Application error: Security check asserted

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Application error: Security check asserted, Сообщение об ошибке
 
Всем привет!
Периодически (до нескольких раз в день) выскакивает такое сообщение и Quik отключается.
С чем это связано и как с этим бороться?
В интернетах никакой информации не нашёл.
Версия 7.27.2.1, брокер Открытие.
 
Здравствуйте.

Сообщение Application error. Security check asserted возможно в том случае, если прикладной трафик программы между рабочим местом и сервером кем-то модифицируется. Например, стоит прокси-сервер или фаерволл, а так же любое ПО сетевого действия, которое может быть неверно настроено.
Рекомендуем проверить список запущенного ПО (программ и сервисов) на компьютере. Возможно, что есть программы, блокирующие\искажающие сетевой траффик, либо попытаться использовать альтернативный канал связи.
Кроме того, рекомендуется проверить настройки сетевой карты, и внести корректировки по следующей инструкции.
  1. 1. Откройте проводник из панели задач, в левой области нажмите правой кнопкой мыши на элементе «Этот компьютер» и выберите пункт «Свойства».
  2. Выберите «Диспетчер устройств», в дереве слева выберите «Сетевые платы», нажмите «+», выберите свойство «Сетевая карта»... и вкладку «Дополнительно».
  3. 3. Установите следующие параметры сетевой карты (внимание: устанавливайте только те параметры, которые Вам доступны и которые Вы однозначно соотносите с представленными в списке. Набор параметров может отличаться):
  • 802.1pSupport – disable (выключено);
  • Flow Control – disable (выключено);
  • Jumbo Frames – disable (выключено);
  • Speed & Duplex – Full Duplex (установите максимально возможное значение);
  • TCP Segmentation – disable (выключено);
  • Wake From Shutdown – disable (выключено);
  • Аппаратный контроль суммы – disable (выключено);
  • Возможности пробуждения – нет;
  • Записывать статусные сообщения – «Статусные сообщения»;
  • Макс. IRQ – шт/сек. – 5000;  Сетевой Адрес – нет;
  • Управление прерываниями – disable (выключено);
  • Число буферов передачи – 512;
  • Число буферов приёма – 512.
ВАЖНО! Обязательно установите значения параметров «Число буферов передачи» и «Число буферов приёма» равными 512 (если такие значения указать нельзя, установите максимально возможные). Значение параметров по умолчанию: 256.
Также рекомендуется проверить качество канала связи.
Качество канала связи проверяется широким ping в 512 байт в количестве не менее 100 пакетов. Для проверки качества канала связи в командной строке Windows выполните следующую команду:
ping -l 512 -n 100 193.178.135.25
Где: — 193.178.135.25 – IP-адрес сервера QUIK. Для нормальной работы программы требуется соблюдение следующих условий:
— время прохождения сигнала (ping) до сервера QUIK – не более 1 секунды;
— процент потерь пакетов данных при ping – не более 3% (рекомендуется не более 1%).
Если канал связи не удовлетворяет данным требованиям, рекомендуется обратиться к провайдеру сети с вопросом повышения качества канала до требуемой нормы.
 
А может это провайдер лезет в мой трафик?
 
Application error: Security check asserted
Та же история не помогает.
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9aF0QWMJmhcjifGgTdM2dD48ErakZd4n+Pte/upkVwa6JP2FLmQz2tflxilnH7PjcvZC31G8ezD0XOkMr3x4gXkGSOX/VHySH8Tx4+hdb6wqO1AftQHB0QbEdORB9OwetrskA0Z42+uPNbIf6u+7GUH2aNvyuvhzpU56ol6E2mO9dnT5vlkdETLa5h1qc70+oVp+r6NMf8afTiFxpJ+fjgggc6AkdUhMFUO7Zwp4WRgnl6619fnjkqi5dgxWgfjrnmtAUgANOi0BZxWBBL3MCLRfO97XYO1D91uMpDIAY7otGMevdcwynFEBPKMaUjXOACJIblGPq55v8QorfHc5J7HCCT4PLO+WObwhvh0nCKlM1MbMNVGAEgQuGj5XP1j6Sxzzeut+hJtPDjZBUBiqsxRT9QB7QcNU+6aP5eucRrO6cyhjQYSl5sf1E5gJ/KqnYnOoOIwnZ0GcKF0poSBQPGWonlRXxz+Anjh2wjrveb11kACju+77753Mm0Bh6VAQp0jnRnSOYqhzpHpGjdWHmXi27mW13COPtI5YsEFlGNlSAdXjmJwgaW2bS5v2tYxHjQv+Yl1M/7a11s5n5wdmAIkON9Om6FTlmpn1B7kbATSc1MbHOEYsyFKn3YEZcgf4655vVVfoo0q+1Kbz5U56Ea90X6Y0mexz9UvKK2czqT6X95OfMstfMqSfr6bEQkIOQ4rUaHUQKCzX/BJ6Lfj+ggahblA4vnl5TCcpkqgYfJw6+utgQQWUeKhKf0RLHAKIPd1wZjDpDPOffWhIGAnizmVpobpUDWONHRURdNzZRiHKxz6d83uIIMGi0jf+1ENApQh3piHMtSpjbF1GkNyVR6vHV5ilNZ4lmAT4sJstRO5Z1idFdKfMUwtb8AxHSMac2xE74ie02hprn5tdy5d69e81wrfqi/RPrXh2l7IhOCqJDM492j7lYaG6eAZpzQ1zHS95tI1juGSzoCWAhnm1zUXWt+lwkv6+a6ARP8gPoV5y4+LIDdPL2dPbRBZcookdupR4XrAAiMVR0Iu1dE5ujUACb7FR2eVWztx7n4H55aPPD7KfW1yWWKUcvo9Jw5O5wk2IKzkj0ACzzgXZSdH9fxSXCOB/WtgV3RqY8hGRHsB/hONvVPD/ZANQfkh/ubIY628t+hL5R1OFm/ob6/9gte+z07XtcTpqiUyp81H3bEfx/rsQ/3Qxf26CfYpXhRYh9Jnei5N5XDp8JJ+visgkToWCPQJK637t9/chlTctKq02JIGgDT0CkPx+u01PcT6RqMdDj6SsXpGPvJxXCRz6Y7O0b81kHgUR+x2rCuBJUYpp99z4uDw+VzmrgD8b99ek4F/ej6uf9BpDNSXXlz2tgYODF9Q6GJL2JGSjaBT0PqTE3yJX23kbQjtzRB/c2SyRt5b9GXkWzekgmy1z86Rea5s7DsA0yG7zz5TAKtxrKOkM/FlVMtGOVzyfkk/3x2QuKQAbz10eE7bDCTWdYCmto4Elhilc54DlI0jkkqPQ8cEEmr0Nd+tw7dyIkPtvkVfDvGzZtqQvIfS1uShFlpL+tlAQjbxMJBYx3mYiiVACSwxStcwqLU7hxr5q7Uvr6Evn6mOJf1sICFA4p6VBZ3vnyVQmwSWGKVrPIc1Omptd4381dqXKjeHz/9yckk/G0gYSNTme8zPA0lgiVGyMzjfGVxChu7LOvtl7b5e0s8GEgYSD+S23JTaJLDEKK1tGE1vHQfovlxHjrXr45J+ngwkQNx/dcugNidifiwB24y6bYb7x/0zpANTQc+/+Bf/ovvDP/zD7t/9u3/X/ft//++7//gf/2P3R3/0R91//s//uXt/f+/+63/9r92f/MmfdBtU5p8lYAlYApaAJWAJPL4E4POnAonf//3f7/7Df/gP3X/6T/+p+y//5b+kQYef/OQn3c9+9rPuL/7iL7q//Mu/7H7xi198BBJTK3C+zzEc5n52P1sHrAPWgcfQAcAkA4kHWffgh/IxHkr3o/vROmAduCcdMJAwiJg8HHVPim1ebYitA9YB68B1dMBAwkDCQMI6YB2wDlgHrAOLdcBAwsqzWHmM9q+D9i1ny9k6YB2oWQcMJAwkDCSsA9YB64B1wDqwWAfmAol/8A/+QfcP/+E/7P7xP/7H3T/5J/+k+6f/9J92//yf//Pud3/3d7t/+S//Zfev