tag:blogger.com,1999:blog-37494154765341316552024-03-12T22:50:58.841-04:00DMV Prep Report We cover all levels of youth basketball in the DC, Maryland, and Virginia area with the goal of providing maximum exposure to players and teams. Our event coverage and event management is designed with the sole purpose of being a viable high level resource for both High School and College recruiters. DMV Preps wants to see your child competing at the next level!Unknownnoreply@blogger.comBlogger152125tag:blogger.com,1999:blog-3749415476534131655.post-77797089001877573752022-03-01T01:05:00.002-05:002022-03-01T01:06:38.330-05:00Drew McKenna Is the Hottest Prospect in the Country in the Class of 2024<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgXS1l_xDIKDxy1idgo7Q07znis0rOWZrPcVZSiCewAXBIyzk3y3Nolg3znHCzmQHOYUKFH36HEbaBdxjEkc9SQAks9_PjWR0WUBUeK95wuV8AQX_SlHxn7CONv8IY7bD42K0d8HZewI0NywSxf-0XdebXslIhFLuKTFLIW4jjTFqMFwDfWsRuyHxUZhA=s649" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="649" data-original-width="519" height="400" src="https://blogger.googleusercontent.com/img/a/AVvXsEgXS1l_xDIKDxy1idgo7Q07znis0rOWZrPcVZSiCewAXBIyzk3y3Nolg3znHCzmQHOYUKFH36HEbaBdxjEkc9SQAks9_PjWR0WUBUeK95wuV8AQX_SlHxn7CONv8IY7bD42K0d8HZewI0NywSxf-0XdebXslIhFLuKTFLIW4jjTFqMFwDfWsRuyHxUZhA=w320-h400" title="Big Smooth Sets the Bar in the class of 2024" width="320" /></a></div><br /><p></p><div style="background-color: white;"><h1 style="color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small; text-align: left;"><b><span style="font-family: "times new roman" , "serif"; font-size: 12pt;">Drew Mckenna</span></b><span style="font-family: "times new roman" , "serif"; font-size: 12pt;">, 2024, 6-foot-8 scoring wing from Laurel (MD) who competes on the NIKE EYBL circuit with Team Melo (Baltimore, MD.) and attends Glenelg Country School will be making an unofficial visit to Villanova University on Mar. 1, 2022.</span></h1><h3 style="color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small; text-align: left;"><span style="font-family: "times new roman" , "serif"; font-size: 12pt;"><br /></span><span style="font-family: "times new roman" , "serif"; font-size: 12pt;">This is just days after Mckenna received an offer from one of the top 20 teams in the country, the Illinois Fighting Illini and Associate Head Coach Chester Frazier.</span></h3><div><div class="MsoNormal" style="line-height: normal; margin: 0px 0px 0in;"><div style="color: #222222; text-align: left;"><span style="font-family: times;"><br /></span></div><div style="color: #222222; text-align: left;"><span style="font-family: times;">It is anticipated that Drew Mckenna will be exploding onto the national scene with his recruitment to sky-rocket after a stellar sophomore season in which he posted some eye-popping numbers:</span></div><div dir="auto" style="color: #222222;"><span style="font-family: times;"><br /></span></div><div dir="auto" style="color: #222222;"><span style="font-family: times;">Points 23.5</span></div><div dir="auto" style="color: #222222;"><span style="font-family: times;">Rebs 7.25</span></div><div dir="auto" style="color: #222222;"><span style="font-family: times;">Asst 3 </span></div><div dir="auto" style="color: #222222;"><span style="font-family: times;">FG 53% </span></div><div dir="auto" style="color: #222222;"><span style="font-family: times;">3Pt 44%</span></div><div dir="auto" style="color: #222222;"><span style="font-family: times;">FT 81%</span></div><div dir="auto" style="color: #222222;"><span style="font-family: times;"><br /></span></div><div dir="auto" style="color: #222222;"><span style="font-family: times;">Highlighted by a season highs 38-pt vs Flint Hill (Va) where he shot a jaw-dropping 11-17 (6-9 from 3 /10-11 FT) while snatching 7-rebounds. </span></div><div dir="auto" style="color: #222222;"><span style="font-family: times;"><br /></span></div><div dir="auto" style="color: #222222;"><span style="font-family: times;">He also had an instant classic in the much anticipated match up with Archbishop Spalding's McDonald's All-American Cam Whitmore where he pumped in an impressive 29-points.</span></div><div dir="auto" style="color: #222222;"><span style="font-family: times;"><br /></span></div><div dir="auto" style="color: #222222;"><span style="font-family: times;">In addition to Mckenna's multiple Division I and Power 5 offers he is also currently receiving interest from:</span></div><div dir="auto" style="color: #222222;"><span style="font-family: times;"><br /></span></div><div dir="auto"><span style="font-family: times;"><span style="color: #222222;">Duke, Marquette, Cincinnati, Georgetown, Louisville, Virginia Tech, Virginia, Pittsburgh, Pepperdine, George Washington, George Mason and several HBCU's </span></span></div><p style="color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;"><span style="font-family: "times new roman" , "serif"; font-size: 12pt;"><br /></span></p><p