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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.

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בעיה טכנית - מפת פוזיציות בנגזרים

 
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 ronenamos
(@ronenamos)
משתמש מנוסה
הצטרף: לפני חודש 1
הודעות: 57
בעיה טכנית - מפת פוזיציות בנגזרים   כותב הנושא 5.10.20 19:11  

שלום,

האם יש בעיה טכנית במפת פוזיציות בנגזרים ? או שהיא לא מעודכנת ?

תודה

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OHEdh58T41d6nGV5WQ9Bqz9JhsDkKUsuljZeRoWY9CK32Ri3Hr38H6mC9muPV51mZ0sMpAoLSKTBeJkCAAAECBAgQIECAAAECBAgQIECgPwKC0v60tS0lQIAAAQIECBAgQIAAAQIECBAgQGCKgKB0CoyXCRAgQIAAAQIECBAgQIAAAQIECBDoj4CgtD9tbUsJECBAgAABAgQIECBAgAABAgQIEJgiICidAuNlAgQIECBAgAABAgQIECBAgAABAgT6IyAo7U9b21ICBAgQIECAAAECBAgQIECAAAECBKYICEqnwHiZAAECBAgQIECAAAECBAgQIECAAIH+CAhK+9PWtpQAAQIECBAgQIAAAQIECBAgQIAAgSkCgtIpMF4mQIAAAQIECBAgQIAAAQIECBAgQKA/AoLS/rS1LSVAgAABAgQIECBAgAABAgQIECBAYIqAoHQKjJcJECBAgAABAgQIECBAgAABAgQILF3gkSviuXf/UBx996/HsUda1mY0PMfJ27vj+ZbRqi8d/+yvTx93B/Mbzbs57QeuiOOjgfUHz19Rru/g/rn99eHLeCYoXYa6ZRIgQIAAAQIECBAgQIAAAQIECBDYVODWYUiaYWJLUNoMJougdJOwdP+7hyFpy3g7mV+5DbX5DsLP9uC2uk3V8X4onvvsoXJuS7kXlC6F3UIJECBAgAABAgQIECBAgAABAgQIzBCYCB4ng9Jxr8xhL9JK0NkeOjZDynrv0+3Pr1z/Q3HsA8PQ84pbBy9OWZe23qyj5c7ogVouaZ73gtJ56po3AQIECBAgQIAAAQIECBAgQIAAgW0KjMPEao/LZlA6Dj3HoWhLYFlZ9iiQbO15uv35jWZdDUUrH6EfLW8UgI7Xb7zOo7ks/YGgdOlNYAUIECBAgAABAgQIECBAgAABAgQIjAVGQWn2zhz1LG0GpePxR49G4/5QTHzn52jYu+PYrO8oHc0sKstumV91vClB6Wg7yu9NrY03DmbzI/oT61ud/4IeC0oXBG0xBAgQIECAAAECBAgQIECAAAECBLYikAHjKDgcBZyzg9JR780MHSe+63McSuZ8JwLMlpWaPb/GBLUAdDxsPI/hulfGG3x/abXH7PLDUkHpuO08IkCAAAECBAgQIECAAAECBAgQINAtgS0FpeOPtLf9gNIosBx+f+jmQens+U0CjYPYo+XH7GuhaFtQWn4/amVZ5bSTC1jIK4LShTBbCAECBAgQIECAAAECBAgQIECAAIEdCGwpKC3n2xI6jqYvg8mt9SgdzLFlfuWimvej5dR7iQ6C28mgtNbrdTTt7F6zzUXu9XNB6V6Lmh8BAgQIECBAgAABAgQIECBAgACBvRLYbojYGH/Um3T0A06TQWYttGyud2N+zcG156NxcxnvjudHz4chbaWXaW2Zo/EEpTVPTwgQIECAAAECBAgQIECAAAECBAgQGApMCxGroWPll+abP/605aB0i/PbTruMPuI/+kh95SP6w68BKOY3bRu3s7A9GFeP0j1ANAsCBAgQIECAAAECBAgQIECAAAECcxGYGiJWQsdRELm1j8qPAszy1+iLFd/6/Ebh62i5lWlHAej4tWrv0dG07y57j25tnedi25ipoLQB4ikBAgQIECBAgAABAgQIECBAgACBzghMDUojxr1HWz5OX+1l2tiY9qB06/MbhZ2joLT6vaeNdamMM1iNcYA6+P7S8fjPzVjnxibM5amgdC6sZkqAAAECBAgQIECAAAECBAgQIEBgDwRmBaU5+8pH5tt+8b5tDaYGpVucX1tQmpOO5zsMP0e9S5trUelFWnx3atm7tDneYp8LShfrbWkECBAgQIAAAQIECBAgQIAAAQIECHRQQFDawUaxSgQIECBAgAABAgQIECBAgAABAgQILFZAULpYb0sjQIAAAQIECBAgQIAAAQIECBAgQKCDAoLSDjaKVSJAgAABAgQIECBAgAABAgQIECBAYLECgtLFelsaAQIECBAgQIAAAQIECBAgQIAAAQIdFBCUdrBRrBIBAgQIECBAgAABAgQIECBAgAABAosVEJQu1tvSCBAgQIAAAQIECBAgQIAAAQIECBDooICgtIONYpUIECBAgAABAgQIECBAgAABAgQIEFisgKB0sd6WRoAAAQIECBAgQIAAAQIECBAgQIBABwUEpR1sFKtEgAABAgQIECBAgAABAgQIECBAgMBiBQSli/W2NAIECBAgQIAAAQIECBAgQIAAAQIEOiggKO1go1glAgQIECBAgAABAgQIECBAgAABAgQWKyAoXay3pREgQIAAAQIECBAgQIAAAQIECBAg0EEBQWkHG8UqESBAgAABAgQIECBAgAABAgQIECCwWAFB6WK9LY0AAQIECBAgQIAAAQIECBAgQIAAgQ4KCEo72ChWiQABAgQIECBAgAABAgQIECBAgACBxQoIShfrbWkECBAgQIAAAQIECBAgQIAAAQIECHRQQFDawUaxSgQIECBAgAABAgQIECBAgAABAgQILFZAULpYb0sjQIAAAQIECBAgQIAAAQIECBAgQKCDAoLSDjaKVSJAgAABAgQIECBAgAABAgQIECBAYLECgtLFelsaAQIECBAgQIAAAQIECBAgQIAAAQIdFBCUdrBRrBIBAgQIECBAgAABAgQIECBAgAABAosVEJQu1tvSCBAgQIAAAQIECBAgQIAAAQIECBDooICgtIONYpUIECBAgAABAgQIECBAgAABAgQIEFisgKB0sd6WRoAAAQIECBAgQIAAAQIECBAgQIBABwUEpR1sFKtEgAABAgQIECBAgAABAgQIECBAgMBiBQSli/W2NAIECBAgQIAAAQIECBAgQIAAAQIEOiggKO1go1glAgQIECBAgAABAgQIECBAgAABAgQWKyAoXay3pREgQIAAAQIECBAgQIAAAQIECBAg0EEBQWkHG8UqESBAgAABAgQIECBAgAABAgQIECCwWAFB6WK9LY0AAQIE5iRw9kk/ETu9zWmVzLYjAt+6+3tip7eObILVmJPA2y76+djpbU6rZLYdEfin//HHYqe3jmyC1ZiTwKFDh2L//v3xpS99acu3r33ta3H48OE5rZHZEiBAgMBeCghK91LTvAgQIEBgaQI7DUlzOn/rLbDTkDSn87feAjsNSXM6f+stsNOQNKfzt94CGZL+6I/+aPytv/W3tnzL8e++++71hrF1BAgQWBMBQemaNKTNIECAQN8FBKV9r4Dp2y8onW7T9yGC0r5XwPTt73JQevDiV8XGxmlxy/TVN2SOAg8++GD8yq/8SmxsbGz5luPndP4IECBAoPsCgtLut5E1JECAAIEtCAhKt4DU01EEpT1t+C1stqB0C0g9HUVQ2tOG38JmP/fcc/HhD384fvAHfzC+67u+a2ZYmsP/zt/5O8X4OZ0/AgQIEOi+gKC0+21kDQkQIEBgCwKC0i0g9XQUQWlPG34Lmy0o3QJST0cRlPa04be42QcPHozXvva18Tf+xt+YGZT+9b/+1+OUU06JHN8fAQIECKyGgKB0NdrJWhIgQIDAJgLzD0oPxkWvbnzM7tUXRf3SZzjOWxofiPzcabULqVddXJnq/oviVfnxvca8Nv1oZWOeg48Aviouur8K1Vyflm3IZdfWd8o4xUcMV/OjnosJSm+J0zY2omzbQfuN6+W0z81ql+GwRpuW8xoMHbRL+dotbxnPu3ytuoTq4+a6DGql2ZbNWhlsT/OjpfVlrX6tLCYo3YplRHOfrz+vzmPcdtU6aG/XaiWUj6vzmlFHRT1WjimN+mw95rSOM1hGvXbKdenu/SKC0vZ9c+A165gxdbrh+0hZF/V5DNp91A7V9p3Rbhsbwxqojh8RW1rGRPNOOWbU3oMm94WcTbG80ftk83g1Zb7F+9Zw/cv32uK1Yd2P5jexopu+cPTo0fjQhz4Uf+/v/b3a+3vzmPkjP/IjcfHFF0eOv72/RnvFVvbbxjgT21efZ7WO6rVSXdNZtnn+cNXkuVHVONu2sC+PJdV1LF+rLs9jAgQILF9AULr8NrAGBAgQILAHAvMPSidXcnChOA4tIpoXb+UFX/ViYHiRUL0wHF7AjS5gYzjdxEVOZR0aF63FkOHF7viCp7k+zec51fC15rKG6zSeV3lhXN3eyvp0+OEygtIax0T7TrbD4IJ1dp0U47z6orgoQ9KyvWoXoLWljp4M5l1vt8nlNdepfkE9mFlL7eaAFa6VRQal1f07ytCjchxotlP1+cGLTxv+J8ignerzGjX1MLyq1tF42PjRFtu2eYxpPs8ZThxzBkuph1rjGpm23uN1686jRQSlg61t7nttri3jNKia5pPvT4N2Hx3T29pzNM+W5bWMv+kyRvOb9WB4XCmPaTnqtGWNxmlZv7ZFVOczcawczmOH3/V6/PjxeOyxx+Jf/+t/HX/tr/21+Et/6S/VAtN8/lf/6l+NV7/61cV4Of72/pr7afN5zm1oVzmOVJcxrX2a+2H1WFOdfurjqmvbSBPDB9avuviiyf9QHLVp24y8RoAAgeUICEqX426pBAgQILDHAssISsuQcXzR0bx4a7uwab8IbAZXzYveCa6JC5HBGMV0o4um5vo0nw/nOnEBOQ42RhfVxahTtmdi5br1wtKD0uSotVezHaa41qbJmQwvisseXgXzYF7jGpy0b78Ibk63nXWqh65tQWm5rrPWa3JNF//K8oLSsibGls12aj4vdWYfG5rtWE5VvZ9Vb+P1qddsub6TIWz9mDNYTts6Ttue6pp16fFSg9JNe1BOSk22w/B4Ub4fNP9DY+L4Up1nSx21jr/JMqqznPW4+R7UXNfSo9yW8j/4Rs+nzLy6zs1lFJM01n/KbGa9/IEPfCD+9t/+2/FX/spfqQWl+fwHfuAH4txzz501+Yxhzf20+Xw4abGNlf22NsdmO06ZR6tNbUb1J1XX+pDBs7bhxWuV/+TLMbe73LZleY0AAQJzEBCUzgHVLAkQIEBg8QLLCUo3+Tjg1IuA5sXK4Hnxkb2id0VzeItn24XIRE/U5kVS83k538HyaqFose4bUXttqxen5Ww7ct+JoHQYcg6Cw0Y7bLlOmvU2AJ4MSOrw0wKq+nSNdaqtb2V+beu6wrWy1KC0Ydlsp+bzshXaQshyWN5vNnxqiN1Yn60GpcV6NnqFta7DlGNWdd279HjZQWm9/Zv7Z1Nqcvhg+vHH+Ovzmx58D+Y8Ob+Jeijfb4Yfs873iollNFdz6vPme9Dke+Ds41X7jGvr03qc2sr+0j7v8tUHHnggXv7ylxe9Sqsfu89epj/5kz8ZOXxnf02D5vPhXJv7bWNhNYOZx/Xm+31jRtWnm+3LrcPb1n/wWv08o7ogjwkQILAcAUHpctwtlQABAgT2WKCTQWnrxUJueP2CobgAzO+3fMtpg+8rzQvPRvAwwTVl3sVF0Wja5sVu83k515aLldaLymnTl/Pp5n3ng9Ipbdmsk8kezAPv1lCq0hT1C+XxgNnBQ71GR1O1XZSvcK0ISkctO9m7q1mXzefDSevHnMGLrTU5ZfrKGnTqYbeC0tk0g328EnQN98mNjdPitMr3GW89kNrCsX5Hy5g23+bxpjle8/mkx0TNletX6XVaOqXLLcNZtNXv5Nynv5K/ZH/llVfG3/ybfzP+8l/+y0Wv0rz/nu/5nvjoRz+6g+8mnbasptFwvGI7J3t6l3MZbHO5vbPmUamfcuJp95vty23DW9dzyvpMW67XCRAgsCABQemCoC2GAAECBOYr0MmgtPXCIB2qFweDx+UPKg0uaqZf9IwU2y5Eyh4+gtIRUz7ofFC6pToZ100z7JgICGpbP72