а) Решите уравнение sin2x -sin(x-pi)=0
ЕГЭ по математике 31.05.2024 профильный уровень Задание 13 № задачи в базе 4321
а) Решите уравнение . б) Укажите все корни этого уравнения, принадлежащие отрезку
Ответ: ;
Ключевые слова:
ЕГЭ по математике 2024 ЕГЭ по математике основная волна 31-05-2024 Реальныe варианты ЕГЭ по математике Задания ЕГЭ части 2 Задачи 13 с уравнениями Алгебра Уравнение Тригонометрия
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
а) Решите уравнение sin2x -sin(x-pi)=0 ! ЕГЭ по математике 31.05.2024 профильный уровень Задание 13
![а) Решите уравнение `sin(2x)-sin(x-pi)=0`. б) Укажите все корни этого уравнения, принадлежащие отрезку `[(7pi)/2; 5pi].` 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xuoJZimicxV7F/1dzUVqUcOZ5n+jtxTM9+79UhpESNcKAo4WHSb0MrFfwmeYQp6sdlX1NWySIgEz63okKCScAbk1FdJLA03ZaM90YBdZQJ2T3MyLJEyuMqasryJA7nWXlerUO93NOyFEYBRwkXWjL6girS5S2gEE+zpVgRPLPP7uadIPj3Y9FWroO7wS3IRE1gFKF0X2tYS49ei1ZzmcPrABRitWBd4DK5zrcmprpjciCDd+rnjParPoOsoUoIjzpAnwQcPEhmzZ+6Vc3QigV03d8BKs7YQJ6yvu7cJ4FnQK5avY/S5nFW0M0Wdc5l4O6opZ2AAG5pJXlvi9qgdAmip1mWB5Zp+i9EqzQpaoHYs1JPmV7r1OiJKtZ53vHim7J5E/neJv6QoF4+KuBAE++z1bwCBPVics3H2I9rqcUtq6ne6mPC+lYKIotpZdlqfEFqltB1f+BaghWCFUSr0gzW0Xq/GeEzMP5rovotDw2Dq5d6RQihRxsNnuU9Jad1RcuwUUXe7/gh2h7yUiLGgRdlAwB+DpdpLcmFKlkWJGd9lUVAju5nn2b7i/0DhdzvNiKDo7aC9F4LKJEdggpnS8mSKHeJCHf3N/Los3qGPREidlUDyXc3IgZ6tIRBAie7KQ2wecr6sTW95PF/5lOyLV7MYLZmqCDk2gTvg1apO0CRbwoteGomZpvVyF4Xsxgti4qdBZ4Fq7mXq9WiIkCmLheOkcDh+4K14YhdBNL5zbXPPfKCX0lc7JVtCsEIRa8SbaGHtK9eJzmC0wnV6srXkIrS7vViNc09z2dsJ5LPeW6f1lK8JNeg8vGrtnpV1bOIHnfDzUpBAI6HfzWmZbqadk9ESoGF1fvL1SHZOCnn+KeqQL7h7SJ35u4f1ViKWygyWKa/q5LUAAMD8GMsYLKXUFRk0We72TaDu9QKiXkwToiIKQ+1T6//AKKbJwkQSIUJIBFRIGv/AES3Srm2S5QLLSItpfoibJN7m4h54QejhuDmXmoEClDnXwnS6E4lgfPqlJBK8qyzt06IKlWU45ThfduiyIUcZUjBFRQxwriNAtMivjWobByOKIsaBEGFAwBwu4DPEED6CGDVBbJAvqx6tUNkkL7O/wBE7cEtEWUyuWd/V6hg5MsjBv4HOrHuSqkgkAkdCRRVWIJAJG4yKnRnhdEbSzCoIhDAkY6L5IsxX0ydnw68WUMCCAQdiDSKqKFUAAbADzqqqP4VAFTmYJiBKtIBBCE475+n4a9jBLOZnoAAYAwBTwTveT9oZcUiqihV2AGAONpAYA+TlnctXtbRPi5QovZ6UpdXyOm6Qip51gTW9A5AOCM9j+HAYGPM0aM6sygsu6n5InBA9fxIjIweDMqKWYgAdSaWd579OqRBS/5VJx+CyQc51LtlF+5Vlh7qeb6hPljf2qdZ0pL62l6TflU59/FCkKFU7ksflJ7gQ4ABeVuiULV5d7p9f+gbLTtBaQ+iUgF0GE1toWoM2117N1RxlPm1OQDgjPY/lsnAqww6Nc95TUEzTTzdNCEKDW09/wCqQUdhmkxdX4mT4IQV/O4gnQOkDokRocmzgALVZyvyWKwu7u5ep/W9mwh+5FVrPE+URChT7jLindY0LOwVRUE6TpripbqF5TEjgvTuqLqdgoHqcCgQwBBBB3BFT3aQkIAXl7ItRTzGcJNEEyCVq6n5EDPSMeSrybHSC1JPcyvE4cBHfZPVavJzAg0DXI2yCnmEUHNlGMLVlcvOz60CVc3PKwioXd+i1azvKXSZAjp+Z7maVXSGAAu1JPOkoS5Aw/R0q9zLi2T43/8AhaRQiKqjAUYAoTp7bM+C77IiVBE4LSzfavV2/Ov0i+MIuQlXWbWy0D45Wq0QO6um0EWyVdnn3bJ2TZFoSw20QiLjKJVpP1KIZp3qCDBMsp1ytX+avvWKD/5er+YOnssW8r1BBo3YhnpMT37v2gq9c3UyWsD/AFeokWCIKKgn1zPKgDzP/siVbwclW3Lu+7NwLKCASAScD8y3EBkw6HRKlZu325CJ6OaRHgd8QGUn79Bbuf42ECeibtVgUhgcvsdbVz3m2tl/V3qCdLV5w+Xm11da3eF7pNEFPegwk2qM9WNqkCa+sr1eW6zwONAL1BO4RYhaza0ULWu5CFyg6bIKisECAO7vSQr7cxRAiRoF4GwiLsWLkOclKlgcTI9toXQpWntp5UIeerFCkIQwcrjyIRLr0Lr/ADSbSAzGUxKX4kBgQQCD2P8A+C7zqkyRd3z+PsCVIBwaAIABOT80roxIVgSOoB9wXlup3SFykSbO9RILZDrnLL6vUU8M20ThuAZWJAYEjqAfLIxVGZVLEDIAq0nabWrpokQ/micc+9WB/gCa2q6giiCvAgSYt57uVkQIn2r7JWBZWR0dEWrSDmos851u1XYiN0iImJ/VK9kL7SzzPVrapbFyn328t1eLBhMF3al28W+jw8Z7qKAqJGxrr261/vpXt1r/AH0qKaObeJ1bjevLLOlrA/1c0LJOszGZ6uoBbRGaDYpSnUoPqPx4XsBl0B+EjiNGduigmkha6QPc/tFVsii6laIBEA0e5M7zOyW3bZnNXKvAELzTSu7hatWYF43cvobAPur9yllNVqhitkRzkqPI8xTxM4BcmKnDxTRO41u7aPonntv5873P6olOgkRkbowwazHbQeiItK7RWkt4/wAclWqOkCB2LvU95DA4R69vg9H/APCoJlnQsgap3eC6R+sD4Wp5kghZ3q2g358+8r118W/SHi8MUuC6KxFex23/AC6UsEKbLElAAdAN9+Nnhr+7fhePrHsqbu9AYGOF5/kpv+w1bOZIEc9WUfjU5E05gJxEm8tBFFlPN2dwU4XQL2kqr1ZDQneWFEh3lZKixDKLZUOyZ8xdA4QsAx6DheTGGAlfjOy1bQiCFUq/glmMJhO6NUEIhTTu3qxp54kYK7qrH3DlghKjUQNhU0tzc6IsIhc/uNNcm873f+yVAsiJiV9bcJ4nlwEmKLSJDa3r9EQRVLfoiahE7JVzOYTCFXd3C0zBFLMQANyTUF5z7p4ghAVeN/IUg/1v/AtQIIoVT0A4XObm5FsPgXeWp/597DB2T+N+GkFgcDI78bpEe2dZdkqx13jh5+kPCzOueef1YIvF4J3c5uWRPRKFh6zz1FapEwYNK36ufI8EyTtLAU/j6oaMV3Ls8qRD0SoYEgB0Djevrxap8b0ihECrsAMD8alsYJZjK9XuCYIPV+F1M4dIIfjevDUEKOndHrNGRQ6p3fOP2qSRIl1OwVaBBGRV2HMD8k4ehdAWSzvUNlrKzzk87Z+E/wDHfwJ2TLnhPPFAAZTRniEXNLro9aghF7PK77oHokKMk4AoGp544EzI1IwdAw6EZHli38TmfsiKvkaZ5ZjFB0TZ3qxhSWWWdsy9kL1fDXNBB6vmp3Av4vSJS7UA1zh5BiLsleG4cTT/AN1+N3vPbJ6vxs4XhiczbyuxZqsFL82d+sr+UWRfeeZ5qnRoZ1niX6Ooq7mMNs7VaRci2RPe3M4hACDXK3wJVrBysu+8r7sflTKiuqM4DN0H4LPMIV9XbZVowTzbyzsnosVWJzfPl3cYIRuE04RgiAvKatYDdc9p+71oSDxOIQgIHSrx0S7tS9XYaeFH6a3CoKAwMDhZoJpzF1hgfjt/i59eTwvMXt0lsnRN3erK1iMSOcv/AEa6nHs063PZyEemUOpVhkEYIqCUWYnhfpFulWcLs/tM/wAbe6Nlu+JikTnLJSIsaBEACgYAoQAXJn7ldNGyRrwzvUiCRCjdGFRRrFGqL0Ucb1WwkyDLRNmopFlQOhyp90Q098vZIffRxJH0/du58886QJqeoZ5nfe2dE97PdJB6s7dEWrFGnme7m4TwPM5ZZilWczOhR/tU2f8AArs6L+CV9oqmn555EDf97r0Sp4uS9o8QOhOE6XC3JeAIdYq2hEECotCA+3Gdm7YWpreKZ0Z0yUqaETBPRHDcJlnnYpvDF692qC2EEzlNkYcbmJxOk8KByAQy0UubnZ/5EVNYOLlxEQkD088FtscoB6IaubpLyEwQZd3osEXLNgAbk1Nie5S5P2COE/EppVhiZ36LUEJmf2mf4/uL77lG2tpppt52q1i5NsicZf5F+j9phoPmuZlggeWob8OikxO3roSoLlJvo/dG2b5plDKVYAg9QaRFRcIoUegGPkCMilVV6KBU0Ec4AlQNTxI8RjZQUqNNCBMk6RjJOSfxH/OT9+REf/NqyBvSXcDsFSZCfc3srgJFCcSymhwaaJH0M6hquZUlngi199bUpDAEEEHuON+n2B9Jl4SuyRMyLrYDIWojfvu/ISkE/wB90K/RCDwnHPvYYuqINbUBgYFTDR4pAUG7hg/4oDnysSAcDJqGaVzhoGT5t3mmneKEhFTAZ6geVbl4Hfm+5vHfCwxbSy0iJBCFGyIKXXfHW+1t2Xu9X4iSFIIohrc/wUKv53h5QQhA74Z6sZpJg+sh0U4R6l18p+X8eDirOYzWiS0J5Z7kCD7FPjfhc3KWyAuGNJNLLePOsDsFGgVz7rtafu70M4GevepbaCUh5UVjSJYPOQgUvSqEUKoAAGAON+d7Yesy8Ge86JDEtRC76zugHonGcmC654QuhTDUt8ZfsLaZqghYO005Bc/lG5n5WERdcr9FqV3eKd+e5eH02Sh0HAT8q6ukALzF6trQwuZTKXd/jp2VFLMQFAySaBDAEbg7jgkqO7orZZDhqu5xbQF6tjMYQZ9n42o5zvc+uyfoKvsvyoP7r0AAMAYA6Cr/AEQoZ/8A6vRGqz9tL/V0+/Utg00J1zF3q0lE1sj8LZ5Z0aGLKAuxd6iiSJAiDCjhdvyrWV/RTVpEIYETj4kk8sASCgh9ttkwgMaN5HPN8SRO0QLH8gy3MMOzyotQXMU+8T/JzrMVXksFIYeSWC5N67w6Ar1PapDFFbJuZpeFybksqQfu9IEtPEv1ho+JQV4mcwpD3lcLVzOlnBVg8ssAklO719l4s/pKlQj2yczv8CbRcb9ylo9QoIokReigCrxH50E0Sa9Fa7x+kSw/V6ntXQJNl55UaoVdC9zdMFoXUBBImSrAgiZ0+BnJWrpJ53EQISHu1WCcmFk9HPF1V1KsoYdwRnjdyuZ0toiUL9XqdEtSnszu09WABg5+dby0J0M/JBy/B3WNC7nCgZJqwQ4ed+sx/BZ51gT1LbKtTTXMSByiUPcyOkSF3ICinvymHMDiKo3WRFdN1YZB99fkramsQWcWyf8A+tVtvPK77S909F9+b1BdmD/d69u6ukErxd3qKRZUV03Vh5WYIpZiAoGSTUNzDPtE4aoP5920/wBxBoThdTiCL1Y7KtWsJnvnefDlK8S3EMHeV6nnQeJ/WJKnifbXvPOQn0RaRAiBFGFUYArxNkedEpEEaKi7BRgDjd7z2qdtZfykAjBo2dt3gSgAoAAwB0HuJ7TnSpKsro61BbRQfAK9gXtLKiHqi1BAkCaIhTuI0Lt0UUA984LgpB+Bm8lfLW0QdEqCVZoVlXvwvCEntXbZA9KOfKJT9knwVBMZwSY3T3Lj2q70fchrxbGiL/vqyiMNqiU8iRJqkYKoqKVJkDowZfcTvyYHf0BNQszwozgBiATxv3QQ8kgu8uwWrCItEJpt3pYkErv3fHCKZJdWhs6TpPkgmd5ponG6VK73cxhgYpEmzvQ4Ti425DIKKX5+/CtcifveUgKoAzFiBuadtKlvQZq0g51ono7F3piiRnVhUA/QAVYDFmnlu/593Fa/u9X7pz0EP0R6hMUWIE7cLu1FyE3KFGzVrAttFoWmgRp1mO7qMLQtohOZyMvTQq86Td0BqYO0TCJgr1DZKIHR93k3c1GpRFUsWIGMnqeMzZ8VgT0Rvxa9Dm0lCVZIYLAB68OTFjDwvS13A5TeKKg6LCrsVRSAainimzynD4oThrtoPRQ3F5kR0RurkhannWCEu1WzyvEDMgRuDsEQsxwFGSa8OX/hQ/eUl6meJF1SlQKSZJE1o6stXU3PngSChosIP3y7UrBlDKQQRkGryZy620GzvUKcqFEJLaQB5HuoEJV5UU1f3kTwGGJ8s9RXSO4RUlH6pxneGJkdxl9wndqshcuJtDiJNdQh0vygld0CcLAKIHm7O7PTzvPdwBDiHjdzOl/iLd3iq2gWCEIvG5afpAiNSy3veBP2eomdly6aDwIqET2uYkg1pklK5E0+92/15SUAAMAYAqadIXRD1dtPkns+dOJVlKULSEQmLRlKhgjgBESBfeTbeJQP9GH4vekuBAnxyUoCqANgBgVKnNiZMldQqUKlm8UXZDVtaoYUeUB3KUm3ikv1RaTa/uX9Aq0k8s1+naHQX4X4ykR9JVr/ADN6X6xQcfEX0WMtRKEiRR0AArxXDiKAbu71FYxJepFu+EJer0BDbP3SUUyhlKncEYNWr+zWswfpA1WETBDNL8cvlxBK77Izr1q8/wA5ZrQ4Ty8mB5PQUHEECv8AHcz1bIILZUZq8Ny4ln7yvU32L+uk1a2srwos+EiT7lRQub55XTAVQicJpVhQu9Whd/Ey8veP3j/z/Ek9IPkr86DBN2R6V1YHSQ2Dg4OfxS7mKBEi+ORsLU8BgTWLpwy93qw/m67l/jPC7cpaSunULTuj2qQQHW8or+GJPRVH/wACrL+N55+ztQhme8mTpCWBaod/E5v9CKnDxWYCAxVDEsMSonReN9Dz7N0oTzzbQwMvq0tNYuHWaKX+Okns4MrzqluUu3gSHL4cMeAQXPir90G7+ZUVSSqgFtyRTwI7o7jdDleJAYEEAg9RUFpBDuiCnQOhRhlWGCKjRY0CIAFHm0Lzeb9/Gn3dzPyV9ZX2RatIOTF6u27t8lNCk8TI/RqtYFtoQieV762hco70LmA9J0pZY32SRW/DbpJRPDOic0JSwPM4lue26JRSWG7LxJrST4xwIyKigih+yRVogEYIBB7GgMDhgZJxuevAW8Q14Td86qVQqgDoBjykZGDSqFGFAA9AMcJouamNbp9VpLeKMLoX4fnhAglMnV/cMwRSzEADck0fE7Sj4laD79RuJEDjowyPO8iJjWwXUcDyXM62yZP6KtML0xPKZdHpElQszQo0gw5UFhXIiEry93q9EEKazAjO2yVYWgtk/wBZ/LjyIgJd1UCku4HcIkoJ8zMFUsdgBk0CCAR0PF3VELucKBkmola+Iml2g+4lTywwIC+ykhaCRR7hEX1IAFIwdAykFSMgiknL3bxaNkAoTxGXlB1L+XxZwiQn0lq95r2ru5dFOyR1EpSJFJJIAGalkSJC7nCikuYJrxp5X2TaKoruGZwiPwHt4RneWJKshLcy+0zp9E/Lk8DzPtO6J6JSWFslJEkYwiKvlJCgkkADuaBDDIOQe48l7A09sY0q3VkgRX2YKBW13f8ArFBV/maWK17Pu9fwxJgAKqj9ABVmHuTOxcpA7VYQoZXuQmE6J5Z4jP4kn9EVT/zvEoU7RAvwZQ6lWUEHqCMg1bH2R5UeJt3yhRaN/wCkM70hLICQVJGcGr2dHnFqXCJ1c1A8Tp/JZSo9Pxe6nFtAZTX+KWlC/i9JT+iVFMJeiOv/AHoR+A+KHFg9RfZJ+g8r6gpKgE42BqwmmLvFPV1/xU4tey7y0qhVCqMADAFS69DcrGvtmuVfd50/8Kt0nTImmD8LybkQF+r9Fq0gEEAX93qwPNeeevEnJCWydZqvcQWAiT6JQuUixBbKZitQGYqTOEHlWFVmeXuwAPmEEOS3KTJpUVfhUD9Bj8X8X/yDUoGkbDp5UBu8u7kQ9kFPbGCZJbX1AdPfyzuXMMC639ey08E+gv7S5erSbn2ySe88SAewmqL7JP0Hmv3NtPDc/qlWcBhiy+8r7vwne4DhYIQ3qzNQN73SChwngaW5gfOESp1doHVOpFWkPItkjoxIXDlQXAwGqaFJ10yqGpI0iULGoVavLgwBMLrZ2C/kPxXewel+EeWzPKle1bsSyfVamhSdNMnASKzsgILJjUP14l1DhCQGO4HCG5inLhD8HFL2XvaylKNzP1Szeoy5QF1CsRuOF+7JZSlKiGIl77Crufkxertsi1aQ8i2RPeX/APkJqi+yT9B5ntZrwl5v4O0QqEuUHNUB/duwRCzHAAyTUCNPOLqXZOkQ/Ifie9r+rrQ8viUwR0dN3hqVLsQvL7VUL82FH7uoarDdHm/uuWqe65U0MSbu7cL06Lq1f/Xoq9Z5XFrF1fdz6LUMSQoEQALwd1RCzkKor2+0/v1HIsqB0OVPGZBLE6HowIqI3iQiLkqfR6gtdDmWZzLL72//AMhNUBzBG3qo+SmhSdND0AAAAMAfPzzrbRF3pWDqGByCMg08iIVDsFLHA/AvE/8AK/8A718rkhGKjLAHAqH/AImBIO7kvMav2KWUtKjJZBPvqlWd0EsoYUGuakgcX8Jl3fBd+HimPYnqwT+UZ2OXm4uiupV1DCtI9B8nf/5GarXItYfUIPwqeZYITI9A5AI71kZxni88s05itO3xvVs0zIwmTDKeF1Bz4ClRWZRPtXi+ivlatLUTXTz5d0Bwn4Ff7wL9XXzAAdABxSKNCxRFUtWhdYfA1AYz3xT6tB0Y1VFA5l507B37AdFqJFjGlNl96zBVJYgADJNAgjIOQfJKXETGMAuAcCoHMsCOy6Sw8nihxYS1F9kn6D5AzoJ1g++yluLtoRm7AUL+cvCS6Ydt090GBJAIJHWrm7S20Ah2L0L30tZ6F/D1dJYqR1kUMjBlNJKjs4RgShw3n8VcCFU7O9Ce5m+wg0D1lrk34vEdyj8L53ykEOzy1DEkKBEGF8lyTPKLVP1lNIixoFQAKNgB+BXvSH6zJ814rNsIO7mkUKoVdgBge58T3sXpQAoA6Db5BLlxezuIHlqC65xwYZU/714EAjBpIIWvFSFAEh3fglzeBNb21G9l/wCTloXNz2s6he5L4lgCLTOqbswUHjNnlPp+LSatUmgeGbdMuErA6+lWp5t1PP8AXQlWbGeaeU7pnQq1O62tsz1AEs7TXOcO271BM8xbMLonYt5pQ89+Wi6QVbXLO5hmQJKvA1Bao95OGdzooWSK4ZJZuN5ezxXhhhqymhRCJSUm6vrpHWRQyEMp/Ar/AK2v/wB9fPJKkSanYKtPflE1iBzFUMomhV17/IXdyLaL1dtlWni0T2wfd3l1v7q/P2A9Zl9wxCgliAB1Jq1uhcs+hDoXo/nnkEULv6KTVhDyLVBwNC8u58mCrJ4Es8p+r1DKs0SunRhXiT4tSneUhKnl9jtURN32RKXJUFhg46cLmeGeeBA+wfWaE8PaZKznpSXcLzmFHree/wD9EFXUoggd6ANr4V/rq1hEECR14pc4lSKrNDOEupiHfzHoQDg1aQezIQTrYkszVPFKLqKeFAdirVAs/Wd1+iJwmtA7mVHMUtJFd97lH/VOJiTmiTSNYGNVTW0M/wBqgakRY0CoAFGwAqR9CFgrN9FGTUL81A+ll+jDB/AL7ee0/wC/zwgXlyZ33iTaOr+BrmDQlQRCGFIx0UeZL2F5zCnCe5ig3lev8Ss/71Q3ST7JwJwKF/adp6F3AzqiSqzNweNHKsyglDkGvtvFfpCnurve5tF/1+e01pd3MVXztNi0i3d6hiWGJUToo4TxTyuAk3KSvYJv+enqCJokw8rP9W4uiyKVcBlPG4nMWgJEXZ6SV4k/yTp9ExWIbmdC9m9KAoAAAA2AFOOd4ki9oQWr7fxT6QLxtbaJ5pneJPjKrXsdt/y8VTgQWLiEYwtSzILWDkbyxCoRFa2m7/UvU/8AxTwRBO+t6u8Pd2sP1L8LOyKO88+8pr2SWJzyJgiNUKOiYdy7UsqNI6A5ZMZHk0Lr143xj8Nud72181+4SzlarSPk2qJTuqKWdgqjuTgUl1E7lEcM1eJXW6Ij/RwlWKSxQYmbhOzRX8T9UkGir9zhIE2eaoIEgQKi8JuTgNPo26F69vskpHDoGAYZ9QQePIh/tJSwRB9axoGqcSmFhAQHoW122z3lLBdI+11/unlYgAknAHU14c7vA0r/AH3J8k2/jEH0RvPeSmC/R0BcuhSoLXlbliZScu3GcXGV5BTHfXUQudeZXQr6KOM7TKoMKBzRlvu1qn7vSNfl8OkSpx5t6Q7hE+iNUEomhRx0YUSACT0FW0pige60FjM9WETpAXfaVyWbzcmPQyBFCtSWCI4Lu8ujoH4YGc438k86wJn9lWrGBokLy/bPu/4jN/n7b9H83iX2C+hdeF3OJQ8EQD939FoWcKWKOd5pdko2cJgaEIFDVYyl4ij7vExRuF+muzf1T+OrDM7vdv8AonF40lAEiK1aV/pHnurl0cQwIHmarOd5S6TACVPLfuRAIU3eY6KhQQwpH2UAeRN/Fn+kXmnlMEJdUL06SpPBdTUPeT3s06OIYSIu71Bo5Ccr4NIxRGRg0AAMDYe+S2AnMzku/b0X8Slf/wBWgT0RvNdQ8+ApTQXU200oRPSKlgRIeUgASooIbPDyzfRC9PdQImWlSrEmWWefoj8Jp/asQWzZ1/G3otWUTQI0XZGOj3Yhdb95Rgo4q2Ou/un/AETyTzcpdkLuei1bWrh+fOczeWyIee6f/X53RXUq6hlPYjIpVCKFUAAbAD3jY0nPSvC/8in5CffxqL6Re5ZVYYZQw9CM0LO2DlxCnFY0TOlVX3d47DlIH0B2q5lntn0QzGX0Rt2q0uYLa1w74erQyuhebbPRPc+D/YP9X+TEU9ltADNDRvXlQpDBKJatYRBAkX5C6+ML9IfmJoUmQo+61BaRQfBRhjL6yiF/XAz7mb7J/wBDXhH+QT8aublLcJkFi/RRRvtG8sEyVDPFOMxOG+b1j/GfryfwOb7J/wBDVjeQwWKJXtV0+6WdYv8A1gSh87NKkKF32WvbpjeJ2Qn5InFAgjI8kt27OYLYa37v2Ws3aXaIzB0NPEsoUP2IYfQjhPoTxWD5vr4yfpDTzwps8qLR8TtP66gu4pyRH+AOodGQ9xg1a2kVqmE/ALu1W7QI7VhBeQQQ7BMu3Ca8RHKIplf0Shf4fE8Lw0rBhkEEHuPJez+zQF6gupzdcl3DoSU1rSWHrPPU8DCdIIHmL9SS9QAPdsEBMUfcu1c53vuUmyJu9CeIzckOC/k8TmxCIU3eWkiuXTBfkJVpBOly7TO7qNk4X98Iswps9QXtlAgRHqKVZUDp0PCedy/Itt5e57JUFokH1fu7fNzWJluXlM1JZ2ydIq0L6CsAEn1/GFIYZUgg9x5Z7l0vIYE4yypChd2wop75oQHeBxFVpCyZlfeWWnbWrxo4D6aTFjYFnWm5ciAOFIcdGqGGKAERIFo1bTi4h1heE0STIUfdaiiQ3oSLZLamYIhZjgAZJpHZLaW76yz7JW1hYVZiWaDuiNu793NQWsMHwJ5Ei9qvZZgXQJ/ADVm7l5ombXobZ+LskHijvP0dAEp7+1TZMvQOVBxjPY1dXL6whDwQ5wZahiigiCoAq/lJ5Ui062xqOkeRhlSPUVBCIIEiHknvEgcIQ9G6iN+HAc4jo3M/WK0ehnSM7Hvir0PrgITKK1EQu5N7OlRXzRDka0+ktWsKoDLr1u/V6vwZnhg7O2Wr7fxP1SDhc3LwB8QFk7vVm91DAiJaVNcpAF5rYqe6GhRBh3l2SrWEQQ6KvmLlLVOstBBLfhPuW61eRPfXxi7RCoHuREkRg4SypChd2wtKQwBByDuDwRFRcIoUegGKtrYwPKwfKuxbiQCMEZFAADAGBwljSVGRwCpqKwiRxu76Ogf8dZlRSzMAB1JOBQvrY9J0pZY33SRGoOrZwwODg088KfHKi1BdpO7LF713VFLOwVR3JwKS/gdwiPwdDfO7o20WyU896kWTAiers9WCzkGadzl/OAoY4ABO5NQb3tzL9QnG5SJ4SZhlE3ouUQTexRCCjbQf2UpVSJMKAqioOs14/wCifRRXhyYtQ79ZSXPC5i58DIWK54TpML0SxRaxoqG2msn1ogmqETu+ufCL2RaWBFmeXq71bWyWyeS5zdzC2TdE3d6AAGAMAfkEbDHEdN9uDEAEnoN6RDeuJphiH7iUYo32ZEansrNELmGrKyiMAeVN3pLO2TdIUoKF6AD3FzcvFcwIE2c+R5FiRnfZVFQo94edc/B1SKjEjBQQMKQVHoRRGRirWAW0ISrw8+eK1/d6HAkDyyuI4nfsoJqyTRbKW+N8u3G5mD5gROae/ota5nmQuQ8AlXhdo8sDohALVPBrtOQhCUoCqFAwAMD3d0JTFph2ZjUEKQRBE/HJ7nlMERC8rVbT88HI0Omzp7q/yUSBOsr0oCqFAwAMDhf5cxW3d2q/flWbBKgQpCisSxAFX0pgtHdaV9EKtMQpwNVI6uoZGDKehHmu5n/xREQB3Aq8tQls7zuXlq2QpbRL6KOF6Z7q8NolFL/s8FRRXIcNNNwmv4IcguC61YxMA00vxzcYZ9c0sTdU8szwFCJXTTXt9t2egcjhDYdpZS6VeY/kR+sq/kMsFBJIAHc0bmBUDmZAppb+2d9Al8xIAyTtULpia+erOJkDvKAJZTluAzjfr5badblC6qQA3GeFzd28ydE42X86aW6/ZKn/AJ9/FF2iGs8PE5hrggqeH+Q895+yVYRcqziTyyuI42duigmrCIu73b9Zau8T3cMHb434uwtb95ps6HSjfN0S1mobjJGDV87paOyVDZ+1J3iipJ7soIRAeb3d6j16BrILY3I6Z4Rfz/E3l7RDR5JrWKc5ky1JZWydIUrSpXSQNOMY7eTafxIekA/Id+TO6Wafq9WVokMIyg108EToUZFqwz7N9EYrU86QRF3qC+gnfQnHxKblWb1aQO6RGVNCIBoSp5kgQu9PPc6DKESJP9dQuTbK8wCbZaorxHthO4KLQv0cAQB5XpJ5xdpBOE/jHADFZHk8Sm5No1QIIoETsqirAazLc93bhZj2m+lu/wBkq/y81tB6vU90kJ0bvL2RaUkgagAcbgHyTwrPC0bdGpEWNAijCqMAVFbMLyWd+H7e4ed5yYrX95qghSCIRp7i5SV0HIfQ61m9fYIier1BAsCY/dm/Idhl7q6n4XcvKi9Xc6Uq3iEECx1euJ72K0q8D+3wJBUERh8SwXdy0VSuY42cKWIHQVN7VPfoHq2cvAHep5xNeoiAyiKkgJl507B37L2SvFJuVZt6vQTkQid09FiirwhCUll7u9bP4x/9lPPPbCeaJ36JV4rvausXx1AnKgRPRQKlTmRMmSNQIyKghSCIIlXVsZijrKUdKgtooPg+QdFdCrgMpoAKMAYA2AH5O8L29p+k1SyLEhd2woqBDM4nmH/YtSOI0Zz0UEmvDek17NXhmt55p3qHL387dkAThe8o30xm7RVDYRCFObl6WKW1uZXhgDo9Re0scy4Rf6Fr/O+J/wCiCvFZjz4ESv8AKWihULlKsoGiRmf43OWqfnYHI0Z94SAMk4AqwzK80/ZzhPkM74/J10k8Mxntt9ezpUUTTFJpmD+irsvB1DoVYZDDBFXNtrsjBFhKtoDBahBu9WsHJhC9zu3A2kZuuf5AoHQAUbdGuhP1dff3jmVxZxdX+P6LUaLGiomyqPz1gZzgZ6Z//M5Y1Ds/dsZPrj8pPIiYLuFBpZo32SRGPoGHmnvOQ+jkSvUF5FO+jDq/mJAGScDhnfzAg8AQehz82191MUDyovV6jdZEV1OVYZHyja9tJAGd8+ny+d8YOMdeCXkLzmFPcllBALAE9ATR8Stkco9JIkq6o2DCldXyFYHBwfofdF55b+WJJigQU/tNsmuW7T90qwnmn1mUJReeCea5dQ43SsOLNnv8P3RKCIrxB4CJQ2WCeRPE93LwOESh4pBUN3DO5EJq0Ae8nn+ugeUjIrHAnFHptuazvjHbOajkWVdSHK8SwUZJwPlo2LICylSex812xldbVDgvu59FqV9vZbb9PolRIIolReigD5Z5Uj+N1WgcjI98zBFLMQABkk1FcwzEhHDeSC5inzyjnFc1BKI9Q1kZC1NdQwuEd6ikjmTWjBl4E744PfAOUgQzPWb/ANbarOady6TxYYff4XdytrCXpoEEBnucvM4oy+yWKGUF3wFqVza2BdECO9JYZnSLJ1rvK9X148TiGDd6skuVLvK7lOwepjdmaIGbQ7/cSnuXl8SxFvoBCU8F+6Z54D0l07z4RByEJDvUF0t3rCAhBQGBjhbb+KXb08SOVLoGK7rUoZEJgiUuxrN5PPhwj8g07iW7y+yW66z+pqwUlHnfrO1TzpAmt+F68qQ/yFLO1WCZgmtZkqZ32FqxREIRP9bVBF7LbBMl8V4ZtZJ7lnGswqWVyuQ1Bf4ArHVtgk0oAAAAAHQDyGfFyISpAZcq3ktbpbrWUVwFqW8VLpIMEl/lWYKpJOABkmkm5zvKeeVdtwlQCIQryAAlTX8EGzvUUqTIHQ5U1Ne20WzS1HIsqB0OVPku7kW0Os0l5A7lEfi7rGhd2CqKXxKDhFOXu5YvuJXOTnGIMNYGaS6R5zElSzxQ41uF1eQkAEnYDqTQnsdbu7iavDXX2BKtHu7vWQ+hC9Wt1dOCiJkp1d6sppJomMvVXK1Lfwo5QZd/RKguRMzKUdHXs9NNczPLyCiIlWcxntkkpr3LmKBDO4qCcyl1dCjp1Xiplnu2dHKRQ1fzyvN7NBTytc3S2vVB8dT49vtUSp3eJMpEZaSa6dxm10JV+7aEhTZ5movbWSdkq1xETe3T4L1flYkE4fRKlWCAQmXvMdfHxJykHprYLSeGWlW1rFbAiJeN7amcoUK5Ts9Wnh2h9c1GB5b/AFv8CAaKnzPfRQ9ov43pLJ+e7vL/AAM+uik8V27oiOJaj1hcykZ9FqIPMlzcxbu+yUbKIWIQpui1YFzZJroc8Ilho0O9QQJBEETg7BEZj0UZNeF5MDzd5XLU8iRqWdgq0fErTtNVrd2kEO81IbS5E0UL7y7vSgKoUDAAwBU8CzFC/wBxs1vqPTFWt2XilM+EKNRcpaz3febZKtogbtIe1slX7lLR/V8JUSaIkT0UD/apHWNGd9lUZJrWb+d9E5SGLz6dzud6IyMVGCi4dy5yeE92X1xJBM/YslW86ToSlX+0AfujhuN65is5XWleKwtQlWMWEM83xy8ZJUiGXdVpWDqGUgqehHneVUkRD1f/APoZ91f7WM1c8IiQWq63qYNaWARKew2i5L6ClTFLGxKI9WtqzwIHGhO/q9IiogVAAoGAPJfkT3qI+0SVcGAJ/HoqCf2m6JupQEqGdILoxQl5YiKv3neDWYgiJSxJbeEVagw2Sa+yVapdhHlzEgl/jq1BSCW9feUrUBitLVBK6gtu1JE9/dvN0i8lyzrAxhQO9AtegRCEww9Xq7gaeERI2gVfkwWqwwDdzoWkX2Kw9Si1BEYPDf8AXoLVYJFBZiUvVqefcvc9ExoSr5ikAhi2eZqiETwcmInQoC5FWUyWqTJ9/XslWiPlp5tnfjNA9rA+JykNWSvyO6d3lqxsg6GcTOmuoLVIMsMs7dXbjLBFPjWtewW2gpor/DrajYQ6H9WX4zUEQhiEa8ZY0lQo6hlNGznTa2nKD0erZJUixM4d/K7BELscKoyTVguYjP3mPB553neG2QLo6u9XSbpDrMsz/wCyCoo1iiVF6KOE00cK5lcLViXlnecps/HxJzyVh7zMFpFCIEXoowKkhSUqXUMVORU55Fs7wpVrzfbU1u+6ZegoBJAAz14IfbL/AFj7GDgbCB5zLRVSACBgdKihSLXo6u2o1eb3tonC/hh3eWd0q0W59mdoHVPdvPFaX3qj/H9GpAu7KB/FuSKv/wDIvxmiWaJkfowqeBAUgTrK2XY+grxJ8iK1Tbm0bH/qZg9F5ci0tpcv1eU1dQwWlqXKCV/V6tBKlgXCDWxLBKM90l4iBxM5XdKtrp/ZXluezVFdXMxQpbYiar+8eApFCmZXqe9eCBA4TnvUD82FHK4LCpw91fgQvjlVA907ywI+yPvK9QXeICZ36OUL1mW/d8IXTolWsHIgSLzModSrAFSMEGo4khXEahRV1Bz4ClCK8fZ50X6olGxiKP3dwQXNQJdLhXZAieUwxkPlPj+Kls7ZDkQpU1ijzCVCYnqC3SANoq9HPeK0/d6SzlJQTza0Sp4udC8fqKliWSFojsrChEoiEXVQMVFZwRbpFSIsaBEAVR7kih4da9dFAADA2FT2sVzjm0iKihUAUDYAUV3zwzioXurlA