2024年河南省退役大学生士兵专升本“体育专业”类 综合考查工作方案
按照《河南省教育厅 河南省退役军人事务厅 河南省军区动员局关于做好2024年普通高等学校专升本考试招生工作的通知》（教学〔2023〕351号）、《河南省教育厅 河南省退役军人事务厅关于2024年河南省退役大学生士兵免试专升本招生有关事项的通知》（教学62号）精神，为稳妥做好2024年退役大学生士兵免试专升本招生工作，特制订此考查方案。一、工作组织为加强对退役大学生士兵免试专升本“体育专业”类综合考查工作的领导，南阳师范学院成立联合考查工作领导小组，在省教育厅、省教育考试院的领导和监督下开展综合考查工作，负责综合考查工作的具体实施。考查工作的重大问题由联合考查工作领导小组集体研究决定，并及时向省教育厅、省教育考试院请示或报告。南阳师范学院纪委对综合考查工作全程监督。二、考查对象符合河南省2024年普通专升本报名条件，且完成志愿填报，报考本科专业为“体育教育、社会体育指导与管理、运动康复”的退役大学生士兵。三、考查时间和地点考查时间：2024年4月7日上午9:00—12:00(如考查时间不足，将向后顺延)考查地点：南阳市卧龙路1638号南阳师范学院，具体考场安排见准考证。考生须持本人身份证、准考证、退伍证严格按照考查时间、考查流程参加考查。四、考查内容身体素质测试（满分120分），包括100米跑（40分）、立定跳远（40分）、原地推铅球（40分）。详细考查内容查看附件2：《2024年河南省退役大学生士兵专升本“体育专业”职业技能综合考查方法和评分标准》。五、录取规则1.荣立个人三等功（含）以上的退役大学生士兵，经省退役军人事务厅确认、公示后，免于综合考查，根据考生填报志愿优先录取。2.其他退役大学生士兵专升本专项计划“体育专业”类各专业均以本次综合考查成绩为依据，从高到低择优录取。综合考查成绩设小数点后两位，综合考查成绩相同考生，依次按100米跑、立定跳远、原地推铅球考核项目考核成绩排序。3.考生须参加联合考查并取得相应成绩，才能投档录取。考查成绩为0分（包括实考和缺考）的考生，视为放弃考查资格；在考查中作弊的考生，取消考查资格。六、准考证领取1、考生本人持身份证、退伍证于2024年4月6日下午14:30—17:30、4月7日上午7:00—8:30在中区办公楼N106办公室领取并签到。2.具体流程：①考生凭身份证、退伍证进行签到；②签订《诚信承诺书》；③领取准考证。七、成绩发布方式2024年4月8日17:00，考生可登陆南阳师范学院招生信息网查询成绩，网址：https://www2.nynu.edu.cn/xzbm/zhaosheng/八、考查注意事项1. 考生需持准考证、身份证参加考查，证件不齐全者不能参加考查。考生于开考前20分钟进场。开考15分钟后，考生不准进入考场。2. 禁止考生携带任何通信工具(如移动电话)、电子产品等物品进入考场。3. 如有替考、作弊、提供虚假证件等违规行为，一经查实，立即取消其考查资格。4. 考生因个人原因无法参加考查造成的后果由考生本人自己负责,考核组不安排补考。九、纪律监督本次综合考查，遵循“公平、公正、公开”的原则，综合评价、择优录取。学校监督举报电话为0377-63513589。十、咨询及联系方式咨询电话：0377-63513466地址：河南省南阳市卧龙区卧龙路1638号网址：https://www2.nynu.edu.cn/xzbm/zhaosheng/tzgg.htm河南省2024年退役大学生士兵专升本“体育专业”类联合考查组（南阳师范学院代章）2024年3月
附件1：河南省2024年退役大学生士兵专升本“体育专业”类联合考查组成员（单位）名单
牵头高校：南阳师范学院联合考查组成员高校：安阳师范学院 黄河科技学院 商丘师范学院 商丘学院新乡学院 郑州工商学院 郑州工业应用技术学院 郑州科技学院 郑州轻工业大学郑州升达经贸管理学院 郑州师范学院 周口师范学院
附件2：河南省2024年退役大学生士兵专升本“体育专业”职业技能综合考查方法和评分标准一、考查内容：身体素质测试（满分120分），包括100米跑（40分）、立定跳远（40分）、原地推铅球（40分）。二、考查方法与评分标准（一）100米跑1．考查方法分组进行考试。每个考生只有一次考查机会，考生起跑犯规二次取消考查资格，错过组次，不得再考。成绩计量最小单位为1/10秒。2．评分标准
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EIKAEuPkqEMQQgAAEIQAACEIAABCDw7Qhw8fl2SnkgCEAAAhCAAAQgAAEIQEAJcPFRIowhAAEIQAACEIAABCAAgW9HgIvPt1PKA0EAAhCAAAQgAAEIQAACSoCLjxJhDAEIQAACEIAABCAAAQh8OwJcfL6dUh4IAhCAAAQgAAEIQAACEFAC6YvP//3f/z3zDQM+A3wG+AzwGeAzwGeAzwCfAT4DfAa6fAb0crM3nrr47G3EXD2B8YHjqxcBnPTyMarBCU76EehXEe8JTvoR6FcR78n9nXDx6ecwXREvYBpVWSJOylCnD8JJGlVZIk7KUKcPwkkaVVkiTspQpw/CSRpVWeKsEy4+ZWrOP2hW9vkVsKMSwIkSWT/GyXoHWgFOlMj6MU7WO9AKcKJE1o9xst6BVjDrhIuPErzReFb2jR7ttqXipJ86nOCkH4F+FfGe4KQfgX4V8Z7c3wkXn34O0xXxAqZRlSXipAx1+iCcpFGVJeKkDHX6IJykUZUl4qQMdfognKRRlSXOOuHiU6bm/INmZZ9fATsqAZwokfVjnKx3oBXgRImsH+NkvQOtACdKZP0YJ+sdaAWzTrj4KMEbjWdl3+jRblsqTvqpwwlO+hHoVxHvCU76EehXEe/J/Z1824vPr/88Pf/45/n5+Z8fz09Pfz///N9XWSPn6T+/vk6MNX/9fP7360yrSP8X8N/nn3+9eXh+7f/93wOq//v5/PfTj+fPVvw+rRR8Kaa/k88l85585rFm5D/fvCdrHOyfynuyz6dmlvekhvPjp/CePM7uzJX//vfv959tX/pHP8/+YT93feuLz8cP2b+ef+gP059Ev/6B+vT09Lz1/XKJOvOTecJe3X/I/nKxfGEeX0INx+sL+/PlwrTlwuIffm31+ra7EyU0HH1w5D1RPhVj3pMKyr93Bu/J7/E7YzXvyRkUr92D9+RavqndX/5hv/+Hx8f/MO1P+7nr5hef4wuL/ZD82n780D1e0NfLzPhhz/pvHyt+45N6v7aT3rxs/TZNeb9vNNZ9OHoPv/22qOPl86PG117Piw/viXrqMeY96eHBquA9MRK9Wt6Tlj52/kExP3etMfZygdF/yP9SyuvPueHfcHr5+erP+rnrG1x8ImHPz+MD8PFPsuVD+M+P97nXm+6v5+eX30Zs/Mbn6NeEsn3VsOUP2W8cN9kPOMZauX66cL69qBt/uO7uXyUgOKelk80/2HhPAoU1Id6TGs5Tp4wfsPnfkylkVyfznlxN+IH9eU8egHbxkrd/OKA/U3069S1H/9WPP/Dnrj/k4vMq3H5j8PIrc/uBOvqgfPogfPrktBq0+yH75X+k4h8cInCv/3TCftumL27w167eNtm91EYHFcbaOXl59sE29vKZJe9JyUeF9+SZ96TkkzZ1SDsnvCe8J1Of4Jrkdu9J9t+fNjxv/zDh9bc/f+bPXd/g4vP1tzTjgvP+m5whe1xkvvz6z/0waB8EuwxFbXRBsg/SorbfC/gKwi40n3/dLZ7kr8G9rPnr7+e/3znzG5/zPlZvf7jJ55r35DzCj+zEe/IItSvX8J5cSffRvXlPHiV31Trek6vI/ta+mZ9j5efgP/Xnrm9w8fH/JPv1h+WX3+y8/9bm9SW13/a8frCi2G995JYs7nrx+YAxfHg/rzNf/iXV5+fnX//58fxrvLifLj7+X9D72HW8rPxVtw8ex73xefceeE+OmVVm8J5U0t4+i/dkm02HGd6TDhaev/zVaf73pIeXjyo+/0cm3uLBLwD+1J+7bn7xGS+c/+HYvYAvt98fzz/Hf9bv/Ydp/wFwv4EY83u3ZfntxMfHa22v/cXnzcHn/zT1uORs/GfEv1x8nCP5bQUXn5nPHu/JDK3yXN6TcuTxgbwnMZcmUd6TJiJ4T5qI2Chj4x/sBxeflw3+wJ+77n3x+fIH4Xgh7Z9sv8r3f8UtvAXbR+fLXq8TL78K5OJjlKbaLXabHr68gP5S+3E0v/H5YJHqffls856kuBUl8Z4UgT46hvfkiNDSed6Tpfg/Duc9+WDRsffFz1uR738LSooe+e+/HNBL7Ufud/q569YXny9/EL4If7v4vPSf3G97gluw5YzL0j/u/zhzfEDeLjtfzvj4HCzvtf6Nj3fxidSrh/A3NmPNpxeQ3/h8Qvfg4Mtn2Luxd+CdO+/Jg5gfW+ZdfNqB9+QTjoIB78n/FVB+8AjekwfBnb+M96Txe7LzHzp48fb+v/PuczHerff4uPh8/5+7bnzxeRX0/i9om6xxYXn5ld74r4X5Hx4+brIvH4CXfPvtkHwIbK/33x65+Ubdthefd/4BrLcftD//O1dveV9eQH7jExCcDPGe8J5MfmQK0vs54T3p5+Ttg8j/nhS8kdkjeE/avifPr27sH9p/Nvr6s3A49wf+3HXfi4/7rcwnwS9/SPoLzZvwcZnZ+CtrHxch/xuisevx2k9nFw/6vYDG6/OF5RPfHQ8v//8+f/18/jX+vaz3y+f2P3348u9uFfOPjmvnhPek4X8SlveE90T/zcfoT5PaWDsn7//7y/+e1H4Sdk7jf08a/u/J23/FWP+P4d/+IfPHz1Kf36N3y28Xnz/p5677Xnzerf25nX7/Q/XnurAnx4mR6NPipI8LqwQnRqJPi5M+LqwSnBiJPi1O+riwSmadcPExcjdsZ2Xf8BFvVzJO+inDCU76EehXEe8JTvoR6FcR78n9nXDx6ecwXREvYBpVWSJOylCnD8JJGlVZIk7KUKcPwkkaVVkiTspQpw/CSRpVWeKsEy4+ZWrOP2hW9vkVsKMSwIkSWT/GyXoHWgFOlMj6MU7WO9AKcKJE1o9xst6BVjDrhIuPErzReFb2jR7ttqXipJ86nOCkH4F+FfGe4KQfgX4V8Z7c3wkXn34O0xXxAqZRlSXipAx1+iCcpFGVJeKkDHX6IJykUZUl4qQMdfognKRRlSXOOuHiU6bm/INmZZ9fATsqAZwokfVjnKx3oBXgRImsH+NkvQOtACdKZP0YJ+sdaAWzTrj4KMEbjWdl3+jRblsqTvqpwwlO+hHoVxHvCU76EehXEe/J/Z1w8ennMF0RL2AaVVkiTspQpw/CSRpVWSJOylCnD8JJGlVZIk7KUKcPwkkaVVnirBMuPmVqzj9oVvb5FbCjEsCJElk/xsl6B1oBTpTI+jFO1jvQCnCiRNaPcbLegVYw64SLjxK80XhW9o0e7bal4qSfOpzgpB+BfhXxnuCkH4F+FfGe3N8JF59+DtMV8QKmUZUl4qQMdfognKRRlSXipAx1+iCcpFGVJeKkDHX6IJykUZUlzjrh4lOm5vyDZmWfXwE7KgGcKJH1Y5ysd6AV4ESJrB/jZL0DrQAnSmT9GCfrHWgFs064+CjBG41nZd/o0W5bKk76qcMJTvoR6FcR7wlO+hHoVxHvyf2dcPHp5zBdES9gGlVZIk7KUKcPwkkaVVkiTspQpw/CSRpVWSJOylCnD8JJGlVZ4qwTLj5las4/aFb2+RWwoxLAiRJZP8bJegdaAU6UyPoxTtY70ApwokTWj3Gy3oFWMOtk6uIzNucbBnwG+AzwGeAzwGeAzwCfAT4DfAb4DHT4DOhlaG88dfHZ24i5egLjw8ZXLwI46eVjVIMTnPQj0K8i3hOc9CPQryLek/s74eLTz2G6Il7ANKqyRJyUoU4fhJM0qrJEnJShTh+EkzSqskSclKFOH4STNKqyxFknXHzK1Jx/0Kzs8ytgRyWAEyWyfoyT9Q60ApwokfVjnKx3oBXgRImsH+NkvQOtYNYJFx8leKPxrOwbPdptS8VJP3U4wUk/Av0q4j3BST8C/SriPbm/Ey4+/RymK+IFTKMqS8RJGer0QThJoypLxEkZ6vRBOEmjKkvESRnq9EE4SaMqS5x1wsWnTM35B83KPr8CdlQCOFEi68c4We9AK8CJElk/xsl6B1oBTpTI+jFO1jvQCmadcPFRgjcaz8q+0aPdtlSc9FOHE5z0I9CvIt4TnPQj0K8i3pP7O+Hi089huiJewDSqskSclKFOH4STNKqyRJyUoU4fhJM0qrJEnJShTh+EkzSqssRZJ9/m4vP0tP0oe3NbZsYa+97KWR2flV1Vb8T7UZZ76/bmqp5Vz+nqxOqM3Iw5Y7k1b+u1fXSd7nPluJuTLWZb8QybvbV7c5m9r8jp5kSfcTCLvh5l+ei6qIarYh2dRB48y2h+j4+t1RyLz+6n+5w97ujEP+MRr6N5v9fod/Xg6+zqxLOb5W7s/XP6/iP7+fVX92edxH+6B1XObhxscUnIy9YD9uY0149Vso597sp+Zyeei+fn+z4n6vtc3x+5fuz70T6Vsc5OBqeIlcZ0vMVP83S8ta463smJMrKxtcZGxxaPWs31Y98fa3Uc7VcR6+TEP+/gY98+PvrKTseab2PN07HlrW47ORmM7NtzidhFMb/G+j5vqz9y/ZytXdV2cuIZDEb27ePan2GpuTrWvVeNOzqJWEWxiNnIs2+dt3h2L11fNZ51cvuLj4HdE7M3Z+t9q/k69rkr+7OyK2odrDwv37fzo5jNWRvlWMxayx1tFPPzVf2OTvyzR5w0pmO/3vc1T8c+d2W/kxNlZGNrPaco5uetr3l+7PsjX8e2R3XbyUn07BEnjek42mfENE/HW+uq4x2dKCsdR3wjbtE6y4vmopjlV7Ydnfjn3+M05vbm/T6jr7k61vxV445OIlZRbI/ZXv7e3N6eVXOzTrj4JMx0lT4rO/Gov5VinKwdm/m+bR7FbM7aKMdi1lruaKOYn6/qd3Oiz53hlMnRfcf40XXRXmfGOjsxZtb6545ifn6rv7dub25rvyvinZ2M581wyuRE7B5dF+11ZqyjE2Wl41lXY719G7tH97T1V7YdnfjnjdiNeYtb69dk+7+zNnvGI3kdnUSsotje8+7l783t7Vk1N+uEi8+OmSG7s/BZ2TuPesqUsbJ2bOr7dkgUszlroxyLWWu5o41ifr6q382JPvcRp6N53W+Mx5pH1kV7XRHr6sQz8/1Hme552Ju7gvnRnl2dWN3qw+KjfZTlo+v82Vf2OzqJPBhHazNMolzb21rbJ8q1ueq2oxPPQNnZnMWttXim7cQ/qrerE+NmbVT7XmzP1d7c3p5Vc7NOuPgkzHSVPis78agPp3hGW33b3M9bTNsox2LW+jVRzM9X9Ts5iZ75iNPRfLSnxX5nre1xRdvVifIaY/seHHQ+y2Zv3d5cdv8z8ro6sWfLcMrk2H6+fXSd3+OKfkcnESsf8/09JlGej42+fY99/NzevlfPdXTinzni5GO+79dl+r+zNrP/ozldnXhevp99zr01e3PZ/a/Mm3XCxSdho6v0WdmJR304ZTDS77FZxC6K6cFRjsWs9WuimJ+v6ndyEj3zHqe9uWgvjf3uet3vrHFHJxlWmZyI0d66vblor6tiHZ34Z81wyuT4Pa3/6Dpbf1Xb0Ymy0vFgEcWUUZQTxWzd3pzlVLQdnfjnjjiNmH77Ndl+tHd27ZV5HZ1ErKLYHpe9/L25vT2r5madcPEJzKhkHQdLloRmZVcV6Xn5vp0fxWzO2ijHYtZa7mijmJ+v6nd1Ys+/xWkrbuuiVtfoOFqzItbNSZbTo3l+ne8P9jpe4WOc2c2Jcog4aUzHuoeNNU/Hlre67ehEWel4MItiyjLKiWK2bm/Ocirajk78cx9xOprf22tmrd/n6n5HJxGrKLbHZi9/b25vz6q5WSd/7MVniNySqXEdV8k8OmdW9tF+Z80rLz/2/XHeGGvM6vBx37d1UZ7FVrVdnRgP5TjiGvPj0fdj2+donc9b3e/kRFn68VbfWPt5z1Tjfuz7to9fu6rfyUnEQLlF7HzO6Pux31PjOva5K/sdnSgrHauXMR/laJ6O/RrfX+ljnN3RiWdyxErnx1hjtp/GdWx5q9uOTiJWPjb6fhwx3Jvfm4v2qo7NOrn9xceE+tag+5j1dc7G2lr+aLt+zcqueI4tbhbXGrbilrc3vzdn66vbjk4GA2PlW2PjY9bXORtra+Ve5EoAACAASURBVPmj7frVyYnnZX3PLYqN+a24rbX50erX3pzmVo07OfHP7FlZf2s+ivuY79teo+361cmJ52V942Zjay0+2igWzY88/Tpaq/kV405O/PMaK9/6+dGP5iymuTa2+dF2/bqLE8/PuPqY9W3Ot5k5y+nQzjpJf7pmN+4A47vXgJN+hnGCk34E+lXEe4KTfgT6VcR7gpN+BPpVNPuecPHp5zBd0azs9MYkPkwAJw+ju2whTi5D+/DGOHkY3WULcXIZ2oc3xsnD6C5biJPL0D688awTLj4Po16/cFb2+oq/fwU46ecYJzjpR6BfRbwnOOlHoF9FvCf3d8LFp5/DdEW8gGlUZYk4KUOdPggnaVRliTgpQ50+CCdpVGWJOClDnT4IJ2lUZYmzTrj4lKk5/6BZ2edXwI5KACdKZP0YJ+sdaAU4USLrxzhZ70ArwIkSWT/GyXoHWsGsEy4+SvBG41nZN3q025aKk37qcIKTfgT6VcR7gpN+BPpVxHtyfydcfPo5TFfEC5hGVZaIkzLU6YNwkkZVloiTMtTpg3CSRlWWiJMy1OmDcJJGVZY464SLT5ma8w+alX1+BeyoBHCiRNaPcbLegVaAEyWyfoyT9Q60ApwokfVjnKx3oBXMOuHiowRvNJ6VfaNHu22pOOmnDic46UegX0W8JzjpR6BfRbwn93fCxaefw3RFvIBpVGWJOClDnT4IJ2lUZYk4KUOdPggnaVRliTgpQ50+CCdpVGWJs064+JSpOf+gWdnnV8COSgAnSmT9GCfrHWgFOFEi68c4We9AK8CJElk/xsl6B1rBrBMuPkrwRuNZ2Td6tNuWipN+6nCCk34E+lXEe4KTfgT6VcR7cn8nXHz6OUxXxAuYRlWWiJMy1OmDcJJGVZaIkzLU6YNwkkZVloiTMtTpg3CSRlWWOOuEi0+ZmvMPmpV9fgXsqARwokTWj3Gy3oFWgBMlsn6Mk/UOtAKcKJH1Y5ysd6AVzDrh4qMEbzSelX2jR7ttqTjppw4nOOlHoF9FvCc46UegX0W8J/d3wsWnn8N0RbyAaVRliTgpQ50+CCdpVGWJOClDnT4IJ2lUZYk4KUOdPggnaVRlibNOuPiUqTn/oFnZ51fAjkoAJ0pk/Rgn6x1oBThRIuvHOFnvQCvAiRJZP8bJegdawayTqYvP2JxvGPAZ4DPAZ4DPAJ8BPgN8BvgM8BngM9DhM6CXob3x1MVnbyPm6gmMDxtfvQjgpJePUQ1OcNKPQL+KeE9w0o9Av4p4T+7vhItPP4fpingB06jKEnFShjp9EE7SqMoScVKGOn0QTtKoyhJxUoY6fRBO0qjKEmedcPEpU3P+QbOyz6+AHZUATpTI+jFO1jvQCnCiRNaPcbLegVaAEyWyfoyT9Q60glknXHyU4I3Gs7Jv9Gi3LRUn/dThBCf9CPSriPcEJ/0I9KuI9+T+Trj49HOYrogXMI2qLBEnZajTB+EkjaosESdlqNMH4SSNqiwRJ2Wo0wfhJI2qLHHWCRefMjXnHzQr+/wK2FEJ4ESJrB/jZL0DrQAnSmT9GCfrHWgFOFEi68c4We9AK5h1wsVHCd5oPCv7Ro9221Jx0k8dTnDSj0C/inhPcNKPQL+KeE/u74SLTz+H6Yp4AdOoyhJxUoY6fRBO0qjKEnFShjp9EE7SqMoScVKGOn0QTtKoyhJnnXybi8/T0/aj7M0dmfmdtUd7/+78rOzfPe9o/WBl3z7XYtb6ub2+5Y82+jqaj9ZcHevmRJ/3KpZb++r5K8bdnGx9bn18lqdf6xn7uPX9/Kp+NyfKYYu/Mdya1310/Og63eeKcUcnES/vwPpZHnv5NjfaLl8dnXg2R6yO5v1evv/oOr/HVf2uTgYz/c4ysHWab3Hfak6H8ayT9Bs+u3EVjD0he3PZ+sYeXb86OVFONrbWM4xifn70NWd2rPtVjTs58c88+Nm3j4/+EVvNj8a6R5SzKtbJiXKysbWeURTz89bXPD/2/ZGvY9ujuu3kxD/74GPfPj76yk7Hmh+NH1kT7XNFrJMTcxDx0piOt9j4PN8f+UfjrT2vjndy4p918LJvH9e+ctX5rfGj67b2OzPe2Yl/zixDn+f7Y6+jsT9vZX/WSfqn+tmNqyGoIH/+3pzP0/5Y9+ha3euKcScnysnG1vrnj2J+fvSjHB/z/a183bNi3MlJ9LzKLWIX5UR7WWzkz66xtRVtJyfKycbWeh5RzM9bX/N0vJVn8RVtJyfR80cMNabjaB8fG/mza/z6q/sdnRzxOpo3Zkd5Oq9j26e67ejEM9jjNOb25v0+vv/oOr/Hlf3uTsazZ7lHeVFsZs8r2W/tPeuEi88GSZNv7Uba0vCs7MpijZu1/uwo5udHP8qJYrZub85yKtrOTra4KpcZlpZrre7VYdzZiXGz1vOKYn5+q7+1biu+tc+V8c5OxnNnWGVyjKHlWmvxTm1HJ0e8juaNr+WN1r5tLmotP5qrjHV04p9/i5PFrfVr9vqWb+1e7qq57k4Glyy/KC+Kzey5wsusEy4+G5ZMvrUbaUvDs7Irih28lJnFrM3UsbWHrp3ZU9deMe7oxD+ncvVzo380v5U/u073uXLc1YkyG2P//QgT3dPvsTfn8yr6XZ3Ys++xMkeWm2ltP2sza6pzOjo54nU0bwxHnubqeORGebbHirajE88hYmgcfevX7PVtP2v3clfNdXcyuGT5RXlRbGbPFV5mnXDxCSx58b4fpC4NzcquLNZz2+of1TPW2ffI9fvo2r05zb1y3NnJEcPMvGfnmfu+z+nQ7+pEmfmx788w3Fq3FZ/Z+8zcrk7sGTO8MjljP5/n+3ZWl7ajkz1ee3PKNMqNYrZub85yKtqOTvxzR5x8zPf9uqjvc30/yl0Zu6OTLV4R52xsa88V8VknXHwCS0O8fgdpy0OzsisLtpfHWn92FPPzW/29dXtzW/tdEe/sZDzvHqe9uYjVyNfvKG91rKMTZa3jI1cR02gPy9ubs5zKtqMT//wZXpmcsefI029/Vpd+Ryd7jPfmlGmUG8Vs3d6c5VS0HZ345444jZh++zVbfV0T7b21tjJ+RydbfCLG2djWnivis064+BxYij4EB0vKpmdlX1mYcrKxtf7sKObnt/p+ne+PfB1v7XF1vJOT6Fm3OG3Foz2i2O+uj/Y8K9bNScQqG9tiEq33uUfzPrei382JPnPES2M61j2i8SNron2uiHV0ssdrb075RLk+5vtjrY51v6pxRyf+2Y84Hc37vXz/0XV+j6v6d3fiuUScszG/z+r+rJM/9uIz