How to Create a Royal Mail Mailmark® 2D Bar Code
This document describes the appropriate settings for the DesignMerge 2D Bar Code module for creating static or fully variable Royal Mail Mailmark® 2D bar codes.
ABOUT ROYAL MAIL MAILMARK BAR CODES
A 2D Mailmark barcode is a type of Data Matrix bar code that must be added to mail pieces in order to access the Mailmark options of the Retail and Network Access product portfolios. At a high level, Mailmark barcodes can be either 2-Dimensional Complex Mail Data Mark Mailmark barcodes (2D Mailmark barcodes in Data Matrix format) or 4-state Mailmark barcodes. This document describes the creation of 2D Mailmark barcodes only.
There are three types of 2D Mailmark barcodes available (types 7, 9 and 29) and they offer varying quantities of space for non-Royal Mail use. The three types are summarized below:
The full specification for the Mailmark barcodes can be downloaded here.
DESIGNMERGE 2D BAR CODE MODULE SETTINGS
In order to create a Mailmark bar code that corresponds to the specific type, you must enter the correct parameters in the DesignMerge 2D bar code module dialog window. Most importantly, the Encoding must be set to C40, which allows for upper-case alpha characters, digits, and the SPACE character.
Please keep in mind that each of the code types listed below also has certain character encoding limitations. If you attempt to encode invalid data, or data that contains too many characters, then the bar code may appear different than the examples presented above.
Following are the correct settings for each 2D Mailmark type.
TYPE 7
TYPE 9
TYPE 29
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YiVRbFBJgAE2ACTCALCfD7EbMQNkfFBJgAE2ACTOBDENCOzPVtdvkQkbJMJsAEmAATYAJMIPMIaJX569evM08qS2ICTIAJMAEmwASyjIBWmZ89fzbLIuWImAATYAJMgAkwgcwjwGvmmceSJTEBJsAEmAAT+CgEWJl/FOwcKRNgAkyACTCBzCPAyjzzWLIkJsAEmAATYAIfhQAr84+CnSNlAkyACTABJpB5BFiZZx5LlsQEmAATYAJM4KMQ0O5mT2/s7qaR6Q3K4ZhAjiXQLdo8x6adE84EmEDuI5ChkTm/aCb3PRCco9QR4Gc/dZzYFxNgAllDIN3KXDRmCoUia1LJsTCBbEZAPPus0LNZoXBymEAeJpAhZR4drf74YR7mx1nPowTEs8/KPI8WPmebCWRDAhlS5rGxsdkwS5wkJvDhCYhnn5X5h+fMMTABJpA6AhnaAKevMStx8X7qYmdfTCAHEPCoVyFJKvU9+0k8sgUTYAJMIAsIZEiZ60ufkZF6wC+TyfR5YXsmkO0JsMLO9kXECWQCTCCOwAdR5ubm5pDL5WBlzs9ZTiYglDlv8szJJchpZwJ5h8AHUea2trawsLCAZoSed3ByTnMTAaVSiYiIiNyUJc4LE2ACuZTAB1HmQpFbWVnB2Ng4l2LjbOUFArzBMy+UMueRCeQOAh9EmYsRuVDkrMxzx0OSl3PBs0t5ufQ570wg5xBI99G0nJNFTikTYAJMgAkwgdxNgJV57i5fzh0TYAJMgAnkAQKszPNAIXMWmQATYAJMIHcT+CBr5rkBmVgrdXFxgZmZGR+xyw0FaiAPnp6eEDvX2eRdAlzf827ZZ1XOP3Q7w8pcT0kWK1YMoaGhePz4Mb+2Uw+jnG4t3oNQvHhxqdPm4+OT07PD6c8AAa7vGYDHQQ0SyKp2hqfZDRTD8+fPWZEb4JPTncRLYUQZi9kXNkyA6zs/Ax+CQFa1M6zMDZQev87TAJxc4iTKmN9UmEsKM4PZ4PqeQYAcXC+BrGhnWJnrxc8OTIAJMAEmwARyBgFW5jmjnDiVTCBPEDAt0wo/TBqJulaqHJPfWNuSqFmzJiqVKJCqNJtV6owZc35EI9uck8dUZYw9fVQCH30DnEpWFFM3LUI1PcuWsQ/+Qc+puz8qJBG50qgkZm1djnr5dJKiCIPHlQOY8dNavP6A9bLDgh0YUcUOL3ZOwDcrb2oTEFx7FE7NbgvZrQ3oMP4frX16Lyx6L8LeL8th17CWWPGMX8WbXo45MZxjx5+xsn9FvUl/tOE7TN7/Wq97ZjlYV/0UtWuUxGuHJbj0Pvt/dfGTUUswvW35+OxH3MLwTuPwRKU/7bY1G6NerdJ47TQbp0O4nsXD46uMEPjoylym8sLyH7+HJeXCP7IAfvztB1TyOYhhP+2Hub0FfegiKCP5y9SwJtaA9665GLnHE26O9ij+WXd827kX1q/Pjy+++NWgQm80cwsmV3iEL7r9ZNBfsgmWqYvJ7bO2sCVlHhLnaUDXhrCg68hUlGJq4g85tRmL39nhlkfObmCqVKmC27dvJ0Gpzz6JxzxoEbD3V3x/3YFyHoFgh7ZYPrUFzsz7Ae5+MqqbEXj7MiBLqMiiFRRPLGJSiE0ly4+x61egwI7BmHDgbQq+M9dZUaAS6lu+wNm3zTGSFHngkTnovegUhH2rCqYGFblIiTqPCkSncwAQZd8Ze7b2x9EvOmGtj3py1bJERRTyv4unofo7EZlLgaXpa0/02X9oYqlQAx86CUDgy5cIpGhUdFRIqsoR7+AfRo1HGD34dYZh/fJauDhjBFbcUX/BqnDv2VjcNBhTtkRi8pdlcf6UDz5tVQ3mJMP38j8Y8at6JK80KoNv509Bs2Kiq/Ae55ZNwuKTryieohi7YhGqeq7DwDkHU51BE/IZG/YM7329cM8XuHfvGu7GLMGqHs0wstU6TA3oiBUTu6CotRqr/60tGDZ+Hcx7z8Pkuo4UugHWHz2EB2uG4bvtQfh28Sp0riDsaeQfcA/LpozCfg8DKx9ONdGnZKw0alYYN0S7KlYIJUYiXcLIaw9KdfxTQvtgw5DyuPQ/fzRtURmef3+Hsb7NMXhoeey6eRzrIlpg+cYJKHB3A3pMUo/6q49ahbkNgjGh1zjcNjDyUKfm4/0/ZcoUrF69GsePH9cmonlzytvgwejRo4fWji/iCciofrx8+V6yiIpW/4b7eVHdNJLqpnAwVJ/GrZgJq1N7oWzWB9XsqIP5ZA9GrAjBtF8GoChVh3cPDmHS1LV4Q3IaTVmFPjH/4pRlU3StSB0IRTDOrZwm1U0pATr/VR74M35oX1Gq26IOX14/A78eeIaWk+eggRV57Lcc7gPfwX3MN9j8qlym1nedZEiXYnbuyylj0bdhKTzZOBhnTtpIdS/Wzklyl/vexQlqFzRG1Me/pvZAIWqYlP63sHjYOBwNSapsDfmrNWgmJvaoC5s4oTc3b4RzjwGwJzHd1pxAz7enMaLfLLz79Bv82bc07h1Zj/mLt6d9wKBJNP+mmkB2a2cMaI5U5+mDelRcPQdv2KFJlyZSPKJH3rddWSge30CgtSOszF3QvGURnN6wFFsveKFAnb6Y3b6Q5LfL3Jlo5uKJJcOGYumF9/jk24n4TEbdYVUgvDwe4dlL0YVIo5GJjkG8eXj4AkLp1tbREU5FnBBy3R2Thg7F3GMv4FS1s6R8Xx9yx3++sUCMB/5ZvBCbrgRSh8IZxsH3sf7n0fhqxnYE5K+ILo0rxAvWuTKjb8NHPLmApwprNO3WVHKx6dEFxWLu4cTz9zA3UXfx0xK/hV1+WFsUQNPmBXBozTJsvOYNs/wFyS4frC1VMHl3AjPd7yBfrYH4vUd+hBcZjNlt3fBo19JsrcgFnDFjxqBfv34YOHCgxEr8inthzyb9BPTWJxJpYW6FKl37oOC9zViy9SrkpTvhr4UDEHVqPf488gj5yrdAS1f1i3lMTczhWLs7Oto9xV+LV+NKsF183UyUPDt5CC5sWYjvh/2M04FWqNOpPZzJz8ntB+BFv4GXt2HRnxtxwVsGvenLSH2nOIQS7z1xCU4cWY6+lZTY/PMQDN/kCYtXG3HwwXvkqz8YBzbMQfsS8S8eipE3w+rZPWB5YwP6fTEDNy2qYuycrxLljpoEA/6caRAwhxQ57u3HpGHfY+6av3HpzjWs3XqWBj0KXN6yDEv+Pgw/6lj7bxiFEb/th03jQTRg2IdfR3aEbZLY2CIzCWS3dibbK3Nj5W0cuBgCo0rNUY8U8fsq3VHHTIHDW47GlUsU9lKvfPX+U9ixaA4uRwFl69RFtHMrtC1pjMCLZ+Cbzx5+l+5AQR2BCqWUEKMQ918mY8bfFzNctiqYamX47J6LMbPW4oq/P26evoHIOBd58FXc9xd3oTh/5ASueITBSPkMS6fPxOZz9xH07CF8ydmlck2trMQXpuGPcfTae9g1aItC1Cvv37oSgk8fxDOd+ci0xK+Wr8DJST3x27a9+N/9MOKiFqaZ/vPfOBar77xHuUGrsPv37pB7uGPUNs/ESct2997e3hg5ciRq1KiBvn37Sr/iXtizSR8BQ/VJSFTRnpeQU/MxfNEu/HvsvvTsvzk0GxNXHMCR7ZcQRVPnGqOizil8j6HX6F9x5NxR/DR3P9XNAmjZrrDGi/b37JqFWLbzAoLCPXDtJq3Z2znCgdqB6Cc3EUjTeGEvLuH8yfN44tQ60+u72NjWddxC7CYl/mUtM+xdPBoteozA+nPPtelbO6ozVpx8CtOCtTByxQnM/6q65Fa4e2sUJoV77eIDONm/xekrfkDpKqgiBhM6xpC/RvVoD4PqHn4e8zuuPruHk9v+xs5rD3D03xeSMvc6sRuHjlzXLrs9PrQcgzq0wNi1Z+DcfDjcD23H7KEdpfZCJ0q+zCQC2a2dUc8HZ1LmPpSY/w6cxuj67dGsvgNUTT4FAv6H3TT9Z1ZDHWO8PrOUVKtoNpQW1tIUmHXjIZjbWPgTfVmgQFlX4EnmbeRRWppCQDQhnR5RqjP+nPEVKuc3RliYgqYGRYwakxC1ihqvQXPmomfNwoiNDIOKpuJ0fWtCaX6N5VFYv/8KhtdtiJ7N+qNmAQX+2/IvVD+O1XhJU/zqQAr4vU067acVSBebf1yNjgdHw9nqHVZPWEE22b7/JyU/JCQE48aNw/jx46XfmJj4p0Q3f3ydOgIG69NT9VLP29cvJWEqC3WdCH1HCoyMuNc10l7XUH+tlVHEW0n5m5smrQSuHcZi2oD6sFdEISyWQkYF0gq+2kjLSzIKQ8Zg+tJZ39sN/wFDPnejDPhg67TBWHsv+b0ku+Z+i83b22Dp3NGo2msqvjrcCQdEoqhlaPr9PIi5NAVV7ugAD23aJWftf0n9hctKorIr5TcgAAHUzU7OmNIMWnLmztYFGBUQg40T2qJ2l+H4IdoTo9bGb5xNLgzbpY9AdmpnEmqY9OXng4eyeHwQZ4Pb47O+E1DYxRTPNu8Wy+mQGgVSgdGaITDCEU32osrJIsUV8HrvBHz3t4d0nSn/qcITiGnTuyltQovE9Uv3MHrS76hsfBrDW87CPXkXHDn4pdavWSLSlr0mkCK3w67vm2IFNRJT9h3DZ1rfyVxQb8Hu6j48UDRG6/H9gbfn8Y+PMRrpeB09aViq49cJZvCyz7zBcKZd+xHyfOg+thN2TN9n0H92chQKfM6cOdkpSTk2LQbrE+1BkUycYtVmMvG91oEuSDlrjNLCSloTfxtEG9l05oZjbFtJijzm8AJaH76IwKYzcHJoooqkUld+g+nTRJTG38Nzv8G+9bUwauwo9Fr8L7r4XMX6X2fD/Z56T4GuOPNnhzB0shvOLOuEmk2LY7+xSGcYNnbvhE3Buh1gmbRMoAmrMtXnD7jzMgr1SuWDFYTSTqrQo8OT2tk3HICfv+uHcnTqxut/W/HLrDUpbsjTpIV/00cgu7Qzuk9Z+nKSBaFkqgDsOvMMRi6l4aR6gd27X+nEaoUGXVpK984tB9IUPHDzv1Mw89uHw56xKNRhDHpWVm8yK1y5FsrS+VUVVY+6XQegb+NSOnJSvhRjO3OH8nApUQLFK9bEoJnrMLmhI95d+At/PiiDwlSBEBZOk/i26DiuNTVQcljlU/ee3wRS90Nug0JxO1msTGkfuioUAREyFG4+CtWTDkqSJMhIeReHbgdL9n5n90jTa+pxiXpdLy3xJxGejIVYsxtc2QwHaP3t6+0PaG1wBOZ2VG/2ScY7W+ViAobqU1qzHS2GqeU64KsGhaW62Gdwa8hV3jhxKuHJFYWDvXRaIyQ6Ggqb2pjThfaUUFBxgkMYBU3BFavdBHTI5IPUdxGHCSnwP8f1x+cDZ+BUWHF8s3g39q78GS0LKBFdqBlGjeyBygXUdbxFx2pU4yNx54IHXu09Spv9rNFn9jhUsVFBaVMAnzT9RLevIsQb9Hf64mNKQFX8+EMPKVyxT5ri0wrWUM8GmsOtWglJhvgvsmQbzNt8GNum9YPjs/0Y17U5tU9rWZFrCeX+i2ypzGUK9ahaF7/n7qPwIYuoGydxMdFO6iKffw13d3csH1SfNsSsw6yT6qMqm8fPxoU3Dug+faXkvmT6SFR3oIonc0Sz7h3QuWXcPL1uRAauY2gQ4NJuLP5esQIrF89Fj5pWOL91OnrQaFWsgW85/gBwbU0bUHZiSOlgPHwnR8s5u9CvoBL7D59BkKwEJrsfx7J+5eB5/QJeyQriG1pnWze6BjweBEJecSCW9CyWJAXqsYfaeu/qdThwYBv+WH9DstC4pTV+tTRqGZMYtV10vjb45csa8Ns/A7/TmfOAv0Zhy9Mo1Px2AdrbKpOEYovcT0BvfaKsJ1zEIOUrcMSNmhOTUYmps5BYNPhuCXa6b0DfsiqcWjZDp16rn0Fzz+P4zzMapTpOwp51Y1HY/yEiTcpj1vz+EEdaD531onXoTlhPMnrR5jq96UtnfddNt4nPWSwY3huNhv2KOxZV0KFNBcTKCuGz9oOwcONxHDt2DD+1cMPzI8uk0yam7w5hOJ2qCaKX4CzYeRwndm7E9O86wUW7Zq7OoyF/b7aMxfKzL+DaZDDcSf7q6T+gGw1MLJ5dxIWAWNT7fhWObZuD0iTTlRS9W8gpzBrQHH0n/oHbfERNt/jyxLWYp5G6lV27dk1ThmNjY2ldOAzHnWgonMg094+CtbU1jI1Frc0cE152