Return-Path: Received: from [24.25.9.101] (HELO ms-smtp-02-eri0.southeast.rr.com) by logan.com (CommuniGate Pro SMTP 4.1.8) with ESMTP id 2955260 for flyrotary@lancaironline.net; Thu, 29 Jan 2004 10:34:38 -0500 Received: from edward (clt78-020.carolina.rr.com [24.93.78.20]) by ms-smtp-02-eri0.southeast.rr.com (8.12.10/8.12.7) with SMTP id i0TFYYhl011300 for ; Thu, 29 Jan 2004 10:34:34 -0500 (EST) Message-ID: <002201c3e67d$6c0e41c0$2402a8c0@edward> From: "Ed Anderson" To: "Rotary motors in aircraft" Subject: Wedge Shaped Ducts Date: Thu, 29 Jan 2004 10:34:45 -0500 MIME-Version: 1.0 Content-Type: multipart/mixed; boundary="----=_NextPart_000_001E_01C3E653.82F58B70" X-Priority: 3 X-MSMail-Priority: Normal X-Mailer: Microsoft Outlook Express 6.00.2800.1158 X-MIMEOLE: Produced By Microsoft MimeOLE V6.00.2800.1165 X-Virus-Scanned: Symantec AntiVirus Scan Engine This is a multi-part message in MIME format. ------=_NextPart_000_001E_01C3E653.82F58B70 Content-Type: multipart/alternative; boundary="----=_NextPart_001_001F_01C3E653.82F58B70" ------=_NextPart_001_001F_01C3E653.82F58B70 Content-Type: text/plain; charset="iso-8859-1" Content-Transfer-Encoding: quoted-printable Ken Here is all I have been able to find at this time regarding "wedge" = diffusers. There are two postulated approaches in K&W. One assumes = that the wedge or oblique duct losses are the same as a straight duct = until a certain inlet/core area (or angle) ratio point is reached at = which point an additional (and severe) loss factor occurs. The second = approach assumes that the loss due to obliqueness is there for any angle = (or area ratio) , it just becomes significant at a critical angle or = ratio. Regardless, they both refer to the critical area ratio as Ai/Ab = critical =3D 1/(1+Kpo)^(1/2). Kpo is the pressure drop for your = specific core and Ai is inlet area and Ab is core area. So = unfortunately you need to do some more digging to estimate the Kpo for = your partcicular core. It appears that the more severe the angle is the more inlet area is = required to reduce these severe losses. However, again use of the = streamline duct profile appears to reduce this requirement. Attached is = a rather poor quality diagram of the comparison of a oblique (wedge) = duct with straight walls which shows the opening as 0.44 of the core = area or 0.44Ab. This is compared to the use of a 0.20Ab ratio for = streamline ducting (note the small "kick out" of the duct at the upper = corner of the duct/core interface). The angle noted at the top is 64 = degrees (or 90-64 =3D 26 deg between duct wall and core). Note when = using the streamline duct profile the inlet can apparently be reduced to = 0.20Ab vice 0.44Ab (for the straight wall duct) with "....about the same = losses". So using the streamline duct profile permits an inlet of = nearly 1/2 the size of the straight duct. =20 Further a quote regarding the diagarm "..In the case shown, the upper = wall has a slight inflection so that the excessively high angle of = deflection at the upper part of the duct/core interface is avoided. It = was found that the losses were again about the same as the symmetrical = streamline diffuser in figure 12.8". So if I am interpreting this = correctly, it appears that you can have an oblique duct without severe = losses provided attention is paid to the critical Ai/Ab ratio. Lacking = the specific KPO value for your radiator, the only thing I can suggest = is to keep your duct angle to 26 deg (or more) and your Ai/Ab ratio at = 0.20 or above. Now, whatever study there is out there (I could not find anything on the = web) about Wedged ducts may have a different spin on the topic than I = presented here, but this is all I could come up with at the moment. Will let you know if I find any more on it. Hope this helps some. Ed Ed Anderson RV-6A N494BW Rotary Powered Matthews, NC ------=_NextPart_001_001F_01C3E653.82F58B70 Content-Type: text/html; charset="iso-8859-1" Content-Transfer-Encoding: quoted-printable
Ken
 
    Here is all I have = been able to=20 find at this time regarding "wedge" diffusers.  There are two = postulated=20 approaches in K&W.  One assumes that the wedge or oblique duct = losses=20 are the same as a straight duct until a certain inlet/core area (or = angle) ratio=20 point is reached at which point an additional (and severe) loss factor=20 occurs.  The second approach assumes that the loss due to = obliqueness is=20 there for any angle (or area ratio) , it just becomes significant at a = critical=20 angle or ratio. Regardless, they both refer to the critical area ratio = as Ai/Ab=20 critical =3D 1/(1+Kpo)^(1/2).  Kpo is the pressure drop for your = specific=20 core and Ai is inlet area and Ab is core area.  So unfortunately = you need=20 to do some more digging to estimate the Kpo for your partcicular=20 core.
 
It appears that the more severe the = angle is the=20 more inlet area is required to reduce these severe losses.  = However,=20 again use of the streamline duct profile appears to reduce this = requirement.=20 Attached is a rather poor quality diagram of the comparison of a oblique = (wedge)=20 duct with straight walls which shows the opening as 0.44 of the core = area or=20 0.44Ab.  This is compared to the use of  a 0.20Ab ratio for = streamline=20 ducting (note the small "kick out" of the duct at the upper corner of = the=20 duct/core interface).  The angle noted at the top is 64 degrees (or = 90-64 =3D=20 26 deg  between duct wall and core).  Note when using the = streamline=20 duct profile the inlet can apparently be reduced to 0.20Ab vice 0.44Ab = (for the=20 straight wall duct) with "....about the same losses".  So using the = streamline duct profile permits an inlet of nearly 1/2 the size of the = straight=20 duct. 
 
Further a quote regarding the diagarm = "..In the=20 case shown, the upper wall has a slight inflection so that the = excessively high=20 angle of deflection at the upper part of the duct/core interface is=20 avoided.  It was found that the losses were again about the same as = the=20 symmetrical streamline diffuser in figure 12.8".  So if I am = interpreting=20 this correctly, it appears that you can have an oblique duct without = severe=20 losses provided attention is paid to the critical Ai/Ab ratio.  = Lacking the=20 specific KPO value for your radiator, the only thing I can suggest is to = keep=20 your duct angle to 26 deg (or more) and your Ai/Ab ratio at 0.20 or=20 above.
 
Now, whatever study there is out there = (I could not=20 find anything on the web) about Wedged ducts may have a different spin = on the=20 topic than I presented here, but this is all I could come up with at the = moment.
 
Will let you know if I find any more on = it. Hope=20 this helps some.
 
Ed
 
Ed Anderson
RV-6A N494BW Rotary=20 Powered
Matthews, NC
------=_NextPart_001_001F_01C3E653.82F58B70-- ------=_NextPart_000_001E_01C3E653.82F58B70 Content-Type: image/jpeg; name="Straight and streamline oblique ducts K&W.jpg" Content-Transfer-Encoding: base64 Content-Disposition: attachment; filename="Straight and streamline oblique ducts K&W.jpg" /9j/4AAQSkZJRgABAgEBLAEsAAD/7QE6UGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABABLAAAAAEA AQEsAAAAAQABOEJJTQPzAAAAAAAIAAAAAAAAAAE4QklNJxAAAAAAAAoAAQAAAAAAAAACOEJJTQP1 AAAAAABIAC9mZgABAGxmZgAGAAAAAAABAC9mZgABAKGZmgAGAAAAAAABADIAAAABAFoAAAAGAAAA AAABADUAAAABAC0AAAAGAAAAAAABOEJJTQQAAAAAAAACAAA4QklNBAIAAAAAAAIAAFBIVVQINQAA AAAARAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAUEhVVAg0AAAAAAAEAAAAADhCSU0EBgAAAAAABwAEAAEAAQEA//4AJ0Zp bGUgd3JpdHRlbiBieSBBZG9iZSBQaG90b3Nob3CoIDQuMAD/7gAOQWRvYmUAZAAAAAAB/9sAhAAG BAQEBQQGBQUGCQYFBgkLCAYGCAsMCgoLCgoMEAwMDAwMDBAMDAwMDAwMDAwMDAwMDAwMDAwMDAwM DAwMDAwMAQcHBw0MDRgQEBgUDg4OFBQODg4OFBEMDAwMDBERDAwMDAwMEQwMDAwMDAwMDAwMDAwM DAwMDAwMDAwMDAwMDAz/wAARCAOEAlgDAREAAhEBAxEB/90ABABL/8QAlQABAAEFAQEAAAAAAAAA AAAAAAECAwQGBwUIAQEBAQEAAAAAAAAAAAAAAAAAAQIDEAABAwMDAwIEAwQIBQIEBAcBAAIDEQQF IRIGMUEHURNhcSIygSMUkUJSFaGx0WJyMyQWweGSshc0CIKiQyXw8WMYwlNzs2R0NREBAQEAAwEB