style="color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhEdF0FsuYAqaTj2ngy8HaQ2cwg-qxmEfONiXKiENfKG1vo9_KGFQkXdAj80xIT1SWJWM2UuS1CIipKwq3qJ3BS3D_c-CuG7KYdcUjvSftu8mBNk5LQzRYqax8wHSAhsk9BfWw-QL2FJXOcu3f8vc_6YgoRKitfRHX5XEpXe8Yhc3SNalZOrh89y0BpCw=s828" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="820" data-original-width="828" height="317" src="https://blogger.googleusercontent.com/img/a/AVvXsEhEdF0FsuYAqaTj2ngy8HaQ2cwg-qxmEfONiXKiENfKG1vo9_KGFQkXdAj80xIT1SWJWM2UuS1CIipKwq3qJ3BS3D_c-CuG7KYdcUjvSftu8mBNk5LQzRYqax8wHSAhsk9BfWw-QL2FJXOcu3f8vc_6YgoRKitfRHX5XEpXe8Yhc3SNalZOrh89y0BpCw=s320" width="320" /></a></div><br /><span style="font-family: "times new roman" , "serif"; font-size: 12pt;"><br /></span><p></p><p style="color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;"><span style="font-family: "times new roman", "serif"; font-size: 12pt;">Not only is Mckenna the areas top 2024 prospect; he is a clear top 50 talent nationally - the young man is the quintessential "can't miss" - whose talent can’t be denied. </span></p><p style="color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;"><span style="font-family: "times new roman", "serif"; font-size: 12pt;">Drew and his family are looking to establish strong relationships early-on as this is will play a pivotal roll in their final decision for the next level. </span></p><p style="color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;"><span style="font-family: "times new roman" , "serif"; font-size: 12pt;"><br /></span></p></div></div><p style="background: transparent; border: 0px; color: #333333; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 11px; line-height: 17px; margin: 10px 10px 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="color: #222222; font-family: "times new roman", "serif"; font-size: 16px;"><b><i><u>ANALYSIS/SKILL SET:</u></i></b></span><span style="background-color: transparent;"><br /></span></p><p style="background: transparent; border: 0px; color: #333333; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 11px; line-height: 17px; margin: 10px 10px 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><b><i><span style="background-color: transparent;">Drew Mckenna is a walking bucket ~ one of the best pure scoring wings to come out of the DMV in over a decade and that's saying a mouthful. He flat out has a gift for scoring the ball. A solid shooter off both the catch and possibly even more lethal from distance off the deck ~ with the size/skill combination Mckenna projects as a big 2G who can play/guard 2-4. At 6'8/195lbs the </span>options<span style="background-color: transparent;"> are endless on both ends of the floor. </span><br /></i></b></p><p style="background: transparent; border: 0px; color: #333333; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 11px; line-height: 17px; margin: 10px 10px 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><b><i><span style="background-color: transparent;">"Big Smooth"/ "Baby Melo" has a solid mid-range package including some impressive footwork working out of the mid-post with the ability to slash and finish at or over a defender with either hand. Due to his varied skill set his passing is often overlooked, but not only is he a willing passer who enjoys this aspect of the game - his vision and </span>passing acumen makes him a very intriguing long-term prospect as a point forward type.<br /></i></b></p><p style="background: transparent; border: 0px; color: #333333; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 11px; line-height: 17px; margin: 10px 10px 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><b><i>As a scoring wing the combination of great size and killer instinct is only bested by what may be his most exciting traits - his winning attitude. After a year of continued development Drew Mckenna is now an elite level prospect. With his continued development the sky's the limit. His willingness to defend especially when challenged where he utilizes his 7-1+ wing span reminds you on the defensive end of a Scottie Barns but with the ability to score in very similar ways as a Johnny Juzang. Think Sadiq Bay and Mikal Bridges.</i></b></p><p style="background: transparent; border: 0px; color: #333333; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 11px; line-height: 17px; margin: 10px 10px 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><br /></p><p style="background: transparent; border: 0px; color: #333333; font-family: Verdana, Arial, Helvetica, sans-serif; line-height: 17px; margin: 10px 10px 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><a href="https://vimeo.com/680610360/7ce787f7d8"><span style="font-size: large;">McKenna Explodes for 38 </span></a><br /></p><p style="background: transparent; border: 0px; color: #333333; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 11px; line-height: 17px; margin: 10px 10px 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><br /></p><p style="background: transparent; border: 0px; color: #333333; font-family: Verdana, Arial, Helvetica, sans-serif; line-height: 17px; margin: 10px 10px 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><a href="https://vimeo.com/680618177/591bace101"><span style="font-size: large;">McKenna & Whitmore Go Head-to-Head </span></a><br /></p><p style="background: transparent; border: 0px; color: #333333; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 11px; line-height: 