Xl6A0ostB6aAHXxlwjBt1s/bebHj9+DOe78THYJvHmObz4aRtQVPrOkyZvrIGnXq4MkFpcfwY/5BcItbfR+rvMVtD3jyY3Nkyps23+p44WMN6DQ2mm/VVHm3jVwPRadtdn27aWNNfP3HiRBw5ciR+4id+YtSrNL+b9B/8g39QvJ7D9+Zv0qiY79T3j8FSB+1UHkdmzWPOQWmx/0rvB1MAACAASURBVJfrUYpMWZ9ysHsCBAgsSUBQuiR4iyVAgACBvRXoZFBaC0Qr21sLDAYXCuPwa3ghOQo7K9NVH9bmMR5QDy2aF6XN5+V0zXUovzuseeE0bfpyPt2870RQWmuvpuOUi8XaNNM/KrvZhX79QnncRsV0o95WW1yntovyYVAzruFcRnN+4+V26VGng9I26y24blYPgtKtVeCqBKVt+3f9faA8djSP57McNt9/d7aMafOdPAbWtqt1X6ivf63uW49J9fEHzyaX2zbWZq9lr9LLL788vv/7v7/oUfq93/u98aEPfSjy9b37m7KuM22a3rPmsY36aL43NTeyZXitfUbjT1mf0XAPCBAgsBwBQely3C2VAAECBPZYoJtBabNnT2704MKg7EHa+kM4w4u8Wb1n2r4vLudev3htXiQ1n5eNMFinWtDVeqE5bfpyPt28X3pQOtGek46DUKDak7hRJ2XbVj4yWmq3X4CWQ8sabPbkGX43n6B0x71Kx8KbPZoSBjQCjlowVMxyWCfV/zRpCSCaS9+sHspj0MTxpbE+E8eYKcuuH3MGa9O6DlOmb65/V56vSlDaZj31tZbjR7v35DGqOd7OljFtvi37yKheJo+FzXXJ57X1adZyjpCvjY53xRTFL7Bv+jU3bQtrvJa/aP/ggw8Wv3Cf31P6ile8Ig4cOBDb/6X7xoxrT1uMcnjbtg6nK0xqbT5rHvMMSrfR7rVt9oQAAQLLERCULsfdUgkQIEBgjwW6GpQWm1lc8A1+VCMvomoBxehisA4yCE1mXLg05ln9EYnxhV/z4qT5vFzm4OKpCEqLi67hulYDmmLUadOX8+nm/TKC0rL9ynaphdDTegU22rRWJ2UQMLzQb85/3OaTbTAx7vDHV4p1GwUHzbaddUE9DHTXoFY63aN02JSDsKM8flTD9GGbVduz9rg6brUuBm1b1mb9vjJN89jUfD6cZVFfw2NFdV3rNV/2aqzMv7pKHXw8/6C02n6TLoP9dvI/OJpUtYCwGNjcl8sphu0+cVwvh1fvp82jHGfa8M2WMXu62jGvcjysvV6uQuO+5jClVqv1mXW/lfk2FtP6ND9ef/To0bjwwgvjh3/4h+NP//RP45lnnom9+9h9LnYLx+TyP2LL48BEW9fn0fSY2Gdbt3YL+/KE/2C5g/kPa6Bcxz1sh2mr63UCBAhsV0BQul0x4xMgQIBAJwWWFZR2EsNK1QSWEZTWVsCTzgosJijt7OZbsRkC8w9KZyy8z4NGAenmIXGVqRaUVgcs6PFLL70Ujz32WHz1q18t7vO5PwIECBBYTQFB6Wq2m7UmQIAAAQIEOiVQ76nTqVWzMgQIEFhzgWUHpWvOa/MIECDQKwFBaa+a28YSIECAAAEC8xEQlM7H1VwJECCwuYCgdHMjYxAgQIDA1gQEpVtzMhYBAgQIECBAgAABAgQIECBAgAABAmssIChd48a1aQQIECBAgAABAgQIECBAgAABAgQIbE1AULo1J2MRIECAAAECBAgQIECAAAECBAgQILDGAoLSNW5cm0aAAAECBAgQIECAAAECBAgQIECAwNYEBKVbczIWAQIECBAgQIAAAQIECBAgQIAAAQJrLCAoXWLjvvTSS+HGQA2oATWgBtSAGlADakANqAE1oAbUgBpQA2pADcyvBrYa/wlKtyq1i/EU+vwKnS1bNaAG1IAaUANqQA2oATWgBtSAGlADakANqIGd1EAz7hOUNkX26PlmjXPixIlwY6AG1IAaUANqQA2oATWgBtSAGlADakANqAE1oAbmXwObZXUZCQpK9ygYLWfTht5W7C+++GK4MVADakANqAE1oAbUgBpQA2pADagBNaAG1IAaUAPzr4G2fK6Z4wlKy4RzD+6buNUGaBb88ePHw42BGlADakANqAE1oAbUgBpQA2pADagBNaAG1IAamH8NNLO5am5XZnqC0jkGpGUDZLG/8MILxe3555+P8nbs2LFwY6AG1IAaUANqQA2oATWgBtSAGlADakANqAE1oAbmVwNlFpf3ZUaXeV2Z3ZWhqaB0l0FpmTjnfYmayOX/BCR+NkIW+3PPPRdHjx6NZ599trg988wzUb09/fTT4cZADagBNaAG1IAaUANqQA2oATWgBtSAGlADakAN7LwGqnlbPi6zuMzlMp/LnK4MTcsML/M8QekugtJZIWkGpNVwNBslC/ypp56KI0eOxJNPPhlPPPFEcXv88cdj2u3w4cPhxkANqAE1oAbUgBpQA2pADagBNaAG1IAaUANqQA1M1sC0TC1fL7O3zOEyj8tcLvO5zOmqoWnmeBmYCkr3ICit9iQte5CWvUcTPhshGyQb6LHHHotHH300Dh06FI888kg8/PDDxe3gwYPRdnvooYfCjYEaUANqQA2oATWgBtSAGlADakANqAE1oAbUgBqYrIG2PC1fKzO3zN8yh8s8LnO5zOcyp8u8rhqYZg9TQekOg9KyN+m0kLQMSDO5zkbIBslGevDBB+P++++PAwcOxH333Rf33ntv3HPPPXH33XePbt/+9rfDjYEaUANqQA2oATWgBtSAGlADakANqAE1oAbUgBrYeg1U87XM2zJ3y/wtc7jM4zKXy3wuc7rM6zK3KwPT7PQoKN1BUFqGpOX3kuZ3GJQ9SbPbboakmUxnd+hMrbMRvvOd7xSB6Le+9a34xje+EV//+tdj//79ceedd8Ydd9wRt99+e9x2221uDNSAGlADakANqAE1oAbUgBpQA2pADagBNaAG1MAuaiBztszbMnfL/C1zuMzjMpfLADVzuszrMrfL/C5zvMzzBKW7CEqzN2n5w03ZPTeT5zIkfeyxx4ouvplWZwPcdddd8bWvfa0o8ltvvTW++MUvxuc///m45ZZb4uabb46bbropbrzxxrjhhhvcGKgBNaAG1IAaUANqQA2oATWgBtSAGlADakANqIEd1EDma5mzZd6WuVvmb5nDZR6XnRQzn8ucLvO6zO3yI/qZ42VYKijdZlDa7E2aX/SavUmbIWl2481uvZlUZwN89atfjS984QtFGHr99dfHddddF9dee218/OMfj6uvvjquuuqquPLKK+OjH/1o7XbFFVeEGwM1oAbUgBpQA2pADagBNaAG1IAaUANqQA2oATUwWQPNLC3ztczZMm/L3C3zt8zhMo/LEDXzuczpMq/L3C7zu8zxMiwVlO4wKK32Js1ft8+P3Od3GmR33UyiE/mb3/xm0c03U+tsiGyUj33sY/GRj3wkLr300rjkkkviwgsvjAsuuCDOP//8eP/73x/nnXde7XbuueeGGwM1oAbUgBpQA2pADagBNaAG1IAaUANqQA2oATUwWQPNLC3ztczZMm/L3C3zt8zhMo/LXC7zuczpMq/Lj+dnfpc5XuZ5gtJdBqXV3qT5BbD53QbZbTcT6cTOlPozn/lMXHPNNXH55ZfHxRdfXASi55xzTuzbty/e9a53xZlnnhlnnHFGnH766fGOd7yjuL397W8PNwZqQA2oATWgBtSAGlADakANqAE1oAbUgBpQA2pg8xooM7XM1zJny7wtc7fM3zKHywA1c7nM5zKny7wuc7vM7zLHyzxPULqNoLT82H35S/f5sfv8btKyN2l20c0vgs3vOMjuu5lMJ/qpp57qxkANqAE1oAbUgBpQA2pADagBNaAG1IAaUANqQA10qAYyt8v8LnO8zPMEpTsMSstfus+P3Zc/4HTo0KHiV7PyC2Hzuw6yG28m1BmUnn3ST7gxUANbrIFv3f094bbeBm+76OfDrRsG//Q//li4MdhpDdiPu7Efawft0KUacA633udw2nfz9nXtL/tQA6tdA4LSXQal+SNOTz/9dDz++OPFF7+WvUmz625+50F25xWUrvZO4iC3+PZzArb5CdiqG3Xpgq7v67LTgMx0wtWsgb7vP7ZfQKkGJmtg1c9RrP/6n4fOu41dPy7++pE5872sAUHpLoLSto/d53ca3HbbbUVv0vyC2PzuA0GpnXYvd9o+zGveJy/mv/wTYBeWkxeWyzIReAo8d1MDy6pby+3OMURbaItmDTjPWv55ljZYbhv04XrNNso41rkGBKW7DEqfffbZOHLkSDz66KPFl75+4xvfiFtvvTWuv/764te08otiBaUOIut8EJnHtjm5W+7J3SL8mxdVni/vQns3IZlphaz23eXtu+zZd7UGFnEeYRnrf664ym08j+sj85QpqIHF1YCgdJtBaf6QU34/aflDThmUPvnkk5HfT3rgwIH4+te/XnwJbH7s/tJLLy1+VUtQuriCdvBYD+tVPjGy7ls7ce/qxV0f10vYKezcTQ30cZ+xzQJKNTC7BpwLbe1ciNP6OrkmXY9rUu3Y33YUlG4xKK3+4n0ZlJY/5PTEE0/EI488Evfdd1/s378/Pv/5z8e1114bl1xySezbt0+P0i3+gI8DUX8PRM22d+K4vieOZdu6yJx9kblIn92EZKYVsi6yVi2rO8cNbaEtZtVA+V7vfv3P57Rxexs3r208d52rBlarBgSlexSUPvzww3HvvffGnXfeGbfcckt8/OMfjwsvvDDe9a53CUoFpX7tfps14KSr/aRrnVxmXWAZttgLcGGnsHM3NWB/Xez+ypv3KtTAOp2v2Jb1PyedRxsLxVYrFNNe2qtZA4LSPQhK8xfvMyjNX7y/44474uabb46rr746LrjggjjzzDMFpdsMyZpF6nn/DlzzOGExz26d6K7ChV5f1nE3IZlphax92U9sp4BSDWy9BpxzdeucS3ssvj1cv/bv+lWbr1ebC0r3KCg9ePBg3H333XH77bfHTTfdFFdddVWcf/75ccYZZwhKBaV6lG6zBpzQLf6EbtHmLji3fsE5bythp7BzNzUw7/o0/+4cK7SFtthqDSz6nMLy1v+8cdXaWGi2XqGZ9uxfewpKdxmUPv3005E9Ssug9Lbbbosbb7wxrrzyyshfvD/99NMFpdsMyRyI+ncgarb5qp0MWd/tn6Bv9WLLePO/MN9NSGZaIat9dP77KGPGq1YDzou2f17EbL3Mmtc2nru+VQOrVQOC0jkEpTfccEN89KMfjfPOOy/e8Y53CEoFpXqUbrMGnCyu18liW3uu2kXfOq+vsFPYuZsaWOd9w7YJKNXAzmqg7X3fa+t/bqeNx20sFFutUEx7aa9mDQhK9zAo/fa3vx3Zo1RQakdr7mieb68mnGiNT7TW1cLF584uPufhtpuQzLRC1nnUpHl25/igLbTFTmpgXc9dbNf6n5/uVRu79tvetR8vXl2rAUHpnIPSt7/97XqUbrM3Ydd2Euuz+AP3Xp2kmE93T2h3cuFlmvlcsAs7hZ27qQH75Xz2S65cV7kGnH919/xL2yymbVw/Lv76kTnzvawBQamg1MfCBbmdqwEncYs5iVum8ypfAK7buu8mJDOtkHXd9gfbI6BUA7uvgWWeX1j2+p9DrkIb72VgY14CQDWw+BoQlO5BUHr48OF46KGHovrR+yuuuCLOPffc0KN08UXtQLL65qtwAmQdd3ci7kJ09xeie2Uo7BR27qYG9qoOzac7xwRtoS12WwPOkXZ3jsRv9f1cj67+9ag27HcbCkoFpZ3rTeig1O+DUra/E8TVP0HcrA13exFm+r27kN9NSGZaIat9ce/2RZYs16UGNjsHMHz9z/P63sauZ13PqoHVrgFB6R4EpY8//ngcPHiw1qO0/NV7PUpXewdxgFtO+/X95KoP278uF4PrsB3CTmHnbmpgHfYB2yCgVAN7WwN9OI+xjcLeWTXgGnI515Dcue9VDQhKBaV6lPqO0s7VwKwTD8PW48TUReneXpTuxnM3IZlphay7qT3Tduc4oC20xV7WgHO19ThX0447b8e9CmvMR/CnBpZTA4LSOQel73jHO/zqvSCyc0Fk1w+4Tsx2fmK2KnZ7eUFmXru7wBd2Cjt3UwP2v93tf/z4rWMNrMq5iPVc//PNZbVx16+1rN9ywjfuq+MuKN3DoPTuu++O2267LW644YYoP3ovKF2dncGBqztttayTGstd3AnzOl4Yruo27SYkM62QdVXr3noLKNXA/GrA+dTizqdYd9PadWV3riu1hbbYSQ0ISucQlN54441x5ZVXxvvf//44/fTT9SjVo1SP0m3WgJO