4
1.3. В зависимости от длины трубы изготовляют: мерной длины в соответствии с табл. 1 - 3, немерной длины в пределах от нижних значений длины и до верхних значений длины, указанных в табл. 1 - 3, до плюс 500 мм.
Допускается поставка 10 % труб от партии, укороченных не более чем на 20% по сравнению с длиной, указанной в табл. 1 - 3, для труб с условным проходом до 150 мм включительно, и на 25% для труб остальных условных проходов.
(Измененная редакция, Изм. № 1).
1.4. Переход цилиндрической части трубы в раструб по наружному контуру выполняется с уклоном (см. черт. 2) или в виде уступа (см. черт. 3), а по внутреннему контуру - с уклоном (см. черт. 2) или в виде уступа (черт. 4).
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joqjN2+m4BTwFFmP/8/jmLUqkLRhhZZn7wYNpVYuYWk7A5+CZY5T+v3TX0JjvJtiXkhemtx9Qtw5llfpBf09V/ky4ZmyDWQwVQ5a/XOZnIwc9xntYAZj++YKLA/s20kd3dBYP8kp3b/Bvr55gz0lbE+jY4WPGnjQrzs6nzy7f5O3j3DHXd5e+9sPxB+CcTysRe+DxaVPUKl9ejNe3zRMHMTxuZ1fkBxVrdWQjXxdqvg1bHkcUTAg/fmvtuXAdfZETFGFaJn++EZc5+eC8bPGnimdGxbOr853ZVVf6GYT9js3gOovKfHJBveHUkCmKZ+3izCeywetb6KSOzvp3YzeRsglhodXztXqmmMZV/+MZb5Rui8qe2SZXfs/IucWitF2KIw5xfFFxXCqMK2droUcjNQarMV/57Q2vMl2/BfH1V2mKiJUwXRC3+1luhGUZWdf5z3xw2n1aJXxn2T0vR58TEwxg76ASXPiaUltDMN10QY34btEuGkVWdX1X5+soWO+gYlU+HqE656X+AEs+OjFVeT1qKGDu3DAsz96j0tvPVkR4ApscXOq4Who9sZikHorer75KvJny7aias8se/P6Tez0YcLnRSDx3gDan86k8A8DQ3Lcic3Mzp/IBDU1sMdfjYLVT+Z5E9dq4YE2jGjlkiZlS+wsEhsQMUx7OlGY0jk3b+kaL50Htxl1T52puCd/E9S/T7xWOwTI26BiSQ3mOKFrkGz3ObD6nzM8d8n0mGYMaCt8g5wGjW1S+DWGI3EsT60ORY5W3jG4ZAiXt0EEtOugNYjhj7bdA6mUS2dX7dzEdGBXNRbNyg035ACTb2m41M+nY8Bb6ub9h/SIlVI+Av/lYbO4t3I2VUr6ia6GpYAmU+G/spIJM6P5ouqZfWYs9pEcQyOh8bN64cpSS0saP9TSF87YuIwcPMTwFZtPOfe1ydQlu4ZqP+9+6/HhbqpAxQ5XuR1xnIydB09rGtBCSAzXPRM6sZDSCLOt8zbqZD/7bYZAcTeXRZWb51PwsHl9So0DfcdS0ooZgvM3ZiseTN++ECsIfHMbJo5xvm+4/lhPm2hyVigTDNfOQuqLWP+VsZdSODOv+5B3Sgdv0t+t/G2AnEjqIoP/7vQ5W3woVj8FXNXIF07aD8TMR89vA4RQZjuF8YUm++Zaz/jelz8wuMtIaT2I4Lz4yNEhd5bqIywV3y/mGqIPFgne8UGdT5scyPxo7ifoFRy4gkS+pREhZ3gcDTXIeQdd0GFZo28/FH1L9AdaoWwWgtV7dVJrh3DoESOnOamd8eyCDzowtu6W3krJlPs9aFBAq2eRwhe8w3E9zeq/UEd1T8ZFgULr0L+cWuHw/JN5RTtttL0e4h7BrM/OYhe8wPLzu02Duq1CNf0Uow8VvEyi9fqc5COWn1ECiySa0ZwCYcO3+8VojuE0R5Ai4KM98Rssb88m0/VSr/xPNUinx1tTcMC+bTx2LRR8bR6WyqILIcqHOzf6IN2isDyBzzw2fZ6gEA1ZM08S2yNFfrjcHv6h0CC6Y3vlqN9MHtKyovS56rlPqTv0C0fju0VwaQNeZvVCk7Yt0blco369Ax5pfHT6y8FgqTiAiZu2/RN+g8Tl/l+9IQFpbPwA76YmBYLdSWBGHmP/voLS0qjivmawXuP5G1o97C4YLoBx3DEmJkFSgyuVl2SWymXXpkRfUupZn9bO2nAskQZRCEmP/EQKvyolJivsX2UjTzo2lA0DXQsVOL1CXhJd7FQW61zIq/EUiGqNauMr98vZi84+MtUvrpMH+Tnu2iKTtblVm0BiERnd1vmI+ZMuYiyGPWMJ90cbLibwAxzNekaZHSd8x8/RjeP5wYO3Tez8wtoLEzuUX2wd61+xFj53OVLlhY8HfV+cajy/rFOPawzPwGIEmhVGGE+a2a7LplfkEPXWa2i6n88Selyi9chah8i4wdbVQhErZB4hqJR5ciPyn0F55zU205gmKINH8zyfzgIIYSzoiglNTm9oVfgiUOnSLnoievGgIlaOYrlV8n89vCK9dpUE0u6zljzNfeQDNxCbv2wWpoo4ydGAn8fJVBId7E89x6kFHmmxW46inKn9bGDpYuMNUrXwdOwMhjmXyccM9BkPneyAWCl6fXhRjma3XZ2TPcoHsx4uAEawHv7aRI6Sqxe0IUt8oV7gB0RsU68Ub4yLiv/of829K31HZBkvk8z60P8sCaEPPL191amTN96tqE120QTpkv0zQnt0zrDRguuxMWV+kCNsxHfPm2vadnkpKAL4J59kVxqXjxWSe1lw94bk2f+S01dtwyXzrnPWc4Rjgno4Kut89ehpRK+ZiSjCyUZ58nunWghvlqJpUN5nvPJYQNrVGROhIsidskEkGVfgWDR981nLjycoIo85Wxkx3mm+it6PkT0Ngp7ZxeoWXIYQGtli5KwAHz6RUrbO3bQta1ZxXIpjf6r8Pzdjzm+9NCJCvBZlTQ7nRM4v7H7iUktL/JWyIWhz37ZB8sLu0Cj22kmb+GfZuWUEHclXfpOl0n3vghyZW+m1o0wXXE/Mn1qv0DzEdUocem93xLEDJ0nhmdj5P2+tzF88S+Bdj+EgwDzzz1slL+xnNztgZumO8nJdfBfFoCy1u4f7v84/lnXQJK6N5olojFYs83homC2KzPpS7BMPA8bSaPd80Waa5mhPl9w9NmfQriQt+hPOhoyo7D7H4LWpNd8OIxHXiD0TPUdZdg4NBacZVQ66YrOukMOcHtdObfHuY5NnX1SITZx/pyWKUYlb8czK4xy4J7N8Iq3zOprqS64MVj/okYINpg07B2R2xosNOZHzEKLDya6CPfTqbukxKmg6HzT+oioWvcjnShCgrS7GJzH0MGmV++fjLEngK2zObB89QbmrKjveiYmU+aMi5S4uphvgJn8mCINRlb5xpzwfzoI2Eq38gmc+WXrto9UZHY+no4lVgvEVgHTzdE+av/MCzvc90wUVbdNWyYzx5OFPpc1jCyxfz1sMovfVWpfHTHBbPIhQrfJk2JI+0hLRDso/REV4h3WPSQvCLGU5Yp5mP63GjOhCr/1D0CT9nRidKY1VX+6lHVBwffOYw/VrAgFPMl2MEJI2bc7GzmR6YuFvEn2h6i3UMuJDCRuGtM9JNGT8/QjDsFIxZZY77OPPKBpQuUPjWs3lc8AF/O1pSheW0x30BE4nuPRWiLEzghZI35ERuAdlda2EOYX+e+nTuoi6giYV3QKzTSBeOZbzHRRRcE5BrZZj6WLmBUfvGPEJVP+/ItLKYSmRJCjhtQJy0Xdp9IVMgqnufGI2vMD5v5dPwpociTf6HGg/PPBCe4D/z46HWVLnj5EHwbvdUz1gXh4clmnsv+zTjEML+TI1mlG4JmPuZBN0+OeNBtmG8kkCqjhw1aBC3HxKPIEyj0rhVdrdoqtX1Ry/zz3jvUqsIkZ35IBeI2rm3OgcWogKTsWDBfn1eKdUG8B9qEtdjcr0FttbVwbOxU5rdY4lvvoytmnX77zSFaNCeYWhetz3wwf4eQ6QKDAo4dWTHfRX5yYubb2PoGnMxTRY3Sb2HczzHz6/aPx14KpmTp1OPLO+UmO0v6IYlPiJ+NVd5veeMQeB+VQIJ1wfH+rc6Yz5PdKiLML37yDUMtK4tb5hc/Bk7rTMZOQubrLRksdjQhvf0uQsCFp06i66d37YxPWVVkDlDHOo7U4Zb5DfjHa6+EZRScOEFIGE9T8WZ4YXP5nsvxa+hzjGySiw5YqX6e63pg5qNXInNpkknQGp0u6u1jlR545e8Wlu6Yt+94Wu9vVK9drdploH2QKeY/8ILvzl8xDx7XtR8RD992EPOlhLHJrE1+Vv01dn4rM5wSMz/wMG7CtzBBPjf2ZhW+7fnyICRi+iFm7Ex9/gr5tqKR8G1IgplfN8LMx1opfTSJ+WY5jk34FiaId6tkNpUWSSShjB3vcctfnfGLmMVGtSh+UuTd5Akzv7WqoDnMdxmhElf9DqzyvzVWeT2vH+HX7vvlHZDND22YHy2qTUxXI9+Kn5kPXyiZxeQiY4fekmHWfKnyr/xs4Kux6cvtqivfij8cxM0M83vvGgJktB/RytjpBObHLeCtI7TV6iZvJUJKPzPMp1X+jcOCEkEuctoe9X7BIJSrVvqEit6itDZah5nfGmSI+dqyrqD4Z3C6wF1X6HeEb5N9lIhF37C2qRKNGzoE/OW3h/MnRuXL0SusKq1481whkC1TsosMMd9/FNrHbkFa7CK/95iSeHIxJKHDtxVDGkkGGf2BKsKS8+GTs24errwWbhjGHye+pPVo/lzm82SG+Z59gfpmd/+t0YSDp0B8Kz9/ElUXtkGs3sNIeWmzi76IyqDoeTBeY4+KH9gS+vwBkT/FH2R+a935CZnv2SgoV24aJkVoN/zWXQ8riacWQRImiIUpkvLdug+ugpfJPncSUVQq383ewSmRN8UfrB1UR6WPZMyvju50dMlBvoBNB8OYbzoqchEtQar8NUP94N/X1UPmK9R18qP5g8xv8TzfEfPPWwCOXB4VCoP3g9ehWWvdN9xvLxUjYTGHrgf50fzZYz69ltvC2EEktt6r05PvW0ZcxCJjBzmp90hZ6fxmMx/x9mYMmWM+soTeeFN6Ln6FVPmJJgLW+TjJLCaVsrNm