<?xml version="1.0" standalone="yes"?>
<?xml-stylesheet type="text/xsl" href="preview.pwp.xsl" ?>
<!--

   Паспорт работы Фестиваля «Портфолио»

   Файл создан в программе заполнения электронного паспорта
   работы фестиваля «Портфолио». Не вносите исправлния вручную!
   Это может повредить структуру данных и повлечь некорректную
   обработку при добавлении в базу.

-->
<portfolio><work title="Кристаллы" sz_id="12" stored="1416046334" version="2.2"><description>В работе рассматриваются разновидности кристаллов, проводилось исследование и выращивание кристаллов поваренной  соли и купороса.</description><specification></specification><manual>Полное описание работы находится в программе Microsoft Word , к нему прилагается презентация практической работы в программе PowerPoint</manual><subjects><subject sb_id="6"><subject title="Природоведение"/></subject><subject sb_id="12"/><subject sb_id="22"/><subject sb_id="24"/></subjects><authors><person p_id_full="286-890-124" p_type="student" surname="Мухин" name="Никита" patronymic="Олегович"/><person p_id_full="100-464-412" p_type="teacher" surname="Куликова" name="Светлана" patronymic="Валерьевна" status="leader"/></authors><public_relations><postal_code>124575</postal_code><address>Москва,Зеленоград,Панфиловский проспект, кор.922 кв.147</address><phone>8 - 916 - 593 - 16 - 00</phone><email>cveta-kulikova@mail.ru</email></public_relations><img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsK&#xA;CwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQU&#xA;FBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADhASwDASIA&#xA;AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA&#xA;AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3&#xA;ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm&#xA;p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA&#xA;AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx&#xA;BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK&#xA;U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3&#xA;uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD84Ukd&#xA;Jo3j8pmMYZUXJXrwDz+n5jtVlGRgVUmORD9xVJUcLj9fw+tWrjTizbFiSMDKqQ20AjHOD9cduD+B&#xA;mSyaSFPOlMmRnLR5yc5+b3P+ffXnR1qD7FCNCqAsMqRjqQM9gTjj15HY1O1qfJUALJIgxuT7i4HI&#xA;+nf0HvV9dMdH8pjiNwPmClkU8kfe/l/iKmjgeOaFiEGRvyDkAdsY9xx7d6nm1BRMaOJpJ1YKUfgg&#xA;4yAO+PptH4frc0TXr3w9qtrfWc7Wk8Dq8UyfKU6EceoPXnuRmpBaNGXBjCrj7jBgX5IyDnvkHH19&#xA;q0dD0OfUQFigBJH3SdxHPXP5/wA+lO6tqHJJ6H2d8CvjZF8Q7aOwvWW11RGMrRjcBOpUndGCAeoI&#xA;KYAwPTO32iOaSVZQuWAURhGO3jcSMA9cfMO/X3Jr8+dP0bU/D9/bXVpJLHLHN5iNGclcc84HTIPP&#xA;1r7G+D/xAl8aeGomkVlubdzHPDEAQWHAfb/CDwfTt2rjcY30MZ0XD3jvtWlVPD9yE54Ko5fLR4I4&#xA;6duSOMcDr1rkCFdEnlgeNG2hWQ/eYAk/MBycsOc9M8HpXZLbtf2tzBPhUnXaeC3A/hBPI65yOeOO&#xA;tXdQ0u2uvDzWFvF5U8JVYQZMKhHA5xntj/8AVUSgnqKlU5Fa27OBDlELKyJIhLb25G85HLdx1zwC&#xA;fQ1NYssV/bNkPmbDRpnDHIzuOPbsOvbjm3P4L8QJlDaCRFYFDFcxkPwePvDrk/e9/fE1jol5NeQs&#xA;1hcoFb987RjanX+LgEgfzOOlcjpnpqULbnqBCtj5oyFw3ln7ikds468j39eDXK6z4hsNJme2dimG&#xA;wjkbgfXcOOmD+XPpXRyfLBt8tgC+3EfBbg54/r/9evHfFtys3iW93xMmZMgggbR6/d7g+oz6VhVj&#xA;ynNhqSqSszo5vEVpN5b+Y5ZvlV2j2gc4HIHcg49frTBq+n3kyeVPEkacEPnnOcduvTH41535UcMh&#xA;ZvOU5K5Kj5SOpz0x16df5s3Awl13PD/00+VRk847c7f88V58otnrLDxselrfQTRQKLqNmQ+U4yAW&#xA;OR+nPr/U1nzrHEUjLQzbwMSHqVAz2/A561wBVodvmS7WQkKD/EM8ng/59+lVr+a4IBLMjEBtwGSo&#xA;7DI4yQP89aw5C1hl0Zuz27Sz+euzZuA27/mJz69R1x9a8r+OTkeFw4OBBcRtJkcZ9/Tqeeenc5rb&#xA;nvrluYbiRXLkbVfJ5wcj0xnsPXnjnzr4jXFzqmjSWhlMyYDMSAWd1O7rxnjP/wCqtqcLSTZpGlyN&#xA;SuchJei90NtqIdoV3diDnBJP07fXPrWNpyg3tu29nxgEbdzZAySeOfX1pdIeWSGSA8uQRtOMnC88&#xA;Y/zmrmi2co1KNh8zlCCcdB6ZP15717GGhy6PuPEe9qba2u8jzY85xlmIznPHB6H+o60o0xAHQwps&#xA;TGFQDc24Hjg9Ovcf437WxbO0bSAMBUXCYHYY4Hcfl6VYW2kZWO49ioJ4HGDxkZGee1eg4qx56k47&#xA;Mx/sEZcsVKAHG4kqre3t/npnjP8AMuIYuLuWJ1lLqvmEn0wQQTwDg/nXRyW45AiPlAF9zsOw4IPT&#xA;8eB+dYFzAHtmBwBGPLEoHAHI/E8nOR/9bCdCm+iOinWqX+Jk1n4m1G1UYnYuygguMsB83Xbnnj19&#xA;K1LH4havZXDvG4Zz/GrMoCAY4HPPTH071hncsgZx5uSGDYADdyDxz7ZJ9z6seLfHlvvBgwG0Ffp7&#xA;1ySwGHnvA6ljK0dpHe2Hxm1eGSVW3MCC5j4YKQR0J9QD16V0tl8dJriAI5ZnRyw3gFVG3qo45HI5&#xA;JPT3ryFx5YIWJN5O4yNksnJx6Dt9c0yOPMxGSWJIRVJ55JGM8cZBx061xyybCy6HRHMaq3PcW+O0&#xA;Ujr5hhed3BbzF9Oc/MOfc/r2rr7D432dvc7Ee0mhVnDK6rl8jseuOnTH3u2RXz/9lUQNHgFscSMc&#xA;hW3D6ZAAHA6cetVdVg22UoYbXkwCY1+ZyMZGe3AJ4xjtWEshotXjJoazWT0lE+novip4Z1qASXOm&#xA;2sypPtJ3FgrccheQMccZHqDxk29I8Q+B49TGoQWEdld7gxliURy5BH8SqDg5xy2eMY5r46iaWCEK&#xA;kjxgJ8qxZyOMcfUnpn16ZrS07UtSFzEqySyOQxaRnG7Zg9z9Me2D7Vm8nrQ/hVmvmN4uhNfvKafy&#xA;PvnRfFFjEI59N8SatGZInlkS6uzMgwMDbvZ1JGV4xyefSt+Hx9f3VxbmPxWs4cErbmztsSD7g3Nj&#xA;OOmcsO5zXwK+sXxt9q3L7kUEEnr6Lg/4evXHFyDxXq1o4EN2y7VYxx7GIckkE9TwPlA4Parjhs0p&#xA;25K7/r1OOcMtqr3qS+4/Qt/FGpahdkveaBuPy7lkfkgDbyDz39hxWHf+FvEE9wXtZNCkjxz5l5tI&#xA;PpjzB7HPv+A+EovjPf2CTxi8AZ3LB1O9s4A4IHbJOf8A61XW/aU1CI4Zpw+AWChuvfPP4Vpz5v8A&#xA;DKd/u/yM/qOV292Nvv8A8zzEeDJtV0kiNN865wQhywyOp69COvTA7UaP4buNQdIZrMtG7Lkx9ACB&#xA;g8dM7h3BHPTOK+lPC/w6Xw/rB3RLcWFwD5Z4bdjIww7HIGO2QR9Op0L4S28MjeXaRFYmKlRwChXo&#xA;QOuW4zxwB7V2rEnR9VR8uf8ACstRexWSCByQA24RHbu+63y+x/U4yaqaN4GubzUTaLGAygBmGMDB&#xA;2knB7E5xjPX6V9wfD34cR29rd2d3ZRkNcSKArZJBbjHPOQMgHPX6mtNfgrY2mtW13CkX2cKUaOMk&