או

או לחץ להתחברות מהירה

תקנון

  • תקנון זה מסדיר את תנאי השימוש וההתקשרות בין המשתמש לבין הנהלת האתר.
  • השימוש באתר ובשירותיו מותנה בהסכמה מלאה וחד משמעית לכל האמור להלן.
  1. 1. שיקול דעת המערכת בפרסום

    1.1. המשתמש מאשר כי ידוע לו והינו מסכים כי הנהלת האתר אינה מתחייבת לפרסם את התוכן שנשלח, כולו או חלקו.

    1.2. פרסום התוכן, עריכתו או הסרתו מהאתר בכל עת, ייעשו על פי שיקול דעתה הבלעדי והמוחלט של הנהלת האתר, ללא צורך במתן הודעה מראש או הנמקה למשתמש.
  2. 2. הצהרות והתחייבויות המשתמש

    המשתמש מצהיר ומתחייב בזאת כי:

    2.1. התוכן הוא פרי יצירתו המקורית, הוא בעל מלוא זכויות הקניין הרוחני בו, והוא אינו מפר זכויות יוצרים של צד שלישי כלשהו.

    2.2. התוכן עומד בכללי האתר ואינו מנוגד למדיניותו.

    2.3. התוכן אינו כולל לשון הרע, אינו פוגעני, אינו גזעני, אינו מהווה פגיעה בפרטיות, ואינו כולל תוכן פרסומי או שיווקי במסווה של תוכן עיתונאי/ניתוחי.

    2.4. התוכן אינו מהווה ייעוץ השקעות, אינו כולל מידע פנים ואינו מפר הוראות כל דין בנוגע לניירות ערך או איסור הלבנת הון.
  3. 3. קניין רוחני ורישיון שימוש

    3.1. בעצם משלוח התוכן, המשתמש מעניק ל-WeINvest רישיון שימוש בלתי חוזר, ללא הגבלת זמן, בכל העולם וללא תמורה (תמלוגים), להשתמש בתוכן, להציגו, לשכפלו, לעורכו ולהפיצו בכל מדיה שהיא, לרבות ברשתות חברתיות ובערוצי הדיגיטל של האתר.

    3.2. המשתמש מוותר על כל טענה לזכות מוסרית או כספית ביחס לשימוש בתוכן על ידי האתר.
  4. 4. העדר אחריות לתוכן צד ג'

    4.1. המשתמש מצהיר כי ידוע לו שכל המידע, הניתוחים והדעות המפורסמים במדור זה מייצגים את עמדתם האישית של הכותבים בלבד.

    4.2. הנהלת האתר אינה אחראית על טיב התוכן, נכונותו, מהימנותו או הדיוק של הנתונים המופיעים בו.

    4.3. הנהלת האתר לא תישא באחריות לכל נזק, הפסד או פגיעה שיגרמו למשתמש או לצד שלישי כתוצאה מהסתמכות על תוכן שנשלח ופורסם על ידי גולשי האתר.
  5. 5. שיפוי

    המשתמש מתחייב לשפות את הנהלת האתר, עובדיה או מי מטעמה בגין כל נזק, הפסד או הוצאה (לרבות שכר טרחת עו"ד) שיגרמו להם כתוצאה מתביעה או דרישה של צד שלישי בגין התוכן שנשלח על ידו, לרבות בגין הפרת זכויות יוצרים או לשון הרע.

צפי: בפועל: קודם:
הודעה   חדשה

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(@דוידיק)
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הצטרף: לפני חודש 1
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דולר-שקל   כותב הנושא  

האם נרד מרמת 3.3 בצמד?
ומה הסיכוי שזה יקרה? הרי בנק ישראל ימשיך לבצע רכישות...


   
תגובהציטוט
(@golzvi)
משתמש מוערך
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דולר-שקל    

3.44-3.45=תמיכה חזקה ונראה שבנק ישראל לא ייתן לתמיכה זו להשבר
3.51 יפרץ ונגיע מהר 3.55