6QAooM+0OO+Nddo8xy2rQ75zkRnmezNcWGnREj7fEJGtH1ZvV50FG8QmZWcBlbGDpuxYdkGLONhb69T8OQlued6ONnhkNzo/UfjWgvm0hBFJ9zZTvf0ikKUZA39n//dLkZ/aK/6eL3ufZmRZ+xuDUwJTUs1AIuZ7S//ghcSeH9ENJZ0kvCVgvu0Q540ZDZj8LVeFKaPqDWz15CYR881jkF5C4cYeumrZACjxwIPKvEbmG4IM3z7/9WG8JLYpFh55b4IuhKHFbu6UUY0AdTLz6QVQ3uC2SlCxI7wmkidYOumCWqLn1W7wea+6WwpsNVt+Priv8vKPY3VUqVB2z4y5x/XX96OOQTaYT88HaQmL6JJJiO95sgiHjz7ys5349i1ejfdsorrgwj8YBm9DefvjBBpS/Jn18OeF+bQf0Yb5dGDVVsLeRIcfpufphZDEnS+EVL6GVPxyb+e6cNXZx+6f07V/7sI6f9f2yAnzjR8RCR35mpbMlLGQSHYANcl82yEuRqCu7P0AsjfbrTK/1cNaEuaT4SULY4cW2bq2f5wQ0eY1uruU9jEh843yEVudTyVQxFyi2t71IYOzXW+tRgv3D9dIwPy7vqX2AIEJZzJ2sNCRzoYX4sRnQRGLhDda5TswmDziHyxAEnd+eydwjdJfipfE9K2iXvQcnNAfsmP12AR4moIEzCfVtXX8CRO5+RPq7bql/w7Gb7V5ffnbPg7fR/F6yW/DXXD8iLS6Fu1NrvJBiUZNHqoOOws2TuymID3ml7aZjB3Ym+Kr/LTDt7q+E13DK8cH4PmtVvlXLACOMaou46kfLeeJM+SA+U4ydiaPKZMX0Yy7/L1wTs+D+157JX6R8a/Jv/WfDUu4SLFoKKYbRAbs/iwwn3BZumG+9UVcpEdYlGMpFFOY+vDPtcp/D7g1xF/qoNaKeWL6pbtFI2Dmu0PjzDcTXCjxqHTPleodWflXnlCatlBOxnzdA5vEfEcSSWz+AG4cnjypMNH/94ecXK0pyADzCTo5jFBhqtbTtYixo3VtcSWSQfHw9+VTINFbur1on0XwGo26OSOoML9PdNZQUNr2zFhl8vdnv9HqFZiNMn/qT/9Jq/wV8U+w/RdK5WNBLLPhQrLIqydCSiTqgl43fhbugCqkIHruANfUlm6TgdziR9WRcVNywcF0YyZPAB3IfK0y26DEjTKf4qSTjB1P4lXQhe7liH3mDbDK14y79HNUSZCYgn1R61ncnlzx9x+3X0b5Cl3n7Lug+ztHZ+j/dc0VYsadSa+dGpj5LujkJKdHkIqTvMadu8fkWyRlJ4gHf3hd9BpS8etpsQPc2DUc/GcbUAtCZzPfDO4g8x/85ph8W34crGnLf/N+9d4HT886h/kNp602lMkZh+JvTYT+vSrw+eQhRzdxAumR6FzmU+nuV+t0pM2IA9uCLJ8sExLRhPgYxOjaCEo7y+eLjmc+hpb7UQLQHomOZb7OF5AAKtU+ceGkZygJmpLIsGFxEdNLSdYiD3On9uCC4Vt/EFzxtshJYndqTT01JlLE5qQRNIewGIKbg8aYX9VUSZmPNIq5xg3D8PzW9ECkHg3jsAmuvk+heIiQSBS+Nd2L8AGnhOXvH0rz8nWB1lVNQquZ7yJjx0Kh06NCXwLiGwk4fOtJrHjfUPyfpy54WKSI1pg7W7+z71ejmyyZCWLxo78ZqonSX4pmO/gTMb/nz+LL68XpYV1TnnjlUcnJ/otJnZ+M+dZLBJIYO9YS8AiXrtI/cSDwD+n0DIP65nVzuvar/7wvClbLhCvPXKNPgAli5etm985EzIf0pH0kn54CI+FbMjvSv8iK18HGTula2QULi6n5hgvm0xXS2SiU5f/69545R4gZ++QZN4P7ji8Ee1H5XvNhxTzvq2OFWq55+Twx4+N13CspGmK+YRykJ3XsqDIkjAxBVzANXbiNZv4wJZFsNmE738BOOvqwOjAFMXbMIAgaO0I8cL56k6c+lly5+DsOTZ33NsR8Ykd8C4VuRFCJ/gl5hwkqYwc1r80EF6btDvG0Uvm3JWC+bQIFInF4pnpTg2g21H8jaHfme4yDVkEZlV9cCQdQjhyRLV3ov5DqGwmTeshRwTCONMDRmMIKWR1Ixo6fshOe1dXeRW+0PnnR0X1yJiRyh3ZnvscWiC5B/YVeApOwINzqMfmGMs7LiAetDNN7lp1GMJ8uqmuJPGr+dmc+Fb+1zjlIRhbrDkZrdDqBApM4bychUfr09YSE2YvuvIAPcPL391dex0We0ObM91N2gJR4ky6AxY7KO9R8zoWadLK9VCLm0z2QltBRhxiBfGn+Nme+ZcpOMnVNuE2r5cBSdrwJB2hfm4ydZElzLiTAkEKumF+85lPJL2KNuplPqnwyS9Pjm5OUHQuVD/PadNJkR8YZibuGIIG7fqQ33oXbVe9FV1xWe6rM5DHl/r1lkQ80N6WhbuZT81s6S9PjW6J8AZMRb5GliTDO886eBx9k5CALmh6/dI2AVZYXxd/cNLa6mU8ZO9a7c9DMR1MMQdM4IpHMplISWA+8+e9k4GnDvJ4hSEKv1L98zgywA+q96BZf0NHM92hbqfXew14S0tF5Lx6d96P9QbmySmvt+bPwr6elzIxmGjv1Mv/OCbN4FFhCTPsRy199WjNy0fcTMZ/MtnGS1KMksHIQ6tqJRCQy6I2Z9SDKNPFS8B/T+6Py4W9+6H0o75XGV6z9FWI+UhLaod0k1Ml8v9aBotN+RMpaCtwFY8stypLZ8FbE2FETjhXzYE2y5z51nzj72gPJfAfZEdbZbEaikcUszWTaxPwC8le990KnMd8kqAjQvia9KR7zC/2vOTsR82k+2epaWMQiHHDRDkLC26MClChtE5IKYvD3iCpLpPPbgGk+ZNO1QXnqYr6vrwmVnyx8a0G4jwjVBTfAhuHUZipHbIf4hpRA7GvbQJhFQg7ZvchwQLxAuSAm+gNd4YZ3XtD7XW1Yq/7koQ2Y5kMWtw3KUw/zTb6AAPOCaW+KSUrEcoLrsJgQhW5EklhdFikWOnzb+5lVkMTUDZ8W8DoG4e1L1DP0yn3QJcolqhwB5m++fKYnGBoa2mD1X6i4Hcb8qsrHPZpOVD4tghBOTN0mEwZoq0sMilMSMN8ywNu4Q7MOiRv6j87bN1j+atH0se1/PeZLoDusNxsdyHzyjCOLyKtD5qcsQZfj5nGt8h8AU+bu+qFS+TfDvHPBfGDOExwK2mgJeucx/5Z9ZoOAnjtEfHqkt9obMXb2/BuZsWPBfNvwUsrMp4c426AD6eeiiX/DsuhCBrPBI/XzpqPjmO8708BSWxg7pIhFgNeY10i+gGfsfPzPQYny9gsqr4XloHltn1zUSD5O5HkTMR+UIK3T1qDTmH+Ld7Bl7x2AD33k2TH5VrOlTAB6zSuWLmDF/OQK3dYAxyQ+db2uj6fAU1RM+BYxsrUxjizbLF9jqfNjDFBmPgZr5lMxLF9i2xB5EfASNmEu8ak9kk8bfh2+z8gvJClXHwer/Kl7r0QL4ib3IbkRT7qovMnXdYP90I8FMz8O7plvETtKxnxbPiXpghYPc/PDar3gDf3LIAmj8pFjjLTKX3IFWFIT90NWCSN9g5mPwZL5kx/xoreQeT21+Vnl6VhxHtzQez43VnktLu2GrGunzE/SBe1TTh2Y6HAXtbba/urdWG2iFmjT0VnMJ6O3NtElmgo2F9G6dgPWlOo+q98Hd8Hdd44JtAsa87o5zKeMnUbnK9VGawemhR66Dcpjx/zJy8fMpw2/ekm8iK7m4kdPgvm2Q6cLJGQ+zSctQhs7SYLEk6eXlLETZ19rkBk7JnkL26OCmZ8e7JhvYTFqkZkH6YskykowjENVvravyd5jnyOWqgRZZSjxZ8uE4b4DBfDXGm3ANB/ZZH6yTDQX+TjC1sqgO6lFAsWXBgkJ5Cg0c3okcheVsrPw7xt1zjLzMVgxX/sRJSBdO7K/LB2JPdfAjkQ/UyaJqnXI/A5Ij1AS6KNqidMXwn8U1E2ajk5ifjUDBGqGlWPqDX0gF3Sa/KBc6Iblqhn7uuem34QnHKMV+xoL33Ya89cifxTUTZqODmK+CVZijNN9A4sdWeQLOCGc7UWSGTsmgQIJ3+47SiSrmbQaZF8ifZIYMz8d2DCfDmJZxI7EoVnyNSHh3rdLoMmRfkY8kh6p7OviuXAPpDPiXSQ/mGESqRAtgblN75Dz280DgHuJmY/BgvlVlQ/miI18k3Dgie0vz5YqHyOcS5WPdTDVBTEBiwzLXdLBhIRvzTWwlB0tgexLVL50TL4h6oSY0ASYjz1us9E5zPdVPlx9Rn8hzDcSSZzs3kz7+kWJVL62MpCqn/hC8txiFykWusoS1FiA+VjaarR+lke/Kf2dfF04Xvm/rJ5+2yshpW6DnlgP89ON9TvJx7GwqTShSDMELYdS+bedBXPANmUHObvtsS9LgcI9yNPaM78Oqq08IXo9UyHfG5P3OjRLVl3l0pt/bAy6l/zbbDtPbQ5f7v/VylvPfTdPyJNTvDNTCps/Ig/m1XkwxY9WvrjxT9Ufjo2WIHxU0ZLf+uIlep2/ePv8r8q3t+0/y/9reW+jHZFk/uRF/6KClchuSl60EssX0I20+MohQYgkDN/S9hBpy7goB62vKQnradGTC3EBjVilP7Jfv4eo9syvzIt8o0Pvt32/8nbbwDtn9T0zv4Ax32DmwfAmETP/a6Z83Gqh5BcW2Lz6dYc8m2L1LH3LauMdel2wIUPpwlePRCtv8qLKi+dUJ5lvkUTmidADczJjR2fs3HDWACyil//RGfG0ed3q7aXcuU014uQMoZyhIIJbUA3uCP2x+MExsXxu4OTfnjWftrnohv/36s+YfSSue9cF+lme9A+sm/rdAxPaCqtWKsh8VSEeBynmm+0FsHwBbVqjKl9nqIji6BB8JyfGDi1CamNaXeu73PpucJyd/MjPCWPHVAhyeOTuUyqvhZ4krrAQ8+NGj0Z27ukEFHQHVCc4fk9M9//dUrFvnjAnkPUMFZTWo5ivB11Bj8soWYwIImGz6RzdNxyY1/ouqHmtRRIFmskKsTZ2DhQICQNpWWtULZlnd4o8QrOMYr5fe1QSuQ0VyL6Bz8OSG8+2DhO0HIdPG4cy4jV0ZiuSsWNSdpAszfEpqfIdbdnFCEO3LsH8a//FUwsgWYyxg6QLlLbpDXSTMt/dYiyqb6DlIOMB9LOQEnSYy1gqiMQt/zwmGDHQGodgftUSBMliBu5Zr4IXsbaYcFX7h39Tee374ttB89rzMYG38fawRApSLpDMt0x+SCRhG+C1kGDUQmpPiPlX//vRnvvEtdXZN0AWk59Ss0910Elb9vZ9uXWeKC5VM/4/Khz5nqjOyc3gThPOQpMio4KTLqhT4hEJs4wHkTBHxsESRy5Tl0im87M6f3UA2f4Q8ysKo1KpAbUBkKVexdL3X4pafdpFazjqXwRux2t/WN6JS4jJT2izC7Svt//nh/CHEeOFQ2QXJHug6V9JJLwKiUjEVfbCstgrxO9Oz31Z/jdnxr7jZ/xYj4qjggEAY35FYVSqPaA2ALLUq1hM+GLmQdWK5qIWzAe4EIQ1n2Dm03e5+o5+fVLn4EsfjL1IdSu6q4WoLs0cecPSqc2yS05trgyCZqeez1R/FgpkzviaKUffoYn5Bflff+QBgijk5RwtdzDMl+SVx2D0yzhRxf4ozxWvqINYB0UgFrE8FFL2XWP/VKdjrO/zKhjR9+TWscrbp89cOF75nwXzvR6GMN+4MuhrJGE+OQqG2Fm1u1aesPbQLPlP3+JitA4B5rctCqLcL4dzX68N7ju+6+W3RsVkR5zUz1HRtTWZIPqbv/Z76YZ5YZnia1RHnv7smP53RdcC82hyFAzVZlXk6hOGDs+U/2RXYxtAM59dAPaodIcJ/x+Lj5+xb84cMeNHbzkuIBKyrlerDiW75bNvnFe+/vJ5vqXDaCVkJJOZz8ghKnYnM5+RQ2xjnc/IJZj5jHyCmc/IJ5j5jHxCMZ8zm5oPuT5JYfncqa+sNI7QQb1ywuAstVJwvH9vWf43UecNGDiY+S3CzF/4q3kOHXfQ35ciEN+tiSJX/hYSUEEy2SHmF8oFIXeee+3crh+/du6RU1r9cJ0AZj6BQJjWr6W+QxW+lV7eP8dL53h5/3+pdy9ELNNxXqq5lPzGpHqsnlv404/ob9+/dPKaO27Zp/58wdLD55tLdJ/w+m9Efh/L/Bi0b3ZEpV7+Gsl1Wf2zb1ytP03fGlqv66O4VI6KxaWPnGC+GG+4LJr5sZgolU5VH/q+OO/Fo2+pGW2PeGmP6z0CTO8P/v2lYNGLK8VocNNhNaovet5xzaaAOOZXtHE5dgWgddJPkoWdpITP/A0/aLO1huHc3xpse+JBr+JWnjEU14O3Den+738RaJOVY1ovbFuhX+Q3fYdCN7z1H8b6vqj3kcCYXy7gqY90qnug6LNeFSvX9Ef+9MJvRJ4tpNIs0He7fvd17U3BvwY74ibzXumBPkJaubRPd+1Cf9iwBpgfjzZj/rYnxkQrsHltufCwn2z6HfFi2bREz5DYLj+GFL9M6BCqtU766f/vbYxyy/v7xeRHTCKITJXUjfl7Q+LwH/u7hlRwzV/o90JPLPMjXa1SITOrliWyJktXYd/9S5G/VlT+LdDvvaO1KiXv/qxYd3LgOof/+IeivCawOUtBUq1e5nsMs0+whNeNGYkX4G2LvCq7qEBIIIc2aglkjwpTAQuvGiIk2pj5qmRYm4QU/yPIfnlakJZA1pZO3K4kbh3YN2/fYGlncak5t8eC+RCdvApOUvI69nXY/KEJ8eLRit01r2Jgd72kFLa38ZWpyfVvABfoaolVsgeiEtiOC/T2iLYSSJWZx4U7oO0S38p4uErfbcM8ERrgvP0Weq6ufhc2VI2rqVgtpm9Yly08TSTzz9kZlUary7GE/0VS5iffRsxKhL4NRihb5YGofOtKRvYlUqdH9lyNnCR23wcrL4WlFxLKwm5xe3yJrcc/ZGE11MfLchVNQOK2eYWYJxkNmDuwySDE9vvxVdWiJczXa00rlvU68J5TY/IJiyvfT+n8Qn+CwV3Y69qmq5cIDh4jXxFCiQOvka+zXwEFLFYJyy1RRN+dQwTzkdNttMRg8SvEkzZc4/QaVwUzNjjYcze4A2pS5tOtaCFiseGCYT66laZ+Fkx7SImeofcTOr8wf80QLpH2TpmkRF2XQJlPanRyhMS2DfudPfIN2oXOZ37vTe8FR9nSNj00LD+fGMv762u1pMynm6B0t/R7Fi/7LCzyDL3hAr05my0n0V6qJBBda/G8ekKPnGM0ddv11DW+cqF8vQBWtu6YT+5WQvbxxrfU85mPtYlWnHQPpDcnC29DZ818oHB0EzgY2/3p2jOI/W1cSOtXQDJTm9WsDivrjuKjY/gelg70tWlKRIKsEJqT1/ybVJSbXj8ESd91hXq7/HWgsaPN68ELEuh8W+bbbCGTaFOwGAma+boO4zWQ2V8A8aaIURXqWv5LsMo/sluFylBdbG8PwarBAePocqzbr2oEPlXGuwZiX+8oyfltcZCyr20trlhp2njWEpQDit6RqO87i+P/fMt15kPvRpg/U/eoUCk2TRTjchcD98z3fE+IXwobiMj6EwuUbwxzp9gQf/JD98o6vH01JDDyC2Vk9FwK9sE9OlqdSKGbGqGvgXR0fY1E/iW9M9ima2FpalKkzevi0O/BLaeM1AS1ZaXyjb4ibQa0B56sEpvqZb5XvmMOgH9L21liqhC1h0ijynASkdBd0IHla6yMeIz8dLjyuvqNw5DAjvtkSRdflyRwExJAmE+NkLSR6oD5mMrXJoPFNNHCYAqLnOO5Sknmi3e/NuJe9oKzmDfFHBlHkqX/RqSh7Y2dpuxQSTM/0SBIqXzNOHRT69NlKlTfFwehUk/eKL41gbpUtF8Cq4uJX0/qs6MjCjb6qtEeqBWMFfNrWsNm1k2bk/oGqLFjmm7+QljExBUQ81pfBDF2Sst1WX//a1RBqIdJ98QKesqnG8YfImsvSJsQ5KTIDJD0pAhKe/H0JkpaE+xCVP6R700qG/W071IFid7Gm54j+2r6WCyKTwWKrixrC28K5ostT7xy+05K5VvYQ/TgrC9CGztYW1K+DLHuVoEWtVIj6+X76rugK5R23keMkrbZbH5L11afux0/G/fqeXrTZtpEt1qcLR4u6T2XxH2PMP/MXcF/BQtJq3z/4WARM3TbqPwhWMJ4VJAcsZH9mnEFSuV3L3lKgCCZT0187OssQSBMh28R5m/8mYpoIva13nN3+Vw4wcnwonFHWDUrsTmbqNdUeT06P/yg9pm0tIhFhMrCpiKNZ0zCKA8ySxMLWa5RA/imuVAUa+qWYfW++nLgLtv3z5YeTVH4I9iNbhngRZhPa1JyMkLXlrhUmgS3vq0AXMQnx/pf+hh0CW3sYB1w4iZV0v5/rj+5iGJ+KKFOFFb7ZTh8hbpi701gxo4JVgqxCvbFfuP35etZtyXT+e7yJxNlh5ADGKnyvdpGVCk5odMBmL7vvOgdzB4t98YN6g2MwpS26dR5LF/Awp9NzN985pP6inaJN+QCro/5AT1hPUuijR2L8O3Mp+FnM6rWc1/HYGqzsnWQjPjyzi9r5YFMOEjmWx73hkhY75FO2saBdomWm2ItbZJ57qXHB8BSvqZsWRfIpGjLM0SqY/m7cpJY6B9vJHefYn55USgJ2y/Hup+rC6pkwHhoxzWeIqaycfHwra5lm8yOBLrWb0vamQhfw6RH3g5m7ExuVDXSc/VGQMDk44rCCjh+S87ldUsHukZUc9pORlJdMmbBfBd5L3A5dLDPJobrwdQgbSt2mXdExLAJ9QmfUht+C8OYXX23//oAIDF16yfkG8w4UX5OucYKH7iYXD6TIPhDDpMWxo4e3pGbrLpbvo7+8tLIVb1yT974LXUJOApjiokYO1qiUE4+Uccq1EGOFMJ8OpIVZb6uEOO+w4KV+oerxExwW/7SDqXyxe99HS66tcpH2PKyXhxPd0HSvKZdKsggaFwqPRuGAQFP5WNZmjW2TBS1ySBh5lu7l5AjAyMBg1p4k+wnFkMSRl8hBdHugJ4rkFMd9CyxsUxP329izXx9EfMtNrPQItiRizYe9AlKx3lm19ZLQBH9+DDjxI436/0lkuhr6/yJOfshAW+UJFU+chet8kMtHct8OApjwrdw1xiffmfi0S3gzocYQus82mTwemDtLNGceVgX85UgvfLPYmJuEZomW9q7CNZ9dC3DjLMwzOhMtGBecCyMS4W+CbYKiqwyU2Ew821zWmEJWmEZfYUU0+gridW//Em4HKtgi0GU9mh9hQTd4R5YneaDzPeu72PJos/63pT3wDp/5C759KDnuoLHtqq7L/xBorwNi+5jq41pUibJsLS+CTJMxvA6hENnlJTE6GLI2plcL6mE+aLJtGDrNrGY0SBSqtUsPJrkOgYizRhemeI5NQIlpb0pdRg72EUWjYNFD98HMa+97EhAtQgveamCC7+E3yXR2j06QSt5QC7WRRViPmmim0kRMkKSdeER7pW9UNOaaSJSISP7Dw9XVP4IWAqboDtiMdgwXzwdUfrFlXrbNMSb4nvQ4VYs/ZX2oA+sSWYPkfk4ttmRGB9oTlbtxnj4LpXpItADvQWnyy5snPmxDqjQ85OrA2gTnWwU+0EBltMGKKYVacV5qU4si/Uv6RLIEBDC/Bqlb4CoBU9zIFzxJCxGBTpHDE2Iv1y+0jli2Coo6+QHMjwENxRdIWRIwRC/7ztFSOdrY4dmPpYduVg+amH+v4BJYvTkLJQTEytnPUtscISsXh9hfnUaHkaydcN15DjTIrRugB/PYxwsQhfVs6/hMLK+BpYRP3qVfCv+4Q2NB+Ti9XWQRLZOF0SrkWvojKq9B3a2hYyduMJMbX5A3mXVFaQ5jQXd02I+ZlrTsSPPl4+m7DhZ7UhJ0EkW9t2YCiMjhKLtazLo4NnX3w0vZAhUAJ2lOXpI/mlVcSskUD5XXQ5OXCCHv6i/MIb5pjIwe4BewTMXS6CwYr6vFMOwMHYSNbRFHNA3dmAf0+SWB3AfU+lvVDhEDIoLkjM/zQCvdQg4KhBgvnHfkg5ehHKUAJ2xQzN/6tM3ENXpuSWQWSLeJlbMFw8fvW9n7be0sdNz7ScJCTR86xUdUS8mTRypIVJ72JvXSN7h6TojfssSSMQ4E5GM+J9/WL5hOy4YTwOs8wH7OsB8B/nJlACd30Qzn54l0u1KBN1lEXSKVZfFyBIGzXxaoVuofCxEdXjN7gm8hiZvk9qjd+37BvDbFP/wwsQKHSuqbTCNloBvcum49uX/cqScVa6u+7b2Lx13DXSN0ft3Ccy+NtmRFhk79syvfSKLaxgRcptiiKWyCPpvOPO7Yr5LFDuylrAJX5MeJBddkA4Sz/zSMkjA2Nekrl3++jtACTW89U+Q4duaoanLryM654SyZcj69PIFXgE3Wfezyj3UmAbeLHHtJvAaZhs6ZJZIpDbYMt+EW4NAEmVG9pc+IVBjZ4dQuylhqVk2zHdgXltLJNpHzmgOkvmkfU3HDkcvi36/+xlpYz3yvjVmX/D17x0ArjA1JlV+z9D5kICL6UqtxyQqbDEHtNVoQDkO//EOYcf8GKXvYuTGSu7l43wXbmtznBSWEf9p2QV71w+D19A+Jsy8tsgCJ0eFJtjXiLND5wGcSXpvk/KpKmCRVR5A9HJ07zGeQXqWCKxMDz4Gwfw9U6dFvulZBQ3Mm765S76t/qWbwcvpRlrci2wVYZ2Pg4nQTemgscVl/ynL2vdl2Nj5lqqR3j8HV5zuXi1NlfdsAu3rgi3zY3wq6gmmLZbIORghra3YAOpnPt1qeDZ3HcyPcW2CKs4odOyCdFKPIf7zyB47l/6CStnZpKyudUXYxWRcKvRkgk4oRTa+SO5MpL0dxpsYFz/SWY/mpL6+YThZTdnXsEqr4GsfkK9/8D9BgeYwn76LO+Yfea5G6V8GRDv0TbEszYdvJlwydQSxEjmnLQzw6vwQQu0qqPiSYpsM3CkrZPmGxsO3mLMjxDUyxpJohNRe5ofA0c/bICaESO1rfbV6Lqyw9HqKxX/fFObHZO9g02YrvtGuMVTlayfepuPAmfbGB6kOtv0WJTE4awwUWUB2UnpLXMvpa5Kgg1mYF7sIKsj8vpvB7jfynyp+hGiBI8+eXnntPnUX8aRIbVl4CW31FW0yQPQ5dIEyT7WxQDL/1dnRbyBzx0GykY1T2DjxSD5ZtEOCjPiKyt8jRWpdKlXoHojsRadcKsWVlEulMP/Ghkz0IPNptwM5/pGMg0OPXgAmjPAdzTQRqXFtMljkvUDXCHmySeaXdx79VLjUPUOitq0mtwiZLoBk7IjSzuVCHbm3HRRxk87WHInkKspB0MHiSCcFTOWrpUTYwtdSj3ztLiGPqqqLTtANI/xctvqqcZVvJoimw5HMF77+C6C2dzv0xeLHFlz8L9rYAVN2vIz4dXDW3DZpXheXHgXTIz2Xigt3Y+tcKgHmO/BFw0TxzALwSQ9fdW/c18HAz+QW4xmEs8r/Sqr87rNvaFjlh7M8bJi/Z1WU+jU5fXp2Ino/DrtTSg9eVHktrgDXP1nlfngiSWxj2xkduqHLGfIQNGSTAdMD4fV/o0KlRxavBHXtke8dkvY15j1CHVAB5ida1mmb9QpKALmPwXu6aDUqvKKfY8Sco2zD/BilH60nixAVXXJ/Mo348C7Q7YSo/OvVkfC9wycNABLlu2RGfPFEJKjgIgRMPa+LuJ+e7UMZ8VXmb+ymjJ1VPZBPc8cMZV4PbG7cAWWx0qMZYfmww6FB5kdbw4L5dEiUXitirRpSduJ5G2F9F/RBbdx/RPZAOIilHZoI48SRonor9MEqH3dA0Tt8CHqyb5HTerqmB+iQA4ydAEk3CZ33crWATdT7hkI/AZ+XYr5XW1bM/5uZp0e+iTr1zebSyLi8400yMDD4E0TT+m4k2EngicASZuBIxHy6k5ISpCqg3Uu0xLkPy1eI+N4OH323CzCLemqzNK8r4z+UpVl+ckC+dZ+WQOVDxk6VpNaKM0mYy8RfPGecFfPpSK4ZFRJFl2x2EPIS4uGMHWPswAkDo1MfjnmAEJ4YIB6GZj5ZIdbO2YYzLD0XeqLRzXbJGJJntbqsVH6lA94ZsR28q25Sq4jQWeKOyYvU+8VjoEh9xo4l8ytljxw+2HN1NfV98sZjVdHXCTj8tvtE+brsIewutLq2VeiJ8t2NBEaYS8dkysDo68CY5XrtX0IGQcN8ZPmNGUcR5msJ6BLe4R90D05Un3oYthr+wseRVGvHQuXbzoqQLYnUuezV2rJjvhA1pQ60iM12CtYJBZiIccjOvA+cBlksONVdGPMx6ZJgg4Ll2j0LnY/wmlpCr+3r2bsK/djv0QcxGfGwhKdqyZ1H6eGvIhGdL3o/oi0GC+YT1eWR1K9wa+bXzHKrbUZ7Gm2YTytBa5uKrqBkdpneZQAO33ohy40C8qno8C26CmrvygkZvt0Gdg1d7eSoYrG9FCxBb/mpbYjH51I9WG4QE+VQ79rz+qsSWIbhw1tVdRWXPEncBqSPN0Osn/naXAnAT00ze7lg+kvHjpLuIGSxr5wLVyGdj5M83caB+9q4VMjludhSIn3UAbyUaMdy8wHO0rTdGmpaxPkIX+gPS+B3sWhXsCBGPVfVlTXzYaXvT3/p3ZSS7LfkZcpg5rWxybDsSK1rl/8yuL2GBfNx+9pmEKRXt5PBNKPESJ2fRAt4bQ5LmDgYMlLrVtt0bWzyjn5+VZ9YzL1wqXwfFD/fBd6GmhWZGq82iT3zTUp7FZ7S19fsHd5/HnTX0ue02T14HTF026haC5MpkauQdKl4+2sk4PXUqK5LZEulR+VcpjA7wdzTwQhJT1ds63M63rkZ0PlJBkiLrJ+aw8zsmV9b8ungNW32HETuRV/k0MU71DtiXg+rI76RY0GmxrTVBWfEa/Na2Gj0BBIOjJ1z9qlyzvo6WAqtBZFsbuNMRBbR6UssPvqPB3AJ2kVVEajN+vV+p5hPH9hkMUskk4uqBa2D+VN3Rhwmapvi9UIFK7FGMj8sLoWTNC0yZdwZzwm34dEulc/Pg1J2Dq/RDmyxEUrZMYughgS4ZfCRpwYqr4XTdoHFSOzssM/VpmsLXk9h8ptkACZun1bf2uldCyf56h8Wl16H2AOkfySJzq8turQxuwKf8fpJli/gHYv5hUHiIsgelsbIKK4cIa5RKFPKg3aYkB422omHSWhViqh8s8kOqErNLnRodqTyqJz1v4i6oAmnHgRmflfCoIPNCp6LHg7cUN20DubXmDuyMBZH3VgzHz0m1DbpIFFYxqKopP/aXANe+GpcKshNxhfJ17OO7IKLoZVcAmeH9fiXxEbVGYYzPzckMOZvEtOHh8FrlEakvipeMEaVoz4fSz3M9+ZlPnorVowJVtLpApgvduLtlCK10LUumE8HiWnmG0VIzgrJqSdt1z4yD2pqf1snaq6BqPyn5U+7z0bi7lRIIaSu4ux8zKERdw30UTCR2tGpHubDqUdJN9mhB3dPe8DhW3H4Bjw70uuCyCYD4wdUxRRmJklWI9vBwf6uDvZIr3HzxV/C4pgxZONDHXRX16jdb6eCdeeR1N/+k7VEOUyelYVWbFTni6mx1cBfwCPlhddIg4gvlt6/w0lusYsw1zn7CjJpbtZXwB647hc6QQtc/0dmxIuJq2VdDdw4AD+sbUiBDGomYL7n7SdDCkogXm3SSr+LuomNajXrOoKzxLqYHxeFE0T91RGhw/rskjdTKn/95Bb8+U3GDnbsnou+4Sw/GauxbhVSQFwqV46ZTxC19MHsXv5ADPQausKFYwICHecKBtMSMj9RDmLcOFwn87uA77GraPWUkPnkhI7WDRaBMHqZgdlY5lfBBjPngmzsBQbByS36JDH4ELTyznMtCwqr/CrNIBnL/GQLY2fOLqgyTNB95h0ypBBn5uNpWsFHHfyPJwkJ1GQwNw8yrE7mm8WjUWCxI0HtpiQmFpgqRHi9gEhSseg+1iFgOvEw1TVOdKrHgYFxvJRVlQ9dxah8eOfRHQeH5JuFsUPWuL5G/LFrtM53EJbwXeJBk6FO5gODlpPIMyaiVx9h+5mt11tP990C6FovfIudwTSh47f9/wpzilK2ZOKdE+ZbTrKRq9hqdHIIRa5hzmU3S75VoTfN1V6GvmGxnnhIA71qE17Y4Qfd0SvFuP3qZn5NJBfdstHUMBY78lW+k/R+sB3cdEF9UC9sX3vORDB8a9qgZwhOT/7ykHwr9D8PloKMfrhjPpkKaj3Iqgefrt6YTgwMXCSZavV8TKGi1s38GKWfdvzNU/nffjcsYVQ+aF57HRY5Y7j83TPl28LyC/BtqOayPYMoWdBB50/AxDfr/wRcVnrPXc04ZN00zfzw8Jcy89ELBX1M/oXrZn6t0sdSdlTwC9lTRpQPkPkCLlZ0WfQvOmT58nFUlqa+Brazv7KvkQ3N9vzDkKoPJGXHeu4pEc+I5AED+sg4s/zvnoX91VJPG6uzUng6sV/4fvRBOOPLSufHGQT1M792quJghw98B6HfGSdq6fBarcphI4OuoCOvWgbrLdNUGqwQF048kvmb1lOPqvewxNZNUzo7GjtS7hX5D/nDSuGtmG+bQIETf/mOmCprgPmx6TuobELmt0uW5ssD2sH0UjckoeOU2M7+Kj+lZ8MwJOCtgqJ9KvTKV/hxkocU6CVjF+nYkbcL3Wq1i/i0uXTlh7oqcPpp+wKdJdocoRsbbG6A+TWR3N61xwLpkTpfADuTYOKt2thBlmDUkY+UfBGUhRYjZ5akvrZxkhOBsGkxAZZztVr7NLIaehwvpACnDpS+KBdBFf8QVvk08yMZUFUVb3S+lsB1votNwXyTIeIabID5cfGsaUww2Zp6f8Hp58H8ZJMSgh0LopPtMJeK3lKpMB+e35LrtZvCfOtlwqCl7mBdDCmgY+5i5tNeOauDyAJt53tTXgRG5ZOzRFRvQilMDTG/Np4Vm7czqjfpwdIFdil3ilj4r7TKTzn72GKjnn5FpVlPwcpWjeiYsfMAHpAr/ZUO34qF/0R4TKyZHyPYDObXmGTV0tjrfDcq/1TP9nPA/BhbP64xLSJUFiLd8zVbvgRGscw2emAQqzLyH1Z/Qlwq4/9HXR5zqdiu6E4wObVd1EL7VGZuWQVNIbV7CVsFpddNIxnxxkatZ6JeZX6XqQH1KOkzv0rV8L1cMT/u5m6Y35ytRqw36sHc6CqK5e1SHQPtUlknI5ix0BnxQpz7IzCKZbuLBeIwd7Dnrq17afe/++pKlWZklahD548qy2L5r8DqqvBr8hr9P8KYX3VFOmF+jVO/dlczbyKMxI7M2iMr5qfMa3cSqR6LZbHLs8zHnbml0v2Au3nb0IEpO9v3HyJUvtds9SwC7vL/bXw7tM633ckOpfCisu/ocmLtWCh9J+kCLw8IXfCA9oiCyo6sqJrLgTL6sJhv2I49TWA+mY+rHhTQ+bZZ1IkWzmgP+vaAT0LODZXKt9T5lSmTniXCOa065i76kZh7yMPrROeLqc0m5chD700i5Fkxo0LPEJIu8IL29S6EM1T8ocrFFjqJcua7Tfh210D83yt6Uhs7cPhWOROxTQZMkhOyR4VlMogSAPjZFObHSRx4zbT/N1/nO8hpRRlsmi1GsFHmixjfZqhPuYlQDZgeC5+0emgtlSM2tdn0UdDJVPr6Oep94HG4sK5yMF0socfyk9XiI3UJbSZHC7xxg3qDjR2zgAdeQ1feuwCvChHP/JfnTvs1Sc9wHTE/GNRzo/NFDPNDl3LCfAuVb19DLvTLkQIgYDLisZ39tUsFqRB9LAi2yUB9k9NYaiVfMmbRbH+ijJ3d4R2JpsZW+TeQt1cVAl3En0hS5cACMCJMUmc637Oe46+sy4X4Eb1EGSxXzWd+kvCtC+aTIWB3IQWLSTa4COo907Olyg9mxEdKrFX++rmHhvGbwDliJsXQItgNCHg6Xz0vdBGLzVppyy9s7GwPR0ITML9G6ccw31HGDr3gFDZ2jK5FdjQzRzBhGfHkBnfWzE8eAbbW13GGtKtTfG12oQNi7p7Oly0DNZu21NBt6EzQ/YxdyLNgGUxJmL9JhPcHCjzGpmN10dsnV81FgHf2/kLD19AJWuj6v9cPCHyPig5hPtGDfeb7c94GntTqlNDXioDKj44eSZhf49sMbNEsXBSdTo70zOvN0HYoHuOQ+5gVp+LsndRzJuk9aXlMAjDmtXhuSaBMIenDw3IBD3xGrxeF6bl4FBLwjR0HzPfmvI3Ulr1R4cGhzq9m/dVc25QcS9l5bJEsGJqx4yTbxrwn4qTO2MHCtypjx2yjFweTEb8OCt96+cnIGgyS+VFtXMt8B+kAdI3rRBl4R6Iq8ye3rENk8Fni829vKfMjtn4N890srQUndDThPMb1DIF90MuIR1R+m2yyY2eHVO3rGuYf3iArATlEzLhUsPwmvQtdkol6l6DmpfZJvpYZOyJm2uGU+YGt2/RbuovKmyVBWhkfM0EsAaXs+BnxcJLYzuWJayxKuRrmN2WfOr1m+qHCUuwSOPOtk3xRiyG8eLDmjkmZvylo7njXondT8nI/ukvItTuF+U1cM4bGwfQqKF+kugrKgNyFzrhU6F3osBwxqxwOnPlO9GbE9eic+bGhAjfHhBqPFBg88pIj6exIse4w2JYP64z4Rf9CMj/VcKMD5kct8JoabsIk22u17YP4JWyYj+lNk2fVUuZvCng2zbWMBx3d4UOn7NiofBcZO8ny/bTIEcqjOUKFbxFjZ+r+IfmGpex0CPPtLmHD/IQq3wSxXph/IN6CS8z84DxiOvxNoh0+bM6b1BJUjpiNeY0kzVl7uJsRdKDX/1V9KtFiU1sSeSk7q+hdwTqB+b5Ke7lDmd+MoEuyuxj7mrwLkqVpQpZ0yk4985VouZviXjpLrvaec/cgcQ2M+ZO3S18nkuRbfqFLnykDH2MkWsJ8P10A1h2lg/JHhdMfxy7cKcx3kKVpa4dgKl/t67R9XnUdQzzzkZzWMULlH3niOKny6UX6tEZPOaQQXLsGSafAfCcHwnkS42DGjslPprMjLTLike01OoX5taWMZ35yow3jpA66J2I+uQtdXcyfFs1gvjanzZQXK7pJEXOytDiZbnDg4T74QWXskD0QydgxKfHYku8F1KO0B/MtOEkx32mqo5wlNsHaqS65SVx0m4OzVMoOFr4lc8ScdEGH2ccJnC7a2EGYr1N2MGPHZMRnivnTIoPMd8AnF6w1EkgP1AEkJGPHWwU1awySsHWpIMx35oBC6sI4EtEjLinma32FBdN2vEeVo/uYNmO+iR2hRaeTIzuO+cm3ZEh0EMtlOksztApKO4zMb3TKDn3SAeKXMFsSJatxQTHfRVKL366PLRTNY779JjvJqlDH5hFVay6C6FqvCyZyJrYH82P1dTBvx9lzJFb5SZlvMgzRoHtIozWH+XTsyC969wfH0MoReEPZZvO56ILYNXQACUmgWE/Z12ZfImT93wS1LVF7MN9O5Sdlfh2qVSf5Nof5TjbZsSEcuZ+Zt6EZ3QUR+7oZ4Xx3WT/RRNwA87Wxg57xQeUnm1SZTmL+/kDlpMr8jcIsT8Q86F6+QHGKLLqLHOdkXZCW0D4VOIHCuFTgS9CbDJgFp/XPPQPMb6ID6sheMN9ktVpVizJf6atVXXdBlzD06T6BTjdpIvN9JFtaW4fKBwnnmV3r6C6IrYJydcKChaGSZHG7TkSvWQVVZb7JT0b23CXzk82OglhGvIW6nhYE87uIS9RxUETYq5UV5pMSdA25sDL0ytfZfwGrfG1lwD4Vb5OBswXUARtfBVVlvrM9QWkJOKVVxtxl14KZX+mf6/GbmABMuzLfInbU3ZWysdMc5icPc7nwc2mfSs0qKG9lirfv4UYBHhxJ7mF55AW5qr0gsG2drIa/OfsR5jvJs6oRaSLzU99q5MDHRgmJyfVS16LzDb2h2VIBGztPDFAFaQ/moxtoTjeni5u6QtZM65j7nJ+obKvYK1ls7K/15lkzvg0WpJXMx1S+hQe9OS1Vx6YV8F2oXQaMfd03DKfEm+VHsH3tnZPd5sy3nkL/GL6Si7hizEWax3ykYOVuUsTTHsjeWd6xe0iOmFb5SBfUi6DQHuhA5TsIOtCWnzZ2IptYimoM15bXWEa8PpedmR+CRxAfdEM7ySigx166f1n0QFikvKIseyByjJEJYsEan1wF5QWxGprzmBluMzU6uUEMwnyLXeiUxYDFX1rKfDRdwPjyLYwdB+2AbblIaw+a+d12AkgNkxKmEIUjsMRZUuUXnllc+yf1jKuEphzsXjKbRCJBrOf/fki9XzzWeH16Og9mvouIelxBmmbtJEoX8MwhdPVRSVrXaH7yT6mIpXEm0n3D8WqReiWsbfRp5Md4MWkL1JNAasusmRawyve2yTgHUkpOdqFrJfOxdIHtK9QbMlzZML8pm+xY8OFknRIP80EbO4i+po0dE75FFsgnZr6TuqDGLu8S02YUq620qkTDN6nKhC6v71izrYVza4ce2xMGscwaDDJHTKx7IxyxVIwbFGRGfIt3FKQn2Tp8O/t/xxg7xrLWgA/p9fYKIzX6omMoCZtAGGgWuVggHzsOA+NmmzHfol+TNeRCe1hcQ6v8wjPQ0XU6Y6cydhNZmthKfVO3pMqP7X2hnZbI/plco2ODm7nESGXWse3y2JsZCXKDGOwuIpb5gPpwbO1gsSOvWEm2Cxb2usHF9hpJ7uLCv0TOG588Xb3F6uvR6kH1G8UbhoAreCofnuDuEIpy2B4fdU1ouuILnHzKA+ir1Jgf0vkJdxAy10IG96EZevXRPZdAIl525PpbIAmTEY9oD8+ZiCkYu9Ui2BzaQd9Agx/RdaKxT0pOrOjhj2w1cejD98o3nWEYy3zy4Eh9Lju6Cx3O/GhbutX5WOxIlB5ZQRXderFoyvnuFvb1kNoyOCaAZEBnxOtyYM7E/YulROG0XdSj4GkwNkNXkukKnSMV6huxeTtkH7dIewFarSl2Pqry3Q3/ojACqvxnHySyI72M+OI5D0IS1hnxpLFDPww8KNi4VPSRFmdsifEmlq/0Z7jY6GZusupXhnGJRXuourDMH1TXq3lqF1vIAMxPTecHmI94U7zhqnglqOI8wiXLpXEXCEM32TlGvc3atRi/xkkrYP+S+MmwwJi/Rx/6s3A2KIG7lwIz3OSTIiyWNkBUlnjmVhns9rJN4nQ+uSXRjv/Q6qqBhK8m6Hx82m2dL4CYxk/+hcrYOe2PLyMuQq7BQLsgXZDkKSakRrd2URUmY1dBle/1Z7jUnrs9Q+QiqHfD2ZF1TtRVqaPbbtjWFj1tggwpIZaHx/g0dpTFCpYsamo95CWxISza0ihKOGWnfP3PxgSasmPKAWdpGgFsl2dCX1tPipLUpwXxD50ibTI/5h6j83XQHVH5JgaKqSuQHL5qDldD03T+3QclCQbfhBT9Uc2jRKrWOoEkidOF1kDWHu4EQQfPfp0s4AL0zqNIXZiMeCRjp27fbIxvh8oDsVFXYEHKf2vOinTNfDudbx88ojN2MFUrVEY8Zl7rPT6wbT/Hf41ySDbjDAay89gu8SX1Na1rElXFiVOVVit8zsTcnxmTGTxh96U+mJ0eqFG9ieg8XcZIVTZL52vCLX8QlrBgvsN8HKQt43I/wgK9KiMeDt+K8nW3yjd4k52K7S1DmVjKzv9+j3xDXCqk67UZ+d51D38xpba9BqpIkIt48yHXzK/qfNp5lixqeo6eFiHH7tHHgpDmtf2+xemewWA7LQJT4j2v5smrhqArWGTEK5fKot8ao+rCeviL66+W18A9KPBF4n0FyZn/aJWH1NCNHYt1pCiIp6Ml4jt33EUc2GWF58Ct/fWIjql8nb2CVIhZBZVgiYF1bjGp0RPVuJffFNb5J51zbVXEGDvknruYxeA1bDN1vm/tFD7e4nwB+2RQeuppcXYd5THBbkKuOKEscN82hFdBUVP58m1kRrx2qVgEwuwDBjETBxdDKFoQc4Nl/09woHfJfCrYYSGBPN3X7lXGTuzqIwPT77E9LKntNbwAEuZMJEcF63B+cubD+1F7ShCUsNDXlATdrk9+RuVZFT7n+Zf0aBd4rmd3aZVP5VkhMXeBM9/PTQr3N4fM/3OIcd4OesvJfIEkrgzhIt/dwtjR+ZGFh6DZxjNjysDGduze/dfDAg0gmfV/hQvH8Ed1sH4gXebHSES8ml5CSpIgMTFuxOYmOc1emMZFkj2cnk+ctuZcUOLZnTojfh1xDcyU0c7fwgLYpWLK2ri6tnhcxGgNC5w9DBk75SvVXMP3JtbguceNeQ2nRz6i40ewwjL1WZe+iubtePPEJJN9rz7iG9arrPDwl5T55esnq8YTcC06RUzvoIclJbrZQofugvQ1tMpHdlygmf/cN4dxCZOyA6t8exdwnTuPxzxIkqy8pz+k10zfUc0wjDJfX6T3atjYuZNK+PJ3/Yxv2HSsHf+qAlalJBXIXQwq+NoH5OtpHwMJZ7I0kYwdMXXLsHyjN5ZBTnNxkU9ra8TTTvIJSOUb9xIyvGldW7iGyohHVH5D+U1KAwcq2HL7NlTl4xrND+IuPiXQe1wyH1Kltvt3oA9nu5FIIzlNNRJY0pxS+ac8BT6LcaOftHoIkrhNHwUlwMRgsznLwneNETVGZ1HDwxs5DSdVPj3V8LbJ+MZApOheBXtB9xPPIzIM0fAtOUuMM/STMt+3oeAb08mRZqyyYD5t7FgwP1E4P3lGnAsnOZkW5FnPkMxzu3SSGL0ICrRRSedRfN8IWzu2QXeLZEj4IrGGfvo6394kxWIuC+Wp8uh+ZkJlR2KcvFclxIsl7x+GRDyXCjLhsM3jTBCQdMF8T2FDMtY5PUn26Vmh163NfDpgk2kzzNy3fD0ZdKeDWOPC7LNOWo8hibTt/KmxaRWtFJfNAlU+OZ+zMHz9bk1rY/oimIRcBdVdAu1r41JBlnybNd+r4Yx441JBUuJ1QW2Y3/Dcy5OgwgGIyo+tcH1Z8yMXfdx+84iKof/Wag9KW+cDydFxl6DjgA8dN0BcBNsjXndBxLz2V0HB9rXlxjJ0jNhB2A8ZVZ4Z+7nhIzAO36Z3oUPMa28RFGijlnr0e52GX9hatAwpWOSj2AT1ROhI+JTtfEr3VCsIkUC9tZY1RPOJ7oKPLlXrXpFr6LEcyYivGNhqFdRKWOVr+7rwu9QqKFpfi8YtUHKAtN+R6Ome4AC5+wWpgDRLvW0ykKD7NiKlFfJZhlAlaaA6HOr82Lwdrw2QdFzjc8KOjLM9D88J80l3COkPwZyi5Dzc1lWIsPbK3RPe5/iH8XLE4HXT3kaQbyJUPqaNgFarxnBt92m3ydixSeoRwQmDS+bHVTId5bOgpO6z3XvA5CwvIX7TtaCEKQhsXnsZ8WLxbuIaSGvb+pcSMV8Xg7avwbJaZ+wk2UfryZvU1lQ1eVZV347ZJgNT+SoAg+1C5ylO9KjNYIX4T+TQ2omrSJ2ggpS9PPH9IUEV3cF23C7yJ2mJZ0bHBJoRb8K3iHvJ2NfdH6IWyNPZx2CVOMtVs3Ah11yiynwnGTs2o8IifwgM3Mwh8+PUi61rDK3DR5fJNVB/cAkcvtXmdd9NsMo3OWIrEZWvw7dYFyQHMNv9JZI4oOhwwMmBpKO4RvEydshd6MjwbcPMVwMWrWqo0c0XQZPK470wSZnvzfBFPGVs4/ROTnlIZGTYq3xqFRSm8vUqKHqTgYWngSrfNhAmwMehda2tNkbqE9qRqOrPp/cEM+oKWTLt7xFua+ykwvzaLGU6duT9HPHle90aWf7fXOZTHu4kS3xNfSRy85mb3AWu+iKHLjrFUHxhiHhUSOfpm8uvbXNJ0NC+lsGTfJXJYFCtD4fMB4/no1sapbVRQIiINq/hTBlPeyDmtTjyWe1M/G1wfms7gCEFtWU+osK0BKbjPIkuSJDs45rWibYaMaccnPLZ/thfVrSHOZcd2yZD6U1sybSxUVG9GTnaxNkMN6jzo17N8j22sSMLlZ8kl8ZGgmxt70nBlPjy6nuJS5Q/vcHuJkueA8tpq/MLh8AuYpgP28amLhBiawm6smolvF/SOo/u48JG5QcXiqek82vKSDcSreL8ifnsV0AJbV5vhPMFjHkN75oqxPiTWvUgtLXdDjDRhkmgojbQxEHq9NVzpqU3cebtQxBxvvVNHb89E5zg6puEcnrDmPjeUKOV5fcZy1w1gvnqcpjF4Pdjjerl0rTz9ZYyiAfdU/kWHk3SfU1fg7YQrFQ+aOUblY8cY6QDSIVrwACSSdlZTtnXiCvDtPPZO0GVSdvX2j5IoI2PLFbqqvDs/6nxx+nynTgwfauuEjBXzVgM+NxV+cRxYyd8wEMqzI/a+bYWKf5wRjVMFSEBkyOGXMRsMmBRkoETYJuS0lF0UJN+XE0LUgBz82mJmU/3A9VvFtH1rgW7n/FLIFnlZMsi4YCQBk4YuLexh/Q52WL2599yovrgaxWXzI80Oh1dsmC+7ZQvmQRdh9a8hvctpsthNlonXSq0P6DSNyDm06uANOWSGOBaInabDFvm6/weUbgUMRksmB9Iv41kx6U3w9VFx2JHR6btdb6DY7ESaQ9b5ifqxSSvaafLwVOlnSEXQcWXx2TEY7vQaSsDztixyBcwzI+bjYSZn2SZcD0mw6xXa6TTm+FSxqJfCVjJ6QidWXBa+BQYv9XZkfiEY7caCnsmQQGL7dss85PJ1iZdKnTfkALxzLd3ihK3QPmmrtH9dNzOSCb7UgPeqMZLe1lJqnyr+Zs/BqbC/HC+mCk6zfxCAeab4QLGfEOGRAFJurXprTEOfeSeyuvJQ0h+skoa6F3bBflU9jxNbTJAuxurjnZA51uu9EAkbJkPXSKQVUQNf7jXxsLYMfRUp5mZ8PjydwzrYjhkfuhRLYpOG60Wo4LpPojKf0AxCdMexqXynm9RBUG6oG2g2UpfA8WkHVCnvrky+e3+7JJ+gBfa2IFVrWfsFJZRcw06XwCoLJAxIdCrJetgvhEJ+yjSZj4WZHDIfHJwdtIFEZ+KPhcEu8bk+i24hM7SRDYZoFdBBcMB8cy39O+SNY4q4699olIZp61dhj6FQFJ2LJZM+9NE3LUTWEMXURwOmd99TXAY11xBi367mmWtQYLTFrn7ZPaxxZZntsxPNPekJBxY4KVTnq9KxEnrXeiwSxgzPBnzVZVDaiLAGFCT2CS1WLRauA7SY364tmwnuBYqP/bQSwOdsgMv//NWnGJd0Kz/w7qgbYIWvZUPEQ9IxHwzhYaZT4+hthJIs+kdiS74CvoUEnCilZHp2TAM14ZRnHj8Nrhs2jHzzeFe0dradKzONiLzBQpX0Sqf3vEMlrDRHslVvrf+D05Q9npg70bInagnYImYHzphIE6aXv7ngPmEQJX55IzGQuXX02xm0Y8r5ldT4QK15SJ2ZLOTEb0IyoL5ukIsumDyM3NoQpAhBWzH7i1qf5vi/cuq4qHrPTui7o6dkm32X0TcAaSqJSqrynxy06KkzI8ubAn5GJIz3w9NBCu5q+ab+ApIlktjoYCsE3LIa2BWhk7Zgfct9rM04TXfphhIyo6lo93rGzHifk4PdYlEDii5P0XxKfiUgxHj0Ef2X9TBNLTln39KZ5XTCquqjkJlT4X5k5s3RL6pxVSvfEViR3Wc/os5kMiUQFvmI8rWXYpFEivDSFzwR8ugC2oBOiMeTisv732CUvm2R4RZrNpA2tXeHgrcJn3me185WGBREQH3MxOlq1R+MpIdaXTtupfgCYcJcJDMp3cMSrRhoDPmexIg8xMk5PiWCuWh2g37JLyLIFnlZlTAZok66I4z309hin3+NJhvYkdYvkB5XJUcWYFhsTDPhTvExqZSIsg1nvzCPeoud14CSZg138hJYqWvnicv8UcPgHexTVbzFGXMo1PZEc6Yj8aIbe+SsNXMDozPB/qgrkLjMXJ4ZopfUguVbxsBv3jt/AIscYU0r4tb4YQBkxEPbzLgq3xslw+K+U3xFZL6+lShFgBeeMlAoNTBW5o9d0ldS+orIfpPgMphEVclj+Bzw3x4nqN/lPzMlJ95N/duYoKVyClQxoPePQOx8nXJE0avnSwRwELxEvd9Wnk0i5+9DJIwNYJt86F8KsXrhsG7kI7V6Kwo+uy2Uw1k6kV34CfWTlDVeeRDo9K91AWmm+hZIkYfb5ZYKK8h9FWKzI+JZJnr04EhfHpySZmQuP/xu4U4f6ALJJypQ+QgGn/fYtLsarHKJyd0pSV60eaFy/xVUGq6WsN8ZBs6Sk+Ut66lKssi3USP5WOCuIabXLWwiAlZps38hA+njCh66m4xuae7oINVUFgPNPMeeOHrqNCroGCVTzI/zhEmCxZ4MmqJL8knumG/fJGWWEpsCoZtk6Fvg4Vvy7teI60u3GSItamCvHPOfD9d4Hz4vCrd91BXrAWv1XwNXXbvIiXO8hoWNwF7oFeHcBclzVqj8otPFSMTOv/Jnn1ELnxFclq9bdZhM58ezG2VXjKNZpPBHD9Sp8p8N+kCFiL331pp7POvRdxnWtcie8TTJ+JY5BbrHkj7XOh4foL85FivaYj5tjmtpJmPjDu9es3rad+F6+L+b4/htbVJSM256h1wo9XB/KiPKWgEpMV8rOg6XQDzpjhRtfYqP0mG5anHl3eil/B8AHDGjqmywXcOQ9cw3muy84QH9xDzjQsuzYwdF0qPnGWLJK1m3JoqNyMp8/UkW1SLS8dmaQnti8Wdwlf9HCecl0uH7BFPnwtC1zK9hY6DLZWsI8DbQ/Z1kPk6ZQfbc1eb14hHZdf3iJRWG+ZTQ6jNdgq2W8DVegaDvds58+lOa9Gt1VVpCdTmtO2C2EU8CaKlilvFEtDqWqc3lkF6oHajr4CDWEblI88SS5gg8y3HP9JLaJEjhUh4R6YmYr7RV43rfOfMlw6zyS3TKnaEEe7B8ygJ/fy0hEU70F0Qu4hl37DoXogI2UV1diQm8eiYHACjx2TL35kfPfAt+YyYS0VHFEhNYtE3aAly3LBpNQvmL9w7Gfu9c+ZXLmgaCV3100tJ2Dy+Cd++HnSfmYwdugti9rWlzrdgfpIAEs38+NVtAebTy98oCVIJBGZ8gEzpqrLehg6c83iKs7g1mIo1NdY1VxRlS5cqHfzoeebriy8aKEzMV/9FB1wvi6Annvnqa5fMr1zQY/56IkHFJkuTzvRMFpy11cboZiTqlAaa+Zg3Ua//S8T8+MBFgPm2kQ3aiAclAkwAFAUtcfvaOAH1rfridsTjE4uF4/17y/3db5mx73j53w5RrUnHzKddY3Qz2th66rZIvoCfKE13QcS+ttXXicYvssq85oYlzCUWv+6btT+UTrbSJyj30qj4gWL0+cuBQfSx8nv1h4vvlVoWfFAFSOeTEtVtqIIC1RlIZJsqKxTKNV85Z77YKMzSxOInjwUyh0ufGtYS3x4Ar2kxBaYyCjy6ICK2NgQm8eRfKPv6j+EeqANI8DVM+LZS0sC6VTWyi/FKq83fO99kxGPl8JIGIxL+rJY0jckVgnUq20GtYvV/P/Zskem7fYHgFm/HVj/6K1vF+QPVb1UNXSDr5B+G6yoGBPfMD4KqQvLcAoRwX/6urMTzz4QJZ+6DpQWbLpiClVHHw4Q25PWh6gasWVHVY5pTe32tJhn30tz/nqf/pU+Dlipo1Pz9xIHKS9fc6OW6XnuF99EwLixzzveerNfMaGuky3xqPCNH97ondDEiNK0TWRn3fVC9Ff8E9IEfvmJMf9gY+ton1vTlcb8qPlP5y/+HMD+I/gk7OYaPdJkfHK4kzJjmj1c9B1WLLaydnbtQtV60jjSvEzGf9mTVPSVjNAHpMt8J1EyqfONw5fXr22b86C3vGn7qpv3Hzyj5w7gQ7/jQVeIda0ufCPxKatR/HJOfip+sfhNG138Mm1r4cuXlbf795htHmahjZmkhwWgndADzNarT+jVbaqi05tM9la/j7WXnkB1ivihMiHNenp778px/9QyN6Kowv6f5y3YYbYSOYf7CsijMUEvtiv17on/sGRqt/H/urekXQ8iZZYyPjNFp6BjmMxhOwcxn5BPMfEY+wcxn5BSX38nMZ+QRUukz8xn5AzOfkU8w8xn5hEw3YeYzcge19y8zn5E7sFeTkU8w8xn5BDOfkU8w83MFs1bh6HXn9X3lk9NyS7jpW8162JeEXrpYTbZ+KfjLo/vMh4my3Mmg8l+HLwNj5ucKZvnMVO+at16rP5Z6AuvavjBE7GZpAdkh5PKF36r2jBePznuhRu6l6BfT+9E/h78pveJJjzfYEZn5uYLh9WSfz/xK21WZf/va5MxvM6iOWCgXSl7PePHo8Sf5VcHM73T0/Hdf5eU7v/NkRb2+eNSsc76i/6i3ncL5A1qlmuN5Sn/5hpk/Nh8/IX5zyLvM/bvEjDtb/SypI7CTIzO/XqwZ6p/oV4eNv7Zr/5yul+bte0tFp/xgMrjD3dGPfFL8dIu3ClgiNJ6HB/fab37ofbAxrDXz//u1wW0EK7rcbxh0oX7ekBLzix/1P9Zhqk102MYZ8Uy6/aXhYK289nCFg72H0y5LuTBRsavFxG99/QP/U2+OVpp4sVyp29cvNdumYVuP5hApMb+hlpYE6aiBI575N70U/HqyooFvGm613Sz1f/q9r6OQEvMbaunbP7bo2alZ7eIou/FYZS3ceJ1XQ5GtRypKVsTulD/1jZBq/fTHxeQW+ODL5iCwoyxDo52Yj6Ps7RMtj8Hp+nHFtH65Mo/7RY0cYV1ZGtZdL9zwS/dKw/oGiPkdBWZ+DRwyf7Kv+plH1vYCM78GzPxcgJlfA2Z+LnDTMLdJBMz8XICZXwNmfi7AzK+BpquqFGZ+dsHMr4HW+cz8jIOZH8XWx9T+88