IPbNbo9zP3fGH3fUctUvunDD5mH9cdi8LJwiXsMrIOkUmIWrK2ilHK/pCJyYnk+NKV68OG7dupUarwn8xBYogTIWb/DseRjEBpoylnTtGyr5EevkJYtbIsDDQxpVq2Q2KFnBCR73PCT3EhVLIICuQxJITNtNWuJPm+Tc67tq1arSB1cS5zCrn/HE8WfX+/TUJ928tJ29GV8qN6Hb1EMoXbo0gp88kY6s6frRvXak+msU5AV/eomMiNs6KIiu1fXcMr8r8iMoQb1PT/rSW99FHS5RoQwK0ayc3+2rSc55q92LwigwkNoBX91sJbg25E/U6dJ0iMbf34O+5BgfTMwQGvk/gw8r7ngo2fhKXzuT0STv3LlTEpFoASqjYj9c+C++bQ955CVsi1PkIialmKqmKXMrmmuOePlEOqqSXAoiSInThFWWGGNfDzyLi8k45Bme6WhmmcoXpMe1RkbT7B734munRqlrPaTjIi3xp0M8B2ECVNcyVp9U5rQhTiUmx2kvKinylIx4D4VmzVjErdkAJ8KFB7xMUu8zmr6U0qPrLurwc3rfxHPJMukattr9nm6QZK8N+RN1WqfZ0Ib3kxqTpHFqPfBFniKQI5S5WON+emgDlr8+n6AH/+bSDvwVYoLrtLM9s43mKzf8JaXMJpu95PEX07K+PG7S+ejlqpSVeFamjOt7VtLOe3FlRTuTI5S5OBd+/ej+JE+AidcVHKFlsw9homnTjZh6428cfwi62UOmqGCijNlkLYHXV0/iddZGmWJsXN9TRMQe0kkgq9qZHKHM08kwQ8F8aX2rWLFiEO/ZZZM7CYjRmGjEPT09c2cGOVepJsD1PdWo2GMaCWRVO8PKXE/BKJXKZDdF6fHO1kyACeRgAlzfc3DhcdIlApm/2MxgmQATYAJMgAkwgSwlwMo8S3FzZEyACTABJsAEMp8AK/PMZ8oSmQATYAJMgAlkKQFW5lmKmyNjAkyACTABJpD5BFiZZz5TlsgEmAATYAJMIEsJfJDd7OpXvIq3NSd8Y3OW5owjYwKZQcAi6euKM0Msy2ACTIAJZCYBHplnJk2WxQSYABNgAkzgIxBgZf4RoHOUTIAJMAEmwAQykwAr88ykybKYABNgAkyACXwEAqzMPwJ0jpIJMAEmwASYQGYSyPAGuOoPXknfNRfffmbDBHI7AWNjY1hbWyN//vy5PaucPybABHIQgQwpc/E1GCMjI+kvB+WZk8oE0k1A87yLZ58NE2ACTCC7EEi3MheNmRilmJubS3kRHypgwwRyOwGhzMUzL559Vui5vbQ5f0wg5xDIkDI3NTWFra0trKysID7zxoYJ5HYCmk6sePZZmef20ub8MYGcQyBDylwul0sjFFbkOafAOaUZJyCUuOYv49JYAhNgAkwg4wTSrcxF1Lm5QVPJLRFdfzyi7YpBZpQhTBkvJZbABJgAE2ACOZqA1aGhkCnCP1geWEvpQfu+zQoUeP8Y89vFwCm/reRr/0M9ntmaCTABJsAEcgWB9uWSZsPPzw/58uUzOIDVLLvpzlSHhoYiVqnC+B0vEUiDQ7P//ZxUeCbZ8DlzAyDnd3clRe5owAc7MQEmwASYABPQT0DoEKFLxCzvhzSszA3QTYsijwoNRNi7QISGvkdMBo7cy6BA5Ds/hIZF6k2ZLDYy2ThkiKQ0pDMsyYyIS39yEUeFBkv5C49WJOecITuR57BAP5IfnGy+DAk3ig5GSGAgIvUwj6VyCSa5yZ21SA1rQ3EbchPpCqN0vY/W70sVQc9KMs4ZSZcIGxWRjmcnhfJPJpkJrES84vkJo+ckI89/AqGJbtLLxSj6vfrZJd5JTETccx2Z/HNt6PlJIostmIAeAkKXfOjlWp5m1wNfn3XgwW+x6U4TfPNjN1iQJ6O3t3Fq9UQ8eJPw3HHpEdvRxM0SgQfHwv3kI0mcSkYvG6k1AE27tYG9cdIYjKOe4PjM0XgSqZZl0WwmBrSqrvUY/mA3/t2/H6/fvIFR8wUY3DJ+PkjldxZ75s+DX5xvk4aT0L9TA5jE3RsKG3pmBjbvu6yNJ6pAe3QdMQSF6dShDO9xbVYPXHkXnz/LZtPQt1UdJO4J+lBe95yOQsufl6KEgEPm3bHJ2HbslvqG/lfJnNF0xlqUjnM3CriI/b/MgnfcYQhd96A932LHWS9tWM1F8WGb0aKkLRRPtmPNyo2StWBbc9Ra1C5iKd2Ljs0L9zE4clEdPtqxPbpPGIICcdxTYq2JS+a5Gyv+WIMyFOfnFGdik1ye3174Ddt3ntB6rTR4Iz4p6yDdG8UG4u6Btbh75xSCgl0SsBAeDKVL+Ww7Vi9X51cjPKLQFxgyphus3l7DmV1b8PTBQ4Rad8VXP30JK40n+k1v+Ys4V648k6BMjRQvcHjiCHg1m0fPYCUkV4YtqIxLWiR9dkSSlEblSd58uL3Wn5+4x0ObA0NcDNWx4CsrsHXbAa2cyPy9qe72hSU9Hw//7IJTHkZat3zNpqJLq7pSnTH0/CRXJ4QQTb40z748/Dbcp03Cy+rjMbxvI6m+GEfdx87JE2Dcfy3aV3WW4n5DbYr7mULoOGcKCtPzqeFrMlzdhmgTyBdMwAABVuYG4CTnJEM4ZFFRkpM85Bo2z54OP8eW6PDDQBR1sEJMeCDeej5AhK2mkYhAjLwFOo/vgtjbW3D44J84VqoqetYsnEC8aDxurxiFWwW+xBcjusPW6yD++n0q9rluRIeKakUQS4OHQp/3htXe3/AgJn4kYaTyxr8L5iKw0XR81Z6U7KuT2Lp4DnYVWomeddTx6AsrEiEv0gTNRw+HWxFHKKlTsIs6BQfON8OQJiXJ1QwlBi5BqfxusKMW1v/MHLjvX4RnjbZqFbKQoXi8BvtEp8XITdxqTWzMW8Qa10PzEf1A6hexCjkcTNXOxoon2EeK/HnVb/Fl7zawpo7D29c+MIpzd2w6Aa3KBUmejcwsEHv/LxylOPLbWkGw/4cUuW37BejdqBz8/puMXb9PgMuspShK4SMu/47DlyLR4IedqGbvj4vzhmDT2pIYM7gZjFPBWkQqFMi+pWuk+JMbQSeXZ/mrg5IirzhsIz4l5e/73xzs/mscHKavRXlr6hwpQhEic0OlGvVw+pQfpSXepPwMRFFnyBr1vqPyoD5LTGwMVMY2VEJAbHQEjIs1QWVSFmdDTJN0tNJf/lGQqRJu2jGKDkEwdb5kBEWMlh/vmIGnBfqi38ieyBcbDP9nT2EuZcwMZfrOg2OUoGcCU7MYvPhnKq4qSsFe0tb68xNPRcSRUt1Ivo71qRSMo6TIbdvPQ7eG5aB89wI+AXKJl5BvU2cyOvevCRcbOYLOL8L2XTNxv85eVHUwTuH5SSlf6tSH3Nwjda7lt3bgUcdGUvkrzUqgtLMKh248kJS5DMHwvuEJ41gv6qRHoXBBM6h8L8ND5oa2hdQdU7U0/p8JGCag0TiGfWWRa/Of1sLd3V3nbyvW/TYJbUsnN0maRYkyEI3f/9YgkJRXq9HfoZiTHWTGcpjauMClUmO4OahfpiOUf2w+Rzg7FoFb406wF/KSmRI2CriAsy+NUKFdW8mPcdG2aFfDEs+O/k87FWtTuTNq1f4U+dWitSkzigjCa5UMpWtVlUYVxoU/x6eVlaRITiEizpe+sMLZokRDlCBFLh4GE5daKJdPhfCQECmkCnLkcy0FWws5xLV9PltSKK6wjFO4wpM8/Bq2rdoN17YD4UC+dLMn8h9jXw4lXd3gQnIKFXeLa+iB0Mtb4CUrj85CkRuToje2UscVp+FUNm4oVq6G9Fe0eCG8ufhQmpGo4WSMt1d34Z28MVqRIhem0Gd94ah8gTPUMIrG//Gx0whvNAZVnMyglBdB3f69YP14M17QtHdqWAsZ96lz9bRUe5Q2V5HKSmj05fnNzR2IppFxzZKChJzS1Q0Oqje4eP2ZJCDWzA31OnRH1YpuSZVkKp4B0JjSvpALrB1dYO9cBA6OdlK5yVwaon6zNihVjE5fqPuaCRKc3vLXCDHWKW+VqQXErTqaKISHilmbaOqE0VFVC0cUqFQX+ciDyL918cpxZVgZRW2CcZtmeOoOH6SuB5JwSzi4JM2PJl7xm1J56atjslhS8kIAFZ4J1U0zx1JwK+sm8VLBHIVqfQJnG3MpnU6VGkhK/rX/+xSfn9Tky0gViFuHLsGsVD3Y0nN5/bqnSAnFZY7CtcrB8uEVBNC9cbgnnsbNenm8FDZAwC2qtwXboqAOc8mB/2MCBghkK2UOGU0UqJ5gybAB+P77iZj95174O9XAl3PWoZerYYWukuXHmA3u+LWdpC4NZDlznMRUm+c9T0Q71EeRxHOCOlGoqPGVv/PBq5d3cGXFHLyxaoz6VQrr+FBfKoI8pCnoovnje+PmdvlpBBpEzaSuiU2iWDSuEVHxatTYhIaBZBJS0x9WIwMe+3CBGhc3V/UUoLAXU8NeV09R4zQff208gaJdR0jTgcJNjCwuL5qGV5UnoX2jiohRaboPwpX6LdSamgesx9r543Hq3HVt50K4hb31pTyb4/mm4VgxrhNWj2uHY5fUSk+465q3x2bgSszn6By3tBAT8gqKfAWpaVQbpbwwSlEn5I1/KI1+feETLNOOwISPWIUZKc83ePUmHKlhHXJmJv57VRG9BvWDU/wKgxSZoTwbkTIzjvAgKvFGtMnhIQm5RCXuHZCf1KSLJOHljUvwvHsJj+/eQUh8kUsRxiYgHJ8G9VX6yl9we3HhFJ7SM/Dw6jk8OqMecYoZARVN5pdp3h7mPjuxdcJ4XHrknThS6V4ot3NLFiC84UzUoc5YvAlHgNcLvHv9An6vvZNNfUpc9NWxWMtyqFveCiGHf8SKlevwMjgRrPhE4MWxNYigjnnZorYpPj86waAvXyqvM7hNy2X1Bo5Dg5JKBP13RPtM2JdpCLniFDxp0knmcwVvHBqjWgkVvO4/lToSzy56wrluFe0SmW58fM0E9BHIVspc9HihiIRXwHu8fPkEN/7bgtE0XflWZocO/VtKeag88Gds0o7eN2BCu5KSfcvJc9CAFglL9FsO9x0rJOWvz69KVhRjVrpjw6S2+rikzp60rMLBQaQ6gRGbxeI3ZFlIFffokom4+swfqjLV4KTRQDqhVHFDHzOddk6MOFSypFOmOsGky1jLYihPU3fPli/Cw5cv8PK/GThwnaZGacE8TQXsdxKb/tyIaFrja6ezDCBTBOHllQN4dP2UFF9kWJC2k+B3cCLOh7XE4IENtD0H3VGcff2xaNJvIuqUscWj3dOwYukObYNtTLsOjGNv4K5td/SZuQFtWtTB8x2jcN4n4dDSJOgkrbs/Qokvv4H28yaUt4QjUHUpCAVjFB2IAJoGzu8c37EzdSpJ0/g0G0BaNCXWMu/dtIfgFqp+P4/W2M2k0Z2KfjXGUJ6dqneGJeVp37ZDePP6AS6vGidNtcaH1khJ+ptSukQImSoMd/csxn9bF+PfjRsRkLCnl1RoWmz0lL8Q8ezURlw4shFXjqzBxfPXEkg1rz4U/Yd8TTMjD3Bz9VAs3XSIuroJTfDJRbgWVQFd21RP4CDyc2XFCGxbNAK7F0+Dd8I+j+Q3ZS7J1zHR0Sj99Vq0bFIXsic7cWhmRxy7ph4h6yYigOrLwYv+KDVwhrTXI6XnRzesvnx5nlqN0LKjUc7CHGVafgHTsP247a1erjAqUAlFqIP49PkrWpK4iugqTVGhWjVYPHqIkJB7uB8hQ4VyBXSj4WsmkCKBxHooxQBZ7cEk5F9c9RuA5iWqwxnHYScPwYUtC7HvTBg6zZqORp3aw/nAbzi5/QBaVRsAq8vbsOGGH155y+Cqx68fjRK8PB7B+nVghrIjpyGXSaCvNFLWbDQzjqJNLz9PgsPgzWhdlnr5CESUTW8Mm95XWsveuXghVpnYYlSPOgnilsWKVjkcERE0erBQa3Qx4pCporWKM0EAnRsV7FB71DIoN83H6SUjYFGtN+pVvoczz1MOqxGjpI1eq2mjl7zRRAxt/0mCUUGsWWl8MmyB5DXy9nJs2DgVp0puRwvnBzh00ov8euHkr49oBiEC72kUd/jnWWg/aQqKUqdF7lIZpV0oaLVPUMb1N2zYvAEP/LtATJXTyjYU8sbo07kxbOjOrvlXcDt+GXcfPEeDguWk+MR0982/5yMyf180Jp4aI0b8Kh0NKVNFQkF9gGhFDJQWRVBUpsLtN2/Ju3oWJMb3JsLorowljdBD9bNWkRq6tvIv8inD07+/w0tai35Hjatq2UDs7fwLulYLMJxn+4bo++13OLp5CXZdtUGpJn3h4rEF/iYpV7XUPANig2CLaWtRIpOnYA2Vv4iz2YS10l4Ewd9YcR9bfpwAf3ETZyxLd0bPBU3wdOcMnLjwJ7YXLYsvP1N3tMX+hn2HbsG2yzKtDE043Q2PGrvEvylxMVTHhEJ3azMVw+rfxollE/F46w+4W2orKtmpY/GhTZb7aJNlVRo01KOlEWFSen7UIenZ1pMvsfHt+h0jWBntwcE1F6AKvCcFuXH6Jj7t24CWfVxRqogSh26fwn1/L5TsVBaOllWo038UD/73BmG0x6Y4rduzYQJpIZCmgVtaBGeWXzGd7RFAPVorGzhQA312zUIs23kBQeEeuHbzNWkAR8k++slNBNLUZdiLSzh/8jw8aQ1Zn18h0/2XyZjx98V0J1M0EoWrlYNpEFVA/4TTd0Kx0xJdAiNmVcVadlVaLjC6fy/JyMWkQEWY0yjF+238qDTE5wVinApI65MJhCVzI9Zia329DEMWHMDAfp0Q9TQMygoVKZUpG2nXLSlyo+bz8HUiRZ44tFXZT6QRbhSNcJUUZ8Nuo/Ap/ZVt0h3lXNRb0os1+hz5NL0bHQHWzsWku4AQ9bjN1MYeRko/hGvxWVD3hcia66xb0LS/2EtQuVdn6fSARpyVcwmYvH2onbqUxfrhCSndYsUL02yGHRycaE1XZyqbvotCu41p3d7RDIZYm9DkfOGuo6U81fqsE6o37SCNouzqd0XZQuapyrNJiRZoN+Ughs7fitZ1C0kj84oVi2uSLv1qm2rtBXUMM/gMCMGiA5hWk5ryV2jLiLo5eo4nik5lqa4zUN1ChXdB6j0XIi3ex5YimDZBNq2rLv/E6dNBkNhJuk8tF0N1TGlfBa2+GCTNbLz0Vact8vpvkiKvPnavVpGLCFN6fjSJ1JcvsfHNh561am2awaVYObjU6YVKJaxgcmszPGjmQVqvr14Plve24La/DUq6WCLWqTIKUEf4xslLMKr3qc6eAk1s/MsEDBPI9spcTIlXF1t3X9zBQ1LQrh3GYjVNs29YswrfNCwktdiamTlJf9AarMYY8qvxk9ZfMSLUjJZd6vWhzU1huDT/R9x84SeNoBWhIdoNa0K2aFyNI3zg/8YbPlc24SoppuhCSRV0rG011CdF/3DPNrylhlMcuzr20Ajlm8WPksWZ17C3PtLGo8gALwSLM70Uh9hR/J7WHEMiFNKam9fBabgeaYPGzWpqs2co7JMdsyDGsEIZ+zy9A++n1+Htr171FSPjoKcPaHQqZL/HixPbpBGuC+3cVxo7olS95qhAfxVrNUbtxk2oIXRG5cafwDauhY6mc+/ibLoR7XJ+fPG4pFBLuapH2PbV2sOCpmb/d+qGxO793b24T2VcvnQRKd0iXx7/rZd2w1dxS6ikbKt1gh1NZx/9966Uf88DSxFCR57qlneWGsvSzZrD6uyPuOITTrvSX+DfFbsQVqE7itCI1jBrOVyqqfMk8lW2fisUpA1wtjU6oJybS4p5FvkM8PGTzlrLwp/izJ8LaFahN6oWiZ9GEMsw/n7PpTyG05ulxPl6YQynS/JC/4Uj9JU33tLzFEBl7v8mUGInixVnqf0QHBwAo4hABNIZ93Cds9PpLX9NrLq/Kh3tK54Pz1Pb8eSlyDOdNfeg0SZ1qpyd1aNccWLhIk1hx9RsoT0WqCsrNdcpcdFXx8yp3K//ewpv3r2Hivi8uH+Vnk9ruBawpdmFJzi95YT0bDkpntMzT8/9wzt4R0f0hbI19PyINOvLl9hPcffwJUQ0GIr6tOG1VrPuVC86oXGvodRxfYErd15JWc5XRl03FZYNUJhmCZRmhVGUlsqEKVW5pPTL/zGBtBBINH5MS9Cs8fu+SgvUoHbw9ZOniLFthWkD6iPm8AJ0W3MRgU1n4OTQRFmg6VZhUuU3jVkQDdfLu/5aZaywrYnuP07BybUzcWnp17ikI6+odmiuXs87/OspydW0WHt06dkiwTS2cBANSIXBv+PVnFHYTsephBHnzFvqTC0H/TsWu84GkIsM1u/+xJZ77tI55TIWUXi2dri0cU2EEwq16vBV0hEbcS+MobDh78QEtBHub5qI+5JvUhm0Uen7TmJ9MxZPN4zDDWqgNSZ/65molmATk9pFQWN2lYxGGWIUF9fgB58YiV0XaWaFjGhIy/T7RTtFrLCth54De2HjhqlYfVjyggJdlsRNwYt7OqrmK0NolSbxa+Vqb1DQtGS3IQOwfiVtbqKwQna14fNQmJS1MGY1hqKVx2McWdgD1+k+2rEDBvRRn/VNDWtJiPSfekgqixUzJvEKWeOeOM8yhSeOLpwkdXiEn6gCHdDru77aGRJxznjvzxOkzpMgem7J1zipPRee8jMg1pgvLhsKzZySKGtxptvt9Vb8s3y3lCwTHMPBucegaDwPw9tVkuzSX/6CbcKOlCSQ/rO3FTMosQi+vAEXDmzUWMO44iB0jBuFK33vSjMT5auql020nuIu9MnW9ZdyeSVfx0xxD0+prbgS92wJma7dl0hT7LLwCESQ7jSOvYhjSzQ0Abdh29GypKXB50fI0Zsv7/+kutL4s/LCm9YoHOqgIXXWj5+9gIg69F6A/BVRRiwFVawljcLFrIZrmWK4FGAFTWdXG5gvmEAqCIj2ROoOdu3aNRXeP6yX5j9vxJAKb7Bi7BI8UpmjQN0OGN6rPqzD7mDWlz/hQrE+2LmgK7z3zsG4Pcb4Yd4PqO/wAFP6TMEDFMPUTYtQzWsPvpi4Cf5uvfX7VdFZXcpvqcDz+OfU02QzFdZhI44MiGvEIp5g1aI9eBbth3vXHsK5z1p0ruGcIJx4A1wULcXKTM1pRcAqbRvPdCSJDkM4jSQUcivYWMfPMuh4SfZSjGLDxUid0mBKR+HU53yT9ZpmS/HGufBwelsZyTa2cYRVnMJMjSAprHgrHnm2oHQlM/tOG9aC8S40EnIrR1iaJ+qcpRCJ9Aa4cJo1sEw+XdH0VrII2qJok099hEtXXHpZ68pI7lpFbxx7Hx5Gas4cdhRvWs2HSlda05EW/wp6k1qMQgGFLG3PbVriSA8XzbMrOphyenbTWi8MPT9pSTv7zTkEMvvd7A60SVqYVhvDYb1vQKaD2LlTPfhLW8uZ6clIJFBFq14yNwxdtFjr4HvjEKbPWSOtgZt7Hsd/nu3RpuMk7OmogNfdh4h0KY9Z8/uj27hNOEQbWao17YT17s2xY8wYvX67jj+DZt07oPrzSL3KXJsAcUGfejVVvaPjTgVQvf8I1Il7c5OuHzNqKJKO23R9pO5ajEIs8qVeiWukipMAFpQGndVmjVOGf1XGlCY6j5se2VJYyo+hsEpTO9jSeen0GBHW2kDnQnRs9Dmnl3VK6ZSZWlGaUrNbIXlJHypdyceWObZyC7skpzoyR3K8lPRw0Ty78VLSdmXo+UmbJPbNBD4sgWw1Mk9tVh1dXWEU5AX/9zJY0LV1UBBdqzdVWeZ3pSnZIOl4m5BnyK+h+BKMzOM88lfTDBFjNybABJhAzifAI/MsLMPAly8pNvUabgRdazbAiSSEB7ykg1LxxpDfeF98xQSYQGICyTVqif3wPRNgAtmDQLbfzZ49MHEqmAATYAJMgAlkXwKszLNv2XDKmAATYAJMgAmkioA4QPST8FmhQgXxwyaOQHTZzuhXVXfvdSQOzeuAbVtvwrp+CzjF7ap6f/5XrPljC+ztvbBj0U/wdWyEMoXU56hN3l7E31OH4pnjpzA51JvDfmRWzvXK4NyUATjwwhLVapaTdtaLs/O3l3TGP7et4XBjDHboKd+8FtaxYRvUK8jNARNgAoLAe9qTZW5uDplMJv0lR0W4JTbR0dGwsFBv/910Kwamj9THRxP7y8j9gwcPpOA8Mk81RXOU6zGNvoD0AEfW75WOWpkEnMSOXWfg0G0ifbGsv3SO1HvrVDygY9vi5RGXls2Ef6Ev0KqmK4fNBqyK2ZRC4+6fweoxfUr1svrlHSH0Sdfz3i5o3acjKhoo37wWVvNN7lRXD/bIBJjARyXAI3M9+JOOzIGHoUVQ0tobDy7sRhB93CRg3y947PQNBnauTefKTVGoQkk8OH0YN/1NUPDtTpy+q0LLsRPhQqN4pRmH/disxMNuVrgaTB7swH36OptlgRicoHf6O/ZehE/dbA2WUV4MWza/nsrB1kwgjxHICSNzVuZ6HsrklPljevmamataGdy9fBavIyqg1aiR2il3jcJ+eGYfnj3xQ+H+f6B+0fjzxhz247OiV+qgSNlieHpmDx7fuorgSt+if5uamhfWGSzfvBaWlbmexoGt8xyBnKDMeZo9jY+l+MBKxc+bS6GiHerSSD2hANs67eBCVkp6T3hFek+4ruGwujSAj8Uqhr5sVruy+u1+JarUSvBWupTKKK+FTVhifMcEmEB2JcDKPI0lY6Tyxpm/j0uhzAPW48Sj+K9DCUvvPUuld1Eb0dr6gR3nE0jnsNmDlcyDPmJzR/2+eJ9tq/BK/fp1qaxSKqO8FjbBA8w3TIAJZFsCrMzTWDSv9tJ74I3qo/PsNahCX9N6sm4VfOOUgYy+Cb7vohcqjN6Mbi3KwuzGHPzvhVppiGg47MdnJZT1f8s3ILLONAwaN0z60Ma+/Ze1T4GhMsprYbVQ+IIJMIFsT4CVeRqKSOZNypq+Wlbqm+/gbOaCBl8NhFxxCgcO34WRyg9nlv6F4Orj8WkRWzg1/176KtKtdX+pv5DFYT86K1HUfvSRngdGNdCtUx0YF2iLjvWcYHR2Bs77RMFQ+ebFsGmoGuyVCTCBj0yAN8DpKYAkG+DoQyt/T5+CR+UnoF+jsuqXydpXhFPIcTw+9x9kUU9w/WUhdB/xpfQtb5XMFsXcVLh5cS9eWlVB+J5fOexHZmVJmxGP7jmBkoMWobqL+rM4dmUqwv/fo7hNnxePvfo3nugp37wW1qRWZ3zmyn19Pc0DW+cxAjlhA1yO/NBKVjxH/KGVrKDMcWRnAvxu9uxcOpy2rCTg5+eHfPnypeqlMSqV9FVxKXmhoaHIqk+gctc7K58IjosJMAEmwASYwAcgwMr8A0BlkUyACTABJsAEspKAPCsjy+lx8bRjTi9BTj8TYAJMIHcS4JF57ixXzhUTYAJMgAnkIQKszPNQYXNWmQATYAJMIHcSYGXuSo2YAABAAElEQVSeO8uVc8UEmAATYAJ5iAAr8zxU2JxVJsAEmAATyJ0EWJnnznLlXDEBJsAEmEAeIsDKPA8VNmeVCTABJsAEcicBVua5s1w5V0yACTABJpCHCLAyz0OFzVllAkyACTCB3EmAlXnuLFfOFRNgAkyACeQhAqzM81Bhc1aZABNgAkwgdxJgZZ47y5VzxQSYABNgAnmIACvzPFTYnFUmwASYABPInQRYmefOcuVcMQEmwASYQB4iwMo8DxU2Z5UJMAEmwARyJwFW5rmzXDlXTIAJMAEmkIcIsDLPQ4XNWWUCTIAJMIHcSYCVee4sV84VE2ACTIAJ5CECrMzzUGFzVpkAE2ACTCB3EmBlnjvLlXPFBJgAE2ACeYgAK/M8VNicVSbABJgAE8idBFiZ585y5VwxASbABJhAHiLAyjwPFTZnlQkwASbABHInAVbmubNcOVdMgAkwASaQhwiwMs9Dhc1ZZQJMgAkwgdxJgJV57ixXzhUTYAJMgAnkIQKszPUUtkqpgH9AoB5XtmYCTIAJMAEmkDoCWaFLWJnrKQvTYC+M3/GSFboePmzNBJgAE2ACKRMQilzokg9t5B86gpwq3/TCr/BtswL9D4kchOfUbHC6mQATYAJMIMMEbEhCbDqkmEPM8ppGy2F1emg6wqc+CCtzPaxkinBY7xugx5WtmQATYAJMgAlkHwI8zZ59yoJTwgSYABNgAkwgXQRYmacLGwdiAkyACTABJpB9CLAyzz5lwSlhAkyACTABJpAuAqzM04WNAzEBJsAEmAATyD4EWJlnn7LglDABJsAEmAATSBcBVubpwsaBmAATYAJMgAlkHwKszLNPWXBKmAATYAJMgAmkiwAr83Rh40BMgAkwASbABLIPAVbm2acsOCVMgAkwASbABNJFgJV5urBxICbABJgAE2AC2YcAK/PsUxacEibABJgAE2AC6SKQae9mj4yMTFcCOBATYAJMgAkwgbxMwNzcPMPZzzRlnhmJyXBuWAATYAJMgAkwgTxIgKfZ82Chc5aZABNgAkwgdxFgZZ67ypNzwwSYABNgAnmQQKZNs39Idu6mvB7/IfmybCagIdAtOuNrdxpZ/MsEmEDWEcj2I3OVSpV1NDgmJpDHCXB9y+MPAGc/xxLI1spcNCwKhSLHwuWEM4GcRkDUN1boOa3UOL1MAMj2yjw6OprLiQkwgSwiIOobK/Msgs3RMIFMJJDtlXlsbGwmZpdFMQEmYIiAqG+szA0RYjcmkD0JZPsNcPoalhIX72dPopwqJpBDCHjUq5AkpfrqWxKPbMEEmEC2IpDtlbk+WkZG6kkFmUymzwvbMwEmkAwBVtjJQGErJpDDCeRYZS7eOCeXy8HKPIc/gZz8LCcglDlvLM1y7BwhE/igBHKsMre1tYWFhQU0I/QPSomFM4FcRECpVCIiIiIX5YizwgSYQI5V5kKRW1lZwdjYmEuRCTCBNBDgTaVpgMVemUAOIZBjlbkYkQtFzso8hzxpnMxsRYBntLJVcXBimECGCWTro2kZzh0LYAJMgAkwASaQBwjk2JF5HiibTM+iGI25uLjAzMyMNw5mOt3sI9DT0xNiXZxN6glw3Ug9K/aZPgIful6yMk9fueTIUMWKFUNoaCgeP37MLwbJkSVoONHiZEfx4sWlDpuPj49hz+yagADXjQQ4+CYTCWRVveRp9kwstJwg6vnz56zIc0JBpSON4siZKF8x88Im7QS4bqSdGYdImUBW1UtW5imXRa7ywS8MyVXFmSQzonz53QtJsKTKgutGqjCxp3QQyIp6yco8HQXDQZgAE2ACTIAJZCcCrMyzuDRUsvzoOOYH9KvlkMUxG44utkAJ1KxZE7UqVkRBGxvDnhO5xtqWRI1PaqKUDX97PhGaPH2rghVKVa6MKqVdYZ1DSTiXqEj1oiJKFkhbnUhPdlWyAug9dQaGfOKcnuAJwmSmrASC+SbbEsiTG+AcO0zBygHVEhRK7IN/0HPq7gR2H+bGEtXr14bD6x3YdDUIZh1/xj/9y2Lv9z3w98us71spjUpi+KJZ6FzBMUF2Ffc2oM33/2jtYo1rYfHuOajwLKF9iV4zseKrunH+IvG/xd9h5uEX2nB8kTcJhFfpjTWTuqKgtoWJgvv3vbGVnvE2v7jjK+Pt6DZuu0E4H7NuiHoxfvkCtCxupU3jk43fYfimh9r7zL5QyaxQo2E95H+1GSvPvcmQ+MyUlaGEcOAsI6CtalkWY3aISGZCqYjC8Xk/wN1PBku6k0UEZVHKwhFDX3WNiVFH9/78TiwLsca9j6DIRe993KblaOX4Dkd++QaL/n0BlcwGbjU/RQMn3wQ8Bi6ajirmQKwi3jqi8AAsJkX+YucEfLPyJqqPWoVfRv+K7je7YYdP1ndM4lOWu66qVKmC27dvJ8mUPvskHrPYQozIhw8hRR5wEt+OWAY/uq/1eR2EBak/inR+02KEwDPFVH3MumHVczhausVg69CmWOthjGI1m6FohLeU5kYzt2ByhUf4ottPeJ2Jk1Ey1XsoqG1QxLUNKQIy4CEzZRmIJk876at/+uw/NKy8qczjqPp7eiHQ3wiBcfcqWVGMWzETVqf24n3DnqjvYowY3+v47YfZuPRe3RBV6f0jxnStpZ02vLv+O/x04DUqD5yCH9pXA+k7INIbexZPxKZr6vdfG9Mo5be4UUq4nyeiiLqm62BXtjG++JpG5nfPYmeAW4rxfzJsNkY2LQs5FPC6+xCWpZxwdOIw7PJ2w9gVi1DVcx0GzjkYlyPDPzZtRqBVfuDBmvGkyNWNq0wVCs+rhxI0tcUGL8eAckG4+cIBlSziZbb6ujUsYu5h/qobZCnDlaUb4dl2Gtq0roAdaz/cCCY+BXnjasqUKVi9ejWOHz+uzXDz5s0xePBg9OjRQ2uXnS5MRWLM7VBIpsIbUlLXTp4kC3Udqtq2LwYYHcTZO96oP/ZPjK3vQB9+IWf6lnoU/ZpG3MKPw35BwEesG9am9JpomTmcixcAPPzhee2EVCece8/D5LpiFqsB1h89RHVnGMZ6NMeKiV1Q1FrdnPrf2oJh49dRhwVoOW8Lvo46gC2RzTDs88LUi/fHv0sn45e42St57UH46+ceKERB3/s+l9qGwLgOQs1hCzGtc2Woq1wYLvw1GdO3P4CYNfhp0wLYXzoJs6btUMr4Hsa1G437tQbrlUVJYZPJBLJbvczDwydjVOzQG1179cLAXl1R1kpdgyzMrVClax+Uf3MUv288g9gCNdCjVUnpMRDT89NIkePBIcwYMxELNmzBZc8o5G89BdNJkXsf+gNDhs3AYU8HdPpxMdpZKxFrXBvzp3WF8/PjUpidjxSw13mozBxdYGWej/7UlinF/z0p8hcUz+gxC/HCvgzym1urOxaqQHh5PMKzl5quiU4kei4t6GM1QBhunXmuxwc1MKUH4ffuJXFpxjDsDwV1IuJaGgrh7ChWQuOH6kYqH/hEAoUr19Qrjx3STmDMmDHo168fBg4cKAUWv+Je2GdHI8N7HDp6E8hXA1O2r8T37SsmSKa1jSPsbCR1D69jm6ijsg4rV/6Opcee0vcWzGD09jU8VTJ8zLrxau9RPFWYo8kP/+CvqV9Rp0SdhdeH3PGfr5ha88A/ixdi05VAOBVxQsh1d0waOhRzj72AU9XO6FOS/JAxMzFHvvoDMazWO6z99U9cf++Ept1aSG4K44ZYPrsHnD2OYNKw77HtQSx0d9LYmwTj3MZ5GDpwIv4NsEb9rl206bCkdqpi23YwOr8Vy5fuwDPjTw3KkiLk/zKVQHarl3l4ZC5HxSZtUEohh7npW4Sc24GH4VTWRCTq+joMotGt2Kz2aZ/PtBWsXt0KgOoB5k1bg4fU2MDrifRwtO1F9mGXMWvtaVKNwHJaE/x87QB82rIUjivaoShN6bsvWo7bNAtw64/5qNRghVamLE4ZamfWUopfJ54FU7ei7tqeUhpEA+r+y2TpOrX/ySBipQgt4hW0blilUSX8vrAHos/MwdRz4WguBoEx0VovYhSV2IgFjGSsE3vj+zQQ8Pb2xsiRIzFz5kzp06U1atSQ7kNCxNgve5qX+2bh27BBmPpNK3wy8GfUbHAQYyaug3olWK3oRMpf3TlPfzQoN6qCmX+T0g+7g+mT/iYXGf1TP0kfo26YvjuEwb1DMHPxWDT8tBfWH/gEq0Z+CXePq7jvH4kmjqE4f+QEnoh2wGMuxtB2GxVtHHU4fQORLVonLBSavZrabTQukd+gZgNRo3J5VKEZiyc9uqAYIrF19gJcpWWpK/NmoOqnG5E/ruNw4vcZOEGSbEju5euv0LR5fuSnzrQ32amo2gafWYCh845JcVn0XmRQVsIE8V1mEMhu9TIPj8yjsH1Ifxrt9EXP3iOwO27NWk6za953xLSxMJYQykkYMQVfsQiNJgIDESQqcJwR9tXdTKF8fk9S5MJaHvaQevWSmqTVQqp1qkjQoDbOxMvU2Oj+Goo/cTwqC/XoRjd8Wq5VppQ2Mqbx2UkQ3Ln/cNSkGQPzKt9g8+btGFGeXkZSdgDc10xBaWqMzNTBE4QRDa+MtXkCJplxIxT3uHHjIN5UJn6zsyLX5PfNf39hRO+h2HLzDcxLt8VPX1XXOCX4FWvs3/4xDZVMA7Bu/HR1RzmBD/VNVtYNEaNJ8FnM+Kozhq09i1ATV3wzd0bcyDjhgx9RqjMWbt6P4zu3Yc3E1rTUFl8BzOTk9/FVSZELmeYmIqwCYgHOOlHbIDatadob4bdkr2nYeuwYdm77ByM+K0zLd+pwwk2IefcifikrJVkiDJvMJ5Cd6mUeVuakxHTnu3XKWW4aN+etYydTeeGeN41K7exgQYpMY4T9Xe9YGBV0066jx1qXgJuos+JP6FuZHPHv5KINcJrAen71xS/F41paG49Z6UI6cvUIM2D95rUvuZqjUbemyfoKuXcMR48exalL13Dt4iU8DaARVZgXLl2+Az/q0Dz1CKA8WsSt6dHoyrgsShC651fPJiuPLTNGIIZ2Tc6ZM4c2T6b0BGUsnswMLVMFwH32NFyOomWZ0qWTFd2YlqSauyhw+pfROEizV4ZMVtUN3TQ82zoDG+5QBqztpJFx4k7s6EnDUNn4Ioa3bI12PdfRWFtUfB1jEt9e6NhS20D2Om2D2LSmKdko+86Y/VVDxByYixZtOqD+yrtUVRPJlYmtu3HGgCyNF/79MASyS700XHM+TN6zjVQ71zIoQg1MaforU4p2gqVgLl5+Ql3iyhgzvL2kUAvVaoA6pSxx9/4LIH8D9G2gXvFq1LcFuUfh5vUn8Hr8nKRaoWm/9nB0Ko0+P/2K6lQn4/vuKUSq43zl5lNah2yIeZOHoO93s7F19GfkqpYkRjd1uw5A38aldEKkcHliKfZ5A45NJ2HpyJYQK+hiN3uVzsMwa0xHRF/djYULF6r/fl+II/4U16tTmL9yr7S55+LGfQiSlcH475tIETWf2BvOtG5++LDIM5u8SkAsT3Ue8jWalXaUEMirtEUF6s0GvaD6k8gU6fYzRtI7F/xOLcfaa9ZwdXVF0fzxx8ESedd7m9l1o/bX4zC8UwOpTojlpvIFKQORwQigyf83gbSYJrdBITp6LjajFc5HyQoLp4UuW3QcJ0bmcljl06PAdXLw9L4H3Vmjxdc94VKwIr5e8AdqUtsQTUEV+R2lTnJwVCRi7GhtvWclqarr7D/VkQQYkpXAI9/kWgL06ORVY4bmY+ahuSb7MQ8wue8qbc9Ya625oN/AvdOxutQiDG78BdbTnzCPNnyHSRtmYLPrYvQZs4pkClsFbmyeib+fGFNV/QtLL1TBiE++xMpPyMXzDrwUlYUnHROv2jU9c42j7v2rLZOxLP9sDPqkOTorvLFv4wm0HPCp2qvMEc26d0D155H45xQp/VQYsXP990FjYPTHZLRrPxbu9Kcxvv8u1Fxqf6X5CpP4qX2zt7sxam0N/P3VRBxrNZH8qc+Z7w/J031ELa+8e2GJ0g1ao07z1hgaB0HhfQ6/rbpOdzLq5sabqtWLSzcujUdiQ+M4+8g7mNL/J/hLtx+nbjiUrouOPVug47dxaYrxwb45f0pH0R4ePoNhDTtjsvtx9KCz50uPP0C9zq1pd3trhHvfwsN3bmg5Zxf8vuiG4Ljg8T+Un7izZ3ZXlmDR2WoY89lg/E398pjnt+CpqCp5tXx6ACeed0T7rj/jZFcFXty+j4gCFbFg+RA0+/bfJO2UIVnxcfNVbiYgVkulLmTXrl2zXT5j6ahKWFgYjjvFT1JrEtncPwrW1tYwNjbWWGXZb2x+V7hRFzko6CXev4+PVtiXo6n74Ccv4zb6xLtZklthcntCbpllCg5chD/aWWLll0NwPEzPwrdOZMWLF8etW7d0bOIvrQpWQrUSdoiMfAef6/fSdH5WUaASGpW0g9/ts3gamnI64mPlqw9BoGrVqtIHV/TJzqp65UhLQoXymSPq3TM8fil2l2adyYy6YUVvRSxGldaCOqnXrt1LkHjxjoaSxS0R4OEhzVKJNyiWsXiDZ8/DIN6I+H/2zgTOpvKN479ZzM5gxpZl7JJdKmsoyhJhFJKt+IcixthlJ2RNyZKsY8mMlJQlS2UopITKmplBhjEYs6//5z33nplzz5xz78y4c83yvD7mnuVdv+/ynPOec35vTTfavpXxpoxJYNWOSKcyTWKcPy/u1E1dmapVYX/nCv6jfuVO28Xu3KFt/XjNxWUaM+/ZmoClfpnT/AQFBUlBC/GdeU7RAQ4RYdAyyeL4JXqMrOVizZzT8q91LK5yHwQt9EXsjRBEOXqjchl3mp5cniVDrhWf8ljMf+cQ/J/ySNa3HW9RWPH4ne662DEBmcDdsEu4q9VRZA9W/M2NvhFz6yr+ktp15ozapd0C2fF050B+rxj3HKKu4Eo2PjQQ6ZzXSSdcSsTQr2JoW3HvkJ62csNcXEp/vF3wCLAxz0d16nLtGyxak4hGVUrR9P1fOLhuH74/dT3LJZBX7uHVobKMLN95LKwrpnHfyHdNtVBl2Bb9ko15PmpS4lvy3/cFQf5wLrtZT0xMhJhq53Wbs0suf/gXA4ao38LouG8UxlrPH2W2Vb9kY54/2oNVcnnr1i3pO2WhHcyu4BEQMy7igi0kJKTgFS6XS8R9I5cBF+LobdUv2ZgXokaWmppq9sWoQoSCi8oETAhw3zDBwTv5kAB/Q5QPK42zzASYABNgAkxASYCNuZIGbzMBJsAEmAATyIcE2Jjnw0rjLDMBJsAEmAATUBJgY66kwdtMgAkwASbABPIhATbm+bDSOMtMgAkwASbABJQE2JgrafA2E2ACTIAJMIF8SICNeT6sNM4yE2ACTIAJMAElATbmShq8zQSYABNgAkwgHxJgY54PK42zzASYABNgAkxASYCNuZIGbzMBJsAEmAATyIcE2Jjnw0rjLDMBJsAEmAATUBJgY66kwdtMgAkwASbABPIhATbm+bDSOMtMgAkwASbABJQE2JgrafA2E2ACTIAJMIF8SICXQM2HlZbTLNvb26NMmTJwdnaGnZ1dTqPhcHmcgFjPXCzpyS7rBLhvZJ0V+8wZgdzul2zMc1Yv+TKUj48PHj58iIsXLyItLS1floEzrU9AXKBVqVJFumD777//9D3ymUwEuG9kQsIHrETAVv2Sp9mtVGH5JZp///2XDXl+qaxs5lNcoIn6FTMv7LJPgPtG9plxCMsEbNUv2ZhbrosC5YPvyAtUdWYqjKhffoSSCUuWDnDfyBIm9pQDArbol2zMc1AxHIQJMAEmwASYQF4iwMY8L9XGY8qLe9mqePrpp1G9jPZz9FJ1nkbLp+ug2GPKHyfLBJhAZgLPD56KtRu3YNPauXi5mHbfzRyKjxRUAvwCXBZqNs2uEiZ8vhjPeCo9xyBwdD9sC8u/10NpdmUxIWAjXvTOKNedU1sxbNI6RNGhVPu6mLT+I7xQ1sHgIe4qlr/zP+y+lX/LnFFS3souAa+uU7Cqf8OMYMkP8OeeNZi56ZeMY9nYcn51BgL61cLXo1/HJo1+ZOl8NpLKttcPv9mPp120gyWf34BOowO0T2bzaKp9Nczf9Rm8d4zEkE3/ZDn0vVZjMeX1lgj9eTd+hzuc3MiYR/EXKlkGWAA9sjHPYqU6ugM3v1mICd/dgJerCBSHexoDUBaje2RvScU6YMPaPvhhOF1Q3Mm5cT3z9QoEffcVLj+kN6H7L8KqN1/D/+qswcLzjuj20Sy84P47/F+eiD/sqsN/7WcYsewD/NhrjmTsH7kQHEGWCNSvXx9//vlnJr96xzN5tNYBuyIUUwK+mzcCu25XQ/d3R6Djq8PQe++xHLXBmGNB+DTKA+eN/ajphNXwf/Iyhg9cgNuUkvq8tYqRlXiWjhpKJhK4FfcEZq6aivo3v8GAcYFw9XZDbOydrESRZT9FcjAKl6tQEUi7iKmzl+Mm2fGEEr7Yta8f9g3shi/+y/l4kOVMs0fo9T+947mNLAfNKLezlDfjF8NYUnQoYiNuIlaRRXHXPmTWFHR4sqR0NPrSEcybtBz/pNnB/YWRWPFWLZwMjkCbF+sgZOs4TL33ClYMqYXje6+gaZfm8KBQZ7eMxxbn/vjQtw7tJeDsjrmYsf080mg4GTB7Cboa4069+zfWzJ6MPQmdsOrjwShOF+Ldlu+E7/1gjBkeiJ6fLUGDkHUYMHePIof6m3Zpt7B3+y7yYLii/+vgGcS9WQ9e1csh9e9iaFabhrPQS/iTymKfdgWf7T+HDoOeQ8+qKfjiqvFuXT96PmMlAlOmTMGaNWtw4MCB9Bjbt2+PIUOG4PXXX08/ZquN2PAIRIZFYvX+S+g47EkUoTtYc/0gxb4+Rn/kj+d93KQsXtgwEpN334RnrTYY+DbdmZ87ih+bTYV/E9GHnsWKwG24sMEPc+9lnN9JF6zm0hB9bfWQmjj0zQU09W2NEhTT9eB1GLVkjxRuzMrF2eob4VevSnlNtbdDEm0lx93Df1G36O5XOkyzVtUwevFsdH7KSzrw8OJBzBgxT+orRTtNxIZ3auPooZto3bkxxLX/reMb0H9a9u/mW7y/DJM714YYqCMojjcoDvces7Bj0JNSup/v24+4M4fwsM4LKEHduOfaH9Dr3o94783ZuET9ll3uEchr/ZIv4bJY16JDe5RvhCZNmqN52+ZoQFfowvWYNw8daqVi17xRGDFzGyJrtMHsJW9J51yKesHdpQzavFAG+zaswfYztyAdK1IG7V6pg5NrPkHQ+UjUe2M+PuzqhW9XfIrj4c6o16UnfOzoctvOCw4P/8HmeRPw3vwg3PWqjS4tqqPInVPYGHgcyfTvtx2r8dm2A4hMi0To1Qu4EnZXSjsnf3r5dYdr2h0cOxwuBU9Kpp+4xPSo3J2kKYn0fd6wDQE/Pz+8+eabGDBggJSg+BX74vjjcIn3hPH2xsCXatPGHVy6bme2H3j7vonnK0Xhi4mjMG3xGhy6liBl29mrDPWP4vQfuH3oG/wYnkJXzNew/dOP8eUf96E8LwJY6mvORcqio29TXNy6Glv+iESF5j3QuRSJ56TdfeS+oebcb/lSdK6diqAZ72Dw5M2IrPkiFn4+QvLm6ukND9ey6NCpIg6vXYyAo9dQttkALOvlo47G7L5bj/mY1rkGji15H4MWfAVniuPjbj54cGw7Nh69QeUKw/YlS7Bk/Tf4YttRaTw4sfVTLNv0PcLZkJtla42Tea1f8p15Fms1icYfr9aDMKG1IcAVuss+daAmOlVzws2vF2Dzqet0IhATNzWm54Dt0LviWhjuo5Lx48whWHPWcCfrJW6+qdv9MHMgVtIxF/sX4PuUA7aMHA5x91HCqyOavW6oFru0UKybv1hK0KVUCYRTHmrXaQC7tK9w9OcQjOrdGGE/7cUh4zR74PzJkt+c/Gnuvxrv1XPHL5+Owu4oe9jjCrbsvYam3Qbgo6F3ERheCyP6VqOoo3MSPYd5BALXr1/HiBEjMGvWLCQnJ6Nx48bSflSU8TbxEeLOflBn+H66Ca+7u9PdYjLNIq3Bz0U7Yr2ZfrA/kS6F6f2MZ56uiJ+27cN5Y6J2FF44caHsEP0n/olIQOuSD3HiSDBCyBh5Nc44Lx4rWe5rwLHFb2PxsXjEPFkJbzRsi5J0oWAHer/lEfqGlEnFn4QS3dGlhjOuB83CquB/6cy/GLGuCb4Z9BLeqroM30p+47FzeG+svOJAFz5/oNrXG9G0aUtge4giJvObnVs/Bdw7gSOh9ihmfws0L4AnW7eE464A7Lr0EG+1SMGxvd9Jd+Bx96/B/80mCP3hK3zH0+zmwVrpbN7ql5Bmb6xUtIIdjRvpcIRsGYkxO2+mFzTFxzCFFhkTn37MQxqa0ndpIwV37qunu1Jw33jMzYOMfPJN/BZh8GMnBj6jE3c/fSdNRY9GTyA5IQagPBiGN9kHpCnOjL2cbXWYugl+LT1xaHFfzNub8TzwnxX/wzy3ZXi3qx9m0Mtvh+gOo13LsnBSFydnyXKobBAQhtvf3x9jx46VfpOSMtpJNqKxgtdkXDn1I/6+fR2nv92HCzF2SPGpLU0l6/WDu9+swvfNpqNjzzFY7/sAR1ZMxSeH6c5S5dLMDEcpJTzMpmGIKgE3L4mHYPZwvHefHljljkvxLirl5W5MXHoCxTL1eyAxzXA6zc4dRWhT3XfTA2tsiGn8ehWpw3s8i0lLmktk6DoO940zZUU1wohD0otwOuf4sPUJ5J1+ycY8e7VrR5f5CmcXn5ipg8YkGiyd6LxZcmIWW2d+xKXrCDLknvh6YndsuuSA0QGBaKGKNCnjOkJ1Jmu7pfvMI0NeBodmvIB5wZkzcmjh+zi00BBXTf9NaJd2E79f5aczWaNrXV/CgM+dO9e6kWY7thT8se1zaRZJftfCUj8QM0xrJ7yFzZVaYNTk0Wjzv6HYfWRKpjke58zNLz13ltJI92jaRdMPW3PDPjZzv49OMPT7jAvdZCTGGS/Q02IkU2+meDRlrnwThy5HUq/gz1spaOp5BJ36Lshy9hNj+Uo7y7Cs5DFv9EtxCcsuxwScwg/Scz6gWo9heM49DSke9fF+T5oaiz6DfVZ4091NPKNOe4jIeDuUaTEYDehCnZ4qSi7VtQgc6Fbdp25FaV+8LPecb3/0bVPd6MPyT7JDS0wb1Bh4eAanElrjxRdflP5XL2q4pXAvVxf1yopX9KihtByGD18qg7v7tuFXfh5nGW4B9uGkMpiW+kGVtj3RsUkFJIQG48eLkboXr3cj6RGOY1GUNbyOYkLQUhomnlU7OekbqihMdp1v7sFhmvOu8dootKbvu5M9m2BC77rUj07jm/QXQz3Qqk83KVy5bv9DU2L22/79JvHIO2KOxaVkbZSuWgd16hj+iz74089/AaXaYenbbSWvblWboH3zKnIwk99UNye6J3BB5YZVTY7zTuEhYPZisfBgsFxSrUlN8Sxu9YwVqPzhcIzdEGSIJPoS1n0wjz6tsYfhPVetyTXVMdWufLt/888T+K9XbwxashODkm7h7AV6Wa52X8zp8ism7vkNJ+52Q/N3lyGw72n4/Y/uml/rikb/xiPgyGXLBSIfiVWroqzwWbQBxs1tkB7m0sbLeHdzCNxeGoJFfeklJ6OLOEVv0y4+Iu/yb6EkoG6shmfS5vpB6xYv4e2GvfG2xCsZ/wSuNDwTN+7LGA/+EIy3m3WR+pJ4J2WBlJQhvZz3NYqdXiTNbt+Q8yT/2iVnvAhqRxfYiyYsReWlozA58AAmC08PL2L12Kn0mZg9ShsDVWw3FPs7vCftRRxfg4nfZzzCMnqRfsTsWplXxmDzKxlHQzaJ787HYGnlFRjVayL203/h4s/QVw3HxHN6coqqcL3yC45H+KLV6NXYP/AU3u09kd9mN1AqNH/FnIx0G+br65vnCp2SkoLo6GgcKEW3pCrX/k4CPDw84OBAz5zzgPOqWBFu9O15WFiEVXMj7ioq1SiJsEthUrwVa1TEPdqWX0MT6dpHhuIOPbu05KrQilpnzpyx5M3kvLhbqFGuOBL/O4OTV+VUTbzwTh4j0KBBA2nBFb1s5Wa/0usHqe7e8CnpingLbVW8J1KpgitpOGS0cXU59NJQ+8vOfk76hoi/DF0Qu9PHqlev0q260ZXuswibB1XBxgHdsNO1HsrFhuLKrYfy6Wz/phYti3qV3BAZegX/kR6EOSfyY3/Hsj9zcfC53CFgqV/mNNWgIMONJN+Z55SgKtxdGnzuqo5ZY1fckYRdopffjE426vK+SFfcG+WWu331PG4bPrnNrSQ43gJEQK8f2MdEIExqxubbql0a+TNct+pS0UtDN0AunpC/R1cmkeoknhN4wINU2WKvnKfvQh7N2T+8hfPSJwDm2YlUDPmx7O/RcsSh8yIBNuZ5sVZyKU/yyj28OlQuAc4D0fKKaTmrBGv2jZtHA7DigTNOpD8/z1meOFTBIWCLfskvwBWc9mKxJImJiRDTibZoWBYzwx6sTkDUq6hfdtknYM2+4XTlKHbtOijJrGY/JxyioBGwVb/kO/OC1nLMlOfWrVvw8fGRNIXNeONT+ZSAuLsURikkJCSfluDxZZv7xuNjX9BTtlW/ZGNe0FuSonypqalmX4xSeOVNJlCoCHDfKFTVXSALy9PsBbJauVBMgAkwASZQmAiwMS9Mtc1lZQJMgAkwgQJJgI15gaxWLhQTYAJMgAkUJgJszAtTbXNZmQATYAJMoEASYGNeIKuVC8UEmAATYAKFiQAb88JU21xWJsAEmAATKJAE2JgXyGrlQjEBJsAEmEBhIpBvvzM3LL4i1jLTWs+sMFUhl5UJ5ICAa+bFi3IQCwdhAkwgjxDgO/M8UhGcDSbABJgAE2ACOSXAxjyn5DgcE2ACTIAJMIE8QoCNeR6pCM4GE2ACTIAJMIGcEmBjnlNyHI4JMAEmwASYQB4hkC9egGv09w1ER0cjJSUlj2DjbDCBgkXAwcEBHh4e8Pb2LlgF49IwgUJCIM8bc7EWrL29vfS/kNQJF5MJ2JyA3MdEf2PHBJhA/iOQp425GFjEHYOLi4tEVixTyI4JMAHrExDGXPQz0d/YoFufL8fIBHKbQJ435k5OTihWrBjc3d0hFnlnxwSYgPUJyBfOor+xMbc+X46RCeQ2gTxvzB0dHaW7BTbkud0UOP7CTkAYcfl/YWfB5WcC+Y1AnjbmAiYPLvmtSXF+mQATYAJMwNYE+NM0WxPn9JgAE2ACTIAJWJkAG3MrA+XomAATYAJMgAnYmgAbc1sT5/SYABNgAkyACViZABtzKwPl6JgAE2ACTIAJ2JoAG3NbE+f0mAATYAJMgAlYmQAbcysD5eiYABNgAkyACdiaABtzWxPn9JgAE2ACTIAJWJkAG3MrA+XomAATYAJMgAnYmgAbc1sT5/SYABNgAkyACViZABtzKwPl6JgAE2ACTIAJ2JoAG3NbE+f0mAATYAJMgAlYmQAbcysD5eiYABNgAkyACdiaABtzWxPn9JgAE2ACTIAJWJkAG3MrA+XomAATYAJMgAnYmgAbc1sT5/SYABNgAkyACViZABtzKwPl6JgAE2ACTIAJ2JoAG3NbE+f0mAATYAJMgAlYmQAbcysD5eiYABNgAkyACdiaABtzWxPn9JgAE2ACTIAJWJkAG3MrA+XomAATYAJMgAnYmgAbc1sT5/SYABNgAkyACViZABtzKwPl6JgAE2ACTIAJ2JoAG3NbE+f0mAATYAJMgAlYmQAbcysD5eiYABNgAkyACdiaABtzWxPn9JgAE2ACTIAJWJkAG3MrA+XomAATYAJMgAnYmgAbc1sT5/SYABNgAkyACViZABtzKwPl6JgAE2ACTIAJ2JoAG3NbE+f0mAATYAJMgAlYmQAbcysD5eiYABNgAkyACdiaABtzWxPn9JgAE2ACTIAJWJkAG3MrA+XomAATYAJMgAnYmgAbc1sT5/SYABNgAkyACViZABtzKwPl6JgAE2ACTIAJ2JoAG3NbE+f0mAATYAJMgAlYmQAbcysD5eiYABNgAkyACdiaABtzWxPn9JgAE2ACTIAJWJkAG3MrA+XomAATYAJMgAnYmgAbc1sT5/SYABNgAkyACViZABtzKwPl6JgAE2ACTIAJ2JoAG3NbE+f0mAATYAJMgAlYmQAbcysD5eiYABNgAkyACdiaABtzWxPn9JgAE2ACTIAJWJkAG3MrA+XomAATYAJMgAnYmgAbc1sT5/SYABNgAkyACViZABtzKwPl6JgAE2ACTIAJ2JoAG3NbE+f0mAATYAJMgAlYmQAbcysD5eiYABNgAkyACdiaABtzWxPn9JgAE2ACTIAJWJkAG3MrA+XomAATYAJMgAnYmgAbc1sT5/SYABNgAkyACViZABtzKwPl6JgAE2ACTIAJ2JoAG3NbE+f0mAATYAJMgAlYmQAbcysD5eiYABNgAkyACdiaABtzWxPn9JgAE2ACTIAJWJkAG3MrA+XomAATYAJMgAnYmgAbc1sT5/SYABNgAkyACViZABtzKwPl6JgAE2ACTIAJ2JoAG3NbE+f0mAATYAJMgAlYmQAbcysD5eiYABNgAkyACdiaABtzWxPn9JgAE2ACTIAJWJkAG3MrA+XomAATYAJMgAnYmgAbc1sT5/SYABNgAkyACViZABtzKwPl6JgAE2ACTIAJ2JoAG3NbE+f0mAATYAJMgAlYmQAbcysD5eiYABNgAkyACdiaABtzWxPn9JgAE2ACTIAJWJkAG3MrA+XomAATYAJMgAnYmgAbc1sT5/SYABNgAkyACViZABtzKwPl6JgAE2ACTIAJ2JoAG3NbE+f0mAATYAJMgAlYmQAbcysD5eiYABNgAkyACdiagKO1EkxLS0NsbCxSUlKsFSXHwwSYABNgAkygQBEoWrQo7OzsrF4mqxnzhw8fwtHREbmVUauXnCNkAkyACTABJmAjAuKGNy4uTrrpdXd3t3qqVp1md3V1zZUrDquXmiNkAkyACTABJmBDAuJuXNjI3Jq9tqoxz42pAxuy5qSYABNgAkyACeQagdy0kVY15rlGgCNmAkyACTABJsAEdAmwMddFwyeYABNgAkyACeQPAmzM80c9cS6ZABNgAkyACegSYGOui4ZPMAEmwASYABPIHwQemzH3qlgDFSt6wyN/cCqUuXSq+QLe6NLssdeRyMdrbapbvQ5SPGrCt3cX+NilZSvuNLjjOV9ftKrolq1wBcFzXmkTj4tllbZd0a5G1us9udQzGOQ3HmOG9kIt9+y1M1uXMbtls3X+OD3zBGxuzIu2GIDPtgVi1UfTMWveJ1gfGIj5PZ4wn8s8cjbNrhLGrw1EIOV5G/0Xv+uWjsNzVu6kXl2nSHFPf7l8esmTinXAckovYFrn9GPZ3Sjx2gIE7piVZePl3qALevTvigrZNHbZzZcl/25NuqBXt6aWvGX7fKL30+jTcwDaVUw1CSvqefqOQCzSa5d2XujSuw9ea1HWJJx6J7u81eHz4n5eaROPi02DV/qiR1Pz9S7nLc3OG+MWjkfrYvdxPckZxV3lM3nzVy6bxfafN7Nf6HNlU2OeVOwFLBjdBW6n16Fn774Y2Lc33hw9A0F/3n+kikgo0xUBgQHoXcp0UH6kSHUCO9K3/jcDp6F3z554e+ZG3Cn7LMYuGo3SOv5Fh55MFy+LexTX8aFx2K6IdLB2m7bpJyt3botyYs/RKf2YesP51bmSsdbLy93vP8HMSUsRkpY19SG7xFggOR6RWfSvzo+19uNi4pCSnGit6NLjsY9LQgL9i4k05WGXForPJ03EvH030v2qN5JJ6DA5JlJ92GQ/u7xNAufRHalNIBlxeTR/uZ2t6LgEJCdlNRU3eDrEYO/Cz7B97Ub8GmHazrIai638yWXLSvvPap4sjUnm4snR2GkuwgJ+zmoKcFnhVOblF1Eq7Rpmf/QteTc07PiwszhBe64dJ2BVr3IITymPKre/RM+JX6L5yMXwe74SkPYAPy4Zi+XHItGIjk0Wx8hFX9qD9yauQ+shr8CZ/vX87Es8ud4P0/Y4YtjC2WjnQ9Nh0X9jlf9kHIiwR5sxH+O9ZoZZgAsbRmLy7ptSPPIfrbij5ZPGX2Fmk5IMQ9mDP7/B8A/LY+8HrfEy3d3t9BmFT0c9b5iWpnQ/fm8KTrQaikaC8hufY+2T69D/kzgsXf4/VHGng1SuH+a/i5Wn4k1SSaNEkpMT4Fi9KZ6324Qf0zzwcsuK6X5EIx+8cDE6ivKRu/bdQoxZdxPvdq0pYV2xbRUCxw7Bf31XYnC5OMSX90HUjnGYHPUGxr6aiMnv7kX/Lyah1LGleH/VL3j47DB8NbISVvSbgF/UhtuxEsauCkAVL2ckXzuC6WOX42+UypS+/xe/aNZheqZpo8XgORjRoRYEjpizARgw4ys0HzYffi9Wk7zdP/slRs34EoJ56RdGYvHw5+GCGFwPJx6RJyU/iaU7YOmSwajqbKj/cVT/t6Uzmf/0mL0aLc4tw5ht51Fn2GJ8UCcMI99bglCfntj4QU3MmHIRSXBAw4nL0bMWzYIY6+zHGB/08p+CojsnYToZdPcXhmHp8BdRQiQRfRp+b22CMOZFn/PHmgFPogTV44H5Y7HqlKlxd2vVX+I9hcoY+7I/PhpseGQRc3YdlX2PSYbdW47M1HZ+ijYd/ONrdsVn0/qjIpU9MoQuNJxvYM6I+bgGn0ztff/dyvBfOQvlw8JQsuGT8FDkUYthGF0Qr1n0KuJvO6JyuVBM7rsMLT8ybWOijvWc3H+vJ5RFTS+H9LZypvRrWDujJuYPmyPlc8zn8+C1yx+TvnWU8lft/n2UruaNXTQVXWbyHPjci0DJ6j5SvQevmYkl+65A3CkO/nA6OlYvRskn45/ABZiy7TQSfLpixVwDD9w/jTFD5kgXqlrjhjLfSaVfwNwP30EdTwepDwb6DcLW65U10xDh0uNLuItbyQ7Udg2xiTa6gNqoeFQo+qCaT5vxU1DHxR211u9E2xOr8Nb6FCz46H803U49IPkuvls4Cl+cirPYb9LTV4yDrSevwMCS4bjjXQ9V6QZDTl+wGjB7OrrWEqwAeZzT62fpcSvKJuKQ2/+0/Q667UivPco3CyIe9Zi0MaFTpv4bUqsPAmZ3wJn572A5jYWir06sdhajDpY3GTvfnqvqM4p+mRpxGovGzMEvsT4m7err0X2wKcym96wS98fxx6albNywChByAn+oDQaV3M3JFW4e5WF3bDmGLtqDqGdHwq+VPRa+5ovBX0Wh9fCh0t1v4tl9mD3AF539g+BSox1eobvx73cEUxdPxoF5/pj+7U3UGToB7ZyPoifdPW++WxOD/vcyEot1xUAy5D9M7I4eA4Zi9SEaDFVOK26Vl0y7bmcP4p80RzR8tjqKPDiHzdP7wfc1P/zjXhudXyqPmH3f4J9kupunzj5y2R7YOUfg4LrZhrxd9UC7VztmihN2joi/dgrnEsvilc4lkeTZES08b+LnC7EkmWvwfnXfSgyk8g0JuorK7V9GZYRg+w9XaHC6hGUjRmMbNWAnVw+4li+LU4snYOq3V4mvK1y9isIt9QxmrTmJ8u1H4a36dTHr/RdxZ/eaTIbcjpjCzhMpwcsxeDLNQlRugyHdDVP/6vTFc2d1HZoUjAzf6A7V8Oua8cRnKOZ88TNAx/xeLIuvqU66DZqPW7Vfx9x+TyHF4RlMoEHyxtZx6PH6HOLnIpVbPKt+Z9ZgFP9pqsT4evXOGPWyZGJNkpJ3/rmRDJ+Wz0q7LzSsBMcytdDQPg1V2raG553LuCo9wnREdc+LmDh8Ca561MarLxsuLIp6uqOohzPlpQXmkSFPPLJK4j16zibcpQvRREJTopYHvvIbhV03PdHet7WcbPqvzNvFrhQG9WuG2K/HwZem9T9Yezjdj7yh1Xbkc+JXXMBNmtwfT1wMkNrO+sspKEl1KWZutdq7COPg4Y5KDYrjS0Ue9Rk6wcPFE5UTjsBvxDxq04BWHYt4tZxc9/bBS0zaSqprEbh7GvIpwhVzd4KLk4sUhSvlr3SlWCwbPRJfXbeH2H+ibCxWDRuK5ccT6OJvoPRIqNGIKehYIQSzaSx4fcEPqNxzHIbWS0H7fj1R8c4uicc7MzZJhlxv3JDzLMr/3qzhqPPwZ0yh+N7xm4eDNDOjl0Z0g2F0Q+GFwNE90GXSV4h1doYj1b1oFx8Mb47fZnSnsWg3KnQcgh4epjODhz5agwtJMQie9z78Pj0mpVs9dKeU3+nf30en8VPR0EK/0SuPk5MHivrUw9314zFt701U7tg5nVXXmlFYN7o/ug8djVXHH+j2M72yCVZy+xfbmu3ITHsUYYQTd/jKMWlrWFHN/ut6YSs++TkBrcdPxtO1emLsi2Wwb9lahKvGTkOshr+C/0Lql5Fbp0l9KuhBXYyd0U86adKuCokhFwW3qTGnGwq6rRV/Mrs0J7JSSWexYO2PiIiIQbP6lanHuKLbh/MxvgldZToXRUlq+OcOH0WxLsMxc0hLusNLRhEaFxzuxyCF/sWGh0oRN36yOFKL1MG8efPQurgDnEqWQJGHx/Antet2Mz/DiLZlERJjetcjAmrFLUWYhT/xifG4f/YQLpfuBr9J/0NlEb2dC+zT7ktTkkn3QxETQ7Pkd/7EoZulaRCZjNYVHCjXmV0aiqBI0jXsPR2Fqi3a4KnOzeFy6TD+ogkBupegThKBH45FoNNQP4xuVoE4GeKIi6VRhpiEEj/hnITl/zsAq45dltKGcaZazCvYHV2ERT/dRqep09H4vz0Ys/2qFEb5R66TxRt/wf0L3+DrC4mo0Og53fRl/3IdKuNq2pJmDeiudg3daYn8XwyLQENx7PoBbLrkAMeHJ3HkSgqeaFAX8TUaoDzN4GzdeQX2qRex7hBdpBQpglSHp1DbkzZr9sf8D4ejDDH2KKFvzE8ePo2UMnVQr0wH1HIOx79RRfFs0wp48RkvXDlyQMpeEZpmD5yxHJduB+O3kESRjImzb9MU5eiO6Pv1+6QZg7BLYYgmQ+dGjTlk6wJ8F3odB0+HIkUdUMRi5B2fdgc/nY1C6VdnYfY7bRF5nR5fqJxW21F6SbWvggpuyTi8JVA6fHjnMZqzMFzZabV34cmNGkvI1rkmeTTHUGKxeK3UfvTamDJPym257tVtRfiRLgqVno3bjpS/qwEL8HPYXYmptB+4GD/ficD+zfuRQHd2zbzd0bJBSdw+tEO6CUg5uR+X6eL5qTo1cOr4X0CFblg5/R1UjDT0fb1xQ04+udhzaOhFff3rALpgscPdsEu4HeOhm0aNRk8h7foR6eLYOWQv9l+OldpIXN36ND8F1Oj7EZYNbQxHO3eUKEkNQ+HsU8OlGZzY26G47yDSpfrbuFXy8dvek0i2q4J6FdIgs9PqN3rlkfr2pQDMP3wFJ47+KV1ciotGwSrx9z3YExYLh4gwqS71+ple2RRFkDY125GZ9qgMrxyTzLW935dPwoHbNTFxTm9EfbdIuptWj53KeO2bPS/N8m7deY7aVwx2HbsG+NTBk2QjTNqVMlAB3zbe59mmlH+cCwN6PEtXo9sz352LgY+MjytVBt2GwNubnjFHhyCYBmQnDyccf3gNYdR9RqxdiZb3grH5pwtoUOu5TBkXdzClyX9s2Bkc+u0BijqdRGzIr5IBWTTYD6Hj3kXvgdNRp/xCDKcpZtmJcCM+Nx+37Ff5G1fzeWpAZBB+uY7WEz7HiLpRCNp8HDcbPWkcasn4iABk2IVze3ECNg6rjV8Dd+CCT31U1KkBR8cEHNxzCqNmd4N/JUf8Nu8g4nv2leIQ06RrVwxGwrEdOHS5Mp5qphOJ8O0oXUJJ4TL/MYRLiNSZqJaMUUadiPB29OxaN31VHSrTi5IuNIzWzXiimCsxics4Jq7nxMWeV5WycEiOwz1lBLSd6u6FEuTn+l8n8Ot9OzifDEbYiVsqXxm7LhdP4HJyW/gOag/Xf7/D2nud8X6nASjreQ/fHKApcTEakxMXhMJFJ4mLIVNn/1BcfYpn65kv/uQ6jZfKZhpOvXd83ggs6z8U/bsOxPraT2DgqNXSxYHsr/WE1ZptRz5Pl