17px; margin: 10px 10px 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><br /></p><p style="background: transparent; border: 0px; color: #333333; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 11px; line-height: 17px; margin: 10px 10px 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><br /></p></div><div style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;"><p class="MsoNormal" style="margin: 0px;"><br /></p></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3749415476534131655.post-19375636531421199612020-04-26T18:13:00.000-04:002020-04-26T19:55:11.816-04:00The Hunted to the Hunter: Saxby Sunderland is Offically On the Rader <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYRWtaWfbEFqf5fDtSFyQVBAyCCdEBrY0Cxb3MjudOQ6tShFUnObq1MQzPL_KY3Uh1uSpRS54FUbN_sKpxr7W6SvRVQ1DAa5xreKPyq3qdkvtabES7X0N8QuSlOS1fWblrUcUK4gWJimcz/s1600/sunderland.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="300" data-original-width="200" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYRWtaWfbEFqf5fDtSFyQVBAyCCdEBrY0Cxb3MjudOQ6tShFUnObq1MQzPL_KY3Uh1uSpRS54FUbN_sKpxr7W6SvRVQ1DAa5xreKPyq3qdkvtabES7X0N8QuSlOS1fWblrUcUK4gWJimcz/s640/sunderland.jpg" width="426" /></a></div>
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<br />
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Generally when a high school basketball player is scoring at will against defenders, possesses a silky smooth jumper, athleticism and has his team at the top of his conference, you hear about him.<br />
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Usually when a guy drops 22+ point per game, people start to take notice.<br />
<br />
That player ascends up the national ranking board, gets the attention of national ranking services and is tossed around in college and university conversations. And generally, it's well-deserved. Usually they get noticed.<br />
<br />
But not always.<br />
<br />
Saxby Sunderland is a prime example of a truly remarkable talent simply floating under the radar, firmly attached to his small school identity, not getting the luxury of a big stage spotlight.<br />
<br />
Sunderland isn't the next flavor of the month Hype. He's the next impact player at the high school level – that is just looking for a chance to prove it to those who doubt or simply don’t know any better.<br />
<br />
Let's face it: Saxby plays for Flint Hill. Flint Hill doesn't get great exposure and is not overly well respected as a national high school basketball program. In fact, if it weren't for Saxby, we wouldn’t be discussing or mentioning Flint Hill right now. <br />
<br />
So, needless to say like it or not, Saxby Sunderland is one of the best guards in the area and in term should be on the radar, being in this marker, of many of the top NCAA programs as of today – Saxby without question is an elite shooter who can get his teammates involved.<br />
<br />
Specifically, he is true points that possesses length, skills, and feel for the game. As we said, he can get others involved and score as much as needed and in a variety of ways. Sunderland is a long, athletic playmaking combination guard that is a high major prospect with tremendous upside.<br />
<br />
Long and quick with an excellent first step - he slashes in between defenders; his rhythm dribble three point shot is fluid and often get’s him in a scoring flow leading to multiple dominating possessions in transition and in the half-court. <br />
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On the other side of the ball Saxby is capable of defending both guard positions. He’s at his best and most confident when he plays to his strengths and plays position less basketball.<br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3749415476534131655.post-69287100254073678012020-04-08T21:03:00.000-04:002020-04-08T21:03:30.211-04:00DMV 2022 PLAYER RANKINGS <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh33sjAQ_wgWOED5gLOYJDWaZMo4BouT7fGuR12kPFdqUNtlAxjqOoiVe6VEBqVz3LNmyRH9TfOaTTqIKm67tbHyoeI6nkppII0q-JI4RT9MJatnTHyDwbIJ9LlYjELqepgmuVr-pE6x0SA/s1600/2467E8A0-683D-41B3-920F-082C0C65E3E4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1600" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh33sjAQ_wgWOED5gLOYJDWaZMo4BouT7fGuR12kPFdqUNtlAxjqOoiVe6VEBqVz3LNmyRH9TfOaTTqIKm67tbHyoeI6nkppII0q-JI4RT9MJatnTHyDwbIJ9LlYjELqepgmuVr-pE6x0SA/s640/2467E8A0-683D-41B3-920F-082C0C65E3E4.jpg" width="640" /></a></div>
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<table border="0" cellpadding="0" cellspacing="0" style="width: 495px;"><colgroup><col style="mso-width-alt: 5778; mso-width-source: userset; width: 119pt;" width="158"></col>
<col style="mso-width-alt: 2669; mso-width-source: userset; width: 55pt;" width="73"></col>
<col style="mso-width-alt: 5558; mso-width-source: userset; width: 114pt;" width="152"></col>
<col style="mso-width-alt: 4096; mso-width-source: userset; width: 84pt;" width="112"></col>
</colgroup><tbody>
<tr height="20" style="height: 15.0pt;">
<td class="xl67" height="20" style="height: 15.0pt; width: 119pt;" width="158">Name<span style="mso-spacerun: yes;"> </span></td>
<td class="xl66" style="width: 55pt;" width="73">Height</td>
