<?xml version="1.0" encoding="utf-8"?>
<tns:additionalVacationStatement xmlns:tns="http://www.fss.ru/additionalVacationStatement" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance">
  <tns:vacationStatementCalc>PRIMARYCALC</tns:vacationStatementCalc>
  <tns:insurerInfo>
    <tns:regNum>1003631841</tns:regNum>
    <tns:inn>9695718123</tns:inn>
    <tns:documentsSendPerson>
      <tns:rank>Спец</tns:rank>
      <tns:fullName>
        <tns:lastName>Фокина</tns:lastName>
        <tns:firstName>Ирина</tns:firstName>
        <tns:middleName>Анатольевна</tns:middleName>
      </tns:fullName>
    </tns:documentsSendPerson>
  </tns:insurerInfo>
  <tns:insuredInfo>
    <tns:fullNamePU>
      <tns:lastName>Абрамов</tns:lastName>
      <tns:firstName>Мартын</tns:firstName>
      <tns:middleName>Гаврилович</tns:middleName>
    </tns:fullNamePU>
    <tns:snils>13491560158</tns:snils>
  </tns:insuredInfo>
  <tns:orderInfo>
    <tns:orderNum>1</tns:orderNum>
    <tns:orderDate>2025-08-01</tns:orderDate>
    <tns:orderBeginDate>2025-08-04</tns:orderBeginDate>
    <tns:orderEndDate>2025-08-14</tns:orderEndDate>
    <tns:daysAmount>10</tns:daysAmount>
  </tns:orderInfo>
  <tns:calculationData>
    <tns:periodsData>
      <tns:period>2025-01-01</tns:period>
      <tns:periodSumm>1000</tns:periodSumm>
      <tns:countDays>10</tns:countDays>
    </tns:periodsData>
    <tns:totalSum>1000</tns:totalSum>
    <tns:totalDays>10</tns:totalDays>
    <tns:premiumSum>1000</tns:premiumSum>
    <tns:totalIncomeSum>2000</tns:totalIncomeSum>
    <tns:dailyAverageSum>255</tns:dailyAverageSum>
    <tns:totalDaysAmount>10</tns:totalDaysAmount>
    <tns:vacationSum>123</tns:vacationSum>
  </tns:calculationData>
  <tns:receivePayment>
    <tns:cardMir>2200255555555555</tns:cardMir>
    <tns:postalTransfer>
      <tns:postIndex>248002</tns:postIndex>
      <tns:region>77</tns:region>
      <tns:district>248002</tns:district>
      <tns:city>Калуга</tns:city>
      <tns:street>арыа</tns:street>
      <tns:house>12</tns:house>
    </tns:postalTransfer>
  </tns:receivePayment>
  <tns:documents>
    <tns:docNmber>21234</tns:docNmber>
    <tns:docDate>2025-08-01</tns:docDate>
    <tns:docComment>тестовонен вложение</tns:docComment>
    <tns:attachment>
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90etDrx/9fD5TZuIhQ/vTNr59fJ7kUgKR+H1Jn/70p8uOy/ev5X78+j3mI33F+r0en2a7/fbb7fhuueUW+z+vPzB1/ghEnRuB6Cqi6Rl1Kv7usbPxdfVLWp1VPCKkDkCjRJpe0X9q3Vu0bt26sjr93Wbx6IkCmd6eXlxXU0T+tn3VrZ/9HicVPVfcRvfyqH3FzlgdsX75eZjTfT5aLw5r6iS1j+Jb1ytRfX4flDqt4jb+Li3fp85FfK+TjwapLXG74nYX2zx58mTbZ9zmeB21o/i1HTpvmopTOyvtQ9o6bj/GuN3qcHTeFII1aqQAEwestuqKFc+d2uzrqiNX/X6N1THrOsfHLApnxeOOA5VPE8VFHY/CRvzXuaan/NwoXHkgV8DQccQfg6DrqXb7Mm2reuNQrWW6/07nQ/VXOj9aps/2Kl4HDzXqXP0+OS8eitRxq126jvEfD5oK1XKFV/1xouCgdeLge+ONN9q5bGu6Uu1V6PP/v/H5ED/eOFApBCmYqLP2x/H50AiG2qKpVt+v3lmla6dj0nL9QaRrHtfr518hN34d6d4oXQM/L/p/Fd9UrSCj54vbxbxuf/0pZFa6FpX278cYt1WhpbjM3102a9asinUr1Pr+430U69c10XXTsWrUVNdW/wd1/rStgrZeTzoPlYIuOgcCESrykY9ix52aSvf34NJVmnIrPtdZ/5IujvLEfMSi0nPofPxen0rvEEN6CEQoo790NJ2hqSMFgbb+Sk0FgejKIBChI2lETKPUulaaJmTUBkIgQhn/IEYN8xanP1KkzlnD4KkHw8vNP6Sz0uvrbM91Bt4+/Vt0tufQefhUme7pqRTKkSYCEQAASB6BCAAAJI9ABAAAkkcgAgAAySMQAQCA5BGIAABA8ghEAAAgeQQiAACQPAIRAABIHoEIuAL8E4vb+sTlcz0v+hqVsz1/Lufa/lzPn835tP9cLkcd5+NSPj36Ura90i7l+gE4E4EIuMymTp0afvu3f9u+sV1F34oefxt7pefjbx7X16foO9T0ren+vL61Xt+0HS8vljfffNO++VvP6/uZ9H1glerXF/cW969vX1f9L7/8sn1P1ze+8Y3860r++I//OPzmb/6m1a869A32xe39OV8/bqO21TfJx18Fc7Y61NH71yr4d8j5Mh2X2qXvE9P3UOlbxP07w/Qt9/ramcbGxvxbyfv372/LfD/a/vDhw2V1Fs+jvspBAci/U82X9+nT56xf4VLcl5dFixZZe/7kT/7Ezot/R5v2/2u/9mt27FrmP6uNfty6HmrjsGHD8n3r9RGfY20ff5M8gItDIAIuo5deesk66s985jNh8eLFob6+3jp+/awObcGCBfa8AocCgsKRf3ecnlen6F8oqxD0s5/9zH5WqDh06FBoaGgITz/9dKiqqrLOWvU89dRTtuz999/PA5GWz58/Pzz44INn1K/A4yFI9f/O7/yO1e9fcNmlSxerW8HCtx8xYoR1uApTfnxqn/ar7dVetU+8s1ZY0fPV1dVWn0KR2hCHLgU1r9MD0OUKRP6zgsySJUvs57b2o0Chtvp5vOOOO8q27dGjh/0cB5OiO++809Z55JFHrB5dCx13W4HoT//0T+3nCwlECmq///u/b+dbx6nr54H1wIEDhRYBuBAEIuAyUqemUPTBBx/ky373d3/XOjDvhIvPewDS8woH6lQfffTRfJRDIeqP/uiP8lEi8RAxfPjwspEBD0TxiI2PdGiZOlTtf8eOHfnz6vz9eS3TOmqzQo/a5W0r1uXbe/BQOFH7PBB5wCoGnErnwLfxYHA5AtHv/d7vWdvjbzK/4YYbrP0KD5puiut0vi8FNt+/KIgoeHigKfJA5F8W6j9XCkRqv0Kh6lMbLyQQFa9fcT8ALg6BCLgC1Gl9+ctfDn/+539uneDzzz9fFnD+7u/+zjpCjQ74KIE6Qe/UNXpztntDLiQQFetUJ/vtb3873786ZU29VNqmuDwOb85HvbwtHm6+9KUv2cjUb/3Wb1m4iqftim3w6Z84EKldCgfdu3cP3/zmNy3IFAORQpNGnrTOZz/7WatHgUiBoVKoGT16dB6afJ1iIPIRrOJoUDHwFHnY8sBUDCoeiLZt22aP+/btG/7gD/7gggKRaMpMI1baNr5+BCLg0hCIgCtAnZamm3xqS52fTzmpk/QpLU15aPTHQ0YxvLTlYgORQoBPmfmUnIJJW6M+6mjjMFcpEHmAKAYi/Xz//feHb33rW1a/34NTnHbzc1AcIVJHr0D1t3/7t1YqBSIdh6+jgFAMRMWwcz6BSAGvUiDyqcRLDUSqV8erenSuLiQQaR0f+dJ1ia8fgQi4NAQi4DJSEHrmmWfKpjT+4i/+wjpC3WOjv+zVecU3WZ9rykyjTboP59VXX823uZBApGkuX+b3BPn0ltx2221lgUidrgKBRl8UMvz+JfFOP67fbyb24FScMov3oRDg52DNmjV5HVdqyqw4xeVTfmpHW1NmmpZSMIn3Lwo0xSm4mKbUFPL8+bYCkUJmTU2NtdvrPN9A5GFN9yn5cXtQIxABl4ZABFxGPn0U31RdaQRI0zwaIfrBD35gnZk6bj2vzthvkvUbfbV9/C4vOVcg0giU9n/vvffa/vym6mL7PCDFU2MeTvSzbuLW+hrd0X58NMhHmB544AG7aTwOCsWbqovr+DnwUTJvY3HK7FIDkf+sbeL9eB3FOmNdu3a169K7d2/b1gOdzndxXdXjoSQOM20FIr+JWioFIk01+rXXudNx+vXUiJDarOunET9dP3+3HoEIuDQEIuAy07TMH/7hH+ajAeq8fHRHgcenOPScgorfZ+SjMOoYi2+7j0eU5HwCUbyP+P6d+O3hqtvvz9EIjzrhOACJjwp50NC+fYpLdSi4xPVXetu92uDHoHPgN3L79n4O4pGbSw1Eomuh9bwt2r74tvtKgcjb6OdJx6B32hXXEx/FUXv9GkpbgWj16tX5uaoUiLytxeJha8yYMfkx6fppufYTjxoBuHAEIuAKUQfX1gfn+Qf+VXrOnc86RfGU2dm2P9tz50vHdykfWHg52nC+Lrat3saL2fZyqTSV1p7nDkgFgQi4hlS6hwhXNw9ExZu8AVxeBCLgGkIguvZoNEjTlOvXr+eaAlcQgQi4hjCVAgAXh0AEAACSRyACAADJIxABAIDkEYgAAEDyCEQAACB5BCIAAJA8AhEAAEgegQgAACSPQAQAAJJHIAIAAMkjEAEAgOQRiAAAQPIIRAAAIHkEIgAAkDwCEQAASB6BCAAAJI9ABAAAkkcgAgAAySMQAQCA5BGIAABA8ghEAAAgeQQiAACQPAIRAABIHoEIAAAkj0AEAACSRyACAADJIxABAIDkEYgAAEDyCEQAACB5BCIAAJA8AhEAAEgegQgAACSPQAQAAJJHIAIAAMkjEAEAgOQRiAAAQPIIRAAAIHkEIgAAkDwCEQAASB6BCAAAJI9ABAAAkkcgAgAAySMQAQCA5BGIAABA8ghEAAAgeQQiAACQvGQD0bETJ60AAAC0eyDaun1XmDG3IZw+fdp+bmhaHh6vrc9/bi8NTctCfdPSdt/v2cyYWx+qBo8P3e8bF+oaX+5UbQMA4FrW7oFozcYtYdjk2dbZv3vgcLju9rvDkImz8s5fy7w4jeRsfXtnPqITj+7443g73zauo/j48Xn14dmGRWHL9p1triPxKFL8/La3d1qb1Ori/uO2rdm4NT82b2t8LG7tpq1hQs280FJat0ufkeHIseP2WHWujurxZcVjjX+utF7crnOdT39cXBbXWTyG+Ofi4zWbtrUZ8Lbt2FXW7rjNKr7V3grLinXH61RaFwCASjo0EA2dNDs8W78wDJ1Uk3doN/XoH4ZMqgmf73p32L3/kHVoVYPGh+lz60LVfePCnv2HLMz46I6P9NQ3Lg3jZ84NN1b3D9Nr54d39x8K1YPGh5aWLHh98utVoaWlxdbvM2pq6P3glNB71BT799m6hVbXTT0G5OuoHj0eNml22HPgkI1sdek9wpY9NGteGDqxxorav+WtndYmtVn7XrxynbVH+7F2Dxpv4Ubr3NZ7hK3jyypRx109eEK2zdz6fF8qOp6HauaF8bPmhsfm1lk7m1tabP1xM+facu3D6/7Cd3rm+9Ook86f1vVlu/cdrHg+td7wybPteGfMq7drpMdd+4wM42bW2rn2ZW7Y5Cftmvnj1Ru3hCUr19l1eKbuRWvXh9Ex67qoPrVF52rxiletDV/8Tq8wrXZ+6/E1N1vQ8XVvqOofdu07GH76yvrQd9RUq1vX5sMjx8OM5+rtuIbo2tS9aHXUNS21oNljyAQ73sqxrPOZ8VxDWL1hyxlBMl6uc3D0+Imy52XNpq1hz/7DoY0MesG2vb3bXgd6XVUKw3sPnrnsclCdS15Zb6/7i7X34HvZHy+X62S0M7Xfw/2VOMftQcdwtba9SMdytHQsfm38Z1zdOiwQ1TUuDcMm1oRVGzbnAUmqB4+3zkudqILInIZF4bG59dZB6/Gc+oXWyRU7cD228KTtS788ra6W