/tW/6n7v937PX23UjB7Nm99urAPWAeuAdWAtHZgLJP7m3/yb3V/7a3+t++t//a93f+Nv/I0O93/rb/2t7m//7b/d/Z2/83e6v/t3/2739/7e3zOQWKuDTMcPu3XAOmAdsA7UrANzgcSsnS1BnL+ahWDe/JBaB6wD1gHrgHVgmQ7Az8/ZR8JAwvNoi+fR/JAue0gtN8vNOmAdqFkHDCQMDAwMrAPWAeuAdcA6sFgHDCSsPIuVp2aEbN78BmcdsA5YB66jAwYSBhIGEtYB64B1wDpgHVisAwYSVp7FymO0fx20bzlbztYB60DNOmAgYSBhIGEdsA5YB6wD1oHFOmAgYeVZrDw1I2Tz5jc464B1wDpwHR0wkDCQMJCwDlgHrAPWAevAYh24GZB4/fat+7J57r69ff3A/FCaEeZ1EKblbDlbBz7qAGzTZvPcbTabk7+vz1+6b9/ePtgyy/CjDC2Tx5OJgYRR6EMbv83za/ft9bl7A3BFOANcbdgez7Bdqk9zLzlJt76+dl+/bM4CEwQp0NdL8W+6l9P1z2xrDCQMJO7eaL2+vnVvr6/Zdnx9+9ZtvvRvkK/prfFyhuRWRnqo/UM8LS03RPPR03JAAm2Gnj1vMCqR18OcXAhuN5svh9GNc8FIrh7HrffMDz0zt7Q1Q3xdo/+rBxK5B/fL17fuy2aT3i6fXzFF0oeR9xnTJd9e04ONB5Tovn9ov3bPX750X748d71T+TgUybeCOHTJOtApQ7TI7/MznFdvIOKw55Ty+uZMmojTMBVE5YG41Ia98wTfb/KGk9LC0Ozcts3hjfwMTWPR0SuvRT6lLenB3Xw59Km24xw5kW7UAejSZL728geNZ7ypFkZCnl/fDnqCvKqXQ3xArkynTsf2xyF4OqmhctQpXlPegbaQlspK+Rgqn5Ml6LB8jjbSpzzT7P+h53CIN7Y/XklX+zM9z19fu9dnjEj0z19O32NZjJC9fi1PiUyxE6X2xbrAl9qJc2Sbk0nuGaYsoh6yf5E+1sZs2WgDBvRTeYVMcnym+JxNjPXUamsKfGnbLx2+KZCISpIzRvGB4AOgyghj/Awj/O01AQlcQVsdKIad3tJD26NTPFR88FXIsT6kxbghWlRKGm08KMivdY2Vj0ZI69cweIvySPV9+bqv7y2lfwGg2juyWD7er8kb5RrrYPwQr7ky7GcARZaNfUq5x/Jz5ZTr91Kc8oV6o+4B7ObeVsGT9k1OV0p1zm1/lHlJbszHesfagjZo21TuY7LQvKx3ahzyj+kqeKc+RNmO8UZ+4pXl1FYh3IPFfjQi1wbQ0fgkN7zUPH/tnp9xfU6A+NvbcUTj3PapHYn6z3YpT4zDdahuzUc97O3b5e3N0mdtiM+cDLQeli09M7F8lDXLl2QEeUYapbg5fGk/XTp8UyChiq4NVaFq+NAhr88fFmomtP0FbzNfus2XLyegQWmwnmgAGZ/Lq3EaZhmldYl0panhnDw0nfzpNabrvYZZZqxtWkbDLI/r3PhSGTxEdAzgS50wymic1rlETiUelC7y4E/5wj3qw9sm9JAOB0B3yrB3jn4uTttKPjQuVwb5NE+uHON4HWsL6JWABGgMlc/xeE6c8pKjo+ljvLH98Zqjm/Tr+bhGIpcHdDQe4BK6wdEVpCt/mpc8LE1P/OHlImM3c/Xk4rRu8hPbpPEMR1p6r2Hm13py6UuftRwt1plL03rAU422Zowvtu8a17sCEkDJQHW5jkcc3kDS20Ew2hA4pxlo2HHVUQ0Ku0SboGeMVq68dvhYeT70in6/vmEqpx9VUPo5eYC+Gna2i1ctjzi9H+MNeSnjnBxjOuT79rWfDqD8yAeuQ7xGWuwvjjLlympbNLxETlE25HuML/ZfnKIY6hOWoUyjXmpbyMec9rMMrmPlNC/5GmoLHCLBHcoqr2PlNS/rnRqHdgw90zk6KMPnaIw38hOvObrIo3JFHn1Ocs9BlBtokCeAi3Pbp3zm9J/t0nyMG6ub+XDVdms8w5G+3o/Vg7wqx2gDKK8h/SQfQ3yO1ZMrq+3QcE7WufLki1eloXFD7c/RzdEhvUte7wZIPH/9mqYv8FYXhUWF+vr1S5ra+PL1a9G4jQkz0kZ+jdNwjlYuXTs8lx7pID/n8tLDk0ZajutA4JRL8hijH9P1XsORpygHpmsZDSMd7YDhfn37+mEEqUQvR5dxSS5YA7M3tHQKms448rJUTiX+SJdTRcinfCGd63SUryEgwXxz62RbWZ7yBm85PpFP8+TKMQ7XKW2h4WQ5rXesvObNlZ8bx/y45mij7eyHMd6UloZzdJEeaStwpsz1OUDc1y+n6yNox6DfpXrISy49x0NJ/4fo5Ggzf7yO5Y3peq/hSBf3uXS0Ec6VMpr6rOVosc5cmtaD8JRnrSTrHH3WzWsuTy5uDl+kfY3rXQAJojIoD4QSBUxjhngqFuMoxON9v8ASUyH6JsV8kfZQffxuXGmhPPjlIqpkHJ65ZqEfCp/KS44n0gfAyMmDxqg0HwdFpDFd0jY1kLF8lB0fQDWgbBOuQ7xGWqkuMSIsqyM3uX5YKqfYNvI9xhf7hyMnrwkUHkEw6eBK+RCU9Lpyup6mxMeU9se+Aq2xcsrfWFuYTj2MvDK9JAukRx6nxqGuoeeIdZeeQ6aXeFM5aDjHH/uN9iTmYT/rc8B+UNnFZ3ON9pX0n22KvDJ+qG7mwZXtuJq9ERswpw+H+MzJID23e8DCsrXZmjG+tJ8uHb4bIKGdqB0fnQeBRBQy7tO89X4jGV0cpUJW2oyPcUO0mPfL83F+XIfeQHOoPOvUK2nyTRNApSQPlEN+jmikYdXwtUFvXHtQo7THeIt5WRedQapXVj/nhnS1XSwfeT3EC600MrOfKiENGF4Mbw99tTBXTqRNHtg2xsc2FvmSr2awsl7BG2nhirlYHaKPulLiA/Fj7Y+8s96hcszDa8qbaQsXNKP9uT9Oz5TK50YWUeeYjpEvXIeeI9IZeg6HeENars9y/Y/265dZMU/pOYCzwhdkpcWW57SPPAzpf0neY7LVPiCN+AyzfsjmHHvDl0jqGGVJHob6kHl4TTyJLh9AZGkK5etxP49UT622psBXSYcpjzWvNwMSazaiJlpQ1pIBr4nPR+Ll1t9Q31qWS9u/tBzaO6TnQ2nXklUNPFyyrY/evkvK7hza5zwz59Q7VjbHF4BEP312/BJojM7SdAOJlTek8gPej3QsVUiXs/zW0IFHfw4fvX1r6IBpXM+WGEgYSGR3hPRDeL2H0LJeX9aP7mgfvX1+JtZ/Ji4pUwOJlYHEJTvLtO/r4XJ/ub+sA9aBz6ADBhIGEh6RsA5YB6wD1gHrwGIdMJCw8ixWns+AtN1Gv1FaB6wD1oFhHTCQMJAwkLAOWAesA9YB68BiHTCQsPIsVh6j9GGUbvlYPtaBdXUAG2VhEy/ssfGE8NuL7VcFPqx6IJH7Pnbqw3lOWdRxbvmpfK6Z7x55XrP9prWu4bY8H0+eS23E0nJzdWionhdsQvfUn6n0+vxkEFEBiED/3gxI4POlJ2xBukeUOMTmCds+7++Twmyeuuenp+7p6Tmbxt3OeOV2s0NlWS92G9xsntKufC9JIfutsyGUofJI79Hwy4G3XqGP5fngoK64M1tqo2z1rTLQcrn4p5e37uUJp0i+JR42Ty/d20v/MA3xzDTKiVfIi/Kg3MED6mFfDJWdK4vYJq0HtNIuj099n4DHZ7R1rw+UpZ6iiX6ADMjrGD+5tmqchkELf8rjkCxyZUlj6Jpo7g1jbHMshzpoRNHmoZ35QItyIW+jOl/gI9UbdhlNtPd6DD7ntCO2a+x+TC+iXizCRe8AACAASURBVLG91J0h3mJe8BLjhp73mDeWz6WrTiH/EP0om34n1OMzorZnSD9Bh+k5mwo+o62irRkqF/lLdPZ6NKajWR0q2PwpcizVTf5p93il/YvtzvJVeDZi+z/rfRVAIoIIOgg6SXQOHj4qNjsrp1xjZZOybZ4PtFL+/amioDtWHnkwvBZ56/eaP317yfEHQ0BnmEsH/VK88qby0HjKRtMZl6Mb4/jQpYdJhg1jPtJcKotYD+6fNk8H4AD6OVk9PT8fZI82Pj8/nQDSIX5ybdA4DaP+yCPbHPMhPhfH/KUrysCIERAgH56FZ8jh2+ludOxjnmmg8srVrXGsh89PoiU6z/QSH0qLbYl9M7UdLD/1qu1kmVj3EJBY0rbY3kvr1BB9thnXKIvYj8wb+Uc89SfaLepErsyUcqxT807VUe3HufzFZ5Plc3WTx1wbc3HKF9Ivpdvk6xGuNwcSzy94ozx1IPGBgaBzcTklyOXTuFIZGm/Nyw7WuLHyLINrLi+UdOzhzZUjXfCCkRR19Mqf5otyzdHVuMPD+IoRoONoUaktWlbrpSwZF8sP1aNl4gMNnt7eXrqnp5fu9RUjQhhReT3wOsZPLl3jNDzEo+Yjv7k4pg1dUQ/mejc6EoORuQAkhujn0jROw+QFOqP9NMRHrrzqMWgOlWedoBPf/vh2yCtBNsvkrjm94OgD8kd+h3iLeWP5XLrKLpeucRoGHxhBe5XnS9PZVqXPuNI1Vz4XN2YjcmVQ51g55atEA3lyaapDY/Vo+alyVN5KPChd5le+EDekPyzz2a83BRIwKnCIcIyKlHMPUq7Dc3FjZUtl6HTHyiOdUyI0friqY6dSoa5oOJGPb34xPaW95KcbSJMPEcEI4sd4Ztlc2zUOb0ZA9Bo3VHauLAhOhuph+w4yzUwDsV4OTZIu47VfDnTeXlK7Yn/EdNIa4rEkn0g7TplRlryyrXF4Wh088+b6mGklftiWXDroUefH+ED52DbV47Hy5POcK+s49JfoReTtkOft5fAmXpIx6Z7aH0zt9S83l9apMfo5mZFntFPbyryl/o56pfk0TDq45vRuTl7SQpnYT6pDY/VonblnM1eedfOqNDRuiC/KuqQ/pPPZrzcFEjR0UAI+uOiQeF+KyynGWNlSGT5kS8qXlKhUFxQ3OkFt4yveusOIAOtI00BPm/QGCxpaTt/Kcu3I8cM4jAzxbZBxSm9qHPmMV5Yfq0fLaRtYXnlCXo3XsNJhOJeucQyP8ch8ykuMowFSB0U+eEUZnlbLOLSZusg4XCP9sTTNr2GW03rG+CiVVz2e2g7Wf851TC+U37G2gQ/Q49qT5Jifji8GSivHcy5d4xgu6RTTVZdy9ZTicuVzcSoz0tK4XBnk0zy5cozDtUSjlJbkvreFY/WQ9jlyJA2VdS5O+UL6NXVb5XlP4SqABASmc/o5I6zpFHBOCcbKogwM4GtapLhftPj8kt7EQXesPPIQEWPRY+SdvOGa40/PuY/pfJhKQIK8A0D0c+n9EPgUnov8yJsCgUnkq1QW8XNkQeSfq+fQv2/HtQEvr8c3wxxPOb6