№ п/п
| Задание
| Приёмы и действия
| Контроль выполнения
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1.
| Организация рабочего места.
| Подготовить и расположить на рабочем столе микроскоп, окрашенные тотальные препараты фасциол, парамфистоматид, дикроцелиумов, микропрепараты яиц фасциол, образцы раковин пресноводных и сухопутных моллюсков, рисунки по морфологии трематод.
| Наличие у обучающихся спецодежды, соблюдение требований техники безопасности и личной санитарной гигиены.
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2.
| Изучить и зарисовать схему строения трематод.
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yA2Gmk9oVNqdUe6/Up5LzpVvcAb2R2LtKxpUTPtDl7C57czntJh25idbCU/YXz7U8fZmg9ufY2wirSnCQunNaq5WpfPYTh2pntBnN0AN0GCvl/3KSWmPNXKwRM4Az6UxUC40UbPWTmddGxddFx5q+Uj5TpXPXQA6yEeqnXSYrMy5V9ccTqqydA8vrB8pI0iNcdqQVG6fBfV8a/QCV1UUHTQ48PylD2D+P8A6P8A/8QAQBAAAQMDAgMEBggFAwQDAAAAAQACEQMSITFBIlFhBBMycRAjQlKBkSAwM0ByobHwFGLB0eGCkvEkQ2OiNFCD/9oACAEBAAY/AvvVsHWJRFwkarDgjxDGqvOGnSV4x81JMKbhC1HNBt4k6J0PHDqgQbpMYTWmoJdp957tvE/lyXFVh3JjJQaKsZ9tuvkh33q53Oi4QT5BYZHmVJqfBoR473a29UCWWiIMq5rAHkl580C6kY8JbuVFmIx0Q0DOXRCQCG5HmuFoIG557lWBnD4bp2R9WAQZwf3sg5tNv4Z2QcXRnIG6HeNbDTdg6n6/wmzZ3PMJmvF0WA7XHVDBPkrADpM/RPZuz/aRl3uqlSEkRc5x3KqVDOTbO6Z3d7nAzPJFrqctcychWvl3Z9ne55qRp6JJgKbjYwbbkpw4MaIWNaYgEdU64ZDvZ5bpxAbI5/ouv3RzQYJGqBbZDcCdsf8AKNjpPlhTc0TN+P0TgKzYnQDROsHi+h/D0CO9dqfdCtGTu46lN7RTEupzw8wrhDm7r3WHcIVIwBaFxRC9WHP7Of8A0/wpvaGnS3Kky53N2VMbymgA6eEckHRb7edkdP8AlXGOHKvuGsDzTe9eJdorS8A/czE5MY2QDabxd4QjUp03lzdHHltCa7unBpOeEy4BBhBbdxCdPL0ijRF1Z35dUfae7LnHc+ljIc0VBktVAD1j6j835jKgut/CtPmuIj4rFz6DuXsLDAPMrL48gjxSTAk8kQ5nBdkztsF9lPFLs68llmb+LPyQikHY1nQ7lGnbDNLv5UWuZhrpcfeO30ZH15fv6YcJC9+l+bUCzie/DBzKLnG6q/LnfQ9YbY0Mwm1XTBbwuecSsVaf+nK4nvf5lSGiUWuEg7L+GqZYfs3f0WXAea4Zd5BMhp10/ROBzECeZQxqceXNcLOZRBjXOdkLGg6YC4BIMZQcacPcYDZX2bJEznrhPpwxjrtTpamBlMW4uzuUSGiyMc06PAIz9xJdoE/tcBk/ZiNRzVrha7krnugL/pmBrfeqI9/2t13JpV3dVHHnGqtqdmeB5I95Re2OYU9krXt5Ocg2vFInTGq+0d8EWPk9ZTuz1GtFZu4HiHP0HqQVM5HXmo72ppbrsg+XY2lSWiVuMzgoY06oTOORQMaGUHO0aOeE54acndZG84UD7izszfHVPybug1ugEBXVNtI1lM7T23iYG8I/wjUce6onQDVOeykXEe1r+aAeaYuE4dkeai8LxBFzSWu95q7qsHObPitKsqCo6ls604QIa/P8qFRlNwq08tPPog9rHQV9k78lc3DcA/P/ACjY4hjDAaD+qte6z2SZ+a1cWiRO/P8AwnO742nEnRpUhzi554btkWGq8iJEnLvJNqXPDRvpKse9xY/r4o5Lu73TT2anVbpB+qaBFzjumsdlxibdMoZJ+CAG8/kt5gH5o8LtJB5q6CMx6Kvaf9DPJVAyeAwUXPkU6OnUo16o4W4pt95AXXN17v2QrmaDTl5o1quTU0kZIRNO9g1c0DBRfTe5wnG6hzP9TdFBIg7FBruJjtyv4dx4Tmn/AGQBcATonU/Yq8Q8/S6xgMaoRSaQdJP5ptotaIL869ApDfVK0sbfiMrwtuAJPLorXtbJ0AXCzyxMBC8Q6Mj6suvERGiJLg0kzppiEbDDZnTdW3tAtDcBSSO8zDoRucM8gg0aBGzxv4W+ZVLuzdRDbbOZVV3eOJa2SwaSU2k2HVahyYQd7AdaB0CANW9+mNE2hmX5eqld44NAF3osDXaU02u0QJ4ggWgmRshOcItbwg8ii0u9ZTMiRoV2bvGEP1kJradSa9L1kJtRuh9DnucYJmJxyRHS1a5dkNQaXG0Y1+SA/qotC0zMppOjcDK1TicNGhlRIn6ltSH3uGW5OvTopLnw7LWGZVr3VHObsJTXuFSH4c6D++iFjDZOn7+S71tJxcBm+Wys0mj/AFKkH2i2ah+CaBUpuvk012ekQ0EuuI0lF2AGN5fvku4LuO7hLRzXfCoC5xhrA2ZVz63G7WAn0KjiWGY2VndB0aOldxN73m4/yploutEaoteDw9PQH+/j4qv2cu7vN7SU1rR3Lybqk8gq1LZ/rGQVLK2PdcFZjmjTN3eanGu5/snucSR5ZQNLhmOEq9oLCN7UbBxuUhpLfDCtI/ZTfVzz/fkjwCD/AOqBLDw9fpknQIzLIAPF1V2D1Vtwnl6ALhnTKj09qqkXBlMNg/NNfZa8y11OkM/BEMB9U3V+SjVqGbzKbTDcwTj5f1UMbCLnmGjdGeJZuziLtUXNpWjqVFKi09clA1567LhqXN5O/unX0yLc4TXwKzSLYBjKY00DRcxhBHRdl7UWWEG1zeh9JeItc2Yj5IzVa5rTHgiUa0TIw3cclZfBccafFYfBG/NXd5aNY6I8XxjSNSnd5jp9TAbdkSByTHWEHOhHwlawzw2z7KcctPP+3wXCTrMzy0CFOBw78/2VLmWwIGVxFcFMjq5dpdlznPOJiVTAc8CzjM78l2h+Bc4wqd2OHdCzIjX4j0NDHRMxOwXCSXZ03Xr6hlw8My5QwCeo+gVO9M6jUIU/4llVwmByVbs9XjIZjn5qnLuK0a+iGx4ue6yEWbHqjLQbeeyutFy0RhgzqoaAB0+qAF0am3E9F3Vxubr5BF9O88tTKc/1t3uiYWLXknU4816yoT0bhQ1seik1zPVlxcXl9sZRdUq/ZGabbtYTKYaSHnxE88KX8RGnJN6tsHx/4TXcwmho4W6OAlHifH+1cUlsRqu9qSHahso+pdaDEq5hkentFJwxJVBvcy90EmPEqj4gHD53Ksc0GwlicaV34JV7iTBkeZRtaQHcM50QeKRDibvwp3eTHNo