0/bv9d37Weetx6qrQSGqaWk4euxEHoT0r37hax1NW2lbBaKmFa9aJ6vtZO3rW+0XrEZtbioFJ7mxOqtHNMLjjxWg1Cmr3QoJaqsfS/GX9D1jpoXug8aF6bV1dh62vb0r35c6fYUfBQP9K1/tMSAPRK9s2FI6B1mYEl9XnZmOVwHufM6nByIFHNWt8KPHOi7Vp/14YHKVApGCjIrar2uze//BfH3tS/vXcR47fjL0GDzB6v7qHQMtBIk/Vgev14n2Z8Fm/8GwNT43fUaGXfuzsGOBoXSeNfKm9itAabvm5tb2dnafubVHmDbnhbJzHC/fvH1n+PQt1WHRsjV2vRQG9+w7ZCHo9r732+voVOk8XqoFi5eFT91SFV7/+Q4LrN0Gjs3r3rZjd/j0rdVh7BNzLsv5XbB4eahvWmbH/dNV6+0YV65/44z/K+eizuqOIQ+FT3yte/izm7uFr3S/N7z+5g6rJ95HW9Zu2mb/by7HMV0ItVuv4T0K76dPh6/deV9+DCrf6jks7Hz3wAWfj470tTsHhU0/f7tim/V//4kfNYTNb71T8Xk39yeN9kfT2a7ZlfDTVa+F2oZF2R9mB98Ln/3mHWHKs8/b7xQ99uui19eipWvavX24fDokEClcKHBoFEcdlwcidXB9Rk8tC0QavdBIjjrtLFBsDY/PrQvV942zTlq/9P1+m0qB6Jn5L9ovPu3Tw5H+jYOUL1MgGvdErbXJ11cg0j5sdKb0n1UBRyM32t5HkqStQKTgoXXjQKT962evszgtpU5cHd6EaF8aYVFg0F/M2u/gR2dVHCHS+fJApBCgdngg0j77jJ5igcvas2GLnWOd7/h8eiDSdVr1WhZaVc9DNc9ZOwY/WlNxhEj71vIbq/pb2NVImc6h6rQRqSgQqQOP7+Py8NNWIFI740CkX1ITZs21unXu9QuqGIjkntHTbBTJOsCz/MJtbwqKOq54hEevgW07dtprWUHAA1HZ8luz5brG6rR1nD99ZV341C3V4YWFL9nrVtOQqt8PVyM4xX1pmZ7XusURFC2Lp2k9EL2z94C9BjTi+v6Ro/Zc7YJGe27nu/utvkr7qlSn+JSnXm9arp8VYr7da3j44Mgx+9mP0dcvttf/73hdvt+HZz8XPvX1rF06F6r3W6V6431Uqlc/P/xktv07e3Rc2b7UIWof8f9bH7mJj8OngSud03NtayHw1urw/MKf2bVXIOp239iwa98B+2Psi9/tFQY/OjMPpMU2ed1aFp8nH6Upnr94fW9Dcf243ZIvi0bu2qpbbb75zoHho4+z/sXb69dJz3/mGz3CU/P/OR9BLrZHP+s89Hpwcni/dM2kuD9vs2+v9hVfF15/W9vqmsTb3jvuMfs9u2PPfnuuGIjGzHg2vPHWO2HE5Kfs9bJx2/ay48fVo0MC0Se/1t1GiPSiiafQso5/mT32QKTppwkz59oyHzauNMXjzxcDkabELGCVlqtzVghQR+0jIf7cdbf3DEMenXXG+mqHAsVjpZu/fSRJ02ia4qsUiDzQqCUasdFf7mr3nPpFVoeOWSNP/h9HIUdTiP6fUHXpL0QFK03z6Nh8dEY3X/t5ikeIPGz46IyHkTgQ2fmcNc/2c7bzqfPyhdt7hvmLWsOR6lHdOpbzHSHSMek49ctI502jOE6jN9kxZ9OU3tZKgUidsL9mPBD1HTMtrHptS2vdbQQi/awOfNfeA51muuzhmufCdV3vDp/rcle4vqpfeOPN7K9jHe8nbu5my/VXpweiSssVOG305LU3whe+06v0V2q/8Mprm+314CNET8zLjr91XzvyYKX1vc6n5/+z7UthQdO/vr5Cw4Km1kCk66b9ZuErW1/h4tSpbF/6f6RtVXxk5wdjptv/+7hOTfepHv1lrRGQp1/4ZxvB1H60Xq8Hp9jrT+u8szfrjHQevL1jZ2QjUiOmPGX3ImoUWPWoPoW1J55rsA5K9er/iP5fKazp3Gu56tGoll43f/3d3tYubT9mxhx7zWokzP/y//jjU+Hh2T/Kt9O677x7wF5baq9GbXzfOhc6f9p2xbrX7feJOsv4Gnj79H8s3lYjcGqL71fX9qs9Blog+vjUKXvteEDSz3aMpfOVtSk7T3/9P3vn9ep49DpQ5/2Vbvfm5++HL/x/dv6eeG6BhWlf/vyLL9n50vqqw4/F179z6MO27Ibu/cr2efMd9+V1jHk826eMmPqU/aGmnx+Z/SM7Zt9Wo0Y3l0bAtO3CpWusH4hfFwuXrrbbBPw4x+ia7T1o25Xt71Rz+MdhD4cbqvvny9X++HXx3odHrK06h8Vtv/6Pg/J1tXzQIzND4/K1+fX4/sCxdqzFQKTHOjaNdH32m3daQFJ9uPq0eyDSi7G2oTHvrPSzOkN1YBp50OiCikYa9Atdv0w0EtB31BT7T6XO76cr12U3K5f+ushuXM6GXmfMa30Hm0ZmNArlj7Vcfyn6lJiKRn58HXXw/tjr0bvg/C8LhQo9r/tiFLweq62zNuUjR9FN0dqPOnjV7/fGKHho/T6jWu9bimlfqlfH7h26gpLvS78oVH+8n4dmZ+FGxzesdO58veFTnsyn+dT5+A3edj5HT7W2HNH5jJ5b+/o2e3z02MlsP+pIjp8MDYuXhy1v7bJrp7p9WXwM8bnSY92wrvOg4GKjfLV1tqy4Td6WY9m2D81+Lg9aeqyQ5W0RtV/tVt0KR153fKwabfT9+HrtPfVxNvF9QPqLf+wTtaFpxdpsWurNHdZmHyFSECxbXhohigORXi/+WHUqpOj/jzoOrf/0/Bfz8KJREoXDrJ751vndfs/9FkD0S96n3vR/8zO3ZsFH4doDkU6rOonBE2fZ+prC85EpddB+XL5O44q11jZ19mq/Qs2iZWtLf5Rk01b3jp1uf4Wrk79jaNZ2dSqa2vJANHzyk7aORggslN1aHVaue8PCtwKRQsaSV9bZ+upojx47EUZMedKCiDrDsTNqw4dHsxGIeB/x1JiHno8+PmXTODpmjWxofzoXzy98KRw5esICh8KURlltdGzP/nwdBbAjR4/n69jx35pNbeo1ruVT52T3yGnb9z48aiN8WmfF+tftWuqc6rH+r6nzvqGqn11z3Wun41E79H9JIys/LAW+7/zggTB2Zm1er0Y0Wo8tC0SDH5lpxzxyqkJkz/DeB0fDn3/jjjzA+HIds9ZXKND6CkE69woEWv/FpavtWHyqS79rdPuAjiU7Dz3Cxm3ZFFk8XaY67yvV6VNg+n+rOp9/8Wd2HFqu14Uef/cHD9iokF4Xqkej4h9H7X9nzz7b359/Q/vbnl9XXb/7p/7QruWO3fvsdZG1aXvW1h5q65F827f37MtHoLQvbav6f/nRx2Hk1B/a+npcacrMA5EoVGVtzMIrri7tHojaopEiTYV5J5aP9lyhoceOeNu9AlE8coErT6MC6hDqOtl0mYKlRgGzUYlu9ktUN+Crs/Nfpn6vkDq4SsvPJxC98tobZcsVWFSX7kFRB+xBxtf3ESV1ft62SoFI01EKIS+8+FLZdNmZxzXTboRXx6RRlpg6a9035iMq6vTPFoh0X5Q6LO981JFNnfOCjTJ6mNJUnQWl6J6jfaV7cjQyYfc+nWou24ffa6Sb9X3UoBiIvB0aYdEogtbr+eDk7NhK66geBZQV69+w15pGMBQIfR3fViMQ+XkpC1xZCGorEKkuXTsLNc2t5yZuk02t7T0QvnZHNuqiUQ2Ncih0qvOe+uwLFo5+om1vrQ7/9M8/y4OY9uXLd1jw6RGmPvu8ra9RHgUetVWjPD4qpiCvtigwaQQwPkYFHL1G4+myWT9akI/+DHp0Vvjg6DH7XV8WiBY02oivj9jpGPTaiQPRncMeDp/8evn+/unFn9nryQPRzNK+fvnRR/aHs45n+brX7VoXt9VyjXB5mPFtf/HLjy4oEP3NP/S1a0sgujp1mkAk6rxiGt6+UjTdpVGE9qQOQH8ho/1otEijffHUXkezm5BvqQ7T58zPp8P00RO6z0nBwe9r8eBj00gVllcKRBqFUMfmAUf3NsTL9dexwsPO0ghRMRA1Ll9j0ycazTnbCJFPm32lW7/Q7b4sSGnUMGtbNuqkDkbHVbfoZatTocZDmUaRuvYdmQecH5zHCNE9Y6fZqK6HGO1LIyVtBSJ1jho99M5K+1DwUuca7yPed2sIqhyIdC7sXadv77LfTz5ldrZA5NN+mg56t7StRlJ9uut8ApFPkY206cGeZSMxCqVxmzQaovt79PM9Y6bb1KzWV+jwQPTEj7JpMo0iKSh4GPHl6vyzAFUeiDRCpD8m9c5aje7qXGsqTaO8GuHfuXe/tcHfdajpTJ8u81FljT5q5Fsjoz79FQei7L6cbMRKwUfXqRiI/L4etSfen4LZuQKRXkdxW/16tNZ/cYFo7oKmLGSWjgNXn04ViIAUqGPwd2rpHrdsxGCWTedouf4yVsjQcrt5Wsu/e+byOBDpLfb6Zaw6dRN8fA+RjX5U97P74/SXsQLL7n2HKgYiH1HS6IfCh/ale4uKgUj83gqvQ8fl9+L0emCyjRjor2V9HMLNdwzM2j9wrNWpEaUe1q7+Ns2jTt5HiIar0+96t90jpDDlgUidqLXtgcnWoWn9Xe8eyKfSioFIo1Vqs/aZHXuVdcCaGvNwpOktjcBp9GjwI7PszQBqnwJEdrN4tj+FUY266Bh0rTQ6ppCpUd9zBaJK22qqTyOXlQKROmg91siIRnsULD0QabQrG7mZb8ehaTKvV21Xm3Tc+rgNjZ7pvkOdJwUEdd4aRdIIk863T58pROg6ZG3raedIr5tKgUhTbF/6n31sKk1BR+3X9JlG+L3NOtdZaDtiYc6ny/T6+HppWkof3aFtdb+SXt/al0aNVqx7I3+taLpR6/gIkcKR2qmbzVdv2Gzn+u97DrP93ViaAjufQKS26nHPBybZLQ0eduLprjgQPfKkRsSq7Zj1h0QxEKndmobW60brMDp09SIQAR1g34HDdn+U7g/SCNDiFeus09h3sHy5349TablCUPxWe41iPD6vzm7mz6aEdX9O1hEtaFpuH/y5eOWr+T1gGt2wG//tbeit66serbtq4xa7N033eej+Mf8cIqfRNwWC7O3hpeOK2qkb+HW/l0bBfNpKnajqzY4pW5Yd/6tWl/6y9uWqQyMR8X41uqb6NZqWHXf2rizfj0JJ/Jb1eL96N6KPFGq5pv20Dy1bsHiFHbNuplY79G4nO2+lc6FQoG38PPp2r0b3H9nbx6N9a+one5t41o7aBYuyfegatJwu27bYbm+P3lChYBZ/RICe08dV2I3i1sYV1mZvk6+j7XWe/J1b6rwVgjRVp3MefybYT6I6fHRDo0WrNmyx10vrW8+z66PjtGu5YXM+FR0v15sENNIVT5cV19G59vZq/2qvRjQ1iq53+KntWifer5Y3Lc+2O6MdLdmUn99/9Orr2+z/h8Kdzq/Wtc8hK70u4rba9fpJU/62/njb7GMBFti9mR8eOZadF72Zw+6hWmCBWudTr2u1AVcvAhEAJCC+h6g9+NvfgatFhwQiDX3HnyukTK37FfQXghK7v1soXk+l9R1My+xDHfVhh37jpH+uj4reBabl8bug9FeGLSu9XV3016/q1F9G8X58PbUl/qTgeD2928zvQ4r/JtB9Qr5sW/S8fbBg6fN4KtWnv7IqreP0i0V/ofj58bfL+/b6q2jL9l1ly9R2/ZWeveOq9R6mSufaz5W966/0uNgePad3wxTbBqDzGzntqdBUusEawJk6JBD5V3b4pySrg9U9ABpiVeet+wM09Kj1tEw3vummPd04qE+YVjDQzYn6PJ34wxVbP3sn+yqQ6iGtn0nkn0YdfzCj7nHQ59mofgUEe5u+7WOZ7UNva9XnIentpQoD9inXBw6Fe0ZPzfdVfKdaW5/po7boX83v65Ois/ZNsGV2Y9/2XfY1FPlnHpXeOu/0idMavtb56dIn+2oObXfPmKwteqz96YMK/RiyULQ5+460ltN2k6mG5G+qHmBDzKpL51XnRW9Lzz6lO1tHw8R6u7yW6S3vGkrXELGmJwhEAIBrTYcEIg836sj1VnuFAv+EalEQUhjRv1rPl+mxPu3Yv5BVHbp/qKMHnTWbWj/oUSFI7/BQZ67A5YHIvo6i9GnZu0v1x0FG62j0RIFC+1M7FYiy8FD6cMdSINJbdXUTX/bp0Nlok75HS/tVmzW6ko3gtAYn/xRrBSL/a00hyN+SrzASf9K1fo7XVUCxz/PxD0MsHYOHIB9tUlsUYvThjZo7Vx26gTGuy9/J99U7BmSfSh19LIB/WKKW674D5scBANeqDglEWTjJPqXaA5F9VUapI1bwaCsQxcu0vUY/2gpEXfqOCKs3brZl/p1jWk+Bxb/8tVIg6jsm23/8dk7fl9oYByLfJv5eMJtq27g5r1OjYecTiJpKU302GmWjW62ByD+l2s7PmGl5eDpXINJjBSgds4/yxN+Fpq+DULP0FujHaufbl7Zm5zGbLlMb8noJRACAa1S7ByJNRWlKTCMo6mT1tmPdx6Nwom8nV3jwD2SsFIj8u9D07gPVozClr8PQ2ycVEOJA1NaUmX8Fh40WVQhE+nwNjVhpHwpBChFa1786Ig5EapeORW3ZXPrW++KUWbb9hKy+WfPyr+8oG6kpfTVH44pXw9CJ2ZffeoCS4ZpmrFtoyxXuPNCcTyDSW3r1OTb+Kb2aOrNvgvdP2tZ0mj7J2b6rTO3L3sWkqbkXFr1sXyqrESKd64bFrfdgAQBwrWj3QJTdK5SN2qj49JnoJmoLEKWbp+MPTowfKzzoXiKNpPhz/m4Gjab4hx9W2r7SMtE28TsibB+Ll1lbVGd887S+