+bp707WW7uECd3wXqdm2FncLO3dTAduvN+N3Z97WFtphXDezl+YJ5rf854Tq28U6CGdMI9NRAd2pAULrLoPSZZ56J8secskfp7bffHjfddFNcddVVcf7558cZZ5whKN1mSOYA0Z0DxLLaYh1PmGxT/UR/Xhdn5rv9C//dhGSmFbLa57a/zzFjtu414Jynfs7Do38ey7qGslzX0Wpgb2pAULpHQenDDz8c99xzT9xxxx1x8803x9VXXx0XXHBBnHnmmYJSQakepdusASeU639Cue4Xiau0fcJOYeduamCVat26CijVwGJqwHnc+p/HaePZbSys2puwiiPHZdWAoHQPgtInnngiMii99957484774xbbrklPv7xj8eFF14Y73rXuwSl2wzJlrUzWG53DsROvmaffK2Dj4vVxVysbsV5NyGZaYWsW6kx43Rnf9cW2mIRNbAO5ym2Yf3PRefZxq4ru3NdqS20xU5qQFC6R0HpI488Evfdd1/s378/Pv/5z8e1114bl1xySezbt09QKijVo3SbNTDPExfz7saJ7yIu1Cxja4GAsFPYuZsasJ9tbT/jxKlPNeBcqxvnWtphee2wk2DGNAI9NdCdGhCUbjEozdFeeumlOHHiRLz44otx/PjxeP755+PZZ5+NJ598Mg4dOhQHDhyIr3/96/HFL34xrrvuurj00kvjnHPOEZRuMyRzgOjOAWJZbeHEbnkndouy79MFY9e3dTchmWmFrF2vb+snoFQDi6+BRZ1LWM76ny+uahsv6xrKcl1Hq4G9qQFB6TaD0mpYWgalR44ciUcffTTuv//++MY3vhG33nprXH/99fGRj3yk+OX7U089VY9CYaka2EYNrOpJkfXe+gm7C9fFX7hOMxd2Cjt3UwPT6srr3dnHtYW2WHQNOB/a+vkQq/W0ElbtTVjFkeOyakBQusug9OjRo/HUU0/FY489Fg8++GB861vfittuuy1uvPHG+NjHPhYXX3yxHqXbCMiWtSNYbrcOwk4a1/Oksdqui75os7zpQcFuQjLTClntW9P3LTZs+loD1fd7j9f/nE4bT7axa8tuXVtqD+2x3RoQlO4iKH3hhRfiueeei6effjoef/zxOHjwYPHL91/72tfiC1/4QvHx+8svv1xQKijVm3SbNeCEa/KEa91M+nrx2MXtFnYKO3dTA12saeskoFQDy62BdTtnsT3rf16612283VDG+II8NdCtGhCU7jIoPXbsWDzzzDOj7yn9zne+E3fddVd89atfLXqVXnPNNYLSbYZkDhLdOkgsoz32+mTF/Lp3gusidrkXsVX/3YRkphWyVmvJ4+7s19pCWyyzBpx3de+8S5sstk2Wcf1kma6h1cDe1YCgdIdBaf6oU/mDTs2P399zzz2RvUrzR50+85nPFEFpfk+pGwM1oAbUgBpQA2pADagBNaAG1IAaUANqQA2oATXQjRrI3C7zu8zxMs8TlG4jKM1R88ecqj/oVH78PnuVPvHEE/HII48UP+qU31V6xx13FB/BT/TsWZofw8/vLH3/+98f55xzTuzbty/e9a53xZlnnhlnnHFGnH766fGOd7yjuL397W8PNwZqQA2oATWgBtSAGlADakANqAE1oAbUgBpQA2pg8xooM7XM1zJny7wtc7fM3zKHyzwuc7nM5zKny7wuvzoz87vM8f77tRcJSreZk04EpdmrND9+X/YqPXz4cDz88MNx4MCB+OY3v1lgZzKdP+503XXXFT/w9JGPfCQuvfTSuOSSS+LCCy+MCy64IM4///yiwc4777yo3s4999xwY6AG1IAaUAODGnhnnPy/b8SPnfzOxnvDf41XbmzERnF7ZfzXxnvHO0/+seGwH4uTT69azp5O3VWtPD73914ZGxuz6muyNse1NzlsVF/FfLN+J+c9GqdR015Xj2pADagBNaAG1IAaUANlDVRztHycgWjmbJm3Ze6W+VvmcJnH5Q+vZz6XOV3mdRmSZn73x+//g8ivFtOjdJtJadmjtOxVmkFptVfpk08+GY899ljxw04ZlmYind138ztLM6XOhrj++uuLRrn22mvj4x//eFx99dVx1VVXxZVXXhkf/ehHa7crrrgi3BioATWgBtTAFVe8LX5pGIb++G+/v/Le8P54/U/8UryteL/Ixxux8ROvj/eX7x9v+6Xx83NfHz++UR23+rgxXTm9+4p1f+vw/b/948OwvayZocXbfilG9Zi1trERv/S2LQwb1tXb/m0GpI15qjk1pwbUgBpQA2pADagBNbCNGmhmaZmvZc6WeVvmbpm/ZTiaeVzmcpnPZU6XeV3mdh+65oNFSCoo3WZIWo5ehqX5PaUvvvji6LtKn3vuudEPO2VYmj1L77///uI7DvIHnrIBbrvttrj11luL1Przn/983HLLLXHzzTfHTTfdVDTWDTfcEG4MVqIGzv612Phnb44rWmr2ijefFBu/enajlq+IN/+zssdb3v9anN0ybW57Mf2Uea+EzZTtWq11H7TXr53dtj+eHb+2cVK8+bL6sKLdRr0aJ4ePtz+n34j2edfnOZ7G66XF2b+6ESe9+Yrx/nXZ2XF2tS0ue3OcNGqfyXbM6Qv7mdPxLr3dV2qhqK36sfvss+vH+qyv8vg/a1i6OtZXbNfifcP2rNTxYsp5XLEPj97L6/v7DTdsdi43eH8ffLphfCxYKRf74vj8Ys0ttnK9UjvfKjzqNT4xPPer0f4z61zY8dJxQQ3MuwYyDM2cLfO2zN0yf8veo5nHZS6X+VzmdPmdpJnb/cYf/3IRlH7ks3+mR2kZfm7nvgxKy16lGZZmr9Lnn3+++Ah+fl9p9izNj+Hnd5Y++OCD8Z3vfKdogEyqv/GNb8TXv/712L9/f9x5551FN9/bb7+9aKxsMDcGna+BC04ZnAT88z+KTzVq9lN/9FODYf/pglotX/CfNmKjMn4xXuX5aJs/8UfxU3mC0TassazRNF6vWe/e5VPxR/98EGqfckFzf7wgTilOAH8q/ugTlWFFTVReK56fEhe0tE1RCxsbMTnvyvxaptv9dq3H/NPvp/7oUzPaPNuobIvq48H2F/teY/8c2E6Oy3w9ambP2rE4Prfv1+UyptfXbVEfNqi3U/7T8D1jVLPMS0v3amFuNTDlPG6zc7XZw4fnDqP3l8Hz2e9X2nhubew8asZ50vD9KM9nR/Watdis4Xyfqp6vNmu6Mbx4jyzPv26L22acC2t3+74aWEwNZM6WH6vP3C3zt8zhMo/LXC4D0szpMq/L3O6nX/uPiqD02WPPCkq3E5BWxy3D0uxVWvYsLcPSsmfpU089VfzA02OPPRaHDh0qPo6fjZBpdX4s/7777ot77723aKC77747ytu3v/3tcGPQzRq4NF5fhGQvj9f/1stj42feGZ8r6/Wmd8bLi2Gvj9f/1kZs/Nal4zouhr083nnTZu36uXjnz7TMu1yG+7HpnCw+d+bLB0H3b72+aOvXf3jcZpdmu25sxMt/6/Xx8o16exbTVevh21kr9XGKmv7w62OjZd7drPfxtndp/bIdXn7m56bXQu5vZVsU+97r49JKvRRtVd0/y2HV6crX3E937qNNSz01942sz+pxozq8NiyPBT/z+njnhwe1XBxfyrrto61ttq8tpAZmnMcV79vN/bfyXl7s/y3v66P1Hsy7uv9Pfb8ZTdPN99nqccvjNWujoo7zfHZr1yvFe1N5zpTvWxvTz6lq4xY1ntc1zX1qzTzty967OloDZbaW9xmIZu6W+VvmcJnHZS538ODBIqfLvC5/mD0/cp+3/PMdpdX0c5uPNwtL8weesndpBqbZw/Txxx8vvr/00UcfLRokU+v8eH7espHabg899FC4MehODVwV+95zW1GTt73nZ2PjX+6L28oavXVf7Ltq0FZX/c5GbPzOVaPanRi3nKZxn+P97Htui62O3x2X9anR296zL64q2uWq+N2NjfjdYZum9VXvGbb3rfviZzd+NvbdWtnuq343NqqvFc9/dzivcrycZ742OW9tWRptfp/7V+4n08yu+p1K2xRtVW+HYv+q7J/lfGrTNfbNchz3m7fPWhu11FNte3N4S20V4zSGTdRhMe9K7arBqft4zZwTp23VwIzzuLb5VPbLzc/Nbot9/7J6/jd4Puv9Si33/D2lrebm/dqM65XJeqyfr7buA6Pz3fZ6b14TTS5DDTBRA3tVA215Wr5WZm6Zv2UHxszjMhzNfC5zuszrMrcTlG4zEJ02ehmUlh/BL3uWlj/wdOzYscjepWVg+vTTTxeNcOTIkaJBMrXOWzbQtFt+fN+NQRdr4C/O+bnY+L/eG3/RUqPXvnEjNt547ah2i3HfeG0U90Wv042Waa+N39v4vbj28OHBeFPm3UWL9VynbI+N+L1PtOx/d743fm7j5+K9dzaGFa8Pep221Ua2/8+d8xdx+PCMebfU03r6Nuy2sd25fw0cW+bxid9rtFla19uq3B9rrhPTtcx7G+tYm7fpRsfClXcp9vHBcXpyW/4i3vvG9veEw4cnh03W4WStTi5DXTJRA3tVA8U+uMm5VvV8rtxni/up53KHo5hmOLz1HMJ7wvq8J6x4W1bru75f/UW89/8ans+2XM/Uxh29Lw6madZ8ud/UpllxN9vifairNTAtU8vXy+wtg9HM4zIczXwuA9LM6zK3E5ROSz538PqssLQMTPO7S6uh6bPPPht5y0ap3rKh3BisSg18+7yfj41XnhvfbqnbT79pIzbe9OlRPRfjbmzEz5/37dFrxTiV6fP5m/980P6z5r0qPqu/np+ON2+M26S2Pd84N35+4+fj3G+M99dBG785Pl3Wun8W1QAAIABJREFUw5+/OTaq4+Q0o/aeMe9yevejfaVm//TTkftKdV8aDU/jyn43eP3bce4rq+3YfP50PN063bhtR/PXJlPbpDdGxb5f2c8rNfHpN9WPCVWT1mF5jBgdE7Le8rjQPu/qvDy2b6qBvamBzc61ivO0yj65+bnc4L19/P40eL+png9qu71pO45741jU+MR5U33e1f2keNwcf/S+2HJ+9fTT0TpN5b1TW9a9efDY6xqo5m35uMziynA0c7rM6/JrNAWlOwhEZ01SDUubvUvzh57KwLT8DtNsiDI8zYZxY7CKNXDgA/8qNn7h/DjQUsOfffNGbLz5s6PaLsatPC+29+7z419t/Ks4/+5jceyGUyfHnzLvVbRazXX+bJy6sRGn3tCyf1bbrmj/A3H+L2zEv/rAgVGb5zaP6yCHD9u6GH/GvFvqaTX9Wtz2aNvStWl97Nhn49TaPvPZOLXc53L/Kodl25WPy7ZoPi+n26P11X7zq4WF2xb7/qnx2UZt5DG+eqw48IFTB8f2Y8di+rDBcaCs5db3icZyFr69ll87pvNfo315uG+O3hsatV68f2/U9/XWfbR6PpDvNY1pjlWHN5ahntarnlaxPcfnqTPaolLDxT5QO2caXsMUdb/ZufCMZdg3vNeogYXVQJnFleFoZnSZ12VuJyidlXruYti0wLT8SH7il7dsDDcGq1wD93/wlbHxixfE/S21fOOpG7Fx6o3jGr/pLZPj3ntBvHLjlXHBvcejGL/8GFft/i1xY8v8V9ltddb9xnjLxka85aaW/bTSdoPtuT8u+MWNeOUH7x+3+fFhu2YdFOMPP8JUa9/JaVbHp8Vl7rU6cM4f1Cpu5T42xbfadsX+WkxX2ae2MJ32WEY7d3SZeRwva2947M76aD1+D98bZg0raqtag1PeT9RgR+th7sc72z3v2m8/jxu+z7Ttj5ucyx0vjhGV95iskWIfH5zrzXt7zN8+s90aaL1e2ZhRwy01XuxHw/OxifkdH+xP1fOx7a6j8dW1Gtj7GigzufK+/IF2QekuwtDNJm2GpdUepmUDtAWnZSO5H4fJLLpt8cCFGZR+MB6o/AdA2WY3FUHpTaP/GHjxxQfigxmkXfjA6LVinCnTz5p3uQz3866PmwZB6c0ty7nvg0XI/cH7xsOKNtt4S9xU1sPNGaq8MqrjjNtsxrzL6d2P9pWx29jbayzUgBpQA2pgNzXQdq4169xs83O5wXv7+FxvcO63cWr1fFCb7abNTLu39bP59UqzhpvXM43z2eb5cXEuXDk3dm7r3FYNdKIGqrlc+ThzO0HpZmnnHgxvC0yrr5UN4v5EMFhNgwcvyqD0wnjwxOT63/QHG7HxBzc12vbBuPAXK70Kp0yb9TBr3upl0ns+JjfFH25sxB/e3LK8AxcWQemFB+rDinYb9TibMm1RLzPm3VJP89m++rpbBg81oAbUgBroUw1MnGsV7+2V87TW9/PNzuUG7++j3uczzvX6ZG1bu3lsab9eadTwxPVMffgrL3qwfr1z8x/WPn3RPFdWC92sBe3Sr3ap5nLVx4LSPQhCtzOLKr7HLwUDBmpADagBNaAG1IAaUANqQA2oATWgBtSAGlADy66BzPcEpdtJOec47rKLwfIdkNSAGlADakANqAE1oAbUgBpQA2pADagBNaAG1r0GZsV7gtJZOoYRIECAAAECBAgQIECAAAECBAgQINALAUFpL5rZRhIgQIAAAQIECBAgQIAAAQIECBAgMEtAUDpLxzACBAgQIECAAAECBAgQIECAAAECBHohICjtRTPbSAIECBAgQIAAAQIECBAgQIAAAQIEZgkISmfpGEaAAAECBAgQIECAAAECBAgQIECAQC8Efvq1/2fxy/fPHns2NnqxxTaSAAECBAgQIECAAAECBAgQIECAAAECDYH/552/VgSlH/nsnwlKGzaeEiBAgAABAgQIECBAgAABAgQIECDQE4HrvnhNEZTmR/D1KO1Jo9tMAgQIECBAgAABAgQIECBAgAABAgQmBfZ9+J1FWCoonbTxCgECBAgQIECAAAECBAgQIECAAAECPRLInqWC0h41uE0lQIAAAQIECBAgQIAAAQIECBAgQKBdQFDa7uJVAgQIECBAgAABAgQIECBAgAABAgR6JCAo7VFj21QCBAgQIECAAAECBAgQIECAAAECBNoFBKXtLl4lQIAAAQIECBAgQIAAAQIECBAgQKBHAoLSHjW2TSVAgAABAgQIECBAgAABAgQIECBAoF1AUNru4lUCBAgQIECAAAECBAgQIECAAAECBHokICjtUWPbVAIECBAgQIAAAQIECBAgQIAAAQIE2gUEpe0uXiVAgAABAgQIECBAgAABAgQIECBAoEcCgtIeNbZNJUCAAAECBAgQIECAAAECBAgQIECgXUBQ2u7iVQIECBAgQIAAAQIECBAgQIAAAQIEeiQgKO1RY9tUAgQIECBAgAABAgQIECBAgAABAgTaBQSl7S5eJUCAAAECBAgQIECAAAECBAgQIECgRwKC0h41tk0lQIAAAQIECBAgQIAAAQIECBAgQKBdQFDa7uJVAgQIECBAgAABAgQIECBAgAABAgR6JCAo7VFj21QCBAgQIECAAAECBAgQIECAAAECBNoFBKXtLl4lQIAAAQIECBAgQIAAAQIECBAgQKBHAoLSHjW2TSVAgAABAgQIECBAgAABAgQIECBAoF1AUNru4lUCBAgQIECAAAECBAgQIECAAAECBHokICjtUWPbVAIECBAgQIAAAQIECBAgQIAAAQIE2gUEpe0uXiVAgAABAgQIECBAgAABAgQIECBAoEcCgtIeNbZNJUCAAAECBAgQIECAAAECBAgQIECgXUBQ2u7iVQIECBAgQIAAAQIECBAgQIAAAQIEeiQgKO1RY9tUAgQIECBAgAABAgQIECBAgAABAgTaBQSl7S5eJUCAAAECBAgQIECAAAECBAgQIECgRwKC0h41tk0lQIAAAQIECBAgQIAAAQIECBAgQKBdQFDa7uJVAgQIECBAgAABAgQIECBAgAABAgR6JCAo7VFj21QCBAgQIECAAAECBAgQIECAAAECBNoFBKXtLl4lQIAAAQIECBAgQIAAAQIECBAgQKBHAoLSHjW2TSVAgAABAgQIECBAgAABAgQIECBAoF1AUNru4lUCBAgQIECAAAECBAgQIECAAAECBHokICjtUWPbVAIECBAgQIAAAQIECBAgQIAAAQIE2gUEpe0uXiVAgAABAgQIECBAgAABAgQIECBAoEcCgtIeNbZNJUCAAAECBAgQIECAAAECBAgQIECgXUBQ2u7iVQIECBAgQIAAAQIECBAgQIAAAQIEeiQgKO1RY9tUAgQIECBAgAABAgQIECBAgAABAgTaBQSl7S5eJUCAAAECBAgQIECAAAECBAgQIECgRwKC0h41tk0lQIAAAQIECBAgQIAAAQIECBAgQKBdQFDa7uJVAgQIECBAgAABAgQIECBAgAABAgR6JCAo7VFj21QCBAgQIECAAAECBAgQIECAAAECBNoFBKXtLl4lQIAAAQIECBAgQIAAAQIECBAgQKBHAoLSHjW2TSVAgAABAgQIECBAgAABAgQIECBAoF1AUNru4lUCBAgQIECAAAECBAgQIECAAAECBHokICjtUWPbVAIECBAgQIAAAQIECBAgQIAAAQIE2gUEpe0uXiVAgAABAgQIECBAgAABAgQIECBAoEcCgtIeNbZNJUCAAAECBAgQIECAAAECBAgQIECgXUBQ2u7iVQIECBAgQIAAAQIECBAgQIAAAQIEeiQgKO1RY9tUAgQIECBAgAABAgQIECBAgAABAgTaBQSl7S5eJUCAAAECBAgQIECAAAECBAgQIECgRwKC0h41tk0lQIAAAQIECBAgQIAAAQIECBAgQKBdQFDa7uJVAgQIECBAgAABAgQIECBAgAABAgR6JCAo7VFj21QCBAgQIECAAAECBAgQIECAAAECBNoFBKXtLl4lQIAAAQIECBAgQIAAAQIECBAgQKBHAoLSHjW2TSVAgAABAgQIECBAgAABAgQIECBAoF1AUNru4lUCBAgQIECAAAECBAgQIECAAAECBHokICjtUWPbVAIECBAgQIAAAQIECBAgQIAAAQIE2gUEpe0uXiVAgAABAgQIEFgxgWPHjsV1110XZ555ZrzxjW8sbvk4X8th/rojcORYxKmfjPj7Z0Z8138Z3PJxvpbD/BEgQIAAAQIEliEgKF2GumUSIECAAAECBAjsqcA3v/nNOO200+Lyyy+PAwcOxPHjx+PFF18sHudrOSzH8bd8gU/eFfGDfxjxG5dFfO5AxLHjEc8fHzz+jcsHwz5x1/LX0xoQIECAAAEC/RMQlPavzW0xAQIECBAgQGCtBB544IGi9+j+/funblcOy16mOa6/5Ql8+YFB79GP3DlYh3sfj/jAlwe3fJx/OSx7mea4/ggQIECAAAECixQQlC5S27IIECBAgAABAgT2XOCcc86Jz33uc5vON8fJcbv2d8tbNuJVFx/s2mrNZX1++pyIs4dN9QfXRWz8Tv2Wr+VfjpPj+iNAgAABAgQILFJAULpIbcsiQIAAAQIECBDYU4HsIfr2t799y/PMcbvWq7QvQWn2EP2f3zZoquxF2gxJy+c5LP9yXL1KBxb+JUCAAAECBBYjIChdjLOlECBAgAABAmstcDAuevVGbGxUbm+5ZWKLD178qso4r4qL7i9HqU9f6114/0Xxqup88/GrL4qp/Q8nxj8tamtSDB8ue7Nxi9W7JU6rLr9lu8qtWMb9zTffXHwv6VaXnd9XmtN06S+D0lrtpPfQuRg2fFyrn1oNNNqoaK9Gu3dgg999c0R+B2n+nfSe6UFpDsu//A7TnMYfAQIECBAgQGBRAoLSRUlbDgECBAgQILDGAoOg87TKp7+LgKsaZn3utNjYqIRXxfNqWFryDEPTqYHkcHh13uWkLfeDcK2y3GpQ2hh/YtwYLGsc3G62bo0ZLuBp/qL9Jz/5yS0vKcfNabr8V7RDS1BaXefJtqoOjRiEr5V2rw9eyrP8RfvfHzZV/phT2YO0eZ/D8i/HzWn8ESBAgAABAgQWJSAoXZS05RAgQIAAAQJrLDAIEKtBacSgl9/gtWbgOKDIMGscQlZ4ZoSZxVibDa/MKoZh52jdZk7b2I5muJvzLabvTgC3Dj1Ka80VEVsJSst2ba2fYobV+msuYTnPix6llw2WvaUepZfrUbqclrJUAgQIECDQXwFBaX/b3pYTIECAAAECeybQFoRWQ8cMrSZ7jxaBWGvP0M1Crvb5TducWiA7Mygd9EQsw7dqYDee92brNh5zEY/W4TtK6071Wip6hk7pXTxrWBmkjgLy+kKW8sx3lC6F3UIJECBAgACBbQgISreBZVQCBAgQIECAwFSBovdlftdk2dtyj4LS1mBzF0Hp1A0YDKiGqqsQlOZar/qv3lebpDAf1dDwI/SbBqVt4XW1/qpLWO5jv3q/XH9LJ0CAAAECBGYLCEpn+xhKgAABAgQIENihQDWoqj4ez64aSo5fLT/eXv3BpWZv1MUEpZHhb7PHa8c+ep9u2av0jW98Y+zfv7/GWH2Sw3Kcrv3ifXUd61/XMBgyvdfooKYGvX9XJyjNXqXf9V8iPnLnYPvufTwif+U+b/k4/3JYjuMX7wce/iVAgAABAgQWJyAoXZy1JREgQIAAAQK9EmiEo83v+yyeNwPQBBpMV/7q+eA7QZvjLSgoXYEfcypL6pvf/Gacdtppkb9qf+DAgXjxxRfj+PHjxeN8LYflOJ3+awmhpwWl9Z6nqxOUpv8n7orIH2z6jcsjPncg4vnjEceODx7nL93nsE/e1emWsnIECBAgQIDAmgoISte0YW0WAQIECBAgsGyBRlBa/kjPRn48P2/V8HMYjg6Hld8RWmzBdj96P/oKgHI5lfvmR7i3NO4ghBus80aMAtxl87Ys/9ixY8Uv2p955plF79HsQZqP81fuc1jn/zYJSgfh6LA9az19VysozXY4cmzwi/Z//8xB79HsQZqP81fuc5g/AgQIECBAgMAyBASly1C3TAIECBAgQKAHApNBaQ822iYSIECAAAECBAgQWFkBQenKNp0VJ0CAAAECBLotICjtdvtYOwIECBAgQIAAAQJ1AUFp3cMzAgQIECBAgMAeCQhK9wjSbAgQIECAAAECBAgsRGDjgmvvDDcGakANqAE1oAbUgBpQA2pADagBNaAG1IAaUANqQA30uQb0KF1IHm0hBAgQIECAAAECCxE48XjEC3dFPHdTxLOXRTy1L+LIGRFH/jjiydMinvz9iCd+L+KJN0Q8/p8jHj8l4vHf3MLtdRFPvDHiyT+MOHL6YL5PnxfxzMURz14ecfTaiGM3Rzx/Z8TxeyNefCzipecXsskWQoAAAQIECBAgsDcCgtK9cTQXAgQIECBAgACBRQq8dCzi2SsjnvyDiMf+XcQj/yTi4PdGPLTRrdvBH4h45MciDr0i4rFfHoSzT/63iKfeMwhZj14TcexLEcfvi3jp2UUKWhYBAgQIECBAgEBDQFDaAPGUAAECBAgQIECg4wJHPxVx8Pu7FYjuVUD78P8UcehnIg7/+qD36jOXRjz/1YgTT3W8UaweAQIECBAgQGD1BQSlq9+GtoAAAQIECBAg0C+BR/7Reoakm4Wtj/zjiMdfG/HU2YOP+ceJfrW7rSVAgAABAgQIzFlAUDpnYLMnQIAAAQIECBDYY4FH/o9+BqXNIDV71T7++oijV0fkd7P6I0CAAAECBAgQ2JWAoHRXfCYmQIAAAQIECBBYuICgtD0ofuzfRzzzZwtvDgskQIAAAQIECKyLgKB0XVrSdhAgQIAAAQIE+iIgKG0PSssep4f/Q18qwXYSIECAAAECBPZUQFC6p5xmRoAAAQIECBAgMHcBQensoPSh/2HuTWABBAgQIECAAIF1FBCULrlVX3jhhTh69Gg8/fTT8dRTT/X+lg7pkS7+CBAgQIAAAQKtAoLSTYLSjYiXnEu11o4XCRAgQIAAAQIzBASlM3DmOejEiRPxwAMPxNVXXx3vfe9746yzzur9LR0uv/zyuPPOO+PRRx+NZ599NtLJHwECBAgQIECgJiAoFZTWCsITAgQIECBAgMDeCAhK98ZxW3PJ8O/2228vgtEvfelLceTIkW1Nv64jp0N6ZGj86U9/Ou6///6ip62wdF1b3HYRIECAAIEdCghKBaU7LB2TESBAgAABAgRmCQhKZ+nMaVj2JM0wMO/9TQqUPjfddFMRlmbPUn8ECBAgQIAAgZGAoFRQOioGDwgQIECAAAECeycgKN07yy3NKb97Mz9unz0n/U0XSJ8PfvCDsX///uJj+L6zdLqVIQQIECBAoHcCglJBae+K3gYTIECAAAECixAQlC5CubKM/KGi/C5OH7evoLQ8TJ8/+ZM/iZtvvjkOHDhQ/MBTy2heIkCAAAECBPooICgVlPax7m0zAQIECBAgMHcBQenciesLyF91z4/d+9tcIJ0+9alPxbe+9a3iu0o3n8IYBAgQIECAQC8EBKWC0l4Uuo0kQIAAAQIEFi0gKF2w+FNPPbWloPSR55+P0++7L069++5t3XKanHYd/jIo/cQnPhF33XVXpJs/AgQIECBAYJ0FXop46ZmIFx+JOH5vxPP7I57/avtNUCooXeddwbYRIECAAAECSxMQlC6YfitBaQad3/eZz8R3//mfx8Z1123rltPktOsQlgpKF1ycFkeAAAECBPZa4MSTES/8RcRzn454+gMRT54W8fj/G3H45IjHXhNx6F9EZOh58IfjDa/ZiJNabvsf2hiFgvvftxEnvW/8