56p1QMtL9vqGUmOtmXOdyCph5cMNvc2NSrrT4ZXh3heEjEom31bdXSrnU7QXRIKaQwydB0RqOHAAS2FdH/KBZTkT+SkLJhUAGtgGST/ROsaO7ew8T9ZXY6f8AMPQGjl/dEERmU53ISnd65oEZcdAoo+N2S9yEugTd1KlmuzpT2u5entTDzkKgJtddJb0CPaO8ptFZ/wD3OS7QH1GtBqy2TqF/8il/vCD21GFswTKucJx7O6iHeay1zcxlRa4aR1UXeXVXGYyro+jffAttIhE97weKPyXDXdtr0X2h3wpFS66BlQ4u4tOm6AuLi7n81ILhDeWqsuqDqeiAa13u5QfJ08P+EPYH5onV3MrslV1Qh1uWjkqlapFwFzW+6uyeZn5ehn75rxYdt++v6+ghnCFdUfd0KqANc58+yNl+Ns/JTPhBHp7QxuXk6f3V1R5LahiU2iWsqG6HNOPj5rth9nvfQS9zc6BUxLDAgyEM6K247qHkl0zIMIIXPLoiEGjQfRcBqQgDDIGLTlQLSJnJQ8OmVc62ATonGdRH91xFs505oOcRcOS8WYXGZMz+amBJ9BXZnGzurYiMyu0ju2UpZJAdOi7LnGf0VpqNnzVJ7X5G378lw0yY3WHsEaxlcTnH4wvVsbccBC5ov1BBhEtIu8MuTg+oGuJjKi8Xchkrh4GbzqV2hruEc06arSZKo1XFwbiCPe5LtPA511UnC+xcPMhVGlhO2nsqWl0vETnU/wBkbHVPGA2XHEbo23EzJ6dEXFzjjik4n6u4t9X7yE8MmIKa5skO0wi2dJ25K3M425rQlRObrUBzUASpcQB1TWYw8i73cqpFHjfNrwZ+a7O6pUIl4FrNpX2QPnlOsBbvDd1wVm4xln+VJLHNOoYI/JS3s9T44Vr3Ck8+FpG6deAB15IzdbJMyqneMqmq4nOx5L1TR5haKuLWeJF/hNOpiBqrKTw97SHFrgnm26ajtPNcRs/FhWxtKuzHQIU8yd1mfkoM+eyjfCDLxJ06pwa6DnJGE0nJjWI+kRMdVZLYkQC3CAdGNIEQiRERjGia1rogRKBFSHbmEDdoOS3JOp5r1RDJ5NQduBEq60Xc91WY+k6r688IV7WeOtbaNliCWZgbKWMeRziFxWt6DKPGLX7FW92G/hVrxZ57K2BUHKJQFJoY2feTQGiW+gR4H4039Fc/+Ryf2ei0OqS5xJ0CbUptFtkPM5uR/G79VlEv7toghv8ARSTSh2QXO1VhqS78+qnvWGXZ/oEKVWo2YgAYUd5c7OTzWotERjKgPhkQRH0jCZe2HO2GyIcHAe9siQZgThCnBOYnkmttJnkmTTMuiY9lEQ7z2UNaSZhDgfOJA2WXAfFQym8/zEQF2xr+EFodA+SsZUc0ioIbtldooWw8VDMKn+GPQ2fFIhOwGcpCsrGZ0O3ko7v/AG7otJ8iUKg8Jw5eaaCx8l2FqE+CATOU28lllKW/zSqxZUcbOBw5xoVTPvZ9EkA2jhB5qx1Id3gTOwXEwNO+dZ1R4W5hvk1cbQCDIM6lOjTafqC0GCd0SCzobcoFj9OY2/eUAx7bLgYITqkjPRPknjRcHx/pWCRomt791x6ayVcXkiboRIaATr6KTri28GnI+a/hw81Hj1pxsEXhwtqt1ndVqQbNj8HouN3wanvDfDgLCt2XGAToVLP8o03C3nC4K8j+YZUvuJ5lOMgiEXQJslNp8Jil7WkBVaxZTBdc85VKabzwjTKxMjYiE2bLCM27FROc/kteX5q6VP1ZcdAhUm2oee0/4WXzykc9F3jXhwIw3z0UPq5y7YmEyXCRqP1XeOGXC78P0LmcT6ZD8dE3tLWNbU7RawZ21XehhllbjniTCDioIPL0H8bv1Q1X9E7q8rEim07e0vA0c4CbRnhfgD3fRVMcRbEjVUmB0yQIdlPc6rddDIboG/sIdnpHxEME9So2QF0Ccq6k5o1OUyKjhAg9VcXm7PzU1HXZ0hNYNAjTB4xt9VDhIXE0FF7vdgDkrHNEaxCIiXE+7onGBcYmG5KY1kNvy0AKCc+6MlcNO0c3Fetcannp8kWEcJCc3tAu/hXx/ZPbVb3ZrS0lyO9VnNNeN0RtUyPNYzKcS97ety4ajrzoDGpQbcCB0RDiyU13dt1GZVpEO1TGe84Jh1tzCLn0n8BtjeSux9mcb7JebgvVvcz8wmtrFsN4j1QYx5bTp4113KALLYDnn+gRuqmHe0I4ea7rv3h0cInJnRCo2p4ZubOITmipl7vtDtuUGmu+HSWZFx5BEF/ewyI6poe650ZP1XekyZkY0EJzbgGknI1z/hHu3ATOqY5x8JmP0Wmv0A4iaddvduB0u2VYdoHfFrA4s5eSFRv2dbPxT6M+LiAVp+B5KO7v6tMSgawDR7mqpDmVyKy+QdiFSYC3Lp0QNjJHJyaO7PCMqrWDCbRDRG6ZVdUjuxDmxuq1W8Q31YzrzRfcICur0YiLZyr+CS26eiaJ8WmFqMrUbn+6LYEHpqgy1saxCDyJI06IwBn7m8N8Qy3zTO3U/GBFRVOyXy5pvpu5ptdhyMkFBzdD6aLo0MIf3XROf7LOEefoq1jInmFNJ3rKjsfFV3VhvI6pgPi1PmuANDp5KmbmGJ3IhG49IHJPN4ycFQHGNsn4K0WGnABJ16pz22mq4RJTjVtuJ9nl92q9md9j2gSPPcJlI3w6njOibSy6lU3OxT+zu/Ez02yRyIR73h67FAUOKdXbBBjdEGNy5+EyhcADqqFAR3dPiulU6DfA31jz+nocKBbLdZ58kQWQwTxzyU90SZOAduaeNCwTld2G496V6uHnzVuO892dVe4QIJ+CkEW23EzovCYJ8kTG3/Ctt4llnFjHVcP6fcJYYqUzezzTKwif0RZvstAK1I5zqUKgY3P8y4XU2+bSVxVfk1eM/kvHU/3KSCfNxTnhpAbgSjXloLuTE+uajgI4tEaz3Pa6qboB0UPqVDicvKLmVj3bTdHLCHZ2vIqCIBHJWve43L1lYnljRNa2pcanA3EK1r3MfO3OE5oeRHL5LFS41DDRpou7jByV4nt10Km548ihxPx11QqxxgRP3K7/ALFY5/ld6BVpeMbc1Uc4Wh5kN5ems6eEVG+mnRJaGDWNSoC7sfYUjxH3ncvRcX7j5ckTDcnPF4v3hValUtJfpGwRIttOJOw3TCXCRJONTsi3BYdTPzQ8AcN5nzKlts9fyUQ22RJ3P7P3cseJaUOzdp//ADqe9/n6BPJNvg94LjPVFp1Y4tWvoFCi71jtT7oVjERVDRiYByOibk8XRQTnyU8RPuxlAG8zybKuAcdcRkQreLzjHNCXxIlWznCLrgQJzC0cNNQgACcxKJbmDEJxcxwaBIPNBzTIP3Ox4x+itqg1aOzx4h5qabw7y9BHNR2hzbqQ4p2V5b9o4u+BX2bfkjS7LTZUqc9m+ay0OefE4jVXUadO/qE4vsD3cXDz2VX7PPhJ/JCnTjxXy4SruBwOpIyhxSRLv9SMEOFoxzKtq1AfIfNereGtJN4jZAsq8eZLmprKZYCIkbFAMke+6P0Q4hDZtxotc6JsVMjm1Bo2+63FsP8AebgqGV2vH/kauPsof1puTv8Apq2WgeHqi2l2fu43qofxHahHuMNoVtMNDeikODRvKLHNy1oJAXE20zuU31eJAOdFw07tLYOq9ZTtGczyVvdi/lcrrYxovDwZ4p5J9zLY35qbJZmCDkrjphoutJu6Si+qAH+wOU814ADvKmwd3+a4mti