G+MnR0DiEh3hEfbk6c3G5PmF5XlnfYYQqObQjoGM+XEkvNwesbWAZjWM9JZ1neokPpXWgn0bmjoAYciuVZ5kl1yV6ofyOtS3Hk5ZH+qV1aoi+8kf7QEeYdELWujBv5B/x1B8FtgfZfnvL2qop5Vin5p2so6JDU/gbejZZPlc3eczJJRsnfCH9UrpNvh7hWg2QOFWE/VtCYQUvBZ9TAqT1iDL/xQfLPD3nVz6PlUc6eE3z2vuhxf7rgqMDVP6o/DoM+fbSjyRQSWMaeaTBIL2jwekdmt4PtZnlc3TJgxqYUr7cKMlcWQzV8/zydjJt9PR0Og2Uqz/yOsRPzAu5aBzCyWjsv4SJ6VPkyL7ElVMb6JvcKAPopX6TVe74sqKUN/EneQ+OG/oYRrBiu5A+qvNCW/mgXLRtnIajTOa0g2WmXufqhbZ9royRP5a/tE4N0Y8ywvy9Tq3qkDvzRv4ZP2QjSmVQdqgcafMKOhzd0amLFJ/58oe2cKwelh+yH6W6lbfcczJkow98FZ4NyKb0vLLez3C9GZCYKtyhb4rHaOTKQtmiMpXo5MqX8tYSf4881yK7S/EBY/Py9PFLjEvVF+nO0flY1venX2I9gjyW2oil5ebK7Fr1zOXL+cvPQvVAYu3Os1EtK8Pasja9OmRtna+jH/w8uB8eVQcMJCrZGexRFcztur3xNJC4fR/4OXAfPLIOfDog8cid6bbZWFkHrAPWAevAtXXAQMIjEulLhGsrnuuzsbMOWAesA4+hAwYSBhIGEtYB64B1wDpgHVisAwYSVp7FyuO3icd4m3A/uh+tA9aBc3TAQMJAwkDCOmAdsA5YB6wDi3XAQMLKs1h5zkGwLus3IOuAdcA68Bg6YCBhIGEgYR2wDlgHrAPWgcU6YCBh5VmsPH6beIy3Cfej+9E6YB04RwcMJAwkDCSsA9YB64B1wDqwWAcMJKw8i5XnHATrsn4Dsg5YB6wDj6EDBhIGEgYS1gHrgHXAOmAdWKwDBhJWnsXK47eJx3ibcD+6H60D1oFzdMBAwkDCQMI6YB2wDlgHrAOLdcBAwsqzWHnOQbAu6zcg64B1wDrwGDpgIGEgYSBhHbAOWAesA9aBxTpgIGHlWaw8fpt4jLcJ96P70TpgHThHBwwkDCQMJKwD1gHrgHXAOrBYBwwkrDyLleccBOuyfgOyDlgHrAOPoQMGEgYSBhLWAeuAdcA6YB1YrAMGElaexcrjt4nHeJtwP7ofrQPWgXN0wEDCQMJAwjpgHbAOWAesA4t1wEDCyrNYec5BsC7rNyDrgHXAOvAYOmAgYSBhIGEdsA5YB6wD1oHFOmAgYeVZrDx+m3iMtwn3o/vROmAdOEcHDCQMJAwkrAPWAeuAdcA6sFgHDCSsPIuV5xwE67J+A7IOWAesA4+hAwYSBhIGEtYB64B1wDpgHVisAwYSVp7FyuO3icd4m3A/uh+tA9aBc3TAQMJAwkDCOmAdsA5YB6wDi3XAQMLKs1h5zkGwLus3IOuAdcA68Bg6YCBhIGEgYR2wDlgHrAPWgcU6cHMg8fX1rdt8ee42m033ZbPpXp+/dN++vS1ukBHuYyBc96P78d514Ovbt4Nto317+/ps22aH/XA6cFMg8fz6LYGHt9evSbBv3751m+fX7vV5s6qgQfPb63MH+l8Qfuvru3dDZf7tbK0DderAK2zZ5rl7ez0Ch9cELL52b1/xslQn3+bL/bJEB24GJBJo+PI1OXhlHCj+y+bLbGf/+vrWvb2+Zh9QfTPoRzyupyxDfGm7Hb5en1jWlvWtdODL17fVX5Ru1RbX6+eIOnAzIAHn/gzA8C3v/MEgUT2GBfmH6Q+MLrABCSRsvnTPX750X748pxEOjjig/JfN8wkowYOcaOxHJVIdMrXCNwjSZb28ou5z+ZrSdrbPVz+s1oHH0IE0IgF7tLdfOfsU45Id2tsn2KDnL5uDPYt5oScxrh+F/Xqwjzp1HPPG8rn0aD+H6NvOPYbeTrE/NwMSmNZ4BigYARIRCDy/vh3KcVRDhwqh6F/xsH17+/BQERwQSLB8P5Xy1iE9jobkHqZc3By+pnSM83yeh9B9/dh9jalVvoi8pmmNfg1Yzo5oHMJxeqS3m/0LmOalDsU41B3tI6eOY17Q0DgNIy3aT8QN0SdPvj62fqN/7xJIECjkHL/G6YNwAA2vGLXoRyk0vaTsuTy5OACJqXyV6nL84z9w7uPP28dcI0E7kbMjMa5/43/tNl++HMAIX8BiXuiWxmmYegf7yJHgXLrGaXiq/VT6rNPXx9f5mwGJKQoHRQYiJ5rHFaMJOv3Ah4LKqsqvYSBnIHGNm8oDgYfWcQ5fpOPr4z9g7mP3seqA2h+Eox2hjcP07MF5y5dsarOYriMOX98wdduvMUPezeYIQGhHOSI7Vr/yWrKfQ/S13Q4/9nNwMyDBh4DzhVQ0KD8fBFVkTcfDh3KaV9Nj+eevXw/TIUpTwywfr7k8ubj+oZ3GV6zD94/9kLl/3b/UAbUdGi6lP8PWyfQv7Iy+PCW7I2sovnzpX7YARHL0WQ+uuXSNY/gc+6n1Ofy4z8HNgASUauzzTyoyF08m5U8ou3fYBCOKyOMaCSJ+AhalyfJrrJHQhVSkW+LLD9TjPlDuW/ctdIAvOfy0HXHJLjy/HqZA1RZRbzQOYdgvjsByaoRTGyyjVy2PeI4kcG+eaB9zo62MY/0YycjZzzH6ypfDj/1c3BRIQLl0QyoobFxVTCCgw3K6qUs/ElD+aiM9iPLddnzQ0sOS+WqDih/zI14fsCV8xbcK1uXrYz9s7t/P1b8JTOhoQca+0WlTN6K9SfZN7NPz8/PJiATL8RrLA7xg7xzaqf6rj/5LuZgXNDQO4TH7OUTfdu7z6PvNgQQfgHOvte7XUCtf58rb5T+PkXBfu6+tA9aBIR14GCAx1Ein+SGwDlgHrAPWAevAZXTAQMJb1R429/JDdpmHzHK1XK0D1oFH1gEDCQMJAwnrgHXAOmAdsA4s1gEDCSvPYuV5ZITttvkN0jpgHbAOTNMBAwkDCQMJ64B1wDpgHbAOLNYBAwkrz2LlMVqfhtYtJ8vJOmAdeGQdMJAwkDCQsA5YB6wD1gHrwGIdMJCw8ixWnkdG2G6b3yCtA9YB68A0HbgZkHh9fe38ZxlYB6wD5+oAjFhtBv/cNrm8n4tadSD3vN0USPz9v//3O/9ZBtYB68BSHfjZz34GG1YlkFjaJpfz81CrDpSet5sDiWQF/M8SsAQ+hQTWHjkoGba165lLD2+TcAb+WQK3lACej7X+oM+l5w1t/NM//dPJgH6323U//OEPux//+MfdT3/60+7P//zPu7/6q7/qfvnLX3a//vWvu9/85jfdb3/7224DovqLD6IfNJWOw5bA55BAtAPn3pcM27l0zy1v+/Y59Ln2VvL5OJdP6jPpxecD9A0kzpWyy1sClsAkCUQDdO59ybCdS/fc8jS8k4TiTJbAhSSw1vNBfS7RA/tVAIld13XbTdN17+2FRLqc7Dt4a3bdZrNNx/Fut5vufdcsJzhSckwWu/eu226bw9HAzXbbde8odfw17Xvit91uul2LvNtus9122w3yXkbGY3wfuTsNte9dt9m3Z7vZdN2AbLfte/febjutC+HN5igPHpmck8tpzR/vlC5SUd8QPx8pOGZIAuc66Fi+ZNhivmvf0/AOycJplsClJbDW80F9LtFDOwwkBnoTIGKzbbtds+m6Dnddt3uHk26SQxsoujgpOjMllJzuZtvt2m3iJ4GcdtclB7wHCHSscIAxfEmwNsS3tkHD5I/ArNm9F8EO8jZbALjdByAR20XwByDFftN6S+FN81GWrLNUxvHTJbC2Qy8ZtrXrmUuPhlclw2e1tyXHlCEgrWkNdPlCLwFHbhx6JAlMeT7w4jWm39TnEj3IzEBiQHNKzrHZdd1cJzVQzUlSqU5kgqOLhijGa/lS+KTClW60rqkkoxxhbAHccqMAHI0Aba1Lw1ovjPCcERjQb1uM2pyOjGm9St/h+RIYM1hz00uGbS6dtfPT8FJCeG7TSNl2e/L8QnfTS8l+FE6BdC6twYhd0n5S9tUSKEtg7Png6O0YmKA+l+iBg7sAEorM0WhF53Qk26bp+KD1b6TtYfh/25wO6zMdw9+YJtg1/Rt+7BI+zBwBiOm8H6JH/poW/ICPTffeHqdG+rJ7Q4O2BV5ZB3nJOVk4ZLQd7+q5YX7IbNu2J06SPFOZ2iCDIZmDp6l8JwctIwMoB7CAKYr4K7WRZdh2yhRvaBpWeuC/wVROt0tTFAr8SI88IG8LI99hROQUSESwo3U4PE8CazvskmFbu5659Gh4o3TwLOiLQNQt6iVHE1UXS3oe6/C9JUAJDD0ftPt6Lek59blED/VVDyToXDj8DabxQBI0HNLFMR3f3N97hxeG/5FOJ0J6+oCzI3BVh4r1ES1AQFiTMESP/PX037ve6fcODvSVV9z3byUfhzHBR+kNW9PU4JTCsd5kwGS0gzyXZB7LD/GtPCAfeKWDx73+tF81PpZRmhpmGbaH4CHmUXrIu8UoSAGUxLKsw9f5EigZKo3/nd/5ndGhVuYvGTam3+pKwxslFIFETIeu4UWAgBlrs2inxspGWr63BNZ6PqjPJXqQdPVAIqcO6giioY/3KK9xGiZtpce4eMUix7bdHRYG8gEfoxfT9V7DrC8XhzTwuBaQyNUxJgNNz5XPxbFNCrRKBrEEoEAjvrlpXQjnRmHiCEuJB/Az1JekT+PONvk6XwJjjh0ggn9jeZFeMmxTyl4yDw1vlFBJ95kP6XxBQlzSvW3TYUQ1jcJ6WoOi8nWCBNZ6PqjPJXpg5S6ARPpSoemnBjgUwwdOnQoapA6PstY8SOcXGKSFqy5YZLnStR9V6Ocrx+hp3aCn92O8av0op28rmqb8KP1SeEq9QzKfUj7yh9EBjA/l1kDAgA7JfwxI6BCw1qth0lAeOJSsesAwwQXzGEioNJeFh5w3AYReh/IjrWTYxspdOp2GN0ppCEhEIH0YKTusn8Bi4+NIZqTte0sgSmCt54P6XKKHeqsHEnSg/TA7Hq9TsKDOEmnxPsbl0hPRzD86n7jyH46UowNj9GK63muY1efimHacBmFMf9V4LT8lTEoKDlAOoGWqzEFD6yJNXpnW7toP0xpjIAI0Yj+QXmk6gvXqlWVyPDAf8+jqeMSVABzL+TpNAiUHHsFDvC+VKxm2Uv5rxdPwRqmUgETuGYDOx+lWHVWLtH1vCUQJ4PmALq7xdxc7W+YMOIUS0xJSb3eHIcCYjnJHx7pfIxE+69N05MeDzPl01osrnQjfTpkWDcIQvchfvNeyqW2BV9aJK5w9RlO4+JOy0Ld5pV8Kg1as93j/ERSwHo4C5cpjPlf5UL6ZH2/7ahxhLIfKkIaCHMQNtYtlcle