#xA;Erg7cg455APHPoOCNliXszN4aJ8SwfCC+vd0LwfaZ/OCqu1cYLcjnHOc88+/t7d4F/Z3tLTSfNnE&#xA;jTlV5I4yO+eR+I5498V9MW3w90yxkWRrZYZQDL9zAJ55wfr24/TNx9MEE8ZXy1XGY2YZ2kkDHXr1&#xA;GMentglXdtClSgmeF3/whsobKLbY/NEfu7QpwCQM+nXpnnP5N8M+A18Da0ZoFjiguVZXTBA5HByD&#xA;259MA969lv7dBJEihflJG8jDBgcnnOBxzzk9cdcVzmvWazRuZHyDznPyKSMcHHT/AD3rJVJ3uOpS&#xA;pzi4sk06OO4heNyH3EOTI2SpHQ568HvjsR6VJC32Z2ULGUWQMq4wTnBz1xx83HvWdoV+LuxTDmRo&#xA;nCSNksw7cY6kjHJ/HFbUZVfKY4A2KCCTsTnkgk5PY/n1xmvVTTPkJRcG4voX7Z2kgJXbgjG9XG1S&#xA;OpI4/MY7elPIWKR1DAPGRGoUj5SM5wPXpyOoArOSXyC3mSGS32k7nzj3U8A84xnHPsaW2vjFcOhk&#xA;jkLAHBIbJJ+p9Pf3FZPcqN2XBvtjkSCNkB4dd20bskevJ/DrzXk/i0+f4kujby4QN98gAfcGOW6b&#xA;vf07Hr6s14JpG3eT8qspVjxyOmdvXAX8MV5d4vDx+I75WR433AFF+UcqvHTsc9Pp3rirQuelg3aT&#xA;MnTNGn1OXyxtWTOQJFOAcgnkDp+Oev1rYn8AagEZo2s9pGT5Urc9hgEAgYHTOM9+eWeEYS2u2ybj&#xA;tV9xZQBvJHQ4/H8fxNektAWTBRUYKNqMeWxjcSQScjC9+1cvszuq1nB2R5TL4L1uSR/Ntg+Qz5Ek&#xA;eDnPy9evB9+vOKzNS0LUoM77GbYpyxERdSw42kjj05Gf0xXtLWzIZC5Hmbc7X+bGeM4wPUnp361S&#xA;1GB0icRoFcn5cg7i3bIxxwMf5zS9jchYuR86axpktuXb7O64G3DJ5YBA46jgY5PGOevU159qiLMZ&#xA;jhTISVKuFGBxzzjAxjpycivp7Vozt3+buZ42OB135BPOOp/x9K8A16yH9sX7KowsxOf4Rhuo9uv5&#xA;fhWsaDWx008QpuzPJL+wj0zUpFC48wNhQcDPpnv9c9qv+GEEmsSx/dURFhGM7jnAHb+fHrXR6n4U&#xA;uNTk8qJog24GPe4CsD1HH4//AKsVa8M+FLrSrmV5V/1m1AjPk4zk85/LHp7iu2gp8yugqyhyOz1J&#xA;k0/ZJtO1ZmBkDjgEAAcccgHP5D8EitjsSSAfKCG+QZJ69M4HP+PTiug/s9fLaPcY3fcTkDGMHJ7n&#xA;uM/Qc81SvpotO2C6djKy42QDlQM8jJ9c+vt059FnmKTexhzwwm1LFQhCvgr2JBx6dc54PesFrdjH&#xA;L5zklVLAJkAkHocDGMe3aurvtTtZYH+/JI6qR8uwn5sE/kOB0P4ViyeTtEHmRNEWxtwFJHrk+2en&#xA;PPFQbQv1M0aescxfCeZgRn7oXODxk+4/LNQz2kjFCkYJ3bmDgYzg4BxweMY+h/HcZBlm3qw4Xazc&#xA;NnBOOc+p7Y5pj2xd2+VCNg6DGQvUcjPr15qbaGt+pkmzbzCcGM5DbSdxUYx+H/1xT7GGOSS3VVaR&#xA;JGBZV4VEBBPOeuCT2OMVoSWsc0zMy7lZQG8vB53Dg5GOpHfoPetPSLSSG7DOH2yp8i4IBXIIJyD2&#xA;I/TmmokSlpdFc25eZ97uyoSoDDkDPToAc9fXj0xnH8QLMnk5WUx/NnePmA47Y6ZOPxrrprUSRBos&#xA;yiN8gOMZHGDzzk8j0wR1HA5nXVVrzygcFUACEcAkBiQfxH5fldrHNCV5HLQoZEdDGp2NgFj2AyBn&#xA;HHv7+uOdnQrZkdx5QlcoMbcHdyeBx7djVRLNYg6llVN+MtjG0g8jHuc8/wAjmun0G0LWsssjsk7n&#xA;ap2Z3qvQA8/xZ9fw6Uramsp2QLaFUYtJvQMMszHp6DHIGASf0NUfEkqxaPcSRyMt2ByrAYP1PBJG&#xA;T2GfTJrdkiTzZGYl5ST+7HPJ43FgPQn/ACRXL+PRJDb2aMoZnZiWAIXtgE9OPx6exquWycjOMruz&#xA;OIMaSPgwqyjIKBQxK7sDOOgOO/HB+tRLJBCoV7hlOA2NoPUZ/rV2RPMCsqBXRTlpW3euTx3J7d+R&#xA;k5yWqYAWaa8t7csxZVlUISvY8g/TI44rBG1rdT9AdIvUYvAsEJkZ12rlsBjhVPTGcAjHI5OK7HRT&#xA;aTIjIsZZYgEMSYPTpyMgZYkD0B9K8s0jUD8+WE9xtVwYgrYbg4JyPzHdh+Pc6derHbMySHYDiM7i&#xA;zAcHAGTwMc89Ce+a+WjGR9RKSSPTNMZbJN0MabjyZFPL9+e3JGT9OtaG9ZYPMidDG2eGOQCenH1x&#xA;1J78c1w+maqwZ3e5jZWG3oeACeT0zkKvbPr760V20EahJMb3ACAHIHU5OMZ69+3416dKCe55k5G1&#xA;fXMjzSReYjxlAY3jwOT93Jz7/rxjmsi9YNCk3TLAmRlLFSTkYPGOn6n04iF4sqsHV3OCxIXLjJzw&#xA;TznnOeeQKpXk8zqgDgtlQc9doOc5I9iOeeOtdrordGPNdFe8klkYtzNICcuSMckHj3AHU8ZP0rnN&#xA;UuN1vnK/PjAyBnnGMfkcdea1JGPmYKPEu4qwVlBG3kdMdscfTpiuZNxvlfAGAcxur5BAHrjgdeD6&#xA;DrSUEJyuij4bkNvqF5blAjyFGVNoJGOCefUlep46jrmuutp4Q7KUlWUjB8vAIPXHXGT07d64SOVd&#xA;L8T280ICW9xmCUhgAgIOMnoRnHHYe3Nd/AyRR4eNEiOMc9AQM9R6gfkOPTqg7rU+fxa5al+5W15d&#xA;1rE0ku5BLvYoQpCkE/MeMZ54B79a5y5VrOafcj+WoOYpC2Dn1bn0/wAK3tfYx2roZshZFOTjucnP&#xA;IHBPP056CuavQWEMbtKEkZf9HJZl3ZAz+P4c5+lYztc0wz92xJA7WsULtcSrHsMm3cXY47EZJzyD&#xA;+vHfC1WeR9Uu9zNI+1D5rsTgFR8o544yPb8K6WVGa2ViDwN4Vyc/Lg/Lgdvl5+nrXJau6rrNw7hV&#xA;d3BjQjnBUbuTyMEg/h+FYyWh6NPct6H5kerwOu4SrwyKvGMdAD3xzx6n8ez/ALfuN5ZoYnVgN5Rc&#xA;uo5OcAnBArg9LG/UraQoHwDiPceRnjBPuRz9PWuplDpIEfazORu3kMM9OOeRgfXj2rFJ9y5We6Nm&#xA;TxN9mIElvEk6lsBSzdz1yOMYPfsexxVNNegu3+8YvNyrxkDsTnAzgfy596z70GNOChL7soTtxjrx&#xA;jmqMShrqFVLKN4JDHIzkdOmTyev9M1Ud9TOVKNm7FzWw7AozmJw+QyvjLZOeT35J9MYrwTW7VxeT&#xA;uUBSWUlgmCGBYnGTzjnI69R719CatChlDApKxxk9Tx2PGRgj9T9K8JubUPtVtgcYXBJOfx7AEk9M&#xA;811NaJIxw+7ZW8OWjT3ysWE0sKMUaMrgKQBjOc/n0wa6eWxWfe6Q58ttoKDqSOCe2eGP/Afao/CG&#xA;mtDfTBmZj5J2DlQMkDI6e/UY610OoWAeVY0yBv8AMAZcgYPPHuMflXVSWhFd+8cp5PmEgFsKoOdv&#xA;HLY5/ADOPcVxvie2V9QZQyL5acpIApH4969O+xCQsxYtJlcA4UAYPAXjoefx9a4LxHbBtRuWRg2C&#xA;Nx5+UkDHfj7oP4fU1pPYVK/Mcg2nmSXIyPmBOW4J4OB+XTj+VQJYtIQBsTIyocdASScEE5+v5VvP&#xA;EiSFcI0ucbgTkjGDyecHOe/fvzW9pPw+1bV4Ipo/3Me8lftOF3Hk9BnH8s1yzqwpK83Y9GFOdR2g&#xA;rs4EWuRBH9nD3GAEOSFA6enp156D61vyaFerI0xh3KpIYEBsH1CkHHTv7etenaN+ztrly0V2ZrJc&#xA;AOFRyWOe/wBzABYjI9vQjMWoeGb/AEy+urVrV7V4xtO0ZIHHU4Ixz+I788ulWpVb8srmNenVoNc0&#xA;TzE6dcCNi0XlO3LFwwHI7eo6jk9R0OBm5o1oxgMoQKrLtDsP4R6c/XqetdibFdqgrg7/AJQfmPTv&#xA;15/x5zUU1oWg/eM5uEO1ieWzjrjn+7z7j8B2KKTOCVW6sYMlm4uFDRbo1xuOMbiT1OB2B7eh964e&#xA;7tpJpZ542fDlurZAIz37D7v5+/Pp1z5dta3DqH8yNAxcITnAIxznuAP1+nnUsRSJSMSkDBx0HJG4&#xA;nBxzjGSecetTPQqlrqZzQBtr73ONpU+YNitjC4A5JJ46+nFdZpdu9vYwb3TG0DoV6Dpznng8557j&#xA;msCKGPy2KqZYi20djyevXrgHIPP510Vv4peXy4ZYHOxSCySEA+3IwDgg88fSpWg6ibSsTrbyO7iG&#xA;RlTcH+VgxXI9uADgH8CPQ1j69CtxMUaNmXK4jkRcndgnrwOcEnHb1zWpceJLS4lZphOjkAvhUIPu&#xA;eQf7vuD36Yo3F3DK0smWCK5YEA7iM7xwD1GPUc+va7q2jM4qS1aOau/DVrOwRbJVVsoGySCcjqBn&#xA;gZP/AOrrTj8C6XebjLGWZDtBa0EhxjPUEeucc9etdTKkZVWWTeNxI+bcwHO0jkZ9eQD830zCiMyg&#xA;vvVuhAbPTjn34oUVfU0crnvNgSAqRAzMHGGiXk8sRuxwAdxJJ9fYV2WkFQCnysFwUBIHGeMcD5cj&#xA;ocY7578LoOsPLbqfmYDIyEKbu5AGckZ6Ht0rvNJEdzFHF5qum0Kd7Ek+mM5yNuPyr5WO9j6ypJ7n&#xA;R2V9IY1QM25UVSx/5aHAwS3AGPxPHX10opuSWGGIUBGUHtz+I9efyrPaK2t2WOdiEGMqSGCEgEZz&#xA;68c89eo61S1vxz4e8NQDzXJlxu8tT1bB4C9e3BGO/U16NNJ7nmTkuhtm8EXzMXDMVGCB83J6jjjg&#xA;cn/a4ptzeFwWZUChgNrnac4x68ZOT0zXkl78YbeTKW0IUOzr5wPO37vPPXh+vOcU218c3FzJzL5a&#xA;qc7jJ9/I6jBJHPHXjP5d1n0Ri2enXl69tvQbiNylSxzyCQM54B+Yf56cB4s8U/2La3ErMuzG8mTB&#xA;ZWJ6YBwOo/LoMmrc1/Jfx7Y9zLGM7lbGTnsPxIP0NfMfxm+LL6d4hOhDMjQBZLsrJtlhUkcJnILD&#xA;cvBz1/GtKdLnfKupzzqqEHKR1Gu+MNc8RyBIm8m3jyVzkr7AfQ9h3B9BX0h8OtSuJPB2lTX0jtcG&#xA;IIWDZc4OBg+4APAPr9flPxF8LNR0S/0280zW7ua2u8M8LyF94Zd4YBuxz26Yr6t8MKkOkacqxkrH&#xA;DGTsUZyFx8w9eMe+D610VqKoS9nfU8qrUVeiqiWjNLW5Q2nTIY2eN9rGNmyGBYdRz1z+nSuZuZUe&#xA;OJYxIVkO4R4Kq3JBxnrx3HbpXR6vbZs3dNieWMEDO5znk4/D/wCv1rkiWuFRkwjBQoUqMAggHHfH&#xA;t79+3HJWZWG2LqsHgMRCiUMCSozk4yeO2cY69qwNZiE+tyyNM4fAJ7tnZyM/TPY/kK1+PmEYQspb&#xA;LknoRjI55Axzj/69YmsBm1VlUR7JMFlDdAevPrjp65+prnaPRhuJpe+C9QmQiKQ5Lsp6YIJJ9jn6&#xA;9q623vhOoaaVfMHY4yBgev0HT0HpXESuwfcrEAHknO0Zxk5z1Hp/kT7ZJy5Rzt2kfLxjocZ98H8z&#xA;16VzS0OlK51bS7gzLIGA5yBxjHQEE4yB16fzqvZQN9ugMmwZbOOScjJ49OoOfqPpiR3LeamyV2xu&#xA;3EfNk9d3P5n0Ap8epTW06vFOVuBtyRxg4wccjPfPQdevSmpWZo4Nqx3l9peIZzhW+XzQx6jjkMem&#xA;M5PPpXiEen+S2XXJzywbJOOcnJ/Uf/Xr0KLxLqcpkia4jEJVkLhQSeADzzz2GOgr0zSf2S/FHiLw&#xA;pZ6xY32kvcXESyx27ytnYwztJ27ScY46VtKqm7I54QVC7m9zxnwVpMck1+CBu+VVfHffx6jJOeo9&#xA;enfcudPeeRsyJG5kRT/EMeox06/kPbjqtK8Aav4KvdQsdZ0+fTrtcKElU7SBkgqy/Kwzjlcj34ou&#xA;LcLAGlUlcEdlJOT1/PPT05rqpTstTjrWlLQ4C6sTbztIUzFuL4bG1QOuT17Vxr+EoNRmmkmvEhRn&#xA;d3SNgzDBz34z+f5V2PxHuU0HwfcS740mmlWNdqkkkknOOn3cjPvjrXiaeLZ4pVKOu4rjymPykcdu&#xA;gzjr71xY7EVI2jS07ns5ThIVL1Kux7r4U8H+H4HiuhbM0+S5DyEmNezDnrjjgcZ960Nb8C6hpV3H&#xA;qOlFb+zXLTWu/wDexe68ZYY5x1+vbyzwX8T1aPC3as6nZJsJfaDyRjnvk49hXrWh+JftyCQSGIIz&#xA;BQh2kgjHTr+fX2r5OpKpKX7y7Pu6eHglekkjsvA/imG+toFilQDA9BtwDnP4nn8frXSa7DBqECTQ&#xA;zhJ4lJfDAbkA+bvnPfg54PevLb02xuLm60cmO8DNJIo3FH3AksCAOfp/XnW0bUY1tW+0SeZJux5L&#xA;HLfMADx69fXGPXOajTq03ytaMzq4dT9+Ls0a/iH4W6d4ptvtSReRK4G6YZBJyp985HHTj2rlpfg3&#xA;JLbyjT5pN8eR5FywCk5HAK4x34ORx7Cu40nWbnTYlQQbo3xgyjBHBwOcccYwOvODXSWuqCS8la4I&#xA;HmL0VhgtnjPTk+vv9a9Oliq9FqDb0PncRgacm5OO58c+KLS50mwvo/KlV45AsgcjI5Iwenc49ua4&#xA;cxKGcRoISo5Y7iG+XJOenTv3z7V9C/FfSre28XXYSCMRXUauzKAVyQQQR3Hy/r1rze68M6bcGGQ2&#xA;rK7Af6mY9fUA9M+n1619dC9SKkup8a5exk4S6HAJaL5roFZ1Xa29UOCMnBJznIyOvt0qFg7viPcn&#xA;yAui8dsccdCecDHf0wfQB4Zs5wwt5LlhuPDgfMB1APHIJOTnrWbJ4OKKcag5cs24hQ3TjPDe3sOT&#xA;04AbpuwlWh3OQVHSGJyhBCsR8xOx/YnHJ4B7/hTZIQzqq4ctJvTuQM46k5A6E8H09Mbl14elso4/&#xA;MnjWNwAI/mXcvGOAODyD17jgVVu9NSCfeVRJCuSFO3d1IO3OT0GPalZI05r7GUsuyby2hPDgllGB&#xA;gg/KcDpjPXI9uKa6RQNiWWWJ2AY7BjOR1OB+HU9OprVntZInLGJlkZtryhW2nluMke/T8euDWZcR&#xA;3LysW8oHJ4miDEew+ZcAdMY6g1Ue1yHqew+H4SjlroecsuVIRyWO4Hg4GMcdsZ9M816Rp+rQabBv&#xA;llSFnxsXYHIc8EMAM9MYwOoPTk1xNlYGN1SQAoRyUB+YHGMsDg5z/wDrqW61gWkm5i0qoxlDJySo&#xA;zzjngfNz7Hg8V8xShKbtE+llJLc173XnuppCk5LnBKYIVAMYJA4HGR+HTsPE/HHjDSNb16LSYHGr&#xA;6zI2Y9OtJOQeoyc4GMDjrx0I65Xxh8fa7qKT6V4SSUOP9bJEP3i5OBhgAucEHpgZA68V5n8Mfh74&#xA;xs/GWk3T2Nzbul7Fem5Y5KKGIc5yT83I6c7QPQV9JhaNKnOPtNjw8XUq8r9ktT0ma18T6KbaS70a&#xA;OKCRx8qbshzzhjjAyRnnPoa7LwwXvp4jJbTQLLJtZZCflPHDDnIBbrz68gcep+NdThvFZILeNIkk&#xA;BdJYx8pDZ4Vjz6Z/yL/hXw3Jrlp57WQhjLrHbgDGMAE8Z5HXAPTj150xtSnTm/Z7GmEpVpUIyraS&#xA;Z0/gnwzHfpiVFhcKdyljtOTnH4n+eO/HgfxO/Zy0lPHt/qN5YyX0lyV8phKUVsIB8wHfhSefzJFf&#xA;TlhpR0aBVKqrx4ZcDdjoQODgZ/xq/rujReJtOzHH51z0CIAWUgYBz6cjI9zmvn44qUZX6HtxwMJR&#xA;1PnjRbS7vZ7a2itHluQBGrMWYRoBjAyRgYB54HPtXpdzB/YUtsFUQiQEBRjapxkMcjIz3POdwrb0&#xA;Ozj8y5S4tVhnRiSojUEA4xz0zx1yan8T26vaTp5ah1fqQcrz8pHPXjp/kVUxUpTUjX6jGrSlTtYx&#xA;7i6DWNySzxERvHKXIByOM57DJ+v07ccjSSNIZySMneGj5bIAJzzjvx15/GtwXaXWn3GyZioUh0xv&#xA;2dMjrgA59vvVzA2xhVSQsR84IcE574OSe3pxn8u+T0TR8hRi4Nxe6NIMiTr5e8D7xL+wPTOfXpz2&#xA;9ar3scd1MGYHYuAoB4PPQMMEZJ6Zx9aopdIrmI3GG3DYA/QEYzkdSP5fWlNwFZPOctvcoUXhiM8g&#xA;88YAHXJ+nbPQ7Fctf2Tbq8Ah3RAuNqhwQ3QDA5GeD+f5JbaU0Urosv7sNwirkgAjgnOcfXn65o8/&#xA;cIZXb5dvMjDI9PwwT3/DpxPbyxxvuAXDhVIUkgYB9uTzWMkmbwbHf2PK7xu1wr7dqq3ODj6A8Yx/&#xA;9fmprfRbm4McUVr50rsNwjdM57kKxHvnp/Q69nBEE3ebywK7CM7ucjB6d8dT6966fRI4xqUMcsgd&#xA;wSfkIwSAQCMdD0zj+lZ8t9Dr5rK5jWHg7T5Arec8wYHPQHGeRgjjoevTp1rq7C41vTLK3g0rxHqW&#xA;lmFCi+UyspA6jDg45HbgZPrVPxH4Yubae5vNDeKO4eYySWkhzBckgA5zkqx2nkevIPSpLe+a4VbW&#xA;SNoLmHl42C/LnHzDHBGSeemPTpXzGMhi6D5pSvHv/mdtKdHEK1tTp1+I/jaDcl1rFl4jtMgGHULV&#xA;QWHPdQQeO+3tnnFRN4y0rVJ/L1nwDG0bdbjTLhRuPXOPlB5/KsgWs7RQkv8AuM8bgTkjOM44J7Yx&#xA;/iVk2sNssYhI4YqvTIzkAfUfnXnLG14v4i3hKL+zY2Lk/DbXlx9tv9CkJ+WLUIB5SE/UA498nPSs&#xA;jU/ghBdLJe6Br+k37ooDIk+xZVDHKFGbaD1AbPGOuMiq5jzCyPtkLgKQY9wHrx3+mew9qyb7wvpm&#xA;o+c7WMUMkh+eSEmNzjjAYYPQ4wOuOtNV4zd5x1D2U4K1ORwniX9lb/hKbWPXNDsbnTHuY/Oh1CwQ&#xA;mKZWbIcgZBBHIPofpXkh0fx78Lbp477S7i/tFJ/0mzgbdyQAWj7Zz2z64r6o8PR6p4UCpoviTVbK&#xA;3QbUtrl2niTHQANnGPQHp+JroJPiX4shjmW9tdI8RxKvHmr5LueR/ECDyD3x1rphXpx05m15/wCZ&#xA;0UsViqLukn6HzB4a+Idja2/l3MEsKoOIplZNgxnAU8gBs4AwBk5zgVi6d8Z49Q8ZXvlRSaZFDII0&#xA;+0piSRQDkhW64P8APpX2d4d+KvgK4l8vxR8O7TSMEKGayWWPJ6/OoK9z1wf6R/F3w78M9c07Trzw&#xA;zp1hcXEwImhWMMnlkcdT8pB4AX1OeleoqkZUZSTvbz1OlZ3L2sYTpWueC/8AC0rc6e5nnTC5ZpRI&#xA;vQdevHB9+PrXUaNr7alYvcmcbzhgPNDKeg/D7o6cd6Ww8A+HtNvAY9FtYHKjasMIG0hsDAAwfwxx&#xA;z71YvvCdjfJP5Nu9tOynEsJAGcc59emMe30FYwxsVKKa0NamMpTveNjiPH97Be6la36EqsluPlJy&#xA;ch2BXI4IDD6dOvfkvKxKpdNrFQEKjafXrnk9O/Nd9rHg6dIoWR45oYVxtBKsByc4HX19ec/Tll0s&#xA;lBC6fZmG5XB4fIB3cDp0yPoOlfY4fEU6sP3cr2Pz/Gxbryl3MHbtnLRBrebIDo3KgcZLDnI5X3Hs&#xA;OqSWsiEbP3TLuRVwAc5HXJPQDH/AhWt9hYQvGUWXZ+9cEHLE/wASggei8fjjk1XeAuUwi/IhY54w&#xA;AMEZwOAB37/U13e0R51uxx+s8zqJFdMAnCnpySfmycZDdDn7uTWSXeOJPvZ5dBLnbjjJ446Eds/k&#xA;QNi+k8+8baVEYZmDAYyMZ+Yc4OOQc9+9VZ4kjWMSSlU+6ihcSSEk4IXqSSBjGc8Y7CsedX1O6MOV&#xA;FAnCymRYAz5KrncF4OMADvz09O1Na4jtDsiQNH/DkcYHy8AcAcdB61LcnBjd2jBYgNu5IPrn0yDw&#xA;BwTSxJbbczpKZDgny1XjgcHJzmqUkNxb3PY9O06W8vJFfcyLtZd0fBGAGI74zgfQCvQIPhtoGqRF&#xA;roeehUAxumwnAPGMZI5B6du1ePaR4haXJGcAeYNh2jGB+owTnk5FeqaDqjXCwPMjb0YjPycgYDYG&#xA;CDnkdCfc18lGU46Jn2vsIyep08Xwr0a2jkewt442OWDqFwWH3ecdAenuTz3GVc/D6+jumwwiR8ow&#xA;RfvADgDP4Dr6fWuj8Pa3NLLGxmWZ1ADfN94jbkcn2HBOBjkZzntYRb3turFY5TISXAIP45PGPf8A&#xA;/XXfGc463FLDRfQ8UtPhRcX11J50eyPHBlOWZsktnkEc5/Xqenp2jeHbKDTYLZCHSIbkY9GPqfUY&#xA;zxn2x0rU+zPaPPvRcDIYAjcPU9/QgHoPftl3+vx6ZFlJcqWwArblU8j3xxn6UVJVKukjKdGMFoyt&#xA;4h1VbW2ljQsZzCPlxhT1xj17k/hj0GT4U1xJ9Rgs5coMDO4kAnnggDrwB16Dr1rm7jx/pf8Aas1n&#xA;d3Ma8jdkHJBIz97jn356elcn4o+MOjWokj0hmmuiDtliy3zHOOcAA+ozXAqM6s+SKPSpKNKnzTZ6&#xA;T8Rby10opdxyAzrGHDEEZVTn73v6e3tXnGt+N4tTs2VPKZCAhA5wT1Hvgj8fqcV5lqfj7U/E1vDb&#xA;zGQxNKCY35yucNjPB4Ht9Kyf7GvZNV1Ga3mkXT4wM7n53bTu6dARnAPofx9NYZU17zOb6zHntE9W&#xA;8PXSXGlOzu53F2UkEgKXI9M8knrxxjtVMxXJ8sSAzcEB4hgH1bgkjOc8/nzWPoGtWFtolraF1BCK&#xA;ZNxJOecke2T+tas2uxx7ZC8YbaUZlcblZeoLAYOenbpjtmtnUSVrnxtXmdac0t2QvdNFGXlUtJnL&#xA;BmwQcdCCM5+nvVOC9NsAp2tJsVXKcq3HX6nr04z0rRn1mMhfLmWQIC4G4EZ9MdupP0x1FY0urCSR&#xA;5GAKHhiyfOzHjknjk/z6muOeIUdjenfqh91rUECBo3cBlIyPmIwTnr+XJx0rG1DxR9j2tDElxNKm&#xA;DECSBzjk54xkfhj6iLxHqtlpFpgxE3B+WEI5OCePQ8dfyrho7p57jzXHOc7243YPGB+XTniuKWIn&#xA;0Z7+DwcavvSWh6HpXxWvbPAnsQFHGY5dpCgHIIOScc+3fsa6nQfixaW9yfNhuYlYbdyqGGePfj8v&#xA;zrxi2i+Zyzbzyd0/RR0+pyD9c/rfdxEigzKFPo2cnnH+feoWLqKSserLLqEovSx9Hw/GbRpwmL0Q&#xA;HIx5sTHnGRg4wDkjjP8AOrd14s0zWJ4ltNUhSfBCvHMOTnILKeozng471812jhgG4C46bMdcnHoR&#xA;gd/6CnXV09tuBIMsihFH15JA+n/184rSpifaxdOcbpnnf2XCnLnhJqx9K/8ACXLp8Ug1EwR2UOCL&#xA;2GQeWc9MqeV4GcdPTGRRpvxG8N3+CuvWG0MqnbMpJJGf5HoOgHvXzDo/irUY7e5soL+aK1nz5sI6&#xA;beR0PQ9D069MVcfxFe6YkZhvZ4whyFL5C4424JIHPHPr+fkLA0U/ebN5U6v2bH0/N4606K4KR3Bn&#xA;+bazQxu4yMnHyqfcfh261gan8ZfDuiwxyai1zZP5Rl8qWAhzgHIJzjqnU8Dp3rwy1+JHiIRPJJd+&#xA;bCrblZ1UrwDg52/7vU1xvxU8XyeKbBft7wwTQ28yp5S7XKso5wx5xgdPX8uyGAwj927bOJrFJ+9a&#xA;x9IP+0X4QBdnumRdiZMgCq4wOnI+n4/WqUf7TPhGO+kD3aSWygLviY+YeSFYDHTGM4Py+9fG2oRP&#xA;NIir8sXBKn07dee2a0/DWik3JcI4x/dGf/r445/CuyGWYdvb8SKjlFX5j7Cu/wBoXQJWaCyhlviq&#xA;AqvKruweOhzwPTPOM1xGrfHTW3ieOG0S1WSUhGUYA9sdTk4Pb0xzkcRp1qkMUcUMcaYQDbuGQM8Z&#xA;PXr/AD+tR3EIuLw21xHuYqFO3nacdDxg+vIr36GUYWjT9o4X9dTy/bTqVORs9R0Lxn4g8Sp5M2oC&#xA;ASIFX7LGEccdRn1Gff2rP+J2q6rHPbJBfTRWKxl2EbMSSRtA+XpnaOTxyT0FT+FbJIYYg5G48syc&#xA;Hvz75x7965Tx3qltceKSgIOxUA5wDtzkBTzk/dAHByeMVFWjRhH3IJfJG1WHLG9zp/A19cXU095F&#xA;qepKFAJxdkrI24kn5gcAEjPY5I6V0t9cm9MkysoMhZn8sfIAScdznr17Hue/LeD4IrDRIt0rq0jE&#xA;xsCXVQDjA9R8v5Oelb63+0oWbbyPmQklVHA79Ogz/hUQdlorHz9Syk7CS23KbWRlTJkk4IQ+oxyM&#xA;Zx1xnn3qjexCKCaOKBfNRDhGyWJ5J4A9+gPv0qWW5iazZJA5fyx+8kY/KBk8YBJHT8PpSLdqsCo2&#xA;/wAsje+VHZuSO/brjnj0qnUYkjjmtv3m9WJiYEnPyhcY+U5zxj2z19aqS6bAyP8AuTucAlTIhO3r&#xA;jp1H6fnntp5YJmWVrTIL7t0YBYEHoAQT1XPvn1PEb6fZRqg+zmWcjcTEzcj02g9fcDPp7Y+0Z0+1&#xA;WzRwkkSMmCMrnMflksTwAOOPzz7YOKqt5iO37pcnkhzgr7Ebuo6V1k2jWytGxd1jwYgHKN7Hg8gE&#xA;gHJ9M+lY/wDZ237t9b2a5ICSuoY4OCcFx3B7dqaqNspST2MfT7u7sr0IjSOJGxuZuWfIzzngfQZH&#xA;NereDtbbzDGrfumbduDFiy9t2Md89O7EY7HxnTbxRGyp5pikChVHGepUEKMZPHP+105NdJpGqTad&#xA;GqowQ5G5FbLNnksDnjnBPP8AhXnRTm7H2UZaHv8A4b8SwPP5aOE/dgHlTwGyQCxyexyPau40vxfE&#xA;9zCscihT1G7cu7tg55zkds18w2ni0W0zI7OWkkLhd27Zk52knOOo/wAg10uk+McXIJm8yZSQuOGG&#xA;1gfoBgDqO4/Dspwd9TpU9NT6GvfFUDQYlIZmBJbaRt5yOM+p+vPevKNV1qbVPEMcNs6yRsQ8ioxA&#xA;H3Q3Izn0GfU1z2ueOTBYSMxDBCRsUHcw5wD078e+Rk1wOh/Fuz8P3UtzKJ57p23PLDA7qAORzggf&#xA;KeR716PstLnmVqqi1FHrOt+ALTxDBGl5FHuKj94OWPByCcdiBnPT6VzOpfDTT4tLlFkqieSMIs08&#xA;g+XhQM5HHHv2rDu/jfrGrhl0bRLt138S3KmFD12sOpJyo9c/zxtZsPEXifT2uNR1iO36ObWNt3l5&#xA;weefX1Hpz6Je0jo5WOilhvrEk7aEPiHUtI8H2AjtH+2ak/yxwqwZVzt+Y4HTqMZH6Cl1DVW0vwht&#xA;mIF3Od0gJwAd3J5z2H8vQGudi8O21qrwwbr2aYbRMx5Qc5HtnPT8vWuJ+OOpxeZaaXNdT24igWTy&#xA;YAAZSxIznPygEdcHgtx8opzpuejephjlDDPlpbrc6D/hJdPE8WnNLFFMAB5Jn3eZn07fxE8etSHV&#xA;JIZz9mkcsVBbc20Z6449x27c1873slo9pb3wkuvtVkwR45FBzGSNoDA5HQg46cGvWtI8cvqtrLcf&#xA;ZLe2htYGkeFmwCwUhWVs85OBjOeMYrkrYRpe6zzKMo1Hv6fdd/kdn/aN9BJKwbOTk8hmzkAn/PXN&#xA;W28R3VrJ+4uTKV+ZXKnbg85wcHqce2fxryhviedUtpE0i0d7tGGIGjVt8QJLHdnP/wBbv3rrdBvf&#xA;+EhMcUZie9lUK1qsqFw5/hAJ56jjv05xXDVwlSEeZo7sLCGJmlfT+tPU1r2aXU7hZ2ZJJzE0atjA&#xA;C46cjjr6VXutT+zQx26y+ZxuRCpOOhPTBH8+tZuka3B4gvfsUMr288bHzQ7kBAQCMg9fp9a2dT1b&#xA;RtH3z3kM0EcTiMzSgYHooySSRgkg9ACTjFcDo1VK3I7n0sJUlT50/dXXp2KlrdXVyixxGLZu+Zjk&#xA;5zjr1+vArV/s+4jjjnzFJtHSM4x3PXgjFVtK8VaPrNg9xp8kLQQj945O3YSTjdkZGSOCevFXvtP2&#xA;gwyRsrKdrKqMcMT/AE68f4GuaXtIytKNjpU6c4KUXdFgSLBucx7Y84LKCAp9yOuTnn/Z+lYeo3xu&#xA;bhYjJtVmG4kg/Ljr+g9P8LWrSH5YbcJLOODhSWbuOnH979RWHpV3BqFz5PnJJPGRhWXcyfMD/hz7&#xA;/SumlSlL3kjnbUpKF9WdFp4+zwyPEQCSHCcE9eF/x6VT1fWIbOKSW4dYreFGZnb5gqjgjj34498d&#xA;s1tUvYmme1sL6JTGMtIGULwDuKbuDgA/XOBzivF/ih4yOpxJp1sf9EDmRtrhtxHGSR2zk/04rvoY&#xA;GdSV5Hn46usJR9ppd7K/6djQ1r4x6xf3KadoduE81vKhDgPK5J65PAPNaeneAho/h7UdR1q+e51e&#xA;SBl3sxKxZGCo7scd+nb3PI/Cizjm12a8kZWkjULGuCWOeuK9R1yFb/R7xDGoYozfe5AxnIx9D+td&#xA;la1GSpUlZdTwMLGWJg8RXd30XRD7fTsLCsSkKvTGO3bngcevtzXV6VbiGCPyYt0oIwDwBu4579un&#xA;8qyNPillVsnKcj+LdnjI+n8+ua6XS7UzRImxYh1J5GffGOo4+v50qM7SOuvG8UbGhwm2DAsfMb5t&#xA;xP3hgDaB6dPy9amaWOK6tmfA4VkZDwmARuH4jtTYLdyoDSQlox5aruzk4IA49+/eotUnGmQmaSQn&#xA;cDiOI85xggE9upr2p1709dkeZSgo1Obqb2peMYNEsTNIQZgrIsYP3jjPy/iMdM544rxS81u61XUp&#xA;7yWT97M7NxITs6YHAHYY7dPan6rLLc3s2+VZv3aFQwyMb+OvHUA/gPeq3kJHOZHDJ94MRhcccHPX&#xA;2z3OK+arYh1dtj1/ZfzGrbeLtb02KKNbt3AQrwgIXnn8+Pfr6ZraX4ra1CfLkWCZlwrbtynvgDnH&#xA;+fz46aVgI1G3zUUc59gTkfj/AJzkVAJSSScEtuOVXK9euDkn/JNOM3bVnBPDU29YnoNv8ZCrDzbB&#xA;vLbbvaGbrz3GARjb0q7afGLSJZtksN1Bgr8rKG+YAdw2Bk5z04Ocd68juY4zuZQsKkAOSSCeeCAR&#xA;ngFcjH09Khup5Jp2Bmj3ZyQDyc4wefc9vT0FbczZyywlN9D322+JOiTK8kd9GIicxqcgsMFgBk9s&#xA;8n0HHatOHxjbXKBYLyKUhflKSKNzDbk9eecE49B2INfOFpekTRs5farAgbuWwAOgwenT69uta0kq&#xA;FUbLvwQOMbDx1yMDGO/oKzlLlZk8FHoz3ptZKwiVZImkCBlMbZ2fdBwR1GASB79a8+8TeI4pNZuE&#xA;Nu0qxM0Sv9uWPOGOflKnHOa87nvJbNDNbzNFhvuq2CTzzx9P5njvDB4mv4FYR3G5Sc7mlLZ4Hril&#xA;zOWqYRwnI9zsP7TdGLRhkYg5DuRt7Hr757fkK2tN15BLbNKouNqkEKpyzFsnH5chT2p3iTQle8aG&#xA;B1iP3ipYMCMjOfbOOQT16YzXJGe5tZH2bbYpISGK9T1wDjp16jFaQjzK56/tbOzPV4pBdxZyXZcs&#xA;drk54JOQPvEgnkVesLhjcxQMVyXwCMDZjPHB4ySRnnj9fPNF8QpHtjdUlVchmLj5SAD+ZJ54Pt0x&#xA;XZx6lZagkjRRRxTKwWNsABevcD15BrujF7ot1eh3Wl6Vp2swXEc43hxw4Y88AqPwHcdyK3f+EZsj&#xA;GoJUHZubHIHPY9cccDscetef6Rrkscke2ZFBAIK8KpzggEHqM9OvGO4NejaZrMc9uj3Mgd8AsYwM&#xA;J+OP8TzWtRu1zllbm5kZs+gXCwO1koaMICDtGScDA5wOw9ay18Ga1ra7ZmREU52BCBtJOMH1x68Z&#xA;J7dO5tjawXTMfLaGQkqq/NhffHOenQdB279Mt7bR20nmCNIUU/LnJBAPXPQYPH0H0rljO2p1wc3s&#xA;7HBWXgC10WAliu4ksSqEE9+CcZPHB7V8y/HqytLX4i6fqDnzFWFYpIXXaMFn3hh2zkDOea+qfF3i&#xA;eCzSWKOVFPJBR14yc/jjH5A5r4x+IXjC18aeILvVraVrqzsrhYDyoygHGSRnGQ+D82BjgHkd1CEp&#xA;tuRhOdKhNNq9tbdyhqE66TqOtWc8AcT2pSFvK4lLBGVu4G4AN16MMV1I1CfSPBz3f2ZzfX8fkJPH&#xA;ArKiIVLMHQEE58vnOSHA561i6mp8Wa1oDiGQS28SxzXMjgu7qWVEB5bIEYAG85CNgCjxXrj3UU2I&#xA;IDHIUsLV2iLfLGd8mMnkFnXk9OK75U025dFY9OlXxFKM2qEbNtRv23b37Wtp1GeBPCtj+9v5LXzp&#xA;3XgZO7cSDnB9e34YrUTwjpDaletbx3dxIcweXLHsMS4G/cASM4zwCMHrjvy+sePhoGg3FhapbSzf&#xA;aMOyKrKpCnG3O44G5jkHjcOwpdD8bTadZ75lM1zcPkySMJXYhssTkFj2BAPXrkZB53By1vob08Zg&#xA;qMoYXFUY2gm5NPW787b/ADPSYtK06ezlj08zW219z3DMd+wADqOCGJ6bgxyc4Aweevo9F8SWd79q&#xA;i26dbjy7aFs/fLED0OBgk4Oc4zxisnxP8RXs9GMa2scEl+MsEbLIgDKApOTtyH4zkMFIPANc83jA&#xA;3g0nSolPlqu+QBfvyScluWA3BSB2Hy1m6b9DCePwzTw8Jy5d2nZ66Wjr0XlvZnb+DbGz0PT5JWEU&#xA;C7iqKyugICk5HBPPTPOeOmKxYPiJo13qlxcfZG8mAMytt2F8fKMrn0PTPYHJ4qzqS2KeKLO21HxP&#xA;DNFbQzqYtPhZ1WTY4JOcA5Ydj0PGeSeS8N3Hhy0tLwtDeXBRWUuJVjLAmPnA74Dd+M8+olUesuo6&#xA;uMcZwoUZr2cL25lHdWd9F3elzv8AVfibp2peHNVmgWWFzAsKtJjIn3Bi+QecopGMD8e/GaZ4+tPD&#xA;2gNDbQJKChAMgyVcqo3Z4IIbPqCMjvxQ8SXmgXHhX7Dpq3Vo01y0haZwyYHyxg45HBk/SuMuLjTx&#xA;HlfMEcSBRFn5mYHk59Mk8U40422PLrZniabUYzWkbXT2vq9d0zorjX719FuNhZXdhCRGTzkMSe/d&#xA;R375rjNbhe2mUuABLlgQQccn37e9dJeeJprnSLiO3jjtod4n2xoDlvmUYPUff7f0rlrszXCF/mdU&#xA;O4senJ//AFCtYaM8XGTVR25nJ2XodD8MtaGleJFVtqi5Hl5bB2t1Gc8f5Fez6mom0S6bzR5jow3H&#xA;nBwe/qORXzVC2NrBiGHQ46EV7D4T8bR634ZuNPvGWKeOEoGHBZRjnPXPX/61ceKoOUlUibZdjFCD&#xA;oz+R61aWgilCBgpVto+XB5HAJ79/y9hW/pcc8RDoNm858tMrlcjJ69up47VW0nT47iOFy5fKlgUz&#xA;yuenB4/+tUfjn4iab8OdF+3HfPeHatvCgKmSTBI5OQo6evXuevPQpPmPSr1oxjdsXx54zg+H2ii+&#xA;1Il5pCPs1tFhWmP90MeVAyDnB4/vHr5NP8YYXDNf6Xe27yjemUyHHHTJGQMD8K87f4h3mreNNP8A&#xA;EurwW2rtbXcU5sJ0H2d0Rw3lFRxsIGMemcnmq+p+JmuvDVlokYZra3uZrsPKdzAyLGpUe37pc+px&#xA;6CvQq4WnVioyPn45hVhNygeyaH4ks/El1PeWcYaBIkjZXGGUBm/Dvx9SfetcrstRJGEVSQdvIxyM&#xA;4IPp69ea4r4aWD6ZpA3yDddJHKUfP3TvC9PYBsevfNditw4jxIQMNhhnG4hsYz6/geo9q+VxEYQq&#xA;uFPZH1+HnOpRjOpuyldOjSzRxBcFmbcUyR0HHOR05z+VVJX3ABFdY1JA4JB64LDP5cd6sarGqwxN&#xA;CqNu3APjgE5AGOMHoPYDtVSS6EQCtuXGHwDgdiQSOR19D0PvTjsEo9SrdRSMziT5o2/1ZkXBIzjq&#xA;M4PfI+nWshHKylFkSXqpRyQRwQc46j2PpWrcHLgrklRvHmPnj16ZyOOPTp2rEvXeAFHgLh87HjwN&#xA;uRgcHr1PbrXXTdzJotTIU+bZG2/cQjAMMe3X6Z/PrWpYM0jFUKnCYYMMZwM5HHPGOv44xXPwQyyo&#xA;32ld2ePmAO4bf/1/zrU0eVrW6VC8ZR8hiULbD2x7Z4Oev6UVI6EJGlcIgRg/7xSxK7R909CAe/Tp&#xA;2/SsSa3aOUiaOIuQDiVcEcDjnr9a350kSJTw/XqoYkH3HGeTx049uM66AhcBmiTIyBIyAnkjPIPp&#xA;24rkhIU42PY/C9/Z+L9JSa0lilUoWjeM85O4dMjkY6cHj6mo9d8FTXL3BjVJ88naMhzjoD7jbgDp&#xA;z3FfM3grx3qHgPUbe606dirMRLbO/wAkw469eRjr/sjnFfVPgD4i6P49063nSVfMYeW1tNIglRgD&#xA;kYJ+b1yOOT9K+inhpUH7qvE8KnifbLXRnmF1o95pk+xkeLAOUUH5eDwMdxwD9O1XLPW3tyzsNw24&#xA;wRtLc9Bjp6H9OeR7jd6DbXyk+UpkZsbNoOflyMcj0z/+o1yWpeE4IpJiII32bTj7hdSoXqSeT6YH&#xA;AHXk10wpqS0IliJQexzeneLlhiRFdnT5sIp2kjOOMnJAIzk8/rXSQeOY7fYiSo6RkMQpDA8jIIPY&#xA;98A4/HnEufC8Ym3mKCNEIOACwx0I9SNuffp9BmXaR2FpNIsaqd7fOqqxBA7cc8YHYjAFa/Vb9blr&#xA;FeR20Pxos9IiaXULmGNo1I2TSBcgg5CjI2nrnv8AhnNXVf2nfCFnE9wNSS6kPIityzbRjgHHQDjr&#xA;j71fInxZ8QtqertaZV0gkYuyAruY/X0HpxzXGwcnKjdxzxWSwsIysYPMqi+FHtfxP/aS1Tx7FNZa&#xA;dC+l6fMcStu/eyjjgkdO4OCcjgntXnWgas2mPKGJe2nULLDuxkA5BBPfjNYsI+Unp9P8/SrKfKOf&#xA;vdOB1xmu+MUkcCxVaNRVYys0eqt4r/s+5v7q2DRW0UK+StnOQAxUKGzkZKlicjHVuvFcVcalqVsk&#xA;Ek52+bmTYGILbsHnByCQE68nPeuj8AzWmpad9m1D7OqQShnaRdoXAyHZsjOORjHT8MWta1Ow13UZ&#xA;NRi0xJFkfagYgoG4wn3RwoIHToB0rRrmW57NWnOpRhWlUWu3fzb676