6CQVNu0/2RuAwfvOWheEKFOQ6NfjKMuLjESU4OqPN0/CV9o+clBkuFoAB8lcatSdJB15ptphmpCs7150AOMQg2SepQN73RpKtl2kf5Q43z705RJc4ygS5zo5q2XRBGCre9qzM3TlBsnHP6dOwxdUDThetBJkxA1Qta6DvyT6nuiU8i25vTogeaqltSwMfbprzVQOpuHd+IoMc1wJMKng+s0QEEk8k8WP4dcKIN0xCxJWjtQNOav4ognRXuBjyQ1Exst+aJJODBwrJM+SJM8OuNFerJ4gYUA9U60YDrUXzgCV1mITQyIgEk9UTdgAn5L4wg2NRI+tbd7JuCBO2iECFYciIytMndY+SMjXXqnOMm4Q7qsz802J4dFlVLfE/mpjimZRAkA7ICTqCrCXREIsdMFGfDAVoLgEWlzoKcTm5tqdJMOHF12QaTxCD8UakmS678oVw1AhG1xAJkhVG05ksLVJ1JlACYAA84Rychw+ac1om85zEIEYDWwP/ALP/xAAqEAEAAgIBAwMEAgMBAQAAAAABABEhMUFRYXGBkaGxwdHwEPEwQOEgUP/aAAgBAQABPyH/AFLJf/hYptgFTAv9kSLgV6lLYvVMTHo3lqVlXaL8x2BvrFGA6rKy7GBuYh3HLieIIvcRCeg6mKJ4DrfiBg0Hq1/sXE+A2NeUKoNxmMivVglfrECwaBMnpKw2erM+uo4EXH/KJWoYJ9WLCspoHVuJLpAy6M5rq/SVDSC9UwfPxLkOFoou289a94GnmyFU1b9ipWqbtFoNHrzKQSoeeEbtSC+0hcsdYGCe+dTVAhyrqyB0BYaKGvmEEFXWFc+WvSOrzNnvuP8APl3itDduh3Y9d3K089JQylAK5F2ekryVBRq9RjwYjCXX/hYseeng/mWgzwZ1F/MC2iWZFLf0gEwGDBzxDzWY5hPzK9eS5ezs7wElrI/w0AG1xLOjmD7Q/esNUsW2aA69YC2bUtqrB0xmUeYJvgX9xBABvardRZK4pmVKlSv9CxHAdExwqlJXAdQohHlYjpfi/eAbTUyzX0FRSQqshPXPBLDVYX2/lgRQNnrMAs7tx6sSsGCOSvpUAC/O/t+/aIiqG/J+IFrRNu3Jf0IRWsw3zFgo2973/RKFAH9ieQCv0QHm29TF4K2KEdY9ooYbW5+sp0wwwJgFXt09YkOS1V9EtS8i1iaHrjzr/TqJgNFoXLBXLd9GgvpguLhKwOSVZze8QgVu8QXreXrANlwbP6x/DqGf1x0eqZsVct/Elw43bglnPmViXEEUHQ9oKoq0a+YSUVOcn3Zicnql5VLjdvOqmXusn/GYM2mePxcxPmE6/vAnhW5B0HTr6zDLZrieCciiQVuuFmsELNwFa9yX6RiwsMnDj96wi4y7Z+Bh9v8AwtEFsE6n+cuIrKy3R2gVg1/DwicMukXejnxdSZq5Qhk7lrr0O3/hSmheUPDAso8WOV9MVNg3tfviAbc9L2MTyaVZ94NAVK5gtFKu5eb+J8tapeT3dLAFcvLAemYVAXBbZs9MS2ANplsbi43uAbyGtHMtqYoHEbWccDL0vGulvpKtOMy29q4M+sK0Wqpff2zB9QON0p5mWIBS6qV+0G2vky2PtdxLfuLZx930j4iinU8/b/RWoAtWFGxTQ6jzMsB2/t1jgx9Zk0Ljq/BLCOI1g8SsEClNfKKdFA/lGjcL/DXiF2VLlBnUst6hn7rmFq9BMiVpZD18zKAdodP8oESq3K+n9ShaLMa+iYTRwe1OcgCmDWsR64gt8TZ8xiviDislxteyHFi9mDtU8KnzVS1aGWbDeTmUkjWFPOJw51FXivpK60f6LI9JOeRCsqodJmXl+IqYkJY7p7+jcwQjIyK+JnGYslnoW36TEsAewJj3XJbVwWXjG4IwuFH/ALAFWwxk4HET8rVx9sxsY0bZnAGIfU0w2+HbD7xw138/lMojHVNf9PaW5CsFhjDqvWDIwYGzVrzxGXGg/R290LqDeoZnDXBjzU5MNatvOe8USnIrXdlGVh2Jdxcvl68RQ6Ml15uy1NdI8ImdcrKvXpMyT9Wv01/ifQIM6DlwP6xGTKLo4ZmALHTTNfWCqVRKMdUFa6ArqxAlUF5wupdCqqPUajHXmm7s38w6duTmaraJ6zL7Td76+n3iNOCjPO/rGg/RcO77T17U+B+8QCzgvJF+0zLEDiHTGfi46OwgZFg9s4iJzC4b9GIW4UKjm1OkYaxhcsFBubeOZKlKhtjY1rLxK5eS+jyxKLqAFadfU9pdSUHKNvRvWZm3zRYFvD436xGZ4rcPyliywWMXmn0INrOrbUcpiJcFFHDK/wARnFV3dPmVXPEytgzeaJSwmEyaVn6w6sQNJzzzFqtWLIdFeCIt2Sgrgmg5ogOqQ9ogJe4O6dxfDJGObfLbFOimgerUa2rCmB/fi2WL/k86XF+I9IGYvRznvqVs+Suwxk/dypfSKOQ9oYDiO3AFgFtXO/aCpuF3zDae0g9IQF6ZCA1xAVmcVfkgOK1mM7+ixRrH26ziDB2CoFMpSoOSnR0lYW5JjGLJUksUfYjtlluMs7lgKMWeNRbIpkGm9fSLKwHQ1944QNpZmYQOpd/xBgLhYXuH/vBQMLBQodHguWFvYhVjnrdyyZrg4Vlb76lbqZkjy4jIMU8EHLXT/qF6QE0T5NEf9y/aYyXYtAhwhSRrGtPOSdYfiUdsKbUi+TGeQN7dpXfTbXrL222FnV79b4g3Sqa9HYviWjTOjbP5lp0tJWzvCnWQJX6Za2MLs+srJy4rVo7QRILjQbnw/e02jMKROTPf6wL1aKhILvk3LWuwQw7Md43gelPs7+soetVenLePz7R0pPQscJ6vwhwmanTL6u19o2i5nU41x1jdBDcpePgmPVryVXF1EXFCG0P+/SDO6K5vnZOnSVktDgpzhrPGHrHGAOHjge33lQoYW+xAhr/0wdBa9p1GBxxavpCsCGwTsRvLNS+oixBtQ5Q4Tq7/AJFnAHU4t9ScIwgBw27zg1BaC5db3qGhOllpDWJRcU9K/X2Q2IQYu4oLYDtSTMdb5fDpMjv3u73F4J0U/aXaVq5gAuK8MzodD14H3i05tyMZg61CqPJitGu3uZHnmVaDtWmL8QmJcy/9dmK0bvNxYIPyHPEpcLdx0TLvmPL2CiQDo7wKOtIbOD2mCtRVDBN+soatBSP0WvSUX7LGPbtW/wDDbYHmjbJKIUqiI/2agdVTj+SYDbySh1dN11S8gjAs/Ra2xD0k7a5AOOTL6qxUb5XHf6TQo9OYqToGM9t/SUq4ViMY9oyNh5fKHaPUB5Q+KlQZAXbmM5Su0xi6XREcbbRo2n7zLdkRQhaZXSTgV216RACrulfV3KlfwQupLK4UDie80y8ra+FXiHLUI8DY6XGYbI6XGjXEpBhTl4SnpaV9f1gEL22n5hdhoALPCW91cwJsPB7RxleludsFCv8AER+sbngt+6ib1Q1zRl9XEsIS2t2rquM4xGcMOMZWX8SyaMb0W59ksMx2Z6mfmV5fUxCIG96AtLN4mVpyeWFDg33b8oad5jT0mTDlo4YX33pdA6MXOOpxLYHdG6oecfWYa6FsAF0O5cO03irVa4/7FAhcWtvxKcddn8aQ2DF3XL+IsKTHsMUsrXsWreCugdIUwDnOBiSjRYLD4HXpFIa66LS+m44q594VvrPQOpDQefzA+SFZXoe0RfZtig1j/BlOGgtHp61DKwA7WUGftNjC1b9D3iFlrDv7+