AQEAAAAAAAAAAAERITECQRJhcf/aAAwDAQACEQMRAD8A+qUBAQEBAQEBAQEBAQEBAQEBAQEBAQEB AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQf/0Pql AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEB AQEBAQEBAQEBAQEBAQEBAQEH/9H6pQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEB AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBB//S+qUBAQEBAQEBAQEBAQEB AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEB AQEBAQf/0/qkkAVOgQECorSuvogEgdTRAqK0rqgbm+o06oI3NpWop6oAc09CCgncPVAqPXr0QKj1 QNwpWuiAgAg9DVBG5taVFfRBNRWldfRABB6FAqB1PVBDnsaCXODQOpJohqGTRSN3se17f4mkEftC CqorSuqDCv8AOYXHPYzIZC2s3yf5bbiaOIu+QeRVBDM9g3ua1mRtXOdo0NmjJPyo5BlTXNvAzfNK yJn8T3Bo/aUFq3yeNuTS2u4ZiOojkY/+olBF3lcXZkNvLyC2LvtE0jIyfluIQUw5rDzGkN9byH0Z Kxx/oKC5c5LHWsQmurqGCI9JJZGsb+1xAQWWZ3CSEBmQtnk6gNmjOn4FBb/3LxzeWfzWz3t+5v6i Ko+Y3IL1pmsNeSOjtL+3uJGfeyKVj3D5hpKChvIcA+8dYsyVq69aKutRPGZQPUs3bv6EFqPlXF5L 0WEeYsX3x0Fq25hMv/QHbv6EFWU5PxrEyMiyuWssfJJ/lsuriKFzvkJHNqgy4L+xuLf9Tb3EU1sR UTRva5lP8QJCC3bZfE3Uroba9gnlb90ccrHuHzDSSgriyOPmlMUV1DJKNDGyRrnD8AaoLlxdW1tC 6e5mZDCzV8sjgxrfm40AQY2PzmFyQccdkLa9DfuNvNHLT57CUFyXJY6KMyy3UMcY6vdI1rf2koJt MhYXkRmtLmK5hb1kie17R+LSQgt2maw15JJHaX9vcSQ6SsilY9zD/eDSdv4oJtsxiLq5fbWt9bz3 MX+ZBFKx72/4mtJcEFAzuDdkTjBkbY5ICpsRNH74H/8ASrv/APlQTe5zCWEjYr7IW1rK77WTzRxu PyDiEF915Zttv1Tp4221N3vl7QynrurtQW7PK4u+1sryC6H/AOjIyT/tJQQMviTfnHi9gN+BU2gl Z7wHr7dd/wDQgsv5Hx5mRbjH5S0bkX/ZZGeITn5Rl28/9KC5fZ3CY+aKC/yFtaTz6QxTzRxvf/ha 8gu/BBduchYWsXvXNzFBD19yR7WNp83EBBNpf2N7D79ncxXMB0EsL2yM/wCppIQX6itK6oMG4z2D trplpcZG1hupDSO3kmjbI4/3WEhxQMhnsHjXxsyORtbJ8xpE24mjiLyezQ8jd+CCq/zOHx1u25yF 9b2du+mya4lZEw16Uc8gIKocri5rb9XDeQS2vX32SMdHT/EDtQWJuScdgjMk+UtIox1e+eJo/aXI Mu0vLO8gbcWk8dxbv+yaJ7XsPyc0kIMYchwBvzjhk7Q5Boq6zE8fvAfGPdv/AKEGXDdW09fYlZLt 0dscHU+dEFwEHoUBAQCQOuiAgIBIHU0QEBAQEBAQEH//1PqlwBFD0QQXBtAgBoBJ7lAc0OFCgg7d 49eyCdg1+PVBBY0tA7BAaxoNQgkMAFPVALRp8EDaKk+qBsFKIJQQGgEkd0EGNpdXugnaN1e6AGgD RALQSD6IKJGRyh0buh6omKYLWKCL22CjeqKqJDj9P3BBw3zZlba9z+KjhY5wtXf6ggE90HReMcbw lzjbW+az6tC2umtEG0Xthb3kHszCrKUQYmM49jLAl1s2lTqgt5fjWNyz2uvW7nN+xBZtuK4eyO6J tHDqgyMjhcXlLQWtw2sQNQEGLBwzDQEbG/UBRvyQY3/j7jomfPs+omrygy8PxXC4u5luLNtHzaOR MYv+xsLDmJMwxv8ArpAWuNOxRXls8Y4iDkbM9A389pqdO6DP5N4945ymeKfKx75oT+X8KIPascTZ Y/HNxsApbgUI+CDXbzilxjr03uFFHSaSadj1QerhsJDaSCdw/wBW/V3zKD1chYW2RsprO5FYpRSQ IOa/7M5Dx/KSDjTaWMtQ7TsUG4W+Bbc4Z1rkB+a5p/6iEGn43A85w8NzaWA/00shLdP3SojZcVw9 uJxlxNaNplbxtZT/AHiqrWOAcO5bieSZLJZAfTcA7DRB4X+zubs8pHksbT7DvpJp2QbH5X4pksra wX9k2tzEBuoK6hB7vCoL++40LDMNO1rNjgfRB4XH45OI57IPu2uGKeP9HQd6oLvFcXcZDm83J3tI hewsYSP2INZ55jf5P5XsORyMcbSMDeQO6Dy/L3J7C/5Tx26hY90TXAg0Pqg3ryJkGO4VDcNa4tkY KADXogyvDeRt5uKxwbXNeHmoIp1QdB2ite6D508gcigm8rYhluxxbbygTkA06oPQ89ZG3urzAy27 XO9qZpfQV0qgzvN2ZtLvxxYOjBcQ6OoGp0ABQYNzzGOx8Ug49rvdDWNIp6qzsZXJG4uHxtaXV6N1 9ewhzANTVNGyeEuW2ORwEWIjBFzaV9wH0TBpPl1l1xzmcOdxjT79w4RSEDsTQ6qDtfE7URYW2md/ m3EbZJPm4VQewGgEkd0EoCAQCKFAAoKICCHNDhQoG4AhvdBKAgICAgIP/9X6pQCAeqAgIFBWvdBS 11SRSlEFSAgICAgICAgpc7bTStUFSAgIFBWvdAQQGgGoCDzLrjGCupjNPaMfIdS4jqgz7e1gt4Ww wsDI2/a0dAguoKdn1AjQdwgqoDqggtaeoQQI2DoEFVBWvdBG0ainXqgpbC0E06dkEtYKa6lA2mun 29wgFjaaCh9UFHsGtSa+qC6AAKBBQ2MA1OrvVBJZVwI/FBIaQTrp2CAWgmpCCUEOFenXsUENca7T 1HdBIbr109EFPtNLCxwq09kCOCKMEMaGg9QEFi8x9jdMay5hErR0BFUFy2tLa2i9qBgZGOjR0QWL /DY3IEfrIGzAdnIPPuuEcZuZIpJbNhMP+XoNEHoXOFxtzattZoGvgZ9sZ6IJsMRjbBmy0gbC30aE GYg1m54BgJ8ib99u03JNd+nVBdvuFYa+aBcwh5Z9h00QeffeO7C9tRaXAD7dpq1nogrHjnC/yZ+N MQMbunRWDFh8cxOtDaXr/fgYKW7T+4FdMeY6wxfjhrshFAHNuDSRw7fsScowLnk2H59cxY+G2D3R ODvdHZZqupWcQtrWC37RsDR+AogvtdUnToglAQEBAQECgrXugICAgICAg//W+qUEBwNadkEoCCkl 24DsgqQEBAQEBBDy4DRBFXbhpp3QS6tDTqgNqRr1QSgICAgICAgICAgICAgICAgICAgICAgICAgI CAehp1QQwuI16oJQEBBTV2+nZBUgICAgICAgIBrTRCA6IPH5Jx21z9k6yutI3DrRUePw/wAb4rir 3yWZ9xzu7hrqpaNq2ve76tAguMrqCNB0QVICAgICAgpJduA7IKkBAQEBAQf/1/qhwJaaaFAa0N+f dBKAgICAgICAgICAgIKXBxptKCpAQEBAQEBAQEEOqR9PVBIrTXqgICAgpaHAmp07IKkBAQEBAQUk O3Ag6IKkBBTR2+vZBUgICAgICAgICAgICAgIKXhxpRBUgICAgICAgICAgICAgICAgICAgIP/0Pqh 4q01NPigNIpoaoJQEBAQEBAQEBAQEBwqCEENFBRBKAgICAgICAgIIY3bXWqCUBAQUltXB1enZBU4 VBCCGigoglAQEBBD27hStEEjogpa3bUk9UFQIPRAQQxu2utUEoCAgpLauDq9OyCoEHogICAgICAS B1QUltXB1UFSAgp2/Xur+CCpAQEBAQEBAQEBAQEFqRxEgp+xBdBqAUBAQEBAQf/R+qXAEUKCiNha T6dkFaAgguAcG9yglAQRuG7b3QSgICAgICAgICAgIIc4NFSglAQWL29hs4HTS12NFTRB4MfP8DIS GudoaFBmWfK8VdyCOJx3H1QeuZGgA9j0QSHsPRw/age5H/EP2oI9yP8AiH7QgkPaakHQd0Dez+Ia /FAMjB1cP2oG9lKhwI+aCn3WeqCoPYejh+1A3tpWoogbm1pXqgpdIzUFBIc1rRToeiCdw3be6CBI 0mndBJcAQD3QSdAgp9xu3d2QTuFQO5QUgsG4jt1QTvFAfVBO4btvdBKCC4AgHugkmgqgp+l4+CCp AQEBBDnACpQSDUVQUOla2teyCY5GvbuHRBUgE0FUFO9tAfVBUghrg7oglAQEFJ27xX7uyCpAQEBA QEH/0vqhxoK0r8EEjogICBQVr3QUtdUkUpRAc7bTStUFVBWvdAQEBAQEBAQEBAQCaCqClpDxqEFS Agt3FvFcROilbua4UIQa3JwfHlzvbjDQda/NBZtuFm2uhNGaBvZBsha58Hs9HUpuQazc8Uzb7hz4 70tYegqrEWo+IZ5sm43xLfSqfFaNymTO43m9jixfn25wHUV1Y69FBLJiWxNd+btoX+pWUa1d8Nz0 7qsyBYPSpQW4OFcgjeXuyJfp0qUE2vHc/Z5FjpLoyQnUtqpKM3m3L7Pi2DkuLhw93b9DT1K3IVyr FeUuS5KL9Zb2UjoDUtIBoVrFzGc3y3yVrjXFSkDttKzYLP8A555HbVa/BTP1+7af7FMKvxf+4rIk fXx+ao66OURkD/3Dzka4KUV+DkGTb+f2PO2TFvY741Qeha+aYZngGyIr21QZz/LuOiI9yKgd1+CC +zyzgngH3GNHqSg9G18j8YnH13kTB8XBBnw8v4vK36cnCfjuCC6OUcaoR/MYPj9YQVjkfH3N0v4S Pg4IJZnMI8fTexH4hwQZDcrji2ouGEetUFYvbN43CVpHrVAF7aOdtErSfSqC6XNaNP2BBUgICAgE A9UEEkEADRBBAJILfxQGAAaDaPRBUgO6HugsNuWPf7dNQgvoINGioCCQaiqAgIFBWvdAQEBAQEBB /9P6hyFyba0fMBUt2/0uA/4oLlvL7sLX/wAQqUFxAQEBAQEEOJA06oJFaCvVAQEBAdWhp1QQ0kjX qglAQEBAQEBAQEBAogh1KKxYpke5kL392tJH4BQr5n8hZTN3XkG3vWMdS3eGN07VWtH0ZgJZJcNZ ySfe+MF3zWUZ6AgoAq6rh9Y6IPm//wBwN7f8huDb4tznR2BAuQNQKH4LpOB1vxDY2zeBY5r4Iy8N O47QSTp1WfXa1uH6Cy6i2ir/AIG/2KIh2Nx50NpCQev0N/sUFl2AwrjU2UP/AEBBjzcVwsnS0iH/ AMIQedc+POPzv3+y1p+DQgtt8dYRrg4NaHDpogwL7xJhLrcC8tD/ALtP6kHmSeCONuZsNxIG9v8A 8VQYsv8A7eeOyR7f1kzT6iv9qDn/ADjxFDg8lBa4y/mcyWm4FxqK/ig913gWWSwtJ4b+YySNBkG5 39qCqLwvlbcObHdyuJ66lBhzeMOXWn0wSyuYDUGpQW7jjXk6FoZbskdTp1QYAHmCEmJkEhPQ9f7E FYj80wkTm2fSP6uh/sQZ8PMPNDvzWWTiGinQ9vwQWxzzzb7+79A7YOuh/sQZJ8l+Yma/y6tP7v8A yQZeO8xc2kkbBdWYZNWjhtA/4IPTn8m8yhuQ39LWGld23/kgyYPKua6TwUPy/wCSDJtvLbt5E7No HXRBk/8AlyxY8GSojPQ0QZLfMXGWPHvSlrfVB6OM8pcTyWRjsbS4L5pOiDa9zy7QfSUFLLdjJXSD q5BdQW97qUP3dgguCtNeqAeiCGFxGvVBBLt4HZBUgICAgICD/9T6mnhZNE6N/wBrqV/A1QTFG2Ng Y3oFJRUqCAgICAgIKXBxIodO6CpAQEFLQ4E1OnZBUgICAgICAgICAghrg4VQQ2RjiQ1wJHVBBruN dQeiC1d3MVvA987g1jQSS7ofgrpXP8nd8RyMMuQaxkU0L9pY6gLj6hZRvOGlY7GWzmCjHNG35Kqz g4FxHogPdtFUGu81zrcPxy4vvcayVooypoalMHNeEcaluOK8gyl79UmQaXxPOvX0Wrwus3hXEucw 4hhhvdts+pibXp/Sr+kr3X8a8gfpdjMhSWv3bh/as2jHHHfIsMf13xf60Nf+Kirs9lziG3FLhxfT 1RGNBneTwN9m4L3PHVyD2/8AdF1j8S27njdISftHVBjN8qWmgdZSbj3of7EFUvlewY9rf0cp3fA/ 2IKrryrjYIvcdZyuHWgB/sQYFv5qxU7trbGZprSpB/sQeHm+W2Wd5TaW0cRikcBTd1QdaxzXsso4 yauYKVQZH10Hr3QT9W74IJNaadUFtsbt+40r30QS4PNRptOiC3HbNjbtZQNPXQIKv00VftFO4oEF k2FrvoWAh3agQcX5dd4ux55Hbs2jfIA5v4oOvMwGJmijeYQQ5gIHzFUFs8QwJNXWwJQWH8D4y81d aD4oLb/HnFHijrMEdhVBYl8X8MlbtfYg/iguY7xtxDHXrLy0shHcM+11UGysaRUHp2QVIKaO317I D211H3digqFaa9UBBDw4jRBI/pQEBAQEBAQf/9X6oeAWkE0+KCR0UCorTuqCAgICAgICAgh7dwpW iCNn1A16IJNHAgFAFGgAlBKACD0QEBAQEBAQEHPvIPkOfj8zcZj4v1GRm/y4hqdUDgOV5Peh0mVt XQOk1oUGR5J8hR8Ls7eZzRI+5dtDT+xBplxzzL8yhdi7eEwPaPd3N03aVog8LFcO5VyHOsuLyN1j b2h2+0NA/b3KDsvEs1a3kM2OjcC+w+h/wog2Fhpp27H1QVEt79tUHBvLd/c8g5pacTs5SIJy0yU6 VCauuhZyz/274yuLeL7rO3oSO5C1IjB8ac8wE/D7N11fNinFQ9riahSmNpZzXizzsbkGE+tSoLv+ 7OOkil6wn0BKC7Hm8LM4MZO15f0CCsnEPeYy1hePhqgvCyspGbXRNcz+EgEIKP5RijoLSMj12hA/ k+KcdbOP6eh2hBLsNinV3WkRB6gtCCyeN4IjSyiGtahoCDnHM8FaR8+x08TRBRooG6VQdRx//pmd /igyEBAQEBAQEGFkZpba0luIG+7KwVaz1QfLnKbDlmS52zLR27i6OTe6P5FB9McVvry+xFvcXcXs zbA10fyCD2EBAQEBAQEBAQEBAJA6oKHg13Dt2QVgkgE9UBAQEBAQf//W+qH7dp3dEFDXUND0PRSC sNAJPcqiUBAQEBAQEBAQEFNGtqf2oKCHvII+1Bc3Cu3ugNaG9EEoCAgICAghxo0n0FUHBeXW2Syf lWzvcbrLAKBp1GiDeMLzTI46/ks+SbWSPdSAjRBr3OLGw5PeyuyDx+ntRvtxXuNUFjxKIf8AdMrW lp2MIb8gFEdpq0OpTUqq0HI8fuuPZeTK48n9HO7dfBB6fGfIGE5FkJsfYOAkttXAnXTqg9PkuetM Fi5ry9dtaWuazWlXU0Qcz8PYMZbI3nJsi0uuGSn9MXCv0101KtjVmOgeSGsdwjKh3R0J/wCCSpGi +NvFvGL7h9lcyh5kkqXkGg6pStni8TcRjdVof8qqIvSeMMAwflbxJ+7qgqg4Pb200csJdWP7kE3G CygujPCTQ/agqNpyxv2H/wDJBami5o2ZvsH8j9/5oMeSLnzZg5p/LQVSt58dYjr+8gljOe0G46dv mg0fKPz/AP5NxsGYP0OaNnyQdtgEbWBsf2jogrQEBAQEBAQQGAV+PVBz+xumt5xewbGlvbRBv0dG gNoBp0CCtAQEBAQEBAQEBAJoKoKfpePggiR4aKDr2QVNNWgnqQglAQEBAQf/1/qkgEUKClrKEk6+ iCpBS94YKlBUNRVAQEBAQEBAQKoKPcbQ1/AeqCppq0aUQTQVr3QEBAQEBAQEEOG5pHqKIOPcpjyX