2bUjlKQlGA4Il3w0WYaDeBa7T39Ot3Y7uQ8WmIos9Ct44wMmW7ptBXQhLm42DQ8mIrNdC3v4CwuxjJq2oFm6JT7CTT34EZRJMeaPooSiccenAf/tAEY0rcLpqyvjY8HvQ87jXHjumIm0D6GnnlTWJOn/nb6adSo4Am7uMzv9JT29oQjXaifDQ5GpJMTTgVH4uRd03ujNCN7kddUMUtGIGLiDe1I1F+6M9NvtMZBUZ5q6YGppuNjiKsjjXFxFD+VjR7RKZ1eP9MrmzJs+raqHem1x3T/GhuW2p4cJPJ2Rp9Wjp3yefHrWpSuBKnUcqtwkwYP410NnVG3KxGmoDvT1pfLpb16KBj37Cpj9MRe6Z87OddogRfr0aWyyh05eh7wrITU018jKCgIX+//BxE+7dHSMxm7pi/CthDRfKk6jbWZJt2zkrGhu75Df0XBo7I3/tgdJIX97q/rZAi8UatCBALnj8eyCykoXcPw3F1ONt5M3LIf8SuGdtlKO1d6AUs/6EDW5QdsjaiMtk+XROjO2di8/5LkJSXBMEiJME6Ohoy2eakRcGkXPtr2LaLFJaSq44noJVfEA24XviVj5A5vp1AEnYuDs8H2okzrF+iq9G/MXbwdZ5PoIM37xaUPWEZPcjw6v2L6bkyrVHy+YBvSGg+C8s15kyCORemJLI3H9vXRpqYT/vrlmIX0TUKn7/x1mu78PZ5Br3pisAZdrLnj8PFLQPXn6b0Aujuhi6mq3g6IuhGCB6f/QXKR2vBtRsMfpTtKvAtAL6s5Rv2MMzS7Uq3MQ3xLbSIoaDfOR9Kyux710W/EUHSqYYhbTtQh9U8cu5qCuk188O9PB/HjL//A48nGKBtxCvtTNYyzHFDxm/zbb/iP8tah+9PSUTdvb8XZrG56oGaNkvh54yJ0X3sRKE932eKi1ejEs0W9tiP7sU+9gLBEZ3QcNhh163fA7Lm+cEqJh7jr12rvcjj1rx5DtT/zbUzt27iv0VbEGSfn0qhFuCv6jpCegWa+ZDKEF/2kaClDv6zcoTmc4y8g+M5d/Hg2Fk+06Sh5Si76lDQjcyP0JkrWqIGIQxswbuhGxNtVQI2SqdAaN5Tvvdin/IFzd4F6L/WUxiAxLhSlMUMvjV/PXqc2+qLURmPr90GvJ91EU0TUjydwh9pF+cSj0hgTuPsw7mrM9hlKRgxuH8OZBGe0fbWZdKhkXR+6GIhAyHXz7dBSeeT4Db/R+P1CJNwatZem78UjhVL0pY1eP9Mrm2mc2nt67dFw0aYOYxiTzLW9RiPmor3DT5i/6TzqDpiFHsaXmZVjpzLWh8GnEG1XA52eNvT5WpXo5u/udVzXuuhWBizA2zY15s7h32DyioNIbPw6fZK2DQH0lnfAh6PR6gm69BYuOaObi2ngNadiMOiznQgI2Iag9f54MuQADofboSe9UPLNyLr4L4Zeepvlhwq3j+BnOv7qki8x5ZUncHrJPPwY0xArjGlsHNsdSR5tMHbJRmyjuN6vFY/gPcGGNI1/XXTiLm3ii4w5XfT6iE+8xGdii4fD6+LXGD5qHV1EhGLfzzdRiV50+2rT+7APj0FVapSveF/DoZO3Ue61j7F2XGf8uI+e79foS+ED0Cw5HKjdH+NfLq9KxXDRIOLctOMgjm4NTH8DPYUQ3d63F6Eptal8gfigbhI16nqYNbo9wg8fJMNTA4u+/BTd6YU8cX0u/Js4Ypxm3wAf+z2PCxvnYu+JQEwOuoC6gyeivUeGgZHCONHflBJ4e/MW7PhyKqqH7MeKffd005fCKOrQJN1fF2L1qQfoOG2TxG7Z+y/B/uBiBF5ww8gd2xGwYyVax53Agk9/gVP49/jyXCSaRfZyMwAAPlZJREFU+23GV1+OR4lb4dIVuJhOWzh/I27VfweB2wKkzwMnvfwEkrxqonPrdnixcTmTJMXO8T9oNijtFn49GQd3YZjpWMjxHxX+kg0XaMYjSUYEYhBJTouHQ0owFmw8BZ9XJ0n53rjwXenZpHxejkjsazrB264kuk9ZIuX5yNs1cePHvdIUr+xfr+10VnydIS5Sl8zchn+feBnTp/ZB0pnfaRafZk0oEq32LuLWyqMeQ0NeMljotTHJn0YdG96vqICRW7dgq6KtOIWex+9RXvjfl0FY0LG44h5cI3/UYEu295f6+/IuZXBsxUrp5cbgT5fjjyJtJX5ffzEY9ifWYf6xeDzdd6I0jgRt7Q9HmgrfHeoArXFDqSMgyr9s7jbcrtFN+ix25/r5eIX6il4asbu34WRkWWqjQfhu3HO4Q/1aXKk7Jh/CXGoXTw5ZQ2NKAH1FslaKx8Ax819Rf8uW7kZKm7GS/43DGuL3jUvwk3wRrsFUxKJXHnXftjN29NOfLMSxqJqYQvkNCtwAf3pPRa+f6ZVNpKtsO8pt+Zy59ij8yE45JvWo+FCz/0Y3GIyxrRwQ+MFynPx6GgIuuuKNWSNQhsY/5dgpxyl+i0TtxaLd59F8wmZqL4Hwb5KIgEXLpcc16vwqwxXkbXFZKA1fviSC8SguKioKxYoZ3qC0FI+4YqxRryrs4u/jP/EM0kwAceXsUxIIo2essvMmsZkI2peuPOlGSTxjF04cj6fjcnyuFSuiVFxk+jNk4b9SxZJICAuTBgk5PuWvXtxKP+a2xZ2bfYQhD960HUHbwrl5V4R7XCju0NW7KFMZ3JG2lf7Nxas+pyx7KqVTJs4Qn6GMria81GGzui/iKkqD30O6A6lUwbQO9NK3FLfIa2madJXrTPgXbLxc4zLlWdRfaXoWqvV+gxeds6dzgqe4q3//szlIXDQYK+n5e244uR3eU7Sv7KYj8izaQKjOJ0rKtqBsO3I64nyssT09NWwFZj53EQMHLtVt73I4vV8lQy0/2anjkq/NweoeiRjzxnTEVCgl9U9lnEIgStmHlefEtpidmLF1MVwDxmPsoQfp/UPpT4ufXtuR60svTalsFV0RFxlheJ/EmJBWGuKUOC7GDXlskfMl4hFjyj2Nc7If5a/s39wYpPQvb1sqj+xP/vWmPmVHY98d8aKO0emx0iubHE7v11J7lMMZymw6Jok05f4r+9P7VY6daj/Z5aIO/zj2s2Mrs5I/MXMt3GMx5lnJIPthAlklkFz0GbzdrQSCNu3PNNhmNY784K/1FHqu3rAYEpId4UyzDbvmjsXms9oTm7Yuj9erM7CqewLGDDJ8Hpbd9IUxH7/+I3gGjs70yWh242L/tiGQl9ujbQjkLBU25jnjxqGYQIEiIN1RKmajClThuDD5jgC3x+xXWW4Zc5s+M89+sbMXIrc0vNW5EA24Ar18U4mmPbPqUmjaqyZNNT5uJ/TIu/Rom/4Coq3zk1M99Jzk81G1pkU951SDvUrbnugmPhu0shPPfJWPKKwc/WOPLi9rv4v20LpHFzS0snzzY4dOGchpv8zL7VEep8VLgGqXV8Zjdb4eZb9AGfPc0vBWAm4yYAa204slC6dPwYefrKSXojagN71AI7tUe3r5ZAPpzftWlQ+hQs8Z+GrlR5g0byW2LRz02AypyFCidzO82aez9Db149AO19NDT4dlxQ1ZazrHUZrRYO80fzsCP+yuG3XtDiRV7Ntc93x+PpFQpqf08tiUl8RnZQbXfsZGbJ+lz0P2Z+k3L2u/p9mXR+c+fdHMK6O/i/KIRwRT6CWs/LLGhFYd5LRfSo9H1hrXq9i2TXpJdE6XJ7SSsOkxoUgoXgCcM2EKPtsQhGXvtU9P/6UJK2g8nodJH63Ejk9GZ3mtivQI8uhGgTLmljS8xYtS2dZJV1Sc+EZ8Qpc6+GfDePTuOwB9e/fEyHnL8btC27v56Al05U6B6E1o4ZIdX8DkXtXxw4zXMODNoThdrjNmKAy95MmGfxzuxSDeKC79OLTDZT30RPkt3iyWvd2MLWaNp1Y0sta01rmsHtPTYD/8yRRMXrRPNxrxPT7i1K9L6Xp/rCdyurZBw/5+kkiHyLwQMXHI2leRZsuaV9YD0MqkXVokohISZC0gEy/iK1NHxXflJicVO+oxKKfsFVFaZTOn/VIknr5eRe/eGDCgp83eeTCn+556+SBmjfLFgLdpnN50EeXpc14hKCMuRAc87Yz1A/tgQB8/nCzaAuPfrGMVho87Eit0v6wXQTRcpf7zxHcO438qnfLdNT7AnPpnMJC02e1IMzxgdC1sGTISu2MqYyJJgV6bMUxSY5JT1dPw1tK6zolOupyO+G37QiP6pnwPpu8mRTKju3nqFG0ZvhUV326PbhKFUyGkR2JU33Dv3Bqlki/i+3P20jfwv5CC1MgmDQCSYVU6fb3szrhzJR716pQnVROD3rvQ7FbrhYsXjy6XelFT+1kZd+SNcDglGERilNrh4R0+wGrf4rgcVRr1K7khnnTvh5LuuTBHL5Om/RChaU/6zddIPyP6+xmSbK4y/1q698p0hY6+0FGnD8VMXLo2tEJ3Wq2dvX3mLrxQR3wn1xc7VtaA/7D5iGv7vqYudnp8Cq1pkwQVO+X7zDHb1v6d+aGuBvuzA8aif+IOvL3ggGZdJKTRN4GlW2HBhrdMtLMVyWtqi1/U0TL3P9FE6jsPSaK2RjXSZYi/hnUT/Ujpy57EilZgQLkoJHhXRynSCLpB0rPvf3JAumPU0jSXddTldRCWx7SjlQ0y1jaYeLaJpua5nPc0IeJC+gjRLrUxblRTvLXkV/mUlObEz6ifzjH0U/GS1FsOX0ta9CKfA0tF4r73k6jonozfN6xEVLthaF3egZr2Lrz3wWZDPBrrAQi1Ni0tdHVZuqyMN5t3sdiT1toI5rTOhy2ldR7KuyHx7g3EOiSnfyaaXmidDa32H9XBdK2GjfaW15WQdfZlHXuhNx72+idm15kQfUhLB96l4xTNfi4+dRMutfirWLmgA/aPHIadd+whPhv7ckRpzDDq3ht8mf4Vwi7x0Telg/LL8+KOXavtqW3AhFEnMWpRZ9wLSUbtWmWAW8H4eL89hvdvRt/hk/LizPfw+Tn3TGtBaK1FISSsZZdw6STOGMfliBD6BBhlpVPFmtajln4TZ+krGPFJ6OlriXj2qbp0jtQE87nLKL1NCmKq//y3c2ad8gsk8OJRvbkketCgVSM4FamAhs+QUIPPy2jkHok/FCILehreoihaWtc50kk3chGNs2E1B9z85UdNUkLcRHy7fW7RBByLdkQRg32Hu6RMlHHNdE6o4JXyMZlqF892tDXHBS8v1PO6iFEK7XBtvXAPXe3nt6YNhs9Vg6b3FpJMLWJUn5G1w8W3yu5OReBWvDItzLEJAxccJN37l6Vv1VNpNmJIM09JP/3V0duR6uWFos5GXQAjCS3de/0yZeDT0p0uRbKYau3sI1e/wT7KN67twfAxn+KqfUtNXWxzWtMZqWZsZaWt6Wmwe7h6wpOkZDXrggyPnRCj8qqRSTs7I3Voaovra5k7oThpp1dK/Bl+gyaSjkJlDBpu+Jy0iGtxFCtfDieXjILf2lMo3+Zt9KNHP3p647KOurwOgnptAy3Nc2W+02hVP6f481ix9g8UazFS0iSPMnoQqmeuHh5wN4riCE7uLuJCjO7eSQWtqE91/EMX8EJPvNGA9+BzZomhvT3ZFI0pjN56AHpa6OqyWMq73toIelrndd/2RzuvK5KO+/tfXYFHkYy+bCyy5o9e+1ePQWr2ejr7Sr3xL6O6mV1nQqQt+pCWDrxeP5cLYffgd1xNLYN2XYSBA7r3oIVkSE1TXjxF9qf8FbNX5dqShj0tljPxvR7SGhp6bY9agckaAOelfS/Udj6FdwYtwT/eLTCSVpj8lPT5d930QIvW9aWk1OsEaK1FocyTvC1YjBzSisQlLkraDpEXwkj9r4RhBUry5OFCUyquYio1/zsbG3MhbUrSp0b9Zy2dctezwbhKV1FN6QWzVjUdcC30Aao2bIC67eoh+Z9fTMQ29DS8RbVoaV2rtX610jdXpeIKVBYVUfvrMI1Ebe4fxZf/lEJ1b/p0yLuapL6k9ifN0dEypob1zgxnzWkWy9rh1xXa4Vp64feKams/161UH/VLJ5AmdKCU2P4NP9ErVMYBiWaChRMfN5GiMRXub3yw5AAenAqmBSIS4ESDa92alWg2wqCfXuT2oXRtaimg8Y+W7r25MslhtXSni0vlMNXOFt+SR4sRI+m+9N2sni52VrWm5fSz0tb0NdiFtU6CVl2I2Qwt7Wxx0aR0Wtri4ryelrkd9Z0gEs0JfXgJq7+7CFSuLz3vk67N/t5OK3BdR8jez/E7fbpWt2E1Xb1xtRa4em0DvXwp8w5nV1z7fjb23HXGG9PfhmecWp1I9i04GZxhrYCN0upy/92hVkftbQGtxHY35A7plJOehEKnXK3xrlfn6rJYyrten9err7r1yki68GJm4Pa+LThHT89Ev7Dk9Nq/egxSs9fT2RfT+LKOfXyU+XUmDPrzOjrwOv1cLo+4Ww08chuln39JUl/s+JQTDm35Rj6t++voWARpxgudNLog19PTFxEobUD6/vy1iIgOk8ai0KDPJH3+W9EpKFbZR5rRzMpaFOrMCUPee/4adHY+jSljv5BOu13Yj8O3S8F/6xdY+ulavEk3aCkPM8v1quPKD/tZu8y0cklk/WctnXIhwflbaCravN4LDg4XsGR7PKbSEqd9UzzpWfVBk5zoaXgLT3pa18Igy5raWumL01pONPI/QlLwZrPmgGpREnHXXt+bZqFdn8HUVU3hLEbXMm/j3Wvn8WGi8RbdGGndxhWB/06ZiNZY0iyWecna4Vp64Xraz2kuT9ACNcBZ0jK36CjbQhtfDDjCdgrnJDqoYi1x40294aTxr1CDUuveD9la3KKOuqbudIxLZu1sSkepMK+ni50trWmK03JbM+r/ZdKlzii+Vl1knDVsydrZ6uNa2uLSU3hib/h6PLOWubt450xcLQiXkpQh45uuwW+4TExOdNHVNDdcUJpq7hsiNPzVypd6OVZx8ScWPlrxYRBeXOiLgSI7f2fEIr8TkSBsvOHG3HAyPZ+0a2xv4oSdEHAXTrrANM2beP9Ar87VZbGU96z0ebm+hO59eVqoKY6Wac2u0+/T3mTMyGk8XxfP083p7Mt641r9TbnOhN5YkF4GjX6efo42/v7mEKJf6oJRb5dChZjTmGdBiElcaIQd+BhLvjXIV4ty6Onpy+nIY5p6X7BJM66qJ/X5pCT9tSDkwDq/XWZ8htc8gzFw8KfUZQzjnxjHV73bCyfbdkGJiGOw77kE79j8llYnw494+LEWQ0+n/Ogv/6JUw0ZwufgLzp36DRHFa6NByTvYfdwwxMll1tPwFsZVT+taSP1Z0kmv3WEAhvdrYzIVLtLce+SstErTNN+MFyaqNu+ARl4hWPRuf/Qd0Bd9+/bGSnouHrLFT3quHH34J9wvUhXtqqfS80RvNK3shptnzshFkH7NaRabeDTuaOmF62k/h17+C9eTSRO6VzNJMa+3Xye6XjVZZiJTEsoFIv65FEp3gK/ineZ1aUnKGRhU3aBNrQwkVJjUuvdZKZOW7nSshna2ByVmeKYnDYO6uth6WtPiCr3d20Mx6KXqymxL21lta5kCGg9o1YWeX/VxLW1x4UdPy1ysP1C8jMFYd3u+GhL/OildFEpsipaSoo+r2Rb1HB7gePB5Xb1xdT7Evry2gdjWy5c4p3au12j5yuO0aA05WZHUgd6I8hHthNap7kXvOmSSFFZHot7X0HjPqha6pbzrjTnqLIh9O9K9//N6Cnxe6i6NBTV7j0BDF0fIFyrKMGJcERcnsjPX/pVjkPAvsxdGOis6+1r9TU5X/OqNBWodeGU/Nwkf/j1+uumC1i/XQtj3gVIb01v/QA5nuNAw7Ily6Gndy/6z82t+nQAFdGWkLUdiYB0H7Fr0BaJofBJrQSjd6cO7sTfkGfSo44aT33+vPJVvt3VI5GZ5MvSfhU55/+FCp7wnwunFLINO+RnMOPE74nvVwvmjJ2Cf4oDTdKpzVOZ10A0a3i/hDaHhTcP95QtGDW+6+hI66WOETrrvA1yXddJ/HS5p/Y4ROuk+6zBSJ/1zrTrhhZoXsWfzYdL6zbijjadpxSWV52B0nxkIfI1WX6K7DLFYwpbh3+EP45WfICddURovPYWG8PygVvjwwx1oRdOf7rf2491tpi+/yXrZK2YKzfGBUrxXtoyEf7CILYOX2BPT/Aa98FZY0p/0wl+lg9FnSXlruqT9vGo8aT83S6DF0hzoBaPJ+DklDLe+phkC37EIakO67v9cRizdLokp34f0P30EVmzbGd/EF4fivl+CNU/NwiC/6WgVcgLHwxPxhKrVGHTve6MoxevoTLr3nwYTDYOOurkySbrTLejlOtLff4PCOtO0q1QO0s6uu6g3ff7UjUa6Bwj0G4RvDv2GwcNepxfgKksvwM3d+Cw+ErrY/amsTvGSnwCho91pqqSjPTL+Oi5SvUtvWNMnZs+1b4dG/0Zi3f7Loljp7oq5tkZVLwZeodEuO2nQph1hQIWR0qsL+bwcTtbOlvfFr9AWf6euG9UwAb1u0BZ3shda5r6SlnnigxsmWubCX+sJ69E0gR7j2F/Dqmn7KRZ6Pi+saNmXSPO7NfF3xo0DC/FttD2SSdO8/dLx1KZoNona6l2jpnlJ0WZky0ubTrfF2gavSWsb+Kz3w69NMueLvJk4ZXmCl3yCDo2nojb5EEvW/nIhCgPf3Yw99BJi2ANaw9wYUs1EmQfhRWIr7uKN6wEMp7Lg2n7qp/eo5EILPXOdCwLKeLSYCi+y0xtzfiMPyosOuXyHt++C71RfaottkRR+CbfiM9qCHKf4ldds2Nadaone7I85uw696JGIuv1P3mnQG5fHoLc+MmU/U6wrsXy6tK6EUPpLpiWM+8/8zaQdavU3ZV6EMRU68OqxQOjAkzJ2Oi9lPzeEN4w1ou/uOnQZnd70wt49V+iUXfr6Bzdu7sd3l0zHL7lPGOIw/BVa91ptj3R6yZmOacp9ZX+T24u0ToDvcGktiqjwG+lrUby1ltai6DdcWosiwG84vlK8AFeyLL0kSiNxtw83gUYRekPvLKb0m46/admoD9YvwFPJMbD39ET4geWSzr/wkt+dsFTSAyBbarMroYmrzEfVKdfT8NbTulZq/eYk/VSPSmhQxRPxpC1/ibTls+JcK9ZA3eLxOHnWvP/saBaLvAvdeqVeuLgL1dKfF34rl4hFqMZa2ubyL+Ir7R4taaCLFw5XbB+P8MVDMPuYYUpNDquXrjhvqUxyOZQ62iK+UirtbOGvNGm4y6IpcppqXWwtrelmY1agz+1PMHJT7ry1KpdBWRcyG3O/enrZai1z8UlN4KfdsZveZP46rTQcrmesQdB5zhYMSt0B3w/2w8c7OpP2u+BhThNezp9ybQO9fMl+Lf1q1YGlMOK8qFO99QDk85a00C3lXdRVdsYcuZ2Fkf56TpxW+1eOQSJOJXuxr15XQhxTOjlP5jTes+JHGadyu+HI1ZhS6Qf09P9SeTjb21lte5YiFmUpRY8yRd9/1LUoRP3XrFoODv/9iQs66yRYys+jnM8tBbjHbswfBQqHzX0C4lOSLz7tjxL0fa2464s4HQD/uV+lP7bN/Rw8egri8YbvoHb4a91WkxcoHz1m28UgjPmmTzrih+GDsI0+GVK69tO/wMC0IPSdsUd5mLeZQI4IiC9z5m0aj6hP3y4wd605ApFLgdiY5xJYjjZrBNzpatYuJuNuMGuh2BcTYAJMgAkoCeSWMTe9xFem+Ji3c0vbWl2sR9Eqt1Ue5TzbOj05XfEbkw1DLqbEcqpprkxTa9sW2t25mX91mcytJ+D5TFeMHj8ew3tnfhlTHQ/vPz4CyaWeoXdKxmPM0F6opaEDnt2c5VQnXZ2OaMd5QUvelv1JzaAw7edZY24rbWulVrlexYspzjWBpD+8zaBBvGnpOEnUxlZ5lPNl6/TkdLP9a0bTPNtxqQLYRLs7F/OvKg701hNIKtYBC8f3R8mIm0h08zDRJVDHkdv74uuQ6TsCsajHE7mdVK7GnxvlEI9wxi0cj9bF7uN6kjOKizdLH9HlVCddnayelrzaX67v27A/5XpZ8nACedaYS9rW9I1hdpzoWNnVXldqlZtLy5XewPz+g+7oNHMb4is8i349qtFbxIn0Gmv28mguDUvn8rLet1o7XU/TXKuM5vSp1edspd0dR589Z7dq1XnVKqv6mN56AimuJeAc/zeWr92Ez7/41kSXQB2HtfbVdSjHK77N/XzSRMzbd0M+lC9/s1IOPQb6BXaDp0MM9i78DNvXbsSvOXihSj1uyTrpMYo1H/TT1z9jTkteDmVO31z2o/zNSRsX4cV4EB9t+tKsMl7efnQCqo+MHj1CczGIFcVGLZmC50nnWP7kSOjpputpK/S5lfFoaRzfJg8tBs/BiA61pM87Y84G4J0TddBIlOiNz7H2yXV468OzGLaQdJV9KD3SNV/lPxkHIuwlEYKlSwajKn35otQqV6ap3haiFonxdnC99D0uJfVGhSKmPrTyeENHB7pUhzH4aHAz6dtV8QnLAHpxSdw1aOVVmYqk9/3ES/gs4K1MGtyWwmql2X76CrT5cyEm77wKodm8zjcVE0iD+XaHiVjVqxxk7W7fSb+YzZvo4L4K7fQxw7fqapo3GrkYk58nVTlyQq/9PdJrb02iQEpt8OnfGnSehZ+XVOc+Fgcdy+G9xRvxlEpD3lI70mKgxX3/XaFSleG0NMFFuAGzp6NrLcOHVxc2jMT+BqblmHSiPuR2JmvTi3art56AnKKIe9LMbiS84UCf4wTgjzXjsCSpK5YOf5GEKEk/O+I0Fo2Zg19JGU/onQ8uF4f48j6I2jEO31Txt6h/fk+jXS4Le8mkDoX+vSzhKfLTy38Kiu6chOlk0LV0+OW8i1+tOr5rXJdBrS3/7XX61HDlLPjci0DJ6j5woc+igtfMxJJ9VzKVze/LZE29b1mf/XpCWdT0ckDytSOYPnY5zpR+1WQtiMl9V+MVYzkmH6+VSaNdi4HeGgByeduMn4I6Lu6otX4n2p5Yhf99dEEzj6KPKNelmPLGlPSXMV1Veu1vrhWf6Tmg4cTl6FmrvDR2ffzeFAjhHkttXGrPGlry4oJh8MLF6CjGQnLXvlsILX3zC92XZuqfskaRCKfuj9P2OGqWV/hVOmHMy7Wdjs0Dy5vUsda4KfoIu+wTsOmdudvLr+P5J25LOsf96LvlQ2TItfS5jbpbUmnE8xZN3fLn/DG6QzX8Souv+L42FHO++Blq3WM9nWM9rXJz+ISwQ5Hi3qg/YByeLZKMv367lO5dL49aOtCiUw3q1wyxX4+Db88B+GDtYSkevbymJ0Ibkt63Z4lMGtyWwuql6eRCWtlGdS6h017E0zBHqNa7thS/c7ipdrowAnqa5oln92H2AF909g8i/fd2eKVUKtT61Moyq88ZtLvp0yKVhrzFdpRD7nqa4EJ7umvNKKwb3R/dh47GquO0KMSOYJq/ScaBef6Y9u0DzXZrbj0BudziDnLpigNITLqGZcOGYNEPlbGQDHnk1mlSmwl6UBdjZ/STvAu9c9fyZXFq8QRM/fZq1vTPnTOviaBVh3J+xG9RT/pkzMMZWjr8Sn9iW6uO6Wt2XW15oTv+RNlYrCI97uXHE+gifaAkU6sum57et9xe7YOXYPDkjbhTuQ2GdCcjKOl+e6JywhH4jZgnGU+5HFp9U81Abw0AZXkPfbSGpI/pAmTe+/D79ICuHr5WXuR41OOW4bgjqntexETFmgyW2rgIZ05LPiv65tp1J+cUJm1cXHTr1UlGCMMWzWHC1StSVcc6Y7s6MO9niYBNjfnD4FO4Z1cZMz+Zjg7FI6SpQy19biETKTs9jeOmLWvSFetprKEreCGScDEsQpIhFRpxSfdD6YUtQEvnWHx2oatVLieq8SsEOzpNW41pHcsieMMsrFRIHOrlUUsHWuT1p7NRKP3qLMx+py0ijd99a+VVnQ2DtrVag7uCZjmVYfXSVPoxyGgajqj1rrOSN6V2uohFT9P83OGjKNZlOGYOaUlEkyG0ddT61Mp8qc/pachbakd6DCyVTVsTvJSkPZ34+x5atSwWDhFh9G03CdTcj6H5mxTEhodCr02YW09AWe7YWzFEJw53KN7YZs+jVNo1bN15ThLj2XXsGuBTR1rS0dAmArDq2GWpzWdF/1yrXYq01XWozI+8raXDL5+Tf7XqWJzT05aXdMcDF0t63Ps370cCzQQ0804z6NuTaIooW3SMvt633F7Veu4iTbUOuDgmXFYYaNd9xtgk4rFPDZdmoWJvh5rNo/Crlxe1Xnu63xnLcUmxJoOlNi7C6WnJi/afFX1zvboTcQunbOPiJsacBrshhOGvG0m+Xg382KSOm5aujdqexKVmf8z/cDjK0IfSHrR4EbucEbDpNLtQQ3t3UiKGvf0m+k5bhyqLB+I37+I0ioQg+PBpOHk44fjDa7hOd3bVjOXR0ziOfoVUr5QWyOhfmh4l3WNxN6qlc5zqUTfrWuUKpqIjiqUHNylUhuTTennU04E+Pm8ElvUfiv5dB2J97ScwYPROzbzK8Zv8pmtbG6bLkhM9sxRWnebAUaulaOWFY2KUGvLiMppUrIROexpKZSl+SfXOJKO0o9I0F3Uy4vOVaHkvGJt/uoAGtZ5Th8jaPrVatYa8ps67Qr1PRKxmoM894xpXWxM8Hi+QEJhYBlTP6bUJr7pl4ZAcZ6LsphVHmuJFKteiNBLSxKusPeYmrcRH85ayS28TxgPKfSMrcUbWP9drl5p1KKdh/BVGQa3Dr9QFt1THmbTljfE6OIkCZzxTFU1QcnJZ7Fz19b4lz5n13KmVSFGodcDFwaww0K77jLYh4jGRRDWXR+GZnFZepOPij0qvXfYrr8lgqY0L9npa8mI6e+2KwUg4tgOHLlfGU80yD/2W6k5k0cRlobxK/+o6jnfxtrh+gzI8b5snYNoyzft95LOupWqg3I2DWDp+hLSyU+VKT0BLn1v5jEZP4/iv0yQp6PEMetUzdFhZezeJcim018Wgo6Vz7PhQX6u8SP0OGPle9j8v0cujlg60uJqtWaMkft64CN3XXgTKV0FF3NHMqxq4ZDpIg1tolSs1uLXKqQyrlWYFafbDkVZjrQDxLsPY3jTTQZKqaqfHUe3PYNaUT5rVPugFGJ/2aOmZjF3TF2FbSJL0rkOS0ULJ+tSZQwlVMGHMMjvlQGqpHWkxyAp3bU3wGPx+IRJujdpLXzWIuEsZP0mS86rXJvTWE8hcOlFuw4ArZrSi7Wqg09OGtl6rEl0A370uXfRqhbN0TKtdijBZqUOhnqXW4VemZ6mOM2nL0wWX6LNFSxneo6jcoTm9+HcBR1XCOKIdmtX71tBzV+ZLvZ0VBtp1L3S2tJ3FPGoHk47K45YZLxbHSpG+npZ8VvTNzdWdMl9yG89OebXq+FjozzhDcr/VyjzEt0FBCArajfORscqkeDsbBGxqzN2av4lFG4KwZdsGNEq+ht0/XIakz30qBoNInzsgYBuC1vtLz8vEwCK0kmWN71v1hW55ALbRJ2KTXn4C+HUhVp96gI7TNpG2eyCWvf8SGXCD7nE5ob0+rjNOC53jmIaSznEAfVa2cWx3yU8AaZUXa0Na5YEb0M7hdrpWedFarfB8m+54tqTpVJrMUzRIpbOUR6EDnVxDaM8HoFlyuFF7via6T1kileXI2zVx48e90rM8rbwq0xLbLqQRnkJLhK4KCMB3c7og/Ic1kga3xbD0aYhWmmdOXYLbsyOx88tp8H5AzyWUTqHdbTF+CneMtNOTawjt9HFS/QlWak1zl5ADOBxuh570stA3I+vivxhn9JzlhwqSNridpA0+5RWqW4Uz6IarzhnzptSW1mtH6VHpMNArm5x/x2ShCX4KTwodeOIeuGMtXqG1wk9/shDHompiyg4ahKgd+dP7G8q8fvCKJxaSNre63RrWE4hEc7GewJfjUeKWYT2B9HwqNmR9cDGjtWj3eTSfsJn6SCD8myQiYNFySYVPboNyMPW+Urdc+BHl0m6X5TPVoRynHE7Up0EXfCOx2Ib3a5EO/55gpTfo1bGQ5Ja15UUZXnsiDOs+3i+FFbrmJdv7S/1/eZcyOLZipfQITl0Woff9R5G2Ut/5+ovBsDdqzRveo6iAkVu3YOuXU1E9ZD9WkJ67wZnqgMv1mhUG1VIOata9MWLNH708auVFjkA9bmn5FTNoFts4BRRa8ne825KWfCBmtnRK15KX9M1Takv65h/UTUrXNw8/TPrmdKG46MtP8UYqLQ+q0T+V7zAp27joq+bLK5eQ8i7WXnh2mEkd30kzrN+g7iMZoXgrOwRsLudq0LB2hVrn2HCcltKjZ996TkvjWOj0lqZni7Jetwir1j3W0jkW6eVEq1wvb/JxdR5FOlo60HqaxVp5leNOc3cnFTaDNnFlupsPVX0GYy6siEMrzRTviqgaF4oQejPakrMUvyirUjtdLz6hQx1B9Szd0Rr1loVftT61Mry5c0p/ltqRFgMR3lLZRF61NMG9iZ9dXKS0zrqcD3Ve1W1CTq90ZNa4y/FaKpvsLyu/eu0yK3UoszCnC66u4xsOHTW15cXb1zO2LoZrwHiMPfQgva+YK4O6Dku+NgereyTSwkrTEVOhlNS2zIWXz2WVgVxe9RoAcjxav+o8avlRH1OPW+rz8r6ldiDnVz3GiuNZ0TdX151ybJXzoNXGzen/u9PYFUNjl1ZfEHHqHZfTK0i/uaUAZ3NjXpAqhcvCBJhA1gjoacsLYz5+/UfwDByNybtvZi0ylS+vV2dgVfcEWnFvTvrndCovvMsE8gwBNuZ5pio4I0yACTABJsAEckYgt4y5TZ+Z56zoOQtVpW1XtKtheOPbUgxi+ikvaBhbyiefZwJMgAkwASagRaDAGvMGr/RFj6Zltcqc6Vie0TDOlDM+wASYABNgAkzAMoECa8yj4xKQLF5dzYLLioZxFqJhL0yACTABJsAEHguBzMoBuZwNLW3h1pNXYGDJcPqkoh6quht0g/2/+EXSKx8w21T/etK3+lrA6XEn3MWtZAfEnDUURk9be5iGhnEuF5+jZwJMgAkwASZgdQI2vTPX0xZ2ciKNcJ96uLt+PKbtvYnKHTtL3ypr6V/raQFHNxgGv+e9EDi6B7pM+gqxzs5wpO/U9bS1zWkYW50yR8gEmAATYAJMIBcJ2PTOXKktnOZEq005x5O0qlGD+VIA5h++gpj//kTii7R6kp2sf73DoH+NWITQi2pdG5TE7UNL8QcpR6Wd3I/LaR3wVJ0aqOHyFNKuH4FYhc0Ze7H/8hvoSoJksr5yWt+PsIzkHR3t3FGCRGEMGsYrJcGWtH1bcO7Np+Gk0ITPReYcNRNgAkyACTABqxKwqTHX0xaWddhFyezjY0ilypGU2uIQo9a/NqMFXKOCJ4l33M8ER0tf+URkGfQs7oC4+5n9Z4qADzABJsAEmAATyOMEbDrNbkk/25RVdCb969Jud3T1mX89ex2o/iKep7vr2Pp90OtJN8TRC3Ba+sqR0foaxike9dFvxFB0qmHQwTbNE+8xASbABJgAE8h7BGx6Zy5pC7f4GENIh/0NodWb9DepNk2XFngQOuyykzWpJf3rOrMk/Wtx7srWcRhD+sztl44nfebmtLKXM+4a9ZlT7LfhZKepGEla2SPjr+NiOC1JSaUzaGs/i4+Etnb/BDg6xSPQbxB2kIax71Rf0jBui6TwS+kaxkleNdG5dTvcuLkf312ixVzYMQEmwASYABPI4wQei5yrJW1hNTMt/Ws97WNxXGhGK1deE/HJesVKfWX5mFrDWJ0+7zMBJsAEmAATsAaB3FKAs+mduQzCPiYCYapFuuRzWr8REWGZDt8lg32X1lRTO3Fcy4nV18JUiWod0wrLx5gAE2ACTIAJ5GUCNn1mnpdBcN6YABNgAkyACeRXAmzM82vNcb6ZABNgAkyACRgJsDHnpsAEmAATYAJMIJ8TYGOezyuQs88EmAATYAJMgI05twEmwASYABNgAvmcABvzfF6BnH0mwASYABNgAmzMuQ0wASbABJgAE8jnBNiY5/MK5OwzASbABJgAE2Bjzm2ACTABJsAEmEA+J8DGPJ9XIGefCTABJsAEmAAbc24DTIAJMAEmwATyOQE25vm8Ajn7TIAJMAEmwATYmHMbYAJMgAkwASaQzwmwMc/nFcjZZwJMgAkwASbAxpzbABNgAkyACTCBfE6AjXk+r0DOPhNgAkyACTABNubcBpgAE2ACTIAJ5HMCbMzzeQVy9pkAE2ACTIAJsDHnNsAEmAATYAJMIJ8TYGOezyuQs88EmAATYAJMgI05twEmwASYABNgAvmcABvzfF6BnH0mwASYABNgAmzMuQ0wASbABJgAE8jnBNiY5/MK5OwzASbABJgAE2Bjzm2ACTABJsAEmEA+J8DGPJ9XIGefCTABJsAEmIBVjXlaWhoTZQJMgAkwASbABDQI5KaNtJoxt7e3R1xcHHIzsxps+BATYAJMgAkwgTxPQNhGYSNzyzlaK2J3d3c8fPhQ+m+tODkeJsAEmAATYAIFhYC46S1atGiuFMdqxtzOzg7FihXLlUxypEyACTABJsAEmIA+AatNs+snwWeYABNgAkyACTCB3CTAxjw36XLcTIAJMAEmwARsQICNuQ0gcxJMgAkwASbABHKTABvz3KTLcTMBJsAEmAATsAEBNuY2gMxJMAEmwASYABPITQJszHOTLsfNBJgAE2ACTMAGBNiY2wAyJ8EEmAATYAJMIDcJsDHPTbocNxNgAkyACTABGxBgY24DyJwEE2ACTIAJMIHcJMDGPDfpctxMgAkwASbABGxAgI25DSBzEkyACTABJsAEcpMAG/PcpMtxMwEmwASYABOwAQE25jaAzEkwASbABJgAE8hNAmzMc5Mux80EmAATYAJMwAYE2JjbADInwQSYABNgAkwgNwmwMc9Nuhw3E2ACTIAJMAEbEHC0Vhrx8fHWiorjYQJMgAkwASZQYAm4uLhYvWxWM+a5kTmrl5YjZAJMgAkwASZQAAnwNHsBrFQuEhNgAkyACRQuAmzMC1d9c2mZABNgAkygABJgY14AK5WLxASYABNgAoWLABvzwlXfXFomwASYABMogATYmBfASuUiMQEmwASYQOEiwMa8cNU3l5YJMAEmwAQKIAE25gWwUrlITIAJMAEmULgIsDEvXPXNpWUCTIAJMIECSICNeQGsVC4SE2ACTIAJFC4CbMwLV31zaZkAE2ACTKAAEmBjXgArlYvEBJgAE2AChYsAG/PCVd9cWibABJgAEyiABNiYF8BK5SIxASbABJhA4SLAxrxw1TeXlgkwASbABAogATbmBbBSuUhMgAkwASZQuAiwMS9c9c2lZQJMgAkwgQJIwNGWZXJwcECLFi3QqFEjVK9eHSVKlICLi4sts1Dg0oqPj8e9e/dw+fJl/P777wgODkZKSkqBKycX6PET4P5r/Tp4XP3Xy8sLrVq1wtNPP42yZcuiWLFiEPXLLucExLgbFRWFW7du4bfffsPPP/+Mu3fv5jzCbIa0I/9pIoyvr282g2bPe8uWLfHGG28gNDQUp06dwrlz53D//n2Ixswu5wTExVDx4sVRt25dNGnSBJUqVcKWLVtw9OjRnEfKIZmAigD3XxUQK+3auv86OjqiT58+6NSpE4oUKWKlUnA0WgSSkpLw3XffYevWrUhOTtbyYpVjQUFBUjw2Meb9+vVD48aNsWbNGvz1119WKQBHok3gqaeewqRJk7Bv3z5s2rRJ2xMfZQLZIMD9NxuwHtFrbvZfcfc9YcIE1KxZE6mpqTh27Jh093jlyhXpjlIcY5dzAvb29tIMR7Vq1aRZj+bNm0Mcu3jxIubNmycxznns+iFtZszFQNCsWTP4+fnxXbh+fVj1jLjaX7x4MY4fP84G3apkC19k3H9tX+e50X/FHfnMmTMlQx4eHo6FCxfi33//tX3hClGKVapUgb+/P8qUKSMZ9KlTp+bKHbpszHP1BTjxTObll19mQ27jBiweXYiLJzEbIqZH2TGBnBDg/psTao8eJjf6r5haF3fkwpBPnDiRDfmjV5PFGMTFkmAtmAv2og5y0+WaMRcvU4jMz507N8/fkT/TZwyWfroKK5ZOwvMe0isE2WaeZueNV/3G480mJbMdNjcCiAFBPNYQ7ynwiy25Qbhgx5kX+m8a3FG9Xj3Uq1cDlby9Hwtwp5odMH7SCDznnrNxIaeZtmb/FS+7iWfkYhpd3JGLl7TyshNjqVzvpfNyRrOQN8FaMBfsRR2Iusgtl2tvs4u31sPCwnL9GblX1ylY1b+hCZ/EB+E4sWcFlu48b3Jca+fhs8Mw3rcZrh/7Dmdo8HB2oU4bLV4lyK5zQ6Nmz6DkzR3YfCoyu4Fzxb94P0G8cCjq4qeffsqVNDjSgknAVv1Xj169PlOoXzaEybcuaQ8Q6DcI28Jy7R4kU3Y8GrTCM42r/b+9c4Gqqkrj+P+CekVAFFETBSlDUgaHhWmaTWEZPiqZ1AbU5Qt1pmxVS1HBIB+tRHFGMcvCYlK0dCRQETOtNG2UUNQhnLXU0JYRWggX1ESEgDv7O5dzeV2Rxzn3XKZvrwX3vPa39/nt8+1vvzeuur6NEyUtyRcaiGzyBaX0l1pYaLAbDYq19aZ1vxnRiHrOHzWGqQLnU9cjeluGxM2U33sjef406Tso7zEGm96bg07HN2F23JdNZmvNB4k5jU+gVlJKiz179qgSfA0zhcXT9LPMzEyFpVoQp6MRmWX4cnUEkvN16NrFA4GhczBmygp4OMYgfNsZC55qLrn18hDj+XMQs+4jXJMutyKjEDPCxABGyQ2L/AALH7qIeTPXVMutCdOaRzRzgNKCjbk1qbf9sKymvxZQPTgjFsue64crR7Yg6t19uCWecejujceHPYDLRdY1qLpyGoVciWq1thBbdS8pob80/YwcTZWyZSen+8X97yDyo6NSVAfPWYklwQuxAUvx6jYxeFrK79uBcv0qu/6IiZuDXnlfYKaNGnKZN7EnY05p0eaMOY3o27lzp/wuqv/eyM+FQZTYDaI14OLZdFRtSMa48VMw7OPTyDDqQB/FojE+UonPcPIT/G3NbjiMjcTmaf2luG1ITkbZmc0I29cZ/wgPFgUBUzmn8GwSFq5IkjKUJ6I/QFhVKmbEfCb5qX8uvySVHhdKze1D8V7yv3AhcQGi0q5ixEsr8cpTpjjg+hmEz12JH0Xc1HQ0BTA4OFjNIFj2/yEBa+uvjLDSbhBmju0HXN6D14Qhl11pQQ4OpuWIUx3sB01uVEenl3+OpDsjMfdxd6DCgCOb3sS7X1+RRLXvPx7LI0Lg46KXzkuEzpM+k8z1ERPRS1yuKjyLdxcuxzctaqGTY6zMrxL6S/PIydGodVt15nTPSTIbcorr6YQofOK9HVPHT4P/x5H4SXqBCpRcd0JoXAz+YHcOb83fJPJndfPR1nKT2ctp0Vp5lvy3ohpqSVzNNVdXV2keec0V6x6lHhJN7Lpe8O5jRMex0Vgyph9ObIzAy3Fp0A+dipWj3XErcxe2f3tV1MzzkLJxIzZ+mgFX9+74NWs33pw/H+sO5cLNLxjPe5imbDg5uMDRuYP5ReqfyzeuHd6Lo/lUTb+MnRs3ICnrOsp6jsdcYch/TI7BXxfEYuuer2FQ2ZBTfGguPy3Ow44JNIeAVvr7m0d/eIly9KX0w3eNbmM62qF9R7gI/Z4bcANb4z5EVkk3BAaPlGRVOI9AbMx0+OhzkbQ6EstiE7Ar/QIq7Udg/dKJ6PSdKOTPi0W2gx9ejQq5a/jWvKGE/tKUNHK23FduTvfMYw3w7k8XhTidJ/xEXm5y7TA0Mg5/cf8Fm1+NQpYV8tEGkWrmBZm9nBbN9N6kx1VrZm9S6FZ66KnHBgqrdgbH8uzgpMuXmr19HnsE9gd34+DFW5g+rBInjxw21ZJzRIPOAWHfHR3hkv4dyp4KqhVLYaDruPrnppv2t7JxvrAMT7j+KuQeN8ntabrX09cfnmn/xN59tl2SrPOafMIErERAJ9aQutfyGgUHGtNREdHfRG1tVrSUyV8fORX+vj54SGdEwZNB8BS3j65fjKRT9uLoImhUTY/gaeglQj2SmQNXlzIcO30N/n/yE352okDcZ6c+AXO66+qMkpACdqoOXurqMNJ/PR700Ys62BEcLVCtPqr+SyscgmrGvKioSFqZjJa208J16eIsgq1AeZknfPuI2rRjAMJXDZWa2Wkxnhul5VK0HE0L4JmjWNZ3DFa/Pg2+3exRUlIpPpu7Zy1lZl8ND4y1hnDQXX3+XqxNGYSoieMQnTgO+enbEbFul9R839C3cldodTha7pUdE2gOAa301yjycsqU2oka9t1cYzraQcynxsUz5tpah/YkrQKlZmElKPjRUkG6HQJfXo5Aelqo/G+Gy7X8mD1b/UAJ/aVaIbXOUa2Qavq26MzpbsEiGTuYLlI/udRnLgZCfr4zC0+HBmLTsiuYumK3Lb5SnTjJNXK5hl7npkInqhVrqI+AlhjVwhlFk8zkIFEGL/wPPruWh//+ImrQhf9G6KRJmCT+QkMnYXZ1v3f9+M1eMAe+9pkIfyEEU2ZvE0Pr6n1dtWz7fU41Te715ejreaP7Z3e8hZAXXsRW0bTf89EpmPXw3TOs+vJaek5pQOu2s2MCzSGglf52+Em0aolSct+xoegratOW3D111ILukRyTUdCLSkZduabrJdg+c4I5f5j84hrVx7NYerf615TQX7lCReMgbNXpc08iu0Sk+8ixkGviclyDA32AO9/jm7zqQpiovRcfeBsL0i5B7zcVG8IC5Edt9ldmL6eFGhFVzZjTph9DhgxRI84WZbqIvjYPDw88MGQ83ohfB399BY4mxEs13xPp5wG3kXgrdJjkt6OHH0YM7tNADhUC3LuIy7du47b4pILmBYmauT0cayv//YPwiJMbnot8D3/uLcbRi2ZBS85QJMbgtnPGfZ1Mdyu6D8GkZ4fD2ViI7V9lSxddnB0seVX0Gq3XTmnBjgk0h4C19VeOm13V99i87wLgFIDYv78CfzeT4e3afwReXr4cz3v2ubeOysLq/eYfPISfReF81GtL8IhbJzFCfhCeHP4g6HqBmJYaEvUSfMR88ipHNzz86MMNjEo9cVY5VUJ/adMPcjQtyladzpiLhDTR6SHy6bXzn5HY0zoDo8M34BnRRXlp97Y6hStHMQzoamIENmXdhPu41xE9WmTGNuxk9nJaqBFV1Yw57d5FxpXWGlbf6fH0gtWIi4vDmojp8DWewycrZuGdUyZLa0hdho3fXMJDkxYiWYxa/zhuGeY9+8eaaFXXtumD2nVYZCR9gvD+p4kI63cDF24I5V+6BRO6V+HIoQzc6eiHRVviMcMrH9/mloNa9WRHvTmyO/TVcRTrvLAoMQWxEx9ApV0vjJ4Zji0i/ANvjMGdnC/xwdfF8uOq/BJ72niF0oIdE2gOAevqb92YXdkRhdVpWajwCkR0fIqksx/GzMdILz0MRT81qqP1u7501E1WadLM9jcPY8n6Qyi+bygWxW/FtveXYnaQH+j6YjEwtsj7aawU+rorMR6R855BN3PLQHUGUTeaqp8ppb80LYo2/aC1wu8XS4zaqitKXoYVKVlwGTFLyidTkhMxd3gPnE2NQUTKD7WiLUazV1eivli5GF9dqYT/3BhM87Y8hqmWR00OiTmxpzRQc3ogtVtIRV81dk2j0siECROkJe1oRSOtHZW4fdwdcP1qLgoaWQCi0s0D93c0IDfvNqqcPOFFx4WiDUg4WUZOjmmSRGPvRCsZefZxQLGYLkdzZamk6ebhDsfSq2Z5jflvzT1a3zkhIQHx8fG8g1prQP6O/Wqtv6Q/foO94FBWhvyff6ijM43p6L2SjPTQw9sddsV19bDmerEIq/BeYlS9r7T+0hr7NEVVXs5Vzb7b1oKR072j6OTMPXVW03U6Wvsu1Fe+atUqaX321NRUVfbKkNdmV9WYEwjeqKG1n0Pz/VNGsHbtWmRkZKjy8TQ/RuyjrRJg/bV+yqmhv7zRivXTkWrk1txoheZnLKfXVKs5PDs7GzRnlTb+OH/+PAoKeLIH8VbLUTouXrxYWn2Pt0BVi/LvRy7rr3XTWi39pbXBaUXOAQMGoG/fvhg1ahR69+4tNf2WlpaivLwcRmPdgYHWffO2Hxptd+ri4gJfX1+EhIQgLCwMzs7O5i1QibMa7ty5c5JY1WvmcuSpyY42XqH12umjopWNaJqELTS/y3Fsi79UiqfpKzTqlQYc0jiFHTt2qNo30xY5cZxbR4D1t3X87ubb2vpLNXTKh2nTD1qvnZ16BKiPfP/+/VJ+XEHzHVVyVmtmrx1/2omJNnCgdZ9pqD7V2OljZtdyAlQYojnBNJWIRiDTwKXKStscCNLyt2SftkCA9Vf5VNBKf2n3Liqg0VrhtMQo9e1S+rJrOQHKd2ksAk0/o1HrNNjNYDC0XGATfWpizJsYN36MCTABJsAEmAATaAIB2ZirNjWtCXHgR5gAE2ACTIAJMAEFCLAxVwAii2ACTIAJMAEmoCUBNuZa0uewmQATYAJMgAkoQICNuQIQWQQTYAJMgAkwAS0JsDHXkj6HzQSYABNgAkxAAQJszBWAyCKYABNgAkyACWhJgI25lvQ5bCbABJgAE2ACChBgY64ARBbBBJgAE2ACTEBLAmzMtaTPYTMBJsAEmAATUIAAG3MFILIIJsAEmAATYAJaEmBjriV9DpsJMAEmwASYgAIE2JgrAJFFMAEmwASYABPQkgAbcy3pc9hMgAkwASbABBQgwMZcAYgsggkwASbABJiAlgTYmGtJn8NmAkyACTABJqAAATbmCkBkEUyACTABJsAEtCTAxlxL+hw2E2ACTIAJMAEFCLAxVwAii2ACTIAJMAEmoCUBszHv3LmzlvHgsJkAE2ACTIAJMIFmEKhtt83G3NXVtRki+FEmwASYABNgAkxASwK17bbZmLu5uWkZJw6bCTABJsAEmAATaAaBrLxK89NmYz5gwAAMHDjQfIMPmAATYAJMgAkwAdskQPb6lcmB5si1k4+cnZ0REBAABwcHFBYWori4GDdv3pRv8y8TYAJMgAkwASagIQHqI+/atSuoJZ0q4GS3ZacTB0b5hH+ZABNgAkyACTCBtkfA3Mze9qLOMWYCTIAJMAEmwASIwP8Acf2veLDUVz8AAAAASUVORK5CYII=)
HOW TO CREATE A VARIABLE 2D BAR CODE
Now that you know the appropriate 2D Bar Code Module settings for creating a Royal Mail Mailmark bar code, you are ready to use this bar code in a variable data job. For instructions on how to create a variable 2D bar code using DesignMerge software, please see the following link:
How do I place a DesignMerge Variable Meadows 2D Bar Code in a document?