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	<title>Дороги в сложных условиях &#8212; Актауская Дорожно-строительная Компания</title>
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	<description>Строительные и дорожные работы в Актау. Аренда спецтехники, производство щебня, качественное выполнение проектов.</description>
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		<title>Особенности строительства трасс в прибрежных районах</title>
		<link>https://adsk.kz/osobennosti-stroitelstva-trass-v-pribrezhnix-rajonax/</link>
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		<pubDate>Mon, 27 Jan 2025 04:45:10 +0000</pubDate>
				<category><![CDATA[Дороги в сложных условиях]]></category>
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					<description><![CDATA[При проектировании дорог в зонах с высокой влажностью необходимо учитывать специфические геологические и климатические условия. Рекомендуется проводить детальный анализ почвы, чтобы определить ее несущую способность и уровень водообменных процессов, что позволит избежать деформаций конструкции. Использование специальных дренажных систем поможет предотвратить накопление влаги и минимизировать риски разрушений. Оптимизация выбора материалов играет ключевую роль. Поскольку влияние морских [&#8230;]]]></description>
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Vjvr8DF44FZpBwpI4zkAf+hCiPXY41UXCuSOJJFXCqckdM57UAbFFZU2u29vCks0UqRu20FsDJ/yc0r63AkjRvFIHVSxHHQLu/lQBqUVmPrVskRlCs0ahCzLg7dxI5/Ec1Zub0W7QKYnYzNtG0jg4zj9KALVFZR12DYrpBM6tnaQBggDJPPsDQddtwzBopQoOAxAw3IHH5igDVorMGtQmMSmKQRmMybjjoDj+ZpDrcIfaYZeDhzgfId23nn1x0oA1M0Viv4ghaBpIkb5WUHcOOQT/StW1l8+2imxjzEDfmKAJqQ0tIaACiiigDkWs7m88Q3X2YbDFdxuZt+NqheQB3zSNoWpto93AwzdyMoD+dw4D5z7HFdcFAJIAyaWgDlZdH1KS2hXyo1nW5LySrJ/rFwQGx2PtVyHR7iTwedKnYJcNEVLbtwznIye9b1FAHOy6Ve38+nNMi24somBIbO5yu3j271QOg6sdOniTarssCqvmcFlbLNn3FdjRQBkaNYXNnYXcVwMvJLIyndncD0+lUvC2k6jpsj/AGzaEaIA/vNx3Bj09sGukooA5O/0TULiLX0jhT/T2Qw5cdsZz6dKstpt6NVmuZwTb+UpQiTHlkIQykdwTzXR0YzQBwml6VqF5oRkgXZ51kIwDJzJJvzuPpgVeXQ9TW2VGAZFnZ/JMnUFMDnpwe1dYFAGAAB7UtAHJXegao8WY5syNaeRKfMx5hA4+nPepV0nUxqdpMIkWOHytxEvLAKQ3H1P411FFAHH2mg6tHcSO7hd0M6IRJnYzHKmpZtF1CSzsBbwraTxTeZKRLuGdmMj6ntXV0UAclPompypD5SrA3lquFlyIXDhmYeuRmn3Oh6ibqR4XzDJdRzmMydCCd34YxxXVUUAYXiPTb3UJrQ2eAsfmb23YPK4GKS60ae88IppjMIrhYlHJyNw9T6Gt6igDHvYdRvtHktliFrMY8BvMB544GOx9ax7vQdSmiURoEUzu4jEgHlqUwAPx5rsKKAOag0jUDfWj3nzxpDGCUlxsZfvDnkg0w6JfrZaksKIk0lxvhG/ho8j5Se2cV1FFAHLX+j6g8lrJYW6QrFDIHieXIJJztz6dee2ac2jX/25JIgI4xIjqfMz5aBMGP3ya6eigDlbDQtRtdRs3Z99rDK7BDJkorL09+c1H4gtJ77X5La2XMr2Y2sX2hG3j5vriuupNoznAz60Ac22l6mdf+17F8gb1J83lwUwDj69qpWfh/V4rSWN3CyNaCIESZwwbOPxHGa7KigDlDompGGEABQt28uzeP3aFMAfn2qF9E1f7HYxLGm+CNdzedzuDgn9O9djRQBgR2N9ba9dXkNqjQyxkqrS9JAOvtmtuFpGhRpkCSFRuUHIB9M1Jms7WNbsdHh33coDH7sa8s30FNK+wC61qsOj6dJdznO3hV7s3YV57pOnXPiLU21TUCTCWzz/ABY6AewqW8u5vFOpxPeN9ls1P7tD/M+5regu/sJW1uYhGijCOg+UiqUowdpEynFe7cvTyCCEkAZ6KBTILSWKPey5LcnHUUIgub2JmIMRUlP9qtUV4+ZZhKnVUILQ6qfuLQzM846H0qhqFz5VpLKwUgcJnrnoK35Ikk+8oPvXK+I3jSaO1WKXy+u9ememK0wWKWKbgo+9Y0dZKUXPRdSLTIXvraR7plZSdilup9eaZdaGyAtCxHseR+daNobeOJIEcERjBzxk1axsGVYrj06flXfDD+0he+pbzJRqvk28jl0tJYJg08fyJ8xPUHFRx3k0blg5IJyQehNdUwVlUyR4J6laqXWiwyksqgH/AGflP+FYOnKGx308XCpfnVxNI1lQyRtM0TFv4uRj0q/PK0km5yoJPdhisW20pre8Eu4OIhvCEYbPbI+tR/vfNKnIdzznuTTlWskqiueRmEqNOVoJtP8AA2n8xCpBKHPWtGxSS6iLyMp2nAbHWuUi1hrS4dY41eH7uD/Otmw161YBVlNuQMlX6E+1VTcE9GbfU6tKlZLTc1Wj2MQw6HpninK2OP4fTrUEdwJDu3BwepU5/SrREbRnypFYDnB4Ndl0cclLqNbYylXG5DxWHMk1hcMI8tF+hB9a2l+Y8EficZqORgjo5xtPyHPv0ocUyU7FaC4SRAynKjt3X/61aHkgxh4XDDHIrIv7Q2zfarXIwfmUDp/9anWl8HHyfKT96PPX6VCvF2ZqnzGluBGT+dGXLgLt2gc5qJHDAFDkGnrgg4PI9a2auFgmgSUZ79iOtUnjkiPzDI/vCtDjhgcGkMkZBD/eIyMVhUpxkJpPczw1PDVHdBYJgAeGGcf3aQNXE047mcouLJfNGcDk+1Ly2C3HsKjU1IGppkm5Y/8AHpH9KnqCx/484/pU9dK2LCo5oYp0CzIHUHOD61JWdrUMlxbwxxxmQmZdw5xjvnHamBae0t3jSN4lKoNqg9hjGKih023j8zcocyMW+YdM44H5Cs3+xLvDqboNlQEcs2V6ZGOh6VKmkXIuoJTMgWPZuVSfmIJyfxzQBZli01JtsiRB9uw8dAex+vvT4ls3d4bbCSRZ5VT8hPXHaoLnS5JXvFWRfLuypct1XHp+VQf2LciPYlyFww5yfmAbOT744oA047OFLNbYqGjHUHvznP51XuE023kCzIis2XAwTnHJP61Bc6VcTaRb2iTKskRyXyfQ/wCI/KprqwmnngcOmI4XjbOcksMZoAkhsbCSENFAhjcZHHUEf/WFFzpdtOhUIIyWzuUc9QT+eKy7nS7uO3kbd5u2FURELZBGARj04zUg0W6EkbR3IjCqRgEnbkk4HtzQBqfYbXOfITpjgf59TTGtLGBPMaGNFQ53Y+705/QVmvol40fyXQjfBBCk4wVwR+PX60h0S9MkmZ4wrqoHJPQg5/Q0Aa1tb2qLut40VXXGVGMjn/E1E+lWrSRFUCLGc7R0bjHP4VRj0a7SIxtPG/7plDEtlSc9Pbmlj0e6UAPOjdPmyQRjP888/SgDS+wWhLHyEy2c8dc//qFRjT7dLlrgquNm3aRwuMnP61Bp+m3NqZfOuPNDRCNMk5XGf8aZa6RMlndW9xPu8+JY9ynkYUgmgCaG20yYCOKKNggyBg8AnqPbirH2C0A/1CdMfhjH8uKrPZXclrFG5hzHgEDOHAGOfT1/CqX9h3qyMy3gzs28k/NwOv5UAaq2FoqkCBAG6jHX/OTUpgiYRgoCIiCn+zxjisw6PKEby5ER/I2Kck4bP8scUyXR7t5A6Sxx/u9u0FiAeeRQBdbSrVpYnVAqxszFB0YkY5/Olh023j80sokMkhkO4dOc4H5Vnz6JdyKfLuhHuDAqCcAE5wPxH86l1GymutShCAqqxA+Zk4VgwPHvigC7LFZQRgSpGiFSgBHGDyRTRp1v9qWYKMKm0J265z9azDol68TI9xGMsW4J7rj+fNSvo906kfaVDZ+9k/MMqcH6YOPrQBojT7MLgW6Y44x6Z/xP51YjRY0WNAFVRgAdhWJHo94ksZMsTqoYEEnkHdx+o/KtLTLWWztRDNIJCrHD85Ye/vQBcpDS0hoAKKKKAMW8182tzfQizaT7FEJXYSAbgfSrcWsWhhheeZIHlRXCM3IB6VTu9DluLnU5RcIovoBCBt+5jv71nXmjTT3n2N5EjhNkkLTFeDhs8c9aAOjOo2YlMRuY/MD7CueQ2M4+tUrTXYriW4LRiG2hGfOeQfMM4zjqBVMeHfM1Zr9LpGBuFlCgZwAu3Gc9feql34aktdPumhczv9naCKNV5IZ92T6mgDoxqVm0JmFzGYw20tnv6UHUrIPsNzFuyFxu7kZA/KsQ+G5ZkE7XCCczrPtMZ2Y27dpGfSjUPCzX1zFIbsRRxbQiRptxgEE9etAGydWsAATdxYK7gd3bOM/nUovbY+diZP3IzJz9zvzWBe+F5r0q0l2gcW6QkiPAJVs7sZ7+lSXfh+ea6upY9QEAuMb1Veo27dp56UAbQv7VmiUToTKMoM/eFE9/a28gjmnRHPRSeTWTb+HzFd28zSxyLHDHGysmeU6MvPFX7/Tzd3llOHVRbSFyCud3GMUATNqVmhkDXMY8sbnyegpn9q2Pleb9qi2b9m7P8XpWFqOgSxWGpmHbcNMGMQCfvBuIyM56cUy50e6jhgmRfNnlu4ZWVYztjVVxyP50AdCdTshGjm6j2yKWU56gdfyo/tSy3on2mPc4yoz1/wA5FYcvhRpLSCD7UP3fnFjs6mT8egq8ujbLvTZnmTFnA0TLtxvyAM+3SgC+dSsgsrG5iAi++d33e1INTsigcXMZVn8sHP8AF6fWudu/Dclrp1yYpGnfyDDEiryQX3ZPqasHw3JPH5j3CrJJcpcMAmAAq429f1oA2jqliEVzdR7XBKnPBA6/lUkl7bRWy3EkyLC2MOTwc9K5+Two0lja2pulC26zL9w/Nv8Ax7VZ1qwnHhyGzhUzSxtEPlXrtYc4/CgDU/tKz8kTfaY/LJKhs9x1FDajZo7I1zGGVgpBPQnoKxW8MM0gn+0RtI08ksiMhMbBxgjGalXw9LHq7X8dygDSKTEUypULjB9++aANaPULSaVYo7iNpGJAUHk46/lVabVgNQlsreBp5YYvNk+YAKOw+pqjp/hx7PVY71rhX2NK23b1DnOPwq3LpUiapPf2kyo9xF5UiuuRx0Yf4UAQN4mge2tZbWFpjPztLhNmDg5J960v7RtBL5TXEYl3BCmedx7ViP4SRbWOCC42/uGhkZlyW3MGLD0OaePDTjVhfC5U7Z1lCFewXbj6+9AHRUtIKWgAopKM0ALSUmazNU8Q6bpI/wBKuV39o0+Zj+FCVwNSql/qVpp0RkvLhIl/2jyfoK4i/wDGeoagTHpcP2aInHmvyx/oKoWmhXeozGadpLlz1eQ/L+ZqmkviZEqkY6bmtq3jxpFaLSIDydonk/oKwI7N5Jjc30rTTscksc4NK9uRqbIQojtTtGOhb1q1UTqWVo6HLXxEorlWjEIBGMcVetdRMcfkXSefB2z95foapUVkpNHBzO9zXCGOIXFjKZrcHJXulaen6wkqhZT/AMC7j6/41zEM0ltIJIXKN39D9RV9fIvD5sDi3nHLxnp9Qa56+FhXWiOzD4iUHZarsdVI+4BUOS/Qj09aXyYzGEKggeorJt5pIV82JQyAfOmeR747fhWnb3MdwmYzyOoPUV4FelOhpB6LqeyldXKF1odtLloyYm9ulZ0lne2bCNJBKDyFI6it+4jmdomhkCbXy3Gdw9KiW0jiMaKCSCcbjkgd67sLiIxp80569jlnh4t3irMxf7QjE+yVGTaefetCOaOYZjcN9Kvz2VvcDEsSn3xWNe6Ktupmt5igHbNb0sxjVaT3LputRenvL8SnfTHawPDStu/4COBUGmma6u3iL5hQc7hnB9qdJ85ZjGHQcAqeQKs6WbazQxmQ73O4lhjHoK7FLmldlUa9L2s3N+SILrQlJJhLL9OR/jWZJpl0j7Vj8weqc1129dm7PA5zUSKZDmRVP4dK09kpK56scZKFo3vc5+G3vIRCkLbGY5ds5C+gNdBBcOLX76zOY9y3JXCKc9DVabEuoKgUFYl5GccmnXMK3AVXOAhyqNwB+I/rmtIRko36HJUrKtLlbS/Msx6hb72QTxF0bBVj39varM5jniZGQxhhz3H1Fctd6LKrF0bOecN/jUME+o2EqorOoYgBW+ZTTjWt8SNpYOEleEjrrOXfDsZsyR/K/v71Vv8ATzPIsluArn73OBVdNQt2kHnK0ci5Hmx9D+H/AOutGGcyqGV45Vx1Xg/iK6W76M8qLjL4Xczra8ZZDHN8ko4OejfX3960kk8wZOSR1/vD/Gob+0S8jyvEw6e/sazbW9ZDslbBHAfrj2PqKlPl9DVPpIv3t4Y8RRn5gckj+VS2kflr+8PzN8zf0qjZ27tdNJMQdvzDn73vWngOeQSR6Vm6ic79DOFKcryloDwJIoLpuwcj1AqhKVWdgoIHbNbK27tgucDuB3qvfQoxK4y3VT6VnNOSNJRi9Lmer08NVbJVtrDBFSBuK5ddmYbHS6fzZRfSrFVtOP8AoEX0qzXZHZFhRRRVAFFFFABRRRQAUUUUAGKKKKAFpKKKAFopKKAFopKM0ALRSZozQAtFJmjNAC0mKM0ZoAKWkzRmgBaKTNFAC0hooJoAKKKWgDmZtS1JPEZgQO1oJ0QgR5+Urz+vftUmrxLJ4p0gvFvjVJd5K5A+XjNdDgUYFAHFabcXllpUEVuhhEtzMHcxn5Dn5MjHQ1cGqaj/AGubcS7ylzDGY1j42MuXOe2K6nFQQ2UEFxPPGpEk5BkOeuOlAHLW+sa2TffunkKLN5I8o9Vb5c/h+dTSanq4ieSBWlWKcbf3fM0eBuH4En8q6rFGKAOSn1fVU06Rx5n2jz5VULCSNoGR/nvVfULy+lvYpPs+4+TbuWMR4Jb5h/XHau1xRigDm21LUCuqMXeOW38wRw+STkfwMD3qGPVdTkt1d/NicSxpMhi4RT/GD3z+ldVijGaAOTOqa2IbWURk74nWRfL5U5O1/wAh0q9NqF5H4N+3M5W7EAdiUxhuM8VvYqG7tIb22e3uF3RPwy5xmgDmZNW1NYJ9hkkHn7YZBCcuNmfwwe9UtTvtRnW2lNuXk+yRuSYj8rFxnj+ldwqhFCjoBgUuKAOcfUtTGqtEEby/OZcbOPK2Ah8/WqNvrOtG1nkaNmkSzEir5Z5ffg9uuO1djgUYoAo6PLPNZB7iRZGLEqwUr8vbOe9XqMUUAGKKKWgBMUUtFACYooooAKKr3d9bWMRlup44UHd2xXLaj49gUmPTLdrhv+ej/KtVGDlohpNnYMwVSzEADqT0Fc/qvjHTLDckTm6mHRIeR+Jribm+1rX5dkkkkqn/AJZQ5Cj61paf4bFvj7c6Kx5EMI3P+NaSpcivIJpxV7EOoeINf1XKRYtIm6Ih5I+vWobPwrKf31+/lhjzvPJ/Dqa6R5rTTox5YjgJH8Q3S5/pWZcay7EGGMbv+eknzN+HYVi6jOduT+J/cX7ay060RQyb1X/lpN8qj6CnzalbNbS3O55IYs7c/KuR6DvXNXVyxBluZGY+rHOajjluLi0SGX5IFYuE7tz/ABe3tShKK1Y6du1kSi4lnAlnCh2HO1cAfhTgQRxTKO4rFnNWpKbckSUUUVJwATgVvaFpwP72ZevJB/Rf61m6ZaG7uBxlVbAHqf8AAV2MMSxRLGvbv61wY/E+xhyR3f5Hq4Kh/wAvH8ijc2xt3E0Odi+gyU+nqPamiFZ/3tuwiuF5wDwfcVpmsy8tWQ+dbZKg5Kp1U+q/1FcFGu6keWbs+j/RnY06b5o7dia3vju8q6HlyDueAasx/NIz9hwKzluorxfJnAMvRWAwc/TqKaLs6dKsLypIh6AHkUp4fflVpdunyNVOM1dM16x9euNkYjU8/wBT/k0HU7y7ZlsrbYo4Lydqxb6WR3USuXcDLH3P/wBajC4dwlzy6HPVrqEJNdCmVee8t7aJirOwyVPQV1tzpNpJHukGwqvL5/nWT4csle+e8OflG0Z9an1vURKWtYm+Rfvn1PpXoYmrzyp0aTsktX6nNSVONHmnrcyI76FJmjtrlgAcASDAatP+0DA4SaLIAwXXue9ZsNqJWaVrcOkQ3MwHT05qXQ7Uy6oFaRmiwS6nvXXOpCnC8bpdTWl7N605OMuieqJYrmSOWSRFWVZGycHmrX22Joxu+RmHCtVq70KAgyQuYiPyrPvLK7jbLQiaMAAHHOKnD4+8dHp2MHCrTbclc0oSmxVR1YAdjmqeryR2tm0igCQnCjsT9KywEz8rtGw7N/jTNQaQJFDOHdQNxYHOCf8A61WqnNex6eExarTUHEsWCrfQOzRlHDYXZ0b14pWt5oHDLkMOhHBq1pbQ2yiAttkUY54yTyf8+1aDvHu2SY/EcV0QqSS7jrYbD1ZOUdPQz4NVuI8iYLIqgltwwcU+K70/UoGiU+S2d2MAHP8AWppbOKYFcAqR0PIrKutFMeXhYqRyOePz7USqO90jbD4aCg41JNvoy3HJJYOYrgMUzlGXt7j/AArVtroEq24E9iOjf/X9q5qDU5FfyNQUuucNn7w96u4e0USxN51q/cf54NPSSvEU6c6DtLZnQy3TsCB8q47VXJkYnKjB9/0qtBcLKobfkdA3ofQ1bSQ4ZW69yT/WtKdupjOOmmxEYFlYGRO2B6iqk8L27kNyvY1pKMDJyF9R29M06RQybZVznoexp1KKn6mXKrWM1LiVVCrIwA7A1KtzN/z1f86huLZrc5HzRnofSo1euFqUHaRk00XRPKf+Wr/nTluJf+ejZ+tVVang9+9HMxFoTSf89G/OnCaT/no351XVsing07sCcTSf32/Ol82Qj77fnUQNKDVJsZIJZP77fnR5sn99vzpnvQOadwH+ZJ/fb86XzZP77fnTKBRcB/myf32/OjzH/vt+dMJAHJpu/j5fzNCuBL5j/wB9vzpfMf8Avt+dRrnb1paNQHebJ/fb86sQrJjc7Mc9s0y2jVnyWBPpVvp0H4UnK2haViMloznJZT707dxw2RStgDrnPY1EMoSwGV70JNrmK02JcsD1wf0NMeUr0zk/w0rOqpkHIPQd801QQdzcuf8Ax2iKcnqLyFUsowWJY9eelQuJEbIdtvf2qXGKU89etdkLLYXM4shVWZt29hz0zwalbeTjcQaACePTvTgOOOamTKWruhqSt91ic0/cfWo5Np78ioWuBysZMhA529vxqB6IsbsE5Y/nU0D7twyTj1qikbyjcZNoPZOv4mrdpEIt2CxJ65OaaJbT2LVLSUtMkKKKKACiiigAooooAKKKKACiiigAooooASilooASloooAKSlooAKKKKACkoNUtV1S20m0a4unwB91R1Y+go3AnurqCzhaa5lWKNRksxxXHap4ynug0Wix7V6G5kHH/ARVBkufE961zqMohgj5jg67B9O5rWitrKxRXWFRj/lpcHH5LTbSMpTf2PvOdTQ7/Uv380kkzdTJM2FH51qWmgWVuu+4LXTLyQnyxr9T3qa71hHXEatM4XG9jhfqFFZ9pp2q6+SXmCwRttJJwB9FFa0ZtprmsaYeopXjzF651uytIzCjK2OPKthtX8W71nyalql1AbhIWhs4gASgxx0+8eTXTWHhjT7ONRIguJAd29x3+npU2q6hp1vA9ndSLmRdvlL6Hp9Kq8Noq5s+V6JXucWSWYknNRTSpEvzcsegHeoZJ5V/dwASEcFuw/GpILfYd8h3yHqTXI4cj1OSNPkVpEn2XdHHcSHfnjaeiGn0+OVoycYKnqp6GntErqZIOQOqd1/xqX72wN32IaMcge9JRUGcldWJKdHG0sgjQ4Ld/T3qLJwAOMVoaOsztKIAvmnaF3fUmk2opy7HNDDtzSlsdJpVktrbg7cEj5QeoH/ANer/Ssf+0NSt/8Aj5sd4/vJR9q1S+/494RbRn+J+tfNVYVKs3Um1r5nq+2ilZJ+li1cTzK0gZkt0RlKyvyHHcYqmmqRRu0VlG07u2RgbVFUbqKGym8zU5jM2cY5+augtYoVhV4QhVhkFRxXoV5qnRjGS0fYSjVl72yKEllfXjZnkSL1Kjn6CrEGmWdoDIy7iOryHNLdanDbqdpDt+n/ANeufmvtR1RmNqhSGPJaZ+Ao7/561OHwmIxX92KK5KcHd7l+8vdPtZyWkkWNgconVvw9KxpcyfvlYSI5yGXv7VvaJZLplwcqbu4l25lPQKf7tZnii1k0jUhc2gxb3P3kx8u4dvxr3I4KEo+zi9e/cxr2rRtLY3tPtWg0rYnEjITn3IrlmDRuyup3jgg1uaXrO9ESUdhx3H+NacsNrcxea8aSjGc4rwHKph6klNXu9xVMOqsEoPY5VLh4LchHYed94DuB/k1teH7OSJHuJlwZOFz1xV+CxtkCsYU3gdcdKtVlisZzrkiVRwzg+aT2I5PmZU9Tk/SiaZIomd/ur1701VLl3HB+6tRQ2ZyslxIZZgnllugI9x3qaVOjb97K1jpbfQWaytbtQzRqc8hhWDeaGLa+W4juHZXfJjPf0/pXTqoRQqgADoBVAH7VqpzykI4+ta4TGVaTlyv3fMFTjfmtqc7cwzQO32q3I5++n+ealtLiUHZC6zA9Ebg/rXWMiuMMoYe9ZlzpFq0qvEmyU9MdPrXRh8xXN2ZxTw007xdyCONo0UK3zDr6GpUcOCCMEdVNZYmuNMl8m8UmP+FxzWgCsgV42B9GFe9F068Lx0aNcPiJRfKynqOmxzjdjkenUe30rOgv5tPuWinjXyXIyuMgL7V0ajA5PNU76wjukIK578dQfUVzbO6PahJNcs1dfkQGAqovNPbfE2cofT6VZtLyOZODwOqnqv8AiPesa0iutPuGIlxGOno34VoGNbn/AEi0Pl3K8lAeGrZJzjzHDV5aVTki7mrFKYWDY3RjsecVbLpGnmxkGJvvIex9qxLO83ny2G2QcFP6j/Cr0UmwgxkFW4I7VcZX0ZEoqSuiwEBVpCvDdT6/hWbc2zRHenKH9K0TLkLgY28Bf7v4+tP3LsYcMCck9CKqdNTVjJq+hjK9SK1RXDRCc+T939M+1CtXmv3W0YNWdiyGwc1IpqsrVIrY47dqpMZZBpwNQq1PBp3AlBpenNMBp2aoB1LTQccUtMYhGQaQJ/e5p1LTuAUE4Umkob7h+tCBDY3KuMVpgfIGyegrLT74+tWBK6z7mbCgYx61ahzFU03EuEZzmgsqLnoB2poljOcOOKaMsd7dP4VpOF9GV1GjCDey/Mfur6U9NwB3HJPNRzhgVk7jrTwxYAjpW0UiW3GRJikYZ6Um4AdarzXaJwDlj/CvWlexej1ZPkLx+lQS3GMBAXJ6BelRKs1wdrfIv90cfnVkQrAishyAeahzV7CUr6IgW2lmbdO2F/uCrSRpGMKAKd70vtTL5UiF0ZG3x9e4qWzlMhbOOMU4L3NPhRV3YUCpU1eyZk42d1sT0tJS1qAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUlJQBT1fUodJ0+S8uD8idAOrE9AK5PUof7aaK/BLFV/dqx4wfbsaoeLNWfVdX+y2p3W9mfTKs/uO9Ms765iXdhE7FAcrWqcYx97qc2InyqxYtZDbu6ljbylSu7HB+v8AjUFysqykzFmY/wAROc/jV9dQt51CXUQHv1FSX1s89vGLYqY16KD1+lQ6SlG8Xc42uaNkzHq5pWrjR55HkRnhlXlV67h0qmQVJDDBHUGmyxiSMoe9YU5KMve2JoVPZ1E3saq+K7+9keO3jtrdcZ3yE/IB396xL9mu7ov58l3IQMysNoz6D2qI26+aIkJJ6sfatK0SNWG+J3jXqF7V3SrRg17Nbnr1MXCmk4LVmesRijKl+WI4FWKsX9tHgT2sgKlvu1AihgCCea46rbd5HFPEXfNLcbSozI+9WwRTto6Gk2eh/OskzP28W+xNhLk5G1JfToG/+vUDKythhg0u3jrzUySCZfLm69n9Pr7VekvU2jVjLqV62fDQBui3+2Bnt901lGFhIUbC49O/vVuynNo42khM8gdveuatJcsqfVqwRxEKdRJnaEhRknFR5eX7uVT17mobSQXab2IJXqo6fWmXuox2ykKwLDjJ6Cvno0ZKfIleR6bdtWQ65Z29xYGNyFkHMZ75rDhupLOzW1Evm4OTg/KPb3pLu9kuWPzHB6+p/wA+lRRQbk8x2CR+p7/SvVo03GHLe7PPrZhOUfZUdu5G7tI252JPvU1rdT2e8xQPcBgQqZO0Z65HcGjzYY+IY93+0/NNa4lfq5HsOBXXSqexleTv5HFTqKk25O43fq8t3FcMwj8pt0aFtqL+FaGr3suqpDHcNBEkbbiEJYk1mlievNG49sD8K3nmDlaySsafXEtl95MI7cHJnPttWrkF6kXy/aH9zjGfrWZkmjvXF7SPYxhiXTd4o6WLUiR8k8b+zjB/SrAv3KnMOT6xtmuROe3BpwuHhXPmlGzxjNQqGHqP4bHdSxzlujsIryAKFLlO3zjFWVdW5Vgfoa4+HUboLy4kXPfnNTpqaH/WQ8/3l4P51z1MvpSbcZ29Tf65SvZ6HTXEohgeQ9hxVfTIvLtt5+9IdxrLS9huE8szuB1Cse/atOK92qA8RwB1j5FZVMFVp0rR1u+h1RqQkvdZdqIMDIzkgKPlGaQXUMiExSKxx070klsk1r5EoJU8nBx71x04qD/eadBsqXssN2fs/lGUBykmByhrMlSXR2VAu+3Jzu9TXRpGq9AB6+9JLEk0ZSRQykd67fr1OnJRpL3TCdJy95OzMqOeOSLzFbK0JIxOGTB7Yqrc6dNp8/mwHMJPzA9hU9rcRXC7ozn2PWvbo1qdSF+pdLEVJzUJaP8AMWe2WZTwNx/WstllsphIoztPft7GtuqmoTwxRlpQCF6/T0/GtYTcfQ6K+GVXVaS6MgKR6km9CUuEAJbpk0ttcOGZLgKkwIBDceZ/9f3rOhaKZjNbsyIpyynllH9avCSLUIxFOdsg+5JVQftE3Y5VKVOXJUVpfmaKy/4ZP8jVG/vhk28R6cO39KjjnltJRDdcEfdk7Ee/+eKj1LyRKhQFZGGWHbH9aitUmoWRpLZtEatUqtVVWqRWrgTOMtq1Sg5qorVMrVaYFpG7d6kBqsG9OtSo+RVpjLAang1ArVIGq0MlFKD2pgNL/OncB9LTQc0tMYUj/cx6mlpVwGUnsa0px5pWLhHmdh0MDsOBj3NPmi8sYb5lP6VLLcbPlVeaZGrSnzJCdq116212OhaLXRCW8GD5khz6e9We+T1qDzsyA9F6AU6WdYxliB9awfmYxkndkjY2kN0NVJJBCpDucf3R1phllmYCMbAeNzdTUsdn5Lb2Ac9yeaSIlOLZCvn3A2ovlp3x1NWbe2jhHABb1qVT+vSnVpGI7BigDJ2no3BooB2sDRUV4sYkK8mMnlenvUnQAjt1pk42lZV7dfcU8MDyOQa4HJy1KZHJOiAjOT6Cp4WDruHeqy26b2J574q1EAAcDirhbmSRmubqS0tJS11AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAJWT4nvzp+g3U6Ptk2bUPueK1jXEfEu8EdlaWqthncuR7DpTirsDGRIo4Ylhj2jGWJ+859TT0Kg5Zdwx61gRatcJjfiT68Vfh1a3fAfdGffkVEqc1qzy6lGpdt6l41Lb3Mtu2Y247qehqFGWRdyMGHqKWslJxd0c2sWaym11EYYbJvrz/APXrKvFa3mljiUy+WMsQOFHvTHdlKiMEyMcIB61cvF+wWC2atuuLnmVs9u9dkEqq5prY7aFNVGpTRUs7aV4y6Izs3LEVYja6ts7FdM9fl61Y8yXTUSGPYysu4cc0o1eUHmJD+NZNQT952ZnVcZTbuUZHeSQs+dx9sfpVq30qZ/mb90DzzyakOrPnPkJn1J5qF9RunbIk2D0UUl7Jat3Mlyrdln+xz/z3/wDHaY2kSBSVlVj6YxmoBf3QOfOJ9iKlGq3AHIQn1xV81B9B+4U3R42KupUj1ptPmmeeQvIct/KmVyu19DF26EsTbsRtzngEdqCCDgjkVFnBzU7FpR5mP97FZVoc8eZbotrnj5ongvZYUCjBA/lUEsrytlz9B2FIqM5wqkn0FTBUtvmkw8nZew+tcyUpeg1KpOPK3ohI4ljUSTdP4U7tTJpWlOW6DoB0FNlkLsXc5NRHJ5P5U5SsuWJcIufuw0Q4svr+VJv9BSUAFjhVLH0ArOxr9WhH4mLub6UIJHYKgLE9BipGtbhU3NA4X1Iq9bSx6WfMmXdMyfKgHStqdFyfvaIHCN+WCEj0i7cElAn+8acmhXB+/PGo/E1Vn1K7nYkysqnoqnAFVmd3HzOzfU1pzUI6KLZUKHKaD6Uobb9vhz0xVGSDnDkMFJAI70wcEEHBqSaeWYgyOW28DPaoc4NaKxTpPZMi+zqOQzLS+XL0WXP1FG5s8Mc09Gl3DacVKknuYODjo2hGW5XgxhiOvGDUkd5cQniNx7K1POoX5XBuHx+FMN3cFtztv9dyg1pzwT0KTSejRci1QSLmZVbnHPDZrQh1NQRsuGQ/3ZBkVg3DLMQrxYx3Xse9Qss0X3G3p6U58tTSSTN1iZwdrnaRX5I/eR5A/ijOR+VWIrmGU4SQFvQ8GuHhvmjPDNGR6Vfj1R3A81UlUd+4rhqYGhLWPu/idEcbH7SOpVRKzM4yvQA1jahpUlvIbmyyMdVFJbalGBiOZ4/9lvmFaMV3PKuEjic+ofioWHxFKV6eqNZKlXWjMyDUBLCx24kUZYdgPWsKaWbVbxYos7M8Z/VjWlLNNLdyLZjdk5cqOG+vtVmzjgtHyqqGlUO20H5fp7V7cqE4wi5dT1aDdCK9o7yexNa2ENtbCFR7lu5PrVK6smjbdGOfbv8AT/CtfcAu7PHXNQ7mk4ZQUb+E9cetVTUt49DmxMadRWqbv7ypDcRX0QhvR8zMFRzgCsbU7m40y/8AJvU8ywbiKVf4fcf4VpappZlUOjfMOhPT8f8AGqdteK0bafqUe+NuCG/z196HUUnZoqOFl7K6d2txARtV0cPG/wB1x0anK1ULm1uPD7mSHNzpkp5B6r9fQ1bjeOaETW7+ZE3fup9CO1clWhy+9HY4J0+sSyrVKrVVVqkVqwTMS4rVIGwc/nVVWqZWrROwy0rZqQGqqNg47dqmVqu4ywDTwagU1IDVDJOnNOFMBpRxx2qgH0u08d+KRRk4qTZICfl5rejo7s2pNRd2NUbyq984/Cr5eOOMhuPQVWt0IdnZeg4FVZ5Gnm2g8d8enpWlWoOrUvsPefc5FsmOfvHnFSQ2TOd8hOfVuv5VZhhEKKFUbql6jJOcdRXHKo3sZ8vcqzRCJldSSueasb127s5FOkQMhXHBqtCAAwI+YVrQl0JcFfQeoIGafzilBAHvTS2TiuhN3NRaKKK0EOTBBQ0yL5S0Z7dKXpyKSZwu2QdRxj1FcVSnyy02YyQnkHvUkXeo1G4ZzwaljGM4rODSlYTJKWkpa6yQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiikoADXk3j69+1+I5EU5SBRGPr3r1a4lEMEkrHARSx/CvC724a6vJp35Mjlj+JqlsxkQYdDTqZxTl7jrW0G3oSbuksI9PLHpuNX90bDdFJvXAycYwfSqOnMkenqXIwSauWWlTXchfDQWx6sepHtWUaPtG7nD7GNRyctPMt6XGimTUp+IogRHn9SKqea9zNJdSDDSH5R/dHapNTukuXjsbTH2ePrjoabjjAqsTLkiqaNMQ/ZU7Ld/l/wAEklmkmfdI24gYqOjpRXC7vc8wKKKKAFopKKLDCiiimIKckjROGRsEfqKbRRcadtS21zKy4UhRj+EYqu/3fqeaYsgUsnLEcgCprSylvXIYhUJyfQfX1rn9lJzs/kUuaUve1K+8yOEjXee2Ogq5Do17P8zExr78AVu2thFbKohiVSP42GT+AqxIY4lLTOAPVzXdTwajrNnWrrROxixaADzLcy4PQIOTV+30z7OD5Essf+0wUn+VNm1ZAu2yjaZ+xC/KKz3k1aUnKzc9gMCrc6VJ+7G7LSuXL+8WAlVvpnk6bEC4H14rLk1G6kUozoyejICR+lP+w37KP9GY7fYVE9ldRjLwOPwrCrWrvWK/A1ikkVnEjMSHC+wUUoJH3l3f7v8AgaeUdeqMPwpuc1wuUk/eQxGkiGMOQT2dcH/CnKNx9qQgEYPI96REVGypKc546flSbjJ9jGtfk0HGWNSQXxj0BoFxCqsNzZIxwtTNaR3A3RyR7yPufcOfbtWfNG9u5SVGQj+8K1dG2q1OXkW6LP2iI92/KlWeEMCWPHtVPqKKy5V2I5YroX1Ilb5GDMe2eaUfKSrAj1HpWfUySM427ju7H19qfKug+RPYsm3SVgu4bjwD0qCa3mtXIIKkdfWlS5yQsiDrjI4IqdrkvIULlyvy5PcVfTUeqRBFcbjtfj3pY9QuDmCwVi0h5+XJ/D0pXSHzVjZWy/BCHk+341rzz6dpcTxiJSh2lY0GXUjqGbpzXdg4U17zV5dj0KeGlCKqWtf8iODWreGOLzyyTo5YJENu04wQx7ii6unvSpWcRqOUToB+Nb9pBous2AiiEcyjk9nXP61yGrW/9janJawyGWIAEBu2f6118jm/3ekuzNlWqUnzpmvbTSEeXLGTn+7yD7j3q6HCQmUbpMdlGSfb61zdte4ZWicqw/hJrbtbpZxujISYfeXPDf8A1/euLmkpOElZ9jSni41J2mrPoXZNoz5i4TeGjwfmdcchhWZe6fFdJuwePzX2+lXC+ZGcknsc9UpW4IKH5z09639lGcL3NY1p0qtu5j2+pPZym1vow1sw4UcjH9RVK+0ubSJTqOjuJLdhmSHO7AP8xW/e2EdzGQV/Adj6isyxFxp8zKz5g7e/sP6isIN3sdteNOUHU2aHaQLHWuYrg28neMjIU1oR6DdyJ5kLo0f8JPBb3rG1HR2L/wBpaL+7mXl4U6N6kf4VseF/FUdyi2tyPLlXgp0x9P8ACqdGD6Hm2TV1qUWV4nKSoVZTgg1IrVa8QSRSaiZInUjAU47n1rPVq4akVCVkYyVmXFORUiN2PUVVRqmBz060JiLStUqmqyv6VKrVohlgGnA5FQqakBqkMt2y8hjzVlvmcnBGear2wPl5qYFh2PNdkbJKxq4sVjiCQk4BGM+1RWluqMr7t275hkYpbj/jzkHrx/Kp8fLgDkdMVjWegWXUXOFJzyePpQCFGc/nSLgrkn6iopZMDai53HGe1YRWtgegpmydsYLEflQkZDb2OSfSkiVo0wcH6U5i2PlOD712wpqOot9xxIAyxwPemo6sMjp296asZJ3OST/KpMAdK0GLRRRTAKRlDKQehpe1IDuOFGaltJagJaueY26irMbZLAdqrSRlMSZ+YVYhbeCwHBAriioupdA9ialpKWukkKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBKKKZJIka5Y4FAXsYvjS9+x+G7kqcPKPLX8f/AK2a8ePJr2a/ZbqRTtVlUHhxkHNURZWiybzYw7+zKgJrdU20ZSrJaI8rSJmPQ1radoVxeHO3bGOrHgCusj0ezhnMrQncSThh8tQ3lleX0+3z1htQMKqnk/WuiNOMUUqkXp+ZQEOlaaNiobycf3TwpqpNeXV4WijZ44z1QMSB+daJ0ua3GEiBA7rzUf2aVVJ8lwM9lrCWJnG6UTJ4qEb2i2/MqQ2xhGVfLHqSKkzIP4Vb8cU85B5BorhlNyd5HnVKsqkuaQ3ew6xn8MGk81B1JH1FPopaEXQ0Op6MKd1oKq3UA/UU3yk/u4+ho0CyHUUzZjo7j8aPKHdmP40WXcLLuPpMj1H500RJ/dz9SaXy4xzsX8qNBaCNLGgyzqB9aaJRKcRMMDqf8KoSNvkJwB6DHSm16McEuW99T2IZZeN3LU1QoUfL1/nXSaIifYQQOdxyPSuWtZDLHjGWHH1rr9KiMNkqt1zk/WsKMJRm0+hwKnKnKUZbot1A1nBJL5kieY3bccgfhU9FdTSe5VwACjAAA9qWkopiClyaSigBrRo3Vfy4qCayilXDRo3+8P6irNFJpPcrmZky6LCRlC8Z9vmH+NUJdIuVJ8vbKB6HB/I10tI6q4wwzXNPCUp9LFqozj3jeF9sisjDswqwl15sYhuBuC9G7j/EV0csIkTa6rKv91/8ayLrRsktatg9o36/ga454OdPWDuhSgparcxbm0CEvbkY7gdKrK2eDwfStIh43KupR16g1DLapN0wjeh4B/wrm57u0jmUru0tyrSqrOwVRlicCkkSSBtsqn64qS2I+0RkkY3DmjlaHazLpVI1KhFcj70hXPNOh3GcMsQZs9krS0eaIeZbSqMs2Rnoa2Rx0GK6aOH9olLmBc0tbnIT6RqBmdzCdufvZFRW5RUKyHAViGPWur1OJptOnjTIYrxjvXGbdqkH1xSxFNU2rHoYjG1a8FTk9F2L76c8IW7spiFPSSIn9fSsucSiVmmLMzHJYnOa3/Dt1I8gtM4jTLcL972NaF/pEN0jGNQj+nY/4V6OGxFSK5t1+Jy819GcYrFSGB5FaVtch8FW2yDtVW9s5bOUpIpH1qsK7a+Hp4yCl17g49GdZaXguCFkISYcBuxHpVh50t1JKHzjwE6/l7Vy9o87vjflF67q6G1uRKFjYkY5jf8Aun3rx6lN0pezlK7O+hiLJQk/Qnt5pg7R3KgPjcCOmD2pXhW4RsjD/wAQPf8Az60SxfaoyjHbKhyD6H1+lVzqCQQtLOMSR/Ls7saS5VF3ep2R5/aKD1TIMzWMrFSdh4YZ/n/jUd3plpfXaajbxET5J8sNtDsBxk9jn86rWD3N5qLXDElTw46gj+7WjdrJDOZI1CKBjYDkAf1FVCpz7k1sO8K/d1XbsYtpqH2qdre8QW96pxg8B/b2NXASDgjBHUGpr/T7bXYRk+XdIMLJjJHsfUe/asqC9ltbj+z9XHlyrwkx7jtn1HvWdahzarcx0qK6NRG/Kplb8qrEMjYbr+hp6tXDtoYPR2ZbDY5H41MrVURqlRtpx2NWmMuKakDcVWVqlB4rRDW5q2wxEOalwfWqtqFMZbOcn06VYXAbg12cvu3NlO7sNuOLV8/3h/MVZIqtcjNqwyB8wOTU+8kZ2n6iontqNrUXAH41FJGWUgD8fSnlmcYx9aEPb86zdRpe6Jx7jIn3pk9RwR708VEw8qbP8L/z7VLXXTmpxuJdhaKSlqxhQRkYoooEUmLDKEkgGrtvIZIx0yODSEA9RmkUBH3Lx6iuapSdmRGLTJ9o9M0W67Ay56HilzkUIpEjN6gVy0X71mWyaiiiu0kKKKKAClpKKAFopKM0AFFFFABRRRQAUUUUAFLSZozQAtFJRmgBGyVOOtZEpfzCJCSQe9bFUL+LBEqj2NaUnZmFaLcblOiiiuo4wprRo33kU/UU6igd2Rtbxn+HH+6cUxrYfwuw+vIqeindj5mUp7ASj51jc+/BqlLoyYLKsi+wINbVFS4xluhOz3RzEumTIThlx78GomsbkHHlFs/3ea6wjIwefrTGgifqg/CsXh6b8iXCDOV+xXQP+pemtBMn3onH4V1Jtoz3cfRqRrb+7Iy+nek8NB9Reyj0ZyvlS/8APJ/yphDDqCPwrrPsz44k/MU1raTH8Dn6daTwsejF7FdzlM+9RXL7IGOevFdS+mI7h2hTI7Z4p408BcCGH6EZ5pQw1pJt6FU6XLJSfQ4aOJ5OQjlR1KjOB3rRstHkvGaSQmGD+EsMFhXWraNs2kooPZV4p8duFwXIYj2wPyr0HUR6U8a2tNDJsdGjt9xtyzM3Akk/hHt71tRoI0CLnAGOadRWTdzhnNyeoUUUUiAooooAKKKKACiiigAooooAKCAeozRRQMq3VlHcJhhn37j6GsW5024hfEamZScAAfN+IrpKayB8Z6joR1FYVcPCrutQajL4kcrLFJbStDP8/QmN+Qv+Bqu1kjsTDJ5frG/f6Gty+0uSW4aZZMlzk7u1ZU0TQytG+Mr6cg15NSNSjK7WhlNzg720GvKXmYlSj5ztPUVu6TfmdfJlJMo5B9RWEWXAEg3gdB3H0NW7e8FhcLPKoe3kG0SIuMexHY1eGmozun8hxpy+NHSdq5nVdIa33zQnMJOcHqprbXU7N2RVmBL9OOn1qe4hW4geJujCvSqRjWi7FnI2ep3Fmu2IIwHTcMkewrqbC+hvYQ0bgtj5l7iuRu7dreQhhjnGKbazSwXCPCxD5A471wUq8qTs9iE2djeWcN5CY5VHI4PcVyNzpM1tdGN+I+z+1dRpl+t5FhmHnKfmGMVZngS4Qo4yPWvUjVlyOVJ7mylpZnKKqqoVRhR2p8cjxNlSeucdjU97ZvayYwSh6Gq1fPVHOM25bnDNyUrvc2bacSqo3HcP9W//ALKayrpLm71CWO4j2Adx0UeuaIHdHyhx656fjWxDcrdRgxnDocgN612Qmqq13PbwONuuSfyGWUMUdqjQn5OnHUf/AF/WpJ5I47dllbaR9w/4VUkkeO5eOzGTIMuhH3DT0sC7b7qQu3pmt4XlDlS17l1sTNVNN+vYqRszuJISY5lP8PH4j/CnStY6/AbS4AinXPlyNwSfb/CtBLcxSyAxgW7R7j68fqaydWsRj7TDk9zjuPX6ipk5x0fQ6sFSpzT5t2ZqTXGi3P2DUwTB/wAs5B1X3B9PatP7oUhgyNyrL0NNbGv6XJazKDdwpuifu2KwtH1F7SU2lz/qicbW/hNKpBVFdbk1aLjLknudGjVMrZHNVyuAGQ7kPfuPY09Wris09TjlFxdmW427Gp0bkVTVs1PE2WHrmtIvUcdXY2baN1jxjOTmrYQLyx5qGNyqAjH3ahAMyq0zZPcA8V3puSsjSa5ZaEt0QLKQ+x/kanjx5SZbB2Cqt9tSwkCHK8gfrVqNtkaDGflX+VY1bqJTFJHr+FNOfMPb1p5cF1yKaw5yDgiudXY0JdBfJyemKbGTsXPXFQyOZB5SfN647CnFGdjlzt9OldWGi4x1Jvd6D2lA4Ubj7dqEEhbcxAx0ApURUXAFPrqGLRRUU7MgBVsdsUpOyuJuyuS1FLKACo5J4+lNjMsykZwO5qxFAiDIGT6muepXSWhN29ghLeUoPXFTRjrk0xiAM56U+M5LcVzwu5c1iiWiiiusk5DUtRktPEF7FJJMLVliR3V/9SGPJA/Lmrdzrk2m3MtqqLNFbeSN7P8APIH4z9RWtLJpv2mSGU2/nOuXVsZIHrVKKPSVv5dSNzE/nbIwrYwhX7uPfmgCq/ilorq5jaBHSKKSQGN852EDH68+lSXOv3FrBayNFBILhm2mNi3yhdwP1q+txo6YlVrVfM3gMAPmx97/AOvQkukKsESG2AfBiUAYO7pj60AZ0PigB7Q3Uaxwz2ouGdcnZk4x9PemJ4luJIYPLto2mnkmVBvwp2H19TWs76WJ1gcW4lUEKhUZAHJx/OhzpX2FLhxbfZQ25XIG3JOMj8aAH3d6YLZHGxZXGQjH2yawZ/Fk8VnbTi2jJntnn2hjwVPT6VuyXmnMvmySwkRMU3H+Fscj8qc8dgtp5zRwfZ1jPz4G0J1/KgDHuvEk0F2YBbowxB82T/y0/wAKdD4imm1j7B5CBRPJEXyeNq5H4mtB7rSN43yW247OuM8/d/8ArU6SfS4AJ5GgQFjhyMc9Dz+lAGXpHidr66CXEUcEXktK0hbgYbb37VpavqTWMNtJEqP586RZY8AN3pWj0yZJ4QsH7tNsoUDKKecH0pBfaS0UaefAyRsEUE5CsOAPrQBn3/iC5sb24gaGF1t1iZsMQWDtjA+nWg+I5P7RntRFEQkcrqwbPKY4P1z+FTONJh1eXULi7jMkqKoSTGF2nGR+Jq20ukpcOrfZhNna3Azlux+tAGRF4pmksLi5Nui+TDFLgk87/wDCnxeJJ5EjYwRrvvja4JPAxnd9fatXzdKHnR5th5a/vF44VfX2H6UxrrRxGGZ7YKzbwSBycfe/LvQBnxeJ8R2M11GqQ3EcjuVydm04q/pmoHVbe7bbHtjlaNCDwwA4JqWSDTLWKPzY4EjZsJuAwS3OB9akgmsvsrz27RC35LOgG3jrQBz8mrbJ3g8lPMWdot24hcBN2T/IVDca8IlVltOGt4pgGY8b224NbE8um+XmGS22YEjDjBB4Df0pnmW8hQF7ZzIny5wdyr6ew/StE2+pg1FO3KRXtx9lkgVY1bzpvL+Y9OCf6VVXV1fQotQEUXmtC0rRb+gBxV9Z4ZTFiaCQyZePkHdjqR9KZHLaMF8t7Qh4yV2gYZAece2ap37kqyWsSvJqaJq1vZeVGRKyqSJOVypb+nSq9prX2jdm1VdsEsv3jg7DjFaPmWxuQN9t5+8IOm7djgfXFLFJA7OsLW7FFO8KBwp6/hS17j93+UyodeMtndTi1QeQIMAufm8zr9MVO+qmJS8lshjjuzbSOrEgH+Fh7E8VPcR2N7ZSQPPFGjyIjNFtB3A5VamuTbxyKssqQIm6TyMgKwB+8R7HvS97uV7vYrxX0kt9cWy2q/6P8sjGTGG25Bx6Z4qpFr4YLvsiCIZHkUMchk6qPUe9apeEXIy8H2h1GOm5gegqK+vEsVjeSENI+VQDapx/Fyegp6pXuSuVu3KVP7WPln/R03iaGPO47cSLnP1FST6l5N/9maAHE8cBIY5JcE7gPQYq8vlFmhTyMoFkaMYO3jg//XqJrm1JjkNxblpP9W+QS30P50K/cHy7co2+uPsVhdXWwSGCMuFJwDiqp1falxuhiDxOiAh+G3Lu49SOmKs3SW13a3VnLcoqvGVkKMMoO/WnI1mbYeU9u8CkDPBG7HBPuaqTbejJiko6ohTUw1tpk5iRUveCCx+Q4J6/hUFrrZmuYoJbPZJvkSXDE7SoyNvrkVfElqrQqHtsld0QGDx6j2p6zRvJ+7eF3j/uYJXt/wDWqUn3Kbj/AClCPVWeziuvsqCOaWNFPmdmODkeo/WoYteDoXe1XAhmkIVzn5H24/GtJWtVfyFa2DGTb5YA5fGenr3pEezLM8ZtS0QOSuMru47evNGvcPd/lKb6q8cVs72ilZ5CqlXzldm4EAflUN1r3kWdvOLVWaa0+0bdx4OQMfTBrRE1nHEhWS0WPaZExjG3oWHt2p7PbhxCzW24JgIccL1x9O+KNe4e7/KUZNWEerx2LW6gu0YDbiflZSc+3Ixird1OLW0nuChcQoW2jv7U5Z7aQmRJbZiqiQsMZA6A5/lQbi3UBmuIcMrMMt1A+8fw71Sdk7siSu1aJl3WpSzn7LGDAwn8t5Y3wCPL3jB7elSprMSG0W5TyoZrUSiQksy8gfN/jV95bVB5byWyr8p2nGPm6H8akBtprgQGa1eYZQLwSMclfw9O1Rrvc0umrcpnnVGC3skdsrR2ocFmkwcqMjj0P6UsWqifTbi9iij2wR7mRmIYNjOCMcexrTuLeO1jkuJzAikYkkcAZHTBNQma2VWAmttrt5TAY+ZgPun8O1PXuKy/lKN5qptCga2VswLOcMeQzAYHvzRb6r5+pNaGAIvmyRq+48lQD+ZzV9ZIZ2i2SQSM4Jixgkgddv0pjTWyFpDLbofMKF+Ad/cZ9aav3E+W3wj6KMYAOQQRkEdxRXQnc5gooooEFFFFABVS80+G6BbG2T+8O/1q3RUyipKzGjlLqzmtjmReCcZFMglVAySLuhcYdf6/WurmhWZCrgHPrWBd6YyXSqg2xvwCeQD6V5NfCOD5obHTCSexnTRNZycHfAwyre1bukairp5M0nP8DHv7VFPDbW9p9nZhknIeU8g+w7CsSSKS1lI2kY6r/Ue1RCUqUk+pFSjrzLc6vUdPjvosMAJFHyse1czNayWSMxyXB25/ue9aemawVCRzfNH2fuK1bq0julDZw+MBhzkeh9RXXKMa65obnP8Amctb3LNKrBtlwv3W7P7H3rpNP1JLz5HHlzDgqe/0rn7/AE14XYohXHJX+o9RTbO7xLGzkeYh+Vz0Ps3+NYU6kqUrMq99GdbLCkyFJVDKexrn7+wa0kzkmE9H9Pb61u21yl1HvTIIOGU9VNSSRpLG0ci7kbqDXZXoRrxutyZRUtGcmzAjaowP50sTmNwy9RVi/sXs367om+639D71UrxZKUJa7o5HzRl5moyiRYplYKx5Vh2/2at2tyJsnG2RTyp7Vk2kh+aPGQeQPX1FT870eJv3n8Df3x/dPvXpUcRa0u+56dOp7VeZoykxweZkz3EYbYz8AAnkY7075bm1VlxyMjj9Kjt5xcR7lBB6EHsaS02xTSWpB+X5hnuDW1dQ0cWd+FlJSu1uYiQNZ6ij26vJJu3RxqO3uam1XwzBcXxvC7hJhxFEOjd8n29PatK8c2r+cHdFUhyYwM4HUfn/ADqjJevqek30NkptJU/egRty475/+tWMLI7sQqlVc1tupm6bcSwvLbTHM0B2tnncvbNaQUOC8WSB95e6/wD1q4uwu2tbsSMSQTh/euthlaN1eNsEdDWFdcrv0Z58n32LCNVm3OZlNJFALuNp1ZY2z8w/hB/pT4IJopk8yNlDHAJ6c0o02mn0CEbTRrXc4hhA/ibgf41HDOsTeSx4UZD44IqLUDLlDH0IKsR1H096oh3aA7n4Xgc4P0I9a76UftGzhzS1Ni9YNpZKkEHnP51oRkCNd390fyrKnymjpG4O9gOB7097l3XAO1RxkmuesubQyk+XRal6W5ROB1FVZJWl68A9qreaoPAz71oQtCsYZeTjr3qYQSCVOVrz0RWZJIAJAMZ9aSOZvNBZjjOMGpLiaVztACp6nvVYgZ4PB6Vd+XYHDlV0adLTEzsXJzxSTMViJU4Ndbdlcbdlcc8ixjk8+lNRTcYLDao/Wm29uXO+T8jVwjGMdq4aldvREK71YBQowOlIpGSM9KdxiqjzCGTAwR9awhHnui/QsFPnLZ4IwR2p0TKchSDis2a6dyR09qs6Y2VcH25rrhRmleTIclexoUUUVoBiyaG0k98GmUwXYJwUy8bEYOG9Kqf8I8ZN2LyMziWJ2AHAEYwBj1NF1qGqjVXt4VODKyCMLx5ewkPn1zWVZzX1lpV7NaL5cqwxSMwiBLSEkMpz1x1oA1D4YmltYIJLhAITNgqD8wkz/LNPbw1M0lk32tAtqsWB5fLFD6+9Mu9bvZY7fyI2tlaRo3ldNw3AfL26E006rqQ1iS1lZ0tzKiLKkQIUlc4II6E557UAXTotw99DdzXSM8YlBwmM7xgflVRfDFx/ZMmntqBMTKiqu3IUq2SfxpZr3VYk1VopWla1dViBjHIOMn3xzVO51jWEhiMTnBkmVXMY+dVXKnp68e9AGh/wjjqh23A8zz5JVyCR864IPrVgeH4k0z7LHPLv+zeQGZyV6Yzt6U3U7+8j8Pw3VurLcuY8qU55IyCO39KzLzWtRTT/ADYWlFwWkzEYPuFR93PcZ/PNAE8uhyW2kzWLGS6SfasbKvzQsB97PpkA+1W9Q0Oe9tDbG6VYgiquU5BBBYk984qhc6tqYvtscjCLfbjAiBGGHz8/5xS2ep6rPraWzyMtuZpk3+WOijK9v/10AX00WdNYlvkvCiSyK7oo+8FXG09qguNHMOlXVoyPcNd3LSq0S8xFjkHnsCKYmoX66bdTyTuzpc+Sg8kfd3AZ49u9RDWL6TQd4d0vkjkdv3XUDIHUY64oAfqWj3FzqENtECsLWTQvMyZAJIz+PWpX8Mk3xuFufl8yFwpB6RjGD65pi61eW+qJHNHJPC9vCdqJgh2+8enP07VFDqurNqgi5eLfcADZjdtHyDpxz+dAE48MbWnxc/K8U0cfHI8w5JPripb3w811bW8azqrx2xtmJXgqQASPfis6PWNXbT5JCWDDyfn8rkMx+dce36Vb1C+1S11IQQs0igx+WCg/e7mO7J9hQBoanpBvrG1tkmMYt5Efdjk7aSy0lrTQX00SKdyuobHA3E9vbNR61eXUF9awRSm2hlViZhHvG8YwpH0zVeS6v01DVI/tLeXbW/mx5jHJwSR/KgBkPhiSGxFr9rDhTG6Fl5Vl7Z/un07VE2hQx+Qkk7+ZBI0m5R1LEkj/AHecVBbazq0untNG5nDRQs0vlgeWWPz4HfA5pt1qmq/ZoHVMuxnAJjHzKv3GP+eaat1Jkm1oWU0iD7JZQvOc2gwrquCck5H0IOKbFpaQwaZbAyM1llvtCqArKScofrkcVJHNePdaSpkIS5hZ5v3S8EKCPpk5pljf3MkU8l3hG3+UsSxEtG+4gdsYIqvdJ9/uK2lI2rfb/tBB+0rPs2nsu3H/ANemW2lSW088yXqeZLH5f+p4A3E9M+hxUZ1G/iijdhvxfvE48sDMQHHOOPrVmG7nn1KKIb7SCSJZIxJDuMhOdyk9scU/cE/adxJtKWSOZVudvm3S3A+U8YAGP061Fc6ObpI/Ovnd0t5IS7Lydxznj0p091fxWWqyo5aS2l2QjyV5HHPTnvUEup36aezhT9o82RVKw5DgLlecevtzS93sFp9yy+lRtepcee21XjkZcclkXAwewpbnTI51TZLIjoHGZGMnDjB6mrNrcJcMiciYRo8ilSoG4dqz7m/votD1G98zbLBMyxgxLjaGAH14NV7qRCc29WSf2SY7ky2988SmKOLpyVUY57HNSw6ckNtpUXn5/s992dn3+CMe3WqtxqF5HazvExcicpDKIfvrtye3GDxnFMu9T1FYYXgQAvZxyMPKHDlsHt6dqV49i7T7lg6PGWm/0hgrmZkG3kGQDOfUCmWmirbRqouizJJHIvy/LlVxz3Of0pXv78a8tsq/6MbtIy3lj7hXJGceveo7fU7x7pY5HABFxkGID7p+T9Pzpe72Hafct2GmRWMtq6Ts4gt2hwV5bc2Sfam2GmJYyhxMXCRGFBjHyly3Pqe1VrbV7ydNNjMLpLJIguJPLyrAg5HTg5ropbVIYXdpNpA+9jpTTgtSJKo9DIj0Xfqq3qzMcXIn27TjhduP/r1Lp/h6eynuJ/tUcjTRGPHl7QPmJ7dOvas6TWdYFpE0atny3KHyv9a4fAX6be/Gasyapqi62IASLc3aRn5BwpXJHT171D1NkmlqLL4TeS2hhN2P3Vs0GQuOrbs1Zfw9JJqsd5JcIURgfLEeMjbtIJ7/AFrT1eaW30m6mtyRMkZZMDPPbisWx1W9Y3UdzNJuYxpAwi/iK5Pb+dIY+Xwsn+mLbT+TFNDHHGvJ2bGyPwou/DLXSxfv44ikUiMEUgEv1PWqN1rWqxaQskbubgyzAYgzkKfl/T86nvdW1NdQKQMfJL2/8HQN9/t/+qgCe88Mvc3Cy/agu1YQBt4/dnr+NPj8PSw6s+oR3IUl5HEYXhSwxwPXv71Th1bVX1o27swthPKm7yxyoXK9vXvUen6nrF9A/k3O9zZmXeYgAkgbAX8RQBtXWn3eo+HjZXcyrcyKA8gXjIYHp+FUv+EYYRCMXICi8+09DnpjGf61DJqupsunsuYFukLZdMhWGMKcDvz+dNv9U1i3luFjO6Lz4/LkEY+VS21l9/XPpQBOPDU6W9kkN75b2sboJADn5jnP4U9/DjyaZc2T3KsZ5zN5hX5geMfjkVANU1X7XdIQRsE/ybP9WFHyH3z+tMudR1WHTLGcSsTPCXkbyx8rhchcY7mgDYNlOsSbnWSQKAxAxk+oqFo3QZZCv1FaVk8stnBJcJsmZAXX0OOamIBGCMitY1WjGVFPUxaKvXNoApeIYI6iqNbxkpbHLODg7MKKKKogKKKKACggMMHmiigDn9U0x4maeIs6E5bPJH/1qqRuk6CCZgrD/Vue3sfaurPPBrF1PSgoM9svA5ZP6ivMxGGt70djohUvpIxJInikYBdrA/Mh4rpNH1FLyERMcTIMEHqaxEmSZRHcZGOFkxkr9fUUySKS3mWRW2SLyki8g/4iuejWdKWpU4XOtliSVNrjI/UVzupaWIpN4UnPIC8b/b2NaWm6vHc4juNsU/TH8LfQ/wBK0JY1mjKOMqf88V6U4QrRujnascnZX8iSj5gjjhW7Ef3T7VsQ64pkKXEBjI64OcVkapZiOaRo+Sh+fj9RRaQT3tuzCM/uh/rD0I9D6153tp0tLjipVPdW506mO8tQWTMcg6GsDULF7OTPLRMflb+h961NGujNbmFxiWHgj2q/JGksZjkUMjcEGu2pSjiKal1MpR5lZnJKxVgw4IORVtZFPX5Y5D0/uN6j2qK6gEMjCNt8YOM9x7GpbRklU28rhc8xsex9PpXl07xlyswg3CVi3a3LRyGKQfN3x/EPUVNenymhu152HDY7qaoNG+3yn4mj5X1Ht/hV+2ZbmAocbWGcfzH511eTPew1V1IOm9+hLdostuwIBGM/UVztqw0vUVdpc/NtKgclT3NbdvITEVYASQtgj/PtWTr1sFZZl6fd/Dt/h+FaTjyJSPSwlZVrwelznvEmn/2fq0ir/q5PnQ+xrR0i48+yUE5ZPlP9KsarF/avhxLhQTcWR2v7rWFolx5V35ZPyyDH49qVSPPA4K1Nxk4s6uzuPInVmBaMkb1/vDNdHIIbi28sv5tu4zG+eY29DXJqav6dcRRSeXOD5Mh5ZTgqfWuehVt7rMYS+8tx38lsDBexmTA+U/3hU1gPtkgkeNVhhOQB6/WrUkVtdGO3cK/lchlwfl//AF1VvbpbOJbO2x5j88D7o7n/AArqs110Ox14uG2ot3PLd3ohtgzeXy2z19PwpZPNkKKUIZflK9MGo9AnWzvfKb7svy5PrWtq0Ox0nAGG+Vv6VtUjpZHNSqNS5inHEu3cx3EdcdB9TTmmULhcNj8AKqmV3fDnpxjsKmjQDknNc6VzonHl96q7+XQdl5evOPyqRYztIBzjmgEDgUc9e9NuK0MZVXLTZFm2EmzBXgdCasrCM5Y5b+VVbWTZKU/hbpV4sKwqVKnwoQi9cU4kAEnpTcE81HLlmWPPXk1ly3YIr3M0mwYBCnoap/Mzdya1polki2ngUQwJEPlH41qqkUjaNRRWxQeE7VkkBGeo/rVzTwuH2qAeKfMgkQqevamWSlGcMOeK3hVlNanHJNTuXaKKK1LMuTXbOO9Nq4lDiVYS+z5QxGQM+9LBrlpcSTRwrKzxLuK7MEjOM/mKqpoZm1e6ubskwtMk0SK3BKjALVPa6Bb2ssssU1x5kqlWZmycE5oAF8Q2B8rJkUSwtMhZMZVev48dKVPEFhIbYKz5uVV0+XoGOFJ9Mmmjw7ZeRFC3mMsIwhY8gnOT+pp1toFrazW0sLyq1vEIRyPnUHIBoAiPibTwHJE/yCQn93/cOGqx/bll9rW23N5jAHG3pldwB98VUbwtZMH/AHs4DiQHDD+M5btVq30WGG5NyJJPNeNY5MYAfaMA49cUAQx+JtPkheVPOKpB9ob5P4M4/P2pw8R2Bjd/3pCSrEfk/iYZAqOPwvYxwvErTBXg+zt8w5XOfzp6+G7JbaW3DSiKVlZ1yOdowB+lAFm31a1n0ttRDMlsoYlnXBAHXiqF54iQ24Fiu65aQR+XKpG35d3Qe1XoNItYdJbTcM9swZSGPODyagXw9ZonDS+bvD+bn5sgbR+GOKADT9ctrp7aAuWmnh81XCbUYdDjPvUkmvWMc88RZy0AYthc8qAWA9+aryeGLCRYFHmosEPkqFbHy5z+ee9NlstLtbqe2Ny8b34OYQc5JGCw4zzQBY/t60MDzrHO8SRiQuseRj6+o7imyeIrGJY2kEqh0EnKfdQ4AY+3NOg0C1t7W5tYnlWG4QK6buBxjI9CaS48PWVysSyeZiOIQnB++gIIB/KgB8GuWdxqL2CGTzldkOV4JAyf51V1nXxp97BbRRtK3mKJgFztUg9PfirEOgWkOom+UyeaZDLjPAJGPywOlVdc0Br69gubZyj+Ypm+bGVAPI4680AW11/T3lhjSRmMyqwIH3d2cZ/I1HNrWnzR3VvOsoWNQJAy4yGO0AH3pyaDbW8qy2ryQyLEIuDkMB0J9xUTeG7aQzeZNM4mjVHyRnKnKsPQ5oAbFrumWNrFBBHMIo4WcKqE7EU4OfpVv+27L7fFZ5fzJThDt4J27uv0qjd6BJc6nEzSubX7K0ErbgHbJzjp0q03h60a+jut86vEQUAfhfl28fhQAT6zZLLNFKk26KJpG+TgqDg4qK4vLaG0t7vzn8idlROMkFumfSpW0C2bcXkmZngMDEtklSck/WmL4ashB5O6Ur5qS8t3QYFNSaJlBS3Kh1i0ECzedKUZXb7hyFQ4Y/SpGv7cPcJ5sm2BQ0r7TtUEZBz9KnPhmxNusGZQqq6ZB5Kucsv0qVtEt83RUErdKqSIx42gYAH4VXPIh0olW1u0u93kyPlCAysMMuRkfmKifU7eJWaSSVdsy27AryHYZH4Vbi0xNNJeIM4cgyOxyTgYH5Ckbw9azqxkkmcyTrcEkjll6fhVObsiVTjdopy6vZi0S7Z5PKfIDeXzhTjmiS8sL6RtOnLTCWQwlGUgEgbuuemO9WpPDFlJaJatJP5SBgAH/vHJq5LpFrLcW05UiS3OQR/F8u35vXio52X7NbmUNZs3iadZn2KyJwp53HCn6ZFB1e0WJJDPLsd3jB2HqnLVdXw7aJYfYhJMYBIsiqSPlwcgdOmaa3hqxaKOMtKVjleVRn+JutPnYeyiUpdbs4kjZ5psSRLKMRn7rHA/Wt5Io4UMjsTgbiW7Vmz+GbG4igjkeYrbxiOP5ugBz+fFXrezaM3QlmeaOduEc5CjGCBScmxxglsZ1x4ltvsLTWqlpDsEayLjdvOFP0zT7DXonS1iumzPOzLuRCEDL1U57inJ4bsEgaL943CBGLcoEOVA+hpJPDdjLBFEWlAjZ2yDyxf7xNSWWZNYtI7/AOxFmM3A4GQCQSB+QqK21+0u4le3juJFZS3yx9MHofQ06DQ7a2uvtEDyoTGsbLuyGwMAnPfFM07QLXTN/wBleVfMTY4LZDdcEj1GaAGr4jsWtorhVn2TKXQbOWUDJP0GKcviKwe+jtFaQySFQpCcHcMjn6Un/CO2Ysra2VpVFsjRo4PzbW+8D9c0g8N2C3iXK+YpQptUNwNgwKAJtR1m102ZYp1mZjGZPkTd8o6mk/t2xNyIFdmYqDkDI5XcB+VV9W0eTUtWgkLlLYQPFIVbDHd2qxFolrDcyTQtJGJIwjID8pwu0H64oAjOv2T2MNy0c4t7kqiMUxndnH06Gqf9paGmkRQiOT7GVZ1QA5CqeW65xmrzaBaNplrp7NIYLV1dOeSR0z+dRt4asHt0hJk2qrpkHkqxyVPtQBIddsI7kWoL7w6RjC8ZYZXHtipLbWbW6upbaPzPMjUsQy4yAcH9aibw/ZtefacyB/MSQAHgFRgfhimx+HbaKaSaO4uVlkUqXEnOCc0AKfENkqSsyzKIZUhfKdGbpWl9ogDohmjDv91Swy309azZfD1pMs6s8oE8qTNgj7y9PwqzaaTZ2ixhYg7xkssjjLAk5OD2oAvYopaSgA4qpdWgf5owA3p61bopptbEyipKzMVlKNtYEGkrVngWZeeCOhrMkjaNyjda6YT5jjqU3AbRRRWhkFFFFABRRRQBkajpBkbzbUKrH7ydAfpWWRNZuY5o8qeqN0NdXUF1axXKYkQMa4a2EUtY7m8KnRnNoEMgaAgP2STofbPetKHUDCNrEwsOsUgLD8D1xVS50ueNmaFTJGD26j6iq6XEyERON4zjZIM//qrhjUq4d2sOcebYdeXzS3LTeUU4/hOc1uaLdpd2qBFUMg4UcKvvWTc2bxMBs2OwyEzkH6Grmgww3UMkMqjzEPDDgj8a5sTaUW6isPBNqcosl1C2aG4W/tcnacP2D1oZMkOV4LLxntSWhZmeC4BeSI4JbgbexH+e1OUkHac4/hb1roy7EWk6U36GuIo39+JzJje1uWhlI54fHI+tQyIY3ZD1U4q5rCKt+5U/eAJ+tVrg5kU+qKf0rKrHlk12Z48luuxLDJJKMbiZEGVPqPSrluxgn4Hyv84/r/jWbBKYJlkAztPI9a1ZlCNtQ9P3kXuD1FdNB88dd0deDq8skx8qrDqCSEZSYYPoDTtRgWeAqcDI2k+nofwNIw8+yYIQSgymefpT45TPax7AN8mF+h71p5HvwfLJ266jNJ0/7HarFJtkF1uDHsAO/wDn0rz3UrOXTNTliKlfLf5T2I7c16stot60xI3pCBHF6bhyT+fFUdY0+O+gktZ0OJBwV6qw6f5+tdCSOaU3Ubk9zmLacXECSj+IZNaFlZzXbDy1+TPLHgUum6Pb6REseoXCyyHJEa+vp6mp73UpTmCJfs8a8EDrXBOkoyuyORJ3ZavdQitVgt9+XU7QUH3c/wA6h0yJhfSNOweU5Lt2Pp+GKoWFk17bNqCtlRkRqR2HU/jVmKYqUnTquFb3/wAitlJprm2HOLtqbU1tHKvzKAw5BXqDTo7e41C2jNxcnYOgC8/jVCTUGfiIbR3J61dstThiijhk3bumQOKeJxE7L2RnShzO1i8LKM4LckDGcdal+zRbNu3Ip+cDNMaRQAWbAPAripe0qatmzdiBrIHmNvwNRG1mH8Gfoat3BdYCyNgjnipY23IreozWjm4vR3Ism7GZgIeQdwrQgkEkYbv3qlcf65hTrSTZJg/datZrmiG0rGhURx9qX/dqQkDrUM+7AcD7prngtSyckAc00ZzjoDQmCAw5z3pWHf0pppaCAACnRkEHHrTWUSKAenWljPzMM+lb0Um/MTJqKKK6yTmLyz1R9baWMT/ZvtUTYD8bAPm79M9qhSx1rybsOZTI0UoY7/vsWyhXnjArraKAOW1DT9T8i1Fr53/HuQwEhys2Bhjz061pa3BdS6PsiWWS72YUxNj5uOeo/OteigDlZbPVm1VZAs4h+0xMQJONoX5u/TNNttN1W6uLqO4e5tY5UYLJ5u4qwfI7+ldZRQByZs9XWCVWE7obxiwR/mMZXAK5PQHnFF3Y6sb4GI3DRBoOS/UD7/Q/nXWUUAclb2OrjXfNkFwLX7TK2BJnCFflOM+vQUmlrq+lvcXV3bzzqsChUMucnd7nrjFddRgHrQBieIIb65htmtBIUG4yRo21iSp2/kazf7M1gXkEjszTMIN8obhQBiQGutooA5e0i1uFb23iiYLI8pjklfJQY+TBzUZs9X+w2ZtxcJOJdzrM+Qvy4I4PIzXWUUAcyNPumXSmEV2mZCbpWnJ2jHTOeRmoWsda8y8w0p3LPz5nDg48sLzwRXWUUAYfhuDUII7hb0SbSVKeY2Tnb8w6+tZ8NhrMd5AC8zWy3RkALnIUg5Dc8gHoK6yjFAHJR2mtDTbjIuDc7x5iF+JVDZJQ54JHHarcunTmfSjEt4IQzCcPMchcHGcH1rosUYoA5a3stWXV1kPnCAXExG58gKUwueeme1V47DWxptwjef5hjjGPM+ZpA3zMDngYrsaKAOa1Ow1IXqmxMvllE8s+YcRtvy27J9KueIILqaGH7GkzTiROY22gAHJzzx+tbNFAHLR2eqjWFlZZzbi4lbHmcbSvy9/WodO07U5leK7luLXJikQtJuJZSdynB7jrXX0xo0Zw5XLDoaBHKRWWr/ZbWOYXODJKJCj/ADqSfkbk9MVNHZ6oNbEjCc232vccvxs2Y9eme1dRRQM46ysNZWdzP9qCGGdVxJkgk/L364/KtLwvbajb/af7RVwzbNuXLD7vOMn1rfooAKKKKACiiigAoopaAEoopaAEooooAKKWkoAKKKKACiiloAKKKKACkpaKAEqC6gEyccMOlT0U07MTV1ZmKQVYqRgjrSVd1CMArIB7GqVdcZcyucE48rsFFFFUQFFVEmuRqMkMir5LDMR6HgDI96lgeYyOJvLUH7gU8+9K47E1FFFMQ0oC24Eq3qO9Mki3su5EI6liOalopNJ7lKTRTvrUXiKjt5cqnKN2NVtFVheykAebyHBOBkd61HUOpBrPA+zatFKeFmGD/vCvNzGjek5Lc2oNKon3LV3vivEnk27cBJMdNpPB/A/zq1tjdiin5ep/2T7Ut3EsigN91wUb6GqtvPG9tFJdFA0alZc9sHGa+cpylUhG260PS2IZdJiuZWkDM7E8uelZer2TWk690KgA49K6L7QZHlgt1IaNgpbHBUjqp6VHcWD3FvIs03mOw444B9vrXZJTpLmrS36dTmq0IVIuMVZnJVfR2m05Nh/ewSYHPUGqUsbQyNG4wVNW9LQuZABnIGPrmunD/Hy9zxacZKfKX7MO07xwqDIAPkJx1/wq9Bpv9nI91M/zZJSMdAxqq9lJZTi+aUo4wWXbnj8/X1rSlu7ZIPMuZ/vL0B5/Pt+Fd8V3PchObjyvoLZM9uDawkOo+ZTj5jk85/Gkns3RSWcrk9VPJzVOK7Y3CmzmMPy7QLkZDD2PWrLXART9pglM7jashYFD9D0ArXoPWL1OD1zTbvQtWtrq6uvtCTZIk54HoR9Kmu3M8QRGw1w4UY75/wDrV1PiPTV1bw/PGVBuLUGWPH6j371xfhy4+06lp0DY3ROW59hxWM4uVmDTbSO5giSCBIYQAka7QMdqzLmAwXEkSj5ZBuX6jmtWJkkwIyXDKWV8EqCD0NU9VljjltlXJ2k5PXg+/wCNKa93U6JSjIoo1a2k28Fzv81Nzrgg5rFU7WIPUGtPTbn7LKXcHay4rhkpWajuc0OZS0OjHAqnqDgeUnctmqcmskvtjUDNRNO8zbnIJ9amlRktZFTs1a5r3UqeQyhgSwxiq4u2WJUXqBgkVRDEnmpAa6IwSJ5le6JhIxOTg59RS7z/AHV/KoxTq1uTc0bdxIgPfvUpAIwRwaz7WTy5MHoa0MgdTXPUTuaJ3IYTsdoj25FTEgDmoJskCRRytSphlDdc0NdWUwBOcCnxqASe5pGHHHanRnIrSk/eTRLJKKKK7SQorPksp2mZ1uGCGQNsLHG3HIz2qKbT72SZpFvNisuAgY4B55/lQBq0VhDSNR76kx+bPU8809dM1LdGXv8AITHAJGQCSc/n+lAG1RWVd6ffTPIYb0plsjk9OOPpwfzpDp18UI+2ncSTuyR/Fnp7DigDWorJh06/jQK16W+cEnJyRjBH9aaNLvVeTF87KVKruY5Geh+tAGxRWJ/ZWo/9BBu/8R75/wAf0rTsIJbe0SKeUyyLnLnvzQBYpaKKAEpaSloAKKKKACiiigAooooAKSlooASloooASlqnf6la6eF+0ybS/wB0dzVsUALSUUUAFFLSUAFLRRQAUUUUAFFFFABRRRQAUlLRQAUUUUAFFFJQAtFJS0AJRRS0AFFFFABSUUUAMljEqFG6GsuaFoX2t+B9a16ZLEsqbWGauE+VmVSnz+pj0U+WMxSFD2pldSd0cTVnYiuY2kiyg/eIdyfUVUvH3RxXkWAON2VyR7Z6jmtGokgRPMGMq7btp6A96TQ07Ei5Kgtwcc4oooqiQooooAKoamrCISj/AJZuG/A8Gr9Q3UYkiKnowKn8aipHng4lRdi4pE9oCOdy/rVKJVkN3AVBViJVB75GT+uaXSp2TT4xJG57DC5z2puXivkYAoJFIAIyTg56fia+So4aspyjFeh691JKRbMgi8rYAIcZAHQU9rmMHamZG/urz/8AqrPWVJdyktIqE4TcMD644FMl1K2topN8ikgZ8u3Gdv1NdX9mubUq8hxd9IK5JcafFdS+bOoVvRG4x7ms271OyscR2se4jnK/54qheateXsLNBE0dugwzqCTj3asckk5NdqlCmuWCO6hlnO+epp6bmpLqV3ql0sTyFImbJVfTuTXQJArw4Zcs4wc8nHYVz2jQO7vKq7mHyqDxn1/T+dbgvvLOJ4niPrjI/OnF3WoYn2NGXs4qyH2sTRWohugpkALImQS6g1HcX8+n2xkiDbSARE3IweoNAukt3t1g2tCSRvJ3FSfQ9hU14geBt3PHP071pdbROWhaWkndIm0LVIr4lkhEQXhkB4564/z61w93HHovjZ0jJWJZuOOit/8ArrZ0c/2bqvlSSriQ+Xs9c9CfT/69YnjSCeLXWllkZxKoKM3bHb/PrVU5X3HiqSpyvDY7llVdoBzH3HQD8vesTUN63sgd95H+cVc066E+iRTPJvOzLcdPyqlfTQTOjRZ3BcMSMZoxVlFGE37hJLMWnZhhfoMU0BmP3yAfSmSHEzCnoa4XJ3MajfMyzEAo4FWENVUNToapO5BZU1KpqBTUimrQyYGnCmCnCqAdWhbuJIwT1HBrPqW2k8uUeh60SV0VFmiRxioYv3chjPTqtT9ahnUkB1+8vNYR7M1JqWM9RUayKUDbhinxMrZKsDWlFPn1EyWiijtXcQZn2u+81ALdSpldWyDwo6H8ahfUr8D5bEggHIOeD83+A/Or5efyDKpDHsoX/wCvUfm3/wDzwX8x/jTSuNRuUf7V1EAbrLbnP8Jq/pl1PdLK09u0G0gKGHXgZP55qSG5zarNMNhJwR75xUomiPPmL/31SES0lM86L/non/fQoM0QODIoPpmgB9FM86L/AJ6J/wB9Cl82P++v50APoqPzosZ8xP8AvoUedFjPmp/30KAJKKYssbHCupPoDTqAFooooAKKKKACiiigAooooAKKKKAEpaSloAp6jZw3UYaaETGPJVD0JIxg06yleW3BlVUdflZVPAIpb25+yxhhGzknAx2rEe4WSRpjNmOVTkfdyQOuD0Hb1p27gdCrq4ypBAOOKdXPWssun+THbxkxuwRixyise+a6Bc7Rk5PfFIbVh1FJS0CCiiigAooooAKKKKACiiigAooooAKKKKACkpaKAEpaKKACiiigAooooAKSlooASiiigCrfQeYu9R8y/rWdW3VC/hxiVR9a2pztoznrU7+8inRRRXQcgUUUm4Hgc/ypNpDSbFopm4t0/Tn/AOtRtJ9vrz/9alzdiuW247eOcfNj0qOTMsTKOCR25/WpNgwM846ZpaLMLpbFOK+jVVt3lZGQYZFGCAPesfVNXARDBDjY/DM2eoxVrUoxFfxycDecGsi8iLJLGOvOK8utWnCfL5m1PE2qx5tr2ZWmvbicYeU4/ujgVtaRp1ssYuCxu3OA8KcAKw5J9a55A0mAqkk9AK1rSx1GeEWu9o4TzsHX8f8A69Y81neR9diYxVNKElFF7VLq1ti9s8pmU8GGIbQB2yelYcNjNMu8Lsj/AL78D/69a95brZvHlN0wUKzuATx0x26VELa7uI/O8t3X1olPnfu6+h408yhhE4U03LqXtIhjgjVEkEnykkgY57/0rRYjGDz7Vh2EhhnKMCD1x346/pW4AMAjvWkJJxuVQrvEU+d79SheQRIwcx4V/lIBwM9jU9tOkkAZ8Bhwy+hpblDMrQkgKVz061mRTm3uFkb7r8OPQjrWnLytOWzOKrVWHqtrZkOoWouLpZIXChSVZm4245BrZure3vEDzpHJJborrOy/IcjnH86pXcJaYlBuSVeuMgMOh/z607RbxriWW0u5lkZ1yEAwFx1A/CnZQm0dqlPE0U39kx7PUbSPVL5bRzNFOgzxtG4dxTugrDuIToviBo5BmJXz/vIa6K6hELqUOY3Xcpz2rLExlJKXRHDNPTyHTn9+foP5U5DTJ/8AXZ/vAH9KVTXJL4ianxssoanQ1VQ1OhqkyS0hqVTVdDUymtUMnU08VEpqQGqGPFLTRV21tC3zyDA9PWtIxbKSAXRSNQVy1RvcyOOuPpWi0MbrtZBgdKrvYKfuMR7HmqdJXuim+xRLFjyauWAwX9cCrENukK8DLeppyxhZGYAfNVqNuoiSg9KKD0qwKZKmEqskqp/eA6UzzU/5+pP0p0qymzaIQknGOo55pd7Yx9gP5rRdouOw+GOOS1QBi653Anuc1CNJtCSzIWY5yc9cmlW0kk05YCxhfOcjnHJNNW0vA5P2rau77oHGPSgl7jv7Js+P3ZHOeG7059NtpJNzJnJyRnqfWmfY7zBAvTyf7vSpJrW5eTcl0UXAGMUCEGl2gbIi5Gcc9Oc04adbAABCMZxz69ajFnd7lP21sDGRt681eoApHSbMqVMWQeozSLpFoIypjznqc9fSr1FAFWDT7a3kEkUe1gCAc9qtUUUALRSUtABRSUUALRSUUALRSUtABRRRQAUUUUAZGtzrvt7UBmeR8kDgbQMnntUVxYLfxQpdYZpzu2gYCKOf8Kf4jykMEwONj4z9QRVyALJcs6nKRoEX+dMfQo3EJk08RiQja2142G5QR29cVPYXM6zR2twu4vGJEdTnj0NQ31zCbj9w28MCshXlVODgk/pUtqM6scj/AFdqgH4mlJWsVDVM1KWkpaCAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACikpaAEpGUMpVhkGlooAybqP7PJjB2nof/AK9V9zE4H6c/rWvdRebCwwCRyKy66YNyW5x1IqD2G7CWy2PYdaXaO/P1paKvlRk5MKKKKokKKKKAMfXZDC0RXqWz+FU54DLfbU4DjdkVb8QplIn7A4p2m4f7NMcYGFP4NXi4r+LK/qdSpKokn5FrSNIgjtldl+Y5yB9e9aYRYplCKFUjGBTNPObcg/wyMP1qWborejCvnalWdSq1J9z03JvczddtvNhDqOeh+vapLF1eyiKdAoH0NX54xLC0Z7j8q5qGd9Pvmj2s0TnJX09a9bKcSorll0OLGQTSmWdYtwEF3GMSIRuI7ipLOUSwA+nT6f5/lVyRFnhZequMZrBV3tjJEuVaE/MDzle/+NerXioz5ujJwdb2baNaXBK7Typqk8MP2oLImVlO7k8Aj/GrasrKGXoRmorpPMiyASUO4YODxXTKivZWvfqFWp7SXM0NhbZM9pLjDDMZAxlfSsa+36fqkd1GOd278R1/z71tyKL21SWM4cfMh9D6VS1CP7dZBtu2UHuOjDrXA02evhakYSs/hf5FLxxZLPZwajCMgAAsO6n/AOv/ADrP0u5a5sYw7FmiGz6DtXS2EUd3osunSt5hUbcgdQen5H+lcTp2+x1OS0l4JJQ/UdKupFyg11OGpyu/I7o6KQ7kib1TH4jihTSAg2/ujfof/wBVIpxXBLe5hU3v3LCGp0NVVNToaEQWkNTIarIamVq1TKRZU1KmWOFGTRaWktwcgYX1NbNvaxwDgZPqa6YU3uzRRtuQ2lntAeQc9h6VdxS0VutNgCiiigAoPSig0AFB6UUUAZ17JJDpclxHI3mgcEnjOcdKYbbUcH/iYRf98H/GrktpbyxtHJGGRuqknBqH+yrD/ngv/fR/xqk0A22u5V0qKeQebITtOO/OKQatGAu6GXcy7sAZxV2KGOGJYolCovRR2p20Eg4GR0NS9wKS6tC+cRy8DJ+WkGrwFC3lzcf7FX6KAKa6lE6O6pIVQAn5ffFMbWIFJGyQ4OD8tX8UbV3bsDPTNAFJdVidiqxy5HXK4oi1SGWRYwkgLHAyvH51exSKoUYUAD0FAFFtWhViCknGO3rSHWIAGJjmAUZ+7V8IASQACep9aXFAFE6rAIfNCSld23hDnNB1WEMV2SEjHRc1exRigDPOrwjGUlzjONvagavASo8ub5sfwetX9oLAkDI6HFLigChFqiSCZvKkVY8dRyc0Nq8CqSUlAGP4PWr+KMUAIjb0VgCARnmnUgGKWgAooooAKKKKAM3XHiSw3zLlFkQn8xWbA0EarBLNLezE7hbwjgZ6biOPTqa0dZSOZIbaXGyZ8MD6Y5qt/adnaKLTSLXz3H8MK/KPq1HNymkacp7IkNld3kRjuWSztiP9RD1P1b/CnaTJ517ePkNs2x5Hcgc1EunX1/zqlxsjP/LvCcD8T3rQtrCGzYC2URptwUHQ+/1qdWymowTV7stUtJS1RiFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAlLSUtABSUtJQAGsu8TZcNgcHmtSqGojDRnvzWlJ+8Y1leJTooorqOIKKKKAClpKKAMvXkzabvQioNIWQ2UvysADlSehNal5GrxAsMqpyRjPFZ1vfR3V4F2kgDhmP8h2rzcRBKrzN7nbRdkmbOnOHWcr0MxI/EA1POyCNlJGT0rP0/InkiLFVcbsD1BwR/KtALHFwAAT+Zr5ipStXstX2R3DQ0jqNuFGOp5rG1y2ZP3qEndyT/P+h/CtOOdpI4zbbZEYbg+eDzyvsaNTjElmSR90g/h3roVOeGqx5rJSJspxcWZ+hyF7IqTyjEfhUWrxCOWO5HRvkf3FM0XfAZzKpWED5pD0BBxV+/ZyrR/Z0dRzvkb5fY/zr6CLU6Ci9zyqcJr5FKxchXhc5MZ4PqO1WS2BnHfFV9O2nPIYgY3DuAausoZSp6EVpTxDjBRPThhFJc1ypbERTtbYI/jU56im3ytC32hOUxhx/WkuNyiOfa26I/Mcdu9Xflkj5wVYfmKyqJKTSKoJuLg9GtjKsZRaaihJ/dPwf901h+NdPay1VLyMYEh5I7MK2ri28oFWOFU/K3+yf/r/AM6n1e3Gr+G2x88ka9T13L/iK0veKZzwThKUH6oydMkjujEWOEmG0+xP/wBenOpjkZD1U4rE0S6CRSRO20p8wycV6DpUKalEn2gZVUBUqcFs+tcjo8zaLaTVmc2pqZDXQahoVtFA0qyEbecMBzVa20qCe7McTM6KM7iMCo+rSRHs77FKBHlYLGpYmt+x0gKA9xyf7tXrSxhtFxEoB7mrOK6oU1AvRbCKiqoCjAHYUtFFaCCilooASilpKACg0tIaAClpKWgCCe3EzxsWZfLbcMd/rULaeh2YdhsPGD75q7RQBXurc3EIQOUOQciq32G6CgJesoH+z2rQooAow2t2rlpLoleRt69qjeyvsMUvmJwMAjHatLFGKAKP2O6B4vHxgjkflR9kut2ftrYyDjFXqKAClpKWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAzdS0uPUp4TOx8mLJ2qcbifX2q3bW0NrEI4IljQdlGKmxRilZblc0rct9AxRRRTJCloooAKKKKACiiigBKWkpaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooASloooAKKKKAEqrfRlotwGStWqCM007O5MlzKxiUVJOnlzuvvxUddid1c89qzsFFFFMQUUUUAI6h42U9CMVy8Aa21BVcbSGwc+hrqaxdctiALlR904Y+3auHG0+aHMuhvSl0NFMoXmVTuiYOR6qR838s1elgiuTDKSSEO9CpxVCylJliYLnzEIwT+NWLOMgywO5xE3yqOgBGR/hXzuKThVdRO3X7z01qkSmWO3LDjb2CisLUfEMjs1ta2xYtxlgcn8K3LiBZHjUHaOegqSC0gt+Y4lB7tjn86h1qEYxqO7m+5VJ8s/eV0crLqy2Mjq8bSsVwqN93B55HfmrOi3631w4lO5gPkUjhR6AVm+J4PLvQwHHK/lWdp9w1veRurY5r66hQhUw8a0d9zzcRdVGuh1KJ5GpSRqAEJDD8R/wDWq8SB1NU7xldoLmM58wbcj1HI/wAKtJtZQw5yM1wyVnoenhJ81JJAw8xWUjgjBqvZkbXgIwYjt65yOxq1VO5Jt7qOcDKv8j4/SoZdVcrU+35E11ErxEkdPT0qrospjuZLOT7sox7bh0/Os2712eVjHbx+WM4yeWqaKOYRQXLMI5V+8D97jvj6VUanRBi8PJKNTqvyOd8Saa2nalu2DyJsgEV2egPLZ6babyrSJ8h2nII6jmszXZjNaPq0FvDJJEduJFzsHqB0qXwvqEl9pE0zsWmhbEw9VPIIHbFap3Vzn0a0OpltGuIWe7kIwNwCnhaNGDSwNcygB5D0HQCqk19JPpO1ImG8hPMzxjP+FbFrF5NskYGNo6UyL6EtLSUtBIUUUUAFFFFABRRRQAUhpaQ0AFFFFAFCbV7WC5e3dm8xV3EBaZLrtnE5Vi/C7/u9sA5/WrTC2eQuyKzkbS23Jx6ZpHitHbc0Ssx4yUoAqvrtnG2GL/l/n1oXXrJo1cM+1zgfL344/UVaFlZyYcW8Zx0+WnC0th0gjH/AaAIE1a1kjLq5JEQl24521EdesQpYu3BIK456Z/pV37JbcfuI+BgfL0pPsNpkn7PHk99ooAptr1koHzsSSRgDkYOKmuNUt7aZYpdwdl3KMdRU32G1zn7PHn12057aByC0SMQMZI6CgCimvWLkAOwBIG4jAFSHWLUfZ+W/0j/V8deQP5kVYNlanrbx/wDfIp32S3+T9ynyfd4+7znigCq2rQLP5RVw25l6dwMn+dRf8JBZhN5EoUqGzs7E8fyq+1tAzZaJCSSc47mg2sBXaYUK4AxjsOgoApprNs7IAJMuAV+XrnJ/kDUY8RWJXcDIVJwDs4PGa0PstvjHkpjAHT0pDaW5UKYY8Akgbe9AEVlqMF80ggJPlkBsjFXKjigihz5UapnrgYzUlABRRRQAUUUUAFFFFABSUtJQAUU3en94fnRvT+8v50AOopjSIiF2YBR3zTg6kZDDB96AHUU0so43D86Ny/3h+dADqKbuH94fnRvX+8PzoAdRTdw9R+dI0iohZmAUc5JoAfRTA6kA7hg0u5T0YfnQA6imlh6j86Ny/wB4fnQA6im7l/vD86Nw9R+dADqKSigBaKSigBaKKKACiiigAooooAKKKKACiiigAooooAKSiigCjqKjKN+FUq1bmPzYWXHPasrp1rppO6scdaNpXCiiitTAKKKKACorlA8bBhuUqQwPpUtIwypHqMUmrqxUXZmXpVwGhjOMeW4HXt0rX+5qh9JIf1U//XrnNHJDXEGfXGfWt2SVpJrF0XBZiNx91P8AhXyuNpXcWuzR6dGV6foXJ+EDf3SDR5wPEYLn9KQwBsl2LH9BSwHMYHdeDXle4od7Gxz3ii0aSAykDcPm49uo/KtVtPtNV8MRrbRIpMQaIgcqwFWL+D7RaOmMnGQP6Vy9hr02gCay8gTR7i0RLYxn+lfUZTXlXo8i3j+RjWS+J+hNosn23T5bSTh05HqCKvWE3mx479f8f1rnLEXTTyz4MQkJYuTtGT6VrWDQKDCJHLk5DDgAd63xNqdTlIwkpU5WktGabypH95ufQdazrzUIXjMZ5B7Lyfz6CrOoaWZbc/ZncsvLL2cfSueIIJBGCOua4XiE17p01sQ1okbemwQSxmdFCsxO4Drn61oLGqrtCgKe1c9Y3rWjnjcjdR/hW097Alt5+8FD0A6n2raE00a0qynD3mU0jS2upbSX/j3uVK8+9X/CPhtdGjkuGn82ScYwPuhc8fU1zt5etcSeY+fMVv3aDoo9fc12Ph66E9rsz0+Ye2e1a0ZLVI4YuL5lDoRPbi11CG3XCwF92D+n+FbtZmtwkwR3CD54Gz+FXreZbiCOVejjNao0lqkyWlpKWmQFFFFABRRRQAUUUUAFIaWkNABRRRQBSuDJ9gmjiSQSlW24Hf61ywtvEGP+Xv8A7+Guskcx2zzM7naCcD2rE/4SiH/njP8A99CsKqjf3nYyqThF+87GrZQTHRo4Z8iYphtxyQaQWd6qKoveRgfdqSG936Yt3tJG0ttJwaYNYtdgYlxkd19q2WxothZba8aYGO6Kpkk8dOOBTY7W+UHdd5OeOKkl1O3iYhmbjGcL6jNI2q2ynaS/TPSmMYbS/II+3YJPHy9KkNnI1ysrzt8g4x68f4H86YdYtFUEl8MMj5akGoQtA0qBiqvsIxjmgCS3heJzufcDn+dWKojUMxxs0JUuM7S3IGM596uo29FYdCM0AOooooAKKKKACiiigAooooAKKKKACiiigApDS0lAFUuiwSDIDjdjjmskXN7j+P8A74raEkhUthQoJ6n0qP7Yv9+P9a0hK3S4mQI6/wBlE3ZKq2dxxzyapsulk4Mso+VeQT07VrecjWzSuu5BknAz0qEXGn58zdEDtH5VD3GUZW02aUzNNJgkFsA9e3060h/slkOZpME7jya0mlsoiVcxKQeRgcUgnsM8NDz6AUgKSjThHHIJ5AnmYXn+LHSmtHpmS3mSfMMEZPp/9er/ANpsduN8W0fN06e9BmsSxBMJI9hQBnINOfzHDzgq2GwTxUgfTJ1hhErsNwCDnqeRV8S2ZKkGL9593gc0gnshyGiGCO3Q0AUBDprMVEsnydtx4waQPpZlRhJJkMSCM4BHWtA3FkNzbohxknHY0zfYSucGIsAc4GOOpoAoyvpz/K87hUZgRzkE+9Kf7NPymWU4579qurc2LyFcxZHOSo/GgzWEg5aI+4FAFQQ6cS2ySRShzhWPBJpkY0sMXR5cxkFhzx6fzq+11Z+VvBR1Y7flXOSMf4imrLZCJMRrsYHnb0+tADpdRijRHUM4bpjj/PSnLfxMUAz8+OfQk4xUwhjCqNi4UYGRTjGhIJUcdOOlADqWkpaACiiigAooooAKKKKACiiigAooooAKKKKAEooooAQ9Disd1KuwbqDzWyayrsEXD5GMnNbUXqc9daJkNFFFdByBRRRQAUjDKsPUUtI5wjH2NDGjmdOcxarg92KkGuhjPFmv9ycqPptOK5ZHP2oSf7ea6N5hDJAZOFaQSLgf7JFfOV4OpD3Vsz0MM1Zo2KhkkS3k3yMFVu59aqm5urni2i2L/ealGnFgXnlaR+3PFeNCkofxHv0OxruK+oGRtltE0jeuOKxNcT7LEkv2eMz55cjOAT2FdNCqLGNihR6AVU1W3E1sWKhtvX6V0YXEqjV5YqyenmXBxUldXRxcMV7fSBgHfB+83QVrCxktwj53SE44OBWkpUxqUAXHYcfWidd0BZiEBxtJ9e1erG8pLQeO5a1pWs47Fm1l862R9/C4XjgkVja9a+VcLcIpCS/zq5pc/lTtGQBvzgHt/k5H5VavYVuLSaBm3uBldvQYrilH2VVx6HJK1SPMupylMkfZgDk0rtsXpzVckk5PWt4o8+pU5dFuOaQt7VveHbg2dz5bSIy43jacgg9R9a56pbaYwXCSdgefcVvTlySuRRrcs7yPUXVZYmVuVcYrP0YSQrLayKw8pvlbsRU2k3C3FmuG3FRjNXa9A9K9roBS0lLQSFFFFABRRRQAUUUUAFIaWkNABRRRQBVZIZI2VlkKHII5x71S/snScf8AHt+pq5cRyyWc0KJ8zKwBzgc1x/8AwiusY+/H/wB/TWVT/Dcxqb/Dc7W1jijt0SFcRLwB6VLtHoKz7Kymj0WK0kYCZUwSDkA+tH2W/AXF6OAAfl7+taI1Wxo4HoKTavoKqPBdFmZbjGc4GOB6Uz7Nf8/6Wvt8tMZe2r6CgqpGCBiqfkXmWP2kcqABt6Huaa1tfZOLoYwe1AF4qCMEA0o4FZy2uobVJvORgkEZ/Cl+y3//AD+DqMcfpQBoUVni0vfJdJLveWx2x65pTYyrFGiTklMkEnnmgDQopBwACcmigBaKSloAKKKKACiiigAooooAKSlpKAIfLbYyCRQDn+Hnmq39nD/nt/47RdSLBp1xOoUyRq7DPqM4rzv/AITnWf8An3t/+/RqlJx2A9NSFI7fynIZe5PGaYbG0ZMeRGVIA6dqztGu2v8Aw1Hc3pWMyqxcgcLye1KbezMeBfygEBchvT+tSBpta27OXaJCx6kjrTfsNsNuIlG3GMD07VSl+ySSsTeupJBxnH+elQiG0QyB75huzkgnI/8A1f1oA0/sNrknyE5GDxSCxtOQII+Pas4RWS4B1CTKjdnPOPeljgskikjF6534JbPI7igDTFrANuIk+XOOOmab9htcY8hOmOlUp0tTcyeZeSIzNnbnAXp0qMR2iqCL52UY3EsTx6/jQBofYLTnMCHI28+npTls7ZSSIUH4VmCGzD4F/KSQAOc5psqWsShzdzupGfl+h/wNAGp9jtXX/UxkH2pRZ24BxCgzz0qC0mhtrYQjzMRN5fz4yTn/AOvVyKRZY1dDlW5FAEX2O3CgCJQAc4A7/wCRQbSAgDyhwMDHpVikoAKWkooAWikpaACiiigAooooAKKKKACiiigAooooAKKKKACiiigBKz9QQB1YdT15rQqrexB4i/dauDtIzqK8WZ1FFFdZwBRRRQAU2XiJz/smnUkgzGw9RQxrc40n95+NdLHiS5sVcZCngHp0auemjEdy8a9FY1v2pzeWXuT/AOgmvnZ3VOaOzDaTa8jcFFGccmozMCcIC59ulfORhKex3gnySsnY8r/WiaSMKVc53DGBWet7JPqn2cx7Y1JXf3JrRCpGPlHOM8dTXXOhJSjdXb6IzjUUr2MiBpILryzEjLuy284wP84qT5WjSOQLcOgx5jr1Hbj2pl7Ks03movKYz9D0+nelODhuOfT0r3I1JqCTVmbKKl7xRuQ8d4rqmQQSzenr/jWzDLE9t9oeRIgv3snqfT3rNvPlRJQD+7YFh6r3rOv7Yhii/NsG9OfvJ6fUUOCqRuzkb5Jun80Zt4VMrbPuliR9KijTeSSelWr232qjxktG43IT+o+tRRLtXnqayleOhwuHNO7IXXYxH5U2p5lyuR1FMWInk8ChPQzlSfNodT4SvBjy2b5vu4/lXWCvOdLcW92uCV3cE969BtpRPbpIP4hmvQoz54Hoxu4pslpaSlrUYUUUUAFFFFABRRRQAUhpaQ0AFFFFAFO4l8iymuSXby1ZsA9cZrkf+E+TH/HlJ/39/wDrV2MkdtIjRuVKtkMpbg1Q/sHQ/wDnzt66aE6EU/axuS0+hYsNQFxo0V+yEK6byueQM08arZlQ3nAAgEVLFFb29qsUaokCjAHYCn+TCQP3cePoK55WbdiiCXUreKURlsnuR2o/tO0zgShup+UZ6dasmKM9UX8hSeTCOkaD/gIpAQLqNqzMolGVGSPSkbU7Rc5kxg46d6seVHz+7Tng8DmmtDbuShRCRgkADNAEB1S0UjdLjPTIpw1O0JAEuSTjpU5iiJ5jQ/gKBFGDwiD/AICKAIG1K0UKxlADDcOO1IdTtA20y4PTGKsGGIgAxoQOBwOKPJiyD5aZ/wB0UAVjqtmBnzh+VOGo2zLI0b7/AC/vAduM1P5EXP7pOf8AZFHkx4x5a4JzwKAKw1KArESGUyDO0jkDGeauimNEjAAqDj2p9AC0UUUAFFFFABRRRQAUhpaSgCEsDnEORk88U3Cf8+o/IU8CRQVCqeSc7qXdL/zzX/vr/wCtQAwmF7dhIirGOGVhxSC1tCvEMW0/7IxTvK3wukn8ec496q/2RbbCoaUAqF++egoAstbWxJJijye5Apps7ViP3MfXPTrTJdPim3+Yz4cg8HGMUw6TbEAZkGBjhzQBObS1JyYIs4xnaOlOFtbgHEUYz7DtULadCwRSz7U6DdUK6NbiLYzynPUhyKALUlvbO5lkjjJxgk0C1tccQxYxj7o6VAdJt2jKMZCD/tmntp0LsCS+Bjjdx0xQA829pGWkZIwDjJPSmqti7bFWEkD7oHb/ADmmjTYQjoC+H65Oe2KfFYQwn5Nw4I6+pzQBIiQSqSgRgTkkDvUqKsaBFGFHAFQ21qltu2E4bHB9qnoAKKKKACiiigApaSigAooooAWikpaACiiigAooooAKKKKACiiigAooooASo5gTC4XrjvUlB6UCZiUVZvIBEwZR8pqtXZF3Vzz5RcXZhRRRVEhTX4jbHXFOpkzbIXbOMDNBUd0cpM2bmUnhi54PXrW3a7vtdjgfMQx5/wB2sQzM08sqMV3MeR6VuWWTe6cTk/I5OfpXz82uSozowlvaSNoQ5OZGL+3apAABgDA9qWivmXUlLc9Iwt23WIOcAu9X1i/ehpJGmdJC8e3jZntnuKy5T/xPYVIyN5roQoUYAxXs4nEui049UclBX5l5leS3aaJkbCKw6KO9ZUTYDRMACvFb1YOsQlLqOSIjeTuAz+dZ4Ku6tRxqdTsTcYvlJMblwwyCMGoxbxhNqgKOxA5qQ5GM8ZpR9Oa96vCmqfNSZjScnU99amU8GJGt24jkPyZP3H/+vWcQQSGGCOCK3ru3WSMgg8dx1+v4VmX8WQk/G5vlkAPRh3/EVyTXPG/YyxEOSXMtmU6KKK5TEUcdOtdn4cuxNbBCcnGef1ri61vD939nu9rE4HI/rXVhp2lyvqa039k7gUtNUgjI6GnV6BQUUUUAFFFFABRRRQAUhpaQ0AFFFFAFC6maPT5/JJEyq23C85rjRqPiTH3rn/v0P8K7lpnWJpW2hVyT16VS/tu2I/1q/wDfJrGo49XY68PUcE/cUhbNmfQYjfOUZ0xIzDBBNQ+VYAKPt0gwAPvdua0BcRTWInkAaIjJ+XPH0pN1iACTCvHAOARWq2OWTu2ypLJZvKZGvT8w7dPrTTFY7t322QYwD83HtV1RYh9ymEHGOCOlANiRnMGPqKYivD9kV8R3bEn5ME561C0VhggXkgOdxO6r7PZxOFPlhs+nT/CgizVjnyQcYPSgCiqWKrg3rHPcmmGPT1XBvpMAjqxzWlizO4AQ9MnpSYs2A/1Jz06c0AUCLNGA8+ZvlzkHgA45/WrFvJAkzyq0pYkRbWOfTB/lU5NnnloueOopUFoDtTygSRwMdaAHi6hIj+cfvM7ffHWmDUbQkDzlyenvQrWiKNrRAKTg5HB70ZswesOfqKABtQtVco0yhgduPf0pyXkEkvlpIC4OCB2pjNZOxLGEnPOSM0hltIpOqBsZJA6D1NAFuioUu4nGVY/e2cjvToriObHluGyCR74ODQBLRSUtABRSUtABSUtIaAKUzLFZzT43MgZsFj2rjB40uSM/ZIf++mrtnKiOSR0jEa5LE+g61jjW9AxxJaf98H/CqjKMfiRrTcVurl7S797jQ0vWQb2BbYCfXpTzq6KuWt5ugPC+vapbS8tXsFuImRbc5wy8DrVnzEP8a/nUsze5Tm1Hy5Sgt5WC9Tj+VA1RCxCwTHAznbjOKu71/vD86N6nGHHPvQIppqKsW/cSjau77vX2+tMGrJhT9nnG44+70q/vX+8Pzo3r/fX86AKH9qpkDyJhkZBIwPzpDqwwcW0+4Luxtq+WQjBZTn1NKXUdWA/GgCk+piMxq0EpLjPyrnFRLrKHObeXqeAOwrReVEXczgD1zUcc9vJIRG6Fh1x6UAVm1RVCkQSEOfl9+aX+01OdsEpA74xkYzVnzYZMHejdxz61LtBXbjj0oAoJqsbuF8mXk4Bxkf8A1utIdRk80otuSBnk57Z/wrQChRgAClAx0oApS35jlVGhfGMs2OBzTmvlDSKIpD5ZA4HXPpVojNLQBSj1ASPtWCbOC3K9aampo5x5MoOM/MMVfooAr2t0LjJCMgH97g1YopaAEpaSigBaKKKACiiigAooooAKKKKACkpaKAEooooAp6iSI0HYmqFa1woaFsjOBWSK6aT0OOuveuFFFFamAVFduY7WVwMkKeKlqK6BNtIAcEjrSexUd0clFyv410dgB5+nN/sN/I1zaccetdFpZy1j6gMP0r5x/wAOp6G2DXLWl5m9RTXdUGWYCmb3cfu1x7tXz0acpanqXMOZNviGInjc2a2ZbuNOAdx9BWBeXUlzfGAKMg7BIg+b/wDVV+z0r7IhaWQuXxuxXt1KdByi6r0Wh59GcuaSguu5V1LUtSeXyLKLBP8AEvJxUNroV6HN3dT5kAPy5zn2zXSRxJGPkUCn1ySx0YO1GNkepTqyhDl09TEiO+IdSw4Jp4O4A5HPT2pJk+z3rpyEfkf5/OgfeI9fWvSjJSSki90K3y4YDpxWbqNqGG5c8Dj6d60z16c9sUxlLxlCcEdPrVLTQicFUjys5ogg4PUUVYvk2TZxgH9Kr1nOPK7HlWcfdfQKfDIYplf0PP0qJ3CDJqJpWPTiiKd7oTqKDPSdKuFntFwTlOOf0q5XKeE74FFhYnP3f8K6sV6yfMrnVdPVdQpaSlpiCiiigAooooAKQ0tIaACiiigCo8YkheLzvkbI+7Wb/YFrj/j4k/KtC4ZxYypEr+bg7cKetcz5Ou4/5ePzq44WFfWTWnc68PCUk7TUTqre2jSyW3BLxgbee9MbTbV5N5Q5znr3qO1iuG0hI3JWcryScEGjy9SAGJ4iQADx39aiyjojml8TJV060UfLCB3pq6XZqgXygQMck9aSWG9ebcsyBR90Y/zmkEeolstNEB6Af/WoJJmsbZ3Z2iBZ87j601dOtUOVi5wR1PempHfhpN80ZG35ML0NR7dTMjYkjC4BGQOv5UATjT7Ubv3Q+Zdre4pP7Pttu0pkZz1qNY9S/ini/Babs1Qs372IYxjI68cmgCZtNtHGGhB5z1NPSyt0cMsQBByD71AY9SIOJogc+nagxX7RbWnTcT95RjAx/jQA/wDs20ww8kYbqMn1pTptodwMIO4gn8OlRRwXizqWcFF3dW7Hp+VWLWOaMsJW3Djbzn6/0oAYdLsySTCDuOTk9e1Oawt2zlOoxwf8+g/KrOaKAK6WMCA4U8tuyTzmnRWsUMm9F2nGOOg/zipqKACiiigAoozRQAtJRRQBWmt3lt5YPMAWQEZxyM1zA8AwAY+3S/8AfArp3bbbySksSu443Y6Vz48T5H/Hs3/f4/4UcnMZzrxpfE7G1p+lx2WlpYFzJGoxk8E85ofSLd5d5z1zj88/zpLW+Mmli7KdQW2lu31oOsWyrlg44B+760WtoWnzK6H/ANl2wGFBHGM5pI9ItUKthtysGznuKe+owozKQ52nBIHeoxq9swBAk5BP3fSgY5tKtXDblb5iSfmPem/2PbGQMdxwOmaeNSgaFJRu2ucDIwfypBqdv5LS4cKrBT8vNACrpdsqqoVsKMD5qJNNgllMj7ixGOvGKadWtwwBEnOcfL1x/wDrpo1i1OceZkZ4280ASjTbdY/LUMFPXmnJYQRghVOCMEbu2Sf61HLqlvE4U7ySobgdjTW1a2QZYSD/AIAaAJF023UrtDDAA+92BzirdZ66tCZShVwM4U46460qatBJIiIrnd3x0oAv0VQ/tNfIebyztQ4xn5vrj6VagmWZCyjoxX8qAJaKKKACilpKACloooAKSlpKAFooooAKKKKACiiigAooooAKKKKAEooooAbKQI2J9KxhWzJ/q24zxWNW9HqcuI6BRRRW5zBTJgDEwPQ8Gn0jZ2nHXHFA47o5G6h+z3UkI5CNgfStmxkKJYEcZlKZHutUNaKnUdydSo3D3q7AuNOhYDlWLDHqB/8AWrwZxUXUidWGbdVX7HQrEinOMn1PNQXt7FawsXb5scDvU0swWAy9sZFYdpbSX+oSPMcxI3P+0a8ShS506lV6I6qtRxtGO7Lek2nl2jzyJ+9ly3TpWmgDQqD3WhwBEwH900xZVWJBnLbRwKznOVX3l3NIQUFyodC2U2nqpwaczqg+YgVAS+8MR5Yfj1qVYkU5xub1NROMU+Zvcoo6ipljEiIf3fc8cVWDh0VweT1z2rZdQ6MrDIIwawx/o8skTtgKevrXo4Kqpx5OxtDVWJu3pnpSHg5HA6c1TuNQit1O8genr+VPgzdwLN5nyt93/wDVXfay1NOR2uyDUIRJG7x4bHJP14NZHbmuieFTEcJ83fPf1rAuYtkjI3T1/rUzs1c87FQ5Zqa6lWRlLNxnpg56UIDtbkKeOtMYbTg0qsy5IAIIwcimjyZO8tS9o9x9nvVBIIf09e1eiwSiaBJB/EM15YpKEMBn0Poa77w7eC4tto4G0MP6110JaNHdh5c0OXsbNLSClroNwooooAKKKKACkNLSGgAooooArEsIGlLucZOAfeqP9p/7Mn/fQrR8uJwygkjoQGNR/YLXp5Q/Org4L4kS0+hG0lxLp6yW/MpIIyffv+FIZtRD8W0ZX/e56/8A66mmtEktxCpKKpyNtVo9KiUbPPlzwxGf84FQyh8r6j52Y4o/LXOBu+9SefqJbAt4h16vkj0/rSrpUIz+8mOfVqc+nRyYzJIAAAMNzxQAJLfeY3mQRhApIKtk57cVGLjUsKTbRDjn5unrTjpcRK/vZuBjhsUp0yLaAHk4z/FQA0XGoD/WQQpk4Hz9eaXztRJH+ixAEc5fvTptMhmbLvJ+DdOKaulRK2TLK3I4LUAPSa7UP50SKApKsG4z71EJ9SPItocdvn61JJpkMkaRs8pVP9rr9ajXSYl6yy9T0OOtADxNqBA/0aPkf3+hpqzakVy1tCGx0396P7JiyMTTjH+3+NINHhAUedOQMdX9DmgAuZ7wSKsawrjBOX5PqPpSR3d6+MxQDJODv4IqWTTYpHdy7hnOeD75/rR/Z0flqhZiV3YOBkZOTQA7zbzyeIF83dyN3GKjM2pdraLt1b35q6WWNRuYAepNG9ODuHPTnrQBR87U8f8AHtFnB/j/ACp4lv8AY5MEZYKCo3dT3q7SUAZwl1NCf3Ebgn+90qZJb4lN8EYB+983SrlFAENo87w5uY1STPRTkYqaiigCuwt23AqSDweDioPsGnf8+qf98GpyWETqEfdzjArO8m+/6af99VcY362DkUtzUgSJYgkKhUHAAGAKk2j0FVI4pjYGPJSUg8k8g1EYdTxhbiLoOo796lhsaGBRtHoKpSR6gZXMc8QQn5QRyB3pvk6mOlxF1HUUgL2xSeVH5UuB6VSEWoeUQZ49+QQcdB3FDxagXcpPGFP3QR0oAu7R6CjaPQVRKagIpP3iFyPlC/wnPv7U3ydT7XMXQ5479j0oA0No9KMCqDQ6mQQLmIccfL3qRI74bi8sXK8Adj+VAFvaD2FG0elZ62+ooWIuY2LH+LOB9PSnCHUOc3EfU447du1AF0KoHAA/ClCgDAGBVSOK+Bi8yeMgZ8zA6+mKgeLUwcLOp47Af4UAadFZ6w6juObmMjt8v/1qZ5OqPG4Nyik5A46c8HigDTzRmqQhuzOrNKCgAGMkZOBz+eadDFcLdFnkyhySM8CgC5RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAlNYMfuttH0zTqKAKl2zxRgh2yfQcVn5zya0r7/j2P1rNrppbHHX+IKKKK1MAooooAwNcQrIswA5G0+xFXNLAktoEOMFyD+INGuReZZs3dMMOO3Q03Ryfs8O0gHzOK8fFw5ZTa6o6cMrVr9y8XdtMhUDJVgj/RT/8AWqxaYjgVI1LMeTxgZqpcFrZrpNxO7Drn/a4P61qRKFiVR0AFeNXlGnhore7udsVeo/JEbJIykyPjj7q0+AARKQOSOac5AUknAx3ql9vijjVIwZH6ALXFHnqQtFdTZLUuSLvQgde1QyXsMSAu/wA390cmq4W+uSdxECeg6/5/KnR2kVvJjyzKSMgnmrjSglyzd32Q7JDTc3V0SLePYn99qp6pb3Edk6LODJJyT3B7c1rhZHHzNtHotMuIENtKAOcE571rSxEaU1y6Ly/zKjKzRykGhnHmXcuc9l/qa2IIo4IhHEoVV6CorZpG8xHHyocKexqwAG6YGOea+khTi6L5mrkVsTUqVVvZfcA4bB4zzWPqsYV1Ydjt/DtWztO3zPuoO7dPasvV9skYkU8Aj8K4eV2vYqryyg4mJMMMD60wMVzg9eKssm8jgH60ggRVByGOcYPaoT0PFlScpXRB5jeX5e47Cd2Petzwxe/Z5mQ9Ac/getYjrh8AgA+tSWcpguo5B0B5HqK1py5ZJhRbhVSfoepDkcUtUtMuBPaLzkrwf6Vcr0D0GrC0UlLQIKKKKACkNLSGgAooooAozaakzyOZpF8wYIQ4xQdPHllPPl+9uznkcYqYjELyEuSMnG4jvWZ/a3/TJv8Av4aTdtzSFOU/hRabSlaNE8+U7TydxyRn+dKdKQvv8+bd/vU+J/tGmli2wupwS3T05qDbe4zFcp5K9xg8fiKZm1Z2ZK+mhoVjWeTAGMk5zzQdMBTZ9olx6g8/nTY1vSSTeRsB6KKakepFBm7jDHHUA455oAsfYV+zmHzZOTktu5pk2mrK5YzzLnnCtSObo3TCO5i8vP3e4/SoQbuRii3seQOQQOfU/wA6AJxpqA586XrnlqY+kowwLidR7Nz1plv9r3qn2yJwpBIA5xUph1Hfn7THt5429u1AANMUE/6RN83UbqVdNVBIPPmO9SuS3TJzn60CG/73K/8AfNMaHU+AtzGOmcr19e1AC/2WuGH2ib5gBy3pQdKUnJuZ885+brSiHUehuY/rtoEOo+Q6m5jMpI2tt4HrQA6TTxK+5ppAAoXAOPx+tM/stcYNzORnP3qXytSwf9IjzuyOO3p0oEWo5GbmPHGfl/OgBZNMSSHymlkKkMCScnk5p32BBEqCRzsBUE+4xTXjv2lkKzoiE/KCM4pph1PAAuowf92gCSWwWbaXmkBChSVOM4z/AI0n9nJ5Kx+dN8rZDbufpVqBZFiUSsGkA+YjuafQBnjS1EQj+0TYU5BJ5/H1q9GmxAoOcU6igBaSlooASilooATFGKWigBMUUtFACUUtJQAYoxS0UAJiiiloATFGKWigBMUYFLRQAmKMUtFACYoxS0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACUUtJQBU1EnyV9N3NZ9bEsYljKHvWS67XZfQ4ropPSxyV4u9xtFFFbHOFFFFAEc6CSMo33XG0/jWXpbeRG0R+/by8j1ANa7Z2nHXtWLPILXW1cj5JlBPoe1ceLgnG79DejLlkmXdfLI1rMnKs21gO46irR1B5PktYSzepFVbmzjuLW5+8HQbkAPQDn/ABqnpl5JY3n2eTJRyB/9evAlSi6fs93G53SqRpTTf2jW+xzTAtdTH12L0qjaRtbayqrKSjoWYN6elbj48tj7Gs63h36ozlQVWED8c1nQnzYapKWyCs5OcUjQMsY/jFRtKhlQjJxntUhdEKjIG47R6Zqt9od7hVMRCg/e9COxFc1HDylFzUXY1bLHmk9I2P6UhMjDHlgA+pqak71x88f5SjDts7ZF9D/OnoSIsjBbGFB6ZpqgLcTLjof6kU8crz82D+VfRXv73ob9CTzGQ75GEjsgR1UYTjvis/VzvgY8dM8DHerjD5etV9QUtbkeqkfpWrm5PUj2aSaMCigdKK5DyxkoyAc4APPHSmCPMHmq3zBsEfhUxAIwRmirUrIzdNN3Om8L3+4LC+ASMH69q6ivOLK5NrcrIDgdDXeadeLd2yvn5x19/evRoVOePodl+ZXLdLSdqWthBRRSUALSGlpDQAUUUUAViIG3AoSCTnANR/ZrL/n3H/fJqQ7xCyBG3c4I+tZ/2a9x0f8A76rKpNx6XNaav9qxfkSH7FhVIiXnAHpUCz2EcW3f5YYHg571Mm+DT/nQswHK9c5NQG2ilidntlLYZRtHBHb+VaLVGb3ADTvJZBKNjnJ5NQmPS92Tcn5Tn75HapQyiKLdYAlxlgFGF+tQpJATt/sx/wDeZQevamIl+z2EUhQzEMeCCeTxQg09Jnk88mQrhskjIH+FIjrOgllsVEvHLJkjr/hSQfPE8r2IWRnwVZe2etADov7PEqypOQw28FvwH86uNe2yttaVQap2IWZ8S2KRkDIO306Vc+xWxcsYUJPtx9aAA3tsG2mZQ2cY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alt="Особенности строительства трасс в прибрежных районах" title="Особенности строительства трасс в прибрежных районах" /></p>
<p>При проектировании дорог в зонах с высокой влажностью необходимо учитывать специфические геологические и климатические условия. Рекомендуется проводить детальный анализ почвы, чтобы определить ее несущую способность и уровень водообменных процессов, что позволит избежать деформаций конструкции. Использование специальных дренажных систем поможет предотвратить накопление влаги и минимизировать риски разрушений.</p>
<p><strong>Оптимизация выбора материалов</strong> играет ключевую роль. Поскольку влияние морских или речных вод может снижать прочность компонентов, стоит остановиться на высококачественных бетонных смесях с добавлением водоотталкивающих веществ. Это значительно повысит долговечность дорожного покрытия.</p>
<p>При возведении мостов или переходов через водоемы важно учитывать уровень их разливов. Установка конструкций на подводных фундаментах поможет гарантировать стабильность даже во время экстремальных погодных условий. Также следует учитывать экосистему и применять технологии, минимизирующие воздействие на окружающую природу, такие как мосты с &#171;зеленым&#187; покрытием, где возможно, что способствует сохранению естественной флоры и фауны.</p>
<p>Эффективное планирование временных рамок работ целесообразно проводить с учетом сезонных колебаний уровня воды. Исследование колебаний температур и их влияние на материалы обеспечит более предсказуемые результаты, избегая деформации или разрушений. Применение современных технологий мониторинга состояния покрытия также может увеличить срок службы магистрали.</p>
<h2>Геологические и климатические условия: как они влияют на проектирование трасс</h2>
<p>При проектировании транспортных артерий в специфических зонах необходимо учитывать тип грунтов. Например, наличие песчаных и глинистых составов требует применения специальных технологий, таких как дренажные системы, для предотвращения размыва и оседания. На глиняных участках рекомендуется использовать свайные фундаменты для поддержания стабильности сооружений.</p>
<p>Климатические условия, включая количество осадков и силы ветра, должны стать основой для выбора материала покрытия. В местах с высоким уровнем осадков стоит применять водоотводные конструкции – лотки и каналы, для обеспечения быстрого отвода воды и предотвращения избыточной влажности. Ветровая нагрузка влияет на высоту и форму моста, требуя расчетов устойчивости к атмосферным явлениям.</p>
<p>Сезонные колебания температуры могут привести к деформациям дорожного покрытия. Использование термостойких смесей и добавок в асфальт помогает снизить риск растрескивания. В зонах с большим перепадом температур стоит обеспечить Regular thermal expansion joints.</p>
<p>При разработке проектных решений для мест с подземными водами важно учитывать уровень их залегания. При высокой вероятности затопления проектирование должно включать элементы, способные защитить дорожное полотно от разрушительного воздействия воды, такие как подпорные стены и улучшенное дренирование.</p>
<p>Наконец, сейсмические риски необходимо учитывать при выборе трассы. На территории с активными тектоническими процессами рекомендуется проектировать дорожные конструкции, устойчивые к сейсмическим воздействиям, включая антисейсмические стенды и амортизаторы. Специфические местные условия могут значительно влиять на выбор проектных решений и используемых материалов.</p>
<h2>Выбор материалов и технологий для устойчивости к воздействию морской среды</h2>
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" alt="Выбор материалов и технологий для устойчивости к воздействию морской среды"></p>
<p>При проектировании объектов вблизи моря рекомендуется использовать коррозионностойкие материалы, такие как нержавеющая сталь, алюминий с анодированным покрытием и специальные цементы с добавками, повышающими водо- и сольустойчивость.</p>
<p>Бетон должен быть модифицирован полимерными добавками, что значительно увеличивает его устойчивость к соли и морской воде. Применение высокопрочных марок бетона (не менее М400) защитит конструкции от негативного влияния окружающей среды.</p>
<p>Геосинтетические материалы, такие как геотекстили и геомембраны, эффективно защищают от эрозии и служат барьером для воздействия влаги. Использование естественных и искусственных дренажных систем поможет предотвратить накопление воды и обработку грунтов.</p>
<p>Применение технологий защитных барьеров, таких как волнорезы и габионные конструкции, позволит снизить воздействие морских волн на береговые и подводные объекты. Эти барьеры помогут минимизировать эрозию почвы и продлить срок службы инфраструктуры.</p>
<p>Комплексный подход к материалам и технологиям даст возможность создать надежные и долговечные решения, способные эффективно противостоять агрессивной морской среде.</p>
<h2>Экологические аспекты: соблюдение норм и минимизация вредного влияния</h2>
<ul>
<li>Проведение экологической экспертизы. Необходимо реализовать всестороннюю оценку потенциального воздействия на природу в процессе проектирования.</li>
<li>Выбор маршрута. Трассы должны планироваться с учётом существующих экосистем, избегая участков с высокой биологической ценностью и редкими видами растений или животных.</li>
<li>Снижение загрязнения. Использование технологий, уменьшающих выбросы и шум, таких как современная техника для земляных работ и специальные материалы для покрытия.</li>
</ul>
<p>Для снижения влияния на подземные воды:</p>
<ul>
<li>Проектирование дренажных систем, которые предотвратят загрязнение и обеспечат правильный водоотвод.</li>
<li>Использование барьеров и фильтров для защиты водных источников от возможных загрязнителей.</li>
</ul>
<p>Защита флоры и фауны включает:</p>
<ul>
<li>Создание защитных зон около мест обитания редких видов.</li>
<li>Реставрация нарушенных экосистем с использованием автогенетического материала и местных видов растений.</li>
</ul>
<p>Обучение работников также играет важную роль в охране окружающей среды:</p>
<ul>
<li>Проведение семинаров и тренингов по вопросам экологической безопасности и устойчивого развития.</li>
<li>Разработка внутренних регламентов, способствующих соблюдению норм и стандартов.</li>
</ul>
<p>Контроль за выполнением экологических норм должен осуществляться на всех стадиях: от проектирования до эксплуатации. Ежегодные проверки и аудит помогут выявить и устранить потенциальные проблемы на раннем этапе.</p>
<h2>Системы дренажа и защиты от подтопления: подходы и решения</h2>