Guaw5i2tXXMAH1Nbr1QWorbI+QMi66fbOsjCasLtOiDxee+M+TY+2ZPZ3jpfdO1zWk6ILPh/h3I7 Dlzri6e8RUBNSg+hg0aV6jug8rkj3fya5AjMh202eqsmj5jx7+T8e5qMnaWEkdtPJ+bQGgaSmDb/ AChzZ/L/ANHxqwZ+dvY+UitdaVVzB2fh+DixOCtLZjdpETfcH96iyMLybMIuEZM0rui2hINM8ac2 ubbh9lALFzxGCA8A66q0bZFzy4kcWnHvFNehUFUPObmR5abBzQO9CgtO57dC6bEMe/aTq6hQVXHO ruGYMFg5zXaA0OiDIbzKaoBtHfOhQVN5kTIA6Atb3qgy38psmFoLx9f9CC6eT4hg+u5aD61QXGcm wTmbv1sbR8Sg5Xyy/ssj5cw36K5bO1jAHBhqAg7LHo2lKUQVICAgICAgICDmdrOIfId5UV3FB0tt CAe9EEoCAgICAgICAgIKQ6ri2iA47RoEBzA5vxQVNFGgegQEBAQEBB//0PqlAQD0QY102Z8I2j6q 6oMhldgr1pqglAQEBAQEBBDm7hRB596y7N1D7Q/Lb9yD0RWmqAgICAgICAgICCw9jZNJIWv/AMQB /rQS2GOEfkxNZXrtAH9SCieATgCVgcBqAUCOzhiPuRxNbJ0JAQZI6IKCa1Dmg+g9UHj8nfjrTB3k 80MYLYnEVa2taaapo5B4Y4uMnnZ+RzN3xb3Bm4fsVXHeTVraNHToFEaf5WlDeE5CvQM+pB5PizP4 McIsGO272AhwoOteqDc4cpi5RvY1tOlaBBlRzWEpo0MJPwCCoxQuO0RMr2OiCswR7ae2wn5BBQ2y h2lro20+SDFlwltLUOaAD6dUHlS8Dx73OIkd9XWvZBgTeLcVMKPnk+FCgw5vDeGljLDdTCvof+aD RIOCWfF/MWKZaTPmjlYHO9w1IQd8Fan07IJQEBAQEBAQEHMrNjpvIl62MVLDVyDpbSTSn20QVICA gICAgICAgpcXVFOndBUehp1QQ0kj6uqCHOIcP4e6CoGor6oCAgICAg//0fqlAQEBAQEFLw40oUFS AgpcHEgg6d0FSAgICAgICAgICAgICAgICAgICC05r/cH9CDiXnPl8rr2xwNk+kskgZcAHUgla4wd N4HhIsJx2C3Y3aHta8t+JCzRsoQaT5aaTxO7H7rm/UEHn+MeL45/CbR2yj5ATVB7NzxW79kxWr9h 61QeY/iHKGfVDdAH5oMSTiPkAhxjyAa4/bqgtHifk3YB/MxUdfqQWn8S8ob9zMkAz+GqCqDi3k9t w10mRrGOoqguS2vPIJSHXJcB1URcOV5RaM3zOc/4BVVp/kPIWkH5tvI94OtAUGtYzkp5D5Wx10Yn QtiaAWOFCUHdADuPp2QSgICAgICAgpaCCan5IOacRufd8m5iMNoWA1KDpYaQ7T7fRBUgICAgICAg ICAgIIeCR9JQKAihQSBQUQEBAQEBB//S+qSQBUoCAgICAgEgdUFO3691UEubuFEEgUFEBAQEBAQE BAJA690BAQEBAQEBAQKgmndAJA6oCDDy2RZjrGS7k/y4hV59Ag+f+OccdzvyTc5Sd1LK2eXwuPcg 17IPoeOBjNjQdGNDQ35ILqDRPLssjOL3O0VAag87x/nclb8JsHMty8aitOgQbA/l1yxv1xU9TRBQ znltvAkIb6hB6MXM8G4ASXAjLvVBcfy7jrB9V6wAd69UFs854qNXZCMfAlBSznXFJHe2zIRuJ9Cg unlPGHOAN5GXdtUFf8445JX86J3qgqiPHp9WMiePWgIQc6zEFpH5hxBso2saGDeGCgJ/BB1oAbjr r6IJJA6oCAgICAgIKGsG/cDWiDn3E2xt8i5qg1IOv4oOhbfq3VQVAg9EBAQEBAQEBAQEEVBqK6oL Zc6Og6j1QV7auDq/ggqQEBAQEBB//9P6ofTad3RBDHNI07IKkBBBcA4N7lBKCHNDuqBuG7b3QHOA FSgkGoqgICAgICAghzgBUoFA6h/YglAQEBBDnBvVBKAgII2gEuQR9Lx8EE7gCGoOc+Z+SxWXH5cT G7/VX7dsYB11QZnh/jjMTxG0dK2l3ICZHEa6oN62jdu7oJQaZ5DLXQMjuKfoj/nV9EHscZhxYwFv FYlv6Wn09EGTNhsdLXfTafkg8+XhGDldVzfqPRBYm8ecdlpua76euqC1L404zI0B7XFv7oqgx5vE XE5esbx+KC1b+H+JQS+6wPoOoqgqn8YYF0m6HcHD7eqDCl8eXDHPEDnIME8Q5fbMc20c7brT5oNf 45aZ208l2ceaJN0R+WT6IO5VaC49+6BRrwCgqQEBAQEBBQ2m/wCnp+8g5tw+bd5OzjK/SAdqDpe4 btvdAa0N6IJQEBAQEBAQEEFwBAPdBS5pB3N690E/S9vwQTuAIb3QSgICAgICD//U+qHmjSaV+CC3 D1cguoCBQVr3QUtdUnSlEFSBQVr3QCAeqClztpAA6oKkBAQEBAQCAeqAgICAgONASggUcASEEoCA gIFABogtue0Mc9/0gA6lB85Zi8u+aeUbaCMF9rjZdslOhAKD6FsrH9K8tYaQgAMb6IMxAQc68xSP OJbbRO2yTCgKDXuI8X5RHhbVzLt4jBrtr2UR7t1LyGzl03yADpqqq1FzzO2Z2yY98lP3qFBl23kz KSOo7FPAHehQUZHypkLVoLMPJIT6ByDz4/M2UM3tuwcgH8dHIPYtfJV7PI1pxj2A9dCgy3+QXteG GzcPU66IPVg5XbPg9x4DTRBdg5RjnxF75Gsp2JQaM+/tsh5RsZoXCQMFNw7IOoihJFEEgAdEBAQE BAQEFDdX+lP6UHKOCiQeWuQ7jpQ0Hpqg6vHqKnqgrQEBAQEBAQEBAIBQEFLjtGgQTQGhpqglAQEB AQEH/9X6pQQ1gaSR3QSgICAgICAgICAgICAgpq7fT91BUgIKQXbjXp2QVICAgICAgIBQQK01Ra1X yRnXYbid1e12kfTUaHVakRpng7i0scd1nrtgLr474XEa0JUo64x1dD93dQVICDmHmK4Zbfpp5TSF mr0GfxryPxKHAW26bbpSlEHuW3N+L3ZBikDnnsWhBnfzjCOIqGEHuWhBeivMY80YxlT9v0jVBeLb I9Yoye+jf7EFQtLKQaW8RYe+1v8AYgqFlaA1ELAR/dCDEnwdlKXVY0B3XRBhv4jYvbt3ENHSiDFn 4Hj5oy0yuaT6INJx2Ft8N5KtLaB5ka4ak6oOuCu4+nZBKAgICAemiCGFxH1dUEoLdXe4K6Dsg5Rw N0z/ACxyBxH0kH+tB1ePeCQeiCtte6LUoggICAgICAgICAgpJdvAHRBUgICAgICD/9b6pQEBAQEB AQEBAQEBAQEBAQUsDhWqA4OJFDp3QVICAgICAghzgBVBDHhyCRUGpOiqoe4AE9mipKDhHlHlA5Jy WDilo8OikcPcaD3CuI7NxvGnG4GzsRoYIwxZHosbTU9e6CpAQcn8w2773M4mwdrBOQJG+uqDacf4 z4rHjooHWldoB9Nf2IMqLgOBt9beHa5BbvOKGTWD6QOyC0OK5NrAY5drh9uvRBiycW5SXVbdgV6/ Ugh3G+YMbtjvPo9NyCpnHeZbg516NP7yCmXj3Ni6ovRt9NyCl3HuaFlBea9vq6ILbuO879kt/XfW Na7kGt8YtclHz6D+YuMkzdN34oOxAHca9OyCUBAQEBBDw4jRBI6ILZY8mtfkg5nwa3czyNmpC6u4 GoQ109tU1mDa91a3UqIICAgICAgICAgIFUBAQEBAQEH/1/qkkAVKAgIBIHVAQEBAQEBAQEBAcKgh BAo0AEoJQEBAQEBAQEBBS0NAOtQgqFOyClwDtK0p1VlGt875Nb8d49NePdQOa5rXfGlEg4Z4d41c Z7mknKnuMsLJKgn5q0fTII6BZBAQEHKfMGQ/Q5rDzRDfc1+iP11Qeva8z5S6GNzsfq6gIp0QZU/K +SteA2w0PU0QXZeS5+JocbMmo1FEEM5bmKj3LWgPenRBMfM5PeMcg20+CC5/vi0jm2SP+aDNi5jx 97w03gDjrRBU/mvGG13XzBs69UFo+QOJUB/mDNfmgus5nxiSN3t37HAA1IJqg1DA5Kxy3Mm3Nm4P jjNC5B0yorT0QEBAQEBAJA6oCCl72hjjXQdUHLuBCQ+Rc08n6CDtQdRDfq3IkqWgetVa1UqIICAg ICAgIKXAFwqaIKqitO6AgoewOd1ofRBWBQAeiAgICAgIP//Q+qH7dp3dEER7u/TsgqJoKoKfpePg gqQEBAQEBAQEBAQQ5od1QSgICAgICAgICCnY2hHYoKgKCiDCyty21x11cj/6UZcfwQfNHkHyJHyj FsxLd1DcGOg+Jog7d4n4pHxvjEFsBR07WyHTXUf80G7AAIaICAg475hoOdcVqQGuf9Ven3FB15rr faAHMoB2IQSZISNXNp8wgh5jcQC5pHoaILb7e0kBB2079EHnv41iHyGRwru+IQY8vCsDK8lzDuPx QYn/AI44xvMntur3O5BYk8V8Uk3b2P8Ar/vIMdvhvh4rWOQ//Egk+LOMQWsotw8O2GmvwQeH44wV vhspPEK1c80J+a1OmLddTA+okd+qi8qlmxoVBAQCaCqCn6Xj4IKkFm5DW28hPSmqDnXAZI3czym3 0NETHSGO/dPVFisADogICAgICAgICCl2zcK9eyANu80690FSCk7d4r17IKkBAQEBAQf/0fqh5AaS dQgohcTX07ILiAAB0QEBAQEBAQEBAQEBAQEBAQEBAQEBAQUufToKoPK5Ld28WCv3SEDbC4uaUHy5 xL9Bn+Tfo7e3AdHcbtPg5B9Z2UXt2cEZGrI2t/YKIL6AgICDh/nnH3GS5ZxrH28ntTXDqMkH7v1F B68Xiflke0fzxxA+J1QZUnjLlDowBmCCO1Sguf7F5VHF7f8AMXOd/FVBZOD5TZkA3D5KdeuqCY81 yGykDXwvlFfQ6IMq457mbYBjce+QjXcAUFzH+S8ncXYgkxUjBTVxBQYD/L+VbdXEAwkhEJo11Hao Jg8u5SQ0fhpGU6kgoM7/AMozOieXY5zKNJqa+iCx49y7M5c3Fy1u0tefw1W5052ZXR2OqSPRYalV KWtCoICAgAAdEBBiZG4EdnK9w0aEHOvHDhJy7JygaOB/BB1CgrXugIKXOoQKdUFSAgICAgICCxcW 7pHsc11NqCuhJp0I6lBcQQ5tR8fVBIFAB6ICAgICAg//0vqeQEsIHVAYwNHzQVICAgICAgICAgIC AgICAgICAgICAgICDAzF/Fi8bPfSH6IW7nfJB8+838hZ66e0sDhjskfahI71KD2PD3ji5w3KDkbh mkrRIKj1FUHeUBAQEBBxHzbdyWvNuNzt/wDpPBH7UG7u56+JofK0hpA7IMmLyTgmxVneWuHVBEfl PiMjtrbgl3pQf2oE/k/iET2skm+p3TQIIHknhrnlvuCvf6QgyIuc8RlNGPaR67WoM+0zmCuZA2AM Mh6fS2qC+bvECXb7ce8/d9LUGUbWykZrDGWnoaD+xBg3mBspraZpiYNzHAED1CDUfGOOtbF1+IDV olO6nzW5djn6joYFdVlqRKzrQqCAgICAgwM8P/tNwfRtUHOvFe85/IOPQ1qg6n9W/wDuoDq7dOqC RWgr1QEBAQEBAQEFLi6op07oKkBBSS7eB2QVICAgICAg/9P6pQEBAQEBAQEBAQEBAQEBAQEBAQEB AQEBAQcy8sZu7fc23G7aNz/5nRjnN7V9UGh3fHv1eQxXGYxvmxMofLTrT4oPoCC0ZHHFs0cxjW/s CDJCAgICAg5F5TtLe857xyOYgRteN4PfVB0eTjuCmG10THN7CoQYx4Vxd9Wm1a4nqgxm+N+IRuL2 2QBQVzeOuIzua99kC5v2lBD/ABzxM9LMNPqgxbrxzhWt/wBNDt+CDBbwLIQXLZLaXZToaoMS84Jy iacyRXezXXXr/Sg86TgvksXALMp+QDo3cP7UFrLcI8pOjkdb5ba0MNW7hrQfNB6XhCyvrfD3zL+T 3bgTEPd6mpVYdMGgopViVhoWwQEBAQEHmcg3Nwl4Sf3DRBpHi6Gl7cyjq6tUHSaO31roglAQEBAQ EBAQEBAQEBAQEBAQEBB//9T6pQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBBaluI4hueaMHVyDyLuxx bS7MStbK63q6N56inog5v4yY++8jZrKvG6KYHYT2Qdfb9L+v0oLqAgICAg4n5ks7y55tgnWhO5jh WiDZLyXk9kKwRukcQKj8EFm35TzGEU/Ql2vWiD2LPlPJnsBlsaO/hogoz/LeT2MDX2eP997hVwp0 QeKPInOhA15w/wBR+CCqLyNzEn83FbfhRB7WJ5nmLqJzrm19qneiC4ebXgkIMNGt706oMqLmlu6h eQCe3ogy5OTYg2c++5Af7btD8ig1jxHcsms8nJE7e33zT9pVc9dEbq2pUrUSsSNC2CAgICAg8rk7 mjAXproGGpQaZ4pNXTu7GtCg6QgICAgICAgICAgICAgICAgICAgIP//V+qHODRUoJBqKoCAgICAg ICAgIIc4NFSgbxUDuUEoCAgICAgICAgII3Ddt7oOceWuRTQY/wDlGNP/ANxmcC3adaK4LfMMpcYf xUI7h1MjNbgAV13FJBd8IYx8XEIMhcD/AFVxUvJ60UwdDLQ5lG+qC4OgQEBAQEHI+dZJlnz3EGSh bvHX5oOnMzFi91A4VKDJbJAdQ5lO3SqCovaNS5oPYlAD4qH6m/GhCBuj7lu393ogtujtnn6wwu/B BbdZWLmltG0PWlEGMcHjCCHAEO+SDGdxHCk1209dQgxb3hWBdbzyEGntu6H4IPH8S2NtZ2F/HB9v vH+sq6xjfGuqTTspSSq/6lhsWwQQXAEA90EoCAg8flIaeO347bDX+hBp/ieNzY5K/brtQb/kbyO0 s5p3mgjY5/7Ag0jxv5Di5NJetb0t5SzX4GiYN/LgCAe6CSaCqCGuDhUIJQQ1wcSB2QSgICAgICCC 4Bwb3KCUBAQEBAQf/9b6oeaNJpX4IKYxSpr17IK0BAQEBAQEBAQCAeqBQVqgICAgICAgICAgpeSB QDqgtTSCC3lkdpsYXbvkEHJOJ2knLeVzchm1gx8hj9v1oVu0ef5vyhueS4PBxaxXDg17fmU81cde 41jG4zDwWLRRsTQP2hYqPUAA6ICAgICAg41zrDPyXNbBu6h3iiDc5+E3rgBHc0I71QUN4Tl91f15 A9KlBN/w3Mz2Zgjv3Neej6nRBiReP88yFrf5o4uA11OqC+zg+aERa7IuqRpqdEGKzx9yAN2nKuOt d24oL9vwXOQ3DZDkXPYBq2pQWZuJ8h96Rzb1xFfpFeiCJLLkNrDt9xz3DvUoPPvuUZ/GY6VptXzu c0tpQn8UGZ4WkuJ8HezTtLJJJiaHtWqDokfcU6d0FSAgIBAKCkOJcRTogqQEHgc3l9vimRk+3bGS g1bw7ukxfvk1D6/grehk8h5NZXmau+OzXDYGNgc73TpXTorI591p3hKG1iyWQFtQsbMQSP3teqWL 9dpuru0twPfkEdehKy2RyMnjDonbmfxeqC8w1HSiCC6jgKde6CoADogICAgICAgUFa90BAQEBAQE H//X+qHV26dUEMbTXueqCo1poghhcR9XVBKAgICAgICAgICAgpq7fT91BUgICAgICCl5cB9IQY93 Abu2kgcQA9paaHXVB5PFOL2vH7a5hg6zuMjlaOUwWTeVeR/fb9f8rl+qutKFah9d1bWv93ssCUBA QEBANaGnXsg4xzubL/7tsn4pm+VjhuHVBs4zPkJpq+1G3/Cgql5Fy+Joe+Ch7iiCqLmeV2/mx7fX RBeHPPZH+oBHpogqPkzDta3c47u6Co+VuKx6TTFpQIvK/DJbgRC5PuHpp/zQWx5e4L774m3ZL2mj /pGn9KDLj8lcRl+24qD0JA1/pQZEvLuNyWsr9zXfQ40IGuiDxvFF/FeWWQkhAEXvmlPmUG9t3VNe