gd6+F8m+BDA7jqOlbeN6io91s7eCigcK1RNHC99nvE6seH5EX1Doq2p7P/b4PNh035jsXiGnuvQBbnlbonr0mR1armVqj0bT7FiOn8yfAwDgWtLugUgBKO5QH5/XUNbB4/JS6NLolkavyDGdw8lffhQOf3icQqFQKOdZ9HvzSmv3QIT2pZEdf9s9Oof97x0J63++O6yjUCgUynmVQx8eu+KzEwQiAACQPAIRAABIHoEIAAAkj0AEAACSRyACAADJIxABAIDkEYgAAEDyCEQAACB5BCIAAJA8AhEAAEgegQgAACSPQAQAAJJHIAIAAMkjEAEAgOQRiAAAQPIIRAAAIHkEIgAAkDwCEQAASB6BCAAAJI9ABAAAkkcgAgAAySMQAQCA5BGIAABA8ghEAAAgeQQiAACQPAIRAABIHoEIAAAkj0AEAACSRyACAADJIxABAIDkEYgAAEDyCEQAACB5BCIAAJA8AhEAAEgegQgAACSPQAQAAJJHIAIAAMkjEAEAgOQRiAAAQPIIRAAAIHkEIgAAkDwCEQAASB6BCAAAJI9ABAAAkkcgAgAAySMQAQCA5BGIAABA8ghEAAAgeQQiAACQPAIRAABIXocEojUbt4TPd707dB80zsrQSTXh9OnTxdUAAADaRYcFomGTZ1sIevfA4fyxP1fXuDTsOXA4HDt+MtQ3LbOfVRavXGfrxevEiuuv3rg1eM7Sct/erdm0xZapDSrFbeP1l7yyLhw9duKMdfwY4uX5sWzK6vB2qo6y+o6fCFu37wrHTpy0Zdu277K67PHbO0N9qb49+w+VWpzxffn+ddxLXlmft8WXb3t7V6hvKt9e+/V2+nLtP67z6LGT1navw9vky/xxXIf/rLLlrZ22nvZVPOcAAHRGHRKI1FE+NrfujEBU27AojJ81N6zeuDnc1ntEOHLsRGhYvCxUDRofps+tL3Wwr4Y+o6aWreNUV5c+I0Jd48thTsPCUDV4fGhpOR2GTZodHp9bH+obl4U+o6eGltOn7WftS8tUz559h2xfGrnS9ms2brX9qn7VWz14fNi9/1CoHjS+UH+LhQG1Scuv63p3aG5pyetvWvGq1a/1qgdPsH9Fj1Xf4/Pqw+qNW2wfN1YPCPMbX7Yg5PX5v3Go6Np3pC3TOVQbve7Nb+0MQyfNtpCioNWlz8jQuOJVW2fVhi1WR4/BE8K4mXND7wenWB1aV+vp8YRZc220zo5zyAQ7jhnP1Vuo8m21TMfbd9RUOzad7w+PHQ/DJj8ZHtM5bsoCUfGcazuU03n0wOqXV+F0zaZtFky9VAqUWq+haVlYtaH8eV+uIKrXeSXxOvG+JQ/x57F878HDttzbufXtXRXbKtqnB39XXueZ2+09+F7ZufD621oOAJeiQwLRnIZFYU79wjMCkfjoTxYismXq5BUa/Feer9N90PhseekJ1eUhyB8r0CjMeF3qqLds3xluqu6fh5O1m7bmv6wVSny5t1MBRSMo+sWttqqj8ZCkddW5eMDz7RUy5i96OW+nhYzBWTDRL/EuvUeE3fsP5oFIxzh0Yo0Fk2frF4bxM+fafmbMaw0krmufkeGVDdk5UIjRse0tBarHautsu4dq5pXOzWk7Pmt3S4uFGm+zhZftu6xdHnS03rkCUd8x08L0OXW2fw9s+TUqjVj1KG1v53zyk2Hz9mzUCJkFTcvCp75eFb7Vc1j4xNe6h6fn/7NdF4X+T91SFf7s5m55+fjUqbJtFUS++J1e4fqqfuETX+sWug0cG041N4efvbI+fOE7PW3557rcZf9+cPTYGdt+tcdAe/6G7v1snZ17D9j/oR+MmW5/EBSX337P/eHzXbP1tb+V69+wa/nw7OfCJ7/e2tZu92XtiDUsXm5hXce48rVsO8nqzPZlz61rfc4Nn/LUmfWfag5PPNdg5664HAAuRYcEojjgxIFowqx5Nqry7oFDFhgqBSJ15L5O39EaKTp7IFLn7qNC4tv4qE1RHIjUsWv97veNszDkbS0GIgUnDw2+vf5VUNByFU2PqWPwZTdU9c8DkYKQRlMUqmzdYycsUPUeNSV8u9fwNkeIFJzs2FpaSqNjI8P0UiBSCNl9IJvO2rZjlx2H1lOYUlDxQKR6h09+MtzWe3h+P9f5BKJn6l7Mj+3dUlD0QKS2aB0PRPeMmRZWlZ5DRqFkyKOzQnNzSxgx5UkLB+rUZzzXYGG9GCxiw6c8GW7UOqeaw08tQFWH19/cYSFY/zd03hWCP31LdVkIkYdrshCz690D9vr+zK09LIyt2rC5bP2//m7vMPaJ2tC0Yq0tf/3nO2z5zXcMDEMmZu2+Y8hD9ho9W1tvvvO+0OuByeGTUSBSm+M6ta/Bdi6aw4LFy/MRozuGPmT7Ktb/g7HT7bVKCAJwObV7IPIbqn2kxEYZRk+1X4L6t27Ry9axKjD4dFgciBQ+NHqiaZkbq/qXOtqs7kqBSI81vbNl+ztWRzbFlC17tm6h1ePLJA5EohCjX74eOoqBSG1U2NCok2rw7RV0NLqk41LY0S/4tqbM1LkdOXbcHvsUyvBJGtFpe4Ro976DdjyaslIHqACknzVis1vTf03LbfRIdSlo1jUus+PVOdbzOo/PNiyyY1HQ2VOqz0eIFK60D3WyWk/1qM1qZ1b3PFtvTv2iMwKR3DN6Wtj8VnbOfQQKrT5za3WYNucFez3ULmi0EY8PjhwLD9U8Z68HhSWFG12DYo5UELFA0NxsIz6fvrU6vLDwpfw1rGV63XjwibfXSKie17LWbbNpWo1M+aiQ70MjTL6+tv3r7/ayoKTrqVEeBfaztVU08hiHrdY2ZNNfX7Q654QPjx63cDRtzvy8fv0x4vVralYUlOLl2X4r7BgALkC7ByL9sp9eO99GQ7zofhb9q451Qs08CxC6t+BoaRpLNwxrSkj0V606ZP0i1Dq6f8DZc4uXZ790o8faVmHDRpb8RuKoHl8mCgrxL9ds9GdZXudPSzcve/2actJoi28Tb++hxINCvJ4ea9Ro7catdr+Slq/dtM2Op6ExG3URXxb/uldn5+dOgU7hLD5W/QWe7W+5BRW/0VvTKfG5VzDdte9gvn/Vo201QhXvw8uQiTU2gpRNuZXXrWsUn8f4nPuN12gVB6IFi7PpM4WR2oZGC60agbupekDFaa+zBSL/WVNJgx/JRnIqUSjRKNUNVf1spMXaUCEQxaMzmiLT6NWu0joa2dLoptr6hdt75lN3RcVAFNM0nX4nZMEtC0v5c2Onn1n/qeYwcspT+XKdI18OAJeiQwKR/yXr4ntwOhP9Ivcbq68Fuq8nHv2K7/M5H5p6U+Br62ZdnL+2Rohifj+RpsPi/xuVAtGiZWvKrks+ZVa636fo9r73WxjycHOuQPTEvIZw3e0982muIoWl626/+4z7naStQJQHrFIYOpus/p7h44/L