0MfKg+ZQu43NxTPN1ngRyjrwEGkrxSuMRgEQORECqOZsE/Y22aF4POPdnksDaZ3aUnjfItJoRidw8Nx8aDPtxOgKOp0lfaPTDfDlD3zvk/qsN5McCSR3+psPmMHb/FQgoffyR1jZ94YGvPPAJF+pGSv8bohf5i/ekD15yvLIOXsc2pFL6pTBoab2oO64pGJJ5LD+Fbx3FYVvo2NkPvLLfmQ+86pTIULtYJnfN8aD5lC7j42gI432dLwEFAQwTMPBer0NpyFcybErjFuGpIxJDQJq6+r7rN5BrB/ZYmd8TLvEZJIDnY62/uxiRuHSnxjfaS9dn+utLAG9oEWCsX8tHireq9yMn9x+Tc+oAC7l4xg2l3zuQGAPSEczrV1T3rw1uwaUlwOfj3HoIjEmPzyavoF/FiMS5DdXyfHul00n3zS47daHlHK5bAhgtuPYuk7eos+5eOI87Gp61riXDthb9pXRoeM+TlktbAudJYK3ng/pcogcuHw5IoFEY/uf5DWnY3qudz9PISkpfe3QA9flrjfU6f6ljLpUrGbZS/mvF0/CuJzlTsgTmS2Ct54P6XKIHzh4SSMwXuUtYApbApSWwtiMvGba165lLj4b30vI0fUtgSAJDzwfXo+m1pOfU5xI98GAgMdQTTrMELIHVJFAyVEvjS4ZtKb21ytHwriY4E7IEFkhg7PmYAiLwTFCfS/TAmoHEgg5yEUvAEpgvgbUcNemUDBvTb3Wl4Z0vIZewBNaTwJTnA2Bi7DmhPpfogeMqgETus7v1xHkepf4zSew/sE17EOC8jUuunh6Txdjnn2ht0/afy2JvjF3b9Lzj81UcYnWho4jH+C71ApYhcD0LPiMdWpPANRJaF8K5T4fTLoDhTJQSD1ygi4cKPPBQNa+RKElsWfyYwZqbXjJsc+msnZ+Gd5mUXMoSWEcCaz0f1OcSPXBrIDHQZ3QwPHALWXfvcNLNxT5FVCcZWUtOd8KGVNyJkU4WznmIbqxnyf0S+uSPwKzfJjgPdpCXX21oXRom3wR/uU3GmIfX2MeQMfcc0TqZ39flEljbYZcM29r1zKVHw7tcUi5pCZwvgbWeD+pziR44NZAY6K+ck0L2S25SVKoT9eK7c90ZkqxrvJYvhVluzavWNZVulCOdem5UgqMRoK11aVjr7QFBHpTMyaf1ajmH50tgrkMey18ybGPlLp1OwztfQi5hCawngbWeD+pziR44vgsgocPfGH7ud6Lsd3yjI9mm3S77g7T6N9J+Z8s0XN2cDuszHcPf223zYadKdiVo4+2eW1IzPl6H6JG/pu0PHdOhc9Dpy/ZbN6e2BV5ZF3nJOVk4ZGxfvetAB1MZmw9/27Y9vGkf6z3KKO5sOSTzY/lxvuGIdWQA7cUuldzng+3DtdRGlmHbKdOhszbAP48rH+IhghnlB+Gx9Jjf92UJrO3AS4Zt7Xrm0qPhLUvCKZbA5SWA5wO6uMbfXexsqY4hipfOhcPfSIdj4LkPh/QW21b3v+Mb+v6sjfb0HAikqyMDvdybPqipQ8X6CGy33YW59yF65I/TI73TP57ip7yivn54f/NhLQP4KK1x0DSVZSmMerTe5KhltIM8l2Qeyw/xrTwgnzp43OtP+1XjYxmlqWGWYXsIYGIepZfq3G66bTpddr9GYn/iIujFsqzD1/kSmOuQx/IbSMzvA5f4PBL4lGdtcF56SjerI4iGPt6DnsZpmHUpPcbFKxY5tu3usDCQQGSMXkzXew2zvlwc0sDjWkAiV8eYDDQ9Vz4XxzYp0CqBthKAAo04KqB1IZwbhYkjLCUewE8aJSqcaUD6HA1hm3ydL4ExYDA3vWYgAd78Zxk8mg7gqY/PKeLuYmojfamQ3hj7LyfSFABW+KfB/OPiODRIHR5NnToepPMLDJ0CSF8MTPyioR9V6Osfo6d1gx+9H+OV/LMcF1FqPMLKj9IvhafUOyTzKeWVRwIBjA/p4VvMQ2de+qKE5XlQWqldpJe7kkbkgfGkjbIKOuK0So6246ZJIBqgc+9rBRLTpOFclsB9SiA+t2hF9UACTgMOtB9mh1k/BQvqVJAW72NcLj0RzfzLORlkgyPl6MAYvZiu9xpm9bk4ph2nIxjTXzVey08Jk5KCA5SbI3PQ0LpIk1emtbv2sG6BaWMgAvliP5De0BoJ0ueVZSIP2m7mVSCBciUAx/y+TpNANEDn3tcKJM5tl8t/+/DWa5nUKxM8/XcBJHTaA1Bi2+5O1khoOhp1dKz7NRLNxzUSXLOA/HBmnE9Xk0gnwmkMpiG/rqnQ+iI9OjC+bcd7LZvaFnhlnbjC6WE0hYs/KQsdTVH6pTBoxXqP9x9BAevhupRc+e0A38yPESCVGwCC8o58uV909kPtypVnHNoYeUDbdPFnPK5Z6yIdX5dJYG1nYCBRr3NZu69Nr96+hjWoBkjgrU+nGhCmA4/H6TbpC41+wWLO0PcOuf8iAY4KCyQVbPTp8sXBFosbQenjj7S26QsPfOWx/fCVxxC9yF+8J320N8dr5GhsQyqlXwqDptaLuuOagiGZx/JT+AYY4CgO20THXup35gOvOiUy1C6WyV1zPCAf6JU2xYqjITm6jpsmgbWdgYFEvc5l7b42vXr7Gk9/FUBimhlaniu+0S6n5JK3kgBGgQgsr8nDreq9ZhuvVdfazsBAol7nsnZfm169fQ378XBAgm+vdDrpvtllpy6uZUBdz/kSwKgBd7Y8n9o0Creocxpn95lrbWdgIFGvc1m7r02v3r6GNXo4IIFGYfifQ9Vp2H573LfhPk2wuYYErj06gPr82ed6ure2MzCQqNe5rN3XpldvX8NCPCSQWM/0mZIlYAmsJYG1nYGBRL3OZe2+Nr16+xr2wUBiLStpOpaAJTAogbWdgYFEvc5l7b42vXr7Gg+9gcSg6XOiJWAJrCWBtZ2BgUS9zmXtvja9evsa9qEKIJE+v8PhWA12izz9IU0/3TxNve7dEl4wz451GlPm2sfoj6VfVxquzRKYJ4G1nYGBRL3OZe2+Nr16+xpWoCogkXO4c5znnLzzTGCfey79tFfDtu1wMmkOJEUexuiPpUd6vrcEapLA2s7AQKJe57J2X5tevX0NG1MNkMCoA47a1t0TweAc5zkn7xIDO5c+Fv23223XvuO00vEvR8boj6UvaZPLWALXksDazsBAol7nsnZfm169fQ37URWQwDbSulUzGIzOM73lN23XpJ0m8aYPB91vhY3dD4+7JG4PR3HHHQ11gyrSYznd4ZF1Y0QBAGfXYattHCPeJts7dGIlMqAt2M8i7WWxbT9sqNTXLTtsNtuT3R+H0iNvkBTbEmWTmE1nVmCapT/4LG1NLcdlx50sp0zFkK6vlsAUCaztDAwk6nUua/e16dXb13j2qwMScJB6SBIdJp03nTMNF9YgcNpA82o+bHOs0yZa5ghc9mCk2Z3QS4dXtQArp6AGNNLoSWFrbeUFZXNbLWvdfZ7+SGtta982QATQOKZTTtx4C+naZtxrO5G/SSAIoa5r5HyRobSU2f8sgRUksLYzMJCo17ms3demV29fwzRUByTAFJwupzjg5DgKoGHaNR1d0HTQIMCAg8X5HHqPN27NP0YP6cyPEYr0Rj9w7HgEDixLkBDvlT7yzE3P5Y+yAShKB36998CEbUbZUhrz+GoJnCuBtZ2BgUS9zmXtvja9evsadqFKIAHG4PxxIicG7Akk4Bg5NM+pCFzp1NWZ0oliOgJv4rv3/VWmJ5inhwi9mVQaGkYqHW6z3aSdM3U0oC99/A/+lUeGCWbG6h5Lj7wh/5BsEv84OGvbH44Gmb23zYFhPQwsph0yOWAJnCGBtZ2BgUS9zmXtvja9evsaJqFaIEGn3bZYN9CvS4jOM9o0TU/rBbZtWsAJQIKJC6yhwEmgWACJdRWan7TUgcd0vUe+eJolaWg+xuFaGmlhHi2n4Snpufwsl7v20yTHdSSaZyhN8zlsCcyRaeuP2QAAIABJREFUwNrOwECiXueydl+bXr19DRtQLZAAc3zL5ogD4vCmr+sGsA4AQCEHDJCGkQCOHMT7SA/g40j/OJVRmo4APU7BgBZ/yhPjcIWz1zUXx7r69RnbBos5caR5v5hzKD0HHDQ/6lM+IEsCKKQBLPBLkqE05d9hS+AcCaztDAwk6nUua/e16dXb17AJVQMJMAhnqM41jTTItAGmGbr9gsceCPRfbmANRBw1iPeg39M7fu2R+2qDjj0671Tftj2svSA9jHwQvCBOf+rctW60EaMlHH1BmaH0yMsx/3FKRWWDdCyw5PRHkql+tTGQpvw7bAkslcDazsBAol7nsnZfm169fQ17UAWQWGqYXM4SsATuRwJrOwMDiXqdy9p9bXr19jUskIHE/dhhc2oJ3LUE1nYGBhL1Ope1+9r06u1rGCUDibs2zWbeErgfCaztDAwk6nUua/e16dXb17BABhL3Y4fNqSVw1xJY2xkYSNTrXNbua9Ort69hlAwk7to0m3lL4H4ksLYzMJCo17ms3demV29fwwIZSNyPHTanlsBdS2BtZ2AgUa9zWbuvTa/evoZRqgJIcH8F7vqo1jJ+5th/EolPHPeHT2GzKfmMUcsyrLs2Yl8JHGrFT0aZh59Gpt00W+z+uO02OBgMp3YObIXN8kuusW1LaLiMJXAvEljbGRhI1Otc1u5r06u3r2F/qgIScPLx1El1tqf7NuCu63bv2BuhKe7bgL0jAArSGRP7U0K37enGTwQyPH8D9BjWfR3WNtjatrVpm54lUJsE1nYGBhL1Ope1+9r06u1r2JlqgAQcdtO2H3aKVGerYTWS8YAsTTvu9qix5R0stQ4Nn5Ze5+7S9Nfh0lQsgXUksLYzMJCo17ms3demV29fwzpUBSQwhRAdvzpbhA+nVKZ9H4cNHPPHUQ6U4rkXONQLNHmoll63bVvcaRL5dBdM0EyjH/tDsZDe7yzZb3eN9OO0zCbV1zSXnToZlo5TLYHrSmBtZ2AgUa9zWbuvTa/evoYVqQ5IROevQAIMq7PebvttpeN6B5rH3JbYuTStoxRGuSPI6c/GON7LORqyXgPbYetZHMf8/bRMfzjW8WwN8uarJfCIEljbGRhI1Otc1u5r06u3r2GrqgMSYIqjBXDP6tjVuGIBZdvu0nHeePvPnW2xJpDI8QH6PPhKeWNY03Plc3Es66sl8GgSWNsZGEjU61zW7mvTq7evYaeqBBJgDG/v6QuKDod29ceIlwyrAg/NA0fNhZMaj7CWUYdeCisoIC3Ni7j0dUiDA8D6L0rS9AYWkHa7NJISQUcsT7q+WgKPKIG1nYGBRL3OZe2+Nr16+xq2qlogAScLENC2WEfQAwk4fx4ZroZ2aOThOJ2gJXSaop+WYB3q3EthUlJwQX77T1H7qYuYzjpYXukzzldL4FElsLYzMJCo17ms3demV29fw15VCyTAHBwx3u55jPjBWbfbE1uLtQi5PSiUxtjnn3Ty6tw1DFpHUJJfI0EayJsWVra74hoJLrxk204a5BtL4AElsLYzMJCo17ms3demV29fw1RVDSTAIECCOtveAbfdFptF7f92DYBFPwqQs79jG1IpYCiFQZd1Y8oCf/GrDSye5LQGeG6a5mQNhZZHets2h9GWHN+OswQeSQJrOwMDiXqdy9p9bXr19jVsVBVA4pGMpdtiCVgCeQms7QwMJOp1Lmv3tenV29d42g0k8jbPsZaAJbCyBNZ2BgYS9TqXtfva9Orta5gJA4mVjaXJWQKWQF4CazsDA4l6ncvafW169fY1nnYDibzNc6wlYAmsLIG1nYGBRL3OZe2+Nr16+xpmwkBiZWNpcpaAJZCXwNrOwECiXueydl+bXr19jafdQCJv8xxrCVgCK0tgbWdgIFGvc1m7r02v3r6GmagCSOCTy9zBWc1225XO0dDPNOfau3PKal36uWfpE1R88rnZttktvEELn7dik633DkebD+/gyfz49DQeREYZ5vbTWKu92naHLYG5EljbGRhI1Otc1u5r06u3r2EHqgES0Yn2ey7022QP7REx15jF/EudrJabAhb08C7yQOePc0KUHtPjNclk23bbpvmwARdplUBGlG+k7XtL4NISWNsZGEjU61zW7mvTq7evYTeqBRJgbmjr67WM3hQHnqtLt79GOna9zB0chjQ6+TiKUDrvI1cf4lBnu9127TtOFcUmXKDc/9iOpm1PdtNEKtNwTLt/lsCtJLC2MzCQqNe5rN3XpldvX8OeVA8k6DDpDPE2jrd7nAuqb9n9CAYOzPq462SpLBwyph1Qpt+JcntylsfYSAPBQ7t779I0jDj2aKyP22sfUzSOPA45e9aX40vLK13UpmnH2h2yBK4rgR/+8IfdWn9wLAYS9ToXO/7P0zewItUCieQs9yeAYmoDzhDrKPjWH53j0Xnmz8EolVU6GoZwxkZEsL4BICR3kFg00Tr6gDS2h6MUse5YPqbHA8w0fS7tWJfvLYFLSGAtEAE6BhKfx1EZlNTd17AV1QCJ3GJLPctCHSUY13sN0wDq1ENM13sNoyzf+hEeOgwM+QAg2t0una9BQMD645WjCMw3BARiWdyP5Y/tUOAS03L0HWcJXFoCBhJ1OwQ7bPfPEh2A3agGSOg0Rc6gRWeo9woaWFbTNYx0vdcw0uiwMa6BaQ86ftLVPFwEijJ6sJjm1TC/0EA5BSzIE/nQcggjP6dt9MqvNHLlCXZ2HQ4+G/8iJNbpe0tgTQkYSNhRLXFULlO33sBGPASQyDlRBRcxXe81DIHwvt1h0eLpgkYaVYINAgnE09EPTXNwqqR9b7staMviR9arcayvlDY26oByGOlpWxzFbiBBefp6GwkYSNTtEOyw3T9LdADW5CGABBoCR96/nefXSKgjVcesYZpX0MIR5XzbZzyvdNDvuyZFYdpiux8xGAISyEzaMV+OD9anIxmMw/XAx8DnowAvONp8yoiJ0nbYElhbAgYSdlRLHJXL1K03sBMPAyR6Zz781Qbf9tVp94s6+3KcxsCbPqYPeJ8zqMlBb5vDdAPWc+zwWeYWb/6oIf8r0SYo0GkLhLft7uwNrQBEDCTy/eHY60nAQKJuh2CH7f5ZogOwIFUAieuZsmk1ASRgvwaduphW0rksAUugJAEDCTuqJY7KZerWGzzvBhLB6vUjFOXNpUJ231oClsBECRhI1O0Q7LDdP0t0AI+/gYQYQU4vxPULksVBS8ASWCgBAwk7qiWOymXq1huYAwOJhUbRxSwBS2CeBAwk6nYIdtjunyU6ACtgIDHPFjq3JWAJLJSAgYQd1RJH5TJ16w3MgYHEQqPoYpaAJTBPAgYSdTsEO2z3zxIdgBWoAkhwbUL89BH3uk32PLM1Lzd40L0m5pXO5y61a06bmnSeR3+Y2K7F56anB4vla3asJVCfBAwk7KiWOCqXqVtvYGmqARI5J849HkobQ9VnKk85yoGTtN9F25/TMfZ5KYEI9rPQ8GktvrME7kMCBhJ1OwQ7bPfPEh2A9akaSIBB7OlQ2qq6dvOZAxJz2qTlNVx7u82fJZCTgIGEHdUSR+UydesNnvW7AxLpjb5pu2a77bbbpts1pxtHpTf3/Y6T2M2R21ijsUNl1VHHLanTyMi2PRxhPkRHDajSZHwq23I77+PZHnHXzfYdh3Qdd87UaR8cpT7EA+vdNk3XYIfObtc1Oxx5vk07caZdLvfbe5MvXy2BS0vAQKJuh2CH7f5ZogOwG1UDieTAD2do9GYOZ1XAkfIHp8+pj5R/2x7O3MBohh6ONVSWzhcOXcOoJ46KDNEhX7iCTg4MNNvNYRvtWJfel8KgPcQD66WccN+kQ7sQ6jqsu/BeGUkU/ndFCRhI2FEtcVQuU7fewIRUAyRyDhdv4bsEGgARPr69I06dvDreVED+5dKGyqqjVrAyRkeq/ABIkEZwREce6en9lDDrG2oL6EC+SZbvvSxZzldL4FoSMJCo2yHYYbt/lugA7Ec1QCIutowOF8zCWXJ4Xof6eSCVOtNoHMfKqtNGWR4VjrNEN9v2cIDXGB2tN9JkmvIZ8+h9KTzGg5ZjnTuMzuiUT9ufXMp0Xy2BS0vAQMKOaomjcpm69QZ2o1ogAebgEPEmzVM4cw5Sjd9Q+lAa61Iww/ztrj1Z7Ml4rmnQ+mO4lPdcIFGiy/rH0rFeQqd8WM5XS+CSEjCQqNsh2GG7f5boAGxG1UACDMaFj5hy6NdE9EP0mp5GMUbWSJTK5pwv6krTKw0WLB5/Qzwcc+WnYuJIC+olWEIajg3nCIvypGHUMcRDzAvgoqeZAkjc65cwKl+H70sCBhJ2VEsclcvUrTewQtUDCThBfXtOznbv4OHkdeEiGpQcsw7hy9cJQ2Wj8wWtWDfN9hAd5jnwkvnyIm5IhWkUTNkAQLS75rAxlvKkYdAe4iHmRX5ubAWZ+asN7SWHryUBA4m6HYIdtvtniQ7AflQBJK5lyFyPJWAJ3E4CBhJ2VEsclcvUrTewKAYSt7OrrtkS+FQSMJCo2yHYYbt/lugAjJiBxKcy5W6sJXA7CRhI2FEtcVQuU7fewKIYSNzOrrpmS+BTScBAom6HYIft/lmiAzBiBhKfypS7sZbA7SRgIGFHtcRRuUzdegOLYiBxO7vqmi2BTyUBA4m6HYIdtvtniQ7AiFUDJI6fM+4PltqeHrh1C4ub+4xS+dCDsOLhYZoPdOIW4OlTTxw49o7U839jvJ5fgylYAudJwEDCjmqJo3KZuvUGVqEKIAEQgW2odbOo3TtOq2xODug6z4zNLz3knDWN/POQrFiT5mVaAk6y+RTjl15zdSyl5XKWwCUkYCBRt0Oww3b/LNEB2IoqgETJCfK8i377pUuYtmGaJb5QSre5xj12mpwDJFiz7szJuCXXIV6X0HMZS2BtCRhI2FEtcVQuU7fewE5UAyQw+qAnfUYjRkfZNM3h4K64q2U/PdJ2zXabDqiK0w3T0vttsdOumQ12m8T0QxvZSfcEDy22nN7iaHNw+fFH3nN0FJDEfHrPcKn9TGcdQ20F3zx9FPmOo0EfeXeMJbCWBAwk6nYIdtjunyU6APtQBZAAI3CoG25tvd10LU6nlPUDcJQAG8kBvu/6LaLbo0MEDTp2Gj49/ntquk6v9IdbbYpAAvQBOOiUWW+8Riev6ZqmYeTRe4SH2q95UXZIFqSFERS0odngLBHE+mcJXE4CBhJ2VEsclcvUrTewGNUACZovHHfdtrsDqOB0QXSUyK9xGiatobd95BlLz9Ekbb7VtzuMYGwPJ5QyXa9DdDRNwyiv9xombY0rhZlX24o4TBthwecY7yzvqyVwrgQMJOp2CHbY7p8lOgC7UB2QUGMFZ8e3ZXWUzKNxaURj03/xgVEC/qUDqt7bfsRjJD2eiKn0WSeuce0GnTKnFTQvwiU6SFMHH/PpvYZJX+M0PCYLlOeUxthoCuvy1RI4VwIGEnZUSxyVy9StN7ALVQCJ6JhpsOAQuUZBHSXTNU7DTNfrkvRSmRy/GKEoTXOU6IA/nX6J+fRew2yXxpXCzBuvaUpju0kjPxz1iXl8bwmsKQEDibodgh22+2eJDsBGVAEk4ARzn3pGJ6sLMtMbtSwaRGPgzHWNA8rrG/ec9H6x4q4/cjsstjzwuz+inHnnAIlUJnz+SbrdrjmsAeGICtO4IDW2H+nbDdaV9AtDh9qqAE3DazoN07IEogQMJOyoljgql6lbb/CcVwEkwEjvjNtum764wFcX206/uqCj3DbH6YsWGzqlkr3JUocOp57/qkO+ythiISUoa/k2jSykDaPa5sQ5Mx+uafpgvzg0AYhm22Hvi2Z7ukgUeQkCkI9/iX5mQyqMdmDdQkrfHesfaz/TCSRKskgA5LBnR98igA4FXNpOhy2BtSRgIFG3Q7DDdv8s0QHYh2qAxJixio5yLP+jpX/29j9af37G9hhI2FEtcVQuU7fewJYZSNyJRTeQuJOOMptFCRhI1O0Q7LDdP0t0AA+8gUTR7NWVYCBRV3+Ym/kSMJCwo1riqFymbr2BJbgbIDHfbLmEJWAJ1CQBA4m6HYIdtvtniQ7AxhhI1GRpzYsl8MASMJCwo1riqFymbr2ByTKQeGDD7aZZAjVJwECibodgh+3+WaIDsDFVAAnM/2OPCH4aqVfuo0CDiAOyDmdybDYfPhHN0UkHaslnnqTF6xhN3Z+BZc691rjmAduTb+WT1pzcmnS+yDZ9Lrpr9weo4ZPdgcPNLi0r7BeCTbVUpiWdyrVpjD+li7yoD3t9+DdPAgYSdlRLHJXL1K03sAJVAAk1R9Foaxq3on7f9ZsupT0RDptQ5bei5n4KpX0SltBUnpaGh9q5lOY55dK+GJvt4QTWJLeBDbPoqOFQL92WIfpIS3t3dLsTPnJlxnShJD/ss6GAVusslXH8RwkYSNTtEOyw3T9LdABP+t0AiQQatu2HN0HdmTHnPNBIzaPm7RyaSmdJuMTrElprlDnuhHlKTeOV51L4tPQ6d1pXpMjRCMRrPg1rmZIuaB4Np91RcUqq7BqKdK1X8ztcloCBhB3VEkflMnXrDZ74uwEScADxUK1osoacR67sHJpNix0v+x0n33HE+f7Xv+W2HYbMMS2gu3EiC3jSqZj3/ZB45DUeWY571IdpnvQ2XCindBgmryiLIX+llTtXI/EIR5kZrseIDQ5Ow/t+btoo8de2J46WMuEUVdyBFHKnTJCn34G0H2WCzPrysgNpk586iUCQ7cfunhpmX+GqfZ5AAnY33e+OSnqUEfK22GG1ez9pH+hALqVRLq3P4aMEDCTqdgh22O6fJTqAJ/xugAQdWu+aj8ZJQznnkZxDYQvoqTTTGR9N73