Помогите ПОЖАЛУЙСТА, некоторое время назад обращалась с подобным вопросом, но я ясного ответа не получила и вот опять тоже самое: есть смета в напечатанном виде при переводе в компьютерный вид не сходиться размер НР и СП указанный под каждой расценкой. База одна, вид работ один, понижающие 0.9 и 0.85 применены, цена расценки одна, Что еще нужно сделать в гранд смете чтобы сметы стали одинаковые, как еще понизить НР и СМ? на основании чего??? Помогите пожалуйста- не могу никак сама разобраться
Понизить НР и СП, как?
02.10.2020 19:19:07 | |
Похожие темы:Найти еще: нр сп
Вывод сметы на печать в программе Гранд Смета
Автор: Юлия. Разобралась.Параметры->>>>> Во всех вкладках ФРСН (Индексы, ОТ, НР, СП) нужно заполнить реквизиты приказов об утверждении
Автор: Юлия. Разобралась.Параметры->>>>> Во всех вкладках ФРСН (Индексы, ОТ, НР, СП) нужно заполнить реквизиты приказов об утверждении
Дистанционные курсы сметчика
... пишет: хороший дистанционный курс для начинающего сметчика" 1. Изучаете 421/пр, параллельно все методики, про которые там упоминается (ВЗиС, НР, СП и т.д.); 2. Смотрите бесплатные курсы пользования программой, например, Гранд-Смета все на сайте есть и написано и показано; 3. Берете сметы,...
... пишет: хороший дистанционный курс для начинающего сметчика" 1. Изучаете 421/пр, параллельно все методики, про которые там упоминается (ВЗиС, НР, СП и т.д.); 2. Смотрите бесплатные курсы пользования программой, например, Гранд-Смета все на сайте есть и написано и показано; 3. Берете сметы,...
Цена на перевозку
Автор: Ария. Приветствую, уважаемые коллеги. Подскажите пожалуйста, что входит в цену перевозки за тонну? ЗП, НР, СП - входит? В каком нормативном документе прописано что входит в цену? Заранее премного благодарна)! 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EbKESS+VLLhP8RPOcxNrli2U3XTtEnve74htXLUXt0jxbcmi/c4dyhw52TxFrncSH5YNzXVes4FA/1lun1F147IPIB3RfrH479blInM9FHglJbjike07ho2nI7Es0r4XLUSVjhw95ti63cl6GIMNV9cR4DvRuz9DEZmDWrUd1vOEYNTrG/EyVu/s4xP25I5LiK6RsZPgVVG25C3cXjEPlweFl2T3fYmUekbxrxtkHPp+gKWcYVqAu8pVVJef0lwlRPlObb2rCjHjB9XzDtg56nohhx74epJkllH6a8n4WprpJ0n6ltvvuUFPp3Rx8sx1LvGJCLS95+Uf3zVgzBpsj3Vj1t0L6TZaihkvl16ofwTep7gH983PpIAuYfTcC6pXq8xB2LzdJux11LtrWzRZjqmR7170vZ8Aglw2RurJO9zxE1j2fCHGGqZ1a+iW+rV7PD8SX1r3m61uQBrMB1+JEaTl0O9lH/mufnRpjq4U3Dw1Oj5zVYjyUL/B9zI2lEZfndwBmnRn+PbXYtQfcb/b3oOas6fy31fufftRYLnc+W8vpKDPN1+PswqSbkl0ab1Js9Qz+vGVV092zg4nxY3fKRNzUPy+RPd7eGXN2cP0adRMxAXreRKN8sJ1mP6TuBNqBULcfyLio5ffJj77YIovvKelqjH0VDwuWYpLnsttyORPNKsh21U0e629yW+zLU5BZNuQAi26wj77eM0tvo1C6Gvhsuxf4DVqB4g1zAjO0fOeblbptI3xnIny99feR92jAcCweofbzzIkw+Ojrv8fV5zkXElBi3Qes5EMX95AKj/kA/4zoFrL8wbq+Pc0fRDNQ6/W4PvmPIv603366WAVRcEfd9QfUx7wO5uyf2/ShdY6ilsg8Dl6Ek29YYCfaZUVB/2Q53vzjLreyN+sh8xjSf55qAfee8r1cC8+t8H/6YjGH+MYLWLcXjJf5YbKYFx118XR7NcyZIJtm2UqawTj5PDxFRR2t4+ELndwn3dwD390X7pSf1WKKOcQSO0kPNbcc/9VDbmYbH8Cv8RLdS1xnvgMrtDZR7vzc6v5fqc0z1+6tbG4mFZyzDJnnUzmG+liAXlLZu9p2/9Ood/Z3ff04VOF9qDctuqpNLUVlnyx/fQN/vH6tbRGatOk7kpP16YN4zqZ7EhlCybZBvzPf2Rn0mbyNlhs7w9dRJdNafn/y9gCj8rMLzsPn+W/i1moE6y/fY2ViBCtygW7HmYT1Owrd0q3U+UrkVv0QNHnELaToep+O3avogWf0zT85fXhgCe3rL/+chf2doufA/gtduEaY6w/gjTPVU4jGNy5R4TONs1LywCCXX7Y2/TsUwHtM4Zu9GmOqZHjm5Pd/XZhgmbLE3/Va9CvN4JswRpnpmpSuS3QVjni6d7Fa5Aje2+OKT2B8HqH/N83cjTPXOn4ad9Sg5Pe7jFNKOMNWZZOnsn05G1HF6XohNz8jFmQyWZBuKpv8pjUeyiFqhM3w9UejZm57QQ0QURlbhBXqIqGMcBvksofbzZ/wXl2Ac/oBlutIy7gUoMsn98aM8f+lAvAOKYRJGmOoMwzDZGmGqZ3rk5Hasr80wTNhib3pcvQrzeCbMEaZ6ZuUwHKheEzFPl0o24e84Byfgbbyh2q3DO6DaO8JUZ5Ilx1DLjghTnWH8EaY6wzBMtkaY6pkeedm4oHmdYZjQxDplnBqItpkMijDVMyxdVPaxv2Qc15o8b9fjx/Zg2Pb/Gcenm/3t/Y31SISpzqQWYaozScNH8MSaO4AexwKTNrrtRy522z1UnYiyz67HUKi+B1g6hY806REbURqp3xH8V/mIKCNZA/TJLRGFkr1hgR4i6hiWyvdQ6DbayKN4GTfgHN1qG4fgMD1EFC58BC8yLNSwOvHE7a8D/W4EGm91a0wWR5jqTKfOzh3In/tH2I2S+5B/+2RU7rJRM+kqQNfrpzRg5KQN5ukZplNHmOqZHvXvBvU7gHEcwzBhiDXgQvUqzOOZMEeY6pmXI3CUeg1iniYolXge01CihttWN/RS/5qX6UaY6kxqEaY6kyy8AypGI/CTmer1OOCX/L+gFKuwx/dhRXInanYtQOHZd6L07Gi9dI30bEKlqrnDQu6aGY/KXW7d6xu5q0bmo2vOfJvVdM5egIag/lrNpOb9Gx4ZHzt9vJj5yXpGa942OPOQ6aXun4+/Hbhesv1eXc1z0p2R4UhM8/bE1GPnFbhNimlfOALX02fwrb4PJ+yOPv3kdSOWPH4uRut67pDTUfBWY+zy1wRsmx7tiFl+XJ9U1k1Ja9uc/Wc6TvU4U/9ILVqPHEdOkhwnbtMn7hiIfG0QhYs14CI9RERhZG94VA8RdZweOEIPtdweldswF/fjZ26hjZ2OE/QQUbjwM6D87cdnApvV65x58p0ldnzCbFT9vx/Ni6Y+TEZGeMN9b0T9rj/CdnIrimTc5gb0+aWuzTkX1Zeok3W7O8quUcMvqONCpntxDarHXo6yHqr+tO677kbguQ1oUMdO6cCZyJ/j1utvk7tq9KOg/uWp/gXOegT0d8Y1Ydubx6Finb8/kHvpvJh2bGR+OzA5spzTsfB6fQGh73Gou1cNqz6znoM7vfBPLyLzMa1XEyrPulp9Ten5q1TddatellonbxufHuf+dTP/vL0IZ9idV/XY+yLzqh/1AvIi2++PeV8k3n8B2bUBC+3TMUq+Jwiv3qMH8jfvQL2/76CAbfP3EWm/t/6kuW3CeJwm6B9/rKv5O8eRV5uTi/Iqr6/hOImJ4RgYFN+HyagIUz3TIy/r1cmtaRzDMKGIdaq+SGwYx4Q8wlTPwHSzexrrqeYTlevtX+FJFdP41ubn9mP4jqEeE2GqM6lFmOpM0vARvMiw0vdY93VlOo/VqL491clV34nqRPV1N4NN/ZjMjDDVdfoOw6geenjwIJRgG7Y16uHH16BG1WtWPoWSYfKsuPTbgNKe34clF30Wj0Vu4y7UqWNnoj5mcocOQ4GeLrIMfxL2b8TWLfL/U3z9/dkyE3mybCcXoVLWU+aHpzDSqw+cidotO1DvTDMMk3+4HOPPXoM+1w4zz0f6Sy1ovRrXYyGi9aSJWUe5U8ZfPwPlW45FRam3LxPtr4B9ke7+lvdr4HIU/0q9V05b+McLf7sVSXndWrBtpuN0TZr7ovExFHrvzaVPAW/uQoMzLuA4iUyX5jHAZECEqZ7pUSe3Ay/2tRmGCVvsdfPVqzCPZ8IcYapnXv4fDlavQczTePm7yjWYiuWYq9ptrxTTcC7y1ZB5+dEIU51JLcJUZ5KFj+D5HV0C3HYs8Pg1QKqPiKxZq/5R0/yKj+yR3ykYPfYpLFkT+9iW1Kt2va5+geqFaT2nqZP9NtTYiLq+w6N36sTrOxH1smzJnCNRHrnTyVd3Mtm9u0vJ+3EJ8o8ehLLeuiD8/ddNRIEut4m4edddqveRU38OFX2dXlFyF5IejJFsX6RkI0p7VqOP+mW3zDQfZxm9kKebe02bbFuaGhegcOAKFK8zv+/G44QoA9nr5ukhIgoja+B4PUTUcb6Cg/RQet5WuQLXoxbPuIU2Ng434if4oW4RhRPvgIppK+pEynHpxeqkyz++CTj7OKCnztnyVzhUfec29foGMNAbd6dbVydsTlvu4Fijaj31/JxhXY/MmwlvhGnYawvdXrMG1c6FAbddVCoXUK5B3W0XoygyjRehXuUCypZZmKWPh4bVK1A7dlDkAlBsfyWwvzuMHw7w3akj4qaPtHUtbn4x4xyFqLrL9Jc+4voFrVePASiGaf4ST6K2v94Vo9TPVPfRL7dPwyPVqNbbH50uwb5IsP/80zsXXJyLT/NQ5t05pPaFe1HRbTvTHt1DLyM+nlTGaSmuW/rb5tHz8I7TwSn2d6L4jm2nr1vV4o8T37QJjwEmMyNM9UyPnNxe4mszDBO22Ou8u0bM45kwR5jqmZeDnL+FF8Q8zTaVCbgUf0r5Lof03IIq3IYL1JB5+c0jTHUmtQhTnUkWfgaUNyyctjqJmiN/BlMuKk2L9nlkMrDlWGDtayoT1fAsVZPr2EL136nqO3+jhp8GJm2Kna8nvubNmwlvhGnYizoO8noeD0tyKbDs6bHRz/vprk68+x6L4iHd3Paux1Ho9R04C/lzJqNIHW9V6niqu9St592Rh2U/V8eg9BfevCLtgP5rpqnhN1B7x48i869V6zZejlFveuO6xs7PydmPoyGyPF9EYD1oO7qh7Jex83c+gDpmWl/86yh33KyVfSSdFPUqn0O0zL4mMq+854ej3ttfXhLuiwT72xf3AssbKB+o10WlUE1f9HP1NZ5k2kiEqS4RzdoprFtLty2F9z6mv/Avt/tYTD4qOo/x9XnuHVCmvsLfTnYMMJkXYapneuRl7ZzmdYZhQhNrkPohJgzjmJBHmOoZmK8Yaonyhr0HF9tnotFW54uG8a3JgfbBqLZXqvn3N44PjDDVmdQiTHUmaSx752symHW21P0FffO/q1sp+NnxwFsTAXXi5txAec6PgKPUyWheNaBO3LBzcmy9tBEYNAuYo77RYJo6aa0H1s5T/WT4abcuH8RLoZbwOGl8HIU/AebJybwuxVg7Ddave6M+aHxbkmW9MBi27y6UhjnjMV4de5su7aYrWaIz74uWbFuy45QoTWn//MwQsl39rp0Je80cXSGiMOqs34M6u870vn2i0hfq3DDOPKzHSXGP59WpjMcIfIy/uoU2dCLOwO24A710Ox38Omod7r+W4yN4qSbvWHWkrXAfo8MuNaxe8tQJ35DT1cDT6sQwru5MJ7xXETesTibRS33zcqZlwhlhqidPzQtPo+TaCwIe0WrjDLoF9l1yT0q0lnvpXGy6tGtMLSvSmfcF32cmFBGmeqZH/bvmEV+bYZiwxRr8Y/UqzOOZMEeY6pmXr6jUqJO++JyEr8b026oyAT9ql4tPF+ImPILb0cu3vPQiTHUmtQhTnUkWfgh5qi69E+j7hjoB7Av0uk4N/1TVugE9xrofXH6prl9wr1v3SF3ueJJH+mRaZ1j59ePuK2Uu9d5vSnBXSdFdW9w/N0/UkZIcp0QUZQ2eoIeIKIzsNQ/rIaKOJX93JT5+b6pcjnPxgfPR422rDPfgVpyHfXWbKJNY9o4tcikq62z585vo+72jdWsvu6Uv8NZPgafkcT4Ksw49ToiIQqizfl/k93ui8LOGTsDmeyfyazUDZdP3WPkTVZfhfPzVGWpbt2OOmvP3davl+DOvdbj/Wo6P4HVEfr4ZeCqdv1LAdFyEqc50vjSh8ty+sG6J/pW9tCJ/Oe/cBWgwjeugNMy5BFZvtU2Slm4XwzSLMNUzPXJye5mvzTBM2GKvfki9CvN4JswRpnrnyk6VK3BRu1x8uhe/w/k4Vg2Zl51ehKnOpBZhqjPJwkfwiIiUhjm3ofyoe2HLX4LrBBrmXIq8pcNQv2MzbEkn2S6i9mSvflAPEVEYWUMv10NE4fORys3qv3fwZ7fQRg7EwZiPjRiOw3WFKHPxDiiGSRhhqjOdKxsx606goiT2A77Ti8c0bm+nCUuX5mLZU3vpQ/CZLIsw1TM9cnJb4mszDBO22Kur1aswj2fCHGGqd55MwWy8jpVquO3koj9+i+U4EV9SLfNyWxZhqjOpRZjqTLLkGGrZEWGqM4w/Qg9XnvsDlK7x2ptQ2vvHqNzlDf8Alo7TZ9cTKIzU7kKNTBNT07llkzu/mHF6vlI79y6UquV6/SPzPvcJNHjTBQ0b56fHx/eP34Zb7ooMRyJ9Y+arY9yG5NvcMOfHvnqSdUy1bhqv5u+9b84yTf3XrEN132EY1d3XL37dnL4J3uvBv0Dtll8gzz8u0by86bwk2p41Ae9Hs/l4+30jFqIB0+Lrzfrr9Ul7/nHr6bVTrZvGq/knfZ+YcESY6pkeeVlV1bzOMExoYp1WqgaibSaDIkz1TpJf2jVYaj9kHNfSFNhn4WH7fhxlGNfqCFOdSS3CVGeSho/gEaWo7OqzUb1qk9tYuw7VF0xAWY+3UTmmDHj4D7C3u6katAmlQ36BfF2rv7UBIyfr6fregHrdz37xBhS81YQGSP+dmBypD8PCn6qTb+m/pQF97tH1h9XyJ9yFGmdGiSSYn5FhG6b9TE+r1tFb50VyN40SuA3pbDOQe8kjbk3ycC7KH9T921rfY1F3n2z/Jsxaqn6Y67Jfw64GFIw6JfKX4szrZnqvVe2nerv9+8r3XiXcTq+/TKtLRoOC3o8E+31LbuQYiNYDjo2WzL+tpfA+EbU3a5g+uSWiULJXVukhovCoxceowq261TbOxBW4H7egi24TdRZ8BI9hEkbo4UEDUfLEOtSo4ZpVi1FymjpFbtyAhfgJJg7yTdPYiLq+0Vru4NNQoKeD3CFzxA9gSYa8gOJ7zkeu9MdijIzU5U6anaiX/n1Pw6geer6yfFXdtlO3g5JofjHLV3Wnv2EbEiVoG9LZZqk3Po5Crz5hMfBWI5wP8DatY6p1ldK1uh7JaZg86gWMH7MOfa4+LW6cP0IPm9bN+F6r2pazMTp+33nvVaP0CdjOoCTdHl8S7fe+PZGn+0XqiY4NU1J+X/fm+8R0fISpnulR/658wNdmGCZssYZdoV6FeTwT5ghTPbPzH5XpmKSG286PcRtmYgK+HLesto0w1ZnUIkx1Jll4BxRRygow+oLFWLK2FkuekIsOupwOdTJfv/33sCVy98mQ6epkPq7uZBKKnAlaKGh+Mcv/ScvuMgnahiCm/o1PoHDIShS/6NV96xK0jinW3btoYuVdchnyjxqIsl66kEiidUvXzgTz2rkLtXowRvz2TEiyf0169EC+HoxwLkjJq2/+Tlp4rHX0+0TUDqxhV+ohIgoje+VsPUQUDvPVb3Pb8JJutd5E3IubcIZuEXU+/AwohkkU4WsXXSYXBMpQN/kiFEmt+wAU45eYtdbXr7s6+d8SrTW8uBK15w90+wuvn9eO699svDcsj/3J5xT1dKrmPiLV+Xlt0zbE90nWTneb5dX/mUvS36t7r15Ea+rOawGq7iyIrfuS2zMPtUs3RD9zyLRuQe815KKkbgt59b9XAdvZsLMeOLIHcqW/f1rvNb5uagfu9+7og5VY6n3elFzskmUlOja8CG+4Je+r95pu3Xk1vU+7UTnmBBTO2a3bTIdHmOqZHnl5QZ3cmsYxDBOKWKfri8SGcUzII0z1DM8C+wFjvSW53Z6Ly+yTjePaPMJUZ1KLMNWZpOEjeAyTMMLX7nEKivseg+LB8mdQpXY4ymbJRakTYOW6KV13MqpWR2t503KxbJr6YSLUyXye7mcNXYni1TejCLH9nRTru0P8/SfYWLZQHl/z1Yf+ErX+YRmXaH4Ob3s8pm2I7+Nrp7ANSbe5x/mYfGS0Pr4hN+4uo/jlewz1+PnP0vsoRvx0Xltn4ECUbFmJpfLIXOC6BbzXD5+Faqn534sJ9aiQ9Qia17q71D4CKi6XfSTr4GPcv966erx20H6XdR2GhUP1fO7riXqnHnRspDt/T/x0HkO9xe9TE7Zu8X/NMR0fYapnetTJ7fCrfG2GYcIWe8X96lWYxzNhjjDVMzcv4h94D39Rw613DxbhfPRRQ+ZltX2Eqc6kFmGqM8li2Q2vylDW2fKXBvT9bvPTHyK/ZsfJuunqZL4X6r0LQe2p8bconAjM2xvLIjTMnYC8hstgx1xgSQPfr/YhX3MrB7X8faE211l/fvL3AqLws4Zfjc0V1/NrNQN1xu+xZbgfyzFXt1ruPizDaThYt/YO/sxrHe6/luMdUAyTMCLarln5DEquPg/Oh2gznSq5l0xFxbYyWJPlPjJzH2bvp2FnA0qGnWQcx3RUhKme6ZGT22t8bYZhwhZ7xW/UqzCPZ8IcYapnbuTPyrTWHKzFafh/asi8jPaLMNWZ1CJMdSZZLLv+FRnKOlve3I6+Rx+hW0RmPE6IiGJ11u+L/H5PFH5W0bXY/Ktyfq1moM74PfZ7GIIv8IlupedAHIw5WIrjdHtv48+81uH+azn+FTwiIiIiRU5uiSi87Jpf6yGijvV3lZZefNofB3XoxSeijsRH8BgmYYSpHu40zL0MVt6Jbm7lI2V7K9m839tq23nsZkKEqZ7pUf/W3OtrMwwTtlhF16lXYR7PhDnCVM/M/Nd5TZ+F/TAXK3Fc3Pz2foSpzqQWYaozycI7oIg6mYa5lyNv2Wmor38ZtuROfnjz3pDN+72ttp3HLnU0q6hMDxFRGNk1lXqIqGN9pl/T9SjWoZ8eJspGvAOKYRJGmOphTROWLjsCyxYW84PS92qyeb+31bbz2M2cCFM906P+ranwtRmGCVusonL1KszjmTBHmOqZnPTMx0acAEsNmea1tyNMdSa1CFOdSZYcQy07Ikx1hvFH6OHC4ifR4NV3PRlty3DeybCclKByV7RWus7t3