<td class="xl66" style="width: 114pt;" width="152">High School</td>
<td class="xl66" style="width: 84pt;" width="112">AAU Team</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">1. Cam Whitmore<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">6'7</td>
<td class="xl65">Archbishop Spalding</td>
<td class="xl65">Team Melo</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">2. Favour Aire<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">6'10</td>
<td class="xl65">McNamara</td>
<td class="xl65">New World<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">3. Rodney Rice<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">6'4</td>
<td class="xl65">Bullis<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">Team Durant<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">4. Darren Buchanan Jr.<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">6'5</td>
<td class="xl65">Wilson</td>
<td class="xl65">Team Durant<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">5. Knasir "Dug"
McDaniel</td>
<td class="xl65">5'10</td>
<td class="xl65">Paul VI</td>
<td class="xl65">Team Takeover</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">6. Tyrell Ward</td>
<td class="xl65">6'6</td>
<td class="xl65">DeMatha</td>
<td class="xl65">New World<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">7. Trey Thomas<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">6'2</td>
<td class="xl65">Wise</td>
<td class="xl65">Team Loaded</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">8. Judah Mintz</td>
<td class="xl65">6'5</td>
<td class="xl65">Gonzaga</td>
<td class="xl65">Team Takeover</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">9. Tyson Commander</td>
<td class="xl65">6'3</td>
<td class="xl65">John Carroll</td>
<td class="xl65">Team Melo</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">10. CJ Scott</td>
<td class="xl65">6'4</td>
<td class="xl65">Archbishoop Spalding</td>
<td class="xl65">Team Melo</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">11. Noah Batchelor</td>
<td class="xl65">6'7</td>
<td class="xl65">Glenelg Country</td>
<td class="xl65">Team Thrill<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">12. Yann Ferrell</td>
<td class="xl65">6'8</td>
<td class="xl65">West Nottingham</td>
<td class="xl65">PSA Cardinals</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">13. Christian Watson<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">6'5</td>
<td class="xl65">St. Johns<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">Team Takeover</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">14. Christian Winborne<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">6'2</td>
<td class="xl65">Gilman</td>
<td class="xl65">Team Thrill<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">15. David Solomon</td>
<td class="xl65">6'6</td>
<td class="xl65">Lake Braddock</td>
<td class="xl65">TBD</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">16. Cesar Tchilombo</td>
<td class="xl65">6'9</td>
<td class="xl65">John Carroll</td>
<td class="xl65">Global Squad</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">17. Stepaun Walker</td>
<td class="xl65">6'8</td>
<td class="xl65">Coolidge</td>
<td class="xl65">Team Takeover</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">18. Kevin Kalu<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">6'9</td>
<td class="xl65">City</td>
<td class="xl65">Team Melo</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">19. Devin Dinkins</td>
<td class="xl65">5'10</td>
<td class="xl65">Gonzaga</td>
<td class="xl65">Team Takeover</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">20. George Perkins</td>
<td class="xl65">6'8</td>
<td class="xl65">Sidwell Friends<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">Team Takeover</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">21. Shane Lancaster</td>
<td class="xl65">6'5</td>
<td class="xl65">St. Johns<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">Boo Williams</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">22. Zach Bolgert</td>
<td class="xl65">6'8</td>
<td class="xl65">Fairfax Christian<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">TBD</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">23. Byrce Lindsay</td>
<td class="xl65">6'1</td>
<td class="xl65">Poly</td>
<td class="xl65">Team Melo</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">24. Dylan Williamson<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">6'1</td>
<td class="xl65">Good Counsel</td>
<td class="xl65">Team Durant<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">25. Antonio Hamlin</td>
<td class="xl65">6'1</td>
<td class="xl65">Combine Academy (NC)</td>
<td class="xl65">Team Thrill<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">26. Adam Angwafo<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">6'8</td>
<td class="xl65">Severn School</td>
<td class="xl65">Team Takeover</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">27. Stefan Marcelle</td>
<td class="xl65">6'7</td>
<td class="xl65">Georgetown Prep</td>
<td class="xl65">TBD</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">28. Deon Perry</td>