   
תגובהציטוט
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(@חיפושית-כחולה)
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הדולר שקל על פי המתנדים מבצע מהלך של צמיחה לפחות על פי הגרף
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nD1L8eeXKTKFWhpdear1yZUbzKvVr1U8ZFjN8lbLRK1dmDNf/0kutokzRp2Zn7ylLTF6uiVYftpV2lkJMotVvzjx+zbEw371WdnipJWltbd3U1IbF3/0/4V/83xs3Plq//pHy1KNHWF7G8vJT5TdswNJS7fXrdfX137S2LtbVlTwCK4+OZ/HQeMp//a//r/L4v//3X0mMxIrSBnf66KPS1v6d7zz1p7qSQD+zpfWF6kqItTXs2VOwtr/QQsPWChiNPGilm0KprfImBTRDwhUKVV2hYtLOYr5Riz0erOzPovGX0WxUFMeosW5mBmNjeHTsyN6fRC98OBn/pyPWXzs/j/l5tLaivR11dVZfxaPjWTw0XqYZ3El5bKVPgxebJ9580/4RIQspNPGEhmiemJvDli3ap6xffsrrfOdolz2LDQSVROJof0N2ZizVkSNHjhw54sSax8Zw/34+YwCw9yfRC//tiEnekH762c2bEQ5jbg4jI4hGEYs5ESMRGVMaIDwyUqQXb7lUJp5Q/mkSCP2S2dn8gzIun+5kDCZN9VZa8fVlJixMvlV2/wDzF+qrbcrbCjktm8XVq1hcRDSK+D8dufDhJADzmob0fzuy9yfR9H97qsC6dWhpwTPPIJvF5cv53sdE5LTcYzC6kUEKtztC6iegKrSwJK+/bnA730ThOWb0Febqp9QvVLoCmFfvG94aUDSYjgqmfdIr71UWV2W4B6xvt+xIqGyZDO7cQXPzk56M8X86UrSOwaQ2oqYGkQgWF3HvHqansX07+0gSSVCoykHdL1LJM2xZ8tTWpU9YZYs7dxCLGbRQmLBYVaC0/1ksz2EGXBOwplkbmydWVnDrFtbW0NKivb2oKJE3FO33kM1ifh6bNmH7dqxfb1AgYEcnSHhovMz7E1YVTxo0Ba5dcziiskxO4ptvsH9/aa+ycmxSqVR3d7fFo+jxgx0w4tDIjsI2dn14kkl8+iliMXR1lbmG4URoMGkpkuvXcecO+vvR26t9KmBHJ0h4aDzO49cRL/ZpKEMkguvXS36V9QNjsaSXjzRVg48/xl/+ghdfLD9jAGAxYwCwcyf6+nD9Oj74AJlM+VskIr8ISNJQW4u2NiSTsuMgkiSbxQcfYHERe/agudm97YbD2LULzc34+GOcPq0d7IGIAiYgSQOAlhakUrKDIJIhk8GxY2hsxHPPubG54YT2fploFHv2YH4e//qvGBlxIwYikiI4SUMkgvFx/tChqpNM4qOP0NlZUZOEdcOJ0OF39+rzhtrafGtFMokPPsDDh94dop6IyhacpEG0UKTTsuMgctH58zh7Frt3Ixp1Y3MiYwBgmDcACIfR14eNG/Hpp9vvcahiosAJTtIAtlBQlRkaQjqNvj73OjEMJnNH37kA4Og7F0z6S+7Ygfb2e//jfzCJJwqaQCUNbKGgKrG8jA8+wIMH6OtDY6OrmxZ5Q9E7LDZtWtq1C3/6E++qIAqUQCUNbKGgYBPDtE1P4/330diIREJOGBbvyWxrw65d+Ogj5g1EwRGopAHA1q0YHZUdBJFj0mn8/vfudXuskMgb/vhH5g1EARG0pKGtDffuIZuVHQeRM4aG3Ov2aIu2Njz3HPMGooAIWtIAsIWCgmlsDAD27nV17CZbtLWhu5t5A1EQBDBpaGnBjRuygyCy1fIyPv4YgNvdHst2bV+H+s9oNJ83TE/LiojIx5RpJzULBc2fhgsLvcriEkUAkwa2UFDwjIxg61bZQVhmOACUyBs+/JB5A1FpCmUMucfUM1krDMuUt0QtgEkD2EJBwZLN4uJFPPOM7DisMRkASuQNf/gD8wb7ZTIYGcEf/4j/+T/5kylQvDbpZfGpsW88Xdc/NtbgcEg2WFhoePBgwyuvsAWVfKOnp+dGgXa1L79sffBgfVvb/X37Ok6cmHA5sDJc29dx+N29R9+58JxRtPPzjbOz4V277ra2LrkfW2AsLtbMzjZks/XZbN3cXGNDw0pDw0p9/WoolJua2rJr192tWx/KjpEs6enp0SxRX5dF0qBPHdRLlDKaNRiWKWPJU9stmjRoCly7ZlLcQ06dwsGDCIcrXQ/nnvesgB2aQr8nsln89rcYGEBtLRKJUNLyvNVyDSdCJsM5zM7iq68wOOib6hMvWF7GzAwyGczMYGoKuRw2bMCWLWhq0vaNnZ3FtWvo7sbAgMF6AvbFCR7Da7aVpEH/rBNJQ2AnlWlvRzqN3l7ZcRBV5tw57NiB2lrZcZTIsI5B0dyMZ5/F8DB+/GNEIq4F5T8iRZiZwd27WFjAxo1oasKWLWhvN+sS29yMPXuQSuF3v8P+/dzD/qbu0uiFdorAJg2trRgdZdJA/jY9jXQar70mOw4HNDcjGsUf/sC84SnT05iZweQk7t7F3Bw2bszXJfT0lFZvWluLRAKTk/j97/Gd7/BM6Fcmv/j13MkqAps0NDfj2jVMT/N8RD52+TI6OvxXzWBRZyeA6s0bsllks5iZyT/IZnHvHjZtQmNjOVmCoWgUTU1IJnH7NvbvR329HXGTbMrdDeqbJsT/Di1RC2zSAGDbNiST1XgyomCYnsbERDCrGRTVkzeIhgZ1ftDYiLo6NDSgqQlNTYhE8MIL9ieIYrLy69fx/vt4/XXE4zavn9yhvngrj/VXdOeWKAKeNJw5g/5+5tfkS+fOIRYr7SU+6impCHbekM0imUQqhVwOTU35FMGh/MDEzp2YmsK//Rump7F5s8FN/0QWBTlpaGxENIpr19ieR/6TyWB6OuDVDIrg5Q3Ly0inMTqKe/ewbRt27JA/+HdbG7ZswbVruHYt1t5uQ9sHVadgDu6k4KSX5FOXLmH7dtlBuKizM98v0u/jPqXTOH4c//IvuHIFbW14/XU8+6z8jEGorcWuXaivXzp+nANAUZkCnjQ0N+PRI06TQz6TTmN+3k9TWdrCv3nD8jLu3MGnn+LXv8b589iwAQMD6O1FW5vsyIy0tj5obcWxY/7bz+QFQW6eENra8OWXJbcNE0n0xRfBzxgMR3/yZjvFgweYn8fKCpaXkc1iZQUrK8hmsbyMhQWsrKCmBvX1iESwZ48/ZhTz5n4mXwh+0tDejjNnkM2yDY/8IZ3G0lI+aUgktH3W1Et81+dRIeanOOrtvEH0S0ilMD6OzZtRU4OaGjQ05B9s3Zp/4IssQa+zEzU1+PBD/OhH/E1FJQh+0lBbi/Z2JJPo75cdCpEFZ8/mL5x5hRID33aBV89oZZ43/Lt/J6E3gDpXaG1FJILBQbdjcIdITP/4R+YNVILgJw0Atm3D6CiTBvKBZBLr1pXQFu7HqojBZO6oqGl450Kh+SlE3vDRR1hcRFMTwmGEw2hqQn19/kE4bPOt1Jpcob09sLmCWjSKmhp89BF++EMO4UCWVEXSEA6joQHpNL8V5HWXLqGjo7SX+LEmQuQNJjNaAejszE/FtLiIpSUsLWFmBktLWFvD0hKWlxEKPWlzXFkp+ABAXV3+X3096uoA5B8oS6otV1Bra8OuXfjTn5g3kCVVkTQAaGvD6Ci/EuRpIyOorfVol3vbmWcMgmibaGw07jewuoqlx3Nr19RoH6iHTlpdxdrak38A1tawuIhsNr8kwG0QVrS1YfduDA1hYACJhOxoyNuqJWmIRnHqFKeiIE+7dAnPPis7CP+orbU6qKL1klWruRm7duH0aQDMG8hMwMdpUOvoQDIpOwiiwjZu9MooQFSFmpuxezfOnuV50ouUGaQ0CwUXliiqKGlob8e1a7KDIDIi6syfeUZ2HFTdwmG8+CI+/RSXL8sOhVQKZQy5x0QB55aoVVHS0NiILVuYRJMXnTkDAJs3y46Dql44jEQCn3/Ocaa9QlzCZUfxRPE+DalUSv1nJtPgWDCOq61t+OKLDbW1pQ0rrdkD5B3BODTZbN2XX8YAZEoc8Lxo+VJXaC+5WycTRQ9Nc3N4aAi9vVPuxFPlenp6ZIdQguJJQ3d3t/pPUY/qX2fOoKGh2/pIJqlUSrMHyCMCc2iOH8/f1xMrcYSdouVLXaGNMpmMxK2TCSuHJhbDmTNYty7MO85coKlI0PQt8FQ1A6qqeUKIxfDll7KDIHpMzE311BCQRB7Q3Y2zZ2UHQY/7JKJAzwb3VV3S0N6O69exvCw7DiIA+kGjibyhrQ21tRgZkR1HdVM6JEJXISFL1SUNtbWIRnkbBXlCVY3mRL6zfTs++4w9Ij1HVDmIWxsEJatwaIla1SUNALZuxeio7CCo6mWzOH8e27fLjoOogHAYO3bg3DnZcdDT1QzKY3U9hNNLFNWYNDQ349EjpNOy46Dqdu4ctm3jjO3kaV1dmJjg2ZKeqMakAY+noiCSJZPBxAR27pQdh7cN6+bwJPexRySpVWnS0NmJyUm21ZE0Z8+yYaKI4UTo8Lt7mTdIxx6RpFYtE1bptbcjmUR/v+w4qPokk1hbw+Cg9nKYUF0gk8okkFV50RQZA4DD7+4tOok2OU30iIzH2ZpGVZw0bNuG0VEmDSTBuXOPZ7MsdCl8nCgkn75YJhKhpPOXT3e2Ym4wmTuaCB1+d+/Rdy4wY5BO6RG5f7/sUEi2Km2eANDQgHXrcPOm7Dioypw/j82bOZtlcYPJHDMG72CPSBKqN2morUVPD4aHMT0tOxSqGtPTuHiRvRmsYsbgKewRSajmpAFAczPicQwNyY6jYsvLSKfxyScYGWEO5GnnzmHHDjQ2yo6DqHTsEUkoo0/DcLA6JXV0YGEBQ0O+bKvLZJDJ4PZt3L2L1la0tCCVwtWrWFxEJIJoNP9/fb3sQAnA42km9uyRHQdRudgjkkpLGo6GQsHrzJxI4PJljIygt1d2KBZMT2NyMp8uNDaiuRnRKF58Mf9sRwcArK5ibg4zM7hxAw8eoKkJzzyD1lbEYvyqy8RpJsjv2COSSkgaRMaAIN4E9eyzOHcuf1n1pnQaN29iYgK5HDZtQiSCV19Fba1xYTGdgTKjQTaLuTlcuYKzZ1FTg+98B5zu1n2cZoKCoasLZ84gneZppEqVkDQczuXyNQ2B69Lc2IhEAkNDeOstD/0WFz0V0mncuoW2NmzahN7ecprDw2GEw/nfuHNz+PxzjI7ilVcQidgeMhlbXkZfX+j8+UB9a6hqiR6RTBqqU2nNEyJvCFjGILS1YWEBH3+Mn/5UciTZLDIZpFIYH0drKyIRDAwUrFQo1ZYt2LMH4+P4X/8L8TheecVDSVKAffYZAO5qCoi2Nnz9Nb78Es8/LzuUKiDmtITR1Niap5Q/DRcqLy9viaLkjpCBzBiEri4kkzh9GgMDEraezSKdxo0buHfP/lxBo7MT7e24fRu//S327OEIV85Kp/H117KDILJVJIKbN5k0OE49ObVmomrDpzTXeH2Z8pao11m9I0Ia6u7GyAiSSSQS7m10eRnHj+dzhba2J70aHVVbi64utLdjbAy/+Q127/ZHP1DfWV7GqVOPx38kCopoFKdOIZtl/ZmzDCenlqt40pBKpdR/ZjINjgXjCVu21Jw8uTWbzbS0LIklmj1gr2y2bmRka1PTg+7uRQCrq8hknNuagXAY69fXXbmy8dKl9Tt33tu69aGrm6+Mo4fGFiMjbfX1ocXF+wAypRzaQoVtWYlzL7R9JeQEWw5NOLzp889Xe3pmK19Vlevp6TEvIBoLCiUQ6lYJk2YFuxRPGrq7u9V/rq05FImHNDYilYr19qK+HqlUSrMHbJRO4+JFdHcjGq0DJA8sPDWFdLp9fh719airQ10dgPwYD3V1Tx7gcc9K6Rw9NLZIJrG4KAZmaAIQK+XmnEKFbVmJcy9UZDKZyldCTrDr0ITDGB3FD37AEdErpW9TMCygaSkQ7QiaB+qVOJQ3sHnCQDSKBw8wNIQDBxzcysgIzp1DIuGV2/DEXZoTEwiFsLiYnzdc5Ihra08erF+Phw/xrW+xOaOI5WXVxFREgRMOo6GB917KJKXxwv6kIRhDRu7ciatXcf48WlocWf/p0xgfx+7dnvjJriaGhzK3vIzr13HpEl55xanOH9PTmJvDzp2OrNwdp0+jpYUTU1GQtZrLoewAACAASURBVLVhdJRJg4NMKgz0TzlXu6Bmc9IwnAjOkJHPPSfmFgrbXgV+/DiWltDb69TNEU6rr8euXZiawsgIRkfx6quVDoo1PY2FBUxPY2YG2Szu3UNjI2prMTfn1zs7kkncvcsRoyng2B3SaUrTA56+HzKXy+mfcm6Jmp1Jg8gYEJQhI2tr0deHM2fa2ttt+z2dzeLjj1FXh1277FmhRKI5Y3ISH3+Mjg709VkdLSqbzecH6hRhwwY0NaGhAZEI+voAYHUVo6O4f99/A9YuL+PTT126C4ZIrvZ2JJN+Te59QX/ZVpaYPGX7EoWdScNgMnc0EaghIxsbsWPH3ZMnt9bX21AFl8lgaAjRaKAmIIhGEY3i5k38/vfYtQv9/cbzY4kpM2ZmcPs2VlawebM2RdATSVsyiePHsX+/n6bdOn0a27axYcINwWgM9bVt2zA6yqShitjcPCHyhiB9jevr13bvxtAQBgYqqm9IJnHyJBIJRKP2BecZYsiHiQn867+ivx+9vVhexuRkPleYnkZjIxobsWULXnihtJrMRALXr+PYMRw44I8qUDZMuCZIjaH+xe6Q1cb+jpDB+wI3N2P3bpw9i5WVMm8ZuHwZly5h9+4g//psbMTOndi2DdevY3QUCwvYuBFbtqClBd3dFfXe2LkT4+M4dgz793t3RjGBDROuCVhjqK+xO2RV4S2XloTDePFFfPEFlpdLq4ibnsapU1hdRV9fOXNN+U44jF27cO+ezXeddHaipgYffYTvf9/VwTpLdfo0YjEHU8NkxZfGRCJU+Uq8IHiNof7F7pBVhUmDVeEw+vowOgrAUt6wvIzz55FMYseOQHVisMKJ+1SjUTQ0VFTf4zQ2TLgseI2h/sXukNVjnewA/KSxEb29SKdx+nSRkskk3n8f8/N47bWqyxic09yMvj5cvVp8/7tPNEx0dcmOo8owY/CIbdvw5ZeygyBXyKlp8G+fZ9Gl/+pVDA0Z3wqYyeDsWayt4dlng9yDQRaRt127hqEhb7Wh6hsmEgntWLDqJcFoIyAS2B2yekioaRA9mIZ1p1Qf2bUL8/MYGnpq4fIyTp/GH/6Q/0HMjMEhtbXYtQtLSzh/PirGupZONEwYVDPkCvwjChzRHZICz+2kQd3n2e95w4MHOH48/2cyiX/913x7RCBvqvSanTuxbt3qsWNIpyVHcv8+Tp9mwwRVu2g0f381BZvbScNgMnf0nQsAAtDnOZFALodPPsEHH2BkBC++iJ07/ToytB9FIgtdXRgawvnzMsM4fRodHTIrlkIF/hG5rL1dfhJPTpPQpyFIfZ537sRf/oL2dtYuyNHWhqYmfPUV7t/HwICEUSNHRvDgQcFBLV2g6Ruhv6OSXSvINRwdshrIuXsiGBmD0NfHjEGmxkb09WFpCceOIZNxddPZLD77zAcNE+xZQe5QukNSgPGWy0qtXy87AkJ+MMqPPsLIiHsbPXUKPT0Ihw1+zRNVJ3aHtF3oMStPObdEYX/zRGCGnCN/iUbR1ISrVzE15fjEmPrvknGdf9FcgskGBYsYHXJ62uqct2ROzIKtf2z4lHNL1CGVnDQwJyDPCoexZw+SSXzwAV5/3eHTVqEvweM8oGhvg6IFiPxIdIdk0mALkymqZSmeNKRSKc2STLGm46IF/CVgbydIDA9NOIzZ2Y3HjoUTielYbMEjUZksF06cmLDlk1bSSsoL1YlIyE2OHpp162quXGlpaRlzbhMB09PTY15AVG0WSiAMGxGcUzxp6O7u1iyJFZtqsGgBH8lkMkF6O0FicmhiMczO4tq1revXb332WZt/9BS9w7NwVG58kErainOh8ovjWS4cmoUFrK52e3luOU/RZAP6JEAU0LQUiHYE9QN3eLQjpK/HfSIvaG7Gnj2YmsLx4/jd7zAyAluGj8xkcPmyDeshCrC2NuhqqMl+uVzO/fYLLyYNARhnmrygthbPP4/XXsOOHUil8P77+OADJJNYXi5/neKOCSIywdEh7WJSheByq4TCc1Njq8eZDswYUCRXc3N+xMapKfz1rzh5Ejt2IJEoeXKd06fR2MhhOYiKa2/H6Cj+5m9kx+Fz6qYHzR0N+qecW6JWPGkoeneZvUPOifEiD7+7NwDjTJPXtLWhrQ2rq5iexvnzOHEinzpYaeFNp5FKYc8e56Mk8r+ODpw5g5dfRjgsOxSf01+2lSUmT9m+RGGtpqHY3WXFni9NkMaZJg+qrUU0imgUi4v4+mt88gnW1vD884jHzbpMnjqF7m7OLUJkSWMj4nGcO+f4oCnkMs81TwjMGMgFjY3o6kJXF7JZfP01RkcRDqOnB/G49ufR0BBaWtDWJilQhwV7foph/gKRJB7HmTPIZCzV5JFfWEsa2CWRAi0czmcJs7NIpXDuHKJRdHcjHkd9PdJp3L3r44YJK19feysLvUP0kWLNpSyxGC5dYtIQKMWTBv0tpH7/5UFUiNJlcnIy32WypwcTE/DvHefVPO4ke1VL19mJixeRTpfc6Zg8y4u3XBJJF41i1y4MDOD+fTQ15TMJjxN3KfNeZcVgMnf0nQsA2Ktaos5OfPGF7CDIPkwaiAqqrcWuXXjpJdlxWDCcCB09uBfA0YMc4+QJkTcwY5CorQ1ra0gmZcdBNvFoR0giKslgModE6OjBvYff5zXyKdwb0nV24tw5H7fxkRqTBqKAEHkDr5HkNc3N2LgRIyPo7ZUdClWMzRNEwcGMgbxp+3acP1/RCO7kEUwaiIjIWeEwtm0rPkMseR+TBvKrffs6ZIdARFZ1dODqVXsmmyWJmDQQEZHjGhuxYwfOnZMdh9+EHiv6VOhphV5e3hKFj5MG3ldGROQjXV2YmEAmIzsO/1AmtFTPPGnyVE7FsEx5S9T8mjSIsd6YNxAR+YgYWJosMpltUpbit1ymUinNkkwpiWJJhS26tq9DPTrscycmbN+EmhNvgWzhzUNTKCqPRFtqGGWH7ZH3S3oSD8369Ziainz++b2tWx/KisFrenp6zAuIn/uaBEJTwaAuqS9so+JJQ3d3t2ZJrJTpR0oqbHWdydxRMQ+N82O9ZTIZJ94C2cKbh6ZQVB6JttQwygubXxzPkn5oamsxNtb+7W9LDMFb9BM8GRYQrQbqYupcQWmS0D9rL782T3B0WCIiP2prw7p1HFjar+QkDQk7+iIwYyAi8iMxsDQVZXj/gi2Fy+bXmgaiKuSRnr+2JP1UzZSBpcmc6LggaDou6J9ybokakwYifxDzWHokbyCq0PbtOHcOS0uy4/A89S2UyhKTpxxaomDSQOQDnPmaAiYcRns7LlyQHQeViEkDkQ8MJnOH378AgDNf245JmCw7diCZxPS07DioFEwaiPxB5A3MGOzFYeIkqq3lwNL+w6SByA1JOy72zBjsJTIGAMwbZOnsxPw80mnZcZBlTBqIqEqJ4V4AcNAXiTo7cfas7CDIMiYN5FG8r49cwGHipONYT/4S5KSB9Y1EVBQzBuk41pOPeDRpqPxXJvs3ERH5QnMzNm/G+fOy4yALik9Y5Q59lqBeUmonMnX/pqOJEH9JUCGJRMiWLopEVInt23HmDBIJhMOyQyFTLiUNVnKCQmfuMuoKBl2cBpNcY29mSUTe0diYv/1y/37ZoZApF2sabEwKLBB5AzOGgHH3Q0RE7unqwpkzyGTAOdW9zCvNE05gxkBsfbDIPOtiHQ+5Y/t2nD2Ln/5UdhxUWJCTBiKyQnPVN8y0WMdDLohGMTWFZBKJhOxQPEOZ8Fo/fZT+KeeWKDx69wQFG8dgICJDvP1STUxOLSgX8kJPObdEjUkDERF5RXMzNm7k7Zd5hpNTy1W8eSKVSmmWZDIZ6xuwUrhomZK2aDu5Ww8qWz4YVgq7/+ny+AemaHgnTky4s+dJFo8fmsbGmkuXIuHwWG3tI9mxuKGnp8e8gPi5r0kg1NUAbuYWxZOG7u5uzZJYKX1brRQuWqakLdork8lI3HqA2fLBsFLY/U+Xxz8w7rxffnE8yxeH5tEjTE/HBwZkx+EKzSVf3yIgCohWA3UxdRcE1/IGNk8QEZG37NiBZBLT07LjIJ2SkwbeXkVERe3b1yE7BPKx2tr8WE9VTl/rIB1rGoiIyHNiMdy7h5s3Zcchlei4IGjuh9Q/5dwSNSYNRERmOO+dFOvXIx7H6dNYXpYdilTK3Y/qJSZPObREwaSBiKggzpcrUVsbtm7F0JDsOOQJeYM6JI4ISdXFsyMiD3OqFO/hfLnSxeO4fBkjI+jtlR0KAajypIGn6eBxeT5VuwwnQkcP7oXzH0h2ZC4J58v1gq4ufPYZolFEIrJDkUE/tLNmufKs4a2b+p4QRcuYbBTV3DzBWsfAyhX451X5jAE4epAfSM8ZTOaYMcgVDqOnB6dOyYxBf+10h0mfRH3zgX5JoX6U6mLsCGmJutaRp2mSazCZO/z+BQCH3+fFyYt4UKTr7MT69Th9WnYcrrOSrOhniFDPImF7SPY0T/juqstaR/KUwWTOhbYJIv/q7sbFi+joQDzuxub0l1v1EpenhFBGhLTl5Zqmh5DuZk5zNiQNVubV9SCRN/A0TUW585HmR5HIRG0turtx6hSiUdTXu7JJz/R+UrcjaJ4yqWYwfLkm9REZg6Y5wzwYF5snQgX+ycPTtEM48zUR2a6tDW1tVX0HphfYf/eE4W8yn9ZGEBGRd3R1VdcdmOY//YtWM1iphyhVlXaEJCIiPxJ3YFbJXFai+UDQd0oo4+XlLVGr6nEayFM8O+ySMbbAEMkQDiORwNAQfvYz2aG4wqRLpnlvTXuXKJg0kJd4pueROTa3EUkUjeL+fZw+jYEB2aFUHyYNRFo+q/Mgqj4u34Epi8v3dlrBpIHc4L/LcCl1Hl6MnyjQJNyBSQCsJA2pVEr9ZybTYMuGM5mMQ4VtJ3frPmWw0wpfhp8ULtwMUfQoWDlM7qyk2hTaIdxRnhWYQ7NlS/3//t/1L7981+Xtai6LFerp6bFxbU4rnjR0d3er/1xbs2fDsVjMocL2KjqpFWe9MlTG8a2wo4CVLRYtY8tKqk2hHcId5U2ZTCZIh2ZqCslk0/79rtY3aC6LFTKcRMqzeMulmaKTWnHWKyIiidrakMvh2DFks7JDqQ5MGgoSCUHonQuF0gLOekVEJN3OnWhtxbFjCEqri6fJSRp80XFMTIkLoNCkVkULBBVHiSbS4M8GuTo70dmJjz5COi07lKBjTYMZkQqYJAQib6iqjEEuSxOYeG+WE9Kzknr6JT1lM6UXRKPYvRtDQxgZkR1KoPGWy0oxY3CNlZ6SHHaJXKZupuTEuXI1N2P3bly9iuVl9PfLjiagWNPgBv4EIQqqqm2m9KZwGL29SKc5GaZTmDQ4jlWXRMHGZkpPqa1FXx8ePMDx41helh1N4DBpqJR5syvvsKBgYEcRc8wYvCaRyN+KWUbecP68AwEFBfs0OGswmTuaCB1+dy9/iJB/Wekp4r+Rwinodu7E+Dg+/BCJBFpb0dpafACodBpnz6Kx0ZX4/IlJg+NE3sCMwXYnTkzIDoGe4pM5SqmKdHaipgZjY/jrXzE/jy1bsHVrPoHQ5BDZLE6dwvw8OjvR1iYvYs9j0uAGZgxERFJEo08eZ7NYWMjnEA8eoK4ObW2IxVBbi08+wY4d2LNHXqA+waSBiIiqQjiMcPjJn0oO8fAhXnuNrRKWMGkgoiDjWB1UiCaHICuYNFBx7ONGRERg0kBWmXZyY1ZRVJCmUHfugPKDRORxTBq0ip62eF4zxJ7zJoYToaMH9yJAeUMZLH5x+EEi8jImDUaKnbd4Xgs++45lPmMAmDcQUalCofzJKJfLGS5XP6svbNcSBZMGIi17Z70aTOaQCB09uPfw+wEf4Ms80eJcYkSlCoVC6gu5+hKufiyu8frCdi1Rh8SkgchxIm8IdsbAnIDIdvof+nr667qjiicNqVRK/Wcm0+BYMAVlMpkyXrVvX4ftgwYWjaS8UH2t8n1SqIAte1tfxuQHseEKT5yYqPywPmfHSnzEyk4rdYeUvQOras9bwR1SIc1lsUI9PT3mBURFgpuZgYniSUN3d7f6z7U1x2IpLBaLufzCsldo+xa9r/J9UqiA+QszmYyVva0pw5+/7rBydEr9snjnPOBrFr84ZEJzWayQeWcFqPor6PMGl6sZwFkuiajKmU9US9WAnwHrmDQQERF5kb7WQfOs+20W7AhJRNWFQ62QX4h7GZTH4kGhXEFf2K4laqxpoCDjBYAM5Qr8c84wK8CpLLnH1Es0D8wL27JEwZoGIgoUD1YkDCdCh9/dezTot91SNWBNAxEFjvs1CYWJjAHA4Xf3sr6B/I41DUREDhpM5o6KmoZ3Aj4kqI9Yqo5igmekqpMGDlpHRC4QeQMzBm8xnUNIP8KpR8ZWki5QSYMH2zKJiCCGEifyv0AlDUCR5JFZBRE5gdWWVCUClzQUw1mtiYiIyuPjuyc48CcRuYCnGiKFj5MGIiIichOTBk/g3du+xsNHRFWCSYN8YuwXXnh8ajgROnqQh49swE8ReZ+HOkIW/boE8t4H9WhxvJPbd0TGAODowb3g4aMKcKhp8gWvJA36kTQMk4Dg3fvA0eJ8bTCZQyJ09ODew+/z8JEZ83sy+eOBCjGZcFLzlGYebc1C9SSZZSxReCVpqGYcLc7XRN7Aw0eV4I8HMqSeBVszI7bhU5prvL5MeUvU62TS4Ak8TfgaD58sQRpSiT8eSM/i2NVuDnFdPGlIpVLqPzOZBseCeUomk7G3fOUF7FpJwDi357m3fc32w2dY3p0ThTsnh+dOTLjzkeYXx5zh/tFcCm3U09NjXkA0FhhmBpqnTJoV7FI8aeju7lb/ubbmUCRasVjM3vKVFyh7JUH6PaTn3J43f2Emkyn1Q0KuKXp0yvhGGK7QnROFcycH9/GLU5Th/tFcCm2kb1MwLKBvKVCWiAeFGi/sxVsuiYiI/EfKxJvs00BEvhHI+66JCimpwsC52gU1jyYNfv/y89RGVJ6it0/bct+1f2/Spqoi7mVQHosHSmOE5innlqh5NGkoxEdf9eANKUHkNIvjtfhiKxQkEj8h+su2ssTkKduXKPyUNPCrTkREJBE7QhIREZElgUsaQgX+kTX63hiysBqJiMhr/NQ8URTbL4iIiJwTuJoGIrtxwmLyCH4USTomDeVgG0j1EJNf82RN0omZMPlRJLkC1TzhDjaCVA+RMQA4enAvp7Kkktg7WAvnziaPYE0D2aN47YsP62cGk7nD718AcPh9Tlgsgd/T8VyBf2UYTOaOvnMBAOfOJrlY00A2KFr74t/qmcFkjnUM5AWcO5u8gDUNREXwNE0ewY8iScekgYiIiCxh8wQREZFHmcwdZTiXlUNLFEwaSAK/dGggKoQz2ZIL1LNda2a+1j/l3BJ1SGye8A3en03kLTbeHUFkxGS2yTKK2aJ4TUMqlVL/mck0OBZMyTKZTIUFSi1sWKakrZRRHsC1fR3i/uznTkyU+tpS2fJ2yniPZXBnK1Qe94+OXV/hffs6NAXUtQgnLHwH7T012Y5fHHOG+6emZsmhzfX09JgXEI0FhpmByVMOKZ40dHd3q/9cW3MsltLFYrEKC5Ra2LBMSVspo/xT47rs63C6B7Utb6fUlZQhk8m4sBUqj5SjY+NXuNB3LFTBVkoq4Bx+cYoy3D9PXwntpLnkK/0JNAX0LQXKEv1TzmHzhA9wXBciItJws4JBwY6Q/sBxXYiIqo2bVQgWsaahUq51k2bG4AR2LyUizxL3Mgia+yH1Tzm3RI1JA1UvzmBJwcPPc8DkHlMvMXnKoSUKJg1UpdQzWPI8S8HA6bP19CNqUCWYNFCV4gyWFDDq26yYN5BD2BGSqhdnsPQjSxfDqrxiiu7Sh9/dy9usyDlMGqiq8dzqL1bmWPfvPOyV421W5DQ2TxBRVQtYSsGMgRzFpIGI/Cpg1/ui2KePpGPzRGlGR9HUhIYGNDWhsVF2NERE9DROQOqokpOGmRls2BDM6+X4OGZni5R5/nnMzGBmBteuoaYGdXXo6MDWra7ER0SBVlXdL5xlMncIVabkpGHrVnzyCbZsQUsLolEnQrJNqV+/9evR31+kTCLx5HE2i5kZTE9jctLru4KIiJ7CBKIsJScNPT3o6UEyiVQKp06htRXt7WhudiK2Sq2uorYWABYXsbaGpWLzmg4Olrb+cBjhMOJx/OY3qKlBW1t5YRIRkauq+RabCpXZpyGRQCKBbBbpNEZHcfMmmpvR3m7cbLG6iqWlp/49eoTduyuKu6hsFn/9K1ZXsbaGpibU1SEcdmpbr7yCkREmDUTkA9f2dcR4gaRyVdQRMhxGby96e5HJIJ3GxYsIhxGN5n/Wi38rK1hcRFMTwmG0tmLrVoTDuHcPly/j2Wcr6hthkhiKjGFgAG1tDuYKikQCo6NspCAKjqAOISVGjeRYDhqsZrDOnrsnYjHEYvjud5FO4+pVbNyI1tZ87b34pxGPo7YW584hkbD/B3o2i0uXMDCA7m6b12zi1Vfx8ce+TBqs9jT24fmRqDxBHUJKPc408wa/EHNaQjVPlWa58qx+ieHLy1uisPmWy3gc8bilkr29aG3F0BAWFtDVZVsAs7O4ehUDA0/1WHRBLIaODty8aed7cU+xnsZ+PD8KwzwzEj1mfZzpol8cfrPcoZkRW3MJ11/R9YmF5uXlLVGvU+bgTrEY3noLjx7h6lWsrtqwQlkZg/DKK7h1C4uLEjYtuDZFjY8yBs5gSaQ2mMxZyRjMp7ziXJquMZycWq7iNQ2pVMrRCBIJ3LjRfPZseNu2uQ0bVspez8JCQybT0tf3dW3tw/JCtvJOzct0dTV/+WXdtm3z5ivJZDKlRWbBtX0dosrxuRMTNq627FCdeI8lbeXavg5l5mvYvVvICnc+A1ZUHomVNZS0lUKFi66k8vfy3IkJ8y/O4Xf3ht65kCtwPhEF8LiNw3ffrLJ3YE1NsRvwytXT02NeQDQW6BOIkpoV7FI8aeh2vmtAdzeSSXz6aWT7dnR2lrOGqSlkMvjhDxGPt1cQRvF3al6muxu/+Q0aGzearyQWi5UWGQDTRoGnmir3ddhYbVheqJW80LpMJmOylVgyh0To6MG9nPlaCvOjU6HFRSwsYGEB9++jrg4NDU/+1dTkb7RWU0eiuZkrm8XqKl5+GfX1Zlu08l5Ker+FChddSeV7tegX52giBKBQhUTM53Nplr0DnbsSmndWgKp3grqk+rF4Sr/EiWi9Mox0IpHv4vDwYcmNC1NTuHoVb74J569TxYnbL13GKXENcebrwFhdxcIC5uawsICHD7G2hlgMra144QUsLiKbxcIC7t7NP2hsxLp1T9IIAF99lU8RlpcRCj3poC1u5pqZwRdf4MUX3bjTyheKfnE4l2Y180rSACASwc9+hqEhXL6MRKJI4q+YnEQq5ZWMAY9vv3Qfv8aGuEN8bXYWX3+NxUUsLiISQWtr/teF+dU9m0U2i5WV/AMA27blb/kOhw1OLPE46urwxRfo6wvmAPlO4DfLHSYVBvqnnKtdUPNQ0iDs34+REVy4gHAYTU35f4W+ySJj+NGPvJIxCC+/LGe7/BpTkNy5g1wOzz+P1lZEIiW8UH+bd9Hh4Xt7AeDqVbzwAvMG8hD1jZSaOxr0Tzm3RM1zSQOA3l5Eo1hYwPQ0ZmZw8yZWVrBx45McQpwR7t/H+Dh+8pPSTiiWVNYp2OJNp0RUyOwsrl/HL35htcbRhMXfXswbyJtM7qssesuljUsUXkwaAEQiiESeXH2Xl/NzS4oc4t49bNqEmhr8+Mf2ZwxSKnyISG18HP39NmQMJentxfIyRkfR2/tUb0q/3GNM5AKPJg0a9fX5QScV09N4+NCBOgYikm1yEjU1+Z/+LhMNGSMj2rzBR7wz9hoHgAokmYM7VSISwfbtsoMgIgeMjUnrGASgvx87d2J01J4R56oWB4AKKr8mDUQUSDdvoqNDcseg/n5Eo8wbyqceOYZ5Q8AwaSD7eaR2lHxncRG3buGVV2THAQwM5PMGKoMYrBqFR4gi/6q6pCFU4B8RSTc2hj17vDLIksgbrl6VHYc/WZnkgvzIHx0h7cL7IIg8a3YW8/P4yU9kx6EyMIDTp3HxIvbscWT9RSemtzpzfSn27etwpy6QGUMgVV1NAxF50/i4JxomNAYG0NqKM2cwO2tWrPzLcK7APyJPqq6ahjLcuHFDdghEwSdus5QyqX1RP/iBmFEP27Zh584SXmip3dO0kCYX8c7tlFS1mDRUF945Td40NoY33pAdRGGJBOJxnD6NM2fQ3Y22tuIvsXK9tyUncKIJwx08HfkRk4YqIu6DCsy8Vtf2dcQC8UZI3GbpqRlk9OrrsX8/0mmcOoV799Dd7aHRnwp9DUTuYCWrKDXzqLzOI2Cno+rBPg3VImB3Tg8nQkcPBuGNkHdus7QiHsc//iNaWnDmDCYnZUdjnYWeE252rgjY6chRoccKLVc/qy9s1xIFk4ZqEaQ7p0XGAIB5QwB46jZLiwYG8OMfY3YWV69icVF2ND4UpNORo5QJLdUzTypyKoaF7VqixuaJKjKYzAWjMnAwmUMidPTg3sPv84zjbx68zdKiWAw//SnOn8eZM+jpQWen7ID8JjCnI0d5cJiA4klDKpVyIQ4vs30PZDIZl1+oeO7EREkrqXyLDnnuxMThfR2lvh1yk5VDMzHRGo/Pp1ILLsTjhJYWvPZa3ehoayazrrNzxrxw0R1ywsLnudQPvC0rNCzjwuno2r6O505MVLgVjbLDrqlZsjcSRU9Pj3kB8XNfn0Ao1QBu5hbFk4bu7m4X4vCsVCpl+x6Ildvjq+wXls39LZbgxISnw6tumUym6NGZnMTGjXj99a3AVneicsju3fjznzE7G9u1y6yYLR/XUldStLyVFRqWcfrbl+8pua/D3tqIssN27kqoueQbNkPgcauB4as0TzmKfRqISI6xMbz6quwgbPKDH6ChA5mFXQAAIABJREFUAdevO7sVL98/WQb9LRsK9pT0LCYNEpgPLVc2k28gkdek0z64zbIkBw5gZQXj47LjCAT2lBQM718o+pSjmDRIcPeu7AiIpFpaQjqN/n7ZcdjtjTcwOemrWzGdVOHPGE55BUDcvyAoDRBKFwfNU84tUWPSIMHkJG/Toqo2OYmdO7Fpk+w47BYOY/9+JJNO1SZWmyrPGAT1TZXKEpOnHFqi4C2XEuzaha+/RleX7DiIJLl7FwcOyA7CGbEYfvhD/Nu/oa8PjY2yo7GPZwer5ljULmNNgwSJBFsoqHqNjyMSQSQiOw7HxON4+WWMjmJ1VXYopQgV+Kfw4Hycor8ke0q6iUmDBOKMqW74dK0PIztLknRTU9i9W3YQDuvtRWcnrl2THYdlyWRO/U+zRFZU5ucr3mEhBZsn5HjhBZw/j2hUdhxE7pqcRENDoG6aKGRgAMeP4/r10mbT9rKil2WXmzDEmJKH393L/pJuYtIgRzyOU6cwO4vmZtmhELloaiqAN00UcuAAPvgAN2/6rwNT2bN4m8+3aTuORe0+Jg1OMf+S6G+x9UivIiLnTE3h0SPE47LjcNEbb+DYMTQ0yI4juJgxuIx9GhyRexp005HBk72KiBx1927wezNoKDdhfv45v9wUBKxpICI3zM7iwQMkErLjcJ24CXNoCHv3BuomzDJ49r5Nso41DUTkhiqsZlDE4+jvx1//im++kR2KdKxi9TkmDW7w4Jzo3sd7qIJkcRHT03juOdlxyNPXh2efxaVLsuMgqgybJ8iLhhOhowf3gv2ig2JiAr29qK+XHYdU/f1YXsbly+jrc33bPsnA2X7hfUwayHPyGQPAvCEYVldx+zb+5m9kx+EBAwM4fRpXr2LXLvc2avFuSY9w+aZNKhWbJ8hzBpO5w+9fAHD4fY7ZEgS3b2PXLoTDsuPwhoEBbN6MZNLOdRYdAVrtxIkJO7dNDlMmnDQpoCmpLq9/eXlLFKxpIC8aTOZYxxAYExP4u7+THYSX7N9v52CRnqpIKF4fwBqDUmhmxNZ3j9Nc1zUF9C8vb4l6nUwayKOYMQTD+Dji8SBPT1UeMVhkkAaZhoX0xVP5jS+Yd6JXrvGuxQMrSUMqlXIhDi9zfw9kMpmSllsvYLFMeYXd5/Hwqpw4OmNjW3t776ZSS7LD8ZwXXlj3xRftly+vRiJZe9dsy4mi8q2cODFhbyTuhF1ITY1Tn+Genh7zAiItsHIXnpJAOHfLXvGkobu726Ft+0IqlXJ/D8QKzOdTaLn1AhbLlFfYZZlMxsvhVTlxdCYn0d6O/n4eJmOxGI4fb/jmm3Bnp72rNdvhdn1x3F+J3LCduw7o2xQMC2haCvQNB+bP2oUdIYnIKZOTeOEF2UF4WDiMAwcwOYnJSdmhlIjNCl6g9FV0s4WCSQMROWJqCg0N1TU9VRnCYfz4x0il/Jc3kAtMsgHN3EbmhW3EpIGIHMFqBosiEfzoR0gmMWHHvZDVVgegHw8qSEQ/R0F9R4PFwnYtUWPS4EXj47IjIKrMw4d1jx5V4/RU5YnF8Pd/j6++wtiY7FDIYzTTI0PXB0LzlL6wLUsUTBq86MYNLC7KDoKoAvPzG1nNUJKWFvyH/4Cvv+ZvBvI0jtPgRXv2IJWyZ6BZjuVO7stm8fBhfTVPT1WeTZvw1ls4fhzLy4Eav4GChDUNXtTfj1DIvo5RnIuW3HXzJnp67lX59FTlCYfx1lsIhXD1quxQnMcfLX7EpMGjXn0VN25gdVV2HEQlmpxETQ22b78vOxC/qq/HgQPYuhWXL1djM2VJ82i4ZjjQ3S1LwuYJj4rFkEgglWJXMvKT1VXcuIEf/xhLHAGyMgMDOH8ely/jxReraK4vK+NMu9/kmp93NxQ67Ngwiz7CmgbvGhjA/DympmTH4QCm7UF16xYSCXCgTlv09+PVV3HhQjBPAs6yr74inzEARw/uPeruLA/exJoG79LfjBuMPoz5LyEnsQyc2Vncu4c33pAdR4AkEgiH8cc/YmkJ9g417V8uT4slZtw9enDv4fcvsKYBTBq8rtBH1N5818XsWZ22M28ImJs38corYP9He8Vi+MlPMDTEWyqkEXkDMwaBSUO1c3myWnXazowhSMbHsXkzu+A4IhLBW29haAhTU2hrkx1NVeLJSsE+DeS2wWSOGUPALC7ixg288orsOIJL3FKxuIg7d2SH4iL/NsIGGGsafMy/AzcxYwiYsTHs2YNIRHYcQfe3f4vf/Q4rK+zfQNKwpsHfOG4TSTc1hcVF9PfLjqM67N+PsTHMzsqOg6oVkwYiqsj4OF59VXYQVSMSwXe/i2vXOPJbtVAmnDQpYFLYriUKJg1EVL6bN7F1K+Jx2XFUk0QCL7yAa9dkxxEgnh05RkxOLRhewjVXek1hu5aoMWkgojJls8hk2P9Rgv5+NDTg5k3ZcXieyAbMcwJxH7g38wbDyakV4uruWjBC8Y6QqVTKhTi8zP09YGWLmUymwgKGZU6cmLDyQo/wUaiBNDnZ3NX1YGrqvuGQhTx1OGr79ppz52Krq/ebmkoesjtIXxyTU9a1fR1HD+7F+xfEqDDPnZgoWObxyDGGZYSaGqeGRu/p6TEvIH7uu58fGCqeNHR3d7sQh2elUin394CVLcaKDdVbtIDFMp6VyWR8Hb/fTU6isRGDg42AwV0TUr441aa5GX/4Q0tnJxobS3hV9XxxYhZGhbFSRnDu46zJBvQtAqKApl5BSjUDeMul31mqUPNirRv52+oqxsY4YrRksRheeQXJJPr6ZIfiVWI0OfNswEoZb1LSCzcTCCYNfnX9uqXBHF0e8JGqxK1b6O7mxFTy9fZiagrXr3OE6YKsZAOezRhMsgFluctVDuwI6Vd37nj3Xm1vdikiu4iJqTgwg0fs34+FBUxOyo6DHCDuXxDUWYLFwnYtUWPS4Fff/a5H+057uSsy2WJsjBNTecv+/Ugmkc3KjoMcoNz9qF6iKWBe2JYlCiYN0lQ44Xsigc2bPZc3qCexZN4QSJOTqK3lxFTeEong+9/HV19xxCdyHJMGOXJP0yyxuJLXX8etW976eSEmowLAKamCamyM4z96USKBzk7wLldyGpMGbzOtjgiH8Z3vYGxMaoQ6nMQywG7eREcH+z961MAAvvmGI0WSs5g0eJeV2ojeXoRCGB+XGqgOM4ZAWlzErVsc/9HTDhzA3BwuXWI7BTmFSYPviUaKxUXZcVDQTUxg1y6Ew7LjoMLq6/GP/4iuLpw5w/spilhdxeIiZmcxOYlbt5hmWcVxGnwvEkFfn+caKShgslncucPRnPyhvx+xGE6dwv376O5Gba3sgKTKZrG0hKUlrK09ebC8jFAI9fUIhxEOo74ep08jGkVLC9raZEfsbUwaPKHCoTn6+/G739kVC5GBsTH09/M2S9+IxfCzn+H0aVy8iO7uarwQzs5ibg6zs3j0CK2tCIdRV5dPEcQDzYf5tddw7Rpu3EAqhZYWtLezUs0Yk4aAEOPIrq5W+68KcsLUFFZX0dsrOw4q0cAAOjpw6hTm56tlyMipKczN4d491Nejuxu9vVb77dbXo7cXvb2YnkY6jdFRNDSguRnt7TypPoVJQ0A8/zwAjI7ihRcc/4gP+3Ocdirb+Di+/W3ZQVBZ4nFEo/kqh64uNDfLDsgBq6uYnsbcHGZm0NKCnh689hoiBtOoWRKJIBJBfz/SaaTT+WaLjg5bI/YzJg2BEo1idNTZ2Wvywzcxb6ga4+PYvBnxuOw4qFz19fkhIz/9FLGYD9qYVlexsIClJTx8iEePsLZmXEwsX7cOU1PYsQPPP49YzM42hXgc8Ti+8x1cu4blZdtW63dMGnzDSr+HgQGcPo2rV7FrlyMxqAd8ZN5QDVZXcesW/u7vZMdBFUsk8r0jM5kW0bTvBUp+IP4tLOS7KEYiCIfR3o6aGtTVGb9WZD+5nLOZkGi2IAWThqAZGMDQkFN5w6DluecpGG7fRjxefk0veUo4jAMHcOLEwuXLDbEYurrkhDE7i4UFzM1hfh6hEMJhRCL5vorif+/XhbhJmZ5K/7tR85RmIivNQv18VyUtUTBpCKD9+zE0hGTSYIKAyufF9u/c89aJe7TED6CFBayt4fnng9kYbE6M5vTzn8uOg2y1Y8f9/v7IuXO4eBGdnW7cWLG6irm5J4nCli145hn09GDrVmzY4PjWfU0zuaX6Em74lOYary9T3hL1Opk0BJNJ3lC5IGUMSu2oUkf64AE2bEBbG8JhxOMIhxEK4eOPsXkztm9HY6PsiF00NoY9e7xSj002Coexfz/SaZw9i3v3HPlgr67i66+xtIRsFouLiEQQjaK3F62trEgogUmrdIU36pfNYLbsp54OhW7cuOFaNFSJnp4ezcH6y1+2ra1h27Z5WSFJt7oaAtatrq5/9Gjd6ur6b75Zt7a2/ptvQmtrNeL/9esfNTauhsMrDQ1r4fByY+NaOLxiuKovv2ydnAy3tGSbmx+4/C6kePiw7u7dLd/7HkcNC7gbN5pv3mxua5u364O9urp+dnbj3FxTJLLQ0rLU3LxU6DtFQk9Pj2aJvsJAv1D/lLp5Qllie01D8aRBVjrjEalUqru7W3YUlhgerOPHkcuVcIu2j26nzGQyscK3YE9OYmoK9+6hqenJWC5NTU8eiMHgSjI9jXPnMD/vUqWuXJcvo7e3/JoqH31xqo3+0IgP9oMH6OysqBludhZ372J6Ov/JYR1VeQpddk0uxwaX9gpSBDZPVLUDB/DBB7h+3VLeEIDbKWdnMT2NO3cQjaK/3+YbBSMRHDiQr9S9exfbtwf2tDg5iZoaR9q2yIPEBzuZxLlzaGnBjh0lj/UyNYW7d/HgAXbvxg9/yAaIIGPSEHwHDuD4cdy8WaSztK9vp1xcxPQ0pqawbh26u/G97zl4ORd3b4+M4LPPsGOHtC7ojhob4zQTVSeRQDyO8+dx8SKeeQZ1dWhoQENDkQRichKTk1i3Drt3M8u0Xxm1C06HxKQhOAp9XOrrceAAjh0rkjf49HZK8RNnbg5dXfje96wOGVu53l7E4zh3DmfOIB7Htm0ubdcF4+OIRNzbk+Qd9fUYGEBXF65cwcoKJieRzSKXw8aN+QRC+dfYiPFxZDIIh/Htb3PsL6eIxgLlsXggkgP9U84tUWPSUBXq6/HWW/jsM6TT2Ly5YLOlj26nzGZx9+6m8XGEw3jxRTk/cUQX9EwGZ89iYgLRKKJRCWHYa3kZ4+P43vdkx0HyxGJPpYzZ7JN/Cwu4exfz83j4EDt34o03mFw6Tn/ZVpaYPGX7EgWThmpRX4/BQYyN4eJFXLqEzZsRiWDLFm01vsczhsVFfP01Zmexbh2am1e/9S354w7FYvjpT5HJ4NIlnDmDWMzHM9wsLmJ0FHv3gl0YSWE4fOTDhxxioUoxaagu27dj+3YsL2NyEpkMbtzAwsKTBMKzgxCIe75nZ7G09GTmulRqNhLxyohL4sfZ9DQuX8aZM+joQHu7d/enodVVjI5i504OmkvFMWOoWkwaqlF9fb43H4BsFpkMJicxMoJcDi0tltZQU/PU/5o/Nf8D5f/ynpzEvXv5Lgu23w1hu0gE+/cjm8XICM6cwTPPYNs2f9xhoWQM/f2yQyEiD2PSUO3CYSQS+T4B09PIZPD0+OUGcjmsrAB48v/CwpM/xXRw6gLqB+vXA7qUwjDbePQIk5Po