<p><img decoding="async" 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tUNxbJPEUJKjOcrwQaegE1NkijkGHUGqUa30DhMpNH0BPBAqyt3E05g5D+460WsBWl0yM5MTFD6dRVV7W5i6pvHqtbIYHoQfpS1SqNEOCZz4cZwQVPvxTvetmWCKX/WIG+tVX0uI5KM6ntzxWqrdzN0uxQoq02mygfLMD9RURtLofwBh9atVIkezZFVG6gmnvYyjbEjXIJHU1fMc4P8AqGppLjgxPx7U+ZMXK0R20C28QRST3JPc1Vl04SXbTlgQ2Mqfar2/HVW/Kk3j+635U7oVmLjC4UAentVO109ba4MwcszZ3Z7mrm//AGW/KjcT0Rj+FF0FmR3UTT27Ro+xj3qKys/srytu3GQj8KtAO33YpD+FOEU7dIWH1pc0R8rEpKlW0umH+rA+ppwsLk4ztFHtIh7ORBzQferg0xyfmm/ACpF0yAfeLt9TUusilSZnF1B5Ip0aSTH91GT7npWqtlbrjES1OAFGAMCodbsWqXczYtNduZpMey1chtYYQNiDjueTU1QTXtvAdskgDf3e9ZOTZoopE/0ozVSC7luWPlxFExwz/wCFJDZOJfNnnd39Bwv5Urdyh32+Jp/Jj3O2cHA4FRyQ3k8jAz+VEDxsHJFXFjVPuqB34FPovbYCvBaRRReXgsOp3c1PgDpS0ZpAGKKTNNaaNPvOo/GgB9FRfaYf+eq/nR9ph/56LRZiuS0VF9ph/wCei/nR9ph/56L+dFguiWiovtMP/PRfzo+0w/8APRfzosF0S0U0MGGQQQadQMRkVvvKD9aha1jJyAVPsanooAzRZTJfs4ffC6YIPUGo7yR2t4UWAvk7Wbrs961qhNrGWJGRnng0AY32SRGdEiL8go57D0+tOsba9Fynmlkijctjd97Na32VPVvzoNrH6t+dACXR3IqA5LMKnA4xVVQovFiB+6ucGrdADGijbqoqI2ig5jdkP51Y/Gjgd6AKwFynRlce9L9pZfvxMPep880vWgCH7XCFLNIFA654qVHEiBlOQeRVW+ijeBlZFJb5eRU1rCLe3jiUkhBgE0ATUUUUAFFFFACUtJRQAUtJRQAUUUUALRSUUAFFFFAC0UlFAC0lFFABRRRQAtFJRQAUUGoZ51hXLZJPQAcmgCao3mjjGXYD61X3XM/QCFfU9afFZxqdz/O3q1OxN29hn2mSbIt4zj++3AoFo8nzTysx9BwBVsKAMClov2C3crpaQp0jH4nNPPlxLnAAHoKdI4jXJ/Ko0RpG8yQfRfSi47BGhdvMk49FqejFFIYYpCAe1LRQAwxqf4R+VV5bJS2+JjE3qtW6MU7sVin5lxbn96vmJ/eXqPwqeGeOYZjYH271Jiq81ojncvyP/eWjRi1RYpapedPbnEy+Yn99ev41YinjlAKMDmiw0yXFMaNW6qM+tOzRSGUW07Y262leJs5IzkGpZJLmOZFEXmRngsDyKtUU7gVvt1v5rRM+1l/vDGamSVJBlHDD2pJIIpf9ZGrfUUwWkSRNHGNgbrto0AmzmlqpFaNDv2zOdw4yc4qMJqEZ+WVJR/tDFFgLrsqLucgD1NClXXIwQa5vxEbp1gincxx8ljGMgnsKnu7m8sdDt2ji2yHAbAztpAbuxf7o/Kjav90flWbDLfS6KXQj7UfukjiorK71CfTrqaSPEy5CIfagDX2r/dH5UbVz90flWLoM19JBM9wS2PugjHNQ6Jc6hNqUgud4UZyMcUAdDijpXOm41WTVSkYAtmlxuxyAKl1a9u4b9ooVcgx4XaOM5oA3aWsLV7i/ja0itlZtw/evjpWgYLiRIylyyDaMjb1NAFwmmtIiqWZgAOpNV4rQrE6SSu+/rzjH0qSK0hjiMYBZT1DHNPQAa7iERkV96jrs5qsL+SU4t7Z3Hdm4q6kMcYwiBR7CnYFGgFWW2mlkDeeyJ/dFTC3i3lzGpY9SRUuKKLgAFFFMd1QZZgBSAfQaqNehjtgRpG9R0pDFczf62QIv91adibk0lzFF95+fQcmofPnmP7mPap6O3+FSxWkUfIXLep5NTYo0QWbKv2aaTmWY/ReBT0s4UP3Mn1PNWKKLsdiL7PD/AM8x+VH2eH+4v5VLRSCyIvs0P9xfyo+zQ/3F/KpaKLhYi+zQ/wBxfyoNtD/zzX8qloouFkVks40cNGWXHYHilIuFztKsKsUUDK/2hlP72Jl9xzUi3EbdGx9akxTHhjf7yA0AOBB6HNLVc2oHMbspo23KH5WVx78UAWaSq/2ll/1kTD3HSmzX0EcRdpABigCLJDtcAchtv4VX1aXmMxSnzFI+QH9a0IY82yq3cc1F9jO4MXVmXoxXmgDOguJftSyh2kfkOg7elLPM734lDEqOPJz82fWtEWrKxZZArHqQvWgWZ8zzN43/AN7bzQBkNeTRM00cm9yDlT0X2rQ0u/lvpZCYwsSqMHHJPepxZkEkOo3HJwg5py2rp9yXaPZaAFmw88SdcHJqxVeEbrl2JyVG3NWKAFooooAKKKKAEoNFI+dp24z2zQBj3uuNbXhgitvNRWCu+7GCe1RL4iBnKm2Ii3FQ+7uBk8VdewDlm+zx7mO4tk5z2NV7XREtly0McspzuZicc+1AEFx4iIgIgh/esvy5OQD2zUNrrVxbxETp510zlWTdgDAz1rRXSIBG8Ys4lWT72GOTUD6CjzoSiiCMcR5PJ9zQAz/hJkLwotuzO/3hn7o9ac/iSL+0PsaRbpAcE54FWG0tCUcWkIeMYTk8ClXSoUfeLSHdnO7JzmgCsPEkLXBgELbwSMngcd6YvidTbtIbYqVbafm4/OrraZEwUNaxYHA5NNXR7aNQsdrHtHYk4oAlttSa50pb1YcFhkITVKXxGsdpFMINzMcMm7kc4zV42ZNsLcwx+UP4ASKgfR4X2BrKE7BhfmPFADG1+JZdnl98fepP+Ehj8tXMRG5N+M9s4p76NbzOXktIwx7hjTYtFijiije3jl8r7rMxz1zQBFP4iaK4Ea2pcHA3Bu5HSkfxNFEsZkt3BdScdcVdOnqW3G1h3ZznJ60DTUAI+yxYIx17UAVB4iH2hIzbna6bshunFT6VrQ1KaVPK2eWobO7NKNGtlcyLaoHIwfmNTQWQt2ZobaJCwwxHcUAUR4gZrnabU+Qc7Zd3XHXihPECtFI72xBC74xuzvH9KuLp6oAFtYeM45PfrUCaNCjArZQjByPmNAEC+ImMKn7IfOZiAm7sOpzUqa8JpIkgg3bl3OS2NoqaXTElQRvaQlA24fMRyetKdNTzEkFpFvQYU7iMCgCO01tbnVGsvKxgEhw2c1qSSBFyf/11n2+nJbTtNDawxyN1YE1dSJmYPMQWHQDoKACNC7eZIPoPSpqKM0AFLTc0ZoAWlpufrRmgBaKKKACiiigBCM1Xks4nbcAUb1XirNGKE7CsU/LuYfuOJVH8LdfzpVvArbZkMZ/SreKRlVhhgCPencVhqSK4yrAj2p9VXsoyd0eY29VNJi6iHBEoHr1osF31LdFVPtu0Zkidfwp63sDHG/H14osx3RYopglRvusD+NOyKVh3AqD1AP1FBUEYOMUZpaAExgcVUuLto5vIgi8yXGSM4AFWyQoJPSsy4Bkn863kaNiMMcdaAJF1S3WNTL+7Y9V9Kf8A2lbLGJN3BOMAc1UFnCD1bpjkZpPsiq6vE7K2Tk7exoAtyanaxvsZvmxnAFSC9t2Xdu6HHIqj9kiJZiHJOScr6ioobc/aWZlcRhNig9z60Bc07e9huXdE6p1yO1Iuo27FwH+51z3+lQQokQc7HJZQvA7VXSzUD947HHC8dB1osK5dh1O2mkVEY7m6ZFSSXsMUnls2XHUDtVBY7aCQOx6MTj+VVrlrffLPE7maTI4HY07MLo1RqdsYnkDEhOvFB1K3AQ78h+hA6fWstLISWoAkk8z124H0qZLLygFjlkC7drfLnOKQzR+3QeV5m8Yxn3pjahGYBJCN5P8AD0NUBp0CKfKEit1BPPNKbQ7AEkdXOd7beuaANCS8iS1EzEhW6Y61WRrORfNd2fIyA3aklhRxCg37I+xHX3qJrPkKjyLHj5hjk0CsX1urdVyrKB6CnfbId+zdk+1ZosIV3MvmK7dTTfsbAbvPfzD1bb7YoGbEcyyIHUjae9V9QvvsYjATe0hwBnFRKsP2eOFonZY+/T8abdqbjZsZkGMMpXPFAFuS7jiSNpGC+YcA54zTre5iuQxiYMEYqfrWfd2yXMEcQ8xFj6YFTWCx2cXlIrcnJJ9aANCijrRQAUUUUAFFFGaACiiigAoopaAEooooAKgurSK6hMUq5U9ccU64uI7ePfK21emaja+t0KBnwX+7xQBNFGIo1QEkKMc0+oLi7htgplbG7pxmm/brfzVj8z5mGR6UAWaKghu4ZmZY3yVODUwIJoAWkYhVJPalqrdzAIY1G5mIGB2oAfaLiMserHNT01F2Iq+gp9ABRRRQAUUUUAJRRS0AJiiiigAoxS0lABRRRQAUUUUAGKKKKACjFFFABRRS0AJRRRQAUUUUAFFFQXN3DaoXnlVFHUsaFqBMaa8ixruZgAO5NY51me8+TTLRpPWST5VH+NRnSJLpx/aF008mc7EOEUelXyW+ILk9xr0W7y7BGu5fSMcD6mmefrk/3baKAE92zWnaWcNpEI4ECL6AVYxT5ktkIxP7O1Sdf9I1EoCMERrij+wCEG2+uRIP4t5rboxS52Oxi/2VqCZMeqSE5/jGRSfZtcjf5LuKVRz8y4zW3ijFHtGIxYtceB/L1O3a2OcBwMofxrWimSaMSRurq3IIOc0ssSyqVdQynqCM1kTaK9sxm0uYwyf3Cflb8KPdl5AaL39rG5R5lDDgj0pP7Ss/+fhKzodURJPK1O1FvMD/AKwrlG981qRrbTDeqRsDyCAOaTi0MZ/aVn/z3Sj+0rP/AJ7pU32eH/nkn/fIo+zw/wDPJP8AvkVIEP8AaVn/AM90o/tKz/57pU32eH/nkn/fIo+zw/8APJP++RQBD/aVn/z8JSHU7LOPtCZ9Kn+zw/8APJP++RVKaFBq9sAqgeW3G0UATf2jZn/lulNa809/vSxn61Z+zw/88k/75FH2eH/nkn/fIoCxQaXTD0lRT6qcU3zbQfcviP8AgVaP2eH/AJ5J/wB8ij7PD/zyT/vkU7isZ/2qNfu36/iKin1ZLZQzXUTKT19K1fs8P/PJP++RVa+hhW1cGNAp4b5R0ouKxTl1DftjFzCVbqR6VKL5QMC5hwKsWltF5YcxJgjgbRwO1WPs8P8AzyT/AL5ouOxQ/tBf+fiGj+0F/wCfiGr/ANnh/wCeSf8AfIo+zw/88k/75FFwsZ/24H/l8iH4Ufa4z96/T8BWh9nh/wCeSf8AfIprwQhSfKTp/dFFwsUBPaHk3xI9jThLYdWuyfq1O0qGNrTlFPzHtV37PD2iT/vkUXCxRWbTMcyRt7mpVvrBBhZYwParPkRH70aH/gIo+zw/88k/75FK4WIP7Rs/+e6Uf2jZ/wDPdKn+zw/88k/75FH2eH/nkn/fIoGQ/wBo2f8Az3SpIbqCdisUiuRyQKd9nh/55J/3yKcsap91Qv0FADqMUUZoAMUYopCcUALikOBVC71m0tOGk3vnGyP5jVNrvVdQIFnbi1iP/LWXr+VUoN7hc15Z4oELyyKijuxxWXL4gt9zLaRy3ZHeJciiHQY2ZZL2eS5cc4c/Ln6VqxQpEAEVVA6BRin7q8xGQNT1RvmTTDtPTceaP7S1b/oG/wDj1bdFHMuwGJ/aOrf9Az/x6j+0tW/6Bv8A49W3RT512AxP7S1b/oG/+PVNZandSXAiubGWLI+8OVFatGKTkn0GRLcxscbgD6GpAwPQg01okYfMoqI2qA5RmT6GoAsUVW2XKfddWHoaX7Q6Y82Ir7jmgCxQaiW5ib+PH14qUEEZBoAzNXiaeJVCeZg5wGwQe1VVs7hjskIZXA3SZ6Adq2WhjdtzLk0n2aH+5QBm3i3GUjwsqNw7jqq+gqu9lKxaBQFj3bvMz146VtfZov7lH2aL+5QBhyWlxLDkARMmAoB64q/pcMkHnPcuDJI2fvZxV37NF/co+zRf3KAGNI0pKRdO7Ux41EsUQ+pPc1aVQowowKgi+e5kbHTigCxS0lLQAUUUUAFFFFACUtJS0AFJRRQAUUUUAFFFMlkKDO0t9KAKGoa3b2Fylu6u8jYOF7CmLr1s04j2uEJx5n8OfSmXun2l7dJcTQzeYoA+XocetC6daLcmbyZTk5CH7oPrigCqviMi++eIi1cEo3c4q2PEEBgLmKUSBtvlY+bNRRaRZRI6CGdg3Tcc7Pp6Uf2VZiDyhHcZ3b/Myd2frQBJJ4htY44HKOfOO1AOufSlOv263JhaOQBW2l+wPpUbaVZhomEMpMRynsfWq9vosCs7XCzSO7Fm9Mnvj1oAt/8ACR2qpK0iSII2CnI6570reI7FFV2LeWxIDY64Gahh0ixhG0QTOC247jnNPGl2IAH2aQhQQB6Z60AP/wCEgtvMhGyQrLnDDtT7PXLe8vDbRo4bBO49Krf2NZCYSrFOGXoM8Dip7OytbKZpYbeQORgk8/jQBNNq0NvdNBKrLhd289DVYeI7URs8sckeCBhhzg9DTjYWzzSSyRzSM4x83OB7VHFpVlGAPJmkIOcvyT7fSgB8viG1S2FwqO8ZfbkfzqybG0v3ju5It5K/Lu6flVGTRrCRUUwTAIcgA8VpRswjWKGNlAGASOgpp2AecLiKFQCPT+GpY41jGB17n1oiiEa8ck9T60/FIAoopaACiiigAooooAQ0h6UtFAEU0Uc8ZjmQOh6qwyKyZNGlt2Z9MungJ/gblTV2aN1uQyztknhB0pWgdJBK9w+ByV7VUZNAZ41HU7IgX9oJY/78HP51etdXsroYjmG7+63BpY4JXlMrTOIychPSqc+jQX1wXkGYx3Xg/hV+69xGwGz0pQawW0eeCRlstSmTvtclgKrSHX7G6R2uUuo2bHl7duaSpp7MDqKpTf8AIYt/+ubVRGuTwnF3YTx46lRkUwa3Yzalbv5uwhWHz8UvZyQXN6jNRxzJKoZHBB6HNZ87yyXskYlZFUfKF7mpUWM1KSqbQStAge4ZCvVh3pEimkh2CZlUdG7miwF6oLwZt2yM1XWKUoYUuHbnlz1FQXlnM1o0SXUnnHlGzyDRYDUThFGMDFOrOhtrmGINNeMzbfm9M0QW1xuLtcvt7A0gNClrNW3naf5Lpyo656UslvMJQFunLE5x2oA0abJ9xvoarWUsjyTrIxIVsDirL/cb6GgCnpP/AB6/8CNXc1S0n/j0/wCBGp7t2jtpGQ4YDijqBPRWdbiSKFZZZ2dpFxt9zT4LeaLc0tyzZHT0p2AvUZqjbRSq7s1wzIRwCai8wW7PuvAc9SzcLRygadGaxG1K0tQ2/Ug5PGM5INQwa1bwg7Z5rt2GVCrn8KpQbC50GcVDcXkFqm6eVUHXk1k+drOoKPKRbKMj7zjLGpoNBthJ5t0XupT1Mpzz7U+VLdiGPrbXLNHpts9w2OHPC/jTTpupXoBvrzy1PWKHgfnWykSIu1FCj0FPxS5ktkBSs9LtLPmGFQ3XceTVzFLRUtt7jDFFFFIAopaSgAooooAWiiigBKKKKACjFFFADGhjf7yA1EbUDmN2T8as0lAFfFynRlf60faio/eRMvv2qxRgGgCJbiJujj8akBBGRTXhjblkBqI22OY5GX2zxQBYparf6Sh/hk/Sj7SV4kjZfw4oAnc7VJ9BUNoP3W7PLHNRXN3CYxGsg3ycKPWrUahECjsKAHUtJRQAtFFFABRRRQAlLSUtABRRSUALSUUUAFFFFABRS0lABRRS0AJijFLRQAlFLRQAmKKWigBKKWigBKKWkoAKWiigAooooAKKKKACiiigApKWkoAjISLc5796YimQ+ZJwB0B7UvllpN0hGB0FNYmc7VOIx1PrQApJmbCnEY6n1pXfaRHEPm/lQ77cRRD5v5Ug226c8ufzNABhYEyeWP5k1Xnd4pYmdQWdgOf4RVlEOfMlPP8AKqtzcHzYW2goXxg0IC/t4xWXeWUE2q26yRIwKMSCvWtQVTm/5DFv/wBc2pptAU5PDlkTuiLxOOhVjxVRLK/hvZFgv8hBkmUdq6SqI2S37oV+6OferVRisZyza020vbwSqOwON3vR/auospB0t+OCQwrYdjI3lx9B95vSlYrCojjHzHoKOddgsYw8QJAhVrG4jI7Fc1JHr+nrl2aXce5jNaoAjQvKQSetMEImO6VF2jopFF4dg1KcWq2FyVkN1GF7Kxxg1YN5BOAIrmIoepDjNRS6dZXDlPssRXPzNiq82hacMpFBh26bTjFHuAaLTLGqpGUyffp71Gbq1tlJe4hz1JLiqLeH7GNPneb3w5p8Og2APmSWqn03HPHvRaHceoyHX7QPN5kybQ+F2gkkevFK/iO1KHy4p37HEZ4qxYw2rSzCO2iXy2wCq9avlQqNtAHBobh2Fqc7p2sXH2crb6dLJ8x56Cp5r7WSjsLGNAB0dga0NJ/49P8AgRqe6YR27vtBwO9Ckr6IDHjj1maNZWuII1cbiAPuUqaXqFwMT6nJ5ec/KME1pwZuYUbG2MgHA71I7lz5cXHq3pQ5sLGOdBikcK91PKw/i3YxUv8AYGmW6gCAu2cjLEkmtMlIECKMsegpUTywZJTlu59KXPLuOxWh02ytwZPIjyRzkZqeCNeqxrGo6AClVTMwdhhR0WnpIGcqvbvUttgPxS0UUgClpKWgAooooAKKKKACkopaAEopaKACkpaSgBaSlpKACloooAKKKKACkpaKAEoopaAEopaSgCrd2UV0I94wY23KR1FWRwKXFFABRS0UAFFFFABRRRQAlLSUtABSUtFACUUUUAFFLRQAlLSUtABRRSUALRRRQAlITgZJwKWqWqK7WmEyRuG/HXb3oAtJKkgJRw2OuKdmsPDGVnsleKNl2Zx1NIhvogW82R85zkdB2oA3SaMisENePHiGeUJjO4ryT6U7z7u1iyzmRjIFAbjPrQBuZpc1jFLszo3myAhgOBwfWnX0twLwhC6lf9WoGQ3qTQBr5orBkF9IWk82VcgsEVeParV9LOFgQu8atgM6DJzQBqZorCM96LnALtKv8JXjb61HNPdral4ZJG3NiTcv3fpQBvtIqkBmAz0pciueuFuZhFHO7iQAFCo6/X0qU3OphJQE6AlCRQBu5ornBcX32JFZjl34YDpVi3lvHukDO/mA4cYwu31oA26TNZl1LcHUvs8LHayA5/uVVmuNQSOUSIQVGAVGQfegDYkDyNt6IOp9aV8ooWNf/rViwzXbJCJ3kUH7uF6ntmlYX7vv8+Rc8lQKANlFESEj5m7n1pI4yW8yQ5Y9PashZ9QHmGXcFC/IAOSas6NLcyWchkySHITd6UAXZAXJ3/LGv61HJIrtD5cQmXP3h0WmzuwsmN1Hz3Cc1VsxNDpUpVWWRmOzj8jigDVGaqTf8hi3/wCubVT0mS9luN1yXVFTG0j7x9auTf8AIYt/+ubUAXTVHKPfSRxgrJgbm9qvVQ3xJfyhCWmIGVxwKaAssywqEjGWPQUIoiUvIct3NCoIgZJDlj1NIimU75PujotIACmVg7jCjov+NDMZWKRnCjq1DMZW2JwvdqGcRgRxjLfyoAHYRgRxjLdvalCrAu5vvHqe5oULAhZjlj1PrSIhY+bL+A9KABELN5kv4D0pCTOdoyI+59aUkznA4jHU+tEjniKHr6jtQAy0eNpJlSPYVbBPrVh/uN9DVWxESyXCx7i2/wCYn1q0/wBxvoaAKek8Wn/AjU8kqSRuE2yEdVBrPiEh0iQRZ3bj09KhGdyNZROhVQrNjqaLgaiiQxRoibMjn/Z9qkx5UeEXJ9Kx1F/HIWMsjkE4DLQsl08YWKaXLE7mK9DQBrxRlfmc5c9aTa0r7pOFHRayPOvbeJpJJXfaM4Yd/QVI63jsrNK67cMABwc+tAGpLvYhF4Hc1IiqigKMVl6lJOJ4kVnVcZG0dW96ikN9LNv85406EKOO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alt="Системы дренажа и защиты от подтопления: подходы и решения"></p>
<p>Армированные конструкции для защиты от наводнений играют ключевую роль. Использование защитных дамб и стенок из бетона или профилированного железа позволяет ограничить доступ воды к объектам. Строительство может включать в себя системы, способные адаптироваться к различным уровням ризиков.</p>
<p>Использование геотекстилей предотвращает засорение дренажных систем, увеличивая срок их службы. Эти материалы помогают удерживать почву и пропускать воду, что снижает вероятность повреждения конструкции.</p>
<p>Автоматизированные насосные станции могут быть установлены в низководных зонах. Это решение позволяет быстро отводить воду в случае внезапных осадков, особенно во время паводков. Регулярное тестирование и профилактика насосного оборудования исключают ненужные риски.</p>
<p>Комплексный подход включает в себя использование растительных систем, таких как фильтрационные насыпи и биозаводы. Они не только отвлекают воду, но и создают естественные барьеры против загрязнений, что также способствует улучшению экологии местности.</p>
<p>Проектирование систем должно учитывать климатическую специфику региона. Мониторинг метеорологических условий поможет планировать защитные мероприятия заранее, что снизит финансовые потери и обеспечит безопасность объектов.</p>
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			</item>
		<item>
		<title>Устройство обочин для дорог в жарком климате</title>
		<link>https://adsk.kz/ustrojstvo-obochin-dlya-dorog-v-zharkom-klimate/</link>
					<comments>https://adsk.kz/ustrojstvo-obochin-dlya-dorog-v-zharkom-klimate/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:45:08 +0000</pubDate>
				<category><![CDATA[Дороги в сложных условиях]]></category>
		<guid isPermaLink="false">https://adsk.kz/ustrojstvo-obochin-dlya-dorog-v-zharkom-klimate/</guid>

					<description><![CDATA[Создание эффективных берегов на автомагистралях в условиях высоких температур требует особого подхода. Применение материалов с высокой термостойкостью, таких как геосинтетические покрытия, может значительно уменьшить эффект деформации под воздействием солнечных лучей. Использование каркасных конструкций, укреплённых растительностью, способствует снижению эрозии и предотвращает разрушение покрытий. Идеальный вариант – это внедрение системы дренажа для отвода лишней воды и предотвращения [&#8230;]]]></description>
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alt="Устройство обочин для дорог в жарком климате" title="Устройство обочин для дорог в жарком климате" /></p>
<p><strong>Создание эффективных берегов на автомагистралях в условиях высоких температур требует особого подхода.</strong> Применение материалов с высокой термостойкостью, таких как геосинтетические покрытия, может значительно уменьшить эффект деформации под воздействием солнечных лучей. Использование каркасных конструкций, укреплённых растительностью, способствует снижению эрозии и предотвращает разрушение покрытий.</p>
<p>Идеальный вариант – это внедрение системы дренажа для отвода лишней воды и предотвращения накопления влаги, что особенно актуально в летние ливни. <strong>Регулярный мониторинг состояния покрытий</strong> и замена повреждённых участков помогут продлить срок службы и улучшить безопасность проезда.</p>
<p><em>Выбор местных растений для озеленения поможет создать устойчивую экосистему, которая не только украсит территорию, но и улучшит её функциональность.</em> Зелёные насаждения способны снижать температуру поверхности, что положительно сказывается на состоянии дороги и комфорте водителей. Применение таких решений обеспечит эффективную работу инфраструктуры и продлит её жизненный цикл.</p>
<h2>Выбор материалов для покрытия обочин в условиях высоких температур</h2>
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j7Ik7KTkZU9cc8/TFAF60sobTd5W/wDeYzls/j+Perlc5a6hdF5xc3Dxxt55R5Y1wux9vybeeAed3JOMZ5q5pF1cS3FzDc/aP3ewj7QqB/mz/c4xxx3oAj8Y/wDIr3//AFz/APZhRR4x/wCRXv8A/rn/AOzCigC14f8A+Re0z/r1i/8AQRWjWd4f/wCRe0z/AK9Yv/QRWjQAUUUUAc3PLFB45jkllWNf7NPzO2P+WtbX9oWX/P3b/wDfwVFeaRYX0qy3lpFNIq43OueKh/4RzRf+gXa/9+xQA26Gl3Mu+W7iV9uN0VyYy312sM+2enPrTZINGkbiaKP5QNsVxsVgPUKwB4457cdKk/4RzRf+gXa/9+xR/wAI5ov/AEC7X/v2KAIr77Ld+RALiyW2RgW/eDOB/CB0wRlT7EjmnzLpU1x5zzW7Pxn9/wDK2OmVztJ9yD0HoKd/wjmi/wDQLtf+/Yo/4RzRf+gXa/8AfsUASfaNM+1faPtNv5qp5e7zR06+tUbK10uL55rmBn855Pln+Q7nLDK52kjI5IzwPQVa/wCEc0X/AKBdr/37FH/COaL/ANAu1/79igCOOLR45FlWaL5Wyq/afkU+y7to9sDirMNpZNbbIYk8p5PO+Tu27dnPf5h/kVF/wjmi/wDQLtf+/YqL+yXs23aRKtt1zbvloWyPT+HnuPfg0AXRplmLn7R5Xz7t33jsz67c7c++M0+axt5TPvi3efH5cn+0vPH6mq9lqiXEv2edGtrvbkwv/wCynow9xWlQBRjtLO0ilZv9Wy4d55C/HoSxPHt0/OqkMWkQTJMk0XmR/cZp923IxgZY4Ht0rTuYEuYJIZV3RyLhhXMQaLp2n3kVlfWNrNBM2Le4ZRvz/db1Poe9AHR/2hZf8/dv/wB/BVSGeKfX2aKVJFW1/gbP8VH/AAjmi/8AQLtf+/Yqey0uwsGZ7O0ihZuG2LigC9RRRQAVXs/9R/wJv/QjViq9n/qP+BN/6EaALFFFFABRRRQAUUUUAFFFFABRRRQAVieJPv6V/wBhGH/2atusTxJ9/Sv+wjD/AOzUAbdZWpx+ffWMBeVUkZ9/lStHuwvqpBrVqvLbJJcwTHduhzj8RigDHjluLR5be1fzN195KfaJGk2gxBupOeDzjPPTjqJY7++mmW0R4EnV5FaYxEodm3+HcCM7vU9Pfh99pbSvG0DSq0l0J5XVgCnybcj8hxznvkcVJ/ZSqFZLu4jnVmJmXbubdjPBUr2HQDp9cgGedcuXWNYk2v5W9ttpLNv+ZlwNn3Pu989fbm3FeX8s0kJWCOdofMRWjYBDx8pJI8zryQBjHPUVKNJSMp9muLi3Krscpt/eDJPO5T3J6Y6/TC/2ZG3mK9xcSBozEu9gdiN1AOMnOByxJ96AKdhq1zf3LxW6RL5bZbfkbhsXocnPzH7wBGMHuMtXWLhfORnim2xhxMsEkaKCwUt8xO9QDu3AgYHUdavSaPaybt24qzbiu7sUEZH0Kj6+hpi6PGzO093cTMyiMl2XlQ2duAoGD0PHIJBoAhtNTu7mDUPIltb2SBR5LwLhHJGcffP86lh1VLq5uo7Wa3kWKFX3FvusS2Q3pjHTGR3q9HbpHdTzru3Tbc/8B4qOfT4Ll52l3fvoRC49gSf60AZcGrXU9ytpHLE0sjLtma0kjXBDn7jNlv8AV/eBxz7cz3E+qJeWsQmso/tGflaBn2FVyed4z+QqQ6Mpl+0Ne3TXPy/vjtyu3d0G3b0Yjp79eatNZJ5ls+991vnZls9RjnuaAK1jqiXDtFLuWXzpI1/dMEbazAYYjaTgdAfWtWsyLSxHOrtdzyRrM0yRNt2qzEnsob+I9Sa06AMP/mdV/wCwef8A0bW5WH/zOq/9g8/+ja3KACiiigAooooAKKKKACiiigAooooAKxvCP/It2v8AvSf+jGrZrnl8KWCDCXF8q/3VuWA5oA17qzgu1VZ0f5ejJIUK/ipBqJ9Ls5FiVonVY12/LIw3D0bB+b/gWep9TWVd+H9PtLZppbvUvLj9Llq1NIglttKtopd/mBfm3NuK55xk9cdKAESyzqEtw6RbDGI0Udx3zx+GOeBTo9OtY4JIRD+7lGH3OW49Mk5x6AcCr9Zup3kkbraWexrubpu6Rr3dvYdvU8UAMGlRPqM91MoYySKybWI+6oHzDo2CMjOcVMNNtfOaXY+Xz8vmNt+bqQucAnnkAHk+prPTwrahFDXuos3r9pal/wCEVs/+fvUP/AtqANBtLtWVU8raqRiNNjFNoHpgjH4VKLWBfIxFt8j/AFf+znisr/hFbP8A5+9Q/wDAtqP+EVs/+fvUP/AtqAL0elWqeaRF/rc5zIx+8cnGT8uTzxjt6U+1sIbRnaBGVnxvZnLs2OmSSSf8PoKzv+EVs/8An71D/wAC2o/4RWz/AOfvUP8AwLagB/jH/kV7/wD65/8AsworP1jw1ZwaNeTfaL12jt3dVknZlyFJooA2vD//ACL2mf8AXrF/6CK0azvD/wDyL2mf9esX/oIrRoAKKKKACiiigAooooAKKKKACiiigAooooAp3thbXyqs6bjG2UYHBU+xHIqgk15pPlx3W+7tN2wXA/1iem8d/TcPbIrbooAht54rqBZoHWSN1yrDvSXVtBdwNBcoskbdVas240ye3Z7jSZVglZi7xSZ8qTPqOx9xUljrEU9x9iuU+zXq9YW/i91PQj9aAILG5msLn+zdRd23Mfss7f8ALROyk/3x+tblUtSsYNSsZbWfdsk/u9V9xVKx1GWG/wD7K1D/AI+VXdHKq4SVf6Ed+1AG1RRRQAVzkmoal/bC6bp5tP8Aj3acmdW/56Fexro65u1/5HUf9g9v/R9AFvHiT+/pX/fMn+NGPEn9/Sv++ZP8a2aKAMbHiT+/pX/fMn+NGPEn9/Sv++ZP8aLZ7y7sor5bvy/OjEwh8tSi5Gcf3j7nIz2x0qidUv7tGmtv3MUdrHcvtYfxqWI5U5PHHAFAF7HiT+/pX/fMn+NGPEn9/Sv++ZP8aSXWHEc88VurQ20YkmZ5MPjbv4ABB49xz7c0+HV4pHsYWVVubhsSwb/nhOwscj6jHbrmgBuPEn9/Sv8AvmT/ABox4k/v6V/3zJ/jSLriv9mVYtzzTmNl3f6sbmUE/XHApLfX4p4rPy4WaW4Yr5fPy4Vj94gA/dx+NADseJP7+lf98yf40Y8Sf39K/wC+ZP8AGlsdV+0Xf2V1jDeW0itEzMmFIHUqP7wxjP8ALOxQBjY8Sf39K/75k/xqDT1bxHoVjd3TtDKsnnDyf4WUsB97NdBWD4J/5FSx/wCB/wDobUAX/sFz/wBBa9/75h/+N0fYLn/oLXv/AHzD/wDG6v0UAZVjcyx3kmn3kvmSr+8hfbtMkfvwBkdDj2OBWrWbqVvLJElxa7vtNu29F343/wB5D1HI49jg1Zs7mK9s4rqD/VzKGWgCzVLVGlTTLloJfJlWNij7c7ce1XajkjWaJon+ZWXBoApR2lw8Ss2rXfzLn7sP/wAbp32C5/6C17/3zD/8bpdGJOj2ZZmZvJXlvpV6gCh9guf+gte/98w//G6PsFz/ANBa9/75h/8AjdX6KAKH2C5/6C17/wB8w/8Axuj7Bc/9Ba9/75h/+N1fooAofYLn/oLXv/fMP/xuq97DcWljcXP9qXreTG0m3bD82Bn/AJ51r1Q1v/kBaj/17y/+gmgDBsW1Y3Kan/Z8txJJb7E827jHyk7uixitT+0da/6Aaf8AgWP/AImrmkf8gex/690/9BFXaAMb+0da/wCgGn/gWP8A4mj+0da/6Aaf+BY/+JqZp7y6mnSzeKNYJPLO/nccA/1qjLq91IVFrDt2xtJJu/h2sVP8s+9AFj+0da/6Aaf+BY/+Jo/tHWv+gGn/AIFj/wCJp0+sxwRSyiJpoYVUyPH6sMjA6nOR+dTT6tBDu+8223M/y/3Rj/GgCv8A2jrX/QDT/wACx/8AE0f2jrX/AEA0/wDAsf8AxNST61awXEsLbv3apvbsu84//XStrER83yE85YpNjPuCr0B6n60ARf2jrX/QDT/wLH/xNH9o61/0A0/8Cx/8TWlaXEd3bRXEX3JFDr+NT0AY+k6nPe3V5b3Fp9llttmV83fu3ZPoK2KxtM/5GfWv923/APQTWzQAUUVR1K7+yWu9U3SyMI404G524HX/ADigCrIRqWqrEvzW9oweX5jzL2X04+8ffFbFU9PtTaWaxM7SSfed2/iY8k/nTr27is7V5pei9h1Y9gPc0AR6jfLZRLtTzJ5G2Qxd3b/AdSewpun2RtUaWd/Nu5eZZf6D/ZHYUzT7WVpmv77/AI+ZF+VO0Cf3R7+p7n2ArToAKKKKACiiigAooooAz/EH/Ivan/16y/8AoJoo8Qf8i9qf/XrL/wCgmigBPD//ACL2mf8AXrF/6CK0azvD/wDyL2mf9esX/oIrRoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqd/YQajB5U6n1R14dD6g9jVyigDFSS90dVS43XdnuwJusqDtuH8Xpkc9zVieCz1mxVkfzF+9FLG3zI3qD2NaVY11pckcrXWlS/Z7lm3sjZ8qX/eHb6jmgBdJvrjf/Z+qbVvk+6R0nT+8P6jtWxXMXJt9ZeKxvt9hq0OXhdfX+8jdCD6deD6Zq9pOrfaLiWxu08nUIPvpzhx/eXPY/59aANmubtf+R1H/YPb/wBH10lZ0dhZ3C+bPaxSSfMMvGCcbjQBo0VS/sqw/wCfG3/79CsvS4o4PFGpxRIscaww/IvA70AX20pPupcXEcP/ADxSTC49PUD6H6Yom0i3mdmLNGrKEdIm2h1HQH/62K0qaTt5NAGdNo9vIWAaWOORQkkaN8rgDHP4cfSrclpFJJBIV+aBt6f98lf5Gs3T7W2v0lvbq2il+0Sbot8YOEHC+vYZq7/ZVh/z42//AH6FAEUej2kSqEVvlm8/O7ndkn8uTxStpVq9nBaMjNDDnaN3qrKc/gxqT+yrD/nxt/8Av0KP7KsP+fG3/wC/QoAZb6ZFDcrcebLJMsZjzI+flJBxjp2rQql/ZVh/z42//foUf2VYf8+Nv/36FAF2sHwT/wAipY/8D/8AQ2rR/sqw/wCfG3/79Cp4IIraJYoIljjXoiLgUATUUUUAFY8GdO1d4fm+zXrF49qcLL/EMj1A3cjrnmtiqWpWS39m0JO2T70b/wBxx0YfSgC7RWfpd59ttsybVnjYxzIv8Lj68+49q0KAM3SUWK1liVdvl3EvydMZckfoQR7EVpVnWRYajqMTKy/vEkVv7wKBf5oa0aACiiigAooooAKoa3/yAtR/695f/QTV+obiGO5gkglXdG6lHHsaAINI/wCQPY/9e6f+girtUE0u3jVERpVVV2hfOb/Gs/WFOnQ2txbSy7/tEafNISGDHBzQBemsJfPaW1umt97ZddobcemefaoJdHH3be4eH92Y377gTk/iSTWxRQBky6Opbalw6wNsLp/e2Yxz26CnS6NbySzyRfuWmhaF9nuc5ojtluLy83vKPLkXbtcj+Basf2bB/fuP+/zf40AVX0W3IUK7bVVV29d2G3c/U9abJosTTtLE/l7m3bNgZPuhenTPHX61c/s2D+/cf9/m/wAaY9jAiMzS3G1f+mzf40ATWVutpZxW6vuWJQm4+1Wa4We8a2tIJ2u/Le8mfZJLLJ5ccaew5yf6+1OkvL5o8wPDugszdTt9okcOAT93B4yBnn1oG1Z2N3TP+Rn1r/dt/wD0E1t1zWirHb65dBXd/tdvHOC7bio6YJ/l7V0tANWCse2/4mGptdt/qrXdFDuUfM/R2Hf/AGe3eptXmcRLawf8fFz8ifLnaP4m/AfrircEEVpbJBEqrHGuFWgQs0yQRNLKyrHGuWY/w1nWsL6jcrqF0jLGv/HtA38P/TQ/7R7eg9yaYn/E8ull/wCYdC3yf9N2Hf8A3R29Tz6VtUAFFFFABRRRQAUUUUAFFFFAGf4g/wCRe1P/AK9Zf/QTRR4g/wCRe1P/AK9Zf/QTRQAnh/8A5F7TP+vWL/0EU3WdSk06KBobf7RJPMsKp5mzk574PpTvD/8AyL2mf9esX/oIqv4h+/pP/YQj/k1ACf2hrf8A0AV/8DV/wo/tDW/+gCv/AIGr/hW1XP2mtSzTxAvat5kxj8mPPmLyRk/TqaAJv7Q1v/oAr/4Gr/hR/aGt/wDQBX/wNX/CrH9pp5u1opVj3Ogl42sy5yBzn+FuoA469Mth1lJbbzVtrhW8xY1ibbvYsoYfxY6HuRQBD/aGt/8AQBX/AMDV/wAKP7Q1v/oAr/4Gr/hU41VSFCW08lxuYNAu3eu3Gerbe46E9friN9ZRXi2Wl1Mky743TbhgBk9WB49xQAz+0Nb/AOgCv/gav+FH9oa3/wBAFf8AwNX/AAqS31m3ntGudksaqqvtbBLBvu/dJHPoSCO+BTzqyJFIXtp1mjZEaD5d/wA5wv8AFt5+tAEH9oa3/wBAFf8AwNX/AAo/tDW/+gCv/gav+FWIdVtZjBu/d+dGZV8zA6ED16802PV4JPIbyphHcbdjtj+Lpxnd3xkAj3oAh/tDW/8AoAr/AOBq/wCFRzatrMEEksmhptjUuf8ATV6D/gNXLbVI7meONbeVUlUvHKcbHA/HP5gVNq3/ACB7z/r3f/0E0APsrgXdjb3Gzb50ayY/u7hmrNUNE/5AWnf9e8X/AKCKv0AFFFFABRRRQBUvbOG+g8mdNy9Qe6nsQexFc3q9jqNkiPE/mJb8xXnWWIf3W/vL6nr7V19FAGJ4b1yPWbNidi3MbbZUVv8Ax4exrTs/9R/wJv8A0I1j6j4dSW8/tDTJjZX6rww+4/8AvD9P5g1p2VxFJHhH3fef8M0AXaw7FX/4S3U32t5fkwjPbPNblYegSvJqGtB23bbzA+m0UAblZusPIbb7LB/rblvLH0P3j0PQVpVlQM1zrE8p/wBTa/u04/iPLHr6cdKANGKNYYliT7qrgVJRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGNfP/ZuoxXfzfZ7lhDP83CH+F/b+6eR1HU1s1XureK7tpLeZN0cqlH+hrP0O4fy5bC6f/SbJgh/2lP3D+I+nPYcUATJuTWpN23bLbrg/wC4x/8Ai/WtKqM/y6nbH+J1dPw6/wBKvUAFFFFABRRRQAUUUUAFYvicKNHaeT7trIk+B/FtOcVtVleJIHufD19En3mhP6c0AaSPuRW/vU+oLWRJbaJ0bdGygq1T0AUNO+d7qVvvNcMP++flH6Cr9Z+jc2Kyt96Zmk/76Oa0KACmOgdGRvusuKfRQByEFvPtgSzSJrrTpJB5MrcSRv3B/r/jTR4f1CBZPJ8iSS7heG5/gWLexbcvrjOMe1b99pi3MqXETtDOn3XX+tZcWnapPLLBeanuiCjfsX7wP/6uaWxbs9bkmjxiTV5ZYn/dW1utru/vle9bzusaM7NtVepqO1tYrSLyoE2rVDUT9qnj0yNvlkXfcbZNrLEO3r8x47cZ5oQpO70DTE+1yy6o5/13yQ9fliH19fvdPSmXTtq901lA+20jbFzKP4z/AM8h/wCzfl1ziTULmWe4/s2yfbKy5mlX/lgn/wAUew/HtzetbaK0tlt4E2xxrhaZJKiLEioi7VXgAU+iigAooooAKKKKACiiigAooooAz/EH/Ivan/16y/8AoJoo8Qf8i9qf/XrL/wCgmigBPD//ACL2mf8AXrF/6CKr+Ifv6T/2EI/5NVjw/wD8i9pn/XrF/wCgiq/iH7+k/wDYQj/k1AGzWPBpc6pHFJdo0UUvmKFhw/XI53EfpWrI2yNm9FrHh1Sa509bpPKj3bRhlZ3zjJ+Ucn2Hpz7UAMvdKvJI/KtrtFXzmkT93yu8ncc7ucCRsDA7c+qw6XcRtKrTRf6xJoWSLAV1XZjbuPG0L3HJpkeuSbRvt3f9yx+SJj8ysy8j+EHGeenSll1eePyJdsTxyLHvRI2Y/Pjq3RevAOcgdeeACwmmzROs8Vwn2nc5dmhynz7c/LuBH3R3Pf8ACWPS0jSzQStttY2j/wB7cMVU03V57uzkeVIlZYVkG5WjHzfXJI/2hwasadqEtwblJ15hVXz5TR7gc9m57daAILXRPJsZLczJ8yIgaKLYPk5BIyck9zkZGOlLNpt3LdJL9oh3MweRvKOz5PuDbu9Tuznqq1HFqdxHHYqwSSS9haRWf5QhyuAfYBvqT9aItWuriWeKBYo2t/MLmWNsOFdl+XkenJ55oAksdI2JB9u8qZoFeNf3fGC2Q3OcHApkegmPyB56ssLRnLRfP8mON2eF46AfiehS31mee+WMRKsDMicqf4kD/e+7nnG3GaXT9Rv79V8uJYxNH5iO8DhU6cHJG7IPUY6e9AFi10aG3uYLgP8AvY1be237+7+X0FWtW/5A95/17v8A+gms+zvb2RdOuLh4sXTbPLiUjqpbPJPTH61oat/yB7z/AK93/wDQTQAzRP8AkBad/wBe8X/oIq/VDRP+QFp3/XvF/wCgir9ABRRRQAUUlLQAUUUUAFUbCMrb2ZP8NuE2/gP8Klviy2M7L1WNv5UjH97a/j/6DQBarI0S18mfU5t+77RdMcf3ccVrVjeF7h7rS5JpfvtcS5/76NAGje3H2W2lmxu2rwo6sfSo9OtPsdmkZ+aTl5G/vOeT+tQXRNxq1vaD7kS/aJfl98IM/XLf8B96080ALRSZooAWikzRlaAFopM0ZoAWikooAWikqGaYQrubc25sALQBPRTBINu5vlqFLuKVtqfMvPzduKALNYmtRSW8sGq2ysxtvllRf44j16c8feHX6VpS3dtDB50kqLGv8W6o3u7d0lX/AFiLHub5cjB7fX2oAhu3in/s65ifcrTDY6NwwYH8wa065CC+itoJ9P3v5Kss1szfLtj8wZj55+X8eD26V1BuIAyq0qbm6fNQBPRSZWjNAC0UmVoytAC0UmaWgAqpqQZ9MulX5maFsD8KtZozQBnaAMeHtOB/590/9Bq7PL5MEkv91SfyrK8KSPL4etTI24/OPwDkD9Kv6nIsenXDN/zzI/PigBNLjMemQI3/ADzFXKgtk8u2jRvvKoBqbNAC0UmaKAFqnbbv7Qut391P5tVuqluMahdf7qfzagCS6uI7W1luJf8AVxqXP4VjpNPax7VTdql+2/awH7odPmx/Co9+T060msXSPeJCV89IGDeTj/WzEfIn4fePYcE1f0yxNuGuLhvNvZuZH/ko/wBkdqAJdOso7GDYrNI7NvklbrIx6k/54q7RRQAUUUUAFFFFABRRRQAUUUUAFFFFAGf4g/5F7U/+vWX/ANBNFHiD/kXtT/69Zf8A0E0UAJ4f/wCRe07/AK9Y/wD0EVS8SyRQrpckrrGi6hGzMzYC8NUuhFRoWnf9esf/AKCKtyQRTrslhSRevzrmgBja5o5XDapZbW/6eF/xqj9o8PbFVdQtF27cFLvBG0bRyGznHGepHBq2bCxH/Lpb/wDfsUwWFif+XS3/AO/YoAiguvD9su2K+slVlKf8fI6Eknv6k1G0/h5tub602rt+X7X8uVxg43YJGBz1wMVc+wWO7/j0t/8Av2KcNPsf+fS3/wC/YoApQ3Hh2CBoV1C0aNlCYe73/KOg5Y4A7U+2vdAtTI0Wp2m6XG9nu95bHTJLGrf9n2P/AD6W/wD37FH9n2I/5dLf/v2KAKFrPoz28VtLqFlMyqYIts4zsJGB168L78VoHS7Z/wCB1+90lYbtx3HODyMk8GoZ9LsZonT7NCu5fvLGAV+lS6TcvPbbJ/8Aj6gby5vqO/0I+YfWgByadaJc+eqPv4O3zDsyBtB2525wMZxRHbWdgry7vKjRerynYi+2ThR9MdKv01lUrg9KAMP7bowkswmq2SwWvKJ569cYHfsM0/UtY0yXT7pI9TtGZoXCqs6+n1pum2Vn9giV7S3aSP8Adv8Aux99eD+oq2NPs/8An0t/+/YoAbozt/YWnbf+feP/ANBFXCWNMwqIqr8qrwq0nzCgCXewpd7baiBy22pKAEO4/NSh8fLTQaAF3bqAJMtSb2NAPy03K0AQ38jf2ddf9c2/lQdz+R/d/i/Kluk8y1lRf+WikfnTZiwWJV/vAUATVT0OOK20WIr8q/NI/wCJOTUk0rQwSv8AxKpNZUcskuh6dZMnly3a/vEZT8sfVvz+72+9QBoaXHuilvWTbNeN5h9dn8I/BcZ981cxR8opaAE6fdoAb71I8io2zenmf3arnUbZFbdN80f3lXr+VAFghqXZVCbWbaGeJPnZZFzuWq41ieRV2wpG3+02f8KANYBh/H81Lj/brGfU54p2d/lj/uN/P15qs8v2tdn2h/J8z+KT0Hr170AdC88Q37pf9Xy3+zVKbWbOBVZrjcrfxL0rH1m7/suDzbuGJpv4NnXPbJ7471xE93LOzMz7VZidq9OaaXcLN7HR6r4qvrqdodPd44V/iVeWFYk9/qMjbmuJW+X+JqzxJKjblmdaf58hZWZ/u/3fatOa2wvZSe5vOMaczyTP9ojkaN90n3sccVnw7xPstN7XDf3W7elQCR3XdJv3SMTu7Z9/erukxXkN9FeRRfuIWG5/73tWblfQtU1G7Z09jbeeyou/b/yyXp/nHqasXe1FW3tpkjhjY75d2Cz/AIfkKkfbaRPt+WeZc+vlA9F+pqhJJiVVaF9vB9dyfzNIkqaiEurXbbP/AKTCrbH3ZHQ/Lz6g/nWjA7I0TyJtZV3/AD/wj14/KmArM22OFI933egqADY2zY7KrEfN0VBz/PrQBaSSUXX+jPuWZhvbdyw9fb8Kkj1CePyoGm+br7sM+pqrJ/Ekn7z5TtVWx+R/p1qZN8+1lmf5Vz8y76ANA6m8bM8qfK3GxVO/NEGto8TM8L+Z2Vf/AK+KyYI1K7YoZWaPAV1bue9S2cDSQN5//Hsvz/7x9B65xQBq/wBrwbVb5938Sr/D9atpexSStGsu5lXJrnJrhfNXc7rIzbFVemMevYfrSgx2S74HRlaP5UVvvUAdOHWRd0b7l/2aQ/KvzVyo8oRKjO8a7vup9xT+dXDevuWVnfzG+RU3ccd8UAaXh6dZLa5iVNq291NEP++s/wBan1o/8SyVP4pMIv1Jql4akVkv0+TzVuizqn+0B/8AXqxrs3k20G35pPtCYX+9g5oA5JEurieVYpn+X+9J74FOghuJrNrhbh12sR97/d/xp1u1xbzz7LfdNJ9zuPvZz/hSQm9tFi/0f70nybl+8WIx+e2vR5l0Z5PK+qZaOmzhXP2uX5ZNgbt/D75zz+lRaa88euRRSSu22Tb96n/8TabyP3O6SNWKt3+bufcdqlsrC/OsRXU9vt+b52/Dr+P86m+juy+X3lZHV9fvVk6hfrpa3ly3zN5aKif32+bArTJxVWNFkvp96btqofm9i1cB6ZR8P6ZLBEl3f/8AH3J2/wCee7r/AMCPc/QDgCtocUZqNzsbbQBKT/t0n/A6jc/doNAFXVreK6git508yGSZcr+NM/4RXQ/+gen/AH03+NS3P37X/rstalAGMfC2iD5msU/76b/GoYPDvh+4TdBbRSL6pKW/rWjqYZrPhdwEiF/9wMN36Z4qhJ9nvJGeyf8Aci3fe9vIU+bIK8rj/b/yaAJP+EV0P/oHp/303+NH/CK6H/0D0/76b/GquniVbhBJLcNEY42+Z2f94VJ5yT8vt64qGG5BaDzLuXyGjX7Y3mv8kmDxnOU+bHAxQBof8Irof/QPT/vpv8aP+EV0P/oHp/303+NacPywL8zN8v3n6/jU1AGF4Z/d6FAi/KqySKP+/jVq5b+/WT4b/wCQOv8A10k/9GNWgHw22gCrrzsdA1H5/wDl1k/9BNFQ68f+JPqP/XrJ/wCgmigRZ0BF/sLTv+vWP/0EVZm+Rtq/dqvoBxoGnf8AXrH/AOgir5GaYyk5agb9u6rbj5agIb+KgQxJKkMlVXTDU7NAE6OxanZqEHC/K9Sb120hkgqm0n2PVYpG4huf3bN/00/h/PkfXHrVkPj71RXsSXNrLA38S/r2/WgDSoqnp1z9rsYpW+WT7rj0YcH9auUAZVr8lzeQ/wAMcxK/8CAY/wDjzH+VXVqnOPL1Vm/56Qr/AOOk/wDxVWUOVoAU0zLD71LTGoAf0apM1A5+7Uin5aADNM8zH3qV925dr/xVjHWNOk1P7FLcbRuwW7MfTNAFTUPFttDdLb+S8kEf+tbu309R/Otq2xDdbUi8uGZQ8O3pjAzn3yfyFYPji1ndrN0SL7Mv7sY+/vP9MflzWrp9o+m2MCSyvJc7cBWbIjH+A/WgDSuZ1tot8n3eB+fFJc8NF/10FZ84/dSsv3mZAzN/F8w5/wA/0qTU7iJ4mRZUb5lxtb3pXuNqwt1eK+nTskL/AOrbKt8pUY681Vsbl2na4XZJHHGsKbW/ujnjHr79KZqBVNOnZt8irHj5vc/5xU1rbxWltFap/q4Yxjd14/xqOdmnKid57pkVd6LIrfMyrx9Oc1nahdqVlgWZ90igvubt6L7n+XNT3UrR7VRN0235V/mT7fz6VVthFbWcU8qeZNI37pXX7z925oV2J2RYku1srXYvzXe3LM//ACzz6ntgVRj2Sbnlh8xo8O+xvvf5HWnXKIWaWTzVkkyd69enXHTp+NRSfIzPIn+4yfxe/tn9a0MyZCgi+XZHHx8r/MV9M/4UqDz/ALqJ5MjH/gX1HXmogVKxT7Nu2Q/Ju5V/8B71LHJlmdkeNVYbWf3/AEoAbHL/AAyI8dwykI3+ewq3bBreD7VP80cbbIV243P/AH6pPLvuom8l9qrlvp6//Wqee4aR1laF2h2jYv8Ad9vbPvQBzPil2N1Em9NqqDt/vbu9YddTq9nc3vzx3HlxyKE8jb/nihPt6WK2iw6fcrDgfOvz/rRqaJpHKfNVh7OeBd86bVrW1DSr+7vlli06K09YkkGz5ev0pp065u23NDDbbW+5F1x9O/tUu5rCcepZ0OCK90ydJdit5ynd7cf0zXR2ataWLXcsXy/8sIv7vvj0FUdH0O1XdK7OsEfDl2+9+Hv2q5dSNNc712KyrsQL/AnoaaMZu7K7zvcM2/8AeKzc9ufrUxkV/wDW/u42YBVib+v9Kh3yxyyts2xqw3Iy4PP+NKP9GnXyt87Ln9fbPfr7UyBrI/ntcS+bHGrDd8u9/apLnb5TLIjsrLltvViv+fxpgeSCXbIn8X3mbG49cfX3pJkUbmjfy2Vfm6uaAJE+ym1aVtke37zLycH2pJ3Q7l87y15C7P8Alp/hxTJhmJdvlbdwK7PkLf4Dv9KkkDvFaq3lR/u/kZevH9P5igB8dorrBFGm6RsBf3mPkx7elFzIgi+y20LtBb872X7zjrioxPLbWsrR7187+FWB2j2+tIkS7lb5442jyvzY4/xoAZDbb1/uyM2fbnt/9eiONvNaCN/lVcO3l8ZP1p3zpKyfP5e0FfX2OP8APNLN8itt81l+58rZPsM9/X2/CgBw+zRtukdPlbCsi52n3/z60+aJR88f7xpMb1X/AD9KqQBkZkkfyI1X7i/r+PFSkJJtf960arsLKv8ArPSgDU8OxJHqOp+Xv2syH5voR/Sk8UYkjs4F+80hbAOOAp71U8NRSJrV07PujaEKn/AW/wDr1e1iJbnU7KLf/C54/D9KAKGnpFt82RP3S437v4n7LSTyPPdwSyP8y3kOPk5YFh6dvr0xTrza8sTRukdtH/49nqT9f5UlvbtsjuG+800Oz5fup5o/n1/Kk2NK5b09F+w7dn3t3/Auc1M0j/8ALOby2b5B6L9BVbT5MWcW3+Fm/wDQv8/hU5O/+Dd3/I/5/nWVzXlJjPOm3bsZdo+9x+Z/+tTLS9Wa6nfY/wDqxnb833WYfjnFMMjP8zf8CVaq6eZYrq6+SWPsv+187HP/AI8KpTJcDZS6gf5d/wA23eV/uj3pZDn5qohN+5mT5WU/K3TH/wBaucfVpW1P7RH/AKtfk2/3h7/56Yo5zKrKNJXbOwPzqu2nFMLUFldwXMXmxP8AK38P92rIfNaBuU7lXAidYXk8uRX2r1/WpZNV8uJnksbtVVcn5V/+Kq0Ko6lturmDT/8Ant+8l/65r1/M4H0JoGaET741fay7lztNRXd3HZwebL3YIqr1Yk4AFWCVVct8oWsu1/4mF39vbm3jylt8v3s9ZPx6D2570AStq4HWxu/++V/+Ko/tcf8APjd/98r/APFVdxRhaAKf9qf9ON3/AN8r/wDFUf2p/wBON3/3yv8A8VVzFGKAMjQopINMiSdHjk3Odre7kj9Ks/xbqu7Fo8tf7lAGProzoWo/9e8n/oJoqzr0a/2BqPyf8usn/oJooAy9D1G8/saxWLR7ieNYURZPMjXdgYzy1Xv7S1H/AKAN3/3+i/8Aiqf4U/5FnTv+uIrXoAxm1PUT/wAwG7/7/Rf/ABVNbUdRP/MBu/8Av9F/8VVqS7uHnkjt7VJ1hbbIzS7OcZwBg54PcgVHHrdjIm4faNvl+ZuNtJjb6524xxQBWN9qJ/5gN3/3+i/+KpjXOon/AJgd3/3+i/8Aiq0pNStY3272ZtxGI42fp16A8DPJ6A8dafDqFvcSeVE5Zv4W2na30bofwNAGQtzqQ/5gd3/3+i/+KpkuoXcDxG60q4hjaRY95kjO0scDoxNdNWV4iGbGAf8AT5b/APo1aAJEKuu2nFMVT1O7i0uLcz7pG+4n96sv/hKZP+fRP+/n/wBak2kZSqxi7SZrW+211ZkX5Y71d+3t5i9fzX/0GtmuOudeiuLVWaF47iNg6bW4yPf36GuosbpL6ziuovuSqGovccKkZfCytfDF9av93duQt/IfzqZB/DTNUGIoJf8AnncJ/wCPHZ/7NmrGzFM0IRwtBHyVMI6XYtAEGFKruozj7tTeWtVmVbxGiifbHyHdPX0H9aAIIruDUbqW1ilX923731b2H9a47xTbLY64v2W0+zx7VKMq8SP7fyxVW7ZNH8Rs1nuk+zTceb1Y9x/hXd/KR/aV8rx7V/dwtzs/D++f/retAGdKL3yGfU9jXC2Mj7E6KRgZz6nv+lXhtP3t7SSfxVQu2ujLO86O32m3aFFTkRZxgH+rVeB+9u+Vl/u+lZyZpBBv85F27N3Rl253UxFXzdyW6L82R8oqUybIPuP8v91e3/6qQvldrfN0O7+7UlkbupX+NZKLqVY4mfZ8zfdXd95+2Prz+FLI/kxNLI6Rqq/M3b/JrPiZb65XejrJI3yrzhE7n6+tNK4m7DoI2/ezXU26KPmZ9v3j2Udx1/rVa6l+0T+e7yxNuxuVfQfd+lSXotXFva2u5UXOF/jz6496Z9oYrEzJLHIv3tn+e1amIuFTbPHM8jfwq3r/AJ/zzUId/lVvlVlx8vVsHjNSRyvGsDtM+3cxVfL/AM9qkdEErNv8zzP42bHf/wDVQAw7JNqz72Zsx71/z/OprWOeZlgXe235N/8Azz9eOlJIEkVvKRPmX5XZsbR0zj86naRbW1+Z/wDSZo+f+mY/+yoAZqMaJthtpv8AVx/Nj+P3Pr7CmbG+byIds3VVduVJ/n61UjRR/q0+WRsfN/yzP1/z0pqboZYtsKfM2V2sScnjj8KAHRyeW2xn3Tbv88/r/Pmp0S2N5On2R/3arubj5uuOfb1755pRvf5VdPL/AL/ueoz1pkYb7U22ZFbaP3H1z8xz+X4UAEki/vXlRGj/AI13D9cd/an28bXdy8TJ6bIoun/Aj/OmuZfI3NDtmbKMq8bj/nrV6aNrGBokT9/cY8zZx5aemfzoAW6nTb9kid1WPq/95x6+1ZbnfunkTarKA0q/w+v9OTUqB1tWVURf7q7d457/AK1HJG0Kru83y1/u87scn86AJdmJVlid5F3H73I+vHao4wgl2r93o21uffn0/wDrU+F4zPLLaO/75c7U/nTJH/0pnaH/AHVXp155/WgBCiSRb5Hl7fw54/L8akJgjbzYptyqv3PL+6eo/wDr0m9tqxR7/L3Z+9sMh/wp8kfl/wCsm27sIz+X97249ePegCIxfam+aZ9zf3K0IPIt7VbidNywtsTd824/X0FVra2iMqwO6Kqsc/L2x+tSO6vKyfIsCr5cSMvCgdPxPegCtBP+9lWXfMzcsiR/eGaU7TPu+RZOAu/o30FE8UXyzyb4/wB4D+H8/enOWmaJZfmjVvkdV7nru7/5zQAjypHutfnkmk+Rm/55/wCf0oEksD/u9i/3VVh9/sPp60iOk1qvmo6ru2L9M/nSiCJPlit/9zdJ+f5j1oAjPK7pEdWX7+6ThT049f8ACiMPIy+X+8Vvkb+5nvj/AD/Op33eR9yVfLbPzL90eoqFCr3W2N/M3fc2qB2oAl0WSeHxJ5Oz9w0LDd9MEVc1mdotV2RtsaS3Hzbc9CeKhsHaHU7GWdGXzt8KL9B/9amapI3/AAkcsSu/mMqiJVXvjrntigCGOJLq8+Xf9njwX/d43Oe3+I7fjWpcN80Sr/z2h+b+9860kcSpFs87dt53f89D3pk3SMqm3/SIv+BfvVrK92a2shLCNTZqyo7dd35mnmN/lX+GmWD/AOhxL8/zbvyyalPP+v8AekykK5xEy/d+X/PFO3qNzMj/APAv8/lTcZ2rIny9P8/1qG/uVtLVrpvurwi7vvP6f4/jUhKSWrM7Xb1VgWzi+83Lt/sen4/yrCp80ryytLK+6SRslqTbQeFiK3tZXLFjeSWk+9Pu91rsra5Sa1V4n3K3/jtcHV3TNRl0+dXX5o/4kq4TsXh8Rye7LY7lCpVaq6bGJ7y61Jv+WreXF/1zT/Fsn6YqvfX6z6cq2L/vrphDH/sFup/4CMmrczRaTp8UNsgYrthhi3Abj2/xPtk1qemR30hvLn+zYmdV27rl1/hXsuexb8wPTINaK7UXav3VqpYWn2WDa7eZK3zyv/fY9T/h6DireKAFzRmkoIoAXNGawte1l7DyoLZk+0Ny27naP/r1nf8ACU3it80MTL+NS5pGM8RCL5Wzr6K5H/hK7r/n3i/WkPiq8/597f8AWjnRP1ml3Og1/wD5AGo/9esn/oJorNlu7q+8L6jcXUSRq1rJ5ez02nminc6F7yui74U/5FnTv+uIrXrn9AS8j0CxWK4hWP7OpG6EseRn+8K0VN//ABXFv/34P/xdMCNory3uJzarbyJO29vNkZShwB0CnI49RULaQ6W08ETrtaxW1Td6jdyfzq0Bflf+Pi33L/0wP/xdP2X/APz8W/8A34P/AMXQBRWwuoHX7OIpFjV4kEkhTajbT/dPTGPfrmp9Ns7mwT7OWheBcnfzvbPt0H5nPtSTT3Vptlnlt2g8wI+2MptB4znce+PwrUoAKxPE8nlaUsv3vLuoG/KRai17VrnTLq2VPK8mdXzujJfKjPqBXP6jrV7qVt5M/wBnWPcr/Ihz8pz/AHjSbsZVKsYaNlS6uZbudppX3M1Q0UViePJtu7Cui8G3+15dPkb5eZIf/ZgP51zZ+fhfu9/8KmguXsbmC6i+9C2fw6EflTTszejP2ckd7q6PJo94sW5pPJbZt67gOP1qjomtJqC7JNqzquf9/wBx/hWvDIlxarKn3ZFyPxrzhA0D7Ef/AFbFA304rRux3VqrhZ9D0nFFYOi64tztgun2zfwn+/8A/Xp/iDULq1sWWyhlkk2nfKi8RCne5rCamrxLmpi8ubWSHTnSOboZX/h+nv8AyrjvD2syaXqb299ds1p80fHzor56j26/nXReGtcXUrGdLlIoWt+vzcMvrzz9aq6Z4esYtRl1MxeXZR/PAjt/4/8AT0B6daZZp/2fBc6iur3ibfJX9yrfwj+8ff09B701pJLi582ZHWNWwiMvb+8fc/oPrT5S13K0kj7YI/8AVJ/ePUMf6f400bh8q/TfWbZpFA7q/wAy/Lu+T71D7h833f5/56VH99fm+8zZ/L/GpXdw25U/iJ+b+L2qCwctGqt97bTBt3fvU2/8C70FG2s6v83Rf8/nVHUJWkb7Pbf6teJXX9QD/M/hTSuJuxDcl5/mkR2hjb5It3+s9/8AD86uz7LGD7LBsWSRhv8AmxtHoKB/xL4lMvmsZPlTb/B/tf4VTfaFVm+6vG2dsnPY8ev5VqlYybuRxhzPtk3qzcN/s+n9KZbb5FVlRPObjevX8TU3lIPvTO1xu2My5J+g/pS/LGqsyeXuY7mT+EZ4PtmmIY7t5TW8joyyfxf3ff3HagSeWysqP5jcbdoI/Xt+VLaz+Yyuv3lbOxv61NZpLc3Tbdixyfwr9zHr/nrQBFIjHbLJ/q4+Wdl4kwP6UTRLPKr7/lkbei9qm1G4R1X7iwq2FXd97/PemJK7ttZNqsp+RP4vx/z1oAPI3zq0+z7PGrZVP5f/AF6rQhpm+Z0VtpKv9/b2/l26U2d/LiZV2KvA8pVzwPf271OZIhPsX7yrhN7Y/OgBWuX8rb8nosvlkhuP89Krud8sqeTFt8tfl5y2M8Hvx/WpkSWBd3nP5aqD8i/I1WLS1jurppryF1WFRlW6Y5wPcn8+lAEtqPLRdQn2fd/cRf3j6kn0/wA9qpyb0TddP+83M5bnDd+f6e1TXWpb5/NX5YduwJtxtx2Pp+FQoVfc2/8A1n+zlKAIZ93y26o6+Zk/ewM9vyqQSuFXy3+VV+bc364HvU6PAkv7xPMVuNzZzke3aoQcy79m1WY7Fbr9aADL3Lb402r/AHl+Qcd+lRWXySq3nPtXnf5n3h9P89MVITs8q3j2NJtbf8xP+T+lEAeFWdtjTeX8/wDudz7UAOud80TO37zd97bwcjn/AOvSB2eeJWe4bttXk/So5ooBuZrjcsi/I687u/Pt2rQWRrS23q+6e4XKD+NU9f8ACgBHLBWfyU/dtn5OuR2FVIw6Myr8qzc7m6qff0pXtmg8qL70bcsm7v6+tCCKb/V+a0iq23bN/PtzQAsYlG2X5N0fO76f7PX3+lEaeWrNGiNNJn6fr/8AWqESNGrL53lyLH8iO3K/XrT0fZEqSJtm+Xa3Ueoz9eaAJk53JJMi7fvt/dz9arIIHSVo08vdg7mkxtx+f4UCNHut0uxW3fc253cev+fanT7XiZ40do1Zfm5Az9PagB42uqzyebDHt/7+Z/zxVi2s/tsuxnTav+t28HHXt3plvGZ4lH+sf/lmn3T+foe1S3bxQ2b2sCOqx/654m4Ynjr14oAalz5+v2p+dY1k2Bf4FwrAYqZYPN1W8nb5pPM8sf7gxWcI4p5LUW3+phuo2dyv3iGAHP45P/160rU58+X590kzl/wO3+VTLYqG5Kf9azMn/wBjRK22GNR8v+kQj/x9f85p8ZQ7mXft429aictiL+FfOh+X/tqtZrc0ewyydvsMW3+838zirBO/aipuVcfLu4qGwP8AxLlVvurk/mx//XUyHEG1fl+X5f8AP0oYIWE5l+Z/4sL9K5bVr/7ddfu3fyI/u7vXuf6D2+taGuXPkL9nid90i/8AfKHr+JP6ZxWDUnnY2vb3IhRRRQeWDULRTZn8uJn/ALtMqKvobnhW38y+n1CVtsFopRc9N5+8fwH8/at3TmXUJ21JtjL9y3XrsX1+rfywK5q7n+x6VBokTIzqu+8bH8RO7b/j3wAKTStSfTJ8/ehb76Vpe2h6SqxpNUzu8UYqK1u4ruBZ4H3RtU9WdY3DVHczrbW0sz/djUmpa5PxTetLOtlGflT5n/2j/wDW/wA9KTdjOrUVONzEuriS7uWnl+9I2f8Ad9vwqE0ZorA8aTbd2FW9Os2vr6KBfus3zn+6O/8An1qtt4rsPDGn/ZrP7RIn72bp/udvz61SV2bYenzyLGtx+X4dv0j+VVtZAF/4CaKk1/8A5AGo/wDXrL/6CaK2PXItC/5AGnf9esX/AKCK0Bt3fNWfoX/IA07/AK9Yv/QRV+mAfxZX7y0/fn5lplLnHzr/AMCoAJoo54GR/uyLg/Q1Fp0kj23lzf62FjG/vjofxGD+NM1DUIrC2+0St8vYL1asDR9Wkm15nlKLHcrs2/3SPu/4e9TczdSKaiy14zh36fbThNxiuBl/7qsCP1O0Vyv8Fdx4kQPoF4W6xr5g/wCAHcP5VwzVnM48atUxKaSxbYv4mhz/AAD73/oNKAo+7UHHsOAAXA+7SUUUEHVeDr7fbNYSfeg5T/cJ/oePpisHVYvI1i8TZt/eZ/A81HYXZ0/UoLs/cRtsn+6ev5da0PEyqmtb4/mWaFZN35jj8AKvdHfKXtKN+xkE7GVm3+Xu+fb1Ue2a7comq+HmFrK9uk8f336r65/XNcVGN7b2+4vT/aNX/wC0rqfTF09k2xR/Lu6Fx6Efz9f59VPDSaT7k0K0aadyl4ctm/t22LbWt2Z4/wDrou08/Q4HFdDp9xNfaZbGf5Y4cA7m/wBbjufYdvX6Vn6QG/tWzl+7Gs23d7lTxWtpg/4llqsm9tq5Cr/OoxCUXyxO/DSlUXNJFpC6SsrO6t/n/OPxpSct/s87aYd4VUk/+v8A56UgCbtnz/7Xpn/IrmOokwu7cv8ADk7fpzSFGfazfNJu/vccf55pZDiKVl+8rVVv7lbVfl/1zNiL+pPtTEMmuHKtbxb1+X53/wCeY9v9pug/OnwfZ40+0Sp5UUeE2qpG7/PeqZs23NcRzXG1VMjtF9+QD0+uMD9O9ak0RgsVmit2mVV/dQ7sBRjOXOfz6/jWqVjJu5nTie5lla52MrcqvTkdu9Q/ObxU+Taze/5c96uQQfbNDg1KI/Z7nyfMKpny27kYJP59R+YOM2rQFYpWvkZZFV2RY/u59VGfbNMRe8hIGZoERdvKpu5wPU56fzqSaT9x+7Ty9v8AEy7P8O9VrWfftljRJI5G+RosYX3xwf0pzm6KssqW8bMwDNy4b/CgBwn8uWJJNnk/f3tzt49/89qsT3iRwOts7SSbv325ccY+6PpVPKRqvmXG1ufk2rhvp1b/AAqOM2037hnuGk/ii279v8jQBajkifytzpGzLv7Z/I8/j7VDJdqPl85LvbwywKV5zxxQ9m09qyW2l/vlx8sq7PyLfyzVoWl+YG+RF3cv5s2T+HBH60AUpnldvKit3a3bAaXoV/3sc/n1qUGcfIyRW0n8DcuPfjFLHZpDuglvooO+1Fw+fxPP5U6CO1k3NBfXdy0f32Tg89vlFOwEAM8y7bm4+Vv7kfr19ajjkaS68qO+l8rr5Xn5Gef/AK3XirE1v5+2WOG4kkjbYv7vZt/76IoS02X7NLpySM0alVXHv9BnrnmiwFffKJVZb5JPl2Kr9MHvkYz/AJFSAzx2rJIkUkjct+829+gUA/5FWZ7KJF2x28tozZ3rEpcen8OQKrSW9rY/6LHd3ccjfebruHoOKLAKb+53NA1vKqtn7mN8g/8A1UR3dsiqrO6s3yL+7+fj1HqOmaQyziVreP7I0cbALuXD