fGKaN23E4Snj72uZdy7v6sr4V7+psQ6N+UVl3Hw8sfzhMqat8+FrNuKk4TyLZTXmn/Mrp83H5bo1133fHRtRnVfc0Vjv12zEvjte2OvWND8CBAgQIECAwNoLCEoX3MRbCUqzV+hOQtIyVM1pcx7T/x6Oq9/0ujjpNePbG655eProE0Nuj32veV3suyMHVB9PjLirFwSlu+IzMQECBAgQWKzA8Xsijn484sg7Ih77NxEHf2QUcDYDxmnPm0Fo8bwSJjaHV8PEnOdm49fCxYeGYWMlnMzwMkPIcv3awsxyWHnfXKdZ69Bcfq7/aHnDsLMtKG3bttq8ctqK0yA4Lc/VFlsGlkaAAAECBAgQWGUBQemCW28rQWl+3L4MPXd6n/No/Tv0yXjDa14X9WB0EHae9L7bWyeZfLEajlYfT465m1cEpbvRMy0BAgQIEFiAwDMfijj8f0cc/LujcLEMEHdy3wwdcx7Zm7LsWdkc3gxKc/x8rQwbm+PXwsVh79BqOFp9XK5/Ln8UZjZ6lOY4zWXMWufm8mvPG2Fnc9ua6zFr2lyHw9e8NU560yfj8ALKwCIIECBAgAABAusiIChdcEsuNygd9CSth6RDgCJAfWtcfaj6fNzj9KTXVIbVepEKShdcQhZHgAABAgS6I3D4V/ckIC1DyWmhYxlUNoc3w8ScT/W15vi1cLESlL7hmkEv0gxKy8fVdWq+Vg7L++Yy8rVqqFkd3rb8ctzyvpx3dTvytebz2rwavVGLeRTndufG/u5UizUhQIAAAQIECHReQFC64CZaalDaDEOnbfuw1+ngo/U50vCj+qNeCdVwtPp42gx39roepTtzMxUBAgQIEFiYwJoFpdXv+qz2St2roLQMQWv3bSFnS8/VDFLLnrU5fS0ofWgjiq8JeE0l6BWULmw3sCACBAgQIEBgfQQEpQtuy6UGpXecGye9Zmc9C+of36qGo9XHe4spKN1bT3MjQIAAAQJ7LrBuQemUgLLs0VoLOIfjVnuMlsOrvUPbhpfjlfc5zqwwNserzjOfN4PScl7lff3cbc9b3gwJECBAgAABAmspIChdcLOuVlA6CEFHP/qkR+mCq8XiCBAgQIBAxwXWPCjNcLL2I0ktQWpbEFoNNduGl2Fm9b750frqsHxcnWc+nxWUFsNGP7zZ8RqyegQIECBAgACBDgkIShfcGEsNSrf60fvhd5BmQFp+n2m9V0K1F2n18d5i6lG6t57mRoAAAQIE9lxgj4LSQbC3ESe1/HBSNSBsho5t4WL1tdH4w4+35/ybPTer30tafnw9x2sbtxpe7nSdy3kU6zZcTrm8WaFs1WEiKK1sXzmv/S+9sOfNbYYECBAgQIAAgXUXEJQuuIWXGpQOv2u0DD/rm14JPPMj+qPeo4OxBKV1Lc8IECBAgACBiNijoLQMD90PflRqTxwEpXZRAgQIECBAgMC2BQSl2ybb3QTLDUojYvhDTfWwdPgR+zIcbX6XafH8dZXwtBKqDnufjn/4aXc+1an1KK1qeEyAAAECBDooICiNPQk1Wz7Sv+v5Cko7uMNYJQIECBAgQKDrAoLSBbfQVoLS0++7L777z/88Nq67bke3nDbnMf1vGIy+5nVRfv9oPTiN2P++8bCid2kRlr41rj6UcxWUTrc1hAABAgQI9EhAUCoo7VG521QCBAgQIEBg/QUEpQtu460EpY88/3x832c+s6OwNEPSnDbnsep/epSuegtafwIECBBYewFBqaB07YvcBhIgQIAAAQJ9EhCULri1txKU5ipl0Jm9Qk+9++5t3XKadQhJ00BQuuDitDgCBAgQILBdAUGpoHS7NWN8AgQIECBAgECHBQSlC26crQalC16tTi5OUNrJZrFSBAgQIEBgLLCEoPR9b92I15a3SyZ//Oi0cthbN+K0T04Ov+2SjXjfV4evf7Uyr7duxCca3xWa446WtW8jHm4Mz+8RPa3y+mbrVh3eXLeHP1lZVsu6NIff1rIute819R2l4zr1iAABAgQIECCwRQFB6Rah9mo0QenWJQWlW7cyJgECBAgQWIrAgoPSDBqrAeMn9tWfZ0g6CkEf2ogcv/o8g8R8rQwZc/xRODoMTcthZUhaPo8cXglFc14ZXpbrs9m6Nde1um5lCFpbVmU9i2VXnhfjN9alFpJmiCooXcouYaEECBAgQIDAagsIShfcflsOSo8+EnH76RFfPnV7t5wmp12DP0HpGjSiTSBAgACB9RZYZFDaCDKLYLASXraFh8Vr1V6nOf7weRGEVoc9tBEZZpbBajXILEPI6vB8LZ8XQesm69YMOnPa6ro1Q9Ry3uW6tA3P9RuFvG29SwWl673v2ToCBAgQIEBgLgKC0rmwTp/ploLSDDo/8H0R7/vuiPdubO+W0+S0axCWCkqn15EhBAgQIECgEwKLDEpbwsC2cLQMNfO+GYbm81nhY3X8tiCyGVhWP3ZfXW4+rq5b9fFovLZwtbKN1aC2+ricvrku5euje0FpJ3YRK0GAAAECBAisloCgdMHttaWgNHuF7iQkLUPVnDbnMfH3cFz9ptfFSa+ZvL3hmocnxm5/YTCPfXe0D93LVwWle6lpXgQIECBAYA4CSw5K2wLEUVCY3x/a6HWZ4WLZCzMfl6FpOU21l2cRmlY/3j4MNsuP2he9RBs9Usv55H113arzrY6T6zf6uH0lJG0Gqzmvcr3L6XP9RutSmbYc7qP3c6h3syRAgAABAgTWXkBQuuAm3lJQmh+3L0PPnd7nPCb+poWct8e+17wuthaWTpvHxMJ2/YKgdNeEZkCAAAECBOYrsMSgNMPD8mP0o3CwEhhmCNkMEqs9QDcLSnOeOc7ox5wuGfRQLedZ7Z3aXH5z3bYTlBbjNoJRQel8y9jcCRAgQIAAAQKlgKC0lFjQfTeD0ojD17w1Tnrf7YXC/ve9bvS4eOHQJ+MNr3lrXH2o3iN1a8HqzmEFpTu3MyUBAgQIEFiIwJKC0mYQ2Qwq20LSDCDLkLMMQavP87XqR++b8yynKXuh5jq09QZtW7dmD9Fi3i0fvW8LSXPcnGe53HK9MsRtrn85rLhfSAFYCAECBAgQIEBgvQQEpQtuz9UOShNLj9IFl4wfO80hAAAgAElEQVTFESBAgACB7gosIShtC0FHAeEwfGyGijk8g8Xqx9fbQtG2XqajeVc/yp/LafnY/dR1mxaKVuZRrM+U8LUtFM3wtLo91fWMJ97Q3ZqxZgQIECBAgACBDgsIShfcOJ0MSoseo6+L8ntHp/coTSxB6YJLxuIIECBAgEB3BRYclGY4OKsXZQaVbSFphog5bbMHaI4/ChsbYWYzSM2wsgxHm71Ty/nPWrdm2FntJVr2JG2u3yj8bKxbaw/V8msHDr0i4sRT3a0Za0aAAAECBAgQ6LCAoHTBjdOFoHSzH3MSlC64KCyOAAECBAisqsACg9IyTBx9Z2h+R+nwlgFj2SOzfG10nz/INKUHaPGDTJX5jELTYehYhKPl8MoPO+Xr1XE3W7cy8MxwtFyvaqhafb0cnvfVcZrLaA1Vn/xvES8dXdVqst4ECBAgQIAAgaULCEoX3ARdCErLnqPTNl1QOk3G6wQIECBAgEBNYIFBaRk2ut+ICYNDPx1x7JZa03hCgAABAgQIECCwfQFB6fbNdjWFoHTrfH7MaetWxiRAgAABAksREJROhpblR+DnfX/wf4x4/Lcjjn4yIl5aSvNbKAECBAgQIEBg3QQEpQtu0VUISg9f89Y46TXnxv6hTdHDtPjV+3zBd5QuuGQsjgABAgQIdFdAULq4oPSRH4s4/GsRR86MeO7TES893926sGYECBAgQIAAgRUVEJQuuOG2FJTefnrE+7474r0bO7vltDmPib+thpyD8crvMt13x+2xbxSURgyC1NfFSe+7fWIJe/mCHqV7qWleBAgQIEBgDgKC0j0KSr8rIoPQR18Z8fhvRjz5RxFPfzDi6Kcint8fceLJOTSeWRIgQIAAAQIECDQFBKVNkTk/31JQevSRiA98387C0gxJc9qcx4r/CUpXvAGtPgECBAisv8AygtKDfzfi4X8YceinIh79hYjHfinisX8b8di/iXj01YOw8dF/GXHoZyIO/fOIQz8Z8cg/iXjkH0U88rKIh3804uH/NeLh/2ULtxzvfxssL6ct5vGPB/PL+eY6HPoXg2U9+nMRj/78cPm/GPHYvx+Enk/8l4j8kaUjZ0U8/b6IZz4U8exVEcc+F/HCNyNOHF7/OrGFBAgQIECAAIEVERCULrihthSU5jpl0Jm9Qr986vZuOc0ahKRJIChdcHFaHAECBAgQ2K7AXgWlh14xCBWPnB7xzH+POHrd4MeJnr8j4oVvR7x4MOLEUxHx4nbX0PgECBAgQIAAAQIEtiwgKN0y1d6MuOWgdG8Wt9JzEZSudPNZeQIECBDog8BeBaXH7+uDlm0kQIAAAQIECBDouICgdMENlEHpe9/73jhy5MiCl7xai0ufdPrEJz4Rd911V6SbPwIECBAgQKBjAk+dszff0Sko7VjDWh0CBAgQIECAQD8FBKULbvenn346Lr/88vjSl7604CWv1uLS57LLLotPfepT8a1vfSvSzR8BAgQIECDQMYGXnol49iMRj/1KxEPfs/PQVFDasYa1OgQIECBAgACBfgoIShfc7kePHo0777yz+P7NBx54YMFLX43FpUt+7P4zn/lM3HzzzXHgwIFIN38ECBAgQIBAlwVejHj+9ojnPj34waKn3hXxxO9FPP76zW9d3izrRoAAAQIECBAg0BuBSlD6lTj75JPj5OHt969+qIGwyfCvnD2a9uSTfz8+drA++UNX/35l+Nnxlfrg3jx74YUX4tFHH41Pf/rTRRiYPSd9DH/Q/OmQHhmSXnfddcXH7vfv3194pZs/AgQIECBAgAABAgQIECBAgAABAvMSGAalD8XH3nxyjMPRQSh69ijN3GT4wY/F71fD0SI0rYShjedFaPrmj0Uzip3XRnZtvs8++2zcf//9cdNNN8UHP/jB+JM/+ZMiHMyAsM+3/E7S/Lh99iTN7yb9yle+Ujillz8CBAgQIECAAAECBAgQIECAAAEC8xQYBKWNIDMXWISZ7x0mpZsM/8p7T46Ty3GLtR0Eq4OgtRmy5ggZxE72Op3nhnZp3idOnCi+czPD0uwxmR8vz+/izHCw77d0SI90SZ/8btL08keAAAECBAgQIECAAAECBAgQIEBgngJFUNraw7MSjs4e3haERozD02bv1Nyc9mnmuaFdm3eGf9lTMj+Gn9/BmT9YlL/u3vdbOqRHuqSPkLRrlWt9CBAgQIAAAQIECBAgQIAAAQLrKTAOSms9QiOi+Dj94OPztd6lpcNoeLX3aDmw2iO1vfdoBqnjj/qPp+vbo/zuzfyhouw5+dRTT/X+lg7p4TtJ+7Yn2F4CBAgQIECAAAECBAgQIECAwHIFOh+U5vdVujFQA2pADagBNaAG1IAaUANqQA2oATWgBtSAGlADamCeNTAOSps/rtSRj97nxvf1z7b3r+W1ef/aPLdYu/ev3bV5/9rcvu58rm9V7zjXtxYfbK9271+7a/P+tXlusXbX7ussUASlUQlFy42tfdx+k+Hj7yMdTR0fe/PJsRc/5mQHLE37dd/Xdu/rdmd12/Z+7ePl1va13fu63fZ1YWG57/fpvq/7e1+323HOca5Pxzf1rt77Vu9qvh81PwhKJ35cqfkDTM0fX2oML76vtPIr9s1gtfG89cehpuxhTrKmwKz5y31t975utzecfrzhtB22+lrzfd1u+7p9ve04sO6v9XV/7+t2O845zq37Ma25ffb1pkg/nmv3frRzcyv70u7DoDQ3fxB+nnzyyZG3yR9a2mR4EYYOpj355EpoOpQtwtHhvE8+efAjUU30tud9aQjbXhfoa7v3dbuz9W17fR/oy7O+tntft9u+LkDoy7Gtup193d/7ut2Oc45z1f2/D4/t631o5clt1O6TJn14pS/tXglKu9msfWmINn3b3qay3q9p8/Vu32lbp92nyazv69p8fdt21pZp91k66zusr+3e1+3OSrbt67s/z9qyvrZ7X7fbvu4/RWYdD9Z1WOv+fudlcdZZZ1Vu58X1D7cJHIrrz6uOd1acd/2hthEX8tqh68+Ls867PtrWQFC6kCbY2UJai3Bns1q5qfq67X3d7ixQ275yu+merHBf272v221fd1GxJweOFZtJX/f3vm6345zj3Iodona9uvb1XROu5Ay0+0o2265Xutnu+y/P4POy2F+b8/64LIPTyyuvPnx9nHdWMxhtGa82n+U9EZQuz37TJTeLcNMJ1miEvm57X7c7S9e2r9EOvI1N6Wu793