7JTWZaFs4TC++13s3YuREVy+nO9U6PHUYXQ0f5MqEZEJJg30hJhI3lEipRAT2SmzzaozDCXnyOX8fcN3fT36+9Hfj5ERXLqEjRvR3e3RBourVxGNYmBAdhxE5HlMGshVIgkQ/3v8x7ddenvR24vLl/H55+jpQWen7ICelkxi82ZmDERkyTrZARBVhb4+/Pt/j5UVXL6M2VnZ0TyWTKKmBvv3y46DiHyCSQORS8Rgvb29+OorXL+O1VXJ8Vy/jpoaHDggOQwi8hEmDUSuSiRw8CA2b8bFi5iclBbG9etYWWHGQESlYdJA5DYxWO8bb+DOHVy9isVFtwO4eRMrK/jpT93eLhH5HZMGIjliMfzsZ+jsxJkzGB93b7s3b2J+nhkDEZWDd08QySRGrDp3DpcuPZlXUJkTyEaLi1hYwMOHqK/Hz35m55qJqHowaSCSTHSQvH4di4tYXn5qTqD6+ic5RE3Nk8cWR9jMZjE3h4UF3L+PtTXEYnjhBWzf7vD7ISL7mEw4aTgBpkNLFEwaiDxh506DhZoJBufmsLiYn614/XqDfKK29kmiMD+PLVvwzDN45hm0tsqf2YuISiVmwdY/NnzKuSXqkJg0EHmX4QSDAJaXsbLyJJ8Qjycn8fAhtm3Dtm341rfQ2urj8TSJCKZTVJs85ajiSUOo6FQERERE5AxxFTbMEkyecgjvniAiIvKuXC4nWg1KesohxWsaJibk1IF4xOzsveZma9NFk7t4aLyMR8ezeGi8LBbzeu0+axqIiIi8yCSBkJVbsCMkERGRF6mbHjR3NOifcm6JWmlJQ0eHcWqjb8JQSoqnOjpCJTVzFC2vL6BZYlhAH7DhQpNt6bdi/lrDMoZLSm0GMtm0lS3qt1v0VZqjb2O7VdmfK5T1SdA/5fQRMYxKXdhw33r/iBT6TnmzTdP6V6a8w6EsLPUUQWRCf9lWlpg8ZfsSRck1DbnD2iWho9ol+qusE18YwwuelcKaP81Pdi+91FpoKybJhEkZw1dplhdlnsdY2aLm7ViP02KEpXr3sHbN7xzVHlNNSFeuzBgut7hFdcbg6BHRR2X+BRGFpR+R8+ff1Szp739HX8zNkCpR0lcGxdLrQoejjFMEkb843qdB/V3q6AiJf8pjUUa/RGG4sCjlW20elX6h+bY0r7JyCjAvUyjPKLraypmcwrx86ldYDK/oJ8HiSip5OUr55Jhcer1/RJQvMoCXXmpVnlJ/0/Xfes1T5oU1ma75n/a+OyvPevwYEVXOkT4N6tO04elS/yPP/Gef4RVOSfZtuTAYUv+ctX3NeHrnKG/E9vOOyeEoGpVhgaLrcUihN1LGJ8HwE6WvlHaungwW9raVV/mo9tvKt16dJZgXNv8TFe8Qu74yRAHjVEfIUivlCpUpu5oBpdcwl8fKWUN/ojdJhgq9XFHGZcakZlVfTF/brz8Ly6prNWyeKMTiJ0HJM6ynnhUeEfWrrLRraDIkpaQXjkghV67MGFbjq8sU+iVgsbBmuY0/G0waL1DBF5koABxJGmz8ChWtFbTyk9E5Vt6pvkypO8eJ85H+J51JGuERRS/8ZX8SvHBE9Ly2/ytX0tvx2kGp/ItMFABeGafB/ORuPQlQfoEp/wxfW2hhSWeB8jIGL1B2DqzdM6IscSM4m1j8JEDG+7Ly8bOy/z11RAyvqaVmcmW8R00BW/aJYRge/CITua/kmgb9vRJ61hvR9S/Rt1VbX4nFkKCrfiwUatEGDv06zc/1mquX4UXCyunJcCXKZVLzlJXDUWiFViK3hf5eiaJBzs7eK3tz6iPr9BGxWFiv6P539IgY3ithEqT1XWTSKmH4wMra9OU1O7/yr0wZXwdHDxCRFNpZL7VPh9zIr72cxTtR/WDvC6tWhaPhFt3hPCKVKPvocLc7jcNIe5kYRlrWDJZWFK9piMVcCMOlrZThxo0bHR1WD2HZB9vjnxJvWlqai8XKP/dppo3X4BGpUKlHx2QEOrJXhV8cqnKeGEba46cJ6+GV/UY8vgeCyoNz1Vct7nAiX/BKR0giIiLyOCYNREREZIknmieIiIhIz6S7j5SeQEwaiIiIvEjdI1vTO9vkKUexeYKIiMhnZPUdLj5Ow40bN1yLhoiIqNr09PSo/zSsQvDILeLFk4YqvxUqlUp1d3fLjoIM8NB4GY+OZ/HQeFyhRMHwciy6NbBPAxEREZmR8quefRqIiIh8RlY7AGsaiIiIvEiMdq88Fg+UdEF5Ci62UDBpICIi8ih9NiCWyOpuyOYJIiIisoRJAxEREVnCpIGIiIgsYZ8GoqrxcA6n/z8s3QeAxi1Plm/Y8tSDXA6RLrTGnywnIgLApIEo+B7O4YsP8MUHuDaMb/8f2NgCADPpJwVuzz0pKcykMZPG4jxadqA1jkgcjVuePGjZgY3NTCmIqhCTBqKAUnKFS8fwnV/iu4fwf35Q8hoezuUTCPHg2nD+8b1baNyMxi3YsCX/v/KgcQs2bGlYqUN7CxMLooBh0kAULOpcYfdb5eQKCpEKROIFN/RwDouq/8WDmTRuzzWP/xW//Y94ZjeeG0Tny3husOB6iMg/mDQQ+d90Gre/wPgXGP8inyu8/NPycwWLREpRwKSY4CA5jPEv8MUH+PAIgHz20PkyEoMmK15+iOwMFmYwO4lv1rDyECuL+eUrD7G8CCC/cGURdY2oa0TdBtQ3Ihx58rhuA+o3oK4RjZvQHLXxbRNVNSYNRJ524cJR/cK67HTvlhfzWcL4F1icy1+M+/8Bh97zUKNAYhCJQfzt/wUA02n8/+3db3Ab+Xkn+C9FEiAgQATVGGoAERJEWkBGES3MUv5DuGzDpiJvrsQLc75IZ1+lzNkXk92p2oQuZ7cqiX3hrsebytY6oXe3xslUbYVTvktuVHbCLHXJWpHGmOwZjB1x3TLkGQMzkqABBxhRaBEUoAYBkeK++DUbIAACTRBoNIjnUyxWA2h0N9Do7qef37+wH1EeC7NYuonnzkNngNGSgyW3hsdZS07EatqSyliyj6HjLF0Wi9Has/HMx80cdEYAUhAgTW+FBXIkkRby0ykBuSXpobiK1WUcHoCZA+fI/9cbm/nFENKiKGggpDWYYqFnbv2gO5s2CkvrOgOGPgmHB95JDHhaI/NvdcI6CSARxf1g8snPF8Sl7NNHSUN3Um9Erylp6E722pKGrmR3z1bZx30RPw3nCzgcntJ4SG+E3ggzYHVUWnkiirSARBTxMILXkRagM0gBhImD3V3l7YQQhoIGQpqmbBYBwMjIi4UPdamEffGKKRZaPv3Z3KFnRG4gZ7YWzaNlWRFCFLEw4iEISzBxsDosto/98sAxBXf8YlLKT8xP4503a64kYXXA6oDTk38mlUBKgBBFKgH/AnIi7G7YXLC7YLbW9kEJ2f8oaCBE0/qD1+yLV+6fHot88Q/KzqAw8lBZOtEd+kCKFR4uwXYSNjeGz8Hm2mW5gNECzwQ8ExgHgDKVJLyT8EzUsIVmK8xW2N3Sw1QCsTAiPBYuw8TB7pJiCCrFIM1VOmBV0asqD0JBQQMhWsXPYX7a3InQha9kWiR7HgtJl17x0bNHTsDugvdi/sJcB0WVJEI/wPw05qcxNgXv5F4WbLbCbYXbCwCJKCI8gtdw9dtSuOP0UPkFaYLCmKA0Pigc5VI1uw4aso+hP9iILSGEbGHZeCGC8enbG8t7XJgKqYhYCBEeER46I5weeC9irTs6ODhYr+WXZ3XC+gI+8QL4OQRm86HDnuuBsrIMltuI8Lh/G1dfkT6ae5QKL4hWFA6crZoqmY2Ojo7bt28XPnPj/7F19zy1Daf6XWKDt42Q1raycq3s83195yrMYLsxb/8fVxKf/b1HH/lnNS9kVzPUbDlsfPDOwQfvHDT1Z/uOrfWffGw+ktvjMmvW894/mIPfO/jO362efSE1/Pn13oH6Lv/hez0Pwgfjt8ym/mz/ycfPuERD73p9V0Ha1tDQUOHDstmFsiURWiyeKLpdGPwaQgGEAwfvvAmXd//H3XdYc3OiPdrfNYuL5Z+XN7toBi4UsC3Op+1ufOOu1eq01rSQGmbYrdAPEbmJezdhOwmnB74vwGw1AAagT56nCXtncBC+LyIR6bs+0/cnn8bolzA2BYen+hsVLx4+AIjwhghv+MfXYHPB6YHT02L1HrR/4LShwgt/UwodlKulToPbC7cXiSjCAXzvZXADcHmlskBCSA10qYTzB7PoQMQ3mba7OU02oWSHfHhBulj6JjV5sbQ6cWkG49O4PoNv+uDyYWyqcl9Su8UCBQChACI83nwNx8/ANYoTz9dxJYRoVO0VIa0OWC/Be0k6chYuwzUKl5eqC5G2UMeKAlwo4Fi4vPSRicQv+va6WQ2QFREOILSAnAiXF5//aiskF40WjE9jfBrXZvB//waGRnFhuu69WbDbp6yICI/gdSxcbovkK2lzdWg9wY6cVAKhBVx9BSZOeoYQUpXTP2tIRN89/y/S9WxjsGtlY6BkxNmZOh9egGu03o0gVHNuCuemMD+Nlz24MC01u6grvbE4+Wpzwe3d1icEIbUprOpYuXKDaurW5NJsxdlxnB3H3Z8gvECJB0KqCfmf++7XM1bH2//715q9KdtkViwrt4eEsKtTl/OM4Ut/rMliiF0Zn4ZnAvPTWJiVphugMPl6Yx435uEehcvb+t8eaarS+KDwGfWjh/r303DieZx4Xko8XPkmBd2kJTW8meK1GVyZXv7ohKClpFwqZrsfHE7F7FZ3aOj8VaNVGG6dfiercHjw0pzUK1RgFuPTdawjWYQlHmIhhBfw2pfhGoVrtDXzNISUaFTnTnLiIRRA8BoCr8PlxfAYBd2k3XVmRbwyATGJr/LCvavN3hxJIuRaDg4D4NyhD31OK1tVf6xzyWsz+KYPo5MYn27c4F52N+xujF5EOIDAZWATw+eo3Ja0vIb3CElBNyEyS4QfCLwO37/E+DQA3Gvy9rCM4K3rMPQ77WcXLc5IkzdIHeem4J3E/DS+7sH49B67kqxMb8TwOQyfQyyE4HUsztPtE2ltKnUjXRR0d3bh1Kcp6CbtxXZjngsHlryXhljE0FSpmM0fRHgBpz+LC1/BveUq2QVtjnBRO6MFl2akig6BP8OlbzWutIJh58BEFLeu47Uv4/RnMTxG7Sw0bb/95utE1bEn5KD77k9w6zoW5zE8huG99kpHyO6ofy4wJKJHf/SXm13db3/+axvNvsdMhFxC2JVLmUd+OV/J8d5e+6puTW4f3H788M/w8vNcAPo+AAAgAElEQVT4tT9uRNuKIlYHfJMYuYDgdXzvZTg9OD1GtcVJK2nOgFWssqSUr7uC02OUryP7FusW+r2P/9qDDzc5QL4fPH0/OKw3p44M37I4I/unkuMefeIFHHser08h7MfFmbp351DKbIX3EkbGEQ7g6ivgHFRbnLSMZo5yKefrwgHK15F9yBQLOQKXc2Yu+IVv5Jr3y17P6paDw8u3hk222AnfD8z2D5q1Jdrl8OC3/VJ3DhdnGlrLQSZnXuUmmsOfhfsTKqyZkNo1f2hs1rh5eAyhBSlfRzUlyV5opSTy9Snnj78THxlvYqPKVALB67j1xiTnCrsuzButQrO2pDWMT8Plw+UphP2YnFVttay2eITHT69h8QoV2hJNa37QwMhNNIPX4J+lfB1pZfwcXp+CZ6KJNRjEBOefRYTH6TGc/sKf681pFVZaFK7JA2W1UsUxtw9f4/H6FH7HicnZ+g5aURkb0oIKbVWjlbuLVqOVoEEm5et+iOA1qUs1CrqJTOOXJV0qgdlJRHl2vdnY4azUUKyDpozAjfwyRi9Cb8TiohoRw75yaQZuH749gbEpqNvUhRpZEI3TXNDAuD8B9yfyQbdrlI6cttDSsX9/8Jp98QrO/2s1M9uFEiGXEHJt5PT9w8EPfe4q1XPcE88Evsrj8hT+gw+XZhrdILOI3MhCLrSlRhZEIzQaNDAs6GblslTdgWiWIRF1LLwOIHThK6c+N63y2lk9RyHs0plT/cPBvhPN7jFq37A68dIcrs2o1iCzCCu0HR7LN7J47lM4dlrlrSBNVjpglZKXGkfTQQPDmid5LyF4DYHL0BvgolE0iTZ0ZkXb4jwXCsTPji+rXpDGWh6xeo5sqAiVN6AtnJuC24fZSSzxTckhFTay+PFf4uZ/w/A5qu/VLgoHtCwa3LLCSw3VAkGDjB05ER6hgNQbKw1d30JauuihLFYekXCN/uziv10/2KvmqpMR5/d/BCEKlxdnvjTbpc+pufaatepvwOGRakd+3YOLM2rWjizEGlmw9pnBaxQ6VNKqv7RWUD1ouHPnzsrKtbIv9fVJt1ZVZ1Ayj/KFWD8G4xD33lun/seV5zhXmHOFjv3iL9Z9LTK5tl2zPu++WUhZd+7cqTyDknlUXogp+N3Tf/+HGc4RuvCVzPai5oZuyfqaTnjHJYTcnfrsseeXT/7TNICVlfIRg9a+NIUzaOTnWmaGD53iNpLOP/pM4rO/9+gj/6xpm6rHif8FiZAr8N3RH195euzsar9L3O1CSs9pTfs4jVnLTlT7ze/W0NBQ3ZfZINWDhsHBQfkXBqD3vWCmz8Z6qhkcHGRPFs5Q9F55uuo8u1qI0Soc/9R/P/qxHwlhVzTgTfAcG7p+ZaWea6GF1HUhSmL8qvPkZ7hz507hFta2kF3PE/JjfhoAfv2/6D0T1UZIrNuWsJo9oQBOPA/PpFyzp7++a6njQnbYO9UXopGfa9kZBLfX+ckp6+tT1swSJmebuKlWd/hzX/RFeASvGZb+EX2nnGUHG2vFE0Vd1qLib74+isodVFtvDXZdPHHgydqp772csrkEtxcjjdikXejS544M3zoyfMtmejG8gL/4XViGRjlXmAp31bf/836JCK5MI+Rv9LiIRdgIsREerlF8/qs49Ixqa24Orf+QWN+Rr0/h6x6TZyzd1IrZrGuHCI/A3OnYjZH+4aDVHW7i9pB2sOugYWXoIytDH+FCgf7gNdxwwjuJ0ckGbNjuyO0s/N/L3b56XmdOca6wxo8frZ8ct2utra2/+Wlc+Te48Pv4g4hq64zwCF5DSsDwmNTjAtGKSzMIzH7oL16KjVxQvwJsEacHwsaVZMR5P3h6OTjcDqFDu5+OmqrGipCC2yu4vSP9H0VgFi97hvqdgtubbHa1HLMV9rOL9rOL7PiJLY70OSMWZ8Rsjzd3w2pGx0bzBWYxPw23D9+4q8JQRkwogOB1aiikbd7JUOq2Y+F1o7AUHb3Y9MFLLc6IxRlJRpz3f9ouoUM72NzcLG1XydpKlH1JBXtrPeHw4NIMLs0k/3yyP3htIPC64PIKro/nmp1CZcePmOCSEWc04N3I6TZjcHpU7R1Fneu9krVUnYdCk/L4OcxPw2BRrTvhrIjgdYQD4BzwXqQuScrTzs81Y3WEx397IPC6a/6b9z75f4pHytawURU79bFeQeOLI7oV6lG35ZUGBPIzasYKsvo0uWSJB0MiyoUDz33v5ZzZmnR6UnZXcys9GK2C0SrYzy6KCQ65z199BToj9P0jFmeEKj2QSqI85qchRDA+Dc+ECitMRBH+IW79AK5RnH+J+v5rJUveS1wocPJvvrU8fC5+drzZmwMAZnvcbI+nYrZYeJwNY7HB6VqlXa52gkJSVj37achYHUvWS0veS6ZYyBLhHYHLuP5f4JmAy6fOmXcnRqswMoKz44iF8OOrOlbpweKM9A3d1hkzTdwwojmJCK7PYGEWF6bV6QEwFEA4gJQAlxdf+Ab1O9KSBLf3cf+JZ29+/7nvfj1+drzpNcQZsz3uG5eGsbh99Yv9p4P9w8Gmhw4UE7S6hnTulLa7WaXikePnwc+Bn8PlKZelP2VzJ52eTPNuo+xuONILDu9CKmYTwu6lBa/JFjNygtkezz63i4pm9Lvfn1htx8/+Fv5dBMZqrSn3hnXmGF6AzUW99OwHa322iG/SEuEHAq8jJeLiTKN/QgqxYSx0zu8uB4dvvjbZfzr4zOlgz6FGjWFG58Z9r8E9QlqdODfF7thi81+xRHinf7YzJ6ZtrpTdnXR6mlV7iKXvnD5/KmZLxez3g6dfuwrbSdjcsLu2/e537gyA7CMq1nYsTC18/quUWthXkk5P0ukZefct/K4TF2egb/YGbdGb0w7vQv9wcDk4/LP/94ucK9x/OkiltKQG6nUjLacfdKlE713eEuEdC5ezJg7vvgXPRLN6ZmXRA4CRkRdjIcTCWJzHlT/KBxDobsp2EbXc+lv8tz8E0OjajpRaUFOT73cvzcAzgfnpoVwy6r2Y00xgyEIH2z9ZXL41fPvqeQMncJ30UyS704SxJ3Jm64MPn3vw4XMATLGQG2bMT+OP3nTZTiadnpTN3azyC9bZA8aRFREPIxZC4DIeLg2yAMLqgM1FbeX3i5BfKjgz9OLclxvXWVMiigiPCI+cSKmFduL2we0X/3R8+C9+Lzr6a03vy6FQV0+ONU1PhFw35p035jE8Ri17iVJNHrAqbXdj5EWMA2Jy+W9/1xQLOUOz+rSQPH5GtDpEztGUDtf0RqmrNQA/fytyqNMZCyN4Df5ZmDgpeuAcVMW9BUV58HMIzMJogWcCL83B0ZD7rMJYwemh9pNtKn52POn02BfnLRE+OnoxYz3W7C3ahvVFHQsheB2L8zA7RyrXlKT6CgRNDxryjBZWHAhAl0qYYiGjsMSFFowPlzDwChweuHwNOr9Xput5ah+UMhAAElHEQ4iHsTiPXAY2F/pP4MggzBzdQWoYixX4OYhJeCcpViCqyVgdtz/3EhcKuOa/Kbi9y8Nj2imtYFiGNRHF/z+nu/naJFV3IJVpJmgokDNbH7qtD7cejvR/FCE/wn5cnxlZupmynRQ5R4ZzPO4/sdZn2+3C9xgsWwsSDKkEhCXEfo7FeQhL0Blg5sA5pD/KQzRflEfIj4VZiEl4Jho3qDHFCqQywe1dOe45cuv6qe+9nHR6cPy8ar2LKmR1wOFdsI0sLgel6g4WZ4T6lCSltBg0FHN45PtCPjBjEKJGIWqOh22L8xs6Y1EvUmom0MxWmK35akQshkglEA8jeB0Pl3B4AFYHTBy4AZitMHNUJaLxWHwZ5RH2g3Ni4EyDYoVUArGwVPelswtDH4VvkiLFlqF+pv1pjzF+dnx5eKw/eB0ve+CZwNhUU7KnO5G+Ey8AhH5ojtx0Br/jc40i0U8/bJLXCkFDAY93e387Ib8x7Ac/h4ATbh88E03sRYrFEIUSUQhRCFG89SYyKaQFKRthtsLEwSz/aStb2WrEJMJ+hPyI8njnTZz8NBweeCcxOduIhvKxECI8YmGkBdhccHowcoH2IFFqQ2+Mnx23//p3cH0G3/TBM2GwOZrYdc1O3J+A+xNIJRBawNVXYObg9MDlbePbnidr6O5p9kZoQosFDcXcPrh9GJ9GIgJ+Dtdm8O1fxZlfkbqhbHYC0FpSSJFKICVIf/EwwgmkBKQfwnR4WzChN+YnCMQkxCQySQiR/LSYfOb+e1i9AyEi1XcZn25Q6cNKHEs/QyyMezeltrhUAEH2xGjB+DTGpnB9xn3l3yednvunxzQYOpitODuOs+NS6dtrX4ZrFK7R9vvxX5vBT/4S/+rvm70deZWHqmIjWjVo1S0eNMjkXqTEJPg5hP24PIWBM3A8L1WibHYAwZRmI5iVODKP8sFEKoFsBmkBQHEYYeagM+73eEJuD5lJIrMKQy8MFhgt4JwwWuTptU7O/Kv/VyMSvKzogWWJWG0VpwduL3yT+/prJyozWjA+HeQs/cHr7ivfTDo9H5z5XA31tFTAWpONXkQ4gMBlABg6C8fpNii2kLt9e/H1Zm9KXmFMUBofyPFEg2goaKhPKaPRAu+k1OyepazZWIWZpHQ/6vBgwLNjDCEmIUQgRJCIsImjsRDsbnBOcE5YnZXeWwG7PwbYLbI0UfB836N437PPgXPC5SxcflZESkBakCZYckKOJ+TCDjZh4qA3SlFFS17bojwCs+DnpPaQv/m36LVVKGJI3bnzjKM+nXXKBUlylMBqsw6fo845SGOxAgtW18E1/x+eGC0puyvp9NR3AIu69HKrN2L4HIbPIRZCKIC3/x46I5we2F37MfcQmMX1GXBO1Qa5rZfCIbMboUoSo6Oj4/bt2ysr18q+2tcn9VhSdQaF8zRO1+qS7v5b+uW3dfffMkR/tKE35/pPPT557kA21b36ftfqUtfqUvej9wE8OXR0vXdgvXfgSa80wV7VL7+9NVvsySE7e2m9dyDXd6Ljae7A2qPObOrA2qMD2UeF/zuzqQPZ1IbO9LTnEICn+kPyBICnPYfkCbbw0uU/6T2a6z+13jvA3ih7snZgPXsgs9q1ttq1vnYgs9qdWe1azx5YW+1az3YC6Dn0pKvnqaF3vUv/1ND7pKvnaU/verf+aU/venfPUxW+c4V09986+M7fGcNXAYiu849P/lLuyKkGrevJ2oG11S72RWVWu9dWuzLJrvQDfZd+w9yfMx3J9R3LmPtzmvp+iGbV/cTYsf7k4PIdcyxsifA9j1cfn/ylzLGPxZ7Rle1uXwtn14fv9ay8Z3gQNq5nD/QdW3vm5ON+l9jQNarAGL7ae+PPAKyefUF0nVdnpUNDQ4UPq16XK2QadnqyXqoHDZubm4uLr5Z9VY5eq86gOYkIwn78/A0cPCylEFguoeS+tnxUvpWHgBBB/G3oDFLOnP2XJ+SHNWyevPwoL01sbkqlLQoKXFhmIlf4P4NUAlkR6YfIZaAzQGfIl3TI0zoDOjqkhwD08kTd77YL+07wTMA7uduChtJdkxWRE5HNICcil0FWRFZEeqsSSVF6Ri7u4RyUS6i/dhi0pS4nxh3nOX4eYT/4uY23r4rcQOlof4oWUu4M3Ihdk0pI9R7i7+D4GSn90HoVhEN+XJ+BEMHYVON6ia2q6JJflDZgiYQmBg0aKp5QldUJ62TtPwurs7GVJMounzUTKCxwGfBIMURBq1RGX62Egl1fWTAhX2vjYWRFANJDNpFjExkAUqgBQGeEXp4wbr0kxxkGoOB3fnA90pWS/nRipPNR5EA63rGRXfvQRPqfzKwd9QHIRoGoNH9OBIDNrZXKz6DgmayIx4+P/KwjHyIURkIs1tEboeuB2Qq7GyYOekMLnsVI29o6R/GLr5piofxof3Z30ulJ2VzN3r5tzFap5CIrIsIjHsbCZfQewZFB2N1Sm3NNi7+N7/8hQn6MSSMsakfjLv+1URQ0VE0YaDejsJ+wkn65TamYRJSXOiSQYogzsJ6QUiZyJYwdsKhit0cyCy82N5Fbky7kLOY4kEturCY7EpHO9WTnagRi0pCL9GQjPWuRnty9TPfxjM6Z0TmTOmcKvkyXM2fuTfU8jzR094B70vbIWFyCTegOSs+Yua2XtmbTG/HBB6ljJw4WhgiE7EvyaH+GRNQcD3GhwNDVbyMwJ7Uzd3i0cwbWG+H2SiNZxEIQoggFEA/nO+DXXAaC9f/2k7/CuS/jDyLN3poW0K6Zhn3AaJFanDIshmAFGWG/VMCRSRbHEDuUwigiJvVRXs9WISbz/1mlTsNW6waHE0YLOJ+8UgNgqNenLvD0jmjf5/lvomnqX6ozVkfG6mDDX4109iPkx+wkxKQUPbh8jeibpGasg2o2VhfrgD/CY3Feeqn5I/iwVvqsMOLijKa+usoKqzpWLqdoBAoa9gsWQxQpagwS9iNxFw/vAchHEqwpY1FmIlFSo0KISO9yeHDoiDQhv711jjdCWkul0ITlHVkvNYFZfPtXcfLTcPuU5BpVxjqtYQGE3Jvq4jzSD6Wec7kBqclSw1OGYjLfMsK7h0LqpiqNDwqfaWj0QEHDvma0wFhc3QEobVm6lZl4eA+Hj0v/5cyEe3JP+QlCSEPJvdQA4OdweyGfa5SPZfnewOrUZbrw7OEmHs5mK9xWqQgjK0KIIiVAiCLCFw/i038Cxt76hRGJCK7PYGEWnomWa0ipHYpaT6i2NRrUDpXAt3lwF8+caPZGKNJ2u6al0N7RCjlruHWrkI2F9Om4VJ4o9z3DcocawAbxSUSRFnD/NjIpYO993LFmEWE/xqYwOqkkAVNYVTyVQO8RHBvey8faBY1fdinTQLZrkYiBEKJISVOs91k8lygofwz7IUSwdFNKS7AiyG7DrhuQi8n8/0wSXXrYntvt9hYNBIiCPu5YV7lyB/ysLZXpMPTGfMtw1n7K9DRizvAHU7x+he9+9C46uh4/N/n4X8wByC0BS9JisdUya/2J1CevHChgq3k2i056j+z2c+xbFDQQQkj7YcFEUYpejiQSd9HRgaVk4Wgv27p1N/Sio2Nb/7bsJQAGCwAYLchlkLqfr/8k/98l1tSrbJVJuUMaRHldgu/8gO9+l+9Z4de7LGmDJ6HzrByYFJ/2PjB8Rh8DYsD2FlgoaKvF2mbLgQK1xtoJBQ2EEEIA7BBJFJHDCBTEB/L/0pnlfEZgNp/PYF3LHD4O6wkpjaGwzub2+lh6IaJP3MX7P8XAGTg8OO2BYwIOT5fR0gNoqmnnvkFBAyGEEMV21ctt2brYLIZgfcwsvCalMR7ek3IYrNomq7l5+Dgyq/kGXHIbLvmPNRXRRm2MNkFBAyGEEBWxNIPcT52M5TBY1y+JCDJJhH4g9fQvtyOlNlzNRkEDIYQQDWAJBs30LUHKOtDsDSCEEEJIa6CggRBCCCGKUNBACCGEEEWoTgMhhBDSSkoHrFLyUl1Q0EAIIYS0jMJ+pov6nK7wUr1Q8QQhhBCyH6gwaEX1TIOc6yCEEEJIO6PiCUIIIUSjiu7bleQS2FuaVqfh/fe1O0anClZWHvb1HW72VpAyaNdoGe0dzaJdo2V2ey1RQqFGj6xNdRoIIYSQ/aDREQOoeIIQQghpIZubm6XtKuVwoTBR0YgAYndBw9Gj5StFFhVhHD3aUfmZsjOULq3sk6WbVDh/0Voqv7fsPGWf2W0ZTYVVK1lj6XoVbudOK90L5Tu99NWye2enfb3b30zpSyrvu50+cuk2VH6m7HLqooZ9t5evTh17PLhq2B2N20GE1KY0GmDPaKL1RJHNF4uf6Xi1zGxlL3g7qXB5qHwKq7CWCsFEhXnKvqvo+aoqxzFK1lj0cZS8S8nnrdmfvli8tN94tcw+Vb7SnT6y8t+MrDBiUHnfoVqcp3xPNe46dOPGnxY9c/bsb5TOpuYm7cUeD67adkfZWxFC2lMT6jTIx+pOM5Q9W1V+S+m7lJzyKs+zU5xRdbG7UjWaqW0JGiHvtT3GMVV/MwoXspe3K7H3X13TFe4ybP/S5OmjRzsKp8u+dPo0V2HmosVWfriXz1Lze8vSbPaFENU0qk6DHMLX5XRfVuMOYLa1hQuXP4imThmF21n4JTdrI8tmucve65fd1Bp+MzvlnwofNnTflf0gpb+f0q1SshxtKk3tlJ1QOHPlh2jYF1L4hSspwiCEMGpXhKw5b1zz6lDtyC+ap2y6u+rbZbV9osJtUL7esmdb5UuouwpZk6JN2tXmKfzNyGd/5UHqHvfdTrnxwv2y01YVBXxll6MFRZEce7Lq91b4YRV+yTstfO/KxtZlc2ClwaUWDitCNKWBQcNOp3jVCgWVHOSl8+zlylGbCjfila+Re1yvBu3xN6P+vqttLa1++dnVxjd3p+z9ACeEFFK1ToMcyMt/ZS8GOz1Z2+3pHudptLInNfl2p+mbt0dFSYKal1D1N4Nm1FArXaPCZ3ZVcqGysj/I3UZySr6HyjPU5Tup7auuy/mHkP1q15mGsm0l9qjoSlBaPIydU6AVjuTSZVY+iRRdk8pmKZWcO3YqJd1p+Tt99goLVPJMHZVtK1Gq6gepu8LfgPr7rub9ovBXVxdl20qUUr4BhRn+Ci+VTihZWun8pQVbezm4mn4oEdLqqvQe1dGh6fi6EemHIqzLVbrP0CCFu4b2XVPQ165Z1I20lrFupFXobqFm1TMNdrsKm1Ej1jGWwu+3tj2xtpY8epTT8i5sW2trSbv9cOXfgMYPv/1H7o3u9u3bWj51tDN24DR7K0iravmxJ5RfEmq+eNBVR+Mq7CDadyrb3NLsDSGENETLBw2EEEIIUQcFDYQQQghRhIIGQgghRKM6tuz0qsrbQ0NjE0IIIVpUWJW7tFq3+hEDKNNACCGEtKKm1Diu3k/D7du3VdsaQgghpN0MDQ0VPiybXSjbgFz9VuXVg4Y2bz11586dwcHBZm8FKYN2jZbR3tEs2jUat1OgoJGggYonCCGEEKIIBQ2EEEIIUYRaTxBCCCFaxLrJl6fZRHOrDVDQQAghhGhUaXxQ+Iz60QMVTxBCCCFEEQoaCCGEEKIIBQ2EEEIIUYTqNBDSIsQkgn8DvRFiEmISmYL/+YkVGPsAwGgBAINFmpYf5jKwPQerEwMeWJ1N+yyEkNZEQQMhmheYBT+Hm3+N4Qs40AmjBQYLjBZwTikgMBT8F5MAkEkCkIIJNsH+d+lxPwR+DkIEmaQUOgx44PCAc1IYQQipjIIGQrQq5MfCLPg5uHzwTGByVkoYVKZkHkZMIsojykOIgJ/DEg8AAx4MnMHzvwq3r+YNJ4TsVxQ0EKIxUV5KLRgtGJ3EhelGJQCMFrh924KDRARCBHcWMD+Nb/NSsOKZ2EUgQgjZ1yhoIEQbHtzFP7wGfg5iEt5JvDQHhwfA4uKruFdm9pGRF+u/DVYnrE64ffjl34GYBD8Hfg6XpzDggWcCbh/bJEJI26KggZCmWVx8FQAXCnDhgCERFdzepGcsbXc3JCDYLaMF3kl4JwGAn0PIj1cmAEi5Byq8IKQtUdBASKOwmKCUFBOE/E7/rCXCp2yu5eFzSWeNN/FV1lIXLFC4NIMoD34O87+Pb9+UCi9cPqo+SUj7oKCB7DdqXET3sBZDIor5aQRmYbSIDlds5ELObK3jhu2dmMTGOgBkM8iJAJDLAEBWBODJGTxZ97TpZOTgA7/J7z/051NPTM61oYk1u+/ph3wAdEa2kK6sCL2xSZ+BENIYFDSQVlJ0qV5clCY0kc+v6MCa2HeP58IBXUrAR3+dVVlY3iHyUEcqgZQg/aUF6WH6Ibp7pIu9zgi9QZoAtp40QGfEwzXnQ/MkzJM5OyyrflPU339rynAl8sHBibtdvphhYjVtu/EEuQx0BuktegN0Rpi5rWkD9Adh4mDmKLYgpGVQ0EA0RDtJgjpuiSXCWyI8F15IHj/DiiFUDnEWF19dz+oyAicKnJiw5tKmXMqcS5tNh2HmYLbCxMHmgmtUuqjv/hLuA3zANBIRR9jv4OcQnspwLoPLC7cva/XkepwsaZHLIJVANoOUgKyItIBsBmkBgBQ9SH9W6AzSBCFEUyhoIKQxtqosiNyA4PK+9/GLT3vUu6Fez+piIQhRCEuIhj6fS5sNXMLICWZ7TG9O6cwpvTld/9jF6oRVqju54v9zQyqMwKw+7NcbLGa3DwMeuH3wlKm6kRW3ZTtiYaQE5ESkH+LwAKwOmDhYHeAGKIwg6lHnHqblUNBAVNIuR2DIL7VU5JyidUDNKgupmC0Vs4sClxG4jZx++Tg4B2wudNr8RqugzjbI1o59HINflB4kIgj7EfZjYRZCRIoeBs7A/RnWA4TeCL0RVkfxQtafIPkBhCiEKEIBCNHiMIL9J4SohoIGQurAkIhaIjwXDsDigGdCtSoLsRBiN0ZScVs6bjfZYmZb3OoOG7hEYSIhvVg9YmhsSFeQgYCYRNiPKI83/wR/8r/hzK9U6D+qqxtWx7awgOUkhChSQj6MMB0G55CKNqQJSkgQ0hgUNBBSu86syIUDXCjQmcsknZ7b51869bmvN3qlLKMQ+wHi78B2EjDDPrJo4K526XONXnUdGC1SlABI/UeF/fn+ozwTlRtwls1JpBIQlqT/ER4pAbmMVEmCc8B8GGYrOAdVtySkDihoIPXRLqUPWwyJKBcOHLn1huAajXovpe3uhq5OTHDJiDMVs6U/kDIKI+PShXBRbkPScor6j+LncH0mH1Uo7n3SbC1OLRQmJGJhCG9I1S1ZrQgq2iBov1NWvSgKGury5dIeIvtEYBaB2aF4UHB5g1/4RkOrLER4RPy+VMzWqcuZ7TH72RsG7iHLKNjdI41bbxPI6QdWKWR2EmISZ34Fn3ihhr6rd0pIsPalrIZESsDDJZgOb9WydEhFG5SQIJrS0dHBJjY3N5W/1Dj1yTRQQLDv0S5mqQV851/D5cO5qVsbyw1aUTZlCl5DLIx7N2E7CYM10X86qGLVvaQAABOPSURBVH5NxiLq/QDkMbRY75OzkwDgmcDo5B67nixNSABIJZCIIi0gHkbwuhRGyAEE56BsBGmmjo4OOSAonK78UkNR8QQhlXRmRVMsdOTWdV1KEFxefJWXLl31ruSYij2bih1NRpwbOZ1zGG4vfJOs9OFWfVfUMhweODwYn5ZyD9/0gXPCMwHvZB1H3SyNJFjdiEQUEV4KIw4flWpFyBUtKRtB2lb1oOHOnTs1vKRwhsJ5VlaulZ2hr++cPF11nr3PUDqPXGS8l4XUZUuauJCd7P03sKsfiQoL0d1/S7f81sB739enBIMQ7cplxMMDgtsruL0A1h49xaNKy9nVlmRTplTMnow403F7tynV54w4vAGzPd7Xd+4p8P4Hdfg49dpUJTM08MD50Km+j/ymMXz14Nt/Z/zr303ZXEmnh+2RXSxE+ZYcQof9mtUOK3ACEBNcLm2Ox7jbQW5DtKUf6HsOPTH35zp67hg4QW9OGTihsBaq9o/x0l3TrC1p1loqqMuBs1tDQ0N1X2aDVA8aBgcHgaoZSCUpyjosZKcqX4ODg/WagRZSdiH12H11/pHcuXNn+xbufiFiEkIEQgRRHlEewitYuomBM3B44PwkHB4MeGB1mgEz4Nz1WnacJxZChEcsjLQw6PTA44PdBbOVAzigtKaC5r75nTT85zr4z/FP//ni4qtcKGCJ8M43X3vwC598Yuzd0BtyZuugyQWjBZwTRkt9TxRGq2C0ChZnBFvFMalEt7DU/RafSsftQtiUEaybmzBaE0ZOMHDC8U8OsmxEax3jGllIXdai2m++XorKHVRbbw2oeILsX2ISdxawnkUigkxSChHEJDJJCBFkVmHohfkIbM/B4ZGq6+++zp1Cjx7g3k3EwoiHwQ3A5ob3Ihrc5EJthfUbdg7p6oAlfjqz4uFQoCuX0aUEcyyMu29BiCCTRGb1tOnwhs7Igol1XU+GO5Y1cxmubtUTWKGGsJEvOVp7ZHqSNosCl47b/bNS3YhO83kjJxitgs6UanqtFELqosWChqq1rtqnXh7ZUZRHyI+wHzf/Gic/BWMfu/sE54TbB4NFvh9t9IakElKUEAsBgN2dr6lA9m5Db3zw4Xy2ufDYD/v/XWc205kT9SmhS1w1x8NcOGEUlnB5mmWPbFkhY3VkTVymThUdew6lew6lzfY4gJERF4BEFDd/HBYTXCLkygjcelavN6eMVsHAJWIm6oGKtKoWCxrUUfWGaZ+FJvvk47DqcmE/xCTcPngnMTmrQmRQJCtKUUIsjLQAmwt2F06PUSV8QMVfWs5shRkA0kUb8NxFRHkIkc7F73ChgC4lGB8uZU2H03Z3yuZK2V113AarA5blCCvUALC+pss85LIpc0bgFuchLAEAN4AN/WjZihH7VV1u/PbJKUuBzc3N0naVrK1E2ZdUQEEDaWVsUAMWK7ARDSZnG1fEsJM1ER+UBAq+SQoUtMdoYe05lwouz/qVeO/SzywR3rFwGf/9Mlw+uH2dWXGjrhmhrp6c2R43g6UihrHVbwS/kErH7ctBLpc2H9BljVsBRKK/JZtptM/lXDWlAYH8jJqxgqztggbVftN08DQKG7wg5D8a/D7ScalTINWTCqxhHgsUHi7BdnJ/VlNQn/oHTrbPttxnWx4+B2Ck/6MI+RGYHX77atbEpeyutN29OvCLm13ddV8vqxgRT2+rGLH20CompIoRaQE6AzrN51kYYeQEnSnV1dO0bET7ntP4Ofz8Dfwf/7HZ26EJuw8agv8f7r8jTcunaXnCYAEgVTpjNc7k/4UPM6s48ytw+eDwSB25EFIZq6YQ8uOdN3Hy03D7hHNfs/u+WP2N9SPXUWDdAdlc4BwUKGhR7Zc3Vhn23BS/+KopFjLHwv3Ba0NXvy0eHmDVKhGLgXOyOjF1z0awihFbzTRcAFIJ/PjNMAsjloPD2ZS5S59lxRmm7C76nlJSR7V9Y4IK+DlcmwGAL/znZm+KVtSUaRAi0sRSUpoQCyc2YeyD0bKtxpn8kP3f3MQ7b0qF0H/0JgbOsJQgq6O0x4/UKijnUZ1cpTHsB+dkXTHit/3sxbUGtJYukhUhRJGIIh6GEAUAuxvcANVRaKa6/J6VLCRtd6ft7jjGO9af9CQ/0KeFzqzIAQj7WXscDzsTck4YLOCOw/0ZuHz1PYOZrRj7/PnCZ1IJnbBkZr9Jqe+pAWx0UjONegv5cX0GQgRjU9LwKAQAUKXvSYWdU2ZF5EQAyGakiVxGejKbAYCcKD3DprPitrI6TvQfyvLWjP9QlgfwSO9Z6fWlDB6x36czQGcEAL0BOqP0Lvakrgf6gwAaW+zX0JZjpLwoj8As+DkAcPvg8pUdOrkRu4ZFCUJU6hOQnZH7T+DIIOtKob5r28/a5cCRu/pIxhH5EUJ+YOtHW+8AYics75WISj/dqmOFt8uuqVmUx/w0ojzGp5sSLqjZJ3QNdh003PiviNwEtuKAXAZgV3EDAOiM0BnQAekCX+GSz2KLUp2rEd2S/8D7PzHE39QJNzO9Zx4d9omHPKs6T7LLkw87MtIGAMhlpA3QGbevqEcqNTRx0BtqPOPTAaYeMSnFCkIE3kmcvQTbcxVmr8uuefQAD9/Pn3BzGXAD0tADNO7AXrTvgcM6CmNFaYCUQHX71Kyfy8IIecTwlID0QxwekMKIDf3y0HP91OazjCiP6zMI+TE2hXNTzdqK/RY0PHqA3BqwFQegwTf6CPkR5bHEI+RHJpk//LYXZMhZjcKURlZEWpDGtcuJUgBu5qAzSgePiYPeWBxqFGnfc5+a2LDIC69h9Ev50Q6rqW3XyCMLsCgByMcHbNxkUhd04ABbrXvkAMLhAeeUqk2o0lOIjI0VziKJu2+lOnJmFkmwUyK7szLLf214FKzG8Ve/A34OY1MYn27utuy3oKGZWLV5OZDv1EFnzFebMBTUn2CljN169NoKFyCPjZsT8xNyqMEyFiwtIWdKHmdXnrX3FSZOKkQYZHfYMIaB2doGIlJ4WZKjhHgIwhJ0BooS1EBBQ7EHd/H+TdZLBKI8lm7i8HEpgJCDCVUU7hr5lCiHFKXBBEvTsqhiH573WHZh4TVc+H2MTanfs0spbV12S7RU0FAkGcd6Vuo4VtzqJLiwt2BxBY7npTtXZYWLqcS2dEVOxAexlYP6vsIqGixpIReI6AzQG/MR+r49tOrrh3+GhdcgRKRYoabT5U6XJVYvIRaGEEUsBL2RooQmoKChOjmAYBNLN3H0w7CekFpnWJ1yM436rlbJrnn0AOmHxbdYaQG5jBRPsDRtYeK29W6lArMIzEqFodoIFxhNX3ZbO2hQguW9+TkMeHYVPcgqXJkKsxRFATsAnaEgjDgM7hgFE4CYxPUZBGbh8MA7qbAYYidFN0xSlFDQa4LVgWdd6Gnz77xJKGioBYseEhGpciX7A6Togf2xzMQernB72TXsvJcSkEogl9kWVcj129h5T8rabuVoNRRVyGchzolzUzudhdi9R0qQyjE3N/G//iuVNlDjl939HjTIdhs9sOM2k0yEblgdH8oXebDij2ryh5YgHWDCktRVC7vrZbWa26ieHWsQ8ca3MPoljE3tPRObFRH8cUy/bo+F81UT7C4pViBNR0FD3cgNNBIRJO5i6SaWeBgs+aKNXbZUb9yuYTUncvL/BHJr+SdZEbDpcL6Q13wYuoP5At/CouGGkEsiyp2FWD0nOUrIZWDipPQk5wA3IDXWU4HGL7ttEzTICqOHz/xLdHbmj0l5IrOKw8dZYjDZZbHokB8mkfVMZejNdzvRrcfgqDRGYjVy+TprIsWGwpOT5+w3ut+w5s5hP8amMDq5l0Zo7KhmfSs9XMKhZ9eOnephHSdQoYPWUNDQWIkIlvh8Ba/CGOKIG90G6d6m3B1Oc3dNYRHwowRyBcXBhbEFS1Swwt/S+mTs4S5yt/zc+t/OdKxEUicnH5ycWlu3sNSIvDFy6xItlGNq/LLbfkGDjJ/DG/8JPWYpiyAPhLi9ELH8AVbYweWTDH72ffBzMFqkHgV208dlaRvrwwMF4a1DGwm92rAiw0wSo5O1tV+SCx2EKOLv5L8Zlk6gy5KW0d5RVWEMEX8b61lkkgCQWQUg3eQA7D4nkxENnL24w73Sh01VWr2s6CG76ucy6O7B1rBN25ieRqxZvx1+B/5mBafuHZx8v2+SxRmFxSV7aZDfIBq/7LZx0KDMLs59rC0APyeNsqi46WChooI0Vtufxb/cALhjrZCKiPK4vYDv/2HlIsOy5OCJ9cPI6jDaXeXjJ7osaRntHa1g3fWy/5kkxGQsHrNbjNV7+jf0ApBiCCAfdrCHPb042LftySbFHGsi8jFDJnngXX/Hu/4D7/o7MsmOX/DB5Vt/9kzX4POqbc/eafyyS0FDFbWc+xIRKXpY4qXcQ7kODRWSe2hJRCEsSX0Uygk0rWTmWWfPcqbU9Wl4X1CScSmMEoraQz5zAgd7K72XLktaRntHs5TuGjnayBSHHfnnC18tjTk2N8snAWSb28ccAIqDD0MvjH3S8ygIXLC95KVwYBo2qpG6vWnVl8YvuxQ0VLGnc5+YlKKHm3+9q26LKiu80LIcnVxVx2xVpUTjyRpWP5B63Iry0ghSbOyxinWy5I7qVj7A6gfbShxqKIuhy5KW0d7RLJV2jTwgUdXZKgQfYjIfrADbpuWSl81NWE/UUDSsWRq/7FLQUEV9DrAna3jzT/IdJO+tPmAR1tqT5fNZGw1gWx6intkIMYn5abzxLRh6pUFKWVC/81ax9iNFXeL3HkGfba/xDV2WtIz2jmbtq13Dwohm18CoL41fdmsa5ZLsVncPzk3h3JTU8vBljxQX12M0FDa+RuHozHKnEXIfR3LdYMuz6OyGXBtoFzWQExFcn8Eb31r/1G9lfvOt7KHn0gKyInJRZMP5zipYZSU2IBlrrs0NwO7epw1DCCHNtb/ChZZAQYO6HB5cmsGlGWlkpstTGJ2suUvEnbAwoggrGliJY2Md8XC+QjLr5Y11cMlqFMsDlgLIiTi4ETmZnjm18a0gfiukv5v+R6fultT8iXXhotvqGM41Kj3fbaQulQghpFE6tiqLlM1JNDRXQUFDk3gn4Z1EIoKFWbwyAe443J+poZ8W5awOWB1w7hCcyK2Y5FHLdUYcSEZMizO6hW+tf+q38Lm7w1bncCO2jBBCiGKFMUFpfNBRufLpnlHQ0FRWJ8anMT6Nn/wVlm4iMJvvp4XVGNhbf7HKsR5U8vmJrcIIXPh9/PFKF+UACSGkFWxubjY0bqheEfL27duNWz0p1bW61PPeP+jvv61bfssQ/XH2mV/IHTmVOfaxXP+p3JFTjV57t/Cu5R/+9OA7f7d69oXVsy887TnU6DUSQkibGxoaKnyovIFC2ZKIhhZPUOuJKppf0zjKI+THEo/3foL3f4qBM1IpRh3zEPIqQn6IKzj3ZU2N+baT5u8asjPaO5pFu0bjii67RWkDlkhoYtBAxROax4IDho2OwTqLZZ1HFfY57/wYdAZFF3u501kWK7Ch81w+jE3h2V9Ad09DPxAhhBCFtHbfTkFDSzFaYPRsa2rBxtJlLTm/8yI2cvnxtIAyXa1tPsXN/4pMUqozMT6tWrUJQgghrY6ChhbHcgxFHU0WdqNW1NUanuKludbtYJUQQtpcYVXHyuUUjUBBw36kgUHqCCGENEhpfFD4TEOjhwONWzQhhBBC9hMKGgghhBCiCAUNhBBCCFGEggZCCCGEKEJBAyGEEEIUoaCBEEIIIYpQ0EAIIYQQRShoIIQQQogiFDQQQgghRBEKGgghhBCiCAUNhBBCCFGEggZCCCGEKEJBAyGEEEIUoaCBEEIIIYpQ0EAIIYQQRShoIIQQQogiFDQQQgghRBEKGgghhBCiSFezN4AQQgghu9DR0cEmNjc3lb9UFxQ0EEIIIS2jo6NDDggKpyu/VC9UPEEIIYTsBw3KLhSqnmmQcx2EEEIIaWdVggYVwhaNa1CGh+wd7Roto72jWbRrWkvRfbuSfcfeQnUaCCGEkPay22t/o4NCqtNQBYXkmkW7Rsto72gW7Zp9TIU0EuWpCCGEkFZS2q6ShQs1lGXsetUUNBBCCCFECarTUD5kK3oG5dI+VJ+o0WrbNY3u24QwtHc0q+Zz2k5PEiJr96ChtCuMsp1jlLY7pZaojVbbrlGhbxMC2jsaVvM5bacnCSnU7hUhFZ62Smej812j1bZraL+og/aOZtV8TqMwjijR7pkGQojKGtqInBDSUBQ0AHQW07Dadg3tUHXU9j3L6XHaQY2z211Du4MoREEDHS3aVduuoR2qDvqeNavmA2cvbydtot3rNNDhoVkUMWjZHi9LpHFq2zWbW0ApOlIRZRq2ncjYYUOtwjSitl1T9K7GbV6bq2Hv0MGlDjqnkcah2zJCCCGEKNLuxROEEEIIUYiCBkIIIYQoQkEDIYQQQhShoIEQQgghilDQQAghhBBFKGgghBBCiCIUNBBCCCFEEQoaCCGEEKIIBQ2EEEIIUYSCBkIIIYQoQkEDIYQQQhShoIEQQgghilDQQAghhBBFKGgghBBCiCIUNBBCCCFEEQoaCCGEEKIIBQ2EEEIIUYSCBkIIIYQoQkEDIYQQQhShoIEQQgghilDQQAghhBBFKGgghBBCiCIUNBBCCCFEEQoaCCGEEKIIBQ2EEEIIUYSCBkIIIYQo8j8BjJH4udRUHn0AAAAASUVORK5CYII=


