Гидромоторы и гидронасосы серий 310, 303, 313 изготавливаются только одним предприятием – заводом ПневмоСтройМашина бренда PSM-Hydraulics®. Вся остальная «новая» продукция, выдаваемая за заводы типа Pargolovo (Парголово), СЗПК, Энергокомплект и прочее, является продукцией после капитального ремонта, сделанного под новое.
Стоимость (цена) гидромотора 310.4.250.01.06
- Новый 2023г. (Цена и срок завода) - 264000 руб. Производитель ОАО «ПневоСтройМашина» (ПСМ) г. Екатеринбург. Гарантия завода—изготовителя согласно паспорта (12 мес. — на работу и 18 мес. — на хранение).
- Новый с хранения - 224000 руб.(производство до 2021 г.) Производитель ОАО «ПневоСтройМашина» (ПСМ) г. Екатеринбург. Гарантия компании «Машремком» согласно паспорта (12 мес. — на работу и 18 мес. — на хранение). Цена за наличный расчет 174000 руб.
- После капитального ремонта, под новый - 180000 руб. Производитель ОАО «ПневоСтройМашина» (ПСМ) г. Екатеринбург, сборка компании «Машремком». Гарантия компании «Машремком» согласно паспорта (12 мес. — на работу и 18 мес. — на хранение). Цена за наличный расчет 140000 руб.
Цены актуальные с НДС, наличие Товара может меняться, перед покупкой уточняйте у менеджера.
Гидромотор — гидравлическая машина, использующая энергию потока жидкости, созданную гидронасосом, и преобразующая ее в механическую энергию вращения вала.
Предназначены для работы в объёмных гидроприводах. Смотреть применение на технике.
Мотор 310.4.250.01.06 гидравлический, аксиально—поршневой с наклонным блоком 25%
ТАБЛИЦА ЗАМЕНЯЕМОСТИ (ТАБЛИЦА АНАЛОГОВ) ГИДРОМОТОРА 310.4.250.01.06:
- Шахтинский завод Гидропривод г. Шахты МГ250/32.1
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6CmqVdOioMyHFvfUs64sjnpAt/+P20edPmbDjrKB9/N+R1q3U5x+eB18WRybMEmzalDZs25j99ynhu2LgxbdqyOc8clH5ZnzaC2Vz4pQ5RD/kGv7PSg7cYuKkxnG1PmSoOXs7Px+2eGs663Jp42UW7dfnZ625w9AZ6rIDqNgbtmB6P9vZT1N2uacqpdhgCLmhnnF1kX3jZniauaQ84O0+4q2/QBpvpLEK7m03o27NSpB3TchUvW+3J9egcZO3s6xO0JuMkt3sVwwlPrmNWjmOHN3g55KUfV4tUAudqBiTDdUZ+/vT4ICs52u7aOtRpeB73hvbMPguYMe2V4TJsdlgWg1vZsQgcu4CXvWws0o8i/ajL/LzI0FjX1jyM63B8F+7HnnanG7q133bEmSMQgPFXorSNWzal8793Qbrnve6VDn7wg9Pfv+1t6e1ve3s64ogj0k1ucpN09tmfyq8NrFu3Ln33u99NF130w7R5s+nc5bR58+Z04YXfT9/+9rczXkoc/ssvvyxdfPFF6dJLL8nG4IoryispGMEQwrVu3RU5t7a2adPG/vcVV1zeRV5L+Z6y65bWpcuvuLwY2w3LGb8obdPmTemyyy9LP7zoh+mSSy9N65bKFnnrAYWZ4flHmztGTZRENpwnnpBOO+3UdOWVdtWK5DrYiUIoQh/PA++wnT86cwauigDV+zvnfSfd+YA7p2tf51rp5PeenHfz4g/eaHMWGu2+/PLM640bN6TvfOfb+c8z/Mc7zy+6+OJ00SUXp8uuuDzvbt60ZVO+/vq3vpmfbd6yJU9n49VFF1+U//ATr7Vzw8YN6Yp1+N6toWp79poJ7fCXo61efmZ5GW0PQa5lLfd9c3PQ1eBl9E3Vj6vRbhoD5WfaMwzUKFPaM9myX9EOOHUgO2EEexlqRCAjXoZsVHCBM3g54CyzDDHlHnAj2n2bQi7HyqxNuzhL8ATOPI66KHMoM+wlCLi6DIWo3cXhHTsM2dj2davGTnbUBjmrZW64Lvpq+N2GHzYWln7M/Osdwo5mjO9uV6j6T/8G2a3XOaPOK+XqOchQjbfGaTzkMb4K7ZChGk9cj/GpUxlL8bzOx7Brpd1qz5QHe5r2IL/z2114NH5eeIF3KxjOAah02vq0YfPG9N0Lzk8POvig9Jbjj0u/+KdfpP/3//5f+sIXvpAOOOCAfAKDdxyf8pSnpIc97GHp0Y9+dPr0pz+dtm7dlhyb9pCHPCQ94AEPSC972cvSxRdfnDvvpS99aXrwgx+cI1iHCoB3Mo/npoP/9m//Nr/68cY3vjHjB+P5hz/8kXx6z6WXXpojpbe85S3pXe96V3rnO9+Z3v72t6ctW7Yk9575zGemSy65JB/d9pjHPCbTefSjH5NOPvmkHBEPkVMZxEWgqrZPlN5gOE9LV155ZR70fZm5hrPCl6PYWeEqymb86gqFsm3rtvS2t70tPeTBD0nPfvazc4TP6fDs2GOPzUf/OZQBf1/3utelCy+8ML3sZS9PBx10UHrgAx+YXvnKV6Z165byff3y8EMekQ555KHpyYc/JX3tG19P551/Xnrq0w9P973//dKjD3tMOvczn04XXXpxesrhT0kPfehD09Oe9rR0/PFvzbgZ6o9+9KPpSU96cu6nLVu8IiK6aU3/dmuq3aDPPKp4GQJZlP0srMiWsh2tcYbRGOGcz8u+XzLPZwcL2qNdpYG31Y/xrMqL0hsbmmJcx/3tXrS3z2OWosKnvv3zSkmO2tHB7xDtPnqb1DMr8XF7QhnXdVi0PU24ql3aEHhdR1Qtz2ul1fMeLvMIn3bm39A/MUMW7a7lY157om6msev3jPv7kz6u75d+nBjjLBvjMdGkPUeGWpuDoj0j2nPlcpa2sTKVzRpXf92AU/f+ecjvXNoTmVR2Bmes4Y9hZ+EmmxPXSDvXuaJdt2F2V22OwGItY6gYQRVxhuF87etfl08EckLDpz71qWw4HVX0yEc+Mv3FX/xFes973pMOPfTQbKjiuelc57ze/va3T294wxuyQbv3ve+dDcId7nCHbCQ/+9nPppve9KbpYx/7WPrMZz6Tbnvb22ZcBx98cGJkn/rUp6ajjz46G8c73elO6fvf/34+jeSQQw7JSv7pT396etKTnpS++c1vputd73r5jzEGywh84AMfSPvvf+f0tKcdnih+U5wxWEr0OLS5MG5QZhT5aoYzBn8IWY4qZt5haghhZxTqtUsGkvNgKvyoo45Kn/vc59I97nGPnIvg8Q5Pf/nLX6YXv/jF6cADD8x844g4b9GxgH/+53+evvKVr+RIHz9e9OIXp2Ne+5p047+6STr9gx/I07/3uNfd0oc/+qH02Mc/Lh140IPSOZ85N13/L26Qnve85+UTkl7xildkWqbiH/SgB6V//+//fXY8fvQjjkPxsqeKbH0cnlErjc5w1jwi7Phct9vvmBquDWfh5WQQZsGeKPumgS39uAht/VzD6ct60MR1W+lN6qdtCyqJzIeRYSkKtan0qgEdsrYjCmpNtBdsT7PdVfv0PQcw87PRnpCN4HeuY6a9utEcosnVYfPBKl29ii6I2ZSxLmj29xzZqOu80nWLR6UOi9CuI9wBvjm12TJeLZ7PgWsZ47a8TZyAzJ/GmGg50Q3apc9ncbZpN/RqA2erH42xNk60i36p+3F+xDlR9tlwbi6Gk3J9zete2x3rtjWfIyriZOye+MQnpmc961npn//5n9MHP/jBbFBf/vKXp7vc5S7pBz/4QY5QKXsRqUiVof3qV7+aRIMiUYbY+ikjJ9pkMM8///z0oAcdlBjX5z73udlQvvvd7053u9vdciSlzGMf+9j0nOc8Jx155JHZcDKyt771rdN97nOfHB3d9773TYyqyOye97xXetaznpm2btmcFX+JOr2LOghfz6Sqg3eH4ezprl+fo2ZG/wY3uEHmKwN2/etfPzsOV111Vbr//e+fbnWrW2UDhzechx/+8Ic56mZoGdxrXeta6R/+4R+y4eSw4PlFF12U7nWve+WjA+95z7unN7zhdem3v/1N+vznP595/Na3vjX3G8flV7/6Vfr7v//7HL2KcPHz5je/ecL/q666sjgd+WX8sYL6XTecvTHqFeqsbEwHYFnvnCiJeZuD5kQLU7rFaE9w5qhrrCQy7ZaSWNDIZQVVGbWox4zRbm4O6pY9aidpnsOARvf6Bpq94cx7EsYKMmZh6jFR6sORWf2vZUDyyVqTdvbr1D3OOYZzDi9bCjdOzRrXfVaGssKe1KdMYY9h0Yg+GeezstHE2YzeGzgbcplpN+m3aI/7MNd1B+Wy3Z4xfwqfW+2ZrWOTl3ktcxZ2oD1+Nt9wTgYBRbhxxnCWc/4cwH3nO9+5m8Z7UjZuznEV3f31X/91eunLX5budMABOTr8x3/8xxwliUYZMdEhRU7pM7D/9E//lBX1LW95y3S7290uvfrVr87rlwce+IB0oxvdOMOJwkS0d7/73ZOpWlOVj3/84/NaqyjpZje7WXrEIx6RozQGk8Gm/K95zWsmv63HPvfII9KWrZvL+ibB7U4Omomc6hOTFog4x0Jt/bTRwS1PbwJHoYg4X/GKl6db3vLm2SF4/vOfnw2YqM9UtpzD8trXvjbd8573zA6HqfL9998//c3f/E2epv4//+f/5MhdtCh6P+ecc/Imrnvc4+7ppJPek+55z7tlw/nLX/5zEu0ri1cidDMIzog1VXyLW9wiR7uuGV0Hrzs5ydrp1IDgQYkWJsqt2W4COZ4aygq1sau27djMDpY2z0vEWfdPjngatJsRJwdqspNZ+VC68LqeiZKqtbFxFFsG4hQnXo7h4JzMAMGZeTlE2jXtEc5GlJ/7pxHl5/aMNgfNoz3mZeHBvPaUzUE13/N1XtvckPc+WFZxMtTmrTapbcync4WyJguj9mS9FHIVBi5+76y8MWYz3amsVcp0GmiMDI1y8dcwLFPD2TBymQ8TuBwFzhilOZtpZuC0cdqeUrdihMY8aDkh+mgMO4d2sz1oD/Ib8jHG120o7DfoVLyboT1nZqdJm/zO0p5tD5xBc9zWmanaMgDHTCudtj7vvDRVaz3s6GOPyQc3O0D4E5/4RDZyIs7HPe5xOdL7yEc+kh7/uMelwx772PSJT30y7X/AnfJ6mzVK0ecLXvCCvF4nunR8nWiIEXWA7gUXXJCN25/+6Z+mL37xi3nj0H3ve+8cWTEWL3nJi/N6psiHoQicot0nP/nJ6d/9u3+Xp4I/9KEPZcMCh/VWtBhdUe6TD39S2rJtc9nckE8j6s7CzYpmiJ4cY9Z36m4wnKEkTMWed9556YAD7pSOPvrV6cc//lGOxhm3O97xjv30tfXe3/72t3ka++CDH5wNLCMnWrTW+d//+3/P/H3zm9+SHQrTtt/4xjfT/vvfMZ1yynvT3/zNs9IDHnC/dM45Z+dpcFEsRwgO65k//elP87T4fvv9fzmC5YRwaBhQa7xFNkK4Sk7xFwMyUWS/I4ZTf9fGq7RnbLzyWlbVnjC2YTj1I+enwBUZynhMA3eDtjyvpisp58k0cU+7cmSzjCxAO445E+EF7ZDloN0rKoq/qlvwoHZC+jKVMY76TtsdtPvno3Xj0mZ7D8ha/qTT+09NXvF6/wdOS1/44uezsURP/SIvdaXAilzFBjX5sFfB5sJiUMvBHgXWc8syA1zZ0R+4hrzUDc0x3WJotCc2W00duRp+udvVn/noaLnuL/i/cj5W0tFHrTLxrM7bcC2cazCcE6ONRk0zrltOtHvxfMh3lPYszsVpDzq95tVQt8H+zXu+hojTutOGdOEPf5Be9rcvz9/m3Lxlc/YYKWNTqNbgGC9rlNbbRJWmCX1V5cR3vTPd5773yRGfqdrjjz8+r4UyhOBEOJQ1IyeSefjDH57X1WxIseP2ZS97SfrIRz6UTj/9tPTc5x6RPvShD6aHPvQheRPMwx/+iBwpib5EZYynTTLq86IXvShPGR9++OHpS1/6UvrRj36UN9W86S1vTJu2bCiGs1eUOnMwmq53l+HMHnanbA1Ah8l/9rP/kJ75zKenr3zlS3k91m5ZSvNVr3pVOu644/Iaps1QokL5q171yjwtbRPWAx/4gGwIbQg64YQTcvQpGhchnn/+BdnAfvazn0nf+c630mGHPTrd4x53y5u3fIrHurHPeX3+85/NxpEBNWV+7rnnZPpHPOc56YyPfzw7OVnYRkqxGM+x4STkJQqtBTEPvjyo2hEnJVWvcdZKvBfyyoAE7jbc7GBRx3rzR4+z1Z7KcAVcGagTz3VRT7gxJQZvtKHOg16d7xDtFZXeuD2ikppurmMrUmm0J8v0VOF2cJZXLA2YWbrPve+THnHIw9PDD3lYutWtb5kOecQhWc440RzI+DMuyocWvK62LhkPdu279uqVa8aM4bT73h6GMJiuN2/emP8YUNexvwEe5eHJ0W9H0xjUXjM/Dn1xvcFrdpvL63Keq5PnysnBqK/d6qLn5Y02znFcxs5l3b8z15lH4zGxEi/RrP9m8M1bZ5zbjwvQXlGGJm3d2TKUT0VryGVDF7SjyIbRbsgvnta8rHk8P+KcTj10BsWiu/cA807KrsMIDyE3fcgIMqIMl1cYsnARzC2b0/e711EMGmtk3gP1ioRXKr785S/ndc6Pf/zjeQr3Nre5Td4VW75AUrzFEHgCbnCsW3d53mCkvLU766aMuPU/QhwGiLFRD3+uy2lHZaDAZXAVr3UsgJlRnXeNgRT5Ltsc1AmXOkcHMXLecVW/8JTxoB6wAV/ehfVsQ7r00ovTN7/59U6BbEhXXHFZr1zifdcyyNdlBYKPX//6V3M5XyGBsyih4MtShoM7eIqHWbDW2fW2nNZNHY6qHdEeBg0fRT8hkHWk0sPN2RyUyzemS6fTLisZzkVoR5QUdcx9P1FOue27eKAG/abx2hHac5XeROGtWeGOx8+ssi+HpOAdHSDavNGNbpSdPePSn30NNsDRJdb3zVwdc8wx+XuaDJJNf76DS37tffA8YM14cbTBmYntf/wAACAASURBVJn50Ic+kGWafL/nPe9Kr3zlK9IZZ3wsj4VPf/qc9K1vfSMbV7rjC1/4YsZpKcPmQ++qc7QDF73COPrEndkcM1e+3yhqRhPtr33ta1kPwmGJicNqz0EY1Fq+43qWRzFLM+Flq7/daxql2X5swjVwzpO1fZuDxhH2/IhzYjgpuH4g5+nLpWQ6IhQ6r+3yyy9Nb3zj6/OmEwPDmqiojbFlaBncTZvLi/be5xQRMgKEkwEVnX7rW99Kf/d3f5cjRwPCc50ZdMLQ+c1YFA90Y45KCewll1zUG5satlwTRgwY8MW0Tpy/GwLd57vLcFZrnGEM1SG84lLvMqg8r/8oHMq+fDFjXdq4aUP2iuOVjvKsO74ve77jSNqBBpt44PkVEOsUZhfKp9diii92ueZNP4wivmSPjDGML6+U6xyp7wLDWaKJiaeZ5XIwxNnIVbyc9uOihjNkPfIeT2VAp1ND9VpfD7/GzUEtBTVPmUXd5Jl2U4kO47aHX8C7DtgZ2lkvTHGutjlofKwg2eVo221vPwKDw0Hm8NqA5pU1BtKShDV3m9xEpgzmm970pjz7obylHZvfRK6c5v/xP/5HvvbM/ofrXOc66ctf/lKembEH4PDDn5I3FJqd8bqW19V++ct/yZsKn/GMZ2Z9ZJMdvJYsYg+FWTQzV+m3KXktzpIP/WV5ST1PO+209F//63/New3UxaZFOLwOZkNiGcfF0ezlopejKS/ttxgraWVaBrb00WQ8ZLwNnI3p0ibOebRb0WkDJz0VstPnOyiXZLDH1c9gjB2LwtcG3BpoG8/z+2f8bL7h7Du2q2C3aWF541A5g5xiD6PmqD1TJBERLYtK4h2/budlRAMiFh6cihYjYLpkOPs2G95u6qMM3hIZBq0wJLVhQdtz9XCKjryG741k9qSH4/7yWsjkHN2egWs0nNMOjvb2+PB15IQs5Vcv8ulI1eeowgOPdkZe2lA6EQ/7yK+L5GrDEHUJ45efdf1gnWb9xmJMIy9rYfq3GNblTb4dWn0lJZ/IVN7ZrLf7m8JXpv4btdfAZ9yrdkfdSsQ5RNlRLgx1fXLQdE0pwzZxNgZV1Y817XlTtVM+ZkehEe3GeiWcrkt7KvqdA5qfV5F2DNLMl26sFUX2+7c5iCHI38GtdIrxzdFlOEVzjJ0/0SWDw5je8IY3zMsSNhQyVoyQSI5hFe3Zbc44MqiWEv7gD/4gG0P4lL3uda+b10/RsLxh9779DXe9612z0bMZ8Ve/+nXel2EPhGgyIk0G3Ktclo7s+Lf8wUgyiJaXXNtkaGnD+87XuMY1Mg2vy9mAqA52p//v//2/M0yZOavkYtTnY2MzI0NZZ5TZmpBdeR5PM4ZhzgadGbixHgq8c2kvZBDbtOfinGzQmQu3EO22czEXZ4N2MyrvaU8MZzAs8jL4Gx3MGtdrP+uL0TR9V9YHTLWUaE4Eudn8fxdlWgt1nSsmWqp2Mg6VLRVjRBlUBsG1aQ7RrBftGUlRJiMSdBnGzZsdNG8jxhU5N93IiJputJZRFG6pWzHCVcRpIwvm5HzMnKKYB4HV/tWmaoOPkc83nEs5MoQPXlEivoXhkKu3+mtb7QD4HTwKByRHm7xFCtypSJ1nlg1A3KfAfIx7c1l/iXWYzdZjNm8snq5TlvBv88aMy3pOPMt13LKl9GUXZZpF2LJ1a7eWw+iWv9Ju/Cx/v0uGE+9ahrPf8JIdgbHi0YfKxEDVXvK7b3NQPZ0Y8rC+jzht8DMlymgypkcfdXQ2TIyc18ks3XhP2TvJjKNcJMiQOtxERGrKl+Gz6ZBh89oWWM/s/v6f//N/5teo7Juw98JBIv5ElzYpeu9cOVGk19rAiBq9+mVWjDH8sz/7s7zvwi51uG3cEwUrpwxj73U6Ze3+Z6AZW5GryJrhrJ2kGOfTWYsybht6KM/ujA0s2MBT5zH267yMw6leH4KgMewUbtCBq8O1cLba04Lbsfbsal7WPF444qyn5UQWFHacyEO4GLgwdOb17XYllNYsCM7G6uspRaEYUGMFJcqwo9ZuWNO0BI1n+aUvfTEbkK997SvpYx/7SDaQF174vfSWt7wpPfe5z0knnPC2vJbBWH76059Jb37zm/NJN07SsYmG91qmfEMgTDXOdlzbyA1Cc7UMZyjZLuoqBmQ5nwVrE45XP2za4RHjI+OJP6I4x+O9973vzVPYYVTx/fLLr8g7ZW2ycvCBXcWchjr6JuDqW6Z9CKToezm/vmMX4+tf//r0+te9Pu8+xqfTTz89P8cnSuuYY45ORx55RDruuDfn13k2bdqclZi1af3uLFt1/OrXv5bb8JWvfjm/UoBuNjrd+as5Iut2ddaDLq6LoWlHnOq/b3PQPGVCfgcHKfOzEVWUKHZRhTuLs6VwmzjnTfH1U2tVHdYv9YZT1FYbThHl/e53v/T1r389bzIkm3ZvM5SMHbn9j//xP+Yoz1qj95g/+clPZqPGkFofdU85hvOkk07KkaEDV+gU6452hHsFjp5wshaDa/OgV7gYU9EieAeGWGcVcXpDYNOGjXmsmuZ1pKipYcaVfmOUTefat3HggQelCy/8QY6oGXEGeax/Qg/RLbN6qIzZ8ZhYlOeUe4ytOl9bPy5Ae67RbrVn1nAu2p4m3F69OaiaVsmdkb+ajSllalXE4zUS70Zag7BBxz1G05QKr9AmIe9X2jHLkIZRgC8bh26LuOiR4eVx8jC9E2qKhJExDXLUUa9OP/vZT9Lxx78leZ/zvPO+nZ797GflNRCDCbwdpco7fMFgNBAIsd/WTj0L4z5XuFZYGyOEV8twNnBu3LQpXfD976XDHvfY/E6kncA8VAPYZoct27amzVu3pNM/cHq69rWvnTdc4Rf+4TNnBE+1Ha8piFe/+lWD4cyD0VF460vU3336jVdviokn79Qhh0z4Q9f0lcGNV9aDHvmoR6bnveDIdNe7HpAe/ehHZUVDOZgOU0frUXj6vBe+IP2bf/Nv8tqPV1fw2A5Euw/7gRuGszOm/X08zesK44Ga5WMPH7k3E3FOxkORoZ2rJObKZcsgNhXuggpqrtKrjFtn8NamcAeDkNvSXJvS52VzkKlamwC/8uWv5FkLcn/sa47NR3CSU7vzyapxbD2RgbXGyXCSQfshlGc4vQdu/dH726JYm4O8NkWeRYLGCF3gnulg8uvP++YOTqEvGEtlOfz0jigTHVElXfab3/wmT+WiwcH/z//5P+cd/Hbqiy45vwyt96WVEX1ae/UKl3GBJ9O/lmEoyzJj2KaBJQMt2einF6v+bME1ZKjZ38boHAdotj0VzZVkqLV00qhjkaNZnO12z47Hee2pdVDW7WS1QZ8TE7D1++bzI86ZzUGmnTCwbM92zcMzFeGP8HotQoRHSAkuRUpZEygL/QSdsg1mm4rkBRIsf4yC3Wlxwg04wvd3f/eK9LOf/WN685vflNc3vBZBeBluJ9tYq7Cl3cHkT3vG09ITn/SE9KMfXZW2bC5bxOFGx05f9WaEdlXE2VK49fmVaFMQrz76qHTAX98lGzJ8ct/AZtAuvfyyvLHqmc/yjuUD0v3ue988HQXOQKYsHC6B3wa/M3opmU996uy0ffu23EYDbXnjxnTxJQN/HRYh+sZf5SkNg54XztHBI1Ne/mzi+unPf5I+de7Z6cEPeXDuX16/tRyRLroi4vve737pj/7oj7LSgcurLrlPf/iDcrg8YeQ8dH+EsOZRMZyzL7nXa5xf+NLnczRLXrIM1gqocxJCuPMgaDgr6C9KO0fqE0URMlvnU2VW1jsnxmtv3RzU4FHNw7ieUTxXa3PQoHz0PR6aORH1mWY1g2E/hBmMb377W3mHvYiTEROxWXcU1dEdDKrXo3w1STnljW+zNaJA0aJI1E5X75fb/eraGGFA3/e+93UfQxh2iNvRzyjTPye8/YS8OVFZ65foef7Vr3wlj4lvffvb6bOf/1y6/Ior0oc+/OH86haHlr6zRqqO555zTsYh6l0p2sSHluEsEefEcM5xQlZT9tGPbbhZQzOXdmVAVsY59PXKcIvRLjzaEZyT8bgCz9s8CtpjPPMNZ62cumnGslZYpll4cub1CZgpDsqUkfTeoD/XvCw5ZS0qJLTm+hmJMuV4eTaqpl9Mc9iRRlhNlxBkStJ6AsP7s5/9LBtl0zgGiMiW18dQM8q8xC1bt+QDyx//pMelrdu35unEpXVLeXrHFnOD0KDLxrvlbTWUSShcQnC1Is4JH7Xbl0kecegh6XkveH42QO7hC+dDW/7hc5/NB7AzSvjr6zNhrESbporw0ID1x1A5Ck8bGTTCxmhevnRFeuWrXpW9dPzBXwP5Dne8Y3r/6afnE5fQdSi+DQ0cG7x3KhOjrL0+y8YhiYMjRKe8e0bYyUKiU+/P8vb1t6ljuxXlFIlZCPVx0HzbWSGQ7YgTz/fU5qB+0IfX3JSN8eDfUcNZlOgYp+nY7HRM5GjKy0y76TFP8bV3beqjKc4m7R00nHkcdfqEvJA/8q/tjsOz7v6Tn/4kfaPbVcsw/uIXv8h6JGT+qh9dlXeQx7iBx5g2Y0LeyvheTtt9hMEGuo1lfLlv2hd87YDRG/6s/2+/cnsut3Xbtnztk3tbt21NWzZvzl9eUr8t28uavnpYHlJ3MPZycDRy2e3bMy3js6aV+Vz1ZenzUM4l3xsjzjry6sdGU97GbSn9PTY6eFA2Eo5hZ5y0jk+L056V9RbOqcMbddQXs/0TdRw/m/8eZ9W5kBWjWTbSEE67zkx7WBtjOB3DRlGamqWkGcwQdAvpFLNDD8JwEt53nvjOdOADHpie+IQnpCc+6Um50tY0GY+YqmUkGE7REYXMcIoc7bRzjBx6plQYXpuBfOnj8U98XNqybVPerUpwRVeMvG3loiYGd+PmjX3kwwvOnnBTOQ5rBlfXcNYRp3Zf+IML00EPPjgddfRRPT/wVJut0Xz04x9LbzruLel2t799Xu8ViZpK5Vk//wUvyIexUxr+4PMqD2OGB5RDvr95U3rHu05M93/AAzKPtF0/Ukh32P+O6dTTTsuGE11rPvqHl89wnv7+0/OgzwK1YSld6TD3DRvyOo6NEmiJ9p2H67AJU7iiAn1ELvQZPjs3GE31oTzidZl+4K0yVQtuTxhOdOuoOPOBbFSzMGXTzzBQyUaRoTLAcnv3bQ7KzlfmS7exMMYZ3TBSUtXxhXbim3X57Oc+278HCb6UGU5eouhm8FR6i3KO3d9eowI7NWJ+F0XarRfbdd69CbAuO9d2mJfXryjhmXXlycxEke1Yipq0sapbtL2lxN2L53VecIciL3n9PK7bcC2cg/zWZQJPndfP47p+HteLt2dHac+2Z3Hag06PtsijDXU+7/nCEWex3GU360UX/SAfuu6kHwrSdKKdaSJKkYY1T94f48nDM41BIZtmZDgpe9Mnz3ja09MhD3tEOuhBB+WoiGcpIjTVa4MKHL70QUE7NN72brRMnYh2TNXAZwPNbW59m/SlL38p/c0Rzy6Gc/vmPDVnV6jpSlvIKX0Rks1H20xpToS+7dkPTL5ahnNijLUdHV8iOfxpT831582a5nQovsj8nE+fmx76iIelm9/yFnna1FT4X/7lX2YnRYR9r/veO39TVNv9cQScCWyzAzyZv0vr0uOf+IT0qEc/Kk93W79xDrDNPLff/w755Cdn/IbhNEUskmeg0fjZz3+Wp0e1+e3veFv62BkfTYce+ojcv6a8GGJTuqJVMiDa9Yk5U2baYP0Vr72kjkZWcM0o3wCYVTCmatHeGzYHZWW/oNKLqed68LmeyprfTaU/kUlwNa4o01IShfYsL+OIuLoOxRGeTAe2pr0b7a5nYQac7X7UhwNMp+wnY6LwZ4Bzyg5jte3K7fkj62NjN8BlvI0oIeNT7zw9j/flr+ZjfT3LSzSGcsP1hHajr6KtNf6Vrmdp49GsUYAjcPd5Y0NWEy7LUAtnuz2t+vY0qza34Vo4rz7tVkSeZ0Ia/b5DvJyMs2hb3e64J19bxLlcXsc47bRT0v773yF95MMfyrvHRJSmZxlMLwPbuGLdzJqBZxbeKX+RogjQ4GcURYKmYm1QsaU7pv/sirNJyNQh5StyMVUo8hRxmtK0XdwUL3xoKcOgPuNZT0+HPe4xaev2LTni9CrFe97z7myALdg/5SmHp4suuji//lEzxfXuMJzabo3zhBPfkW5929vkU5I4EaL1hz30YTk6PPX9p6U73OmOOfL8wYUXZoOGv84BNkXOMNmWjyemrBkyUTpnIyJ9h0+c/qEPpAce+MD01MOfmo2cyPQb3/pGuvVtb53ed+r70o9+/KO8KcPOXgZTf5kSNu37la98NU9NnXjiO9JNb/5X6b2nnJyPRXv5y1+adzr/r/913VzGGpAI025I0+nWm50exZjqL/0cyr6lcOcp+z1tOBnLWj7qQRPXzYHaGtCt9akdVHo7RHsBJRFtb051LdiettIbOwI9L1traF3Ex3ANcLOKueWs5LcA+inBygg2HIF2PdGpyvXX44gv+BR5mWZttzHaMM5n2zN3nbEyWkGvbWQbOBvGuNnuhlyCw+OBZvCgZRDjWZXv4JgokX6FL/NhkImBn406roH2arysHfwZw4k5LQOSkW503N5yeunLXpye8KTH5Xcpt20rJ34wmPHisvUuEZANPO75s7gfkUdMY/F63/SmN6a3vvX4vHPW2awMg510pg7tSLvxjW+co1XKmHGA05SlL4KIYu1mo/RFpZT081/0vPTsI56VD3CnfC+74tL0hje+IR13/HHpmGOPTud++ty0bfvWfgqpFoZWu2tlv0jEOVW42lhP1epk6yZXLK1LL3/F3+b1QW3TXlOepkuPOuaoHJF65ePK7dtzFClKBmON8rRTT8tt1nZ/pne9YrLVOg2l5tUT77tuXE5veOMb8+sir3zlqzJvz/vud9J973+f9KGPfDBd9eOrcp9Y07SLkIETIarP3e9+jzwle8c73j6fE3zF0uXpCU96fDrmNUenH170g3xIPCdEmcc+9nHp+OOOz8rNqU/vfte78y7n733/e/mdUQNvnXd8u8FX8yiU3jiq+B3+HucOKKisABrKsWm8WopsDUqiJev1WIjrFu2mIpujcANPnQ+KblB+zXWsluFstrttqIpzQZlWf5lHFP7wV2gPjlKsVS+tL6dojY1wp8AZ+tFf7Mqs8ZZ72UDlcdn43ehveKc8aho5ZZt9PjUy8+Bahmbvoo0PTdlotrvVnlnj3uRl7ssWLF4W2aj7ZOGp2iJ8pUPOO/876fzvfbe89N7ttBXNiBBFQQyYKTuvoFgDFWkymkE4lKQj+9YtXZ4uufSifJ7qpZdelNfrbCZiaJ0IYkOLqV6/7ZZjOCKC8dxUoWfuoXvB989PF3zv/KykraldsXRZuuiSH+b8kssv7j+QXA/kuG4pk7UazsAVeQsnT9bBAXYRapOXtL2LaeoZn8777nn5dRWbFfBM2/BXdIe/seHKO5Wmqa31OsSat+t9Tocl5OmMDctp3dJSuuyyS9Pll1+WLrnk0nTFusvTt877Zrr40ovTetOhy8t5d6OZAf0igrfZiKG29mmnbnldaDnp9+//4HvZ8/zud89LP/jBD3MZU7wXXXxRuvwKZwdfnM8ovuzyS7OTlfmQvz4zKKbgjbwYztnpxXpX7ee/+Ll+V23IUJ83FGmL53U/Bn2068M4epwLTi+GIxD4QuH2eEQ3a9hVWwb0dPD/Hm4OqiLIgVcNZZ/7tkR9AVfeJ5/ANgxNlquGUfJaxRAVDtfRh32+imIecMwqW3VtKvtGfXp61bOCe3AqMr6GnGed3Khn27GZrWet06MeLUcp6ARMnzdpT/om87tFe3bquUW79Pt0THAExvyZB9fCOa/dLSdk4OW4DTMRZ7+eU22EqAXBc6fd+CsMXMrRk3U1Sj82rbiONbiy26y8ShBGj5LWAFEcJSmSzdcbltK2rUNZOLZt25q2b7dbbks2EE4o8q4gA2IzjBxd9aT48/RgXjcrDIc7/tQ5t3Fh5Th08CIRZy9U3UBoKfGYAmI41b3nU3dyUD7P11cfcrRaDr/WvmgnHgZ/td91Npbd55QMvIjqMm+7E5fy6UPL64oRyt+79AkmZ/6W3YhF+Moh8sFXUWw+lclpTVs29sbQt0zzjkLGdsumfB/N6Ed5zYv5PCeQe5fhDBmp6x99ETyKzUHFWJYd17mNXcSJr/opZhtqnFGmPB8PSDIWfRdlsgxV4xHuYrQ7T3jOxqTYzFSOUvRe76CAZmjDP/kWaGnPsCmqL5OnLYdxVOpb2hHtDtrRnint4GPkLWU28L82ntowxwmbKNO5xisb2rbRHAxiPJ8q6LJBsqWQoy3yoe6zhmT1ZxOZ6NrVKlfTjOs2XAvnIA91mcBT5/XzuK6fx3W7H+fRnu3HwFPnQa/OW/xfnLb+WTvtuk771Ue5hdC07k2967oRYQiGvExj1IMlrms8oewdd1emJ8Zny6pPUfaTDhZZhWGqvnuHhr9QYAHTytWjHOweA2RMu+dBZ9wDN+PxjneekL8duP2qbYMyirpOBmWPp77f8B5zfTJMUYrRFyLIiCLj3izOUKQdXzr+rI/Te/KaVHlnrKeTFfxwXu8Idz46cZharfmX+7E7pjDK6Lta2YPPcFUf1Timz/PvCf8YfDjqXbU1zsBX34vryDPeFq8rA9LjqeDq8v3zVpnGvYCfR3v0vFF+Ndoxflpwgbv0C2VVZLu1OWhe+RX7seJR0GrlUUfPWnTci7pF3sKztnvFuA46aEeN16BjFqlHrVRdL1Jmb4aJfol8Xl3jeeTz4H5f7kc/7wLDWbaL1wMwFPiIeQ4M76YWg+mRMxRxnfNVBux0cNa0RzTr6ZBFDefESNule8KJb+8NZ41/VOdOaTFyi7ZHveFYro1svi7Tr2Eww5iO6M3lkf6olAojOuLvwGv3M43u+VyFOzWcoviJBzftk5pPretRW/AgR8Tj11HgrPs2l2m0e0q7hqvLRz3qe3lqJk46quQlYNea5xNXsuMyKOKa3ghfPoB/gBs9W0NdprxcBM8wJTXQb9UzHK/VcJZ2D7hG8By6kYyXdfkRTLO9HOiJE93DVTKe5X0l2Lpei8LVZSbXG8Zff8nKdW4967JroT2v3TU+1zsJru6fnsdTWo1+XIj+rmr3Tmp7395ZfL3hLCEvD7D8xUHt8bvPmwwpDMjvOXXvPpUPP5eXmZe6CLAosmDWkMM9S08UxKgOdcrTZJn+ULYIyPB7+FAs5RoCNDyv4b1onbfj569dDHSKYRp+lzoMuLTNLt13nCjiPDVtv2p751kWOq3yZdv/ou0p9SplxvUY4y5ORw03VTo1D/JUX2c8o001fwM3vhe+MKa+dE8ZjXmIB0UxV/WbwPRl+n4QkQ587J9X5aY4yweARZxHpbLGubl8VLzCk9uQcYwH9GA4S90LXIkCWsagTOkFbHcQQEWnVd9yb0x33AcDvua6XD0488wA+DjRqpSdT3fl53Xf5n7sabXqO9SzeaxaX7aCy47AKnXQLxOHYcSfenznqUj4WvVzL2iFcWzBxbPIV8I3xbkabItedy/LSYzvYVp3flvWQjvaLS/y28a7AFxXzzEvo911+XK9kAzBmQ1s6II4CWl2GrTUO+hoS9Bu8Tbg5HPWi1vtyfK2CO05vMw4J7RHMqmdpY/3s24RPyJv3aunXwYmhJCunjOu42mUsjElaK6YWyvqFP9qedCJfB58/q5ktW60In1TL0tlk87mTZvTie84Mb924x3Vmlf1deBzL9a56ntxLa+fU57qvE4HdZso8ppW12F1uXptsBi/YlCLESr1Ba8OrboV2oMw9HSyQzG8CB48HNMelMQ83DPwk36M5+j2tKOdnbwcdczR6QsO+d+6pbyIHs8jrwZgbzA7QwR/v/mnUjw9XB4Upf09XMevqJu87p/6/uyYGJRADTfPgJR6lBfsM4+jTYvk0/Ewr0zFnxmlm43XMP7nKrMM1/V3N2ZCJqa5dscnxFoOw7A8Mshd4VUtu/X1FE496ueuWzDu+ZvCtuDnwY3LFgdr6ONsNJYG/tV9vnNoD2NsPj51rOFcN9rTByMDbOmfSnfP4CmwBa4ydMHTBs42v9fK86GOuW1ZH437ovn95BZcb9hrnA3+gMvtqeHCESjOTs3n/WIzjQ018Rf3Inff563Kp7wGuIC/url3Def9+bRVPLO5aC00bFSq4et2xH33pnD1s7iuc2Vs5HHuZZwVO8U9xbkSncAdZRz+vsFnxDbbbOOj34XX8Tzg5dN7pX/G7Q44dZjWM3DVePrrjR3djn7A1vk8fEGzhu2vu/7uf3cyh25PO+Sw6/9jXnNs+tJXvpy2bt+WX+NhpGMDWs59cm1j903TjeU1FkesjWC6Y9fyumkF6yB6cFOc6jK914JT3rdM4XU0oet5OH25Jv/ZCNdfD6c/zdS3Oxkq6hF5Xw917GC0t34euOJerBerY65rrsNsGVH+mJfasyFtWB74mXGi7VN/GV5ezpmNuvkSUl8HvOk+5hDt9pnAeD7kFV+CPz5LWOEq1+4tDTxswgT+RXEG/Go5/sC5Gpzni9LWnilsq91rwTnF53cbp35cpD2l3VO8LZxTmHm0la37Mcq16hPP6rxF270axnULDo0W7Xmws3Xa73vf+17y5/SZyNvX5zefzysPRxvPQOf8712QX7uQn//97q++F9dz6rZyfQc68+rYKt+CDTifAXPggKP/fEXeqyEBHzCRR9vj+ZQfU7iAvwAvot3yio9TXPWzCy44v4e94IKhT2uYmmZ9P677HN346+j3zya/WzhbsD3cpE0tWPe8A+rP2byOIqx3FI8H+nI+Y9SrO/FXPw/j4V5+LvruYA0qz2uYKBv36udxL+PKBnzABacZgoAP2Do3DV4GMpquB6MUcEE/aLjPkE/v5+cLlC9wXTsnPAqachF35kf3Cp4o+AAAIABJREFURZ3Cq66OlXORYTMPO37azW5mpONjjbPUOdra1SHa3RmfHl/wc5QXhVXjxLdiiCm+UucWb4J2wASdgA2c8Vte34vrcbmuv6u2Bty0/CzdcV2n5YJO5FGvGi5w1rnD7gN2qEPQGudT3Bl+BSegpk0earrlenXaTZpdH8/iQ2OMs/xu0W7BLgqHRgu2RXsYo3Xd9vM5K6e8RO46Tn6JvNwb4AK2zgM28honuICN534f6j56XV6uD+3uHdrfr8sEnsindPye3gvYyD2vca5WRrn4c8ycwx0cUee0I3ji2Wp4Vnpe1yf4cegjywk8ykXdI6/vuT700KF/pnQCd4ErOOs6z8M5xeN3wAbO1fAEf3LZqo51+SmdoOG+E6EOe8xh+UQj3y31eScnSY3/npeOPLL+K8/B1vDPfe6R6Uh/R8IzCzOFH9M4coIr6hF0hzqNaQbcuDzc89sz4Io61Djj3q7LC3/m0Yz7z5vph6GNAaOO5RqfyvXss3F7S988b8QfvCrt1adHpCOPfG5+3uIB/OUPvfLXgot7Ae/39LqGietpXpeJZ7N02+0P+Gk+xVl+D3yq8QesHJ54Ns7HchiwU7ql/HjcFJiQ8yGvcdTXdR0CfzyPfAwT47GMbzDjv1abBpigEThDF2h/uTfADnhDLlamHeUjj/rv55i2fX+L8+ALX/hCNsyOvHNQgz/88zmjRfm4FtjAeXXKTMtGXeP+70LuZCS8dpyiP1/N8Re/5+UBF/m0bOCY9zzwxvPI3RcBR/mAq/P6WVxHebny4Ot7dfm4rp+7jvtRPn7XeQ1X329dB/54Vpetn9XXYKdwdfmAbcFMn01/r4Ynnpc6FHko10UmgmaNN66jbPxuwda44rpVrsZRX7dgW/emtOfBBJznrkPupjRX+j19Frjcn15P6xG/5+U17im+eBZl6+f1ven9KLcjeY3f9Uq44nnk82Cnz/dL+9KaOeAgewfW70u7ngM8PJ9W25f2cWAfB/ZxYG/hwD7DuUBP/Pa3v03+pF/+8pd5ishntSRfhY/nAZMf/J79t6fa5pNqu9NJmbYz+lZ3Tp/N6+Iarr6eh2MKE3jdj2eRx7M9mbfq0rrXai+4ebB7sk17gnbwIXgSv6Mu099xf1++5zmwz3Au0Ach2ECnhrMuHoLuW6EWkn/1q1/lx3Hfb59OizSFcz9gf/Pr3+SdsD4T1krK2h5d4/MRa691oO0TYhI4m0t+/etft9D0R/fFQ44AeJ8ci1S3P+7trvyZz3xmbzhXq4c21/wKXq6lrnWZefTifuRrwd+CrWnWz+v7ca0fHbHoSzY2TOkvKT4nV5evr30r1etT0+RTcOTIl22kaFPQC3i7yacyHTCR47/NID4BOC/V+MmZDXex6c3H07XHhw58HcnHHOoEvykznxRER/JlIeWd8wwePjJfp2hjjAnPXGu3Z5HwCN5/+Zd/iVt5fIGr70UbACnj+Uq4gz/g67I9kcZFwNVlp2ABM70//d3CUd/TX/TGT3/6077oFLf2k7e1pppOfR14pnTivjzDl3ilvr3qdYvOqoXWCLBDhnN3VHCN7dnl4CsZTsQN3Pi4s8+ehWFj1Hxmy1dMJAepP+MZz8ifO3vTm940Ujbx7VFfLIHL+madHKbvE2m+VXrEEUdkA2sA+/SYL6z4sPhFF12UB4N7PvuFhrpH0ncOlofDZhzrJ5JD88H7QLjdrRLY+Ms3duN/8yLOluz5oIBXhXZnUo8wXlO6rTpOYRb5XeOxLq3PbFLzRSAKzSH/frt/0kknNVF6feolL3nJ6BljaNnBV4jIDGPcSr6RS67II5mu5SjgGUHfYAXnE3O14xUw8mgLQ62+vuxD/nz1yMzCMccck7+563uvvgbkQwYSeBuE1EFbDzzwwPwBCF9J8q3dv/qrv8q4bNjDj0icBZ/Ks1Zu2p9xNlZe8IIX5HKeMZ6cAmMF/le84hXZEGrT05/+9HzP5/KUlaINDCb5xL/nP//52XmJehpD6tsyRlE+6rhaDr5VpnVvNVzxPMpywrRBu415+quVfDUJf1p934LfafcahjPqvhKNRWBWKr/as4UNp4rMq8xKz1RgXrnVKhfPd7R84NkZuajRgIip2hqnelLcvo/pm6F23vqiSQzUP//zP8+KRxlG1HdIzzrrrGyofAEmki+hGLC8bgOSYAcP5JSL+7xvisoHvn2hBD1fNSHkaKIhYvMFFh8AD+OIDs/aYKGYfOSaolJX30dVpxe96EXpOc95Th+poht1iHrujrw2nEE/cs6Bj6d/7GMfy0qNchON+LYp50LyjVdfz8EPzku0V3RCMXJk8Ex/wudwe86DT+NxbiT8tM6KT77Ogz5eeZdV8ptcoElxwqE/oizlhDYDdMopp+QPlqNN8aKpvP7XJ3D6mpBEmYumor3uqZc+B+91KE6WD7R7bUe/xafnRG2iIMrel298gYexkXMwKED1Ybi0hfFihNRH9CZpD0VKho4//vhkYxx45cM4qTP8DCrjRybJjU/VSWRYnY0H9Y2EH77Re+aZZ+YIGo/UzT1812Zyawe7374CxNDiibpzGsi39hkvviGrD0VF4ayi9brXvS5/x5bDYWekfuFEMKR4yMD5gLz+5TzYHOJbv77KpG6cAY6rTxeec845Uf2c+w4wfpM39cYXPFVPX4eSk0+zAWDqhMeiZZGeZ3Lt9aobnknuRV/4zQjjO97hOR55PY4c4QnZJA/6TdTtN96QR1+qOvbYY3O96nr4HKTd6+SFYaR36kQejQdO113ucpfsgOMzZxENYyfGkHqYESGHaJ188sm5L/RZzB6QJ30Nr3Elea+bk67s2Wefncu++93vGs2QaKs2azs4PHOPs+d7wq95zWvyRs267p772xVphw1nVK5VwfpZ6/miDQo8i8LvSjgCupLhNGgJuJ2gBiXF4rdByNhRQNpDSAmJxBMmnJHQoPTsgqXsjjvuuHiUyxI8ipoA+Ug4JWWw3fSmN81KlBJDl0JlNCS0GdhIBI8ChoeyoTgZZIZKMpDc29Gpz6B3dfOp4azlyLc/b3nLW2ajQVm89KUvzYqFkrvXve6VB612X/va185KxHPOAsVOyVN0Ivcb3ehGOYqh9ChPigRf8YfS9gFxBsMzfWrwg2Xgoj4MM34xPBQs3kvqr+8pad+ZRduH3r0HLDo8+uijsxL4b//tv2Wjygmg4CUKCs06MWK3u93tskIXoZGFQw45pI8URA2MM5kyyyB60q+UG8dNhIk/Zhs4FdqDL6ImipscidoYl8ArMpUoO8YAXTxBR/s4I4xYRLRkH/1Pf/rT2ZkzXm5yk5vkMRFtEQnibyhP97WtHgfuwU8xwsEIRaK4OSmSPlDX2jEMOH2iL1/5yldmPKJL9WRQJYbKrI37xq7xqa/1u98ieuOGMWWk6oQeg4nH+MhQcd7gDNwiWnwma3XCo3CAOQz6yvglr+j7LjFe6BvjXMIr/YvuYYcdlu9xcDnrdIxXvIxlMAwaGWf0OVX6C+xtb3vb3jGDgFFVVsIXfI6Erj7BQw71H/7hH2a5M7bIKSN+/etfP8v07W9/++z4cBg46RybO9/5zlnO9RvaUowHYyKMNHnioNB397/f/fOYuPs97p5e8cq/i6pkHjzhCU/IMmWskVe6SfBBlxpXvs/MIZXIRPz1SHbixcKGcyfS7FGF0nGjvu4B9sKLlQxnVNcgFJ3o3NpLNVDe/OY3Z2MlwqNMJdNGvn05TYSesHg+XbdhWA1KSs4zytyA5TlTSBQDYfLNUsmg4PlHgpuyUVdKjLEAE0qb4XQvlKZye6KPDDQDK1I9GBiBUIAUDeXIkFByFASnQRsobYNXlMGLlwxaClnEQgnxiCkCH12PaUaKiNL0nGcuUUCMXqTgCSVOeVKuoiv9JhnU6k9RMNISpaneFJ6+pbivc53rZOMm+qGsJHWm9CMxFgw2R4lRjYhNnSJKNbUv6lYPDsEBBxyQ26j+FKBkKpWh4+Xf7373y0sGlJ06UpaU0Z/8yZ9k4xq0RRP4wdBL6nHNa14zK+mIckR92k2BaYP+YRQkDkCtlEUOnBjRbqRQ+PFbDodIWFk068Tpkxg3RiLGUw2jTvpdn2mraIicG4eS+6HA/SYTZKCmxYCZDmb8RNTaxEjCZZaHjKLDoKlvGH+49G2kekqf03eb29wmw5Mhv6MeIlnj0Hi94Q1vmK85KWibptZOukUyxtFj/NSRIdRexi2ifvJHvzDON7jBDXK9o06Ro4k/9ayAsbT//vtn3GYbjCmJ7HEMOUb4LjHOokzlOR9mCO5+97vn9nOsyISo8Ba3uEWmj78xRvBV33P2//5tb0snvffkdO/73ic99OGljfDjHVpkmDOBd/SetommGWoOsqg0Uq0r4t7OymcMpwrWHYwQAY1KMBw8MX/1gngIcV0x9/zV+Gq4wBkeFTj36uR3XcazKUwNv6uv1cUgJjzTpP6meMKLNkB5oJI6U1YxYA0Sg0FyTdAimbqg/CQRjIFce7sE2oCknCggScQVRoFy47lSylFPgl6vfzESogeGkdGgFCkEAiwxOgZpePX55h74r2U4oxqmxDkoEsVggJJJA4xSZvC0J9rmvsEpUTgieUaS84G/eMizjjYrq78YPEpSYpjqddSQRWXQFF1wVsJIMkKUhP5kRCWDXL0ZRspIPfWn3yKFULb6LoyocsYc+YrxpF2mwzhhEW1xmjhFZIjhpNDVkawFLm1ivM1MkBEJLyJKdk90QVlKpovxjuKLxFFhXPWPxPlSXxGre5wYMhjKW8TB0YvUMpwRqQaM9jICeM/p1N+ROHYcAG2jk9SvZTg5FRHtwU/pGh+iRInB8mfMms6NeyIgzoipW4mjQ9GTMXwSkRu34bgZ6/70a427rnPICnz4w/GgS9xXt4jKGHP3GU7GjFwwhOpOnkR1+l7CY/IoCsMr/cAJEgnqD/c5j/ZTMGzWgjlIkegz98l9TAtHPcmQ6VljBB/MVEicOw6doCDqgYfkKpwMssWxI8v0DgOsv8y6cO7JibEkkXntUt8DD35QOubYY9KBBz1oZDjViaOPHudENEs3+o1X6JtR4dBI0Yb8Yxf8lw1nTURHq0zsoCJMpg4MfsJKOfB2DFBepMrzyikKnqHwmfIS/binY6MxvF73eD4RQVEE7vM8CSvhET1J6FFwOr2O3NS3rvMu4MtclCtFnOrEyyTkhIRhCoVL2RlQhFQyAAk4wSLwFLf5eh6TNQGCTNH5wxdTEKZXCTFvlHdFOBlc/KJARTwGoD6i2EzPWYOhCBlf3iDFLtIQaVG4lMFjHvOYPOhNxakLenAYCKIJirh2kuYyZxc8qA3ntN8pYspcxGHwkDP8oSgMLoqdPGunaXHTh9pKARnU+EbRULr4TlEzYmQUPjyjUOG75z3vmZ0g/cKQoBXTQpqtrOgOXfJKQVCA1uj0tXsRUfDOjRVK5j/8h/+QFRG54LhQIqZiKUt10X+Un6QvjAf1M060RZ8pq++NR8rF2hnFRpnIjTfKKww3nnlmapZift3rX58e8tCHJFGHsQgHpW2cWxMUOZgSp6ApTQbK+Gck5OoMTjRA7pXjhFCOlhoYqpvf/Oa9E6ktHDb8JdOR6JIYO6J2yhTvzYpEPbSFLhLphVNqTKITsyu1nFDG2mOsaCsYkZs2kQO6TR04Nne84x2zgVYvdSczFL6+Es2Foxv1Neb0j+dyZciFPtfHZIbBoUtNQ9YJbbqRc6o9DPCNb3zjTB8u0RwdavZERMUBgtN45SSRL/LCsGmfvhDVkWd9oiz9wgG2NMBpx4PrXve6ub+iLmTzv/yX/5J5QZegGwlfyRq5Uc8/+qM/ynB4T8/RE8aWRO7JDPnEK/KGLieDU2vsSXCRF/y+2c1ulnUUB1X7jI+DHnxwOunkk9Jf3+2uOerMhbrgTbvInkALDbaD46ldHJE//dM/zX2rTMiAfFekGcNpAP7BH/xB773x9PwmsOa1KQ7CxxslJBjIQBh0cspW5AOPAcNwGNyUL+H2HI7wRHW40J5iMRAYBdeUEm/Rb4IZiq5myq5gyGo4pxFn3TGuRR7axljVnh3DyVM0aCXKEM8MHvclyiYGP0VB6VNyPD+GDv/xxYCF30BiPPQFxU2xUfhhrNWF0KJByCTOSHjmPGoDWB+jIXGU4BaBKM8QEfp4noF2439Tw1mTpvgpJIpVm/HUH0WEl9qAjxQaZ4QcaiujE5EEB856X7SPY0HJ4L2yBinFREngdyhAMLF+rE7gOJDkNaIPyoQhIfvkPvpeX7hHYVM26q8PzQKI/sm/PmP0RAj6LBKjyDnihIWDSTEbI+hxikyrki0Ohc0hlCN6DAEZdR3yoO1HPO+56d3veU/62c9/lqOzaCM5I5t4ZmyGrDAgDKwElnFCyz3yF3yxTshAK8dQaWsk8qpcOB8xjvCAM2nsU4bxXDnOIEVMidNH+CYZk6LK2BUMV+DTL+pLhhn9SGhT8pS4BB4c2hGhusf5BAc+cEYONx55Di6SaNQ9vJWMqYi2o6y26H8BA/k0zjmteIWW5HlMccNPr5qaJKtkAE59rowxS5fqB/Un6+phHBjv2k8XMMIxI6YudIqy5InsRr/mCqSUZUkfkkmGmWyTLbNeZDtmOtDQTrJnbChDD5I57QiZoBMFCZz4kHPBAadBvRlB4+w9J5+UTjv9/SnM3m9/85vcf8YnB1JfyY119eZEqFc9M0fnBr+jPTsr3w/iQC6nIMxDE0xKiBcgRKcUdDDBqpOKYpYUDMNAc9A6FjN0pvKYLmk0OqZrDDSDhVAQfApDR1LYOl0yb88oG/BSXed8Yzf+FxFnCFjNu7ieVmfagS24+l59PcW1u39TcIQ/Zgh2N/2p4QzeRK4+9fXOrp/2i/zCmMBPBiiKWlHvbLpBh3IKRdeisda21/ChlFp4d8Y9UQXeUe6MQqxn1nVAZ/rbPUZpXqqfKVuXj+vI5+G4uveD3lrw04/GkBTlp/QZQkZjd6V59Qj60/Zx0szMtNIUtgXj3kpwDLeZnGn6bWc6Vyo7LRO01lqmhWfevZHhJJCMFo+OYeMl8Hp5T6JC3gIPiCGMygVinpvpPUaQ16sML1iUaUqKIY5pSgYYHl42zz6mAXkvpkl4EHGPAQXLCIuA9nQKwxleYXSOPP7qOk7vTX+Dnd6b93t6fyU6gbcFw5BPnwdueZ1asPXzXX3NGw3Pva5j1FP96jrG/RZsXdfp81Y58KIZcsqDl6LclGbcD5iol3yKOyOq/ouykVeP8mXcr3MP6t+up/fq33EdOXhS8Gtya/NFKnngBCfF7zrvHq34HLwxbMpVlEMnRApcwZv4HXnARe6+FHl9P+5F2Wk+hY3nNb4Wjvp5C4d7IQPxvM6DTuSexfWUnmeco3CQariArXEHrsgDPn5HHvcDR53X1wEvjzR9bmpdlGw8SJ5P/+J+5DWOuPas5lvcD1ye56TP/ZuczBZwdR5F5PX9uK6f76zr0eYghlNIb2qGwbRpwnSJKVeGjwfJoIbhVAmGxHy2dY2Y/uKJxxqp6UPKT/lYk4gpEVNIjCocpsUkmzcYT7/hsM7BaPL8Jcyo8/xjN/43naqtSdcCUd9f9Hqltu0sIQg8QWu1ugVclFsNfmc/ryNOuKMe8uC3PO4Hfb8DPvL6XpQJ+ICJfIqvvj8tU+Ot4Vr36+c1nun9Kf2ob+Cs4aewU5igMwOXGM/OYAZQl09x1L+Ddl0kcMujrvXzuK7h4jrwxW953JuWm/6OMgFfl62vo1yd18/jOp4v8htM/Rd1CBzT3y3YuNcqM31W/3Zdp/gdMHXeqkddtvV8im8KH2VquIAJ2gEzvT/vecDXz6Ns5PWz6XULJu7t7HxkOBkFhsoisSnZa1zjGnkO3Ny5OXjzyQyqueVIjOb1rne9bFyt4ViDESFYxGYgTdWYf2ZURZ/WRB/5yEfmxWu7C3kx1iqsIwnXLWp7bv3UJiW7p0S6pspEn5glRR712F35NOKc0jWlqd3aVk/vgTPVHOtVHAHTvabi4h6YWhjwWXRu00Q8k6Nh84h1BM4MRaXv9IX1gVhndk9dTKFbZ5gm619mBcwm2FQgcVjUicMT07NRpz3B89pw7ux6rNSeoIW3UvzOP/ai/65uvVZq+85qXtQtaMXvnYX/Xxue3cW/3UWn1X8hK61ne9O9keEUcYoCKXy7qyzexvy8zRfWHClUClmSU7qiTWuhFvQtXlsbFaUyfIyu3xSQxWnTuZ6JSi1ex6YM02GMrV1XDIk1Tzu6RL3uMeT1duk9xWBtti4bU7V1Z6qTBXG790x52/llDTgMmI0eHBDJpgJw+Gb9x0aKaWL0/uzP/izztH5mk4Xdh9aO7ArkWOBX7BQ0NWZThQ0FdquZNleXWJODy3tfnCQ7M8NpsZZsHcMGDPCcmEgrRREBsyvyluFEB09NH6mzjQqcKskmINOCMdUv98xGqHjR272YNXEdjqDpWNNl5FUKGdtTbc+V2EX/aVu0bxeRmHE2dgfNXdWWf01491Q/7Sm6V6dv8xqngmsdRODDG786hHekzFrruiO0pmVXijjxQ6RsZ6TNIyJsi+o2Qdn5ZqcxR0PilIgaJVF8vMcZbaPoGT2nicQuWbCe23kbC+nWgxlj69GiczvL1IExYBhjExPnQ0QaSWRpw5VIk3FnMDlNnBfJ6z+Maqwroxt1Cxy7I68NJ3pRB0bOM1v+bd+3FIBPDD6HhHPDsJrh4KzhPZ4zrByLeL2JoyOqt6HN7Agnot5FvKfavat5+/varkX5FnK0KPw+uF3Pgd+lPhltDmpVvL5XX6/Eximc3/E3LbfS/Sls/J7ij/u7I1/JcAZ9U5yMjveoRMkieeVMi5pG9dv7T4yrZA3XruNIjBmjZ8qUAbBlXNLu2lkxTWs9mHH2agZ6NlLJRf4MS7yXZUcz4xLJtDFjKfJiYGwIA8MQS6J+79B5FmlP8H26OUhd1EO9tZuhe8lLX5K+f+H3s3HkHNiyrm3eo8RHzoB7+gT/vY7imWRzmnV8bcUDr7B4nw/cvrSPA/s4sI8DLQ7MRJy1cpx3DZFn8bzO6/sBF3nA1b8DPp7FbzDz0iIw88ru6P3VpmpNGzKcpgBNL5uWjsQQmv5k/ESATtCQRDiioEiUvxeVTcWKIhnDiPzAKG+q2BRvvPdpqta0pWTtE21G0K5GybXoKxLDKBITmYrerCvbFMbYSgwrYxJToNE/UX535a2Is64Lo/neU09JW7ZtzYYzeCAKD0cg3tXTPkaToTQNLukffDb1zQibGXCiScwGgKnp7a52/77QCd5F/vvSrn3t2PkcICO/K3IyWuPc+az4/cO4UsQpkrSma+exqVCRTkzNEggbd+KILht2TB0ybAygF81tGGKoGC2RkM1SpmoZWVGoKV/0TS86iUVujdjanWlWBtO7cqJZhhgtNGLa2AYtNBh2u5fRZaQZc2WUFcEy6OgzvtoUaU8I9dRwqkvUgxNzhAPy33FCdlQYPu/CaSengPHjlFgnt3GNI6C91p85MdaBrTFrq/Yzqtb3/Y5IHa2gF3zYl+/jwD4O/OvmwD7Ducb+XynihMr6JoNpnU3EE7tVKV/Tg7GWaTOQNTVrdKIjU482SE03HTF+DCmDqrzIkjFwLFucw2ptz5Rw0KX4GUfTk4xF0FB3u5jtjlYf658iLWudcZKMKUobjkSg8V6ZCHdPGQ+GU33rFHVh1NX3g93pL9rAGcB7kSQecGJE7TawecncPfx2LBre3OpWt8plGEr9wXHgbMSZttrub1/ax4F9HNjHgeDAPsMZnFgwF/E53Whq4CjzUOhgnNkbv+OZ+4xX3GcswUUyvSsiDHi5MgyEcpS+317fYUhNS/pTRvJMVFor+nk0gqZoNXaRxj3H+8VxZu5FfeL57synhjN4F/Wa8hQPg6dgY+NV7KhVDoxI3Z9DN5yBycHBqyn/9mTbdyef99Hax4F9HFicA/sM5wK8qpU1RT3vdZQFUPUgNU43699xHXlfaIWLtcCugGbuI/h3NY0W8dZULbhF6sLZ8A5x/T7ttBwY0TqjWacarr6uYfZd7+PAPg786+TAPsN5NfrdWphdq/vSrueAddb6dZxdT3EfhX0c2MeBfRxYmQP7edVh39/qPLDO5vUPX1iwJmi61saemndgWr/r++X6o+mjH/1w+tjHPpLh43nkNQ7Xi9wPGHl9PQ9XDRcwUW76O+5HHs/lrXv18/q6BTvvnncrlfVqjY08dgHb9BN/pljjOnL3bALyO5777c/v+Av4yON+lIn7eyJfqQ7xLNqofnFvT9R1Z9KMdkzzeW0MuHnPr07dapwtvPE88nk0on/A+avlb16Z1v0oWz9r0Y57dR7XdVnX7s97NoXdk7/39nru53Nd+/7m84DiDv649rK9E4Buf/vb59cfPKthWr+j/PjZ/dL97+/v/nkzSw0zhit1CxqRR7n6d1zL4y/w+m3TTPyu8xrWdTyrr6/OvWn5mk7gk0/h6mc+xuxEKrtlvU4y788HBOJZfR339sa8rmd9HXWd3ovfK+WeTf/gs1mqzoPG1c2jDsoHvUVw1eXmwS8CMy27ljpMy05/1/Tr65Xg6mfTutQ45l0rr4+ibA1X447r1vP6Xn0dZfa2PGSyrqvr+B353lZv9dnPxpBd8ee9w12Bd0/hjPbYlGNXq9cabMpRH8/ief27dc8GnwI/lIvyAV//rq+nuOtnrgfc4+spnN9TXMrW5QMGXPzt6L1peb+n96JeQdMOV2cfW2eMHa51buOU35HXz/bE9Y7Wo1XevelftDngI5+2eVouftdwcS/y+tm864CVg4l8NfiAnZaPcnG/hotn0zxo1nldfgofOCOPcvXv1r0WnlaZoB15lKtx1vfi/hQ+cJP5gIl788rH88AV5eJ3lNvb8rqeUbfWvXi2t+T71jhXnspuPvUeYP1R3CbQvps7hQNeJzEkAAT1AAAgAElEQVSduy/t48A+DuzjwN7CgX2Gc409YVet9c04A5ZXGH9rRDUD/tvfel/SgQOz7w3uPBrzd8eisbclu2rje5x13XZVXa8O3qvTN6vREYl7XYaHLUVe82DeddQn8hbcavRbZep7gTvwRF7DrPW6hWNKJ3DGfb/r63i+lrxFN/DWeCISir6wI1sf6atIgcsubQdsxG5t96McWNdR7ygTOFbKF4VdFG4lWvuezefAwoYzOnmKKjoocs/jeppPy8bvgKvLxrPIF4EJ2F2RB/3VXkfxHqBzZxlXL9VHOXVyELtDDiTvFfoWqVdb4pSa/OXWbDR/m7785S+mF77wBfkkoviIcrTLu5vOVLXj1IEK6mSAOgHI8Xxe9PfJMO9iqgs4Z9lGijo5KN4Rcz6BFi/8g3EGrC/X7A1JxFnvYFb3+JvWz2YGG4oiRTvj987Kp3jn1adFb1o2YOK+3DvCTkFy3q5zjJ1x7APxlK1jE33txilUDrigvB3sb/mAfLWS93KdYEXWWjBBu1X26t5bCWfr2fTeZZddlmU73lFWD/LsC0vxlaRp3TzHC8dLttoJ3olexqad8fgRh4+QHU6aZ7UMKWNZxgEavtbkYBAndqmfoxnd9xWoerx4/clJVDYROrXqvPPOy6dxOWADrD/3a7lGRx3QNyYdpCLZgGj80hWWL6b3LK9ITv0iK9bfGGwp2mpznaNAd1aa9tXOwmsDoD5xcAwdJO0qWjta5/6s2qikil6dykaZyOuKTe/5HX81XNQh8ihXw8a9KFf/rq/j+c7OVzKc6DvqzoCx8B0HsCtjwN/gBjfISlCdwPl6inNSDz744P5rJ55t2LA+HXLII9KLXvTCfJqNk4DqthnscBskTgUybcxQOvHHgvrpp5+ePwLuE3Bo+IC4DTj1p8u88O/kIYeg23xD2VDMBu+d7nSnvPFpyru6DtNnu+p3/R4n+lEHOYPAePgGLAPiGEOOhPvWoiWKl+PhuWRAOomJEqJoKWHlKULlJIrO11I8lzg5vqpCIcZBCj6yHko96uWe+nBCop4cKTsEfbEm6uDgfHD+OEEBi5azh+92t7vlPvXVmgMOOCD98R//ca6fU6P0t7N2fTIOPWfu6lvHLfqajk+qkbdf/OLnOf/xj3+UZdEpSRQoxa+90xT81Cb1dIgEeRBNxdq3cvjlU4PRFt+K5QwGv/HQARMSHBw6PHPPuchxkhZ5dYpVLZNRJ/y/973vnQ/bjz7xjNPwn/7Tf8r81DeBC160vLMbp2QxTnazqldEffqCA8KJMDbwjTGUfEzARwDIT/3er2cO0WDozj777GzsGGWHZjgSk4HTF/vvv3+ul3rYQOjoTc8YaMaVEWMEXaPrU4D6NxL5is8CchY5Tj7jaJzTJfrWsZoMIN4Y+74ExKDig2sOs/bYSIff9Ar6cMlFzGSGfETCG3zR/+RS/+O5cUJmJXKARsipXDuD7/LAA15592KfgmfkXCI7+j3aHjjVi/5iNLVfe2Ks5YJ72X854lT5aMC861a96zKeR9nIW2XqezXc9HoeXNwP+DqPZ7sypzB4RdOTg9BUF4qEgjFIGFC/CaaojgCLFMH55mV4qQYtr7bgKIJnoMHDcFCUdaLU49uaDJ6B4l1HO319AYUiM3AM+JjmdCZrfBEELsrJ8XSEk9FwTZlRHOoTCqXUaZCPuh6743pqOGuaounb3va2uZ0RPeMNR0DbJfxgfBgpbaN0KCN9GH10hzvcIQ9Ua6kUEcVnZy9lo+84N5QdJ0R9GGJKTB9FIhciCnD63XMGVF0ocfgcD0ih4K96oOMc4kgUm2gyvoOq7yg/u6GdZcypucUtbpGdr5il0K8hO/D6zqtlhPe97+T0treJMp+blbV2Udb+aoVEFiW0X/v616VPnP3JtHnLlhy9MDqcMmU5Y3e9613zGcAUPJnBP3XDFxEW5a+NDIxECZIzTiM8+oLD6CxkipExUp4ijaQexoUoy3nDFLTEiDg68Za3vGV+NYn8452cw+RcYk5gfGWIETHm0FYnx0eSaVOrkrqKGJWn2DkreIl3YZDB4Y9ZHP0ZyWtp6lYnzqy9D16jYoAjMfBkUrskR2hyciIF/xmW4JtPCt7lLnfJ35BlwMiu8akOHBlyZ6ySK30vciUnZET9OSOiN/IlwUEuyS1ehBHzDC1yTraMGeU4BdrHCaEzGGvGLJwl5YwJfcKph4PDJlqWOO+cU32uzmYB9MU3vvGNvt/xm/xEYrTjoxecM857PQsWcHtL3kec0YF1xab3pr9r2LgG04Jr3Ysy8tWeT2FrOmspW+O5OtcrRZyBj3AblBQKhR71i8+KEUCKJhSGARdfLglYuChyA8hgq73EoCPaQMPAYixFFQTZIKFICHsoWEps+lkxA48iJ7QGiwGGvgFYK3T06noF/d2RTw1nXQ984ziov/aLAERlzvFlYEQX2njNa14zKxcGjXKiQLTXgKaE8EsUYbqLgTPA4aHU8diUKedFOTgYEVFYRFb44FpfmTLVD/qXAqNQOTWUMtw8brQpX9Gl/ou+hcMsgD6jeBhXdWIYGABGCG7tpBTJBwcsphbBccxEIwcf/KD0whc+P5199idzvUSazjLWFm2LFPz8za9/k572jKend5/0nrR+eTkrOFEAI05JkkG8ZnDwgLL2GTa8YGDVW5RFeWqrNjC02mHGgzHhrKCNHwwcnnNqKG5JXfyJcChidWXk4Wc4tA1uyw7GEFnXz3BT7qZQ9SXcziI2nc3AiNY4WHgIt2Q6VN9Ixis+murEX9e1kWA4OQ+R4DG26uT7rvjLiVWveUnfoB0p2hy/GW0OWO0so3eb29xm9MUe0bU2cTI899EH/CWz6kq2OOoSHpAzfccR0bbod/KFV5wO/UJfmRkjayJvvGNUb3azm2Wjy9iRUzKsH/SR8aKfOUMS3ccIqof+gFsQYIwyqmSD88XRmyZ9rf1kPOo4hdkbfvff45x24M6uXIsJrXtBd96ztd4PfDsrX8lwqhsBCY+VYuf5RjJVxuMDd/jhT05nnFHW43jXPPFIlAVjKBFsiip+u0fweYIGBg9RQje8c3RELpRYeHEUugEWibATflMzBhTFRKlLBgfh3xtSbTjVp+5/CiqiM543xao92mLAUsiiGkrDIGZEKUmJMaDoGUBKn5cbPIl2U9KUq0jFoJcM9lqJRn04IAxFRIgUK8XDi4dHH6qHfqJgKShRG4Mm4pFEJfoJ7ynwWJdWP44QuQrZUneGTH0YL0l/m4J8/etfl/7kT/44HXvs0enKK7dlZcoQSXgj8o4U9Uf7Oc89Ir3/A6fnT7Q94tBD8pQbBU2JcboYT4kiFEngZ8iM5+Sdg2bmA98pe46J8te+9rXTG9/4xlwefUaXjFL+DJakLlEfcm9aE284ONe5znUy3E1ucpN8CD94sr/ffvvlfvRbJKWO+oxCD8OoLte4xjV63lkDJB/4LxlvMWVsnDHm9RTx1HCKpPRbncie/uBQmGWIRF+YneJ0SaZdp4Y12szAMRoMq/5gRKKOxrGZEmOVDEkMELmCM2aITE9z0DiInklmvRjUkB33giZn+VrXulY2ZOpKLvHGc3rGNX0QhlkkSr+QSR9VwFvRvOgzDDV+cYo4Mn/4h3+Y5QJNn/fT7/SdiHJqODlV2k8ewpmMeuaG7EX/9RFn1ImHTcBDwRAknhshdc2rpZAMEoM3vH0GgdeF2f50HDyUTAilOXMCpsNj6sJcN6VEsBgD6wXRwe5hvmiMYpMwsmamdQSRxfR+tGdn5ysZTt4snlCM2kgIwiCqHwUi6pSOPfaY9LjHPTadeuopeT2Rx2aw8vK1lYKjnKzHEDZCZZqJgsbDG97whllJmiahMPCOIiKwsVYDTuRDYA0Afci4ooG3lAuFp0/VOYTVdJ4BIVFcBms8yzd3439Tw1mTNsAoR7JE2fh8GiXI6DBclDVlxhBRaPrDlJFoDz8YJlOxBrzBj4+UE55Tdr4cAwY/8VFkx/iJyMHGxgx1YrBNbVHy5JXSEgG4Z1wwoLxs44ISI/eUFrgwnPDoR8bA+6to6B9eP2WvTpQN+mTCtKzoSv1M64ITKeDJox71yPx37rnnZIPK06d8tduaq7qTgxhLZPfpz3hG/ij4GWeeke58wAG5rpQcYyiSwjsJHylTdaEHtAnfTBMy3hw0U5QHHXRQpiXiNINB2eIF5RvK1UfDp9EbGpwYEYx60hv6xNhyIAanh1FhoODkrDAOxpD6mMkxfkRK6uY5fpEX7TQeQsmjxWDhoWlWRsh13SccH/QjiW61V9/oF9Gd2QZ06S5yox89owM5VPpSMtbUUap1lr6AQ5u1V53UX5+KBE3vqgcDZSZCXRkwss1BM5bRj7GsjtYMOSn0Nfmjl01/1m3joMDHGeJ04ONf/uVfZt2j7sYSY8oZUh/jidOAf8Yb55uO42CZSg/DSw+RA84VB4g+xFd6RTlRLp0TyTjEJ/KpTvRaXc+A21vyfo0zKmRQW4BXecnA/Lf/9t9mAaA4LIKbbiDEBi7DRlB0jLKmDnQahcALMmAZN8bAQCLo4Ai0hLmMiQGqE3QUA4ORBmaU0Vkx503gCAGlxnOZenAZ8S76byXDiSQDRykYABRYOCAGrKiBtxpwlCNFjAeUPw+OgndNSeIh4aIQ8ENUBT9FRglT5viFl4wbfqFrADCwBq5pJx4oB0YdDC6DTjIgQ6lEf7vPwFKUkgFPUenTPZFqw1krGnXhWOCXqSOKjRPH+SBPpjEpS22kABgqbcQvfDXQ8ZkjQVlGRG/Ak0ODnSFgAMgemZXrAwOaEcHLSHBRbPhPWehrck+xURiMKDk1A8HBIRfW1yg/sizJjStKkIJRT9cMnaSPyZYxoZx2azO6FA5HSR9Tltqv/tqpbcanvqbk1FWUamzX6fjjjs941N9UsJx8GufGfkS2xjR+coiNZ/UhL+pDzhgSSR0pUjqCjJJpjgX50y7GlMIm/1LdvxQ4PVBHfmDwRxRmrDBAxqNZB+0yRhjhaKd+wnP1CT7hYUwjZqId39WLMTSm1DmSOuETOaqTMcJ46CP0GEqwEhkiB/HHUETSJ+RWCnjXDCLDQT7JrZkHMsIJ0wfkiA7Vd2RdXekGfJL0kXpwJmJ2QZ+RW/3IEEnkJ2YJ/NaPjC1ZNc7VlQFURj3MGNjkow7GhPrRR8YYPhkH6uIZmeFUWb9EL2SGUyewoq+NLbJIV4WOUQ/Bj3LwGy/Gfcyg5YrvZf/NGE6CfL3rXa8fYDrQNwt1oEiEgasTTyIGig7AfB5TeN/xTUcDGDMkA5wiMdCiswibKQheHMaKrmJ6ivLWcQZLJM+tA/DI0N1diXJTd0pgmuqBMPWWPIvnkSsfSjOu68jOIKEIJTmccn/KUer+ahxTusrWOF3X8K6jPnUdM9Fu/YdSilmAuL+78tpwohl1jDzuRX2CX/F7mitX88NvqcYX/HWfAxLefPBNv+h/SiVS4MH/gPMMLn0UqUU74MByUMBTGpRilA38YNVpmlr9DkZdI9UwIj9/kQK/+sGvnLyuL9iAi3LyGm88j3zaH/Ebj2o+ga//Av+8e9N61bjq+tT34dIuuRS4g5Zy8az1POCjDfjDmNVjI8qLlBklMyCtFHDxDE731IFejH73vG5PwNd1DVz1vYCr+YQG3RvTxspF2YC3kYkzwAmpnymrTtH2gJfjA9oBEzyuy4ccyqNOnitT5/BoP5zu1zhqmnv6evQep0aZauG5MJg8dJ6OyJHXZYqLR1cLYzTAtBMPzBQO5gv/leUJM7g8jpjq4YlQiAys6ZPwKhlgOxx5mnUH8bB4trzGSJiPwepVL6TH812VozvPcC5KsyUM9b0QpsDnWc2PuF/ndXn3/W7dizLTZ60yYMgEz1feKhP4dlVeG07067+gGfWKPO7XeevZ9N70t/IGsmgilhvcq3nit3KtsjX96fW0j/1eqY/n0ZjSnf6O+tX0wehTymlH0pRW/JbH9Vrxzytb41vkehG6i9Bq4anp18/dn/ZrPJ+WCdrz4JWbVyZwBswULu7XcHGPQV9pLAtezBqE4W7hXklOpzRX+x18WA1ub3s+ijgx1By26Q1GL9YyRXQMHwNIkVEmdWIoGU1RpWS+3pSIxMNRxvRhbJQRuotcTVuYRmOIeWaMknl0hpu3poM8N0X2/7N3f6+2Lddh5w82yMYWCCPrh61f1m/JMpbulQVC1rUsyQH5oSHJc+eCDf4P1IZ050VN2nSg86KXhmCQGzpgmnQ3IXmJwY/p9ybghybkwS9pCP0XNOnTfKbOd3uc8lxrr7XP3utcXc2CtWvOqlGjqkaNGj+qata2lLAXeKjzePcezGOmnVOce0xQWgwo3mM8aX4Trmft71ncc/3aSytvxpULvncw1T3T5jOY9X3ifqpnSzr4pfprwxpXv3S/2Z/Sis/lBSOuzom75xnDN3HO54kn3LOs52B6Dq54L700dfUc/BrL32vTfeXCM+FOPQc7Y7BCdXs+ly8vWM+F9XniWJ9nmbVceeK13LXvezikreNxCm6vvj3YCSdfKO3F68n34MSVq0zvEya48u6L17LzfZbtOdo0xjO9sqV5n3DS30nhpcNBFBglZ0+CwHKM336JfQXr0TxF+ylTcTqoYE3cvqclC+vh9p2sgdtb4bna61CWcrWWTzlTxmAoYwcrLM/al3FQyJ4JOB6qvbwOM7CCKFieZkG7brnHiUZ7Hucc+NpWLO+SEI5T8OVfimsPLtzFE2ZNW98n7K2ep8epTm2a7ZrPM79JF3yTdm13+bNsOMMxy5RXWu/hWd+DE4fvVFuCDVfvxaVXh/SZ1vOEnzCln0qb+cEUV+epOmbZCTvLz7LBlF/5YE7lB1e5Cbem7eVV/lxeMBMf+MqszxO+MqUFO8uWN+MJF2z5M6808YQLpvQ175r0Wcfec3UVB7PWOfPLm3HPta249OLwv5PilxQnj5P3ZrmV8nRU3AawAxH2uexnWkbldQmUiHensGwk2wtygKBj1fYfHU5xCIJCtTHt5JhNbV6qTf0OZVgecMjI0q6Nbh6nY+FOX9lwhkdbeB+WeAuO3/dJQmlPGZ/yOBOGTvvpi71bm+EzoF8HPSyZoCmvfh4ewCwxDAOBV95hheqw/+BAhWV1p6CNg59la0aJwy7GwFKcQw8OUcz94drEi3fiEbyDRAUb+4yfQm0qLv0W8ao4qzMaecdbjLtOLkqb+ZU5F+/B76VNHPJXmPV9wjd+52Am/LnniWM+V0baXnr5R3xQ4BQFDr45RZm/Sb/7jlMSgrX3wau090iZEuC8QoJYfpNSHhjLsk66zY1ywsx6uXIF5Z3ogkMQJ0y8O/CTAKcILPnCAW+4KA24G9zaBk9p1fcUsXbteZzqUr/9MB6zfVenWe39UraU5Je+9KW7b8u8O41GqYHv1NvsAxifVKxKzGldp+V45A5hMSYoSqfSpPmkxyETxg9DhEcu7gSetho3BoyTjQwTfUJDS+VWECyXF7Rp/kq/RbynOCeN7D063WpPHZ3wioA30QBd8A6eEayKMNqcPDSW8TmcYPCkNAaQYOx6ttqhLMNtrrqAU7Y6HOxp/xDNGUsdyNiQvjit7IS0uaN9aK9u+NtP1T51MyI7KVl7tLdnOM0DnyXER9UzaVXaER8UOCjwahS4U5zXTrBz8Ht5e2maLv1U3jVdu5XiJKym4qztYm3gxfGwHXl3HJ3QI6wtTfPI+x7MknfH+z3z6mdwPJsH7iNyuArqodz6MNpSuP1jqwS+ibPnK58g5aX7Zk1wWppSL/jez+k5ChQu39YR4NoBtg+qg39d8VSc0bi26Jsj8H4f/ehH71Ys0MsYOCLvNDaDghHCMHPc3ZYBQ0IaZcPjFnxK5VMBnxq0H0/xWYXh9aMnnIwWWxONvbI8e6sDgq0J3yE6ecs4skePvtNwwQeMHp9TMV6cPrc9wtiC39aGz6+8O8KPF5wyx0/dPGO1hlHEOPCtNTg/2yu1rXhr2PHnoMBBgUehwJ3ihG1vks20nsXzWVlKIxzlzzgYcCm5mT/TJp4N6U7bqn/mr2nlPWZ8SnHOOngOvDlCk8dZ3+zpOmTFk5Bvf1hwstjnPgXeiVPEFCIlnccZvYIjqCkGAtTeMMVs6ZdS4HVSOn0qRNg6aFXwLRZ4npElTgKXt6KtPDh7zu+EMA8HaU9jzKvzrZmlakvgbpTxeQVl5Vs8zz6Cp5AYLejCMKAkKVbfSeozg8OWgrEwJhQmmnUBBO9SPTxB4+dkuYNtvrmz3F6wNE9Bqpf3qw6K3YE5KwJf//rX777fU4YnaYuBcWW8LbNT6MZCOW2Hywf/lLA2WZmgUClhQd+0zQE8Bpb2oZcVgw7n1b4jPihwUODxKHC3x5lACvUU0jOv52Lw67P3+QtmTasuwjqY0mYc/hmvz+Ge5Z7ieVWcsw79sBRNKHq2B0loFwhlwlIeL8PBKIHXOL1B+7auGJPu3lUe4BTSFC8Y3g+BLvCw+p6Mx+Mje/udeatw9aE5eMJYeQeuLI/zPvsw2sfqTlXvhei+l/cUaavHWf3aSrnwli2har+lfYYKpYe2vGbjxQPjkfEa9Qs9eXUUFYXkOjEfjlM+jAuGAxgBPkYMxWqPXjrF5dDa/EDbXr/bnCx7++6ZMufRevcJl8vJvc/go3perMCrzcu1xKw/jAKKUTD++mv5vSvdeLD4SN/eeOON7byBpX9jzbs+wkGBgwJPQ4GXvuN8mireXVgpLV5gy3J6lzC3r+aUL4FtX4vQtIQXDAHHKxB4PuAsDxKS7pgkHHkcThSDc0MLIeyGIUqRZ2JvjXfCEyFEeZvyKF6KmtCnOBywsmyrDje18EItQVIy9okpS4oTLvuilAMlI1A6CectYfypryPpSR+nx6nujCx755QOmvLWP/e5z23L4JYu0YunxwNELwqLV4+eVgF4csYGTZzkRi/4KC5705SePV4XHPDceXqMEEu+jAoK1LJ4hgoCuM1JW+BxUI6ydrANbdXhMvKW6SMYzzLP1o1SPFWKXDukWxWgjI2lw088YuNradpSPu9a2+CVxhtmUFHi7bdW1xEfFDgo8HgUOBTnhbRMYVAuFBShVSjPu/0mgtsSHM+PohLAEIDta1o2JPjtYVlqo5Att5YfborNRRT2IglFB0osO1oqtCTJI+FVSrdXaumWsLbHKY2HxbsiXCkdgtdynyCmPFqKrE77fg4gFbR9/kp/qnjSc3qc6tOH8ikPe5YMgC9+8YtbPyl8dLR0aqlb4NnZu+Q9Uph+lB9FR0m2hE152UekMClOHp6fU+NWDowrpcibt1w7L+SAP2MK7awESFPeuPAMW3KPbk46R2fjZd/UeFCa2mq//M0339w8Y222NMvTpiwZW9rYvaJ4A89ZflfPLcer/hzxQYGfFgocivPCkU5YpzgTkorvCalu3ljzgy19wsHtF8yMKQz7kRQszxacvdROgdYNAngNax3zRKhnOIVZn+fCqfTynzKmOLsAQT21qxhdGAiUCMXiXaiPs+3S9XWe9EbLcAUrjcdmKVbM2+TByp9l13Lep2JXH9obKyH883mmBV8fGDAUpHZoU+VqG6OMgeDzJwF/VFewtXEDOP4cFDgo8CgUOBTnlWQk1CzVrp7hlWgO8AspQHFa6jwXKDNL4nPp9Bz8tXmWtnn8tw68S/1Kke7Vr22tauzlH2kHBQ4KPD4FnhE6x+88DVj4aMSbI0B5IPaweC/lidfn0mbMQ5zv8M73U897cI3bqTLSZ7n5PMvM9PlceWn91rT1PbhXjdHazx4n796zPWD0E/tRGH6e5c+8+Rz8jCsn7RRsMDw5nuMsv/cc/KV5wau/Nkib6fV7xRnM2rbSJ/zEX3pp1bume4erfHG4S5958zlcM658OLxXZuLbS5t4PFc2XOfSyhNXz0zzvP5WvPN9r2ztCc+sR9osH6y04OrzWr70WX7F533FOdPCuaZNnGs94dsrG2x5K2zvwVVP6cqVVpvCdS6e5Ss308J5X1p1TLjSJt5TadXzzH7NLX72hPpVX+/ivbTSJ1xp4Gf6XvlXSaueWYfTinDaM7Qv6MCJtGB6nm2bz8GF+1TehOt5wtaO8mYMzm+Fsac3cSgTbM/Fwa3xrOcpn7U9WvpUxD6t/Up7gHs/B60c/DmVJx3MXn5p5ReXfl98qt77yp3KD1/t6P0UvPRgiyfsXvkVzvtMU8ZP2l75iX/veeLay78vrbonXGm1pziY9V36Xtop+An7kPbP8tUx4/vyJ+wputeuFdf6PnE95Pmx8NXe2gDvubRZ7woHx8wP5yXxJeX26juH+5mTeLf4OanZr/p6F++llT7hSgM/0/fKv0pa9czYs2VDnzE4oOPQSfnVtbbLidaZNuHWdLj6zbzSquvUe7iDC0fpe20J14St/JrX+y1jh2ucVHYQyGnj1/FzOOsx6z2HT97Mn897bbgvf6/MfWm1oRj8Ws/6Hs7KFFd2hZ/552Am3vkcvolnPgd7Cnfp98FVz4QvrXjFEeya771fZeb7fJ75PReD67m4tGLp8/kSuD34WU7+HsxMC+aStHDvxcr7ZG7imXB79ZR/qkz598V75Wea52OP8wHL35TmfftuD0B7FNmhAM+Woj7CQYGDAgcF3ikUOBTnlSPh1OK8cq/inajsfcbrycb1fYXdyw//qbyJ49Szsufw7JWb9c3nPdinSFs/R3mKOsL5FP2D8xq88yDQfH7VNl7SBjDqPNXmPRwTdj5rb/DF9aE4+BmXt8ancEy4YGbc84RbnzuxLH2F3xuDtfxeuWvS9vBVfm1PsHvtWsdO2X6VC+9833uu3uLKncK3ps9ylb2vnr0ypYW/93DtpU+Y8tc2BFN8Dl9lJ65DcUaxC2OKc37HOQnvWb67Yh1ocZvPDL7xnBd4u/TAB/bS1+CCAt8V+g8rDoAI1eVQkgsWHFDqP8WY/GBdiuDDeplTnHQAACAASURBVLfoCNriBhrfjU4cnp3IBOs70D5ZcaGCtvsOcW8ibkhu+OeSU7U3bM6TV+X7Td93+sUrs9J4YKY95jP81eH2Ibzg+2Pf/woOfVkB8IlQl9+v9VvK8luDCzjcheyzoRmqT1p1+sbYAY3Cqih8quObW/x6KoTXATb12sfy3aylf3PTxfkurvB9rtPLDowUzE1nGBxOs8VhfrlkxL6XyyjgcX1ml/dXlz52p3C4LDmaq91VbP4aX3A+pRKUlzbnauny9L85Hx756jM+/XODDdmLP8rVrpm+Pl8Cs5Z56Lv2klHGr6Bvc3x9R62vhYe0774y5/Llrflr2knFGeAa15niKiiW3vMaV2aNg5tlz8HMvFl2pj/V8+pxrvUTKN/73ve2j+x9nO+ibjAmhUsL+tje/qibYuzh+eB9XpHmswq3xMjzHV+3D9UnjOcWGx/jOzxjkrumzUXgbgpyfRvB0L2p7mTVlpQpPE5rur/WB/cuYXDRgkmsTrAuUuiihOpd+1r6U8bnPM4mnHZ5rn0EIIFmrAqE57ywQLr3KSxLoxxmgJewY1z4PrT6wDhlPXHIU/f8fKWy4azd3sH3886IItj9ugKxOitf/cX1nXDvWRntVfeEq87akLcFxrO44NvVb37zm5uh6PYleQ5p4Tn84ZYmfDQDHPiPQpKXQcaoc6jOpR1ubyJA14BueNWFFi5zcH3g3li4X9itTOaNX8pTXeaOds5+4GvXKlKQblVyMxNF5rYl7TSftMmBNMGNTa5UdJGIKzLdEsWAQAOH7D796U9v89uhk3knsFul4NEm88ic1E+X+TtM6FtjPGebhyxwWYcLK/AKY8ScVlYauTGDSy3gMb/RBm9QPtLAwx2/GHMhGhjrgjkRj7ilLNh17OMPcXnFcHmesefq892xvheq3zmKb33rW1u/jd9f/MVfBHIXM5bQ3Vjhn+qBu3mkD9XFqeBkxIfgKyMGV39VUn88myPKrjx215gzD3d31YJRSb/e6/QZHFtW5cRrWNP2YNe03sN16l26sOZX7rHjc4rTQLmJxr2mNqApJTHPjuXqP2H0v0OdWHVjEKFrAs3vQg0my9NEMNHBziDPJNVnExmj+Z+eJpFJSfhiMsznflrMRRnOOlzobgISOhSv+1d5mW5EIsDcdEMwzBCtZ9pTP0/FuY4xTwCtBYKQ1c1SdX0gYcIw4BXxfqQRZgwEgso4EDbS5aMXo4ahwmgxbgXCkVCVbqwIOfRz+YDyhB3vxVhSJg6PuemHsiC09cGl+fIIFNfqMWoKPEteA6FPWRGuhLmbpygDtwLNVQnjw5hyNN4tSQwc7ecREbhwE9SUlE+nGFH4hfFGWPKkjLn2dZcxvp03G5n32uzWIwKacEE3CpMHpc34Rxk0ZZi4PhL/ueqRYkAvfK+ctqGTu4UpRooIHbUd3dBeGxkMBJrDYJQXWsnDw1ZHwMPZvb7GOM/PTVzGHe92hzMaq5NC044CuphbBWNs/vivQe4W7mpM+eiprQIBbS71b94qj/7GnDeKN3iTxony56XqE15xmxRaGwuelf9PbA6av8ZDGsO7laTwM0aMBX5i6OJzSt+NVnCr2+qVcW1MKyvdmKGfVSxGu/7jEatn+Mj86f/+KkfhGyN90WbBu7lCMeI/bcGb+Au90AQPuOqSAcQrz3BSnvzpxjXziewqmNvmJN7wTwpcNapP/l8wXjQfna73k65O42qs9UNMXuKh5pa2WcHRZ8aQwLEhM6zAkY/KwreOZ+06FW8e5xRI555XJGCFyqzxCh9s6cGXPvEFM/NW+D2YmfYUzybIelftWg9BgHkoThMSYxNYLe9QsIRay18mV/8dJRrAiQkxEOU306uPcHH9mklksvAOTGqCG3NgDIJHIOQJtAJhCI5A0jYMixkFcC4lp5gKe/WX95TxVJzqme0w6SkBQpxSJBDQiqAiuHgKJj2BRdDqD3i0JnxYvIwDnjt44yXNkl638aiTEIGLkiCcCR24XPMnzdV9CWtCVxolYVKiv/+MYuyND+GhTvkmNV4hRPEL5Wg8jY3/9uKCf4KaMCesCsqBI5hdpYh/jCNhReBSuOhBUFI+hDLBSwGhz3ve855NUWuHu3kF7dOvgnopPoqSUUWAES7q4BVQpJQUIUWRET4MEQKO8uOVUhBiwpJyIBApCm0yL/BtXii6okVBu+BlaGjHH/zBH2yKGi2025jqKx5mkFCChKo59alPfeqle4HR1di24sL4NebaN4P6GCz6Ykz2AkNMnSm2+JFxrK/oji6Ugvp4iK3c5O3Ci4b4Q/9rFwVm/lo5MrbGFE3UoT3f+MY3Nq/UmEjHcyki/G3cKYS5lKsucJQsOlLMDHGeH5yMHzwBhhJ2zaP6zAf0NB+MeXikM86Uo0T1leFOqaubbKSwKEHXQe4pJAoXraZ8McfwhvoYMOaKsfTMoDAunilGbbfqoDwZwKgxxxhwVkTIDEaSFT34yMFW7YwL+QaPZ3i+853vbHJh6+SFf+7+rVgMMMutaev7hO0ZzB7cXlpl9uI9+HDv5e3heIq0PE7WlzDb4pmFRVHyfvwnDV5lAWNjKBYUpmziYrYGFizlDI/BV4/JRNDMwLI0SfuPG5jZhFGWIIXTiVSMI1AY85JxwhnT6w/FSTiaNMrzeLSTcm8JBI7Z19mWp3yeinOtnzBwCTqlT6gwFihPyosQpHicgEY/faoPBFjeBoWEjgQphVmgGFpt4b1QbAJjxmS17ER4CwwOSsN+sjEmmAg/aSY9I4TQslxoPHgl/qk5ZZCwxisECiElzTIi/FOZ1H//k5PQ5aESUpQiY4wyJhgJj/gOn6GLNM9wUiL4SjvyrIw3BVTAw/YiCXO8RcBT+uggDV/wzilEBtyzZ8+2OpRHR8JUQGd850e4svy1I8OEwnzf+953t0eH7/WHckIPgbcEP4NI0B70IhDRSbuNMUUs4BlCtEBx8jgpIwGPo1UKLTirCbwTNMJHBfMwBeBZ2+aKBDiKk6doPChCtNFnnhUDRmB8oI2xQj+00w5zH70pSmnmHSXGkMEjFAjFiO/wojTKQv+TQ+icEaSueMUzBfHJT35yU5De0SdZIDZf/CgkdISLXCE/8C+6CGDQhzGDBviDMvMPDPCdYFzxrzH2jxeMnVB7yBhKdxrx8u1BmyMCntRXwYoCQ4zCLk37KU11etZO//SC8afdFLb6GbbkpDGwoiNwIMwN3rV0NPZfkfTtmvCS4qxz1yB4KthTbTmV/lTtWPGmOLP0ZnsIWhPWwBPIGIh1XCAQMIFAoPNULIUQgiwf5eHnQSlrsmJck5Ailqc+sKwzE85kk649mM+kxQTqMfnUSbBTjLxSdRAcljl4LbwRk8GEURehTzBZDqZYWcbwm+yzr/XpqWMTgwdXmG0wCbQ3y1ebWZmEjCVDliRFRikSXixiykI5XgXBDDdlRaARYpZ7CCUTO8VJ2FOuAhqbbASr5UhjJY0wo8gpJQaRicszMFaEOxyEfZ6BfvFaKFiwxswSvclur0tf4KSkon80oDiNHUPJODOSCDPjRVAwkmq/fhpjQuXDH/7wZhBRNAQMPvUMPzoxuAo8K/xDOFGMhB1lgVfRjDCXhrfwOCOF4FNOXQlxNKGU8Tr8DBICC1/a19cP3kW8TBnAq294rrYxjNCD4kI3S7/mhDFjzBgTipWBaVxSzPqD13k4aFRAH0YA40MwnjxhylX7eYqUm7lC4WmzoH/m0qoQtNPSNs/I3DefPBsfgh1e44N2+or2aEFJUl76g47mG+8PvShJXqE+wc34Md8pMv0DD7f5ij9T0GDmPCFLGD5woJ9xgIMxiffgBWOcGFlvvfXWxhdoasUkOaCt+MaKB5mEN4yVZ/PKOyVqPjAgPvvZz750CMg8Ndboq41+hVYnzFH14AuyDK0tNWsjA0DI08bb2k1uwYuHtYOBpo39tyHlKEtjaZ5lRKKBuYE3GHDXhDvFWSF7LCwOBBZYCCpjzZmwtL5Jr8EaiiG4vZ4xBWJgIs8mHsahHAQWOUuUtQ5GYLVY7iHEMLP6OygjTYcxWRbfVujFhdaEo8lisDHKZJbeZ1plXyXWboJqT3HCi06sW8ISU7Y3pR1o0ZKspQlwNslNSvRGH3QzoUxWAgAMa8ukx5AmCcbBlPBjHvTnQYIluAloQpiA0Q54TDD7UCYi+hNKmIxyIbxNOhMebpYzxuUdaZclPhb16wir4pxtwEuEk2CSMwwIBW1HG9awScez0EcThGA2qfC0NPRhOOgnngbjF164TXiTWSCkCX20YeWiN7rjQZPfZKVACBOCnuCxt6285WGKlKC0BE8JmbzGV7t5/qx0e3bmjHE0JgSauVegrLRdHfiH0qIEGFNw67e2UPz6RGmbW5Z/8REjgadiiY5C0jbtobDzzM1jcJQJoZsiotDxDFhzFR0YJpQTAaV+ePG6YIwoCv0h3OGiVLxT2oQoGYMWyn7+85/f6GT8eBvaKY9AxQvmj7p482iPr3mpxsg4gP34xz++CfjopSz6tCQqPV6Hh9BET7wioBGPykqGvslraZbiRC9LxkJyxrM5CB+eonjVoa3GHb30ydw2z/EJWvBu0Zw8UI8+MQbWFSbzVp6fOa8vvFN9NkbqY2QxAPDzDGS2+c2IodAYNXih/pEV5oN5j6fwIg/N+GgXjwwv4xEw+uhnDCkpxhr6mn/aRtFqj3LKF4zVr/zKr2wKHH3NpQK6MILRTtsYkAxPc4lCVi9+E5rr+KU5bR4wJMydVhuMK7rpN8XqnTeqffjZGJAH5guc14S7Pc4KGeSf//mfv9tcN2l/9md/dhOeFJUGajDLg5AXG3DCX1mbzAaC8MLoyrMMCSuE0FAM0zIJXCaZgUN0jMQjwEwsJARWZu7Baau6Ec1gsHow7Qwx9FMrzllnzyYeK93EEWqLdxOvQAliipbj9LkJQ0GjmckheCcAKD8wDAkeAIHREhSDwwRf62CcYEyBcDY+4bRkYXwK2qJNLZOxgHlJ+vQ6wqo4G08xZU7heSZICHv91F99Qk/CRGDA6Bf6CfpJ+FFCBXnSprEjj+eh/+pBD/U6ZECYGIdOM4IlKOFAZz/18J54KI2l8QFj/LTR2Go/i1jdFEFpnikfnm0hOOXVbww96zNeAKs8xQkvHHgvg1T7tYu3RbARfBQgAwvPFRhX3im2AhrojzTP2q8OAa3xtLr85KsrfkTD+gwerSxRCtpmLLTdOOFrghmvo6NgrKM1eHPM2AiMR4Y6pa0fyRd5aIEu6KZNfgK6MDAYwZO+8tSVEopu0tEELmUnrnBqrzmITwr6vabBuaaZl+gTz1a+GG752laABy9VHyMsAyAY9DMv8Le2M6YYRfjGOAnStSeaoqty+sloMx54wdzyTD4YO+XwmXY0N7RRvn7jMwF98Ea8iu/0Z9JQnfiZwUTxglXevMZv+gBeu8AaT/Dahc/wc/wGDl+C0zbeOx3B+WDEGEc4lVUuHt4ae8Gfv3WqlgXx67/+6xsDYjhWAMuBpWcJi6Kawak+E0/gddLuhAQFS/tncdDwlWWBUrQG0pIlC4ynZlLwLrVBRyhqMIhBOaqroMMGSF2W2rjrtwgGa3qcs06DtYYYY+bN5+D30sp7SLyHby9t4t7LNzkIc/Fe/iz/FM+r4lSHdrSM2vs1dc+yldvr27l6LFVSaIW98uW9SmyCU7jmojquqecaWG3kNVNyp+o5h+9cHtzn8s/lRbsJM5/LJ4N4aowZCjSDaoX13q+yM17h17xT+Xs492CvSduDrT2n6iNDGTPl7/E6L5/jUThXTzCvEteWPRzVXQyGIcPh2gt7/bkGjiFgefZVw0vfcZqk3HrrypRcG/lcXJ6hJT6eoUm8BlYIr5ACoyx5nCwbXqilA0tFrByBNQiPMrzLrCXWnw1qSwQUlICgBtoyBwU6A2sCHksVrK5bBH0/pzgnA9QeaetP3oRd871jEr/ywjfjNa/34mB7n/GpvJne8+uKp+KcbZ/PTaY1rXdt7zl6Fs9+BSM+l68MQ4I1vNY965r45vMK07tYWGFfJJ+sq/y9shPXueeJY8WzVy76yCsEd6p86ZXtvXJrHN7gxLNs6bXBePByChNf4zTLzPxwiKuj/BXffJ/PwV8S154JGy5x6Xtp8ibMfJ/wwczYM2eE7KyOyq/9Lv9UevmVhzvY6gym9+LSKzvfKbe8S/CFCTOfz+XLm3WssHRe+eVdEr+0VAuJtV57nJZJeZs8SEt1vEceJ0FGaMzA+ub1tUSAeWNgnioFajmWJShY5uJxWlZgWVCS3G9E7yACj1I9vFj7QJYpZ8glR2Ab6TzXW4RzivNU/evArO+VKx0d/GYor3jmeT6VPuHAzN/M87zWGV5l5F1Sx4rzVd9XxTnbUV9K632vvTPvkue13coU5rO08M12lL6mlV4ZMZjg1vxz7zPPs1DbJv417QXoHXywtaH34Ob73rO0WXY+Bz/ja9o5y+09T1y1t7Tga8+aLr+0YmnBV37mzbS99HCGI5ji0sMT/IxnXs+VDw6emVb6jCu7pm0FX/BKeErbw7mmTXyVm3WdegZb/1ecE898rq7gy+t91rWXVv6a13vtmfXIuy+8tFRLgVFy1oF5cjZybc47HGIJlafowMJUnPYWLOXamLVGb6nHRjRlxguET56NYx6p5SBplrmkOyzB+qEc7Y+Cs/FsvZ3Stl9hg7f1agqT8nJ4w0EWitahhE7x3dfhV81Ho1MeJ9zaZj2dl70qe+/2dQQDZs3dBvkKNwfRfo+9gBnUYWmKoWLPQdAuSxBoaBmmNXtt8RlBe0Ngw2+sHOu2v8XKEyzLWiqxBB5TVaZyG+CN/kzFWZWzXaU9VTz7fOq5uuX3K23GlZ8wMw3sfJ9w4Sm/9zW+L3+Fn++VnbFnPzQXeq9csJfkVaZ4xRWONb86ZnyqbDDh6n2FL7261njNP/W+4g1P6cVreybczJv13Ff2FI7wrfkzfeIOrrg2FK/pE8/6HOwah6t45kub6b2X1vss03N598GWr9x8Ds+18UuK0+RwStVJQArTaSMbwwQ0ZUrpySe4BTGP0BFkewu8TkKaoKdgLdNa8qVQCWbLsjZm7WFSePY9O4jhtB54S7w8UgcdHDpy8gluHjAvlFK2IQynJWQHhChO77cI+kxxoo+wDgKlVZvtudgQB2MP15KyJWuBwaDtTrE5ELXXfp68k2z2emcwFnA5naguypGH79kpNCsG6GrZHA2dZtQWex8FnrpNeDR3Us/KgHFj3DghZ0/Z0nxh7WfpTx2vilM7aos4gV6sPZaiGA6MCaEy3h00sLIyjT90QY9gxZb9OqRRPeFRvuBgAVih/PJeNX5sfA9pzzuhDQ9p91HmPAWOcT1Pn/tyX/ocBTEJFAIm4SKNsvCTLj+iE1a8RRvxBJUTVgkR8IRKwktDwDvFldAKV40kqDqBBxYuOCgFS7mEHqEoFvbqCNdTxfpzSnFqM++NwuIJOkXMc+Yl87LdPtOmN2XvWZ952+sRcrSkvNyCwgsXorslbmnqg8feMaOGkuRBOtFm/NRJITJaKNl5/JsRAr/ThJQ6hUkBMwgocYaKFYGCuqq/tFvEU3Gu9VPsHRhj3OmLg2Y+F3Aam2Ew98XRhmHhx6DTX2NghUN/nbLDa1Y6rGagmX1+p/KcHkcDtPHNHT5l7IFhwMElaONjhbW/j4X3wPPTTYH46jF59aeNoneK81oiXgv/2IRd6/e+pj12nfBR1qeWaqvfYSfff/nGihfHQGBYUETt6RLeDkMJvptyjL5A0VnqJtwpDnvLAsE9A+VM6FvKBtNH4r5TkkZxdtqYt5+3CweFQLloG6PEgbC8f220ilC9+vVOVJwOsvnY3+qE9vt8gKFgFYRx4dstKxQFn1Hwxt3kY2XAvj2P2woLelOAvPzPfOYz2wqLQ2m8bzREZwHN0Rd+2wi2MJTjtU+PvjqP+KDAQYF3HwXuFKeurcpn732FS1kk1CsjXoXtzJv5cFY+Ek/YWWfpe2nynjqcU5zq5g37EdIEah/jyiPQCWt99Z0S71SgAKbitFTtKjkXFPAKCfv2ILcCLz62tjTeh+kUtGV1ipBih9NBr5Szw1NdwwYHD4kC0FZKncepPE+VAtDOPtgGv45l7XjqmPJHDyGeqU4epavrtN0+O2PBEjgv3Le/FKRl7Rnsu1saF1xkkFdtSZ0hAZ7RI6C5ZW776Za6BeOKLhStz7YYN8bSh/d9+7oBHn8OChwUeNdS4G6Pc0/plFaMCj0Xz7Se5a2/ScG17ISdONYys9zMu+VzS7XdHDTrplwoQArPUp4DVvaECw4wyRN4ShQiZUVg8+6Up5h5TpSa5cMvfOELm1C2ZC1P4CHZK6Y0CXdtsrfMC+I9qpcn5DS0nw/LeWQt71KODinxoizxUkyUBc+qPWlLthRz+3zqfR30n0u1axsYA5SkQ1aUp+Va+8bozNN0o44l1lnOoSr0ZjAYK/vnlmL1Fw3Q3s04vhFGLzQwNuhnTBkc4IyjMbDMbQmYdzo/TN8qPf4cFDgo8K6kwEvfcT5mD6cyvETgBn9JG1Z86zscp/DtpV+SVh2UF28uxVnZ8nk9bkZydRTPZJ6idUeipUSBALZMaLnPZz+Erv25vCswDqzwHglzCsw1WDwjeC0niu2PurLQ0qvlQnVTuDxQ+6sODBHwlCl8FGVX7vlEqCv37LFSznA6FOaQFoVQqJ+n3qWvMKfSSg9XcTTsXTw9zpnumQffvzziXaMTejEI9EO/u9y5sk4LyzOO9it5ksbKWDghbinWtW+W2dHSePAyLftSuFYAeJq8UMaPfWw/Y5thU11HfFDgoMC7kwJPpjjfLeRKGSTUeXdTcepnecU8GB5L11mFw0GVriJTjhJ0urgDVbxFaTNIo/B4SPYgHY6yJGjJ0UUTfg4SCZSlSyU6YCXNZygUqHKCwy+d4LWs64TyvG4MHPiuoqtP9WFD8uJPefelzfxrnynObjmpvmJLyvrKU0cDB9W0H031SV87HFQZHjpYXrfAYEGzPgniQTrpbPy6Ig+dfBbEKGLw2Pe0X2xM1OWgVfiq59p+HvAHBQ4K/ORQ4FCcV47V6nFeWfwAv5IClmrzwk8ppVPpVSV/D2YvjSJ0qnYvL3y8UvdoruFUPSvc8X5Q4CkpsMeHe2nasJf+2GnVs/b5sevZw1fd8mbYg700DZ5DcU5qXvjsFOz6+ciFRQ+wKylgD3MuGV9Z/EHgPNcjHBQ4KHBQ4BQFnlkGO37308AlBG5OojAdKHGfrlOx0Y5X5AeuNLE08UwvbU0PJjzBlV488c/nmV/ZmT+f92Bn2oT1HL5zMGuZV3lHa3VZFvXdpOVpS6f2jP083/ebcHvPpYn7WQ5XV+978ay3/NLmu+c1fc0PZsbBrGlwzbyZv9bT+7ky4Vphei+e9cznU/nB7OXPtD24c2nlifvBN3H2vqadKhuemR+OmTfzZ/qsJ5g1rfTKhX+F20sPpnjiWtMqH8z6Xv17+felVXbiPJW2165gq2d9vxTvHu69tPCveHu/pkxtnmWe2UM6fvfTwOcN6ORGJBcZODxiGVH6+lvpWf6a3vvM77k4mL14rT8YZT2v8czfyyutst7XXzieOq7er3/969tNU/4Xn1OwT/1zUnmvjtLFPYObz2s5B8HWtPl+X9lT5a9Nr85ZrrpLK15hg1vTe59xsGscTOm9r3VKL23Gnuf7ufJ7ebNsz9XV+4w9934OrrqK13KVLV7z1zqCm/h6nnmVW/EFU35l53tl9tKC38NTuWDW98rsxbPMzJ/P4ZvxWm6+g+s9PDMtPMGs79eUWfEqeyzVnvLFz6Q7TTk/rD8DemS9IgVex1LtKzb5KH5Q4KDAu5wCh+K8cIDbXHY4aL05qLy9zeUL0b8WsNr9Wiq/sNJ5OOjCIleB3ZoG7xQeuaTfK8x8n88RXNpeunwnnx8STuG7BtcpHOfaewr/xDWf9+BP5Z9K38NxLm3imc+V2Usr7zHjh9bz0HL3tf1V8e6VX9MOxXnfKCwnz1Kc85L3hMJK3FCv6ev7hDuVB0ZedVWm9Pl+7jkce3jO4VLuXNvO1fkqeZaE7ZU+JFzb5nPwe30Pvnht416ZCSO/cfCZ0zXhPtwrrgnveX1f4ffeK1e8wpQ+cQezl1beXhyuvTxpa/76fqqcT4hOhXN5lbm0nuDXWPnG/Nq8FX6+77WrNHGh52LpPRefSwMz4SbsrGOFmXDhWGHm+3wObzhm3nwOrrTivXIzbQ9upu3BHoozap+IEXAS8ZTiDMbkc2jInpxbgWbwvZ+f4NtAFxf86Z/+6Xa5eHDhcUjFx/0uK/Adp/QmnDp8rG/t3aUJgu8I3XDjnlnXxvlWUxltUUdtCb8yvnP0Ib9bh/pn4tJ96+jOVt+QFpSbZUt/6viUx3lpWx4b7lx/L60rHHjAISiXMri84dZBe2uzk8T4wD+sd3l93yC7shGf7X1+o70uzXBwDI/OgN/saeoffipUn3f9dzuTOt3+dCrAZV9JW2b5U/BOYbtVys1ctlXciOWbX1csum5RWvMQDhdcuL7RZSL+3aHvqo0JOFcr+vlEqdPdtaEL//3zhL7F9h22uY8mnc72nTAa+g644Dts13H6V4DN6/LE8tHFPO8bYXSAx5zeK1O7Jp71eQ9mL20td+k7XOFDCzd3/dmf/dlLsgSuYMhTN35Fv5l3aZ0PhZttDUft6l28l3Z35V6AAd2HtPzgK1888ydMz8U1LPjKn4sn7Hw+V+ax8lKc681B8GsLT9TNO26ncV2bD+sxuTtU33rrre0feoM1sdzq479rODk6/18mheXkrvtPXfXm3tgZCCS34qjDf0Qx+Vx+8L3vfW87sOT6NydDKV35bsfRFjAFFwV0y46bbwiMAiH1m7/5m9tFCKXdms7VS3HmcWrDDLw0QkW6cUmYuPTABQ4JLmVclKD/wShjII4axgAAIABJREFUYqcgwEgDMy+QkOZHyJvcftMzoTgmXeUxQlIWympbeNRTW7XfGPnvNoRhsHBoZ2XAefcL1+y7utSpbaWDE5SpvD6UVhvUIRDuDr253MONUujiakf/vg7/uI0JLyfElVGWgHebEsWKFoILJsC7wcplEow59c2y3imO7373u9udzngXH6/BRRZuxKLUzBPKXdAnc8YY62NBHeDU75IKt0s5j+CfKjjYR5H7nMzcM/54xS1Z+u0Ut3LmhQsw3GMMzj9P8MzQLaAPJQyv8hSaPvnPPOaa26gojf49onurXQdJieMXMkIauFUh+y89bq2y2qIMWWN8te0P//APtzndnDD2+h+v6L92CGI/eWRKl4FMGHDywcVfYr/4ZfKUdKE8BpPTpuGGS3CxiLE3Fq4PNX6VmTB/9Vd/9fz3fu/3NlkzcRjXeLpy8Bpz41aor/rkVx/k169gGTrKV3/p3te08k7Fu5e8hySEp+KJdMJo/HwPTppQXs9rHNwG/AJ+wuw9V2dlnio2UHOPc/bFwLl5xm0+LGgnbwkWAsUdsIQDISK4Ao8nSEiabKyuAsFjMplgPnsxqWegdNUjwEvwssZd32eSsaAxu/97ymvVRsKPJ1Eg6Ex4TEhIYHKClyXuermvfvWrW9vB18d1XML1lPFUnLWl+lj6hLuQ5+6dMUJ4/fEf//HmaaAVI6Sr8Xgf7hAmkE1s/5rMOBCyYFytF33hRkvw0uHhiZjMhGACnbHhsnzeifr9WzJtIQzcazsVqbYSGJQmz55wBY9X3NqUUaZufO1zHGOEH/APXPiDt+YqRvyjTu3zj8zdckRo6xNPyrMbohhc8MHjisBuk1KPOvCnNnVrFP7h9Qjap928KbwGBt+5+5dwJxwpUJ9ryZNmDqAb/gXn/mTCME8KbJ4mBQRWO9CNkqas/GMCYyIYJ/cE41PzQrp+U5DxprFiUOpHgeJkgJqfBUoLbnMJjoL5YC6GD838Z6E1ULL6a74YB/3jpVKExocRgAeNp9UEt4kZH94X+hs/Kz74b/7zBfW4FhNvwo3/GcL4xH3M2mU89REd8MO8I9nlHPLxF4+bwe5KT4Y4xYsPzH39mgGtfXbBmGGseO5ebXJDf9DFeDESjB1aGTf98mN8CdpojhkX84SyIlP0u4CfjQm58+lPf3qTRZ7dzIWn9c+4gNEfOM1PNNWP5lC0Mwb6qo4f/vCHG58zFvQLz3E+lFWHtMZ3jWvfffFLS7WQ9FNwfQ7ZrGw+7+WXFr71fZbv+RTsTAfbb6ZP/E/xbGKuirN6aj+GNujuPyUAKFvMQHBgdBOYsDMZBBYwZhTC4Zli8DkGQUPgrfmWaQkPzMxjYblhZMzh3ScdKRZLTRi5gEEJO5Mcg5nAJiyrnPcpxtxrnZW/VTwV52ocGQdCgaJgBJg8BK+Jw/PnQZlghIa+o7cL4I0Burnf18SjDE1OE1IaencHrn5SMGhKgBF8lAIBBQcDSLoL5ZUh8IwnIUfZsHIJDZ6SpTb0NkYEUZf+W0L8uZ/7uc3joWgJrvgAr/BseBgEKUFCEPzJn/zJVi+hxCOiKCgo7fFM8Bj797///Zvnhx+MMXyEJ49metsEKcNLXeow9pQLmgraiK7wUA6UBjryNr797W9vdwIzHtCQocig0G//tYaSIUjRGV3Mjf6FHdwMTXMFTdUXfsKOQuL18hR/8IMfbPRlHBhvbeSB4fuC+em/1VCIBQqeATEDZYC3jIF5eSrgD+NZaFzwCLqjEQOZciS4KXbBGGpjqxeEvn/Vx9gqMBR+67d+a6MpBYNGeI1ChRNd/SN7PImv8btgXM1dZYwlA6l2GR9KzFK18WGEffGLX9yMDnTAF8bDWDOAGgdGE5lgjDL+tUHAU+QTg1Eb0Jxxri716JPy4PYCI8dcyDs0Ruik/4yaD33oQ9v2ElrDbT7/7u/+7t3d02Ql+ckQNq6MU7ylH1YE8KBxYAwyCrQbn1P+VuYYctqOFpTml7/85ZeUONpFv73276VtivNUwWuRVcFeuQR/MPfFezhq54zDU1rvTxXveZzVpQ0GmHDkNZqYWW1gTB7MDA4DYzwBM7LkCyZEeAhBk8TS6wyWjQjzlq5Yf4SoQEhgMr/qMPnnvzgjrFhgJl1Lw9r0xhtvbILkW9/61qZUGrdb0Xf20bPlqoTgqjh5Av79GkFPQFNGFIxJRPFTZiY2Qd0yIpwmHoEpEGz+dVgTeUt8sc+rz4LlKJOXoDaulIv9ZEJNOjqrw94yxak9hLlxJQTR1BgSaAQuT47RQxERVMaBkG35TZ3VTciAp1B4pgQL/iIkGAPGnTISeDHG2ZhrDxqoUxphS6EIhF4K2Lu6CFBtFfTJcq2L8/VTYHhl3VNsvATlCCftp8xZ+/pJQKmXIsRz1Wscnz17dsez8GormhGCBfg/8pGP3AlaONAcHvgJYv/1R6BQ9aWAXvh4fi6GTj5rmkGaPsE9FSOBS1kzfgXzldAtNC7GTr0UnTZQ/GJGmoDG+IrhbNnRfDb2Vn7QCk8pG30YAwQ+I8wz+vEaKRftY7AxEgUKWv4MtYvS808IKBSyyvgxmAT8g1cYlXgSTRlAYODjMTN4xJRXdZhDjEJ0/9Vf/dU7bxUP402rXuaaeTeDfiuDx63GFNCW4caQRG+GEVj8pz0MeGUENCUD0M+cVZ92ZSxSgnjdP2ag3C1z1278iLfEFKatA33+yle+shk2tQftol9p98V3ijNAxLAhbXJCRqhiQhOE0OAFIaKBlI4BMIfBRAgB89L8rDACntUtiE0UTFXQKZ2Fx1IMq4cwF6RpD08hy23tpEFoAK7tfG24Jj6nOAl2VjLBrF8YiQAStM3SCYEnYCgTggIjDAg2uNEdfQgJlibFaYKiP+ZSB7qzuIyDSSjdfwEh2AhAAtMzCxPTs0p5AixMdaAvK0yaSaMsgcyq5aUq77+vaB8lboJj8FvQdyPO+DM9zpG8PeoboWb8CQcCh+Wr3yYc5c971jd5PDaTr+VUgsm/YjPRCFITEC6ChcDCxwKDhFDj2RM+xsu4EfA8WumMIsqNsFSeB+fZ3beEGIFG2BMMhKex5TW+973v3SY8b7ElQvSO1uhOERgbh0uU580Q+jwleAkH40phUeLmHMVDUGgLGkqj4PAlwURwtaeEpygIB8XgJrQocbxKWKNTqxjarSw6U4T4Uj8JRpY/XsWX0tTlmbBmuOArng5BqI94jxemXvMYr5nrPHpwjEJesbGxDMjrZRRSsuohd/SX0iqgA+GYQSndcinhrN/6SjbZY+QpeeaVgDHe+MG45o2rWx2FxsVcwnN4Q/v1Ee9oOxlm/qE/OMoIndCYUUKm4UlzkOKEB60YZuYv2WpukrcUtPFXRrvMZQYjo0agUPSpgH7g8LK+kMuUGhmrfmOAfgw17cX7lBHDkcJUjgGmnL4YV96iFRk8Z1y1nZIDy1DQNrD4ukDG6Le2qMdysrER0Fl9aKS9n/3sZ7e5ow44zSM8Bt7KAE/WfPb/dekP8wbfGGPzEh3xKSdFP/GDpXHjoF3owMglSxkvv/Ebv7G1qbYa08a1tPviv3U4yPLTBz7wgY2hFMYU73nPezaiY3QNQEgDQBCYYAbBxBJjTkyHMJibNYLpERpD6xSmwCSCiWWCEjyIDA+hQxkQcg63EBYIEzPPTlJGBEfK9r4Ov2q+weRJEFJ7QV9NIgNGYJkQgjZj3DxLFh0mdDiCMCBIGA6Uor6wkEx2NCWgMDBamagYnadlyS9Gsz+mXjREc8s+FAXaEUKYHl5emYljshH66sekJkuBkUJYECoUs7bA9zrCOcWJb0wKgTBhfBCu+kxA4eX2QdHFmFBQhBijgPAEY6KivzxKDj8pV0AnfGgMCDb0RyP7PPCavOhFQOB79Rs3io3w433ieWmMFEuO+F/7CTVKhTCg3Ex2S54zwE24w0F4GGfvBI82U0SCMWQ0ULDgjDWhxlCg3BkSlKf+ffzjH9+Ud/VQIuam/uAV84+RoE7tVw/D17wnxChQ85niNjf1waqIfF4wwxAt0QJuRoGxJAfEvHNyhOcTH5tTPEP8aR5RKOitPXAR0saOQW0MzB/0yzvRF4aGsTWmM1BGxpAw108GlTlgXhoHvAC/OTfH3pxDUwFsssdcIv/QCz68J8DVv+ozDviEAc3QMG7GvfarE32N0QycFf0rn5FG2eiX5VtlGNeUEfmXAQSH8SBPeM2Mb/z25ptvbmXwKSOIgmR4aw9eILMZzPK0FZ3MC8oJbR1qNCbkAOUDP7pQXOaUeuBOmWsH2fGpT31qS6dojbl+FbQP3ciej370oxsd0R7PagujQ1CvPuItuoGixy/mEn6pTnKVcUk+1jfwDEi8Rx4wePGcNlOwhca090viv+VxIsInPvGJrTIIDNaXvvSlzSo2MTE25ixgMoqO4MHgvABEQxTWLmtAIOB02ASjEBGfEiJETETWhqUdQgNzsyYxNwVj8sDXce46illZKwj+TlGc+oqhTXDCR6i9rGqTpncMjz61XTn0EUxqTJC3buIQOjzShBTvwK8yyrP61VGojqy9WYd2qIN1NoO6WbLGWWzCTKafsE/9vCpObY5+eE5ftVe/0IjXgqb6hN6NQUpPviA2RrNfaCQNnWdgNASnDsJQnQLFqEx4wRkT/BvNtUVaY5l3JdZuAZ3B42nGakFf1Wdc1WO84CJIGDVwiwV9hROPGHdltUu+NOV5LOYnBUrxC9FTP9VTu+Wp2/yTps/oWNBXuPN6wIAX0GnSEo8aL0EcTdFJf/zgjpfBeYfTT7vCzUAhNyhfgt1zQV/QVH+F+uZZe6yCURCF8tGFY6Cegjz8FX29Bw8GPWYfy9enyUPGgBEyFVx9yiCtbPjJBGXKVx882hcedXA4ZvuUi07gyF0GCGMmXPDgI8o3vuaUaJNYHfqljHEBCy/eEqNtTgwY/ZWHD2o/XsTv8KgHD6m3fP1RN/lOfjMYoxmc+gQW/eEV1Kk9xlcaPqpOcH7RFV6wjAMKHqx2oI0y+lFQz2xX6efil07VYgTeFI3MglcRRcqrsaTA2mBdmhSFlKhOUYwGitVjz8nkxNisLEuYFKFAUbKSaX0WQ5ORYmRRYYbZEfWyFlLCcBgICpYlzMpNQNaup4r1/ZTHOdu81j/z5nNwe2nlzfhSOGVW2Pk+n8MvbU3H7CbAHPPgbxGfUpyznfP5kjbtwacIZ3lwe7AT5r7nS8pPGMLNb6bdV4f8a+EpjxT5Xllpe+mXtOWpYQhchjdPhjc+5cJa9339ONXHvXLB7uWdGoPKzHataeHDgz1P+FO4KTBKrfwVr3SrWAzfwh5MeY8RX4J/wpDbtlsyIGcbJtxMX5/PwVl1o4j3QuXEPe/B7aW9pDgpQUqBMmt/DmOy6Cg+Fpn1ZsJ0BoPHtcbMCMEKt2dAAFgmgsNen30jgfvNc7XMazM85cvatLTAHacYBUuXliYsYxXUT6DyQq1ZW8ZhYdwisGiuUZwNyhyY+Vybg0uAe+8ZTPmnyoZnxivsxLHmzTomjvm8V2bmP8XzVJxr+2vPjIOZQmgvX9qE0fbe60e4romVnfAT16xjwniuXPC9rzzQe+WDq9xMrz8T/8zfK3MuPzzVGWzxXvqadqrOmV67Z9qsu3TCdo8e8id87VvTgis/vL1P+GCLJ8ze8x7cmra2/RyeWbZnsbCWm2lka55ecD8u9Tc0kl6Z8ta4shN2Pk/4Nf1UP5WRx/sLRtqsa8VVXvUpV9qMyy8ub76vZcu7JH5pqRaRKTR7Orw4J5Y823T1s1TLU6Q8CixX7rBl2pZiKDn7cpQo75H36nCGTW7epTTwNt47YETBWqrl5Vp3p3itTfN+U5o66mcJgvJSL+VpaXkub9W2p4hXxWlACj0zGCwnrV6w95YdlGE56+9cVmqAw8WTtwwilFdZtG9ZRh4PwpKTuiujjrUt4UZLBsp6Yhd+fVjbtTXixn/OKc6aoh+F+jbf17SZ17MY3Ao739XTe/Esv+IAM3/BzrTwlAamekrbi2ddM7/04omrNPAzvfc1Dby0NX2vvtKCLZ51BlM88+az/Mp7Lsxypc14liu9Miue8sXnYGZeOGa85q95K/7gZ/9KE0ufZebzivvU+yyzIVv6OMvt5Ze2xsrNsr2f6ovywezF9bV6JkxpK471fS3jPZg13oNd4bfCF/x5SXFajuNtUno2uX/t135tW2a178jjtD/Ae8zjpGh5mTZ3Lena0OaVUno2i23gWmJ1stD6tbV2m+Q8SCd3eaCUJQJSpA48OExQum8YbfRS5vZaLe1qgzLqpogcPHAgY+6NXNDvB4OcUpwNgI18Cl0/eOotQdiL0g+HFAQesiVwhoHNb+vzQng8W6PXtw4elGf5xcErRkP7wRQy+qIt44ayVB79bcBrS4oQbvRjbPDWjRO6Fuw36IO9sEJ1936reCrO6tSW2Z75HMyM78ufsOeeL8Gzwsz3+Vw9e2nliWe+5/m+l3+q7IQNR/iKg+l9wpV3Cf4JM5/DW9qKv3TxubwVLryV2cufaaeeT+Epfa9cdRaDWeFP5a3plZ3xrHPFG9y59GCKZ53hLm0PTzDFK8xe2QlzLr+8iXvvubTitVzpxbP+mea5smsc3KXxpjgDhsxGL4+OIuK9cKMpPYKf92M/IQuD8OUxOQnFKyR8CWvBBrOjw3P/wQlTSkAeBWSJNyWsHiet7I9KoxSdBKQYHY1WhzYpy4sqUDi8pghR+lPFe4qzutHFgQXeub44naYPlBpl5kNkeYJTh4wUipYSRCshXJScE2Af/OAHt73lLfPFH8vbvHa0pjgtgzspRwmjFXqgJ0/fYS2GhlNyee7QgKEw7R87IWc/Wt8oeoqW0cTgEWrTi+pvGk3FqR2zLYwPBoLglCe+sJ+BHvZNHFzTJ0E5Y+Fks8NsTuE5uOA4vNULJ1R57/pvD9442ZPHs9IZK3D0jL5oziBRX/uFW2XHn4MCBwXe1RS42+OcAumSHoO/tMx9sJfime1a3Xx5e2mzzGM8r4eD1rZrgyVrnjllZb/XsimDwHI0AQ3GsnWeJMFNmM/AM7XXyyvNG4yOnaJTj2+nHMsm7H2i4ki9VQAGhn3qlCWPndIoUNjw6w+Fw8N0is8nFA50wTMVZ3VX/lbxOcXJ+KC00MFxc8aHd7Sl9NwcRDEK2s8I45X7QNxnK7YhfE7gWZ95/ujiG1ZGDdra0+eByzduDhu0CsDgcTgNHCOnrYpb0eao56DAQYHXQ4FnhEFCUSzMeOb1HEzvxafSyy8OTrzWH8ypWBmh/J5nvAE80Z89j3OtCow9XULasnfB92CWvHnqTiD7fkqg1Oa3e77rcuUUT5ASIODRSdBvwV6xA1kUC++H9+TzAt+/EeS+C/Q9Z8rZUvhUnJSBZVxlefIUpTK++YSHUvUtXPXNurcG3OjPqjijg+p51E5v2yLwrZlVCQaKU4SMFN8youEMvndFH8F4gBNsAzAefHBtudsY2ufllUujLAWK09j5pMpnWgwk+Bypn6srG/Dx56DAQYF3JQXuLkBIQKaQ1ljvZ1oCbFV8E67n4ll+L23me74UpjZsBZ74zznFSSHa47WsJ/CI/Ao+mKY4BQqBV8njowB981rwTavbLQhyV5v5kHfu4RLQhDfF0VI3hdGyJQVoidbP0rFgD7rLArxbvoWXR2xJnpLnobo7U/rHPvaxTSGFv7GpjbeKLXF3Fd3aBsaAvXQ0tUwNjufpYJvT1hkfs62WdHnxDAaKk9EidHEF713/LckyRjz7DoxhIaAx79JY+nSKcWHseLpzjDbg489BgYMC70oK3C3V6t2qrGaPV6E182bZU+l75de0Wf/EOeH2YGb+Wv9jv1OclvEI2NnGnnk4bg4h8B0QaqmQcrcU2DdVyjsMRWFRkJQhb8a3rJZiCW1LpQQ3JWDvzYEqwpmi/fCHP7wtMdrvtNdGeLtphEJWxn6ez37c+sIj4jnZ/6MkeZuWjykYbbSkbLnS3rYlXorf/ixveRol0f6xaXoOn/5Mr33C2sf0fbHAM+cZuk1Gv9Dav0abnjw4fQNjHNHNYTX0dJLbgTgH2z75yU9uNON5WvKVxnuF060mbs9ysIpX7sAXo4SRMg9fzXYezwcFDgq8uyjw0uGgW3ftlgrvVfo2FUaKMw+xPgTDg+R1Umi8GyEYF0E40OKdJ8dDsqfYN6hOsfIcZ6AAHcyi6Cy7WqKF3+EVP4qYAuDt+lzIe/Wqw+c+6uBhCuqiOAWK1PItz5eHVdA+CsZhMKG+lX/L+JTi1CZeIprpu2VvdGJ8oAtP20Ep7zM46Gav0zgJaIdmvEpp3p00Zqz4ppgyZLRQ0IwLXipPFt3sCVO2lHMfos+6jueDAgcF3p0UuPM4CaLX+Yu8r7MN99WtjYSrAyGrx1nZ+jFjeTPw4s6F6eWdgzuXt9YJdqbN5/BIW9N7L+9WcW2iONelWm2YNKyNlbk03itnf9ky+LnAA+7A1jm4I++gwEGBdycFXqvH+ZNIUt6NfTEeyhGengKWQi053yr4dIgXOxXzreo+6jkocFDgJ4MCr11xrh7MO51slj99PjKXarV59qP3Gdev4OZ7z8Vg8jon/HwGu/de+hrvwUpLQZRfPNuyppV3i9hecXuc2jp/2sWQmWne99InjHzvM/bsV5j5ntd6wFbXxH08vzxGt6JHY7k3Vrdqw1HP6xn710H3Zw6OHL/LaeB0pU8gnOJ0IGWlnYun17T73l1iAEasfO9ruRX3KbhZbi1T3iVla9O1ZYJ/aKxttc8pX4d3/JNap2ftLfqdey5vxp7nezjuSy+/eNYfvnAVB3vEP6b5Leiwjsst6jzquN34vtNo/cy3b8fvfho4HYtODuhQmA6JOMgjrTzPDqnMd8/91rw9us+ya/7MO/Vcmer0HuxMC27mr2mVm+m3frbf6LSsQ1H9XNgwn+f7TJ/PwaxxMGsc3JruvbziPZhXSXOA6SHlH7s9sx3zWdvme8/FD2n7q5R5SL2zzDV0m+Xmc+1fca0w5Z9KD48YzAo38889z3LzObx7ZSdc7QyuvOLSZ7yXt5dWmfKKS79V/Cr1vval2pbGfpJin0E4rXqEp6eAPU63Ih3hoMBBgYMC7xQKHIrzgpGYe18+R3Gqtj3OioOZcKWL1/T1fcLuwZd2qo5T6afwXgpf+dprL+HWYZ6qnXXXptmX+bzCBl/6HuyE6XnC7aXBV3q417S9/GDP5YUHzISbz+HZg13L7cHOtGufwy/GG6faNfFWZqZd+rxX9to6V/i99720+iev59luaaWDWXEEe2165fbiU7j2YKXVrr1ya1qwE9cKU96aXtnSZzyfK78XByev5+Lgexf3XF7lZvp8nnDBrmnn3g/FeY46Iy+iOxw0L0AAIs/PxBF8T+i7yf7jSWi8921kcC4k2Lvj1M02vkHc+5dfyrpU3PVxLi0Q1O0SBd82+laz+2y1xXv/4my206c1bsJx2ULBBQsuXvDRfxeX1z/xrcOp7zgvbUdtPwf/WP16DDz+yYLx8I3o+m1ognnty6k+7rVnxWFZzFK4b1HxIh7CUw4+uYbQd63+fR2DUXDpPd7Gn4W1fu0GY64U9tpSnvi+/Am7Pl9bdm0vmqBD7QifuTMvtVjLoYW5Nfs522Yp0Hw0n8zV5llzDG3d3FW9YuPuohP3Lvu5kMQ8dee0fT7/lKG5DF77pMlzeYpgvNxoZWvI1orvvtd/5kw++K588pg0bXXVZEEaWWDptoAX9GeWlYYW1RMNo1nv4diLV5j1fa/MqbT7yhozfUDvh4RDcV5ANYPQQGAQp2rnd5wz376na+BcHg4uRYnJXNXWZe6Y0Q027ji19Jui0xwK1lV9bgJyC5BJMIN9Vv9SzAEl982akD7Sh88tQG7O8V9rfFbhZiC34/iEZk44gtFH/er331BaDnU7jhuNHILy30UK9b/3W8UuWe87TnVOWp9rA2H4kDD7eWldaz0PrRsehowrE91Y5D/YzHBJe4xrYfaltBnD73akt99+e+MP9xQbe/yEd7773e9utyPFn5QAvsNP/isMgb4G37fiQbx5CmYt4/2+tlbmobSddAmXmAHgPw2573gG/90ILRgPe4GSMm/MdXNmNZKVcSGJOemKR9cz9n2wf8Jg3rkxrBPj9d8/E3BLlUN9nn/0ox9t9ym7lIM8UaerMSlMwt9WBnp///vff/6tb31rky8u7nCrlX9m4F8z+s9Hf/mXf3nXDQYx3GSUsXQhSP+W0LgpS2FLIwfAwdGVnq66lKZNKWtjjX+ko13hEp4N9inivXEnK90Apq/6v95nfUk7NsXZoM0Ca5r3mHYvb5b1HMyMPfcLvvzKnMrfS99LC+9TxRTnvABh1oM+LnenHFlfmNzNP27loTT9W7Ef/vCHWxFXtJlA/SPw+UE9q5/iZBG5E9Wp0mivsHtR4TEB3M3qliL/1cO1cSxMlnIXNbjEnCCkgFmyBRPDhHMAiBFAAStn0vgH48pMa7tyt47XpdrJLwR5NwOZwNpPGbjhx8QwIdABnVzKTgkTEmjJgics0TfP2k1D6nPwizdRYPy4Pxhe/yuWpa4MuhEYcLPS4eW9+YTG+Pm3b7wLBgrh7B+zM16Mq18BLt4B44lRhPb20AlVwpFHoW8FcOrRdrymPL50W5I+aVNKlxDVPvXzYCYfEYD6K+jvV7/61edvvvnm1he3SeEJniMPFN0JbLdQ6ReFwUhEC+3lqfjeloDVNuXQSv8bszlfjYM2uhELX2oXmlDYjEptZkDoH/rzeNCfUdh//HG7lRUZwlHf4CK04RXjCR4dIwRd/GeiubqjTrz+5S9/eetr9DWWhOqHPvShTVlQnnhDqM+UoPagvWfz3hzWBp6msUM3z+Ya5QmHtjI+ePiMW+MWfeCnMG0DSdM+ZQj3PDk4zXP4GdSeKTjBXGYg4xllKVX9E7xXD1qRR9ruli2NOKZpAAAgAElEQVRzHs3JJGmUfSsQ8Emj5P2zCTRVJxllfjFqjTWliS+M+R/90R9tbZKnfwV88m//j3/7/P/+j//x+f/+v/5vm4zUV4aZcuYqHN18ppz5op/6bW7oq1UZ80UQeyf/0Fk/yEB8h1fxLFkZjZSxsmI8lOMwMGomX2yI7/lz53FOpu55xvDMdwPRYJReXd4nvOc9WHCn0sO5F0/c5cNzi4ARpsc569QWwSB0D6yJ4z1h0L8Vc79pAoAixqiF+kKgsCIJ7YI6WiajkDGASYRJ/Vsxws5/RTHZMQ1mEzCnugsUOlj9wWQsULCYyMT2TrgV6lvvt4rPKU4TndFAkRA4hIx3QpLAcDWeZSr08GkMYcyCdnkFa5mCZHhQqCYba9n1e2jqKr36TEHzAhghhIZ6TebPfe5zm3D3n1NcuA/OvxpzXR8FQjgRND6pIYD8mzMT1YQ2HnkphLH2E/iEFgFAEPEWwPBcEpzoTrjgC+PLc2GAGU/Czf8Z5UUSmujy27/925sRoU/yW3UgpIyx6xcpJnloBie+5EVRpIQqOhGecOijgGa8If3WH4YKg46XKo/wpEDRMDoWK4/3GAcUH7oLlDtBTiHpHwPgG9/4xjY2+oNG2uj+Ze1moDBeKDqKHI38txpC2OdMxt4SpragizuG58UleJ/Ql2Y+CuYegwJuY2keGQ9GsPlj/NEAvLaa2+jSmJrLeFbbCwwaPCNQONrh7mg8gj9m0G7zuYAmxkKIfgwxYy7P2My87eXFH3LKZ1yF5Ip+h8v48VYL6IVfKa9g4GBQoQXeRn9jTMahOZ5GA4HhwyA3rv7LkroKxgqf/JP//p88/29/8IPts7IvfOEL25iiLyOJMjYnGSAChenebMqO8W+OqA+dBPOawaYf5qxxYWjCZV4ad/NoylBtql3g8HjvG9IL/tx5nBFpltlLm/nXPO/h2ksL516etPkL9qnj2RYEPqU4Y0xWpcE0cJilwPLFmIQWK5WFKBCqMfisy/o7YY1B23conyVNINhvVZ8JSdFaTsE8Ji6F0RINYaDuQoqTdcqaJ8ikseCaINIIXyG6V/5W8VScaxv06Wtf+9o20SgIQoinQZjI++Y3v7nR4e23394EvzazPAnmBBnDhqIxWRNQ4EzYaE2IwCEQ9oQjZVYaRQYHr8s4GmcC1kSnkE1cgkZbWfssYKsPxs9kJwgoWRawSczT0h/CaFrCtQdfUFDGmTLGIxQbpaLvFBGhrA8UIsVoP42wSVnjY+3XH22DQ7C6IY0njxd4gYSa/6yjPh6mQNgScuisfzxUtOS9UagMOUo9RbsVGn/0Tb8JXkpPYLTog/HJkDRP1K0N7Qeaf5QjZUqI6xdlxACU59+9EfACrxRN0JTwb8Vn8pJ5ox6BsAfHiOR1GmeBR/me97znzvhEG21SzrjqM6PkU5/61Gb0ZNyiPT6IDt4ZeLxNilhexox69EUbCmhhZWEGnh/+1S80mwF+8kVgRExjWVo85JnipeTm6oorJ/GicS2QC3lu2oLnwMFvDBgeKTIraOhS/2edFBragtVGY2zeCegtnYIzfviDcUlh2m6ikPG0OcIg0kYB/b2jE0PPfBK0GX308Y033tjypSejPavLcrzVwWvDdldtyBCVF2PCFUwwG+cGl5BFZBOXFaYTAhjCt6U9eExQE0nZmY65J1HhzLqw9jxdari9z/bMgSdU1jpq91PF5xQnBYaJWnZlBWV5arfJ28QlrFiO6ESATgVLCYJDF4yIudtf0C/PvAX4GjsKknAU1MkiVT+LC5OyzGYdBCNhbxwtc1CSlA4mFHgdGNVELEzal/bU8ao4Z336qN2WIymq/o8oY4Ig57WhBQVB4KMDIclQMeGNF8VAeBEClIE+UoSEegKId4MWAgFKcRICyhk/QlS+SWqS8zAoGfkUpaU2bePtUgyEvm+BGU6saR6y9phbLtfQbh/0EwpzPkR/QpfHnOcBV3WjBQGEPyga7aFUtREPpDj1Bf382zp1C4SUfXWCBB9ojzopc7yTh2c+E2xoQLhRnASqpTjjkVzQ/+ZCbd8qev58K8+4tPef4kQXfE8I8l6Fli6Nb0pbfykE44U/KBL/kYisMTZf+cpXNsVClqEDL8e48WITrHDXJn1Fa4HRw8vFMx/84Ae3PoNjdH7kIx/Z6AwOrfSfscQzNc7kolUf491hI7jhipfMuzxKKzr6Po0j/Z1nCyhuMMlAcphBbpzRzwpF8hUv60cHefYUp7bDYY4Y12ApGjwnGGseMWWFXwXzwZijO7yCPjPMGALg4dV2PFBAu+isvZQbucMjNW7aIPhvQ+YBZQanOUepkWHmjZUB6SnOFK7+ojGe4SnjR8a+OQDGUrBxly/UHrzGwDSXZvr2csGfu0vegyXETQQdEwgak0vHTHTLXyrEyDwhBEdIy3smFqGPEQgnMPAhAgWJKZWlNLIeMQYrHVERH1PkiUlDZOlcakqrYJBMmurQjluEc4rToGA6y50mC8FBKQnyDF4TFyOylgk2DElIYXwK0KRTHk3hUA690EqMWfxbMUICo1jqQyv40M9kwmgYm0CBAzPDy/JFXwLU5CEoWdYEg2UQtAZrshpzypvQnwL8FnSujqk4Sys2qfLUWaBoj24mGp40kfCNvlFQhGhCziSk7PCjMSH00AkMpUQRNOF5nPIEShFutP385z9/By/dL2UNr/EzZpQhb1Yaz8Sk5VFaEWAUWV42l4zt+973vm1cjZO2EJgEbfNRGyh289A8AkPxWTbUR8qQ4DYvLB9qj/lISOOzFCeDC1/94i/+4qbEwRJU2iKPJ/N3/s7vPf8H/+C/3OawduAD3oY2E0yMYHUbA0KKMEdvcxZt8SnDS90ZdY0dHtVOStC/ccOLaKI877d5ghd57fqnfcYXjzL4CFrySTA+lLCxIdz1Ff9qAxz2nCk1tF8DwYtnBPShTAhoHjODw7K8sTQ3jSFFwbA0byg6vKc9+sRgY6xJoyzJPHO0gM+MjX7gMzwzg3bj4wI5x9tDUzRQjrLhZMgz/tKMm7HWz5S0sUnxpTDgNU7Pnj3b2khOUy4UOrnFuCITpJHl5Ic24S2ePx5Vn/FXn/ZzhJIZcFCelJd6psy2x8+IMR/1iZK03WGMrKBYMbK8z4NHM2nGEF05EMZf+/CffxmIZxhJxoMHzpDET3iILlLOfHBIqhUm/bcK8TM/8zMbj/Ks0SjjI7rfF9/tcQZoUH7pl35pa4w0+0IsL8xI2Gu4SczTM5lqLOHNygaPiTA3whkQzIj5CGMCB6EwgWCCWvJBBETDAAbFoMHHKiF8MNmcfAiJmTEZJUHAJ+jqy1PE5xRn9RG0+sRim4F1gzbaydvBKBiPwhIIRBasQMnpG6vWoJok8FqyNfBoqyzmqx5jYOKiuaAOEx9cXoBl2JYm4DJB0DfG0T7MSlgJJigFPQ+nbBk3+rMqzikA8ABBRNDbQ9YffNNBDUYLXiVI8B+aRWvekTEy6Zrc8sCAxbPxE+Ef7xHO6GsuUL7GqH1kxiEPCw5185DQzdInz5+AVhcaU6DqN97wi40BGIKb4FGe0mMg4HFBm6SZR3Ba4QCvbrxCuDEi1U9hWUUQwMCHJwQ0Md/gMbfVod+tYOC3f/2v/+Xzf/7P/+e7sVdGX/ETL1bAS2SBPmmj/ukD3HldeBRPCY0fYxoN4MKDaGHcGJDtK4JHd/TRLv0DnxHB0ERfdeoz+vEEtcdc0h6CHk2URRO41wAe/6xB3eSKsYn+4jxftIAb35kn8YGxo2S1C4+izQx4Vt9zEGaedkTb+M946zdlQh7mfSpnXC1LW6KmmNRZIBfw+Rqk41Ftp2RqB1hj1btye2lkifHS39poyb005fTZ3MVHBf1CP/0h++gAhoc5ZOlXAIN38DZ5RimTe+YjmYRu+ATPeKak0d+cVBZvoCGjDh7GHl5LJqpD+/XdDz3xxlwFrb3n4rs9TkCYk8Vmb8jSjwHqn/xSkCqYG8nKGLiIQ3v/03/6P2yC/Y03vrIpQJa7TlgGyF1mQbMIdJTCROSYngXFOveOoQUCjUWZUpFGcHH7KVdtRbxbBIx5ao8zJlrbkbAofQ9uLy34h8QPwbdXBkMROBj3dYRzivOh7dnr56m0mT6fzQUe41MHyorgaI49Rn36Mfuy4jyXt8Le906mUFYpu/vqvg/fLfIfs/+XtPdUfedodS7vkjqfGobMZ8ycayflOM8VnKLDU7f1Ifhf8jhNUkqBu2sZhFa3hMSdZ5USFgQZ61aoo2JLK2+//fa2XPLv//3/9fyf/bP/cbM8WRQUmz2LlkkoPcsIljso06wk1oj6KOsUIeuMF6y89hVYEDaXeUuWEmwEP1Won/DfpzgnLHjv6692BjvzZ17phE+wMz/8xWDA9r49vPgTrhlPuJnueea9QPFaolVx7jVir+0rXH1a071Xfi+vtMqL0ZgXxLud9A6mMpfEs4zn+VN+5ve+pp2qJ1xr/ky/FNeK49L3iT9aXVp2wk08pdePvbxgnjKu/ofWUbuLJ541bb57nu+z3DvhebbtXFs5RjxVMHhjlnsn9ONcG15SnJZxWNHWfK3ROx1l6dTPpv2qOCG2RMFqsLyKCMK/+3f/5/P/8B9+vDzBnbYXYzmhtX4uPQVN8VmCaIlKzFKxB8Ddtsxhr4TSXgMlS6kK3G0e7C3COcW5Jxj2GGePQda0tVzvK5w+l3df/yu7B1/eimOmz+cV7qnep+Lcq1/aTF/fL23XxFGZictz4zthS59plZ/xqfw13fslv4n7VZ5nXa+C51xZdPtJE4zn+nOrvJU3qrcx874+B/M647VNp/pRG/fmVXnv1Hg7HFTjeHQ2ba0N2/P4hV/4hW0d21o0j84Rc95g68E6TKn6UNgy7Y9+9Gfbst6/+lf/8vnf/bv/xbZR7fCLPR7r6jbWCcK/9/f+/vMf/eh/ev6P//F/t61tw2eJ1sEWStZBA8uyNp8drKAYrUfb/3BowhIvTxM+7bRxrm23COcUZwxi+ZpHvC6veZ+HbOwBWcaay6AxXbgYEvZMhPI8s9bQ1MnB8hgu9pwYHPZmBHV4Z5QEF27jx/jgORV4UowSv5bKq7dywd4inopz1jfbgm8t90++nPmz3Hy+D2bNX9/hkjbT5/Os69rnPTx7abXhIfjh80twXYvjUvjqKb603AH3YwpEtxnLOfX+uum21669NuE7sLMve3DvxLSXFKeOOCxAmBOc9jUJbsrKBqsNd/k8Ux2mRJzmpDR5nf/wH/7Xm6L9z//5/33+L/7F//L8H/2j/2ZTaBFHWcu+Nmz/03/6f7bNXoJasAntBJo9UZu3BD5l7YQd/JZ5wTjwoB2CpWT4KFGheraXJ/pzTnGq0n4UY8HBJR42j1yg9C1D23wXGAYOlzi5R/mn6LbMF38cJnJaDd2E+mfz3skyB6YsU9sDVo8To9LV45MV42hv2OlFbZmK3BjaY5BnZcFqgmAMtMkpQ+NUUHf1l3aL+BLFScEzvOKL+9q1149L01bcl9Bl4r4Efq3joe+n6lrTZ/seWtepcuGuzt5PwR/p+xTYo9+k5Xzex3C71NpSfK5mMJfAncPxOvLulmqvbfy18Lfo3C3adE5xqt+JL8fznbxzhNsGOaVGmfnovdPElKUj0k4BOjbtdKdQH3iIPuX5wAc+sO0VT/r5dMDPgQsnlD07wEMBMix4ntrJqHA8nQKmUDu6DxdlS8FTyrx5iscJRbGlep7oVLTa9dSeyexjz1NxakP0ka+9FL1++pTBvrx3xh7P3slBBpdVEYYKY8EJPgfc7K3zUq1edKKPB++k5kyDy8lkho3TorYyjBs4ofbAr7zgNGD7N9pjFcWp0jxiMAwV7UJrB+fwiJOYjutrs3rVyXhhQBpH4+rAnjEWeobX6VkH+9TXlklt24CPPwcFDgo8GgXuTtWuQunRathBdG1dK/z6vlPFoyapr3Cf4gRH4BHilBXP2fFrXrtPdezXUkBOAxOUgs89uimleixPO2xl73gqVW2BT6AcLG87ks3z952aPWEnlSlLy+4dkedx+n6qQKHzZh30chDLASwC2cfCFDBP1pFx4db0ro3iqThnunZTmBQ9o+SXf/mXt9jnUpQiQ8K3jmjBgKF4KDZeOTqIKSnGBANFoMhcKmFcGCQChcj75uWri5FiTKwWTEXoezGrJdoF3qcdDrQ5aOd8gC2HLgOA1wE5hovv0RhTVk14+j7PMqbaTTl//OMf3/jD9oX2+hTJGBsTq0LahD/wmjZoN9i9FYytQ8efgwIHBV6ZAnce5ytj+ilBcE5xRgIwPIWUWum8AYrTnhzh1reSFEAf8oOlsHwS5JtMCpZS5S0JKXHeFiHJy4DPPiXBbD9TuqVz3lGKk4fbzSDwWHqnLAl/yp0SlUZ58oJ5QvJT0q9LeU7FOdtg6ZvysyRtn5ey5+XpP8XFo3PATeBlUpwMBErTODiARvk52e26Nl7hW2+9tSkxNKisPWMnw+E1HrxBdHHZRMvw6qCsXSfmDADvl6JFT96isfDplG/mZlA3ZShQuhSfoG++g9ZuClG/GUl9G609gn10/KFuqxnGm+HAUOi73fhlK3D8OShwUOBRKHAozivJeE5xUm68vzxEyorAFggwn+XwPgSCmiB1MIjw8yF7wbKeW28Idrc2EZiW7gr2LnmjvKMEI2Hfh9luLvGzN2wfU7t4VfaEC7wveAlYH3qry/4sT0ngdfFs5uGj6grHLeKpONXXcrEDWNpsWdTeJm+NItFuioXi1Gf0dYrbODjBTRF5Z7jon/66AcZyNS+b1zkVJyOCIcLgoZzRk7GivvbntctevENqluodWnNYzRj57MqSMe/XKoIQHa0SpKB9zpUStToBF69U2xg27VdnkMFDmesHQ4Ai127fSPN0+0i+uraKjz8HBQ4KPAoFDsV5JRnPKU5CinIiJFn+DuZQRoI8ngfBLBCKTg1briNgeRmWBXkh9hYJS/uM8ng6vBtlpBOWTjJTzLwUyoPAdCWVZUSeGE+JUnBtlXdKhkdGudqzo1Ds9fFOCGfLhfY9KVPLfxSMg0wpqvqwNf6Gf3xmpG/VnyIQ86AdbtJmt1tps75QQrwvniejQT8YERQYhWccKDc3WfHqLPUKPpmynG4lwNKqT6YoYf8ZxbOyKUhL2uhZoJjbv7Y8yxAydtpgmdzl531WVR+cNscnAqXfYS8xz5g3/YlPfGJT8DxkRpflW0aVpVxlPeuX1Q0Knjesry0jV1ftPOKDAgcFXp0Ch+K8gIaETwJoVZzllU/R2IcirO1BCcHwEOw9eifQeQi+c+17VHm8jRngsMRoydQhFs8EO69JWV4rGDgpRB4RL0mwhMsDA+dEssBz6XoxXhsPiWLqkxjeGxwUeEqz9ouFNd4SX/wpb6Zd8nyq3FSc8IAL1gEqniVPjsfF02Is8JJ5/YwHgUGA9vYf7SWincM09kEtcTNY4NR39GGcUEYUFVowPuxtGi9GDENF+bmPSPFRdPDw4NGWNw+e92nsGufowVia42381acP8FCSlKi2MJqMp0+TfC5mKd2pd8YSAwIudTEE1C3A4Xcu7OW/Stqpui7FWbtXPJeW34NbcZ173yt/ado5vGvepTgvhVvxe1e2X/nhKw5uxvN5hVvxBbumV644uBnP50vg1joqv6aHqzi4Gc/nFW7FF+xMPxQnqlwRCC+Heeay5xXFLwKdA3RRgQuBJoNcWOQO7FXK3iF5wMO6VLuHgtLnbbmXdA2P0W5Kq/3oFf9D3tc2re/hZOBYQTgXGAgU+hEOChwUuB0FDsX5AFr7HOFWFy48oHnvqiKWXHmV9wXeHS/+3RR4yB3yeTf16+jLQYGfdAo8swx0/O6ngSVNS2QO7vju0uEeB4HQzqET+SsdpcnzW/MqV/oezF7affC1Y5b1vJdemj6Ft7i89X3iLe8pYvU7sGPf0klWn89YIvWzFF7csyVPy6G9i+cPvNPKM63n8iZOeXvwe2nhuSa2rA6+Nu/VJ0+/LsWrbfpQP+rXpeVfB1xtfR11/7TUucez0tb0vTQ0WuEeI23F+VR1X1LPQ+p+5lOIW/8clvCb9e6lyV/hSlvT98q/StqsJzxiy7SEucMYDmHMvPojrefwnHtfYSpfXNnqmu/zecIHO+PqmWmVKW0PpjqKK7PCzvyJL7jyi1c8M708B3h8qmFJkudpj7LY8/xJL2+NJ1zPwXifz2u+vH6nYC3nVm6FqWxxcN57FrtgQQzXCjvhPJcf7Jp/3/tadzjXcntwK8y597X8fPe896stM6+04vAUly7uea988DPeg5s4ep6499LuwznzK3+q7jV/rXvNn7gnzp7Pwe/lTXzVvcKVXh1rmTX9FPzEO58rX7mZ13PxrHs+z/zwzfyHpClzLNVeuWZgOZCA520e4ekp4HMOzH+EgwIHBQ4KvFMocCjOK0eC4vRpwvzu8koUB/gVFLjkcNAV6F476KmDQNc07Foc58/VXlPz35yovq7Uj6GvbfcldTwFzkvqPWBenQKnxu5U+qU1vmr5S+q5V3FqxGM35LHxXdLRx4JZP0fZw+szjj7vkD/7S/H27vncfbA+twATDuVm2W71Kb/PFXwm4VlQfm1LOOT73q9v/rYCz59v8JUPdtYd3C1in6OcOoi1tq332lWbi0vfi+8rO/PDVxy+FUZ6acV4o2c09i2o2E1Q0stbnyeu6pvxhJ/pW7mR4CKNPsPRFvynLD7BT3jHoaQC3tn7LKl2gpsw3surTfM9vKUF33tlZvpeWnhmHI7SzpWrT8GKjUNlwlUsf51v0soXy/e5EBqia3PIPJYercH6aYMboXxi5hOiLjlBT580+YRqzn/1wd2/XPQuX1kXXsDl2cUc1QFGMKZTDpTW3Ae/pm0JL8rqgxCccqUFN+PgKhO9Z7uCKa14D0+wa965dHnVayzm+E08D3l+bYpzr8MP6cCty9ynOH0X6CSoD9F9LwheEPvmso/5XcTtdK6LCRzOaYKA9exzFzgcQjKBhGjmcnJLmC428DG/CYOR1es2HF6abwJNRB/Kg3Oop/IbsufPt08s1OFChb45dTONNFfHzXpjwMreKl4Vpz6s/Vjf72vbpfDn4M7lnaofDWc5k9l3m77HdBhqBnDX0HzifQnP8//veR7nX/ybf7P91x4Xc7jkwrh3R7LvQl0k4fKGrmnEl2DdlLT3qQ+edlUkHrb373J8oX5q06l2zTY+9fNsBwXmbIL5MYPLL/rPRTPdM6XjO160sN8OxxooKytRzj64scrNT+aUH7q6CMPNYSlT5X0//LWvfW27iMMFF+63ts/99ttvb+co+jeMXe3oW+zyXPyhLXC48crlHK6O9N0vOTCDA1gu8nCo0be+gusgtVW7+pzJATzv0uMB+PEJmdA/ifB9NDiyxsGaGSatZ/re88ob67sye2l7uNa02Q7fZruhS/9dQDMNw7Xcpe/3Ks5LEV0L91CCXFvPY8OfU5wEBkHicnUK6Pd///e3m3pYem6W+eQnP7ndaqNNBhCDUmgOwHTDkDwf7JsMBJfbfSjPSS93k5qc9v7cPOQCAErOLUA+gGetUqYuDDdhpJmEPI0CQUjgEQjaRlGaTCa5ZWh1+LC+eicjhuMW8bpUW3vUTVC7rADdfbbBokRrFwi49MGkF0wUFzpQTn3eIXYa2H+Hybhh9IAhNBgi1SUmaH3L6Q7aLphgcavLaeuUhnEgiIyBfLgZOtUBl/9qw3PgHRBWjCntyGNYL0ogMNVLAHaVHsNLvdrbf0OBF5xLL1yeMPugb25V0meGmZPKz5492/gVfRx4c/ORix3QlMDHvww435K63pFywDfark1uPsJ/7khmyLXvr4/90B8+HrVxwtt5Zn/913+9KRK00mYnjfVBcBkFRZZQp6yUFbQBPrRw8YMxdwEFpaRd5pR258FthZ4/3y67oATe//73310CIs/p5fe+972b8jdmBK1QP+FywYYrEvEjQwfNG3O8pL3mD/qbd+abfpvnlA4Fg28mXYy528PwDP5C806R11/CnoJEO98quy2MItVG/7oQ/6kfH2ijm8HQUD0CmlD4bsSycvONb3xjq8f1jua+Oa6teI/ixhdkmLHnCSvrIhDziRGLVyhvN2gxtrTBeBqbeZOW9hoL9EQrbfRzIhcP4n3B3ABTaE7LN7b6ER400bfGnQePpvgZPfALngRX/+F1M5i+odXv/M7vbONYfQ+NN8U5BxOi9b00xOh5NmymlT7j8BVvSF7UE85TOCaeYGb58ksrPpVe/kPj+xSnQSVgWLCsTsLBTTaYhQI06bSNomJdCiz6rF15GAkOTIFJu9+2NhOCmEaAE6M76eUi8e5GJTRYWVmJrFBwBZ85UJz6Y4Krh9dAYVPE2o+pC9r1VDStjr34nOJ0gboJLegfwWsyM0QYLwwJggT9CAL9ZUgQlLxwAs3EpzD0lZBAB7fx5InBTQGxsKWD5x0Yn4QiYUyoWUJjhaufkiKECAJ1pvBqK0NJW//8z/98U56f+cxnNuUOh89wCmhOYKmbUYNvCCnKzJV7PEcGGMFHqLqo3oX93/nOd17yqii1rvdTN