5EaCVWAmR9dUjWdlX1mXcrKxtf5sHxt9P97L25ob8a09/JqKficn0fNGnDTmx6Pvx9GeI5bJ2Vp7dbyTE+VkY2s9Cx8bfT/eyhvxKC+K+T2q+52cRM8e8dKYH4++H0d7jlgmZ2vt1fGOTvZ4RXMjFsUj9j7P96Pcq9lv7d/Ria9Vufm50df5MdaYronWRTmrYnd0ssfd+/B9z3cr7nNW9med3P7iY0J9awJ8zPo6Z+OotTWj7fg1K/vqZ9ji5ePK0ua2atubtzndc2uving3J/bMnpX1Z+YsN2ptv04efJ2dnHhW1rdabWytxUcbxWze5nxrc9aOuU5fnZx4Lp6h9bfmo7iPad/26+bC6uzkxLOyvtVpbcRxK9ev2cqxeLSvra9uOznxz+5ZWd/Pj77FPU+Laa4fW45f5+dX97s6MS4RN2NqOdpm5nVNp/Gsk/T/Gs5u3AnKd60FJ/3M4gQn/Qj0q4j3BCf9CPSriPcEJ/0I9Kto9j3h4tPPYbqiWdnpjUl8mABOHkZ32UKcXIb24Y1x8jC6yxbi5DK0D2+Mk4fRXbYQJ5ehfXjjWSdcfB5GvX7hrOz1FX//CnDSzzFOcNKPQL+KeE9w0o9Av4p4T+7vhItPP4fpingB06jKEnFShjp9EE7SqMoScVKGOn0QTtKoyhJxUoY6fRBO0qjKEmedcPEpU3P+QbOyz6+AHZUATpTI+jFO1jvQCnCiRNaPcbLegVaAEyWyfoyT9Q60glknXHyU4I3Gs7Jv9Gi3LRUn/dThBCf9CPSriPcEJ/0I9KuI9+T+Trj49HOYrogXMI2qLBEnZajTB+EkjaosESdlqNMH4SSNqiwRJ2Wo0wfhJI2qLHHWCRefMjXnHzQr+/wK2FEJ4ESJrB/jZL0DrQAnSmT9GCfrHWgFOFEi68c4We9AK5h1wsVHCd5oPCv7Ro9221Jx0k8dTnDSj0C/inhPcNKPQL+KeE/u74SLTz+H6Yp4AdOoyhJxUoY6fRBO0qjKEnFShjp9EE7SqMoScVKGOn0QTtKoyhJnnXDxKVNz/kGzss+vgB2VAE6UyPoxTtY70ApwokTWj3Gy3oFWgBMlsn6Mk/UOtIJZJ1x8lOCNxrOyb/Roty0VJ/3U4QQn/Qj0q4j3BCf9CPSriPfk/k64+PRzmK6IFzCNqiwRJ2Wo0wfhJI2qLBEnZajTB+EkjaosESdlqNMH4SSNqixx1gkXnzI15x80K/v8CthRCeBEiawf42S9A60AJ0pk/Rgn6x1oBThRIuvHOFnvQCuYdcLFRwneaDwr+0aPdttScdJPHU5w0o9Av4p4T3DSj0C/inhP7u+Ei08/h+mKeAHTqMoScVKGOn0QTtKoyhJxUoY6fRBO0qjKEnFShjp9EE7SqMoSZ51w8SlTc/5Bs7LPr4AdlQBOlMj6MU7WO9AKcKJE1o9xst6BVoATJbJ+jJP1DrSCWSdTF5+xOd8w4DPAZ4DPAJ8BPgN8BvgM8BngM8BnoMNnQC9De+Opi8/eRszVExgfNr56EcBJLx+jGpzgpB+BfhXxnuCkH4F+FfGe3N8JF59+DtMV8QKmUZUl4qQMdfognKRRlSXipAx1+iCcpFGVJeKkDHX6IJykUZUlzjrh4lOm5vyDZmWfXwE7KgGcKJH1Y5ysd6AV4ESJrB/jZL0DrQAnSmT9GCfrHWgFs064+CjBG41nZd/o0W5bKk76qcMJTvoR6FcR7wlO+hHoVxHvyf2dcPHp5zBdES9gGlVZIk7KUKcPwkkaVVkiTspQpw/CSRpVWSJOylCnD8JJGlVZ4qwTLj5las4/aFb2+RWwoxLAiRJZP8bJegdaAU6UyPoxTtY70ApwokTWj3Gy3oFWMOuEi48SvNF4VvaNHu22peKknzqc4KQfgX4V8Z7gpB+BfhXxntzfCReffg7TFfECplGVJeKkDHX6IJykUZUl4qQMdfognKRRlSXipAx1+iCcpFGVJc46+TYXn6en7UfZm4vMjHz9jvJWx2ZlX12vZ+bP8nHr+/mtvuVa6/Ms5ls/v6rfzYlyGLyir0c4+jXWj/ZeHevmxFiN1n/5uPX9/F7f8nXPscbm9tZXz3Vzos8fcfQst+Z1H13T0YXV3NHJFudHONoa39qze08+trrf0YlnsuXHco7mLW+03ov1/XyXfmcnj3LbW7c3d1cnn/+Xd+cpuso2KaPVr705zfXjaC8/36XfyYky82PfH+x0HPGMcnzM97N7RuecHevkxD/b4GXfPj76j7LUdbpvl3EnJ8rMj30/8rLFc2+dn/P9rb2q4p2c+GcejOzbx0df+elY822czbP8VW0nJ+YgYudjvn/EbS/Xz/n+0Z5Xz3dy4p91MLJvH9f+DMuZXD2nctzZiXGYYelzfX/s5ce+b+d0aWedfL0tbDzJ7MYb21wW3pOyNxcVNJsf7VER6+REmenYeGzFbd7aKC+KjfytuO1V2XZyEj13xEpjOo72GbFs3tb6qngnJ8pMx8ZkK27zvtVcG1u7l+vnKvudnETPnWEX5WT3ivJWxzo6UcY6nmG2tXYrPrP3Vbkdnfhn3WM35vbm/T6jP5OrayvHHZ08yi5aZzFrPdso5udX9WedcPEJTA25/jtIaRGalV1Z9NYLshXX2qK8KDbWbcV1z4pxZydZVlmeI89/V/B95IzOTrZYb8Uzz29rrfVropifr+p3djIYZDhlcmyvkWvfVYxnz+noRBnb2FjaOPOsfo1fZ30/n9mvIqejE//cxs7HRt/i1up8NPb8Z9ZFe10Z6+jEeHmGGQa2zudazNpozsc69GedcPEJrKlwHQdLloRmZVcUOVjt8dqb0/psL2t13sYze9qaq9qOTvyzHrE6mt/ba2at3+fqflcne7z25vZ4+XW+b2uimM1Vtl2dGIM9TmNub972sFZzdWx5q9uOTpTVGEexDLutdb+zZ+bc38np6MQ/jzK1OYtba/G9VnN1vLe2cq6jk8FKeek4YhTlWMxavy6K+flV/VknXHwSpr6L7MSjnpYSMYtiewf6fN/3a7biPqeyP/sCVtY2zjridTS/V+/vrN3b93fnujrZ4rUVz3Dwa33f1kYxm6tsuzoxBhlOmRzbz7ePrvN7XNHv6ERZ6XhwiGIZPrbOWr8mivn5qn5HJ/7ZI04+5vt+Xab/O2sz+z+a09FJxCqK6TNHORaz1q+JYn5+VX/WCRefhKnvIjvxqKelRMyi2NaBUW42trVnRXz2BayoyZ8RMbT5vTnL2Wt/d/3e3r8z19HJHqu9uT0Ouk7HY20U29vzqrmOTvyzZjhlcvye1n90na2/qu3oRFnpeLCIYhlGts5avyaK+fmqfkcn/tkjTiOm335Nth/tnV17ZV5HJxGrKKZcohyLWevXRDE/v6o/64SLT2BK5eo4WLIkNCv7yiKVkY7H2VFsq6YoNxvb2rMi3slJ9LwRw5G3FY/2sJiu0bHlrW67OTnidDQf8YzWZGPRflfHujnR582wi3J0nzHWPB1Ha1bEOjpRVjqO+G6x07U2ttavi2J+vqrf0Yl/9iNOR/N7e82s9ftc3e/oJGIVxZRNlGMxa/2aKObnV/VnnfyxF58hcEuixnW8Sq6eOytb1585VkY6HmdtxbbiWl82T9dVjjs5iZ47w9DnjL4f+z01rmOfu7LfyYky0vHgtBWL4lG+z9vqr/Qxzu7kJGLhudm8xvx49P3Y1oxW4zr2uSv7HZ1ErDTmx6Pvx56nxv3Y9yNnfp/Kfkcn/vmVm58bfZ0fY43ZGo3r2PJWt12dKC8/Hn0/9gx93PdHjh/7vl/foT/r5PYXnyFDv02Exr04m7NcbW3er9Gc1eNZ2VfXe8QsYmlrotpsztqtnCi+KtbNiXEwhr6dmbNcbaP9NGf1uJMTz8v6ymfE9Wsrd+TZnG/9eov72Op+JyeehbHy7dZ8FPcx39/az+es7ndy4nlZ3/Ox2Gj9l8V9zPdtXteNnL05v0dlv5MT/9yelfX9/OhbfLT2ZTEba2vzfo3mrB53dTK4bPGz+Ba7vfm9ua39quOzTj4+kQeVzm58sB3TJxDAyQkQT94CJycDPWE7nJwA8eQtcHIy0BO2w8kJEE/eAicnAz1hO5ycAPHkLWadcPE5WUDldrOyK2v7U8/CST/zOMFJPwL9KuI9wUk/Av0q4j25vxMuPv0cpiviBUyjKkvESRnq9EE4SaMqS8RJGer0QThJoypLxEkZ6vRBOEmjKkucdcLFp0zN+QfNyj6/AnZUAjhRIuvHOFnvQCvAiRJZP8bJegdaAU6UyPoxTtY70ApmnXDxUYI3Gs/KvtGj3bZUnPRThxOc9CPQryLeE5z0I9CvIt6T+zvh4tPPYboiXsA0qrJEnJShTh+EkzSqskSclKFOH4STNKqyRJyUoU4fhJM0qrLEWSdcfMrUnH/QrOzzK2BHJYATJbJ+jJP1DrQCnCiR9WOcrHegFeBEiawf42S9A61g1gkXHyV4o/Gs7Bs92m1LxUk/dTjBST8C/SriPcFJPwL9KuI9ub8TLj79HKYr4gVMoypLxEkZ6vRBOEmjKkvESRnq9EE4SaMqS8RJGer0QThJoypLnHXCxadMzfkHzco+vwJ2VAI4USLrxzhZ70ArwIkSWT/GyXoHWgFOlMj6MU7WO9AKZp1w8VGCNxrPyr7Ro922VJz0U4cTnPQj0K8i3hOc9CPQryLek/s74eLTz2G6Il7ANKqyRJyUoU4fhJM0qrJEnJShTh+EkzSqskSclKFOH4STNKqyxFknXHzK1Jx/0Kzs8ytgRyWAEyWyfoyT9Q60ApwokfVjnKx3oBXgRImsH+NkvQOtYNYJFx8leKPxrOwbPdptS8VJP3U4wUk/Av0q4j3BST8C/SriPbm/Ey4+/RymK+IFTKMqS8RJGer0QThJoypLxEkZ6vRBOEmjKkvESRnq9EE4SaMqS5x1wsWnTM35B83KPr8CdlQCOFEi68c4We9AK8CJElk/xsl6B1oBTpTI+jFO1jvQCmadcPFRgjcaz8q+0aPdtlSc9FOHE5z0I9CvIt4TnPQj0K8i3pP7O+Hi089huiJewDSqskSclKFOH4STNKqyRJyUoU4fhJM0qrJEnJShTh+EkzSqssRZJ1MXn7E53zDgM8BngM8AnwE+A3wG+AzwGeAzwGegw2dg5pY1dfGZ2Zjc6wmMDxtfvQjgpJePUQ1OcNKPQL+KeE9w0o9Av4p4T+7vhItPP4fpingB06jKEnFShjp9EE7SqMoScVKGOn0QTtKoyhJxUoY6fRBO0qjKEmedcPEpU3P+QbOyz6+AHZUATpTI+jFO1jvQCnCiRNaPcbLegVaAEyWyfoyT9Q60glknXHyU4I3Gs7Jv9Gi3LRUn/dThBCf9CPSriPcEJ/0I9KuI9+T+Trj49HOYrogXMI2qLBEnZajTB+EkjaosESdlqNMH4SSNqiwRJ2Wo0wfhJI2qLHHWCRefMjXnHzQr+/wK2FEJ4ESJrB/jZL0DrQAnSmT9GCfrHWgFOFEi68c4We9AK5h1wsVHCd5oPCv7Ro9221Jx0k8dTnDSj0C/inhPcNKPQL+KeE/u74SLTz+H6Yp4AdOoyhJxUoY6fRBO0qjKEnFShjp9EE7SqMoScVKGOn0QTtKoyhJnnXybi8/T0/aj7M1tmRlrHlm3td8V8VnZV9Tg9zRmETeb8/lHfVtjreZvxTWvctzNiT77YBZ9Gcut+WjNiNm6rfkO8W5OjFnE2uYe4Rbt5x1tzT9y1u+u6eZEn2eLlfnZmtd9bGzrbNyx7egk4mwsfZvh6fOt79dZbLRdvjo68WyOWB3N+71G3xxovNO4uxPjmGVmzLdc2Xx2vxV5s07Sb/jsxlUPb1IiaXtze/X5vXx/b82KuU5OlJMfb/X3mPk1ludjW33LXdV2cuIZDF727eOj71lGY823sV/n+zbfpe3kRDn58Vb/iONYZ9+a6/ccczrW/KpxJyf+mY1jxEljOvb7+L7P832f06HfycngZN/K5lGGe+t0TsdaQ9W4kxP/zIOPffu49mc4+lzf1z1Xj7s68Vyy/DRvb6xz/rzV/Vknt7/4GPA9KXtztt7amVxbs6qdlX1lncrNxtbOnh2ts5i1fs8o5uer+p2cRM8ccdKYjrP7RHkdYp2cKFsbW/s7vKI9NKbj3znvd9Z2chI9R8RJYzrO7hPldYh1dBIxjmIZfnvrdE7Hmf2vyOnoxD/nHqcxtzef3cfndejfwcnvcLe11nZgflTDrBMuPkLUZI/WviWlzXBWdmXhnuM411ha/KiWKM9i1vo9opifr+p3djIYZDjN5Ixc+65iPHtOZyfG2reP8rQ99vhkcvbWnzXX2cl4xgynmZyRa99nMTx7n45OIsbG0dosB8u3dm/dyOnw1dGJ57LFyeLW+jVR3/JGa99RXodYZyeeY4aV5ftci/l29G3sc7v0Z52k3+7ZjauB7EnZm9M6I8Ez63W/K8cdnSg/HQ8eWZ621lpjGa2PYpZf2XZ04p//iNPRvO018jRXx5a7uu3qxPM6g6ffT5lH+2tO5birE2NwFsuI+97edv6KtqOTiJXGdLzFTvN0bOu24jZf2XZ04p9/i5XFrfVrov7I01wdR+tWxDo7MWbWHvHRvDG2mO/bPjZn4y7trBMuPmIuEhvFZNmS4azsyiKNmbX+7Cjm563v87b6Ua7FVrSdnQwenmPE52je1kR5UczyV7ZdnXhevm+sopjNRW0mP5MT7X12rKsTe84Mp0dzMuusjsq2o5MMq0xOxHFr3VY82uPqWEcn/pkjVj7m+36d9qO8KKbrVoy7OvG8fP+I0ci175Fra63166OYn1/Vn3XCxUdMRWKjmCxbMpyVXVmkMbPWnx3F/PzoRzkWs9aviWJ+vqrf2ckWV2MzwzDKjWK298q2oxNlpeMjVxHPaA/Ny+TomivGHZ3458xwejQns87XUtXv6CTDKpMTMYzWRbFobVWsoxP/7BGvEdNvvybqb+0T5a6OdXWizCOmGXa2zlq/Jor5+VX9WSdcfMRUJDaKybIlw1nZVxapjGxsrT87ivn50Y9yLGatXxPF/HxVv5OT6Jm3OG3Foz1GLMqPYlvrK+PdnEScsrE9bpk9opy9Pa+a6+ZEnzPipDEd6x5jHOVEsWhtdayjk4iVxnS8xU3zjsZb+1TGOzrxz68M/dzoH81bfpQXxSx/ZdvdyQz3iKNxt9bnRDE/v6o/6+SPvfgMgVsSNa7jVXL13FnZuv7MsTLyY98fZ/rx6Pux1XQU8/O+b+tXtZ2cRAwiVhrz49H3Y7+nxnXsc1f2OzlRRn7s+4OXH4++H0c8o3mN6TjapyLWyUn0vBEnjfnx6Pux31PjOva5K/sdnUSsNObHo+/HnqfG/dj3xxod+30q+x2d+Oc/4qTzY6wx20/jOra81W13J4OPshtjjRlHH/f9rX1sXad21sntLz4m1LcmxMesr3M21tbyR9v1a1b21c+xx2xrzuJRbTZnreZsxTWvctzNiT27sfLtzJzlahvtpzmrx52ceF7W93wsNlr/ZXEfs77N+dbmRrsV9znV/U5O/LN7Vtbfmo/iPub7ttdou351cuJ5Wd9zs5jytLjP9X2b31q3Ne/3qOx3cuKf23Oyvp8ffYuP1r4sZmNtbd6v0ZzV465OjEvE0GKWo+3evM2NtuvXrJP0k8xu3BXQsaNebwAAIABJREFUd6oLJ/1s4gQn/Qj0q4j3BCf9CPSriPcEJ/0I9Kto9j3h4tPPYbqiWdnpjUl8mABOHkZ32UKcXIb24Y1x8jC6yxbi5DK0D2+Mk4fRXbYQJ5ehfXjjWSdcfB5GvX7hrOz1FX//CnDSzzFOcNKPQL+KeE9w0o9Av4p4T+7vhItPP4fpingB06jKEnFShjp9EE7SqMoScVKGOn0QTtKoyhJxUoY6fRBO0qjKEmedcPEpU3P+QbOyz6+AHZUATpTI+jFO1jvQCnCiRNaPcbLegVaAEyWyfoyT9Q60glknXHyU4I3Gs7Jv9Gi3LRUn/dThBCf9CPSriPcEJ/0I9KuI9+T+Trj49HOYrogXMI2qLBEnZajTB+EkjaosESdlqNMH4SSNqiwRJ2Wo0wfhJI2qLHHWCRefMjXnHzQr+/wK2FEJ4ESJrB/jZL0DrQAnSmT9GCfrHWgFOFEi68c4We9AK5h1wsVHCd5oPCv7Ro9221Jx0k8dTnDSj0C/inhPcNKPQL+KeE/u74SLTz+H6Yp4AdOoyhJxUoY6fRBO0qjKEnFShjp9EE7SqMoScVKGOn0QTtKoyhJnnXDxKVNz/kGzss+vgB2VAE6UyPoxTtY70ApwokTWj3Gy3oFWgBMlsn6Mk/UOtIJZJ1x8lOCNxrOyb/Roty0VJ/3U4QQn/Qj0q4j3BCf9CPSriPfk/k64+PRzmK6IFzCNqiwRJ2Wo0wfhJI2qLBEnZajTB+EkjaosESdlqNMH4SSNqixx1gkXnzI15x80K/v8CthRCeBEiawf42S9A60AJ0pk/Rgn6x1oBThRIuvHOFnvQCuYdcLFRwneaDwr+0aPdttScdJPHU5w0o9Av4p4T3DSj0C/inhP7u+Ei08/h+mKeAHTqMoScVKGOn0QTtKoyhJxUoY6fRBO0qjKEnFShjp9EE7SqMoSZ51w8SlTc/5Bs7LPr4AdlQBOlMj6MU7WO9AKcKJE1o9xst6BVoATJbJ+jJP1DrSCWSdTF5+xOd8w4DPAZ4DPAJ8BPgN8BvgM8BngM8BnoMNnQC9De+Opi8/eRszVExgfNr56EcBJLx+jGpzgpB+BfhXxnuCkH4F+FfGe3N8JF59+DtMV8QKmUZUl4qQMdfognKRRlSXipAx1+iCcpFGVJeKkDHX6IJykUZUlzjrh4lOm5vyDZmWfXwE7KgGcKJH1Y5ysd6AV4ESJrB/jZL0DrQAnSmT9GCfrHWgFs064+CjBG41nZd/o0W5bKk76qcMJTvoR6FcR7wlO+hHoVxHvyf2dcPHp5zBdES9gGlVZIk7KUKcPwkkaVVkiTspQpw/CSRpVWSJOylCnD8JJGlVZ4qwTLj5las4/aFb2+RWwoxLAiRJZP8bJegdaAU6UyPoxTtY70ApwokTWj3Gy3oFWMOuEi48SvNF4VvaNHu22peKknzqc4KQfgX4V8Z7gpB+BfhXxntzfCReffg7TFfECplGVJeKkDHX6IJykUZUl4qQMdfognKRRlSXipAx1+iCcpFGVJc46+TYXn6en7UfZm4vMjHz9jvJWx2ZlX12vZ+bP8nHr+/mtvuX61uduxX1Odb+bE33+wSz6eoSlX2P9aO/VsW5OjNVo/ZePW9/P7/W38i3u2719qua6OdHnHryir0c4+jXWj/ZeHevoZMuDsTqatzxtdZ158a2uWTHu6MRzUI5+bvSP5n2+Z299P9+l39mJcfsd7p7zI/v59VX9WSfxn+5BtbMbB1tcEtoTsze3V4x+aHS8t7ZyrpMTZeTHvj/DR9f5se+PPXU8c86ZuZ2c+OcafOzbx0df2elY822seTq2vNVtJyfKyI99f4aZX+f7Y4+j8cw5Z+Z2cuKfa/Cybx8f/UdZPrpOz7963MmJOVB2yuBoXvNtrOt0bHmr205OPIvBy759XPszXDVXx7r3qnFnJ55Jhl+UYzFrbU8dW7xDO+vk9hcfg74nZW/O1m+1v7N2a8+z4rOyzzo32kc5+bHvR2szMd3jaJzZ84qcTk6i51NuI0djOo720dgja3SPq8adnCgnP/b9LItoTRQb+23Fs2edmdfJSfRcESuN6TjaR2OPrNE9rhp3dLLHa8ztzW9xitY9ss/W/mfGOzrxz7fHLeLs1+719/bdW1cx19WJMtNxxCbKsZi1fl0U8/Or+rNOuPgcmOoqepQ9K/vgUU+d9txG338/cpDfL1p/NB+tuSLW2cl43gynTI6ye2SN7nHVuLMTz230/XeGh19v+VFszG3FbV1l29lJltUjPB9ZU+Wlo5MtXha3NsvI8q21dWPsvy2+uu3oxDNRjjZncWstnm0fXZfd/3fyujuxZ8swjHIsZq3tN9oo5udX9WedcPE5MNVV9Ch7VvbBo54yPXgps6Nx5mDdw9ZE59ncirajE89hi6PlHM1bnraPrtN9rhh3daLMjsYRG10zcqLYXjza9+pYVyf23FsMjePevO0RtY+ui/Y6O9bRyRYvi1ubZWH51tq6o7HlVbcdnXgGys3mLG6txbPto+uy+/9O3h2czPAbuf7b2OgelmPzndpZJ1x8duyp+J3UJVOzsiuL3GO3NxfVmMnP5ER7nx3r7GQ86xGno/mI1yNron2uinV1csTtaH7LZ7Quil3FO7NvVydWe4ZXJsf2G+1svl9b0e/oJGLmY75/xMjn+n607mg+WnNFrKMT/5wRJx/zfb9ur//Imr39zp7r7sSeN8vR5/n+2GeM7dvGtn+ndtYJF58de/oh2EldMjUru7LIPXZ7c1GNmfxMTrT32bHOTsaz7nHam9vj9Oi6vT3PnOvoJMPs0ZxoXRQ7k/HsXh2d+GfI8MrkzO7p86v7HZ1EjEdMvzOsdE20t+2zN2c5FW1HJ/65I04znP1e1o/2tLkObXcnxijDMcqJYjN7Wm5lO+uEi8+Onb0PwM6ysqlZ2VcWpqz82PdHDTo+qivK15iOj/a8ar6Tk+gZtzhtxaM9NPY7a3WvK8bdnGzx0riOIzZRTjYW7VcV6+ZEnzvDMMrRffx4Nt+vreh3dHLE7Gh+i5uuOxpv7XN1vKMT/8zKzc+N/tG85j+6JtrnqlhXJ8paxxGPKCeK2dq9OctZ0c46+WMvPkPgkcSj+RWC/Zmzsv3as/vKyo99f5zrx6Pvx1Fd0bzGdBztUxHr5CR63oiTxvx49P04u2eUtyrWyYmy9GPfH6z8ePT92LP0cd/fyvHxVf1OTiIGEUeN+fHo+3F2zyhvVayjk1mmGQ+Dr+57NMZJTEC5aZbOj7HGjtbo/Opxx/dkMFGufrzF3ecYVx/b6ltul3bWye0vPibUtybDx6yvczaO2rGm89es7KufxRhH3LbmLL5XW7TfyLe1W/N7e141182JPadnZf2ZOcuN2k78o/o6OTH2vvU1H8V9ru/bOh/z/THf6auTE8/FOPp2az6K+5j2uznQ+jo58fytr/Va3HO1mOb6seX4dWN+K+7XVvc7OfHP7llZ38+PvsVHa18Ws3HU+vxofnWsq5PBxfgqQ4tH7GzOWs3ZimveyvGsk49P5EHVsxsfbMf0CQRwcgLEk7fAyclAT9gOJydAPHkLnJwM9ITtcHICxJO3wMnJQE/YDicnQDx5i1knXHxOFlC53azsytr+1LNw0s88TnDSj0C/inhPcNKPQL+KeE/u74SLTz+H6Yp4AdOoyhJxUoY6fRBO0qjKEnFShjp9EE7SqMoScVKGOn0QTtKoyhJnnXDxKVNz/kGzss+vgB2VAE6UyPoxTtY70ApwokTWj3Gy3oFWgBMlsn6Mk/UOtIJZJ1x8lOCNxrOyb/Roty0VJ/3U4QQn/Qj0q4j3BCf9CPSriPfk/k64+PRzmK6IFzCNqiwRJ2Wo0wfhJI2qLBEnZajTB+EkjaosESdlqNMH4SSNqixx1gkXnzI15x80K/v8CthRCeBEiawf42S9A60AJ0pk/Rgn6x1oBThRIuvHOFnvQCuYdcLFRwneaDwr+0aPdttScdJPHU5w0o9Av4p4T3DSj0C/inhP7u+Ei08/h+mKeAHTqMoScVKGOn0QTtKoyhJxUoY6fRBO0qjKEnFShjp9EE7SqMoSZ51w8SlTc/5Bs7LPr4AdlQBOlMj6MU7WO9AKcKJE1o9xst6BVoATJbJ+jJP1DrSCWSdcfJTgjcazsm/0aLctFSf91OEEJ/0I9KuI9wQn/Qj0q4j35P5OuPj0c5iuiBcwjaosESdlqNMH4SSNqiwRJ2Wo0wfhJI2qLBEnZajTB+EkjaoscdYJF58yNecfNCv7/ArYUQngRImsH+NkvQOtACdKZP0YJ+sdaAU4USLrxzhZ70ArmHXCxUcJ3mg8K/tGj3bbUnHSTx1OcNKPQL+KeE9w0o9Av4p4T+7vhItPP4fpingB06jKEnFShjp9EE7SqMoScVKGOn0QTtKoyhJxUoY6fRBO0qjKEmedcPEpU3P+QbOyz6+AHZUATpTI+jFO1jvQCnCiRNaPcbLegVaAEyWyfoyT9Q60glknXHyU4I3Gs7Jv9Gi3LRUn/dThBCf9CPSriPcEJ/0I9KuI9+T+TqYuPkM43zDgM8BngM8AnwE+A3wG+AzwGeAzwGegw2dg5jo2dfGZ2Zjc6wmMDxtfvQjgpJePUQ1OcNKPQL+KeE9w0o9Av4p4T+7vhItPP4fpingB06jKEnFShjp9EE7SqMoScVKGOn0QTtKoyhJxUoY6fRBO0qjKEmedcPEpU3P+QbOyz6+AHZUATpTI+jFO1jvQCnCiRNaPcbLegVaAEyWyfoyT9Q60glknXHyU4I3Gs7Jv9Gi3LRUn/dThBCf9CPSriPcEJ/0I9KuI9+T+Trj49HOYrogXMI2qLBEnZajTB+EkjaosESdlqNMH4SSNqiwRJ2Wo0wfhJI2qLHHWCRefMjXnHzQr+/wK2FEJ4ESJrB/jZL0DrQAnSmT9GCfrHWgFOFEi68c4We9AK5h1wsVHCd5oPCv7Ro9221Jx0k8dTnDSj0C/inhPcNKPQL+KeE/u74SLTz+H6Yp4AdOoyhJxUoY6fRBO0qjKEnFShjp9EE7SqMoScVKGOn0QTtKoyhJnnXybi8/T0/aj7M1FZka+/45yOsRmZV9dc4bZoy60dn+W9TVnxbibE2Wwxd8Ybs3rPmPs18ysi/a6MtbNiee29dyzPG3PaL+9uSi/ItbNiT7zFn9juTWv+4yxXzOzLtrrylhHJ1u8PNMZJlvrtuIze1+R29GJf84tP5ZzNG95o/UOZtb5PSr6nZ14hlkWfo1y1zmdz55xdd6sk+3bglQ6u7Esv2zoxeghe3Oaa+NIbBSz/JVtJyfKSMfGaStu8771ub4/co7Gfp/Kficn/rkHL/v28dF/hKWuifbRc1aNOzlRbjo2Rltxm/etz/X9kePHvu/Xr+h3cuKffzCybx8ffeWnY82P1mzForXVsU5OzEHEWGM63uKmeTa21tbp2OIr2k5O/PMPRvbt49rPsozyopjuv2Lc2YnnkeEX5fiY7/u9u/Vnndz+4mMC9gTtzdl6a6PcKGb5K9tZ2VfWqox0PM4esSge1ZXNs32jPVbEOjmJnj/iqjEdP7pPtG5FrJMTZavjwWfEonjELsqzmLV+XRTz81X9Tk6iZ444aUzHj+4TrVsR6+gkYqwxHW+x0zwbW+vXRTE/X9Xv6MQ/+x6nMbc3f7RPdq3fp6Lf1Yny0nHEJsrxMd+P1neJzTrh4iPmItFRTJYtGc7KrixSmdnY2qNaLG+09r21xnK35ivjnZ0MDhlWj+Zk1lW6sLM6O1FmNrbWnmGrjfIsZq1fG8X8fFW/s5PBIMPp0ZzMuioP/pyOTjKsMjn+Oa1v66y1+GijmJ+v6nd04p99i5PFrfVron6UF8WitdWx7k6MR4ZflONjo++/be9u7awTLj6BQS/afwiC1KWhWdkVxRo7Pcs4WqvzOo722Vq7Fdc9K8YdnfjnPmJ1NK97jXz79nOd+l2dRKwtZu0RxyjPYtb6PaKYn6/qd3Viz7/Hacztzdse1lq+tRbv1nZ0ssf5UZ66Ts/Q+ZWeOjrxPJSdzVncWovvtcbd2r3clXPdnQw2Z3HXfXS80oM/e9YJFx9P763v5fp+kLo0NCu7sljPbau/V49fY3nZmOWvaDs7GTwihp7T0fxW7sw6v0dFv6sTZebHvr/HKMqzmLV+fRTz81X9rk7s+TOcMjljP5/n+3ZWl7ajkwyvTE7E2K8bfftWZ9HaqlhHJ/7ZPUOL+5jv2/xW63N9fyt/Vby7k8Flhp/P9f2I79F8tKYiNuuEi49YicRGMVm2ZDgru7JIz2z09fuoFr/ecrMxy1/RdnYyeEQMjdPenOVYG+VGMctf2XZ0ErEaMf0+4ra1z1i3N3e079XzHZ34Z47Y+fnRfzQns07Pqhh3dJJhlcmJ+O2t25uL9roq1tGJf9aI04jpt18T9bf2iXJXx+7oZIvZLPcof2vvyvisEy4+YicSG8Vk2ZLhrOwri1RGOrazt+I2b22Ul43ZHivaTk6i548YjryteLTHVv7sHlt7nx3v5iTDKZNz5CHaI4qdzTuzXzcnWnPESWM61j3GOMqJYtHa6lhHJxErjel4i5vm6div25vzeVf3Ozrxz3zE6Wje9oryopjlr2w7O5llFuX7mO8P5jpe6cGfPevkj734DIGRxGzMQ1/Vn5V9ZZ3KTcd2tsbHWGN7uTZn7dZam69uOzmJnj3ipTE/Hn0/tj2zMctf2XZyotx0bJw0PsYai3I1x49939auajs5iRhErDTmx6Pvx7ZnNmb5K9uOTjL8fM7o+7HnqXE/3ur79Sv6HZ14Dp6bj1tf58dYYyM3G7N9V7ZdnShDPx59PzZ+RzGd17Hts7qddXL7i88Qod8mQeNems1Zrm9tzlo/16k/K/vq2o3XaKOvaN5iUf6I2fzenltrV8S7OTEGnqP1Z+Ys17e2j7V+rlO/kxNj5VtlFc1ZTHNtvDe/N2frq9tOTvyzGyvfbs1HcR+zvt9r9Lt+dXKizJSbn/c8Le5jvm/zut/IsTmfv7rfyYlnYax86+dHP5qzmOZq/sjr+nVHJ7/D3dZ+JyfpT1dX2V1fjoq6cFJBee4MnMzxqsjGSQXluTNwMserIhsnFZTnzsDJHK+KbJxUUJ47Y9YJF585vq2yZ2W3Kv6bFoOTfmJxgpN+BPpVxHuCk34E+lXEe3J/J1x8+jlMV8QLmEZVloiTMtTpg3CSRlWWiJMy1OmDcJJGVZaIkzLU6YNwkkZVljjrhItPmZrzD5qVfX4F7KgEcKJE1o9xst6BVoATJbJ+jJP1DrQCnCiR9WOcrHegFcw64eKjBG80npV9o0e7bak46acOJzjpR6BfRbwnOOlHoF9FvCf3d8LFp5/DdEW8gGlUZYk4KUOdPggnaVRliTgpQ50+CCdpVGWJOClDnT4IJ2lUZYmzTrj4lKk5/6BZ2edXwI5KACdKZP0YJ+sdaAU4USLrxzhZ70ArwIkSWT/GyXoHWsGsEy4+SvBG41nZN3q025aKk37qcIKTfgT6VcR7gpN+BPpVxHtyfydcfPo5TFfEC5hGVZaIkzLU6YNwkkZVloiTMtTpg3CSRlWWiJMy1OmDcJJGVZY464SLT5ma8w+alX1+BeyoBHCiRNaPcbLegVaAEyWyfoyT9Q60ApwokfVjnKx3oBXMOuHiowRvNJ6VfaNHu22pOOmnDic46UegX0W8JzjpR6BfRbwn93fCxaefw3RFvIBpVGWJOClDnT4IJ2lUZYk4KUOdPggnaVRliTgpQ50+CCdpVGWJs064+JSpOf+gWdnnV8COSgAnSmT9GCfrHWgFOFEi68c4We9AK8CJElk/xsl6B1rBrBMuPkrwRuNZ2Td6tNuWipN+6nCCk34E+lXEe4KTfgT6VcR7cn8nXHz6OUxXxAuYRlWWiJMy1OmDcJJGVZaIkzLU6YNwkkZVloiTMtTpg3CSRlWWOOuEi0+ZmvMPmpV9fgXsqARwokTWj3Gy3oFWgBMlsn6Mk/UOtAKcKJH1Y5ysd6AVzDrh4qMEbzSelX2jR7ttqTjppw4nOOlHoF9FvCc46UegX0W8J/d3MnXxGcL5hgGfAT4DfAb4DPAZ4DPAZ4DPAJ8BPgMdPgMz17Gpi8/MxuReT2B82PjqRQAnvXyManCCk34E+lXEe4KTfgT6VcR7cn8nXHz6OUxXxAuYRlWWiJMy1OmDcJJGVZaIkzLU6YNwkkZVloiTMtTpg3CSRlWWOOuEi0+ZmvMPmpV9fgXsqARwokTWj3Gy3oFWgBMlsn6Mk/UOtAKcKJH1Y5ysd6AVzDrh4qMEbzSelX2jR7ttqTjppw4nOOlHoF9FvCc46UegX0W8J/d3wsWnn8N0RbyAaVRliTgpQ50+CCdpVGWJOClDnT4IJ2lUZYk4KUOdPggnaVRlibNOuPiUqTn/oFnZ51fAjkoAJ0pk/Rgn6x1oBThRIuvHOFnvQCvAiRJZP8bJegdawawTLj5K8EbjWdk3erTbloqTfupwgpN+BPpVxHuCk34E+lXEe3J/J1x8+jlMV8QLmEZVloiTMtTpg3CSRlWWiJMy1OmDcJJGVZaIkzLU6YNwkkZVljjr5NtcfJ6eth9lby4yM/LtO5rvEpuVfXXdxizivTe3VZdfY33LtbFvbW5l282Jshi8oq9HOD6yJjr76lg3J3vc9ua2OB2tOZrf2vfKeDcn+qyDWfT1CMtH1kRnXx3r6ORMD4Pflgsft/7VvDP7d3Ti697yYzlH85Y3WuM+s8avr+rf3Yly8tytbzk2/m5O4j/d7ald21X2npi9Ofdon7oqWMefkhcPOjlRTn7s+wOZjrcw7uXpnI639rw63smJf9bBx759fPSVnY41/9E10T4VsU5OlK0f+37EOGJ1tOZoPtqzItbJiX/ewcu+fXz0H2H5yBo9t2rcyYk5UH6PejhaF51TxX3vnE5OfJ17fjTPj7f6yl/HW+tWxO/uRJkpaxtba/k6tniHdtbJ7S8+Bn1Pyt6crbc2yo1ilr+ynZV9Za3KyI99f9Sg4626zs7bOufMeCcn0XNFTDWm40f3idatiHVyomz92PcHJx1H7KIcH/P97J7ROWfHOjmJnk25ReyiHN0ryolium7FuKOTiJXGdLzFTvP82Pe31q+Id3TiOexxG3N780f7ZNf6fSr