6OkKU9srXkSO7uQNb14i5EAhT45joqNBGiovRR8leQvPBoWlUIgVRgKMAcLnXBPz0QurLh6s4X3nn+2ehnvVy8z3K20J0bZZ6uoEUpAm803V3pEEaBF6KMDjdQXMt4kqOihKghvUly86OnCaeXDyicRIhKgYBL1YOXnlM+0/C6SabCI4RG+P1qKJIUVE2UcFUKoAqdDLEyB2T6rXsXZLqcVDaTJdq7y6wBwvLASiV03larS0Fq8v9De6vS7aIEODLRgi5BhCgJVg5e0Sr7dIov63HA7gjOPqKhnlgzDOjt6PVrE+Xnm2d+3otS2czrO5cGU/BWLmfaX+QlQ5s7mZEgJU40VMk7zwPPugfdKc6UY+gJqwhMFq8zjMz0Un9lR59olcF0o3Wva2Qy0IJ4bt5cGclKtYPbXN1PTA6CFxnG1Q2xgtHRN5aigmgs8JvM1W1ssMAiq2tZ4kEXNATy6116NQ1Yzjvj5Cx/nzz3PqdCfKlc0atXRLZ+3KZg1WA2ed/jlqL/ib8y/cgyq+4wB5d/eXwZClygyYqsQZne7fvsnmlLkBYv3b0oWUAmM2jL1yk18zQuv1+VuYHcpLE4DpRhuZtp5UCdwlIiogVAAoGABRImvx6Qe7IBGCMg0FCgADAHYe7eRIly7hR6tVzOYb/1JhwlWi3G73PvrkOYHEXx1BEIIUjHb5YiprCJ5i9XOsQPyd3q1jEEKJ82xYFdIBBO/0HlAA+SLAEAkb9PcIiIWKqAWOT8vdozwFERXLU/hih4E/XW9RoI41ReigAfgBOBwDZ8rDvwX53Izj5kkhgME57+nzBZQQCQCeg4SypChdzhaG4yOEU6TSuidE4G8hFyIOFtc+068IQinhrTXo1DURkDvjg8yIyq7gF9l4c1NfL1jXjOnjBepPO8SfJEURjgG8h4L+H53x8styjztCu5UcDcoLlYOrnhPMsEJkerczNFmcKrU7rGhdzhQMk1Zyzzl3dAkX3PXhZoZ53u3/SLg49sugg+yh3f6twvJmQLFFvNLUESwQhFq8nMKAJvK+yVbQLAnqTuzd2NXzkhLaL45aiiWFAibKKnlWGJnbtVnB1uZftXqeVYIWd+i1BbF8XNzvLU8oghd6srYpmaXeZ+F05lcWid/jPotQwpAgRAAvyhX04A4oHPAnNDf8ROw+UnmeZzBbfu/ZKghSBAiVcTGIAJu77ItWlsIF9ZX3d+H+an9YYW/3bg+bufQPsYj/HwvXL4tk+OWlUIoVRgKMAVdzFECRbyvstQQrBCEWpHWNGd9lUZNWiFi1y+zv0+i0SAMnYCrYc+Y3T/pFTusSM77KoyTVkhdnuZdnfg59ru+VtyYSC/D/N3fflQf/L8H/n3ip9yEh24Xc4ghL1ZwGFCX3lfd/kSa1GtVA8CM0RjyAY/IlzK5fkQbO3fsgqCJYYlRKd1jRnc4VRk1bIzubmXvsg9F4XjvtBDs79/RaiRYUVE2VRV3IwRYk+OXZaghWCJUSpZFijZ32VRVkjYaeX45eFp/Pme6/ZOF1ma5igwdHV+F9rZEhTpKwDfRaVQqhVGABgCryF54lRPUFqAwMCr2ZkCJFtLK2FqCFYIVRKvJSiBE+NzpSoIhBCqLV3PyE9XbZFq1g5EPq7bvwixd3Zl6ww7J8kTk8QcHhdI7wOsRw9Wl+6OILqtNaaAx+IEgAk9B8peTiCGraDkp6u+7twnRp7lIiDyU3fjawNEXeQhpXoyINiy05tROJXmQOBXtdv8A34qnnsZ0KPNQv7NOk1f4nbUl5D0iR/2iNNfelpPRv/S0uaN9L3sp69v/AOluqN+/aznoX/raXNe3/wDS3VG99bS6/wDar2//AKW6oTubwzPBP6IAle3/APS3VCbN0ZnguvRMpRv4h8ayr+qGh4nl3VIHekvPSzn/AGSvb/8Apbqhe+ttP+6UL1O6TfulG9Tuk3/hX+IwUPErav8AEoK9vTtDO/6JXt//AEt1Xt//AEt1RvvS0uaF3P2s3r2mf/k3o3k/eylr2+XvZT17f6Wl1S3kr9LSWi952tk/d6zf+ltWL31gopef3kowX/a7oQXI3e9pbV799bu5So00RqmSdIA/AJ51hC93bZVqaK/yJaF/N3sZ6HiaDaeGWKoLuCf4H+UDAkgEEjqBwJxWoeorUPUU91AnxypRv7Vfv0LwP8EMz0buftZvSTXbj/KhP1ei172ihr/jz/YSjHdf8wn7RV4mboFEoWE7lHlnw9C2uu17QtJe95NXsp/5mejaetzPQsLavYbb+zXsFr/YShawdoEpYo0GFRVrSv8ASK0r6CgAOg9/DBFAWKDBf5FjwAwODHhqq5hM6BC+E6tS/wAKhVAAAwBWo/P3V0lqmXqwQufa5Tl34kA9Rmp7GCfqlaLy29J0qLxKHpNmF6VlYZVgQe4OfkLmC4dw0U+gULa7fZ5wnrooWLd7u5o2ED/Hreh4ZaULG27QpS20CbpCg/AiQBkkCpbqCL45UqC6hnJET08qR4Dsqlvkgc0Tjjg+lG/RXKujrUs8UJUO4WkwRkd/nru8EGEALynolG1e6ugr/q/olIuhAo6AYHmYxT3rwmEOEG717AibwO8NI98m0sAlqOVH6Nv6HY/NXV08LoEid6F1NLeJEiFO766up5kuUiTQofu9Ibs3QBdCg+P5m/HPeG17uanhitkAggBd6ntOTyki3uXqwghed3LmYocL8gRmsaduIGeAdC5QMCwGSteKTxJA8T7u9WUAngeWbq9QxiKJUXoo+QPvZ7rfkWu8tYFkmEzNdS0oFjZu77vuzH1Y0XL2DyNLoD5KGrZBPcidFdIkH/nR6bbmjbPPh53dWHZDhas/85LocmCp50giLvXhoLo879Zm430AdOcHMTpVhNLPah5fmXdEGXYKKspUnu7l6fE3iaekArwpMWpfu5+YJwCa13KOb50wjUKnm3urn9IUq2hEECIPkivpwBxQOaNgnNMqSuj0llEkTpuxfq7ULO6VEQXeEFAYHr82SAMnYCppnunMFr+jy1DbrbQFIKSw6vPK7vU9lELuGFC/q9YtpVaDYhOqVPa2aoTrMVWDzSwZlqaZ7uYwQbJ0d6iMEGIEdKv0VEefq+NAq2j5MCJ6KODMFUsxAAGSTW/iM/papQAAAAAA7D5m7ghw87prcJVhEIrRKwzvfBNnNWqGG2RO6qPmJ7tIJUV+j1fOrxCBN3mqVWS0ZYd2C6VoQlHtLb0Jd/fE0D5SM0RjgG9fnZpkhQs7ha/n3/rFbVFEkSBEUKvFIAt08/qAtS2NvM+t4qMFpaxF+TSXzz/5aGhYN3gg/d2q2hCbmBIm9Up0Vxg+oP7g54O4RSzEKoGSTW/iT+lqtIqooVQAoGAB8zdXPs4Q6GcsaS7m7WctGa97WlKb7ukC1B7RlzPo+gX5i5gS5i0PUFqkHqz93b5AnJpR5yMUo7/OXc62sBeoLQzYmvTrfsnndlVCzkBQMmhD7c5aFEhQHZ6tC8F6bZ3MvGaZIULuQopEe/cPPlIOyUiKihUACj5ogHhdTi2gaQ1a3InyCCjp1T8JY9qG/EHyA/PXNql0gV6FkybRXUy1i/g9J1o+IhPt4JYqinhn+ydW8l+jy2bpFUU9yUCJZ6KtrbkaiW1u+7NwublLZNb1FA87ia7/AFSP565tkuUCy0m3ir/WIE/hDHA4KMDgxocWPah9PwEgEYNTWED9E0UIL2H7KYSj0lr2q6Tea1/dKTxK2fq5SkdXGVYMPUHPGeZYEy36KtQWrPMLm63fsnZPn57mGD7VwtWOXea5/rb8IO/AHNE44KOJFAY/BXijk+NFan8Ng6xa4aCX8PR0moX4TaeJ4mqwR5nN1P8AgD2c89+5faKklFgXhl+DdoqsROQ8033+ifgRuALsQMvVcq3lIzTEKQGIBPTfrwzmgM/huB+BEA4yBtuPn571IH0Yd39EoeJWvd6R1dA6nKkZB4XsReIOm0ibrUN3E8HOJCVDeQTvoifjLIsSM7dFprmBrl53y6IFCLUDu6ZeIpwBxQP5fYZHu5VZkZUbQxGA1TwvbGIrPM8pfg4SxSefu9MXPs0TojzSbvQ4SSLEhdyABSMhnF1KIijvulWyQIDyNFFq1Gr937T6Ay7IEyWrw6B3mJRwjpVsk6KefKHNFeIb8jSzxQ/auq1FPFNnQ6t8nczujIkKa3erGd5taSgB0bzzX4icjkuyJ1ep50hgM1Pd3SFNbwpUDmSBH7soPDXff2Yqtmujk3KItS6+U3KxrwdNJA9rPBK7l3d+F3/HdQQfXW9WeJ7qa67fAnHxJNdjLUFpZzQVYQwJ9J+GD6U0SM6uygstRWiRFChYaKDcCKIxSj8jWaCeaed/6yi1dQWutEMW7tVnBFA7jXrnp5UiAMjBfdi9mN3MiLrqyneeIlxgq5XhPKIYi5Vm+i09+U3FrPUTl4wxVkJHwmrm/wAF0gQu61YhBApQlte5Pmd1RcuwUepOKv5Qlq69XcaFFXSFEs4n3TID1O9r1nKUrBlDDoRmpxKYm5JUPQtbnvevUSukYV3LsOrUl00DvFdfqr1Fm6uVm3SJPg4PahpmmDkOU0LVrAttAIh5HsrZ+sNXVnDARN1i6OtRhQi6MacbY9OBANEY4Kc/kmGFYi5U7O2qoCHup7ltkQaFNWCdbl/jmq+3v0G8stQPOb51eXIRfc385gtWaoU9isGqwKJAkQfLkF+E6zOoEDhKEE6OGW6dq1DVpyM4zjvitKIGYBVzuTXhm1knmuYVngaJ6gs1hcO7tK/q9OiOul1DCktoE3SJF8uAfc6FdSrAEHYg0iLGgRAAo2A8hGDQ2P5Cltpp3czviJfgRKtbm5niCRfu714VNM/OE3CVOahTUyfVTgihbXIcYu+F9KYoMJ8bnQlXKGG1S0i6vVzKtpaF6soeTE08+8r1YTxfrLO/uZYUmCh+xzTosiFHGVIwRUNtDB9kgXyXVtMZxPA4DoK5N1PtclET0SlUKABsAMAfIZGcZGeuKJCgkkADuaN5bd50pWDDKkEcSwUZJAA65pHVgdLA/oc8LuXkQPLUBk5Cc74+/B+3C5uorZcuaicSxK/ZgD+P3k5t4DKEp5xeAQwdH+N6sHhtkn1uExLUMqTRB03XhPBNM2UumiWoEmTIlm5vB4Flljc/c4SRpIul1DUwDAgjIIwaitYIX1pEqn8Bhly8970QDCUdZtHmvd0fdErCIIoJbVDK9QwpAgROF/eiBNCfG1QQ2cuzOZ5agto7b4KmuEgAL1NdZfQ4cx83XUE73t51dYk4XgD20q/Q1BOoskmehB7ZOJ5Uwn3F/IDKrqVYAgjBBqGJIUCJsoqe0impVVFCqMADAH4CTX+JJ2Rynd6nvIofV39Eqzuxdoz8J7qO3+Ohe9ktp6ByNxir95igggRy704m1wWjogTuiVNie9SH7kI1vVgOc8112fZOLmKLxSU3NCa1UZSWJaikSVA6HKnhPaXUz6y6Po3SoMrCgcKrAbhaLelHcYqyR53CPvBB+V7CV5kd3/rPlNWj7T3R2QtVgZDBrlcsX85dNXLLDURnT3Iq+KJa8hBvL/AgrwlAkDzO9W0sLhhB0XhPNc6ykEH11tSG/wC4g4McAnBNWKOS88ww7tU1lIIZ9D5llqBBDAkfZQBRasn1o6WGHUEfUV7Ba/2EpUVVCqoUDoAMURjyAetGeBOsqVFKkya42DD8qu4RGc9FBJ/arMzPalUOhOry14azvZIZab4Tvikhn7X9QIyRBWcufU14jzniEUCZL1N7SBFaOEUS0AAMAYA891bF3SWJ9DpUFroYu7mWSlsIKAAGAMAebmJ01LTzwp8cqLT3tt3mWvbrb+8te3wUb+LoElalu27W09G6uu1lQ9ufvDFQtZTu93LXsCf1zf8AnQ8MtaWwte0FCytu0CUoCgAAADsPyreRvNAyRVeIYLAQwVAuIEXGnCgaadA6FGGVaj4daf2aRVRAqjAAwBweBXnSbunuJ/atvZtH110Vv+zwVyLzveD/ANqhBc97s/si0bWb/nJa9km/5yWjazd7yWjZv3u56NhD3Lv+r0PDLT+ihZ2ydIErkQf2UpERQAFAxwI3pe9bcbaczvL2RGwrcJ5kgiLvQIYA9iM1czu8wgtfj++1D8zwSXLv/NgCDyuwRSx2A3NJLd3OXTQiVA93O7o0wiEVQJcsgeG71p21pWcDeppVhRnelcXW89yETsi1aRQI7GCWsn1qe/dEJSF6ileVEgRHKFsuUpVCqFAwAMCrsBrSX/sNGdxawQw7zypVtAsCaR+rN+bb+frbQ7y1Zsj2qFK8SclOR3evCYDFBr7vROTV8BLPBB2eltYV6QpSRKmdCBcnJwMVpNeKmcJ6RVYb2MPCcEwSqO6GvC7YxIXm+P8ALt7ci1g10Xv3TWEhpdWkasasb49fPPdrCyoFd3PZaN/rCCBC8rUJ7pLtIZUQh+EuvlNyioftmkS/DpmVHThc3C2wQt0dgtXTxWqPNga2qyhMVoi1Kkz5LxHXP/8AC0ihVCjoBgcJ7VJ/oy9GWvYH/wCdnpF0qFyTgYyep4EA9RQAHEsq4BIBJwM9z+MD8ASVHLBGBKHDcJZ4otndUqOWOUEo6vwv3eecQwprEO71BKJ4Ef1HuNcCh7n9mevBx9u/Ry9F0DhCw1HoOFzbLcgK7OFpLJIZg8JdPVO3C5hS4iKPUNmquHlcyunAjNPIkedbqKa8gXrMlC/go3vpbTmhdTv0s3rXf9ooErF33eEUYLzvd/7JXsrsmHu5qFhF3eZ6Fhbhw4i/K7HCk+gq1580EzodHdnq0cvaRO3UrU782fQtoZilWSKus8gxOamnjgGZXC0/JsLUlKs4TBaonnkdY0LuQFFIbJH+3d0zkJRdOe5gebEvVUSoiYPgs5/q7V7XN/ycte1XPayotedooV/V6xfd3hoJc95k/ZKMFz3vP9koWrdHupq/wuD1elsLVekK0sKRjCIqisY7V0q0nMryo+zo3ku5uRAXqHXyl5uNeBq/LF4rvaukW7tRgKWBgh66Ktci2QOmg8bq1S5CiWobAI6F5S4i+D3DorrpdQwpIo0+CNV8rHtQ3rSKIxTyJEhd2CqKPiajfkzFK9sgwMuEr261/vpQKuoZSCCMgitJq/cWs6Tp8fRkpLae5QO91+yVZ88Iwnq5uhB9x3+iVPfNKiJOh1hw1WEssqOZfzRJLHEAZHVKUhgCpBB6EcGOOCjA4NsKBW6ui7kclNlWgo04I2Par8I8+j0GuVqswZkLywIndKACgADAHYU7BEZz0UE1Day3mbkzaNdWzXUE/svFxci+E00P5hnvwjlEQzFKsb57pyHTzwQaw894mXqyeWeFIICUCbu9JYhLoTF3ejnO9XwgKLz3KrUAsA6FOF4+LWVvRTUMNpDao89WG1nSRPOQHT7dy7/RBQAAwOEqa4nT1Uike8tognIEtXUs5KTG1KGGoJVnhWVO/GRBIhRujDBqFBDEEXov5XlcRRs5BIAqC/8A5CF8vK/REq0uRcIx0FCrYonAoXk77xWb1azTu7rPDo4X05QJEhCu9QXVlAAiPQ817z+QeR8dZurpAjxGJPvtUCT2mtIrUOC9Q88nMwQURTxqxBZQcdMimjR/iRWrNEBhgjIO2KFjbDcQpQ8zKGBDAEEYINIiooVFCgdgMD8t+JS6LN/V6ggFja14chW1+rkvwaKcuW9pKp6KoqGJomYmV3z2bhOE/wAUzdbRYwlTzxPEYIAJnaraMwwInoPcMaDcSvEN+Y2RWKllBKnIqaJZomR+jVGixRqi9FGB5XRXGHUMPQjNIioMIoUegGPcE44KO/kIojHAHHmvHmedLaA/V2rw0uUfLl01kJwyDtkZ4QXKz6+zIcEVLfW0Ozy1BOk6ZiPCa4SJFfqrsFFJPFK7oj5ZfzETk0Bk8CcUCc0OJX0pR5L99olLmNS1eEvrefsleJvOsoSGrS8hykESPXiiuE1iV/QJUFtov0CdYhmV+HimYHE6Ph3BSoJrCCo2R01IQynutTyLEhZ1Zh6LTzO8KWqh9nqAXKDRFapEtLnSNWM9/wAiPfwLMIvnGPapZFiQu5wopGDIrL0IyOBOTQGTwvDKIC8XVaN09zMiWn6u/CZzHEWVC59BT38/pAv0eWraXnJkshfuEPC7ubPpLh3SrCBkQvL8b7tVyXhfM91Nl+iRVZQqMypO8oert8XQLfBAhevDkIgLvu8p1nhfws4idE1lHpJTB1tX5FRFCgMWNBGRjhdWazXUX7szrSjCgEkkDqfdiRDIYww1gZI481DKY9Q1gZ08EvEknMKfitzaoiCBN3nehw1D1HmnnSBMymra6S5zoqcOYjynCN60kM7oHS/qBZlTE7q7Vd3jxXaRRJrq8u7yDsiB6i1cpdZBbG583iZ2giLhA70bqWcE2qbf1mrAXO7z1I6xozucKoyTQ8Tg9JagnE6a0DcJ5vbJ0gT7KlIxTHtwAxwvDNtFCu