D6MtiaG7X153vQ8eAezqk/76N3T5vDdtTvJyMjyivKpFNO9+s4kNakN+C+DqxLoNPScqhP7xFWXpPDxnTFfitxdaKJ+f0/xJfWOGharItv6RoPksdRjPfkoo/3e2C1aToCKuQ/tF9kqmemRJBF3mN7lA8NM3/UhZhH6SHvFiNgBVASy7IOX8sSMJCwo1riqFymbr3BE/9wQCL31hzfiGnqpgIJOkyUUweiYdJUZ5RLZz6mbRucp4EzP45v5EhLgKDddt07XNrxx3LMr/caRomxe1JVsMA4XjVN6U0JK43ciFAuXekyPReHNPQfARbuNR/CU3QBIIdAUEEgwoxXusoT6OdGcZjH11MJGEjU7RDssN0/S3QAT/ndAAl10Kfm6XiXM/jH1I+hJTS1DpTn9AOH8dNQ/x4YDNGno8OwPob56bTIpX5BAaDB6RStH3n1XsMxLXd/qGvvdHNOUcGW0i+Fc23WvIkPjIA0/VQR5ZZGZLrdydSD8qdgjvFjQCJXhmV5JQ2MnWD0CDJIIxfb/vA28scr+4l5cjIjbV9PJWAgYUe1xFG5TN16g6f8boBEyXDDcXFYPjqsUzP28W4JTa1Dwx+pnzr5mK5ltQ0xH+77oX2MTnyc+1c6Gka5sXutS6cfSvFKb0qYdBRcoBze5PupDfTA6boFpcvyuTikEQRwjYPm0zDp5K7M1+7a4hoc5uEoEOggziMSOYmW4wwk6nYIdtjunyU6gCf+boAEmIXjSG/nMz7/LJu1PmUuzehUjg64d4oYEudwO4EK5/sVMEQ6uk4A+bDIjw4SQIJTA+rAQH8rn2hGmmP3KhvUidGVHaZTun5tg9JGXqVXCiOfyiTJYOATXbaBIxK58tvw+SX5VoAyxB/zl67gFyMOXNsS82lbmZaLY5qveQkYSNhRLXFULlO33uBpvysgAYZ186je+B8d7lLjPodmrCM5wr0jAj/9FwjI1f8Q4hcKPQjqv/jI0TkuzOw6bvwEmmkNhXxRAfDDL0jaHdZYNKOjFeAm1kkeedXplL4tGAU5bUuurki3l8lxaiCuUdGvSNC2pmkOQAm8aHmkt+2xjeSV+TgdgXvlQ8NaJhdWgJdLz9GKoyG5co47lYCBRN0OwQ7b/bNEB/CUVwckTk2P7yyBYQnoosjhnOum3qredVtxXWoGEnZUSxyVy9StN7AiBhLXtaWubWUJYLSAO1uuTLpI7hZ1Fpm5owQDibodgh22+2eJDsAEGUjckSE2q3kJXHt0APX5a418XwzFGkjYUS1xVC5Tt97gmTeQGLJ8TrMELIHVJGAgUbdDsMN2/yzRARgIA4nVzKQJWQKWwJAEDCTsqJY4KpepW2/wzBtIDFk+p1kClsBqEjCQqNsh2GG7f5boAAxEFUACi9dy2xkfPn2U7aP1U018GshzJNCYEh0cqKWfMUbLOEaTnzzGcufcg9dL0D2LJ2zutW3Sngq5zz9Bm5+lYq+MXYu8226DA8s2/YZZ59RfKjsmK66R0HxLdUF5wGeo+LyUesjdRb1GQqU0PWwgYUe1xFG5TN16AwtQBZBQU6TOQOMRnrt5FMpwnwduErUGzUhjyf1QO5fQO7fM1A2puJsjHTUWHV66LUP0kcavNjSfhimbMV1gPlwJIk43Ezvu18E6tYzDwxIwkKjbIdhhu3+W6ACe+rsBEjTscbW8biaUcx5opOZRU3cOTaWzJFzidQmtNcocd6M8pabxynMpfFp6nTutK1LkaATiNZ+GtUxJFzQPwmP5tN5Y1vd5CRhI2FEtcVQuU7fe4Gm/GyABw85tovNm6tSRaJ5S2VK8lqVDatr+kClMp3CIG/n6t9y2w/QJpgV0qgXpKD9lZ8t4VHbc/ZEAivzw3Ae9Z5i8Ykgeh0wpLR46FdvIkQaNRxijQNi+etdhG+njtAdo82/btifTNJQJ0+POlpA7ZYI8/W6gx9NP+/L9ttUpvclPnUQgyPbnziRhu7TPAQZ0pIr0epmdnizK8rx6Z0tKYvrVQKJuh2CH7f5ZogOwAHcDJOjQetecN17qSJgjOYdmd+IwmDaVJhwoh7j7MtiWG7X150qoc4Zz4pkNdEwsCyfGtQTKK8qksyb221EjrUnbXvd1YF0CHZ6WQ/16j7Dymhw2zs9o+m3E1YlSBrgqXxof02JdXOOh8ShzHMXoz+w43u+B1eHQrr62Q/tFppQZckSQ1Zc6PewLccqHhpk/6kLMo/JJPG03+1NK+23K+4PGemqxLOvwtSwBAwk7qiWOymXq1hs88Q8HJHJvzfGNmKZuKpCgw0Q5dSAaJk11Rrl05mPatsE5Ept0VoamJUCAA7Te4f6OP5YbGpHIpYFCLEuqawKJXB0qE9apV03Plc/FoTz6jwAL95oP4Sm6AJBDIKggEOE0+rQ/IA4LcgkCWRfoc6RI2+NwXgIGEnU7BDts988SHcDTfjdAQp1N3kydOpJSHo1fQlOdFcqnrxZkmB9D8QQGQ/Tp6DCsj2F+OjPypwdo6XSK1o+8eq/hmJa7P9S1d7o5p6hgS+mXwrk2a97EB0Zmmn6qiNMfPP1zSnnyPQYkFACyTLySBsZO9AAwxveTV30pBR0cbcrJLNbh+14CBhJ2VEsclcvUrTd4uu8GSJQMNxwP3xSjwxoz4Etoah0aztU1lK5p2oYcnX5ov/+8Usshr95rOKbl7rUunX4oxSv9KWHSUXCAcniT76cJ+tGWmB4BgNZFmrhGZ6/5NKxlYpj52l17sgZHeWIZBRIo5xEJSmba1UCibodgh+3+WaIDePrvBkiAWTgOHW5OQKDZHdYk0ClwaH+KeZtLM9ZxdMC9U8SQOIfbCVQ436+AIdJJc/KY4uh2ac1Ci70v0lLOfo0AF5qqAwP9bbs7jIBEmmP3Kh/whtGVHaZTun5tg9JGXqVXCiOfymSsj9gGjkjkym+bYxsjz5TLEH9aJhcGvxgZ4doW5GHfcaQoN7URAU+OtuOOEjCQsKNa4qhcpm69wRN+V0ACDOvmUb3xPzpcdW5H8zUemkMz1pEc4d4RgZ/+CwTk6n8I8QuFHgQ1KSFHB0PrdGbc+Ak001TJri+HwgA/cPqIb3dYY3Hc34Bh5It1xPuew+N/nU7p23K6kZeWL4VBrZdJv5ET6MQ1KvoVCdrQNM3JaICWT21sj208cnt09pxeGOJJy8WwAjxNAz3tO9aDPHE0RMs5nJeAgUTdDsEO2/2zRAfwtFcHJPImyLGWQF4CGMnhqEE+x2Vib1XvZVpzHaoGEnZUSxyVy9StN7AeBhLXsaGu5UISwKjBtXeZvEWdFxLfVckaSNTtEOyw3T9LdABGxEDiqqbUlV1CAtceHUB9Os1xiTY9Ik0DCTuqJY7KZerWG9iqmwKJzdc/7vxnGVgHHl8HYGwMJOp2CHbY7p8lOmAgYSBjIGcduIoOGEjYSS1xUi5Tv94YSNiJXMWJeMTh8UccxvrYQKJ+h2Cn7T5aogPVAInm6x93Xfcr8PPhl77n//4vqnR44Pu9+1W3GeCv1Lb2R7/pNl9/Mqldux/8pOu633Ttz7uu+QHk1Ienlh8z8k63o7+0DuDB9tSGHdUSR+UydesNnu3q1khMcc6XNnpL6Jf4zsVvAUB+8GcJGIyBAQKRzR/8qtPwEh5dxoDhVjpgIFG3M7Czdv8s1QEDiRWnNnKAAUa7FN9+/4+7XYdRiT8bHJXQ8hq+lUNwvQYjS3TAQMKOaqmjcrm6deeugASd6PuPfpV2bIQDhjPufn6cEtn9vDtMMzD/7ge/SFMBabfEH/zq4LR3f9BPF0AIafrkD/q0WA7p2x/8ptP8uFeQ0H7/J133c9SzpyVTHaSn0x8ckWh+1J3QYR6Wab//Z8UpH/CQ6PzoF93u57/p3n/+q66R6RLSUHlpG7TNSxyDyxhQzNEBPBue2qjbIdhhu3+W6ACe7buZ2oBjxDoKdeLpfg8AYNTef/CTA8hg/t5Z/6Tb/cFxBABpu7S2oR8NwBoErD/ANEMsl8BK95uDk9aRBOTlGgkNq4ElvYQy5F8Pevr6Y1m9L4VRR/ejPzvIg+1XcBLlVWqz8uuwAcIldMBAwk5qiZNymfr15u6ABJ12ydCVnDzyR4cMJ9tgZOH7pwseNV+zeAVBAAAgAElEQVQsF+81r4aVv1w8RhIAAhS8aNu0zJQw6xtrf6nNLO+rQcSldMBAon6HYKftPlqiA3cPJJrv/3H3/qN+6gKNwS8dtPT1z06AA4yjOuR0j7L7aRGd9viQT0YdIh3Nq2E1xqX4MadPYKHlNYzy+Hoj/tKUxfd/8aG9Q21Wfh02mLiEDkBPPbVhR7XEUblM3XqDZ/uupjboXJNT5FRHmtroRxWmOudoKLF24B0LHzMOWJ036yUfmqZhpV+Kn8qrli+FtT6GNS/j9Kpt1niHDSQuoQMGEnU7Aztr989SHbh7IEGHDsPHBYxTRiTgxNufH/dxgFPlFxTRAQ/da5qG1RDn4nNTG5h2wCeebEduZCHSwvQI14CgTqwRKU2XDLVZ+XXYQOISOmAgYUe11FG5XN26c9dAAsYufoWwS1909J9URqcb77nJE4SgXzDEfEP3mtaDg/7LDQACGmPkAUiIv7ghFRaDYqoCvLR/8KvsIk6tD/QT6PgRvuzof0MLOJO89htbIbe2mbz6ahBxKR2Aznlqo26HYIft/lmiA3i2q5vauJQhM107SevA7XTAQMJOaomTcpn69cZAYsUNqeykbuekLPv6ZW8gUb9DsNN2Hy3RAQMJA4nDFIydcf3O+J77yEDCTmqJk3KZ+vXm5kACDPhnCVgCn0MCXiNRv1Ow43YfzdUBWK+brpH4HObTrbQELAFIwEDCTmquk3L++nUGz7aBhG28JWAJXEUCBhL1OwU7bvfRXB2A8agCSGDvh+2m6br39oNB07S0R8Sm6TabzeFvu9l0bbPtunek9r9cPpRptqf5mJ/XdvfebbY9fdDdgW76ULLfMbPEI8svuWr7lpS/RJnde9dt93Ioya1p37vNZtu12023ayGzbbfZbrvtBjL+2I9r8Dkmq2373r2327S7KftqqS7k+I31o75u1+SyOi4jAQMJO6m5Tsr569cZPOp3ByToIGinsB/Ctt11cPx0YNHgI2/K1+yS4yM4IA1cmx3AzKZ73/VOMO2z0Oy6XbNJ2XI0tfzS8KXoLuUHvhGgYNf2IKok3w2A367ptySXcOyfpXzkyg3JCmnNFk599wFIRJ7GdCFXN+I2zUc9Y52lMo4/SsBAon6nYMftPpqrA3jC7x5I0Ezh7RBvxwAJJYcDJ5l7Y06gYdt+eLvU/CWarH/p9VJ0l/IDZ0nwpDQ0XnkuhbXsWmGtK9LkaATiNZ+GtYz2rcaXwkm/Woy4nI6cab2lso7vJWAgYSc110k5f/06g6f7YYAEHEODYfXwRqpGXPNMidc8dEhN26Y39jR60R6Htfu33DZNn2BaQKdFQAflddrkfT8kTrocTWl27yejK7hP0wabTR9fKKd0GCavmJ7AkL/Swn38JR73owsxDSM2DaZ7ul2H0QidXmJ427YnjpYyYXqagtpPFYE++oMyQZ4GQFCmRThywPJNk586iUCQ7QctDWubVBcUhCIP6VFGyNtuMWWCvjkFEpALAazSd/ijBAwk6ncKdtzuo7k6gCf9YYCEOgwN05wl51CY2qCT7N09S5xeQRMOtH9bf09TIQQuyIk3djoe3MM58c2ejoll4Zg4MqK8ogycNdd7IK1JjguhrsO6BDotLYc0vUdYeU0OG9MV+zUf6kQT4f0/5UvjEda0WBedq8ajzHEU4713zjLaQR4JqJD/0P7UmtPySI8gC3H4xfYoHxreZz/wUpKl0kPfbTFaVQAlOfqsx9dTCRhI2EnNdVLOX7/O4Cl/WCCRe2uOb8Q0c1OBBB0myqkD0TBpqjPKpTMf07ZNczISwToSIMDowTtc2vHHcnyD13sNo8TYPakqWGAcr5qm9KaElYaCL8bzOiYzrYtlcI2jApoP4Sm6oEBQQSDCBIhKl/WTvhddUiLlq4FE/U7Bjtt9NFcH8MRXDyTGnAvN1tR8zK9XLavxGo5ORO9RntMPHIbHlQtAh+jTEWFYH8P8dFqsW7+g0OkUrR959V7DMS13f6hr73RzTlHBltIvhXNt1ryJD4zMNP1UEeWWRmS63YdRhiG+x4CEAkC2NV5JA2Mnm/16GY4kkTe9sp+YJyezWMdnvzeQsJOa66Scv36dgV2rAkgMGeOSA4tGWd8io8OKeeN9qX44w9wUBMprHRqOtGPemK5ltb6YD/f90H7/eaWWi3UMpcW8sZ7jdMRpisYr/SlhUlJwgXIYKeinNtADp1MUSpflc3FIIwjg1ziaT8Okk7syX7trD2ttYj7m4SgQ0hGHdhhIRGl9vDeQqN8p2HG7j+bqAJ70KoAEGDnMj+t+EPvFeHz7yxlyuKApn39+NGunMXBGcz7/jLwcHW3vFNEezsETqIytkTiRw/6tHIv86CABJDg1oA4syiDyNnavkoCzn/L5J9/ylbaGQVNlkmQQ1kiQBvKyDRyRyJXfhs8vybcCFMQpHxpm/tIV/GLUgWtbYr4crVxcLOf7XgIGEnZSc52U89evM3i6qwESYCZtcrTdHr4I2G7xtcHxywgY7TjfDeef25BKndRUQ64bUvUO5ejEo8OI98kR7h0RyvZfICBX/0u8y2ZXXGSYo4OhdTozbvwEmmmqRDZAAviB008y2GGNRf9FQaQ5dk8eedXplL4tpxt5Kb1SGLR6mWDqot9ALK5R0a9I0IamaQ5AKZZPbWyPbSSvzMfpCNwP8aTlYnhsREjpsmwcDWG8rx8lYCBRv1Ow43YfzdUBPOlVAYmPpscxlsA0CeiiyGkl1sl1q3rX4f66VAwk7KTmOinnr19nYEUMJK5rS13bhSSA0YJr7zJ5izovJL6rkDWQqN8p2HG7j+bqAIyHgcRVTKgruYYErj06gPq8yHJ6zxpI2EnNdVLOX7/OwAIYSEy3g85pCVgCZ0jAQKJ+p2DH7T6aqwMwCQYSZxhGF7UELIHpEjCQsJOa66Scv36dgQUwkJhuB53TErAEzpCAgUT9TsGO2300VwdgEqoAErnP6mivNA3hqZ9/xny5zxhZB6/6+Sc+N+TZFEhXPph/jeul6J7D29jnn6DNz1KxV8auxSFe226zzR+qdQ4vWnZMVlwjofkQXqILWm/aA2Pbf8YKveAnyV4joVIaDxtI2EnNdVLOX7/O4Mm/OyDBvRJotriREQw8dxxUR3KSr3BoF/LM3ZCKdM+95ng9l+Y55aduSAXnjIWGdNQMx/45h5dYdkhWSONXG5pPw6THPT+4YRjjc1eCiNPNxI77dbDOXFnHnUrAQKJ+p2DH7T6aqwN4yu8eSNBU4e2QjiHnPJCvtOEQnUVcga/5SzRZ/9Lrpegu5ee4G+UpBY1Xnkvh09Lr3GldkSJHIxCv+TSsZbRvNT6Gx/JpvbGs708lYCBhJzXXSTl//TqDp/xhgAQMvm4fnXsz1jxq4krxmocOqWn7Q6Z0iBv5+rfctmswvL/FcePHXTGRjvI4lIs7VJZ2toxHZcfdHwl2yE9uFIZp5BV1YptxpcVtx2MbOdKg8QhjxAbbV+86bCPdt4M7VvK6bdvD7pooQ5kwPe5sCblTJsjT7wbaHqruy/fbVqf0Jj91EoEg2w/ZaPhAOJzroSCUfGOnzF5m3QGganmGvbMlJTF+NZCo3ynYcbuP5uoAnvyHARLqMDRM85acTWFqg06yd/cscXoFTThQDnH3ZQAWkNKfK6HOGc6J21zT0bEsHGjuMDCUSWdN7M8bAeUmbXvd14F1CaVRF+QgeEJYeU0Oe7M9gJsScFK+Tlt/OpoT69J6GaZM2GbKnzIhjwRUyH9ov8iU5ZEeQRZ5jO0p8cf85KUkS6WXeNpu9qeU9tuUK89aF+n7mpeAgYSd1Fwn5fz16wye9ocFErm35vhGTHM3FUiok1QHomHSVGeUS2c+pm0bnCNxXOeBdKQlQNDirAu4v+OP5YZGJHJpoBDLkuqaQCJXh8qEdepV03Plc3EoH0cFNB/CU3QBUzcEggoCEU6jT7t+pAQLcgkCUTfpc6RI2+PwqQQMJOp3Cnbc7qO5OoCnvHogMeZcaKqm5mN+vWpZjdewOifE6z3Kp68W9odTcSifwGCIPh0RhvUxzE9nxrr1CwqdTtH6Iz9DaTEv62E8nG7OKSrYUvqlcK7NmjfVh5GZpp8qosx4+ueU8uR9DEgoAGSZeCWN9+690wPAGN9P1PSlFHRwtCkns1jHZ783kLCTmuuknL9+nYFdqwJIDBnjkgOLRlnfIqPDinnjfal+ODO+fUaaeq/hSBv3Q+mapvXl6PRD+xid+Dj3r3Q0nKs/pmtduqiyFK/lp4RJR8EBygG09NME/WhLTI8AQOsiTVyjs9d8GtYyMcx87a49rLVBHuWJZRRIoFwJfDG/r70EDCTqdwp23O6juTqAp7sKIAFG0lx0GtqHae5/eBvXt3Qaew7ZIxdc0LbdnUwL5PKRZukKZ6RD2AlcNLvDOodIM94fHXDvFNEezsEnWoejwd9Pvh6JdA5y6HYpX7s9LtoEkNAFpXRgUQaR5ti9ygSOE6MrO0yndHg/H5av0tYwaKpMkgwG5Ml6OCKRK79tTvuZfEdnr3xomPlLV/CLkRGu40C+xPd+4SXuc1MbEfCU6H/2eAMJO6m5Tsr569cZ2LVqgASYSZscbbfJmMOgb7fHzX+QDqcA58lh8JRns+nS2of9AkXmW2LcdUOq3qEcnXh0SPE+OcK9I0LZ/gsE5Op/ifcJX23QcdGZceMntlWH0AF+4PQBgNod1lgc9zdgGLVHXuM9eeRVp1P6tmAU5LQtpK+0NAxavUz6jZxAJ65R0a9I0IamaQ5AKZZPbWyPbSSvzKfTEcqHhrVMLgxAwhEoTQcNfl0CPmIfEDBqGYc/SsBAon6nYMftPpqrA3jSqwISH02PYyyBaRLASE5cXzKt5Hm5blXveVzfprSBhJ3UXCfl/PXrDKyJgcRtbKprXVkCGDW49i6Tt6hzZbFdlZyBRP1OwY7bfTRXB2BEDCSuakpd2SUlcO3RAdSn0xyXbNsj0DaQsJOa66Scv36dgW0ykHgEC+02WAJ3IAEDifqdgh23+2iuDsD0GEjcgQE2i5bAI0jAQMJOaq6Tcv76dQa2yUDiESy022AJ3IEEDCTqdwp23O6juToA01MFkNANfmgPEad7CiBeN6divtJ1zmd/JRprxqdPCDf4vHGz/yDzSJ2ffKZPC9+Ph1Ydc8wLLWk7+cNnmvqHQ8j00895nBxzL+HpWNqhR5CAgYSd1Fwn5fz16wxsUxVAAovW9Ft8Op0NnNiuOdjQmO+QkAmQhm5elcl2tSh11NomMMBNoNYCEksalZMX98bQvllCG2Vy9KfSOqfs1Dqc7/ISMJCo3ynYcbuP5uoALEcVQCLuTIh77OiIHSt1b4DcyEXJ/NXmfMgPDufiZlPkHQCpaXCyZL+hFOOveSV/EXihL3KbNM3lrUR/Cp1zyk6h7zzXkYCBhJ3UXCfl/PXrDKxHFUACjoLbPYMpOFY4Wz1DIedM0pv8frfIfgfG4+mZMX88gpq7LmLofruFcz/uYhnNKvNyyF93aGQ9TdsfPoVRhff2OIpCWswXz3JItLF99nt7AiSG2gaakadtgx0uy+dw6M6Megx25C8HJLgtN/KO8YV25upi+0l/an+gndi1ErK/5YgN5eTrcgkYSNTvFOy43UdzdQAWoQogAUY42kDHgeF/OJ8Gb+n7cyfUoSWHdTj0qTdu6c1+vwZBHdchXrZ5Zn00iwQvvNcr8vajCP3ZE8f747bdTO/XcQCUgIPjj/y8v7cnp0vCMWP0ZdfheOrjFtcAVurwD23Y0z3y8PE8DNYFp015kj/UR8Bx5C4/9ZDKNrvDtBPoDvE1VJfydGjLxP7Qssqzw/clAQMJO6m5Tsr569cZWKFqgAQdOZwGwQMdE0AFHHTvDMvGE06SYIPOB1MJ8U2WaXw7BkUtqzWM5Y3p8Z60NJ5tRRrCmL7RdJbRq/KXy6txpbDSi2GUieeYYBRAR19iGdyP8cUy5GlJf7Cs9hfp+no/EjCQqN8p2HG7j+bqACxQNUCCDqnZHd+AwSAdbRxBQFo6XKrppxQ47cCvIugYcXiWniCKcqgLh12xDK8RcDAvwQnu8VPHpuGY1ufu/2s+tvW923XbbZs/FhwjB4W2sbyOeih9DefyKl8MaxnG5a5DMh+qC/QBVJb0x1Tecvw6rh4JGEjYSc11Us5fv87AwlQDJDD6AKeKN1ZdYJmmCrY4CfR0ISIdUz/8j9Llt2M4OB3On+OYcnnVYcb0eE8zrvEcaWnbJk1rYMWDpiN8nEIYbluOfqTFKRPmzV21TC4dcUv4Ii2lP7c/tCzp+Xp/EjCQqN8p2HG7j+bqACxRNUACzGDUAaMD+nkknRdHGmg+o3NJQKQ97j0R0zGyoTR0jQFoIr30maPmTSDgsGbidHQCdGK9JX5RH9pK0KTlNIzysW2Iizxtm91hCkfLJ36xmLPB/hXvaTRGQVWJP8brVekiPvI1VFcsO6c/YlnlyeH7kYCBhJ3UXCfl/PXrDCxQVUCiX6j4ccOmo9M8NZpY+c8pCkxLNA02fOoXOkbnc+rk9k5wD1zg0DHkXtp4KTnMNM3Qb9ak6wZiPfGeHMf4sbfyobaBpvKEtmN0gyMPsS7c576kIG+4xjKapuExvkp1Rfpz+iPl3ctfQaby5XD9EjCQqN8p2HG7j+bqACxPVUCiflNYL4c63VIvl+bsM0vAQMJOaq6Tcv76dQY