "b'\\xccU'\n", "[170, 51]\n", "[204, 85]\n", "<zip object at 0x7f92c9b11948>\n", "[b'f', b'f']\n", "b'ff'\n" ], "name": "stdout" } ] }, { "cell_type": "markdown", 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] }, { "cell_type": "code", "metadata": { "id": "659iGv9Jsn-8", "colab": { "base_uri": "https://localhost:8080/" }, "outputId": "ffb373c0-7faf-4015-def5-e4f2ceb650ea" }, "source": [ "# we want to define the main building block of the feistel cipher as a function with 3 inputs and 2 outputs\r\n", "def feistel_block(LE_inp, RE_inp, k):\r\n", " # Does the necessary operations\r\n", "\r\n", "\r\n", " return LE_out, RE_out\r\n", "\r\n", "# As we discussed, feistel operation doesn't depend on the choice of the F function (its encryption strength does)\r\n", "# Let's all use the same function that uses a good mixing operation using hash functions that we will learn later\r\n", "import hmac\r\n", "import hashlib\r\n", "import random\r\n", "\r\n", "def F(byteseq, k):\r\n", " # we use the hmac hash (don't worry about the meaning for now)\r\n", " h = hmac.new(k, byteseq, hashlib.sha1)\r\n", " # return the first 8 bytes of the hash value\r\n", " return h.digest()[:8]\r\n", "\r\n", "#foutput = F(b'\\x23', b'\\x45')\r\n", "#print(foutput)\r\n", "\r\n", "# In a real Feistel implementation, different keys are used in different rounds. Here\r\n", "# we use 64bit keys so for 16 rounds, we need 16 random 8byte keys. We can just generate\r\n", "# 16 random 8 byte numbers we use the random.randint() function to be able to set the seed\r\n", "# value and create the same keys for both the encoder and the decoder\r\n", "def gen_keylist(keylenbytes, numkeys, seed):\r\n", " # We need to generate numkeys keys each being keylen bytes long\r\n", " keylist = []\r\n", " random.seed(seed)\r\n", " \r\n", " # Use the random.randint(min,max) function to generate individual\r\n", " # random integers in range [min, max]. Generate a list of numkeys\r\n", " # random byte sequences each of them keylenbytes bytes long to be used as \r\n", " # keys for numkeys stages of the feistel encoder. To make sure we have control over\r\n", " # the generated random numbers meaning that the same sequence is \r\n", " # generated in different runs of our program, \r\n", " \r\n", " # keylist = [numkeys elements of 'bytes' type and keylenbytes bytes long each]\r\n", " keylist = []\r\n", " for i in range(numkeys):\r\n", " bytelist = b''.join([bytes([random.randint(0,255)]) for x in range(keylenbytes)])\r\n", " keylist.append(bytelist)\r\n", "\r\n", " return keylist\r\n", "\r\n", "# Now the actual encoder\r\n", "def feistel_enc(inputbyteseq, num_rounds, seed):\r\n", " # This is the function that accepts one bloc of plaintext\r\n", " # and applies all rounds of the feistel cipher and returns the\r\n", " # cipher text block. \r\n", " # Inputs:\r\n", " # inputblock: byte sequence representing input block\r\n", " # num_rounds: integer representing number of rounds in the feistel \r\n", " # seed: integer to set the random number generator to defined state\r\n", " # Output:\r\n", " # cipherblock: byte sequence\r\n", " \r\n", " # first generate the required keys\r\n", " keylist = gen_keylist(8, num_rounds, seed)\r\n", "\r\n", " # implement num_rounds of calling the block function\r\n", "\r\n", " \r\n", " return cipherblock\r\n", "\r\n", "def feistel_dec(inputbytteseq, num_rounds, seed):\r\n", "\r\n", " # Make sure you use the keys in reverse order during decryption\r\n", " keylist = gen_keylist(8, num_rounds, seed)\r\n", "\r\n", " # apply the num_rounds times of the block funciton\r\n", "\r\n", " return plaintextblock" ], "execution_count": 8, "outputs": [ { "output_type": "stream", "text": [ "[b'\\xfe\\x88\\xba|\\xf2\\xa8+\\xa2', b'r+N\\xb12\\xb1\\xa3q', b'`#\\xa8\\xdb- \\xab\\xdc', b'\\x02t\\xac\\x88\\xde6f\\xe2', b'\\x8a\\xeb@\\x8ak>\\xd2<', b'\\xfe\\xda@\\xff\\x99/\\xbcL', b'\\x03\\xb7\\x04\\xd2\\xf2rS2', b'F\\x83\\xc0}\\xac\\x11\\x18(', b'y\\x86\\xd7\\xee\\xd6\\xc8\\xf0-', b'\\xce>\\xb9\\x1a\\t\"\\xe3\\x04', b'\\x9d\\xa2\\xb1\\xfe-\\x9aQ\\xdc', b'd9-\\x05QC\\x19I', b'\\x0f\\x9f\\xb6\\x08[\\x1b{\\x9d', b'\\rL\\xfc\\xce\\xdd\\xb2Nr', b'\\r\\x90\\xab\\xc1\\xa6\\x16J\\xf5', b'\\x91@:\\xa1\\xc2\\x82>2']\n" ], "name": "stdout" } ] } ] }