6/f7iT4qLAeAC9XugUi/wIsqvQOlM1Cnondrnf1XNXDhNDqT3TfT0npPUHOzjbpoSlhB1UOKAtHR4ydtBE+5QfcBKXxoVCQOG5re1MiJ6vSg5DdrK8x66NA9YzYqUwo/sm3HblvfA9RX7xgYxs7MpsYUhhQ6Xt92ZjDTKI3q1w3QqvN8A1EesAp1ejs1Aqv65y/SyFeLjRbpvr+PTzXblNkz87P9jpjyVBbECEQALlG7ByIAIcxd0FT2LrPpc+ZbB+/LNQ2kKU2/X0ehyW+83vb27vxdZnq3mL+7K67T3hVWGgHKRpqyG681wqd17F1oejdZ935lN0nfUN3P7gvS9hq58TCjKbivdMvW7zYwGznyd5n5Mfi9P0XFQFRe572lOsfaCJlu8h786Ey7wXrE5OxdZvk78V7IQtDM0qjQufYLABfiqgxE2eeoLLfPJDrXUDvQWa19fWtoWNz6AZtu30HdE7asbLmWacQy/ln3bSlcVNpWN+IfOZ5N9foHd2pKzep5fYt9KKmX+HN8dI9ccVu1s631W4+h7XcReh26Zy7+uVKd2r+vJ1n9Ohfl9be1HAAu1lUXiPSupj4PTrEbr+NfnAAAABerQwKRwow+v+Sx2uzt6Lo3Qu8u07L4M3e0nt7VFK+nD1acH32Nh+7x8belq449Bw7ZX6Az5jaUbaO6F6/IRpTsLe2lfWgbLdNUgt467/vVY41Eebv0Nl99uKA+NqC29KGSAADg2tDugUjvKNMojwWYWfPC6g3ZpzTrX0UMhRc91ueixOvpayH0QYS6cVNfGfH43Dr7nB8NmT8+L3uHmj7vRoHIPy9Iy1Sf3g6ukHRTjwH2OTrxZw35p1jbfjdm+9U+9PlG2WcJZW3wT5TW28k74w3gAADg4rV7IFL48ZEYpw8X9Lfi+1vwq+4bl6/nAcc/yVkBRQFHn2atT9g9WyBSCNLojopuJNWnQ2cffFdj78jRjacKRwpEClr2vWm1daVwlH0Pl76CI/v+NO5XAADgWtTugchHhRQrFFzsE6X1WT+l+4H8gxAVVnw9TVNp6kojRPF3oOmTqM8ViPSJy8XPEWprhEihSTdqa/QpCz8KayMtKPkIEoEIAIBrT7sHIk05Zd9en40CaTpL9wNpmT7V+LZewy0cVVpPo0L6tnlfpnuCFFJ8VEdf9zFuZq19jou+m0sjTLUNi0Kf0dknYVfZV3C0ft+YxIFIIUz3Fvn02Jy6hfnXbvgy7iECAODa0+6BSHQPjt5mG9+L48vOtZ6s3bSlbJk+hK5YNKLUtCK78VrhKq47/nBIryf+cEh/XGxf/DwAALh2dEggag/6zBb//jOgMzly4l/Crv3vUygUCuU8y4lf/LL4q/Syu2YDEdBZWSA68D6FQqFQzrMQiAAAANoBgQgAACSPQAQAAJJHIAIAAMkjEAEAgOQRiAAAQPIIRAAAIHkEIgAAkDwCEQAASB6BCAAAJI9ABAAAkkcgAgAAySMQAQCA5BGIAABA8ghEAAAgeQQiAACQPAIRAABIHoEIAAAkj0AEAACSRyACAADJIxABAIDkEYgAAEDyCEQAACB5BCIAAJA8AhEAAEgegQgAACSPQAQAAJJHIAIAAMkjEAEAgOQRiAAAQPIIRAAAIHkEIgAAkDwCEQAASB6BCAAAJI9ABAAAkkcgAgAAySMQAQCA5BGIAABA8ghEAAAgeQQiAACQPAIRAABIHoEIAAAkj0AEAACSRyACAADJIxABAIDkEYgAAEDyCEQAACB5BCIAAJA8AhEAAEgegQgAACSPQAQAAJJHIAIAAMkjEAEdoHZBY3hsbl1Z2bP/UJjTsCj/eX7jUlt2+nQIx46fDDOea8ifa1rxav6cW7Npa3h8Xn14tn5h2B0990S03fxFrXUCAFoRiIAO8NUeA8PnutwVut03NnQfNM7KG2+9E27qMSBffmNVv/CJm7uFxmVrLcR8+tbqcH33fqHbfePsueur+oWdew9YuHm45rnwya9XhW/1HBZu6F7+3Gdu7VFe59e6hZXr3winSUUAkCMQRY6dOBnePXC4uPi8XMq2SI8CkYLNqebm8uV3DAxDJs4KzS0t9vMXv9sr9Hpwcti176AFomlzXggtLS1h38HD+c+rNmwOn76lOjw9/0V7TqNJ2m6w6mlusUA0+NHscfE5AECmQwLRnPpFoWrw+DBkYk14rLa+w/9SVZCZUDMv3NZ7eNiz71Dx6bPSto/PrQ9Vg8Zf8LZIlwLRDVX9wgsLXwp1jUvDqg1b7f9BHIgUsi28PDor7C4Eor2lQPTCwpdtiuxTX68Kr7+5I/+/NHzKk+HG6v7h1KnmskCk7b74nV5h7BO1eegCAHRAINq6fVfoM2pqaCn94h42aXZYvWGLBYu4iDqE1Ru35j8X19HzKr5u/FjbVcpZ/pyvq3rUntUbt+Tre11b395ZNuqjZWsK7akePN62PVqqr9J6PnoUtzuuN66vuCymZWr70eOt+9q2Y2fpWFsPNt5XpZ8rrRefO92L4usWz2tcis/HdfqybTt2dXjg7Yx8ykxTWyrjZmYBRYHIlnfvZ/8qNO3ae8DOqQKQP6epNE2BfXj0mN1bpOkynyKTYiCqVCeXBQBatXsg0k2f9U1L805yb6nz1PLeD04J3e8bF6aXbjDVqEtd48vhtt4jLDTVNy4N42fODbf1Gh6m184Pi1eus3VaWk6HhqZlob5pWViycp0FnGfqFtp2R46dyPf901fW2/rP1L1o/x45fsK2GzqpJvQele1bN6OqLdpW+7ixqn/Y/FYWjLr0GZG358ix47Ztn9FTW7fdd8jWU0jSPrTeqg1brJ0TZs2zDkp1btm+M1Rbu1usjgmz5lpAvKl6gHWKCiTq4OIpDduXHVdWr9Z7qGZeGD9rrt0sO3RijdU3fPKT+TLtT+v1GDwhjJuZLfO2yxe+09Pa4+dZ57x68IT8GDUqEV+v7BwvtQA4bPJs299DNc/Z+dPjrn1HWn26Rr7snjHTGImo4GxTZt0GjgvzF70cvnB7z9Bt4Fhbx0eEej0w2c6xXh/T5sy3c6wbtDVCFAeiO4Y8FL7da7htq0CkerzOQaXRIgBAqw4PRDF1uOq047Ck0Q9NZ/lyBQ51xr6OwoeCjQKGdeilf2XJK+vLRlO0rj+nfc2pX2idt6bwVN/aTa378jYueWWdLTt6/ETenqGTZltomFBhW01fKJhpme7XUMBQp2VBaUgWgrK2TLCg5cFIPBDpuc93uassSCg0av8euHzaRKNYapNuxtX6XfuMzLf7ammZAtErpVG4Ln1G5oHI151RuiY6bp0PhTgdi86Plj3bsCh/B1QciBQe1VaFH4VB1a2OVvsZPiULTKhMgUiBZdfeg/moml7S8ZSZj/zoBug9+1vvGdJ5VeD5fNe7wwdHjuX3BY2dUWvXVoFa9xRNLwWmeMpM7ziz0aR3GSECgFi7ByLvVD3QaArNp2fiQKRlGqVQ8PC3DFcKRP425arB42yk6MbqAW12xOqw/bk1m7aEx+fV2X1MPl3mYWN6bWsgUuei/W15a6eN0Ojtzprm80Ckn71d2bbzQ9PKdXn7fJ+VApFGlhRAfPpQgUidmAKVRqaKIytrN22zQNln1BQb+Xpo1jy7f2n1xs15IKptWBRuqOpvHWClESIbGTt2PAtrQyaUBSKNVKlNOn6tq1E57U+hTaFH74TScXsg0qjYqtc2l40W+b59hAiVKRBp2uvPorLytTfsOub3EJWCjkZ3FJziQKQArtDjo0QLFi+314/eQaa6NJ3mo0+VbqrWjdrNhdEpAEhZuwcijXLYDcj7D9moR5feI8pGbTz42FTWxBp7rOmmtgKRfsFfd3tPuzHV11VHrqf7jppqo0dOnbtGPbSeQo3CTH3jMgslWqbRHoURHynRMgUOLdPIj5ZppEj1Khj4VJgCjbZVUViIl2n6So8rBSILEbOykRjtSx3akEdnWbDz0SKn4Of3CmlbhRqFLU1raZ8eiDSNVteYjVDFI0S79x+0861zp/U1/TihZq7tywPRGm97SxYE1ea2psx0zjUFo2vno0H3jJ4W9uzLRjx8GfcQVaZ3iWmELy42Clj61/kynUFtEz/ndfjp1XNrX8+uW3zK9x1qo04uCwDk2j0Qid1YXbr3xkZnSsv1V6/uAfIOVJ2z1qlbtDRfrgDUsHh5WSere3s8VOl5hR1tt7g0euPsw+10r9KoKeHZumyqSzSqone9PVabhS67n0n3BQ0aly/TtsNL9T6mURkLXQoJy8u2lXiZAlTrvhvydRRw/LFCzLv7D9k0lf71ZT5yJAqSvv9n67IApSlB34+Cm9avbWhsrXd2Fm60r2GTa2zUxoOjbrr1c6Z7q3QTePF41Pb4ubWvb8tvFtd+tD+/HhpBKy7z/TBSBADo7DokEF1OmvpSAIqDz6U6231OAADg2nNVByKNRMSjKpeLRqq2vr2ruBgAAFyjrupABAAAcDkQiAAAQPIIRAAAIHkEIgAAkDwCEdDODh85Hrbu3E+hUCiU8ywfHj+Zf0TPlUIgAtrZyV98ZKGIQqFQKOdXPjp15T9Zn0AEAACSRyACAADJIxABAIDkEYgAAEDyCEQAACB5BCIAAJA8AhEAAEgegQgAACSPQAQAAJJHIAIAAMkjEAEAgOQRiAAAQPIIRAAAIHkEIgAAkDwCEQAASB6BCAAAJI9ABAAAkkcgAgAAySMQAQCA5BGIAABA8ghEAAAgeQQiAACQPAIRAABIHoEIAAAkj0AEAACSRyACAADJIxABAIDkEYgAAEDyCEQAACB5BCIAAJA8AhEAAEgegQgAACSPQAQAAJJHIAIAAMlr90D07oHD4fF59eGxuXV5WbJyXTh9+nRx1WvOsRMnw5yGRWH8rLmhpZMe75pNW0P1oPHhyLHjxafOSdv2HTU17Nl3sPjUNWtB03K7lv4vAODq1O6BaM3GLaFq0PiweuPmsGbTljCnfmEYOqnmmg9Ej8+tD1WDx4e6xpfD0eMnik93OAXVLn1Ghsdq68LqjVsu6Hpo2+rBE8K4mbUXvO3Vbtvbu8NDNfOSO24AuNZ0SCAaNnl23nnEPzc0LQ99Rk8NvR+cErZs32kdbZ9RU8OQiTX5Mimut3jlq+HZ+oVWx5JX1uWP59QvCn1GT7HtFUKWvNK6nsKYPx4+eXabf91rX7f1HmH7qmtcaus/NGte2HPgkLVPbde2GvlRO9QxKuRpPYWg8TPnhqPHToS+Y6aGZ+petBGxPfsPWd1Z+7LjWL0h61DvGTMttLS0lELGeHvs1PFWDRoXug8aF77da3jY/FZ27FbHqCm2TCM7OrYJs+aFlpbsHKgNeuy2vb3Lwtm4J+aGx2rrrf2qW8en9tU3lY6zZp5tq/OX1ZG1q+/oaWXLGpqW2TbxtvF6KmrXsMlP2rlUO3UMu/cftCDV3NJio0tZm1tCbXRedu87GOIrU9vQ+tzmt96x860gp/p0DrRM+4/X8zoWNC0LXfqMsHXHPVFr+1KgqRo8Ib++OhcjJj9pbZIeQyaE5uaW8FDNc2H3/kNWz+197w9vvPVOWLLyVbvWOrcP1zwXnqlfaNd2+JTW7QEAV4dOFYg0VaMO6djxk9aZqXNRx61lew8ctpGlI8dOhJt69LfOTOtpm7pFL1tnnIWqZfZ41YYtYdikLKys3bTFpunqSx2+B6LH52WP1aFqfXXiReqwtU/pO3pqOHL8hNXrgchDi9XftNQ6aD1W22+sHhCGTJwVVm3YbG1WZ7145To7jt37DoUufUfmx3FTjwHWiWb7O27/7tmXBSen8+QjEf5Yx+QBbIZNRdbb/vS8OvCbSm2Ig1XXPiPzaa0egyfYses8anRIAVPTXlo2dNLssHn7zqBLNXzykxba1mzcatfCt/VQk287unVbD5AznsvapeCg4KPz4wHtq3cMDLv2ZXV8aGFua3bdWlrCWoWkmiwkifbbd8w0O096PGNegx2rAq2WKQxrfZ1bX091+PMznmsIdU1Ly0JL1773h917s8Ckx83NzXkIsvb1GBhONTfb8etYZ8ytD9fdfnd45bXNoaFxaXh8bp2d5y9+p1eYNmd+dj1PnMzPNQDg6tBpApE6KXU0gx+dZSMKmkaLA5EoYKgDvKGqfxhcGnnQehqB0V/+8xe9bD/bSEXjUhuN8BEKjQb5Mq3T/b5xYXptFogURqbXzg9DJ9bk4UKyUY6peeetjlohRJ39uQJRH404LHrZjk1t1jKvVyFFHaoFg9IyBQJ1rKpPIyhqW3HUqq1A5KMy23bsyvenf3Xc3oY4EH21FL5EIUrbK6T5Mg+V2l5t8mVaT9dEIz86hzdW9Q+7SoFIYUEUSnRcFvpKyyzklNpQDEQKEtd37xcal6/NA22X3iPy14FG1fw8tG7beixapkCr0SG9LnReNWqmZV6H3bPVko3y6JztOXA4D0SfvrU6DCqt12fUFAtlXfuOtBCpY/zk17qHU6eyQPTKhi32etC6qzZuyQORjvWx2vl2zuK2AQCuHp0mEFmo6T0i7yj1V7bd11Ja5o81WuMjSb6eaMSgYfFSm8ZRx6TRDI0WxOGmoTStUxwhqh6iUJPtIws4pbqPnww9omkrG7XZf+icgejG6v42YuLBRCMnGvHyetRZaxonnhJT3XpsI0RHj9s6mhKLI9G5ApHCxIRZc22/193es6wNxREiv2la01iqRx29jwZpuqm+aVnZCJHWa1rxatkyjcIo9FhbSlN+WXBSO+aVLfORnmIg0giRzoXapJEivR60j3hUyM/Bth27y0aIGhYvt7b7CJCul6YcV7222aYoPeD5a0SjPRoN0nXzQHTzHQPDh0ePla3X1ghR1X3jrK06Fx6IFNIVxHUdFI4IRABwdeo0gUg/a7Ti26X7dXT/jY8a6WZdjegsXvFqvp46J1/P6xIf3dAydcoaOdB62ratKTOFB9Uf78PVNjTmbdK0j4WRSbNtXY3kfK7LXaHbfePC9VX97IZpddA3VWdTeq0jI1mbNQLhbfHj8GVqm4WzUjBSh+/BybUViOJ7iDQVZm0ojQLFozNu7aZtFirtmEr3EGl/2rdGybRc66vjt1G4iTV23002LbU+3NhjQOj1wJRwY1U/mwYsbquwVVzmU3SVApGmqTS1peP1+3X8uimExddDz+mc6fxvfjO7h0jHqmugZc/WZff0+Hpeh67Z57veHboNHGvnSddL9wHpHjGdi+yeqCy0tRWIsmm/FnvsgUjnXuvq/iQFIps2VGgrbQ8AuDq0eyC6EPpLPp4yw5l8KisODZeLApFPmV3tFHI0vednSfcTebgEAKDTB6I+o6cRiM5CIza6UftKdOx6l9nuA9dGINII1NHo4w707rJ4Og4AkLZOHYgAAADaA4EIAAAkj0AEAACSRyACAADJIxABAIDkEYgAAEDyCEQAACB5BCIAAJA8AhEAAEgegQgAACSPQAQAAJJHIAIAAMlr10DU3NIS9h58j3KVlLd27T1jGYVCoVAoHVFONbcUY8Vl1a6B6OOPT4W3dx8Ihz44TrkKys/f2XvGMgqFQqFQ2ru8vedA+OjjK5tR2j0Q7Xj3YHj/yEnKVVDe2rX/jGUUCoVCobR3eefdQwQiSscVAhGFQqFQOkMhEFE6tBCIKBQKhdIZCoGI0qGFQEShUCiUzlAIRJQOLQQiCoVCoXSGQiCidGghEFEoFAqlMxQCEaVDC4GIQqFQKJ2hEIgoHVoIRBQKhULpDIVAROnQQiCiUCgUSmcoBCJKhxYCEYVCoVA6QyEQUTq0dKZAtHPf4bDklQ3hvQ9PnPEchUKhUK7tQiA6cjKs2vDz0H/CE+GNN3eV/VzXtJzO8QqXiw1Eqzdm1+gf+o0J/cfPCJtK1+5iioLQzB/93/C/+o8JX+l2bzj0/vEz1qFQKBTKtV0IREdOhiUrXwuf/Fr30LhifXjvyMlwfVU/6xhfv4ROlnJ+5WIC0Rtv7Q7Xde0Zvnn30PDw7P8Tru/eL/xVl7vCjj0Xdt293FDd38LQI0/+OA/FFAqFQkmrEIgKgeiJ5/7f8ImvdQ+1DU356NCjT/1T+Eq3fjYaUR+NGn2v/1hb5oUAdeHlYgLRg489a9do08932s8KSDdW9Q9zStdsYnS94lG+iT88c/ncnywJ3+o5LDQuXxcaFq/Ir+GsH/3fcNfISeHwB8fzx/o25Pix1lu98c3wvQFjwzfuGhpGTn3a1te0m5Z5+74/cJy1rWnla+F7A8bZcrVZj7X88IcnQsOSleF7A8ZYPc+WlhWPm0KhUChXrhCIokD0P/uPCV/udm/oN+GJsjDkAUkd4ee63GUnTc998utV4R/6jwn/e8TEsg6acv7lYgLR9weMtevkoSQuCkO6lnPqG7Pr1fVuGzlqa/nd9+ua3h2+eddQGxVUvVo+8KGZ4Svd+9n0WevjY2WPd+09nI8uPTHvJ+HzXe8OD83+cZi7YLG9NjZue8fa9OlbqsNDNT8KtdFy1aPXjJYrhH3qlmoLVI8++WNbZ9GydUzXUigUSjsWAlEUiNQp/tVtd9lUjP+F/vd3D7PAo5/VAaqzmvHcT6yz8sfqAAlEF1cuJhApxHyle+VA9K2ew7Pr9cFxu16fuqUqPD5vQfimX8d8ebUtj+8b2vzW7nz9AROeOGcg0kjQp75eFfqNn2HTbVr+/wx/1MKzXhsjpj5ty/U4DkQKOzdU9Q+fuLmbLY/X0ePPd1Gw+j/W1uLxUSgUCuXKFAJRYcqsoWmFhZuHZ//YQo/uJ1KHp8dxIHplw7bwya93D3VNKwhEl1AuJhBpysxGeErXWdNPCjBNK9aH66v6h37jHj8jEOk+o/LlWSC6a+REC0UerrLRnP9jN2qfKxAtWLyyLBCp6LXgI0Tf+N9Dwv/qPzofCfJA9A/3jspDU6VApKJjYYSIQqFQ2q8QiCrcVP39AWPsJl29c0lTZup89dwD07N7V1a+ti2fPsuWP2PLFY7oxC6sXEwg0siMBYjZWXDw67Jp287W67V83RnLNaXly3W9i8v12EJu4/J8hEjL9XrQVFrx8c53D4Xrbu9po0J6TWh7BeV5P1ly1ikzm+57/1i+XMeg4KYgpseqR9Noei0Wj51CoVAoV6YQiOxt9ttsBMH+Kj9y0qZONFWmt3Wr0xtQut/jc7fdFZ6Ipsg01eJFz/3Zzd2Y5rjAcjGBSEWh44bu/eyc60Zkv0laoz8DH269XhrN8+nOgQ/Pal0+7+zLH3xsjr0m4mtcvNYHS6NEuilb2/9Dv9HhlfVbbZRRU2IbSyOGN1YPsHp9ue5jUlt9+eEPToRJTz9v+9M0muphtJFCoVDatxCILqKoM86myFrfVeY3XxOILqxcbCDqyKJ3q2kkSYGo+ByFQqFQrs5CILqIoim2AQ89EXbuzd5tprJgyUpbxpTZhZWrMRBpyk4BWCM7xecoFAqFcnUWAhGlQ8vVGIgoFAqFcu0VAhGlQwuBiEKhUCidoRCIKB1aCEQUCoVC6QyFQETp0EIgolAoFEpnKAQiSocWAhGFQqFQOkMhEFE6tBCIKBQKhdIZCoGI0qGFQEShUCiUzlAIRJQOLQQiCoVCoXSGQiCidGghEFEoFAqlMxQCEaVDC4GIQqFQKJ2hXJOB6M2d+8I7ew9SroKyfuv2M5ZRKBQKhdLeZfvufZYhrqR2DUTNzc3hw6PHi4vRSb334ZHiIgAA2t2RY8fDqeaW4uLLikCENhGIAACdAYEIHYpABADoDAhE6FAEIgBAZ0AgQociEAEAOgMCEToUgQgA0BkQiNChCEQAgM6AQIQORSACAHQGBCJ0KAIRAKAzIBChQxGIAACdAYEIHYpABADoDAhE6FAEIgBAZ0AgquDdA4etXE4Ni5eF+qal4fTp08WnknY5AtGVuF4AgLQQiCJrNm4J3QeND+NnzbUydGJNeKy2/rKEmMfn1YfH5tZdlrquJZcSiGrrF4U+o6bm16tq0PjQtOJVzjEA4IIRiEoUhoZNmh2OHj9RtnzGvPqykZ01m7aEZ+sXhtUbt4a4313yyjpbvmf/oXzZsRMnQ33TsrB45ToLQ3EgqrR+ii42EOm6PD63PrS0lIefh2qeC1u277TzrHOs8zunYZFdAy3T9dD1jM/73gOHbZ2m0jri186vke9lzaatZ6wrDRXWVR21pXW3bN9lo1h6Ln5dxOsDADoOgaiketD4cOT4Ceu0NOrQe9SUUNeYBSEFJf2rTu+23iNCXePLts6zdQt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