nZBKAgICAgICDXPIFP8AZ2T9zQe2aIOecT5B/I+DxT2v1SSgq4lZeJ4NY8oxE2byMj47t7X0LdO1 dU1l4Xhu3GJz91YVJ/MO0nuKpa1se35U5VZW3IcdazTOZabgLpzT0UVe8Z8szGT5Vf2MIL+Pwj/S ynWuiDqza016oJQUtLqmvTsgqQEBAQEBBSS7eAOiCpAQEBAQEH//0PqhwJaadUEitNUBBDw4jRBI 6ICAgICAgICAgICAgpYHCtTVBUgICAgh1SDRBYu5xbWck7zRsTS5xPoEHKeIZ/kGa8jzXMchODaC 0NH21CDp+ZycGMx8t5cOAYwH6j0FeiDlfgyxl/nfIsk/WO7lLoj2oXdlaOwgODj6dlBUgICAgIKW BwBqUHM5JIRzJj3ytjDX67j11QdJ/VWx/wDrsoeg3D+1BadDay6Oka6voQgsuw2MdqYwR6DVBZl4 xhph+ZAD6fBBjO4Rxp+htBUd0FmXx1xKV259kCfmgpb414c2QSNsWh46Oqgs/wDi7hPuOkGPAe7V x11QWbvxjx57W/poPbp0CDy8h40kMMogftAYaa/BBV4Wsf0WHvrcmrmXBB/CqDobQ4E1NUFSAgIC AgICDV/JMgj4Plnv1AiP/BElap4kxNhmOFWrrhm5gJorpXRLLH21na/p4m0gOmz5qFixb8axFtcu ubeEMuHAnf8ANUxxXO2zLzJZVmRspJy1x9p1D/QsjavDGAvse65uHtdHayj8uN3ZVXVWggamqCCH bwa6IKkBAQEBAQEBAQEBAQEBB//R+qUBAQEBAQEBAQEBBD27hRBDCSNeyCpAQEBAQEBAQUvJ0HY9 Sg0byvyqDC4MWj5Nj8gDDGfidEE+KOPnFcXayRoM8rvcL+5DtUHj+fMz+l4ZNj43ls07mgOHUf8A 4qg9vxHhxY8Ox8h/zJogXHuaoN3qCad0BAQEBAQRUOBAPwQcczfGJM/yrdBOYv07/rp8EHs3nCMp E4GC6e+lK6lBbiseSWcxLN72AaHXqgph5Lze1vNv6F0kfxCCm98g88jlDYcOXN7u29P6EFcXPedP a7diS0jodvX+hBhxeRvIhuTG7DHZ67f+SD0LbnnMXzBsuNLGdzt6f0IK4fJGdMksctjtLDRunVBk Wnka7c9wuIfbp1FOiC9P5FsG2k5mk2tcxwafiRRBi+GH+9i8hcB25slwS0/A1QdDaBU0NUFSAgIC AgE0QOyJWleWZZY+B5ZsY3NfGQ8+gKrFeT4EeRwW1YftBNCpavl0nYN1f6EbJfsJQY36KwfVz7dh ce5A1QXWNijZtiYGeoApRBcYAG6GqCpAQEBAQEBAQQW1cHV6IJQEBAQEBB//0vqlAQEBAQEBAQEB AQEBAQEBAQEBAQEA0pr0Qc75rwG55RkrKS7q61s5A+IDXoUG+28LLeCOGMU9tjW/g0UQcI8qPl5D 5NxuBgJdbuDfdA1FQg7lh7Fthi7azbo2BgYPwQZYaASe5QSgICAgIIa0N6IOZ4DIQWnKr+OUgGSQ 03H4oOjsuLUjSRnx1CCfftenuM+W4IKvdgOu9v7Qgj3Yez2U/e1CCd8JGjm/DUIJDmV1Ld3wQUOF saghp9dAgw3YTHOk3vYC49NEGPNxXDTOdui1P3IPMvfHvGbi1kjdEdoaT8jRB5/iW2jtMdfW0Yoy OchnyFUG9hoBJHdBKAgICAgEAoCDSfLs7YeBZYD96OhVjn6YXgu3LfH1g89H1LVMa8x0NGggEUKC No0+HRA2ipPqgNaAKBBKAgICAgICAgguAcG9yglAQEBAQEH/0/qhxo0nqgkGoqgICAgICAgICAgI CAgICAgICAgpLqOp29UHicr5TaYHGy3EhBnA/JiPVx+CC9xfNy5jCQZCSL2ny9Y+lEHoXcm22neP 3Y3GvyBQcZ8fWDs7zWfkDm1/RSlgPyKDtqAgICAgICAg42zjE/JORZF1rcey63fqQad0HpTeLORy ABuYeynxKDzpfDfLXTmYZ+QD+DcUF+38UcviNHZx7h67igvxeOuVwyEOyj3D/F1QZ8OA5HYEl9y+ UdhUoI/U8gjft2vIH72qDMtc/l4ZAX2znU+B1QUyc/y7HvH8tc4N6aFBR/5IytBTFP8AnQoMfJ+T 8rBauLcQ8lwI6O0qOqUel4sl9/E3NwW7Xyy7nN9K10Qbo1xJOlKIKkBAQEBBDjRFieoRmxoPmiYN 4NkWEdWdUSxc8L/T44xdP4T/AFqRY3pVRAQEBAQEBAQEBAQECgrXugICAgICAg//1PqlAQEBAQEB AQEBAQEBAQEBAQEBAQUSbqH0pWqDhvN7275b5AxlnjSXWthIBeNGo0OtUHbLa2itYG28IAY0dBog 17yFyFmC45JOTQSgxg/FwQeD4Wx01phbqWRv1XUnutJ9DVB0gVpr1QEBAQEBAQEHFMFmb3F8syzb MF8ckh934aoN8h5swACWte6C+3n2Ea4+7IQfRBEfkXjTn7GTHd8kF3/fnHCfqlO4dBRBcl5tx9kQ e+T6XfBBY/35xWn+YNvrtQRHzzjEkm1jgXdvpCDKZynjzzRpaf4vpCC9HnMI+u0MIHT6Qrgt3GXx MltKHMZXa4AED0+SWDzvHbI22V2Y/tdMSB+1TBtqAgICAgICAg0fy7bifht/G7qWfSgu+H4XQ8Bx 0burQUG41dv/ALqCpAQEBAQEBAQEBAQEFJLt4p0QVICAgICAg//V+qUBAQEBBS0OBNT8kFSAgICA gICAgICAgICAg8Pmd/cWOBnuLcF0g0DR11Qat4q4XNi/1WYu9ZsifcaD1FSg6GW6gj8UHA/PGaub 3L2mAtzvaJWl0bevVB2njVi20wFjC0bXiBlfnSqD1RWmvVAQEBAQEBAQc24LjrF2fzjrihc6Q0B9 KoNzODwRGsbTXugtu4lx52rrZpPqUFtnCOMiT3G2gDkFw8O48TX9K2vqgmTiOBfGGOtgWt7ILTuF cbLf/SCnpT/kgO4Tx6lY7YMf2IQeRLwJpmL4fpb3HqkGNc8DyOpgl2g9BVWjw+QcG5FDjBJHc0c1 31a9lZSNv8dW7oMKY3mrwRvPqVLdG1qAgICAgICAg0Ty3K5nHLiOusjfpQej4wa5vC7AO1O0oNqQ EBAQEBAQEBAQEBAQEBAQEBAQEH//1vqlAQEBBBbVwdXoglAQEBAQEAEEVCAgICAgICAgo9zUn9wC pKDyTyDAXd3+gMrZZyaeye6D1WRsYzY36Wjo0dkFF08RWkkldI27q/JBwXjli7kHmWe8uR7ltG0l od0qFZOB3+OMRsDG9G6BQVICAgIAcD0QEBAQcZwtrl5OTZeSAENZIaAd0HtyXHKWuqyFztvZBiy8 k5wyUtZZuLW9DT0QWIfInkb9WIpMP+UP3tvVBem8g+QWudsxG4DodqC5H5B5wYwX4uju/wBKCt3k XljI97sdQ927UF+HyXkKD34Nh7mnRB6kHkWwe0e4/Y70ogq/8m8djcWzXIae6ti143L/ACjxU4ts MN7umkcG7fmrIzW08GbXDtlGrZaOafgVlWxICAgICAgICDnPmGSuNjhH741/ag2Lx3H7fE7JnYA0 QbIgICAgICAgICAgICAggtq4Or0QSgICAgICD//X+qUBAQEBAQEBAQEEBwJLUBrQ0UCCUBAQEBAQ DShr0QeJynOW2Gw81xMaMe1zI/8AE4UCDQvFPErl1zdZvJ7jcvkL7YnptJ0QdVa0jcXd0Hh8zy0F hx67LnbXyRObFU0+ojRVWn+FsG9mHkyl2K38krvqP8JVqY6esggICAgpo1tT+1BLSCKhBKAg5Bgf IWKwnIMzBescSZDtLR8UG32nk7j07Wua17d3rRB7FnyXGXTgGEAH1og9Rs0Egq17XD5hA/UWwJHu Mr3G4IIL7Tu6PX4hBZls7GUGuzXvog8+XjGBmBL2tIPUghBiP4Dxl/1e3r6hwQYc3izh07i6SEuc epDlraNR554m4ZZ4yO9ijcyRkoLTuqCoOicNDG4O3jZ9jGAN+SmD3EBAQEBAQEBBzTzHIxtpD6/8 0G1cANeK2R/uoNhQEBBAeC4juEEoCAgICAgICAgguAcG9yglAQEBAQEH/9D6pQEBAQEBAQEBAQKC tUBAQEBAQEBAIqKIOUeV8nd301vx+3gLyJWvc4elUHSsNbst8XaxNbtLYmAj401QZj9WkIOM+fM+ WR4jGWTxJcTThs0beoBIGqsWV0nh+POOw8FuRQljXH5kJTHvKIICAgICABRAQEHL+KcXxd9yDMyX MDZqyHU9jVBstzwLFytaIoWxbOlEGBeeO7iR++3ufa7bQgv2nCcpBj5LX9eS9/SSp0QeDceKuQyy 725lzfhU6oMJ3iDlTpi/+eODT2qdEGf/AOOOTW9qIhlnSEa76lBftuKciisX77xznjoKnVBYiPJL SJ4JfIR06pCMaz5byaF8jX2b3ADQ0OqtX01zyDz7PS4K3tZMe9lZgHPIPSq1O2Y67wl5fx60eRRz o2kj8FhXvICAgICAgICDmPmOVjW2rXDQ/wBOqiVuPCNv+2rPaKDb0VV7qAgIINBU01QGu3CtKIJQ EBAQEBAQECgrXugICAgICAg//9H6pQEBAQEEOrQ06oDa016oJQEBAQEBAQEBAQUvL/3UFl9wY676 CnrogwTiMfPd/wAzLWvmpTUVQenC0tZQ/ggi4mjgjM0ho1g1KDg3FsY3lPljJzXZL7W0JfCHatBB 7K6srvTYmNa0DQNAA+QUNVoggICAgICAgGtDTr2QcJwV55CteU5puLt/ctnykk0r3QbAeReTo5Q2 S1ozsaIMz/d3MYXBtxBQ99EGbFz2WGAvuQQR1QG+UcdG5vvkhruiDIHlviP1CSYt2/dogoHmDgro y79UTGO+1BVb+XOE3FXR3BLRpXagym+RuIO+2YEHqdoQejZcjwF6C6Da5o77QlWtT8pZbDu4/EA1 he6ZoboNNVYRuHFI9uDtSOjo2kfsUR6zq0NOqA2tNeqCUBAQEBSgmjkHnOWYX2IiZ9jz9f8A1Fak V0biDGs4/aNb0DVEeygICAgICAgICAgICAgpJdvFPt7oKkBAQEBAQf/S+qUBAQEBBS0OBNT8kFSA gICAgICAgICAgpkDz9pQc38scmubE42ysXVubqQRvDeoqaaoN0wFldWmLit7l++YgOLkHrDQAINX 8lZRuO4hfz7w2UM/LHclBqvg/AvjxP8APpv82+rWvpVB1JAQEBAQEBAQEFDd2ra60qCg5749y9uc 7nY5rhjPbl6OIHf4oN4fkcU7V93DTtV7f7UGPLLx+Y0fcwuPrvagxpcXxS4YQ50Lm9wHtQWDxbhk ooY4XU6fUNEFk8F4LKS39NE4n7qOGqCn/wAacELNgsY9v8IKCuPxxwmNpijsGN3eiCiXxtx4NIit wPggmDhUdtC9lt+XuFAtaWufeUuF5KHA2z3T/ZcNJNfjVNg6vxUn/b9i09WQtBP4LI9ZBQWvLqg6 IK0BAQEBSgFnyOJefbt8OawcY6SH/wDiK6+YOq8SBGAtQTX6QpR7CgICAgICAgICAgICAgICAgIC AgIP/9P6pJAFT0QEBAQEBAQEBAQEBAQEBAQEGJlslb43HzXtw7bFC3c4oOM8Mkueac8u8jcM34yF xdbOPSo9EHcGgAAegoggtBeDXUdkHDvMvJxkuR47jVq8lk7gycDp1Qda4rh2YnBW+NboIAOnx1Qe ygICAgICAgICC2+kcT3V6AmqDi/GfH7Mznc1cG9fAXSHRh+KD2Ljwh7wp/OJmjvQlBRH4KbGKNzM 5+JJQZkHiWa26ZKRxHQElBXH43u4A97b+RxPapQUx8WzNsd0cz3/AIlAmZyeEj22OcR2QZEGZ5XH Hu/SklqC5Ny7l7CwNx9a9dEEHlvMC+gx/wAxToqsaL5d5TyqbEWttNZmK3fcM3SgU7pIjs3GG04/ j/UwMJ/YlHpqAgICAgIClBScjh3n1gm5Nx23bq57v2fUVueh2Dj1sbbEW8J6taP6lKPRQEBAQQ5u 4UQKgUHdBKAgiorTugNbtqgObUg16IJDgTTugIILauDq9EEoCAgICAg//9T6pIBFD0QUlwaQPVBU gICAgICAgICAgICAgICDXue4a6zfGLzF2ppNct2tKDD8b8SPGeM22OkA/WMH5zu5r8UG2k0GqDEy V5HZ2kly802tNCfkg+ffHWHfyfyJkMtM0lllKS0nUaHsg+i2j6i4dCEFSAgICAgICAgILV2QLaQn oGn+pBxrgnOLHE53NQXrHlz5fy3NHaqDdv8Aynx4GhjkDj10QVf+TsBWntSbfkgr/wDJeB3AbJK9 tEFLvJ/H21qyT46IJi8nYCT7WSD8EF5vkTCudtDXb0GXb8xxU7atqG96oMtvIca5u7eNPUhBkW+U s52l0crBTrUhGdc4895S0j4lbFj2PLrlgaAQT1WpD9N/4sS7juOcepgYf6Flp6iAgICCHPAIB7oJ QFLATBw/zc1zuecYDPu3iv7V0hHarNrm20Yd12iv7FmrV5RBAQEBBG0bq90EoCCNo3bu6CUBBAaA a9yglBBeA4N7lBKAgICAgIP/1fqlAIBQUhxLiKdEFSAgICAgICAgICAgICC1JcxQxOlmcI429XHo g8zDcjtMvNcR2rg5sJpvCD1CHE07t7+qCd9W9NfRBonmTM/y/htxDC//AFcpAjaOtCrBf8Ucehxn Gbe79vbc3sYkmPckqDdN5DQadeyCtAQEFIcS4inRBUgICAgh7SRoaIPOzs7osTM8aECiDSuB2PHp 5byS4hjfO51SXiqDcP5JxuQ6WkRI7gILwwOE21FlH/0oJ/kOGr/6KP57UEHj+EcCDZR/9KCzJxjC uiLWWbGk9wBogxIeG46MEe00k/vIMW54LE6vsv2A9gg8ubxteSEht2WA/FErBuPFGXe3bDlnRj4E qpjnnlLxvl8Jj7PI3ORdeQNuWAwkkgVPxWvKvoHjoAwOPp0/Tx/9oWaR6CiiAgIBAKCkOJcRTogq UtBUcV8wHd5F4synR4/HVag7Q1tNfgNFNFSgICAgICAgICAgICAgUFa90BAQEBAQEH//1vqlAQEB AQEBAQEBAQEBAQEFP1b/AO6g0DzFk7tvHX47Gk/zGcjY0daIPS8ZcaGH47bvkJN5cMDrmv8AEg28 9NOqC06rGOld1aCT8gg4Jy/Nv5P5UscPbkvsm0Eo6tqFrMhXeMdattbOK2aKMibtaB6BZGQgICCl 26op07oKkBAQEBAQeLypzm4SZ379DRBzngOEyUs15MahriaKI2B1ly6K4d7DSYh9hVVfhvOds3NM NSBpog1i7y3mMTvEFtWGuhoUD+b+aNtRag+n0/8AJBbdnPNwc3/RN2/vHb2/YgyGck8rRy/m2o9q nXb3/Ygy7blfPA+txBQelEF4c+zMcmyRhr30QZFv5LYJzHcAgj4LWMOdeZPI0OVhssRa1MhuGF2n xCTha7xx8UwdgP8A/Hjr/wBIWa09BAQEBAQEBAQcV8uOd/5K4vTq17aftW5OB2odFgEBAQEBAQEB AQEBAQEAkAVKADUV9UBAQEBAQf/X+qUBAQUuBI+koKh0QEBAQEBAQEBAQEFqcuYx7wdGgmnyQcw9 jIZ/n9veuY5lnbHa4HoaIOoiPaGhmjR2QVnog17mmZGHwNxcSOA3McxpPqQg5t4P4k5895yK9aTO 6UuhJ9CSVbR2oGoqoCAgICAgICAgICDweZkt49Pr9XUFBovA+f2URksnso5p1f8AFBvMXMMY6Qsd KwU6GqDNh5BipRQXkQd8XBBfOWxlN36uINHX62/2oAy+LcPpvIT8Q9p/4oAyuNOgvIajr9bf7UFQ u7GYVE8bmfBzUFt0eNe0gyMPx3BBY/kuElNfaa4+qCy7iHHnv3utQXFXWXLvMXH+N41lnPBa7Loz N+v8U7OnXsJT+T2VOnsx/wDaEqxmqKICAgICAgION+ToN/kjjpcej20/artHYnhxpQ0UFSAgICAg