2zUDiDi073+Y5LdK/sZ8uUr3DZpnlB5eAgUT9TsGO2300Vwdgtgwk7tR44+sJTldgagZ7UfQTFHfaILP98BIwkLCTmuuknL9+nYHhMpB4ePPtBloCdUjAQKJ+p2DH7T6aqwOwLgYSddhYc2EJPLwEDCTspOY6KeevX2dguAwkHt58u4GWQB0SMJCo3ynYcbuP5uoArEsVQAKfd3LhIE0e4nTfB8SXPg9lGb3Gzw01zeE6JeA+q7Nf1uLKQMJOaq6Tcv76dQb2oQogETeDokPZYAHh7niSZsw3ZOBI41HOZ9D2aHhIBrWkTeV3ar5a2mU+5knAQKJ+p2DH7T6aqwOwAlUAibgHAu7xFcK2PR2pyI1clEzZozklbY+GS+2vKX4qv1Pz1dQ28zJdAgYSdlJznZTz168zsABVAAk4EJwtwdEHjDxgS2dMZXDb6pyTAeDQTyD73SnbZNlifuzIqIdyYe8FHIrVALBsm27X4PNJxH78MS8+s0yfWkpe1tO0/eFhqOO9PY6ikNohX9McduOMu2mW2pP2idiCfl8/r2wP+cu1hfXiDBNMFe1wUBgOz5rK7z4f6sT0k+5sqdNRU3gnv+CJ/ZbktR91Iq9jvFGmvt6XBAwk6ncKdtzuo7k6ACtUBZAAIxxtoNMEqIBj4ZHicFTc/hr5kzPaNF1/aFdvUPX8BjolTG0c4t8R2/9YH+8JXnivV+TlWRWJv8P9kQ+m9+s4Pu7pQH4TMHrfHc6pUKB0PKirr/3Ad3L/OHisP7hM24acQ21hvXT6vJ/KL/MloLDZHgCX9gdpTukL9q/S5dkfpMO0kiy1bxy+HwkYSNhJzXVSzl+/zsACVQMk6MjhTAge6HQAKuBUegdTNpzRucHx4k2cb8IsiTrolBmnZRmH61jemB7vSSsXn4tjflyVJ81bCrNsqRzStWzunjTG8sV0luO1xMNQuZgW70nb1/uUgIFE/U7Bjtt9NFcHYI2qARJ0PM3udKtnAAy8Tce3bjCP3R0xPcGDuzD8zi894ITwho/pAwyj840c5VCXlolTBWqmyVfvgvsUdXAaTjxlQEop/kPZkfYQ/Gi5sbZo3hwfMb1v4TjgiOXG+oK85+Q5tU7m8/U+JWAgYSc110k5f/06A2tUDZDA6MN226YRBHX6aXh7u0nrGPQLDDiy41QASpff4OG8OHyOfNEJpsKFf7m86gxjerwn2Vy8xiE8tT2xHJ0069Kr5kX82D3LjuXTdISX8M66eFWaOV6Zz9f7lICBRP1OwY7bfTRXB2CNqgESYAajDhgd4KJLxNFJcaSBJjQ6nQRE2uPeEzFd1xuwLs7F4x7pXK/AOngdWyOhjjzWSxpsx67tF3WmaZvmOPoSyw21J+ZV/mJbYt6xe+V3qF1KR8MoP8R7ave2Paw5UZAX6cR78ubrfUpgroEay/+zn/0sCWIsn9PtHK0Dl9MBPIRVAYl+cd1mDx+OxvLoKI9xCOkXBFgH0aQvE/qFjtEJnTqwvbPbA5c0JbLddJ0sxtSakmNMUyjlrzY4WhLrJR3Gb5vt4euLVr7+GGtP4n/PQ2r3PgzQ1fPXg7DYFtZb4i+mR36nlhvqC+Wdi2iHvtoo1UnefL1PCaxtzA0kLucc1u4r03vcvoI1qgpI3Kd5nMZ1yWFPK+1clsD9S2BtZ2Ig8bjOaW1dMb3L6Qosk4HEleyzgcSVBO1qqpXA2sbcQOJyzmHtvjK9x+0rGBwDiSuZXQOJKwna1VQrgbWdiYHE4zqntXXF9C6nKzA4BhLVml0zZgk8lgTWNuYGEpdzDmv3lek9bl/BShlIPJatdmssgWolsLYzMZB4XOe0tq6Y3uV0BQbHQKJas2vGLIHHkkDOmP/O7/xOl4tn3FC6gcTlnAPl76tlPKYDsFJVAAl83qmbUIExxMW9I3Kfh6YdFbc4CKv/NBMHV+lnnHPXJuhnjEMHeYHH42eX/Sed2+3m5OyPuXVPdRuXojtW/1C9Q2lKd2q+KfJVutcKz+H/WjzdSz05gwSgUAILQ2mgZSBhJ5fTKcddVy9gf6oAEnEzKBrrDUDB/mRIMBvzYTMjbHWtmzzh6HE9W4O0uDfBkNHVvGnvg237AeCwPNN1U6vd+3u/w2PadOrjLpIsO3ZVPnJ5x9JzZdaIW6PeqTSmyHeNNs2lMZX/uXQ/Q/6cgSdYiGCiFK80DCSu6zBU9g5b9tQB2K4qgIRuOQ2mcN/ieO/2dKQijlyUNqrS+DmGP/IR61NjX6KLURPukFnKo3Ry4bFyY+k5mmvErVHvVBqlfCrfNdo0l0aJr7l0PmN+Gp54jaAh3sf8vDeQsDOjLvh6O12ALasCSMA446wGjj5g5AFv+uo0ogGPZdQw6xRILKf5cmGCh3b33qVpkrRJ98ecrJ+jIR9zHEckmrY/WAwjJe9tk7JGvnjfYlRji/ybw8jKcQplP33TbE/ODunT+zIoxx0zSZOjMQBKeuYIgdOuwyhO0+X41HZFeqU05svRYxp5wlSSjiCRJvJBJybJt8HUVj+9hEPadGqLskFfbrfN4Rh01jMtXXYNDbInHV/HJTBk7BU8MDyUH2kGErdzHmN94/TP0zd48qsAEmCEDhyGHY6UWynzSHE6vd4996MW6hTVjKnDjI5L8+XCADHJGcMhpVUQuVx9HOo5bPW83XQtQIJss31whk1Pqwc4+S28lU8No6bjCAuk028Nrs5X05P8mt3hyHXKtS8H53w8y4SAbYjPVOH+X+SrlDZET2mg/rQORmSmNKfKN40Ave8OZ3xwRAi0tP24Z5tZz5R0nb4qAR/S87UsgTHnQgCB61hepBtIfB5nNUUfnOc2+oAnvhogQQMPR0PwoKACTrg36L2hUrAQTZemqeOK+eI9nAqcULvDG+jp+oyYV++x4LNtdwdQwYWjsW691zBo6X0pzDrH0tH+Bvx3uzSqQ7mhfTiPRO8J2IYO6MrVyzheh3jKpW2bJjsSQXp6nSpflMnVxdEPpKtsNC/rG0vPlWFZX4clMMXQTwURBhK3cRpT+tB5Plff4KmvBkjQgDe744mYYBAAA445vjnCoOt0iJqwJVMbKKNvsrjXt36lPxQeqludkIZBT+81TLn0Ofqal6Rj+gIAbfe+v+6nM+BklV7kRdsa85XSYj69Rxj9hikIjOYQdCmtofCQfFFO64LsOOWBkRj+sV+npBOQkSelzzhfp0lgbQfjEYnP5bDW1h/TW0d/8PRXAyQw+rDdth3eVNW5JMex3aT5bX2zBPMAF3y7VlOm8VMNP+pRIEH6pWmOXH6UgXPilEusW+81jHJ6XwqzjWPpCj4oV6xXQPveu34NBqZhsKAV0zdKL/LCOofiY9oQPU1TWWk9CC+R7xgfsQ7lJaZFWkwfK8N8vn6UwNqG20BiHUewdr+Y3ufqFzzp1QAJMAMAoHP4iIPhTm+wmNtPd0cDxTdKLshLTnPh55+s533/uWmitecnAgzlS0EP4jlFwzylKQPWh6mFyHd0VkdgBBjQddvm9BPXmH6872UFniBX8hrvY33xvqdyCnYYx6uW0TDS9V7DSAMvcb8QlkG/k2fWE+WLPNr/aLv211EWkFxf39L0nOzJl6/jEljbwRhIfC6Htbb+mN46+oMnvyogkUYfMoDh6Aw+GqspG1LB2XBYm9fooEA5ARPZ3ApfP2BviGZ7uoiSXPSOpe226YsAfBWwPfkqIDrNeI/2YugdQ+3tDmsGUE+bwMKm6b/COACN/X3K2x7zghfywbbxqw3yGd/8433kK96TDuJLstQyGkZZvdcwecfi2tzIEts1Jt9t03+xgfbHttP5Uzb5rzrkq4zCVx8on5M9ZePruATWNtwGEus4grX7xfQ+V7/gya8KSIybIuewBI4SiKDkmOJQjRJY28EYSHwuh7W2/pjeOvoDW2MgUaPFNU+TJGAgMUlM1WRa23AbSKzjCNbuF9P7XP0CA2MgUY2ZNSNzJWAgMVdit82/toMxkPhcDmtt/fn/27OD00iCIIqC/nsrE5Z24e0XRYo46Dg1UBl0vxw5b+Pne6o8C4nvIeDPHTDAwP8Y+B5iXgibF4J7dI/FwLOQeLsX+XY34Ab+0g2Uh5/PeGkysDHwPUue/CJhgJsBukf3yAADDDDw0oCQ+AHwJUDfzR8DDDBw24CQEBL+v8wAAwwwwEA2ICTgyXhsEbe3CPMzPwYYWBgQEkJCSDDAAAMMMJANCAl4Mp5FyTrDRsQAAwzcNiAkhISQYIABBhhgIBsQEvBkPLaI280fl6EAAAIkSURBVFuE+ZkfAwwsDAgJISEkGGCAAQYYyAaEBDwZz6JknWEjYoABBm4bEBJCQkgwwAADDDCQDQgJeDIeW8TtLcL8zI8BBhYGhISQEBIMMMAAAwxkA0ICnoxnUbLOsBExwAADtw0ICSEhJBhggAEGGMgGhAQ8GY8t4vYWYX7mxwADCwNCQkgICQYYYIABBrIBIQFPxrMoWWfYiBhggIHbBoSEkBASDDDAAAMMZANCAp6MxxZxe4swP/NjgIGFASEhJIQEAwwwwAAD2YCQgCfjWZSsM2xEDDDAwG0DQkJICAkGGGCAAQayASEBT8Zji7i9RZif+THAwMKAkBASQoIBBhhggIFsQEjAk/EsStYZNiIGGGDgtgEhISSEBAMMMMAAA9mAkIAn47FF3N4izM/8GGBgYUBICAkhwQADDDDAQDYgJODJeBYl6wwbEQMMMHDbgJAQEkKCAQYYYICBbEBIwJPx2CJubxHmZ34MMLAwICSEhJBggAEGGGAgGxAS8GQ8i5J1ho2IAQYYuG1ASAgJIcEAAwwwwEA2ICTgyXhsEbe3CPMzPwYYWBgQEkJCSDDAAAMMMJANCAl4Mp5FyTrDRsQAAwzcNiAkhISQYIABBhhgIBsQEvBkPLaI21uE+ZkfAwwsDAgJISEkGGCAAQYYyAaEBDwZz6JknWEjYoABBm4bEBJCQkgwwAADDDCQDQgJeDIeW8TtLcL8zI8BBhYGfisk/gFP9ATkcwENggAAAABJRU5ErkJggg==[/img]
 
ой картинка поломалась
 
и потом еще к ней Ошибка шифрования 11
Я уже и бранмаузер вырубила, и антивиры .
Грузится по 5 минут
После ошибок пока не убьешь dat  aфайлы потом программу не запустить
Или может 8 Гб ОЗУ ему очень мало?
 
Решено.

Система\заказ данных\поток котировок\установить настройки по открытым таблицам
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