fIh1DxlHcSaXp0uh6XI1iu&#xA;13EJTzHLbm3kHnklc/T2rVHi+LULhbWHQNKWDy/IaSVTvzgDfjjBJycjue3Sjw3os8FvPey20kEg&#xA;DOXaMBEPJyT0HTvzyOmKt+IIVsVjMunqj3CFUSRgwjB5O1s5HDAgZPUdetc/Mk7RV2etCi1R5p4i&#xA;KT3Tt0+FPrrbb5swb7WdL8WeIIoV0Ipbw8skVwwVlCjjJ+7kKuffNdDa+AZpku54rdYZftCN50k+&#xA;4bC6ABT04O4YPoMUq2SWPiSSyt7fZEjGMCJkO4+Wdx689+ffPPfsPK1GG/lRCvkMR+6YOdrbsDHy&#xA;nuMgnsKtQd+ZnTQwmCnFLEVlze0S06/gcDrHge6t/iHqsVy/2ZknuflKkkY38EEj/PbmqnhrwfaS&#xA;6bdLNcN85KkIvQZX+f4V2viqC6/4Tq+YyxIXkuwzOXwdqyFsEquQOcZOTkeuBz/hDy72e4tDNuhO&#xA;ZC0YBbjaDggtt+Uk9Dx+dU4tztY56H9l01o+bWWyfZW3+Zzmt+H7SaK0hW4eL90dysM/Krvgnjjq&#xA;fwxWHr3hdIbi+WOQu0c8ijavH3u3pwMe+K7fxh4eS3sJ7mzV7nyJgpkUdQy55ILKcbex4z6giuU0&#xA;nUmv55YrkjFwxLMVBIYA9OR3rCVOUWkcsvqlWTbg4qVmnby/4Yp+GRbW8hhnCseVbPLbCMEgfj6U&#xA;6WNLZpbd0DiNiGH+wTyP6/nxUPiCxk0B0uWbAYB4iHBLLxgHAHIB9P8A6+pay2WsWUdy2PNCbXVV&#xA;3MR1yT13ZBHHtgc1j7OTlYzpV6c4qlFar8jh9S0xtOuBkF435R/71X9C06d4ZLtJlhRDjb94sfT+&#xA;ddT5LMJYp0jliX5QjHlenfnP19M1Xkt7eTakG5BjGFOefevsMgyqWYVJOW0el/uPi85rxwz5aP2u&#xA;vbuekfD7UdX1q4trE3ojCKCFBBZU6cc8kY/+t60fjfHDYWkNkL03jyEzqM7t7HC4+oA/PPSuXh8P&#xA;yzhIzcm1njYlZVUg55yexxjP5Vfn+GcN8qs+qSyyliC8qgg8dQc89BXn8SYKjk+LjTbajJXWn33s&#xA;ujNspqV8xoScNWnZ6/5nlsabFVSCp65X/P1rp/BPhKTxRqyRAFLWMgzS5/h64H16Zwa7Gx+ENk8g&#xA;a5v3mXkBQgXJ2jjPPToeOK73T9PstHgW2tIBAiE4MYVjk45Ynr068/jXxWJzOEYNUdX+R9NhMqqS&#xA;mnW0X5jVha2upI0CJEsEaiJW+6u5wM+nsBUbR7ZEUEb5Mh9r8hcE89Rx0/D8KfJGl1qE7O0W5hGg&#xA;lVgSQAxAPHHXt+HJojVZEMhdOrbQTtycZAP4cd+gzxXzjfVn1S2siO7hUWU0qB4wZCI2ZSuSDxz9&#xA;OvTGDWPeQRoGZFTGcgDgE56euO+cfnWlIEmtpI0KrlCwPCt94EnnuMEY/wAOc5ojuIRlIPK7mxng&#xA;f/Ze2Dx2ram+xm9SoxiBKsUyqFBGwwW4OOnHb9PyqSHaqmMBgwyFPRc9+/r6+v432V3jjV1RCctk&#xA;Lt2r375PAzj3AqhcRAbtq5IwCSPuDJ5Hbj2rpgyGupDGFEIZZFVVJaPy2HTjOOmOP0/OltsyScEM&#xA;TtRigKqcA89D+fHQ01UztUyNvI2KY26DrgL7cDg8+w4qX95BMrHavzblRuDxjJHr2Hbnj1Na3TRm&#xA;07nRRypJArOipHs3/KOSMcjp32ng+ox7LLaPHIVjkaJR/ArDA79+vrn3qvp6QzooMbMyNvI5OR3+&#xA;nY49/etWHTpZvMMccgAY53Lk5PPb6/WuK6UmB88QzvG5VyHGeGQggnuOvqf19jV7TtWutMvIbyyv&#xA;ZYLqMHbIj7S3QEcdsDHB5xVcsrKzkKDgnIJ+bjnr0/X+VKgdUVcAD+FM4IJzyM+/GK/SbX06H5+t&#xA;D23wl+05qNjDb2+t2v2yNAf9NtmCs59SvC9PQ5+ueO80v45eG9ZhR/tzQybSXjkRYpCApI4z97rg&#xA;g9hz6fKzSkBdhZMtxhgPUfmTiq+WKyDDFQRuDAnIJ4J7H6YrF0YrYr2kurPraTxxbXVmrLMqpnCs&#xA;UJZSe3GPXv689TXkPxM+J3kWzQ2zxvPKMDYT8nOdxB9OMD2HvXmlhrF9pEi+RckJjYYxkqVHPIx0&#xA;rLvJJL65NxIrTO4JJP4DI7Un7sbRBzcjNdHklV3LEHlmPJJPU1ajt1Ixy2eFIHJ5/Q065cpcraLG&#xA;zHcEwvJySR26/h6Vv+HdEaS5ku7+GSC0tQHdJCY2Zum1T2PU5PA9xxUwir2Yo051NIK7MuPT5FUs&#xA;sLgFQ5JX+E47kY7j8+KktbOS8m2R52A7eD+nX61Z127n8Ra1cXSxSLb8pFGFA2oOADgfWtTRNEuJ&#xA;ZI0j3K8nG5eo5xj8s8VyV8TGF1A7cPhXUtzIns9Dj8iOOOCeWVlLSkr8uQWxj8Mc46k+tdE8cFnc&#xA;wrD50VvDEUXz9+2Q4JIIPHOcEe/5dj4e0CHTLbeAI/LXGWG7ecHPQcDj/wCvU2pF5Wj3Ku5id3yg&#xA;nAHBxgcA54/QV4jzSfNbluj7GhglCFtPmkylb38VpaS28N7bfZJofscsayIpYhchgOvHTPr65NR+&#xA;P7rN5ZJ9uV0EcbI7zK5x5MRIzz6nj3OenG1b6HbFPOubdTjgF9pJxzhvrjp7VDc+FLFyZJLdZHwP&#xA;wHbjPPb6fiK0WbRi9Yv7zoxOGVWMkoQ1aez6fMyNRbzfGczvKspeUZ3eWScgAnpn1x+GOMVtCVDf&#xA;Gb7bFFFCS0iOyBss3HA91BI5xx6g1k3XhSxj3MkOZG6OHwR+uSME8nBGDWPeeHIo5D5clyoB/wCe&#xA;r/Nxn8eg/wA9OmGZ059GXHmp7UYfFzbdO3/BOh1O8WHx/PPcXSi6lmmG0XOFyZHj4x9OvtzxXO6K&#xA;+m2+ozC6ul3Lkeact0DAbsZzk9/U9qy4/DhvroSm7uFY4ZnZjxz/AFJHerNp4UgjmZxLK2OOoYHv&#xA;u5HPp/nnp/tGinqmeVCOJoyUqcIKzvovI6CG8TVtJv8Az7iWzt9qgySYVrnGNyRA9DznOccdiRXl&#xA;WoTT6lrAVn+y7sIhQYCqOASMdh1713t5oUF8sRllmmdIwqRSyAKn0A6YrJk02Il08p1kwT54JbI4&#xA;4pPMqMnpFnLiqGKxCj7Sd7f120OamsbjSQ6TSJcR45y2Qxznhvw5/WlEscUrCCRoWPGyI5BGTx7H&#xA;p/8AWrWutKjgiCxguGHIcdPqe54/zgVV/sxlTaoGF4OOpPf+v60/rsXpFHnvCyhK8Rpv5Z5hljD0&#xA;JVSefr61oWN3DbSJNKoLL+8UsM9D3/zis82DhFbYS5434Iye386ZNbyef8o3FQAAw/lXdl+c4nLM&#xA;Q69Bq70aezOHFZdTxdL2VW9vLc6+11ZZ/wB9sVd7ZOVIOOmPpW/pd40kSHeWDbWCsTtB54z3Ocnt&#xA;XIafaTcbwUAQsdw4wM5/DjNdHp8TWsY3nKtwwjTPAye3XvwK8fOczxOb13iMTK8rW2skj1MswdLA&#xA;U/ZUFZb/ADOs02Xz8qkDKHPzc5I69znkcc+h6c8aCEbnSPlZMctnafX3zznjnisiCNkjUEZAbcGQ&#xA;ZG3rz+vX+dbUEUV2STgq4wrMNpI/ix7jg8496+QqI+opt2MZsf2jeySSIHUKSvOMFBnqeOv9atxF&#xA;IY0ZXXO4sybuQemOPbv7fnXUY1fUDkKTNGg4w3MY/wAMfU1ZDmOCLMuZFUncEIP3c4I74xk89qUi&#xA;0RJIlxFJF8jO0RTe+cDCgED8G6j375rGntfLiXkMVbA4zvXOAcemCB17e4rft4mEiuwVmdfu9mDE&#xA;E4JHH4Y61isFaELbKF3ruGTgAHkDnj+VaU2DVzNCoW2x7d6gqSQVDADIBPfnPJ5568VE7NIDCSrA&#xA;KSuQdxAYYODz1zz71oCHYwjyNyNwCmVbgjHsM5/kPQV54WJQlGYsuMKMbh0BJPvjHX+VdMWZsoIG&#xA;jlVMuzFd42LyFIJIPXPcc/0qGFIfMHKytv25PVmIPA474BPOOtTPH9kaTewzuz069Bux3xnrnoPQ&#xA;cumlR4AucbAzHKkbT3Oep6gfUdOlb3uQ1c0NDuGikIICbyVaIN97n8jzjsO/IrbW2YjKWsEoPO5z&#xA;jHoPlOOBgZ74zXMWEbYZYi4CfMcHngEEj884HsM+vS20jSW0RLICVyfMAB9ejciuWo1F3YrHg2q6&#xA;TNo12xuUbklkfyyVcADkZ7+vORxUKosiRhEwMZAyMqewxyBjnuPxr3bxv4Ih8SeG91nbsk9u4ha4&#xA;liYAS9WRSeSuMZ2jjOTtzXhEqTwXTLLmAwuVyp6EE9OuRkdfTvzmv0mDdlc+SzLBwws06U1KL/B9&#xA;U+zXYh+Z2bAKx4ywVc9/Xt3+lPK+XcYTKn7pJGTn9fpUqqRHIzuQdnAQnJBzn+ePTBpjAoULFRyM&#xA;knI9fxGD09hV2PGIjIGbDlty/ew3Udvp+p/Km6LcRTahG1ywMCsMgDAYA59e4yPypmo3MS2Y8tcT&#xA;buGD4wMYwR65FWfDGltdR4XhUYB5tuQDjhR6kn8sd646lRU3zS2RrSg5yUYnV6JdWOl3t/rK2sU5&#xA;jt3htLO4RXZ2cFdzYAAIG5uB3HPemS27SW6RNDwmGVduSxPO5sE44JwF44/CtmPSltrdW2gMwOEI&#xA;xuYd8/wj+WPy1rLTXXzp5AJZGUMdp4XJzj37njpivExOYSndR0X5n1GGwSgld/1+vzMSz0JoIlYB&#xA;XY5KBRglcHPHQ4zn/HFd3oHhiLS7YzSGOOXcynJ+Zc9VIJ9v8k8VtIsI4S107fvEOVXOHXPOe/qM&#xA;j047YrQl/fMkKHaqkkLMuGBHDEn65HU9a+fq1ZT0ue7Toxh0G310J5lCErsYgEMwxjJx3x/+vtVi&#xA;xsVa8ZnYuqYUMOrN19OOe3ufWrNvZrLLjaIoWGCzEgdRkg9OoP5HpWp9lOHt4TuDELtOSr+q8d+C&#xA;Pz/DklPlXKjtirsqOm8wuQCo+7zkEdsY/wA9aWS2KybmU9ADnkjqAME5GBk8DHpWmLM7o1jyAik5&#xA;VCOMdOo67R9Me9VdQR2i+yqh/fkpJLuK4xjPr2AAx7HGayTvoQ5XZhXj/bJ5JzhwnyRbxkHOOTkc&#xA;nkeg4B71g3qBommjy7FmAUd/r7nk4Hp1ro9TkEKpHCVt15jUMPujPXA9M/hVWC0USeXGpZY14DYA&#xA;Bzz29B6YP41205W1Ym7IzbOwMcYCL87DO4nlm6DHGMjNMu4/LAlIC5LAFB1BJJ6fnk/pWo8GEVuS&#xA;Q3CkjI6k/wCH41R1EyTFVZi+4Y2kYwuO+ehx+taKTkznbRjQyt5ZLggSMcKrY65+X8v51q31qllY&#xA;qqbczKqOeo5HJGT16/lT7e0M19gnbIhJYHHX0/Pj6jp0p9zE9xdgEK6qAq7ScHgFuT07/l07UN+9&#xA;oY7uxgz6fCZ0Q/MwX5iehPtTJtHCqDs5OGK7s4Xpg9ee3+RW3HZ75d0aNtznGNxzkDGB69OmR+VP&#xA;lhEuxkGQw2qwyeT0yPfpTVRp6DdNWuc8LMDGDu2RnewxxjGc/n+v0rLtbMXN4wZSEeQDaCRgZxwT&#xA;04ziuru4HFnvGWKqyNvBH8XXr6D/AD1rM0i3aTUImjYbySx+QAZwQD74Pbp9a6YTbTbOWdPXY0Yr&#xA;MDIAaWRAPljbLHPzdOPfmta0sCLFd7bGR8CNMgkgHac554Y8e/elS3y8saNtVkwS2OD06jv/APWq&#xA;4LQrLsCg7slxtwysMdzzxj19T9OOU2OKSHQ2ckMIjVTvReSFGMc9zz0z1/OtGDeIgyuTI4xlhztx&#xA;nj15PJH69aETaBJ8v2hVGQBjcT+mPz4NTW4YI0jKzvkAFSWJXgZ5+nGeeK4Zu52RehkW/wDx930U&#xA;kIMgmjLSnkf6sd8c/wCc1oj/AEKPGWwshG0t0ADYHB49fwqnbQyfb9QDhsiYHrheVQYPTODnP/1q&#xA;uLCXQx5ZgJHVFKkkn8/r+XcdXNNsuD0IVx9qjlCD5zgxscjBbvznHGO/9ayGgWK6lhVMbC33QMgB&#xA;vpnv168jvW8kaxZDFl8xwRlPkU/N0/HnoOhJGKzb2xJnkVigZUZy7YbDYyT7nP8AKqpvWxSZmiEx&#xA;tFKwi8tmIJPHzZx37DmkSBZ1dC/zk7gxBPfp6ZH4nBPJpyFw52sWGc7VBODnrxk446e/vzLJdi1s&#xA;xMW8zIOJNufmxwBkjPp34OOa2sxbGJdWpnlHl/8ALIAq4546nAx1JJ65GB9cjwFk/eZkKAeWm3Py&#xA;4wR0OSQeB7ZzV2+tl2wvIFaRN4G5unHBI5zzkfhVBdkm10bCAbdx6A54zkZz149K3u7Imw+2Z3SZ&#xA;gTh2TawO4Eeoz+BHOR9a2dMkaG28vG4KxwTCH689c+9ZAkVXErsE2gZSQgnuMDnrgZ/zxajknjBC&#xA;LEy57sFPHHYe1TOLkLQ6P4fajez2d7Z5t7S3uV8u6lujsDwqcrKST/Cc8tyFb5QhFcL8VvCWlh5W&#xA;02Zmu1l/fSYK/aFOVG1OWzuH3mwT5g44JrltT8cXsurRPCAttEQI0iVFiUHJwF657FmO4gcnqB3e&#xA;naNbf2VDqviS5kgtJVKzxQsr3U0LAAs27cFIJ3cjPGQOQa/QqNpRsz4+pifrNJ0aMLdW+ra6t9Lr&#xA;fba54wzyfKhUqSnzBhtz1GM+xx/kU5xubAK/Mu0qxPXPIH19RXV/EfT7ddbS50zTjpsE8YZ7d5Hl&#xA;CygbXb5uf9YsmVI4wcHFcmwWZQkZALcBipbCjvnr09euTn3py5U7nkKLbVuoxNNbUZYLOKHKxhp5&#xA;5hliFYgDj8sY9TXpWjaGtkIRHas5THlx7eBnGWIx8x59e/vVXwx4fEKxQowjYoJg784GMk8A89eD&#xA;x/KvRND0xZYQkZ8q3kGfNCgs2STnOcYyAfx9jXyONxftHpsfW4HBKlHme7Mm10kQGUyysZSAztjB&#xA;yBu6kcfdP4gVYTTGmJMmGgj+VIJG2nH8Tehxn9fY10ltFZ6aGSISzvLyUTIVs8DkcgHr26DOOKy7&#xA;m/kmDjzPLCj5GVSinJAwAfqOR2NeJzymz3uTlI/IKwwl0eZwNuQSpZhzjuT3HpjIFTWqESKGmZCS&#xA;S21cZx26YxxjHGMgDpxHbW81/IDtkaV845HAzzj15Hp3xjFbNjp3kBCUZgvqMdBz+PA7Y6e2Zk+V&#xA;WNYruW7ONbaJmULuKgF3UMF5wDn6fh19s2razzbq5t8gp8q5OcAHDEAcEDOOecZ7U7TbIXUrlZXk&#xA;t8n5EIUk8kAMRwPmPPuPWtFvL8sDzAWOBuTBVSMjA+gI9844HfgluauVtCnKgRGuZWkjVVMm/Gdv&#xA;JHze/PTr19Kwg0hK3Wd00xG0SEDaMnGO2PX+hNbGoynUZksN48qFg0q7iQQMBUB/Abuf1rN1Em4e&#xA;UbRGuMb2yRzn5h0xnDd+OfStoIxt0N/4S/CDXPjPq19YaC0NomnxeZLdTFhGuWIVMgHk/OeBgbW9&#xA;s9+37F3jyyGzzNLvJCS7Dz3CnI4/hyMAn269hX0J+wh4ANj8J9Q19raRZddviIpWk3breH5FIAOA&#xA;fMM/169MV9LHTFCl2QqoYZZjye5Ht/8AXr6KjhITppyPksZmtWlXlThay0PzT1H9lPx9CnlNp9vc&#xA;AZU7bhQRjgk5xzgDqeh7VzOpfsvfEe0cb/D7EjO3ybmHb05P3weTjjvzj0r9RJNFiJIkXg4PzHrx&#xA;1OfTk/5zVS50mDYy7dvygMQOfzJ9eO39a6FgqfmcP9sV+qX9fM/L9vgd400W2le58MXxmJICxgOM&#xA;gjbypwM9iT3NZOo/B/xNaxsH8N6nvVhkC1cjPQjIyO5/T6V+m+oaAfO3opEKkBUkGSOfXP8ASo/7&#xA;BkkCrIP3/wDFJ3Ht24yPzJpSy6D1TZcc5qR1cUflxN4Zv9OZjcadcQshO3zIimM9c8DoTz9QartZ&#xA;zx4YptleTAymQvbcSe4zjGM8mv1BuvBy3Lh54iYxhsL824nn05AJ6+9QQ+C7SRfJmt0kZWI3MmT+&#xA;o6/pxWf9ma3Ujo/t3Szp/j/wD8tvENiYVjjfHPJEY6eg+meKz9BsPIueULGOMgDGc8dAc/jmv1Su&#xA;Pg54Uvox9p8OaRJErmT97Zo4IIIbjbgdfxzzmsaf9nDwNKJ9vhfTY2K7MQwrEVxnGCuO2TwPT8LW&#xA;AnGDincHnVOT1g0fnGIfNYSg7XJ2EjIwcD8+nI+tWhHld8hMZXlRGhAGTjP659K/QS6/ZN8D3ikH&#xA;RxGpXIdZ5PlJzngtg/e7+vtWZ/wxb4H2SeXLfxA8rsuR8vPRSVOPpz0HpXLLL63kVHOMP1TPht7R&#xA;1ExjBfeg5AHXAwRjk9R16e9Wjb/aUCh49yogOFPJGMc8+vNfYNx+xHpDQP8AZ9W1FScOpkWN8YyR&#xA;0QY7f/X6Vmn9iKNGZrfxPKrMuN0lmCwJyP7/AGGP89OSWXYi+i/E645xhLWcvwZ8X6eivJqewbmk&#xA;uAgx821sqNuQOMjBP0Ga01TbEkTKspbf5u45GOcc9+nr3Havpqf9hPXLY3htvEtpMZpTIFuLd4zz&#xA;tKggEnt1z3/Ohd/sYeNYbeaOKfR5QxfAglcZPzDOWjwOp9Ox+qqYOvfSJpTzPCNfGfPbCJ3LMkuC&#xA;xkcvw4AL8bsdTgD8PwrOvYYzeRfMSpVnGMnjqMn2HH4HIr3+6/ZG+IKyFLSxtLpSHX93eoFzkjJD&#xA;bSMhie3AryHxR4Q1Hw5rVzpOp2bWd9ZjypIRjhmAIJI4I5HPpnFc7w9WnrJWO2li6NZ2pzTfqcre&#xA;aYwdSzITvD5jbhl+XPTPuPbisaaMECOV/vB+VQsDjHtkgdePftXVyP5isOY43cEhcZ4A2n8znvz9&#xA;Ky4LJXuvJEgKQQAO0uWLDHUgdc8DPPPvTi31O5WZgSQJIXBL7S2AcDaQO478EAdO5PNFlbFQ6sJF&#xA;Ktt2hQRt6Dkng7vTP15IrTv4QkaxzIyxowVXD4kIJ52jvj+Q+tY8AM4Tfy8WN4fLEAtkgewIYjtw&#xA;ceo6OlyWOvIklWIQIxMaKGAUAcjAJ9ehPQdPpUTBrc48q3O75v3jJnPfqM1ovCWk2n5EDYQLIRzk&#xA;gkd89gPdeKqm/urV3jtIJJIgeSqFufcjv/8AWqU76ILamD4sh0Twze2tx4bkF8LhUZ7mVQXgnydw&#xA;Tyx8uPX0AbgNtCeHoJb9JYb4q0AbBdjkY25wp+6Dgt7e574MDvb6b5E7pJiZEhw42YbduIyRnjfz&#xA;g9O9dDqniNNMtVjjmuJDPHgwXW1wpbJ8sYxkYwu7JwQSegFffUrRjzN7HysfZzqucoab2W2nd+tj&#xA;kfFE8810mhaYPnDATyyHowBDMSen+cDnBseGfCMrSokcfmlQMknIf9OO3Htz1rQ8L6lpSSvbROkt&#xA;9dP5s+xeGbO7avTKqcYHHTOOcjr9HaGwuLWSBE82WMGMtglFxkZ+vXJ7hhXz+Nxs5TaitOh3YLAx&#xA;cVOT18uhZstKGlpF5iGNV5ZwpDO2c4J68Yzg/X1qbVPFa2KBIrYzXlwcRRuvB2kgEjr36jPUevFf&#xA;