W77esChG0cHtZm1L7u733dbsc5x7m1OXhtcUPs61uEWrPRtPuaNegWN6fa7kWPzGEYOghMB71FB71EB71HL7szZzx43Np7tAhQ6z1Qi/mOeqhWQ9gMVs+L6+8chK5FL9ZRj9C2ZQyC2GIdcjnnXR/XF8HuIMRt9iitboOgdIsFsYzRqkW4jOUvc5l93fa+bnfWmm1f5h63vGX3td37ut32dQHC8o42y1tyX/f3vm6345zj3PKONstZsn19Oe7LXqp2X3YLLGf543bPEHIQYlYD00EoOgw+h+HkoZYwdNraD0LScThafz7sgVrpwVqEm8OwtBl8Rn4lQBmkFutQ79FaHb++nAhB6bQW6sDr4yLswMoseBX6uu193e4sL9u+4J2sI4vra7v3dbvt6wKEjhx6Froafd3f+7rdjnOOcws9wHRgYfb1DjTCElZBuy8BvQOLHLV7GYJGxP7L6z1Cx6uZvTwvi/3Fd5iOw8/x8OajSg/Q0aBqT9GW4dUQtvq4WK9KMNoYlrMfB6WDZQx6vw4WLCgdNUD3HoyKsHurNvc16uu293W7s6Bs+9x3q04uoK/t3tfttq8LEDp5IJrzSvV1f+/rdjvOOc7N+ZDSudnb1zvXJAtZIe2+EObOLWTU7vMISlvCzATIXqODj+1nUNoMZavhaTXwzMeVcVvmPQ5KJ+crKO1c6Y1XaFSE45d686iv297X7c7Ctu292b1rG9rXdu/rdtvXBQi1A0BPnvR1f+/rdjvOOc715NA22kz7+oiiVw+0e6+ae7Sx43bPcHHaR+/Piur3gm75o/ctYWYueOtB6bCXaH5vaiXILVa+Zd6C0lGzrtaDcRGu1nrvxdr2ddv7ut1ZM7Z9L/ac1ZtHX9u9r9ttXxcgrN5Ravdr3Nf9va/b7TjnOLf7o8ZqzcG+vlrttVdrq933SnK15lNt9yJo3O2POUW1R2j1cemyjY/e5yRFIHpZXH/9ecNeqMP5zAxKqz1RB+PrUVr6d/C+WoQdXL25rlJft72v253FZNvnukt1duZ9bfe+brd9XYDQ2YPRHFesr/t7X7fbcc5xbo6Hk07O2r7eyWaZ+0pp97kTd3IBzXYf/FJ88/tHB4HnWcMQtdiQIqgsP0JfbtpwvPIHl8rvDa38WFMRxo6eT45fLL+6nBiEnmc1P6I/Mygd9kQdLcePOZUt1Mn7ZhF2ciXntFJ93fa+bneWkW2f087U8dn2td37ut32dQFCxw9Jc1m9vu7vfd1uxznHubkcSDo8U/t6hxtnjqum3eeI2+FZt7Z78WNNZ8VZZ5W3yneD1rZlGHSOxmsGp4ORB+FoOa9qCDuY/rLLLxsvqxKylosaf6S+fKXsaVpfr+Z4g9B3sFw9Sit2XXvYWoRdW8k5rU9ft72v251lZNvntDN1fLZ9bfe+brd9XYDQ8UPSXFavr/t7X7fbcc5xbi4Hkg7P1L7e4caZ46pp9znidnjWy233YVB652ygDEAHP/40e7xZQwWls3SWPGy5Rbjcje/rtvd1u7PabPty97llLb2v7d7X7bavCxCWdaxZ5nL7ur/3dbsd5xznlnm8Wcay7evLUF/+MrX78ttgGWuw3HbfSlDa+LX7LSFVvwd1MIGgdEtwyxlpuUW4nG0ul9rXbe/rdme72/ay+vt139d27+t229cFCP06wg22tq/7e1+323HOca5vxzn7et9avN/vbY7xyzzGbxKUDr8CYEe9SYffoVp+fYCgtMPHNW86HW6cOa2aNp8TbMdnq9073kBzWD1tPgfUFZildl+BRprDKva13fu63VlCtn0OO9IKzLKv7d7X7bavLzMwW+4BQc0v138RSxeULkJ5h8uwA+4QboUn0+Yr3Hi7WHXtvgu8FZ30/2/vfFokubIsHx9s0IeI5WwL4gvMqqFQxCK/QNMMSS66FkWnmG5Q0QsFFLikUkIpqUgluZGQBrqzahMdAYKkFkkNBb14wzW36++Z2TWX2z+Pd+85CUGYPzczf797zn1VOmHmRs2dCrdw2tR9YQGdHo6qOyq32JTsTpt14bRRdUflZq8zKF24ZLg8HKXfGZRWbE8UE1oSoLKjcosHyG51QvwxVN1Rudnr/I+K+KvakBC131G5uc5xnRuuArFH2Oux9R2jo+5jlYk9jqI7g9KKfYxiQksCVHZUbvEA2a1OiD+GqjsqN3udAUL8VW1IiNrvqNxc57jODVeB2CPs9dj6jtFR97HKxB5H0Z1BacU+RjGhJQEqOyq3eIDsVifEH0PVHZWbvc4AIf6qNiRE7XdUbq5zXOeGq0DsEfZ6bH3H6Kj7WGVij6PozqC0Yh+jmNCSAJUdlVs8QHarE+KPoeqOys1eZ4AQf1UbEqL2Oyo31zmuc8NVIPYIez22vmN01H2sMrHHUXRnUFqxj1FMaEmAyo7KLR4gu9UJ8cdQdUflZq8zQIi/qg0JUfsdlZvrHNe54SoQe4S9HlvfMTrqPlaZ2OMoujMordjHKCa0JEBlR+UWD5Dd6oT4Y6i6o3Kz1xkgxF/VhoSo/Y7KzXWO69xwFYg9wl6Pre8YHXUfq0zscRTdGZRW7GMUE1oSoLKjcosHyG51QvwxVN1RudnrDBDir2pDQtR+R+XmOsd1brgKxB5hr8fWd4yOuo9VJvY4iu4MSiv2MYoJLQlQ2VG5xQNktzoh/hiq7qjc7HUGCPFXtSEhar+jcnOd4zo3XAVij7DXY+s7RkfdxyoTexxFdwalFfsYxYSWBKjsqNziAbJbnRB/DFV3VG72OgOE+KvakBC131G5uc5xnRuuArFH2Oux9R2jo+5jlYk9jqI7g9KKfYxiQksCVHZUbvEA2a1OiD+GqjsqN3udAUL8VW1IiNrvqNxc57jODVeB2CPs9dj6jtFR97HKxB5H0Z1BacU+RjGhJQEqOyq3eIDsVifEH0PVHZWbvc4AIf6qNiRE7XdUbq5zXOeGq0DsEfZ6bH3H6Kj7WGVij6PozqC0Yh+jmNCSAJUdlVs8QHarE+KPoeqOys1eZ4AQf1UbEqL2Oyo31zmuc8NVIPYIez22vmN01H2sMrHHUXRnUFqxj1FMaEmAyo7KLR4gu9UJ8cdQdUflZq8zQIi/qg0JUfsdlZvrHNe54SoQe4S9HlvfMTrqPlaZ2OMoujMordjHKCa0JEBlR+UWD5Dd6oT4Y6i6o3Kz1xkgxF/VhoSo/Y7KzXWO69xwFYg9wl6Pre8YHXUfq0zscRTdGZRW7GMUE1oSoLKjcosHyG51QvwxVN1RudnrDBDir2pDQtR+R+XmOsd1brgKxB5hr8fWd4yOuo9VJvY4iu4MSiv2MYoJLQlQ2VG5xQNktzoh/hiq7qjc7HUGCPFXtSEhar+jcnOd4zo3XAVij7DXY+s7RkfdxyoTexxFdwalFfsYxYSWBKjsqNziAbJbnRB/LL7ujyl9dpHSC+Pn9nUrsLXPM1v8n56l9KL33s8vu+f/9tE+tpLR+JqPF5rs47WJ/A6q7qjc4mWyR+7ocTZU3VG52ev8o8j4ahD3HZR+Z1BasYdRTGhJgMqOyi0eILvVCfHHIHVvws5PUvq51VeCzs9eniD26zYQLYPSduwQjravfzrhdE+0C6Tmba3J/kSme+KPRdUdlVvsRvYnbron+nhU3VG52esMSp9oqXnSj0XpdwalT2qz4x+OYkKrCqjsqNziAbJbnRB/DE/3fZD53//2uyyuBKeHq0vz8GDr9iKl294Vpc3VpJc5dJWDZL9DcDo4y5MP4GmeS072XAukLVTdUbnF22RH6vDMiqo7Kjd7nUFp7n6cLZR+Z1BasadRTGhJgMqOyi0eILvVCfHH4HT/9rK5evQ/vyn+z2UzdlncPl9eMdp6QMPUwa33vKLUU5fA+b0Qh+xFMUA2qTmI0D1M6t4rCMBLag4gsoFI3Y2iAAyh6M6gtGIzo5jQkgCVHZVbPEB2qxPij2Hpnm+L73DLFaDlrfcSnHa+h1S+w7S9anQQlIpHyu847V1dWqGFOuwVzm/LKZF9y+rWe25U3VG5xYlkr7cft5wZqu6o3Oz14o/+WzZWheem5ysUZeUpMShduaBrno4NuGY1fZyLmvvQae1ZUve1K1rp+YqQ87jmbfCpt89LcKrbxTkaSn2Q0+E7SftXmNZXi+Ps9c13zRmRfc1q+jkXqu6o3OJMsvvpzzVniqo7Kjd7nUHpmuuHl3Oh9DuD0oodiWJCSwJUdlRu8QDZrU6IPwale/Mdo/sn3f8it37PaP9BT/2gtL2Vv+OU/j6dN5/+xS+yP/0UN5sB2TcrbdUnRtUdlVvMSPaqW3KzyaHqjsrNXmdQutliUvGJUfqdQSlNWGUFUBqwX3xUbqkD2ftuwHiNo3u+7b7r9+74XvX2ilK5SrS5Df+i+P5S3W5vsWdQ6qpRcPw+lIXsw5pEH6Hm0RW2+ai7XZfIo9Q8srrjbNR9vDaR30HRnUFpxS5GMaElASo7Krd4gOxWJ8Qfg9G993T6Drf1HaXld5aWNuhfLcpb78vqVL/d0b362a47QbKvW08PZ6PmHlRaf47Uff2a1n5Gal67QtvMj7pvU9faz4qiO4PSip2IYkJLAlR2VG7xANmtTog/BqN7L+AccEtY+kJ/jKfeqxV652mGNSzV42/3t/frIbX9HrDXNsEN50P2DYtb8alRdUflFiuSveKG3HBqqLqjcrPXeev9hstJtadG6XcGpdVakP8nq2JpNpsaysJjFZDsVlXij6HqjsotjiZ7/L62CKm7VZXYY9Q8tr5jdNR9rDJxx6l5XG2PkVH3Y9WJ+x6K7gxKK/YwigktCVDZUbnFA2S3OiH+GKruqNzsdV59EX9VGxKi9jsqN9c5rnPDVSD2CHs9tr5jdNR9rDKxx1F0b4LShy+u09XVlfHzPL1Tnd89H7x//cWDvptS5/3rdPuY35Kt7mcU5+3uNniFIsQAnMGRVZLwY/R7eIlNQOpuluUJBz+kl6926WJn/Lz582Fejz+8KvZ5k7o3vP85PSuPL46TE3zzh6/SZfH+s78cTht+g34PL7EJSN3NsoQepOah5R2Fo+6jpQn7BjUPK+1RMOp+tDxh30TRfeSK0nfp+dVVKoPQdy+u0vNDatrT/fE2XV8V4WgTmhZhaO91E5p+epuKmLV3wvwSRYhMnLfInmuBskXNUZTuclL3bj2qfPWXN+li9yq9/NDOrnmdw9EmNH31fdr/jXAfkl7+oDvvg9fD6w/fp092u3R4nfbvo4Sl9HuVDt98UtR98xJX9wHUvDpJzjIh6n6WMlf1IdS8KjnONhnqfrZSV/VBKLqbQamEoledIPMh3X5aBKE9qZr9X5Qpquyvwep+uwxdU5Igdvx85elRhCiZdZvsWgmc39QcR+uSlLqX1ahx+xeCz2bKsk8bpPZC1OZtGWuD1P2VqF+1oWrLW7xfYwXWnBP9vmY1/ZyLuvvRaq2ZUvO1KunrPNTdl15rzJaar1FFf+eg7v40W2PGKLoPg9L+1aFNNd+l559ep+vi9vwcfFpBaEo5PN1fndq9GtU+xhIORQiydyuAqjsqt6hP9m4PoLzyoHv3alFRZh+cdq8A7V012hOwPEez/eXXzR5///vfU/PzH3fpYneXXunrE3/3PsbFSw+ab1VIsm9V2brPi6o7Kre4kex19+RWs0PVHZWbvc7vI95qLan5vCj9PghKc8BZyNOEp3qFqIyXt+aXV4/mY5rb65urTO2rR+Vzctiaj+tvoQjR55bXZLeqEnuMmsfWd4yOuo9VpoZxKxQtrh4tpvj6TXk7ffFGP1htb72XoFVC0o8f/yv98zfyfah/Sl99/Jg+/sLPw8NDkh851uM/+t2jasvnTN2X19DbGai5N8XWmS91X6eOns5CzT2ptd5cqft6tfR0JhTde0GpdfXniGyH7x1lUDpSocXDKCa0CoXKjsotHiC71Qnxx6rX3bqNvgk+i+8rbWWyg9J90HrRf5jT118WD4L6Jr3842fpcve79PrtTUpHfu7v79Pd3R2DUqetUb3fN6wr2TcsbqWnpuaVCrPxtKj7xgWu8PTUvEJRzjAl6n6GIlf4ESi6d4PSQ/h5giLNVabywCb7Nvp8ZaoVvtrHWJ8qQvCHNaAH6AF6gB54Cg/87y936eLLr3v/O/R1+tVul371danJH9Kvd7v0yVd/KPbd7zc8Ph+32+3Sjz/+mNIff5cufv8P6fHFRUpjP29v0nfffZeeP3+ePv/88yTHPkVN+JlZP9aCtaAH6AF6gB6gB+gBeoAeoAdieaATlOZwsxtZmk+pl1C1feDT8LjyKlMrFLVvx+9+6v6VGA71H9nxlKfmeJoLMXWvVXfrtnuZq/V9pL3b8T98ny