1x4x6oHoc3z4W0SpnDhV/UKlJo8hpw+uQ7QqWdl9dtKCp6ZgrP2i/E8ZULAoZV7khkBxoyAdG2g8XBVJYE8rx+kWNQLHi8I+JjAZ3Aw8KzsWFkhPClybTUGBKY6CwwpStA4Z6hqszHnwamb0EVTSobC0l83UkUL5fXBKW/jSllSbsatYA6imYDneIG8XHwnNI8oTnUV8KpxaW5LZ1jhKYaQvJS1PHJFewXGB36uv81X760ckbU8U22mFBkgaIpe4IwFPtV+ikadbs3ipeJ1MkM5/alec8zcwcf1T3v0gfwhlxj5jHFjY17oB/5l/IgZHQU0twqD/zzrh/L6AD8ZxSkx7uao+WBctUlfjKNrSKMxvG70ii7awJF41RbFl0sAACAASURBVHDncUboYoh7no0ozSD4lVd6Deq9ONjeT8XVuwdf3iw706r7KeNzirN6MY2JQnFOZiI8CB2DiBkIeoEQSqnpW4GXZJKb0Ov6PPpY+jGpKEnM42J31jarlWAxAVpy0R6CumDyELCUgvKEL0Hw7W9/e7s0XJ4yLWvMdoXjFvE5xYlurGX9olh4Jyx+gpQhQomYfPpCsKE7QSSNYhVY+caJ8YJeAsUEvj7zPChO40XJEHa8T//BhnA2id1ta2zhcurauLHqGSVvvPHGBmeMWd0mO1yEMk8AL1iNaC/X2Ba0gXAxNuqiuLWPt0mIW6rnRVAa2k+AKY8HCOICvvivvv/9rf1oxktEC3i1iUdJWHk37oQlISXoKyGo/QQTJULIWg1BYwaMC/AZWwXtjn6ErlUN75QMgWysKF11E6b4TBspf31qLIynMgSv+4Hd94sG5hIBqj14hBIg9ClpRoI2UsSMgDUYS/yPTvhAnRR/ypHS899mGEj6SdFTEPIpcvyEl5T92Mc+dncHsXq0yXg1howKfOH+ZErr/2/v3n+2Xa6Cju+UAk0KlEI57BZK2QVaNm2pJJAmHAIhESwYD4BAopszBSOHHxTUSAxBBcUoBMXWhJO/2QoG0L9ANALiD4ZDJFF/MIjRmKLlpFIf87ne/X273ul138/9nN79vrv3JPcz1zWHNWvWrFmHmbnm4UUVzG/zt7Le0X8u51p90B4lS8HDR4i2wbJSANaUE8FVhpdqjhvTlAjY2ptw8Rb6UKbo6I5l40GRMgLMC0YJLx8cNMpomO2RgYwhShINzCHzhTxUDgwevLFn0JkLPFNKD70oRYaZYE5xIvAhmlN85jsDBr5oatzB0x9G8iq34GqOy580in5XjXc9zoCsg1P6ZfFevVPTgn2ovPQ5QMfKl3fTeOJyTHEaHFZZnhpFRmAIYBBOFJqAAUwywYRkVRcI2/YOWGOYk2AssDQxGMYhMARWepOKUGGB23NpT5UQzztTHrNjbBOKB0sZYNSYlWAhfKenVPsPM95TnI0HAU9wE7KWqSzFoLfJgfa8LkKRwOD5C+glTb5gsqID5UUBCowJQiUBQwiY3LwUtAJfWylmQpcyNnEJBIqR8EFzy0zKGRPjRSBRQgQIT5fClU4wtdQJh/romYIhPNACrpQOfPANr5FCwR8UmaUqYfWC1CG44UdBCYS5+ryuloetUOAFihmegi0BSptB8omf+ImbYkAbdARDoMSn9zTnKC8W7wvK5D2Aj574TH8pfeOCBwlrgcCkEOShFb6mELXLm/HfgygqghLP6jflYDzxhLkiRE9KiaLgofHeXvOa12wKAUz/G5WS5Am94hWv2Mqpa/zRVR/NKeMgMFxf+MIXbsZabfhPR5ZNBStHjJMCJTENaYqSMopW5jADpOVq9bRrFUgabyklJc8YoYFAcYJFoQn6W5/xuD6bL+VRxPolMAbwM/pVX1vGAb8VKCuGuPFCI/UpqTzayonNIeXwCyMNLZQ13gLvGD2NF1lGqRlHPMVAo2zjAWUZrPpoTpFpTz311DYnyGN9wdfqKpshFj54wPzCb3NZuPzrxE8gbgPnmWBB6NI0ZPKz3BBKB1iyBhCTqYPYLMesO2mQVQ+hWBuCToLduzR1E87apjRm8N5ad+ngCwaHQJzwKiOu3Ey76fMxxYlmvB8DxzLmdSTI4EIosKwEFpXBxjSYlIDQFwIQLSlLngtBQRCjG+/IEgmG9l8zWPiENeVKKWJy7WvXRKCMwaEQeBmWLMAWo3nC3WQnEGz6m2AEOmENN7TlIdwWw12V/lNxouEcUwJSfwX4UgiWbEwgFihPT76+yUd7woWiQxfvFBmFw5oltAh5ZdG9OSDP/9hEf7SjxNDcRKd4jCUaEoTG1NIwT9J4GFeWtuUnk14ddCdACbL3e7/32xShZUvKwbiYVwU4UNRwhDfeAh8+xhyeb3zjGzdhTbARIoK+MOIK5i2v9umnn96WPeHDsGAMGF/0QCvjz7jDi7wsvKO/eImgxouMPoqLMqbU0FpM4MEfneY4oSl89M+YUDgEpbYoBF4jhWb89BPvEubwIQjhII0CEcBjqMAH3dVBEx4zWvNIKE7Lz5YWhcZSO/pj6Zc8E1MG4KABmYXeeJ+nx1iAI+PLfCPoKQKeMM/Xv3QTm1f6zjjBIwLPxljjUwYdeJb4C/qEX8KNMaIsHkVbhpQxamlRnykj+MKLIdGSMH4CK28q+pORYOARsoi8gKc+Mr6sBuApctq46qexRQsy3vzAy2QX75H8oYTMEQar8SEbKP2MU/0jN9DKWJFH+Ixxoh6FaAwYa5Sp9sA3vsbSuJtT5rIx9n9urWqgjfljKwNe5hP85YGNXuDax8woQAdj4B/CM2go3ZR343CdeFOcERkAzPz6179+c4G9s2iefPLJbenLgFkWwiiEPYsX45lMiI9ZMQ0FSuAR1jqKaDpCUCAUJs2qMpgmKmIobwJiTMwkzYTTHmE+hTfvCiHlsSQw/Az6FEPO9Js+H1OcYOs7pYkJLS+Fg5hQI4QFnh6mgrv9EoF12r4n6w8NTTi0Uh48RgQBpR7hg4lNMoxKeBiLPBd1eDrSEqistp4t7xpD4xLTgwUm4WYJlwFEqLMwn4twTHHiE545YUi4UGYEiQlF2OIrNGV8mZi8JvQ1FuoaI+XqW2mWxi0BFdCT8MB/vDPLmJ5NQMYNOPgYrfCpSU2oEGb43pKy8VKWdd7k1R7BS2BKk4cXpM1AIahvXOCCx1jk3gkdChVOxsy80D9L1YytgkMZ5guhxeszL+M7cwX9zEtCK6+DYNcXbfDoGMzSKHY8KE2/4YbW+qHP6NdSmfbxHBoZSzgzNrRFGesL/OFM0YMnwEfbhCJlYBWnvV9j7Acf42nuE7Q8SPyuHXOQQk9RJePgSEHP8dUeJUG+STcvBfPDsqGxjj55k+LoR6GarxSSviS0wWA44QVzKIW6AX92740CDDfpFJNxpDwpMV5ZAR3Qg0FGCbs1qgBvPBDdg6n/2kbz8KDk8TG+NCfgLuAXRrk0YyZQbowzNGUQCeqDKY3CFPDVxAce8AGTwWR1jeJVBx7BSj6RQ/iKbKJTrAjEM+Yz/PEZWMZFW3gC7c1D85jSxYeMwsaAvJanT8lLsG8a7u9xBshgvexlL7svwE2Cj/mYj9kQtGSD4VlxBtgEM4EhjBCQUx6xKVaCHlMjoo6yBgyScqx9gyvGhIQ3Ja3jrCGMYJJhWMqG9dEAwxXBKGoMT9Bg+jXEPGv6Td6PKU6Tfy/AY+Iynw+V30t/LtJMVmNHCT8XwURr7++5aP9ht0l5tEx/GZ8cwm2vHs+jMJ9LW+M9GGuZvXfKgTdGQd1FuC5ecFF31u99pt0FzqfCnHgwBg8FMmiWPVTuYabTDW1R7bXLCOfkzD3evXKPS9oDHifBz7rg9rKwWeq8FZYC641ioyTnoBGoTRJLYrweE9+mMjeeVcMSZLmBKRCELAxejvZYMNpmQVqKsB+COVjwAkuE25+VIo8VwgWncFn5LclM3LbKt/znmOLca1taP6j0PMv2vMahXp21/izf81bm2W/33q3t0Wb1ix+oswgVZQRlMgiKn816KNEpihOO9WU+rwieUqY+V/ZUGMfaXWEcezeXahu9ez5WR95s/9Q6E+asP+Gt6Wud+e554r/m3fQ9XA71r/y9dsorrsz6PtN7LlZWKC79lPhQnZk+n4MpbS+9/Oci3sPnmKKHoxUxqwPJ9D0Yz0VfrtvmAx6nzlN+PEI/SykUlD0jSx8UJ0HWckCNsmApRZ6iJQCK0BKDZRvutWUyR7p5l4J1dq63pQ5KMqKzVilaniQ4gn03SpNnm+Dm6WrLklMbzBTzXYU5yMcUp/Zn2fBZBeBemZnmeb4Hp/Q1r/TKHYqrd9Xywat+7w8jXhXnivseTofS1rqH8N+rr+xl9We9y8oGb+KwV3+mVae04tInrOs8r/C8z99VYFbvKnUqO/EorfhYXmXuIr5Jf26Cz8Nu9yr0DbfL6qz56/tN6PNc1X1AcbIWrV1bLuVp2qCn8Kz58yT3FCdPj7JVPq/PclNr3y3l2oPgXQrS7LfYJ7FvYT3a2jXvFQwb09axeaA2lu0DzEARWa+2hi5YtuXBPoxwSHHGRHDwPPdjJ6Ok/JXzPMtVtzyxkGGx1u0ggDLagBvLjmEx67RndQ/aew5KeGf0qDcDnFpFqF/Fs9zDeL5MccIBbvqRt+N9DdfBf8LpuTj463vpe/Gxsmue9zXtqjD3yt9V2sS351Pwvyt8znDvngKNr3jKprXlyQ/VWcs8bu/bUm1IE7Y8TV6cU2UvfvGLt/1FS6G8RZ6iDdv2SBDLSS83cVCelKxDCDxJh4V4lZZeHYJwcMNBHye5xA488FLtW/JgpdsDdeqKl0txOh31pje9aTucYKnYIRlerNghFp6oNsBrY/quB+aQ4oyGcGMg8IZ57CklsQMbaCg4kMK7tsnvsEKMF5MpY2OfR67PQn2zl8BwcIDAxjdl+fu/+3sX3/kd37mlUTbo7bCCcXGYQBvdvRYce1FOslkV6CSnZXRpxqDDDBOnDZGH+GdVnHtNO2DC4JuHYfbKXTUtOl213rHytwXzMjjPxZjVZvExOpzznh8UmGPteS+UXtne98o+Lmn3Pc465USTAz2Or+cFOhlmydQSrPwse8rAEXyn7ihNp8EoTsH3YJQtBVdwUkuaPGvdTjwSegJFwgPlPVqm5XnyUiltJ6+ka58S6UQcwe+UGRweVjimONGQgqeIHGpiPPCaeXyWq1/1qlfdP7HnGDUFxWtmXHTwaTIVw4JRklFQH6UzNCg5R9Ap5F/71V+9+OIv+uLN6ImuVgrsAzvSzbj4t7/0nttN0JtCRVv7xFYMXMlnP5vh5DSv5e8Uem0/7HhPcUYjBpxDYQ6X+QwAj+A3hpg8xhcesefeyVmf+zBoHGZgcDjk1oliJ1J9EiW9NGPn1B6ex3dWSJyAZZQU4AO+MwGeGU9g8NzxpjGGywzwgJc5YU7BmeJnUOoDONLMQycN4evd6gx85HtuLsDbuJlbGbbK+J3D85cCj9L4HsNl5s3nx3VkHlCcV+nE86HzV+lvZS9TnE6P8RQtR/OIKXvvlpspAcId7SiqPj1x4IryE6IrheA7OqeJfQIwA8FJMAuOdlPWlKsr93i7FIk2KfCOzEtniBQcyeax6g+F0UEup6p9H6hsH8WrA69wC8bDiPcUp3YpdPvuvgG0tM/A8DmTH0Vlq8BWg9PdvnlkqPDCnexDe4aE1RI3+PDKBcfYbUlQZDx6gdFoVYNhg14uK2CsSGs5WzkGSPQ1nk6CG2vtOR3uG8t5DF5ZKyo+urfKw+DEL1YqGFz4x8qCb9iMjTRt+ObSZxqCz1fUlaZPPjGxgsGYNK7CczFmW8PnP2cKPI8psCnOJlfxTfsLzvyt8I7lrWUve79NWIfa0kbhmOKsDC+FF2fpue+h5BF8vDhL4g5A8YYES7aUX4HC4vlRphQeT6IwcembLt65z3Isr1N66lIqBHgfSMPHN3oF39YSsrwiyp5n6sAVYW75Vx6vs73S6Fz9hxUfUpy8O9/8UjiWlN2eQ1lShPrBYBDbN6cQ9d/pbqsavoV85plntv1zHpobZihb42WM0Mz4CDxFKwNi4+E7Q8vYlPL8RAetGDrG0QfnPE3Kk8FkmdzH6qtxBA8rB0Lf9HqmYOHCy9QvKzA8TwrbJ14UqUCp6yOcfeDusyzGkjoMNmHyy5Zw/nOmwJkCN6bAfY/zxpDeRwAcU5y8IAqMRygQpn4CAcbDobw88xC6co9ysHxY8BG1ZV1C1WUUBCUPsmB50QfH8ikDwdIfBSh8/9/+/os//x1/4eIv/uW/dPHTz34k7fAUpVqwhGyp1lI5fCkHCtwJaoFi5a21JPmoKU795gHyuvSbseAbMd4XuvDmfXNsOZPislRuCZSy7S5ZdLUM6lIPe6QUnq0BBg1PTgCfl2lZnLLlnVKqPN1oo5zx8G+drAC4Yo/iZoAwSBg02qDAhZQZxYgPBLzhG2jBUq+xYTC1KqCP7VXzLAUeNEVp6Z5i5qXCnwK1inAOZwqcKXA3FDgrzivS9ZjiJBApRstzPA+CrptQ5BHelgyFt731rdveJqFHQdlDtsfFayI4eUL20ng2hDLvhlKgNHlPrk/ThpPOlvR4TITs3//hH774sq/48ouf/ef/7OLH/9FPXHzJl33pxd/8/nuXcFMC9u4IXILYsqwlR0qCZ+s0tKVCXrHlQApmLvk9F/ud0+NM4aAfvJzMpsTELtu2vOod3rxxSpJHzRBRxjKsJVoGi9Palj+ND8Uo2KtHawrW0irvDhxKkvdemjYoQl5vwY0rfW4l316lW7IoTZ4mA2j9ZAoeFKugTZ4v/qHwtWe8/dcUChUdKGUrGDxKe+g8TfxBIVuudhreYTIG0DxxHY7n+EyBMwVuhwJnxXlFOu4pzinQKTgCmjB2uKp9MGV4IQSkwIMk+JRz6ljg5VGEMziFS9FRmIQlr4qAJJwJUqecLS3a87Tct7X77NLuO//nb11839/6mxdv+eZvut+GAynte1KUlCZBS1kLPDAweUsdqKEw4T/7OXG8y+dDilObvE4evT7411Q8TUoGvdACvQTKxj4xRac8Y4GC4oE7EFU5nqb+Wyq3HIvGPDr3qxorP/uVFKCl8Olx8nA7pGaP2QqAcUFLBhNP0DLyDBRj18ihLUVq/PTB8jsjqkvsGUsOAPEk0YTXqSzcGAbagivjQZ8aq+LZ7vn5TIEzBW5GgbPiPJF+CaBDirP8U8C9Z8d0vzRYV4G3D+V46lXgK/tceJt6MBXnoR4xVnjb7esdKnfddJ4oI+hQuAotg3FKnQ4kHSvLiKKoTw0rLO+npp3SxgrrWJ1DbR+rc0reisPaTu9ruVNgzzJr/eCuZfbKzTJXed5r41D9vbJ7aeqvOJa2pu/VPzUtmCu+axuVW9MfpXbOinMdxUveDR4Prf3JS4qfs29IAV51374eAmU5ltc+D+scKnuddGP+XBgOvEurA61a7OG+J0z2yp3TzhQ4U+D2KPCE5a7z73IaWCK1VGZJ0zKezwkst0q3pCm+Czruwd1Lu4u2n0uYaOpnr9VSKuXhoM/ej+IU+s7Rqea9cqekVXfG4Po2Upq9Q3Bm/nyuDWmlX5ZW/oTrWbuC/s0y8x1efmvd2fb6fOw9OMfKyOtX+YnfrHssf8Ko3F7dmbbWqd1jZdY66/uEscIpbw+/FU7vK4xj71eBO3GpXmmzjZk2eaU6a5r0vbTgXBZre61/atpV235Y7ax9nv3x/IS9kvPvNBrY87KP9vmf//nbYQyHOLxfh36n1tPmdeBfpc7DaOMq+CgLJ7/P+7zP2z65cLmGfdf15zDPTFvfZ97es/J7dUorv3cwZlrPpdfGTD+WVl7xbOeytLXsfD/2vObNd216n2mH3itTfAjf6lduxj3vtbuXNmGtdWf7a96x92P1yjuGS2UmbmvaoferwA1G8Wxv7V9lLotnvbXssby17GXvV4V11fK1f9V6Vy2vHXWecNLy/DudBv5DiwMfDgDdhG4OfqhffB1Y6t6k/nXafNh1KFGHcdD9Uf05Eb3iJu1Q+l7ZNW2+TzjzeZbxfCyv/MvKrDCv+z7b8Tzfg7mXVt4ar2XX97X8qe83gXNq3b1ye2mn4rxXzje9e+l77Uhb009N08Za91jaWvb50s55j3NbDLvaH3ucPhU5h7ungD3OTh3ffWvnFs4UOFPgTIHLKXBfcTpksIZDaWv6oQMKaznwr5K2lr2rdvb6Pduez+up2pk3n4NZ2qmHS/r0o/piaaWDF8xZ5pS06hbP+p5XGN5n22v5vfcV9vpeO2tbpa8w56naYBVXZ76XNulV2izneU3fy98KPUub8qtb/TUuf8bVnWWDPeO13KnvlRMXStt7L69YmZ734jX/sncwKrM9PAvfuMywlpvv4VH5vbzKlKdsz+WV5n3yReVm/qwTrqWt5cOreJabz3vwj+UfKn+oncrvxaWF+2x3pik3+7tXT5pQvZ6Dub6XPuPKrONQGfmPQ7ivOB8HZJ8rHOegnqI4HeqY3/ipX1C/9//z+//7gRuBpMe8yrsI32Z4YeLhQIhLDDpxKc/BFd8qSu9giU3ueesQWLXv2UnU7r2tHeXVK1S+NnxjONuG4+xv9W4jduORW3sE7fdr4tWGdH1GA8+zfGWKy+/9KnHtV6f34tLFpYkPBePlm0/f1EbDWX4+rzDKm/F8nuWlz7xDz7POfN4rLz+45e+llSee/B388nuvjPTyehbP/OrMcqWJS99LC2blKjvjysy0YJXXe3CKq9N7cfWKpa+humuZy9KDs1eutFmmebSXV7kZR/vS1OtX2oxXuOVVZ81f3yv/qMVnxXnFEVkV51rdnaI+RHfXqG/sKDjBSSy3BnXv7H/6D//x4tu/7du224N8TA9uwbPbZtwo5FSp6/GEmMq/AHMwyX9V8cE7JQa+69tcPedCAPe3OgUszU1GLhxPydaOJVAw3Bbko3nB3apuoXEwZ/5bMXlOuWrXrTv2eZ26dcrYM1ztRdbf2rhpvKc4wYwWE75bgNygVFgneem3GcOj3wo3HItnvrFw+YHvT13urp9d1TjLXfd5r83w3Ms71M6pZU8td6idQ+l3AXfC9Ly+H8JlL33W3csv7dRylZ/xdeqeWucqcwTMQ3APpc9+HHq+Sd1DMO86/aw4r0hhl567r7TbZuagY8L+Sbcr81y5RiHxgtRxTZ5/vyZ839/43otvfss3bf/VxOXdbvQp+FdR/i+p7xddH+e2mtmOk12WMNUheClFG/T+M4j/kuLAkDZdv0Zx+hbQVXP9X0/tUHoEtltnXBXnFho32cCFh+cKPve3TmX7L37u57aLzN1upA2eqqvhXCvnxh11XP93m2Fdqp2wKRq4uhXIzUpu6HH/K1r0/0VdMejGHoaFMv7FGnr513m8veqjG9x54O4Ndhl8/1qMAQGGeg5HCWilvtDYeGfwuAKPkTEDI0a6H49e++7KxRfGEz0Ftxa5Bch1iv0rMuVd/+f2IZfa4w/4Glc3FjFeGGytUIBl3FwOb3z9PM/AwHFTle+R0UAf0Ueb2mJAtVIBNuMOz+MrQXn8iS7qCfBSjkGAN7z3H3Z41frskgo3NDEqM9aMDaPHbU/6bh4pGw31xwqINnnlyrsNyhWVeNH4owfczU/9YcRFUzdJwdW5BP/5Rh/AQi/B+OkDntE2WmkfjaRNoxYtfF/rkItVAoHh6kJ/KzH6DG/0R995Z7A+gAd/xjD6xsNwA8PqDbzQED2as+rVB2nwxG8MRXwBH2n6jPZwrv/4g1xyW5ZxENCv/MYEXvEBGhlb/VBnvVxEGvyVg5tg/ugvWpJ/xtT44H13Yteeg0ye9VOM/uYdOPrwOIT7/8ga8gmAifhMm8/KVKd41uu5Omtc/l5c2ZlXG8Xl9b5XpzK3GWPIqTiDHR6YDxO445RnRkF5N5ndl0ogWrn7s998T6GpDx7hVtCGSUaw9J9OyhM3MT3zLglrCsN/yODtEvCY1XPXwGlD2wX/gcNdriaGCcjrdKUcz0f4xV/4xYuv+jPPXLxzXC7/Iz/2oxdv/LQ/dPEt3/ot20QkRL78y/7UdjybkjZJppCJJsW1fZX4mOJ0LNy/UkNXgsh1ei7Zd3+r/1SChvJe+cpXbkKVYuV98+L1vf+S8imf8imbEWGiMxasFvivI+4aJgh9OuSzGPV46JQnJZIg0B/CwglgytC4+9Y3WhD27qSVh848dN6+8equYPgQ8MbTNXsMHoYQQRYvGUOfQrnE3aX87rGFJwENphi/MYIYD4wvcLWp/bkk71tgd+PKZ+AxzigCVxeCjQbu3yUM4S0fHEaSJXH/DABNPvdzP3czIghMqw5ohWcZfPjhmWee2YSo/7ZDsTG0tKGf7v6FJ6HOYHPoDjz/Us8dzt2I5E5lghsvyMPHr3jFKzYaSnvd6163/T9WtztRDvqErmASxnB1v6/x+azP+qxNyRif/juR8WMIwZXiZTjgFbSUloGkHDrolzY++ZM/eVMcvun+4A/+4K2fPpuyquRqzZe+9KUP/EtAhpiVHMYKPqL48fCnf/qnb+Nj3NFI3xnEeDf64gd8bSzwAGWoj8bf2Lt3mfK0IkQxUf7Gi8IynmQBvjAvyA9j4Nn8dwDPv+Vj5CjnxiqGhz6pT7ZQojMYE0aIuYAWAn4xp8gWV0HiPzEjzPyEG1qim/GnvPGLoE34tsUk7SZyYwN6h382xRmC4jVMC2Avfy1/6H2v7qlpwVT+UJ1DedW9rfiQ4pzwWaq8OIKXBV2QhiExK6aKGQkZHo4w+8ejJPAwZFZ9+dqQbuJgbgKC5cny5km6Js6EqH0Cj1ApYFrCDBwWs3YIGF6jQGl/zTNfffHfx3/Z+Ll/9S8vfvht/+DiZ372Z7aJrfwX/5E3b8pG30zE/udkeN50XKbihFdwPbu/NQ+eECRwCAwCxiXsjAZC41M/9VM3T5NCy3I2cQk8dEVDRgDBY5k6T4TQZITIb4md8J3/ZWYj1rOXtBPUBK8fhZDi5BlSJsadYDA+xoNiTJnhB584EYLBN374BR9QFnAh8AgnOGovoU4Qw9PSPQXmP8LoL3rBwzMYDDiei/GFh/YJQAJdOy6050mgI+VJWX/GZ3zGdn8uwec/yPCS3KeLtwh0QpHRQagLlDIDBU/6ry9PPvnkhrs87TDQBIqS4sAzlCdvXFu8UV64PjEaKBYwGXXogc9cmk/JCIQvXPAyxWjc8IL/VgMuZd1NX8ZB3wl7qzB4yDtcKS7toqs5yRhAb2POMKTo9BcsbeoXAwgvMc54Wdo1F/Dtq1/96o3eG5IXF9sKhv+vCwc8IcCtuY9+vEm8zJBuvBkE+g4+I9y4MajMdR4nQwqP87zBgCM+oGB5sLxXygtuwYI7HAAAIABJREFUr33ta7e+MiTe9KY3be3hDUYYGhhj84IiZpBQ0HtBHfyiDnoJZIcVHXINzQTGrH4YY/zJi0Yrsks5Mkggj9AlxXlTubEBvcM/BxXnFFCz/Zle5wgETGuQ6visM5/VUX4q5M0Fm4UWAblk7b6Gy27mDRNnn48pTn3CTCw+AdMQkAIYJp+JL7Bcu//UxMu6lsci7J9cswIJIROlQFjyjMAwkQSeFuEimLisVT/Ws2AyEaYFFrYJaHmJ0jDhTFYCXGDZf/VXffV9wa5vv/hL/+biv/63e8uTBOJbvvEtF1/71V9zf2+O8vVfQWaIdsUz75TnY4oTfRkLgslOiPAyTUZ9g4/+EKT6Jh1tBfSzrEgBmeSWnnhc6lk1ENQ1Xix1QktgkafYtoRn/1iqJkzia/RNKRpLghoNzJMEOyVpzgh4QF94EZSbkGKhvOBgXCkGSty4ETRWFgTPxlB9z8Zaf7WJZ3kIlB2FgG48IvmUpOVfApMC1X944zHP8PqCL/iCrU00RA9ehnHhjaOHvlLmCUt1KW80ReMP/dAP3RQrPPGhsRIIfMIWPvAjVPWPoCXkGTEUGcVp3HiJ/n0avqa4eCmCZ0aSuaC+flJuvD99M0+aB8aIoiTEGX7OHTAW8DsP2nylUAl2/aB8GBzwNl76zUigmCgXhhm6o7lxZhQw2uCtPKVV4MFSWPpDTggUJ3rgGzTQD/gaD+NNuVFGxpVitHqBfyzr6oN0xgeDgxLnteFbeFpJsIphHNFMf3mADB0w8KRYeUaKcTTeaAx/sMiGvaCuFQ75aCrgVysx+MiYCMYW/cC2OgQX44O++oB+gjHhZdMNwnXlxVb5IfzZFKdBC1HMbnKZqJjPxMaACNWpPwxrMmEUy1WYhnXqxzJCpISwwWe5IQgCGiSM0f7A29/x9ouv/4Zv2IQGz0lgdRmAn//5n9/gERwsG4GCwCwmbFab9PDfCt3hn2OKEw4mPdpQkoRHClCe5R/0EFiArE99UY5itK/CimbZSsPETVZp6E44mGyWqgha+3HGQEzQEDjGgWCkmFnnJjnla9mNIuZZgcP6x+AmD8ubcFLX+IgJSYKe8Pnd3/u9i7f+w7ddfMmf+tJtUsk3Tj/wgz+4wVHf5DNOBCoeEPT7JmMzFSc4KSaw8SlBBUd9JBAoQv0xiV/2spdt/UrxoVt95e3BlQIyYeFLYRJeeBQ8ApTnaHJbViRUjYt62iIIC3jcCgP+J+AppeYLgya6ypdnnnm2/Ksfxq7lVR6zcTSvKGS4mgNWDJ5++umNdwh1Y4svBH0gyKSDb2wIPmMJHwIrfJQ3RgS/NLyi3/jrDW94wyZ00UCb+FH7DCU0leb5Mz/zMzd8eHV4jwAFT766+Jayio/QUhnphDwY0ix7Erxw5HnxiHiZaG2OCPjKSoHyL3/5yzfFTVnhS0F/eV94g0Ekj9eqT+QQZUoxCnBEJ/RSNjwoHeMnmDfyGCX6aZ6ZK/iHQmO4mJvoweuUh0/JSwrhRS960f1l92lk8dS1YTXIeFAclmIZSlYp4EQpW0LXf+Ve85rXbFsxFLc+4ld1laPoyROK0/kJ7eszw8a44h+euDEil+Dm3+9R2mhERr3gBS/YYGibbGVE8JTRG0/iE/xOAc9gHhhLeFp6xQM8dvS2UoJOAn4gR8ioJ554YtMBZDv64VHKlLGN3vDsXMFN5cbE9S6et8NBCTbWug6ZzBgPo7KACJ4P+7APu7/sh9ne//3ffxtQ7jbGNsG52wQKKxNhLZMYZIrXcqA0g2WyYMp//Qs/f/FH//gfu/g7P/B3N4ayVCNYfiMkTHoDg0HhoA4mJdTkmwSEjfCwCH1MccLDZjkmwjAmY8GkxrAmLVyVQx/lsj7RDr0F/aKMWMT6TdGZYIQ1RstzELPwGDgmKQueZSrwHBgr2lBGYIy0t0NZs0JNPktzAuHJOjWGFAkYvInf/t3fuXjX7/z2xVvf9rYNXjDgZWKoY/yFDuBsL8/+ue74rIpzwiTw9QffMlDg64dODDN9YCTYo0E3SoVQxk/6Keifgxl5ogQFHkV7Y8Dgo4AYOAwflrHAIs8Lbf5QDCxsPBtfboUvLjbBIY+Qa/VAW+YSgWYpS1vmnh+rPMWAP4yzOYm38An+IeAzNglSgpnhYLzQQTv6AddV8BGsFADaEZLmpPGjJOM7Qlog4LRvHht3RgRDGu+Y++a1lSa0UY4xQ6GDaYwEQh3vo6OVAG2QGYL+GBN8aNVAe/osXaCA9dOqTEvm+piQtfSM9gIPmvwgiPEB+cSTlS6ojxdSjvCFN8OHQDe/8Qy80UZfwNJ3PMJYpwTMMfjhMfgqT2HpU8rS/M+A1LaxQQdtad9Pn8lGYy9Pn4y7OUvGGW+8oV1Gr3HVd/0B33ynFNGNgsPr8LQFAT6FXF8ZIn6MNjyvH9pHO22TAc5LGDdBPXDIEHjMoDy64F0/vEAGmFdoZV4K6AJ/c8+Yg6ddcwee6E/RgsVo0+YMza2Z9ig8P3A4iOWOGTCPiYDBMRqiWH5geZmwrAnWjjwMzhIzQAUDnCWMaTEBQrLeDLTlC+V/5Ed/9OI7/9Jf3KphBpMKE2kPM4OBkQwIZWnytK+BgViqKZ3avuv4mOI8NMhr+vSa9vBdy++VeZTTjN0UGDfpz1Scs883gRmcFcb6rhw+Y8XrU8Hc4C20X6reXl3lD6UHa8baMrcynmbesedT2wjPQ+UpTst/hPihQPgzIBhzAiHM0ID7KYFhTkGdGg7hWv3L8iv3qMePcj/I2NXwugt60i8ZU9Gj+C7auwnM3T1OgoHFy+OzzMSisFTAMmD52Mvw3kawJSeW+xosLdg4ZoWwfilYipTCY8X4fc9f+56tGrjaY72xzCloQV3LjCwS1orAyyFQKVNWIeJepoy2irfw55DihEODXFxz5ZW+vleueC9/pgVnLd978UoT9aQFq3LFe3AJ0UPlqzfj4M+0mzyvinPisofvTKvsXgynQ+kzj4GHJ1MU1alP9Vd69corLm/mlzbhgcXAbK+6MsER195Mu+w5OLOt6pTnnSekr+b/DNoUZtnLYFV+rcP7sCVRkL/2adYpr7RZvrzZlvzKzjZKK//Q+6yzB3dts/KlB7f0YBTvlQunyszYs1CZGa/pvWuj51m+5728rcKzfyonruwaz7xZvvRnQV0rum1410Likkr3FWflLM9YNmEZWg7QCUqrE3+UJpfbEhP33VKI/YmUGjiErcMJ1vNNRIH3mPCxhAK+pSewBB4nxcqLtUTRkok8OFG2LGI4qcuLpTSFyShbwi3/mcxwSHEeazJGqMyEV1pxecWlFx9KL/+U+BCMvfQm+ilwlVlhrO+nwqncIcV5FbjHysrrV5vF8VXvx+AocwjOmle5y+DVrpWWyla3vDnvSlvjtc6af933cDpU/1i+vHircnvxTOu5erUrfY5V5cQ9z7IzfX2uXHH5xaWv8WX5yitTPMuXXr9mXu1UZr7vpZVfvFdmpvUsXn/hM2GtZapfmavE1T3UzlVgPeyyDyhOyy0O3TiCbQ3c8pTjyDxB+wwU6kte8pJNufEcnQaz52F5qb0WHbAXYcPY+jkYDqVYe3cQhWK0T8nbZF3bwPZsOcxmuD0FS1VwsYHN+3RowJ4Ka9V+kyPx9hjsY7V3od0G4i6JeJnibO/JOj98Z9Df0ih9NF3LxZjqsfzt3bV/U542ePv2y+xHYLyMFctojBzLiNLsGTByOowFbnRSxh6qPZIOjjgRrLy9kJbfKk9I20vRrn0kBg2PDC7qzOXM6tT/9b30y+KpOCcMz/DDg/qsD+3T4l37ehltaxu2EvRv9awcjjAe+jj5ata3lWBv2uEde3aHAliWMC1Lru1Up/6IbV/Yx2eEmk/2LM09/XdOQF57nuqDr6zDN1aCbGmYY+paDfIzb1v2rS1bHfCyT974loZX2nJhEKMhWpZmn1y/7W/Z1hHADTZ64w19CbatH3XwSHVmvepuwE74M9sLzgnV7hdZ21vfzRP4Mup54LUxy+Ezh2DIgr38LXHMs95nbM6uYabN9ionbU1f3ysrrvyxMrP8sedgBXcte502glkcbO8p0+vAXXG7i/cHDgfxCO0zUlImKiWKkUwok4uSNBkdaiCwvdvotaE8vT+KkEJ0yME+qc1yS7mULSHggEZLsYQQb5LA4pWa0J1W5GFSsn4mLYalYJ1yhB9cbchPgt8FkSbMY4rTIBO6Tsval3VwgtIjeNDQ5jdFJTAuHG5yMo3wI8yFyUSMDCfcHH6YgYHh5K42xMaCEnQa08EUk9pyn/pOXqITXBweKVju1vYzzzyzneYj8DqRadycqHPwYQaHJhgtjBkKi+Jk1Bg/y+ZgHfru67oTYCrOiYtnhgh8KAI8RvlTHk4GqqcPcJ6KyyEq+yhOETrAE6/Buy0Bxln7dgl7+FOmVl/AteKhHcbChK+8QxrG1hYGYxGPC9q2ZQGOOglK/GFvEW/jE/PJmMOjAxcMFeNrvpkHcGWsUFaUpXYocis9PkOAo7k0Dyn9yq/96sUf/5N/4uKvfNd3XXzJl33pxT9++9u3z4uk/blv/ZaNbyk4PBt/gUNR4q/StD0/n9I3dMb3tnVsz+ALRoayZIZDR4wVfV63dfQ/+UEuoCFaabMDQOadtPgIHGUZh+p6B0eZaO0dLHXVS+bgc3vw8JvBPp5Trla+8AfjozGqXfziUI5+MQoy1pTjPJgT4Naf+IHzICjHqAAPD8if/a+fykon34xH7Uv3DL664HkunwyffSsdzeFljxqO0v3wU+dRwIITGOGrTPj2vHXk2dujpkwJZvmnxNWZcfWkParhVq/cq/O30dlHlWiXKU5Mi9EpesYDxiTQCZS8a/ThLfSNlwmaIMK8AgFLAPruqlOy0dXRenAFgpVnz7NwYMvJZMLSBKAYebUCI2j9jpPCM5G0xbun9PsWDzwGyhRyYBEs4JjQ6jKyLNnrr5Ny0gq3MYZTca78RcH4zo6CcEhFvvIMB4Fyo1z8eFB+ntHvcz7nc7bToIQ9r57wYMDoN3raQtAnqywELYPHeBmLthz0nVIE0wEK5Slc9GEgCviBQQEGpcuQoYwYH9HHWOEH3l3B1oV6M+AhBqZxYDgWKOIOVUiDD+OqkPj5ob/3Qxdv+aZv2gT+z/6zn73497/+6xc/9U9/6uLrvv7eN3eUNQXMiGCUUFoUOr6Av/MGFAdjmOE0g/L4ifJmRDGS0Vl9gQfNAMY3jU/1jQs64h9jxmDGe2iIXvIdxrKqUICHlQb85jyGdzgYO0H/jQdlDQ/4MK4YGk4BU4zGexoW9l4bA+UYZcam8JM/+VMXb37zF22nip966qntqwNGAu+fIWoOMVAZTdqDG6PGlhXDAV+Yt75fFfCdsWR0cCYEfbDqRgnjCTTwdcMcTzICfOMhoIP2jR/eUkcf54EecoHh5UQ0vuII4UH0JWcYnBSq8ZJvXlktMS8Y45Q0xYvW0qxq6Zef+fe+Fm5VcV6FeAmNWWcvbebvPV+nzh6cU9OOKc5gWNLEfKxSlhurmPWI+S0BefetG2EgEM4s9AJFS+mZYAQJpt4LPE1t8HAc+zZpKA5pBIDnbg6iCDB7waTz/ZsJYUmqTwScehZ4Ujyglquk8WAJG3BNTAKVkDB5CCLCPAu8dm4aa8ueeGGON2NDn3k0YvS0bOlQmoB+FB6hzTskJCgYy+UEAyFFAPGweSqMBt8Y+uicQGPJ208ncNCCB1QgiPRZfyk5AkkbvBFK3LMxpSyNB2VB0bLQKRbtZyQRzvqAvgUnDJ0unwEd4otWLmZ+z4RbCqQ0MXhOtuM9whgtCL3GnLLAE3hcAAMt8FkBvaTBhXBHE0KbYsUbTt/Lp+zAxr+Cd7B5fT5DMI6NJVoT9mhAefoxGBkdFB9l7pMnisxcsDpj1QtdtUspSZNHeQkUL0+Z0G/pmmKEN1iUqe8OU2Lhoq7+qE+Zlc6A1M5P//TPbAbUx33cx22rccYB3mDzyClraWhs7jOkrMw1L/WNosJ7xlIb8tFGQGt9sGJkFYgh55MNlxI0LuQHBWcpncHmUgV0YNgxLoyr7yOnoWEeW0HCd/iTsWs+MI7ICs+2Alw/CR/0kUZ+4BVzAU7mPYPVJQ7kCcPdnGllYOvE+8CfGyvOOQGuQq+1Xgx6DMYs0/MK51j96+bVlvrHFCdBiEEtbRCGBFITU12eAMUJHmFtEgnK9Q2rd8LCxCToeHiUwfT8lCFkebAYXMDU7ctph8AmoGuDAJvKmfIgyClOwj9BYYILFKu0YMKZJ9JhFPtAlAlhScAJhJ+lPmHSbEu45p9jihM+0UV/eWMEJUUpEDyEB1xMboJX4BXxfhgzDA5Lc2LCi1AnyPVdIER8uM1IEAgth9f028qCgIYECaVUYK3D3dgRhHDxE5wgR/sEYR7nVJwULaU9A4HP64SLsS2AQ1jm7fNA8mAqI1Y3JWlJmELSjv4LlJsxJYTb89YPuOLreAF9CFAKguGExoR2hhb84E44BxufMiZniEcoPNewlc/4AEugID1T2K6Vs/yN7+FNecDLWPCC0MC4ClZYwGVEfPRHf/R9JQJ38Cg7PEGxzYCn5Jt7+KOAJowhxgIl3TVzlmvxDU/S0joFY1WCt6hcl1zwRBl3+IlSY3RRUgwkyo+iFShKz/gQTzNG9c8lDu0boxv5wUCR92mf9mnb2DSm2kQrfDoDwyi+ZhRRegK5RTmqb9WgNIYCpWr88T2PFG3MfW2iERyN9Vyy3QA8z//cWHE+z+nzXt27THHyKjGuQzYmMUUpYHaTuCUXzGfymuyYn9Ay6Qgngt0yih/L2yQhyOSZzBSrA1yEFaVnMlO8BLOJbOIRLIQNXHhiJi1r2ORTnoWoXV4bgczbsp+tHMGubZNCfy3RiAlIAtkyD6FleS2lD2fCwcSvv9vDDf+sijNw6EnoWNbiHRNelqosIeq/vhIC+kKA6xdhb3mMtU9IU7oJOdZ2y24MDALG8h8BTFATGGim/2440U9CmweF1rwfwgcOBAwlTiCiI8+AYtY+g4VQJZSmx6kd41loqZ7iMmaEHsFN8FqC88woMpbGgQIzToLVBfy1Bh4Y2uBNvGjsGEhwyYCAK/rosxh9CUbtS1OewrRCgScZbBQ2hYR+Vj/QiJdnXOAFNkVPcRPA+Nj4+QnwQhsGBu9deTTGt9qyR6+PBLilXgYaesHBGPCMKGZjb5xbdjcW6N/yo37zCnlw5pvl+k71w0NfGFfmAg/S3ApHc9N8gYczHAxb9AeLUQpndDRWlI0xhrtbgPCiPvD28Bu+5NUaI/TFJ3hH+3gJHcxJWy/40ooUOZCRiG/IFnKAQsd76A53hjpaUGzan4H3iHb6ZF7AjbzQJ3Qz/yl1+JszVpLgzkNGO0voxhOO6uoz4wR+4Tbbez4/nxXnFUf3mOIEisAz8UxmkzLLHbNSbu0HsEYJYwyIwXkdJjOrbwaKllIy0TAsi5gVT7AQHJjb8g54BIR2CQuMbPJTKLWRh2ViwIdQtgxJ4ZmggglrApq8+kIwW+L5X+9618Wv/OqvbPC0wavladkjUlYaXAmY2wyHFKc2THrC1D4lC9pyK+GD/voARwKF4BdTOmgnJrRSSOqiPyFGSKAZmhPijAdetvIMEcITPdFeO5QdA4jHgYbaojgd5gGLAqGAwWehE5oEKO8koYynKNpWB6IfoUSgqkM4EtgpW4KN8mxPjQFWUM5yWqF29Fc/0AvvdeiEoiOkGRM8PHTEQ5QMA8LSHhwZZu2R2ZebAY3UgRN+kK9dNLVqAjbeNQ5wmIERgl4Ee1sTliYpU54ZPqZE87B4YZQNRaxdsCktP8oQT8CdImDsMZZ4XwyilveNnXpoVaBMeGraNK8ohGinDEVhHIyrq/C0p6y5h0+sLiivH/qNJ/CSMgwWyhTeVkUE8488QBOGsDbNR18kwNP+KEWHp/AbvhLwAE+ZvNAeo4QCZaTDCc+hQTxQHxgyvExyAAzzA50oTfxu7MMDHIqS8YAH/RhODAYrCpQtPlJOO/HlhuD7wJ/nleKMQW5z3FaYxxRnZTERRVeQ7sfa9qscBm7pU1kCayoecGJy9Xg33iksipFS9lNPUGa2K22vjcrLB3O+S4OTfgpwUObd/+/eoSXwKNMZ4DPTbnMSrYoz2hXDc+2z9qMrmlBaBX3Vh8YhGpevH9FDrFzB2PiBzWviaaHNhD/HD6zoSPnwTggdAptnV9CXiVPpYm04fNKBpJknTV6eZnlwrn+lzRhe2ptBn2Zf5U38K4vW9bcxKE8svz6XPuHY95untcEwBrUNNsOOopi0VQbPt+oCdn1QB530gXFgTjQOyqgr4FMBHLCFYHgGRz2wwIB3fQyGfEqGEmEI1Fcw68PaH/DkSffTJriliY2h8eQtM6oYE8rpb/WCH969zz5Eg8qIhehc288mb32M360k8Sj1O/op553xpx+MibYctKXf74vheaU4H8YAYjxWm6Wpc7h7CljimoeD7r7Fu2mB8OFVWWKjNFny74uBQG6p9lD/8xQP5T8X6SlQbVNuVlco6bsI9gspqYcdHPSy1Dv7uuKAb/X/fT2cFec1OIDnYF/mHO6eApa/7Audw5kCZwqcKfCoUOAJ+zvn3+U0sGfhZy+qzxPsm0zaVWbGM//U5+vUn3V6PrW9WU7d+f5cPdv3hYuj9vZw7ONawnNidv6k7aUrcyiv9EP1Jvye1zrH6la2uuHCc/apTHWLy69e8Vp/vu89T3h7+ZelzfrzuXoTr2P5s1x1xYzNQ3nS0UcZsd9eG8ELTnHp4pnWs3jNq84sM5/X/OqLL8OvssFbYR1Kr9ysX5o68zkYxeUdig/Vr7x8B6r2yimzplfvLmJt9bsL+DeF+UTfOJ3je9eUHaODTXob9g4p2AtwYlV5J/yO1TslD4x+s/wKuzJr+qxz7Hmtv76rW9oxOHed5xs3bbzxjW/cDrJYGnM453H9MQQeV9xvgrd+N3aHaFC6eO/5WPtgB/9QucvyD9U7JZ1xd0q5Y2Vmn5WbdOj9rvqwtl17h/CduFX3UNnnc/p5qfaKvr/1f3ucTlyew91TwFJtn7jcfWvnFs4UOFPgTIHLKXBWnJfT6IESTrKdFecDJLnTl3k4iNHST6M9O3XouTCfZ7mZX13xrF/6rDfh9TzLVX8vrzYvLt4b9/fkvffThBUuxbPtnicOs275M23CqeXKTThrXmWKg3OoXOl78YQx80sPD3nSCnv5lSlvxmtecII/Yc+y83mW2XuuvbVO6cWH8g/honwhGGu85q+wlBf26u3lBW+t433CXuHN9+peVmeW8zxDuB1LUyaclDulzoR3k+ez4rwi9Rw/962Zb7DWsDdwyhjcGQ6VU+ZQ3qH0CfeUZ3AOwTqUdyj9lPZuWmb9HGXCC6/i8rwX5rO03mfsuffKrGkrvPLXeJaT9+53g02x3/sM6d77e/BTnjHmaL/PAtQRgnvK8yw7y/e5wkybz7Mt6cIURN4n7LV8eXvxPWgP0rv6wZ3xLL8Hr7rlzfLBkbeHf/nNwwmjZ7FQme1l6X9wZp3qlTbLHHqubPHaVuniYMy45/K3Qguul+Wt+ROmvDW/tBnPdqtfWnRc4cxy5ZGpTutWJxinxBOf4J1S76ZlzorzihQ8pjiBIgDdYOKDaB87z+AjbjdxCI6yu9DAUmTlDHzM40g+z9Z9kH2nF2P4Vs7H3PZYuzDBN2g+gLY36Mo1HzP7dAYuvLYuOJj4uIHGR/kOPM3PI3xwbmO+ULs+qYCPD/59xO27M+36yNwBHhcL3HZYFSdc+q1t+WDboY1CePd+W/GE23jtwZZ3D1eG04PKUnm3COmfCwN8puLCidsKE8dg3sPlvfEofy8+BGctu1euMpflrfnz/Rh9gz/jWVf6+j7Llj/buKz8Xv01bX2PD9b0236fuM/ntZ2ZN5/Xct7XfO9r2l65Q2lrOnnom1gXqLicxCdbLqIQyDOXRrjhqgvrHV4if9atsokTp0YZB4DuKpwV5xUpe0xxmiAUlVs2fCTslhFXhFEubg1y24gNdcGH8A4YUbBuSFGu0HV48nws70aWObl9a+X2Em044UvJ+QbLLSBugekqPrfLaMNHy3Dy8XnBt3TuKnWjidthMCfmc6Va/zmksjGlj+3deqMNN56A4do7N6NQ1m5J6c7K6gTjuvGqOMEB24/x4U5Pt6Z4ZwDAy7eCfWPno/c+IleXQeFuXd4Yw0J917YxAvoo3o06rhiL5uD5IN4tSX0szngBO1zqH+XnsgPp4Xov793bGMsTtOsqRcaPG1zc6gKn2tJ++CiPrq7A0xc4qO8mGX1XTj28CYaP0mtfe5O3wlfffCsITn1XH2xtJai0LR3NGFSFaI8u6Cho241BlYtG8sD1bi7oA3gMsQKe1z/9EfQpWnsGWwwXASw4MPgav+CB5VapWV8ffcQfL4AFl+ikD9FNurq1KS5EZ2318b+6aBn9umhBG/GI+mguTYB77RgDv3CTj08ZVvopaEsflJvfeOI35cJFDB9tlaa+24kY4+EW/eRJA1M/4VV/lQFHX6UX0Mw7XBovecoaf3IinuBI1D9wlCnoI1njQgxj5jYn90Iz8uHu7meyxs1ExplscsrejWzkEEMdLsZEELvv2Y1G6pGR+nwX4ZFVnE3wu+j0TWBiCJ7g3lItpiCk3CjCu3RVGsbmMVIsFAzvTN+m1cSqmv/yizByi4eJTqH5YF4dQcxKSzhRij4ZcTE2JgTfRDIpCeY8RyeCKesC5nadFwbFwJ7FvGCnap0eXoML3F02zdsl+ODpmjC4Y2JXkpkotxn2FGfwXZcGH1cNut6MF+xWF8YAz1tQxiRDL2Pm2bVxvsV1xR3DwgQ12XwKgUbKuFYPPP0RK2ci8t4pLAYSGhYIG5NVPdfXOW2ZkPiDP/i/F9/7vX99y2PouNaQd0wIMF5Y3O6OJVgYRdpVKUe6AAAfjklEQVSCj/Ej0AgOV9kZI1epscQZQv4TiSv3XPGmHt4jfPGaqwedanT1oP7CbQY8ydNlbOkvo4OSZfy4gk0/GF4UiKvt8LL2u4ieZ+AqPUYfHqc0rDroH5juUXXVnboEvjz33aoHHx6GG3LQ0iqBOtoAj5DHx3keVkX0B454212s8DN++mD89AHvogWehKvVHPTw2RhcXQ+nDVfkMVbmvxTTd7gKYGifQpaWspGnnqvuMniNsX66AlP/jBW8GV/mYytM6qIDI5iBgGfNN1fXKWfM9R2f4kG8BlfjQfGQAfhKOjli/NADnxgvJ9ApH/AZ0XiJnII72iuDZ8gaea6OJBME9DGPyC3toL8rHF2CT9Gb9+u31JQXnnQ/MTwoUvD0AU4Z4uSIscEXrkqcChh/MhwF8k5/8YbrBilP1/8ZU/QW4Nbdwq4cxOdkDhqiOVjmBx5Th0ycin0Dckt/NsWZkko4B7v03q8ar/DW+sGvXO+VW99LL74sX7lgV+emMQFxaI8z2BiTF8fjZLmHA0Yh9Chfwt2gC5QfZSRU1rPlCHd2ErTqrP0l6E04k5TiMhlMaEKJkiDka4PwN0EKFAyhQzASXiYj5SNgOspzDdozkU1E7VIeJjIhpb4+E3CF2Zf5XP4p8THFiW4mqMmhP5QPoYFmLqsmGAnnl7/85dv3kxSUycQggbNVABOWQDHxeCmeWbaEmj5SFCYjgUSAEQzoQKESAvVLXYJEm2CCncdz74L2P7wpJp6kNqw8+KxJeQKVAqSoKFLCmtB+5plntv8hiQ940gS0vlFK2iNI4crS1jcGFCGHDyxTURQUgjbxBGGY12KspcHVCgVBTlihG++X4QcmnqGYKBJjQdkbY0KLwMIPKTPw5OFFbUvH54SyuoS4q/SkMbo8g+8bXX2iCBkD2sKv6sCJ0jOuhLD+EbAf8REfsY25sTTPKCw0g4Ny6E/w+h+c5oHPOdx4Q0FTXMaUYsUPjBPjgJ5wMIfwOC8H7nBED2PNKzL++OclL3nJVg8PfuAHfuAGC97mstWgD/iAD3hg60AfKBrKi7Ixp+GmjtUgfGHbRh9twfjmVx/cUmY+UiLGHV8aP+/uM2a4utQdD+sX+uFbykrf9F2/4GXVi4Hl0nifemU06wuFaUwYMmgsDc/j9dUgNg/gzgCl7Chd8o28EbtvVx24Gl/GjrEx7gU0Nm7aYOApoy8MJeMOB7RlWMBfencL66O20Yocs8yrDvpqxzhR4PNOZePXfA2H68ZPTGBZyBPY2tD6PsvexvNx+O9x82sr/KtXLL+8yt5GjNkPKU70wwQtxxCALNSCyUIJwstEwAxCDFQ59QkEgWAjCFnJM2AwwpZQFrSbNUeAEgoszj7lwIAxnfKEmknGMyVMWemYX4AXb2cGOBOKygs8GPUxN49DIERZi4U5FtLW98odi6fiXOtTZugpaNcz2sGJ4Ca8CALWNqFBEbWsQ/ATKCY3QY6+BKpJWNA2WqIFxSyg66RjOBEODIcCA8tP4PV/7dfe+zdZ3k1qPGTVoeAdfxDajRkLm2VNaTIA8Ix/X0ZwE4j4grIQ8AIFR2gQwLwW7RT0UX/gaD+VkAUTvShffSR4XP4uGGfjS6FSKIQ7HmLxo5VnSlkfCCfKNw8GjfETviDYXvCCF2yKB1wrAXmtxgvvUwxwgQPFTSiiBaVBQT399NObEiMcja0+GCc8LPBkKGs04fnpK3y1hZcJ+FZewGMYaI+QZaigh/HtYnkXvRPSvDqKHF4UBWMHLEYJXNCb8YZmjCY0xS/6Tjlqo77C05xW5/Wvf/39pXBzlAEigGMMMkiMN3qAoT18wSgHF83hgw7wT3HK4+ExaI0bmhgzvG8uvOENb9hWStCRYsFj8hgUVpH0jxGMhmg1t3fidbjWTl48BYyH9QFOaGipl0zAB5b/tYmmBasyjBx1OBQCmemfACjXMrVzFfjEfKaUBVtE5j/Dh2Ec75nr/T9ec4lyXcPsx5p36vt9xRkwE4kVwxKIaBAheBI6WRcGDzNgFp3w0yFC3CDwSFhqFAr4mILQkR5sRGUdziUNg2Ay84RYXj/5k//k4l3vurcf8s53/o+Ld7zj7ZslmaAHO/x1nGXHyl7TTyXKsXLHPE7LdTEDhYZR0U2AC4+oPU4C0YRHW5MSbSybYhg0IQh5jSxmjKxPhKT20c8EIKzQynKUyYZxE37GD8OZfJZZCFPCwcRj9Rk3EwMsOMM1pcizITAF7SkrZnmbhKxikw1uJr50liamFVPg07K8yTisinMadyYFeqI7QWmJDQ3hZtnmYz/2YzeBY3ISdia7ZRw4Eho8MHia3DwOHgZBgB/NARY7YWViWwrzzLtRH80zVNCJ1094GjM/Sqtlol/+5X938YVf+Ic3XsbPtY3mFJzJL43gxRN++kLQGFfWuLHEK7wEihSurHljIxDWlATeIbiMub6ET4LR+Psppy/6QekYb/xBWeErggwd1dcv+MCdoOUBU9p4LXpYekYv7ZrjvFUrF2gLH4KYIKSE1MVDYkpS380H/ecJEY5kCRx47XjXMqQ+vvSlL70/JskM8PEs/sXTjCJ9wR8Ok1CQCVOw4GpM8b58XmVeFkUjnaBmKDJE4AqmvsCfosdfFPNTTz219Q9/UM7m+Atf+MKNXsoY34I5bF4T8hQUOQlfKw0Mcv2gJC2RGnc8SMnKV8c7GUAeGCMrFsrL50nqi37pH+PGGKALnsHr9hLhy0BkfJAXH/IhH7LNHUaSrQd1PvIjP3KTv/gPHOOGZ2ZoNcJcMO4MDUYBeW/bAD4MFLxL1jOy0J5ML8i3p4mHrEYwPhmG2mRwMcqMI7pzFPAWg0CbxhQfSsen5pL+4x1GHdhwJKNaVUtHFIfHdeIHlmoJRwLIJDMAGJUCJHA+6IM+6P5Gq4mhwxjM5GCVYRheiOUDPzB0RowIBBomAYvwBTcrRDoGzQNLmLOyEPsrv/IrLr77u//qxW/91jsvvv3bv/XizW/2r5/+9GYRY24BMQhQCsvSjjbuIqARhiNQ9oLJYRIRNiynljjgh8GzQPWdMMF0GNrEIcDA9cyDIlAwjT5hOMoQfJaUyY5hCB8MR7BQEBiLtY5ZGBYEov0gQggOJhCPRcBoypsgDJWCZ8yvvHbhpx8mAHjGisKCJwFsEkrDF+ijDxkMwQTL76phVZzBEBMuhBgFRiHC1STn5ZtU+IqwYdhZnmoywVWf8AtByZLtMAxBY1LiOwqKMEZnfEzomYj6iD4m8AwEp3oEAcGGPnX5He/4xxuNGBd5PxSxtuADrrYIZuOlHI+MsWrswGUE8S70icJjtORxmn8pf89oYXwpV22sJwwpXIrFuJqL5q5xtxSrPNp1sAIeeJHARnO48XDwjX/GbJ7jt+a9upSaecyQ1i+eGcXIYydg0QgNGeroTMnjLT+8jx7GQiCUGQqUGX5ITllaFCjzlKi+UAL4Wj1LwPBkYApohmd5NsYUHuaVNOXxhDmCfykLdeHGuNVGhpfYPDL/GFrKUxrmANmJP5XR50J7nPCGB9oQ7hQFXqGc4W+8jRsDioxAB4YTOYC/yWh1yBd8gWd4zpY60dQ8ZYDrIz5JjqI9g47iVBduaICPGSpgMgbITvjHX/o3V5L0Bw6WaNGPvGEEqIs3tAcn/IUWxou88w7/QuNufqmX4SnfeJOj2oAPxQoOnMh3yhHPMXjgx4jTX/UYJfplPJXRPzgKyY9wuG58X3ECQLnR4AgPUR3SOUzPw8HMGrYMwRVngVKcCIXhCgQCK1rAHMrzAE0+nWwvDWzEBpPlSSHpKEKp72eC//iP/+jFN37j1138xm/854uf+Ikfu/jN3/wv22TEzJi8YA+DECSI7lJxGrw9xTkHxUQo5HH3PuNJN3UO1QMb4+RxeTdGfiuMCd/zzPc825g4KzvfPfvNdpXxvoaZZkJmBAUzWGu9y96n4pxlo0Pwy5v4l7bGkx6H4FSG4qIwTL7Koh9j0H6TULpn7Ve3963Qs+Mwy5beeBhLioMwWMuBWd+Kg7++B1cMzoSl7Cw/y1IMDLW5WlB+faKQGb+UqjE3zoQjBShUzvNstzwClTKb5cpby0svHMK5fPEsM/mxMjNfmjLRfq9M5Sn+nit31Xiv/sRx7fuKV+2tcCaMyuzFs9wKo/KH0hl6vG5BmcrBccKVP98P9UFfweD04Hkyn0eaVxv8Fd6GwPKv4EoTTxoas4LtLrpLmPiXf534/lLtWtnkZbmxgCghSpRG926i+PGeWFmWJCjdNTghxvqkZFj7rAfLERSoCcdCZR0LhG37JSwFE1SgmLnvyr373e9RzuqCxcIQEKRBMDEp+7sIGOOYxzkHPbxuY7BWuNfp21VhzPLz+VjbyuEFY3EbYVWc4B/C5VjeiktlJ6zSZlkTkDdhYhcIBJ5aymxO2MrM+N4FCA9627PdyqKZCW6O3XXYa5/BzEucS9ArHvrOc0oowpm30ftafn236sJzukmYuB96XuErN8uu+b2fUqayx+IJp7Zn2lr3WF5lg9P7oTjFJP8UuIfgVJ9Ci9cP4XAoPdgrHut75e4ixqMZdvXppu1sinMSGkDWtGUpa+XyuMX2IHiHFBiXn6vOY2SJUJwtSYaQ/U/WK48TDEtiLaty+ylJeTxEwXIEF5t1w602UDqsLqXL6mc5CJbZLHHwYveCyW9Z4C7CMcV5iBlW+u6VK23GPeuHZz+w1rCXtpZZYUzYlV3h1GZx5Y7Fe3CPlb8s7zLFOdubeHqO7jN9L23mh8+pacGr3rE4mIfqyC8oc5UQ7Luucwz+xL9ye2nlzXivXGni+Vy9Nb33WXY+r/UqL70xkdaz9Fm/8qUFr3itt5Zb68/8mdfzXvu1VRlx7RbPvPkcPGmFmV/6Xlp1q9d7ZXu/DIdZPliliR+X8MBSLWXFunYay3IrJcHaoBgpO0uyr3rVqzZP0fq9ZVceJ4Wam63jNnR5l/bBaHpwLLs6hEJ5UpbW1O3B8GSt+fMQKWN7BJQneNa4bQizwO0lUOSUrf2LlorAtpxGyRYoVl7hXYRTFKe9Ap6y/QUhhvDOWi8ox/BgVBwK9i7tVwSjcg6jOLDRP5U1dva4eO6zbXt3xmjuLQSLN2WsHAooDXx97OCV9/KUZxDhDfuxrTLAZbYZjrcRX6Y4J36zvXCeaevzLDOf13J77wmImWf/efW8pLV6ouxaz94a2q2GZ/g4YGSZGM2No5OkxgFPqGflxtZH5bVhPGyjmLNWX/CY+cE4tXpkzzK+UV6ePWF5tmq8g+nZqpJ9ZJ5wS9O1hafgNL9nLQ0OBXNZuZmGTvba9AdNBGn4sb3V6teeeD6XP+O9MmudvTLBqKz3+bz3bhx4z37mTGVmPen6mccz87YKJ/xZeWaF4X0vbcVnlpnPobAHp7wZ79U9lL8Hc61fmTV9wnzUnu97nBCzn2h/0Mk23qK9DEzhsIXJ64SYE1o8QAqWZ0qZWcKNMQyyCfjqV796W6al8JS1bOsQCaUstixE8PI8nQ6z7IrBHFJogjmIYCOYErY0S9E49edgDPxsnpvMJn1r8PpBWNj8votwTHFqj+Jy4MemOcX/npOVv7wpfxv/AnwdAFDWiTmCcA365lRaJwLLdyjBARKHFhwO4HmrDx5689zR0DjZcPdzsGQqT/1wkMDRdfTt9B8lzuiYnzLE0OgPlgMT9q0t0VHe2vVzOKl+VCecrxtPxXlbEywhN3E6Bd9pnKlbHYYbQ9J4TNgMGQdh8MReYEwaXwcjHPjaM6Ac2DFfHMAxTrY5tMc4/OzP/uwtz/yawVaHMwjmljmiLGOVwWnMja3xotQFqzNwMM/Bxz94zn6kbRInOzuZXDtkRdsueBgO9kYZwmCAhzfIBfu20tAHLdCN4QwHfMxYluYQF370a0+q9uRH79Iui6tz1XorXAqyECxjYA7ou4MoVuUa+8qow2gyRx1OK8z8NY0BvBpfx8pXX6xuOMz0nvfgTJ7OgKn8GsvXxhr20tYy3uvXHh575R/ltPt7nDqD6Aaal0NIUnYY354HAmMgwhehMI5NXWmsZfX9EJcAMLHU5/GkPNRxui0lizDgmsBZ3KzTOYD2MFvi1S6PTXlwxWDx5KoPB3hRyuB4v82ARocOB2mPUrM/zDAgPBgDBIrTcU4ipjgpJ4JCfwiblGP4orNTzU8++eT9g1b6IZ+Q4k3op9UAAo8BQ1lTyJSXclYICHTjYb+6NsDh6Tg9yZt3wIoyVI9H73s2OK2B0CMEHCLRJ+Npr9u+lbEm7PDObYZjipMXwzhAB8YT3mFEMPIs61NG6ttegJ8TqFY20IJRZiLrCwMFvXhkeM2YgYumjENjRPEwJMFc+6j/GSAJLnxJ4fl8wmlHdRgneBh8nhyFQmnAH55O4lptYfQYfys62kZn77ZIeH8C5adfxjGBFN2dzuyzJ2lWCSiuTpZKc0KVcUkxU2jNUZ4ouB0Q4p2Ctwb0NQ/wFgUJBjr6NlZdioQBbY76RIBcUZ7C5FHiI14tw1yfzBdGuzTjh5fV4fWKC8YHjcgX/Gb8bM1QYoxD+CszeV1dbVhFYazgBf110th4mDM8X/yEf3j3VsPwExoZd+NDJhbIJeOBpk6MMubnPjijUr7Trua9ecIQySmAO5z9GPoCfJTHN/An0/CJ8a1P+qf/+Ey+lQXy2RzGE+riWSFZYmUCnQX9goNxM671zTgVnFDVXwaV1UQ8Zsw622JeCPiekWY+4QE86jwLnUD+wh3vWlHsRLixfT6EbalWRyLyTTv1qMG5aX/W+hj22OEg5TENxUNxEtYEo8lFUbL+TVaeAIEqYFCTv0ABE0AmmolluVpA20lfk4jCk09Z8wycNCaQCTYeB4YWMDghWCAwee2YnGCyh4zBwSRcTJg18PqtRvBqGQIEjT6arPCgpMG7zWAC69teIIgJZYYTI8DkJ2gpBae0KTP05hEQJlZGCBeTm6CXRklQMhQUDwpdGA+MDjRQhkAzFpQzWOoUjAelSPASLMZagBcYPDXjQwiDj3ccmCPAGD3ODsCbIqFE4S8/oRo8n6AYT7wDFm8tDxTvTL6An22RAiNLWzNQDvrHCKPkDgWfQVB2hZUHpeuD1ZUMXkYJPpnKi9HgZD5+1BffKhoLvESoU5h4Fwz9M57SbAl4r3/GBx31zzgTzp/0SZ+0jTNe0U8GnjMaFF30o4gJbeMhn4J0TgK/UiDG3FaRvpi7FJF5gM+Nv/o88UL4eIeD9igOQZ5x9ukQPmA84T1zUBoDlfePf/0YNRQ5elCojDSKmFFrnClhPKTfDAU0oyzNVXUpQmOJ1/GyVTnypmD80IrsUpfixX9wYejjaUZOgXcM10/4hE/YVgApSp41+eGH7/C8iym0a7zBQC/ygEI3n9DEeKGzfjq7YgVmGhi1+bjF9xVniO9NjMkklTs13oNX3Ql3LTfzKr8Xr/X2ytxm2imKM6+CcsyahINlMh4n4WACZ31hqqk4TWxWKkVlEpt8q0JiBVJ2vE0Bo1KWlAgBYqKaLLVxmeLk3WZRE6oUxRoIeMqVtUpAmXgmLsGsbR4Dr+02w1ScK08QCIQFwcrq5YVQirxKk9myv0AoUBCsawJTQFsKg5AixE3urukjHHwoXn11Ej6WR3kShXAiDAg2Y0/Yv+51r9sEKiWY98cje/GLX7wJEfXtDTI4GDBuvIlXCKnXvva1G52VIyR5ItGWMgCLsOUtEcLTY6A4w11949PNKuFtb5TQ49VS8DMQ1K0KpVDkr3NNX/EfhTcFNc9On/FH3jCPCR+jnTEjQC1l85jUx/NoleKkqKaHHJ0pE4pBPkXFmzIPBG3gY4rM/DGmlrjtmzJqlMW35oTxwg/wMy8ZLb4HTQmDRyHxOClB484gXQPaUiRWKArGx7i2V2uOMKDNG8pEH8BCJwrIHEdvY4En4QV/Y2xrSx3f16Kn1QqGqjZ4vfLwPTzgSeZ0O1D4GENX4MnTP8aLvuF9dXyHv/IH2MZDIA/QsoDGFK5xs1IgoHNGBy+TMQ5PxubHf/zHb23zOvUnmRS8xzF+L8WpEzHpXXfoNtq5DRhX6ecxxWkS+pgaEws8SZNRgCfGYsELlvwwtGUtTMeqLRD+vCWC2F4xpm3vUBkTimVHABVYkH3Tql2TggClqHnAJiNLs0DxgsuqJ1BMkixmQoxiL8CdQDNZeJmCCUfhU7C8LX2HL9xvM6yKc443D4GSYyyYzIQQD5HiZIi0xMiAIJTQmVBlhMCdUDQmvDvWMi8HbcG0XE3QUEgUDEFHcaETnArhQ7nmwRsLwlR7r3zlKzc6s8IpRlY6JQgHilNZQpzwtAKhPfue2metC3AiiFuypKQIegYDQ4Zg1veCflMGBR6EvekO8Wibh2gFRH1eTRdAEIRoSakJeJQRtgbCEQ/oMyEroAEDTV6rEXiD0SGN54J+6MCTI/zxISXIAMDT8OBVwSnljcbROWWiLAWAd3k7aIH/0RGfM6TwtjHUllhZXjtFoN+NFx6wQmGuuhcVPxgvSh4c4y6mCArwMbcYi2AJ5ohARphveJHyt09M4RlPPGY8KHsxHPGJNihnc8xqE2NOeSsjPHdp+IYRADZ6UpjGyoqMur5yIH8YFo01fPAC3I0JfPWfEkMrniw5gEYzMKLhiq7GkDzCf+QQ3jZeDDyygtxQ1pxDU+OGJ+DZbUDaYVzzOjPQZ3uP2/Ou4nzcOvEw8T2mOOFBADvQRJi1/CndRGOdW84UCEnWFyFpUmNKk4IgVZYiolQxOKsNc9oDM1lYzx/1UR+1CT91wfIDy0SjwAhAzM1SlU7wmwTSTFLCk2Jl+cNj9XhTnHCwfET5msDKWlY0EVn4hBShTNCxiHkrtxmOKU5C2mE1uLBqCWWCj+KYipNHRaFP/C1ZEdrGpINRjAACjuIkbFj/lCvvjZAgdC2h8VoS5MWUhvFO2Bs/ws3ym/01Y4tuPBPWPQOKZ+pwDKHDkOJBEo4Moix69Fd/rgBIMz4EGEE4DSi0p6im4pRGMeBL7VACBC5eEvSRYJQHHwoRfwgENgNFqK+eLbe+6EUv2pb+4EYJU/qEJbzwRPuT0tAPrngJHxoTPKM99AbbuOFHNG4PWt/QpUCZ4DPKAr0pJ1sUaKsPxhiN8QWFJA0e6EohUxDmA28JzyhDseEXitNKhHFGLz9lvZtH+lGg9CzBoql8vGLVp0BhmCvkwId/+Idv/afc9J/C1UdKyP6z+Uw5oRH8tGP1w5zWR7RhMOgDL9YyuDLyGGZg8jzNcT8Hw9qHhA8juptz0A5ulrr1DS+j+eQvdRgwDBpyCS/ro7GCo75Ks0qi/wwXc1EdCh9/UaBwM074q0OF6N1tV9HqcYzPivOKo0Zx8lb2PKsECwZi/SaYpPtRKiZX5Uw+kyNvktewWmOEEaXJOmedelaPtc3ao6hb0rL8ot2Ul3ZYw9ogbAXwaoOQdxCAoLHsJqhjSQlMz4Q/7yNBCp42pjCz9MSK5fkFoz5uCTf4MxUnMKz6YNvjgQs6MAg8wwPd4Sdf0Gd9Eig45fKSKH/P+q/PDARjpL7+oKmlUkIXrXh7fuEg9kMnxkp03Bq7uNiW43gvcGlZy3ijo3poS4EaCzTmKRBK4aouXPIoa1c6HiBwC+XpEx7wXpoylDcPkteNjwpoim6UJKFa++qCEx0nPDTiweEthhjY4MBL2vR4KEq4zjT95QFRhHlqDgqihTQBLEJ6ziNp6KgOw4fipECMDY9GANu+qblB4cBbHXXxvmVq/YU/T0ibFIR+igl25dCBApKPN5oT4OEnbeiX/jeG2pcvGFt5lAY8W8419n4CXJuPeA0vi6XhEzGegrv2lYe3FSrGCyOFsoe7vli9UAd+jRd+kO/dwSh55BieBgtccyS84UXekGPNe7HxQmf4qG+LgFEv3bt0+Yw+NGacWv0CV1v4IhnRmG9EeAz/nBXnFQfNZGKRH1OcK8gYeE0/9n6dOhPenASl76WVV3xKmeuUrc5VY4pzLjFftf6x/hzLO6Ud9QmAFY73NS14h9LLvyw+BPtQ+jF4x+oc69dV+nCVsiuuFCmjLCG7B4vCWvdoVzgP833FkcLhRWbM3jYuDEY02gsrLuv7KXWU2atnbHjKlPKhwDs2PmvY4621zKP+flacVxwhg87jZGmdw91ToG8K776lcwuPIwUI8LyYRxV/XmzK/1HF8Tp48Yifj/06hRZPWJo6/06jgSU7k5Qwd8DB8kS0s5TS823GlmbWH/jXbU+9vbq1Abbn2+zDVWFpH6397PE6bCXN8uLD+lnO6jfblOa9eOb1vFevvDVe4azvs/xN4IKzV7+0td31Hd9PXHpWTt6Es9a9rO0Jq7Izns9rO3gZn0wYa/vVqUzwDpXbS9+ru1dupvVs2dNydTCkl3csbebN57WuvFNh7pWr/ox7nm31XGx7onLFE/58ln/oF7yZv1f31LRwmfCOpa3tn9LOE20on+N7G+t7dLAp30++Df9Ookm34b1X767StHlXsIP7MNqorTXWtkM1YrQWO9lpifxh/KwoHPvBYebP9/k8y5z6fNP6p7ZzqJw9qfImLvO5/Mviu64D/sT3Mnxumr/X1l4fKzfz9tIO4TPrHStzSrmr1D8F3l6ZU9MO4fI4pj/hFOH5dzoNbPA7cGD93iGGx412jxPOcLV/4zCOAyIP82fv5q7as991CPaxvEN13pfS73JcbpOOe3ga273022gX7EeBd+6yj7dBp9uCcd7jPGVB+1zmTIEzBc4UOFPgTIFnKbDdVXumxnEKOFW2d7LseK1z7pkCZwqcKXCmwPORAv8f3e/VKt9iQ2oAAAAASUVORK5CYII=)
Устройство и принцип работы мотора гидравлического типа 310.4.250.01.06
Гидромоторы изготавливаются в шлицевом и шпоночном исполнении вала. Вращение — реверсивное. С блоком обратно—предохранительных клапанов и блоком прополаскивания. Состоит из качающего узла и задней крышки.
Принцип работы качающего узла.
Качающий узел состоит из: блока цилиндров, поршня с шатунами, распределителя и вал с подшипниковым узлом. Жидкость под давлением при работе гидромотора, попадая на поршень качающего узла, проходит через отверстия в корпусе регулятора, распределителя и блока цилиндров. Поршень передает это усилие на шарнир сферического типа.
В связи с тем что блок цилиндров и ось вала расположены под некоторым углом, сила в сферическом шарнире раскладывается на тангенциальную и осевую. Осевая составляющая нагрузки идет на подшипники, а тангенциальная составляющая идет на вал гидромотора, создавая крутящий момент.
Частота вращения вала гидромотора, момент и направление определяются количеством рабочей жидкости, которая подходит к гидромотору, направлением привода, рабочим объёмом гидромотора и давлением. Рабочий объём в свою очередь исходит из угла наклона блока цилиндров относительно оси вала и диаметром поршня.
Угол между блоком цилиндров и осью вала может быть различным и меняться от рабочего давления в гидросистеме как автоматически, так и от внешней системы управления.
Ограничения в эксплуатации гидромотора 310.4.250.01.06
Для гидравлических систем:
- Должны в обязательном порядке присутствовать приборы для контроля температуры масла в баке гидромашины и приборы давления на выходных и входных магистралях трубопровода;
- Клапан предохранительный в гидросистеме машины должен быть настроен на давление не выше максимального;
- По возможности не допускать режима перегрузок при работе гидромотора;
- При давлении в 40МПа (400атм) при нормальной температуре рабочей жидкости во время эксплуатации изделия время работы не должно превышать 10-12 сек. с промежутками не меньше чем в 10 мин.;
- Выбирать допустимую частоту вращения гидромотора исходя из рабочего объёма;
- До -25 град. использовать манжеты FKM, до -45 град. материал уплотнения вала NBК.
Для трубопроводов:
- Площадь отверстий гидромотора должна быть меньше сечения сливного и напорного трубопроводов;
- Проверять на герметичность каждый напорный трубопровод статическим давлением рабочей жидкости в течение 5 мин при давлении в 50Мпа;
- Обязательно присоединять гидромотор с баком дренажным трубопроводом:
- 8 мм для рабочего объёма 12 куб. см.
- 10 мм для рабочих объёмов 28, 55, 56, 80, 107, 112 куб. см.
- 12 мм для рабочего объёма 160, 250 куб. см.
Рабочие жидкости для гидроприводов, рекомендуемые для применения серии 310:
- Класс чистоты по ГОСТ 17216-71 - 12;
- Кинематическая вязкость (сСт): оптимальная - 20-35, максимальная пусковая - 1500, минимальная кратковременная - 10;
- Тонкость фильтрации (мкм) - 25;
- Температура эксплуатации -40...+75;
- Масла: МГ-15-В, МГ-15-Вс (SHELL Tellus OilsT-15); МГ-15-Б, МГ-15-В, МГ-22-Б, МГ-46-В, И-Г-А-46.
Самую полную информацию можно получить в нашем новостном блоке или пройти по ссылке:
Применение смазочных материалов для аксиально-поршневых гидромашин.
КАТЕГОРИЧЕСКИ ЗАПРЕЩАЕТСЯ СМЕШИВАТЬ МАСЛА!
Технические характеристики аксиально — поршневого нерегулируемого гидромотора 310.4.250.01.06
![Гидромотор 310.4.250.01.06 нерегулируемый аксиально—поршневой](assets/images/mashremkom/motory/gidromotor-310.jpg)
Конструкция:
- Конические подшипники узла вала, биметаллический блок цилиндров;
- Рабочий объём – 250 см3/об;
- Монтажный фланец – 4 отв. (ISO 3019/2);
- Гидромотор реверсивный, шпоночное исполнение вала;
- Без встроенной аппаратуры;
- Диаметр вала – 50 мм;
- 2 фланца на торце;
- Частота вращения вала nном – 960 об/мин;
- Подача Qном – 240 л/мин;
- Рабочее давление Pном – 20 Мпа;
- Крутящий момент Tном – 837,65 Нм;
- Масса – 65 кг.
Применение на технике гидромотора 310.4.250.01.06
- Экскаваторы типа ЭО-4225А-07, ЭО-4225А-06, ЕК-270, ЭО-43211, ЭО-6123;
- Валочно–пакетирующие машины: ЛП-19В, ВПМ, МЛ-119А, ВП-05;
- Асфальтоукладчики: ДС-196, АГ-7,5, АК-7,5;
- Погрузчики: ТО-27, ТО-28, ТО-18Б, ТО-18Д, Амкодор-322, Амкодор-208, ПК-032, ТМ-3А, ДЗ-133, ТО-49, ВП-0501, ТО-40С;
- Строительная и коммунальная техника , шахтное оборудование;
- Автокраны: КС-4574, КС-45719, КС-55713, КС-3575, КГС-28.01, КС-6476, КС-45716, КС-5476, КС-6973, КС-45717, КС-35714, КС-45717;
- Дорожные катки: ВА-9, ВГ-12, ВГ-1202, ВА-9002, ВА-252, ВА-6122.
Общие требования по безопасности и уровню шума:
- При проектировании конструкции гидромотора были учтены требования для безопасности персонала от повышенного давления, гидроударов, вибраций;
- Детали гидромотора изготовлены из материалов, не представляющих угрозы для окружающей среды и вреда здоровью людей;
- Наружные стенки герметичны, резьбовые и неподвижные соединения проверены пробным давлением;
- На местах дренажа, каналов подвода и отвода рабочей жидкости предусмотрены защитные заглушки для устранения возможных попаданий загрязняющих веществ и повреждения стыковочных поверхностей;
- Допускается вынос пленки рабочей жидкости через уплотнение вала гидромотора без образования каплей;
- Категорически запрещено производить подтяжку болтов, гаек и других соединений гидромотора во время работы последнего;
- Уровень шума соответствует требованием безопасности при нормальной работе гидромотора.
Подготовка гидромотора 310.4.250.01.06 к использованию:
- При обслуживании гидромотора квалификация специалиста должна подтверждаться соответствующим документом, выданным при прохождении подготовки на заводе-изготовителе или в учебных центрах по переподготовке персонала;
- Обслуживающий персонал должен быть обеспечен спецодеждой (комбинезон, перчатки, каска, ботинки, защитные очки);
- При попадании рабочей жидкости в глаза необходимо срочно промыть глаза теплой проточной водой и обратиться к врачу;
- Использовать масла, рекомендованные заводом-изготовителем, во избежание возможного выхода из строя как гидромотора, так и всей гидросистемы;
- При работе возможен нагрев гидромотора до температуры +115 гард.;
- Расконсервация гидромотора должна быть не белее чем за 12 часрв до его установки;
- При монтаже удалить смазку с поверхности, снять заглушки, слить жидкость внутренних полостей в емкость для нефтепродуктов, упаковочную тару и заглушки сдать в рециркуляцию;
- Смещение осей относительно друг друга не должно превышать 0,1мм;
- Неплоскостность монтажных поверхностей 0,03мм;
- Шероховатость монтажных поверхностей не превышает 2,5 микрон;
- Учитывать предельные нагрузки на вал;
- Соединение валов должно быть через упругую муфту;
- Дренаж гидромотора соединить с линией дренажа;
- Перед запуском проверить крепление гидромотора и всех соединений;
- Залить масло в гидросистему и гидромотор через заливное отверстие с фильтром (тонкость фильтрации 25мкм);
- Проверить уровень масла в баке;
- Пробный пуск без нагрузки и прогрев масла на холостом ходу.
Перечень возможных неисправностей в процессе использования гидромотора 310.4.250.01.06
- Повышенный уровень шума при работе свидетельствует наличие воздуха в системы и не закреплены трубопроводы и шланги. Нужно закрепить трубопроводы с использованием резиновых прокладок и выпустить воздух из системы;
- Течь в валу свидетельствует о повреждении манжетного уплотнения, а это либо засорен дренажный трубопровод, либо нарушены требования монтажа. Нужно заменить манжетное уплотнение, заменить дренажный трубопровод, устранить перекос или несоосность валов.
Техническое обслуживание гидронасосов и гидромоторов аксиально-поршневых нерегулируемых типа 310 (серии 310)
Предусмотрены два вида технического обслуживания (ТО): ежесменное и периодическое.
При ежесменном ТО проводится:
- Проверка уровня рабочей жидкости в баке;
- Проверка герметичности трубопроводов;
- Проверка резьбовых соединений.
При периодическом ТО проводится:
- Контроль состояния фильтров;
- Замена рабочей жидкости.
Замена рабочей жидкости проводится после предварительного прогрева на режимах работы до определенной температуры:
- При ТО-1, не позже 100 моточасов;
- Через каждые 3500-4000 моточасов, не реже 2 раз в год.
Гарантийный срок, траспортировка и хранение.
- Гарантийный срок эксплуатации 12 месяцев со дня ввода, при наработке ресурса в 1500 моточасов в интервале гарантийного срока.
- Гарантийный срок хранения 18 месяцев со дня изготовления.
- Срок консервации 3 года.
- Хранение гидромотора осуществляется в отапливаемом помещении при температуре воздуха от +5 до +40 град. и влажности 80% при температуре +25 град.
- Транспортировка гидромотора, упакованного в тару, возможно любым видом транспорта.
Составление рекламационного акта, при обнаружении дефекта.
Акт составляется в произвольной форме с указанием:
- Наименования и заводского номера изделия;
- Наименование машины и узла установки изделия;
- Наработка в моточасах;
- Как обнаружился дефект и возможная причина отказа.
Примечание:
- Гарантия снимается если нарушены требования эксплуатации;
- На гарантийный ремонт принимаются изделия только при наличии этикеток 300ЭТ;
- Отказ в ремонте по гарантии или замена изделия осуществляется в двух случаях, как то разборка изделия и нарушение пломбировки и эксплуатация с параметрами, несоответствующие нормативным;
- Гарантийный талон заполняется представителем сервисного центра и после ремонта возвращается владельцу.
Декларативные документы изготовителя (ГОСТы)
- EN 982-1996 Безопасность оборудования. Требования безопасности к гидравлическим и пневматическим системам и их компонентам. Гидравлика.
- ГОСТ Р 52543-2006 (EN 982-1996) Гидроприводы объёмные. Требования безопасности.
- ГОСТ Р 51344-99 (EN 1050-96) Безопасность машин. Принципы оценки риска.
- ГОСТ 12.1003-83 ССБТ. Шум. Общие требования безопасности.
Обращаем ваше внимание, что действует акция по бесплатной доставке в следующие города:
Архангельск, Астрахань, Барнаул, Белгород, Брянск, Великие Луки, Великий Новгород, Владимир, Волгоград, Воронеж, Горно-Алтайск, Губкин, Екатеринбург, Ижевск, Иркутск, Йошкар-Ола, Казань, Калуга, Кемерово, Киров, Ковров, Когалым, Кострома, Краснодар, Красноярск, Кузнецк, Кунгур, Курган, Курск, Лесосибирск, Липецк, Москва, Мурманск, Муром, Набережные Челны, Нерюнгри, Нефтеюганск, Нижневартовск, Нижний Новгород, Нижний Тагил, Новосибирск, Новый Уренгой, Норильск, Ноябрьск, Нягань, Омск, Орел, Оренбург, Орск, Пенза, Пермь, Петрозаводск, Прокопьевск, Псков, Рязань, Самара, Санкт-Петербург, Саратов, Смоленск, Сочи, Ставрополь, Стерлитамак, Сургут, Сызрань, Тамбов, Тверь, Тольятти, Томск, Тюмень, Улан-Удэ, Ульяновск, Усть-Илимск, Уфа, Ханты-Мансийск, Чебоксары, Череповец, Юрга, Якутск, Ярославль.
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