6d3ZyxMcz931bF8VsbmU764SLj9iKxEYxWbZkOCu7ssg9ZntzvsaR57/9nO9n9/Nrrup3djKeOcPq0ZzMuqu47+3b2ckes705e94oJ4rt5dtcZdvZyeCwx9A4PZqTWWdnVLYdnWRYZXIijn7d6PvvKH9FrKMTz8EzjOJb8z539KO8KKbrVozv6iTDyjP3fVsbxWxuZTvrhIuP2FKxY6wxWbJsOCu7otA9XntzUW3KXce2Zitu85VtRyf++Y9YHc3bXpo3xhqz3NVtVyd7vPbmPE/NG2ONjfytuN+rst/ViTGIGPq5vXnLG63mdfPga+3oRPn5eiO+Oh+NIwd6jo6jfSpiHZ34597iZHFr/Zqor3ljrLFo3YrYXZ1kWHnmvj/WficnXHyCT4MJNvHWBqlLQ51fwD1me3N7QKN1UWxvj6vnOjsZz37E62je8xu59p3Z26+t7Hd1ssd6b07ZmQNbY63mjfHeXJR/VayrE3veDKdMjjEfuZZvrZ3Vpe3o5IjV0fwe2721e3N7e54919GJf8aIk4/5vl8X9UeufY/5mbXRflfF7ugkwyLibT5sztrMfpU5s064+CTsfBfZiUc9LWWP2d7cXgHRuii2t8fVc7Mv4NX16P57vPbmdJ9o/Lvroz3PiHV0ssdqby7DY2/93lxm77NyOjrxz5bhlMnxe1r/0XW2/qq2o5M9VntzGUZ76/fmMnufldPRiX+2iNOI6bdfk+1He2fXXpl3RycZHhnemZzMWWfnzDrh4pMw8F1kJx714RRl5Me+Pw7Q8dahmqfjmb22zjg7PvsCnn3+0X4Rw7FmK360n58/Yw+/31n9bk72OO3NZXn4PXx/rNdxds+z87o50eeLOGlMx7rH1vjRdVv7nRXv6GSL1VZ8j4Wu8WPfH3voeG/fK+c6OvHPe8TpaN7vpf3fWat7nTm+u5MtFhnemZyt/a+Mzzr5Yy8+Q+CWRB/3/SvFPbL3rOxHzsiuUU5+7PtjPz8efT/252lcx7qXX7uq38lJxCDD0OeMvh/7PX3c931Oh34nJ8rJj31/cPPj0fdjz9XHfV/3iMZ+n8p+JyfRcyvHiJ3PGX0/9nv6uO/7nA79jk4iXhrz49H3Y89V437s+2ONjv0+lf2OTvzzH3HS+THWmO3n475v813aOzrZ425cI+Y+5vu2pks76+T2Fx8T6luT4WPW1zkba6v5Ot9hPCv76pqN2Wj1a2vO4ppvY5uP9hw5W3FbX912c2LP7zlaf2bOcrXVvXS+w7iTE+PlW2PkY9bXORtrq/l+3uZG2+WrkxPPxLOy/tZ8FPcx34/28vMd+p2cGC/fGiMfs77O2Vhbyx+tfu3NaW7VuJMT/8yelfX9/OhbfLT2ZTEba3s0r/krxnd0kuHqPXmumbU+f0V/1snHJ/Kg2tmND7Zj+gQCODkB4slb4ORkoCdsh5MTIJ68BU5OBnrCdjg5AeLJW+DkZKAnbIeTEyCevMWsEy4+Jwuo3G5WdmVtf+pZOOlnHic46UegX0W8JzjpR6BfRbwn93fCxaefw3RFvIBpVGWJOClDnT4IJ2lUZYk4KUOdPggnaVRliTgpQ50+CCdpVGWJs064+JSpOf+gWdnnV8COSgAnSmT9GCfrHWgFOFEi68c4We9AK8CJElk/xsl6B1rBrBMuPkrwRuNZ2Td6tNuWipN+6nCCk34E+lXEe4KTfgT6VcR7cn8nXHz6OUxXxAuYRlWWiJMy1OmDcJJGVZaIkzLU6YNwkkZVloiTMtTpg3CSRlWWOOuEi0+ZmvMPmpV9fgXsqARwokTWj3Gy3oGv2feEAAAe+ElEQVRWgBMlsn6Mk/UOtAKcKJH1Y5ysd6AVzDrh4qMEbzSelX2jR7ttqTjppw4nOOlHoF9FvCc46UegX0W8J/d3wsWnn8N0RbyAaVRliTgpQ50+CCdpVGWJOClDnT4IJ2lUZYk4KUOdPggnaVRlibNOuPiUqTn/oFnZ51fAjkoAJ0pk/Rgn6x1oBThRIuvHOFnvQCvAiRJZP8bJegdawawTLj5K8EbjWdk3erTbloqTfupwgpN+BPpVxHuCk34E+lXEe3J/J1x8+jlMV8QLmEZVloiTMtTpg3CSRlWWiJMy1OmDcJJGVZaIkzLU6YNwkkZVljjrhItPmZrzD5qVfX4F7KgEcKJE1o9xst6BVoATJbJ+jJP1DrQCnCiR9WOcrHegFcw64eKjBG80npV9o0e7bak46acOJzjpR6BfRbwnOOlHoF9FvCf3d8LFp5/DdEW8gGlUZYk4KUOdPggnaVRliTgpQ50+CCdpVGWJOClDnT4IJ2lUZYmzTrj4lKk5/6BZ2edXwI5KACdKZP0YJ+sdaAU4USLrxzhZ70ArwIkSWT/GyXoHWsGsEy4+SvBG41nZN3q025aKk37qcIKTfgT6VcR7gpN+BPpVxHtyfydTF58hnG8Y8BngM8BngM8AnwE+A3wG+AzwGeAz0OEzMHMdm7r4zGxM7vUExoeNr14EcNLLx6gGJzjpR6BfRbwnOOlHoF9FvCf3d8LFp5/DdEW8gGlUZYk4KUOdPggnaVRliTgpQ50+CCdpVGWJOClDnT4IJ2lUZYmzTrj4lKk5/6BZ2edXwI5KACdKZP0YJ+sdaAU4USLrxzhZ70ArwIkSWT/GyXoHWsGsEy4+SvBG41nZN3q025aKk37qcIKTfgT6VcR7gpN+BPpVxHtyfydcfPo5TFfEC5hGVZaIkzLU6YNwkkZVloiTMtTpg3CSRlWWiJMy1OmDcJJGVZY464SLT5ma8w+alX1+BeyoBHCiRNaPcbLegVaAEyWyfoyT9Q60ApwokfVjnKx3oBXMOuHiowRvNJ6VfaNHu22pOOmnDic46UegX0W8JzjpR6BfRbwn93fCxaefw3RFvIBpVGWJOClDnT4IJ2lUZYk4KUOdPggnaVRliTgpQ50+CCdpVGWJs06+zcXn6Sl+lBG37xkLj6yZ2f+M3FnZZ5y5t4cxG61+7c1pro39GuvbnLXRWTa3ou3mRBls8TK+W/O6j41tnY07tt2cGLMt1lvxLbZ+P12rczq/tefV8W5O9HmPOB3NR/vNrtE9rh53dLLHbG9ui9VYY98+x2LW+rmV/Y5OPI/BS7+MoW81Z2tsa7bmO8Q7O3mEn63xrXH2MevbXKd21snXT+3G08xuvLHN6WGTMVr90piONd/GPs/3bb5L28mJcvJj3x/sdLzFcy9vzNn31voV8U5O/PMbq4ipxnTs9/F9n+f7PqdDv5MT5eTHo2/fWW5+va3xMd8f8zq2NdVtJyf+2Qcf+/Zx7c9w9Lm+r3uuHndyYg4iXntzewx1Lxtb69dGMT9f1e/kxD/z4GPfPj76j7Lz63xf91897uzE2Mzw01w/9n3bu2M76+TrbWHjqWY33tjmsnAkSGM6joqJcqJYtLY61smJMvJj3x+MdLzFLZOXydna/4p4JyfR80W8NKbjR/eJ1q2IdXKibHU8+ESxLW5RbhSb3XfrvLPinZxEz7TF0Djuzfv9orwo5tes6nd0ssdqby5iqPk2ttaviWJ+vqrf0Yl/9ohTFPNron60JopFa6tjHZ1ErKLYEStdo+Oj9avmZ51864uPSshIjHKimO69Yjwru7LGPWZ7c77Gkee//Zz1s3tZ/tVtZyfj2TO8Hs3JrLuaf7R/ZycRsygWPdeWz631W/Gtva+Md3ayxdXHsyyjvCh2Jevs3h2d7LHam8s8s6231q+JYn6+qt/RiX/2iNOI+W+fv9Xf2mcrf2W8o5Oz+Ok+3qPOrXSgZ886+WMuPllpUV4UU/ArxrOyK2ocrPZ47c1pfZqr45EfxXSfynFHJ/7593iNub35o32ya/0+Ff2uTrZ4bcW3WI18/72XtzVXHe/qxDhsObC4tZa/1UZ5UWxrfWW8o5M9VntzR9x07Rj776P1VfMdnfhnV45jTmM69uutH+VEMctf2XZ0ErGKYkfcdM3R+Gi/qvlZJ1x8xIyKHtNRTJYtGc7Krixyi9lWPFNbtDaKZfa6Kqezk/HMGV6P5mTWXcV9b9+uTrZ4bcW3ntHn+77P34r7nMp+VyfGIOLlY75va6I2yoti0drqWEcne6z25o7Y6Vo/9v2jfa6e7+jEP3OG1aM5mXW+lqp+RycRqyi2xyiTn8nZO+OquVknf8TFZ0ZWlBvFrhI4s++s7Jm9fzc3YhbFZs6J1kexmT3Pzu3sZDxrhtejOZl1Z/PO7NfRyR6rvTl93ig3G9O9Kscdnfjn32I44v7br4n6W/tEuatjHZ1E/IzT3pzlRK2u0/FYE8Wiva6OdXTinznD6dGczDpfS1W/o5OIVRTbY5TJz+TsnXHV3KyTb3/xmRUV5UexqwTO7Dsre2bv2VxldDTO7J/ZQ3My+16Z08lJ9JwRL43p+NF9onUrYt2cHPE9mvcMo9xszO9T3e/mRJ8/YuhzjuYtN8qLYpa/su3oZI/V3twWx2hNNra155Xxjk7882bYRTl+j9GPcqKYrlsx7ugkYhXF9nhF+RrT8d5+lXOzTr71xUcl+fHo+7GX5OO+73M69GdlX1mzcvJj3x81+PHo+7GvUeM61r382lX9Tk4iBhmGPmf0/djv6eO+73M69Ds5UU46Hry2YltxZZzN03WV405OoueOGPo8nR9jjVm+j/u+zXdpOzrZ4xXNjVgUH4w1bmNrvYco5uer+h2d+GePOGnMj0ffj7f22srx+av6XZ14Zr4/OI2xxpRfNK8xHeseq8azTm5/8Rki9Nvga9xLsznL1fZoXvNXjGdlX12jMfOcx5k+bn2rRccWt9bmR+u/fNz6fn5Vv5sT42CMfGtzoz2K+1zft3U+1q3fyYnx8q3x8jHr65yNfWu51vo564+5Tl+dnHguxtC3fn70ozmLaa6Nj+Ytb2XbyYnx8q2x8THr65yNfWu5vrV5Hxv9Ll+dnHgmykuZ+flonY/5vq3zsW79rk4Gpy1+W3HPduREX7Z2az5aUx2bdRI/aVD17MbBFoROJoCTk4GesB1OToB48hY4ORnoCdvh5ASIJ2+Bk5OBnrAdTk6AePIWODkZ6AnbzTrh4nMC9FVbzMpeVeefdC5O+tnGCU76EehXEe8JTvoR6FcR78n9nXDx6ecwXREvYBpVWSJOylCnD8JJGlVZIk7KUKcPwkkaVVkiTspQpw/CSRpVWeKsEy4+ZWrOP2hW9vkVsKMSwIkSWT/GyXoHWgFOlMj6MU7WO9AKcKJE1o9xst6BVjDrhIuPErzReFb2jR7ttqXipJ86nOCkH4F+FfGe4KQfgX4V8Z7c3wkXn34O0xXxAqZRlSXipAx1+iCcpFGVJeKkDHX6IJykUZUl4qQMdfognKRRlSXOOuHiU6bm/INmZZ9fATsqAZwokfVjnKx3oBXgRImsH+NkvQOtACdKZP0YJ+sdaAWzTrj4KMEbjWdl3+jRblsqTvqpwwlO+hHoVxHvCU76EehXEe/J/Z1w8ennMF0RL2AaVVkiTspQpw/CSRpVWSJOylCnD8JJGlVZIk7KUKcPwkkaVVnirBMuPmVqzj9oVvb5FbCjEsCJElk/xsl6B1oBTpTI+jFO1jvQCnCiRNaPcbLegVYw64SLjxK80XhW9o0e7bal4qSfOpzgpB+BfhXxnuCkH4F+FfGe3N8JF59+DtMV8QKmUZUl4qQMdfognKRRlSXipAx1+iCcpFGVJeKkDHX6IJykUZUlzjrh4lOm5vyDZmWfXwE7KgGcKJH1Y5ysd6AV4ESJrB/jZL0DrQAnSmT9GCfrHWgFs064+CjBG41nZd/o0W5bKk76qcMJTvoR6FcR7wlO+hHoVxHvyf2dcPHp5zBdES9gGlVZIk7KUKcPwkkaVVkiTspQpw/CSRpVWSJOylCnD8JJGlVZ4qwTLj5las4/aFb2+RWwoxLAiRJZP8bJegdaAU6UyPoxTtY70ApwokTWj3Gy3oFWMOuEi48SvNF4VvaNHu22peKknzqc4KQfgX4V8Z7gpB+BfhXxntzfydTFZwjnGwZ8BvgM8BngM8BngM8AnwE+A3wG+Ax0+AzMXMemLj4zG5N7PYHxYeOrFwGc9PIxqsEJTvoR6FcR7wlO+hHoVxHvyf2dcPHp5zBdES9gGlVZIk7KUKcPwkkaVVkiTspQpw/CSRpVWSJOylCnD8JJGlVZ4qwTLj5las4/aFb2+RWwoxLAiRJZP8bJegdaAU6UyPoxTtY70ApwokTWj3Gy3oFWMOuEi48SvNF4VvaNHu22peKknzqc4KQfgX4V8Z7gpB+BfhXxntzfCReffg7TFfECplGVJeKkDHX6IJykUZUl4qQMdfognKRRlSXipAx1+iCcpFGVJc464eJTpub8g2Zln18BOyoBnCiR9WOcrHegFeBEiawf42S9A60AJ0pk/Rgn6x1oBbNOuPgowRuNZ2Xf6NFuWypO+qnDCU76EehXEe8JTvoR6FcR78n9nXDx6ecwXREvYBpVWSJOylCnD8JJGlVZIk7KUKcPwkkaVVkiTspQpw/CSRpVWeKsk29z8Xl6ih9lxO171sLWnrP7XJU/K/uqOmxf47zFbStu6/favbV7c3t7XjHXzYk+4xarEbdvXXM03trzaF3VfDcnxjniZnMzbGyNtbrW4qPt8tXNiXI5YnU0r/uN8SNron2uinV0ssVsxLfm9vjYuq21W/G9Pa+c6+jkyue9w9446Wdp1kn6fwlnN65Cs/cHmf4hpuOtGvf23FqzIt7JibL14zN4+v2U9d6c5l497uTEP+ueA+WnY7+P7+/t6fNW9zs5UbZ+vNXf4+fXWJ6P+f6Y17GtqW47OfHPPvjYt49rf4aj7TezRs+rGHdyssfMc/T9I0aa68ejb99H+1TOd3JS+dydz8JJPzuzTm5/8TEF/g+xrViUY7lRO5sf7XFlbFb2lbUoKx2Ps6NYpqaxbmvt3lxm77NzOjmJni3iqDEdR/v42Gy+X1vR7+REWdnYWs8jivn50Y9yfMz3t/J1z4pxJyfR8yo3nzPm9uZ9ru8/ssavv7rf0Yky0/FgEsUiVpqn45m9ov2viHV0csVz3mlPnPSzNevkW198VE/0B53m+PFsvl9b0Z+VXVGTnRGxi2KWv9XaGmt9nsWs9XOr+p2dDCYZVpkcz3c236+t6Hd2Yuys9TyimJ8f/Sgnitm6vTnLqWg7O9ni6uOPcHxkTYULO6OjE2WmY+/EniPbnrlX9szZvI5OZp/hu+XjpJ/RWSd/zMUn+kPuSN8ja472PHN+VvaZZ2/tNZhtcduKb+014rbGWp9rMWv93Kp+RyeexR6rMbc37/fx/UfW+PVX97s68dx833hEMZvz7cjz337O+jZv49VtVyfGZYu9xa21/Ez7yJrMvmfldHSizHQ8nj2KHTHZWrMVP9rvqvmOTq561rvsi5N+pmadcPHZcdjtD0EtdVa2rr9yHLGLYns1+HzfH2v82Pf39quY6+xEuW3xmOU5m7917lXxrk48N983DlHM5nzr83zf51j/aN7yrm67OrHnjjj5mO/bmqP2kTVHe54539GJMtPxeP4odsRla81W/Gi/q+Y7OrnqWe+yL076mZp18kdcfB79w+zRdVUfi1nZVXWNcyJ2UWyvppGv35av8dm9bZ+z285OxrNmOGVyPLfZfL+2ot/RiTLT8e+4ivYyzntzllPRdnTinzviNGL67dcc9aM9j9ZUznd0osx0PPhEsT1ue/l7c3t7XjXX0clVz3qXfXHSz9Ssk29/8fmdP8h+Z23FR2NW9pU1KSsdj7OjWLamvbV7c9n9z8rr5CR6poiVxnQc7eNjs/l+bUW/m5OIVzamvI7W6byOdb+qcTcn+txHnI7mdb8xfmRNtM9VsY5OlJmOZ7lG6z3Po3mfW9Hv6KTiuTufgZN+dmadfOuLj/4h5sej78eRyqP5aE1lbFb2lbUpKx2Ps7diUVxr3cvZm9N9rh53chI9a8RKY348+n6c3TPKWxXr5ERZ+vFWf3Abc37eWB7FdF7Htk9128lJ9OxHnHR+jDWm+x7Na371uKOTiJmP+f7gNcYaM44a17Gtt/wObUcnHbisrAEnK+nHZ886uf3Fx/6g862h8THr65yNfWu5vvXzXfqzsq+ue4uXj1vfatGxxX1rOaPVr705za0Yd3Niz+w5Wd/mRmux0fovi/uY9W3OtzbXqe3kxLOyvmcVxcb8VtzPbeVYfLRdvjo58Uw8K+v7+dG3uOdpMc3V/L28aG1lrJMT4+Rbz8LiPjb6W3E/ZzmjtS8fs77NrWw7OVnJodPZOOlk47WWWScfb/7Bs8xufLAd0ycQwMkJEE/eAicnAz1hO5ycAPHkLXByMtATtsPJCRBP3gInJwM9YTucnADx5C1mnXDxOVlA5Xazsitr+1PPwkk/8zjBST8C/SriPcFJPwL9KuI9ub8TLj79HKYr4gVMoypLxEkZ6vRBOEmjKkvESRnq9EE4SaMqS8RJGer0QThJoypLnHXCxadMzfkHzco+vwJ2VAI4USLrxzhZ70ArwIkSWT/GyXoHWgFOlMj6MU7WO9AKZp1w8VGCNxrPyr7Ro922VJz0U4cTnPQj0K8i3hOc9CPQryLek/s74eLTz2G6Il7ANKqyRJyUoU4fhJM0qrJEnJShTh+EkzSqskSclKFOH4STNKqyxFknXHzK1Jx/0Kzs8ytgRyWAEyWyfoyT9Q60ApwokfVjnKx3oBXgRImsH+NkvQOtYNYJFx8leKPxrOwbPdptS8VJP3U4wUk/Av0q4j3BST8C/SriPbm/Ey4+/RymK+IFTKMqS8RJGer0QThJoypLxEkZ6vRBOEmjKkvESRnq9EE4SaMqS5x1wsWnTM35B83KPr8CdlQCOFEi68c4We9AK8CJElk/xsl6B1oBTpTI+jFO1jvQCmadcPFRgjcaz8q+0aPdtlSc9FOHE5z0I9CvIt4TnPQj0K8i3pP7O+Hi089huiJewDSqskSclKFOH4STNKqyRJyUoU4fhJM0qrJEnJShTh+EkzSqssRZJ1x8ytScf9Cs7PMrYEclgBMlsn6Mk/UOtAKcKJH1Y5ysd6AV4ESJrB/jZL0DrWDWCRcfJXij8azsGz3abUvFST91OMFJPwL9KuI9wUk/Av0q4j25vxMuPv0cpiviBUyjKkvESRnq9EE4SaMqS8RJGer0QThJoypLxEkZ6vRBOEmjKkucdcLFp0zN+QfNyj6/AnZUAjhRIuvHOFnvQCvAiRJZP8bJegdaAU6UyPoxTtY70ApmnXDxUYI3Gs/KvtGj3bZUnPRThxOc9CPQryLeE5z0I9CvIt6T+zuZuvgM4XzDgM8AnwE+A3wG+AzwGeAzwGeAzwCfgQ6fgZnr2NTFZ2Zjcq8nMD5sfPUigJNePkY1OMFJPwL9KuI9wUk/Av0q4j25vxMuPv0cpiviBUyjKkvESRnq9EE4SaMqS8RJGer0QThJoypLxEkZ6vRBOEmjKkucdcLFp0zN+QfNyj6/AnZUAjhRIuvHOFnvQCvAiRJZP8bJegdaAU6UyPoxTtY70ApmnXDxUYI3Gs/KvtGj3bZUnPRThxOc9CPQryLeE5z0I9CvIt6T+zvh4tPPYboiXsA0qrJEnJShTh+EkzSqskSclKFOH4STNKqyRJyUoU4fhJM0qrLEWSdcfMrUnH/QrOzzK2BHJYATJbJ+jJP1DrQCnCiR9WOcrHegFeBEiawf42S9A61g1gkXHyV4o/Gs7Bs92m1LxUk/dTjBST8C/SriPcFJPwL9KuI9ub8TLj79HKYr4gVMoypLxEkZ6vRBOEmjKkvESRnq9EE4SaMqS8RJGer0QThJoypLnHXybS4+T0/xo4y4fc9YsDVb+87sdVXurOyr6rB995jZnOVmW1unHnzc+tk9r8zr5kSfVTnavDHcmrc8bR9dp/tcOe7oJOL8KEu/zvqeZxTz8yv6HZ14DoPZ3tfRvK41B7PrdJ8rx12d/C67iLnf0/pXsn10765OHn2e77AOJ/0szjrZ/9PdPd/sxm7ppV37Q2vrDzd/eJTj562veTq2vNVtJyfKyI+3+kf8/LqR68e+r3NH+14538mJf87By759fPQfZfnoOj3/6nEnJ+bgiJ3O7zHSXD/e6u/tVzHXyYl/3sHLvn1c+56rzulYc3Ws+avGHZ0oKx3vsRq59q15uo+ONX/VuKOTVSy6nIuTLiY+6ph1cvuLjz169AeXxnRsa7XVPB1r/qrxrOwr61RGNrbWnx3F/Lz1NU/HW3kWX9F2chI9f8RQYzqO9hkxzdPx1rrqeEcnykrHEd8MN7+P72fWVuZ0dOKff4/dmNub9/uMvubqWPNXjTs6iVhFsT1mR/lH83t7Xz3X0cnVz9x9f5z0MzTr5FtffFTPo3/APbpOzz97PCv77PP39jNm1vrcKObnt/pb67biW/tcGe/sZDx3hlUmJ2L46LporzNjHZ0oKx1nXSknv4/1R2vfmr9q3NGJZ2HsfGz0LW6tzmfGv7M2s/+jOR2dRKyi2N4zH+Ufze/tffVcRydXP3P3/XHSz9Cskz/m4vPoH26Prqv4aMzKrqhp8PLMfN/Oj2I2F7W6p+bM7qfrzxx3dOKfb4/VEWe/j/b39tXc6nFHJ8orGmssw82vGX0/Hut1nNnzipyOTvxzbnGyuLV+Tab/6LrM3r+b09GJ8hpjjR0991H+0fzR/lfOd3Ry5fPeYW+c9LM064SLz4FD/lA8ALQxbdys9WlRzM9v9aN1UWxrfUV89gWsqMmfkeGVyfF7jv4ja3SPq8YdnUS8Rsy+H2Gqe+r4kT3/JCf+WY/YRfN+/Vb/0XVb+50Z7/iejOcbzOzbxjPPvcd8b27mjKty/7/9MtqxGwah4P//deUHVHTqm8DeBPB2VqpiMLbJzGYrT3Xy1vuesC9O5lnKOvkvLj4//eP203VVvxZZ2VV9rXOMnT392bucn/803q3b5T6tr8hPdrLeP8IrUuNZZuv92orxRCcRZpEaz0/rNV61u5zfo2o80Yl/9x2nldN/fs3deLfn3ZrK+elOjEWW41X91Zyd1/k8xUkno+qzcVJN/P68rJNff/H56R+2n667V/RcRVb2cyf/u5PystiefsUu5+dtrHUar7pdztZ3PCc52b3/jpfmNN7tY7lMra2pfk50EuEWqfEstV7jVbvL+T2qxhOd+He/43Q37/da42y9rq+IpzsxBlmWV/VXc3Ze5/MUJ52Mqs/GSTXx+/OyTn71xUf/qPl4jX3s0WpeY1/bOc7KfrNXZeTjT+PVz5rz875HzWts6/2a7vEkJzsWEYa+Zo197PfUvMa+tnM80cmOlc/58WK3Ys0p09285jTWPariiU78u99x0vkVa87207zGVtf9nOrE8/LjxWvFmlOOV/NXc7pPRzzVSQeLKWfiZIqJv31knRx/8bE/fP5pOHzOxjpnsX9arX/6+SnjrOy3+77iZXPaw6e81dn8eu5+PuV3tRW5aU7snT1HG9vcelpOeVre19rY5vzT5iY9JznxrGzsWe1ya/5TXtf62Ma2dj2n/Exy4pl4Vjb282tsec/Tclqr9Vd1u7WVualOPEPlccXT5vxzt15zk+LJTiZxquwFJ5W0Y2dlnYT/J8xuHGuXqm8I4OQbeu+sxck7XL/ZFSff0HtnLU7e4frNrjj5ht47a3HyDtdvdsXJN/TeWZt1wsXnHQ8lu2ZllzT1nx+Ck3m/ADjByTwC8zriO8HJPALzOuI7Od8JF595DsMd8QGGUZUV4qQMdfggnIRRlRXipAx1+CCchFGVFeKkDHX4IJyEUZUVZp1w8SlT8/xBWdnPd8COSgAnSqQ/xkm/A+0AJ0qkP8ZJvwPtACdKpD/GSb8D7SDrhIuPEjwozso+6NWObRUn89ThBCfzCMzriO8EJ/MIzOuI7+R8J1x85jkMd8QHGEZVVoiTMtThg3ASRlVWiJMy1OGDcBJGVVaIkzLU4YNwEkZVVph1wsWnTM3zB2VlP98BOyoBnCiR/hgn/Q60A5wokf4YJ/0OtAOcKJH+GCf9DrSDrBMuPkrwoDgr+6BXO7ZVnMxThxOczCMwryO+E5zMIzCvI76T851w8ZnnMNwRH2AYVVkhTspQhw/CSRhVWSFOylCHD8JJGFVZIU7KUIcPwkkYVVlh1gkXnzI1zx+Ulf18B+yoBHCiRPpjnPQ70A5wokT6Y5z0O9AOcKJE+mOc9DvQDrJOuPgowYPirOyDXu3YVnEyTx1OcDKPwLyO+E5wMo/AvI74Ts53wsVnnsNwR3yAYVRlhTgpQx0+CCdhVGWFOClDHT4IJ2FUZYU4KUMdPggnYVRlhVknXHzK1Dx/UFb28x2woxLAiRLpj3HS70A7wIkS6Y9x0u9AO8CJEumPcdLvQDvIOuHiowQPirOyD3q1Y1vFyTx1OMHJPALzOuI7wck8AvM64js538kfSz6G0iZ1/b0AAAAASUVORK5CYII=
成绩计算单位：秒
成绩分值成绩分值成绩分值成绩分值
12.840.0014.829.9716.820.0318.810.11
12.939.4914.929.4916.919.5218.99.63
13.038.9915.028.9917.019.0419.09.12
13.138.5115.128.4817.118.5319.18.61
13.238.0015.228.0017.218.0319.28.13
13.337.4915.327.4917.317.5519.37.63
13.436.9915.426.9917.417.0419.47.15
13.536.4815.526.4817.516.5319.56.64
13.636.0015.626.0017.616.0519.66.16
13.735.4915.725.4917.715.5519.75.65
13.834.9915.824.9917.815.0719.85.17
13.934.4815.924.5117.914.5619.94.67
14.033.9716.024.0018.014.0820.04.19
14.133.4916.123.4918.113.5720.13.68
14.232.9916.223.0118.213.0720.23.20
14.332.4816.322.5118.312.5920.32.72
14.431.9716.422.0018.412.0820.42.21
14.531.4916.521.5218.511.6020.51.73
14.630.9916.621.0118.611.0920.61.23
14.730.4816.720.5118.710.6120.70.75
（二）立定跳远1．考查方法考生每人连续试跳2次，每次均丈量有效成绩。丈量成绩时，以考生身体任何部位着地最近点量至起跳线或起跳延长线的垂直距离。丈量的最小单位为1厘米，以两次试跳中的最优成绩为决定成绩。2．评分标准男子立定跳远评分表成绩计算单位：米
成绩分值成绩分值成绩分值成绩分值
2.8640.002.6029.842.3419.732.089.65
2.8539.602.5929.442.3319.332.079.25
2.8439.232.5829.072.3218.962.068.88
2.8338.832.5728.672.3118.562.058.48
2.8238.432.5628.292.3018.162.048.11
2.8138.052.5527.892.2917.792.037.71
2.8037.652.5427.492.2817.392.027.33
2.7937.252.5327.122.2717.012.016.93
2.7836.882.5226.722.2616.612.006.56
2.7736.482.5126.352.2516.241.996.16
2.7636.082.5025.952.2415.841.985.79
2.7535.712.4925.552.2315.471.975.39
2.7435.312.4825.172.2215.071.965.01
2.7334.912.4724.772.2114.691.954.64
2.7234.532.4624.402.2014.291.944.24
2.7134.132.4524.002.1913.921.933.87
2.7033.732.4423.602.1813.521.923.47
2.6933.362.4323.232.1713.121.913.09
2.6832.962.4222.832.1612.751.902.69
2.6732.562.4122.452.1512.351.892.32
2.6632.192.4022.052.1411.971.881.92
2.6531.792.3921.682.1311.571.871.55
2.6431.412.3821.282.1211.201.861.15
2.6331.012.3720.882.1110.801.850.77
2.6230.612.3620.512.1010.431.840.37
2.6130.242.3520.112.0910.031.830.00
女子立定跳远评分表成绩计算单位：米
成绩分值成绩分值成绩分值成绩分值
2.4040.002.1329.071.8618.691.598.80
2.3939.572.1228.671.8518.321.588.43
2.3839.172.1128.271.8417.951.578.08
2.3738.752.1027.891.8317.571.567.71
2.3638.352.0927.491.8217.201.557.36
2.3537.922.0827.091.8116.831.547.01
2.3437.522.0726.721.8016.451.536.64
2.3337.092.0626.321.7916.081.526.29
2.3236.692.0525.921.7815.711.515.95
2.3136.292.0425.551.7715.331.505.57
2.3035.872.0325.151.7614.961.495.23
2.2935.472.0224.771.7514.591.484.88
2.2835.072.0124.371.7414.241.474.53
2.2734.672.0024.001.7313.871.464.19
2.2634.241.9923.631.7213.491.453.81
2.2533.841.9823.231.7113.121.443.47
2.2433.441.9722.851.7012.771.433.12
2.2333.041.9622.481.6912.401.422.77
2.2232.641.9522.081.6812.031.412.43
2.2132.241.9421.711.6711.681.402.08
2.2031.841.9321.331.6611.311.391.73
2.1931.441.9220.931.6510.961.381.39
2.1831.041.9120.561.6410.591.371.04
2.1730.641.9020.191.6310.211.360.69
2.1630.241.8919.811.629.871.350.35
2.1529.841.8819.441.619.491.340.00
2.1429.471.8719.071.609.15
（三）原地推铅球1．考查方法男子使用5公斤重铅球，女子使用4公斤重铅球。考生每人连续试掷两次，每次有效试掷后，进行丈量。丈量成绩时，应通过投掷圈圆心从铅球落地的最近点量至投掷圈或抵趾板内沿的直线距离。丈量最小单位为1厘米。以两次试掷中的最优成绩为决定成绩。2．评分标准男子原地推铅球评分表成绩计算单位：米
成绩分值成绩分值成绩分值成绩分值
12.040.009.929.817.819.655.79.57
11.939.529.829.317.719.175.69.09
11.839.019.728.837.618.695.58.61
11.738.539.628.357.518.215.48.13
11.638.059.527.877.417.735.37.65
11.537.579.427.397.317.255.27.17
11.437.099.326.917.216.775.16.69
11.336.599.226.437.116.295.06.21
11.236.119.125.927.015.814.95.73
11.135.639.025.446.915.334.85.25
11.035.158.924.966.814.854.74.77
10.934.648.824.486.714.374.64.29
10.834.168.724.006.613.894.53.81
10.733.688.623.526.513.414.43.33
10.633.208.523.046.412.934.32.85
10.532.728.422.566.312.454.22.40
10.432.218.322.086.211.974.11.92
10.331.738.221.606.111.494.01.44
10.231.258.121.096.011.013.90.96
10.130.778.020.615.910.533.80.48
10.030.297.920.135.810.05
女子原地推铅球评分表成绩计算单位：米
成绩分值成绩分值成绩分值成绩分值
9.640.007.729.845.819.763.99.73
9.539.477.629.315.719.233.89.20
9.438.937.528.775.618.693.78.67
9.338.407.428.245.518.163.68.13
9.237.877.327.735.417.633.57.63
9.137.337.227.205.317.123.47.09
9.036.807.126.675.216.593.36.56
8.936.277.026.135.116.053.26.03
8.835.716.925.605.015.523.15.52
8.735.176.825.074.914.993.04.99
8.634.646.724.534.814.482.94.45
8.534.116.624.004.713.952.83.95
8.433.576.523.474.613.412.73.41
8.333.046.422.934.512.882.62.88
8.232.516.322.404.412.352.52.35
8.131.976.221.874.311.842.41.84
8.031.446.121.364.211.312.31.31
7.930.916.020.834.110.772.20.77
7.830.375.920.294.010.242.10.27
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