47T7bvMqrm+1vvP6bXf9iliy/+53hIKuHp25vEK0q7dfT2SnX3Nu815kv2Naro6xzU3Jdea82Wuq9VST/noeZ+tFpzptR9zWr6OReK7kVQagWarWAj31F6eEBT/wFQ/StTe6/N4HXEGyhCWPhkt6oSe4yax9Z3jI66j1XmicebsHN4i30zq94t+eXDmvRhT5c/fLAB2u8offmh/Y7S//undLG7TS9/e+RqUgaldi2djbLXnQm20nRRdUflFtuQfaXmcXYaVN1RudnrvKDN2RK1ynRR+r0ISq1b5ItatmHpVfvk+8GDmJow9Crt379Ot4/FsSmlJhxtj726klv2T/uHIoRVDbJbVYk9Rs1j6ztGR93HKvPE470wtD+bJhzdyUOY5OdNet3u0B3X97v7fNP5jtJdevbH6+NXkzIo7Zff5Wv2ukvZFk8aVXdUbjEM2Re3jcsToOqOys1eZ1DqcqFaOGmUfi+C0oUV2+hwFCGs8pHdqkrsMWoeW98xOuo+Vpm446q53nqf3jIojat2JlPd8wjOFtlxtFZSaq6VwPpN3bH0Flpqjqc5dWdIHN31DEorVpj/o1OxOBtNjZpvVNjKT0vdKxdog+mp5gxKNyhuxadU3Sue4mZTI/tmpa32xNS8Wmk2nRh137S8VZ6cmlcpy+aTou6bl7jKD0DRnUFplfbbTwrFhJYEqOyo3OIBsludEH8MVXflZlAa3+MloepejqFskx1F6cxJzXMtkLaoO5Lae1Zqjqe5EFN36h65AgxKK1aXi0/F4mw0NWq+UWErPy11r1ygDaanmjMo3aC4FZ9Sda94iptNjeyblbbaE1PzaqXZdGLUfdPyVnlyal6lLJtPirpvXuIqPwBFdwalVdpvPykUE1oSoLKjcosHyG51Qvwxr7pLwLnkR7kZlMb3eEmoupdjKNtkR1E6c1LzXAukLeqOpPaelZrjaS7E1J26R64Ag9KK1eXiU7E4G02Nmm9U2MpPS90rF8iYngacHz9+TKf+PDw8JPmRY1VzPU96e8On3ht1jjakukfjOoWH7KdUKdY+1DyWnqfSUPdTKxVnP2oeR8spJNR9SrXi7IuiO4PSij2LYkJLAlR2VG7xANmtTog/5lV3DThv3r9Pp/zc39+nu7u7I0Epn3of3+1c5xA0thi9rnMWy5QxVG6pEdmnOCXOvqi6o3Kz1/nk9zir1+kkKP3OoPR0T5x9TxQTWoVFZUflFg+Q3eqE+GNedS+D0ovdLh37kSCVQWn2slfNM8H8LbLPr53nI1F1R+UWr5Ldc8fOnzuq7qjc7HUGpfNXC79HovQ7g9KKPYpiQksCVHZUbvEA2a1OiD/mVXcGpfO96VXz+cT5SLLnWiBtoeqOyi3eJjtSh9HSD7UAAB7USURBVGdWVN1RudnrDEpz9+NsofQ7g9KKPY1iQksCVHZUbvEA2a1OiD/mVXcGpfO96VXz+cT5SLLnWiBtoeqOyi3eJjtSh2dWVN1RudnrDEpz9+NsofQ7g9KKPY1iQksCVHZUbvEA2a1OiD/mVXcNSq/fvz96273cks9b77s+9qp5l2LeK7LPq5v3o1B1R+UWv5Lde9fOmz+q7qjc7HUGpfNWCt9HofQ7g9KKfYpiQksCVHZUbvEA2a1OiD/mVff1g1I+9T6+27nOIWhsMXpd5yyWKWOo3FIjsk9xSpx9UXVH5WavMyiNs3qdToLS7wxKT/fE2fdEMaFVWFR2VG7xANmtTog/5lX39YNSPvU+vtu5ziFobDF6XecsliljqNxSI7JPcUqcfVF1R+VmrzMojbN6nU6C0u8MSk/3xNn3RDGhVVhUdlRu8QDZrU6IP+ZVdw1K5bb6Y0+85633Qw971XxIMn2E7NNrFuEIVN1RucWzZI/QudMZUHVH5WavMyidvkr4PwKl3xmUVuxVFBNaEqCyo3KLB8hudUL8Ma+6Myid702vms8nzkeSPdcCaQtVd1Ru8TbZkTo8s6LqjsrNXmdQmrsfZwul3xmUVuxpFBNaEqCyo3KLB8hudUL8Ma+6Myid702vms8nzkeSPdcCaQtVd1Ru8TbZkTo8s6LqjsrNXmdQmrsfZwul3xmUVuxpFBNaEqCyo3KLB8hudUL8Ma+6Myid702vms8nzkeSPdcCaQtVd1Ru8TbZkTo8s6LqjsrNXmdQmrsfZwul3xmUVuxpFBNaEqCyo3KLB8hudUL8Ma+6rx+U8qn38d3OdQ5BY4vR6zpnsUwZQ+WWGpF9ilPi7IuqOyo3e51BaZzV63QSlH5nUHq6J86+J4oJrcKisqNyiwfIbnVC/DGvumtQer3aw5wYlMZ3O9c5BI0tRq/rnMUyZQyVW2pE9ilOibMvqu6o3Ox1BqVxVq/TSVD6nUHp6Z44+54oJrQKi8qOyi0eILvVCfHHvOq+flB6ndKLi+M/b2/S/f19uru7Sw8PD0nm4PGfV83XqDXZ16iiv3Og6o7KLQ4lu78+XWPGqLqjcrPXGZSusW54OwdKvzMordiZKCa0JEBlR+UWD5Dd6oT4Y15116D0ZrUrShmUxnc71zkEjS1Gr+ucxTJlDJVbakT2KU6Jsy+q7qjc7HUGpXFWr9NJUPqdQenpnjj7nigmtAqLyo7KLR4gu9UJ8ce86s6gdL43vWo+nzgfSfZcC6QtVN1RucXbZEfq8MyKqjsqN3udQWnufpwtlH5nUFqxp1FMaEmAyo7KLR4gu9UJ8ce86s6gdL43vWo+nzgfSfZcC6QtVN1RucXbZEfq8MyKqjsqN3udQWnufpwtlH5nUFqxp1FMaEmAyo7KLR4gu9UJ8ce86s6gdL43vWo+nzgfSfZcC6QtVN1RucXbZEfq8MyKqjsqN3udQWnufpwtlH5nUFqxp1FMaEmAyo7KLR4gu9UJ8ce86r5+UMqn3sd3O9c5BI0tRq/rnMUyZQyVW2pE9ilOibMvqu6o3Ox1BqVxVq/TSVD6nUHp6Z44+54oJrQKi8qOyi0eILvVCfHHvOrOoHS+N71qPp84H0n2XAukLVTdUbnF22RH6vDMiqo7Kjd7nUFp7n6cLZR+Z1BasadRTGhJgMqOyi0eILvVCfHHvOquQek1n3o/2aReNZ8MahxAdqMoAEOouqNyi6XJDtDYBiKq7qjc7HUGpcYyEH4Ipd8ZlFZsZRQTWhKgsqNyiwfIbnVC/DGvumtQesOgdLJJvWo+GdQ4gOxGUQCGUHVH5RZLkx2gsQ1EVN1RudnrDEqNZSD8EEq/Myit2MooJrQkQGVH5RYPkN3qhPhjXnVnUDrfm141n0+cjyR7rgXSFqruqNzibbIjdXhmRdUdlZu9zqA0dz/OFkq/Myit2NMoJrQkQGVH5RYPkN3qhPhjXnVnUDrfm141n0+cjyR7rgXSFqruqNzibbIjdXhmRdUdlZu9zqA0dz/OFkq/Myit2NMoJrQkQGVH5RYPkN3qhPhjXnVfPyjlU+/ju53rHILGFqPXdc5imTKGyi01IvsUp8TZF1V3VG72OoPSOKvX6SQo/c6g9HRPnH1PFBNahUVlR+UWD5Dd6oT4Y151Z1A635teNZ9PnI8ke64F0haq7qjc4m2yI3V4ZkXVHZWbvc6gNHc/zhZKvzMordjTKCa0JEBlR+UWD5Dd6oT4Y151Xz8ovU7pxcXxn7c36f7+Pt3d3aWHh4ckc/D4z6vma9Sa7GtU0d85UHVH5RaHkt1fn64xY1TdUbnZ6wxK11g3vJ0Dpd8ZlFbsTBQTWhKgsqNyiwfIbnVC/DGvumtQes2n3k82qVfNJ4MaB5DdKArAEKruqNxiabIDNLaBiKo7Kjd7nUGpsQyEH0LpdwalFVsZxYSWBKjsqNziAbJbnRB/zKvuGpTeMCidbFKvmk8GNQ4gu1EUgCFU3VG5xdJkB2hsAxFVd1Ru9jqDUmMZCD+E0u8MSiu2MooJLQlQ2VG5xQNktzoh/phX3dcPSvkwp/hu5zqHoLHF6HWds1imjKFyS43IPsUpcfZF1R2Vm73OoDTO6nU6CUq/Myg93RNn3xPFhFZhUdlRucUDZLc6If6YV90ZlM73plfN5xPnI8mea4G0hao7Krd4m+xIHZ5ZUXVH5WavMyjN3Y+zhdLvDEor9jSKCS0JUNlRucUDZLc6If6YV93XD0r5MKf4buc6h6Cxxeh1nbNYpoyhckuNyD7FKXH2RdUdlZu9zqA0zup1OglKvzMoPd0TZ98TxYRWYVHZUbnFA2S3OiH+mFfdGZTO96ZXzecT5yPJnmuBtIWqOyq3eJvsSB2eWVF1R+VmrzMozd2Ps4XS7wxKK/Y0igktCVDZUbnFA2S3OiH+mFfdGZTO96ZXzecT5yPJnmuBtIWqOyq3eJvsSB2eWVF1R+VmrzMozd2Ps4XS7wxKK/Y0igktCVDZUbnFA2S3OiH+mFfdNSi95lPvJ5vUq+aTQY0DyG4UBWAIVXdUbrE02QEa20BE1R2Vm73OoNRYBsIPofQ7g9KKrYxiQksCVHZUbvEA2a1OiD/mVff1g1I+9T6+27nOIWhsMXpd5yyWKWOo3FIjsk9xSpx9UXVH5WavMyiNs3qdToLS7wxKT/fE2fdEMaFVWFR2VG7xANmtTog/5lV3DUpvVruilEFpfLdznUPQ2GL0us5ZLFPGULmlRmSf4pQ4+6LqjsrNXmdQGmf1Op0Epd8ZlJ7uibPviWJCq7Co7Kjc4gGyW50Qf8yr7usHpXzqfXy3c51D0Nhi9LrOWSxTxlC5pUZkn+KUOPui6o7KzV5nUBpn9TqdBKXfc1D67nm6urrq/Fx/8VBU7F16XrzffS+l1Dn+Ot0+FoemlB6+uC7O/Ty96749+gpFCKsAZLeqEnuMmsfWd4yOuo9Vpt5xBqXztaHf59fO85HU3bN68+ZOzefVzftR1N27gtPnT82n1yzCEdQ9gorTGVB0PwSl715cpeej6eVDuv30KuVwdB+aHvZ/vE3XV0U42oSmRRjae92Epp/epjKGHZMIRQiLn+xWVWKPUfPY+o7RUfexytQ7zqB0vjb0+/zaeT6SuntWb97cqfm8unk/irp7V3D6/Kn59JpFOIK6R1BxOgOK7m1QKkFoEXT269ULOuXtJux8sU9WJWS9arf3h+6D1X2Q2g9ZZQ8JWo98XvH5KEIUyIdNsh9KAbNBzWGk7oBS9045XLzQoJRPvZ8uF/0+vWYRjqDuEVScxkDNp9Uryt7UPYqSp3NQ89NrFWlP6h5JzdNZUHRvg9J36fmn1+l65NZ68wrQQ3hqBaEp5fC0d/Vpo4F9jCUPihBk71YAVXdUblGf7N0eQHnlVXcNStd7mBO/oxTB8179voY2ZF+jir7OQc196bXWbKn7WpX0cx5q7kerNWdK3despp9zoei+D0qbW+fLW+/34abeal9ePXqQsDlGbq8vrx49vFtccWpfPSpBqp4/HzXcQhFiSM7gyKpJ9DH6PbrCNh91t+tS8+j6QSmfel+z3mvNjb2+ViV9nQdVd1RucSfZffXoWrNF1R2Vm73OhzmttXZ4Og9Kvx++o3QgzuGK0e5t9of9zhiUihj8YQ3oAXqAHqAHavHAbrdLP/74Yzr1itLvvvsuPX/+PH3++edJjlUOPU96e1pQOnYePR9/s0foAXqAHqAH6AF6gB6gB+gBeoAemO+B8aD0EIS2QWn/4UuHINW+jZ633h8i5dkbYmzUf6jsqNzic7JjdrtX3de/opS33iN0gFe/r6EN2deooq9zUHNfeq01W+q+ViX9nIea+9FqzZlS9zWr6edcKLo3Qenod5BqOHoIRbOA5e34ORTV98vb8a0g1b4dX48uf6MIUTLrNtm1Eji/qTmO1iUpdS+r4WObQel8nej3+bXzfCR196zevLlT83l1834Udfeu4PT5U/PpNYtwBHWPoOJ0BhTdj35H6f6p9VK8ftjZe0BTc/Vp8RT7frDae20GsyMaoQhh4ZPdqkrsMWoeW98xOuo+Vpl6xxmUzteGfp9fO89HUnfP6s2bOzWfVzfvR1F37wpOnz81n16zCEdQ9wgqTmdA0T3fet+EnVfpqn3y/fBBS/twdPT9JgzV44vQtK19E4625766kodAnfYPRQirGmS3qhJ7jJrH1neMjrqPVabecQ1Kr9+/Txe73dEf+R7T+/v7dHd3lx4eHpIcq5rredJb3npfr9rrzUx1X++Mfs5Edj9arTVTar5WJX2dh7r70muN2VLzNaro7xzU3Z9ma8wYRfcclK5RtQ3OgSKEVTqyW1WJPUbNY+s7RkfdxypT77gGnKc+zOmXg9LTHubUP0+9FRqfGYzff3qW0ouL9udZU5AO+62+d5HSZy97BXtdHHuR0reP3fd/fnn8/e7eVbzqsFcxo/NNApUdlVucRfbz9VdNn4SqOyo3e53PU6lp/TnXXFD6nUHpuRw143NQTGiVBpUdlVs8QHarE+KPedWdQel8b3rVfBJxE5JepvRze9S3l00Y+p/6kMYmJN2Hp80esv8hLG1D0tvX+SNl/0NY2r7ff/1T3r3GLQjdRwqPyo7KLTYg+0gzBB9G1R2Vm73OoDT4kmbiofQ7g1JT/joGUUxoVRuVHZVbPEB2qxPij3nVff2glLfeh3K7BJtl0NlcAXqZ/vp7+Y+KNujsBJuPKX12kZKMNSFrEaJKYZrj27H2XIcQVt7vBKl1VtJrr69RTVR2VG7xDNnX6Bx/50DVHZWbvc6g1N8qtXzGKP3OoHS5VzY7A4oJrQKiskNx925LfdQrrdQQzRVXemtqLzTQoEFvay0DCblyS8c7v/vn0A96+t9QuvfK7ZWdQWlPyAkvvWo+AXG4a+eKUglKi6tNm73boFSuEu1cXdqeqhOO8orSYYHrHoH0PMPCuk254exQ/S4lRWVH5UbWnOwMiTf8n5EqTs2gtAoZ7Enwf3TsukQehdG8CUmLoEBChN/8OkvbhJ1FsNmGDPsd2kDhEI4WAUM+Q7HVDxWKtyrZhNHdqLdXdgalhpgnDnnV/ES87m6HPwjt17sDu/wh6HCrvV5FqrfXG2tW84ejYs1M7brX/DGoHO9+fE2vDuw1TepMc0FlR+UWW5H9TM1V2ceg6o7KzV5nWFjZEnSW6aD0O4PSs9hp3oegmNCqDio7DLf8R/8h6NzfVvrfLz7J3+dnvJ9eaHDahgjlbasSpJbnK03VDyTK9yrZhtHdqLdXdgalhpgnDlWv+V/epIvdrv15I9evt//+nJ4dxvX9/e/LHz60+3xIL1+V7+nx+3Xrb//+VbpszvGv6at/1ivm2/VQ1ir93tHmCtLi/Z/k+DYQ1fcOa6ARrOqUK/pdve4b1gqVHZVbrET2DRuq4lOj6o7KzV5nUFrxcrTZ1FD6nUHpZhZafmIUE1qVQmVH5U5bXVHauV3VclodY7C6O/6PSQ1Kr9+/L0K1MiDL2zfv36f+0+pVcz1PesvvKK2iG5uQ9FV62eaejz+8ShevvpfrN81/zfs7DUNTev1m19m/c/y/X6T0239Mz/6ip9oHr/vX7RWih/BT92l/N2tZ+8eizhX27fvNlav6x6TesZW8VM9XMp2zTgOVHZVbzEX2s7ZYNR+GqjsqN3udQWk1i88ZJ4LS7wxKz2iqqR+FYkKrLqjscNzFban7h5wUbji817v6VHeRq6/0O0jHwoX+lal6bGW/4XQv6u+VXQNOCUHz1Yc5HC3HTgtKb7Kf1df9329vBoFrUUo3mzVr3gSdb/6ca/nh+3S5y8FpfiOl1Ly3y8HnYV/760D+379KUPpPndC1CVLl837pjzplOFpu64QYlGolqvxds+e3LBgqt9SU7Fs6q95zo+qOys1eZ1Ba72q03cxQ+p1B6XYeWnxmFBNahUJlR+WWp0D/TUIhDTz7t8tLMNC/9V5vUdXv6hvcem/com+ZrYIxXN39/sckg9L5jePJ750rQnvI/VC1s28/uGxe61Pv26fU377eX4H65m7/xPvDGtZbu/q32vdf68PtDmtib6KVvPSk+9olQ2VH5Rb/kH3tLvJxPlTdUbnZ6wxKfaxM684Spd8ZlK7rm1XPhmJCq2io7Kjc4oHHf9ErR3shQWOQ4gqtfgAh71tXY1n7WWarYAxZd6/s6welvPW+glbMUzh8T+mxq0m77+nVoc3v3S79r//zP4qrhHsPc5I/8Miap1cNlw92klloGKrv90PQ/vuHkDUj1LbltdfXqCMqOyq3eIbsa3SOv3Og6o7KzV5nUOpvlVo+Y5R+Z1C63CubnQHFhFYBUdkxuIvQsxB/9aDUyW33UgIM3Quxi02v7AxKCxEnbvrSvPwe0QzauXq0HdaAND/YafidpQf29rb9ct989phbB/aYeEepUNlRucUMZD/aEmHfRNUdlZu9zqA07GJ2BAyl3xmUHjHBU7+FYkKrzqjsMNz9qz2b172n3pdXWE2+9d4OYy2v1TAGo7tRbK/sDEoNMU8c8qZ5/xb7lPZPtu+HnHpFaacMh+8t3Y827IAhqdB7072j48IXqOyo3PQ7w5OFS4a7w9nr7iRbZcLUfZUyujsJiu4MSiu2JooJLQlQ2aG4m/BTbz0tvrtPDVE+rOnF/rZVfUu+0/Rwy6rcmlqGqs1O1u37+ejatqB07xXfKzuD0p6QE17Wq7kdgA6C0l74eUCX2/Vffd95WNP+gU/5Fv1vvv6yefjX/kn3hyMhNurVffvyo7KjcoujyL59X9X4Cai6o3Kz1/lHkRrXoa3nhNLvDEq3dtKC86OY0CoRKjsqt3iA7FYnxB/zqrsGpderPfWe31Fahdub7yZ9I3+K2f9rXuegsxns76P7GleaNiGrhqcfvk+f7HYJMSSVEnnt9YO8CzZQ2VG56XeGJwuWC5eHstddyrZ40tR9cQldngBFdwalFdsTxYSWBKjsqNziAbJbnRB/zKvu6welN92rpPUhPuXvtzfp/v4+3d3dpYeHhyRz8Pivds31u0Yvdrt0seuFpPLguR9eDa8cPQixvyp1f+yus18TmjbnlPMWPxqkHs4Rc6N23besOio7Krd4iexbdlS950bVHZWbvc4/itS7Gm03M5R+Z1C6nYcWnxnFhFahUNlRucUDZLc6If6YV901KL3hFaWTTepV88mgxgHKLv5Z8mOcuvohZa9+ohtMEJUdlVssRPYNGsnBKVF1R+VmrzModbAsrT5FlH5nULq6ddY7IYoJrYqhsqNyiwfIbnVC/DGvujMone9Nr5rPJ85HKrv65+PHj+nUH7mKmFcS51p62lLdPc15jbmickvtyL6Gg/ydA1V3VG72OoNSf6vU8hmj9DuD0uVe2ewMKCa0CojKjsotHlD2JVdZybEe/ym7x7kvnbNXdg26eEXpdAd41Xw66fAIZVf/pLc36ZQffuXCsJaeRlR3T3NeY66o3FI7sq/hIH/nQNUdlZu9zqDU3yq1fMYo/c6gdLlXNjsDigmtAqKyo3KLB5RdA4RTr7KS/XilldVFPsZUdx+zzbNUnzIozTU5dcur5qfyHdtP2dU/6S0f4nWsXlHeU92j8JzKgcot9SH7qS6JtR+q7qjc7HUGpbFWsNNoUPqdQelpfniSvVBMaBUXlR2VWzyg7DlA4JVWVm9EG1PdvXGpTxmUTlfOq+bTSYdHKLv6p7matHxgl7XNh3gNC+lsRHV3Nu3F00XllsKRfbF9XJ4AVXdUbvY6g1KXC9XCSaP0O4PShUbZ8nAUE1o1RGVH5RYPKDsDBKsj4o6p7t4I1afXfJjTZOk8ay66z/2RQim7+odXlE62j8sDVHeXk18waVRuKRnZFxjH8aGouqNys9cZlDpermZPHaXfGZTOtsj2B6KY0KokKjsqt3hA2XOAcJOSdXVVOcYrraz2cTWmuruadEpNWCZf+7BeUEq/1+4BXZuWfC2I+l3PxaC0dtXXmZ/qvs7Z/JwFlVsUIrsfn645U1TdUbnZ6wxK11w/vJwLpd8ZlFbsSBQTWhKgsqNyiweUPQcIDI6s3og2prp741KfMig9QblvL4s/elymv/6+93+sby/y+5+97J3wdX5P/kjy7WP3/Z9fdt//qfv2mq9Uc/m6hVN+rAcwqd/1XAxK11So3nOp7vXOcJuZoXJLNcm+jadqPyuq7qjc7PXe/5+rvUFXnB89v2IxKz0Vg9JKhZFpsQErFmejqVHzfKUev7tvI5NVdlqvntega73vKA36h4EmJH2WXffTs5Re/Cq/bkLS3vuHsLQNSW9fd/fXsFRDUn2dHlP67CKljcLSpZoLhPpdz8V1LksbeUt1j8xosaFySy3Ibjki/hiq7qjc7HUGpfFXtSEhSr8zKB1qX80IigmtgqOyo3KLB5SdAYLVEXHHVHdvhOpTBqXHlGuDy0OQKfs+pr/+RsPMNgjtBJtF2NmEqkWIKoc34Wg7JiHsIVRt5yHH9MeOTXHCe0s1l49Sv+u5eEXpBAEc76q6O0aYNXVUbikW2WdZxv1BqLqjcrPXGZS6X7RmAKD0O4PSGeY41yEoJrTqicqOyi0eUPYcIAS9ws4wvLIbb4Uf8squPmVQOtWir9Pf5Bb6JhyVoPQypZ/LcxThqhV6NkFpe4wEpeXVpnIaK1wtT79ge6nm8tHqdz0Xg9IFgjg6VHV3NOVVporKLcUj+yoWcncSVN1RudnrDErdLVIrTBil3xmUrmCWrU6BYkKrfqjsqNziAWXPAQKDUqs3oo2p7t641KcMSicqJ+Hmb36dD5Jb78srQJugU7+LtL3itLwitblVvw1K9db7wxWpbcj6oncVav60RVtLNZcPV7/ruRiULpLEzcGqu5sJrzRRVG4pH9lXMpGz06DqjsrNXmdQ6myJWmW6KP3OoHQVu2xzEhQTWtVDZUflFg8oew4QGJRavRFtTHX3xqU+ZVA6Qbnm+0r7D3PScLN9oJNcISphqIajGobKVajNlai9q1A1WG3ev0zpJ3m4k6eglOvcBAe53dXrOre04KjcUjeyL3WPz+NRdUflZq8zKPW5Ui2bNUq/Myhd5pNNj0YxoVVEVHZUbvGAsmsAxYecWJ0Rb0x190amPmVQeqJybUgqt9kf17z4jlLr1OV3lFrvW7frW/vNGFuquXyksuu5eEXpDCEcHqK6O5z6oimjckvRyL7IOm4PRtUdlZu9zqDU7WK1YOIo/c6gdIFJtj4UxYRWHVHZUbnFA8qeAwReaWX1RrQx1d0bl/qUQekJyvWebH9U8/I7SK1TS+Ba3qrf30c+q/+9pf19Zr5eqrl8rLLruRiUzhTD2WGqu7NpL54uKrcUjuyL7ePyBKi6o3Kz1xmUulyoFk4apd8ZlC40ypaHo5jQqiEqOyq3eEDZc4DAoNTqjWhjqrs3LvUpg9JfUK65krR7K3xH806w2V5Negg62+8o1e8g1dvwO6+Lh0E1t+EXr39halPfXqq5fJ6y67kYlE5Vwef+qrvP2c+fNSq3VIzs833j+UhU3VG52esMSj2vV3PnjtLvDErnOuQMx6GY0ColKjsqt3hA2XOAwKDU6o1oY6q7Ny71KYPSY8q1Qad+v2j5W7+DNPW+o7R/taiGo3rs4bj2czvfUXqRkoaox6Y1872lmsvHqt/1XPyKkZliODtMdXc27cXTReWWwpF9sX1cngBVd1Ru9jqDUpcL1cJJo/Q7g9KFRtnycBQTWjVEZUflFg8oOwMEqyPijqnu3gjVpwxKpyuHqrlUStnVP7yidLp/PB6hunuc+5I5o3JLzci+xDl+j0XVHZWbvc6g1O9qNX/mKP3OoHS+RzY/EsWEViFR2VG5xQPKngMEXlFq9Ua0MdXdG5f6lEHpdOVQNZdKKbv6h0HpdP94PEJ19zj3JXNG5ZaakX2Jc/wei6o7Kjd7nUGp39Vq/sxR+p1B6XyPbH4kigmtQqKyo3KLB5Q9BwgMSq3eiDamunvjUp8yKJ2uHKrmUillV/8wKJ3uH49HqO4e575kzqjcUjOyL3GO32NRdUflZq8zKPW7Ws2fOUq//39qoIy8co/TBwAAAABJRU5ErkJggg==


   
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 alfredn
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בעיה טכנית - מפת פוזיציות בנגזרים   6.10.20 10:03  

נראה כך,
הכל מתוארך ל 22.09


   
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 מנהל טכני
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בעיה טכנית - מפת פוזיציות בנגזרים   6.10.20 10:17  

חברים,
בטיפול 🙂


   
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 ronenamos
(@ronenamos)
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בעיה טכנית - מפת פוזיציות בנגזרים   כותב הנושא 23.11.20 9:19  

היי האם יש חדש - מפת הפוזיציות תקועה על ספטמבר כבר חודשיים


   
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