0rDM2ecSm3Mbgh0+I8qFlMPL4lgC1XCh+8voBKy8ZO9w0GmqpvKqr0faOQCTLSpofq+kDIV3KlhDgXyyzru5TOkTCAcCmr5fECjq/2zCb2HHzU2O5g85+tnpMUXdQiaZHeej1+nMV6HI90f1Fiy0F/hhlsbTs3DixRwUXdP0Pb+GYCyqhzTUrTBHzkbfSMYUXqvb8xluK8sDJ15/hDGBUXDCwgLe4Z9ydjEJNjkGDFyqURadNX9I8XWPV/UtCjw5zrHWdf6vsRBxHU0+P8AzVl7sC7i0uTDz0dYL07wCoxNjcjPFpn4hCHIVzVYCLN2KZcrV6hFegMOW/hqaLC2oXx1zLIMu6UrpGuIIFTpR1v2m9BCbcUPdClFbqc/8QqXU87Hs4rGU22dI9pmFyb3Er6uWrb/AMKu7R8S4tOR3hhoxVFl4D1+sMm3D41WpmrrWTozqUpBpK9/7TYrVZ7n5+P5OGag+DPZMtF0tVlw9rnBWK1FSOLaA9CU6E25hdxX/czBANLXd48/aCWt2e7d3717Qe4lvK8y/mb4uq47TPRaMntR7Qkm6rUYJZnk3/5dekhDj33cDGYqpZCloFH5l9UVbcrl9ql8LQHJ0exiIBxZ0Pyx7RKC5CnL8GIh7KDGvv7wGpYAFO9vuzALbhpya+kUgtjW4FT4EWpyLLldMK8HUsfG4LKOTXMJoPSmJhbapm8j9x6w1qWdysc94MsMEMo4aY4/BLTYtEPK40ZmszX9NGq9ufxNZl6cV9M2zKZt9oJrneaLt0mPS1e3We/SUzlAstbswRnZpdSrYvePGMleKIaH7pzH43HShbnvqO5djemxrgoSlQlDUci9mVmSiOBg8mX0ZZDo0cV26/4ajHFGC0bcdobtTkabC/pFiGtHC6uCZXdnB0ZTleJ9D6QLFMVo4uolv2UDkLfaY8KkT1/WZGK6xzn+/ad6gKooA8sLKKn6Qab3kxXKFbynKNH3mVvXdyoVzkmF4jbXHQvQ4jMgr7A2z69YhYQ1S0YcRAfU79IsWPa30NRg4JKry6zFiwovkekvKTTsfMa36oUGbHC6PaM1VmjldB7zE/PFUlr5GXrFa7cNQpOZ0xnYuKuVaCJ0Pe7MdYvMmimLq/oQC+iueB0+IOrDeux39Jyr4OspwX0cYdIFTHKCt/WInZZ2PT/0xCSVTiah2RKnCREVxwyzmvWFhGkvdqY/PrGqZki6N/KEeJavKxWJWgcBaVx3YmL2ftcvrC5XpujGte0skrOBTH4hV+9590wAoGK3DntmMR+maOPmBGj0oWk05W1D7wo3LyvePqsD7d79yNrGGS5Q/Er6w1ge7jpFiQ2BFPau0x101C00lLlz/UsNXl0y0Y6eHa+v4myUaLn1oxDoGAfrCOOeWyX7faDW0v8AOFQBHhmOMwMA8Pv5hiOcU48FaoloUS23k38MQSIjXfTVCcBD8r8tStWWG3hfpqa2r0CMZ6c+saTqd602+/MAFH/lBBaGBjXvuEyouHwAvgo6944O8vLEtomwGFvMa1G54YwetMqHFhWE8e0SNQXUvavrLaDuldPtHBTQC06J8z0YJB/YIjDL7nJaviZdHO4C35lXagkw6faPD0HsxGphpjUymTPpv0mpSy7esDppMpHV5gL461q+HWAt039A8TnbLDrow5qIlWBKwXft4uGMqvhmeIPU6xBxycw2O31JV1NzJwHpUzKO2fdv+KongGuuPplBeXSruwJUylyLL21BcTwMaOPrG1wsx0HtRMgFUWKh0/wVS5XZAFDvBij2ixIsrJo/d9UH0LsmgMXfa/WAmq2qq56vMEQYWnB2g8slShZfeJ1eCjnX7cWS2W05Hpuo2SmGcvebG8AyyiFkxoXXD7xY/SzIYxMextuDFfSWl3LsCsn3mJhDeP5hdTN+tb+cekwj6tTqpOoqAgpdxqXw23+uYFsrh8fPSGQqN7R4SJ7zosHY6QAAKBX3FWaiwwicFS36nzCdFSpilOtwj5W7UXroWoXzLkoGS1nBfMTXqWvVBrrVGT0TN5EUxupbjjDWr/xuDQWsu76CsHoL8sW8nPZ+lzmd+CiwZ/Ma1eb0Cve4I02rOhmwLGQ9eWjzX8oC2Oa0aZGXLMypK62+GpjAwzEX09al1lhgpOz137zZCr9Ffeyx9y9RqXnjKBQlWK6Zr7RaMTXyc+hEjmWVbSFBLZV2/wCyriDG6Q5Yi7BWWBZ+IhdlG27R79EsJS8swIxpgnUBO86QJmCAxdUPoEwFSCOt235mlLy1bmuxiCA4OhQUH39YbpRog5ULYuX/AIKMOgwWhLvJzMlWkKpC2xFhtC+AubuuC6xiUvQWq2Fmi3Et/i0C7+kVbfSfAZmsvKvYgDOraYfYhLbQlcTTzCzN8/mJRyNUvDb2fiCEAjYqkzioRpK6djK1yUtxXefATAuxniYuhm1r3gIrPaZPEtPjLhfniWCA9LMTGM3H8xb/AFYdTtLaWl4rP2lJ6Gp5T+yV3qbG1kXuhApiU7Oh8/EMWhxfwP2jR0sJhaN+vxEVBtZ4ZCu8rnLCcfp7QCWEcihwfiIsJTgOtnmipm04BTQvuufeOruh1VNH7zDjlpAOgUlvRdO68vlajfByuX/E6Hc3kCvm46qoyFFm++RDpGtQtDWvQ+Y4dzUG8V7CApBezW5X8MEg6EBlswnNG6Huo+svtw0r9dJagDwXX8w0ROhtdZs0TRvUFxMmIujt3ZSuLW/BBVSVwl5TVNr9Jfi4yzWesq6zsV/EbRZsr34jl0Hcu7+Iansi7mQ45+I6xMV8i+ZY4O1G4S2c9i8V1hfkLRGe9l2eaeoWSgVVke9fWPIA3BkUKb4WL+kFK0rq8zqVUceBBSE7Ib/01pQrjoyTEvhD7npMteGlB3++YZ60ByPTmsXFusLP5Yywq7WQER3VZ2jbmOHLiYIYPuPtFiA+JBjpz4jEm+1tiviG8xZu7192VDy99l+sVleNu2bzEqjMUE8lbos9YEMWBgK8V7+8JT7kravtooxBUPi0UVlfGYJzChx4evmGvWFyt58HE6Dqs0UwfX/WJ3INx0Q5oi5WIBwir7o/OX0l2ltUTZyX8y7/AIN0newPWUk3Gj5l/aIERY7hy8+MzGgM+XrFsadeDlh1YPGusrctiNKFBF7vEO2nvn0l1FQc5C7/AOH1jge7Lbl8tS1EPB0oZt8eYOu8Awv9uozxI2A0mztFNbKAd2L9MxVsfEdasR8gtng4fWPnZNv1mGMlcsw/o+ss0onDvP1TknA7Xz7Y94EeL0LX/MxgpQ6o/wBAjmIdnEBAMp6rkhrY2XRNRLcQbUPmvtCtSxWdPtP2uDuSiVXzUfW4U0v6fhNj6VPpArD7j7zVUJYXxM7DRwY94IW7gKearcuNmUEcGukyHrU0iMAylTZtl5xHYzIL253LUIcGUMvpLIsaVxOQvv8AiXvcV1q9/SZrxqHGETXQIuXh0z4deSDmiqwxetdSJQhqLltuZYrurPgi3hWq8k1uojWjvFamwIr/AEHUuszxn4WGE7kEtHpKxA+Gz/DLeQMt4MFzImkwRnZLAgFAYOkVEv8AZDRCLbjiFO/uuNTNvAsLvOMQr4j6ZBsYlnNmFVzFFjBmH2hKB8Tar64d2W58IFUvsbg/xuVFY8qzMqsZBQM/cw1/rB/LSMWJbabQ6MH8i7oLDL1oto5N2vqDj4qdt7zuHvA7fkp8wk5R3tXrDgtBasaF3jUCWoR10JaXtQWuoJO5hjrdjqEVgZYC6PLBDE0jvF3NjS+byrC/EYBABcYXFxd6dVdYo22GhiVIKcChbuvpDA7ga38xZFXxu7qZgITWJ094NDKE/wBNRa2E2upE3dZh2c+ZVtc21/Fu6CMXN0gKr49IpCUZ3MfEqmHCN0959pT8w7BK8x1g+ZYoNtQ+pWfeDQozuYoAVxWWW+wy0YKD3tibnpD27a8zOthkNrn0l1yBrSWd9FbZRSjjHYt2zt1KCz7koqh4xj1lZaAW26yZxgqaNhqhKs7G5moKug3W14cVHrDodSVW4Rx5kKA1jfFxosmZuKNFFTSX/qElzhaf6EpUxrZ7kCxHN34cx1IXI9Fuuo13QqD0NxtEObB55YXEOJrtmwuIX/cBrP2PMKJsALMVb+PMcmSa5Ev4MxU5SOpXvpq4tFjiSkZMpIB6i8tYor3gZJZ5Xm6A81BO7HX3K6XiFCWlBxY4jmDoyijGvMN7gC1Vk1EDmqlw4eFX6wNiS7KN4rzE4xWFuTx7wOlPwxi7lIvp2cW4eWU+MIl0+/t/rVK/gtkek/r5w+OkBFBQH6bm8v7jcJTRtVLZMfWZ9S1l8pXpUB1UFyCvmDaIaBty8/aCweo+WqPaMrSkyxVgYqADX3tZbiO7NBdHjNxTWF7dW3ylxKlXlXsgHfwXB0o6keCUDx8RQwXmnPmKKgj1ox0goQ5K1/8AbWOQrYYsxieoc1CNQF8bFl+kwJdtJYwlbL3omPWUjWF4hrAoigU295QRlUqq6+sDQsFnIXD6im/hftONXAcfrEu4qLnuHw3V/RIZyClwdr+kwX/SCDN3wJO5pVaoiCVFbperlWXCsq4ur8SkEuDRmUwBd6c8+jMK34S4NrmqHldEQuQCuav6TbdXqNXL1fbZzjbNoXG1wbmYLy0M3VwsnSRVGnEfuQGvVEG1wXjSwrQWI81/lwI4cmkgqt3wgwqFfBRHM2YtdwK23Jy1X0Ii5VQZYKiyTtNeqbwkudejCAvrJfLH4gxGnbpZ92KiXAno7J0DAyol7fuDN1X0CBlFpDjVfSVtQ2N1qYCBW3VnUqFR6F1M7RuZaTih0RwhG89Za60EdojlgDuPslhbIasNy2MgHf8ABA1mBXgu5wA2csu0jwu1v8xy3k/NVFEsM6NZQ8bp2eZoy+9BFuWCd3+pYAttZf8A6X//2gAIAQEAAAAQ/wD38Vcd/wD/APxbd5//AE/M7Wv/APB0j6T/AP8ArG0bT/8A/bHkaYv/AP8AiuW1v/8A2j2zx/l9fO6H/wC4rMDUYfsHqrXC/wDQbvXBO/8A3pSwi/8AG5Ckon9QFf3cefXZp9nv/wC23JaBQn1WftxZz8YzLd6Y/wD1rn5o34vsgTxv/wDSnhRkN/VvvqsV/wDY3weO1/8A/B7HzB//AMZSZKb/AP8ADoMgP/8A/wBN6h//AP4uiPF//wD7K5nM/wD/AOabnc//AP8AZ01c/W1GgyP/ANZXZTS//wD/AP8A/wD/AP8A/8QAKhABAQACAgICAQMFAQEBAQAAAREAITFBUWFxgZEQobEgMEDB0eHw8VD/2gAIAQEAAT8Q/uH9jZKZHkynn9KecALcMgl41cLa/B3jhOyG/Pxi3K2i2czHtvhDSefHGEzXdCW9CD7vvjChK4IFn3jMd6QYgDSgxfB5cGAxEg35fG8GMx2KjnWNj9t37/YmBUfQvargDW9e0F9IAXl4PS3R/hD/AFIMFnrFfBQMd8c5I71qHzb/APhlcZgydSAm2bwx3jKBtp4dL9YEhi6L4oPtcVL/AId/vb+cgaohlZxt/gw4AEtyu3bb64x0rQFp2GsO+PbFnBQ8gr1wNa285DWUrUSIiA74VzTX1G/nbVgIed7wI5IOMw1+3LvzcDUO3rzjoN794oVpcATQjfg2aHzkdReguMOyq+bjWLm1FF0EqXuZzmFxsW0Hsr9ZxatCPbYrAS8I3N7KClHRRwLDfXj+8s6wu7ArAAA72Q84PUYgpqsHwUfw4WzQm5Q+iFxPYteT4EvsvzcNXRyHWH5v4f6Ida85ywo1MOX+GbBJIj2j74g99SqeRxHmEPXoeMYmHLfMIB2A3oc4CBelmV5+Pj6GgkDfIO/Hp3hgCgGiPjEEjgHhqYD2uaVw0/nByAj9fGWOIR4w7N2ocWLh2mgRPaNQqUdYhmAxUhbfZMDgwRudgd7K++HGYiCBoPpwJhH6CMCf32sDockg4TnEYAB2qXTXI24XYAm5AEcdputwAgQm04Fddh6cXwfciBXaocdayEQmHoAH8vyuHH6KFzZ2Ba9xG74/+rjT5A8p3nIFiHdfaDngotERRy0WU87u2jOhZNfe6BXXL6MpG6CURPqy+MKiayYPEcJ8ALpW2jfaGBPWqNPuv9GFppu2H119AwUTIar5mXnHi7kOwVvQv74J3ZOC2q3zvb5zkNdu8aKPzrB9URZKCOBneMTashTyAunk9ZYck4VZOFOzfvBqggT32eLg3/BmVR2rBCIKwVxlb82203gMxnPnEAy2VAeYRH26wAbjoxKzHDps+cn/AJqy2oekvhhx+gJ6VZr8x4PHmZNOZG7jfHM/QQ6xFCxFEWuQ4RnbiCRUOxkA0NWdb8YJ6AeM9Lj6z58Qv5ouDpwIgBPhyisNELuvA996fWBrw0Jh4T/Rw0QhFfkr+MT6WmaO0ArfyzV8cadWKcGu/ByyVWQEdl4Ic+O8GNNb7bs0B6N88OIeUCQtRszw95GMsTxcTkVt4xPkNlnUfAIdT2zX6gioBtXCa3wlH++KAZWEOA6B7nOGQICAcB+nKR4aZVqCw+l/C5PeGIAd8cXwHL4yt/fcr8A6P0pikxoojW/9mj3k/vB9n0c4GuBydItxUHw2fnCpbZ/rAD8ZJtxsv5N5BqhKB5JmuOig5ezp5DJ9x4j/ACyQUObD88P5zwaybVZ6KG+sF4JWVsDoD+7xgAQ7NfSOB19nnAtEBGqmiRjV/wDM1xD4VJrHEafjzlbzNV4wNoE9YNCSDe7WhMivhlpqSTdlShDEsM4LVC5Vrnql84Zi0zJSYaqs9ORuAq2NMIcjjxrKYURsmiTiIS5n0w+LGC1RR8A/df8ABegzgAOcLXL0U8PmRvOj1grQFHPlXT3hD8t5PwduTliRQlLp2c8v4xhEbICWABcNhfpiF8tzY+ck+KABNk2Iz+cKySKoOttPhxjm9Y9FIRdCn4wKkhEImzV28mEUfpp/jJ0uyqfg9AvOURcFqeXtf3GABOPGK+tg3cwL1Qzyr3m6a2zsK1DhB+cXaHjeHGhr55wAxlEkiJ7cuB5UQ5FS/c/BkBSW9LShfEhMkHgUNmyOx1rjCdVVrEUpyIusDBvNrNg/A6OsqPfjLNuKGu8QvFeB8FxYXzki6KKeBfXCYIPdYf4NEcG4Hb1rR7cm0LogIY/mO27J3XGUsQ+TId7PI+NZyxnET2/+Pxhv6ILZASvrlMRqnfKlibOJfOsNRashso9lH56uJBR3S/BvKtCERTtA/cOJnQLtBB25E8RMeTFY4HCoRp+NecNlwkAHveEOpNuJtzoTNvtBq8CI0N84YoCxIQ84DF4PJICb02HPK5YCRQ2Z2L0qsp5xmdykAEYSEB5Xsw5Dh1L5H4AX+WDVdsilIMDlahzhoD4ggCvAAu+8Vv4ViUiNBBDYB5wKINxEUNHVp2ezIjvQ0JFuhEjSdW45BsWgiWd+Nt5nOdZRRmrdCwiaHT3f7Loy4twuQKlkNHHTCBUg10tecbWHKycNfFoxiOAvLGvQOvnEmoXYdgZedX4zWHSANBN3a6vMcIJF1HYUTSUxJZ9YwIUJwNseb39ExwmslR4/GN0hR13RKTQTnccJXdSaEdZ274Kvp68VoABhPGnoroM20CrMDs+9DH33SFaYQB2KDuDOtOcmIkDqDXCC6freCOQ4pNxEeox3vigtKWutHAcElX6aHNN54AnpeoH3vvDIautFWvqv5xRkI8U5AecBbykPRfILJ/ObGsaBB+TBoCstYAabyO5joz3tkQKgvEr6xF3CgCIDbvZMG+dWFhp6FANrRwCdkXris2gFDgYJ782gyA73hdTDMTX4CleYjr8YtOBOuws5Ogp5x7mHEhswA0P7LxkhW6DqsfLXXWS9GtpBeABNZSnfiwLuwr024oAPcT4D7HblnEAR57WiB95TFW9MEkrQ59uGDos8vzl1qOyJD9VfrNSq0FJpeBi8+p3jLR4l3QDIh6sw+q03XmTqrvenCHVqChFTk1pNlMWoYZK90B6BxDpd4sOVxXy42r7F8Za91LVQ6DVf/FyyLuMj57O9L42Y7FeNuyM1yc/n71dB5OgbfI0f9whhpouxvWN/4YiTYnAiDCYqFSWavHvdTY94v0wziUFEelPGPzl6IdR7EXu5upFDtYH4RPrFHTErGgxf2Nc40oekPwOOcC3fcBgQBqUM5yUH0MrqRSewx5WsVbREtrRn4yv+pDWoD6hrNoi2sEVUb4fGOQVoh1QdyE7xNbIAs8zxiZjIRLvJ8LN6ReZiXUSNHkO8QlP63RF11ziprVQRANaUw5PeNv7lCAk2FJmtdawJiQQJLNLbFvABzlayuSuqChoGg3rA0R6Jnu9IO6/LG/G2ANhsgATt8YBsPH/DBRnYgSCoeVfrjKXNC1liGwod0deHV5RC8T2ts5s4xX9gTazXGgW/fOsZtoUtYqw8Jxq/IEuZbuhcBOiY/WouQNbmlf3xowaaKaoVuvOp7Mh+EF2GcJoCxw+tecDVk9H419yKBwEeCjweHvxiM9ujnaTuH5Nl2BtNa4SJ9ZrqYxdOXtmvp4yMClTPUeBFxAuQyAFCQ4Xv0R+Kg0TWarDb4TOUbUSfBPyxfA2iACJ3Cx5whv42/bKJsNtguDAhO3EdQWHQusJWMolJAllAqt3NU0R2XzGAAba8mr8OIeuWkoBJZAs887wkGhoLpamljfHg5sXYYERfWGk3vDTeOyPUQlgXdMubIClBYULuK67WSpGL6gCDerz713hQXn+oljzuAFXDUQQgVgqurWsclGoJHsfGLjZxhXlOZltPB5x9fSAVZDy3WCkyfR5kwJjrEU6tm8S/k+cv1Jz3CuNA/eHfRnESzUVN0+sQn04aptel+8KLiQQAR6qXUwdfEsq/fOA22t0ZKCGirT2CUcpJgTpMIVvXeDSFSSF5ETe2LkUnAPZ7oB/P3jPx4xkaLyppu3ebpbne/gPg41ywISdI9aHoc0+jIAKCtKh4k7yfcEpe0PkOeX3pLbedTlnUXyYqcZNzo2vjNaADpRncdQ/bKewkb5zrhohebcRzOQIoi5eQmvOKJk719gnYLxlZLHV2U1JosnJxlWmmIwAZaol4MWMh3BsU3v06fbGplRphagAp7HNyf2DaqHEYdiDQk8LkooIzwaeQHul1hY0OLQjV2qLPZezGsZo01GAoCHw1mzXCEAn3Cf7uR48CgJ2ipYz47ub0jJF7dPMH/rNEq4O19FcEahtj/BV/ZhKECDNXXRELdTD7Z6qzkkVHzx94p+LCo8hrxH8uWXUvgRWrzu4JyOgI5C861q9WYi7oOVxTlNKCgPNTbv4bxvbwQvKUEd79mhwVBMqIIRGh0vyMn3ZGCh0VSYFPnEPzkxBlEE83PF8oBpqBoV5wCl1gIvKxz2jOcA81vD2CmsRHbrjCj+6QkUvOxxP5InyYGKA2SjjZ6vHWHtqb0IRfwsZG4Q6ziJuoYWigvp2V22v1cHAJHkyT+NZsgzg62D6d5Zr9ht835wufNnF+D+pZ+sMPgfFSCSb2q8mDCSQOCtJvX7V94jaogA2Byg0Bz7xONKwh4Gl8X8Vw2hgyaDY0WiTDY6tzYeS/w+MhX2qVTyrtfnNBDjiYDZBYP7nTdc5rsFBAeY6LWLj6UQBBEOfjo+cpPaNa+Dq+2vvFZRCqPEU8UmJQCKHUZs/nARZJpA2EpIuxjZlYFAAHCocfVbPjABKRWA7N1eaWd4XEAaIXag2hxwuJ80EAISPbOcBNi0cJyek/T1XIPQvBIJQ0+XvHHaC5jiLWj/7hmGLOJpBrIfu3i2jQKrCr6mEWFRO6KP2DIPAAWc0OYvwhgLsOqTtO0S+jGowvfDBGh1odNbMILl3YKTK2armOCe1Adkei7fO9/wBiqJBAPvYgqFR7wJ0hcOCvIsXfWDcQICu4/LdZFHRaSpfwVfjF3Tb6lFeFC4YERncDqdl8rXjCvsyDC0TQkGUrpc3aTvTFDz0O8o125YTiQEp2/WKz40hrpCqVfSc5+CmhcJzqD1tLhfc8VX4S9YPvH+EByvozT3YgR2Qf3/GHiYKayFJsTlI8YLZ7d3Q9/rCAAYgwbdmtJ/MwZUQCa3U6TWxul5AMLDFDAMVyIMjsbedumE3GUou4lsaQgbdaak6dDOrIo9t2a9MhlCr3unYacBmbmoUwLeA53t5/S5rCBQ21V1A3y9OCwyxJQfUflMvVqt1bUzmxxjXaY3cFdKbFwT/7P3y7Si3kQdOj84dqAlUbseJC9vGQRla8HL7h+U84iCQNEJHfl9YxBUAg75C3s7msXmWjIIQDalGTnBcEanyvusD5M3gARrrr7A0vc/p6dsRXoLx2Yn7iuhIVTRCE7coBk9ROQB8nt3iKXO0R67kpwU+2QAeoeKx94sGot3HQPIr4MMdqDQp7SJA/Ri1ARnAxw7OsWYCLey0Ryde8EnRwBu7cEL5r7xNQKdTIEXTWbnYUDB40gL85vigtVfbweiGHQCQ2CobXX/5kxDgFTDPfDMV0qgPgP34wwnq6eg/+J94hzxcIR/6xapNIjg5DpCorwXZ21hrsJYWKPifmveWCS90uSpGk56mLhi48CFZwLH4zqLFwBXiptRnjnFrnNLfTmhCzwJfuRx12tdOAE5DUeUwzgqL3A0VF2VTnHLovciW+t4gQ/BjSjTsBDNviV6MB5Zb0XK6Ex+GIa1KE3q+Rp6GNNp1A9tHcqT3m9qBmw0UQpJgCAVADXGs4FQ8twRrIIFYQPLXzDxm5tIqu1f8Af9J3lE8CkxK3NYEA10bXCohY2Qdeb7K40T61Ka9rdAPBrD0QOVTYr4TBEaLDTqx7EX0zk55zKgvmiPWJ1AEDAEBfFW+8AOACD3wfFfgymVKTt5Tjr4GcG8MX5PeBwz9//jHrQAZUwQ1Tuk5xNrdNHa6aIdQ61gHXAQhs41rvG4Lghfq4Cy9LR6Jgtpdk06AeU2a5DA5WuGgNnACI/eO71sML71p6aYCACrqL8F6cJBbQN8bPc0s3hpk9SKC60hZ4cQVSlmHDrRVmaTwZqPDbofc9+Mmk1R/Rjv5dzw4X4CcX8g1Oz25fLDWyh2LZPnDSN1ggDSzru5JJZgyONSNHHaNYQa86WNpry4KxEVry/jIP41LsgvABDlTnAhkAEtRd05rfvE88mTh+6oV+W6mMw4ihKBtACab5cYaP1G/0xgA84/GlphEdOG63k+jwPp067XKggS9h4K4eASKAIiyMUMaQXPjy/wBn4xw+ABDYr5dHmPjD