IIcCQadUBtQKE6oJQEBAQEA0OhQAKCiAgICAgIP/0PqlAQCKiiCGt2iiCUBAQEBAQEBAQEEOcAPj 2QWjsd95ofRBS21tmurFG1pOpcEF1rqHa7T0QVnUIOPebswbqC2wFu4/qDM0vA9KoOkcYxcOLwlp DEACYmbgO5LQSg9djaa+qCpAQEBBAcCad0EoCAgICDXOdvZFxe6cTp0r86oNO4Z4+srvHOu3P2um FQR1QerN4mtJG6XbmuPU6oMF3hW2I+nJSj9v9qCJPCsUkRjdlJRX0J/tQWbLwbFaMla3LTP9zqST p/Sgof4UljYTFlJHEdNSgts4Rm8fF7cdw+Q+tSgtuwXKIIiY3PfrXuguPynOrGNghtHSEfDqiKH8 28lR/bjHOPcbf+SsitH5lyflWZv7SzzVmbaJszSHEU7rXlJH0VhRTEWY9IWD/wCULNIzFFEBAQEB AQQHtJoDqg4v5GkM3kvANadGSCv7UHaSQOqCnb9W6qCpAQEBAQEEObup8EDcK07oJQEBAQQW1cHV 6IJQEBAQEBB//9H6pQEBAQEBAQEBAQEBAQEFMjmNbvfoG6koOZjkOUyHk52OtHF2PjZVzgatqBqg 6XEAG0HbQoKi0Egnsgx8hdttrG4uCaCFhcSfgKoPn/hElxy3ytPkbppksIyQzu2oQfQ7Y2ta1oGj BRqCWvDiQOyCUBAQQ54BA9UANANe5QSgICAgINV8lNA4jdjtp/xQc34lk+X29gPaLv04H0U9EGwQ c9yduC2djy8fdoUFTPLMUDvzYJCwddD/AGILrvOXG2yCOW2l3n4H+xBDPPHEnOcwQTAt6jb/AMkG TB5s4vK5rGxSjcaCo/5IPQb5R46+XZtfupXUf8kGRbeRcDcMcWBwANCD/wDkgzoeXYyUVBp/Cgzb fNWU5G17Qe9SiOTeVshazZ+1iq17BI37etaqxi+nX8TT+WWtOntMp/0hSt+emUiiAgICAghzg0VK DHu7m3s4TPJo3uUHNeQWFlecvxuRErNjXBx1GmqDqDXxSgFjg8diDUIKtw3be6CUBAQEBAQEEbRX d3QGuDuiCUBAQQXgODe5QSgICAgICD//0vqlAQEBAQEBAQEBAQEBAcaAlBp3kjlkWAwrmuNJ74GK Edw4iiDzvEvHJrTDm+vmk38zi73XddrtUHQGGtdKIDyeg790Gj+V82zHcedaiT25b1piYfUnRBhe GOKDCcb9y4i/1kr9+89aOQdHQAAOiAgIIcaCvVAFCASNUEoCAgICCHCoRY0/yvP7XCLx50NW/wDF Xz2jB8fZjjB41aiS5i93Z+YHHol7Gwibh8lTut3epKlNG2fDp+kVs/8ABBQ7C8JL6m0ti/8AwoEX GeGTEujx0FR1+lBck4ZxmRoczHxNPYtaAgxpeCYdz6tga3+9QILLuA49v+U0N9QEFl3AAAQybbu/ oQYjvHV8DSO+c0etSqOe5/iM+O5fD+ruTO0uBaCoju+PbtsbcdAI20/YrWqyFEEBAQEBBBpT1RLW HlLEX9lJak7d40d6K2J5r5PzknJI+Y3OFbdPDjJstzU+vZawx9M8Exd/jOO20N7IZrmg3l3XosNN koK17oCAgICAgICAgAAdEBAQEFJP1gU/FBUgICAgICD/0/qlAQDWmnVBDN1Pq6oJQEBAQEBBSN24 16dkFSAgIOZc54dl+UZyyEwIsrKQPb6Ghqg6TbwshgjiYAGsaGgDToKIK3Vp9PVBBJ0r07oOD8rv p+a+Q4sDESbfFSh+moNCg7nDAIYI2RgDY1raD4BBfHRAQUv3abUFSClm6h3IKkBAQEBBS8uHT8UF L5msjfK40jY0uJPw1QcD5/y7NczyzsBgAZLFrtkxGor0Vis3D+HcpaWbGiR4kI+sDsn+pYyT425L G4iN7y3tqVKi23hPObUl0G8mmmpUFq0435J90vc11AdOqqrttZ+VLd8gZETr9PVBfF75oia5sVvV yDE/nHntjjW0q3sUGRFnvOBjO6ybu7aIMd/K/M8NfdtBQddFYL1rzryaaCW2oB8FbINK5TlOb5DP x3UsRDoyCQAegWit3tPLWVtYIWTxnZG0NeadwsUVt86xib23tP1fbooL1x56xltt94OHroUFP/7h +O1rV235Hqgzcf5/4o9hNy9zT2QZ83njg8ZjpMSHdfgguN858H/enIB6FBkReaeDPGt3Q+iDMt/K XELj/Kuqila6IjjE+U4/eeTYL5zhtZLVnx1WqxY7+3lGHNA2VtPmFltdj5BjXuo2VtPWoRWXDfWs poyRpPpUIL1SSNpFO6AN2416dkEOElfpIogRuLga9QgqQEBAQEBAQQd24U6d0EoCAgICAg//1Pql AQEEPBI0NEEjogICAgICAeiCGAga6lBKDGvMhZ2gHvzNiLvtDjSqCqCf342vjIIPfsgvoKS8BwCD WPI/IWYTi95cNkDbjZ+U3uSg594G41d+/c8pvATLkKhpKDtSAgICCmjt9a6eiCpAQEBAQKoKZCA3 c521g1cT6IOI+ZfKZhY/B4l4Ej6sdO2tNdKVQZ//ALf+KPscRNf3TT+qndvDzr1Kto6+BJXronAn 6qnXTsoKGuk3lruiCoOc41GgHVBUa006oKAJa9QgrQDWmnVBQ+Jj20eK16oMc42yH/0xr8FVWX8e xTyXPgBcep0TUYr+G8blaQ+zYQetQlMYbvG3DnPDjYM3Dp0/sUFF14w4VcNpLj2GnfT+xBjDxFwJ zKDHNp+H9iDybzwjxSWasVqGs7dEHizf+37EySuOwBtfp1CDzf8A9uMJllJkGxw+gVGiDzJf/bLf FxMd0Brp9SBH/wC3DPwurFfBo9N61bEY0v8A7bOSi5bPHfD3Aah28aJE5ZM3gvyIwVjytaej1mtL EXh3ydG7TIup/iKCp/i/yxZO3sybj6UcUFo8a8wQmgyD6Hr9RQegzH+UreBm+8e499Sgt22X8i2e Ui/USSPhLwHDXog7zi5ZJrG3lcNriwF4PqgzUBAQEBAQEFJB3A109EFSAgICAgIP/9X6pQQ5tSDX ogBwJp3QSgICAgICAgICAa006oOL+R5r7kfNMTj8XM4QQPDbzb2170Qdex1myws47YO3BgoHHqUG UghwDtO6DiPlq+jznLsThbaUui3Bty0dOvdB17C4m3w+NhsLZoDIgNAg9FAQEBAQEBAQEBBQ5of0 PRBy3yl5OgxzP5Hj37r+6/KIFCQTotRcaDkfF+ZlwFq50ZlyD52yvJqXbXGqS6mu/YDHx4/C2dqx obtiaJKfxUFVkeq2lBRBSG0JdVBUCDqEBAQEBAQEBAQEBAQEBAQEBAQEBAoEEFrT1FUFPswnqwfs QDbwHrG39gQW3WFk77oGH/4QgvDY2jRoOwCCUBAQEBAQEFLmjduJ6IKgaiqAgICAgIP/1vqlBDng ED1QA0A17lBKCC8Bwb3KCUBAQEBAQQ5waKlB5XJ+QW2DxMt/ORtZoAT3KDRvFGPM17kczM0lt24v hLvSvZB02jXgFBO4btvdB43L8u3D4S4vy4NMbTSpp1CDi3g21PJeS5bM37XH2ZC6Bx6deyD6DoK1 7oCAgICAgICAgIILgHbe6DV/IPK7fjvHrq5Dx+p2flsrrUq9jk3jThDsw+75vyIEso6W1a7sW690 pY6bwTK5DNSPyL6C0ZWJg/w6BLg3TY2hHYqCQKCiAdUENaAKBBKCGvDiQOyCUBAQEBAQEBAQEBAQ EBAQEBAQEBBAeC4juEEoILRWvdBKAgICAgICClxaTtPdBUBQU9EBAQEBAQf/1/qlAIBQUhxLiKdE FSBQVr3QUtcSTpSiCpAQEBAQQ80HSqDVuccMfyewNkZ/ajcQT17fJB6nH8LFh8Rb2EYr+nbtLv4k Hp7yGggdeyCdw3dPxQcY855u5vb+34jauIkvNrjT4oN98d8RtuM8ftreNgE72D33DuUG2E0CCGOL hWlEEFxDgKaHugqQEBBDjQV6oJBqKoIB1oquDjQKQixe3cVrbPuJDRjWkl3yCI+enXOU8lc5NuAW 47HybZB2eAVZcG8+Sc43juPxnH8SzcLh4iljZrtB0NUhreOKYVmJxEVrHoHgSGnqdSoPcQECtUBA QQfpBICA01FeiCUBAQEBAQEBAQEBAQEBBS1xJOlKIKkBAQEEGgqaaoDHFwrSiCUBAQEBAQEBAoK1 7oCAgICAgIP/0PqlBS7dUU6d0FSAgICAgICAgIMDL5e3xVv+puSGwjQkmiCnD5uzy0Hv2bg+IGhI NUHooCDEyV5HaWc9xMQ1kbC4EmmoFUHDOC2uQ5rz6TkVy3dBYSFjN2ooDRB30FvQduyCUEP3U+nq gkdEFLd1TX8EFSAgpZuodyCpAKCBWmqFct8vcyMVk7juKduytyQGNaamhVHs+N+Jxcc4/HdTMH6+ 5ZuuTTXcVBp/H8HyHMeR767yMZdjIyXW5cKj8EHZYX6NYOjQB+xBdQUueza6vQdUCMtLAW9EFSAg ICAgICAgICAgICAgICAgIIdWhp1QG1pr1QSgICAgICAgICAgICAgpO7cKfb3QVICAgICAg//0fql AQEFLgSPpKCodEBAQEBBS4EkEHTugipD9To7og5X5lyEuUsjxvHSf6/73BvWiDN8G4fKYzjssOQc TJuFA7qg6UghwJpQoOQ+fOR3UWIixWOk23c8mx7R1o7RBtHiTiMnHOMxxyms10GyyfMiv/FBu4AB r6oCAgICAgICAgsTOexwoeuio87k+Zhw+EuLuZ4aQxwYT/FTRWdjiXinAZHlPLJ+U5EOMVtIREHd xXtVQd4vL7H28jLa5lYwz6RscaV+SgyLe2ggH5TQK9SO6C4GtBqAglBGxtCKaHqgNaGigFAglAQE BAQEBAQEBAQEBAQEBAQEBAQEFG120gnX1QSWn6denVBUgICAgIKaO31rp6IJcCW6HVBIBAFUBBS4 Ej6SgqHp3QEBAQEBAQf/0vqlAQCKiiCGt2iiCUBAQEEObuFEEgUFEHm5+9/l+Hvb1pq+CJ0jR8Rq g5V4ox9zyjNT8xyFa7nRNid0oEHYYLOGAn2mhgJrQdEF1wBBqgx7i4bBbSzuP0QNLifgEHC8bA7n XlCS4l1x1vUtB6Vag7zbMbHE2Jv2xgMHyGiC4gICAgICAgIBIBp3KDDylzHZ2FxduOkLC8/gi64L ybn/APvyFmBtXlpZPR5b3APdalyMu1cUwdnhMLBDC0NpGDIRpUgaqWq1A2tjznkn6iO7dEcK+hjb 0JBUHSY2hrA0GoApVBUgICAgICAgICAgICAgIBFRRBQzcDtPQd0FaAgICAgICAgpoN9a6+iCHEuO 0dO5QRKHCPc3VzRoEEwue6MOeKOPUIK0DcK07oCAgIIa3aglAIqKIKQAwalBD6VBB+rsEFYrQV69 0BAQEBAQf//T+qUBAQEBAQEBAQEGJfQWd3DJazOa5kg2yMqK0+SCzhMJj8Pa/pcez27epdt+JQei gGhGqDlnmrmb8RjIcdZn8/IflUB110Qen4j4k7C8dY+4b/rpj7jnHrR2qDfmEGtPxQVICAgICAgI CCl9CQP3uyDj/nbll7bwWeFxjv8AU3rxFOGnWhNEGD4w8P3OA5CMleAuilaJBX+Jwqg3/wAk5qbE 8al/SNJuXENj2+hQVeOePWGOwseQjYW3d+wSXRPckoNuZTbp0QSgICAgICAgICAgICAgICAgICAg ICAgICCNorXugNaB0QSgICCC0E17hAa8OJA7IJQEBAQCaCqCkbXt+CCH0qAPu7IKxWgr17oCAgIC Ag//1PqlAQEBAQEBAQQ4kCoFUGJf5C3x1lJd3L9sTBVxPZBzHgE+Zy/O8llHyudiJK/p+u0/JB1l hq3pRBNaILb7iOON0kpDI29XHog4dPjG888jTwl1bHGP3xv7GhQdxtomxQRxgUDGhv7BRBcAA6IC AgICAgICAgwr66ZZW0t5MaRwglx+CDh3HrZ/OPJF1dyjdZWji+Fx6VBQd53xxQgu0awa/ABBhD+S 5uJ1Cy6Yw0d3oUGbBHHHGIY27Y2CjW/BBdpRAQEBAQEBAQEFO479tNPVBUgICAgICAgICAgpDiXE U6IKkBAQEBAQEBAQEAABAQU7jv2009UFSAgIAACCncN4AFfigqQEBAQEBB//1fqlAQDWmnVBDN1P q6oJQEBAQQ7dTTqg5z5VvvdktcC1xDch9Mm35oNs4jx+HB4G3x0Y0hGju5r6oPZG/b8UWIkBI+Hd WEc78z8r/k/H32UbiLq7bSHada9FER4U486z45Hkbkf6y5r7hI1QdFYZNx3dEFTd2u78EEoCAgIC AgIIZu13IOU+buZTWWP/AJDZGt3kG7GhvXUoPX8P8TOD4vby3baX8oJkcRrqg9fyDmDi8A6YH65j 7Taf3kGB4twN3iMRNJdOcTduEzd3o7VBvAIIqEBBT9W/+6gqQEBAQEBAQEEM3a7kEoCAgICAgp+r f/dQVIKXbqinTugqPTTqghm6n1dUEoCAgICAgICAgICAghm7XcglAQEFAaWuoPtPVBWgICAgICD/ 1vqlAQEEPBI0NEEjogICBUIB1Bog1S54e67zEeRuXbzAaxoNqaatBQSggkAa9EHBMrbzc08ixxOP u2mNlo8DpQFbXXd7W1gtYGQQN2xsFGgLCLp6FBat45WB2926p0QXUBAQEBAQEFt7xFC973ABoJqf gg4Lg8XNzvyHcX8mlvhpdPR1Cg7Xnb+DG4a5uHODBHGTG06agaUQcR4jyzIc3zjsNfQuEMMu5rj0 0KDvcEWyGKIaNjaGU/wiiC8BRBS8ONKGiCpAQEBAQEBAQEBAQEBAQEEPdtYXdaCtEFm2ndO33KbR 0oUF9AQEEPBI0NEEjogICAgICAgICAgICAgICAgpIO8GunogqQEBAQEBB//X+qUBAQEBAQC4Dqgt yRkmoQa9neVQYzIQ4uM7ryehYz4FBsFtI90EbpRSRw+ofFBdQUvAI1NEGneTuY2/G+OS3Dn7bg/T G0ddVcHg+F8CYbW4zcw3Pyn5gceoqaq2rY6iBQUWUEBAQEBAQEBAQcz8xc4GDw78fbPP8xnIEbB1 IKD0vE3HP5dgmZCRobdX7Q+Yd6nXVBnc7wNzmY7SCBxDWv8AzQOm1Bk4bhuIw1yLmCNrJKAFwFCS g2MU7ICAgICAgICAgICAgICAgICAgIAAGgFEBAQEBAQEFG8hxDtB2QTt+rcgqQEBAQEBAQEBAQEB BSQ3eDXX0QVICAgICAg//9D6pQEBAQEBBTJtpr17ILcswihe97gPbaXEn0Aqg5jiRb8v50zO27T7 GOPtP9CW6IOploNK9kEoKZHMaKv6VQcV8p4m45F5FxmFe1z7CRrXSEatqKIuOu4rGwY3G29jbikV s0NA+CIzwaiqAgpdIGmhQQJ4C7aJGl38NRX9iA+Zra17ILMV/DI/aDqgyUBBDnBtK90FE8wjikfW mxpcT8hVBwC5tHc48rW96Gl+NsnbJaatq1azgsdyv76ywWJfcTEMtbVug6aBRZFrA5+0zlg2+sR+ U/oSoj0fbc/STUILoFBRAQEBAQEBAQEBAQEBAQCaCqCGuDhUIJQEBAQEBAQEBAQQWg9UEoCAgICA gpDwa/BBLTUVQSgICAgIKTt3ivVBUgICAgICD//R+qUBAQEBAQQ6nf8ABBoXlvMZDHYKKPHtL553 +24N67XaIPR8dcabg8Mw0pLdgSy/M6/8UG2oBIHVBrnO88zCYN1640ANKoa8PhfKeOZmMX1zLG2/ YaMc7RwHwVw1ujMrj3uDGzNJPT4pgygWkadFBNRStdEGLkbg2ttJctbvcxpo317oOKcMzmeved3J u3vjtzIdkZrSlUHcpIw9qDzP5dJHc++3pX7UHqt+0IJQUvPwrVBpnk/k8XH+POkElJp6xNH+LRB5 