   
תגובהציטוט
(@etomer)
משתמש מוערך
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הודעות: 499
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אבי שלום
אשמח לשמוע את דעתך על הדולר / שקל שלנו
כאשר יש בגרף 6 שנים משולש
ובגרף 10 שנים עוד קו יורד

מה התחזית לטווח הקרוב
האם אנו לפני תיקון

או המשך העליה התלולה לקו האדום

תודה מראש
אייל


   
תגובהציטוט
(@אבי1)
מומחה קהילה
הצטרף: לפני חודש 1
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על פי הספר פריצה או שבירה של משולש לרוב תתרחש בכיוון המגמה, ומכיוון שבטווח זמן המדובר - טווח ארוך - הכניסה למשולש היתה במגמת ירידה, הפריצה או יותר נכון השבירה אמורה להיות לפחות על פי הספר בכיון מטה.

דבר נוסף על פי ספרור(י) גלי אליוט, המשולש הנ"ל הוא גל רביעי (גל מתקן), אם כן לא נותר לנו אלא להמתין ולקבל את גל 5, שכידוע גל 5 הוא בכיון המגמה, דהיינו מטה (ושוב מדובר בטווח שאתה מדבר - טווח ארוך).

צריך רק לקחת בחשבון, שאם משום איזה סיבה שלא תהיה הפריצה תתרחש בכיוון מעלה, לא ללכת עם הראש בקיר ולשים סטופים בהתאם, בפרט שאם הפריצה תהיה פריצה אמיתית אנו בהחלט יכולים לקבל שינוי מגמה בטווח הארוך, ויכול להווצר מצב שמחיר הכניסה לא תחזור כל כך מהר (אם בכלל), והתוצאה היא שסוחבים עסקה מופסדת לטווח זמן ארוך ביותר, וכמו"כ לסכום רציני ביותר בסביבות ה-11,000 (אחד עשרה אלף) פיפסים (כגודל בסיס המשולש), ומייחלים ומתפללים לראות לפחות את מחיר הכניסה שוב, וכמו שהכלכלן הבריטי ג"ון מיינרד קיינס אמר: "the market can remain irrational longer than you can remain solvent"


   
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(@אלה)
משתמש מוערך
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בוקר טוב,
נראה שהדולר בשיא,
האם 4 זו נקודת התנגדות?


   
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(@אבי121)
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בוקר טוב ....
אם אפשר עדכון ....
לפי הנראה היה פה פריצת שווא מה שאומר שהולכים לתחתית המשולש?


   
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(@אבי1)
מומחה קהילה
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כך זה נראה כרגע
האם זה יקרה ? ימים יגידו


   
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(@golzvi)
משתמש מוערך
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לדעתי 3.73-3.74 תמיכה חזקה ויחזור ל 3.85-3.86 בהצלחה


   
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(@אבי1)
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פורסם ע"י: @golzvi

לדעתי 3.73-3.74 תמיכה חזקה ויחזור ל 3.85-3.86 בהצלחה


ברזולוצית הגרף המדובר (גרף חודשי - 8 שנה) אני בספק רב אם המהלך הזה ייראה בכלל על הגרף


   
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(@sharon209)
משתמש ותיק
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היי,
אז כמו שאמרת חזרנו לרמת 3.86 :thumbs-up: ואפילו מעבר.
השאלה אם כאן תבוא ההתנגדות?..


   
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