zC3BFay/qb5r5uh+/linM8M1Di1WizEdkyLrzfrr5eb9vwD1jPVumm8mr9xPwXE6WPYbzWT49Yzsu66b7O6ircsY/+3UVkc7Vs4923DPLJnvzvR08WuW8C2O8uagVLfPoxZXqS/916mug91PcE+NM9fb7t/nt6+SKVuGq/mn/Y+7AwRpnqmR7FGXm8exzBMKGIv+5UaiLaZDIow1bMkc+11ONHexziuQyJMdSa1CFOdSRo+gkfUKi+hdNguTN72EmzJyqFYeKM6CZVRxx+Duvtk+CXMWgYUJOtvcupNul85Co4vR70MP3kecp35VCD/IXc+9bdsx8hbX3Knee2IyPyj9YDltmT+bc24n4Lljq9uvt8an8Q0/FKt600oSraPve2UbXYKQf27oexJr1YOLKt11jFb97u7Lelsu9S3o89Mt24/NBrVl81AjSo776Hubz90BMrVPN3+QfvQsNzAfZhg/m0t7X1IYWcv1Se3RBRK1qjr9RBR5vgVnsHJ2F+3iLIbH8FjmIQRprpOYyPqsAQjjzwZlkSdKNe+tgv1zvghmDxyFcaftx59rh6SvP9rFcjz171lmCLzOb4ME09127mDhqDgyfXq5F61j++BPN0vUk+4noYkmn/QeqZSVyldr+uRGPZTsvQoxjw1TZ6zHWr+w1ah+LKT3HEt2dbA/rUodWq7MPnJYuRm835Pd9ud+hCM6uHWceoAlKAB2xrVcONvUeit22VLoIpqjPQP2IdByw1K0Pw7eh92mghTPdMjJ7c/8bUZhglb7KW/VK/CPJ4Jc4SpnslJbhJmYyQOUUOm6TsywlRnUosw1Zlk4R1QRK2lTo7rt6lT1khuRJEelTf+UuQfOQBlPXRBBPX311eWtexuih7dka8HI5yTenkNXs+0BK1ninX3jpFYxv2USOOTGL9sKOplOTL/h3JRHnOXU8C2NjZC/q5aM0H9cTKqpL2yB6YdORNy945Rtux3k0TbbqLeu8Jhq1G8Mm6d051PkKD5i7DuQwoNe+kv9BARhZE16gY9RBR+F+AGXILv6xYRCX4GFMMkijANe+3u6qT5tUrM0p8D02y8fTKq7jg52k7a3xcR1I6bT8Oa1ag9bwCK7G7og9VYGvnMo0bUHtkduYmW60V4w4Hzl05uLRLRmrrzGrefnL67UXleAQrn7tbtaGoeqkT+VechV9piwFhUQK9vgm1t2NEAyP7waiKVfSMR2bzf0912GRbe9Os2oPr4oRjVXQ17r9581CBS3Icx+8SL8LeN85d/9KsX0Zq682rah508wlTP9CjWD9XJrWkcwzChiP28vkhsGMeEPMJU76T5hvq95hr7HOO4UESY6kxqEaY6kzR8BI9hEkboYXUSnHdUASzJ6ZWolfb5TZj4QhnqLtd1yfn+uyT88xEnoSqt/kHt2Pnk3dUby+6QR9AOR9mMoVh4up73/T1Q79SDlpvu/D3x03kM9Zj9thrFM+SvnMWLn06G38bW1/JRPOhw3XbTMK8EI/ELVDmPZHlku2V9S1DZGLCt6+9W2wFUTNCP6kUE9Jc7aby2er/zH5yIoize78HrFrTtin8dLt+DZb9V69CjGJOPjNbHb++t7zhKbR9Gl+utl0e3A+fviZ/OY6i3eB929ghTPdOj/n3uHl+bYZiwxTrjp+pVmMczYY4w1TM5wW7Hb3CwcZqwRJjqTGoRpjqTLJb91iYZyjpbtjWi75F8ZoISS3icNC5E4U3APDmp1iVqQ+tnwFo1EHbMBRhqd2213/n10Wl11p+fsl39bvgN7Odm6QoRhRF/h89Mne19kxu2h6PQbcQ5DRfiPlypW+HEr6PW4f5rOd4BxTAJI0x1lR5jsOm3Y9TJtWEc0+o07NyBktNONI5j2i/c70zyCFM906P+fW6mr80wTNhinXGjehXm8UyYI0z1TI7ZmThf/WvqH6YIU51JLcJUZ5LFst/cKENZZ0t9E/rmyYeEEAXjcUJEFKuzfl+U7er30/tgPztDV4gojPi7WWbqbO+bewfUKW7D52D0xgbMD/1f+uLXUetw/7Uc/woeERERkcKLT0ThZp15kx4iCqfzcDlPsIkS4CN4DJMwwlRnOlXWz4R19BWobDSMYxgmLsJUz/TIye3NvjbDMGGL/ezd6lWYxzNhjjDVMznNHYZu6l9T37BFmOpMahGmOpMsvEBLRHTqRNjVvVF+8yLfXyQkomxjPztdDxFRGFlnTtJDROF0CA7VQ0RkkmO4KJUdEaY6w/gjTHWm82XAWFTgXsxabxjHMEw0wlTP9CjWaHVyaxrHMEwoYi/RF4kN45iQR5jqnSy2Lf+Yx4UqwlRnUosw1Zmk4SN4DJMwQg83LUThdwfAcjITNV5t7EyUjvXqA1C6Ib5vtH/D/Ct9tStR2eTNYyEa/MuRdnx9w0xYprq/LcPx83f6vYzSSF2t4/zYedRMkbpax0TLlOlk21Td2Q5/P0nMsnWmvGwep6atcfZF830QWRfsRqXar94y3W1Q/Tf41tG/vkHDkpS24zCMGpGPup279fJi465XdP0j89bzdMclOS4C+rvHRYJ94atF5uFtj79uGu9bdsrvm9cnZpx/26LziF3HgK+FROso701kGTpSj5/Oew+9aSP9fftNtZNuq7/ma7vvQdw8vX6Rvub3NHjauK87p39cbUrA9nvLjNT1/m9W1/2Dti2+nmw/ev0SRpjqmR717zN3+doMw4Qt1lk/U6/CPJ4Jc4SpnpmxnNcgzfuHL8JUZ1KLMNWZZOEjeEQpKh3+a+RXr4f9l/Won7QTI6e84o54bSf63O3W7eozUF0yS50oKsdfi3qpOZmIIlXKvfh+3Za+vVD+sJ5HUq+gtOQ5PRxE9Rm+C5O9+a8YjIXOI2XvoHLsRECvu6RqkJ5EqZlyKpacJnV3HaPilnl8Pupmy/xewazlQIEux/Bv84prUVDf5C7/5ui+c+qqa57si8g6ak2LMA2z9LocjrIr1f5cpffRhvWoLh6Psh5uM3Wpb0dur16o3S4XoOK9g231+ahYEV1/l+zzdI4Lc3/nuEi4L1qhJe+bU0ywbVqzYyfoayGRAROjy/XW4/ExyNWjXf73UNbLdJwrqWxrgJS+NgO2zzyt4etugKF2e9D2B+1/89dTalLcj1nMOusWPUREYWQ/83M9RNSxeBJN1DK8A4phEka4w3Xq5HDiAHc4d9BgFCxcry80Dcao7rr/gAEowU5sa5QRQte9NC1C4XdPhSWRE0HnAo3y2q+R59XVSWet1CLkLpN56FOtTzS7d0P+a7tQH5mv1tSEOjyHkf75SL+mWixEdN0j0+hlTjvicXViHDcvNRyzTMdgTB6xBuPHrkefKwfrmnme7vLXoPjuc9WJtDdfXz+HGu5+LuapeeY566qmlWkm9HfHSWR/OvtZrc+q51BymozzxM0rInY4re3o0VNfNNPtSN7G1tfUizPsUcOyz9M5LjYE9VfthPtCCTpG/HUV9y4bvxTeN0dcO9G26WU2O3aCvhYSrqNvekfzdsx7GHScO33TPUa9/ajGGb8246Y1bZ9z95VhWtPXnfFr0YtHtwP3v9dX9/MLOkYcqe5Hb76JIkz1TI/695lpvjbDMGGLddZk9SrM45kwR5jqmZl9nNcgzfuHL8JUZ1KLMNWZZOFnQDFMogjTsL/tvSarNz6FQrmosHwd7K0qy/WJoIxTJ5r1Uouvi/X3qBP9n6Gsu27bJ6KqCurEcaA6cVTxTjTj5+Pkpyjy5iOv/jh9ZyJ/+liU+j/3SDRbpvuSd9HFyM8bEFv3J2Y7BmPh8HtQYx+OsunXoq7EsL5qn4xX/eplm2Xaql4ov/kpNETmeSJGFz+HJetfwZKFZ2D0KbouvD4iaDjd7di1C7V53ZDrtb00vo06ufjg/WET4Y0T3rC/7b2mWk+2L2L2bfCxUzdbTyP0a9L3TZja3mt83VlmwLHjDfvbydYxvr+/bXoP/fNzEj3O0ztG9X5M9LXpj4hv70owrfcaP018zYtI2k7w9WTaNm+6dPZjsghTPdOjWGffah7HMEwoYi++Uw1E20wGRZjqGZp9DLWMijDVmdQiTHUmaXj3IFGK8l/7NWZtcIcb1q1BbfGA5o9GbdiAarlQEfSYmHMHhTvozMMdDCZ3NKwegE0XHa4L2oCfRk8avRNN586o6DpGdD8ZxTDUHSeiSk1fV3o1Kpt0KWiZDtV/6ol6OA2ybuqlpMq3vkrNI79G/hVyl5Q24AJUxK1r0Y9l/W5E3aQL0nsUrQXb0bBrJwqO6KpbUfJeYcTJcY+FKXH7POlxMSC4fyr7ouVa8L4l3TbDseOX7GshFab3MOg4j2jhMZru16Z/+0zTmr7uEn4txkm0/wO+ngK1aD9mJ/tpfXJLRKFknXOrHiLqWDyJJmoZPoLHMAkj3OGq5deok+2BsPoMRN70nlg2VT8eJSd3qiZ1q9TGsgXn6MfO4tL9HEzOi/Ydv72nOnE09IvJD6PLSZr+MevoZJx8psthKJseWy9d55tOrdem5YOwcIRXT2eZcfHvixEvonj5DSiSx5P63AhUrfU9rmWj/tGrMBIzYmryQeDuul4V/UDk7ieh+PjvoXjgYdF+3nJGyGNDccPONku/dLdjN5Yur0N+T99yJBtmqfe7DrXTx+rtcpcz/lH5rKjYfZ78uDD3b0i2Lxr99bj4lyP7fHrA8Zd2Emybl/hjx7jNcfW01tH0HgYd5/4+aSbVr03T9gVOa/i622CqxS0jkoD9H/D1lDhtvR+FqZ7pkZPb23xthmHCFvvpO9SrMI9nwhxhqmdm+AhetkeY6kyyWPbWtTKUdbZsfxd9j5ATTaJgSY+TpqdQOAmYt8B35wq1rQ33wHqgJ+pT2ceteT+CliP11QNg++6qaXj0aozHzwLurlKy8bjo7NvMr/WIzvrzk78XEIWfdc4UbJ5Zyq/VDNTZvsd+oHIifH/VR3sQq3Aq9tWt8OLPvNbh/ms5fgYUwySKMNWZvZaaVc+jpFSd9BvGNUu3c7HpsRT7+rP+HlilO1Fxl2HaU34Ke8qJMbXcC+/DpgsPj6kxTNZEmOqZHsU6d4p5HMMwoYj91O1qINpmMijCVM/Q8DOgsjzCVGeSxrL/vEYGs86WHe+hb+9DdYvIjMcJEVGszvp9kd/vicLPGnM7Ns8o4ddqBups32M/UekL7y/uRrl3QO2jW+HFn3mtw/3Xcvz8NCIiIiJFTm6JKLzsRVP0EFHH4kk0UctY9p9fbPEdUPeu+pMeau66047RQ+G0Zcf76Nu7i24RmfE4ISKK1Vm/L/L7PVH4WWPuxOYZl/NrNQN1tu+xn6scgyFuw8e9Ayr8l6f4M691uP9azrLrWnYB6t7Vf8LVV1+tW83dd999uG5oeC9CbdmpDppePGgosdjj5BWU5k9CtW4B30PFsl+jTP/5dWf8hbsx8TH5C19ERJ1TZ/35KdvV7+YHYT/JP/NOFGb8HT4zdbb37QuV72XyBSh+HbUK91/LtdlXxzGn36iHiDqzH2JZ3YuwnUQvPjU8ei2smItTRESUaXjxiSjcrPPu1ENEHSv8n/JEFE45MR9JnlaAPbYdialtni4sEaY6w/gjTMOxyb3oXtjLrkKBYZzz59svfAoNul1z+xBY+b9AjdTzh6B0g1t3LmL5+jEMw4QzwlTP9MjJ7TRfm2GYsMV+crJ6FebxTJgjTPXMjKWyD76khk3M04QrwlRnUosw1ZlkafUdUGdd8ZST3r1OiAwTdV5LMTJ/KCyVwkff0bXU1dw+FEuGrIZd9xMUSeG476Gu6mk04FXMWgEUOL2IiKgj2E/eooeIKIys836uh4g6nsX7oIjSlmO4KJValI8+/BfmzxzmZMfO30eGpe4wTReWCFOdYfwRkXZ/VP1pNWwn05E/YwYqG/3jVYS/7eX1+5GXPxTTes9H1Sm+OgZi8vB1GH/hRvQpGSiF2OkYhmHCFmGqZ3oU63x1cmsaxzBMKGL/Vl8kNoxjQh5hqmdwau3f4SV7dUxOtS1j39BFmOpMahGmOpM0rXoE79NPP4vE1DZPF5YIU51h/BGm+mHoc5x6ial5/DVdP+4q1P/pLuTPuDjyyJ0n78JxyM8rRFkPXWg2PcMwTJgiTPVMj/r3iZ/52gzDhC3WBXepV2Eez4Q5wlTP3Hxd5VtxMfULZ4SpzqQWYaozydJmH0L+wrzr9RBRJ7XhVyjdoIebXsHC13viyMhfwEtFf1QtvQp1V5WhskmXHKp+W389TEREHcW6YLoeIqIwsp+YpIeIiCgTtfgOqOuG9MHixYsDI+NN04UnwlRnGH+EHu7RHXVXnQbrGJVR9yP//nIU6XENj13n1GrlUTs1PnqXU1y6n4VNS0/FwlGqz3rDeIZhmNBHmOqZHvXvEzf72gzDhC3WBXerV2Eez4Q5wlTPjrwfF1OfvRthqjOpRZjqTLJY9hsrZSjrbGn8H/Tt8W3dIjLjcUJEFKuzfl+U7er3s0dgL7hJV4gojPi7WWbqzO+b9+Eznn1VNmIParEWy/EU/oZ6d4TPabgQ92G8bu19/DpqHe6/lmuzR/CIiIiIMhkvPhGFmzVuhh4i6nifqByFYTguLv1xAa7AcMzHdOPFJ6Js1ooPIc/0CFOdYfwRpjrDMEy2RpjqmR45uZ3pazMME7bYC25Ur8I8nglzhKmemXlHx+RT/F0PJdN8vnsvwlRnUosw1Zlk4R1QRERERIq9YCKscbOcYb7yla/hfSXa2/6r8p7KajV0D17CEJyOM1SIKD3W5ucel0tRRERERERERKT9S2Ua7sJu1LmFNiKfATUBI3WLKHtYtv1BVl6AWrfudQwceJxuEZnxOCEiIiIiyk6PfbwId350uW61ndP2vxD3/b/f6BZR9uAjeERERERERERE1K54AYqIiIiIiIiIiNoVL0AREREREREREVG7irkAde+98wJDRETZbiVKrW+gsHIHUFMOyzodlQ16FBERERERUQKRC1Bykenqq68ODC9CUdZzTri/Aat0pS64J+NSK63RJQqR6PvjT+B75b2/ifpkvWGYWNEfteV9YY2ci4KKB1CWq0cRERERERElEPgI3jGn36iHiMikoXIWqvUwhdklWGZ/AFunqkiX49QsmauHgOol3kVGipdb9kJkX24q662rREREREREicVcgNpj25GY2kTkWYlZ5UBBgW4qDZWnx9xp4yb6iFL8eOcxJofpTp1yyE04wdP4+O7c8ce7iyeleTTMRqGvj5PC2XBW3TDOm0fzbXbX22Gap8Sbr4hfd9840/4srdmBykIZ9j365S3HP9+0rcQSuZpYcAlK5D2tnhWdf9ydbzWl3rqY19FbN2+c8z745xG3vpF56PnHzzPyfqX5HiXal8nev6B1D6on2kemdYseg9776U/zx/qC1jPhvGPWyfsac6czvYdB2xobvW4Jt4mIiIiIiEya3QF11hVPOend64TIMBHFcu5+KpmIyfm6oHh3hiwrcdsly+QukRfcR5TUiW1e+auquCjSRx5jck56I/x36lSgKKVpfHz9ItKdR8F01Kt+9RX9VcdJGC8n1blXYpOzTpItqCiQeVyhLxL0QUW9O86ZBnMxzTsRr38LteqloGKLnnYR/KvmnMQ7j3Hp8csuiS5Tqd+q1hv9nflHt6k3yiarfngV5bP0BZulzzjLKZl8JcxPg83FSO9Cgb5AEs+7m62g+DpMLJbteBULlya/oJDwPY/Ygcpp0burYnjvj+z3qmGpvV+m98hjGpdwngneP0fQuifYpniJjp+ae1HuvHmybu44s4D1THhspit2mxK+t226XCIiIiKi7BBzAeqjD/+F+TOHOdmx8/eRYakTkWepc/dTxcRhup2c93hXyWh3mqLRchEl8aNeLZkmXkvnkXtkH+e1dut25zV6N0hf94KBlltWgVFL3XFykUMuJnmPZTVs2+q85h9pfkzLu3AkF0OceY9019VbpqsPjoy/qlQ0yr2QVb0UNdiBpQvlQtUlGN3s0bphqIq7SIDqMYaLb948+qN4VG/kjjoL0rV24YrYO6rUtLKeI9N97nLbCmxV826mdhLynG2+BMs2uRfP0nm/4t8jP/+4RPNM9P45gtY9qB6wj4KOn1QlPM5aOe+IoG0K0GbLJSIiIiLKEjEXoD799LNITG0iUqrnorrgLIwy327T6ciJtnfS778jxOPdKSJ3psjFJO9RJPcOJtOFoViRO6C8yJ1ACbkfhC13wSwpde+gKai4DokX0xujnDubgLpt/jt8lIYVWOhcQHgV5XnfgJU3ybkwhtpnsNR/Bcp0h1kK6hYCoye7F4RiFEzHMr0dIwPuzNobgt4/EbTugdtk2EcJj5+iCrftXLhKfCHHtJ7Jjs10BG6TQVsul4iIiLLPW1+8oYeIskvgh5C/MO96PURE8YIf9zKLv5Ml/q4Uk5ZME6+l8/D3cy8keXZgW50elEeWCn2f+RRDf6ZSyajAC0ORu3TK7zXMI/H03l1K1dWynu6dS83UlPsupsTe5eTn3YnlvxDmPuaV2mN4ydTm5wbug7yyifpuLvczp9J5v1IdFzzPIxK8f66gdU+0TfGCjx/hteVRy6BH8IKPs8TzTk/bbRMRERFRc0UHXIq7v/YEVn+7EasOWa+rRNklcgHquuvGY/HixYGR8USkFEzHxFTPVD1FFe5FDd8jSnLBI+gvsjlaMk28dOchj4XpfnI3i/QrqnI/u8l9VO4KLHQ6eqKfryR3hMi+mVfWGzWlY9y/EKiX60bXvM8mUutm109HgW8eksLK2Sh1+vYPfswx90pM9u46KZkY95lLUZHH+/TdNSXLmn8+k+nCVOQxPOPFsfQkvtjn3c31KsrHz0ZDKu+X4T2KMI1LOE/z++cJWvfE2xQr+PiRC0vu+1JQ8UDge+gyr2fiY1Nztlsfe3o+zv5RqqfNRr072EbbRERERBTVb98i3H7QHKz7zjuo+NavcNZXitB136/rsUTZx7LtD7LyT9ytW/c6Bg48TreIzLLmOJEPBJdHz9SJfb3+PKLWkL8yNrJaPlS9IvauEr0cVMR91lDaohcv5MOhYy7CdFaJ3qM2fv86P338gPuLiIiIgj328SLc+dHlupWabjnH4uwvX4whXxqBo/fvqqtEJAIfwSMiCi3vc5sKWnA3GhERERFRG/h2zhE4bt9hKP5SOe7+2m+x9OA3ncfrrvraZbz4RGTAO6CIEuBxQkRERESUvd7/7yd6yLUv9lP/2jgo5wAcYLk1IkoN74AiIiIiIiIiMuiyz1dicvA++6vw4hNRS1hr167NyjugiIiIiIiIiIho7+AjeEQJ8DghIiIiIiIiaj0+gkdERERERERERO2KF6CIiIiIiIiIiKhd8QIUERERERERERG1q5jPgLr33nl6qLnrrhuvhzoHfrYPpYLHCREREREREVHrRe6AkotPV199dWASXZwiygo15bCsb8SmcDYa9GhgJUrjx5euNE5XWLnDPD+rHDXGeXl1IiIiIiIioswT+AjeMaffqIeIKEbJItj2B1hWooZrJ2GWc2VILhiNQTX6o6L+A2e8k6phMtKlp5NsKuuti0rBdNR7/e0KFEXmdQmWObVFKMFcjORFKCIiIiIiIspQMReg9th2JKY2EXl2YFudvPZHnzygoXIWqlWroOIBlOVKveWi87oORU5lGCZW9FevczFN7pzyM95F9Q2U6itVDZWnx9SdO69M4ucjd3ZFat6Frx2oLHTHe/M3TqfK8ct1czoqvdvFAqYjIiIiIiKizqnZHVBnXfGUk969TogME5FP9RhYVl+U16rhkonOBaf6ra86o/KP9N3ZFM+ZLu5CjIFpXrlH9nFea7dud16b8d+V5akpR165mpdvXG153+jFI49cDBo513cn1hZU5OtxjrlYItM0rMBC2WZPw2wUqukKKrY487eXXeLcETa+cgdyy16IWZ+SZTLfF9yLcwmmIyIiIiIios4p5gLURx/+C/NnDnOyY+fvI8NSJyLNe5ROLpzIRSX5nKdURB7B0xdi2lnNkrnOa8lo9zHAotFqfZXqJbHrG+k3+Uq4q9UbZVXeMFBQcgnq1DQ1s55BfoncieVqWPoM5HqUXNRyLqzJRSxpB10k01o6HREREREREWWumAtQn376WSSmNhH55B2FAnmtawD6uBdm6ra1/i6ePMO8GrZtdV4L+hzhvO5VfUahuG4MRtadhdHujVgxIncyefF/7