fhnAOsMPPeXEX592/wB5rj6HVa+LWD5hzk9xcWfHLI7/AOY/RMR+7qs6mt54TgBgePW2N6uhGrvW qtNe8oCAgICAgICAgICAgICAgIKXHaNAgqHRAQEBAQEBAQEBAQEBAQEBBSXEOApoe6A87WkgV+CC lshLGu20J7ILiAgICAgpLqOGmnqgqQEBAQEBB//S+qUBAQEBAQQ5oOvogwbnFW17IHzgSBvQdQgy 2tcyPa0U26NA9AguCtNeqC29ri4V+0IOJeQM9c8n5m/hFvUwMaXkt1FVrylrx8p4xy2KwE2QsHvF xCaBoqOi1iWsTxlyjIsu3S8gdIIrY/V1T8l5fQWLytnkbRl3ZO3W8mgK51pmO+2o+walBo/K8pyK XLxRYgb7UN/NPUVog0Xj9xkP96Rsumhh3/XTTug7XfZGOyIdN/lu0b80FyG79+ISsH0FBkjogIKJ ZPbYXnRrdXH4IOCZ903NvKv8jc4nEW/5lRq3c3VB2x8trhcXHvAbBbR7BTToNP6kHNfHuOfnOS5P KZAFzIZCbPcK6V7VVsHWmEkV7JVVKIICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIC AgICAgIKJK9/t7oKm02inSmiCUBAQEBB/9P6oeCWkDqgkaBAQEBBS1rgTUoNJ8p8wdgcVFbwmlzk CYoXehOlUGf45sMxZcdjZlpjNdSHfuJro7VBtDA4VqaoJQaxz/kLcJx+6l3Umljc2D/Eg0PwrxaZ 8b+VZUEZCZ5Akd12koljfMry3EWWZiwl3t2XQqXHp9SaWItuEcejbcudC2WK6NW9KUKu0kZOGwpx DZPb0tGAmOJRVNryJuRkmsxGYSWloe7TUoLfEePXOKjuW3VwLl87y5jwa0B7INXf4wyn+7m5pt1S Br9xir1CDZuX5a0sHWf6kBzLl4Yxp9UGwW0LI4mhmkZAICC+gpe49B37oNV8h8otsFgJhK8NmuGO ZDXu46INb8N8e9vFvzN0w/rpnkh567Sg37M49l/YvtHvFX67UDCYi1xtsIoWbXUo8+qto9ENofgo qUQQEBAQEBAQEBAQEBAQEBAQEBBS9rjShogqQEBAQEBAQED4IKWAitTVBUgICAgICAgICAgIKH1r Xt6IK2/aPkgICAgICD//1PqlAQEBAQUOlaDqfp7lByzKY4cy5n+huDS1xT/chJ7kGqDqUTGtaxo0 2tAA+SC4SAKlBS15J1/BBxTyXmn8m5XZ8bsDvdZTB1y0ailda0Qb9yuVuE4tHFZgMLA0BrfgEHJu SF2egZP7pZmmFvsRjqQg7ZxvfbcXsjfuIfDEPecexCDJss7iMg4xW0wk29QgqvMTbTscYgI3kGha g8XHnI4q0ma6sg3VDjrQIPXxWcx+Tb7cMu6Zg/MZ6FB4HPOPT5a4xvs6/pZA94+AKDb2NBhY2vQA fsCC4EFMjmMYXPNGjqUHz5za8vuf8+i49bE/osXKHFw6EA/BB3axsocXixFE0NbDFqB6tag0viGa yufzM9zKC21tpCz4aIOhinUICAgICAgICAgICAgE0FUAEEVCAgICAgICAgII2fVuQSgICAgICAgj Z9W5BKAgICAgICAgICAgIKHtNdw6jsgrFaCvVAQEBAQEH//V+qUBAQEBB43KWXb8BeCx+m62/ln4 oPJ8fYOaxxTLu+FchNX3HFBtbfu+r7kFwgEUKDwOb5S4xnF76+tQTPbsrGB1qg5f4L4tkpstd8vy TXCW+3aPH9qD1ObchlteYm1vI3PxjWdANKoLPGcFbZzl9vyC0aY7G2FHsd3og6pkGwOspRI2sFPz GjuEHjYzGYLGWsmSt2+3HQuLXGlUFXHuX2OYuHNgjMYaS2rtK0Qe9LE18Tmv1BQaxkeMmwa+6woM c8mr0Gdjcs+3tIm3oJuXmkjig9G8y1hZwNmkkbseaDUdSgy4Xh8YeHBzXAEEehQeDz3Lx4zjF9OX AS+2RG2upPwQaV4X4y+GKTkc4Ilv60r1Qe75I5PJY45tnZu3XszwxzG/dtOnRB6/DMR/LMO2oobg CSQd9xCDYW0oKdEEoCAgICAgICAgICAQCKFBSSGABBUgICAgICAgICAgICAgICAgICAgICAgICAg ICAgIKJJNug6oKmkloJ6kIJQEBAQEH//1vqlAQEBBQyodt6jrVB5mPzMGSuri3jFf0xo8IPTYxo6 Cg7N9EFdBWvdAQW57eCeJ0UzBJG/7mO6FBFta29rEIbeMRRN6MboAgwMrgsdkP8AOt2vkP75Qa47 HXWJzEVpYQlto8VeW9KoMnDc+w99dXePvZWW81u7YGPNNwQY/NcddZMY5mLf+QJB7zWdC2qCia6s m52Pj1lEIJo2te97epI6oNyjqI2A6uYKEeqCvaaUIqHdfggxchjYLq1kgIDCRQSeiDgflbKDjloL GPJe9OyQv2VqRQoN08NeTbDO4ltldXIF6xv0sPUgJhjXfI/JbrkHOMXhLGr7WKTbdNHQ690V2ixt Y8ZjRbwMoyFoLWD5IjnuKweRyXkiXMXsRNhtLWRO+0H1QdRDWhoaBRo0AQSgICAgICAgICAgICAg EA9UBAQEBAQEBAQEBAQEEPcQNBVBI6ICAgICAgICAgICAghxIFRqgkGoqgICCkn6gKVHqgqQEBAQ EBB//9f6pQEA1pp1QQ3dT6uqDwuX8ghwGDmv3HRug11qUHH8JyPknFZp81kmu/QZU+5AT6E1Qb5i fNHD7uJlZqXB0e0aoN2x2Ut8hbNurc1gd0JQZiAgIIfup9PVBS7dUUaCfVBpl74pwF3l/wCaPc9s xO5wboCf2oPMu83kuNZG7gc0ut3tpZkiv1dkGbwfCXk927kOVBF7Jo0H+EoN1lfHAx00jgB11NEG s8s5ZJZY19xYEOcwVdr/AFIM3iWUucvgYru7qDNp8UGvZ3wrxXN5B19fbnTOrUdRr+Kso1HlHjDB 8EsZOSYp7mSwfSGdPu/FWWrrL8McPvHPuOSZhm6S9PuWxcKmhKlR0PkvMsPx82rb51H3jhHGAe5U Ht220xsexoDXgOBA9dUF1m7XcglAQEBAQEBAQEBAQEBAQEBAQEBBSd24U+3ugqQEBBSzdruQVIBr TTqghm6n1dUEoCAgICAgICAgICAgpZuodyCpAQEFD/cr9PRBWK0FevdAQEBAQEH/0PqlAQEFLtRo eiDmPNbXIZ7mFphzG7+WOAM38JIQbbluH2GS46MNcsDxGwst3H93TRBwriPimex5vd29zCTb2hLw 49HD0CDuGJ5JjIHtsTELK3jG0Of9IJCDYre4hlbuhkErD+801H7QgvVHqgICAgO6HsgwrzEY+92O uohKY9Wk+qCL2YWdg+WJlWRsJbGPgg5rLPyTnONu7G1L8dIyT6ZXVGgQeHl7qWDLYjjO/wDUPbSO 9kbrU/FB2fHY+HH2TLWJv5bPtA7IMwaDU/ihXIPKnIBl87bcNtyJBdbTJt9QrB0vDWseHwFpazGj bWMMJPaig5W/CXXNOdPdcAnHY9/uQOP2mh7IOxljo2Maz7WANp8kF0glunVBIBA1QEBAQEBAQEBA QEBAQEBAqgICAgIKWtcCan5IKkBBDgSKDqgkAgaoCAgICAgVQEBAQEBAQEBAQEBAqgoaS51a0A7I K0BAQEBAQf/R+qUBBTIXBuiDzsjlLHF24ub+T24HENDviUGVbOs7kMuo2NJcKskoK0PxQZFQQdei DENjaulEuxrX9393fNB5HLeHWXILMW7pP0z2moezQ/0INasH5jiVwzHtDp8Z+/cO1IQbpjMxjr9o NvLvk9EHqCtNeqAgIBFRRBSKMABKCS1pFCAR6FBYfbQtjeyKNsW4GrmAN6j4IOUYTheStuX3GQnZ 7kXuEse7sKoNpzHPGnIsscP/AKieIj9c3+BvcoPcu+Q44YWe6ilqwRuDXf36dP2oOV+ION3mXz95 ybLg/qIJiLYO7trog6RzzJW0GFuLT3Nt3ctpA0daoJ4HYm147bCdgZdGvuOp9R+ZQbJUVp3QSgIC AgICAgICAgICAgICCNwrTugNbtqglAQEBAQEBAQEBAQEBAQRtG7cgg0eCAUE1DaCqCUBAQCaCqCN 7aVroUEoCAgEVFEFIAY2hKCHgD6x2QVNNWg+oQSgICAgIP/S+qUBAQco57kv9wcii4dE0+5G8Suc PQIOm42zbaWNvbj/AOlG1n7AgvuYa6dD1QHBoAFPkg83NZyww1p+pvCDT90dUGHic5h+U2L/AGhW 3H3NPVB5nJeJ3sVgf9t/k3XY1QY3HOZ3NjFBis2HOyQO2SXsfxQb0J4nNDmuDqitAUECdpeGdygu E0FUFNGvAKCd43be6CHNcXD+Hug0ryZmMlYY9rbBpMjh+6EHPruaOyssXcYyJ7cxlJBHkXkfuuOq D1ueNEFtZcWxbq3rnMlmDTrQ6lB07C2Vvj8bbW8YDHmJu89PqDRX+lBN/gsZkriG4uW+5Lb/AGHs gz2QtaaAUaOgQV7RWvdBKCHPAIHqglAQEBAQEEOcGipQSDUVQEBAQEBBG0bq90EoIc8AgeqCUBAQ EBAQEBAQEBAQEBBDWgdEAtBIJ7IJQEBAIBFCgjY2gHYIJQEBAQQ5oIoUFErgBtQVs+xvyCCUBAQE BB//0/qlAQD0Qa3FxK2Zyl/IS0Gd7dvxQbIgIKJpWRRmR/2t1J9Ag5de2k3JeW3Q9wuxcUTjX92o CB4tA/V3bbV2+3hlLHU6VBQdPuLiKCJ0srtkTBV7/QIPHu8Xis3B7sDWkn7bkDUoPBvLDMcYhdkr dzr53T2NTogz+McyivoqZUNsr5x+iF+hIPog2prtwr+6eh9UE7mjStEDQ6hBTvO0mmoQWri3tpmj 34RJ8CKoPDy+AsYLO5vo7drpYI3SQR06OaKiiDl3jHD5/Nc1m5Xl4nMaCYmQu7AaA0QdN8gZR2M4 9NPAf9Q1wDAOuqD0OJyTTYK0uZjWSZgc6vqg9hAQECgQUhxLiKaBBUgICAgIKWncDUIKkBAQEBAQ EEOJAqNUAagEjVBKAgICAgICAgICAgICAgICAgICAgICAgICAgtzOoNRp6oK2fY35BBKAgICAg// 1PqlAQEBAQQ6tDTqg8jlb5xxnImD/PbA7bT1og4hwnmV1Pxh+EsWuPIZLhzJi4Gvtk0KDrvEeN2f FMSdfruPzbhx/jIqUGseQ+SZLI2z8ThDU3I2vI/4LWI2PjTncW4PCcq6j7ZhdISdade6ndVl8S5p jOUWTrmwG5jXFpr6hQY/J+HWOSuo8oSWXsApGG6A0QeVJyLkGDAlybT+gjGpA1og2rDZvHZuzbd2 T6sd6nVB6jNu36eiCpAQQ5oc0tIqCKUKCzHHDbRuDGNZt+p1BTRBy/LX9zyXnNvaWZL8NFRt0eo3 BB1GztWWsDYIxSNgowfBBeQEBAQEBAQQ6tDTqgNrTXqglAQEBAQEBAQEBAQEBAQEBAQEBAQEFJ3b xT7e6CpAQEBAQEBAQEBAQUs3UO5BUgICCxd7vbNOiC5D/ks/wj+pBWgICAgIP//V+qUBAQEBBS1r gTU1qgpmgZKwseKsdo8eoQeJDw3jthcTZCztGxXjmu/MHrRBr8eJz2Z4xksVJcGK8klLoZz2bVBq HGpp5cgYQwmXBHbdSD/6hHda6Hr88zsXJcfDjbSUROmdtljrrQp0jbuAcPtuNcfjsoW7ZHfW53xK zVbMGAD69figxcjaY+6hMF81skT+jHeiDRL7iGVw96b3FyFmPYdwtm+nog9zD86trhwivIjaBv0+ 5JoCR80GzxXEFzFvt5WyMP7zSCP6EEtJcRQ/b1QVu1BAOqDzsr7zMbNEzWWRjmh3zFEGreNOIXGB sr114d89xKZGk+hqg3iIOpqaoK0BAQEBAQKhBS0EE1NUFSCHu2iqCI+la1QVICBVBSWncDXRBJ1B AOqA0ECh6oJQEBAQEBAQEBAQKhBSGuDiSdEEvBI0NEEj07oKWggkkoKkBAQEBAQEBAQEEOBIoOqC QCBqgICDHuHboya0p2QXYf8AJZ/hH9SCtAQEBAQf/9b6pQEBAQEBAQQ9ocKHogtew1rqMG0EakIP GxPE8fjZ7x8bQ43xJkNNUHMbbhl9J5EuNhP6SB24DWnVa9LXaoqCNrR+6AP2BZRTNJEXewXUkcKt CDkHKOZZ5nO8diomO/TF4a8jp1Qdha2rdjhVtB11QeBy3hdhyGwFo936ahr7kYof6KIPCxdrkuI3 ceNa50+KcBvuHakftQZuX55j7LKWdrbv3snP5hqNEG3RyRPYJmOqxwqCgsC+s5p/0+4OeOyDIa2p rSlOgQVNbQk+qCUBAQEBAQQW/UHIDW0JPqglBD2hwoUFDIQ1hbWtUFwCgogIIc3cKIJCCGs2kn1Q SgICAgICAgICAgIIcypB9EEoBcB1QU7QXByCoiooghooKIJQEBAQAQRUICAgICAgICAgxruNpbur Qjsgvw/5LP8ACP6kFSAgICAg/9f6pQEBAQEBAQEEOdtFUAUNHfsQWI7S3juHzRNAlf8A5jvUINX5 nkcnZx77HdX4INcgueRyQHN3M/tRQgja80QY/jG0dnMzfZLJN9x0L627z069ig62gIPM5EIzi5fd buZTUDr0Vg+c/IGB5Gbtl3jWyBjaFgFdFZYPX4d5mubDHy4TMQyC+e0stpH1H1UoEvla6X40xuXZ ZG/yzi6eV25lf4T0WUb6gICAgICAgICAgICAgICAgICAgICAgICAgICAgICAggtB6oG4BwaglAQE BAQUhwJLUFQaAKBAQEBAQEBAQEFi7Ldhr19UFyH/ACWf4R/UgrQEBAQEH//Q+qUBAQEBAQUvcRSg qgqQCKoCBQILM1tbvNZIw8HsRVBpHk3h95mMObXHSm2aSC5rNAg9Pg+Ijw2Agt5W7HRMpNL6/NBY x/OP1ucurGFm60tATJcDsB3QbPj8nY5G3/UWUzZ4a03t6VHZBeLGTMLZGgtPUFBYfjceRtdbtcD6 iqDmXNeP4LN5yxtMfaRsurKUPmc0AGgK1uGup28DIoY2NFGsaG7fkFkXUBAQEBAQEBAQEBAQEBAQ EFJcd4FNPVBUgICCHEgVGqA1wIQSgICAgICAgICCHuIGgqgmgOvdAQEBAQECgQEBAQEBAQEBAQY1 878g01+KC7bf+ni/wN/qQXEBAQEBB//R+qUBAQEBAQEFP1b/AO6gqQEBBD91Pp6oKXH+IVb3qg0X yhnLyxsBY2YO+7FBt/5IObYO8y1swY2wa43V9WO/cQahruqDtHC+M2/HcNHY27i6M/mEu67ndUHu mtNOqEY91fQ20ZklIDW/d6oPKxeGxLchJmrX6pLr7qq6PeUBAQEBAQEBAQEBAQEBAQEEP3U+nqgk dEBAQEBBDWgEkd0EoCAgICAgICAa006oIZup9XVBKAgICAgICAgICAgICAgICDEv/otnU+3ugvWp BtYSOhY3+oILqAgICAg//9L6pQEBAQEBAQEBAQDqCB1QQwEChNUEkAihQYV3ibC6kbLdRiR0f2E9 kGPFgcOyZ1xDbhkx/fAQejAHCMB3ZBW4Eig0KDnnOb6e55Ji7Kzk3RF1Lpjfn3Qb1b2rLVgjYPo6 Nb6IMloLRqUEoCAgIId9TdCgkAgaoCAgICAgIKWgtBqUFSAgVQEBAQEEOBIoEAaAA9UEoCAgICAg ICAgpcC4aFBUOiAgICAgICAgICAgIFUBAQEGHlHBtq5x6DqEF6zcHWcDh0MbCPxaEF5AQEBAQf/T +qUBAQEBAQEBAQEEBlHE+qCUBAcKgj1QU+2KAeiCpBi5SeeCykkgbulA+kIOf+PePZU5i/yWaYQ9 7624d6V7IOk7RuLkBzdwogkICAgIIa3aglAQEBAQEBBDm7hRBIFBRAQQ5u4UQKgEN7oJQEBAQQ5l SD6IJQEBAQEBAQEAiooghrdooglAQEBAQEBAQEBAQRuFdvdAa3aglAQEHnZjcbB5/f7BBlY+v6C2 