/p39aU3F183mWiMu7/lhJ/M8fkaLMB/2hBdbd6RsvVd2fz9x/wDrp8G4yr++eRmz8jyfeHqePy96qSW7f62W3dZGztRY8n8dtTXqQQRLEySx+ZysXKH9P60gLMMkEl03mJ5m2Qn5P5H09KZJcLLL9onmePcofyum49h9B6VWeBI5WWOaVW/iR4wfz759zSTG8RWuFuLdm24bcpz/AFzQA+YSxxNOv3VbYvm9WzUsciQxb22T7udz8c//AFv5VHBFOW2NDK1uq5V/73HTnr9cU3Cxwebdu8f+zLD/AKo+v096AJXjV5WaeZ18zncseN3tmnJcM7bY9iqv8O4H9ah+2pH5vl3G6NuVf3PXA/rTyVRonbY23+FV4yP89aAHC4VFbfD5e1h/F2/z+tRuYp5VeV3/AHjfI/bPfj2qaQpIzfvk8tvvI3G38enPXmrenW266+0ywxRxQ/xc/M/oM9qAF3Lptqrt/wAfDr+7xyVU9Tj+lUgJflVU2yNgbe3OTz7evt2qWeSOe6aWWX94zH738IT/ANl9/wAafZ2mJWllTy5JPu7+sY//AF/pgUm7DSuJdQ/YNEdYNitb/vA3951+bP5jvU+nHNnFK3yySfvPl/2vm/rUl7btc2s9q7+Ws0bb/wCLy6SyRY7NYFf/AFahN2372OM1lc1sPyzqy/w/7NNuVeWJZETzGVo328Lu2uG7/wCealQsPl+f7vy/L/IU0xqd3yfeX5t3pQMhs45YYoklTbJzld3rT7m4isrPz5f4fu/xdsY/HpU8fz/ef5W/ya5bVL37bPsif/R4/u/7R9f6Cgxr1VSjdlOSRppWlk+9I2W/z7UyiipPClJyd2FFFFBAVF9p8q9gKpukj/eKvbePu59gefwx3qWmJboJGk+87d2oRrTkou4/5vmaR3ZmYks38RPU0ZoahaCG76s0dJ1R9Nn3fehb76f1HvXb2tzFdwLPA+6Nq83Y7eWq9Y3F1axN5Uzx7m37fp/nmumhTlUdkdVLE+yVpbHZatfLp9i8/wB5uiL71wLuzszt8zM2TTpriW6lZ5Znb03MaYvzVlU3sRXre0YlFFFZnMX9Ksf7RvliKN5XWT6f/X6V3vTisnw9p32Kx8yRNs83Lf0FbFbQVkexh6fJEztfP/Eg1H/r1k/9BNFLr5/4kGo/9esn/oJoqjci0L/kAad/16xf+gitKNFKfNWXoe7+wtO/69Y//QRV5Hw3zfdpgTSIB8wqpfXsVhb+dL+A/vH0p91e29rBvldFX/a/i/8Ar1xGpahLqN15snyqv3E/uj/PWpbsYVqygvMTUb6TULppZPlX+BP7o/z1qujtHKrx/KysCre4plFYnlObb5md/HKuqaPmIrunhYe2eh/I156jsYl+fc7L/wDrrqPCN0wlnsj91v3qf7PY/wBD9c1z91brb311EsXlqszhV9txx+GOlXLVXO2u1KkpEYG1aSiiszzwooooAOtW5ZGvNMsAz/NayPbv64IDL+i4qpy77B97/wBBp08flvAw+VVYA/T/AD/M124ag5e89jaE+W8e5Y6VJBA9xL5Uf3tpO7+6PWmokjsscSbpG6LW1Z6c1rEyNcSt5nLqqgcj0PXA7V24mv7Jcsdy8HhvavmlsTCzg+x/Z/JTy1/veo9fQ98jvU4dEWJVdIVVh97j/OahhtokXYzyyQt97e2f896kFnaiJUW0Ty9zP+9XI/XOK8c9wjkvbUS+VvTzJMFVZvWlF6vlN5dvKrKp/wCWOPrgnAqQFmVkj2LGvyL6L/n/AOtUofK/c/i/T/PakMg8+8kVdtuisv3kdvbr8uayEnlu2l3P5czZ3yqxZNnp26f/AF+tb2FE+1d+5uNyrxx0rCgR3vmlj0vdIv8AF9zafoxGa0gRMYlyosZbdtWRYWbYrpCCMepJyf1q5BrLW9nFZLFLewtCESWDGemMHouB65B6AjvTsXN1E0C29pbeYp3bOuPpgZ/Oq8Nk0Pz3N8nzMH3LGECj/gXNaaGY2a6vbbw9/ZsFvLH5NvjzXkXLEdgFJ/n7VJINJg0+zis7nyWkh/dES7EQ95G9WB7H6Y61L5lju2yajKzbvn/fcN+A4/Cq722nDz3jtLiORfndlaSPdz67gv8AL2paAN1g6daauzC78lVtzJMkWPnfjHHQMRnpVa70a4t7WO9u5ptsnOxZwNueiDKncx/Ae9XXjRLNrWDTkgWRfnVmw7A98jP6nNQyXuoywLaT75ImhMbvEy7J4+c/extbsSM/TpSugJDbXdjcpYSeVMFjMkcrqB8vfdwcEE9uKt3KXRVV86JWZR8zZc/UHI/lWU1zdX+oxXE++3hWMxokTcxpxznHzZI5+nFWvs8V1AryP9p+zr97c2GHf0/xzjFHOBK8G+XzZdTdY9vzbW2hR+HNIH0oQb1huLuPd8y7mk2/lUEciW94vkW+2O4UDfKozx05PI3e9I8jWks94025tywskX/LPvkHOf0xU84E/wBtgg3L/ZzyfL8u5VH4/wB4CkudQlk22trDFJc3DYh2SEpnuW4HGM/lTrWdntWe0R5FWTO1OS3H8QPUH+dQSfbIr62u7S0uNsDbzbmNh8uCCNx6n0pc/cdixdWMsNzBZSazcfa7pm2JFEqxqQCckenGOuaqJHqwvp7eW+/f2sedn3hIOfmA9/7vtTZNTj/teG9Op2+xboyNE8DLLGu0rt/LgD1OamnlujqU+sSp9itpFRE38yN1AwuPvd9v+771TYAlxf7pVu5ty9d7wZ8sD2GP64qQ6jfW1mrrb+ZIyjeqyH8x1Jx39KhL38lmqtpl38vzb1WPP4xZzn17+1LazxzxRNaxSyW6rs3LA2Vx/ujt3HvU3aAe9/Zwy7J9O8uRY8y/Ko25xxnIP9aYf7Kkil8h5YNrb9/zAfmeKfJJPB/x+I/ls3zMzbQ3ptBGfrmltbl0gVYprf7PHlN3ln93n3/kcHHrQphYntvsNy2+2vv3cbYbcwf9W5yfSp4xdST7pNRTyW4VEXZz255rISNEZpdieXHkKj4JjJ/x/Hj0psiJdMrTolp5KrsZNw+u5R056U/aCLkgudzNJp1o027+FsO31JA/nWdJZ3yMv+iSweYx3rFl+R+daj7UlW9ke4ZWbDIrH8MD/DjHJqO2lvjLKm/d8udsqgDn73Tk/TrV+0Agj/cbYnvpVmj48rb/AFPqKn8tJJfPkuLdlZfupnPtu5p8l/eRwRfIk6yLnzVbYigfnQkkSeVbtpzs0y5fytuP0weP1o50AyONvmeS3ikbb8uznd/30Bj86hMEEEDf6Pd20jN82zJ479M1eSWzMX2S2e7gjVs7vmA/X+VEF3E21ItW3Kufl4fb/vZFGgFQT2YulRb544V58h/vseudx9ankubi4iWKKay/d/cWLPy565PIpk9nPess/wBrikVlITbHxge/P8ulOS2/0VkntIlZsbltmwW9+1PQCCHzzeLFJbptZS7KrZ3Yxxk+pxkccVp/bFfa08Mq7lJ27cjHPVhxVOziW01OKLyXVfJYqjfNzle/PP4mtRA527f4f4WrGe5rDYgju4JFVEmRlb+Ldj69e1WXL+VtX5mb7v48/wCT+NRiJZ23ywo3X5m9PY9aiS0i+WKJ3jWPO1UkP/16ksmDqflbevf+tSRjG3bv8zr93FVfKvIW2x3G5d3y+fH90egxj86SSW6RnZ7fzF3b9sEw/rjGf60xFbWrlrSzWCN/31xn+L7o9f8AP9K5yprq4lurppZ02yN1T/nn7fhUNI8PE1XOfoFFFFI5QooooAKKKKACiilJx9371NK+iAVE8yXH8K8mnzv/AAL95v5U9AsUXzP93q1V/mPzt95q9Kp/s9HlW7Dd3CiiivNAK1NB07+0L5d/+qj5f+g/z2rNAzXcaHY/YdOUOu2WT55Pr6fh0pwV2dOGp80rs1KKbRmtj1ijr/zaBqP/AF6yf+gmijXT/wASDUf+vWX/ANBNFAEOhf8AID07/r1j/wDQRVi8u4rK1aed/lX/AMeqlpdxFa+G7CWd9sa2sf8A6CK5vVNRk1Gfc3ywr9xP896TdjGtVVNeY3U9Rl1Gfe/yxr9xP7tUqKKxPJnNzd2FI52LupWOPmNNUZ+c/e7D+7SEu5asLh7O+iuv41b7vt6fl/jVrXAv9sTuj7lm2yD6FRWbUk1y0nkRP96OPYPoCf5Z49qq+ljZTvBxZHRRRUnOFB/ur8zN0oJx96p4o9nJ++3+cV0Yeg6svId7aixR+Wv+13alfbt+b7tLWjplmu1by5ilaP8A5ZKkZf8A4FwD+H5+letVqQoUyqFJ1p2LOl2f2ZfPl/1ki4+booz0+p/nxWkDv+Vk+bnc3b3qsssrRK8dvcMy9dy7D/49ipI/tU0Tf6Ptk3fdlkC/ltzXhTqqbvJn0MKaprlih7xtIvy/e2/Krr+H4UjFvN/vfLhv8/rRGt7Jub/R423f3jJ0656Ui2106t592iyN91oocbfzzxWbqwXUrUk2N5TfP93/APVTRt2sv3fm/wA//X9zTVsWCMst3LIrc9k/UVJDp8cbM7PLJ6+bJuqHWj0HYVwrbd33WX5f8/54xWS9zJu3S30UcnRlRVAwegO7v9K1BplnHP5yRfNu7yHr+dTC1tlbf9nhVu7+WPx7U/rHZEuNzncoJWia+luVZSNvmbDH+HAPtzUb2TySr59jKyx/w+Q2M47Hn268V1nzfxSsrdqQbh8ypUvEPsL2Zzr29/In2dbGWGFl/wBUkkeP5/rUsen3wn3bLfy9uzZ5zfL79OTW4dsabn+Vu/8As0w3CPJt3pu7/vO34VHtplcqMuTRW3Ys7hI1Zf3ybSUkP50Q6H5bKy3LrIuf9VGMN+Bz+hq9NqlhA22S7i8xeNokp6ahbOm9biJo1/u0OpUCyKcGj26wbWllbbIW+Vtm3+lTJpVj0dHkk673Y5/TFA1azL7FS43f9e8n+FJPqSxbXS0lkX+9wP5kUP2oe6TR6fYojIlvFtZs/Mu/n8c1PHHHbr+7iSPdx8i4qj/au5d32d17qrso3fiCcUxNSvGTzWtodv8Aszn/AOJpcs2F0afzfxfMv+9TAV+633VrLW9up23wfZ4Y9uQsqnt+P64qL+1Lp4NrSxLIzbVliXP86n2Mx3Rt5z/uVjzeR/wlli10/wDy7nylYcK+ePbcecd+KZFeXkXzy3bzbf4VjH/66zbmKW7lZ7t/3M0Y+V5O+Tj347Y9a3pQcXdkyd1Yu2IhtdcVwtlcTz3Uitsj23EWd2WOT07dBwe9XrHZ/bmrPAqtF8n3OnmYO78emaxRZ3Xmqv8Aal3tkj+Z0xnHYbuv61o28kum28Vta+VGq/3lz/Uc1vVfNG0SIqzNwSZ2/Oqr/s02VFuF2vsZevzKD/Osa31mUsxf7PJ1+WBSOfqTinf2xcndtsU+X/puf/ia4/ZVDW6L72Nm8UqNaReW3VfLA/limppdnEu6KHy2kXbvVjnn61DJrCoy+bbStu/usv5ckU+HV7d9zPFLH37N/wCg5pKNRC0G22lWtuzPBLcRtyM+Zxz7dPwqunh6ItukuHm+98rxjHP+eD2q1Hq9q7Kq+avmfd/0eT/CrE19bW+4y3CL/vf55queotwsjL/sW62LDLfJJGrZRHj+6PTrUt5p96Gia2dPlX5vm27j+CnPtnvVyDUbO5bZFcRSf7O4VKJIk+9cIrezCj2tQOVGRJaTwWapFbxN5jbpVXaTn1ycdfp+NRT6ezrK8sNxukk8z54xJu9iEzwP1roE3bfm/h/u0oDf7rU1Wl1E4I5Z4sQO7WMtsscZD74ygb3Xkc//AFqS2uGRF8i4lk8v+PztnlD/AHT1966k/Jt2O7L/AHd1I4Z12Sp+777uf09Kr6w+xPIc5p93Jc6jsnuPP/ctn5R8uSvdevr/APXrXzn7yfL09NtTpa2yLJtt4lXbztjC8H3HNNtdPtYGZ44VjZv9onj0qvrCZaViLezr+7+X5Tt3f1pHHzfxqv8Adpx0+Pz2cTXa/N/z24b8OwpPsUgl3fbpVX+75YxR7aIxX3Fdy/d3Z/3v8/yoTiLa3zbf4WXv2pj2l15u1bi38vghWjOcD3z/AEomjvwzKsNv5e7O5pCP/Zar2se4Gdq+nfaP9IgT98q/Nt/5aD/PT8q5+uxZ51l2i0lk6fMrLj8ic4/CsjWbFXbfbW9x9o3fOqQsRJ+OMZFVzp7M4cVhuf3o7mLRRRTPGCiiigAooooAN1SQplt7fhUeN7bF/i6/Sp3Kxxbv7vRa78JS/wCXktgfZDJzltn8K8mo6Bu/i+93ormr1fazbHtoFFFPQM7Kq/MzNgfjWIjW8O6d9rvPPf8A1UPP49q7WqGk2a2GnpCqbW6v9auZat0rI9mhT5I2FxS4puaN9M2KOv8A/IA1H/r1k/8AQTRSa8//ABINR/69ZP8A0E0UAcUlze39hZxxovlw24RELf3QAW6dz09vxp7WN0E3fuf+/h/+JqTRLmOGxg3zfeVc7vYDA/z/AI1cuZ1Kss6bf+BcY/D+tczbuW8JRn70kZRs7rbuRIpP9yT/AOtUSR3Lz+R5KLJ0+Zv/AK1W08oPtkmTy1bO3ce/uB+IOPr60kL775W2eXu/i/u/n/PP1qulyPqVG9rFeS3nhlzOm3+5tbI//XR96tG6iiktfluNq7fuqudxHvWZ5ckaLvR/m+6+3hqlO5xYvCez96GwUY70UUzzQo6UU+NPMbd/Av8A48a0pU3VlyoBYY8/O34L/Wp9tC0IjTNsjdFbuzfw17aUaNMUYyqy5YlzTLJLuVnndPIj+8u773t9PX8q2v7V04uqfa4l2/8ATQfLWPBZofKaCHdt/iXH6seatySPHF/rkVpIxt3dPwNeDiG68uZvQ+gw9NUY2W5qSajBH8rb9vUeVEX/AJA1H/bFt5Tuu/bHz80fl/8AoWKy4Qh/ex7GZW+b5SRn6nAqvrTb7G8T/piWw2F7emayVJG1y6viewb5n+83H+vi/wDi6SfxLa+btjeyb/aa5A/kCP1rbstOsjZwM1lb7vLX/lkPSi4ttLtUXzbSDngbbfefyAJrX6vEn2jOfPieKSHKvZRylv45t4/oaSPxAu7Nzd6f5bfwrJn/ANmrpI7TTJEV47S1ZZFyP3a/NTv7Osv+fO3/AO/S0ewj2F7RnNTa6skG9dTsopP9mRT/ADzUf9sIq/8AIWt2Vl/vRqfwxXU/YdO/59LXj/pmtA06wPSztP8AvytP2MewudnHJfQSNuGrfu1bnddr8354NLNc6dOrSz3ybtvy7bvn9DXYfYdO/wCfS14/6ZrR9h07bn7Ja4/65rT9ktw52cWLuw8rZ9uRo2/hefP5hjmpnutJg+eJ9PaX/ZZfT8K677Dp3X7Ja/8AftaPsOnbsfZLXP8A1zWnyD5zlhqVksu1b63ZWX5v3gUe/Q8/XFMOoWcybl1GKPc38M6/yPNdX9h07/n0tf8Av2tKNOsD0s7T/vytHsw5zk31CzuYNsl3aNJu+804FRpe2MflKt3aNt/uzDt+I611407Tj0s7Rv8AtktZviOys4tAvnjtbdWWP5WEYo9mHMZ06SmL5d/ls2Pn+5+OOaXzPMtWiX70f3tmfm/lSI8/mqqo+37m14+P0okH71omd/MX70rYxkelZlBGUCruTy4duO/zH8f/ANdNnkT/AJ4pB/d3Z6fzowzsyLNu6/L3/XipY42g+98qrj/b/P0/CgBjxtt8pk8+Nvvbs/L+NNxvvm2/u5FVQysudoycYpCUnl/eukkzfd2Z/kP8ac8rJPu3xKu1dqLhf73v7d6ACZ283ZJN5isv8Tc4pkUA1TU4rWZ5Y7aONppU3cvtIGODwOecf1qeNMrtlt027vlfjHNVWhuIpYriC7SOeNtys2dmw9RjuD/k8U1uJj9NsdO1f909pb26zQ+ZD5VsYXXpyr/xgZ5yOvbFNs5H8j96iNtZo978fdJHA/D/AOvTQdRgl2xeTGzKUSVWaXyEPXYMDHIHrip7a0aC12pNu2/3v588/wCNVJpkocscT7V37l43M/Vn9s0ipBGrL/Esny7pOKe8iHa87puZfl34IqE3H71YlTd1++2R/P8AKoLFB8xl2okjN/L6nr/OnvH+9/e/u1/vK2Ax9hQYkk/cfdVv+eWRSASw7fLeVl3Y27T/AJ/IUgGPHsZl3v8AM38X8X0zxSR21n5W5obdt2Si+Xz/ACqyiNtZI/7v3WXHWoJnl8rb5yfL/d/5Z/lQATJFJFun+Vlxti9vXgjFSxoqfuoN8G7lmim/q1MgRAvzbF3fxKrOGx37UkkURbZG6NGy5bb8v+fzo5UA2HzY5/mu7iT5cqzTfp0xU73V+3IvkXbyERQ361FDsTasCJGv+zhtp/DmlukULvfYvzY27fvfSlyLsFy3Dd3XlbX/AHzcndtx+gqEarflkVntP3i4/wBXJ+uSKicSwfNGj7W+f/Vk9Pr/AE4oPyRRPLvbd91YumPfNL2cew7lwarcp8qWm5l++z5T+hp0esuEZ57faq/xI27d+YFZxHl/euEb/Z//AGakjgcfN/eb727+QH9aXs4hcuLrSyNt+w3bIrY/hP8A7NVibVLaP76SsrN/zxY/0rJmlR1VZXRo1X+Lg59+p/SpEHlxMqoirtzu28/qc0vZRC7NNNRtfI83zljjX/nrlOv1xTYdRsbplSC7iZt2PlasuF3f544UkVlw3zAnH509g0Mu+Kby49v3V/iz69B+FS6KY+YbrelxP5t3a7Fk6um4fvPf6/zrABVk3L92tt7SA2rM0Nu0zN8zLGD/AJ/Oqd7YSHdcR/L6xeXs/L/PP1rWKsrXPPxWG5vfjuZ1FHWiqPJCgnHNFOjG6T/ZX+daUqbqTUUBNAmxNzfeamYaedUX+9j/AD/h9akmfYn+03A+tTpctHFEjTRSL5eUTafz+vXj9a78XU9nBU4ndgcOqzcp7DYdNnki3M6Rs38PNRC2Uvs83c3+yua1TcqYPNb/AFbfd2t2H5f1NZs2xGZmfy1kbYWXdnnr19K8pXZ6bwVBdCGaKSNWZUdtrYO1a2NA02T7es86fLGuR83ftWMR83mx7/m+768Y5/P6n1HOa6nQUghup0R3ZvLXLM33v85rRbon6rRj70UbuVpflpuVo+WtgHYpClGKMUAUNei26BqP/XrJ/wCgmijX939gaj/16yf+gmigDhrOSzi0+2SOHzJ2jXLbvuk/57/Wp7Yb4mWOHcy/xbeF/px+tVrCzkk0yPELsjbT8n0/P/PFaYS6f919n8uSNQfunvx29O9c8vI64eZCY5zBErP95gNyMPl/M89Pp6UlrbXX2yKdoflXlVlY5/PHfr+FXITeQT7Nnmbc/M0Zzn39vx/SpPtF9crt+yIvze+VI69uKTbBWEJ3uyRQ/vF+8zfxVn3n2l9tvPMkasx3Kvt09v8A9dbJKQRfvERWb722P/CqNzcxP8y71Xj/AJY54PXr/KpV+w5cslqzKKyRvsm2eZtz8tC1rfZ31FfK/deXH93bwV9O35iof7FvGT78St/vH/CpdaEXyydjxsRgZJ3pq6M5U8xsL93uatKNvyr92rqaNOi4V4tv+8f8KX+x7n+/F+v+FepQxmDpRtzq5ySwld/ZM/8AiVV+83ArWtdlrE0SpuZc72X+I/hn6fSpLDT5bV9+9Fkb7zbc/gM//WqQ2bncvyMrNn5mNcWJzGlVdlLQ9PC4N0leS1I4XkkumZYflbB2xN9386mnR/4oUXzOWVv8n+VO+zy7mVZtsbf3eKj+zT/MFf7395jXL9ao/wAx2ezl2GojGL+Ddt+5z+oqjqvlR6VdRJs+aFiip06c1opbT7dskybf9morjT5JLaWGN/lkjKfPz1GPSj61R/mD2cux0tj/AMeNv/1zX+VR6i3+jbdlwwbgm3++tYCLr0cSomqRbVUD/j2FOD+IP4tUi/8AAYVt9dofzEeyl2JVsZTf28k8UqttiP7pE2R7cZG48qPUA8j61FZWF5a/Yw9q/k2Tecu3GWLq24fgfz3e1Ozrv/QWi/8AAQf40pOu/wAOrRf+Ag/xo+uUP5g9lLsKukOkUcSWkSs0cG/92DGzLv3bxxu4P57aLTS7yIy7t0a/akfyo0VUcCQHPcgAds1HnxBt/wCQtDu/69hQH8Qbfm1SLd/17Cj67Q/mD2Uuwv8AZ8722xLR42SJUnO1f3rB1JP+3wG69c+9XEsgNHW38mVg1wjskqqON6k/KPlA9qp51/8A6C0X/gMP8aRT4g/i1aH/AMBhR9cofzB7KXYkuNOaPzY1st0beaIQijCO2Nre31qSbTZZpZZlt9s7SMBKcb8eQU69cbun51ATrw+7q0Tf9uw/xpobxF/Fqdv/AN+BR9dofzB7KXYsPp0dxBdbNOVV2xqkTxKPnBO4ge4I59vakfS7pVZbbdGnnS7IQqqibkcBsgZ6n171FnX/APoLRf8AgMP8aRDr3/LTVol+lsP8aPrlD+YPZS7GppcQSWd0tGt4mVAEKhPmGcnA+o5/wpPFH/Is3/8A1xrNY6/s41aLd/17D/Gobi31m8s5be61OLy5FwyrbDp+Yo+uUP5g9lLsSpsdVWX95I395TUaSW0KqkUKfNyu3Gf8ane2fZ+72LJ+VElvKZVffubbj+7/ACrH61R/mL9nLsVZ5WeVWVE+Vs/Mxy2atnzRFu8l18v+9UaWkse1o3RW5/iNL9mlVtyzO3rvaj61R/mD2cuxHHGwbb+6Vdw+Zf4vpUWUhumeREX5Vyy+mTgYOef8RVhbe5Ds3mptak+wus+9ZvvKBt7Z5/8ArUfWqP8AMHs5diBNvyrH/wAtm+4vyH8/pU+Vj+T/AEddq+2ad9lf5n+TztuN3b+X50Q288afN5Xmf3l44o+tUf5g9nLsIJEeJfLTbu+6/mD+Wf51WjkXylSTe27+76f8BzV027ldq7FX+7tyG/Oj7Jtbcuxf91fu0fWqP8wezl2KbhB8sG/avPzcn+lSJJKG2+T8q/x7f69KlW3n6M6fz2/T/wDXQLeUoySbGXtu/i+v/wCuj61R/mD2cuxXnMCf6RK+3t8nXP40O6vtT96zbsq3Zf5fzq29ssibZYYm2rhe36YprWe/buRGVcfxGj61R/mDkl2GeVlvmR9q/wAb4/oTj2pI0Z22sm1t2f8AbbH4Y4+tTPbM7K3yfe+79KjS3lRm2w2iq31zR9ao/wAwezl2G3M6pOzb3ZuN340hDIqs0L7d2fZfzPOaka1d0ZGfbG38CN/9btSLaTpKvl3DrGv95smj61R/mD2cuxCOGZ/4W+6m04/z+FSwukkDfud25v4Vb/CpWtmLb1mfd/tc1Elm3y7ki2/57cUfWqP8wezl2IraT5W+0vuVf4V3YqTEEbNK0KeYuN+7/A4qb7Go+WNEVV/2aQ28rxMrTfxf55o+tUf5g9nLsQSS74tmzbuXG52Py/pU1mJXgX9y/wA3yfe4/nmmmzZ9zNs3MuN24mlNtOy/NM+5fu/NxR9ao/zB7OXYjId5V+RG2/3utK8f3Wbym77m9fY0429ydu2ZFZaU2jvu8x/m/wBmj61R/mD2cuxWzFIzPv2+Wv8AEvepgPLXcyJumx/r2D/z6VIbRpG/e7G2tn/PFNFvKZ90nlNH27H88UfWqP8AMHs5dhElQsy7Ek29WVgB/P8ApTDLiXzWd1Vl/ib+ferIik/2Fk/vrTfsefl3p8v8Sxij61R/mD2cuxjahaRLF59tv3NzLE39P6/pWd1rqTbS/wALp/utWdc6LK8++J4trfeX7vPtR9ao/wAxw4nBSl70EY53L8q/earKIqLhavQ6Hc+Z8zxbm4X5j/hWVCtxG08WzckbLlu6BvUf3Qe/bivXwVWjyuUXc8+WGq/C1YtRRRP+9uf9Sv3duevepU/s6GCVlhdlk5+ZR0I9z+H41NHpU+7aszsq8J8v8Hoai/spxFKv2f5evfr/AC98Vx1Je0m5M92lTVKmooqpL8yyxwuy/f2v1XHoep6fnTjbtMrL8ir/ABr/AHSeT1/+tU0Fu0Eqp+9VePmbp/nt1pz3bRt5ts8Xlt/E7fdPr/nse1QakItLpIl8hEb5fvfU55z/APW7V02l7jfJu+b9yfm/Faxvt87y+UqRTr/F8v8AnHtyc1paOZ47zbK6ybYWH3s91/KnHWSFPSLN/FGKaLlG+8tPDxP9163OUE4akc5an7KTDUAZuun/AIkGo/8AXrJ/6CaKf4gH/Eg1H/r1k/8AQTRTAZoEaDQtOYIqs1rH823/AGRV+QfxVT0D/kAad/16x/8AoIq84ytICKikpaYhcfLuoAzTCN1OhidXzt+WgZBfLjb+NY13cSrfW1tG/lrMrky8fw9hnit66tmk27P/AB6q0mmtMu2VImX+63NeFiKM3Xc+W6OqE0opXMO81Ke2fZEkU3l2rTl/72044xnrTf7ab/n3+X7n3ud/l7/++e2fxrdbSs7v3UXzLtP+0PSk/sw9fKi+7s/D0qVR01plc67mPpuqtfz+V5W1fs6zZ3f3u34UwatL/aq2vlJ5TSPGH3c/Iu4/4VtppXl/ciiX5dny8cen0qsnh+GNYwltAvl7SGHX5ffGfr60ewV2/Zu39ahz+ZknXW8hX+zr+8WN1+bszbefenya0yK223/eR+bu3Nx+764+vatmfRUni2PEm3cH+XjkU/8Asr5FTyYtq9F7LR7Ff8+2Tz+ZiX+s/Y2tv3O5bjZ9VDZ6j+X4+lRx665kVGt93+kGLcmWGAu7IPc+1bz6Usjb5IYmb1b2/CkTSVj27IbddrbxtXv69OtNUVazpsfP5mDNrjDT55/s/wA0cUcg2t2c4xnswq3Y3pkS+3K3+jSEAs33+M/hWodK3RMhhi2t95dvDfpThprLv2pEu/7/APtfWonR0sqY+ddzBt9ae4hgdYUVpWVNrN90sM5/3fT1NQSeIWSBpVtPuwpIu7P8TbefQeh710f9lDbt8m327dv3ew7dKR9K37t8Nu25QDuXsOnar9ir/wAJk8/mZcd/LKs7okSrG0iBXf58p7en8qr/ANsyiCzkaKLdcW7z/e+7tGcVvf2a3ms/lRb26t3ao30RJJYnaGL9ypRF7YPt0pKj3pjc/MyINZaedIVt9szNu2t/zy27t39PrUdrrxuFtD9nRfPkSNwzcruzyPbj86249H2zvcfK0rrjexzx6fSnHRYmVVa3t2Vfu/IPl/Sn7Ff8+2Ln8znG8SOsEj/ZE3JCZMbvSQp/TNWLbWWnvorf7On7y4liJ3fd2DP61rx6FDD5vl21uvnff+X6e3Tjp681INL2tuWGJWVi/wCJ6np1NOdGOvLTYKfmZGp6q9jc+UkSyIqoXJb+823H9aivtZmtbm6RbeJo7eSOP5mwW3jP04rXfQIJPN8y2gZpWJLNyeffH/6ql/sdTF5TQxNH/dbn8enWkqKVv3bYc/mZGl6lLfXMkTw+XthWTv8AxfX+fQ1V1DxA1pKqxxJMsshjRueqkA/z7V0g05g+9Ui3MuN3eopNGSXmW3t2/wB6MH+lSqPv3dN2K59NzHOrS/Y/OWKLzPtX2cqzH1xn1H0NTSans1D7P5X7tZlhLd8sM5x6etao0nbEqLFFtVtwXtn8qJ9I89WEqRNuUoT3wfen7H/p2w513MGDXHZpWlt08tbd5xsblgrbf160/wDteUzxw+UnmNL5e7d8nKbx/ga1xoiJKssdvbxyJnaUXb1GOwok0RJfK3xRbYmLovbkY6VXsVf+Gxc/mY663vjilW3ba0cburdfmbb8vrj+VLPq8sS3kphi8u3uBB9455I5/Wt3+zWLK2yLcvT/AGaQ6Zu3K0UW1m3n5fvH1+tT7HX+EPn8zHTUJZ9P1CZU8l7ZpUTv90cGo5tXe1ttPeVPMa5hLuV9kDf/AK/QVuLpjBXXZFtkyXH97PXNB0zOz91F+74T/Z7cUex1/h/1YOZdzGbVWFzFCqRSeZJ5BZGPyvjP4io4dYlk0y2uPs6eZcyNGijJC7c9e/atwaSAylYbfcv3fl+7+lH9lfuvK8mLyf7m3j8sUvY/9O2HOu5hQa3LJbXl01vtjgYJs3fPk4/DHNPbVZFaJPKTzGujan5vk4HUVtrpbJuVUiXd1/2qZNoqz+UrxRbYW3ovbP0qvY6/wyefzOdk8SMls0q2nzLbrLhm9W2n8KstrTJffZfKRv8ATFg3buzDOa2jpKv96G3bcuz7vYdunSnf2Zlt3lRbt2/dt7+vTr70exX/AD6Yc/mYd1q0sF9PCsUTR28kSFmY5bf/AIVLaar9onw0O2No3cf7Oxtp3ela50zLMzRRMzYLf7WOnbt2psukLKro8UW2RgX/ANrBzzS9jpb2bK513MnStSmv5WSeFIysaSfK2fvZph1nYsjtbv5arI429fkODn0z2rXTREimWaKGKN1Up8ny8HHp9KlXTWDMypFubqf71Do639mw51bcxbnUpbaKIGGKSWWTYuxi46bueM59vxqvaa7Lc3KJ9k8tWmEXzN3K569Pw6mugGkgReUIbfy/7m3j8sU1dIAk3rDbrJ/fVefzxTVHRp0xc/mYL6+4VdturMrKk67j8jFtuB69CatafqbXdysbRbVkjZ09VCtt+b3rSh0SOJWVYkbzG8x2fks/rUyaayMzokSs3Vl/iqZ0VZqNNgp92YUmtFLtoPs/3boQb+cYxnOfX2qJtdcPsSFG8zy2jbccbWbb9a6H+zPm3eVFu3b/ALvf16dfem/2PH977Pb/APfI/wAKaor/AJ9sObzMV9WljuZYfs6M0cywfK33iy5z9M/pT7XVTeRO8USbY413b227ZD1X8K1BoqpPPMqKs03V93PTHHpSwaOsEDQRxRbGYs+7ncT60Soq2lN9P+CLn8zDg15p5Io1t0VpIw4Zm4UlivPp0+ueKtabqQ1CXasW1Y4x5n+zJn7v6VqNo6lWXyYvmXZ93t+XbtSWulLaKywIq+Y292zyxPc0pUbp8tN3KU/MzDc3n9uNbL5Xl/ZzIi++7HP/ANaorK+muNBadpYvtbLJs3YA4Ygdewrc/s5/N83ZF5m3bv749KZ/ZChlZYovlUgf8C6/nR7KVrez7fgHMu5n6bO8yTo7M00Mmx92MZxnjaBUdhfT3axNIluqtJIhXfz8vHA7+/oK149NeFNkSRRr6LxTV0rYyssUSsudv+znr2796l0Ja/u9w513Gxf6+P8A3hTNTjS1lgvmi3CNvLm+X70b8HPrjr3q5HaOJVZtvytVmaLzomikXdGy4Nd2X0pU4vmVjGs02rGWQ2kttb5tOZvkf/nh7H/Z9D26Gr1R6YfMs2tJ/mkt/wB1IG53Dt+YqqytpLbW+awbhH/54ex/2fQ9uhr0zEvPtPy7EqI28Dfehib/AICKfTc0CIzaWv8Az7xf9+xTkgijbckKK3+yuKdRQAUmKWigBRI6fdepUunX73zVDRQBDrdyj6BqK7Nv+iyf+gmiq+tf8gK//wCveX/0E0UAXtA/5AGnf9esX/oIrQrO0D/kAad/16x/+gir9AyEjFJUkg+ao6YC1ZX7q1Wqyn3FpAYv9oXX/CUR6e6RLbtbtL6lvmwOf6e/er8+qWVrL5U9wiyf3apJcadLrkcpSVLto2hhd1KCQA5YLnrj6fStqgDHvtZS1NiYk89Lubyw27G3jr0qpp3iiO8+aW38iP7Gbst5m7aAxXHQema0tTsrG7MC3jbWWTdD+9KHd7YIrPt9I0m1vozZXCxNApjki88vujOflILcDcc/X60ARN4piOnT3LW7jZCkw8v5/kZgO4A3Lnkcj3NPOuiwW8W+dpJ4Zkj2cY/eDK8hRx65GRg9eM6C2mnW8dxCdnl+WEkR5NwSPHAwT8q9fQVBGujKrW32i3kaSQFt8+92cdOSc5GBj0oAr/8ACUQq1rvt9qzTNC77jhdozkfL8wPbpRa+J1uYIjFaZlmaXYnmcbY+pzjv2GKtpa6W7WkgdZHjkZoWM5JZj97v8x/OnR6VpaH7MiLujZpNvmHcu/73fOD+VAEX9tq62MqW7NaXaFvP/uHHAIx36VnQ+Mong82W08vdZtdD9594hiuz7vfHX9K6GE2oh8mBohHCNm1G+5jt7VlwaVokUCtD5QilhNmG884ZGJJQHPXOfegBn/CTRfZftH2f93HDBNcfN/q/N6Y4+bHfpx+VWdW1qDTYFkQJcs0yxOgk5Xd+f5U9bDS9ltFsi+6qRL5n+sEf3e/zbevfFEsWl3iJl4G2t5/yOByh+9x1wfwoAjj1uKTUry12p5dtCsnnb+Gz/h9arv4ljtxc/aLfmGNJB5TbhIHOFwSB/L8asR6bo1vBJMqRCCeMRFjJ8jL2HJxQLHRmnli/dNLJCIXjMu47F5xjPagCPUNXvLBrZJNPjzcXAgH+kcZPQ/d6euQD7HrUOpeJxYNqafZPMNg0X/LT/Wb/AMOMfjVwadpclrFIzCSOGUXAmacn51/iLZ5x78VWvLbSJ5bwSxJItysf2mUT8YH3c/N8vYjpn3oANU11tL+2NLaNtt40eE7/APX54PbjFQy+LYo5ZYmt/wB7HeLbbPM+8D/H0/StrUba1utPlhvP9Qy/PlscDnrVP+zdJe2kl+XyJJhcs/mnbvHfOf8A61ADNO8Q29/BITsjnjZwIN/LbPwrLPin7RA0wtpY9tn9q2pL1+bbt+77Z3dhWqNM0iyX7R/DuZ03TFhubqVBOMn2qvp2n6FdWAltl/dSWvk/NIciIk9eeOc80AaUeoJ/ZMd9KUjRoVkO9uFyPWqC+IkEtxBNbFbmGaKHYrZBMn3eSB+PH51caPS5tH8mR4GsFUR/6z5MDgc5/rVWG20SaefypoZ5rvbv/f7ixT7pHPUeo5oAS+1ieDdbfZvLu/Ikm+/lFVO445z2BA/CotM19pLa2jv9iyy2f2jzd2FOOuem2rN7YabHbbJpUtmZXVJZJefmHzdT83uDSWmk6dY2MdrO6SNJCLbc7f6wegGe/XAoAqXfigWqT7rTc8KxuNs3ySI5wDkr/T8aJvFLW121vc2iq0d1FbOyy5Hzgnd90dMdKsTWOlxahFut5ZJW2p/rCy/JyMgnnHXocVLPpOl3N5IH4uWkW4fbKQ2VGFbg8YzQAmp639nhs5bJIbtLm4WAN52zazdP4T+PcUl9r0VlJcr5RZbNYzcNu+6HOBj19T049+KdFZaTdwokDRTrb3Aufkl3fvOfmY5579etTTw6bdSLcSvE25hHnf8AK5U5APODg9vWgDP1PW2iubqKLzY47NUklddvzK3pkHP6fWpJPEluuotarE8ixsqO65zlu4GOg7nI/Grs9lZajO0jqkjp8j7X9OdrAdcHnBqK0/s/U919AjZWTDnlNzJxyOhx2zQBWbxH5L6n51rtjsGVCUfcZC3TjaP50XviJbKx1Gd7fdPZSIskQk4bfjBDY9D6dvxq2LPSSJ5f3TLqLDfmTIlPQY5/lTZ7PSbi2urJ2iaNmD3K+dzxjljnPYdfSgA03WE1HUb62hT5LXZ+93ff3DPTHGKqXPiB4LfVbtLfzI7CYQ7C2zd0yeh7n8ua0baGxjurq/gdPMuApmffkYUfL3wOKrT2mlSrcx3M8XlajtYp5uN5GBxz7DpQAy48QLbbs2+4wwrPcbZP9WjenHzH8vrT7/WXgvrW0trdJmuYWlV3l2DCjP8AdNWHstOvGwyJI0aiN8N2HO1v8DUXm6W8/wBreaJZJFMSNJJjjvtyfXrigDIPjMLZ/af7P/5dVudvm+svl4+7+Ofwq63iVVXe1phV1T+z/v8A/j/T9P1p8nhzRP3cMkW3935KJ57DcoO7H3ueeail0nRLado7u4RFkkS4WGac/wCtG7MnLZOc4Pb5aAGReLIjeJFLa+TGbqa2Z2k+75YBzjHfPTt61La+JVutLW7ht18xt5ELTcsE64wp/kB71LDZ6Ityl3FNF5nnSTB1n/5aMPn7+nbtTodL0aOKKOLylHluybZedjfe5zkr+lADpr64vPD32vSkbz5owYlbHy5/Sl0m78/7THLcyySwNskSVFBT/vng5/GpI4dOGnxWKPF5Hl/u083+Edwc549adaiwsokaKaJRcNne0uTK31J+Y0AVY9cabSpdThtN1osMkiHzOW2Z4IxxnHGM++KZB4hinuNJiS3+bUYy7fP/AKrC7sdOf09afeWml2MDNMjKk+YREsjfMX6qi54J9sUabY6TM0V1Zw/vLVii/McxuFCEEZ6hVA5+vfNAFjR9QN8t0j/6y2uHgb/a2ng/lWnWdaC0so59txF/rGkmbcPlZjnn0qxLeQQ/flTdt343c49cUAWaKjidZIldG3KwyGqSgAooooAKKKKACiiigAooooAKKKxm11VuZ4YtOv5jDJsdoowwzjP973oAszI1vqaXCv8Aup18tx/t/wAJ/p+VXXRZUZHXcrcEGsK91Nru2aI6Tqat94N5A4I5H8XrWxaySTW0Typ5cjRglP7poAzCraS2yTe1g3yo/wDzw9j/ALPoe3Q1ceOrjosqMjruVuCDWMwn0j92lvcXdof9WsXzPF/s8nlfQ9R09KALRG2kqk2qyn/mDan/AN+h/wDFUw6nL/0CdT/78j/4qgDQorOOpT/9AnU/+/I/+Ko/tOb/AKA2p/8Afof/ABVAjQorP/tKf/oE6n/35H/xVNOr+XLEs+nXsKySCNXeMYy3TvQBLrX/ACAr/wD695f/AEE0Ua1/yAr/AP695f8A0E0UAXfD/wDyANO/69Y//QRV+qGgf8gDTv8Ar1j/APQRV+gYkn3KhqfruWoKYBVpPuLVWrSfcWkBiQWl5JrC3l3aBmGRG3n/ACRL7Lj7x7mtCezlml8xb66h/wBiPbj9VNZPmeX4gs/s93LNFN5gl2Pv5X+92AHQYAPrmtiW6mhl2JY3Ey/30aPH/jzg/pQBm6xo9zfHTBFcN/o1xveVmG/HqOMZ/CsZtKv5tSubdrRFMmm/Z/N58vPmYznHXHzEdffvWxrOrXVk2mNDC3+kXGx4jjfj064z+NZr6/eCeZkuLdo10/7Ui7P492PL9e2PXNAEmo6ddS30FravMyTQrbXsrqR8i4Oc4wSRuXj+9Sf8I7eDdhIvm1gXn3v+WX5dfarGo63dWUnllNsl3bqbNGX7spO0qfpuU/QGqI1rVBIxa4jZU1YWOzyh8y+v1oAk07w1f2sumPJMjLbXEkjpu4UN02/Ln65NXLbQ7iK+ikab5YbiSfzf43Dj7p/rVGw8RX91JpSSptW5uJI3faMMF6Y5z9cirttrV5NqESNF8klxLA0O3lAnRyf59vSgCGXw9eXEeojdDa/aY1jRYui7Tn0GFPccnPeoL3SruEWcnlSytJqkMjjdv2hQRvO1QB78Y6VLJr91BFqbJ5V2beNXiaJePmOOxPA9znrRNrd/EkCNtXdqEds0p8s7kYZOQrEAj+WPegByaBe/b7G483yhHcXM77GGYvM6KuVIPvxVSy8MajAkSSNFtWzmt32v3dmYdvcVaTxBenULGFYvMjkuLmJtijMoT7rLkgfXmqen+JtQnSLzPKZpLGab7n8aMwH4YFAGhBo15b22mttina0gaF7dm+Rt3fp/TpVm30m5j1ee7KW6xyWawqqfwsPw6VVg1u8nttMBeKFru3aZ7gr8ile3+P6VLb6ndtr09u1xFJBHZicbE+8T7+negClY6LrEGjS6bI6+W1rJHsaQMNzZ27cKCB65zVeTwtfyWOoQ7ot08NqiDf8AxRqFOfbrj1q5ZeJpZ/DzSynbf/ZZZkbaNjbM+hOO3XGe1Ztx4gvTZ311tiae2htJEbZx86gtn1+Y8A9O1AHW6nb3U1sqWborrIpbd/dHUD0JHesaLQr2OSaT5WVdQN0kO/h1Ixg+h71s6rerY2ayM7K0jLGpVd3zNwPb8+KxoNdvH3W77Ny3xtWuOyjGckdM9vSgCzdaZcM1ncRwwr5MciPbxfc+cdRx1/nWVp2i6o2mWMsBSzngtmjAlX5mLNnkEcY7dea1LvVLhRZ26XETLNHIz3SL8jbB0HPU/wD6qytN16az0yxNzK08b2rSO+3e8ZDYGee+cc9PzoAs3Hh+7vF1aFtkcV/JAV/eZ8sL9449eMf/AKqivvDuoHxa+q2+xYONuyQI/wBzb3Ujr+lPute1GC21iJCklzZSQpG+3/Wbz0wO/wBKjOv6jaeL/wCypnS4gXrtjVHbKbu5A6+9AGlqGl6je6RYwzvFJcw3CSSN0GFpdY0W4vbq5eKZNtxbrD83/LLDZyP89aj1XWZW0qxvdMm8tLi4SP54+zcfpTtX1i8srqeKJF2wW6zDcv8AryWxgf5zmgCOfw/P9vn8qb93cTRTGXd86FOv50+LQ7iPV/PeVpI/tTXIbzANuRjbjbk+nXGPeqt3qN1/acvmxfNb3ESRQ7iGkWT6Ht+XrVqDWb+XV2i8jEP2prbYzKvAGdwy24nvjGMe9ACxaHcf2VrFk0qwte3Ukkbp/cbGM/yPtVe+8P3dy7yo6R+ZeQzbA3+rCLgkcfeP0p1rq9+mlaxdy/6XJZXDwxoqY+53P55P0pl5r17aFo0KzbL6GESBR+9V13EDnGR0zQBpaDpdxpsmoNO/mfaLgyId3zEe/A5pNE0u4sdHntZ9nmSSSMNp4+bpRoOo3N/Nqa3C7fIuDGicZUe+CRmsLw/eXE2q6cklxKyt9q3BpC27DcflQBYtfD2pRwaVDK8Xl2MySfe923f+y4/Gmajo2pPAkz7JZIbe7SXyv+Wm9DsCqB9OP51o3WtS2niGe0k2fZ1t1dPl58xm2j8zUOna1PeaNphmm8u7vd+HSP5fkJ9eBwPqe1ADLLR7ySxLsqwtJpK2giP8T7erccYzj86gl8O6kunW1ujxO0bQSb3b7hQYKjj7vQjp3z61Fa+KL+5VZf3Ua/2a9zt2/ekR2X9cdKuQ6/eSahPDKiww7bf52X/UGRc/N+PA7ep9QDQ0rSpbOXVfMfat3MXjZW5wR/OqEGi3T6dosDIm6xuN82/0BPT1zUFj4gv5v7MWR4m+0XckEx8v+70xW1qFzOmu6Zap8sM3mO7f3iq8D+tAFS+0O5uL66kSb5bmSB1f+ODyzk4+vajUdGnvL7ULr5P3mntZwq38ROTuPpzx+tV7TWr1ND1W9fbcS2tw8KKqbfu9z+eTS32s39vp+q+RtkntZo0hl8viXft4x6jOPy96AMex8K6xaWsUTRW7eW05/wBd/wA9Ignp2xmr1pot7P8AZTIixLBYyWUis3LHkZH+yeufSnXGt39pq09pJcRSLHdWsW8xhfkkBLUmneI7u6kiDyxZa1nkO1f4lYhf0oAlg8PXyjTN0yRC2s3hdkbnJ+qnj1pseh6kuirYM8TL9jaLZu/5akkg5xyMVA3ibUPsdtKpi/eafJOf3f8Ay0X+lWo/EsyTSfa0eOGOxSf/AFYZtzEDIwx4OeM4x3oA0bvTbqfRbO13r50HlGUZ+/sxkBuqk9j1p2ladNb6bPDLL5bTSSOmzkxBv9r+Ij+8etN0bUbm4v8AULK4KyG0ZNsi/wAW8Z5xxxVK5nv4vE88KStOV02SaKLoN+/5ePwAzQAkui3sugy6etvarKtusCTbuZNp78cDvj1pH0fUVvlupdkiRWskCqvXB+7/APXpvh+6uH1Gzj855Y5tPWafc2dsuf0+n6VfTVJ5dVngklitEgmWMJKvM4YdRz+WPxoAvaLavY6RaW0zbpI4wrfWr9cVJ4ou00id/k+1rdFF/d/L5YYL/Wt7SLmabUdVt5PmiguAI3+qgkfh/WgDXooooAKKKKACiiigAooooAKyNE/4/NW/6/P/AGmta9ZGif8AH5q3/X5/7TWgBketb7zyNlv/AK4xbPPzL9duOn49KsLqsBjeRklVFjMisV++g7r+Y/OmJpcolw1wjQed5+zy+c5z1z/Sq8+k3DQJFDcJtjUQJuT7sWRnPPzH5R6d6ALY1aJolZYbhnZmXytnz/L1ofWLUKGXzZI9quzovChumfrUFvpt3Gzu1zF5yyM6Ps4w+M5XPtxzTjo22Lyo7jbEyojqVyW2dMHt+RoAd/bkGxmNvdLtk8v5o/4vTrT21a3G0r5rR7Q7Oq8ID0zTbnSvOiZFlT5rjz/nj3jpjGM0w6Owi8pLj920axyblyW29MHPH5GgCU6rbieeJvNXyFLM23j5cZx+dSPqMI3KgaRlVW2oufvZ/wADWbHo96zbrm4hbzo5EmxHyu/3zzjp24qy2jxDf5GyFWVMp5Q2Ntz94DGc5/QfSgB76xbrHvVZZPlLlUj5QDg5/Gq/iJlezsHH3WvID+tO/sGB7fyHfcqxuq/Ls2lznPGOnYdKZ4iTZY6cn928gH60ARa1/wAgW/8A+veX/wBBNFLrQxot/wD9e8n/AKCaKBF3Qv8AkAad/wBesX/oIq+ao6F/yANL/wCvWL/0EVeoGFRSDDVLTZh91qAIqtJ9xaq1ZT7q/wC7QBmDUYl8Q/2fHb/vJITM830OMe/58VrVzsNhp8fiGO5i1P8AexxmH7O05ds5z3bP/Ace9a1xpdjdSebPaRSSf3mWgAv7i1t0iku9v+sCx/Lk7z0x71iaZdabe6lJdvaeTctI9qndH2Hd6YDd/XitS90mC5gtUi/cNaSCSHavCke3pWXpugTo7NfOu2O+kuokX+In7pJ/PigCza3Ok6ldwXqSvLIytJb+bnC7flbaD+v51Jcarpdv563CeW0H791eH5uuPMAxzz3qlonh6W2sbFb6XbNaxyoixfwbycnd9MY9OevZLrwos8Wxr3b/AKGLXPlejBtx568c/nQBpPqGmRXNta7F8yRisWIuN/cZxgH1pI9d0uSTMb/Oyud3lkcJ97nHaqsvh1vPtntrtYltpjJCjRbwuRgj7w4zz+NVdP8ADE8F5unu0eGFXEe2Pbv8z72eT0PT1oA0o9Z0tbZJkfbHOpm/1Z+7nBZuOnuaZqDaO0y282FayX+0AsakBQv8XHB+neoYvDEUdosP2ht32U2sj7fvxk5/A/nS33hi3u7mSUsArWX2ONNmfL9G69qAJf7c0aO3afeqx2iRt/qj8gkGVxx3Hp+NPhv9JaVo0CqyTG1/1WBv67enf9az28IIba8gN63+kwwRZ2fd8sAZ698fhmnWmgSvdXRvH2wNqBukRf4v7vPb3FAGnNeack62L+V8rKmzy/kVjyo9AT2qKHWdMuLnbGGEkjGAO0RAcj+HOKSfQ7Z7mWcuywyTLcyJ/tJ/T1FUdL0CCG+W6gvkk8uZpspFtb5/4Ccnj2wDQBeur7SdMEizwpbRsp3N5GEfHbpz9KX+0dI2sm1NrWYvCPK+9COh6duw61R1TwoupW0kJvnVZLgz7mj3tyMYznp6VJF4VggZjFNs36ebJtsf3if+WnXr7frQBauNe02OPdNL8jW4uvuE/uyQAenqelWLyewtLZWuERUuJFT/AFf3nbpkf41jSeDYGg8pLjy91mtq5VPvEMG39e+OlWP+EbzB5TXe399HLtSPCLs9FycZ7nNAEn9q2Fw0EMjxPBNM0MK+W2d68YxjjH97+VTJFYaStrp8USfvsoqtz8q5Y59cVVg8NJE9q32tma3umufuf3v4evFXr/T/ALTqNneqebfep/3XXH6daAKtprOkXE9v5CbWuNzwuYCgk2A55x2FWoJNM1OVtsMUsm1X/eRfeU9GGRyPQ1nW/haKKLTIpLnzI7JJ42GzHmCTIPfjGasx6TNZKs1myNcxwR2sbSrwkStz35OOe2cCgBbfXNJvRsVv3axmcGWEqmxeCwyMcGrB1SwkgluHbC2vLb1wUz0PPr2NYp8MSRGBZbqKaBYfskq+X5f7s5O7O4/Nux/hWqmhW7pefaWMzXUaxOenyqMDH8/rQBH/AG1YgS3d4sUf2faA67nfD9P4QcH2yDVxbqzdpZo03TRN5b7Y/wB5649fesXUvDk8tjKsEqzXcnlJub5B5cZ/Hn19fQVdfQVZpZftDCeW6Sd2C8Ns+6pGeR689eaAJ7XWNOaeCG3ZfMupHAVUx8yDLbvQ/WoINb0e4hURHciwtdKPKP3VJBPTrkH3qtH4UhF5HNPL50a3E05iaPhvMAGOvbGajg8GW8ccaS3AmWO1eBdyd2Ytu69s0Aa+nalY3cjJZ/faNZj8mOH6GoJdU0y2Wdxsje2k8lj5R+V2+nr7VQXwiEkVhfD/AFMcO7yvnXYOqndwT9DU914ZFzHfJ9qZftdwk+7Z93b26/rQBL/a1l5srSpE0sMyQTMq/c3H5eSOcH6Yqzf3un6b5cE22PcryIix8YQbm6D0rPufD8BuLmNrhdt/cRytE3HCckD1z3pdasrXWryBItTt454Umi8rhyd67W43A5AzQA+2l0O4u5b1NitbWqb9y4RY3/eLx09/WrEmpaZ5ckrIqyGRY3WVNj7jyoORn6VnW3hd4Xuree4We0vLVIpGEewoYwqpjk9sk+4q4PDlv9lljOxZGkSRHiiCbSn3fc++T3OMUAOttQsfsazyxRRssxjEUSkt5npjaDu/Cpv7Q0+5ubQb90sitJCdp/h4b6ehFVX8O2s8TeZKsk/2g3Bfb8nmdMbc9PbOfemnwvatLZtIyNHbxupTygAxfvx0x/k0AWtO1fTb2VYrN/mkj8/b5e3cu7bnp6/jVm8lt7Gza6nVVit1Mn3en09+341gx+EBH5W29/1dv5G4xc/eLblO7hueOtbWp6ct/os9i77jJHsDv6joT+PNAEbXVhNqIsJ7fddvGJGVosjHruxjjp+lQqujT30UCRRLNHISjJHtDOvDDPfHcVYj01jrcepvLtdbXyDHj3znNQQeH4ILiJ45flgkkkhQr91n659QOw4+tAEces6LM8UYi+VmaBGa2OzI6qDil/4SDRli8/f8vkq+7yj/AKsttHb17U0eGYkhs40uHX7NM05bb/rGbr34rPPgyX7N5C6mu3yVh/49+yvvH8XXP6UAa82r6XYteGRlia2ZBcbU/vfd7c/0p0+rabayXkkz7ZLJUEz+WcqH+7zjn8Kzrjw01/BfPdT+XcX6wmRUXcInTGcc8/4VLqPhaG/fUZZJtr3vl4by8+Vs9Oec0AaD31lZTrGyeT57ff2YRnPv60uoyta/6ULSKTy1JaWSQJsA98E8/l6mqd14eW4d2+1t810lz8y527f4Rz0/lVvVNPlvxGPOiWFeWilh3o/pn5h0oAz7XV7K+eJLayi8tmUP5uEOW54GOSOp5Ge2a1pGtNOiZ3/diST8XduPxJrNk8OJO0pefieRJJ1RMbmTpt5+X36/UVf1PTk1CKJS5jkglWaJ+u116cdxQAyDV7O4u/siO6z+WZdjxleAcHr79qSPW7Oa2s7qJ90F1J5KP935uex+hqpJoMsuprfy6g7TCFYuI9vAk3noehGV+h702Dw8sOmadp5m8yK1uPPY7cbvvEDH1P6UAdDRRRQAUUUUAFFFFABWFpzmNtdcfKy3DN/5DWt2uct75tOv9TWWxvZPMuN6NFAXDDao60AN+3TmzjaW7aK4bGRuVEX5QfvFT1z2GSeg4NEOpajJbeb8m1lt2L7sbd4GcDbz+JFXv7dj/wCgZqf/AICNSN4giH3tO1P/AMBGoAz7rUrhJbhYbv5fLkPzMMxlSO235ev8RJ74px1Cf7D81383mNsk8xdjYAP39uG68ALknjsTV7/hIIf+gdqf/gI1J/wkEH/QO1P/AMBGoAWSd7nT9P8AM/5emTzNvHUbv6flVRtQvd0gD/MtxshT7okXztpycHoOOB055zxLPrNtcReVJp2p7eD/AMerdqm/4SCL/oHan/4CNQBlTajdCO3Kah80u3z9zqohPpnadv4gmrEt9eGCz/0hIfMhLl5JBHl8/wC6c/QYz1q5/b8H/QO1P/wEehvEMH8Wnan/AOAjUARvHPLeNFLfStG1r5jIu3Gfb5c49Oc1Fqcpl0fSZZfvNdW+786ln1q3niaKTT9T2yLg4tmqnqd8t8tjb2+nXy+XdRP89sQqhT60AXtcjT+w9Rbf/wAusn/oJopmtcaFqP8A16yf+gmigC3oX/Iu6d/16xf+girwqjoHPh3Tv+vWP/0EVeFABSHlWWloH36AIKsp91f92q7jDbasJ91f92gDnbFLi11VI7VbhoZJJnuvtEW3bk5BU45z9Tx1xWxc/wBo+Z/o32Xy/wDpruz+lZOl6299dWzu/lw3XmCJCn3th9c53Y65GPSte41SxtZPKnu4o5P7rNQBl64uoSNpSL5vzXI+0/ZWZRs9yOcVQgTWRpE6R/aN39pEfvWk3/Z8jofvY+nOM45rX1HWltfsP2aJLn7ZN5cZ8zA/PBqC28SJNZ+bJb+XL9s+xpH5md0n1wOPwoAownUgy/bmu2smjk8v7MsiyeZuG3PfpnBbg/xc1Z1T+1jcz/ZvN/1cP2PHTdu+ffjjp1zxjpzUz69/osDwWnmTyXn2R4vM2+XIM55weBj06flRZeIo72xsZkt9s98zpFE0n9zOcnHTj070AUrJtSGq3S3a3TWTXzBMeZnp8v8A2z+nHrxWjq5uhf23/Hx9h2v532fdv3fw/d5x/k8ULrE/9tQac9jtaaHztzS/dA9gD39/8KrweJ0na0C2rA3N01v9/wC5t79P0oAzIJ9QkvtRjtJbtriO6txGsp3BRj5t2OAMZz+nNWtXl1ODULm4aV4bWJUeF1WRlwOX3BePrnoPu80+28Qr9oWRNMWNLm8+yGUSfOWHcjb/AFqa78QwQ745bZJo5IZnj2yb1k2LllPGB6cZFAGVb3N1HrVncXE2oLDNdT+YsqyiONW+WIYI29en15pdOOvbdH837Rt8ybf5nmbu+3zPbpitD/hJ7S4tvtP2dJIoUhkufm3eUXPy44+Yg9emO1PPigLctAbRvluJoN2//nmu7PTvQBnAa6NNvCzXHn/ZfmRFfPm56qfX2XjFaGjfb/7fY3P2j7O1jGQrZ2B+M+27170+PxIkgts2rfv7Nrr7393+HpzVV/E6ywNOIZY/LsxcsiODuBOMdOP970oApPLqUOn6mbv7asfmXLQuvmAqQMqSeycHHbPWr2nLqN9AyLcXCQzabH++diD9oI6qfpjOP55rVutSt4tA/tC7i/cPCrtF1+92/XFQaperY6HczXmno0UG0eRuBRxkAY47e47cetAGG1zqmsW0F6n2uGNriCAxxMw4GfMY47bjjPoop066xHa3iQfbdy6koh3NIf3X167fWtOLxFs1N9JaxSO7XaIkjl+RsqW67RgAexpz+IIp4tNaAPH9tkZN3HyFeuRzmgClD/bPn3nn/aPJ+3L5mzd/qsc7O+M9dvPpUqHVhBY/bPtH2TzJhN5W7ztvPl52/N+XtnvWlo+rG/0p7vynXy2cbXb5m2/gKq2XiZLyXT4ktW3XsLyf6z7u3PHuTj2xQAy5iujrWisn27yGR/P3Ow+6uV37flzn8/es9zrJlbb9t2Lrn+1zAf8A2QflzXQ6ZqX2/wA9Wi8uS3k8t/m3DOM9fbv71Tn8RCG23fZ906ySo8G/lRGCxPT02/8AfQoAm1nzvtmk+X/x7/av3v8A3ydv4f8A1qyo4tXjj1U2/wBr3rdAQ+a7H9132buPxq3b+I2nZEnskUSWZu0/e7+B2PyjmmweKgxie5s/JiltWug6y7/lX2wOaAEkbUV0jVUT7R8zFLL7/mYI4/2uvQnp34rK1S31i18+KB9QZvsMXzJJK/73zV3YPPOM9O1bkviJYrW5f7J++ghW48rf96Nu+cdfUfrSv4iihbTFuokhW9jaTfv4jwMjtzmgDEtLy/TXLaS5a/Fo2oXH+tSUJ5bhRFnIxjd0HY+lR2x1xrHTPM/tDdtuhL97P3TsLfjwM+nFag8V29xY2sr26iSWNp/KeT7oR8cccsSOBx9RTrvxda2v24GLd9njjkj+fBl8wA8ccYzQBTtJNdjms5JYbibbppOzcw3Sf7WeN/61paM16ur3KS/aPsjQJIvm7sLIfvAFufwpkniuCKSWLyf3sd0tts38tn+LpVqLX4JbuONUPkyzNBHLu+9IvXj09D+lAFCeK/fxZp1w9k+xVlXesm5ACOO3H9am0mOe31GKC2S4a1/fPP8AaItmxi2RtOOc5PcjHoafF4jX7DeXs9v5dtbSNF8r7ndgcdMDr9av6ffi7lubdkMc9swSRN2eoyCD7igCldG6/tidbn7X5GI/sv2XPXnfu7f99cY6c1j3k+spaa1HEl6zSXDm3dd2URSv3fY54x6GtKbxK8dpqd59hH2ewmaA/vfmkYMB028DnPWp5dfSO8+zvbsrLNHHKc/cEgyp/Pj60AGkfaf7av8Af/qPLh+9/wA9NvP/ANf3rdrnm8RwwNAzW+2C4unhEu/jC/8ALTp3qOLxS08Vs8VjuW5umtl/fdx3+70NAHS0VjaprsemszOiSQw7fO2yfPHuOAduOn1IqfVdQbTbN7jyjIkfL/vAu0f4noAO/p1oA0qK5+48S2ttc+SyfdVHk+b5139MD+IjqemB61FH4rjk0yC/W3bM1x5Ai3++M9KAOlorn9R8QyWV3eQJZCX7JCJ3Yy7eD6fKagvvFa2a7vsn8Mb7Wl2lt/8AdGDnHc8UAdPRXOf8JXb+esHlfvTqH2LZ5nPXHmdOnt+tWbLXobu5gRUxFd+Z9nfd/rNhw3Hb1Hr7UAbVFc9aeIln0oahLa+XE8gijVZMuzbtvoMfmeKu2eqpcwXkmzbLaMySJuzyvofQ/SgDUorndO8RyXc9jHJZeSl5G8iP52doX1G0VYsdchvLi3RYtsdyrvA+7/WbDg8dvUdePSgDaormLLxX55sZZ7QQ296szq/nbtojB3ZG0enrVlPEAeKVlt/3n2UXkSF/9ZH+XB9ue3NAG9RXP/8ACSJFbaZcXNukMd//ABeZ/qxjPPFLa+Ilu9P+0RW67md1RGl/1gTqRwSfy/GgDfoqpp17FqOnxXcW5UlXI3dat0AFFFFABRRRQAVFOM7alqKf+GgCOim5pc0ALRRRQA3+Kmk/NRn5qRzQAwH5qlHNQg7aeHoAz9b3DRdR/wCvWT/0E0Ua5zoV/wD9e8n/AKCaKALnh3/kAad/16x/+gir1Z/hz/kBad/16x/+gitA/foAKKKKAGTD5t1Sp91f92mOMxf7tPT7q/7tAFOPSrOO6W4SLEi7inohb7xA7E96v1i6bqF1qcS3tt5C2zSMmxgcsqkjdn+mPxpmo+Iks7m8hFpLJ9kjWSRlZRwfrQBpXmn295JbvOm5reTzI/rVdNHso4JIlh+WSbz/ALx/1nXI9KgbxDaCby2R9itGkj8YjL/dB/r6VGviW3Z40+zzbpLw2g6dR3+n60AStodu86v50qxx/NGiSFdsh3bmznknd/nNJb6Ba21sbYNL5KSeZBhjvg45w2c8ncf+BVZ1TUP7OS3/ANHeZ55RCiJjqQT37cVRg8S29xYRXMcMrNJG83lcZWNGwx/w9aAL0OlWsN1FdIrebFGYkO8n5Sc1FF4f06NYlSJl8mYzp+8P3z3pk2v28U8cUUTzLJam6DpjGwUkviGySNZE3yr5IuHK/wAEZ7//AFqAJ/7EsPKtU8k7babzk+Y/f9T6/jUJ8O6ayRR+UypGsiIqucKJBhh+tJe+IbexngjnRlFxIqRPuG1lb+Lr0Hf8PWmXPiW2s5WiuongkW1N1tdlG7nAXr94+lAFk6HYFYl8ptscaR7dx2uE+7u/vY7ZqvJ4Z06WZ5f9IVnkaQ7ZWHzPwx/EcfSj/hJLP7Os+1/LWOGSZuP3Ik+7n+uOg5qHUfEEVnPfL+9VbIRl1VQd+/pt9PfNAFi08O2lv5ZffIYleOHcx+SNv4evb1p6eHNOSNkWJ8Nb/Zv9Yf8AV+lT3WpxWsVszIzPcsEjTuxIzVaTXoF0pb+KF5t0gi8pcb92duPzoAvGwtnsPsTxbrfyxHsPoKrnR7V4PIl82ZGkEjea5feV6Zz1Ht7VRHia3WMF4WjlNw8HlPIq8p947s4x/M0678TWlrpq6hsaS2kjDxsuPmbdgr/vDr+DelAFxtGsXvpbwxN58zKxk3HKlRtGPTinNo9kRZ4i2rZNmFV/hNQXGsrHDFNHaSyLcXAgh2sPnz/F1+7x+XPSq9j4osrqSBHR7dZ42dWlZQPlbbjrQBp2mmW1laPawIyxOzMw3f3utV4NBsLf7MsUTKLZXSL94ej/AHqmh1OKbV59PVG3wxrJv7MGqpq+q3NjeWMIt18u6uEhMhb164H+NAF2x0+3sd/kI26TG9nYsWxwOT6CqMOgQ/bLu7vH8ye8j8t9ilFwRg4GSQSAM89qualNNb23nJNb28MeTJJKpbaPYAj+dJY3N1d6RHcNbrDcyR7vKf7qn370ARf2DYHaQjrst/so2yH/AFfpUraRZGeOX7OP3cJgC/w+WeoxVfSNQnuLm8tbjyvMtWC/KuxmyM/dycD0OeaRNdt3jlmWKX7HDvDXHGMp19/oe9AE39jWLW09uYfkmjEb/Mc7R0GfQdqd/ZVr59nPsYPZxmOH5jwCMfjxUMGuWrLOZQ8BhjE7K/8AzzPQ/wD1u1RXXiFbTTWvpLK48j5GDZX5lboev5jtQBLDoVhBaxW8KPGsKsilZCG2sdxGeuCafPodlc/bPNiY/awgm/eH5tn3aW+1T7Ba+bLbtuWPzHTeMqB1x649qzpPFlpHcMnku0arG+7cuWDgFdq5yevOKAL76BYOsgaJtslwLlvnP+sHep00yzjuvtCxYfcXHorN1OPU1n33iNLSe8i+xSyLaRrJK25Rw3TqaZeeKLe0l8treVvuD7yg/P0wCcsPUigDRh0mzhs57RYt0E7M8iM2dxbrU1taRWxbyk+aRtzs3JY9OT9Kyo/EttO/kwRPJc+c8Yh3Dd8nVuvA9M9akj16GS60+K3ieaO/UmOXcP4fvZ78UAF9oEFzpV9ZW7+T9tm853+/8xIJ4z7UXehRXFpPbxP5Yusee7KWdsY24OeMY46irWp6j/Z0UB8h5nnmEKomOpz69uKq2viC3urG2uI4X8y6kaOOHjLFc59u3WgCwmj2SR2KbG/0LmH5v85pE0CwjEYWJv3VwbhPnP8ArD3qsniW1kaBYopZPOhebt8uzqD71MdbtzFavbK88l3GZI0XjgDJ69P8aAH3ehWF79o82Jv9J2+dtYjft6VNfafBfxeVcBivP3WI68EcdiOKz73xJa2mnrqHlPJbSRq8brj5yTgr9R1/P0qSbxBbw3NnFKvlpdNIEmdgEwg+916N29fxoAtNpdruR1Royqqn7tiNwX7oOOoFVR4Z0sRKixNtVgR857MW/mTUUXie1uLGK5ihlZpI3m8rjKohwx/w9aLvxPYWrIu/crRrMW3AbUbp16/QdqAL02k2c/2zem5rpdsp3c49PYVG+iWUlnLaujNHJt3/ADnPyY289cDFLqWsJYtZqsTXDXcmyPYQP51Xt/ENvLbeYYXjdrr7KkXGWk/lj3oAsf2FYf8APJuLz7b98/631/8ArdKmg061gn86OLay7tnou45bA7ZPWqD+JrSKW2R96mVplfOPkaP7yn39MdePWkPiOKGS8FxaSw/Y2j84nB2iToev50AXYNJsoNN+wJF/o27dhjnnO7P51LFYwQQSwxp8s2S/qxbqSar2GtWt9dXVqGWOW3mMOx2GXx3A9Kpv4miGlLqCWkrRtN5G3cM5zj1oAuwaLZW8lo8SOrWcbRxfMeA3X606LSrOEu0SPG21kXax+QMcnb6ZPPFVb3xBBZT3MUtvLutrcTvjHc4x/nimP4mskZUf5fljMhZgPL3/AHeM5Pvjp1oAuLo9kjWbLb7fsSsIVHRdwwfrn3oTSLFFkRIvlkh8j7x4j/uj0HNaVFAGaNJslWxUI3+g/wCo+Y/Lxj8aZFoOnxFdkTqys5Dbzn5/vfga1aKAK1jZwWFnHbW67Yo+AOtWaKKACiiigAooooAKjl/hqSopzjbQBDiilDrS0ARncKbvzTzTSjGgBlD0dKTNAAtFNBpetAFLXP8AkBX/AP17y/8AoJopNa/5AV//ANe8v/oJooAteHj/AMSLTv8Ar1j/APQRWkazNB40LTv+vWP/ANBFaj0AJRRRQADn5aen3FpnSpaAMWIadBeeXFcSrumJ8tGPl+bk556Zzn5M/hUtzotncLeLKzb71Qsj7ucDoB7VDo1teabbfZGi87Ezv9oMgxsZic+u71GMe9ZuraDcX0+r3Jt0eSaFY7ZX25yvcHt+hoA2P7GsvNVtjfwEjPDmP7pP0/8A10xPDtghUjzcrefbPvf8tP8AD2rNbR9RM+4PtfdbmOXI/cKo+dfx9uD3qtFoepCSEmEBY9YNxt8wf6o/xdf06+1AG9eaY13fRzPdyxxw4MKx4+V/mBPIOeCAPTmqtp4ctbWBoGldol3JDzysb43KT3y2T6jPFN12M399Z2a2MtxHbTJczfcxjDhR8zDPPUelY+m6TenS1s5bc7raGaB4WYYWVyHRwc4OARz1BoA3brQUn1OKZZfLgjtTbeWnXB/+txVibRbCRFTytq+WIMKcbox/Cf8AOawb2zuP7ZtoHRrqb+y3jLdNz9O/FT3Wi6jJAqNN9of7GsKPu/1UoP3/AP645oA07rQrS7ukuJ2lZo5FdF3fKu3oMenPNH/CP2R3F2lkZrP7IWZ/+Wf+PvWVrGl6jdajavaRbVhuIneX5fnIBzJjPbp7/hUd1ouoTzyS29v9kSTSTBsUq37wkkx9e/8Ae/WgDbGhWQjji2P5axxxsu7/AFoT7u71xVe+0aynubtpUuGkvkSN2Tphcfl05zWcuiambOKL/lt9ntUhk3D/AEVk+/8An7Zz0PFJq2i6jd3WuGKLdHdQxCL5wN7Lj3479aAOjnsIJ4IEk/5YMHjfupHeqM2hI/kRR3D29pCfMCJjJl3ZDEkGnalZ3E8FisZDJDIrTwf3xjp6fgeDWTPaXTafbaRPby3bmbz32suEiD/dyxGT2x/SgC/a+Hbe2mkcXErJu82N+N6SNkOc4xyMcY7VYvtDtNRg+zzvL5ax+Xt8z/aBzznn5ev1rnLbS7su1v8AZ3gjhupLh7fbGwkWQHZgE7Dt2ngnjr6Va1vR7+50aKygieacW4R5Xddz4dSIyeM467vb3OQDVfQgblG+3XEdvC3mRRqw+SQlsnkHjDYA7VWtfClvDOzfa7ho1UpGu5flRuWB+XnLZqtdWs84gsJdMeaSG6F1csvl4lXLgHlhy2Pu9hx0wKzdLsNWt7mPyLSWOa0jkjf/AFRGXbevVumCM46UAdfZ6Ta2d41xBuV/JWHbu42r0qPWY7CSWw+2y+W63CmAf3pO1VdNsr5NfnvLyJFE1rGrMjceYOuO9Q65pup3d9YSQeRIkN0smdu0xqPX5uR9OaAJ7uzt7Sxs4bq+u9ySHy2/1ju5yf7pzgZxxU1rbxrBdXEt9etFKvzNcsY/LC5yRwNv5Dpmopg+pWdpdXOmS+YrN+4jnAePOVyDkA/mOD3qq1rql9od1pV3n7THCm263cSt97H4fdOevXvQBpaXHaJLO9vK0s7MFmkl++2Bx2HbpgYNL/Y9onmr+98iTduh3/u/m68e/vwO2KqWQ1K21Rg9u7WlzJ8qNMCYMLy3fhj0APHtnFP1ayuJ762n8r7XaRxuj2u4DcT0bnA/w6igC1FpVnCsqsnmedGIn3/xKOAtQTaDaz2LWM0tw0L7VVTJ90LyAO344z6mqOo6TfTuzQp8rWfkwpv/AOPeTP3snn/gQ5qdtOuk1OWWaL7YJPJ8p94Tytn3vcZ6/KDnoaAL17pNrfTvLJvWSS3aByjfejbqKpf8ItYDfma42NHHG6bxhggAXtkdOxFNtNLmttc1q8W3iXz1T7M/HJ2/N05GWxnpnrXP6roOr3N5YyJaLs2o10qeUA0gY5O3IB69+vegDrJ9Fs7iO8WTe32xQJH3c4HQD2FRyaFZT2zo7u26RXL7hu+T7oz6CstdIvv+EfvrL7Nte5mOz5l+VSepAO1cei5qKXwzO2ufurdI7TyY181duzK9cp/Fn3GKANpdBtEX908qyec8yyhhvUv97HHQ1Kmj2iT2M0S+X9gVlhUNx8wwc1zNp4e1RJ4Nn+jGOS6/ert+XeBt4Hr7dK19H0u4glb7TCscBtUhlhOCJZB95+M9enPJ7igC5e6W19fxTSXc0ccODGkWPlk+bLHIPYgD0qGy8Pw2kH2fzXeOGbzrY/xxZHPPfJz270vhTT5dL0KC3uYVjuFZvMxjuxxyOvGKp2uj6jHeRSNNteNp/MuOP3of7nHt6HgdqALEnh6L7dA8E3k20Nu8JRfv/Mck5q6+lWjxwRovl/ZV2RFG5UEYI/EVivpN4dAurX7D/prW/ltP5w/ftn6/q2D2qI6FqjT3QWX5pLGOFJeF5UglePbjNAGvd+HrC8tUt381YI4xEiI/CgEH8+OtSro9r9qtrnfKzWskrx7m4/edR9B29KyNS0e/n0XVbeCL/XzI9va7lGwDbn/ZGcE4zj8TRa6bf20V3stIts9xH+7k2/6oDDfu1OwH055zz2oA0rfw9YQ2cVqm/bGrxqd/LI5yw+hqeTR7QyK8e+FljWP902Nyr0H/AOrB9652DRNUXULZgnkww31xIj7lPlxMo24Gfrx29Kj0/QtShECyQ7VW1uInbevV2JXv34oA6u9062vZ7SWVm3W0nmR4PeoI9Ds4rZoBv2/aPtIZm5WTOciueTQNRNpZo+9VS1WHYjJmKTdycnp/vLk9q1fEEcl3bwaYtvLdNIySS42r+7Rl3dSBk+lAFo6DYPJBKybvK8z+Lh/M+8W9c1Ug8ORJeXhuLh5oLjyMIzfM3lj+I9+cGs+wsLwQXlkLdrZl1Bbsw/JiSBm+5wSP4Dx06DoabJZTWusaQk8PmL593IkIx+7jI+VPT9cdqANtfD1ml21xvmbdcfaihYbPM9emfwzij/hH7IaYtjul8lZvP+9znOfyqlFpWoJpumQXL/aPIkJnhz99SDgc8HHvwaq3uj6k2gpZLF59z5bqZdw+VSeI+ev17YoA2rrRLK7ubm4l3+ZcW/kPtb+H2pU0izhdXR5otqoj7XxvCcLu/wDrYz3zWBHo+pNqdnKIvJaGF0luP3Z35UY4z+Ht171Y03Rr2LStJhuYty23mfaLXcPm3btvscZ9f1FAHVsVH3qXNcrpuiXkOs2c9+iXK2+niHzWwf3ofIxnngfxYqWw0u/g1C1llf5oWm+0Tf8APcO2UH4e/TtQB0ZZV6tS5Fc7q2jy32srcG3SaBbF4/nx/rD04P8AOqEehaj/AGbBCU+dbMRIPMH7iUNnf/8AXGT2oA7HIoBBrlRpV/Hqd9NLF51tLMm5Dt/ejZtL/gedp6/lUPhGzuvsuk3AVoIooZhNn/lrub5RjrxjP8upoA7DPGaTcv8AerjtK0zWrbQP7Nkt9qNbzI6uyfebO3aQTnOed2Ks6Zo9xb6rplxPaoq2+niKRxt+WQf/AFu9AHU5FJlem6uMtNE1KAacxtz/AKLeSyMgdfuN0PXrU+maFeWWr6fcMitHHHJ5jfLlC3QE/eY+/NAHXVXugTtqxUNwcbaAKmcfLTg7CnU1/wDZoAPM/vUnmLUZo60AO3/NQ7/NtpmM0wpQBLlaTfUIRqXY26gCvrR/4kt//wBe8n/oJoqPWg39i33/AF7yf+gmigDj7bxvqVrZwQRwWhSKMRjcrE4VRj+KpT8RNX2/8e9j/wB+2/8AiqKKAEHxD1b/AJ9rH/v23/xVH/Cw9W/59rH/AL9t/wDFUUUAOPxD1b/n2sf+/bf/ABVA+Iur/wDPtY/98P8A/FUUUAL/AMLF1f8A59rL/vh//iqP+Fi6v/z7WX/fD/8AxVFFAB/wsXV/+fay/wC+H/8AiqP+Fi6v/wA+1l/3w/8A8VRRQAf8LF1f/n2sv++H/wDiqP8AhYur/wDPtZf98P8A/FUUUAH/AAsXV/8An2sv++H/APiqP+Fi6v8A8+1l/wB8P/8AFUUUAH/CxdX/AOfay/74f/4qj/hYur/8+1l/3w//AMVRRQAf8LF1f/n2sv8Avh//AIqj/hYur/8APtZf98P/APFUUUAH/CxdX/59rL/vh/8A4qj/AIWLq/8Az7WX/fD/APxVFFAB/wALF1f/AJ9rL/vh/wD4qj/hYur/APPtZf8AfD//ABVFFAB/wsXV/wDn2sv++H/+Ko/4WLq//PtZf98P/wDFUUUAH/CxdX/59rL/AL4f/wCKo/4WLq//AD7WX/fD/wDxVFFAB/wsXV/+fay/74f/AOKo/wCFi6v/AM+1l/3w/wD8VRRQAf8ACxdX/wCfay/74f8A+Ko/4WLq/wDz7WX/AHw//wAVRRQAf8LF1f8A59rL/vh//iqP+Fi6v/z7WX/fD/8AxVFFAB/wsXV/+fay/wC+H/8AiqP+Fi6v/wA+1l/3w/8A8VRRQAf8LF1f/n2sv++H/wDiqP8AhYur/wDPtZf98P8A/FUUUAH/AAsXV/8An2sv++H/APiqP+Fi6v8A8+1l/wB8P/8AFUUUAH/CxdX/AOfay/74f/4qj/hYur/8+1l/3w//AMVRRQAf8LF1f/n2sv8Avh//AIqj/hYur/8APtZf98P/APFUUUAH/CxdX/59rL/vh/8A4qj/AIWLq/8Az7WX/fD/APxVFFAB/wALF1f/AJ9rL/vh/wD4qj/hYur/APPtZf8AfD//ABVFFAB/wsXV/wDn2sv++H/+Ko/4WLq//PtZf98P/wDFUUUAH/CxdX/59rL/AL4f/wCKo/4WLq//AD7WX/fD/wDxVFFAB/wsXV/+fay/74f/AOKo/wCFi6v/AM+1l/3w/wD8VRRQAf8ACxdX/wCfay/74f8A+Ko/4WLq/wDz7WX/AHw//wAVRRQAf8LF1f8A59rL/vh//iqP+Fi6v/z7WX/fD/8AxVFFAB/wsXV/+fay/wC+H/8AiqP+Fi6v/wA+1l/3w/8A8VRRQAf8LF1f/n2sv++H/wDiqP8AhYur/wDPtZf98P8A/FUUUAH/AAsXV/8An2sv++H/APiqP+Fi6v8A8+1l/wB8P/8AFUUUAH/CxdX/AOfay/74f/4qj/hYur/8+1l/3w//AMVRRQAf8LF1f/n2sv8Avh//AIqmP8QtWk25t7L8Ef8A+KoooAafH2q/8+9n/wB8N/8AFU3/AIT3Vf8An3s/++G/+KoooAcfiDq3/PCz/wC+G/8AiqP+Fg6t/wA8LP8A74b/AOKoooAQeP8AVf8AnhZ/98N/8VR/wsHVv+eFn/3w3/xVFFAB/wAJ/qu3/UWf/fDf/FUHx/qv/PCz/wC+G/8AiqKKAIrnxpqV7bT28sNoElRkbajZwQc4y3WiiigD/9k=" alt="Выбор материалов для покрытия обочин в условиях высоких температур"></p>
<p>Рекомендуется применять асфальтовые смеси, содержащие полимеры. Такие составы обеспечивают большую устойчивость к деформациям и трещинам при повышенных температурах, что особенно важно для сохранения целостности покрытия.</p>
<p>Следующий подход – использование геосеток. Эти элементы не только повышают прочность конструкции, но и способствуют улучшению дренажа, предотвращая накопление влаги и образования сварок в материале.</p>
<p>Для защиты от солнечного излучения стоит рассмотреть возможность применения светлых или отражающих материалов. Это поможет снизить температурные показатели поверхности и продлить срок службы покрытия.</p>
<p>Керамзитобетон также показал хорошие результаты. Благодаря своим термально-изоляционным свойствам он значительно снижает перегрев поверхности в летний период, что приводит к уменьшению деформаций.</p>
<p>Немаловажным аспектом является регулярное обслуживание и предпочтение материалам, легко поддающимся ремонту. Это экономит время и средства, обеспечивая долговечность конструкции.</p>
<p>При выборе рекомендуется проводить исследование местных условий и заданий, что позволит определить наиболее оптимальное решение в каждом конкретном случае.</p>
<h2>Технологии управления водоотведением на обочинах для предотвращения эрозии</h2>
<p>Использование технологий дренажа значительно снижает риск эрозии при уходе воды с дороги.</p>
<ul>
<li><strong>Лотки и канавы:</strong> Применение дренажных лотков по краям может эффективно собирать и перенаправлять дождеваую воду, что снижает вероятность подтопления и разрушения грунта.</li>
<li><strong>Система фильтрации:</strong> Установка фильтров и рифленых труб позволяет очищать поступающую воду, уменьшает скорость потока и гарантирует эффективное извлечение частиц, которые способствуют эрозии.</li>
<li><strong>Зеленые насыпи:</strong> Использование растительности для замедления потока воды помогает удерживать грунт и увеличивает впитываемость. Подбор многолетних трав с глубокими корнями обеспечивает стабильность.</li>
<li><strong>Геосетки:</strong> Применение геосеток для удержания почвы обращает вспять процессы эрозии, надежно фиксируя землю и предотвращая ее размывание.</li>
</ul>
<p>Локализация водосборников рядом с трассами позволит облегчить контроль за стоками.</p>
<ol>
<li>Установка водоотводных устройств, таких как дождеприемники.</li>
<li>Создание отводных рукавов для перенаправления избыточной влаги.</li>
<li>Регулярный мониторинг состояния дренажных систем, чтобы предотвращать засорение.</li>
</ol>
<p>Выбор технологий и методов должен учитывать специфику местности и климатические особенности. Применение комплексного подхода обеспечит долговременные результаты и защиту от эрозии на протяжении многих лет.</p>
<h2>Способы увеличения устойчивости растительности на обочинах в засушливых регионах</h2>
<p>Полив системами капельного орошения помогает снизить потребление воды. Такой подход позволяет доставлять влагу непосредственно к корням, минимизируя испарение и ухудшение микроклимата.</p>
<p>Создание мульчи из органических материалов препятствует испарению влаги из грунта. Слой мульчи защищает от солнечных лучей и помогает поддерживать оптимальный уровень влажности у корней.</p>
<p>Установка систем сбора дождевой воды дает возможность использовать осадки максимально эффективно. Это направление обеспечит дополнительно необходимые ресурсы в сухие периоды года.</p>
<p>Разработка террас и дренажных систем поможет избежать эрозии и обеспечит правильный отток воды. Сохранение верхнего слоя почвы способствует улучшению условий для роста зелёных насаждений.</p>
<p>Комбинирование разных видов растений на одной площадке создаёт природный баланс. Использование низкорослых и высокорослых видов способствует созданию тени и поддерживает микроклимат.</p>
<p>При применении удобрений следует отдавать предпочтение органическим и медленно высвобождающим питательные вещества составам. Это уменьшит необходимость частого внесения, сохраняя здоровье почвы.</p>
<p>Регулярный мониторинг состояния растительности и почвы позволит оперативно реагировать на изменения условий и заблаговременно принимать меры для повышения устойчивости к засухе.</p>
<h2>Регулярное обслуживание обочин: практические рекомендации и планы мероприятий</h2>
<p>Для поддержания идеального состояния придорожных зон необходимо проводить систематическое обслуживание. Рекомендуется разработать четкий план мероприятий с указанием периодичности инспекций и необходимых действий. Это позволит своевременно выявлять и устранять проблемы.</p>
<p>Первым шагом является создание графика регулярных осмотров. Данные осмотры должны проводиться не реже одного раза в месяц в течение теплого сезона. Важно фиксировать изменения состояния объектов, что поможет в будущем планировать виды работ.</p>
<table>
<tr>
<th>Периодичность осмотров</th>
<th>Необходимые действия</th>
</tr>
<tr>
<td>Ежемесячно</td>
<td>Проверка состояния покрытия, очистка от мусора, осмотр водоотводов.</td>
</tr>
<tr>
<td>Каждые три месяца</td>
<td>Замер глубины лунок, прогнозирование воздействия климатических факторов.</td>
</tr>
<tr>
<td>Раз в полгода</td>
<td>Проведение капитального ремонта в случае необходимости, замена поврежденных участков.</td>
</tr>
</table>
<p>При проведении работ учтите, что поддержка зеленых насаждений снижает уровень эрозии. Поэтому обрезка и уборка растений должны входить в план действий. Специальное оборудование необходимо для удаления корней деревьев, которые могут повредить конструкцию.</p>
<p>Для дренажа следует устанавливать специальные лотки и канавы, что предотвратит накопление воды. Проверка их состояния – обязательная часть контроля. При выявлении засоров, их необходимо незамедлительно очищать.</p>
<p>Оценка состояния используется и для прогнозирования дальнейших продолжительных работ. Поддерживайте связь с местными органами власти для получения информации о необходимом финансировании на проведение масштабных мероприятий.</p>
]]></content:encoded>
					
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		<title>Как обеспечить долговечность дорог в условиях засухи</title>
		<link>https://adsk.kz/kak-obespechit-dolgovechnost-dorog-v-usloviyax-zasuxi/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:45:07 +0000</pubDate>
				<category><![CDATA[Дороги в сложных условиях]]></category>
		<guid isPermaLink="false">https://adsk.kz/kak-obespechit-dolgovechnost-dorog-v-usloviyax-zasuxi/</guid>

					<description><![CDATA[Одним из наиболее эффективных решений для увеличения устойчивости дорожных покрытий в период дефицита влаги является внедрение современных технологий, таких как полимерные добавки и специальные целевые смеси. Эти материалы позволяют значительно повысить прочностные характеристики асфальта и бетона, тем самым предотвращая образование трещин и разрушений. Регулярные проверки состояния покрытия и его деградации помогут выявить потенциальные угрозы. Использование [&#8230;]]]></description>
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" alt="Как обеспечить долговечность дорог в условиях засухи" title="Как обеспечить долговечность дорог в условиях засухи" /></p>
<p>Одним из наиболее эффективных решений для увеличения устойчивости дорожных покрытий в период дефицита влаги является внедрение современных технологий, таких как полимерные добавки и специальные целевые смеси. Эти материалы позволяют значительно повысить прочностные характеристики асфальта и бетона, тем самым предотвращая образование трещин и разрушений.</p>
<p>Регулярные проверки состояния покрытия и его деградации помогут выявить потенциальные угрозы. Использование термовизионных обследований позволяет оперативно диагностировать температурные изменения и их влияние на структуру материала. Такой подход минимизирует вероятность значительных повреждений в условиях повышенных температур.</p>
<p>Инновационные технологии также включают применение специализированных дорожных материалов, которые имеют высокую супергидрофобность. Они способствуют уменьшению водопоглощения и, как следствие, снижению вероятности образования трещин. Анализ новых типов покрытий показывает, что их применение в условиях дефицита осадков может значительно продлить срок службы дорожных конструкций.</p>
<p>Системы управления водными ресурсами на объектах инфраструктуры могут значительно улучшить состояние дорог. Создание точек сбора и распределения воды, направленных на полив и орошение, поможет снизить влияние суши на дорожные покрытия. Рекомендуется также вести учет осадков и применять ресурсы в профилактических целях.</p>
<h2>Использование специальных материалов для строительства дорог</h2>
<p>Применение полимерных асфальтовых вяжущих значительно улучшает характеристики дорожного покрытия. Эти вяжущие способны выдерживать высокие температуры и предотвращают образование трещин. Их использование позволяет увеличивать срок службы проезжей части в условиях высокой температурной нагрузки.</p>
<p>Кальцийсодержащие добавки, такие как известь, могут быть использованы для повышения прочности и стабильности смеси в горячих условиях. Эти материалы эффективно снижают вязкость, что позволяет создавать более устойчивые конструкции.</p>
<p>Включение армирующих волокон, например, синтетических, в асфальтовые смеси помогает повысить сопротивляемость к механическим повреждениям и температурным колебаниям. Это особое внимание на детальное укрепление конструкций в местах с высокой нагрузкой.</p>
<table>
<tr>
<th>Материал</th>
<th>Преимущества</th>
</tr>
<tr>
<td>Полимерные вяжущие</td>
<td>Устойчивость к трещинообразованию, повышенная температура плавления</td>
</tr>
<tr>
<td>Кальцийсодержащие добавки</td>
<td>Увеличение прочности, улучшение стабильности смеси</td>
</tr>
<tr>
<td>Армирующие волокна</td>
<td>Повышенная прочность, снижение повреждений</td>
</tr>
</table>
<p>Модифицированные цементы для жилья на основе силикатов увеличивают стойкость к агрессивным атмосферным воздействиям. Эти материалы эффективно противостоят влаге и UV-излучению, предотвращая разрушение под воздействием окружающей среды.</p>
<p>Кроме того, применение геосинтетических материалов позволяет укреплять основание и улучшать распределение нагрузки. Подобные технологии способствуют уменьшению деформаций и увеличивают срок службы покрытия.</p>
<h2>Методы контроля и предотвращения повреждений asphaltных покрытий</h2>
<p>Регулярный мониторинг состояния асфальтового покрытия позволяет выявить повреждения на ранних этапах. Рекомендуется использовать следующие методы:</p>
<ul>
<li>Визуальная инспекция: Осмотр покрытия на наличие трещин, ям и других признаков повреждения. Рекомендуется проводить проверки не реже одного раза в месяц.</li>
<li>Использование датчиков: Установка датчиков для контроля температуры и влажности, что способствует выявлению потенциальных проблем при экстремальных погодных условиях.</li>
<li>Технология GPR: Георадар позволяет исследовать слои асфальта и выявить дефекты на большой глубине.</li>
</ul>
<p>Применение превентивных мер значительно снизит вероятность серьезных повреждений:</p>
<ul>
<li>Проведение текущее обслуживание: Регулярная подсыпка асфальта в зонах с интенсивной нагрузкой и устранение мелких повреждений.</li>
<li>Устранение воды: Обеспечение эффективного водостока с дороги предотвращает образование луж и уменьшает риск разрушения.</li>
<li>Повышение устойчивости: Использование добавок при укладке асфальта для повышения его прочности и устойчивости к температурным колебаниям.</li>
</ul>
<p>Инвестиции в новые технологии помогут предотвратить значительные затраты на реконструкцию:</p>
<ol>
<li>Стелющие материалы: Применение модифицированных асфальтовых смесей, улучшающих характеристики материала.</li>
<li>Технические средства: Внедрение подъемных устройств для контроля состояния активной нагрузки на покрытие.</li>
<li>Обучение персонала: Регулярные тренинги для дорожников по актуальным методам ремонта и профилактики.</li>
</ol>
<p>Применение этих рекомендаций способствует повышению устойчивости асфальтовых покрытий к внешним воздействиям и снижает вероятность серьезных разрушений.</p>
<h2>Оптимизация системы дождеводов и дренажа для поддержания состояния дорог</h2>
<p>Установка дождеводов с оптимальным уклоном не менее 1-2% помогает обеспечить плавный отвод дождевых вод. При выборе материалов для дождеводов рекомендуется использовать бетон или асфальт, которые обеспечивают долгий срок службы.</p>
<p><strong>Регулярное обслуживание системы дренажа</strong> – это необходимость. Необходимо проводить очистку от мусора и осадков не реже двух раз в год, что предотвращает засорение и застаивание влаги.</p>
<p>Внедрение системы фильтрации и песчаных уловителей может значительно увеличить эффективность дренажа. Это снижает нагрузку на канализацию, повышая срок службы конструкции.</p>
<p><em>Создание водозаборных колодцев</em> в ключевых точках позволяет собирать дождеобразные осадки и направлять их в специальные резервуары для дальнейшего использования. Это уменьшает нагрузку на дренажную систему и способствует более рациональному использованию ресурсов.</p>
<p>Проектирование ливневой сети следует выполнять с учетом местного климата и рельефа, что повышает ее производительность. Расположение водосточных труб должно обеспечивать их защиту от повреждений при сильных дождях.</p>
<p>Уменьшение количества твердых покрытий также способствует снижению стока. Применение проницаемого асфальта или альтернативных материалов позволяет обеспечить естественную аэрацию грунта и способствует его увлажнению.</p>
<p>Использование систем контроля уровня воды и автоматического управления дренажем позволит оперативно реагировать на изменения погоды и предотвращать образование колейности и трещин на дорожном покрытии.</p>
<h2>Комплексный подход к планированию maintenance в условиях засухи</h2>
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" alt="Комплексный подход к планированию maintenance в условиях засухи"></p>
<p>Для повышения надежности инфраструктуры рекомендуется использовать проактивные методы мониторинга. На ранних этапах выявление микротрещин позволяет предотвратить значительные разрушения. Использование технологий, таких как ультразвуковая диагностика, обеспечит детальный анализ состояния дорожного покрытия.</p>
<p>Необходимо соблюдать график регулярных проверок, особенно перед наступлением жаркого периода. Проверки должны включать в себя осмотр дренажных систем, чтобы исключить затопление и накопление влаги в критических точках. Установленные системы водосбора должны быть приведены в порядок и регулярно очищены от мусора.</p>
<p>Рекомендуется применять специальные добавки в асфальт, способные улучшить его устойчивость к высоким температурам и сухим условиям. Эти добавки помогут снизить вероятность образования пересохших участков и гарантировать меньшую текучесть материала при сильной жаре.</p>
<p>Обучение персонала также играет важную роль. Специалисты должны быть хорошо осведомлены о новых технологиях и методах, применяемых для увеличения срока службы покрытий. Периодические семинары и тренинги по актуальным темам позволят повысить уровень квалификации работников.</p>
<p>Планирование ремонтных работ следует осуществлять с учетом климатического прогноза. Совершение работ в оптимальные временные промежутки поможет избежать ненужных затрат и сохранить целостность дорожной структуры. Работы над подготовкой основания дорожного покрытия могут быть выполнены заранее, до наступления летнего сезона.</p>
<p>Оптимизация выбросов пыли во время ремонтных работ также должна находиться в центре внимания. Использование поливальных автомобилей и специальных устройств для контроля выбросов поможет сохранить экосистему и высокое качество воздухозаборников. Это потенциально улучшит условия для работников и пользователей дороги.</p>
<p>Наблюдение за результатами проведенных мероприятий позволит ввести необходимые корректировки в будущие планы и мероприятия. Важно собирать статистику по всем выполненным работам для дальнейшего анализа и улучшения менеджмента в данной сфере.</p>
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			</item>
		<item>
		<title>Проблемы с дренажем на дорогах в пустынных районах</title>
		<link>https://adsk.kz/problemi-s-drenazhem-na-dorogax-v-pustinnix-rajonax/</link>
					<comments>https://adsk.kz/problemi-s-drenazhem-na-dorogax-v-pustinnix-rajonax/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:45:06 +0000</pubDate>
				<category><![CDATA[Дороги в сложных условиях]]></category>
		<guid isPermaLink="false">https://adsk.kz/problemi-s-drenazhem-na-dorogax-v-pustinnix-rajonax/</guid>

					<description><![CDATA[Оптимизация систем отвода воды на транспортных артериях является ключом к обеспечению безопасности и долговечности инфраструктуры. Эффективные решения, такие как использование подземных резервуаров и каменных фильтров, способны минимизировать негативное воздействие осадков и обеспечить бесперебойный поток движения. При проектировании следует учитывать местные климатические условия и типы почвы. Например, в зонах с высокими температурами полезно применять материалы, отражающие [&#8230;]]]></description>
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" alt="Проблемы с дренажем на дорогах в пустынных районах" title="Проблемы с дренажем на дорогах в пустынных районах" /></p>
<p>Оптимизация систем отвода воды на транспортных артериях является ключом к обеспечению безопасности и долговечности инфраструктуры. Эффективные решения, такие как использование подземных резервуаров и каменных фильтров, способны минимизировать негативное воздействие осадков и обеспечить бесперебойный поток движения.</p>
<p>При проектировании следует учитывать местные климатические условия и типы почвы. Например, в зонах с высокими температурами полезно применять материалы, отражающие солнечное излучение, что способствует снижению тепловых деформаций. Рекомендуется также применять технологии, позволяющие предотвратить засорение систем, такие как автоматизированные очистные сооружения и регулярные инспекции.</p>
<p>Дополнительными мерами могут стать установка биофильтров, которые обеспечивают естественную очистку сточных вод, и реализация планов по озеленению территорий, что также помогает снижению эрозии и улучшению водообмена. Тщательный мониторинг состояния таких систем позволяет проводить своевременные действия для устранения возможных осложнений.</p>
<h2>Как влияет недостаток дренажа на состояние дорог в условиях засухи?</h2>
<p>Недостаток отвода воды приводит к нестабильности покрытия, особенно в условиях повышенных температур. При отсутствии системы отвода влаги asphalt теряет свою прочность, что ведет к образованию трещин и ям.</p>
<p>Накопление влаги на поверхности увеличивает риск коррозии материалов, используемых в строительстве путей. Это вызывает разрушение конструкции, что создает дополнительные расходы на восстановление и порядок.</p>
<p>Отсутствие нормального водоотведения ведет к образованию пыли в период засухи. Пыль оседает на дорожное покрытие и ухудшает сцепление шин с дорогой, увеличивая вероятность accidents. Для предотвращения этого рекомендуется регулярно проводить уборку и увлажнение пути.</p>
<p>Водный недостаток также влияет на растительность рядом с магистралями. Отсутствие зелени способствует ухудшению эстетики и биологического равновесия, что может снижать интерес к окружающим территориям и ослаблять дорожную инфраструктуру.</p>
<p>Создание лотков и канав на обочинах может существенно улучшить ситуацию. Элементы, предназначенные для стекания влаги, минимизируют риски, связанные с неправильным распределением воды, и продлевают срок эксплуатации покрытия.</p>
<p>Рекомендуется проводить регулярные проверки состояния покрытия и предпринимать меры по устранению недостатков в водоотведении. Это гарантирует максимальную безопасность и экономическую эффективность эксплуатации транспортных артерий в условиях ограниченного доступа к влаге.</p>
<h2>Способы улучшения дренажной системы для устойчивости дорожного покрытия</h2>
<p>Установка системы ливневой канализации с отводом воды в специальные резервуары позволяет эффективно управлять осадками. Такие конструкции минимизируют воздействие влаги на поверхность.</p>
<p><strong>Использование перколяционных материалов</strong> в конструкциях дорожного покрытия значительно снижает уровень влаги, позволяя воде просачиваться и предотвращая образование луж. Это особенно актуально для участков с высокой интенсивностью осадков.</p>
<p>Разработка уклонов на перекрестках и местах стока защищает от скапливания жидкости, обеспечивая естественный отвод воды. Угол наклона не должен быть менее 2%, чтобы избежать ненужных застоев.</p>
<p><strong>Создание биофильтров</strong> вокруг проезжей части способствует естественной очистке и задержке воды. Растительность помогает поглощать влагу и замедляет сток.</p>
<p>Применение дренирующих асфальтовых смесей обладает высоким уровнем проницаемости и предотвращает размягчение поверхности. Такие составы способствуют быстрому отведению воды, сохраняя целостность покрытия.</p>
<p><strong>Мониторинг состояния почвы</strong> и регулярные проверки системы отвода позволяют вовремя выявлять недостатки и осуществлять необходимый ремонт. Работы по техническому обслуживанию должны проводиться не реже одного раза в год.</p>
<p>Повышение устойчивости дорожного полотна достигается благодаря установке специальных заборов и барьеров для отвода потоков воды от проезжей части. Эти конструкции не только защищают, но и направляют дождевые воды в отводящие каналы.</p>
<h2>Какие материалы и технологии лучше использовать для дренажа в пустынных условиях?</h2>
<p><img decoding="async" 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" alt="Какие материалы и технологии лучше использовать для дренажа в пустынных условиях?"></p>
<p>Для создания систем отвода воды в условиях высокой температуры и низкой влажности целесообразно использовать перфорированные трубы из полиэтилена. Они обеспечивают надёжное удаление влаги и способны выдерживать нагрузки от песчаных дюн.</p>
<p>В качестве фильтрующего материала рекомендуется применять геосетки, которые улучшают распределение воды и предотвращают засорение. При этом стоит обратить внимание на использование каменных завалов или щебня, которые эффективно работают на дренажных каналах.</p>
<p>Технологические решения, такие как использование септиков и отстойников, могут значительно повысить уровень очистки сточных вод. Ненасыщенные зоны с растительным покровом помогут улучшить водоотвод и обогатить почву.</p>
<p>Установка смотровых колодцев в ключевых точках системы позволит упростить обслуживание и контроль за состоянием конструкций. Оптимальное размещение колодцев минимизирует время реагирования на изменения в системе.</p>
<p>Частое использование инфильтрационных систем также покажет свою эффективность. Эти системы позволяют максимально использовать ресурсы осадков и уменьшают риск потерь влаги.</p>
<p>Искусственные водоемы, созданные на базе бетонных или пластиковых конструкций, могут служить резервуарами для сбора дождевой воды. Их применение позволит использовать запасы воды в период засухи.</p>
<p>Использование природных материалов, таких как кора деревьев или мульча, может помочь в борьбе с испарением влаги и улучшении условий для растительности, что, в свою очередь, поддержит баланс экосистемы.</p>
<p>При проектировании стоит учитывать геологические особенности местности. Создание наклонов и профилей уловителей воды значительно повысит эффективность системы распределения.</p>
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		<title>Влияние морского климата на дороги в Актау</title>
		<link>https://adsk.kz/vliyanie-morskogo-klimata-na-dorogi-v-aktau/</link>
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		<pubDate>Mon, 27 Jan 2025 04:45:05 +0000</pubDate>
				<category><![CDATA[Дороги в сложных условиях]]></category>
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					<description><![CDATA[Регулярный мониторинг состояния магистралей в прибрежных городах становится необходимым для обеспечения безопасного передвижения. Для этого следует учесть характерные факторы, которые могут негативно сказаться на асфальтном покрытии и других элементах инфраструктуры. Комплексный подход к анализу погодных условий позволит принять меры для продления срока службы дорожного полотна. Одна из главных рекомендаций – использование материалов, устойчивых к коррозии [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Регулярный мониторинг состояния магистралей в прибрежных городах становится необходимым для обеспечения безопасного передвижения. Для этого следует учесть характерные факторы, которые могут негативно сказаться на асфальтном покрытии и других элементах инфраструктуры. Комплексный подход к анализу погодных условий позволит принять меры для продления срока службы дорожного полотна.</p>
<p><strong>Одна из главных рекомендаций</strong> – использование материалов, устойчивых к коррозии и влаге. Важно применять такие виды асфальтовой смеси, которые хорошо переносят воздействие соленой воды и перепадов температур. Это снизит вероятность появления трещин и выбоин, что, в свою очередь, уменьшит затраты на содержание уличной инфраструктуры.</p>
<p><em>Следует учитывать</em>, что регулярная уборка и обработка уличной сети от накопившейся соли и песка также имеет огромное значение. Эти вещества способствуют ускоренной деградации покрытия и установке отводов для дождевой воды, что позволит улучшить дренажные системы и минимизировать разрушение асфальта. Профилактические мероприятия дадут возможность избежать более серьезных проблем в будущем.</p>
<p>Обращение внимания на эти аспекты поможет поддерживать безопасные и комфортабельные условия для автодвижения и пешеходов, способствуя устойчивому развитию городской инфраструктуры. Местным властям следует разработать стратегию, направленную на восстановление и профилактику уличного покрытия с учетом специфичных условий прибрежного региона.</p>
<h2>Коррозия дорожных материалов под воздействием соли и влаги</h2>
<p><img fetchpriority="high" decoding="async" class="alignnone size-medium wp-image-1719" src="https://adsk.kz/wp-content/uploads/2025/01/vid-rzhavyh-metallicheskih-elementov-300x198.jpg" alt="" width="300" height="198" srcset="https://adsk.kz/wp-content/uploads/2025/01/vid-rzhavyh-metallicheskih-elementov-300x198.jpg 300w, https://adsk.kz/wp-content/uploads/2025/01/vid-rzhavyh-metallicheskih-elementov-768x508.jpg 768w, https://adsk.kz/wp-content/uploads/2025/01/vid-rzhavyh-metallicheskih-elementov.jpg 1024w" sizes="(max-width: 300px) 100vw, 300px" /></p>
<p>Технические характеристики различных материалов могут существенным образом отличаться в зависимости от их химического состава и структуры. Для борьбы с коррозией стоит обратить внимание на следующие группы:</p>
<ul>
<li>Бетоны с добавками, повышающими устойчивость к влаге и солям.</li>
<li>Асфальтобетонные смеси, включая модификаторы, увеличивающие их долговечность.</li>
<li>Геосинтетические материалы, которые могут защищать коренные слои от проникновения влаги.</li>
</ul>
<p>Использование звукоизоляционных и защитных слоев с воздухопроницаемыми мембранами значительно уменьшает воздействие солей на подстилающие структуры. Это также снижает вероятность образования трещин и других разрушений, вызываемых расширением при замерзании влаги.</p>
<p>Регулярное обслуживание и осмотр автомобильных покрытий также играют важную роль. Рекомендуется:</p>
<ol>
<li>Проводить инспекции на наличие трещин и повреждений.</li>
<li>Обеспечивать чистоту от накопившихся солей и грязи.</li>
<li>Ремонтировать мелкие повреждения до того, как они перерастут в значительные разрушения.</li>
</ol>
<p>Наличие датчиков для мониторинга состояния покрытия позволяет заранее выявлять потенциальные проблемы и принимать меры по их устранению. Это способствует снижению затрат на ремонт и увеличивает срок службы покрытий.</p>
<h2>Морская и ее влияние на асфальтовое покрытие</h2>
<p><strong>Оптимальные условия для строительства</strong> асфальтовых поверхностей в регионах с высокой влажностью требуют учёта специфических материалов и технологий. Специальные добавки, устойчивые к коррозии, позволяют значительно улучшить долговечность покрытия. Например, использование полимеров в асфальтовых смесях способствует повышению эластичности и прочности, что критично для противостояния воздействиям влажной среды.</p>