lUCLZ2OiIiIiIiIMk/gh5C/MO96PUREJt6dPAXFw1FUNhHOZ5KXX5Hw8bpU5EbmdW/kL+LNkkfpcAkm+z+8PIn4O57i74jyRPpN8z6HaQcqS/2fyXQERhX3d7YzT1dE5LHAyHqmpqXTERERERERUeaKXIC67rrxWLx4cWBkPBEp+rOcnM9XKpiOec5FoWGocv5a3asoz9MfrC3xP54X+QyoBB8G7vDmJX/5Tvp7fxFP/kJeGooqUC8fXq6XO7LaveuoKn4mqp/3OUx5zvL6otz5gPUo+UynmL/cJ2S6+ukoiKxnKtumtHQ6IiIiIiIiyliWbX+QlX/ibt261zFw4HG6RWTG44SIiIiIiIio9QIfwSMiIiIiIiIiImoLvABFRERERERERETtihegiIiIiIiIiIioXVlr167Nys+AIiIiIiIiIiKivcOyFT1MRERERERERETU5vgIHhERERERERERtStegCIiIiIiIiIionbFC1BERERERERERNSueAGKiIiIiIiIiIjaFS9AERERERERERFRu+IFKCIiIiIiIiIiale8AEVERERERERERO2KF6CIiIiIiIiIiKhd8QIUERERERERERG1K+vOh1bZepiIiIiIiIiIiKjNWR//ew8vQFFKPv+/L3DAfvuCBwwRERERERERpcN6652PeT2BkrCxT46FTz/7HF85cH988V8eMkRERERERESUOuvN3R/xagIlte8+Fj76+DN8/aAD8fkXe3SViIiI2g9/RWvO0q/k4jHSHI+RWDxGmuMxQpS+tvleYv3l7Q/5XYmS2m/fHPzvBx/j4G8dhH9//l9dJSIiIqIOw/NoSoZnekQUItbWpn/x2xIldcB+OfjbPz7Eod/+Bj79zxe6SkRE1Hb4CwlRenj9iYiIMon1p13/y9/3KKkv778P3vvbB+h26Lfw0Wf/p6tERERERERERMlZb+z8Jy9AUUK2OkK+8qV9sfu9f6JXt4Pxwcef6zFELv4fWAPuFKK08RcSSsbiQRKLP2ua4SFClD5+K6Fk2up7q/X6jn+kMK+NuG/EQ+j60Fyc2VWXYjTh2WvOw4IG3cy9GpW/uRCHBk7nr8vwRKzTYxynzcLCn56iG81tvudkzFjlDvea8CRmjOnuNl65E8VTljmD/npQ/8D5xHlv0SUoa7ws4TpFmbfZXdZRGBe4D9uAs/3ATctvRT9dMjLsJ1m/hT0C9oE6Qg768n7Y9c7/4Mieh+AfH/5HjyAiIiIiIiKiTq2NrlJaWxr+nuAC1Nv43bXn4fHtuukYiYnLJkcvcLyzAJMuvw/dptTiqhOjtd/tHocfnbgR9498CF0fnIsfHa7HOfz1oD4BIvOWRvx81uJEZ918dQT0D6rHr4Ns393Atb8eh8N0KTHDvPQ+2okjMda0jFbT71OvkTh1FfQ+COJfP/+wzONW4Gbz+n39wP2xvemv6JN7GP72wWe6SkSUGv6fteb4f+kpOR4lROnjTxw/7g0iagtt9RuJ9fu3/howr7fxfPlYvDTgcfz8nCY8cMYj6PrAw/jhO3dh3J3ADc/9DH11n91jN+CK/nqyGJui08Vc1PDXg/qkQpY/FZio12vTQCy4vtAZ897TE/AbTFXr3s1pu3z9Y5YVVA+aTyLx2+Pto7uBO1u6namSZa9Df+e9CfDOE7hlFnBNxQU4VDW3/GoAXi3U79+rsfvQ75sHHYD6Xe/j2CO74t1/fKKrRBSMv/IRUWvxAhQRERF1Hjl79tgwZvcGvLR9BM4+q6tqu78C2baq/2ASfjKkBk8/1RTpc8IP4qaNxDddYD2oTyppwtvbe+PQQ22827QdPbt1i4w75PDe2NWk1jGgf6r1P6wHTjpR9kG09lzZAIw7w83sl/39JXHb8/J8PNHjbpT8IFp/96kJkenHnfFzbHam24TZ0i57HO/65uf2nYDndkdrwZFlqP+M43QOLcRJ9ir8wZnfJrzyou/9O6wneu5qjFm+E7XOciot882xLKed7ZH3kYnGtI+yPbb6gmQYhmlNYn4WM4wphp8/DBMT03GT7THtp2yPaT8xTDskx3Qy6WT3Tuzq3RNdnPYeufwgV0/0eNWUCx0yEOljiky3Db+98lRcdKY/N2NjZH7N+9y6uMk3j+BsqbgZu8dfiOOkLfPT6+TEWUX1C5zXVonpn0Ldthuxe4d7YcptN2Hp9ePw8oDHMH/JOiclJ/j7S/z7aiOqfr4d5597ckz9kLMe1NM/hvN7b8e773jT5aEnVmGz05Y0YXOTrWre/JJF5iFdTeO8dMXInw7By87+vhm4ZVJ0uw/thq47duLdmP4q6kCx1H/OAZOj5q9esz3xX0jZHtM+yvYYf7gzDMOkkZifxQxjiuHnD8PExHTcZHtM+ynbY9pPDNMOyTH9wuPk0J7osWMn3nHazqUT92TTbsI7jcDhh+k7oyJ9TJHp8lD8m7WY+4w/d0Ee8nLnF9/nLhw+73Y8L3fo7H4Ct44eiIud3IXNkfk24fmfDMTibo9i6mi1Ht6yIuNVpCDLCOyfqO5F1s3X3r0RL+0YjjONfb3INO62ba78Gd6++DaMkDurfHXpt7lStulCvH3egzHj+5/SG79dtMmd1yuP4qVuQyFP7HnTJU78+hr2n9TuAa7Q70W/2oGoesWbphsO670d78i+9+ah81/1Zls5Fr74b/NxWRl5Pxhf5P/UM0yCmL6OGIZJHOP3W4bxx/D9lmH8sZlmMe2nbI9pP2VzTPuIaZMEP4J36Hk4c9AKLFnsPsYmF0ecCzyvPIaFO4ajnzy2dWgB+vdegd/LBYz46XUi0yWox/bpisN612O3XAQ59DxMeXoNHnFyM77vjG/C0hvugH39Gkw5Uy6CudN957DeaPQ9cvfu7h3o0VXGm/sH1yXRHeSsm9dW6ygi7YA40+x+AksaS1F65uGxdX1Af/+aF9U2vYh+Lw3CFGcf6/EnjMOYxnXYotpbXtqB/id0jZkuWZy+XvvQYrX/3OU88vRNav/twbuvrAYKC/Ad3ef7Jw7Hppc26undO766HKqn98W5AGVZ+O9/m4/Lyvi/QTEq6uuGYRLF9HXEMEziGL/fMow/hu+3WR45p2B8Uec2TFxM+ynLE3suzJi+tzBtk33Gl5ZPNR2EkkNOGILPHhmP6VUv4m38E1tr5uHZjUfgmoU34linz0E44pvv4/4Zt+FvvS7CcV30tO8+ieVv9kHvLm/jtUV/xEEjRqL3V6LztW1/Pa7PuzV4/IkPcfSY+Gl0/jAbd3/0I1w/+PDYOt7BHx/4I752bgG+Y9fiyVv/iKMnXIDebwb0D5pPTIC//eF3+KjPKHddvvp1fPaHX2D1x4Mx4MiDDP0lsj1PYcXGzehTMgOnePskss16Xrr/+6/Ox1sHnanm9y89/gIcl