z8jIOZH4WsEcF2fubBzI9CM/+KBfKANWZ+dsHMj0IzX53Bk5j5pb/U5/JIcC23F5j5Ubhkvm87Ca7ldgMzPwpmfj7AzI+CmZ8PMPOjcMv86pGvXMvtBWZ+FE5nuJ+oHnzJtdxeYOZH4ZL57NVsX6h2XnXyUKvL0T5g5ucDwXZmSGjLnJmfdUytk6vimfk+tj68q/J6xefUP5Iy//DM6mdmfptBKX1mvo/QIMgx3AyDmR+GU+azP799cee3d4qeO3inKR/M/JxAtkzfoVaXoo3AzM8J2J8fATM/J2DmR+CU+VN/+k87vc9cy+0FZn4ETpnPXs32BTM/AvZq5gTM/BCmLtyh3lOw89mP0F5g5ofgpRsw8zMPZn4IzPzcgP35IWjm99xhzj5l5mcXzPwQNPP9CmHmZxfM/BCY+bkBMz8EZn5uwMwPgZmfGzDzg5g8TyUbOGT+1f5xmFzL7QVmfhAm28B38zLzswtmfhDm0IgHvOUKzPzsQrYMt4mHiJnPzM8wmPkB3DweNvOZ+RkGMz8AQ1Nmfh7AzA+AmZ8jMPMDYObnCMz8AFJlfs+f/QbvcNFGYOYHkCrzhdi8tvHrMFyDmR8AMz9HYOYHYJJsqit1nFo7V5/E1k4bgZlfxaeuV2/VEK5T5s882OrnYwTBzK+ixthh306GwcyvgpmfJzDzq2Dm5wmyZdgC1WDm5wmyZYor+ZwsCWZ+nqBbhj3NEsz8PIGZ7+PmhyfUOzM/F2Dm+/BIyszPBZj5Ppj5uQIz3wczP1dg5vtYOabfmfm5ADPfx/jWMfl23eJqYhkzP7tg5leh62LbUPUbZn52wcz38ec3qLdgXTDzswtmvg9DUmZ+PsDM95EK871pM2dHtRtqbdvcgpmfK+iWYeYLZn7OwMz3YUjq1rfDzG9XMPN9MPNzBd0yPMMVzPycQbZM72dWtboY7QBmfq4gW2bWq60uRVsgZebz7oLtBdkyxZXv5zZJnfk8m2ovsJ3vg5mfK7Bvx0dp1Zh8Y+bnA8z8KtLI1WTmtyuY+VXU1gUzP7tg5vu45jG19wIzPx9g5vtIZYY78s2d/meu5XYCM9+HYf5g8Sv+V8mZH1T6XMvtBGa+D4+jgWArMz+7YOb7SIX5d13hfeIzU9oLzHwfqTD/HN/M5xyR9gIz30cqzK8aO703rWv1EzICYOb7MDHctJjPtdxeYOZXYVjKzM8FmPlVMPPzBGZ+Fcz8PIGZX4XxwzDzcwFmfhV7VqnEHWZ+LsDMD0BXRsDxzszPLpj5AejKKA76iTvM/OyCmR9AzRSXmZ9dMPMDYObnCMz8AJj5OQIzP4Aat6bT/Xau3tjq52MEwMwPoLTjg/LNJfM5V7NdwcwP4tAs+eqS+SOXe594d8H2AjM/CPfMr5o7rPPbC7Jh+m7nHWU1UmC+b+4w89sLkvlz9re6FO0CZn5+IBumcMkV/a0uR3uAmZ8f6IZ5hNdGKzDz8wNmfhAHj5GvVY4y87MLZn4QKTCffTttCmZ+EO6Zv3GD94mZ315g5gfhnvkcw21XMPODeHmufK16eZn52QUzP4SnT628dC95yvyTmZ9dMPNDOPAa+Tr7FfNPZn52wcwPIWLoM/OzC2Z+CCkyn3NE2gvM/BBSZH7vTe/lHJE2AjM/hBSZz7XcXmDmh8DMzw2Y+SFohz4zPwdg5odQ3vnlncz8XICZH8GCiYAbhpmfXTDzQzh0RmkisFSHmZ9dMPND0DNcv0KY+dlFl3rlNjFg5ucGu0+Ur9wmBsz8/EA1DbeJgfZqMvNzgHW3ylduE4PyVz+lzk1h5mcebOdHEJryM/OziwVBFcdwzvyuwOfky9kZ7rB7taQ+M9+HY+ZrzaLxAudqthN4hhsGMz8nWPdt2TQ8Dvtg5ucE2g7lNvHhmPln7qp+fnyg1Q/HqELrJGa+D60KDOPdznC5ltsJzPwIQhXiVudzLbcTdEPzOOzDMfPZzm9XjN7JM9wQ9iyRr8s3KJa6ZT7rl7aCmtFxm1Sh7ZMXUmA+65d2gvZq8jhcRdDbxb6d7IK9mlGkp/O5ltsJzPwoglNctvOzCz3D5TapIujtYq9mhrGA7fww3Op8tvPbFsz8CBRXR5awnZ91LGBrJ4wFgQAHMz/DYOZHoCpkyQjr/IxDr8PlNqlCc1VTnu387IK9mlForrry7bDOb1dorya3SRVKF4ys0p+Z+dkF2/kRKJ2fSn4+5+20FdirGQH7dnICZn4ESuebQZDXZGUYCzg/P4ygKmCdn12sHpWv3CZVuGU+2/ntitCCa4YwNeLMzueMtXYF+/OjYGsnHwhGLBkSbnU+M79dwXsvROE2b4d9O+0KtnaicJu3w8xvV/BOU1G4XZO1aX31M9uU7QS286Nwu/dC0NBn/dJOYJ0fhdvViBs3VD+zfmknsD8/guU75KuzXE2289sVo6vlK7eJD95LOS8Iuq8ZqTKfa7mdwHk7EYSm/Mz87ILt/AhCAQ5mfnbBzI/A8f75zPx2BTM/ArbzcwJmfggHh6RTc9Zm7dRk5mcYzPwQXp4rX+fsN/9k5rcaygHTNbe4VOwQg6WdQgy6ujIzP4RUmb9xXasfr/Ng6q/SIl1iWraOM6oy80NIlfnuq/nlgYlCWYjZrzSlclqBtJnfjv78QJJjZbiL/vXY6Bc9Qy5umi7zN4retQ5ryCtutbwdjckt+j3U2Kv126wxsVxsPzgkxHbxtv1zuvR/opCAt+2r87vqE3fS+gcu2hm6lmPmu+SoJL3U9wrLgn85ToiZW1zdpol4eW7dP0lSncz8IKI6tM2Zn25lNA2b9Nvh4bp/Oecx9bawkbu2HfMPGXvg2E31/W7mF/yPjU//3TM/uDKlgr5h4WiamyHm16njUNg/uc7VbCPmNzDmRdH40+ibz/rKUvNvBytTapo18SUtaigw6ekAw6c1zG+vXM1KN5waS3yV7ULMeEvX/uPqn/5EJripMH+jnJ6vSnDF+nRDe6v/ioVzrFif/DqNPG5bMd9l72+kzZvBfIWGr1t3DUn1Lx1hGxM/SRpwMMLHw6KCmfkBNI35I6JBP2zDNdQuTVwZ17veOOzp+cm0bLFOYr6ccIy6vODsx7sqk/7yRB1z/6YxP3ybhBeygj+xrkyyW4ouE5dKH4Vy/94yXMttw/w06mJak9n28Za8OezOzxLzG72tU0jHXUW79a4VNp47PSgmnPi1PfNXu9X3Bs/vn/trFeY/X/loE+6rhsq9L9Jk/swtthPd8Urhy92O6qSVzG9kcp5wKlAQ5UWyDXbX/KVNmN+E0Y9s8iV7ooKpMl9Y17vTyvGsnVakz7WA+R5qq7odmH9g6DhY43stNR0i7kthIZsBg2R+V41g2swf8T4cK0RxaayInKcsSlyKGDS3zXWAkrRcZHf0G1qHIiq/DDf9IyeYakn4uO3A/OTxSDutOGc/GLI+MDRjn1H51UBW6sy3eE6sbo4UJrQN97D54tw6CrZRuM6fw2Cpua3ru+6RYPClOUI8FPhC773AzA8UIXDDNmd+TelaketEQ+p7ep6quqF11OHlZftFea903vTXof2DFdbKvJ3yyfr9+PLO2j/6dWClmFZX7J/STkqqdczfqKwz1KExa8z/yVtNHq4s0691PvPt9HPDhalD/Q8enfFjz9OhDeQW6XysoeovUkNToX6tN/aWq1+lwfxp8nnrRuFI7XfS6jnqTYGkqh05hOkNM4XqmpskmYJG+zC/Fi1h/pOf2RHzrZdhVX9jHPiT6mda/8NIj/kycFlnCioCqmwqkmFHi1Taf4mpgH7c0pGDu5zCNhxhe3mg3tlu2k9Olji2URyNwAnUa3rMT1iwmAJikIRbpVj3k2FCdMTRkraYJyeRAvfqGAVW3+X+9g2WL5PMD1gmzWN+FRZMcGvyK3W/hxAySj6FuEI99k/TlX5XYWnMvHbE1Xpa4wJ/za4GfuqU+Tr0GmC+tHheShawbnvm28Wb055f2/F/lVz3u3F987KZHCfv1ncbFLuL1TwHV8yvebAGNX+DZAlmRAJr/qoLWFzMdq0eL23mPzFgLTrd1QQ3V3nRRP9EyJdiIOOZzn0Mi8q1vhuqFgKfU2N+g0twHLQPqQkbf+QnBgpl+b/+t++AhUb8IG3acbS2Yz40EqZscBFq6DTZDOdW7JJnFgd/5N7O91GvM85R/Wj9/1M4L15qILnxB5BNgcDqiZpnVx/pEpV+KCb6SxMHB3DRdZtUN3xjun0RomBrma/6fFe0GGky/9Da+qx9p/WT2PKPU2B4NNXYU+mGDhp/XPqRk+GJgYXjMV+fdpEoXJLuw1swX7WmY+YD1o5VmSLFcwll7eMLonRMOUbzj6uM77pnKq3Mji5NvHh0nqA0v7K/jk0phxXofM2vFb8g0xPzCxWCFuTnHTOOzgsaO2n4dkKXt75MKhVkowlrb9zQQgF3TruUnzcV2wOossIz4sVC3TZlUvjTH/RBU4hkBbHa//RSTNi50F+Znusldf1zdqVQB40xvyG/VOsXgAhZw/NePPoWbZLBWR3VpDl32h+ospbWygS6VCtlnR9CDQ/P2CVLkOJwKE2e6VtxmdmfF/5GlqaAjawWaAvmB2HT6x0UGtT2LwoRsS/aC81kvtwuVePoPvX2rrHKy6LZu1J+xBSvPUuWfbqiZGdcmu5D1I8mMb8ttb1VuZvI/BZhvfKvp7EIuq13uZoaW03KGLsnvG336wnDfDy01Qc0KcoB89tv41KklO4we0y+Nn/6lv4jU73Z4rKnfLStK0Y/RvZ1vnlQx9drY23vYeRy9WpCytYbOcuwRGgUkBtZ6t38FSxmQR1QObnR+eUrA//4eYK1DR46onFFQCWlts1hGHP2lwulYquf3AK50flB1E0Cv5KUo6xcmPi3o87OcUsRrWC+8td1AvKi80Mw23zYL2vrpIerQuskr+wqnt3A2RV1ohPGQoXkzD+ihraO0vkGlBbsTL5XoZgfbphUFf8ZjxUm5u9twwPpYpFLa8dAxxei+cZ+ynf/C60uYFLU7jQlFb/LzfxD6Bh1r+BK53eXWv0kjSKiBjvGTqURo/MlUorsdVrF5Vnna+SO+XJvDLN0xt02GZ2m8d0xv3N1/te+aDaylJjoVxkV2YBqGbRhnKj/DlV6rPOzC0DnB8DMT4LO9e1kHaplsIYpX6/eqGxWAh3a9KzzM4xQJIuQawydZtwHHzr3dn52oXS+TcPUJnXqnUsjob7ud9Vs83G2gzyQFoGtnewiHMNtAGG3V8aamJmfXVjrfAjMfBRs7bQraN8Ogaf11hV6Bd3c/97d+JXaEMz87CKxzs802LeTXSTW+ZkG2/nZBR3DzTNY52cXrPMxsJ2fXZAx3FyDrZ3sgnU+BmZ+dsG+HQzJmV/qka/FqVY/CSMK