<p><strong>Обслуживание и профилактика</strong> асфальта важно учитывать на фоне высоких показателей влажности. Рекомендуется проводить регулярные обследования для выявления трещин и деформаций, которые могут развиться под воздействием влаги. Устранение этих проблем на ранних стадиях позволяет избежать более серьезных повреждений и значительных затрат на ремонт.</p>
<p><strong>Проведение испытаний:</strong> перед укладкой нового покрытия следует осуществлять испытания на водоотведение. Это позволяет определить, насколько эффективно асфальт будет реагировать на осадки. Учёные рекомендуют применять дренажные системы, чтобы предотвратить скапливание воды на поверхности, что значительно снижает риск разрушения.</p>
<p>Климатические условия и воздействие погоды подчеркивают необходимость выбора материалов, устойчивых к образованию водяной пленки и вымыванию связующих веществ. Асфальтовые смеси с модификаторами демонстрируют высокую эффективность в таких условиях. Использование полимерных добавок рекомендуется для улучшения адгезии к основанию и снижения риска разрушения покрытия.</p>
<p><strong>Контроль за состоянием покрытия</strong> включает мониторинг температурных изменений и уровня влажности. Эти данные помогают предсказать прочность и долговечность асфальта. Применение технологий сенсорного мониторинга может быть полезным для выявления потенциальных проблем на ранних стадиях.</p>
<p>При проектировании новых объектов важно учитывать необходимость адаптации к условиям высокой влажности воздуха. Это предполагает использование специализированных геосеток и других технологий, которые обеспечивают устойчивость и защиту от коррозии в условиях повышенной сырости.</p>
<h2>Адаптация проектов дорожного строительства к морскому климату</h2>
<p>Рекомендуется использовать материалы с высокой стойкостью к коррозии, чтобы снизить последствия воздействия соленой влаги. Стальные конструкции должны быть защищены антикоррозийными покрытиями, а бетон необходимо обогащать добавками, которые увеличивают его прочность и водоотталкивающие свойства.</p>
<p>Проектирование должно учитывать специфику высоких температур и сильных ветров. Важно применять асфальтовые смеси, имеющие специальные свойства, чтобы предотвратить растрескивание и деформацию дорожного покрытия. Устойчивые к температурным колебаниям полимерные добавки помогут поддерживать целостность полотна.</p>
<p>Оптимальным вариантом будет создание дренажной системы для быстрого удаления воды с поверхности. Подземные конструкции должны быть защищены от затоплений, а разметка и дорожные знаки должны быть выполнены из материалов, устойчивая к воздействию агрессивной среды.</p>
<p>Этапы планирования должны включать регулярные исследования состояния дорожной инфраструктуры. Это позволяет заранее выявлять участки, требующие ремонта или модернизации. Учитывая специфические условия, целесообразно проводить мониторинг и анализ воздействия окружающей среды на уже существующие объекты.</p>
<p>Непременным требованием становится использование экологически чистых технологий. Это не только отвечает требованиям современности, но и гарантирует более длительный срок службы транспортной инфраструктуры в условиях, характеризующихся повышенной влажностью и агрессивными атмосферными явлениями.</p>
<p>С учётом всех вышеперечисленных факторов, подход к проектированию должен быть взвешенным и основанным на глубоком анализе местных условий. Опираясь на международный опыт и лучшие практики, можно создать безопасные и долговечные объекты.</p>
<h2>Методы профилактики повреждений дорог в условиях Актауской погоды</h2>
<p>Использование качественных материалов, устойчивых к агрессивным условиям, позволяет снизить риск разрушений. Рекомендовано применять асфальтные смеси с добавлением полимеров для увеличения прочности и долговечности покрытия.</p>
<p>Регулярный мониторинг состояния покрытия с помощью специализированных приборов позволяет выявлять мелкие трещины и деформации на ранних стадиях. Наблюдение и оперативное реагирование помогут предотвратить более серьезные повреждения.</p>
<p>Обеспечение грамотного дренажа играет ключевую роль. Правильное расположение сливных систем и уклонов для отвода осадков минимизирует воздействие влаги на поверхность и подстилающие слои, что значительно увеличивает срок службы настила.</p>
<p>Использование геосинтетических материалов в процессе укладки может повысить прочностные характеристики конструкций. Они помогают распределить нагрузки и предотвращают деформации, связанные с перепадом температур.</p>
<p>Создание планов регулярного обслуживания и ремонта с учетом специфики местных условий позволит поддерживать инфраструктуру в надлежащем состоянии. Важно учитывать сезонные колебания температур при проведении ремонтных работ, чтобы избежать быстрого износа.</p>
<p>Обучение персонала, осуществляющего контроль и техническое обслуживание, также играет значительную роль. Понимание особенностей воздействия местного климата на материалы поможет оперативно выявлять и устранять проблемы.</p>
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		<title>Строительство дорог в регионах с каменистым грунтом</title>
		<link>https://adsk.kz/stroitelstvo-dorog-v-regionax-s-kamenistim-gruntom/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:45:04 +0000</pubDate>
				<category><![CDATA[Дороги в сложных условиях]]></category>
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					<description><![CDATA[Применение специализированных технологий и методик является основным критерием для достижения долговечности и безопасности транспортных артерий в условиях с плотным составом. Рекомендуется изначально провести тщательное геологическое исследование, чтобы выявить уровень твердости и наличие подземных вод. Знание типов горных пород позволяет выбрать верные технологии для выполнения работ. Использование щебеночно-песчаных смесей при укладке оснований помогает обеспечить необходимую прочность [&#8230;]]]></description>
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" alt="Строительство дорог в регионах с каменистым грунтом" title="Строительство дорог в регионах с каменистым грунтом" /></p>
<p>Применение специализированных технологий и методик является основным критерием для достижения долговечности и безопасности транспортных артерий в условиях с плотным составом. Рекомендуется изначально провести тщательное геологическое исследование, чтобы выявить уровень твердости и наличие подземных вод. Знание типов горных пород позволяет выбрать верные технологии для выполнения работ.</p>
<p><strong>Использование щебеночно-песчаных смесей</strong> при укладке оснований помогает обеспечить необходимую прочность и устойчивость к воздействию внешних факторов. Важно также рассмотреть интеграцию армированных слоев, которые поднимут нагрузочную способность конструкции. Смешивание различных фракций позволяет улучшить дренаж и снизить вероятность образования трещин и деформаций.</p>
<p><em>При выборе асфальтового покрытия стоит обратить внимание на высокоплотные смеси.</em> Такие материалы имеют лучшие характеристики в условиях меняющейся погоды и нагрузок. Уход за асфальтом на начальных этапах эксплуатации также играет немалую роль, поэтому рекомендуется периодически проводить его обследование и, при необходимости, вовремя осуществлять ремонты.</p>
<p>Рекомендуется использовать современное оборудование для контроля качества и соблюдения технологических процессов. Актуальные научные разработки, такие как геосинтетические материалы, обеспечивают дополнительную стабильность и предотвращают деформацию полотна. Систематизированный подход и внимание к деталям, безусловно, способствуют созданию надежных путей передвижения в таких сложных условиях.</p>
<h2>Выбор материалов для строительства на каменистом грунте</h2>
<p>Оптимальные материалы для работы в условиях плотной породы включают:</p>
<ul>
<li><b>Песчаник</b> &#8212; Хорошо подходит при наличии мелких камней. Обеспечивает надежную опору.</li>
<li><b>Гравий</b> &#8212; Эффективен благодаря своей высококлассной дренажной способности и устойчивости к нагрузкам.</li>
<li><b>Бетон</b> &#8212; Необходим для создания прочных и долговечных сооружений. Рекомендуется использовать специальные добавки для повышения адгезии.</li>
<li><b>Щебень</b> &#8212; Позволяет добиться лучшего распределения нагрузки. Размер фракций следует подбирать в зависимости от условий эксплуатации.</li>
<li><b>Гобиен</b> &#8212; Результативен при повышенной влажности. Защищает от водной эрозии.</li>
</ul>
<p>Важные моменты выбора:</p>
<ol>
<li>Проверка прочности и устойчивости материалов к механическим воздействиям.</li>
<li>Оценка условий эксплуатации и нагрузок, ожидаемых в процессе эксплуатации.</li>
<li>Учитывать климатические факторы, влияющие на долговечность компонентов.</li>
<li>Анализ местных поставок для сокращения затрат на транспортировку.</li>
</ol>
<p>Рекомендуется выполнять предварительные испытания материалов для определения их характеристик. Это поможет избежать возможных проблем в дальнейшем и обеспечит прочность сооружений на долгое время.</p>
<h2>Методы подготовки основания дороги в сложных условиях</h2>
<p><img decoding="async" 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" alt="Методы подготовки основания дороги в сложных условиях"></p>
<p>Рекомендовано применять механизированные способы разрыхления сложных материалов. Использование экскаваторов и бульдозеров позволит достичь необходимой плотности основания за короткий срок.</p>
<p><strong>Проведение геологических изысканий</strong> перед началом работ является важной частью подготовки. Обследования помогут выбрать оптимальные методы работы, учитывая свойства и состав грунта.</p>
<p>Для повышения прочности основания следует рассмотреть использование <em>геосеток</em> и других геосинтетических материалов. Это значительно улучшит распределение нагрузки и предотвратит деформацию под действием внешних факторов.</p>
<p>Также рекомендуется <strong>установить дренажные системы</strong> для отвода избыточной влаги. Это поможет избежать сниженной прочности в условиях постоянной сырости и уменьшит вероятность возникновения бугров.</p>
<p>При необходимости можно использовать <em>инъекционные технологии</em>, которые позволят улучшить структуру и стабильность основания. Инъекции специальных составов помогут заполнить полости и укрепить слабые зоны.</p>
<p><strong>Регулярный мониторинг</strong> состояния фундамента в процессе эксплуатации позволит своевременно реагировать на изменения и вносить коррективы в содержание и конструкцию.</p>
<p>Также следует учитывать <em>погодные условия</em> при проведении работ, так как дождь или высокая температура могут повлиять на качество подготовительных мероприятий. Планирование работ с учетом сезона поможет избежать многих проблем.</p>
<p>Использование современных технологий и методов в сочетании с качественными материалами обеспечит надежность основания и его долговечность вне зависимости от условий, в которых оно будет эксплуатироваться.</p>
<h2>Технологии укладки асфальта и бетона в каменистых районах</h2>
<p>Для успешной укладки асфальта и бетона в условиях с каменистой основой рекомендуется применять методы, учитывающие сложные физические свойства материала. Прежде всего, важно проводить предварительные исследования на предмет анализа структуры и составных элементов недр. Это обеспечит понимание, какие подготовительные работы необходимо провести.</p>
<p>Перед укладкой следует произвести выемку материла и выравнивание основания. Использование экскаваторов и бульдозеров для удаления крупных камней явно улучшает качество подготовки. Для этого рекомендуется использовать механизмы с высокими характеристиками, способные справиться с каменной средой.</p>
<p>Этап стабилизации основы может включать применение геосинтетических материалов или специальных связующих смесей, что поможет создать прочное основание для дальнейшей укладки. Важно, чтобы эти материалы получили достаточно времени для схватывания и обеспечили надежное сцепление с основой.</p>
<p>Для Асфальтирования требует уверенного контроля температуры смеси. Поддержание температуры при укладке выше 140 °C способствует равномерному распределению и качественному сцеплению с основой. Использование виброплиты и катков с высоким давлением позволит добиться нужной плотности и прочности покрытия.</p>
<p>При нанесении бетона следует обратить внимание на его пропорции и выбор добавок. Проведение опытных замесов поможет определить оптимальную рецептуру, включая использование пластификаторов и материалов для повышения морозостойкости. Укладку бетона необходимо производить в краткие сроки, чтобы избежать его затвердевания до завершения технологии.</p>
<p>Завершающий этап включает контроль за процессом твердения как асфальта, так и бетона. Для предотвращения быстрого испарения влаги рекомендуется использовать специальные покрытия или пленки. Также стоит учитывать климатические условия, чтобы избежать образования трещин и деформаций.</p>
<h2>Системы дренажа и управления дождевыми водами</h2>
<p>Рекомендуется устанавливать дренажные канавы с уклоном не менее 1% для обеспечения эффективного отвода осадков. При проектировании водостоков следует учитывать максимальные валовые осадки, которые могут быть рассчитаны на основе многолетних метеорологических данных.</p>
<p>Использование фильтрующих подушек из геотекстиля поможет предотвратить засорение дренажных систем. Эта мера позволит увеличить срок службы дренажных решений и снизить расходы на их обслуживание.</p>
<p>Прокладка трубопроводов дренажной системы должна проводиться на глубине не менее 0,5 метра, чтобы избежать их повреждения и обеспечить защиту от воздействия внешней среды. Основные материалы для труб – полимерные, обладающие высокой коррозионной стойкостью.</p>
<p>Каптированные системы сбора дождевых вод, такие как ливневые резервуары, эффективно решают задачи накопления и уровня управления осадками. Их проектирование должно базироваться на анализе данными о водоотводимости поверхности и ожидаемых объемах осадков в данном климате.</p>
<p>Важно учитывать, что использование биосистем, таких как дождевые сады и растительные фильтры, не только уменьшает количество сточных вод, но и способствует созданию природных экосистем, улучшая качество окружающей среды.</p>
<p>Автоматические системы контроля за уровнем воды могут быть интегрированы для повышения оперативности реагирования на внезапные дожди и предотвращения затоплений. Эти системы должны быть совместимы с существующими программами мониторинга и управления дождевыми водами.</p>
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		<title>Как адаптировать материалы для сложного климата Мангистау</title>
		<link>https://adsk.kz/kak-adaptirovat-materiali-dlya-slozhnogo-klimata-mangistau/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:45:03 +0000</pubDate>
				<category><![CDATA[Дороги в сложных условиях]]></category>
		<guid isPermaLink="false">https://adsk.kz/kak-adaptirovat-materiali-dlya-slozhnogo-klimata-mangistau/</guid>

					<description><![CDATA[Необходимо использовать утепленные и влагостойкие изделия, чтобы предотвратить негативные последствия воздействия суровых температур и сильных ветров. При выборе конструктивных решений стоит обратить внимание на высококачественные теплоизоляционные компоненты, например, экструдированный пенополистирол, который эффективно защищает от перепадов температур. Эксперты рекомендуют применять специальные покрытия, способные противостоять ультрафиолетовому излучению и коррозии. Рекомендуется выбирать краски и лакокрасочные материалы, имеющие в [&#8230;]]]></description>
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" alt="Как адаптировать материалы для сложного климата Мангистау" title="Как адаптировать материалы для сложного климата Мангистау" /></p>
<p>Необходимо использовать утепленные и влагостойкие изделия, чтобы предотвратить негативные последствия воздействия суровых температур и сильных ветров. При выборе конструктивных решений стоит обратить внимание на высококачественные теплоизоляционные компоненты, например, экструдированный пенополистирол, который эффективно защищает от перепадов температур.</p>
<p>Эксперты рекомендуют применять специальные покрытия, способные противостоять ультрафиолетовому излучению и коррозии. Рекомендуется выбирать краски и лакокрасочные материалы, имеющие в своем составе специальные добавки для увеличения стойкости к внешним факторам. Это значительно повысит долговечность объектов.</p>
<p>Использование местных природных материалов может стать оптимальным решением. Например, камень и кирпич, добываемые в данном регионе, имеют отличные теплоизоляционные свойства и идеально подходят для строительства. Стоит учитывать и проектирование систем водоотведения, так как в условиях дефицита воды важно избежать загрязнения и ущерба экосистеме.</p>
<p>Для обеспечения устойчивости к сильным ветрам необходимо правильно рассчитывать анкерные системы. Использование специальных крепежей и конструкций, устойчивых к боковым нагрузкам, значительно увеличит надежность всего сооружения. Эти рекомендации помогут избежать частых ремонтов и продлить срок эксплуатации объектов.</p>
<h2>Выбор строительных материалов, устойчивых к жары и засухе</h2>
<p>Для максимально долговечного строительства в условиях повышенных температур и недостатка влаги рекомендуется отдавать предпочтение экологически чистым и высокопрочным веществам, таким как натуральный камень. Данный материал отличается низкой теплопроводностью и высокой стойкостью к температурным колебаниям.</p>
<p>Кирпичи из глины, подвергнутые специальной термической обработке, обеспечивают отличные показатели изоляции. Они не только надежно сохраняют прохладу внутри зданий, но и имеют высокий уровень прочности. Важно использовать светлые оттенки глины, так как темные поверхности активно притягивают солнечные лучи.</p>
<p>Обратите внимание на кальциево-силикатные блоки. Они отличаются хорошей влагостойкостью и теплоизоляцией. Эти стеновые элементы прекрасно справляются с горячими и засушливыми условиями, что продлевает срок эксплуатации результатов строительных работ.</p>
<p>Дерево, использующееся в конструкциях, должно быть обработано защитными составами от гниения и насекомых. Рекомендуются такие сорта, как лиственница и дуб, которые имеют высокую естественную устойчивость к воздействию внешней среды.</p>
<p>Покрытия, такие как теплоотражающие краски, помогут уменьшить температуры на кровле. Использование таких решений способствует снижению тепловой нагрузки на конструкции, что минимизирует риск термических деформаций.</p>
<p>Важно обратить внимание на оконные системы. Двойные или тройные стеклопакеты с низкоэмиссионными покрытиями обеспечивают качественную изоляцию от нагрева, сохраняя комфортный климат внутри помещений.</p>
<p>Наконец, рекомендуется использование зеленых крыш, которые не только защищают от перегрева, но и способствуют улучшению микроклимата на территории. Растительность поглощает солнечную энергию, уменьшая температуру на крыше и вокруг здания.</p>
<h2>Использование технологий теплоизоляции для сохранения комфортных условий</h2>
<p>Применение современных методов теплоизоляции позволяет значительно снизить потребление энергии на обогрев и охладку объектов. Отдача предпочтения многослойным системам утепления с использованием минеральной ваты обеспечивает высокие теплоизоляционные характеристики благодаря низкому коэффициенту теплопроводности.</p>
<p>Пенополистирол, в свою очередь, идеально подходит для наружного утепления. Этот материал легко монтируется и выдерживает высокие нагрузки, что делает его популярным выбором для создания защитных стеновых конструкций.</p>
<p>Либо стоит обратить внимание на инновации в области аэрогелей. Это один из самых легких и эффективных изоляторов, обеспечивающий до 10 раз более высокую теплоизоляцию, чем традиционные варианты. Аэрогели могут быть использованы в качестве внешнего слоя для защиты зданий от экстремальных температур.</p>
<p>Не стоит забывать и о естественных материалах. К примеру, целлюлозное волокно демонстрирует хорошие теплоизоляционные свойства и является экологически чистым вариантом. Его использование способно снизить теплопотери и стабилизировать температуру внутри помещений.</p>
<p>Интеграция систем вентиляции с рекуперацией тепла создает возможность повторного использования теплого воздуха, что еще больше улучшает комфортные условия в домах и зданиях. Такие системы способны снизить потребление энергии на 30-50%.</p>
<p>Важно учитывать особенности монтажа теплоизоляции. Устойчивость к влаге, защита от механических повреждений и правильная укладка материалов существенно повлияют на долговечность и эффективность. Рекомендуется привлечение профессионалов для выполнения таких работ.</p>
<h2>Планирование водоснабжения и системы орошения в условиях нехватки воды</h2>
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" alt="Планирование водоснабжения и системы орошения в условиях нехватки воды"></p>
<p>Хранение воды в емкостях позволяет обеспечить запасы на периоды засухи. Для этого подходят резервуары различного объема, предпочтительно изготовленные из устойчивых к коррозии материалов.</p>
<ul>
<li><strong>Установить автоматизированные системы полива:</strong> Это поможет значительно сократить расход ресурса и оптимизировать использование имеющейся воды.</li>
<li><strong>Использовать капельное орошение:</strong> Этот метод доставляет воду непосредственно к корням растений, минимизируя потери.</li>
<li><strong>Сеть фильтрации:</strong> Создание фильтрующих систем повысит качество поступающей воды и уменьшит ее загрязнение.</li>
</ul>
<p>Разработка планов распределения воды должна включать зоны с различными потребностями. Необходимо учитывать тип культуры, особенности почвы и климатические условия.</p>
<ol>
<li><strong>Контроль за объемом использования:</strong> Ведение учета расхода обеспечит понимание потребностей и выявление утечек.</li>
<li><strong>Обучение агрономов:</strong> Подготовка специалистов для работы с новыми технологиями полива значительно повысит результативность.</li>
<li><strong>Создание кооперативов:</strong> Объединение ресурсов местных фермеров и садоводов позволит совместно использовать дорогостоящие системы орошения.</li>
</ol>
<p>Изучение анимационных данных о влажности почвы будет способствовать правильной оценке необходимости полива и избежанию избыточного снабжения.</p>
<p>Регулярный аудит и оценка существующих систем помогут в корректировке планов и внедрении современных технологий. Сравнение с эффективными практиками других регионов даст возможность учесть все аспекты на местном уровне.</p>
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			</item>
		<item>
		<title>Что учитывать при строительстве дорог в условиях сильного солнца</title>
		<link>https://adsk.kz/chto-uchitivat-pri-stroitelstve-dorog-v-usloviyax-silnogo-solntsa/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:45:02 +0000</pubDate>
				<category><![CDATA[Дороги в сложных условиях]]></category>
		<guid isPermaLink="false">https://adsk.kz/chto-uchitivat-pri-stroitelstve-dorog-v-usloviyax-silnogo-solntsa/</guid>

					<description><![CDATA[Рекомендации по выбору материалов. Для обеспечения долговечности покрытий в жарких климатах следует использовать асфальт с повышенным содержанием модификаторов, таких как полимеры. Это позволит повысить устойчивость к деформации и трещинообразованию. Также стоит рассмотреть использование специальных теплоотражающих верхних слоев, которые будут снижать температурные нагрузки на дорожное полотно. Оптимизация дренажа. Важно обеспечить эффективный водоотвод, чтобы избежать накопления дождевой [&#8230;]]]></description>
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" alt="Что учитывать при строительстве дорог в условиях сильного солнца" title="Что учитывать при строительстве дорог в условиях сильного солнца" /></p>
<p><strong>Рекомендации по выбору материалов.</strong> Для обеспечения долговечности покрытий в жарких климатах следует использовать асфальт с повышенным содержанием модификаторов, таких как полимеры. Это позволит повысить устойчивость к деформации и трещинообразованию. Также стоит рассмотреть использование специальных теплоотражающих верхних слоев, которые будут снижать температурные нагрузки на дорожное полотно.</p>
<p><strong>Оптимизация дренажа.</strong> Важно обеспечить эффективный водоотвод, чтобы избежать накопления дождевой воды и ее негативного воздействия на конструкцию. Специальные дренажные канавы и системы, способные быстро отводить влагу, помогут сохранить целостность дороги в условиях интенсивных осадков.</p>
<p><strong>Выбор технологических процессов.</strong> Следует применять методы, позволяющие улучшать компакцию грунта и асфальта при высоких температурах. Использование виброплит и роликов с повышенной массы поможет добиться необходимой плотности, что значительно увеличит срок службы дорожного покрытия.</p>
<p><strong>Учет температуры в процессе укладки.</strong> Работы по укладке асфальта следует планировать на утреннее или вечернее время, когда температура воздуха ниже. Это минимизирует риск перегрева материалов и улучшает качество укладки. Кроме того, следует обеспечить постоянный контроль за температурными режимами в процессе работ.</p>
<h2>Материалы для дорожного покрытия: выбор и устойчивость к солнечному воздействию</h2>
<ul>
<li><strong>Асфальтобетон:</strong> Использование высококачественного асфальтобетона с щебнем и песком, обладающего хорошей адгезией, уменьшает вероятность разрушения под воздействием тепла.</li>
<li><strong>Бетон:</strong> Современные составы бетона с добавлением специальных полимеров увеличивают прочность и устойчивость покрытия к температурным изменениям.</li>
<li><strong>Гибкие покрытия:</strong> Резино-асфальтовые смеси демонстрируют отличные показатели термостойкости и поглощают ударные нагрузки.</li>
</ul>
<p>Следует обратить внимание на цветовые характеристики покрытий. Светлые оттенки отражают солнечные лучи, минимизируя нагрев. Тёмные варианты, наоборот, могут привести к перегреву и трещинам.</p>
<ol>
<li>Выбор легковесных полимеров для повышения термостойкости.</li>
<li>Регулярное применение препаратов для защиты от ультрафиолета.</li>
<li>Проведение исследований на предмет устойчивости материалов к изменению температурного режима.</li>
</ol>
<p>Переход на высококачественные составы значительно увеличивает срок службы дорожного полотна, что гарантирует снижение затрат на его обслуживание и ремонт.</p>
<h2>Методы теплоизоляции и охлаждения дорожных конструкций</h2>
<p>Применение светлых, отражающих асфальтобетонных смесей способствует снижению температуры поверхности. Такие материалы могут отразить до 30% солнечного излучения, что уменьшает нагрев.</p>
<p>Использование геосинтетических материалов улучшает теплоизоляцию. Их укладка под верхним слоем покрытия позволяет снизить теплопроводность и замедлить нагрев. Геотекстили повышают прочность и долговечность конструкций.</p>
<p>Внедрение специальных полимерных добавок в состав асфальта улучшает его сопротивляемость к высокой температуре. Эти добавки помогают предотвратить деформацию и трещинообразование, что продлевает срок службы покрытия.</p>
<p>Устройство «зеленых» зон вдоль магистралей способствует естественному охлаждению. Растительность поглощает солнечное излучение и снижает температуру воздуха, создавая комфортные условия для водителей и пешеходов.</p>
<p>Использование вентиляционных шахт для удаления тепла из асфальтобетонного слоя позволяет снижать его температуру. Системы активного охлаждения, включающие распыление воды, могут поддерживать оптимальный температурный режим.</p>
<p>Внедрение фотокаталитических технологий, которые способствуют разрушению вредных веществ в воздухе под воздействием света, также полезно. Эти методы помогают уменьшать негативное воздействие на окружающую среду.</p>
<p>Специальные теплоотражающие покрытия, которые применяются в сочетании с обычными асфальтобетонными смесями, могут уменьшить перегрев. Эти материалы сохраняют более низкие температуры даже в условиях прямой солнечной активности.</p>
<p>Капиллярные системы охлаждения, встроенные в дорожную конструкцию, могут существенно снизить температуру поверхности. Эти системы работают на основе циркуляции воды, поглощая избыточное тепло.</p>
<p>Экспериментальные разработки по использованию керамических облицовочных материалов тоже демонстрируют многообещающие результаты. Их применение может быть актуально на участках с высокими нагрузками и интенсивным движением.</p>
<h2>Режимы эксплуатации: планирование работ в условиях высоких температур</h2>
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" alt="Режимы эксплуатации: планирование работ в условиях высоких температур"></p>
<p>Работы следует планировать в утренние и вечерние часы, когда температура минимальна. Важно избегать максимальных значений, чтобы снизить риск повреждения материалов.</p>
<p>Перед началом укладки асфальта рекомендуется проводить термометрирование на месте работы. Оптимальные условия предполагают температуру асфальтовой смеси в диапазоне 120-160 градусов Цельсия.</p>
<p>Использование специальных добавок помогает обеспечить устойчивость к перегреву. Они способствуют уменьшению вязкости и повышению сроков службы покрытия.</p>
<p>Контроль влажности также имеет значение. Перед укладкой необходимо проверить грунт на водонасыщенность, так как влагосодержание влияет на температуру поверхности.</p>
<p>Для защиты рабочих от перегрева следует организовать регулярные перерывы и обеспечить доступ к холодным напиткам. Эффективные методы охлаждения помогут снизить вероятность тепловых ударов.</p>
<p>Правильная организация строительного процесса позволяет избежать преждевременного износа материалов и повысить долговечность дорог. Эффективное распределение температуры источников тепла повлияет на устойчивость покрытия.</p>
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			</item>
		<item>
		<title>Экологические решения для дорог в пустынных зонах</title>
		<link>https://adsk.kz/ekologicheskie-resheniya-dlya-dorog-v-pustinnix-zonax/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:45:02 +0000</pubDate>
				<category><![CDATA[Дороги в сложных условиях]]></category>
		<guid isPermaLink="false">https://adsk.kz/ekologicheskie-resheniya-dlya-dorog-v-pustinnix-zonax/</guid>

					<description><![CDATA[Внедрение технологий, способствующих снижению температуры асфальта, может значительно уменьшить энергозатраты на поддержание безопасных условий дорожного движения. Использование светлых покрытий с высоким отражением солнечного света эффективен для борьбы с перегревом. Исследования показывают, что такая практика позволяет снизить температуру на 20-30% в жаркие дни. Реализация систем сбора дождевой воды для автоматического орошения прилегающих к магистралям участков поможет [&#8230;]]]></description>
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alt="Экологические решения для дорог в пустынных зонах" title="Экологические решения для дорог в пустынных зонах" /></p>
<p>Внедрение технологий, способствующих снижению температуры асфальта, может значительно уменьшить энергозатраты на поддержание безопасных условий дорожного движения. Использование светлых покрытий с высоким отражением солнечного света эффективен для борьбы с перегревом. Исследования показывают, что такая практика позволяет снизить температуру на 20-30% в жаркие дни.</p>
<p>Реализация систем сбора дождевой воды для автоматического орошения прилегающих к магистралям участков поможет сохранить растительность и поддерживать экологическое равновесие. Это особенно актуально в условиях ограниченных ресурсов, где каждая капля влаги имеет значение.</p>
<p>Использование растительных очистных сооружений на обочинах может помочь в биоочистке сточных вод, которые образуются на дорогах. Такие системы не только минимизируют загрязнение, но и служат средой для произрастания местной флоры, что способствует увеличению биоразнообразия.</p>
<p>Применение термостойких и легких материалов при строительстве инфраструктуры также снижает нагрузку на ресурсы. Такие инновации способствуют облегчению процесса транспортировки и укладки, а также обеспечивают долговечность конструкций в условиях высоких температур.</p>
<h2>Использование пермеабельных материалов для дорожного покрытия</h2>