/MYFvzlE3z04ak4dzB809Xi4TE/x18LY+cRjSyjEYc6+8A03sZXPt6KR2s+xAlD++BA1X598RS83/Vid3vercXzb30Dp+px/ukO2G9ffPjxv/HNrx2If338n5hxDMMwDMMwDBOGmE54GIZJHNPXEsO0R6y1rzXKTTNJvIQ5583HYRWzMVz+dFq89xZiWvmDaNJN9Locd9xdjC6B0/nrMnybqkSdfONKXNpPN+K8/7srcduCBt1ydR83B5N/1BXYPBMlM1c6NW8eQf0vw88D5+PfIX9V0z+EW3CLzN/hru/LunVSs3XV4wfegaqrTtY1Ed3mQ58ZhvvW6bLeV4cY9gmcecfXTfvTI+M3oN+TN+JYXTGRbYpsu3891f4rfWVA3Hq7vnnQl/D+3z5Ar64H491/fKyrWSyFrxrKcvwjeDG4O5rjtxEiIiIiyibWi5t38nfgRN5bhLvuBSZMH4NDdKlz2o0XJk0HrrsPpze7uGXh6189AP/zj4/Qrcs38df//UTXsxe/aCgZXnAhagl+d/Xj3qBk5I/EEBERZQpr1R928PebJP72/DWY+vZFuP/KE3Wl8/nT7BGYjdsDt/GgAw/APz/4GId+++v4+78+1VUiIiIiIgovXqQkSh8vkbQXa8UrDdy7lNRXv7w//vXRZ/j2t76Kf374ma4SERERERERESVnLX+5nhegKKkvH7AfPv30P/j6176MDz/5j64SERERERERESVnLXtpGy9AUVIH7L8v/v3vz/HVA7+ET9RrtuPNzEREbY+/kFAy/PlLRES097XV72jW0tq3+PseJbXfvvvg8//7wrkT6t+ff6GrRESp4Uljc/zhS0REtPfxdxJKjkdJvLb5vRX4/9AhTVGzNXQ0AAAAAElFTkSuQmCC
Автор: Ария. Приветствую, уважаемые коллеги. Подскажите пожалуйста, что входит в цену перевозки за тонну? ЗП, НР, СП - входит? В каком нормативном документе прописано что входит в цену? Заранее премного благодарна)! 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
Цена на перевозку
Автор: Elena. "Ария пишет: ЗП, НР, СП - входит?" не входит. НР и СП от ЗП. А стоимость маш часа не учитывают оплату труда машинистов.
Автор: Elena. "Ария пишет: ЗП, НР, СП - входит?" не входит. НР и СП от ЗП. А стоимость маш часа не учитывают оплату труда машинистов.
Как применяются НР и СП к расценкам
... Подскажите пожалуйста. Если договор с подрядчиком заключен как текущий ремонт, может ли подрядчик к расценкам по текущему ремонту применять НР и СП коэффициенты по реконструкции . отражается ли это в бухгалтерском учете?
... Подскажите пожалуйста. Если договор с подрядчиком заключен как текущий ремонт, может ли подрядчик к расценкам по текущему ремонту применять НР и СП коэффициенты по реконструкции . отражается ли это в бухгалтерском учете?
02.10.2020 22:56:49
мне понять важно почему в бумажном варианте НР и СП меньше чем в компьюром варианте у меня, за счет чего снижение? я не первый раз с этим сталкиваюсь и все никак не могу понять...
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02.10.2020 22:56:56
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02.10.2020 22:57:06
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02.10.2020 22:59:51
Пришлите четкий скан этих позиций. Цифры плохо видно.
"Дело не в дороге, которую мы выбираем; то, что внутри нас, заставляет нас выбирать дорогу." William Sydney Porter | |
02.10.2020 23:13:34
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03.10.2020 00:43:20
Относительно размера НР и СП также нужно проверить вид работ. .
"Дело не в дороге, которую мы выбираем; то, что внутри нас, заставляет нас выбирать дорогу." William Sydney Porter | |
 Участник Проживает: КраснодарСообщений: Регистрация: 18.07.2017 | 03.10.2020 01:04:51 Виктория, посмотрите настройки сметы. Обратите внимание на применение вами коэффициентов 1,15 и 1,25. Они должны применяться только к общестрою.
Изменено: - 03.10.2020 01:10:26 |
03.10.2020 01:16:02
Вот такой был "талантливый" автор сметы. Поскольку, вероятно, эта смета "конкурсная", то увы, поправить коэффициенты 1,15, 1,25 уже невозможно. Так и пойдет с ошибками. Скорее всего "Дело не в дороге, которую мы выбираем; то, что внутри нас, заставляет нас выбирать дорогу." William Sydney Porter | ||||