1vkYmPnZhWoZbhgAzPzsgpmPgZmfXTDzMTDzswtmPgZmfnbBzMfAzM8umPkYmPnZBTMfAzM/u2DmY2DmZxfMfAzM/OyCmY+BmZ9dMPMxMPOzC2Y+BmZ+dsHMx8DMzy6Y+RiY+dkFMx8DMz+KcmFifqHVhXACZj4GZn4UXxgSGTk/gpmPgZkfhWL+xWOtLoYDMPMxMPOjuH2tYObnAMz8CJTKZ+ZnH8z8MMpbpcpn5mcfzPyYh2Hm5wDM/JiHYebnAMz8EKZ69fuaLa0uiQMw8zEw82ufJSMPw8xHwcyvfZaMPAwzH0Vy5msDoWey1U/iAsz8/ICZX/ssGXkY/TQZeRb3YOYH8e33iuw8DDMfBTM/AJW4kJFnEcx8HMx8D0e+t//7zPz8gJkfegyRiWcJPlJWHsY5mPkGu0/0P3b8sxgw8zEw84NPodHpzxJ6pqw8jHMw8zW8hJ0sPIsHZj4GZr7CkXJf9R8d/iw+mPkYmPkKxp+pkIlsNQk1jnV4w6QHZr7C1od3+Z+zwvzSh+4WHd8w6YGZr6FPcpfICvEz0jCpgZkffAqJzDBf3HWF6PyGSQ3MfPMUs/rH9afsMJ9nuBiY+R48e4eZnw8w88PPwczPC5j54efIEPGZ+SiY+eHnYObnBcz88HMw8/MCZn74OZj5eQEz36B8RGfuMPNzAge7jtx2nchABWfPtcPMR5Gc+RmpYI/5Nw63uiRuH6njGyYtMPODT9H5j1HzSJl6Ipdg5gefovMfo+aRMvVELsHMDz5F5z9GzSNl6olcwsEM94ZbRQYqmJmfMyRn/uT/be/sYuM46gA+5nL+CEgJvPIQg1TxUiuH3EoBVDW8UPGA5MhKi/pQzqLQIBDEEiBBBUlQJGhk1aHiQwpItoqomvBh9wFVvEBbJJoHqroy4uMBYZ6QkFDdBxK76Tnszt559/Zm5tbe2bubmd8vyd7e3vo8/51f/jc7OzsnewOdP8CYHxj05xcLI7ld0a2OH8w3gfnFwkjMd6uzH/NNYH5C+xLuxI7mdXK+b2B+wq5W/Oy0DKLW0v/nGDkw3wTm94uiy3ynIsV8E7b6dtzJhGowPzQwPwHzQwPz+0Zx6WLXU3cilTG5U9wBg/l9o8B8L8F8SetPp6Jl7b6bitcw30swX5LYbeiuT/V3J1LMN4H5kgOY784pI+abwHxJYfPHb202hl3YomC+CVv34Tp+gAub71KcmG/C1p0pjh/grPkbM5sztfwOnV59l+LEfBMWzPfhAGfMV6X/dI5xl+L0oWKqA/Mlfczf3f8WLZfi9KFiqgPzJUXNv/Cp2WEXtTg+VEx1YL6ksPkXC7/l8PGhYqoD82Naly/GD5HXrc0XOqv5EHs3jzgeVEyFYH5Mu8/ywkW14mkzH/O9AfNjOuY/8J5T7S2Y7zuYH5MblCZo7fgP5sd4bH798R8NuxyjCebHeGy+QyPsBgvmx3hs/vgPPjfscowmmB9z+Vv5LRrzl88XebsRQZZ68vawizGiYL4kn/RzuT3t3Dn16rCLWhwfKqY6MF9S2HyX4vShYqoD8yV9zHd4fD6tHQ2YL/HXfHo1NWC+JGd+bem8ZgeXUqgX94lWBuZLus03TLtTq7ujPuabsGW+S7lQQbf5ymDauzgkEuabwHzJYvYrITSx7EwZXhxFMN8E5ksu/WFbiNaGXJ+tq/vsE5EcCpRruCYwPyVpz2gv07ppvkPlHSyYn4L5IYH5KZfXW5utxmcwPwgw/2BxuhRoKBVzODD/YHG6FGgoFXM4LJgve/s8PcAZ29v9+Q4FivkmMN8I5nsL5vePLQmufbHLoUB9rpjyYH7/2GKWzyfmT9x0Zvp8ryumPJjfP7aY5fNJa8elOH2umPJgfoHgMrgUp9cVUxrMLxBcBpfi9LpiSoP5BYLL4FKcXldMaSyYf+fpv616e4Bz5js1fz7mm7Bgvuzq9vUA58x3ar4dzDdh4xvivv33dTH+nQ/NDTuWqsjctoL53mCrne+YFAcC830E8/uTmr982p3rWJhvBvP7kzHfqRgx3wTm9wfzfcTGGe7yzXVR1IrWr8U9LrUYOiyeiMPbcKro0vypW8MuxohipVdTJsVi5ke14Vbi7IR4YnRKXXT6E7kfswtqwHz3OJD5NHc0DM78qJ0T8c6j4pv3e9vzPxjSq2vmuQ4x38TgzL99tLNGXZQjc115EvMPi61ruP3MvzEWZfs21EU5MuYbz18x34QF89vJ3Gz+wmq6Tl2UI2N+TbRWmub9ONpqBmV+dspW6qIc3aPoMP9wVN6ff2NbPry6mm6iLsqSzSOzG63G5k+bir0w30TlZ7jZZk4b6qIsXZOexygPPuabqPQMN8732WQfcTb6d+S5YUftOj3mK5s8mG+i0nZ+b77nWrolcu7fH/078sfcPphvopp2/vW35EMu34v6HOneEj1ZX5FVMN+EvXZ+9gNX0bgXwtQNAYcgb/+8EOPZzIL5JqyYL0XPaq3ISEJgvmUU+aUr7yfm08BUY8/8cw8lw3HuPC2EbP70cuVrww7XLxTqz4t3/esLzWQ9OQHDfDX2zO9k9HR8Ti8M07RKn0Yl5puwaP65afmk9aR+xyvT9XScZmtj+9h90eNrDk1hM1r0aVTS2jFh0fxCZM634pQUfwgsPNgUnSUURCO95OHj0eIj/956ezV+hvlq7PXtFCNTD7H5cXoaYfMXrkfFXTz56Smx8sbVdtl3phqbrfl4bfw58dV7m7sPjCUN6+9uiSM/jBYRY8ez7/Le/Nt2v9y75YPbx8aSv50tPR+LfQ95XGAJ5quxdw23GJPPyt/6gbtjb34sMn/ptJhduPd0VLWja/7Cg48cFSsvr7YdSs9joudRqaPnSfNiIZ5j8QAff9Xy8I20lKDAgvm33l1R2dI6W7w6v51mxbH39ezalVb7pdTeLWfeaK80ahszm/Gf5FZzdc7PlG/xZDN6npi/GO9xgI+/AYH5auxdw7VPWmcjkklrctnafz4/9st64/3r4hPT8bNrQtQXrg27jD1gvppBn+Eeilqr/HsEC+arccJ8KAHmq8F838F8NZjvO5ivBvN9B/PVYL7vYL4azD8sS39+/ncfzW2beObF9YlnhLi73bW59eS5E9ktuZd7tqyd7PzgZqsh/5YoJ+arCc38/UubGebalyNmY9PkWpFu1JWXr/83Pyx16tbCqsK020eruTPBdNy/MS3e+WJSpip+tfuEZv7aCz1lneoILPWMY+nI0juiYmOmttGI/vxD7J2985u5X0Wb7h67u9V5ebx5Y3u82fNL316u5kvETMc9CoZRyiZsmv9EPCLgKf1uZ/fX9rbaK62yn+UHJR5/k+Mg5o8WOvMnvy/E5xmfb8am+WtzwpiH1uZMP7/yiOGWlpil6eRxb/r1ntfeNG9Jm9Gf/OtWbouY+MljScP6S824LD9rzf7FcfPbsmO+CXvmP3H8VGz297bFrnLUVn3uUZ35j78W5f2+5nMXb54+5idDCTFfjT3z04yuvh/x6P9K/IbWS9t7Z0v8vJ+ozJ985Z+dU407Ky+uY76OKuZeUA9bpgasozK/6zBnT1qgmyrM370QtbKTW+EyTD4ryNr2UH6wLk3v1bNNSszXU818O0JdM7TU7aE0P3+AMV9PZebvfjledmd+5tuxB+aXpDLzE3JNfpK+DdQ9CJOvJBPLZsF8PRWbLzN/mvivTAtBa78savNVhmO+norNl+RqisRfku7judKYESIeeTTfuyfm6xmE+bkmz1olY1gCImd+U78n5usZhPk7X4kW/9mfn+HKPahfiv1RCRvxY8OwJ+brGYT5kkyioi7KUXw8DubrGZj5O48J8YtklbooR/HxOJivZ2Dm7+9HXdhho9F/H8zXY8X8M3EbvsCJ65mkrU9dDArM1zNQ87++JR/qPx921KGA+XoGaj4MmLhiSo0O9xjM9xnM14P5PoP5ejDfZzBfD+b7DObrwXyfwXw9mO8zmK8H830G8/Vgvs9gvh7M9xnM14P5PoP5ejDfZzBfD+b7DObrwXyfwXw9mO8zmK8H830G8/Vgvs9gvh7M9xnM14P5PoP5ejDfZzBfD+b7DObrwXyfwXw9mO8zmK8H830G8/Vgvs9EFTP54+awSzGaWDF/LF7YeCOwS2T+se3yb+MlVsz/+EvR4venhx0L5InMp7GjwYr5H46/wuD1AnP7wmAZo5mvBfN95poQtc8OuxAjCuZDmGA+hAnmQ5jQtwNhQs6HMMF8CBPMhzChnQ9hwrgdCBNyPoQJ7XwIE3vmk/PBJey1dsj54BIWzN+98FtyPriGBfPfOi4fyPngEpgPYWKjtXP1+bi1Q38+uAR9OxAmtsyfuPQQrR1wCFvmM7kFuIWtcTuYD25hxfynhJg4P+xIAA6CFfMBnAPzIUwwH8IE8yFMMB/CBPMhTDAfwgTzIUwwH8IE8yFMMB/CBPMhTDAfwgTzIUwwH8IE8yFMMB/CBPMhTDAfwgTzIUwwH8IE8yFMMB/CBPMhTDAfwuT/CQ4TSKNBYOcAAAAASUVORK5CYII=)
Черт. 3
Черт. 4
1.5. Предельные отклонения в миллиметрах не должны превышать:
по длине мерной трубы L................. ± 20
по толщине стенки трубы S................- (1 +0,05 S)
по наружному диаметру цилиндрической трубы Dи:
для труб с Dу до 300 мм включ. .......... ± (4,5+0,0015 Dу)
для труб с Dу свыше 300 мм ............ + (4,0 +0,0015 Dу)
- (5,0 ± 0,0015 Dу)
по внутреннему диаметру раструба D1,......... + (2,5+0,002 Dу)
- (1,5 + 0,002 Dу)
по глубине раструба (l1+ l2):
для труб с Dу до 600 мм включ. ............. ± 5 мм
для труб с Dу свыше 600мм ...............± 10 мм
Для труб с Dу 900 и 1000 мм допускается увеличение предельных отклонений по наружному диаметру цилиндрической части трубы (Dн) на стыкуемых участках до +(4,0 + 0,003 Dу) и -(5,0 + 0,003 Dу) мм. Плюсовой допуск по толщине стенки трубы ограничивается допуском на массу.