+93Y/tAcvrKjCYOBIX8L6wqqokVaa88L74spUQD8uEx1IJAtP5ZNERKbaKt1uTkOMuMkAdHIBF5W3C0LLnh9Lm5LywBEq0usCqcH5ggtI/thscKyQOxgbR6R4wQMEtfCuWS1ci2dQpsHF3jlB3SlpcttJObvFh0gU1g5SzXoxENz61RDsE0b1h6C2tpzR3594sEo8iU/fLcApDyCTTnvLqcSK2CcUYxBnKAknCya3Axz6iDQot9eXApeKJD4rq/ecf1XgSH23nDMq6QXB70LZ5mD4UEshsfDR/GNFkGGxRbwnV9OLtDnWFT2iyG24CtvE/ZfguCzYtqkdud8eYzD2TrUkrkoIOcKyECFHOzPiv8AUkZY5EnJjVMjAHEa1GHeXgGMnQIOo6R6N84E2hUUIbEGxOVveTjSwIdp5QXZq94e1Hi0wh4gAYhrh6+IJwbr8uLoRxlUteECM84rWQMFAJICEbHlyiHDmAJTZI/LhxYEno8VuesTrUs1Qo9jinMBwD0TTHl/zN2X7Rh1rpL1kZgCAA8SynsxUHOqw9oD6mHlmIug8AI7j6MRlBNHQSiv16wdWaCUmmPbL+HWMnMAH7uvvD2wFzAWGIvvzrOagxXolfl9L5wnEMKaPOn5/EwEy4Zgcl+Al8mK4nyMl4X3r1g1JTq2/OtPGHvN1Wu15QkfTDpvJergkKkQo/WPnGPHqBrRtU7PMxA8RCHVNh8tvVuKodTQA7NWNOCYvJTb9PABL817yvDbpKtNVsj+fOLLxmYt40pCJ+c0AfZKDIKeDYDlYhKuUSQbC14bw0AAQDo/pBEoogvt6wkPhVlUifKMl4XjLhjULpC7Wk45uQREemqyJysgd4aBQktINrx4EO5gMxKFsT8n7BxQ0wQg0Su3RZwI46SqKkMiNtSTcfGKMUzNRVr0oXyhiV1CBGJU33C625yXcQOfzjrzeR9bC/QmVKFsWUloNlOJN3t3QWeD5m3zm3dnIqkiMsj5uMoasMmx0+sQ5OcSWwQImwDfT5nHwFCivwU+Tf8ADk8EXdkFCx9FbGTIlIkJ+YpZ4d/Ob6R0OtbJSXpeN7uMPRASeZ6rL8ZohBDZV/7/ANwy+IhxVGbMFw6POLLbQSL6jg0DrYgl2mBzwo0Nxbn27xhuTVdHhaidTIHIHOe3/bFO3GX+t4Tv8EPtwm0Bj8Q00fhzWqVhRJzoqH1j+6pPJo9q/VPGBkbxTKaTRdHmeMaELOrOz1az3gQP66niMWXSh5lyYNA2igV1NpOe+6JlhccEdleZ4GKNF6zzwOYa59NrEZ1wjkXSak5ecenQcUCRJrV/LhkhvZ+V7QoeNczFtsqIAsG87X5OOEIOyl30lKwtAyZopvsBoNT3jYgop8r3gVhgYbZx2fyflj0r0SAX5WB8/kB+zIBvoumROcc0kt3nYmoxq8YqfPBIXwrafEwlHS3UVr9v/kyglFmuAHq+QPvBaABsORvC+vpmaWJFS6v2v75E12kYDxXR9P50YHpNiF8Sd73rnb2yIYhSOnEN9j84WvfObOCxrvxzieBHYhDvEgi4oO8GTfWO2CAKWDS1lp0e2U6tEtxEODg1DvAV2wBbDUHLCRKgOeGBKbJAQ3korYSOTxKKtEW+JTI9BaobiPnf1gaBedqQ+VA80wJiqyvkj2bn9u9p3eDA60oKsUUs2Y/kxRjICFqXPAL9JgyAKIPReTVV1xjwWhoABIaV1B8YYISHtL+AFhO55wYZAdOA3jyp5en9LMZIAcrkWIJYAsNFLhLaAcEhZPLB45wNk1wYLqTbbrnrJ4Cg0draiDjtveCcD8OaEixYTod+P5xDCuY2D2/t4/nG7kYH1I9fOGcRRfgYYVAk2NIm6Jxy4SnFVGFahtXkx8LQoGUB6BdPEJziRFzTwSXRAJt54wYRb5wNJrh85d5bCgXNi6Lpd8YAGzcAabOJT4wZwEA6DWVVRIMR5rqsPi4k/WzSJo9Aw2KbqF0F2W+blpRCq9KbJwD/ALnIWgcdhV1avL6GVhIEneSuiV0fP2fn9G3WDdf1r26UaMbxiVGCDaCD+IYFG8SPA7NrNehZzgT08UhA12rx8Y+64AXOlECxe3zgWydcsCJoL6OcPEqHgKKByncwCog1L4hP7MiEN7T1T93ETaBxfAOHzX3kbEPpRJ+MOs1FFBQQ7SfvAKiGpNLQCx413kevOaEaOKGp6wKOKnOAj4REwXk0DWBs0L4FygDplPDez6j+HBjlIGWybId+/wAlCbEkzUqhebt6cpbQCvHkO1Vgf7yaA7ew4jel+ZrKCtaKaM5HzJ0riASk2nBV3HT8nnBFpcYacu/CMsU5yZGB9h6pxdt3hWX6Jto/GXt9EkG14iYY6zzFB4bQ+mNxOkPAa7qeTA2jBQDuLgFpJhBFiWzxa1zt9vGe63ihAEKwWoV6xvBTWpENLH53lmaeQAz1L6BhTpjkqh1onV79Jiz0yhjZCu7OHxhxm24GNU8B6HAbE0ryP1ufE/soAveCZi4OqO3tdZvg2QAAOOAnDM0Y4ISB25I4eq4BETO+xflwFuSQvQuQdGTKjDeIDCBRSBvpMAe+KrispLxcad4C0OC679vfjKAAlVFdRT4j24mBd6cGh/zvELphsBtdo11bc1rE9sOGG54IfOCn30Gwd0RrOpnfWKNloM4e3Frkj2Uwk8ubwYqdhAyHJrWjfxrNaqm3yR4p1cGMJqw/JvRxjjs6u0dG4HWcuX3DpPhiIxz05w8OOwRoV8g+sSz6a0PjFrCQVZAOkWbmMZQQoxpSWdbxFHtQoLAs0puPn3lKIeBiMk+V93KN6ryR2r0cZorEECJCTaCvrHU0z2HgEnnETSyzol4Bx+jUgV784Adf4XaUAB+c4mKcbkrIE3W33+MbC3dShM+Vt/8AAymkYxF8qQnFedYCQZvX6gKtkGnBK67x3miasRaTj55ZlICKHc86Ovn/AG4ZgF21rfxAkl5cALr5XFCC4jAQFEyC+8PqHKp0CuGRXHEQtzjL75fO3OObX9r+8sZVdMEiEb3MU+TaVQjq5BLWRaprdNvwe3p9MbSaYlBaaDCf/oBg7WZANgbIIbOMLttqxaJJuqrtZ7zU2FUGoUtANDg7x04LLBAoh3+7BJzlPOU85TzlPP8AgOBatboiB/cm/wAYGFiHiO+9Dz5x/lb73m6f+hkEhgQTYdtryeXiYACZctFFKD4HxgbDyfUwCHDsmS/k5q0YPQZ5OucCIoXFRqvlbhBKQbsbqeA9nJhth3IRFS8Tk+U3jyBHSoHfIznxml5xNNbfnBAClneGpn0NdnIk2fh7xbUAGIGhOAKe80QkKgnowv0TCnILcMLL2IXtM2jzFIaBuFlexOsTlchg8KTS9nWPiA1HaKedC/Hzj9zQhdDR7CfPnGtSIzTgvHS9T3i2MSuibSPhq+QYu9mYqKAeyUPYYsewe1EXiLA7ByDCYztqS6B2TZ434xU0Rdj9h/gL6jgt218yYqswy8OvJvGopPPVX5/3gLvcjYSEhd+Vig+SqBiUl46wVgTVW/WT+FPKcDjya/6seUzYx/hnthn7RhzapVFS0bFfO4Ypa4NungVN99gPeS+0icvB5J7xN/CSMGewOoYLy5Iczp43gXQNSIFdgQxvJjl04ncqDVdq94ZMbQX5wNKt9MxT8amq1oJUjuLPAwSolzgx4802e0wIIZrcJWKI87yEjJUi2hHRA53ccCr2xBVTgk5X6Lm/ZVooryak8ZvyGnpNxp1kBVLYACDPg/3lSsZRWRRzew4mOLUg3Gf8h8vnCCD/AIAFCaxr35SHD6D9zI2RPWTBJ9B8q9ygvnKX1SXiqeX+MmeF5yhvd0J/S84ovnKUDKO/GJAmJs9bDn2/9wFBwBwwXsgzotk90F96wEIY20fBQUWBlLzdPrFHWcp132QdwHznJtaGZq03FvvGDZ0OwHUxC3+M099TaSu+HXowMYqJJrxO5edD6wEpVsAqFFRQHi85EiF2BBTQwOHa3CbgHLAEkFoa2ucHx/ivGI3h/ID0+8q9KBwwboa+chBm8h4/QT2thdBccsZPB7P5D6yyO2+TF/swW/vjNPF7RnSPy3yvXob31my8Gbtym7V7xQAuRTXivXhzR6CgK7GaqavPPGTmreEVNBtrQ8x8YdKm2gzcSCnPk84xoGphroa0Q9mcEWGByiJNH8XBSg6A0mtEECzAfGwggo8XbvoXGLoYE1uB5YX0bws6yySbKtkd8MxNsxPFlOtJ3IR7MPvBAAWCX5MOi4ekndUNdDzfFcqL6uEBpbuJecDvleifP+G0Wg5A8J0mBUUmPAD08Mh69chezkymHwKqzSR3iwLVINDS6e3frDX29SIQnnTWIq6HxxgRQCu9+T03jxWJirzNaPB4x9I1wJdkFLve8JpSIQYbadjvbw1ju6hJpAGiNC29YO2DcBFjTbxnX3h8EC1sIjTWt8AczFj0x4ZDnwNB4njAypDKFG0GgnrL8V2fNQ0WiQWGIndDcgdoDb2fWKdwUbq1GgO2rjHUlSiHtA/hjmnR6g9AA4Ol4wmmYsOxnoF8XW9Y2FkRcyQsJI9twMfEKUwQEW3zzcrYnKu1u19rXKPH+HTAHKaS+1v7wD4XG/Pm/GBIHg/wMWKzwJ2UjwUax43BT40BfpkSbgE/FOBAJ0YH7Ztu9qnWgPnDdeX7Trwx1HaZvHSkLoHIGnkF3jrWqu2mpvkbMdMClmvYcCnOkyuJLVXGEGLoe1wu6S2lHcUIDI5uJwgkEtQudjfGIJC1GjvRy0N29YWFBSOm0Nlj7xO24gs0nhUG/WBga4dgtjokffnBxWURVwdi0uEVZKqmr0ugu+CZdWz9AYvhaOWbwFQrHhTYkNjfGXo+zDASnZU6mM6CHwwaeiv0/wAWYhJnK5H/ADKpO0U84vz+Li0CFGDWmn8YlZkpiikdLGXVjpiytIa3OOg8Yel9rdXuGutpDJ1HjIcqASHAQ2849vHpADgjUF8wyoo0AKXSToakBJgdAdbm29AsMndZsMA8gWje8PKBoFVVXUrcWxrDgNEOCvJQvGblMpxdATbTa84v3dMcZEOEA1IGph11SE84NAaH84IHko0CBAe2+8T88ENTfwafblmQpOpEdAmpO8IcEs9hX+py7npXtFPZMvyp1TU2aXidzF/kSKCW12j+M/fjFDjKSjBYQmtXRR494axAlWml1kMzhkFCSlECOoOJldXoFBvZtPhzgG6u8GjGnH4whnoiFoNW8P8AbHBRtZhBZ9MWZysEd6m++TBgnaIgL9cj7wtGKLcX18vzrNbSRb8i/Tzm4ADFaxcF8LhlXk68ZsHSsKweDWTElDIC74nom3rK/FYIRW+g7ybiFnYCvT/hkn1vJ236xcTwaygPQ1DHfILkGZvyuNQuscbNHkpMTEaJhKhfG9dzPPr31Sv2fxjxKIpeAnxvK4qj7qAreOTNEAokDtfJvXrBQ93c4Q/kxETwJsjr7H7/ALpZZpCOk+82FGSSKRceGEALFrPsAPrNkbyIJNveKWARnYj+AY5soFJiAHWbHoJUIkQMeA+sLlv4xbom5WeM3CeirshvOowVSC+RAfOi+8ZAdCy/sDkqd0rQIbCmsmo2M8gvfeh9GaCxdrs+eGWQuhuzKfGjBhgs1JR0EXr4xwowajpvP1ie51B8mPkMRps4VOQ1rlxcUNcoBv45+fOTQlcIi/zXAiL4AoQ3qV9twi2pSAgzopgZRq9QZ/AwnElzlofkPxgCRkJyC78M395J4agWhfEVvwuLmYDQ3p040B+M4f1x2L8cGULbWN0dPoxwESvwOg20NfePwNuPFWeo/OGGkEJXz/8A0v/Z)
| Обучающиеся изучают и зарисовывают схему строения трематод.
| Проверка наличия рисунка и записей в рабочих тетрадях.
|
3.
| Изучитьи зарисовать схему строенияполового аппарата дигенетических сосальщиков (трематод).
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)
| Обучающиеся изучают и зарисовывают схему строенияполового аппарата дигенетических сосальщиков.
| Проверка наличия рисунка и записей в рабочих тетрадях.
|
4.
| Изучить особенности строения половозрелых стадий (марит) фасциол, парамфистоматид, дикроцелиумов и описторхисов.
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)
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gkZ2ySKQRWmuWwGTXVoLoI3AYxECKnOhKuKSVbLDzcSDyosrUVSrLJMIghjlTT/1CUUXGlVEy3njxepSSj5f08fSGkGCVzt0FtupeuUANaXG6AZyXh1dy2QTX83687SVLH/zupk+v/FbXa0sandKIViredW+oHxX/6l8vFFfoUjTENeuvguydPnTz52ls/ff8Pi9aHv/rChlP//Mm37tDfyx48+JWDB0ZPUbrv6quF75989+RPf/S7xdpn79VezDZX4IHawYOv/86vO5TW//3rJ0snv+3O9KqT19hudoc++/rBg3988DGcvVPj7P88/K42y72Vl8V3vf7vj9b/Ov0vucvv2SvFb30AAAAASUVORK5CYII=)
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)
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)
| Обучающиеся по рисункам изучают особенности строения половозрелых стадий (марит) фасциол, парамфистоматид, дикроцелиумов и описторхисов. Отметить характерные (дифференциальные) признаки половозрелых форм сосальщиков, обратив внимание на органы фиксации, форму тела трематоды и расположение в теле гельминта отдельных органов пищеварительной, половой и экскреторной систем. В рабочих тетрадях записывают отличительные (дифференциальные) признаки половозрелых стадий трематод.
| Проверка записей в рабочих тетрадях.
|