71CPY5xB9x90odN6YAgg9DtSWdsgwIUpEVFwihRVyxS2lZeqoahtJ5rLX+6CoJndWaWLkgVdpO7h4BERorwsr7LoCkFKIyMHyMoYEMAQeoNKoUAAAAdAPdPfZcpBEZiKSW6MuHtgE4XVyINHo7haSflX04RNbu/GUaPFYH/rRlq6nZHSGHeZ6toEgT8U8SEpiREUnL1AjWU+uWDZx+pSrVp31vOAvolXsDzoqI9CztjPN1RIur14XgwOy6+DSojojH+N86eNy6RX8TzfBoqwJnvJ502iq/l5Vm9aMXVpbdol107iNGZtgoyTQ5qGK97yvUixkq0gXY7Hzywme9BliBhRatJ0tRNC/VHqBzLCrlChap2dIi0Sa37LTvfhPggq2EoiHOYM9OgdSp6EYNJCBfIgTCQpxUcCccNCuQWUHScj6HzsodSrAEHYg0kF3DmKJ0EVWsAtk9SxLM3uZ7kQFB1Z2C1NdaJ4oFGS/X6LVpcm6DuEwlT3cEG0klJfwPMIk4X8zoEhh3mlqCG7gQIBBUDztnnxKnDxNPWZ9/giqwsop4DK9RosSBEACjhfyiC6tX9A9WMRwZ5fjl/DS907uIUCIO70l+DAneb+iojePdBpQEi4Ta9DcrGvtqrF+E+OKodfKXm4143o5wcHBopOm81+ErkX3a9qJXVFV31sBu1TvyoHf0Umt0sAnSW4NRosaKibKowBwmvP8A1MaELiKoJnlDF4WjpmCoWPQDJqe/fkZeDZ/gq0hEECJV1l762i9MvVhmWeef1bRV+kstsUiqe2D2nJShYF3D3cxm9xoXVq0jV6+cjHAHFA0TmgMn3KsrZ0sDg4OOx4eJzywIgh6vXh0zz2gd6mmjgTVI4Wk8RtpXCI/lgiD+JTz1fwzQ86dH2erVDFaxJ6KKukSa/Hog1ytVk5nDzt0c4ThdJNz0mgCsVrn3nezH/u1A87aufGE4GCPniYjL1bWyWyFU43Voty8Rfon4a7qmC7AAkAVdzciEsN3OyCvCYAgdzu+srWR04TvdGXRAifV3qE3usc8Q6OM6W0Jle5Ild6skeK0RH4XcPPgaKntS88L/AHIuJtSL9JkwEVOEwJhdR1KkCrSzeZM3XZNCCra0MO7zO54AADAGPek0WNZPrQ4lfIBj3EjiNGdjhVGTUB9k8NMz1A7yQI7qFZq8TnlDiCGrS5tQkMMT1fEG5gT9Xqxd5k5rhKNe1XT7IIEPoz0ucDOM98cAksBYTXZgBensEnAzPM9HCrnsBWJpbQlBvcv/ALLSIqIEUYAGB+L3UCzwNEagsyjh5XMrintMuXimeEv8dQWqQO7Lks/Vm80thEIp3cl3qxdpbSJ3+WmmSBC78CccMZrBzU8vJgeT0FJdzu4m1/fC6KBzwIojFKOE1s4E0xmf1SoZp79MITClWEE6PMZ3q5d4o8xIHqG5uXcAwJ+z8b+5BnSDd0G708qX88USbJ8b8Lu2WIvhDM+7u71ZQQALPEhUuKmcB76b0UJVsgjgRPRRRAIIPQ0lpAnSFON1cxNK+EIl3iL1bRCCBE/GxnfPrt57qaaB0KRF0p1uLrZxyIaVQihVGABgD5bxh9oYvV6xPeQzOXdCmwiSk1aFD/EAM/rV6+gJifk1ZTubopLM5B+DWnC5mSGIs9RPEbqJAhiRGP7tQZdWkMNQ3x3oN6+S/neCAOlX97mEpAQ/dzVqUgsYtZC1DMs65TOKnt0uVCy1FaQQ7pFxSCOJ3dFwz9TVhh5rmf1enYIjMeigk1dxe1AOZ8W1WBY2MOunjSQYdQw8t05gvYZzsm6NV1Ol0jwQDW5qJOXEiegA85dQcFgDRuoO86U9/ap1mqCdLiIOn5QEDP4kZnTCIuFrlTQXLvCodJeAUbEgUVXUGKjI2B4XsU0piaErlGp7PFnoTdwwaraB0LyzbyvwHF0WRCjjKkYIpLWFIWjRAFaorCBPV6A80caRIERQq06h0KtuGGDX+G9UE7iDulKqooVQAAMAeaZ4QhEzJj0avbbROkqUt+j/AARTPXtU5+Cyei932gQfq9AX7d4UoWk/e9evZJO93NXsEXV3mevYLXvDS2dt2gShGgGAq0AAMD8ongp24leDe+M8K7tKlPf2vTnUL+27PRv4uyTfslC+9LW5oz3XRLX93ej7ef7CVyLtut3/ALJXsCn7aaZ6isbTtElIiouEUKPQDHGOYPNKnZKBBAIOQfyyRg0DigfITk0o80804lCQRfUl6xfv3hioQXne9/2ioWtz0e9ejYet3PQsE7zz0fDoD8Yd6Sytk6QpSRonwIq8JXWFGd9lWra4S5TWnDWvqtJIj50OG4QTLZPLBLsnxpUV+ks4iCPwvL8RbJSO088jlJnhL1aOjwAxKVX8rE0DngRkcdVaqJzwAx765u4bb46truK5zoq/eFYP536qtQFLREWbZ5nq/dUspatrZOcIDEkveV6hgigzykC0TgZNTyzXU+uJC6R/BVneG635BTh4nrMWhEwjfG9eE59jCFKAA6DH5VJwOCjiRRU8QCaeRIhl3VaUhgCCCD0I9wGDZwQcbHiWAIBIGenCeVYYmdu1Wlt1nm3lmqzsUtWd6vEM94+TCmj+urCweCcmZKu5la69UtqsIikGW+N/424SoJYnTswIpIryBAiGApVjBPC82sJh+EkayoyPurDBpECIEXYKMD8rE5NKOBmUSiL75GqpZ0hXMjhahmSZA8ZyvBp4VJVpUWkZHGpGDD1Bzwu/ZYpubOS79kqwQpB5/F5XhRCkteGxGKDheGIQHnOUSkbw4uDrJf1ctw8YfECfV6cOia7m7dPREq0MptkM2z1fwkS+iOd5aRVVFVeigAU8Mbgh0Ugn8use1AZ4z3JhvpiN3wFWrUwmXEuWnfu6VDCkCaIlwOE8Smd8WJl9XqziEUAAiKcGEDhnIQ7FWavC9oD6azo8xqK2ed3nn2c7IP6KsA6RPC/3GIXgVDdQDXLT+heE8CXKaHqGxhhfXu7+r1cpM6DkOEanivpxom0IlAYGPy6xwOCngx7UkKq7uvVyCaubUT6CHKOlRQujl3mdz/stMaG3TivhttQAUAAYA6Afm8rwBxwAxwJxwUeQEH5oyIHCFgGYZAqa8ghOHekdXUMhBUjII4ztIsRMShnqCdLiIOnkncRQu/opNWrtLAjPjX+SyvENwJyaAyfl7m8htdnoeaedIE1vVh/Pd7168MUeyl+utia8N+B9G0Ws6PJOhtpzdRfpKlC7mm3toMr6vUDStEDMgR+F9da7WaIjQ6vVhCUDSy7Sy/kwiiMcM7Y4AY+RnnSBNb1/iMFQXaT50B/JeQpLcuElzK9MyohZiAAMkmjfxdkll+qJVvOtwmtAV8l8FSB5uropC1BDiwCJ3SoYbl4EgccmJdnoARQ4RNlGy0L+5LlPZd0qyufaoNfDxRzhIEGS9RTzWOS8DiCracTgnQ6FdiGqeJZomR+jVcwaLpMo4T/dmAqAoYUMXwduE8HP6u6UBgAfksr6cFGPd5A8sriNGdiAFFJPLBAH6yzvlEq/mMNo3q2y1BNoMVs+8uilVUGFAUegGON1rNs4i3eoIDCBLzoknSoVlly87IY+yJutW1zKTAn90saFXk0SIUeblFqs4QmXE7zB+F2HMJCRLL9GoC/KfHBUMV4JQZZ0KVI6xozvsqjJrd4UTvdvrb6JSIsaBUAVRwvUfMU0O7xNU01zPCRFaVZu8Li2n4GNGYMVBK5A/frSqFUKoAA6ADAH4x4jO8FrlKsNYeZHcvo0+6d0RdTsFFRypKuqNgy+5nlEMLydlFRSiSBJegZQ1T+JwJsh10KubyK1wJaiv7abYPV5PyIPVyQq0jy+2+rJKEPmup3geI9Y2bDVMDe33K35EXx0KnklTHKhMtW1w8rlHgeJuF/OXlS2QF+7irMm7vDOU0LEKn/n38MPaIa2qx/jlnn4PbTPK7C5dENQWvKfXz5n+jtTnSjEAkgE4qxghcvFPBh0q7AgsuTCPjOhahAF+E7QwheDIjbsoJoAAYAAHA9DvioRCk8AtXLvk6+F1CZ4GiDac0bYe0xS9kQr5SoJBIBI6fjfijmKCrXn2XxwmXXUEziAvdgRUfErT+uoLuGcsqceanN5Woa8Z08G8XQT4CVc2UVy4Z6RIYkml5IdA+hAagRY4gFQJ3K1dzgX6dkiFQy3LyoXhCRHz+LklEgTrK1Yf2yGG63RuiUYYmQRsilPSug2r231tLmoGSb+cImRvV1ANXcUM0WJzhatUDzgRbQQebxOcFDapvK9eFaPYuEyXJf+VKirUMEqOXe4Z+DroSR4kBcirC2NtBh/jap4MRTvCCZZatIuRbInkSdLuFxExXqtWsRtr90DlwyBj5ppVhiZ23VaR0lQMpDKwqa2gtQhTZ9a+V50SdIervxeRI11OwVfIzBQSSABuSaBDAEEEHcEfhjsEQs3QDJr2+XaUw4gqe4ig+M1Y3oui9O6xoXcgKKS9tn2SZeBIFAg9Dwv8cjeXlYYENUEDOUeG8d0p0V1KuoYHsRkVKiG/gTtChevDSzwGZycu3C5nS2QO9W10HvJ5kilekJZQSCCRnBp7QQIIUId53q6fRayv6KaRBrsIfQa+DwTT3c06fceoJxL0Rx+qnztAxvkm7IlXMDymN4iFdKhtis3OllLv5L2zlurv0iqB54E9kSImakDBFDHLY3Pl5EfO52ka/WooFhmkZDs/vHsykwms8JVrAYi7ykGV6EiM5QOpYeUjNGwQPmF3hqG0VH5rs0snq/BmCqWbYAZJo3naCB5aSeR4HfklXXoleGI5nneeppkhQvIcLQ8Ste01SxJMhVwGWneWw/1wVDc3N0C8PJTh4lcpyZ4asLsy4TQgT8N8R2sJa8JTWjzy7vSQpGWKIFLHJqeYJsYnfPZVpHgncKIfrunC5tIrkAS1/hcHYulQoIUCKSQKvuShinmOyZwleGpiDX3lYvwmSbN3L6gIlWqcq2iT0UcGAYYIBFWKFZrr6y1fy/BCH0a6gKQXKT6MQHKLV3CZ7RkTq9RQOL13b4FQIn4Ldc4oEg2LHBakgSK/iWDsCX9z4nPult/XVrMjgoqOmir1ZdGtJ+UEqyEvSC6+pDJV+4S1NQIXmCdYodnP9bcJ+fc3uYApEFPBeJKblCgfuiVDOk9tzauYjgTrnlMcKXq1gjSFCiAEqOEjMqEomth0FQyPIhLxGL8Ju4pjoeB8OlLFNcuj3ICIvSKkS7gzEiRFKg52Dz9H00eZ5kR0RjgucLTBcZYDA33rwzpP/QZSU880EU5QyDIWgoAAAGB+AOyopZiAAMkmpfEiAXSDMVO88sCPbaF9ddP7eiZDw0mdI1dcb8b95Utv5Hx1BO8IdDC73L1h3tgCdEhWsWYLh0Z8EKHq2QJAirnhO7pEWRA7VC167oXEQTg7qgy7BR6k4q1gFsjyzEFySXerDdHn7zNV+5FqQiFy9WBcTyifaUgVfwu6IU6o2urBClonq+7cNE9tNK0CB0lqDn788J9NFJDMniRKfYPU8CTpoegMAAdB52zjbGfw6eBLhNL0LSZxonnLpSqEUKowAMAfNu6pjUyr5nnuXd0gg2Tu9RXs90Uihwj9XarRblXlE761+5wm9s1nk8kJVuZ/wCMThPoV4T5ub4QfcTd6aCJnDOgJUbVeTci2L0IXeWCCVy+Mu/B7NXnaXmyrUScpAgZm+rHJq69jllRJ93pLC2icOiVdS8iB3qyTF5EndE1txngSdAj1BAkCaE4XMIngeKhFez/AME+EioKFUBRgAYApL3kZivKtUeWd7p0KdkX8qJfIUd3wiBiEqC9SWfRodOE0qwxM79FqLxKCZwicLwI87oX1zO2B6JSLoRV9AB5JXKRO6rqKgkCnvkNqrpu79EqzxYTOk9RPrQNoZPowweHseJTKJ5l4pE89/cjXVhtPKiOXhWryJ5Xg9EfU1WAL67l+svkzFLPsjhDN/HLxESLKz/eYAE/p7kqDjIBwcj8qX83ItHevCoYVi9Za0Izh8AsBgNwnMoQ8lQXqAXgmHPEJSi6hwn3mBIHrir+GFLGWoc8lNXxaR5UtoEcuIwH881jBM+t0qONI0CIoVR5bsXRcGA7JT67sonIKIGBcv8AmC6ged4eyK2XqWzzMZUmeItVtAltFoTyXsMzvC8HVM0kU88yvdIEROiflM0P/wBPXnSKZIm6vU8ohhdz2qa6lEEOhMTTVGGCAOQzdz6ngWVepAr2qD+/FQP5zublIANf7KtWAeed7qb6olXs6Szi2qzPtM5n7J/AicXtbKKbM3V6eytn6wpSqFACgAAYAH5uJAGT0FW06XKF08l1Fs8qJmcJhageO1giSV0RqM9lEXKOA70l3FZQBMS1aztOhJhZODzZeW59DohFWUHIgCflrIzjzk4FC+d3JSAvAKS8gl2WVaE8Rl5QdS/p5mnnmndLUJhOrvXsU7/HevTwTlwizFIUFbc9y8s4gC7PrqGAZSUTzPRGRSIqDCKFHoBjyT2STuHlZ6nS3tItYgD1BPKbowzQhKIB6jPC+cxWrtSRA3UEHaBNZ/LM1+kUxiCO9G6m72cuinDX0InQPFMmQlWc/PgV/LbXPOieXoisalPtlkeQ2z1dOYIYYYNmchFqYWzyrFMELmoreGFyYkC8Aji6Zy/8GAAnG9uRbQV4aE9lyn6vwvpTFB6u/wDAlCIGeG06pAMv7i9M+hRbJVgp1zmbecPxIB6gGkgRJnl7v+S2YKpZiABuTSOrqGRgwPcHI97n2S/btFPwwBUCcq/lTs6h/JfOTi2i+OWr7ENiIE6vhFqCIQwonoK+38U+kC1agS3k8/10L5SQoJJAA3JpoEedZzuyjC1Y7XN33TXwmcP4lFF2QF6sNxLP/deiQoySAPNeu8LpON4l2dae+gRMq4erKEojO/xysXb8jyyJEhdyAtDxWD0eoLmK4GUPmvzkJB3marJAl7OkP2NFgOpA4EgDJOAKF5AYRKXwjVNMkKF3cKKgmSeIOnDkIJzP9/yTzpBEXehDPfbznRD2RasC6TTwTPw6+K/pD5Es53neZ5TEXqBHfxTdzKkNOwRGduigk1DOYLM3LjeV68OTRZJwJxxnTnQOnqKgN5DDyBD9A9W0AghCcFhRXdwo1v1pEWNQqKFUV4pEJzDF1eh5khiTdI0U+oUfhhUkg5Ix2HQ/OX7m6vUtUqJFhiVE6KKnQJfwMmzvnXwiupnuZzEjvQvzNtAhL1ZTtPBrfZwSponFPOZvEyIfTQrUAlnat6JSRC6T+7O/V+yVGuhFUktgAZNX8ohs3rkRQWBefd2WrC0xCk0271YbJN6GVtHmuv47+CGiQBknAFQDn3xnT7IJo4WZ13t1N+ieW2tuQ8rl8l2zTqHRkbowwaa2ieAQlBopQFUAbADA4X5LhLZOstKoVQo6AYHnuJuSvQu7bKtW0DITLNvM/vQcjI/IVpv41L+r0SAMk4Aq1zPM9y36JV7NyLR3pH9h8LD14ZDybL6vXhW9qX7u7NU9jDmWd6SAj2Ywbz7uauorqW1cy/8AglQXdrFCiJ/slRMzoGdCh9DV9BLO8OFBRKv83V+kFXvNFsTB8Yqyh5FqiUTgE1A5liDlGT6N5J7ZJ/oy7qy0bMy/bTu6UqhVAUAAVOsrpiFwlQQiCIIvuTVmhdmun6v0+i+YkAZOwp54U+OVFo3lt3nShfQ9E1v+iGnvfSCdv0ShdT9rN6ea8+5aj93rF96wCuTe97oJ+iUIJ+94/wCyLRtH73c9ewd3nnNGwTtLPQ8NHeeevYE/rm/86ewhdKijWKMIgwo/IU6LbX/OY6ErLX+yZW2pQFAAAAGwAq/tWukRPR6vbQ3PJ7IjVKheJkU6SQQDVtFyIEiqVBLE6dmBWrSziteAUDoAOKwxrK0iqA7fJZA6mnuoItnlSmv7X+9Qv4n2RJXo3bdrWeudddrT92ei952iiWil4U3nRD9EoWz9Xupq9j9Z56Fha/2qWztu0CUEQDAVQPygyhhggEfJkgDJOAK58X91KN3bd50o39r051G/ToiTP+iULl+1rNQubr/kqD3neGL93rN76QVMt66EAwpQtLp957v9oqFn6zzt+r0LC17xUttCnwQoKACjAAA/MGte7CjdQd54q9rt/wC/FT3tt/eo3npDO/6RULubtZzVz5+1of3cVrvX6QxJQ9t9YKKX3aWGhDc97v8A2SntXfrdTULBO7zH9Xo2Fr3ShawDpAlciH+ylKqqMKoAHYDHky2rGNvX8xzKzxMqPoYjZq5N3/zg/wDar2W673tCwi6uXl/73r2C0/sLQsbXtAleywf2IqCqNwoH/wDOU//EABQRAQAAAAAAAAAAAAAAAAAAAOD/2gAIAQIBAT8ALAP/xAAUEQEAAAAAAAAAAAAAAAAAAADg/9oACAEDAQE/ACwD/9k=)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