UJjD5MkdyrIU+80uAR/EQcdCOAQfw5zWpoGjolwmp3MKyMqgRqV+UYHHX2Aznt7CvEaT9+Z7q00R&#xA;NpOn3NlH9ovS018+0tyckg8IvTAHGMD0xzTbhBe3Gd+2GGQ43DC+YG4569D1x39qtustyRbpglwA&#xA;05GPkznHPH/68+tXBYeTH5ESNtjOxNi7Tkr90cDPzDtjt06VyylbVmiu9CGPTpUjbkTMFVGBIKoM&#xA;DcTjPOeB9D15rUhTEqrIdzFSQS3Xhvpj059OOxNi3gMMHmSpKksjcbQF2rjA6jnGD+nQg4s2Kswj&#xA;uZUkWMkJGnTIHr0yBkDjoSeuK45u5tflRPbW32KxQIJEywJzuST3GScEdueRnuKdfzxWNtLM0e2Z&#xA;TwoB3M47dh3J7HnmpvMlJWGJRE6q3CseCM8HnAHUduo4GayJrldSvppEJNtBkAOQxcjhiM/wnk46&#xA;HP55RV5XZlq9SCKKOCBhcLi7uG5kChT3GMccnH5VmXx+03EoCBi2MBmGFx0ycc846ev0q5qsv2bY&#xA;zER/NsRFOGGCPlwee3Tvj6iul+CfhNvGnxW8MaR9jF9aT31vHdxruXMZb942cjgIHOevBrvpQvLz&#xA;YpzVODm+mp+mvwR8Bx/D34U+FdAkiME9rYoJ494IFw43zZI6/vGbHYV2cuyQiMnci5DKPrz9D0/z&#xA;zVjBbI25GRhuoOO2McfQ1WvFaQFdrL8xB5xnvj9CP8ivsLcsbI/J5TdSTk92UJ40iP3Vlds7XP3g&#xA;cev0qBraSRWaMOxAyWIyQfX6Y/StP7Ms7bMF8Yyd2R2A6/54NTvbCNEQYDAEEkYx26f56fWiK7kt&#xA;2OdSyLFvMcKSQ2cHPq3fiomsWGHMRBzkt2weOB0HJ+tdEYdqM64AUFRwSf8A65/zjNR3MQByqbSf&#xA;m2kH04H9PxrROyIbuc8LPyuceUfVBgjgfj1zTo7Ft4ZkBzgHYMcYOByOeCf1rcjhZ1O4ORyNqnr7&#xA;jP5e/wCtNS2+VZDEV5KFm5x0/L+dWmQ9zJk09CRIFZn5GSeuc9Pw9Kf9m8s5AkWN8ElcEgg5A9/y&#xA;rUCCJfmAKD5ACDgg555+p/SgoZE+VV8s5GQeG659vWruTcoSWuGZAx3Nj5SMZPQn8D9KkjsVYF2B&#xA;O1cKVc9Rz9P071pPD8rHCgrgDkArg9f8mnsApXAYBsjjP4/zpqxnIhhtmh3ApkKAwDYOQPb8TTUs&#xA;99x8ibzkfKGBAzyf5+/TrU4bGflHfO7gjGeP89qsLE0TCMIoKlTsTH/6+34UMzTuUBZom9nGdx5I&#xA;Bxnj/P505dMDqCmWBzkcY6Z9vTp/9atAIyyYIG/I79v8asRKY2JbO4nHynuf/wBdK4GQbKLDj77B&#xA;iS+OfbP6cYNfIX7efw5t1bQPGdumxGY6VfPHgHkF48jueHG4+iD3H2ig+dowAucYORjP49a4343f&#xA;D6L4ifCnxJonktLcTWry26IAWlmQb4vzZRx7muavD2tNxO7A1/q+JhU6dfQ/I+IrD9rcrukkjCDa&#xA;wyvynocdyD0H5VUVIVM33WjcqFTzD8p6HJzjp0JHb351ntdvmdJMKNjBiANrP97H+8Gx9RxmsdrN&#xA;7FmAct5jyOxYqBgAgYLA/Nyef65r5JxP1WLMy6+V4mTlm3M5C4CkHaM44ycj654z2oSB4LgIIg0T&#xA;/cU7QWPGfoCMYGPp142pCtvGkkqnIjXdk5LDrg5HU8evTHes+4EG5Yd3lOVLRM44yPmOevOMDH8q&#xA;1jotS3foVoIJGu1a2laSV9xZTgrzx6dCuMZ/wqG9imaRFmEkbIuAqW5cYJJ6496voPs6RoW+d1yS&#xA;RgKSCpOA2eoHIHfGMinXlz5U5Ece8YHzblycDHJ2nJ4x+HHFSNvseJ6h4kbUdRgtLZQ4/wBQsMII&#xA;yW+8MHOOvp1z0rrIPDz62Lu5upGAUbnMR3IvAJUKpx2xxxxxngVm+DfBcltbS3N4nk6jKAVDbS6k&#xA;9Nucksfm6dM/n6Pb2cqJ9mjK+RhGVOQqknjIHfGevIFexise2+SDPHy/BSUfaVevQ53wp8Oo9Mma&#xA;8V5LmONt3Kg5QnAB5wQf1wRXW3FkmqGCaWQQRkYbOMycnBPsQSc8+vetNNKXyltWkxDv6QEbySVw&#xA;NuMYJIJBJ+nWpIJTMREQ8jxqVOME7AMbmOM4Bxx0JPQ1488Q6j5mz24U4U42grGdo+jLJJFLHatb&#xA;26kKT1Z+Mjcc9yOhOePQ4rXMkttG8KxxttOxcoRsKk5H49cjA6YPFTC1HkRz42r8yKpH3ySOrHpj&#xA;GMZ/PBqxFAGXYJP9JlRBGF2hkGSBtyeAcY+uRwawlUT+RfLZkCWpBeNF8ttxZjjaztjpnGBkYGD0&#xA;9ula1naQTzBpX3rgyAAf6w8Zy2emCPzpbe23QAyZieMkq+3ntkheoPPAxyfXmtEWkdosYYyvHICf&#xA;nGWQEAZGMDH3unXPoQTzVKiGtiOLS2ZWGxmHQQ8Fc4yzY5DDGT1PJwPUSA+XcAxQhXBKiMfKpXOe&#xA;mOMZ7nPX1qaTcU2cp+7MSABH5HYk9cnOMH078lzXKW0Lz3XnxFkJcqdwbuFB9csAM56L6kVzOTep&#xA;jJ30MvW7+WCJLWHY8l0VTzQuGVCCeSepJ6gccge5qGX7LZLbRIVJfJbqMkdfwHY/3sU8xyXFxdXk&#xA;0zq8jsyJKw4PoOCPl455PHvxUu0ZQ4A3zPhMnGQAQTj9T6/XJauuMehXN0KWoObljHCGEe0qWk+Y&#xA;5zjA4zwMcfXtX1R+wN4KTU/ipdatJaO0Gj6c8hnjkbbHdSlUVTg4OUM/B/ukj1r5ktdPlcIpVXii&#xA;fcfLBAVsjHvgHnn09uP0G/YH8If2Z8Odc1+VJ4pdVv8AyIlfiN4IFwrpwD9+WZSc4+QDjBz6WDXP&#xA;Wiu2p5OcV1SwcrddPv8A+Bc+lxEioSWO3ou4EYHv+VVp4HYt+7Y4y2dxIzg8f/XrTBKfMcAgchT2&#xA;+lV47YiRnLDj+8O2eO4zX0rd0fml9SJIFiQyE5fGTkg4wAcY/H/OaZNhpcHaeQQcc57fnxVgkgAg&#xA;7RkknpnrTfJwFx94c888f/qzRcLlORSFDhssDksOD+dReWQ7FVU7c55xwMHOM+xrQkQncBwDxjjp&#xA;6461Eud/l5LHPJxwffp7+3WhyQr9SqRlEIUBl6AgAYPUc+xp7wAoSF3FhgDHv/nntVzyl8rPRS+4&#xA;gjHH49+1MihCSsABhf7uMgj1+p7e1UpCuV2TLBWkwUOFU4wPY/571NDFxsclgQMcHJ7Zqfykhxhi&#xA;m0nBzzjvipFh8pAmeBzhhjp+lXcllNrY+Vk8Z45GD27H37fSmfZRIFLMDnoWUDHQf5/yKtbdsoKt&#xA;zjJwOB9Ppj9aV1ZgpxvZQWGD3o5iGyhJBhFPykgYCk4Jz2/+vQqOI224AbncT83f/D+dX/Iw+QVC&#xA;5P3B1PQdqjeLaGDKVZvmOM4z9B9KvmuZ2sMiJZycAdRs47kDH5/hyaeJGeVSTwmBn7vX0/yKZHA7&#xA;fNlsZI45HX/6/wCdPiDRkF8vkABs7Rgj9PypDJBtydxAcDLBR1Hv6f8A1qnjIcDIK8c5P+fSoZEE&#xA;m5WxggkHr/nr/nrVrnnkA4pXEj8nfj94Ig+HPxV8QaLGCbWK7ZoUwQVgfZInJyGwjgduQemMjzW9&#xA;ZjKZFSNCWVEBPJBwcqM/j+OO9fZf/BQPwb9j8W+HfE0KKsd7ayWk5RDlXi+YOxHqJAo/3MGvjqWE&#xA;TQlgJI4VBQKhyQSxXKjknJGDnHBGDXzGJgoVGj9Sy6s62GhNvp+WhkzEAo6k8sQrFeePlAPPc559&#xA;u/NZU+jtLHFJGwMQ27S2cp0G5gMjqB2zxXQXSCS6uJVhPlRuCrSdYkByQTznovr15PrmzxsITKWQ&#xA;+UyoxQ4Zck7QBnPqOnv04rCLsrs9XqZEULWk10ymHzuql2+XeMjBbHHGfwU88VIXR0jKI+CoOIrY&#xA;kKTzjjp16VUvGSW5jADBcDlSR8w5JByc5wMkYPHNWPMgULi78hSo2ggEEYAyDjkcY/CqdlqyZK+x&#xA;hWn/ACC1/wCur/8AoCV0lv8A6qH/AID/AOhrRRXJU+I6YfwzUk63H1T/ANBkq/4d/wCPCb/ryH/p&#xA;M1FFcr+E0INQ/wCQVZ/7i/yq+f8AXD/rvH/6BHRRRL4ES/iNJf8Aj/07/rkP/QjW3N/x/S/9d5P/&#xA;AEKiiuKXxL0LfwF3RP8Aj0uPrD/7NWH4q/48J/8Art/7OtFFaw3RyPcpar/yDG/3pf8A2Woov+Pu&#xA;8/66L/6NjoorePwv1Kj8Jc0f/jzm/wB4f+zV+kf7H/8Aybj4W/663v8A6WT0UV7OW/xJnzGff7rH&#xA;/F+jPaG/1sn+7Trn7sv0X+tFFfQLc+HWxUi6n/eb/wBCqeb/AF7f7poooZMgX/Xp+H8zUUX3n+n9&#xA;RRRWYkOn/wBc/wBKhl/1kX+//UUUVqug3sTj7sP1H8zTz9yb6t/OiirIYl1/qx+FSx/6uT/dH8qK&#xA;KQkVov8Aj0f/AHn/AJimr/yFZf8Adj/maKK0QmSH7kX/AAH+VSXP/Hk/+7/SiihGXRkU33R/wL+d&#xA;WF/h+n9KKKnqEdz5g/b+/wCSd6P/ANfp/wDRUlfnqP8AkNzf7sH/AKE1FFeHjf4r+R+jZL/usfVk&#xA;Nx/qrj6Tfyes/Wvu2f8A1zb+VFFebHZn0PQwvD3b/r6l/m9aFr/x7R/SiilLZFLc/9k=" width="300" height="225"/><comment></comment></work></portfolio>