r19plf8ApCC+gICAgIP/1PqlAQEBBaN1bB210rA/+EuAP7EEm4gHWRtPWoQVte1wq0hw9QaoJQEB AQEBAQQHguI7hBDpA00ogl+0t+rUeiChjt/UaDoguIIc4NFUEhBSJBr8EAyCgPqgqQEBAQEEFwDg 31QSgICAgICAggtFa90EoCAgICAgIILgHBvqglAQEBAQEBAQEBAQEBAQEBAQEEbRXd3QGuDuiCUB AQYGWcW2T933digyLA1sbcnvEz/tCC+gICAgIP/V+qUBAQCKghBxnzDx/K42N3Kra/dHHbuAdACa aoPewEV1luExXUtw6O6uY90I7lB7XC7y9trN1rkiWmHX3HINntr+zuf8iVslP4UFU93bW9PekDK9 KoKopopW743BzfUIK0BAQEHnZHNYvFAyX07YQft3d0FWOy1rkLYXNuQ+EnR4QY2Q5FYWkzWmUH+I IMjHZjG34cbKZsxH+YGmu35oPQrpUaoMW6yVnasDrqQR1NBVBeZMyQNdGdzHCocEGLc5bFW9XT3D WbOtSgvWlzaXcfvW8gkjd0I6IMhAQEFqa5iga58zgxg/ePRB545TgC7a29jc4aEAoMuDJ4+4cBFM 17j0AKDIa+pIOnogqQNwpWuiCHvYxu5xo31QQyRjxVhqPUIKkBAQEBAJA6oCAgEgdUBAoEFLXEk1 FKIKkBAQEBAQEBAQEBAQAa9EBAQEBBTuO+lNPVBUAAgICAg8/Oa2Dx690GRjhTH2o/8A0mf9oQZC AgICAg//1vqlAQEBBzP/ANwE3teOrrX8svbuQarxv/d74OJPhBOO2N3U6U+KDrvJbeI4e/l+1zIX EEadBVBpPh2W4lxF1fyuLomOfSpr9tSgoxOaueV5+YOcRY2znMND3HRB6nDI+UW2Yv4rt27HNef0 +tdEG/AgioQEBAQc181YZl/ionFzmmPX6TRB6Xixgbw1sTSXAVaCdTUiiDwbvjuStLq5yOYcRYAu p669EHneB7HLQ5fO3ExecdNITbb6/bXtVB2IuoaMc2nYVQaL5dicMFBMxxbN7zRoaINqwTZW4G27 uMANfjRByfBYrNZG55HNn3PZaQOP6apI0+CD2PEVzmXZC7heXHFMB/TlyDqqAgpdvqKdO6DkXljk 2Yfk7DDY0kB8obdUP7pOqDZ7DxhhY5I5y95e5jXOFf3iNUGsZjGZ7D+QbFuO3nDED3vSqDrMbg+J r3EAnVqA57gPuB+RQG0DfrcA3tqgsZGGae0fFGfqcCW0/oQaR4uy2busjmLXIk+3av2xV+aDoQd3 qKHogirvtqNyCrWo1FO6CPr+r+hBLa016oLN09wilI6sYXN+YCDnPFPIWTyHJ5MRdafWQyp7VQdF yE74LSSVnVgqg0/h/Om5/NXeNr9dpUuHyQbuzdT6uqCUEOrQ06oPOzGcs8PaG5vDtjaKuPoAgo4/ yLH56zF7j377au3d8Qg9VBS7dUU6d0FSAgIIdWhp1QUBzjQdx1QV/Vu66IDt1Pp6oIBDm0PXoUBg cDT93sgqQEBAQEBAQEBB5vInOGMkLfxQZGKNcZZn1gj/AOwIMpAQEBAQf//X+qHglpA0KCRoEBAQ c78qcMyHKcRJjYZCyN7g4j5IPU8e4C5w+Dt8bekyOtW7YnHsg9Xlpkdx68t4QXSzxOjbT1Iog03w /hchieP3GNvQ4GZ7iN395BjQ4+54RkZ3QwuuIrtxfRuurkGZ4zxXJGZXIZLJ3Ln2t04uggcftB7I M3G81yF5zO8w5tHstoNGzUO0oN7Zo0VKCqoQQ4VB7IOdeZslLZ4FoiiMr3A6BBf8O3j5uIB80Rie 1xJjd16VQaxzDyZPLnxiXWbn2INHimhog97g/IG8kxmQsMdanHOt/pbJSleyCMTwHl9pkm3E+WdL CHVMdeyDI8xSCLjdrueAWzN3E/ClUG08dura5wVo+3mbI1sTdxaa60QaPyTmmDnuJ8ZDPHBrtuCS BX5oPZ4JlbAxPtLZgbBbirrkfa4fNBttvf2ly33baZszRodprqgyh0QQQdwPYIOI84Z+g5zbXly7 24biUBjndOqDssE9vKyNsUzXO2DQHtRB593kMc3JNsZgH3LmlzW99Ag5iOT5fk3MH4axnNqy1fsc Bp0QX8Fy6+xPMctir2f9T+jaXba1QX8XeZzlOVnurW5MNtG1xEINOiDYfHWbvLtl5bXT/ckge5of /hQYPjm425jkUr/tjkJNe9DVB5F5ym/yOVyU1rc+3Dj2OkEIPXb2QZlhzy9zXAXZaNpguI3lnxO1 azhHn+P8vyfM55l1LK/9FEaPYa0KziuwjqTXRBKC1OysUvxYR/Qg+frWG5/8ntt7UFri4u90dqao On8d53a5W9vcPdNEM1o4x1dp7lPRLFsa545sYbXyJnHxt2hzST8ER7mY8mi3zL8ZaWxn9sEulaCR og93ifMLTP2kkwb7MkTtroz10+aDEuef2ML7kFn5VsaSy9h80FrlVxj87wW8vYnNkidC4seOnRBp 3hrkNpieCn3afTO4U/FB1LFZaDJ2/uwEbfUIM5jq6endADSHEk6IEgO2taU1Qec7kOIZP7M13HFN 0ETjQlBeGXxVafrI6u6DcFRZvrq2ubC5gtblgnLCA9p1aT3UHg8Lx+SxlpLJfX/61pcTvrUAIMxn MsXPnGYuC5Y+R/UA6hB4Pk3K5GxvbD9JMYWOP5nx1QbZgb+K6xsJFwJJiKuAOoVg9ZgIbqaqCUBA QEBAQEBB5XJSRipSO3ZBlYg1xVkfWCI//IEGWgICAgIP/9D6pQEBAQUujY41IQAGEEBBQYYtN31D 0OqCHxRg/Q0Nd8BRBRJDA4AvjbJTu4VQS23hjb+WAyvQBAFtbxfmthYJHfc8Abv2oLn5e3bVBVRu 4a69ggl5aBQnqg87I4ezyLAy5aHsb9u4VQVWeIt7KEst2hjTptaKBB5lzw/CT3HuSRsMjtS6gqg9 DFYWyxLHtto2s9zqWilUGf8AWAD3PUeiDw+V8Qs+SWX6K7eWxA1BHWpQRxTiFvxzGSWNvM6Vj+hd 2qg0zKeAsHkby6upbyRj7o1ft7fJBuWD4bZ4bjr8LbPLmOYWe+fvNRTVBRw3iI4/bPi95025xd9R r1QbH7jPVBUg1Hn/AI9seWQ23vPMUto73I3N7kaoPPxOJz2LufcYHSNa3YAfQIPUx/HZbrNMz16S y6iBayLtRBrGU4TkMPyj+d4aP3JLh++YDsSgq4145ll5Pk8/kqtmvm7Sw/FBcssFnMBmLg4+HfbS tc39qD1uE4G+xdhfTTMpc3DnPA+aDG4HgMnBc5k5CP223bzsPqCg1G14JmrXk2Se1p/STNIaexqt fC172V43k7Hgf6XGwA3RcSYwNFNGf4isMraYaVuWtxBcufUaa0SyDey0g0HR3VQVtFBRBRKKxyNH 3FpFPwQcbxllfYrnzr7JRBmOq6sxHRatSRGNxNxleYXWXhrHY28hcxzdNw+KvUGVwPJW1zzjkccb vzZInNjHxpRYVVxTL4XD5e8tM2QLtwcWlwqaIJ4dDcXV/eXeNqbUyOoBoNSgsY2fjl1Y8jxeVuPa E5Ilk7t+SD15WYHBeKX2VrdGaxELhBMeriUHFvF3I7aV78XlJDDi3TnZJ8SUH05x3FWNhYMFjJ7l tIAQ/wCCD2RSmiAgpeAWlpNAdEHBPNPGnWOegzou5IoGD6mtJArRalNaXj8m9t3C+5vZWtuNYdTq mjt2F46y04xf5Jlw+SSeBxFT0o2qyPP8QzXd3xu9iunudq8BzjUgINd4bxKzseaTZOW7e6NspqCe mqsGz+WmNu3WDYz9TtYz61KI8a/dkuHW+HuoHukkyEgZKwnQApOVdjtiXW8bj1c1pP4hQXEBAQEB AQEBB5fJQf5TKR1HZBk4iv8AKbKvX2Iq/wDQEGWgICAgIP/R+qUBAQCaCqDzpc5Zxz+zXc74IMHk fI7XG4S5vwR+UKuCCOIcghzeBhyDftfX8EHrMv7Gv1XEYf01cB/WgqdPbt6vaAeja9fkgqZJG41B Dh2p2QaXgLXlDub5Ga7u2y4g1/TwB1S38EG4tdA0/W9oPoSgweSvuTiJXWLv9R+44Hog8XguUvLy KZl87dJDo4oNpkurZkDppHBscYqSUFGNylnkYTNbPD2A0NDVBdfCwP3kIK2trqen7qCtAQEBAQQ9 waxzj0aCT+CDXMfzPFX+SdYxsLZWu2kHrVBsTA4E16dkFSAgICAgICAgioNR6KrhuAFeyYlCWkj1 7KYJQEFIdFvIBG/0rqgw8ji7HIwGG5ZujPUd1ZwsLLE46xtv0tvHtifoQlRh47iOBx1/Jf2sGy5k 1e/TX+hQWMlwnjWSvzkbu333BFN3T/ggz8Vh8dhrc29jHsY47qIPDuvHmAurqWZ0X0XBrcj+JBey nDcTd4iPDwx7bOMUaz0QankvCuJONFtZx7ZWu3tcKDVBtXA8JmMPi3WuTk9wN0iFa0CDaIwdfTsg qQQ4AjVBqfkTiY5Rx2XHN/8AUOcCx3wC1OCxpmZ8LC7/AJCbf6P5a0C56DcQosb/AJixc3jM2Msh tlfEY2fMiiiNS8VcR5Bg4bm3yL9zZS4t/FBgng/IWcmcQ8/opH7yPxQez5D41lMhNi348kCzp7lP grKseZ5BwuXy9lgY7evuWkrXT09AtdDqNp/6WIHqGNB/ALFRdQEBAQEBAQEHlcnftxEtOpQZWHJO IsSept4v+wIMtAQEBAQf/9L6pQEBBEgrG4dKg6oOG8t5RyLj/KBHi7Q39o935koFQ1B6WVuZctwX K3cx2SFlXxeiDYvE1oyPx5BsfX3Wmv8Ad7INRuPHuUzXIvZiyr4oIpPdJBOtDWiDas1a3n+68bbR zuDbeHaWfx0HVBkcAzGRvsll7S6YQyB5axx/Yg1fglzkoPJvJopZ3TQW0bnRxk6CiC3kORX+QuJL qOV0cgcW+yPgojbuGXtweOXL7txkpX6j2VV4eAydxjsTyHLPZtZbVdH8UF7MZa7z3i/+bW7jHJJG a006LUgxfAsWQPGX3NxK6T80jX5rPodVie57TuFEFxAPRB4HMeSSYHEi9ZF7ry7bsQa7hvJkl9nr bESw+3Jct3A09UFrm3lC845yCyxDLP3jeO2xup1Qepxvnn8xy9xjryP9PJCKgEUQehecrtxk5MZb 0lmawuI/BBoOCu33PkGN7ovZLXUMYHXVRHYFVEBBBe0NLidB1KDAiz+Kle9kc7XOj+8Dsg1/mXOr Tj7rF+8OZdyBhPWgKDaIL63mtm3LHgwuaHb+2qDCj5Rg5Ln9LHdNdcf/AMsdUwZMuTsLc/mTAF3Y oLjruIxe8D+X2d6qqtRZO3nG2E7392qIuvuYIKCR31HVBTHkrWVrnRv3NZ959EEx3sFy1wgdvp1I Qc1x3Kso3yrNgXgmBrC4HsrBsD+SZ0ctisP0hFi4/VLTRJCNva7fu00GgKCPqLfq0ASiQCfqA/BQ Gs3NIPVFqsAAURFDmbSafvafJB5GbzgxELC/6g91Nx+KD1IJDNBHONQ9odT5oLrGkanv2QVIKZXh jC49AKk/AIMKwymOvRI6ymExjNHgdirq6uwX9rcveyCQOki0kaOyiLwja6rnDUoJ9oUoND6oKtra g01HdBTsaCaitVTGHcz42GRonIaXH6Ae5VzgZsZq0ECg7LIqQEBAQEBAQEHlcop/JpiUGThv/wDj 2P8A/rxf9gQZiAgICAg//9P6pQEBBD27mOb6gj9qDTn4DLW9xIy2Y18EriXFwqdUCXhhfgMhZ0/N vBSiDH4Rx7PYXDTY2b/KDT7XzKCOJ4XN2WXkmvR+S4mhQM9guRzc3tMnZitlEyj/ANiDz8Hh+dWG bv7jaBb3Ly5unZB5OE4tyzDch5Dnrwfk3MLizRBpeHsOUXsU2Tgadhkc2hHxQdN4pjs3Jwm7tnil 291WoLV1x3PngGYxsraXVwykVBrVBj8cwOetfE4xUrf9TFG7eCNei1VjE8IXuQhglxM7S1jZC7UU 7qVHX27u/wCCglAKDn3mK+ks8BbvILgZhuAFdKhBpl7ybjVtzrBywseJzCzdQaVoEHteRZ7KfnPF rhzS4bwWmle9dVryNeyuWDfKN1HG1wMpDWUGlVb/AAtbDx+WCz8jTx3e79V7G7XpSikmrIxsDl7O 98jARNIla8gaadVlHY0BAQYWQmjis5K/aQR+JCD55gw3OcHyS+vblzjirt5dHqftJQe55dt7WbDc WlBdSedod+0IOussre149+ljP5X6eoJP91BofjfiVhc3N5lrhz3XUUpEeulNVdR5cHJrLIP5Da3D nfrLVxFrr3TGsXW5blAwGOiDqNL6S1NDRSovYTksttzdtiH/AEOaN246VKD3+cXd8M1awWbtJQC7 X1QedyI5XEZvCWFmT7GSIF4gzrafI4nl7rNhrZSOA1+KDyYd586zEAbP02nzornA9Gw5Nm3c+GIu mt9h+4tNNaJDtq+X5V5F/wB23Vhi9bNkm0/JW4N14dyu+vpr2zyB/NsGb5PkAs4Ncz/OeVucL3CE Gwa/bJ30B1WpYOh8R5DbZzFMuYv8xoDZq/x91KPbUEO3aU6d0Gg88yuOtbyGDJki1c8bP8SD2s3y zHcdwUF5P/kuYPbPwpog8bGeTcf+rtYbskfzHW1/FBt2YzlhibcT3bw1jjRuoqUHn2HLMTmv1Fna uPve26rT6EINc8aWEdpLkXWzi5pldvqa61QbBx1+Gdf37rFxNwHH3xWtCgh/P8Cy+ksXSH9RF97R TRB7dhkLa+thcwODoj3QUzZS0iu2WrngSyCrRVCMh8rGRlziAB1VVy/ydnbdl9hhbuIc+YA0PxWv NR1CAkwRk9S0f1LArQEBAQEBAQEHkcqY9+Gma3v1QZeFaW4awaeot4gfwYEGYgICAgIP/9T6pQEB BDjRpPoKoPPtMxBcyOZG4EsNC3ugz2k9z16BBEri0CiCzJe2jHUlmaxwFSwkVQLS/s7kE20zZ2g0 c5pqAgyahBj3DWzMkgkFWSDaR8Cg8i14xBaxut4PohJLqfEoPSxtl+lYWV09EGWWB1Q41BQW/aZQ sp9B+4eoWtWsa1xWNs5HT28Aje77iFmozInscCWv3Dv8FJRXUeqoHog8++xVjkWezfRiaIGoB6VQ YD+H8Wku47p1iwzwijHU6UQZtxgsRcTQzTQB8kP+S7+FBZPF8E69/WOtmm5Br7p61VEXnHcfLd/r GxD9aRtMvfb6IMa34bi7TJMyVvGGzt1Lh6qDYQagH1QSgVFEGFlbH9XaOhaaOPRBq44TkZg5t5c+ 5F+4w9kFvlfj5uexuOs2v9v+XvD2n4hB7kmKu34cY/3aShmzf+FEGPwzjMuAs57aaX3HzvL937Vc WtYZ4+hx+burnZvN87cT6VVkRc5rwDK5C1x7MbcmAWzw6VoPUBZpWu8g8R5y+ydtkbG5MMsbm73A 9QOqDcMvxfITX+OvRIf9JG1kg9SO6Cc/ibzIchw1y2uy2I3H0QWbzHX15zB8oqIbch1exog8a0s7 8+Xp8u6JwtfY2A9qgK7wKLX+YT+TI7w27mws3D3KaK2rLxjGtpMpZ8zvJDA98UshLXU0WemVriV3 kn8u5JC+zfGy4icxkpBoahW1rWvYePL464lxFwxwhdI52vQglXYOxcBtYrfGOEcPshx1b6n1UsRs zQQSSdFAeK01og4/5xuI44rOrPck99op36oPe5/a2t347t4nsEkpii2N7/bqg1TmWPsLV/DJGRhk kbW19UGF5Lv8tNmsOx5P6GSZodXpSoQdLx3ErSxy8mYs5GiJ1ttdGD329UHm+LshazTZOMSt3+66 rK69UFrxnJCOQ8hb7gcRKdAemqDx8Tj8dJy3lEshbK5kLyzXodUGV4/zb4eJXjvcEjozJtA7UQad hM/ns3hsnJFuku4rgiO4FfpFeiK3DLZnKw3HHMe6QiScATju4rX5RheVsO2zyWFn3A7p2gM9NUl4 