<p><img decoding="async" 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74qDZF/YEBWOWRUlPn+XJsCvxjdkHtj/ACaoR3d1E7vHcSq8jbnIcgn60yKeW3bfDK8bsMZQ4NHIw50Tajdi8njkEZQpGEJL7y+O5OOtWv8AmWv+3z/2Ss6SSSWQySu8jHqXOSaf9on8nyPPk8r/AJ57zj16U+UnmL925TR9LdCyurSkEdR89SXqr5f9opszcxYAH/PQ8SYHpgH8XrNM8s4jilnfy8rgO5KJ+FSXZhRYYreVZVRCzsAQN5PPX2A/Kp5SuYtaorpp9isAxamFWJToZe+feptEvZbjWLQSvlUMh/EgkmsqC4ngz5U8kWeuxyM0R3E6ytKs8iyP95w5BP40+XSwc+tyxp0pa7s4eNqXQcfiR/hVm6tre5uNScedG9u7uWYgo/zHjoMEnp1rO+0T+f5/nyeb/wA9N5z6daWa7urhNk9xNIgOcO5NPl1BSVjXuP8AkJ6J/wBcIP51JYvb/wDCUuBDIJvMk+cyAjv2x/WsZry6eRJHuJy4zsJkOR9KaLm6EpkFxMJSNpcOcn8ajkHz6mjpEaT6bqSSTCJG8rLv/CMmiaRZPD3yIEUXe0Lu5+53Pc1QFzdBGQXEoWQksN5+fPXNN+0z+T5PnyeV/wA895x69KfLqLn0sP03/kJ2v/XdP5itm1SOHxRsVkkeSSRy4/g6nYPf1P4eucCOSSKQSRO8bDoUOCKlF1cCUyC4mEhGC4c5P405RuEJ2IK0tZ/5cP8Arzj/AK1nO5dy7kkk5JPeppLm5ldXkuJWaNtyEuTj6U+UlS0Ny5RX8TXmP9aYiIsHB3+WP6ZrO0qTZbagJF/cNb87kyN+cJ/OqM081w++eZ5CBjLnNLPPPPjzZ5JcdN7k4pcmlinPW5PFH5GmTzyAr9oYRR5ONyg5Jx36AfjV/ULoW3ieV3x5TFUkBGQUKDOR3rLkubqV0eS4ldo23IS5OPpSoxu7gfbL0qoH+sky5x7UuXuHN0RPqVuLHfZhuWlLnkH5OiZ9+p/EU/W/+Yf/ANekf9aq3kiS3UpjOYwcR/7g4H6AUklzdSujyXErmNtyEuSR9KpR2BtampqFwLbxPK7Y8piiSAjIKFBnI71BLbx2d3HYykLG1xvfc/8ABnCZPY43n8R+FNGN5cD7ZeFVA/1kmXOPam3kiS3UpjOYwcR/7g4H6AUlAHPqWtWNxBqku7IwCkY2rgRnIAHtip47iS403VppTl38j+eKzxdXCReWlxMI8Y2Bzj8qIbm5t02Q3EsaE5wjkCjl0Dn1NDSZPOlvHlXhbIoQvGQAB/Sm2lrCDYXcTNHvuETy5MEnB6g8ZHQdOtZ8FxPb58meSLPXY5Gacbm4MokNxMZQMBy5yPxo5AU0atrj+1tZzynly5AOD1qGAxHRNS8mORP9Vne4fPz/AEFZwvLpJHkS4nDnG8iQ5P1oS4ljjMccsiRt1QOQD+FHIHOaUqRf2HYTTOjbfM2xE8yEv/L1/wDr1HrhLvYucZNpGeBgd6ovcSyRiOSWR416IXJA/Cie4nnx508kuOm9ycUKIOeg+3ZkhkJ3G3LIsoRwGJ5x6+9a11bNfrpUEZaKORGCLIGYoABnJzz046VjQXE9vnyZ5Is9djkZpGnlafzWlcy5zvJ5/OnKOoKVkaiGIaPqcMSyxrE0fErZ/j9MDB4puqvbhLHz45Hf7JHykgQd/Y1Re+u3Uo93OUIwQZDg0yS5upXR5LiVjG25CXJI+lLkBz0N/wD5nf8Az/zzqnYpHE17BG6NstZMygffPHT2H69fTGZ9sufM8z7RP5mNm/zDnHpmiO7uond47iVXkbc5DkE/Wp5B86Luk3KWkEpk5hkkSOQf7BEmf8auWsf2JdRs87nFvK8hx1/ufpz/AMD9qwxPKIDEJXEJOSgPB/Cnx3N1E7vHcSo8jbnIcgn61ThcSnYtR2sdvYw30izuZSfL8s7NmPU4POen0rWkx/bur7uU+yHIBwfuJXPxXd1bpsguJY0JzhHIFP8Att5uLfa59xGCfMOf880nBsamkaGsbDo+m/ZAwt8PkEkjf7++d361Fq07owgywkkt4hPuByXHPPv05/8Ar1QguZ7fPkzyRZ67HIzUaOUcOhIcHII6inGAnO5q6/MY9ZvkAXEqohz9EP8ASotC+a6uIk/1slu4iH+3wR9Omapz3M9xjzp5JcdN7k4qKny+7YOfW5o6TLsttQEg/dNBzuTI35wn6mk1RB9i054v9UYMDnjfn5/1qpPcTz486eSXHTe5OKILieDPkzyRZ67HIzRy9Q5tLGhqqSXeoW8cce+6eKMTDbg78ZOfwxUrvG9jrAjb5I/IjT5s5CHAOffFZUFzPb58meSLPXY5GaEuJY4zHHPIkbdUDkA/hS5A5zTu/ISx0+ZI5zGkY2PHNsAkyc9Qec/54p1rLHfvqMkduRcTRgiON8FlyN/OMc8duayoLme3z5M8kWeuxyM0zzJPN87e/mZ378859c0cgc5YnvI5LBLRYnASTeHkk3kccgcDA71P4c/5Ddr/AMD/APQDVGe5nuMedPJLjpvcnFEFzPb58meSLPXY5GafL7tiebW5PpoaN57vBxbxlwdmRvPCdfc5/CoIB5gaNrhIkPPzZwx/AH1NONy5t2hdQTJIJHkOS5PP+JpsUcThTJcCPB6YJc/TjH6igC7qhk+z2kG4yW8aHypz/wAtBn68Y4GOv8qzatXdyJbeC3jQiGAHBbq+Tkn2+n6mqtVHYJbhRRRTENop1FMBtFFFABRRRQA4kk5Jy1Nop1ABRRRQAUUUUAFWHsLtAS9pcBAMkmM4FV63tJlkbV2WQTfbmDq8hO9AQe4GOO3XGcVnKVhwVzFigluH2QQvI6jOEGTSi3nPmYgkPlf6zCH5Pr6VpbIv7AgKxyyKkp8/y5NgV+Mbsg9sf5NPg1Rvtcl3HGUaK3QHc2TJiRASTjqRxS52VyLqZMUEtw+yCF5HUZwgyaeLa4KSOIJSikq52HCY659K37CKKx1mNIDuS5y8fy9ItmR+v4/J71m6cVGkak0gdk/d7gpwfvnvg0e0HyFD7LP5Hn+RJ5X/AD02HHp1p0Vnc3Cb4LeWRAcZRCRWhKYz4b/dI6J9r6Od5+59BSat5i6rA9puKbYza/xcYGMA+9HOLlRX0q3SW8Hn28k8AP7wIhOM9OlSmwDWWyCGSa4E5DNFHJhAB0OQOc1pII59e1ZI3REe3dCTwAeASfxzVKEx/wBk6jHFzHGYlD7eX+fr/wDW7fmTPMXy2MpELuqICSTgAd6sf2dff8+dx/36NVq277/kbk/67xfyFXKRklcyfs0/n+R5Enm/889hz69KHt51lWJoJEkf7qFCC34VrXyA2eqGLO8XmZsH+DnH61WmfPh+3SVV3Cd/Kyn8GOcH6n/OKnnKcCs9heIpZ7SdVAySYzgVFDBNcPsgheQgZwgya6ZzAPEtwURknRM+a5zGnyD5iOO3HWsrZF/YEB8uWRUlPn+XJsCtxjdkHtj/ACaSmNwRQjtLqV3SO3lZ422uAhOPrRLaXVum+a3ljQnGXQitbT7wXmv2kgjKFIyhJfeXwh5Jx1qtpXy22ovJ/qPs+Du5G8n5OKrnYuRFR7O5XG63nTedgzGRk+lAs7l5GjS3nLrjcBGcj61qaZiSxEDyJ9o3mSzDAkhgMn2xx9M564qHRl2zX4mR+LaQOnQ9sj2pc4ci0M5LeWSMyRwSPGvVwhIH40sFvPPnyoJJcddiE4rRtzE2iah5SOn+qzvcP/H9BUOpoPsWnPFnyjFgc/x5+f8AWnzhy6XKDoUco4IIOCD2qc2F4CAbScEnAzGea22YXOqhiE+2JZAgOAG8/GRweM4P+cViw3dzZzsd7CTfvff138jJ/M/1oUmwcEhf7Ovv+fS4/wC/JphtrpIvMe3lEWN28ocfnV+eYwaZo8iYJjaRxn2cU6VIv7DsppmRtvmbY88yEv8Ay9f/AK9HOw5EZ0trdRJvnt5o1Jxl0IqCtbVke4uNPRADJJbRgAYHJz+VZ08EttK8UqbZE6jO6rjK5LVi3bRwSaVeTPAplgCbGy/c49cUaJDBcahHbXECSJJnkkgjAJ4wak02QxaVqTqFJXyvvICOp7GptBuZJNXiRkgUHP3IkB6HuBUO9mWrXRmRwT3Dube3dwG5EaE7KikjkikMcqPGw6hxgircFpGdPlvJhI0aP5YWM4OfUnBwP61Prp3S2j/NzbRt8xyf4up70+bWxPLpcpRWl1Om+G3lkUHGUQmmrbTtK0SwSNIn3kCElfwqSNiluDMrPbsxICSBPnwMnoe2K0dUuDFHb5L/AGp4DHNuclgp6A8AZxnt/Q0czuNRVrmc9jeIhd7ScADJJjPFI9ndJjdbzpvOBmMjJ9KvapMYHsXTbk2KJz7gj+tSalthisZyyO32WNBG3Pr85/2fbv8AhgrnYciM77Bebgn2SfJGQPLNR/ZrgFh5EuVGW+Q/J9fStDXvM/4SGbyd/mZTZs65wMYqxq6Ca1+0W3luC+LoxKceYB157cn/AOvRzbByLXyMSOOSWQRxI7MegQZJqWW1uok3y280a5xl0Ipts0qy74DiQK7Z9Bg5/TNacZV/D915CyRxqU3+Yd+/kY2ngD349KcpWJSuZiW8skZkjikeNerhCQPxpDBMIhMYXEJOA+OD+NbF/NFa6jDMkdwVCIYHE+FKADjpn6jPf3pLSeOe3Nu6COG8nlCqP+WbfIU6ehpc73K5FsZKW8skZkjikeNerhCQPxp0VpczJvht5ZFzjciE1qJ+60bULUf8svL3f9dC/P5YA/DPeqEUbQaZPOylfPIijycblByTjv0A/GjnDlIpLS5idUkt5UaRtqgoRn6U97C8RC72k4AGSTGeK1rqR4vGG9E8w5UAZx1TFR6gI00eYQSvOv24/O/f5PXPP1o53oPkWplGzuVxut503nYMxkZPpUUkckUhjlR1cdQ4wRWzpn7yy8h5E+0bzJZhgSQQMn2xx9M564rHdCjlHBBBwQe1OMiHGyuTpYXboHS0nIIyCIzzSfYLzcE+yT5IyB5Zq1ff8gXTf+23/odWbj/kJ6L/ANcYP51POyuRGVJZ3UcZkkt540HUvGQBTIYJp32QRvIQM4QZrXs/l8R3rv8A6pDKZ/7uznqO/aq1x/yAbUxZ2CVxNz/Hxj9KfOHIVBa3BlMYt5jIBkoEOR+FNS3lkjMkcUjxp1cISB+NXr1mNppYUOLlVbG1Nr4ziP8AlxV+ZoPs2r5Qs4MfneW+AXzzjI45z60e0YciMRLa4kRXjt5XVjhGCE5+n5Gm/Y7nzPL+zz+Zjfs8s5x64rUmEi63YhyjQgxfZyO8eePxqxaxxxeKNiskjySSOXH8HU7B7+p/D1ye0GoGMLC8JIFpOSDg4jPFRyW86yrE0EiSP91ChBP4Vf00qNI1LzA7ptj3BDg9T3wasT2wvBplrERCjhiqOvzoOpJ55zgkcCjn1FyXRky2lzbpvnt5Y0Jxl0IFJBbT3GfJgklx12ITitVDGNI1KGJZYxE0fEr5/j9MDB4pt35Udjp8qRzmNYxseObYBJk56g85/wA8Uc4ciM+OzupYxJFazyIehSMkGmT209vjzoJIs9N6EZrasb83+v2reWqRqXIjBzglDk/j/nvWKZibdIdo2I5cfjj/AApxk7g0rDI45JZBHEjyMegQZJp7286yrE0EiSP91ChBb8KuQjPh+4MWd4nQy4P8GOP1pZnz4fgSVV3Cd/Kyv8GOcH6n/OKOcnlKZtroSiM28olIyEKHJ/CmCCVp/KWJzLnGwDn8q6DUYVm1DUvs6E3giHHD5QgA444OPr1NZsKA6BcGLO4ToZcH+DHH60lO6KcLMpTQTW77J4XjdhnDjFSJYXjqGS0nZCMgiM4NWppM+H7dJVXcJ38rK/wY5wfqf84q5o6+RqWm27AiRRJJIC3IZxwMduAD+NDnoCgmzG+zT+f5HkSeb/zz2HPr0pssEtu2yaJ43YZw4wavQgHw/cGLO4ToZcH+DHH60s0mfD9ukqruE7+VlP4Mc4P1P+cU+YOUpQW09xnyYJJcddiE4psUEtw+yCJ5HUZwgyaveHf+Q3bf8D/9ANJpd3BbxyrPJdR+YUIa3wG4z1/OhyYlFC6dZlLidrq3cGC3edI5VIBI6ZHcU54lvNLhnEaLdNceQvlgIHyMjI6ZqS+aexuoLmC7e7ilQ7XlOd6Z5Qj+L9KS3uxFFDHII4IJ3wETpsJw7kk5z2zngZ6cVGu5ppsZ9z5at5EewpHwXHO89zn0z09vxqvXQSebJNq0Fz/x7xRuYw4wkZHEePTj86wauEjKasNop1NrQQUUUUAFFFFADaKdTaAHUUUUAFFFFABRTqKACppLy6kjMctxPIh6h5CQahopAPinlt23wyvG7DGUODTvtVwS5M8mZBh/nPP19aiooDmJY7meKTzI55FfGzIcg49P0pRc3ASRBPKEZizjecPnrn1otbaa7l8uBA8hXcAXAz+dPgs553lSIITEMv8AvEAA9evT3pe6P3iP7TP5HkefJ5X/ADz3nHr0ojuJY4zHHPIkbdUDkA/hT4LSa4x5Xlkk4AMqBif90mj7HP8Aa/svlv5ucbKPdD3hkFzPb58meSLPXY5GaI7iWOMxxzyJG3VA5AP4Us9tJbojybCHJAKSBxx9D7ipDYXQjdjDjy13umRvA9SnX9KPdD3iuhKOHQkODkEdRUhurgyiQ3ExlAwHLnI/GiK0mnjZ49uF675ETH5n3qSewuoJRE8OZj/yzQhz69BR7orMi+0z+f5/nyeb/wA9N5z6daDPK0/mtK5lzneTz+dPns54YVmcIY2Ozejhxn0yDSy2M8LxJKEBlGU/eIcj169Pej3Q94SS8upIzHLcTyIeoeQkGmRTy27boZXjZhjKHBqf+zL37X9m8tPP27tnmJ/jTI7C4lkkSMRuYhvfbKmAPXOaLxHaRY0m6WPVY7u8uDhFOXfLk8YqtcTzzvtluHnVCcEuT+WaWOwuJI5JI0Ty4jh5DIAmfqTg0l1aTWj7JwiP6BwSPrg8VPu8wa2A3Vw0okNxMZAMB95yPxoF5dJI8iXE4c43kSHJ+tLFaXE8Mk8Ue+OL7+CMj8OtLb2VxdpI8CAiIZclgMfn9Kr3Q94jS4ljjMccsiRt1QOQD+FEFxPDnyZ5Is9djkZqRLOd7b7UAnk5xkyIOfTGevtTv7PuPJjmPlCOQZQvOgz+Zo90LSKtTS3dxMmya4lkUHOHcmpTpd2JDCY084DPliVC/TPTOaghhed9iFAcZ+dwn86LxFZocbu4eLynuJTFt27S5x+VNeeWSMRyTyPGvRC5IH4U+6tJ7by/PjwJBlCCCCPqKgp+6GpNJd3Mro8lxKxVtyEuTj6UySSSWQySu7Mepc5JrTSTZoInEUHnCfy95iQ8bPpSWspl02+neGAyQ+XsPkR8ZPPas+YuxQFzdJH5aXEoixt2Bzj8qbDPNA++CZ4yRjKHFPmtJ4oY7iRUEcv3CGBz+GaJbOeKRI2VS8nQK4dj6dD71fukaiR3dxE7PHcSq0jbnIcjP1oluJ7jHnTyS46b3JxUw0u78zy0jR337Nqyo2DgnB546Gnf2VdkRnbFiQ4j/fp8/wBOeanmiO0yvFd3ECbIbiWNSc4RyKjdy7l3JJJySe9TCzne2+0AJ5OcZMiDn0xnr7UlvZy3KO8SoQi7jmRBgevJ6e9V7orSCW7uJk2TXEsi5ztdyaJLu4ldHkuJWKtuQlycfSlltJ4oY7iRUEcv3CGBz+GaWWzngeJJQgMoyv7xDkevXp70e6P3hn2y68zzPtEu/GN/mHOPTNCTyxxmOOeRI26oHIB/CpJdPuo7hIXRBK5wE8xP8eKjuLeS2lMcuwOOoDg4/Kj3Re8MjkkikEkTurDoUOCKfLPPPjzZ5JcdN7k4qOljjeWVI4xl3IAHqaYEkV3cQpshuJY1znajkUizTqqRieRVjOUG84B9RUkmn3UaSOYw4U4k8tw+z64PHSpH0q7TzN8cY8vG/dKnyZ6Z54pXiO0yuk8scZjjnkSNuqByAfwpZLu4ldHkuJWKtuQlycfSl+yT+eYfLy4Ac4IIA9c9Mc9aJbOeKFZnCGNjjejhxn0yDR7oveGvd3DOXa4lJKbCS55Hp9KPtE/leV58nlf8895x+VOt7Se5jkkiA2x43l3CAZ6dadLp91AJPNRQ0YBceYhI/AHPcUe6PXcja5uGlEpuJTKBtDbzkfjTJJJJZDJK7sx6lzkmp47C4kClI+WGQhIDuMZyB1P4UR2FxLA08ax+WvUmVBj65PFF4haRC88skYjknkeNeiFyQPwqe1uZJL+3e8uHKQyB8yEvjnP9KY9jPG0YdUCyAsj+Ymw4984qQ6ZdiUwmNPOAz5YlQv0z0zmp90FzC6ldyXF3KBdPLAZC6DJwPTg1VhnmgffBI8ZxjKHFSRWc88TSxKPLjOHJZEx+Zp8Wn3E0KzRIjIz7ATIgyfTk9afurQPebuQCeVZfNWVxLnO8Hn86VJ5Y4zHHPIkbdUDkA/hVh9Lu0Us6xAB9hJnTg+nX71RLZztLJH5eDCcSEkAIfc9Kd4hZiJc3EaIkdxKiocoA5AH0/M0C6uBKZBcTCQjBcOcn8ac9jPG0YdUCyAsj+Ymw4984p50u7EhhMaecBnyxKhfpnpnNT7oWkRpeXK523E6bzvOJCMn1qMzytP5rSuZc53k8/nUkVnPPE0sSr5cZw5LImPzNKLOd7b7QAnk5xkyIOfTGevtVe6HvA99eOhR7ucgjBBkPNRwXE9vnyZ5Is9djkZp8lnPHbrO6gRMModyc/hnNFxZz2yI8qoFcAjEiHI9eD096PdD3hi3E6ytLHPIsj/ecOQW/GmSSSSyGSV3kY9S5yTT7e3luZCkSZIBc84AA7knpRPbyQlBJs+cZBVg4IzjqPpT90XvDI5JIpBJE7xsOhQ4IpzTytP5rSuZc53k8/nUkNpPLDJcRqhji++SwGPwzQLOYxxv+7Cyfc3yoPX1PsaPdD3hjXdy0wlNxKZQu0NvOR+NME8qz+asriXOd4PP51aOl3YkMJjXzgM+WJUL9M9M5qCC3eUNtMY2/35ET+Zpe6P3hPtM/n+f58nm/89N5z6daUXN0JTILiYSkYLhzk/jUklhdR3QtpIdk79ASBu/HpWo8EEl/cJFahp5IiEt8x7EbgEg56jB7ZqG4lJMxBPKs/mrK4lzneDz+dJJJJLIZJXeRj1LnJNWBYXBillCxlIP9YVlRsfrUf2Wf7L9p2r5Gdu7cOvpjOau8SLSEguZ7fPkzyRZ67HIzSoqTt5k9yELHcxIcuffpj8zT47G5lClIfmYb1QkB3GM5APJ/Cq1MNepZvrlZzFFAhS3gUrEDy3PUn3NV3cucuSTjHNJRRyg3clkuJZIxHJPI8a9ELkgfhUVFFABRRRTAbRTqKAG0UUUAFFFFABRRTqACiiigAooooAKKKKACiiloJNPw4D/bMDAZUByfbg1Y0nLrqEYskicW8iFgHzn05J/yKxKKzcLmqnY0obT/AIlsc8dr9slkYh/vfusdsIc89c1q3q777U4FkEdxOsflbm2bxxkA+/SuYopezBTsWUSS0ubc3kUogWTfskTg9M4B/CtS5aa0vpLy2sIJUy7JPHvcYOck849c1hUU3G5KnY0Psstpp7+bERPdOEjQg78A5PH12VpXDRx+I7sTBFWeApGZuFzsHOfTgjiudpaXIVz2NG4a6tbae3ewS3jkIDth+SDkYJJFWNVzGthGbNJXNvGgyHzn04I/yaxqKfITznTeXJ/wmm/yjtxvzj+Hy8bvz4qrYIRJf2tqjtElu6E7CGd/cfngf/XrDopeyL9oatqB/Y7xXEZeOSQG3ROHkfocdeAPbvSeIgTrU7EEKQhHvwKy6KfJrchz0saelSyW1tLc7XMHmxrKMZUphwR+o/Sr1rD5Emo2NuryIIJNxHOXPQce367656ik4XKU7Gzaxp/wjjyXCPsScuigH5/kwOewz3/rTNT819I02SUP/wAtMnGFGTx+nT2rJpyY3jeSBnkgZo5Ooc+ljevrWb/hJWnZDHbpJG5lYYTgDv8ApVO1hjvbi9uBG0xQlo4S2C+SeePT0FV9VuIby/kng3gOBw4xjAx6+1VaFB2BzVzburGe7s9MgSBYGJkGCCAnfvk84NY08RgnkidgTG5Q49qbRTjGxLkmahhkTw388bj/AEnfyO2zr9KNOgml0fUFjjZy5jUYGd2DzWXRRyBzmjpvl3FlcWc8gjUESox7Y+/7k47e1Sadco2oXErukBkhcRFzgIe3PbA4qnFJBHbScym4kTYPkACc885zyOPxNVqOW9yua1iw8V5Ytl1mhAbGWHGeeh6Z64NXrpZ49I02WOM5hLvnZ9z5xg1k0UchPNY17WOQ6B8tkbjNxkIQ/TZ14/Kp4LWOO5vo7RCf9DcSJnf5ch/gz3rBopezK5zWul8jQ9PLWyuv7zmTeNuTkdCOtGtRSNLYjynBa3RAgB+96frWTRTVMlzudFe4TxHEYA5lkkQudnROOB+Ryfw9axdTGNTusgj967c/Wq9FEYWCc7k3nx+Vs+yRZxjdl8/Xrim2qPJcxJE+yR3AQ5xg5qOirFc2dOX7Gzz3toYYVj2EEPmQn+HBODn6Y47UyzE9xpepMI3kdzGBsHXB6DHoO1ZNFZ+zL5y9aOtxbXUTn/SGjjEZOOQhHyD3OBx3xT0Z7XSLuC5DxmV4/Ljfg9ck49OOtZ1FPkJ5x0bSFWhjyfMIGAOT7f8A1vpWpr/mJqlw20pHKAMsOGAAPH4gVk0VXLrcXNpY3Lt3e7S7sLCKdSEYFd5ZCAOCAcAjjiobXzryw1V0jZ5ZHjfYgz/GTxWTVy1uII9Ou7eQyeZLsxhQQMHPrUclkXz3ZJP/AKLokdtLxO85mMfdBjHI7VevbWX/AISZrhkMdukkbmVhhOAO/wClYSbd43kgZ5IGas6tcRXl9JcQb8OBw4xjjHr7UuTUOfQ0rRY7u31eeRZEgkkD5CZbAYnH1/lmoneV/D4m8vCJd5RduUCYx37Z/Wsiin7MOc1PLll8PM+xnZrkyMdpORs5P/16jVzeadcRjD3bTiUjHLgg9AOuOTWfRT5Cec0Lh3g0SO0n3CTzy4Qn5kTHcduTV69tZf8AhJWuGQx26SRuZWGE4A7/AKVgpjeN5IGeSBmrWrXEN5fyXEG/DgcOMY4x6+1Tyalc2ho2ix3dtrE8gkSCSQPkJlsBicfX+WagmaSbw95hjYKLr5Ao+VE2Y49s/r71k0U+QOc2p0SHQrCWZH8xd/loUyCSc5P4Dp3+mai19Zd9m8ofcbZFYv8A3uc/jWVRQoA53Rp2qefo0sFu4+0efuMe7DyIB0Hr3OKoTxzxFI7hJIyF+USAjC5//XUdFXGJLdzV0xCuj6g/2fzk/d8EHBweenp1qPWICrx3UZLWkiDyznOwAfc9sc/5zWdTkxvG8kDPJAzU8utx82ljevrWb/hJftDIYrdJI3MrDCcAd/0qqlsl3HdXkMDXEhnOICT8oJzvIByfT86qatcQ3l/JcQbwJAOHGMYGPX2qpSUHYpzVzfuo5G1bSf3Bj/dR/IAeMHJH4VLblYPE7RQq5y7vK+zHXJx/u8j6n8K5uko9kHtDX06OSLStTL25fBjBRwccHnp6UkqtJ4b8xLYRJ9pz8mcY2Y3ck9+KyaKOQXPpY3rt2ku47ywsIrhCEYFd5aMgDggHAI44rDnlNxcSSsoV5HLnHvTaKqMeUlyuFJS0VZAlFLSUAFFFFBQUUUUAFFFFADaKdTaAHUUUUAFFFFABRRRQSFLRRQAUUUUAFFFFIC5Hpd3IYwka5kTeiGRASPXGaijtZpHdPkQocESSBD+prRsIJ4bmB5bbchUP9pOf3abOGyfk+Ueo7ULaJPFfXUcbXsgnKAZ7Z+/8mM59ves+c25DPuLSe3nEEsTiY4wnXOfTHWnnTrneBsj37/LwJEOH54PPHQ1tyYiuoTJttXfT/Ljd8gRyfU9MVgz211bIUljkVN+DkHBIz+B70lK4nBIFs52nMO0eaoJcFk4x15zileznS3M5CeSH2bxIh59OtXb+eOS3S9DqZ7iIRvjrvH3z7cYGPR6WO3lk8OARQNITc7wEQnI2YzT52HIip/ZV20iQiNDI6b0AkTkevWoPs7+f5WY9/r5gx+ecV0kUE39r6ZIYpFSO0Ac4OAcHg1i2enzyXG6eIpBEd8rOCMAckfXFCmNwGSaZdRRPJIkYRCUJ85OD6devtTJ7SaDy/MEf7zGz96nIPQ9env0rQlMsvh+Sd4mHmXhkOBxyOv0zxUmooYI7LYsn2swRxouw/Jjrj/b5H0/Kp55ByRKH9lXf2gW/lp5pGfL81N386haznWJpSEeNGCkxyI+M9M4PFdB5cn/CZbvKO3G7OP4fLxu/Pis9gYdGuEmg+xvI42KAf3vTrnJ4+uOaFNg4Iz57Oe2RHlVAHXcMSIcj14PT3pTZzpbfaCE8rOMiRDz6Yz19q2rm2aRrJZ7P939lUSTHKeVwc89BjryKqywgaBJ5Sl4ReEoSOqYwDQpg4GfdWk9ps8+PAkGUIIII+op09ncW8Ec8qKkcgyp3jn8K1JUWSB7a7DxiCOKVD0IGxQ4Gf0HrUOpmSbSdOmkQpkyewGTwB7Y6e1NTYnBamfa2k9zv8gA+WMvlwMD15pogkMJl+Ty845YAk8dB1PUVf0JXLXjCIyL9ncYweScYHHrRfRtNYW91Cp+yomwxqc+U+efwPv8A4U+bWwcmlyothPJs+RAXxsDyBC+emATzRFZ3EzyJGgzEMyBmCY/OrmoQyXN6LmxQmJ1Qo0fSLAHBPQEY/CrsT/atV1WWKIzx+Q6DurnAGOPXBpc7HyK5iw2c8tvJPGqGOL75LgY/CpX0u7TzN6Rjy8b90qfJnpnnirdqPP0S/K2wjX9380e45wcnqT0pLMT3Gl6kwieR3MSjYvXB6DHoKfPIXIimNOuGMh2R4jxvJlTAzyO/fNNFnO9t9oCp5WcZMiDn0xn71aWlp52m373Bk8nEYJQZOE7D8MVFMZJfDu8oVAuuAB8qJjHHtn9fejnkHIrXKM1nPDbxzyBBHL9whwc/hSy2dxC8aSIMyjMYVg+fyq/dL5GiaeWthIv7z5pN425OR0I61amKQ6rpk1xD5cYgRdpHCHn19Mij2kh8iMaSzuI42kdBsQqHwwJTd6gcj8aJ7OeF40lCAyjKfvEOR69elXpGuLET7LGFI3jKGWPeUKHuCTj0qTVMr9hjNmJHNuiDIfOfTgj/ACaOeQuRFFtMu0dleNQ0YBkzKg2Z6Z5pkun3EAk81FBjGXHmISPwBz3FXdd85dYuI0U/v9m0AcvwP6/y9qNf82PVLhtpWOYAZYcMAoPH4gUKUnYHBK5Si0+4lXMCJJ8m/CSITj6ZzUdvbyXMojiwXPQFwM/nW9Y2YtdVt0itvMj25+18nOQeeDgelZljbS27m9mjKR24JzICNz9AP++8Uc4chBJp9xGod/KCFtqHzU55x60y4tJ7R8TAI/oHBI+uOlaF5BM2j6YqxNkmRenqePzq9e20c+qXBu7UxW6oCbrJXHA9eD6YxR7QfIYU1nPDbxzyACOX7hDg5/CpH0+6SWKEou+YZjHmJz+tXLpfI0TTy1sJF/efNJvG3JyOhHWp7uKRtU0r9wY/3cXyAHjByR+FHtJByIyJrWSCfyJNgkzjHmA4+pzxTn0+6SWOEom+UZjHmJz+taV3bozXrXdv9nCs7RygkeY+TgbTnOevHpTriCRdT0hTEdyxRBuPQ8/lR7QOQxxbyi5+zmMiXfs2n1ouLWa0l8q4ASTG4jIOPyrSldZIYrkhvtwzb7NvJkGMPjrkA9fXbUfiJSNanYghSEI9+BRGWonBJXKUNnPLbyTxgGOL75LgY/Cke3kSBJX2BJOnzDJ69uvY1o6aCNI1B/s3nJ+74IODg89PTrRf2M9xPDLao8tvKiiLHPlj+4fTH+e9HPqHJpcqjS7txlFiI2b+J06evX7tMisriWORo1jKRNtcmVAo/WtW3QrPdwxKpWCzeDcgJ3P1P/j2+oNJiSTTL/zfMEH7slkTJODkgf54zU88h8iKAs53tvtACeTnGTIg59MZ6+1NurSe22efHgSDKEEEEfUVfmMkvh3eUKgXXAUfKiYxx7Z/X3qeRFkge2uw8YgjilQ9CBtUOBn9B61XOxciMuezuIIFnlRUjkGUO8c/hS/2fceTJMiJIkYy5jkRsfkav3yyXGn6YZd0ayO4LY+SMF+Pwx09hVm3s2hnv4Y7Iqi27oknzkv079OeuAKnn0H7PUyn0u7TzN6Rjy8b90qfJnpnnioTaT+eYvLy4Ac4IIA9c9Mc9a0LQT3Gl6kwjeR3MYGwdcHoMeg7VDaOtxb3UUh/0h44xGTjkIR8g9zgcd8U+Zhyoqy2c8EKzOEMbHG9HDjPpkUXVpPbbPPjwJBlCCCCPqKto0lppF3b3IeMyPH5cb8Hrljj0461bkRZIHtrsPGII4pUPQgbVDgZ/QetPnFyIy5bOeCKOeVAkcgyh3jn8Kr1r6iJp9M013Rk3NJ7IuTwOegx09qzJ4JbaV4pU2MnUZ3U4yuTONhYreWdN6ABM43uQgz6ZPGfanizlW5SCceXkby/UbMZJGOvGelTOv2nTLZLdN80TyCRUXLtnHzYHboM1et7pLefSluHZXiDCTLD5N3AB54x6dqlyZSgiEu8EMgsbWOMRrkyFg8qdieuU9xjjms8Wc7232gBPJzjJkQc+mM9far2mRy6fffaJVdYED5kHCOMHGCfvZ4xT7WOQ6D8lk1xm5yEIfps68flSvYfLczbezluUd4lUhBuOZEGB68np70r2c6W32ohPJzjIkQ8+mM9fatiC0jju76O0Qn/AENxIgO/y5D/AAZ71lRXcYsWtJYXdfM84FH2HOMehquaT2E4Jbg+n3SSxQui75xmMeYnP60iWF1JdtaoiGdeqeYP8a1LqJ/7U0hlhkUeXENp+8MHkfh3qWyP/FTOn2NEYPIS3z5xz83XHOR271PO7D5Fcwo7WaR3CICEOHfeNg/HpRcWs1uqNKg2yDKOHDg/iKuRR+bpc9qqbbqOYOY9vzuuCMAdTjmi4d4dEjtJWIk88uEJ+ZEx3HUcmq5hcuhmUUtJWpkFFFFABRRRQAUlLRQAlFFFABRRRQUFFFFABRRRQAUUUtBIUUUUAFFFFABRRViCznniaWJR5cZw5LImPzNIor0tWJLC4jga4dYzCDjekiHn04NC2FxJswihnxsEkgQvnpgE80c0Q5WV6Kmit5pZ/KRAJs42O4Tn057+1SSafcRqJH8oIW2ofPTnnHrRzRC0irTkxvG8kDPJAzVh7C6S7W1dEE7dE8wf402SwuI4DO6xmEHG9JEPPpwaOaIWY67midII7fzPLjTnzFAy+eTx+H5VVqxPZzwPEkoQGUZX94hyPXr096JLC5jtzcFEeIHBaOQOAfwNL3QaZXp1TPZ3CJHIUBSU4jwwJf8AAc059Puo1cvGNyJvdN43gepGcjrT5ohaRXoqb7JP9l+07R5GcZ3Dr6Y61L/ZV20iQiMGR03oBInI9etHNELMqUVZisriWSRIxG5jGX2ypgD1zmiKyuJY5GjWMpEcOTKgUfrRzRDlkVqKsQWNxOEMaDDnam9wm/6Z6/hUDoUco4IIOCD2oFYSirP9n3HkxzHyxHIMoXlQZ/M1FLFJBI8ciFZEOCDRzRHZkdFWIrOeeFpEAEanG93CDPpk08abcEM2yMLGcSZlQbDnHPNHNELMq0VNPazW4RpAMSDKOCCD+IpyWFxIFxHywyEJAdx1yB1P4Uc0QsyvRUsVtNPGzx7cL13siY/M+9PfT7pJYoSib5RmMeYnP60c0QsyvRVpbG4ku2tVQGdfvJ5g/wAajjtZpHcIAQhw75Gwfj0o5ohZkNFTtZzrcLAUAkkAKfMMPnpg9Kb9nlFz9nKkS79m0+tHMFmRUVNdWs1tL5U4CSY3EZBx+VOjsbiSAThUEJON7yIOfTk0c0QsyvRUs1vPDIkTxnc4BQDnfnpjHWnS2csCFpAmA+w4kBweeDg+xo5ohZkFFWjYXQjZzHjy13OmRvC+pTrTY7G4kgE4VBCTje8iDn05NHNELSK9FWHs50umtniPmKMsN3QepPQDmkltJoIVlcIY2ON6OHGfTIo5ohZkFFS29vJcyiOLYznoC4Gfzp0VnPLdPbrGXkRipG7pjrzReIWZBRVq4066tnjSWAgyHCAEHP5fWg2VwFdtgPljLgSAug9xnIo5ohZlWiipRaSvbNcAAwr98hxkc45HWgRFRV+PRb+aJJI4Mo4BB3jp+dRppd411JbrATJGAXXI4z79KV49x8r7FSip7q0ns5BHcR7HIyBkHj8KIbSeWGSWKPfHF9/BGR+HWnzBZkFFWLezuLlJHgQERjLkuBj8/pSfZJfsv2kR5izgsGBwff0o5ohZkFFTx2c8ts9wiDyUOHcuBj/OagoEJRVsafdu20RjzNu7yy4D/wDfGc1DBby3EhSJMkAk84AA7k9qOYdmRUVYe2lSVI38sGQZB8xMEc9847GiexuLeFJpEHlucB0cOD+Io5ohZkCEBwSA4B6HvT7iWS4nklkOTIcmrCaXdSFBGI3JGUAlQ5+nPsajSxneKWVFQxwHDnzE4/WlzRCzK9FSvbyJAkr4CSdPnGT17dexqQWFy77RGPM27vLLASf985z+lPmiHKytRU0VnPPG0sar5cZw5MiDH5mkntZrcIZEGJBlHBBB/EUcwWZFTasR2c8sHnqqiPfs3vIic+nJp0tncRXHkToI5Nu753AH59KOaIWZVoq1PZ3FvEk0iDyXOA6OHB/EUy3t5ruTyrdA8mNwBIGfzo5gsyCirEtnPFb+e6qYd+3ekiPz6cGlGn3LttEY8zbu8ssBJ/3znP6Uc0QsytRU0FvJcEiLZkDJ3SBP5mlns54IllkVfLkOEIZHz+Ro5g5WQUlLRTJEopaSgAooooAKKKKAEopaKAEooooKCloooJCiiigAooooAKWiigArTsI5G0TUyAxB8vkD0OTWZRSlHmKTsanlyf8ACM7th2/at+7HbZjP58UmoQPc3ourFCYXVShj6RYA4J6IRj8KzKKjkHzm7ODJq11qYTdbwcoz5w7gYGMdfnFV76ORdE00kMAPM5I9TkVmUUuQpzNQzrJp9tdl1823UwY2/MSf9Xj0wMnPqKqRXcYsTaSwu6+Z5oZH2HOMehps8kK20cEDSkhy8m9AM9MdCenP5moKcYkuRu3tks2oabA6vBG8CJl+oxnj69B+NN8h00vUk+wG3ZSmAN5yAfUnnHqKxKKXIVzrsdBAy29ppJngBXfJ+8YH93luD6e/PpUEKNaa1JeToVgDySCTjDggkbT0JOelY1FHsw9oakcE0vh0CKB3JudwCITkbMZrUggmGr6Y5ikVI7QK7YOAcHg1zFFDp3BTsa2iWr+feRyo6brd0OYySM47f0pYGMuj6ksSnyEMfljHo2ST74wT/his24mFxP5pznagYk5zgAbv0qKjkuHPbQ15lE9pavbWsVwEiEZA371PPUIeh5Oaz76eW5u5JJkCSE4dAMYxx/SoKKajYlyubqI/9n6ZiwW4wXOHB4Bfj2596zdWkSTUZXjlMoyB5hxzwPSqlFChYHO6sal5A93a2j2Y86OOAI6R8lH7kj39falso55NP1NNsjSsY8jBL7t5zWVVy3uIItOu7eQyeZLsxhQQMHPrScdClK7JZ/8AR9Fjt5eJnnMhTugxjkdquXJd7uO7srGGdSEZSN7MhAHBAOARxWFRT9kTzmh9mu5obi4+yyFrhxgIrEYJ3kj8Qn61duLef+0NJbyGULHEGO0/KQckVjyytKIg5bMcfl5Y5zyT/XH4UCUi1aHkgyCReemAR0/H9KXIyudG3Zn/AIqV1+xojB5CW+fOOfm645yO3eqdogfTJ7UQI1wk28o2QXGDwMEEkfNxWZRR7MOc1YZJ5L/T7drVYBFJlECODgnJPP0pZn82COcoftgzBsxyZBjD+uQD19cVk0U/Zi5zR8RAnWZ2IIUhCPfgVNbxv/YHFq1xm4yEw/TZ14rIoo5NLC59WzoGnjOpOGlSKQ2pjTLACCT+4CB29ayhFLZzxm6glECyjeCnD4/Q96qUUKFgc7m1cmW0v3u7ezimT55Enj3uMHOc849ar+W//CN58o7ftOd2O2zGfz4rNoo9mHOX7FxLbXkDkebJGnll++D90e/TA9qcjSW2lXcFwHjMjx+XG/B65Y49OOtZ1FHIHOWtMjeTUYPLQvskRjgZwMjmrE06W2qXn2iAyJI7gpvKfx5B/Ss2pIxEVbzZJF9NsYf+oocQUtLGzax2CXFpqEX7qEyFJI3ORG+zjH+P0qpp8UlhfLcTowiiD/vOz8HGwn72e1Vrq782JIIk8m3j5CZzk9yT3NVqXIU5k0c8aRgG0ikI/jcvk/kavWcEv9iag/lnDiMg464PP5Vl0VcokKVi1bAXN20lwcxxjzJOg4HYdPYD60+G+i33DXNqJ1nkEm0SFMHn/GoVudthJbqmGkcMz56gdBj680yMQ4zK0nB+6qjn8c8fkanlK5uxa1O1gjEU9qT5E4JAfqCDyKk0uR7S2ludrGDzI1kXGQUw4I/UfpVS7u2unVQgjhjGI4h0Qf4+9QVXL7tmLms7o37aLyJNQsrdTIiQyZI5y56Dj2/XfVbTSUtYIpI3NvcyyRvx6hcEds5H86yaSo9mVzm0qE6RfxRAvFCIwCvIdgcuff8AwArJtXSO5ieVN0aOC4xuyM1HRVqNiXK5reVJHrn2pG/0fz9/ng/Jgnn5+nt+lKzre2V2LZh5sl0ZfL6PJHjOPf1xWRRU+zDnNCwsnlvFiuUkBjjLxxt8hk/2Bnp3/WrUlrcSaD5a2bxv9oz5ah+mzrzk1i1Nazm2uYZVzmNwdoON3tQ4MpSWxs2FtPHrFqDBJ5cUZTeUOM4JPP1JFVrKCaLS9S8y3Y48vKSAjocnpg9OayaluJhcT+ac52oCSc5wAN36UuRhzo0L6MR3VreY8yyOzZ0OEH/LP+f+c0vlSJrn2tG/cefu8/P7vYTz8/T2/SsminyE85tWha4ttUnjtTKJZEKAg/N85Pb0zVXVsLBaQsdkiId8IxiLOPx568kms+ijk1uDnpYtW8E5gWQW5uo95Hl4c7Dxzx+FadxBHe6sqsQ/l2+fIDJ98E/uwR0rBoolAFOxr3Ecn9gfNZG3xcZKYfps68/lUXh0Ea1AwBKgOTjtwazaKOXSwc+qZNA/2e5RbhH8tJAZIyOuD6fnV/ypE177Wjf6P5+7z8/u9hPPz9Pb9KyqKHEFKxopHPPLd30UEpSTf5XyE53nHb2J/EVNcWVxJp2mReU6HMinehGzLjGfSs17gvbRRHdiN3IOfXHH6frRHOY4JYeSJEAIz6EHP6frS5WVzIS8tpLO5eCQoXTGSnTpmoaKK0ICiiimSFJS0UAJRRRQAUUUUAFJS0UAFFFFABRRS0AFFFFABRRRQAUUU6gArStCr6NfExxFoRGEcxjIyeecVm1r6VCE029lmgmkgIjIVRjfgnv6etZz2LhuRaJbo1/D54RkkBAjdA+/5Tzz0HHX8PXFGOOW5uBHGm6SQ8BBt/8A1Vo6K8lxr0cxT++SAOEGCB9B0FN09N1rfWu9YrpgiornYTzymffpipvZlWukVPsVx5kagRkykhMSoQSO2c+4p/8AZd0ZfKQRGTONgnTP5ZqSyguo7+0EsEyL54IDoR3GTV2xjkHiyTKHiSQnjoDnB/UfnQ5sFBMx1t5GcoDHuDbTmRB+WTz+FWP7Mu/tBgMIEhGdhYDP055/Cp7Sy3Wc8/2drieOTy/IORs9yByfT8600D/23pbNCYx9nxtweGwcjn0pOY1C+5z7Wc6xNNhHjRgpMciPjPrg8U6CxuJwhjQYc7U3uE3/AEz1/Crlmr2UF3JcqYt9uY0R1wXJ9AeuO9STIs9pavbWsVwEiEZA371PPUIeh5OafOxciKEVncTPIkaDMQy4ZgmPzpIbOeW3knjAMcX3yXAx+FaljLPd3t/PND+8Nu6PGEON3Ax69qitV8/RdQK2wjX9380e47sHJ6k9KfPIORFCSznjt1ndVEbDKHzBz+Gc0stlcRCPzEGZMbAsgYnPTABrRnRItDsZZkPmJv8ALQpxknOT+Hbv9M1LcHy9V0ya6UqvkIHZx/Hz1z6Eg1POx8iMiSzuI0aR0GxCA+GBKZ9QOR+NQVqyfaLIT7LKFI2jKmWPeUKHuCTj0qvpMkUeqQPMQIwer9Accfrir5tLkW1sRSWU0Su0iAbAC48wbwDjqM57io4InuJVijUF3OACQM/nVm6truAzNIkjofvyrko4POc9+1M01M6nb4BP71G4+tPm90La2BLG4ku2tVQGdfvJ5g/xoisp5VkeNYykZ2uTKgUfrWvaH/ipmX7GiMHkJb5845+brjnI7d6r6XADp+oLcCRIxs34T5uCSR9f5VnzsvkRnR2Vw9uJwsYhJxveRBz6cmnGwuFkjjdEzIjMn7xOmM5znpV5xLc6AGWH/l6+REBwBjHH4/r71JBDLPYnTwALyMFwGAGxSRlc9eQc/jg1XtJC5EYzgo5BxkHHBzVhdNumSNwse2T/AFeZUG/6c1XdCjlHBBBwQe1aV9Gy6NppIIH7zkj1ORTlIiK3KQs58uCgTY5QlnAGR2yeM0fYp/OEWwCRwCmZAA4PTBzg/hVuQNe6dAIlaSWOR/MUcu+7B3/TtmphKyyaTBI2ZopPny2cZfgfXA6UueRfIig9hdIJMopaMZcJIhI/AHNNgtppseV5ZJOADIgYn6E1qRRvba3Pd3AKwRmRwWG3f1wBnqagis/+Jcs0dr9rkkYhxz+7x2wDnnrRzhyFRLK4eeSLy8SRAlwxAwPXJons7i3hSaRB5bnAdHDg/iK0NXhnbWLry49/yo5jwf3g+QduvP8AKku43fSoIRE0E3mZ+zoOXGD8+Pv+3XtRz7ByblJNOupCoQRuWGUAlQ5+nPsaijtZpHcIAQhw75Gwfj0rZsLaaPV7UGCTy4oym8ocZwSefqSKpRwF9LltdpS6WUSGMrh3GOgHU460c4chTntZrcIZANrjKOCCD+Ipbe2nud/kAHyxl8uBgevNWp3eLRY7afIl80uEJ5QY7jtyafoiOWvCIjKv2dhtweT6cetPm925NlexSks540RyE2O+wOJARn0JBwKS4tpbQ4nAR/QOCR9cdK0LtT/ZcEJjMMzTZEAH3uvz8857cntV29tY5dTnN1amO3VATcglew/A+mMUvaFezMaWyuI0jeRY1SQ4QiVCD+tH9m3f2n7L5Y8/bu2eYn+NW7uCZtH0xRG+SZB09Tx+daXky/8ACV+d5b+T/f2nH+r9an2jHyL8jB+xT+S0u2PylJG/zU6jt1ogs7icIVQYdtqb3Cb/AKZ6/hV17aZfD5RoJQwuN5BU8DZ1+lLMgntbV7e1jmAiEZA371PPUIeh5OafOLkMp0KOUcEEHBB7U+3gkuJRHFguegLgZ/Op7oXd4815JGBsIEgBxsPToTmq8EphmjlXDGNw4z7Vr9ki2pMlhdPLJCEXfEMyDzE4/Wo4reWRN6ABM43uQgz6ZPGa1bF0u5NQkigkWSSKTd8+8ZPbpUEapPpUAit45pYXfzIznfyRyACMjoKz55F8iKSWNxJctbCP96P4CQP50kVtPPci3jjJlyRsPHT61fjlubjUAGg8mWC3dESNSCg2Hb791qxGUN7ZXUQ/f3bJuCr9zDfvD7Zx+W+lzyBQTMWeJ4JXikUB0OCAQcflUklnPHbrM6qI2GUPmDn8M5p2pDGp3GQR+9dufrWhOiRaHYyyofMTf5aFOMk5yfw7d/pmq5tiYx3M+SwuIiFk8pN4ym6dOR69elD2F1HK8ToiSIm98yIMD3OfcVd1mCeSazUrM8ht0HQkkjOfxqeeN7rTmhh8x7i1CpKNgG4c/Kvrgj8cd+KXtJFci1MWCJ7iVYo1BdzgAkDP509bOdrhodo8yMEkFhxjrznFQ1qXssckCXgdTPNGI329d4++fbjAx6PTlJkximVTptwiI58sI/3CZY8H6c1C9vKlwYZAI5AcEMQP1PFbKRv/AGfpuLD7RgucPngF+Pbn3qKa3+2arNPvM1pGQZJSOGAUZ5A/lUqZTgUZNNuIYnkkSMIhKE+anX069famxafcTrmBEk+TfhJEJx9M5q/KZJdBkneNh5l2ZDgccj+WeKt6fZ/ZdVgSK38yPbn7Vyd2QeeDgelLnaQ1BNmF9lmNs1wFBjU4JBBx9R1FOfT7pJo4vLBklGYwjg5HrwelT2UbwJcSyrtjVDGUdfvueifgeeOeK051xcWkO1baWS2CxS8jY/8Ac5Ppx68iqc7CUE0Y4srgxSyBYykX3yJUOP1qL7JP9l+07R5GcZ3Dr6Y61o2UE0Wl6l5luTjy8pICOhyemD05olVpPDm9YFiT7Rn5M4xjGeSe/FHOHIrFBbC4kC4j5YZCEgO465A6n8KIbOeW3knjAMcX3yXAx+Faty5ku0u7GxinQhGBTeWQgDggHAI44qKyeSTT9TuHt1k8woxGDg8knp6Zo55WHyRvYzfsk/2X7TtHkZxncOvpjrTprGeDy/MEY8zGz96nIPfr096vyK0nhzesCxJ9oz8mcYxjPJPfin6iDAlkUWT7W0CKi7T8mOv/AALkfT8qOdi5EZ01hcQSiJ4cyH/lmhDn8hTZrOeCFZnAMZON6OHGfTIrZuGjj8RXImCBZ4ikZm4XOwc59OCOKplbuGJ7L7CluLiRIzJh8ZzxySaSmxuCMuipbu2ezuXgkILpjJTp0zUVamIUUUUwG0U6m0AFFFFABRRRQAlFLSUAFFFFABS0UUAFFFFABRRRQAU6iigAooooAKKKKACilooAKKKKYBV3SrqKzv47ibeQgPCDOeMetUqKmUeYpOzuK+N52EkZ4JGKSiiqJCilooAKKKKACiiigAooooAKKKKACiiigAooooAKntJEiuoJZM7I3DnYMnioqKkCW7kSW6nljzskcuN4weagp1FADamtZTb3MUozmNwcA43e1R0UANqa4lE8vmnOdqAknOcADd+lM8t/7h/Kn+RJ/c/Wq5Q1I6KnFpIe4qX7D/00/SjlYWKdFXfskfq9QXUYjcbBgEU+UdiGiiikIbRTqKAJEuHS0e3QACRwXPOTjoPpUNOoqQG0U6iqAbRTqKAG0U6m0AFFFFADkxvG8kDPJAzU91JE4ijt/M8uNOd6hcvnk8fh+VVqKkAoooqgCiiigAooooASilooASiiigAooooAKKKKAEopaKAEooopAFFFFABTadRQA2iiigAooooAKSlooAKKKKACiinUAFFFFABRRRQAUUUtABRRRTAKKKKACiiloASilooAKKKKACiiigAoopwBPQUANoqUQSHohp4tZCemPrQFmV6KtpYuTyQKlGnjPzyE/QYoK5GZ9OrQFig9TU32KPHyR8/nQPkZk0delbAsWzwgH4VKNPz1Jp6ByGGI3P8AAaeIJCemPxreFig7fnR9ljA4FGgchhi1cnkini0Oep/Ktcx46Cm+S/pVaBZGcLH60/7Eg5xWgITQYR3o0GUBbID0H5U/yT3q55YpfLFO4ip5dOEeO1WSmKTy/ei4EQjxQUA61KRimGgCEj2qnfqfkOOOav8A8VVr9P8ARwfeh7AzNdwiF34AGTTRKh9U/wB9CP506ToF/vkJ+Zx/WtLFZpXFbQy45Y5M+XIj464OafWgYUf76A/UVCLC1U5WBEPqgx/KnyMLIq0VZ+wQ5yDID/10J/Q8U37Cd+RPJ9CBj+VFmHKQUVKbK4z8k0ZHoUP880021xnhIyO/znP8qVmHKMoodJ0/5dZD9CP8aRyydY5vwjJ/pQFmLRTHniX70iDPqacCCAQcg9xQSLRRRQAU2nUUANop1FADaKKKACiiigAooooAKKKKACkpaKAEopaSgAooooAKKKKAEopaSkAUUUUAFFFFADaKdTaACiiigAop1FABRRRQAUUUUAFLRSb0HUj86YC0UwzRj+MUnnp60crK5WSUUzzAelPGTTsx8jCipEjJqZIQOoosP2bK1OCE9AT+FXUjx0GKfs/2qVh+zKQgkP8AAfxpRbSd8D61azTxj1oH7NFT7Me7ij7Nx1yasEGgdeaY+RFXycDkUBOfuCtAGM8ED8amSGB/Y0XsFkUI09U/KrCJnsKsfYh2enCy/wBujnKIkT2Ap+MU/wCylP8AlpTvIP8AfqbgMI5p6FB2Jphg9yakjygxmgkeOekdTjd6CmCR/ahpCvUikUSbPU4pNgHV6gMw9ab5megJosSWS6LSCQdhVfk9qAjk9KdhExkz2pmc0nTrTS496YD/AJqMDvTN/tRknpQSPAFI1N3H1opgFG7/AGqT86Qk+lAgNNIzRuamFz61QCH5e9QXjZt3FStUc3Mb49DTAzVwZ4U29ZBj8Of6Vq7azrXm/hTGSAXz6cY/rWriogLoR7KNtTYoxVjIdtGypsUbKLgQ7aNlTYoxRcCHbRsqbFGKLgQ7Kheyt3GGgjI90FXMU3FGgFJ7CAjAQgegcj+VNOmoqYSSYfiDj86v4oxSsgM3+znAOLgn03pnH5Ypv2G4A+/G5/FP8a1sUYqbIDFFrdL96FNvqj5/nikEU/8AHbyL+R/lmtvFGKOULI5/zPm2skif78ZT+dCSxu5RJEJHUA10AFNMaOMOgce4zRYLIxKbWw2m2jNv+zxg5zlBg/mKY+lW7nO2RD7SH+WcUrMOUyqK0H0hScpcTD2IBH8qbJpU/wDyzuI+neM/40C5CjRVt9OuxjYIT9XI/pUT2l2mMWrv9HT/ABoDkZDRTikgRSYJxnt5ZJ/So3kSMZkcJ/v8Ug5WOopEcOMoQQe4NLTJCkpaKAEooooAKKKKACkpaKAEooopAFFFFADaKdRQAUUUUANkfy43fGcDNZv9qP8A3ErUcB0KHoRg1zY+9W1NJ7m1OKZe+3T9n/Sj7TMf+Whqumz2/Op0I4x/OteVGnKg+d+pJp+xyetSxkYqUYPei4yFIT3zU8cI4NSIATVlIwehFQ2ARonep0AFIkEnqlSi2mAyCn4Gs2IciZGQKXpxxViGA4+eQD2pfIg7uKi4EARietPMe8fJjNSDyE7g1JHdQA/IAfrSuAy20+SZSH/Aiiaxmg6gY7EVr2V7G+OBVq68uVNuKy9o0yrHLdOtHyd60prQRglB+dY9y8hPTGK2UrkExKDvTDPjpVb5qMVpYktfaz604Xrk9T+FVQg9anSPPeiyAsi6k9c1IlzIelRxxirCIB6Vm7APBcjLil8kHv8ArUqHAxuB9qfiP+5+VRcCv5Cd3pwhj7mpwIx2NGUXotFyiMRoo4FLgjolOMnpUTyP60EkvTqAKaxHc1XeQ+tM31dhXLR8v/JpnyVCHp2RRYRJvH92m7yelNz7UmTTEO5pGOKaQaPLNAg30m+lEJ9Kd5NUBEXplTeWB3o2pTEQdaXFS/LRkelMDO0xM3znHMceD7ZP/wBatXZVXTFDXd2wHVgCfpk4/X9a0dlZJjINlGyp9lO2U+YZX2UbKsbKNlK47FfZRtqxspuynzBYg2UbKn2UbKOYLEGyjbU+yjZRzBYg2UbKn2UbKOYLEG2jbU+yjZRcLEGyjbU+yjZRzDsQ7KNlTbKNlLmCxDsp2yptlGyjmCxDso2VPso2UXAg2UbKn2UbKLjsQbKClT7KNlFwsUpLK2kyHgjfPXKA5qF9KtGTYINg9EJT+VaeyjZU6AZX9jQAEI8yZ/284/PNRf2JjpdOV9HAP8sVtbKNlAWMEaNdDOZ4nX/cKf41CdLvlbiOJl/2JM/zArpdlGygVkcsbK7BObWQD1BBz+RqF1dDh4Zk5xl4yB+eK6/ZQEpXDkRxvmR+Z5fmJv8A7meafXXPCjghwCD2NV30qxkOXtICfXywD+dHMLkOZoro30Sxc58twexEjj9M4qGTw/C/3Lq4jOOMbCP5UcwezMGitqTw7IQvl3aD6w5/rWKAQBvxnvimnchwaCiiimSFFFLQAVzlwgjnkQdFJFdHWBfoEvZAPXP581tR3NqO5XFPDn1pMUoFdRuSCR/WpUnf1qECngVLILSTOe9WY5iOlVYcCrSEe1QwLUcxxmpzM+MmoISDjGKluSNgwetY21EMM5PehZ+eTVQmpJCEAFXykk5mz0pDIc4HWoYH/fDjNXzChjYpwaWwF3Rp/nweldQiI6AjrXH2BNsQT1NblrdCZxyRXLWhqWmaslqjpVS60pJEJ71aDjGM5qKe7SNM7sCsVzFuxz81oiHnt1xWfvQGtHUNS8xDHGPqTWRxXbC9tTFknmDtT0mqEY9KeM56VoItRyexq1GR61SjyOuauQSZ/gJ/Cs5AW0A9RUvTuKZC8ZHMJqwn2c/3x+FYyGR736cUhMnr+VXUhtz/AMtKcIID/wAtKjnRVjLcPUZD+lbXkQAdSajeOMdqaqE8pjbHNOEZ960iB2FMKe1ac4rFMRn0pwjqwRj2phIHcU7kjRHTtgFMMnvUZegVyUuB0xTDJURemVdhXJjN6UzzCaZS4p2C4bjRQFp2KAG4oxUu2gCgkXTIxtuHHKvNnP0AH9KvbKg0yMJZYH/PSQ/m5NXMVy3N7EWynbKkxTttHMHKQ7KNlTbaTZRzFWItlGypdlO2UcwcpBspuyrOyjZRzBYrbKNlT7KNlHMFiDZRsqfZRso5gsQbKNlT7KNlHMHKQbKNlT7KNlHMFiDZRsqbZS7KOYLEGynbKl2UbKOYLEWyl2VJsp2yjmHykOKNlTbKNlHMFiHZRsqbZS7KXMVYg2UbKn2UbKOYOUg2UbKn2UbKOYOUi2UbKl2UbKOYOUi2UbKl2UbKOYOUg2U7ZUuyk2UcwcpHijFSbKNtFwsQzP5MDyYzsBOPWuHiTy4kjznYAM12WsMU0m7wSCYigI7EjArkKqBjUEopaStDEWiiimAVj6pGFuc/31BP+fwrYrN1ZB5kb9yMf5/OtKPxl09zPApdtLtpwHNdRvcaKeKMU7FACinBj60AUoFIRNDM8ZyK0PPjuox/BIB+BrM208DFQ1cCc8HkUshSTBHBqME96cvVaLEiocGtG2nZ0JKZwKo8dqkgnMJ9jUtXEXPPQd/cVPa3OycYfiqE5Eh3jvUYyDmp5LoLnTR3v7zJfFSzzJcRlTXNpM+MGnpcyI3BNZeyHcfcoEcioVqV5PM+YiosVtEkeCKtQGPPzsKqhM1KEpMR0VpPaBADGDjuavxSWf8ACEFckDjoTUgkIrndG/UtTsdYfs56BOaTZD6CubjnPZ8VchmzgbzWfsWiuc1ykfpRiMCoIY0cdasLaoOhFZvQa1GHZ61G3SrQtx6il8gbcZo5kOzKBOKhc5/jrTa1B71WmsgOc1amiWmZzj3qEvjoKtyQIO+arumK6ImLIck0lSYoxVEDMU7FP20oFADMU4CnbadigCPbSgU/FPCUcwEQFPCU9UFV9UTOlXgHeB/5Gs5SsVFXIrWe9t9MtEitkn2QomN+09OvNOh1eSH/AI/kSHPQE4P+FRQ6okhxtOaof2/ILp4eBh8Dj74zxXje3n0Z6zp0zXg1gFyZsYPIA6jtV5NRgKA881kR6jBNHl4UcE5QEDp61bxZOB8g65GOKSxEw9jBk0GuafPM8ccxfYcbwhIJ9qvCeMgc4z6jFZT2tlIc8h89Q5pdlpCh3udmOd5yK0+sS7C+ro1kmhkOEkRz7HNSYrBtRpYASHYf1q5sgA/czSR/7hqliPIj2HmaWKMVmtlkGy+kQg5yeadmfP8AyEB9DGKv26J9gzSxRiqBmu0DYmhk44B4qIalfDg2W/jqMj/GmqyF7FmpijZVCPUZuPNspAe+zJH8qd/a9sPvpIPfGRT9ohezZd2UbKrDVbI4zLg+4NPi1Kyk+ZLhMZxzxV84uRk2yjZQLm2PSeP/AL7FSbaOYOUj2UbKm20baOYXKQ7KNlTbaNtHMFiHZRsqbZRso5gsQ4oxU2yjbRzBYhxS4qbZRto5gsQ4oxU2KMUXKsQ4oxU22jbRcLEOKMVNto20XCxDijFTYoxRcLEOKTFTbaNtFwsQ4oxU22m7aOYLGL4mONIdASC7oAfxBP6A1yldR4tci1t41PJlyR7BD/UiuXrelsctbcKKKK2MQooooAKqamgMaP3BxVyq9+mbfPoc1UNyo7mTinBaXFPArrNxMUoFOApwFBI0CnYp4WpQlTcCECn4qTZS7KLiI8U9aUCnYpANAp4FOC0oFBIAU4ClAp4FSA0CrcMcLj53IqECnikwJ3tAI/MjkDgdfWo0hL9KlhdMPk4btkZpgODmp1AbjBpaU5J5o20xC0oFLinBaAAZ9amSZx0NMxSgVIFmO9mHQ1KL2f8Av1UAqQLU8sQ5iz9tmA+/T0vph0NVKcBU8sQ5i6t/J3NL9tc9eaqbaAKXJEOdkjzFzUdPApQKrYQzbTsU8LShKOYCMJS4qbbRtpcxJHin7KcEpwSlzFEeylAqYCjFTzARbKr6lGTZbQcZkjB9xvGR+VXsVS1FCz2g+bZ5/wA+04yNjkfrisak/dZpTV5ojFlCf+WIqGTQLG4d3eHDuOSHIrQBApWk9K8m/Y9nlRmjR4YRiMvgds1ILUBMbyKmmvRCMyI+32GarJrOnu4Tzwjns4xQodRaIgn0iaQ5h1CSP2PSo4dHu0c+dc+cB0+c5/WpP7ahe78uH51zjNawPG7ePcZobvoC5WQwadHDt+TCY+5jBB/DinvGkaMdgwO5qXJHekkVZoykih0PUHkGkkXymEHup9SQpgw9MD9K3BDx9wU1II4xiONEH+wMVJsOc5oRCVhvlj0/Wm+WkOTyMnPJqyg96V4UcfOAaYyON3AyhJWnPKSPnjQ/UU020ec7Bn1HBpcdskfrTAqyQfaEVYraFADk4OD+WBVWTTZ96eXAhGDvJfp6fWtbn++T9cUpJIxmlqKyMsaPH9nJV5Em64zn8OcVUh037TDvMkkEh4McgIzWz5cmMJO6fkf5iq8mn3LyGYXzmQDCF0HH5Y9TV3fchxK0dtq8aBLe9ygGAA4OB+NH9pavaziGeSOR8dCB+fFaccZ8lPPRDJ3KDiqV5DZpMjyQyA9d6A4/E0/aMTgiRNT1cOBJaIQehVGNK/iCeAIs9jtY995A/lTvMJT5Lr6ZqC5W6GnbEvoxIOTJ047+uOKv2jJ9mi3B4gt3RTJHICf7nzAVYGuWBbaZijejIa5wahs2A2tscjeHCDkeuPwNV/ttzdTlZYQibziPHA44z/On7Uz5EdbDrOnTbwl3GNnJ3nZ/OrcU8U65hmSQeqMDXFk2yXu/yPkxyfQ1Zkks3kQRwQiQd0//AFiq9oHIdlijFcVPHHDIZLeORC4wHF0BvPp1qvaX+oQFsTXLH+7M5ODR7RByHe4oxXJQ6tqUZYz3EY5OxJ9iZ9u1RL4vkX93JHEZl5dMMv8Aj/Wq50I7LFFc7H4nh+7cQPG3X5Xz/hT18W6VszI80J9HjP8ASqDQ38UYrOg1rTZ0Ux3keG6Z+XP51ajuYJiRHNG5HUK4OKA0J8UYpaKB2G4oxTqKBWG4oxTqKAscl4uk/wBLtIQeNkjuMe4x/WsGtnxTIX1cR8bEgTn3JPH8vzrGrspfAcNb4xKKWkrUyCloooAKjuU3wOPbNSUjjKEeooiBlbKcBT9lOCV1m4wCngU/bShKQhNtOFOApQKAAU7FAWngVIhoFO2UoFPAoEMApQKeEp4WgQwCnhaeEpwFIBoFOApwSn7PlpXAj2+1KBUuylCUcwDMU4LTwlSBKnmAjApdtSbKcEpXEMApcVKEpdlFwGBaeEp4SlAqbgNApwFPCU8JRcBmKcBUgSlCUuYCPFOCVJsp4Sp5gI9tLsqTZTglTzARBKdipAlOCVPMMiCU7ZUuynbKXMBDsp+ypAlO2VPMHKRKg71mavv+12qI2I9kjn3I2AfzNbGKxdUn2ar5cjFEjgBQgdSSc/8AoArCq/dZ00F7yIT5mPv/AEp2H9QKriSDu5KDtUpe1OMTP+tedqenoKM+oP4VDNaWt2g82GGYdRx7VMZrTHJ9/wAaQ3cAyMg+4Sq94PdKttpen2r+ZFDjBJAyTV0iORC5A+oqF9TgQggUo1Ec+XCSD3JxmjllcV0icEQkfOfpinieM4IfrVdL6TglBwPWl+2yf7H5Gr9nPsHtET+fx1PHtTjdFN2R0Geh/wA9qpvqDp1I5P8AczTxdyHB8zp7VPJK9g50WTd4GcZ4z9w80pu8b+Dx7VV85yOZOnsKBMScecePpVezn2J513Ln2kE8hwOv3DVO81CSPyxChy5Gd4IxR5jY/wBc/wClY+o2ElxqSTpk9Op4FDpuwnUVtDUvbu5+ygQg+ZkZA6kflUkeo7EQSDYT0BPNQc+cgRwD3GeTT7q2dik7nBTtisFcXMaKXMbp1x+NQyEkZgu9n1wRTghFoJBJ+VQHzOz/AJn/AOtW8IzauiuZdRUm1MdHtZgDzyQag1S5urmxe2NpNDMSMSR/On508yeWf3jp+J/+tUjyDyecH8KbTW6ErPqZFrdRwukc87jBxg9gfr+FWpiRAA4L+ZwQE5Hvn8KS5TzpDs6p1+Qc/nVO1h1DT3y8xdJH38pmkou2gtEWrbS45J3mHnYOOAePyqcabdw3Dsk0hjOBjIP4Cm22qWqTSBHMYPUYL4PfnFTvq8MYJh8+Q9gUwKtU20S3FGb9uFtdGO+eP7QfkOBgj/PrUdpaRxOcTLLIcvv4DuP64qa61SacAyRzgA52IRz+dQieGQyYhMZf757vT5GF0T2SRuCbv9yQcg/fFWTagEPDdwOh9Tjiuc1OG5nHkWgAg6kcJzS6bb3FvG6XGQf4QTkfmKvZGd3fQ6V7WONGmkmtSOvBOf0rOmtB53nQk5Jyf34cD+v61EQ+cdRSZIPQgU9Bk073UCSBxGUA6OmefyrMhmne6AFrAAByOpHNaCOc4GMdeRUm8fxwjr2NILGedRSO68uSCSAkAjPHH0qdJ43QbCTIh4c4OP0/rU15GJrcpGEJPqKwYA/n+SCAg4PNQ3YT0N06l5MmyS5kjd+BsBH6g1Zsr+8t3VzqquhGMSF2/pWdDaQ3UZBHAHBx/jSppZTj7bIV75Qc0KbaCxqtr2orIvlSo4X+B0HP1waVvFt5FDmaK3L9cb8ZA6965+TSrpMm3khMm/j5zUKQTJ89zaguRhR5ZSr5wsdnp/itLrIltTG+N2A+circPiaxmfbiZMnAJTivOnnjE5659CnSmyTSEfI7hAPuFOK01YrnRarex32rXU0Dh4g4RCO/yD+uaq1BYHfaIcY5PH4mp67obI8+p8bCiiirICiiigAoop1AFPZg4pwSpCPnNGK3ubDNlOCVJtpQKdwI8U4CpAKfilcREEpwSpNlOCUCGBKeEp4FOApXAaEpwjzTwKlAqbiGCGlEJqUGlpXYDBCamIAGAlAzS1IDCB2GKmheOPrCH+tJinhKGA5zHOf7nvio/LAxg5q7AbcIN6EnvRMsBA8tCPxrPm6FWKgSnBKsYTA9fSpAkWOEOafMTylUJT9lTlUz8iYpUjQnk4pc4WIAlOCVbWCNhwTSiOJRhs59qn2hViqEpwSrHlxjuTTuB0FLnCxCIzjpTglScnqaUClzBYj2U4JUgSlCVPMHKR7KeEp+KdilcLEYSnbKfilxU3K5RgWlxUm2jbSuVyDMUu2n4pcUrlqBHtrivEN8/wDblxGflEQRBgdRjP8A7Oa7nFeeaqTd6tezj5P3xTHX7nyf0zThaTswmnBXiRfa89S/4UvnjAz5hxVf7NJ2cUn2WYvnI+lbezpdjLnrlv7THnnI/OnC5hz1qslq+OX/AFpz22O5o5aaDmqlj7VDjB6U5LuEcCq32Y/33496Psuf4zR7m5X70ufbY/71L9rjz94fnVL7Kv8AeP5UvkIn8f6UXgH7zsXDdJ9RVW61fyThEJ47g00x8cDP4UbPVKn3S+afYdHfPJuV76BOONiE5P44/lV0G2hnjmLl8uPMxIeeMZwOP/1VnnYh+4aYZ4cjOeKynTlPqaQqJbo1yY0kMkDl89EfGP0qzGRO6JkJJjr2rPsra2uRvknOP7gzmgW3lybEkPHY/wCFYtKOjZqm3rY0ZB/pqCYIHxke3Y1dunTDR5APQZ4yfasSN5PJgDzeYHPH6kD8hTyZjBGm9C465HGK55Ns2SSLxmBtUhQ7DnkAdKgd5y/DjFMh3hMPj8KfurooztEyqQuzM1OB7lvnAJA65I+lTackkYxJznrzV3g0IAKVRc7HD3CeNEQkjvUm+q++l31vGyMWgNpA8hd0BzVG60e5cH7PekD+5IP6itEPTt9NWFqcnc2Op22TJbFwP44zkVAJCTgyFG9HrtA9Rz20FyhE0aHPtQByXlnbkjP40zciHlB+dX7zQ9kz/ZZNg7DNZdzDJayCO4GMj746fSq5e5Fyfz4x/wAsx7c0v2oj7kYFUSMVNDDcuCY43dB1wOBRZBdk5upD6U37VMP4z+dMYEU1qdkLmZY+2zd3yKIJ4EzxjJyaqHNMINS4Jj52bkeoQhCm8DPtQ7xzIQLl0yP4CKwPmo+ccgmp9ii+dnUae1taQNG6GY/3y/NX0urHHEciE1xYkmB4JqeOefP3yM59qj2RaqHSXNrp102PJ2Z6yZwf0rLvdDjSP9zNIcjjIyP0qqDM5/eSEk56U+S2CQyO7vkDkA9sZ/x/Ki1uoua/Qntv+PWD/rmP5VLQoAAAGAOgFFd550goooqhBRRTqACiiigBpHNAFPAzTwlaJ6Gq2GYp2ynhKeBVXGMxSgVIEpwSpuIZspQlShKeEo5hEQSnhKeEp4SlcRHinhKkCU8JU3AiCU4CpAlPCUuYCMJTwlSbKeEpcwEQSnhKeEp4Sp5gGBKftp4FP2UrjIglPANPCU8JU8wxgHFOAqQJSgUuYCMCn7KkCU4JUXHYiCU8JT8U4ClcdhgSlAp+KXFTcrlGYp2KdtqE3dsvWZPwNLmLUGSbaXbVf7da8fvuvsaf9rgxnf8ApWbqR7miovsS4pcYHNUZNR7RgU1Hkn5Jx9aynXS2NVQ7l4zRoOTSeevZTVcKg680vmgdAKwdeRfs0WPPULlhioXu3/gAH1qtLLk/Lyagcv64pe2maRoonZ3fO+Zzn04FcUk3n/vwNnnEyYznGTnH6109zci1gknfJEaFzjrxXLRjZGg9Bit8O3q2Z147IlzTs1Hupd1dXMYWJM06os07NTzFco/NLmmZp1LmHYWkKI4wQKKMilzDsKAB0/nTsDvTflowKOYLDsIewpvlxnqiflRgUAAdKnnDlHiFByh8sj0OKHdD/rCDz1pMDvTSIxy+Me9ZzSerLWg83IGH38+wyakA4yJME+pyKzvtqPP5cKk84zjOadJNOjqMRkA/czyf04rFotM0XuY0dIzmPeeN/c/XpSl8dazHk+0jy5kjQdQT0+h6VXvp7m0Z12gDGd6Dj256VtT7ETZtg807JPSuVsLu+mOE3yE9K1o7m6jdI7iSOAjny0TJP5VbuhLU2EBc4HWh8o+D1qj9tcneI+M4Bz+tK99JIgHA9e4FNNhoXd1HmD1rMN1gHJ3gcAgYoMxcAHec9ATV6kaGl9qjHUj6Uw339xM/Ws/zikeABj1zmlE0j52YJBouwsiWa6uZOgRDj0qnNYi4w80xc9s9B+FTb5Bzkc+px/KgmbYC5Q9soelHOxciGx2sMGD9mRyO83P6Vpf2hIAMhPpg1mQvPs4fe/oeR/n8KflxGTImyTPVCdh/wqHruUtB91J5h/fw/P24ycVQ2QPkiNMepOM1MJro5HloE6hzk/mR/hUjyIYcx5JBxjr+v+NVdoVkyAwQAgCHGemc8054YI8CSFAe/WlLx4wcJJIMcvgn2qYETERhyM9iMg/0o5mPlQwR23aEZx2qTybbOChD4+4O1JIfL+SQ/u3ODnp+uM/hUUkb/eKDKdMen07Cp5mFkTC1tXB2CnGygKkhMA/p/nkVC8jmQ4c7yD99Mj6A8f1pguX8tpABIAOqSbx+Oef0pczK5UTmyT59hKZPHtUdxCiRuc/ISBgjsSOPx4qP7aYQHSHzoyfvwkHHsf8AIpZJPMhhzh0kk4I9uf6U4XckROyTH0UUV6h5Y2inU2gB1FFFABRRRQBJDycVMBUcH+s+tWglO5rHYaAKdinhKUJRzDGYp4FPCU8JS5gGBKeEp4SnhKXMSRBKeEqQJTwlTzARhKeEqQJTwlLmHYjCUoSpNlPCVPMOxGEpQlShKeEpcwcpEEp4SpQlKEpcw7EeynhKkCUoFTzhykYSnhKftFUptUgj4jzMc4+Tp+dZyqJbmsKTnsXVFKBVEarB5nllk3+m+nPq1rGPnJHtWft4s0+rVOxdC07FZf8Ab1s/CNjPQkVFPqn7k4n690GD+tQ8Qi1hZG10HNQNdWwQt56YXg4Nc7511dHG+STP988flUgtCRmZ81lLEdjeOFXUvXOsqh2wKDz1YdaYmq3EvGwIPUCq6wxp1x9AKkE5VSsa7P51k602aqjBdCRI5p2zclwmeMv/AEp3l2MbAhDI/qTmoDvf75JpQlZuTL5B5kBfKQoPcDmgIT1anHCVE8+BxUj5ScBI/akN3joKovc5PXNM87g4qh8pe88nlyTQblsYAqjvNPBc96LC5S152OnJphkPf0qHPrTgDQMrapME02ffkhxs/Pj+tYQNbOtsi6dsfq7oB7kHP9DWKDXXQ2OWtuSbqVajBp2a0uZWJN1LmowadupcxQ5afmo91Lmp5gH0UmaM0uYYvy075abmjNLmAd8vpRkHsaaSB1aq8mo2sYP7wPjsnNGoE5hjJ+5Q3l9DnHuaoHUnc4ggJ93NNdL2dMzyCNPYYH50OLYrlt3soOpROajku4BkonmEenX/AD/9aqYtbVATgzEdc5A/OrQk2J+5QRoR1CZx+PSmqIc9iLZd3SZSMQA02PTrJJMzzGZxyQn+PSpPOc8vITzkHPH5dKA6JHwMYGcEe/8AntW6hoRzlyG5SBD9njEIxyTyagMh2c/maMlCUJJdHcfkM/nRGQdgyMkp0HXPXimkkK9xeo2OenYD0oG/OACSDj1yf60xEJTZzuJwAEJP0x/9agHOHzs3jGQ/Q4OOfQ/56VRIb8nqAB29qnMh++B0HU8Z4/z9e1R79kZVQ64+9v48t+eD6AnvTvvkI4wxcIFPqR3x69iODjmpCwoQkHzAc+w5/H2+vrT0TGx/J4Qhzgg5H8j9fwqPKF8RomckAHsRgkEAfkRg0EpIOMkOg35xkA4J/oQfzpXLsLHOZph5IJAH8eMYH8ePw/HFPhdDIUwZMZOAD2/z2/8Ar0Ih37Czl0cg8jk45+oIPXBNATeAkLyEnHl5frjOUz6j3z7YpDFhb9xmf92gA6dwfT9en4U8fKwI45IO/wBcnI5/P9aiHk7EljyEYFA+f65yDzznH1pEhRMGeGTKfId79DkYB9unbH1qSiUgR4L/ACZcc+vv3qC4t2kjC/u5+eC4I+Xp19fy6+9SSRpPcIj46HZhxjHX8foOOmCKhd43d3k2SPsJBzjvjGBnPPGfQdqQD0yIZIRI8ncb8HZ145z+VVnLg/usJ/sJJsyfpzViRnkVCj743fn5OPy/w6460NicvHhSuflDjYSe3PQ8c5zRcCm3n+Ucosxx+8TGxx+XX8qfAVnxDFDHz1hkP65Hf6ioUsYWcETgkcbCdn5cf0p93boWcXW+PZwDJ8/H6n9avQkmhABkhcvGX+/GQCSe3Pb8hUY8k/vIDJb4+QFwTj6OBx3p8bMI0icvNDyRIV34+mffHQ/lULl45JIbhHjQACTD8DPQ49PpUlCZuAS/n/uxxJIBvB+rjOfxxU6GOW8Vlw/yZzvGc9P4Djufzqt5TWp88v8A7W+OTjHp6EfrVmz2TXTzBcOEAPOc57/pWtPWaMaukGW6KKK7zzgooooAKKKKACnUUUASQcTpn6VohKy4zskQnoDmtoJUN2NYEQSnhKlCU7ZWbqxRqqUnsRhKeEp/yjqaBIO3T6VhPFQRtDC1GASnhKcsvtTt1YrHQNHg5IQJTglOBFKSiDJPFbKvB7MwdGa6CBKeBVV9Rtk6EufYVWm1V8fu0A+oqHiYI0hhaj6GpingVzUmsXee/wCFMfXNQHAcD6oKj6yjT6lM6oJTgK5H+27t8byD7YxTxqN1MRvc1DxPkWsG+51e+MdXQfjUD6hGhwEcj16Csq2ckZL1YwduST+BrCeKfQ1WEityz/bFtv2BJifZM02bVX2HybY5/wCmhAqqQh/jP41G8APcH8aX1iZp9XplWdzM5e+uc/7CdKjkvrZE2QofwqZ7X0jT86aLQD75H0FRzX3NeVR2Kn2mZ+II/LY/nTYdLnmffdTED0HWtSOEJ9wfpUwjJ60ucCrHaJCMRgJ79SanS2jQ5PJ96n8vHenbKm4hmWxgcD2puM1Lso6dTSAZsp6Rk84prSIKHm+TPSgB+1E64pjzgfKKqSTk9yajLknA4p2AnefjNQGTJ60uwk4Gc0CHeAcnrVARo3bnPSpRGcZp8cAHpj+dTCHfRcCAIc881MEz0FWkg/2KlS3qbi5ioISetTJHxVoQoKcCB0FInmOc8TbEgtYyf3hkLgewBB/mKwga2vFrobi0UEb0R9wz0BI/wNYQNdtP4DnnqybNGaZmlzTuSPzT91R5ppkCdSBSAm3U/dWdJqltGp+fefQVWfWJH4gh/E0+RsLo2t1RyXcMP+skQfjWKBqF0CS7hfbgU9LGGPmeYdQDjk1XILmLcmsRqSIY3k9+gqF7u+n4jAj+nJpBJBCT5cBfjq9BuZnGMhEPHycCqUPIjnFNlI5zdTgj/bepYRaQkBEeZ+wPGahKOC5kOHHUvzn/ADmlVRlEySX+4M4wc4/LNacncXOTPdOQNgEYHXYMnP40kwdy7uC5BwfUf5xUQcySbD9+R8H0PvTgzum9MiSNxj/PrVJJENtj8hDneM5xvxkf5/Cn4cycZDj58Z+fGOx+lRZHklwB5bnDp6HHH8zj8fSnbiNnmNjEJPHXnOP5j8KYEg5mTByZgB6Dk4+cf4f1pATIkYB++PJJ685zn+VMAYeTCT855hcep7fnn8aEcufPjUF0cSPGOCPce34cUASpMXgdxkOCHHJ5PQ4P5UFwiSGP94EfkeoI5z9OOfWq+I/lG79xIfkmIxsPfOM/55qT9893swI75OOnE3/1/wBDn80Mlcxp95wYyT5czco6js468fmPypxLgyCYb3QZnhf+MZ6g/Q/l61VR9zuI0JTrNbnj/vj3H5/XmpUJKCaNlkji+RZG6ohB+Rx16dx+BqSiR3IidE+do038fI8kJAwAe/HUEGnFcOEhbPmR5TCcSDuCM+vp37d6ahSEWwmLJBIm9JM/6l+eAR2Pp2/OiRmhtzEQsc0E4lwOSg9QO68Zx9KQx+8OE3klOAg++c9hjPOM+zjNP+ckSRDe0nKEP19dh9fY/r0qNm2QEIj5ysxSM52Hj98nqDzx29qbG6pMrBA8c26QeXhl6ZIwT+nBHrSGTI+bdP3kIfZzJ5fDpnuDwQOB7enFKQjTOLPejZRcg8DjPfrj9e3rR9yaFU5if94jpwWwDkg/3iOoI7daIzGLhIJJEeN8jej/ACAZyH/PPTFSUH7yGYjIcu/MZOHPoOpz+p+nWnKSXlnKqPXP6cglkcDp19uKhME0Un2WUI0jK+RI/wAk57df4xuGP50+O6d04JLpJ3ySfQOMc/z4/GkBIgMbxohmcBDJHj7z9+mfr0/EekbgzttKx4Z2IjTqDjnpweMcf1NCMjogbKW+V2OTkwHsQSPuZ4wcYpk0h/eTOjiSQ/6RjrGRjDgA8j0P6+oAhjVIUWOffGNu3zBmPPzdz27cHHynrSyGWMmF8SY+8HHmBT1x6j8ietOimaCTZIweRHceZtJ3ex+oA54z68U1I2MWUdovLU5DHbn0xj+XQ9BnrQBF5EExjeNzHM5ACEb0k+nt7dqlmmmMDg/vCTgx56E+h9O2DzUQm8tvKuI1SONwSyltylf1B/AYC8U7ELzDy5xA7vnOQc59uePYZoAgtsvK7xKEcttkjRwN/H9w8fr+FTfad8skLTmLB5R+eewIOfzFNn2MwZ0R5OjfPjJ9iOv0GfpSTXKSxeW0kTY6OdmfmPr07Zwdh+mKYD/sbiTiB7d1586I/I/+fxNGnp888nqdn3Nmcd8fjTISTB5UbujIOI94w47ev54I9xVi0jaONycZd84GMenb6VtQ+M58R8BYptOoruOAbRRRQAUUU6gAooooEFbPngrlBx61jVftkd4x+8AHGK4ca3CCaPRy+CnNplrzs/8A1qTzj02OW7Y70oh/2807yx9fxrx3KT3PZUYx2Io8vnJ3n0zxUwL8kJg07bTgvvUlXGgyf3akUyd8U3I7mn4A9aQXHBz3pwkqJZEJx0Pv3p/H0+lBJJ8p7A/hTHghf+D8qRHycU9yfU0CKz2I/gP5ioPsE+/ARPrmrwkJNI7kfccfjVcwalMaU7/fdB9KlTS0TpzVrzMimefhwhcbj2zRzsnUYbRwMogJ9zQkNyDghPzqcuccGgOfXn0NK4ajTBJ3VPzprWkhx8g/Opd5/jp+8+tK4tSutm4POBTvshH8FSibuKVZM9aq4XZH5Lj+Ck8t933DUu/0J/OnB39fzFIm7ICH7Rn8qb8+D8h/74q5vNIZCOnNAXZRIk/55yH8KQwz9ozV3ziTgofypRIScbTQF2Zv2e5zxGaaLK5JyUPPvWsTRuPUVVxXZmfYJjjIH4mlTTnzyUA9q0i1N5ouO7Kv2Ef89MfQU9LSMDGT+VT7sUbs9qLi1GiCNOME1IPLHQCm7RSdaQDy9Bfim7c0mDSDQXOeaPrSYNAzjmqA5TxPgawp9YE/m9ZO+m+Krh4PEV2iAfwH/wAcFYbSTzdyc9hXoQh7iOSb1Np7uGP77gVXk1WMf6tC1U0sH6zlYh/tnFGLeP7m+RvyFUoonmHvqF1NwnyZ9KX7DdTfPOdo9ZDihLuZMeWURvUIM/nRtkn+dyX9Tnp9fSrsyboeILKPBeR5D6IOKm+0hD+5gRB2J5NRQwxuEJcjJJPHQDvT3VGgDhP3kj4jQdAP8/1quRdRXYedNM4QyO59BxUrwxxuHEm+EECQjqPX696YJh9o3jgQx4yPXH+NRdIUQ8bzvz/n8apIksIEhnBOHTGcfUU2MkQyAtmN+B7nimPJsuJCc/vO/cA8/wCfrQgb7QUcYEZJIJ6UAPGAhj6/xufT2/WgZ+zjJyc/J6gDr/n60yNyI58d0Gfpkf8A1qcfkFs4GXI6evJFAgdg8CYHEYwT6kkmpHkKSQXJGXf94Se5yf8ACowAEuR1Axh/fP8AhmpEfY9kTyETOPX5ycUDCYGN7yGE5jQ5J9cHA/nSvhPO2ZMbxg4J+4eMf4fjUSP5MEc2wODN84PRwMHH61NuS3vZI5DvgnTq46A8g/h/jQA0uiQ2ony8JBfjqOSOPyz+NTozR6qiTuIzgoJ/72QQDn8etQpD5byafdny2z8hPRH+vof8KEQ3Q+xXBEc8IxG78Z/2D/SkMdAu/fp0qhJBISj5xh8dD+VCA3SG0kOLyE4jz1OP4M/hxSc3ttIku/7VbpnJ/jT0PuKS6kebT7a9HE0b+S7jrkcg/lUlEu+S7iWePi9tjlz3IHQ+5HenzTJmPULf1AnhToPUfQ066cQ65ZzwkDzwjk44OeDxUdyBCt7IgIhebyXjz1xzke+f50hkr28iC+sLcZdHEiJ1ynt6HkfX8KJZEeR7yJfNgI2SRk/PBnj346+1PkR4dZ05kc+cUTfkcn2P1HFR2xSPUZ3GI4LqN4Q542E84PoeKQxOIBbxSSIfLfzLe4H3HGckH05/rT08wTiPyT5hJEkHCjyz1Hp+P057VDGrvp8+lv8Au7mJ94B/5accgflUxke8hivYJPLurRAkiycbh6/Q80ABLrBHPAxj+z7kSR+Tj+44x74/zmi6gETqloHaGYFxGxygfB4GO/8AOkgG17hYI8jJ820wd8eOMo3+f60xHygmR1dI4/LLbAdg6YkT06cj9akCR7mNG+y3m8R44c5Zo+eM+npjqKmu5pG8kSuiXaHKSOcRzgHpn1/Q1CzIsPmopWN8gYwRgk/KHxyOPuPj29adJb/Z3YRpmE53wODsPuM8ofr+dIoknM073ckIKTxoCYy5yEzzjv19OMGhLkOx8kBvMPmImNvA+/G2O/HB/XtUY85ZFtoUJnjIMaTnD4/6Yv8A59qWRIJ2d03vcRtvcfcdD64H9PbJ9ACILHcxSPb5yHMinfiTYOx68j9R+FQ20vlJv2rIgPySoo4/3x6/r7mntI8Mkd0xjwXzvRsk++O5+nvmmCCJ5/Os52jkHz5UZGM9MCmBaadrglmKo3TzELHB7Ke45+v0xzVW2iSWExxhZHz88L5Tkeg7/hg0b2hO66j8kN96eMbg/wBR3HT29MVM1nBcRrN8nPSWM/cf0P8APJ/Uc0bAMG6RFVmecx8PGBiRB1A56jr1yOadIrGCO4tpPtCf3xJh4+Ome38uOlQr564+0x+er/Mkq8OMc/fxkfyp6q6F5bCSQkHEhRSJk9nTgPTAWzcGRZbObLYz5RGNrHj7vf8AD15wKt2qMluu/GSSePc5qqj2zQNJPBHJb7s/ufuflnKH6cVdgQx28cZ6ogBxXRh1qzlxT0SH0UUV1nCFNp1NoGOooooAKKKKBBV+1kjEABfBqjVuzI2EHHWuLHL90d2Xu1Uuo5/jeh5APf8AGoxg9HFIRjqARXjHvDgQR+7fFSiTZwT+RqBCif6s49sU2S5hQZdHH0FSBZfY4/v0qHZ64qlHdQP/AKuYv7Cn+fGO5FAF3IPcUhJHUk1QkvbYbd9yU96dGt0GE8FwJ4X/AID6U+UC237xP3b8+mcGiCackpLCUx3znNMPlzDjh/ypI1njfPmbx6VIiczIhycinh9wyBkHuDUfmCQY4B96b5hj6g/gKBk3B6kH9KFJTrnH1zUKTLJkx846gdfypPtCo2CTHn1HFIRYBDjehpxII5qtI0yOPkR4/VDg05cB8+Ycf3HpiJ9/HGQPccUq8DIH5HNQMfL55x7UFweYjGf0oCw8yjfzsz9CP1p/I5yUPoelRb8ZIJx3GMikD7s+Vz6gHFAicOfUfhTw/QHg/SqvMnfGP4JEFPVMLz+7+h4oCxPk0B+2TUJYexPbD0NI+eQU9yMigmxP5gp6Gq6+uTnuQcin5XoMUCsSkgjtUfkQOcbOfbj+VIXOOc/lQGH+TQHKSInlpgOce5zUg6cVCH9ePwpwORwaLisSbADwT+dBHufwqPOKb5gHfr7igmxN/nmmv5x/1bRj6r/9elQ8U0Pl8c4pgOO8DoPzpUY7ecZ9jmk/ioD5HQ/jQA8nnoKaefuY/GmFyKAc0wseYau0a6xffu9z+fJ1PH3zVX7TPjCkIv8AsDFWBbyXM5XzvMlc8nrz7nvRHFHDcZ3/ACx/8tD3PtXrRtY4dSs6PnMm/PvU72hjhjfq8hwB61IZNjZfdk4c47D/ABPrUTz+fO0jHYnTjsPQVcSCSGOAOHlyYQPnI7n0FDk7fLj+9O+TGnYdgPzqEuWILj5B0jHFP6LI+cyHqfTPUf596BE3neYW3cR5HmFO47AUwSb3Z34AGE9vTH+e9RoR5B7YPJP8gKeuUgDt1J+TPp3P+H40wE+6mMcjk/5/z1pXP7sE9SSf8/rTEy52AgdSc/SlfM8/lxfd6ID2FUIfc5SROMfIh/QVNdHy755gA6b95BHrzg/yqK+mSS6OwgxphEPsKl1ApHDbQoMYQO59SQD/AIVIxrp0QHfJIPMc+gxn+XNOEmUM54WMYhHv/nJ+tMeN45BbRj98cB+e/p/nvT5I0kvo7SFv3aEIXHr/ABmgY11aO2SH7zzEPj9B/NvzFTOM38yDkQRkZ/3Exn86LJ/terbsfNsPlj6JxTNI+e7eEEoZoygPp3/pSAEHmWMMf/TZ3f2GBz/OpowL2xuuObcAwoP4Bk5qHRiPt/kPx5yPH09RT9LBj1J7Z/8AlojxkevFSykLbD+0LSaGR8zQJvh47DqKdbIL6wmDj99bplJPUehqPS1wt85OCLcjHfmpNOJh0nUJgBk4j5/X+dDBC20kk8D3vW6tCH3n+NPQ/wCelJCEk8OT5J3xzh/zAH+NGnIf7H1GROXwB9BRpKedpuow98I4/DNJjQ9ykmladNOQUSQxuPalljkuoLi3kb/TYJDMef8AWAgZx+QqvZ/vtGvI/wDnm4kH8qlLPNp0F9BkXNqdkhHcDofy4oAfO8l3DHqlu/8ApEJAnAGMHsfoac8kaRJqKQobac7LiA84Pt/MUtq6rdQSWw+S7BjuIgNoQ45x/MVHaoH07VIYzlEIcOe+CaQyxHAraj/Z08hmDpm1mHUDGcZ9MVHZo92l9ZXB/wBIwDk/ffFRO7SaJa3UL/6RZPsL55Azx/SrE0kcOqafqfQXA/eD0JGCf1/SpAZbMupRv53mR6hap8kqHBYD+opEkKTxzb47a7cZSUD9zOPf0qS0VrfXL21YgTTqRE59eoH+fSoEhebQbiyG43FvNvKH06ZH60ATyMsN7J/o7f6QpSW0PU98oejfzpHQ2pSwuWKxL89rdInMfOefaieZ9QEOo2aITb8SQP2/+tSG4S4SSRxJLakneBgzW5/qn+eKChZ0ME4S4jjjdupKDy5R69OD7j2qS2CzMwaWVRGPvKw823P+9/Gh9fpUMgaD/W4u9PmPDxjLg9iPQ02C4k0u+FzI3n2Nx8glHYf4j0pAS7fNu/KkMUc8uO5MN1+XQ/T9KV1KNtuFfzHbYVLHzFz6HOG/HnpzxUMoFlujuGNzpt0d6Sof9Wc9R71JKfLtkivZDLanDQXkXLpzxn/PFAEjWssc0lr5mXdN8YwAJD347H9evJqr5cLo7RB4v4ZuR8v1H1x14Prno+/eR/JluJE3xn91fRnKNj1AHWp5kkuIP7QtB5d2nDxoeH56j1Q0DKKSzQBRvzjnaG4Hfdj+o49xVo+QUF5G+zZwJ4h9z6j09j9OetJNJFc2iXFmpeNPmltN3MZ45HfH0/Tmq26CXzngdYSDujmwcZ/uP6Z9+KYglik81GjBVphhZ7c4SQH1Hb39PStesu3nfyks5rQxSGRZEIXAODycfT04rVrsw+zOLFPVCUUUV0HIFFFFABRRRQAUtFFABT40EmQXxTKPOjgG+U4T6VhilekzqwjtWRYtoxAMB8j2NXMpjuKzra+sLp9gOH9D3q35aD/VyOPxzXgOPc+jJSiP6GmeYEOBn/gYqvID2mA+qVHDfPG4ju5oXQnGRkYo5QNAJDJ9+AA+oFV763vo4c2UgP8AsOKkmhm2b7ecj9aoRz6rb3IM0geLvxRHuA6xJu0ePUbQB+mQNvFWobN7PP2SYmPtG/b6Va3iZMpjNQNJdQuMASJ6HijmuBKhMnBOHHtTi5j+/wDnUaMlz9xikg7dxTHmuYBgoJB71IE+9JPlEgz701xdR52sHX0cVBHcWtw+x0MMno/+NMuLS7h3PaTkd8HoaYD/ADoJHUSoYJux7fnVx3GzZP8A991Cjx3cYEiBJO4oz9mj2SISg6EdqQE0aeX/AKk5Q9qa8iLwX8v6jio2jwBJbvxT45hOCkiYcdjQIPMkj52B4/WM08F5EDxuH9nSogXtjgR/IfSnnD8xybDSAQbA3zgwv6joanyRjeP+BioXeZBiSMSD1FJHJG52xvJCR2NMRN5m84EiP7Hg0uSg+7In05FRlZsE4jm/DFM8za4EiTQ+4ORSETocp87JJ/vjBo2kcBXT3Q5pCJCPkdJPqKYkgAxOmw+qZxQBPhkXn9574waXryHOPRxmmINn3CSPTNBkPfzE98UBYcSinOEz7HFKCx6FyPwNRpJnP74OfRxQUJ6Rxn6HFAibeB6D8xTw52+v61VR5EJ8xHHvnIqQ89ER/pwaAsP3ln4Ow+4Ip4GeTkfjkVW8zy+CkiAfiKeDn50CH6cUybEzkhcJgf59qbvTGZHTP50x3IxlJPqDSbx/z2GB2cUwsT8/UUx5inOQB34NQNIHOAYXz/t4pQzg8rJGPY7xSCxY3h1yBn6c1T1GR4NKu5EcoRC+CMgg44qxnPXB9xisfxRP5ekSBJirOQMbOx61rTV5pEVNIM42OQqmFbYg6+59z/T/APXUZlZHWRO33HI/kKhAZjgc47egpPvtlzx616vKeeLnPLnrVmPYE82fG0A+Wnqf8KjwP9Y44P3I/X/61PBYsOkknYdQB/n8KZI3e+8nrI/GMUbdoKAjj779vpTI1eaZUD8ucZJ/nU0mJZ9kCfux03emOp/nQA2T/Vrt4jzwD1PqamhOIJp25b/VpnpyDn8hUeBPMkSNiFV++R0Hc/zp6BLl8nelvEnOOSB/iTSAIMRRmZxu3qUjHv6/570Ijl1hQ4kk+/7D3/macoN1K8zBdqj5I/8APYdT/wDXpsGZ2eNGGX5llPQCgBVSOaRz8wtoe+Ovp+JqSF2nmn1CUApHzg9yegprOLjFvAvlwQ5cue/uf04p8QS5BHzR2UAy/q5/xNJsobYuUea9djmMHY57yHp/jUmmxiMTSTfJvjKQ57k8cU22/wBNld5h+4t4y4QdPYUmlu9zrMLyHJJz09BSfUES6E5TV0BOMgg5qLTg41mBACSJOh/WmOd+sfuRz5/APrmrkYB8U/JkjzCePpQwRDGAfEAHH/Hx2+tSQlj4m/d8fvz39+aj06QPr6OSBmQn+dO0/wD5GDIGAJHPPYc0n+g0Osz/AMTS+UdDHMKdpcbXGl6jCn38I/8AOm6cf397fPghEcgnoSal8ODf9tX1QcfnSewIboB8z7VZO2BMmQPemaFIYdV8l+BMDGc1DosnkazBn1KfmMU3Uc2msu4zlJA/9ab3aBbJk9mqWmrSWkpzHNmE/j0qzpY+z3NzpV1x533MdM//AF6h8QoyX0d3HwJEDofejXX8nUoL2AcOBID2Jpbj2DTXktdX2To2ORtHY9uKER9Lu1kjPmW1wMAdQ49Ku6sEk8m7hOBNjBHrkVW0t1urCS0kAaXzDJGO3bIFTe6uVboRIsdpO4fJ0+7GOT9w9Rn3FFzC9xpxidkEthwQDw6djS6SEuo763nGZn+fHc+tN0wtNBqLv98QhMH0/wAiqJLGqMsl3pnmnZP8gmweR0/+vUlxK1vrVzGSIZJADHITxvXpn2PIqi4N9pMdzHn7RZfI5zyU7H8KtOses6YJzzdxcSYH5H8anbcoE8yGWTUbEIJFBS6tX5K8/N+FLHGLqU32nyNHLG37yN8ZA+ncdab4fu2nvDHLuNx5ZRH9R6H8qqPM+m68JXGFD/NgdQetHWwFxjFcbolUQTSfIyZwhftj0NJY73kntGjEV33RwPLnwe49fpUXiCEK0d3bEGNzvDp0zVl2Gu6f5w+W7g++o4/EUugdSC2eS3EkccfmRjPmWMpJI909aeIo5IpH09y8HLS2kn8P4f1FNNyt7F5N1iO8TISXoH+vp0qWwaRr12uE231qN2e8qY7+/TmgAspPIM1ra7ZoZRvEBPD8c7H9fb2psZ8tJm0mR8/fMf8AHGe/HTb2PXtTLiQ2V+L2IedavJufHr6Edj35qbUI3F5DqWmSDMnzKP7/ALe/pigBkfk37/aLE/Y9RTOYs8P64zTEjW+eTIS11GP76kcSjHPFJMINRcTQn7LqAPKDjL0Pcm8xFfZtr2MjZcYxz6P6UANsHZriNPmABJaLHAOG5T29frWvVG1kke9EdzAY7tIz5jn/AJacjBq9XdQ+E8/EfEFJS0Vuc4lFFFABRRS0AFFFFABT0RJH2SfcPXNMpU+8KiorwaNKTtUTIp9Gt3O6F/Lccgir9rG6R4kIfHcVVuUmHKE/T1p1tOhbacofQ189Jto+pReIhfjOKpXWlx3AOHx74qzs3jqDUMkD/wABIx6Goi7DHacJ7UfZ53Lp/A57VYkEiZIG8HtUMDecDHI+H+tRTWlxA/mW05Q/zp9QJ4ZIw+HhMZPp0qd+ByMiqMN9NjF3Hgj+NOhqxHewnguPxpNCGSG2zlxIhHcVPDI5jYxyJcIO3cU7y4JxkEGqk2niN98JeN/UGkBPMYH4mQxn3HFSJI8aDOSPXrmoIbtHXybv7/YkYzU2DB/q+U9KACQ20g+dwPrUSJJAwdH8y3PUZyPwpHuoCdlxGYx69RT4YBbnzInzDJ1xyD70wJN4j+dAdh9KCEuRmF8OKBkcph0PUUSWyScx8NSAUSTIMSJz/OkdILkEH5D70gnkjGJBmmPNZSHDyBD70ATiGaNAI5OB2PNMecqdtxCCPVBUf2WaNQ9rNx6A5FSJdZOydMH1oECQ2067oJCPocU9TNCcS/vE9T1pr2yOd8JwaQyXMPVBIKAJA0LH9zNsPpTiZwPnCSCqv2i2k4njMJ9T0qUQvgPbz5HbuKAHefHkh0ePHenwvuTMFwHHvURuZEOJ4ePUU4CCTlDg0APzNn95CHHqKikkgx+8jkH4Zp0kc6cxSYojuCV2XAQP78A0EhDGAPMtZsoe3b8qnIjm6gB6jHHIjHPpTJJtj4khyPX0oAsDKABHH0NNJcdY8+6Gq7+QRyDioxawtk29xJE59yKdgJ/PTeMvNGffpU+XP9x/eoh5yJiQCT3o3wvwUdKYDZknI4ggcehFPhOxcGN4Mds5FRmOAEMJnQD3pY3MgPk3QfHZxQIe84HW5QfUVzniu4ma2RBOkiE/wY/z2rfcXXBHkP7EYqGa1BKTvDsccEDvWlN8juRUV1Y8/gj85tjtsQDJNMlkDvlF2IOg64r0K5htbnYsmybPPPPt/UfnVZ9MspUCQQW5Z+U2YDn6Hj0rtVdHJ7CRxLbk+TkyngjuPapNnlAxJguR+8OeB7V1S6FaOpSOBN7cCaOYj8s/l0ph8PafJAY4bmVMAv8AOQPb0Geop+2RPsmc0pCQuE4TODJ3f2FNBCB1x87cBB2+v+FbieHpTG0sM8TkBNmRjGcEED8R+feobbQri3n8x3hLp9wEnr78Vonz7GU/c3Mu5xbxiBT8xAMv19KkuWNvapaAnefnl/oPwq5ZaVdpdiaaEnZ8/Djk/nVe0tbk36TXNvMVBLsTGearlaJ50+pHdD7JbJajiZ+Z/wCgon3WlqLZeJJMPL7egpIG33zy3fBTLkHjcR2/OpBJ5A+2yc3MxLRj+77/AOFIobMDBCljHlppCDIB69kqW+YWVolijhnzvnI9ewpdOAt7SbUZRuP3I8/3vX/PvUOlw/bdS3T5Kj945qR2J3AsNJ8s/wCvuvvg9h2p2kKLWCfUJOiAog9TVLU7hrq/kf0OBVvVv9Fs7exzyBvkx0Jo8u4DdGRZL5riXlIAZCSe/ap9B3XGrSTvkkIXz/tH/wDWaiiTyPDsku3553xn2H+TT/DLgXE4zyY+BSezYJaoqJkaqMYT9+Pw5q1rUjWurzNDlCw5P19KzZn/ANKZgMfPkA/WtrxNGpMc3fpTe6DoEMIPhdvLOWkfc+fUH/61Q+HZyl/JB2nTH4j/ACadoDmSyvbbqMZQe9UtGby9Xt+M/OR+lLuh9Uxl8ptdRdgeUfePzrR8RgSC2u0HEif/AF6g8QRn7dxySKs3IFx4bjABL2xAfPb/ADmi+zHbdAcX/h5GYlpLf5Dxz7fpTNOK6lpkljIB5kA3xH2/z/Ok8Mzjz57U4HmJkfUVT8w6XqoeM8RvnjuO4otug7Mu6TdATvpt0cQvlE/2XzUF3DLp12hj+WSM8fy/z9am8QQBJo7uDISQZyOPpVrWXE2lWt2xzIUBz6nFTfr3GQ6vDlIdRgOC4+fZ2NFrMJtSknRF3m3JdB0c55qzp2V0MmXG2Q5A9h0/lWZ4f/5C+A/Gw/j7UujDqT6fL5FxJJGh/eJjyjwJD1x9cfzpsM/9k6r9oT57WTg4/unBx+HFQag5tp3CHBQh09jnNXHVCEJQGO6QED+6T/8ArNMB2o2Bhuku7N8E4dCO/wDkU554NXk8qRBHdHOwY4kGP51HBcCxs0hnPmQGQjeP+Wf4fhms7VIJbW6SReEb50kT7re4pLUGT2t7Jpc8lpdIXt3JEkJ7e4qfULJ9Jn+12UuAD93Pb/CrOqIuq6ZHdxjEmMt9fSmpINZ03y4/+PiMDzEP8XuKL9QsJqUcN1b284xb+fjOeiUt1fCxaO2kQvGE2ZHUD1FVrG4+2xHTLs4fBEMhPIPoaLVTc50nUFKyJ/qX4yh9PpRYLiyJPpr+amyaNwCSDlJo/QippY0ZFvNOUPDKf3tu3Iz/AI0umSLHHJpV6QHDfus989v8+tQ27CxuprKdvLhk5HHQ0ATXK22oRx7Di8dMY/56f/XpkU3nwfZZ40N3AMAOP9Yg7Z9aqXcBneTzv3c8fLvjhx64ArQtZEvRGtyg+3RjIcdZUx1z3o6AOsE8lnRJHeHYHjDjBQEng1dqlpYdIJI3k37JMA+2BV2vRo/Ajza3xsKKKK0MRKKWkoAKWiigAooooAWiiikwQ+G5TGyc4Pr6054I5PnQg/Q1CojL4JAPvUhsgehr5yatKx9XB3imPjyh2TD8amNqJgdjg/jWXc2MhBAc1kSx3VpMJAXDf3xTjBS6l7GxdaXPHJ5kbkH61etb1zGEnGH96bp2o/bYBvwXHUUs8JBzjINRLswJwY3645pHskkGU5qqbTzB8jVSmsb2Ft8EroRyMGhR8wLcli8fMe9D7HFEGo3UEoS6TzIT3xyKl0/UJpB5N5Hhx39anubbfyho20YD5raC6TcmOaq/6VZf6p98Y/gfmiDdHJh8ofVOhq6cunZ6WwDR5N3CDjGeoNQxo9i5A/1Z6imeZ5Jw6fJVlHRxwfwpCHbI5OYzsJ9KY6TxnIIIqKSGRDmP8qYNQ8niZHC+vWqt2Am+3IgxcIR+Gaf5drdpmMg5pwMFyOCOaqSWTwnfAcH+dAEqQzWT/u8mP0qbz4Jxh8A+9Qw3vISYEE/lT5IIZvQUeoD2gcf6mSoXkvo+nluPcU0W1zbf6t96dvanR3M6f6xBIn6igBqXySP5d3beXnjI5FTPa4+eCQp34pkk1s4+dSPqKIZ48bA+8fyoESi6KYScZ98UGGC5B8tx+Bp2A44fP1qvJHNGcxhPyoAeIbq1ZTHI5TuCc1L5kcwxJjJqumo7OJ0Ke/UVJsguhlCDQA/7M6D9y/HpTHubmH78PmCq72k8I/cTOn41JDqEiEJdoP8AfFFgLENzHOnAKeoPaiTenzImfY014RIN8JwfUVF511AMECYfrQSJ9tQE+fBJH7oc1YwZEBguiQfXmovttrJxMNn1pfIjPMEmM0wH750J8yNJB6io3ubXIEkLp74pr/boZM7w8fpin/aXIGYQ9ADjDbTDOePc1EBBbNJ5N0Afk43gDHOff8uafvh7wEfhTHmgH/LBz9K0gpdERNxtqyRfmtJXZIvMkt9jFByXz646Hjvx+FRzyIr4EFyE8zzvkxuQnOf5j8BUaC2L8RzQn1yP6GlaSYZ8uYn/AHwDXQqdV9DndSkt5E1tMrSedAckBMiTqcZ/xx36DrUJCEYmJBwAT+IP4dBThJkfvI0L+qcUGQnsMVSw9Z9DN4qiuoPAHx5E2MIE+TA4ByB+FMKFOHOSOp9aYYUJzjDeoOKUDAwK7MPQnTd2zixWJp1Y2ghaKWkrsOEKhe3t5HLyQRuT1JQGpqKQXKsmm2kg2GH5M52ByB+Q4piaXBDv+zmSJXGCqEHd+eau0VLhB9C1UmupjpoUcNwk0U33OcSJvyf0pt/o011cNMJ0YnqCCMfTrW1RS9jDcr20+5j3FldjS47JFWQjqyv7++Kh0q1u9OuzJPC4jdChKfP+g+lb1FZ+wjaxaxMjjb+CVJ5JDDIkZfguhFaXiCaOSCBYZEdB6HNdBTHjSRCkiBwexGRUuhruUsV5GFom6PTb2bv049hVXw8gk1IFudiFs+ldF9kt9jIIIwD1wMVFHplrAS8CNG2Mbw5zUug9TRYmGl0ZEEhutccFvm2OiHPsaNCnEck9lcHHm8AH1rUt9Khtbjz45ZfM57jv+FV/7DP2kT/ahvD78eXx/OpdCWxaxEDGnR7LUR5KsHjf5c9zV3Xo/P1KAR4DyIFI9Dmrt3YXN3dx3BEKOmOjnn9KjsrK8j1T7Vcx5AzyjD/Go5J72H7SG1yLxBII7eC1HOwdfoMUa67Lp1kI2/dMnbp0qDV4Li5vGeO3nKAY/wBWatQslxops7hkgniOAHO0nuOtRytJNmnMnexatHFx4fRYPleNCh+tYFtcGyv45hxtfke3cVb8P3v2S+aCR8QzcMO2e1M1axEMr44UDI9+f/r0lo2inqrlrxJbhZ/OTOx6m0rF7ofkuMGCTCn9ajt3/tXRpLYnE8C8AdwOlQ+HpxFcS2spx5nQf7YpfZt2DqR21x/piRTqHjkfZIH6EdvxGasTIdOea1l/eWrjMZk5wRWXqMbwXz5+9nPStnXT9q0mC4BHY8fSm+gENo5soPtCK8lhL1QnlDnFVp0eyuRfWL5hJyCOi+xqx4eukfzNPl5SblPY45qKeOTTbmQRjKddh6Oh4Io62DoWry1h1iD7daHE+P3iehojI1m28uT93f24yj4xvHvRpaAWM9zZ7t+fnj9Kg0W7ja7kSbCSSn5H6BT6UtRkh/0/FvckQX0f+rk/56f/AF6QTm622epo0M4x5c56+2f8ah1eN0lZJQdwPX8ev8qtadLFqtobW4C+fGuEfPLijpcRVne4066gkfkQnYf9sf8A6qmuIPs2y6spD9lb5xz/AKs+1RSSzRKbeXDMmeH6OM9KdC7WkX2i3Hn2cn+thJyUPf6fWgDU0+X7RbCcoEeQkkD1zViobUILSHYMAoDU1enDRI8qbvJiUUUVRAUlLRQAUUUUAFLSUtABRRRQBSu7WSaQsOhqKC6uNOO0vvh/uGtQZIxUM9t5gPFeFWdqjTPp8M70o+hes7uG+gynDdx6UjomcFKxI4ZrKYvHnYavJqXQTfma55Q/lNx72ID+ZCPLPqnFML30YISQn681bjnRxlCMeoNSkk+hpXfUDOj1G6jm/wBIhDp6oOa0o3S4j3xSZqvJv7AH8KoPNdQSeZFj6Y4NO3MBcuYbpDlCPpjrT7S7c/u7hNj+vY1Fa6zHMfJuE8tz0z0NWZrYTJvQ5HqKW2jAfNbCQcc1TBubQ9S6UgmubQ95E/WrMN7BdcHh/Q9aNQHR3UN0nPX+VRyWrxnML4pJ7HJ3xnB7EGoftd1a/wCsQSIOp6GheQC/b7m3P7yHePUVdd45oQ4GQRmo0mgvod6de4PamW3yZjPTtQIPssM4zGcEfhQJrm1OHxIn60kiGOQSIcGrCOlymCefemAOIZlyePemSW0hH7uSmeS6ZQ9O1Rl5oeh4HakFySF7qEbZMmn/AGvD8jBpLbUEkfy3BD0s6IRlHANWoSfQhzit2PFzGfv4oe2tpumN1QRneMTR/iO9Rm2GcxuU+larDVX0MXiqS6kkllMnMMjj8aYLu7t/9cgmGe3BqSB54RtM28e45qV5i45ArRYSq90ZPHUV1BJ7W64zh/Q9aik05D88fB7EU0wxk5KAmpMnbtycVqsvl3MXmUOiGJNe2rje3nR+h61ZEkNzHkgp7OKhorX+z11Zk8yfRDNjwvmCTj0PSrKXJx+8QVDRWqwNIxeYVWLJ5cg5j/WoEtkjO6NinsDipqK0WGpLoYvF1n1HieQdHpm5s5z81FFaKnBbIydao92FFFFaWM+ZhRRRQAUUUUCCiiigAooooAKKKKACkpaKChKKWigBKKKKACiiigAooooAbRTqbSAKKKKACiiigCF7WB33vBGX9SgzUc1jbTN88f5EgfpVqm1PLFlKckU49MggnWa3LwPzkoc5/PNQyaSPti3UM7Rybt5yMgn9K0qKTpwfQpVprqZl/psl2+/fGXPqCB/WksbO6tI3guFS4tpM5RDyD684rUpKh0IWsWsRNHNSadd2s4ntYpMIcr0J/IVe1CXzYUklhkVXHz/JgxmteipeHTLWKfY5nT7r+z9V3SODGSUcqcgil1uw+y3PnRACFzxjsa6QgOCCAQeCDUP2S2xj7ND/AN8Cp+r63TL+tK2xUtJ01nTtk7L9oj4PqR61gyJPpt2GR9jocqRXSw6da28m+KMoemQ5/wAajn0uO4GJZpn/AC/wrP2E0yvrEGVpjHrFkZoF/wBJjX50rP0+7NiZo5UPlyDBPcGtO10l7S4E1vdkYPQp1HoeaW5057i5EjpGBu5w5GR+Xp70vZSWli/bwfU0EQRoEQYAGBS0UV3nmhSUtJQAUUUUAFFFFAC0UUUAFFFOoAq3d79kePK7g+cn0qWG7jmHyODUd/H50AGM81lG0kVspwfavJxcF7Rn0GAleijeKB/eq8lqD2rNjub2377x71ettXhkwsv7s+9cnJJbHdzED2rxt+7cofanJfXVueQJBWqQjjORUEkCGmozl0IdWEN2Mh1i1l4l3Rn/AG6utDHMgKEEHoRWXJpqSDstJb2E9ud8V2Y29AmRW31Sb2Rg8XRW7LF1pok+bFVI3u9Ob5CZIf7hrYE74AOCfpUb4k6gVUMJV6mUswpLYLW+gvU9H7g9qZc6eH5Tr6impBChyIxn1xU1aLAPuYvMo9EVobme3bZIjyKO4HNXRJDMmSCM+oqOitPqEOrMnmU+iIUhMMxeI8HrU33x84wfY0UVqsFS6mLzCswPIwaRIwDnmn0VosNSXQxeKrv7Qu9yMZNJRRWqhBbIydWb3YUUUVZFwopaKACiiigkKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBKKWigoSiiigAooooAKbTqKQDaKKKACiiigBtFOptABRRRQAlFFFABRRRQAUlLSUAFFFFADaKdTaACiiigBKKKKAClpKWgAooooAKdRRQAU0oD2p1FQ6cJO7RpCtOCsnYb5ad0B/CnABBhAAPQUtFNRitiXOT3YUUUVRNwpaSloAKKKKACnUUUAFFFFABTqKKACiiimAUUUtABRRRQSFFFFABRRRQAUUUUAFFFLQAlFLRQAlFLRQAUUUUAFFFFABRRRQAUUUUAFFFFACUUtFACUUtFACUUtJQAUUUUAFFFFABRRRQAUUUUAJRS0lBQUUUUAFNp1FIBtFFFABTadRQA2iiigApKWigBKKKKACiiigBKKKKACm06igBtFFFABSUtJQAUtJS0AFFFFADqKKKACiiloAKKKKACiiigBaKKKACiinUAFFFFABRRTqACiiimAUUUtABRRRQSFFFFABRRRQAUUtFACUtFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACUUtFACUUUUAFFFFABRRRQAlFLSUFBRRRQAU2nU2kAUUUUAFNp1NoAKKKKAEopaSgAooooAKSlpKACiiigBtFFFABSUtFABRRRQAU6m06gAooooAKWkpaACiiigApaSloAKKKKACnUUUAFFFFADqKKKACiiimAtFFFBIUUUUAFFFFABS0UUAFFFFABRRRQAUUUUAFFFFAgooooAKKKKACiiiqAKKKKACiiigAoooqQCiiigAooooAKKKKBhRRRQAUUUUAFJS0UAJRRRQAUUUUAFFFFACUUtJQUFFFFADaKKKQBRRRQA2iiigApKWkoAKKKKACkpaSgAooooAKbTqbQAUUUUAf/2Q==" alt="Использование пермеабельных материалов для дорожного покрытия"></p>
<p>Применение пермеабельных материалов в дорожных конструкциях позволяет значительно улучшить управление дождевыми стоками. Такие покрытия, как пористые бетоны, асфальтобетон с добавлением инертных материалов и специальные покрытия из полимерных связующих, способствуют просачиванию воды сквозь них, уменьшая объем поверхностного стока.</p>
<p>Рекомендуется использовать пористый бетон с пористостью не менее 20%. Это обеспечивает достаточное проникновение дождевой воды и увеличивает время ее задержки на поверхности, что способствует естественному испарению и минимизирует риск загрязнения водоемов.</p>
<p>Асфальтобетон с добавлением полимеров может быть адаптирован под специфические условия местности, сохраняя прочность и предотвращая образование трещин даже при перепадах температур. Важно оценивать химию используемых материалов для минимизации выделения вредных веществ в процессе эксплуатации.</p>
<p>Необходимо обращать внимание на стоимость и доступность выбранных материалов. При планировании средств и сроков важно учитывать возможные расходы на уход за покрытиями, включая очистку и восстановление проницаемости.</p>
<p>Также следует применять пермеабельные технологии на участках с высоким уровнем ионии и песчаным грунтом, чтобы избежать образования водных потоков, которые могут повредить инфраструктуру и вызывать эрозию.</p>
<p>Выбор правильных материалов и технологий поможет создать долговечные и безопасные пути, способствующие естественному круговороту воды в экосистеме. Важно продумывать каждый аспект, чтобы обеспечить оптимальные условия для транспортных потоков и стабилизировать местные климатические условия.</p>
<h2>Современные методы управления водными ресурсами на дорогах</h2>
<p>Качество инфраструктуры в условиях недостатка влаги требует внедрения прогрессивных методов для рационального использования ресурсов. Один из подходов включает сбор дождевой воды с помощью систем дренажа, которые позволяют накапливать осадки в резервуарах.</p>
<ul>
<li>Использование дождевых коллекторов способствует эффективному сбору влаги.</li>
<li>Установка различных фильтров помогает очистить воду перед ее накоплением.</li>
</ul>
<p>Второй метод &#8212; это применение искусственных водоемов вблизи трасс. Эти конструкции выполняют роль естественного резервуара для сохранения влаги и поддержания экосистемы.</p>
<ol>
<li>Размещение водоемов обеспечивает разнообразие биологии местности.</li>
<li>Регулярное обновление уровня воды в водоемах помогает поддерживать фауну.</li>
</ol>
<p>Третий подход включает использование пористых материалов для дорожного покрытия. Это помогает предотвратить поверхностный сток и увеличить время, в течение которого вода остается на поверхности.</p>
<ul>
<li>Пористые бетонные блоки дают возможность влагопроницаемости.</li>
<li>Системы с применением гравийного или щебеночного слоя улучшает дренаж и задерживает влагу.</li>
</ul>
<p>Параллельно важно учитывать планирование зеленых насаждений вдоль транспортных артерий. Растения способствуют естественному испарению и созданию микроклимата.</p>
<ol>
<li>Создание  зеленых полос снижает уровень температуры на окружающей территории.</li>
<li>Растительность может выступать в роли биологического фильтра, очищая воздух.</li>
</ol>
<p>Качественная интеграция всех перечисленных методов позволяет значительно уменьшить потери воды и оптимизировать распределение ресурсов, сохраняя при этом здоровье местной экосистемы.</p>
<h2>Устойчивое освещение и энергия для пустынных трасс</h2>
<p>Для освещения трасс в условиях засушливого климата рекомендуется применять солнечные лампы. Они имеют встроенные солнечные панели, позволяющие заряжать аккумуляторы в течение дня, что обеспечивает автономность работы при отсутствии естественного света.</p>
<p>Использование светодиодных (LED) источников света значительно снижает потребление энергии и увеличивает срок службы оборудования. Эти технологии могут обеспечить яркость, необходимую для безопасности на дороге, при минимальном уровне потребляемой энергии.</p>
<p>Создание сети умного освещения с датчиками движения позволяет оптимизировать расход электроэнергии: лампы включаются только в присутствии транспорта или пешеходов, что обеспечивает дополнительную экономию.</p>
<p>Внедрение ветровых генераторов рядом с трассами также способствует созданию альтернативной энергетической базы. Они могут работать в комбинации с солнечными панелями для обеспечения наибольшей эффективности.</p>
<p>Разработка систем мониторинга состояния освещения и уровня заряда батарей позволит своевременно выявлять неисправности и оптимизировать управление ресурсами.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Лучшие методы укладки дорог в засушливых регионах</title>
		<link>https://adsk.kz/luchshie-metodi-ukladki-dorog-v-zasushlivix-regionax/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:45:00 +0000</pubDate>
				<category><![CDATA[Дороги в сложных условиях]]></category>
		<guid isPermaLink="false">https://adsk.kz/luchshie-metodi-ukladki-dorog-v-zasushlivix-regionax/</guid>

					<description><![CDATA[Применение специального набора технологий и материалов способствует повышению прочности и долговечности покрытий. Использование полимерных добавок в асфальте помогает улучшить его устойчивость к высоким температурам, предотвращая деформацию. Такие полимеры значительно увеличивают срок службы дороги, что позволяет сократить частоту ремонтов, особенно в знойный сезон. Оптимизация дренажных систем – важный аспект при проектировании дорожных объектов. Эффективные каналы для [&#8230;]]]></description>
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" alt="Лучшие методы укладки дорог в засушливых регионах" title="Лучшие методы укладки дорог в засушливых регионах" /></p>
<p>Применение специального набора технологий и материалов способствует повышению прочности и долговечности покрытий. Использование полимерных добавок в асфальте помогает улучшить его устойчивость к высоким температурам, предотвращая деформацию. Такие полимеры значительно увеличивают срок службы дороги, что позволяет сократить частоту ремонтов, особенно в знойный сезон.</p>
<p>Оптимизация дренажных систем – важный аспект при проектировании дорожных объектов. Эффективные каналы для отвода воды, даже в условиях редких осадков, способствуют уменьшению разрушения покрытия. Хорошо спроектированные лотки и канавы защищают от разрушительного воздействия как ливней, так и высоких температур.</p>
<p>Использование щебня с высоким модулем устойчивости также положительно сказывается на прочности дорожной структуры. Такой материал противостоит растрескиванию тоже, что особенно актуально при резких температурных изменениях. Смешивание щебня с другими компонентами, такими как цемент или геосинтетика, позволяет добиться дополнительных преимуществ в стабильности.</p>
<p>Важно разрабатывать системы управления температурой при проведении работ. Применение специальных одеял и пленок для укрытия разогретого асфальта помогает избежать его быстрого остывания, что позволяет добиться более качественного соединения слоев и продлевает срок службы покрытия.</p>
<p>Контроль нагрузки на дорогу на этапе проектирования позволяет избежать дополнительных деформаций. Учет будущих условий эксплуатации и планируемых нагрузок помогут создать крепкое и стабильное основание, которое выдержит даже самые тяжелые машины.</p>
<h2>Выбор материалов для дорожного строительства в условиях засухи</h2>
<p>При проектировании и возведении автомобильных путей в условиях нехватки влаги предпочтение следует отдавать водоотталкивающим и устойчивым к высоким температурам материалам. Использование асфальтовых смесей с добавлением полимеров и резины позволяет повысить прочность и эластичность покрытия.</p>
<p>Среди альтернативных вариантов, стоит рассмотреть применение геосинтетических материалов. Они эффективно укрепляют основание и предотвращают его разрушение под воздействием интенсивных температурных колебаний.</p>
<p>Для верхнего слоя рекомендуется использовать специализированные бетонные смеси, содержащие добавки, которые уменьшают усадку и увеличивают стойкость к растрескиванию. Такой подход продлевает срок службы путей и снижает частоту ремонтов.</p>
<p>При реализации проектов важным аспектом является выбор местных материалов, таких как щебень и песок, что сокращает логистические затраты и уменьшает углеродный след. Кроме того, использование переработанных материалов может стать эффективным решением в условиях ограниченных ресурсов.</p>
<p>Лабораторные испытания всех компонентов, включая анализ прочности и влагостойкости, помогут обеспечить долговечность и надежность конструкций. Регулярный мониторинг состояния покрытия также способствует своевременному реагированию на потенциальные проблемы.</p>
<h2>Технологии укладки, минимизирующие деформацию асфальта</h2>
<p>Применение полимеризованных асфальтов обеспечивает повышенную устойчивость к деформациям. Полимеры улучшают связующие свойства и увеличивают эластичность материала, что снижает риск образования трещин.</p>
<p>Контроль температуры асфальтобетонной смеси на этапе укладки критически важен. Поддержание оптимальных температурных диапазонов в процессе работы помогает избежать потери свойств материала, что негативно сказывается на прочности покрытия.</p>
<p>Использование геосинтетических материалов, таких как георешетки и геотекстили, усиливает основание и предотвращает проседание. Эти конструкции распределяют нагрузки и способствуют долговечности дорожного полотна.</p>
<p>Рекомендовано применять многоуровневое уплотнение асфальтовой смеси. Комплексное уплотнение с использованием различных вибраторов позволяет достичь однородности и снизить вероятность появления деформаций.</p>
<p>Выбор специализированной смеси, стесняющей усадку, способствует минимизации термических деформаций. Это достигается за счет внедрения компонентов, снижающих расходы воды и увеличивающих прочностные характеристики.</p>
<p>Контроль водоотведения становится ключевым фактором в предотвращении деформаций. Эффективные дренажные системы не позволяют воде скапливаться под покрытием, что уменьшает риск его разрушения.</p>
<p>Интеграция сертификатов качества для используемых материалов гарантирует надежность и долговечность. Строгие требования к составам асфальтобетонов минимизируют влияние внешних факторов на целостность покрытия.</p>
<h2>Системы дренажа для prolongation срока службы дорог в пустынных местностях</h2>
<p><img decoding="async" 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alt="Системы дренажа для prolongation срока службы дорог в пустынных местностях"></p>
<p>Установка дренажных систем, способствующих отведению дождевых и грунтовых вод, значительно увеличивает срок службы дорожных покрытий в условиях пустынного климата. Важно применять такие технологии, как коллекторный дренаж, чтобы предотвратить накопление влаги под асфальтом и бетонными слоями.</p>
<p>Подземные дренажные системы должны быть спроектированы так, чтобы минимизировать уровень подземных вод. Для этого можно использовать геотекстильные материалы, которые фильтруют воду и предотвращают заиливание дренажных труб. Важно учитывать уклон, чтобы обеспечить естественный отвод влаги.</p>
<p>Создание отводных канав и лотков вдоль дорог помогает контролировать поток воды в периоды сильных осадков. Правильное расположение таких сооружений позволяет направлять воду в безопасные зоны, уменьшая риск эрозии и разрушения дорожной инфраструктуры.</p>
<p>Система дренажа должна быть дополнена резервуарами для хранения воды, что позволит использовать осадки в нестабильных погодных условиях. Это также предотвращает переработку водосливов и улучшает условия для поддержания дорожного покрытия.</p>
<p>Регулярные проверки и обслуживание дренажных систем повышают надёжность работы. Обратная связь от операторов и анализ состояния конструкции помогут вовремя выявлять утечки или засоры. Использование современных технологий мониторинга улучшит качество планирования и адаптацию систем дренажа к изменяющимся условиям.</p>
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