HYLX/wBND/gb/Usi4gICAgICAgIPK5MSMPNTr2QZWHr/ACixr1/TxV/6Agy0BAQEBB//1fqlAQEF Mu3237vt2mvyog1Tj7sE6/mdYz+5O1x3sr3HVB6tnybBXs1yy3nDpLQ0uB/CQgzI8nZzROmY6rGa 1Qc6kvMfmOVXxluXRxsgfRoOlQEFjwPI047MtbO6eNly4B7zWlCUHSxk7MyCMv8AzB0CCby7tbYN fM7aX6BWFRHf2rgGl2nY1UFf6+y/Utg3j3nfa1BkbAAdeqCkdgenYqixeTbIpxHrKI3Fo+NNFBo3 jLJ5+6mv4ck0hgld7ZPpVB0AxhuoOvZBLi7aPU9UEbGhu0HT1VZY89zb231PNPxTF1djeJGh7NWP 7qEXNhOh+0dCiq6BBaDQHVBqO6qq300PfskNUukoAO/dRGNkMjaWFv71y/bCP3lRRi8zj8rCbixk 9xrDQpgu3dxBbQuuJ3bYWayH0UE2V3BewNntnVgdq1w7oL0rP3h26oMAZjGyXQtI5K3B021QegIm GhcKuHQlNXR0TXGp/YiKmta0UA0QHNa4UIqEFoCOMEvAAHQoIY21dR7QKn97uUFZtoC7d7bd38VB VBAtbcaiNod/EAK/tQBZ2u7d7TN38VBVAba2zXl7YWNe7q4NAJQebkOM429mEz42teDWoCD04reK JjGRgNDBQAIDnguDR36oKC1xkAdoxurT6oPC5HwrF5y4ZNdH6mEFrT0qEGRPxq2uIYoZnVhiAaGn pogxM5wTF5eWzkmcQ6yp7IHTRBcz3DcdmLS1t5Q0OtCHNfTXRBl2GGba72+4XRvj9vX5UQeJx3xz jcFkLi/gnJkmc5xb2+pBf43wSywuQyF9DKXOyLi6UelUFnG+PLGwyOUvmSlzskwscD8UFrjvj6zw 1nc2wfubOHaf4kGs8f4/neL3F1jLG1bNj72UySSkVpU1QbZyTiwumWWWib/r8eA6GOnUoNH5RiOZ 8gyGNu5bct9iQOeyhoACg7HZF36SEPFHBjQ4fEBBeQEBAQEBAQEHlcnIGJkPcdAgysQa4myPrBF/ 2BBloCAgICD/1vqlAQEFu5p+nlr02O/qQc28ffoI8zetib+aXvqUFfAsZjm5nkLtlPckPukoMzjr 3jLZG3JrZtadjfRBiYTD4p+VyE2n+TJ3+CDSsLey4PxfyW+xNROy8IAb11cVYuNwubyWLxUzOF3/ ANz/AEwlrX6tx7K4li1j7/IZrxrY5aaouI6ulJ9ApR5GY5mRxAX1sfzWuLCQfRMHt+Jrm6zkP82u SXOiIaNVB089EGFlboW+MubgdYI3OH4BWwrRuB5XI5mG/wApNJWFrJGtbXuAUHm+Nb7K32MzZbLW 6jmf7RHUAEq2jzOE8k5bmsbyu2mmP62yLm2shPQhZHp+OuXZaDD3UWdl927hY4h5PUhEehbcryFv gWZyZrpbeWb2hGNSKmitjM4eT5EHJLvNY446Yx21wxr3R111Vit5flDjMNaW0tTcSMAL+wPxWVjz eLciupsvPaXE7ZWN+0NNaIrd+yDzsxeG0sJJ2NJDKktHXRWcjn2H8z42WLIy3ETg3H13/gl8j0Zv MXH24uyyDIXSsvXbWButP6FZ5GRyPOWWVwksRhc0e2XitfRSjXPDGftYOOZKaVpZHBORV3wJCtW1 v+VyeP8A5O65uhvspW1f6UWai7hLzGMw0dxakR2RFYhVBOP5Lj7+8fZsNJGg1qeyDQcheRWvlWzi t9IiPzAD1KDpsF9bTyOjjeHOZo4A9EGQghzg0VPRBa/XWe7b77K/4gg87kEcmQw9zb4+5Yy4cKMk DgQD+BQWeK2t1YYaG3yU7Zbhld0tdD+KD2f1MFK+43b/ABVFP2oKhLGWbw4Fo/e7IIE0RpR4NfQ1 QVk0FUFPuDbu7IDpY2kAuFT0CDyOT5AY/BXd+wawt3IMHgvJWZ3DxXDiN7idO6DZCGF1CNRqghsj XsJpoNEB5aGgga9kCMggkjXuUBz4Qz6nBrT6miCgMAeK6tPQoLhZ2boO6A/a1vy6IKPcj2lztdoq SPggxrLMWl4XCB4cGGjgNdUGWDR31d+iCXStaaIKmEEVGiCUBAQEBAQEBB4vKiW4Sbd93YoM3CGu FsD620P/APbCDNQEBAQEH//X+qUBAQUys3xvZ/E0j9oog1LA8IbhcjNdsk9z3nFx+FUGdi+LMsJ7 6Rj9b4kuPpVBOM40zHvuSH+464aWk+lUHnWnA3W808jbg/nhzSK/xILHHvGVpisPfY2ST34b2QyP a7pUmqDIn4Gx9mLD3ibQjaYuwHotfoeq3jltb8bfhYGhsTo3Rtp23d1kafB4kt4uMuxDpt7nSGTX 46oNk4JxRvGcc6xZq1zt1UGzuNAe6DEvLZt1ZzWztBcNLHfAHRUaDi8TkuM3F3irOIzWkzHkP7Vc Fexh+K8BlcTd5Bl1GWsunveK/GqyPMMWc40zkgsLEyyXziYyOpqgw+H47kV7hLmW9szBcsY4hp6u Pog23g95eyceba5CwFWy6QOGmh6rWsaq51FfWmZs8lbxF8ETQCwdB8FNXuMbO57KTWsFq60+i8Gk 1PsqpSV4XFcLc4HkHv2k5v5JnfnMrXYCjTtLXH6ajqKlBbcxkrXCRoc0gjYe6DgmbxT7Lktzx23t GmDPv2ySgfZVWFel4841FFyS64rewtktsP8AXC9wrUq+qY6Lzc2NhgJJvbbGAC2oHaimjnWOlx7P F2VuLJ4AM1Xvb2NVehtt1c2dz4sbumFf0wq/4rI0/keavMVwTjLLF5eyeYNlePSqDerDjVhG+PMG 79rfG0kV7kINYtIYrzybb3IdudE0hrfX4oPQ8fX9y/leeikkL2iV1Gn93VB05n2hBZvn7bO4cOrY 3uH4NKD5q/nOSyWHzDrS+e7Kx3JZDbg60rRBvEGBzuA8ZXeQu7yT9fPCHuBJqwlB62BOQyfiJlz7 7jeMhe8SVNSWhB53jrKz5bg36S9uizJtuC3U/VSqD2uUchuOOwxYgOL3ztr7ndBqMPO81i+UYvGx NdcwZBwEr+uyqDufQILErz7EpIpsaSPwCDlGa8hXNphr7KyEtubSX24oP4hVBtAzf8/8dSXszNrp 4fraUGj8KyOYxeOnnt7cut7YOe2nTRBtNh5VtJeLfzq5pDPv9oRepqgsM8kZ39XE6WwMePeATPTS hQZ3JvIc+HyeKtWQ+5BkqfmU6AoMfNeULjGZu0x77akNy9rGTU61Qa95c5xn8ZlbTGWcLvYkc13u j4oOqYC5lusLaS3A2yvjaTX5IPTaKABBo3lHnF5xPGMuLWD33z1bSladkFXjrkV7yDjU091GY3lr qE/3gg1Lg+Xfis7eW9zMXb5jtafSqDrUF9b3Me+N1Wj7z6IMU57B++LY3TPerQNrqSg9NpqOlEEo CAgICAgICDxuWsL8LMz17oMzBt24XHt/htoR+yMIM1AQEBAQf//Q+qUBAQEBAQQGgEnuUEoCCGtA rTuglBbdH9W9v3JoxZ8rb207YZ3Brn9KmiDLY8vaXN1B1aglrdKnqeqaJDWgdEDa2taCvqge3HWu 0V+SAGMHRoFeuiCgW8Qk9wNAd8Agi6tYbmF0MrQ5jutUFm4x1pLAyB7RtYKM06IMLF8Zx+Mupbq2 b+dN95P/AAQewgjaN1e6DzLnAWEl9HfuYPfiNWmgQTaYOygyM2TjaBc3A+s0QTmcNaZmxfY3msbu tEHhWnjrBWeDnwkFf0Fy7dKD6pq2rsvCbAYR2HYT+mc3aPkiIdwHHPwEGLeKttdYaitCgs43i9+8 m2vif0jfsp8EEW3DBZ8gjyUH3xgtb8kFnB8TvMbn7u/YPounl034oN2YSTp9vZBh5kvbi7tzPvMT wP2IPlfj2MyOMzOQy8LHmVs5IaR9PVB1uzvuSc04pf2D2bZHt2sFEG2cD4/kMVxFmHvh+YxpaR8H INa4548y1jzeW+fUYk1cxo0G5B63kziV/lxHd2I/PhFB8kGuYvhuZfl8XcsbUW1DdEhB2E1pp1QW LgudazN/f2Op+xBwXkGLfkMDk4JGu/mnvEwADSgKDZOFNyzvHV/Y3AIuIo9rAfVBTxnkseN4lcY2 9jP6uZjms06kghBoOW4dnLfiEF3dh4tf1fu7W/w7q9EHReQctxt/wyLD45p/WuiiY0U6UGqDC5vY XrLXi80jSWWrG/qTTXRBq3OeX4vJZ3B2sDHAwzs1p6EINs8tXhhmsLqRm632x0NKoOi8VyMeRwtt M0UY2MCn4IPc/c+n8EHPvMPtfyaEyN3EH0qgeMcxZScfmtYtJY2OcR8gUGpcRisL6+yWRv6iS3le G/gUFyw5Zex8b5PcWZJ/Sg+1qf6EHlcd4nn89xzF8itpSLx0m6Rpd6IO44T9f/L4xff+oAAd+xBn oCAgICCl26op07oKkBB4/KH/AP2aZw+3ugzMKQcPYEdDbxf9gQZiAgICAg//0fqlAQEGJkchHZQO mePoaCSfkg8TF88xWRL2W7w+Zhp7Y6oKL3nMFrL7b4Tp9x10QepiuQWmRhkkhIPtipCDAsuZ211k JLNsdHxgkn4BBeHLrJ9rLcQ0kbC7a+nYoPRtMtaXFl+r3hsYFXk9kGDHyvHuuBG9wZE80ilPRx+C D2C7cRtOh1qg5h5oivIbaK+tpvbdGWilUG6cZyMMXGMdNeTBrnxAlzj1KD1LXKWF04tt5myOHUBB W68t2f5jw0/FBAv7QiolBCCuO6t5AfbeHbetEFAyNkZPbEzTJ/BXVBXLd20RpLIGfPRBLLiKRm+N wePggqNHt+KCWggUOpQSgIKXNJI107hADSCddD0CCPbNOv1eqCdmo9O4QAw66/JBT7cn8SCprXg6 moQNrtpFdexQC1xpr80FQAHRBbuIRNGWHodD8kHns4zhGBwFq2jtXCnUoMqzxllZNcLSIRbutEGQ WuIGuo6lBNHbuunogiRpcwtBoT3QW4bYRfZpX7viguAEOJJ0QUvj3GoOh0KDE/kWL9wyGBpeepKC 7HjLOKORkcYa2T7gEGIeMYV1C+2a5w1BKDIuMRY3Np+jnjD7UdIz0Qeda8MwdvP7zIG7h9p9EHo3 eJs7uL2p2B7B9oKDXcl4z47dPglitmxzQO3B4og9HN8TsstjorS5aHe3ShPwQZ2HxMONtW20WkbR QNQZzWkE+nZB52fwdtmLF9tM2pIo0+iDxOJcFZgmTAPDjKCK/AoMZnjpkTLlkMm0XDi4/igs4Xxl FYY7I2b5A9l/Xf8AigwsP435BiZoorXIFlhE6ohDtKIOkRNLY2tcauAAJ+IQVIFQgICAgIKQ0hxN dEFSDyOUtH8nl7DuEGXhqfyexp0/TxU/6AgzEBAQEBB//9L6pQEFLyaafig1nnt023wJqaRyHa53 wKDleI49cYXkMWWwr3XELxulaakVKDZpMnb38k/6z6HPP5mnRBX46v7M5PKW0MpfFCwltUF/i7re TNZG4B+r2pBT8EHmeM3WkuDzzp5C4C4fq7tqUGDe5XJW/Es97Bd7bWn23Dt8kGPj7LNZvgPH5od3 uQy7pH9zQ90HZ8SZXY2ET6Pa1oP4BBznzq4twg2H8zc2gQeHnry5kZw3Eh7mQ3jGict0og9HkB/2 Pm7JtnK+Rl09rXg60BQTzDN5ochia0FuNcxrnPHx6oKrm/uyI5MS90toG/nurWhQRZcztrHi+ZvW Suff2wJYw+qDCxEt3c4LE8mhlc6+vZKXEVdAK+iD0uRZmWXMPZkpHQWLIdzHg0q4BB63h7kE+Yxt 46UlzYZSyInu0EoN/j+5yCtAQEBAQEBAQQXAdUEoCAgICAgICAgICCKg1b3QGt2iiCUBBBcB1QSg pADAddEFQNRVAQQXAdUDaC4OQSgICAgII2gEmvVAZSmhqEDcK07oDWBpJ9UEoCAgICAg8flja4eX 07oMzC0/k1hTp+ni/wCwIMxAQEBAQf/T+qUBAPQoMK+x9nfwe1dM3wfw/FBatsTjLSExW8W1p7IL DuMYOQueYdXff8UDG8TwePllms4NjpxR59UF22wWJs3vdFFR8gIefUHqgt2fGMHaW08NtBsindul A7koKXccw7rOSz9r8iYUkb6oNfsuK5nHXrYbKTZiYzVkXwQbkxwAa09ABX5oNW5xxG4z74gw/ltp UfJBGS4hbTY+yaGn9bYtAgf6FBhWXBb28ndcZ13vuGsH909kGHmuDcgun7ferANAB6ILdlwTOWOk Em2yI/Nj7koFr4xY/GZOB4Pu31dh9EGLxziWYx36XFPJ9q0fud8QgnlHE78cpflL6s2CfFsbbt6h 5HVBc43g8jheK3zseDHJNJuiHcNJQb9xmW6kxcRuq+/t+sn1QesgICAgICAgIILQeqBuG7aglAQE BAQEBAQEBBAaAa9yglAQEEFoPVA3DdtQQCHgoKgKCiATQVQUja9vTRBUgICAgICAgBoAoEEbRWvd BKAgICAgICDw+X7/AOQTtB+o9CgzcACMFjg7qLWGvz9tqDPQEBAQEH//1PqlAQEFLjQaCvwQSAPR BNAgIFAeyBQIKWxgEn1QVHoUGOwOa6u0n8EF4MO0ivVAMYJB9EE7TU66HoEEbDtoT+KCS3X4eiCG sDSSEEGGMu3bRu9e6CJIIpRtkaHt/hOoQG28LWe2GDYf3eyCtrGMFGgAegQSgIIcSBUCqCQahAQE BAQECg6oCAgICAgICAgICAgICAgIFAgUAQEBApRAQEBAQEBAQEBAQEBAQEBAQeXyW3lnxE0cTHSP PRrQXH9gQZOIjfFibKN7S17IImua4UIIYAQQUGWgICAgIP/V+qUBAQEBAQEBAQEBAQEBAQEBAQEB AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQf/ 1vqlAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEB AQEBAQEBAQEBAQEBAQEBAQEBAQEH/9f6pQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEB AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBB//Q+qUBAQEBAQEBAQEB AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEB AQEBAQEBAQf/0fqlAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEB AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEH/9L6pQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEB AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBB//T+qUB AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEB AQEBAQEBAQEBAQEBAQEBAQf/1PqlAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEB AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEH/9X6pQEBAQEBAQEBAQEBAQEB AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEB AQEBB//W+qUBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEB AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQf/1/qlAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEB AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEH/9k= ------=_NextPart_000_001E_01C3E653.82F58B70--