<td class="xl65">5'8</td>
<td class="xl65">Mt. Carmel<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">Team Melo</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">29. Tobi Nnadozie</td>
<td class="xl65">6'4</td>
<td class="xl65">Mt. Carmel<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">Team Melo</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">30. Kyle Gaskins<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">6'0</td>
<td class="xl65">Coolidge</td>
<td class="xl65">Team Takeover</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">31. Jared Turner<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">6'5</td>
<td class="xl65">Gonzaga<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">Team Takeover</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">32. Hassan Massenburg</td>
<td class="xl65">6'6</td>
<td class="xl65">New Hope<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">TBD</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">33. Quinn Clark<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">6'7</td>
<td class="xl65">Gonzaga</td>
<td class="xl65">Team Loaded<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">34. Dylan Bronner<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">6'4</td>
<td class="xl65">Georgetown Day</td>
<td class="xl65">TBD</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">35. Gideon Sahlen</td>
<td class="xl65">6'10</td>
<td class="xl65">Bullis<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">TBD</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">36. Jerell Robinson</td>
<td class="xl65">6'9</td>
<td class="xl65">DeMatha</td>
<td class="xl65">Team Takeover</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">37. Preston Howard</td>
<td class="xl65">6'7</td>
<td class="xl65">McDoungh</td>
<td class="xl65">Team Melo</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">38. Brock Davis<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">6'4</td>
<td class="xl65">Georgetown Prep</td>
<td class="xl65">Oklahoma Run</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">39. Tyheil Peterson</td>
<td class="xl65">6'0</td>
<td class="xl65">Spalding</td>
<td class="xl65">Team Durant<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">40. Alex Cadet<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">6'7</td>
<td class="xl65">Takoma Academy</td>
<td class="xl65">TBD</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">41. Jordan Green</td>
<td class="xl65">6'6</td>
<td class="xl65">St. Maria Goretti</td>
<td class="xl65">TBD</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">42. Dani Dennis-Sutton</td>
<td class="xl65">6'6</td>
<td class="xl65">McDoungh</td>
<td class="xl65">Team Melo</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">43. Chris Gamble</td>
<td class="xl65">6'1</td>
<td class="xl65">Sidwell Friends<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">6th Man Warriors<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">44. Dut Koul</td>
<td class="xl65">6'10</td>
<td class="xl65">National Christian</td>
<td class="xl65">TBD</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">45. Carlos Alexander<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">5'10</td>
<td class="xl65">Mervo</td>
<td class="xl65">Team Thrill</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">46. Tyree Davis<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">6'5</td>
<td class="xl65">Dematha</td>
<td class="xl65">Team Durant<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">47. Evert Cooper</td>
<td class="xl65">5'10</td>
<td class="xl65">McDoungh</td>
<td class="xl65">Team Melo</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">48. Adam Walden<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">6'10</td>
<td class="xl65">Poly</td>
<td class="xl65">Team Thrill<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">49. Joel Turay</td>
<td class="xl65">6'7</td>
<td class="xl65">John Carroll</td>
<td class="xl65">TBD</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">50. Gavin Sween Jr.</td>
<td class="xl65">6'8</td>
<td class="xl65">Glenelg Country</td>
<td class="xl65">New World<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">51. Willie Rivera</td>
<td class="xl65">6'1</td>
<td class="xl65">Rock Creek Christian</td>
<td class="xl65">Team Takeover<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">52. Noah Jones</td>
<td class="xl65">6'8</td>
<td class="xl65">Mt. St. Joe</td>
<td class="xl65">TBD</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">53. Logan Blair<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">6'4</td>
<td class="xl65">St. Johns<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">Team Durant<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">54. Amir Dade</td>
<td class="xl65">6'0</td>
<td class="xl65">St. Charles</td>
<td class="xl65">New World<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">55. Warren Mouganda</td>
<td class="xl65">6'2</td>
<td class="xl65">Pallotti</td>
<td class="xl65">TBD</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">56. Delante Raynor</td>
<td class="xl65">6'4</td>
<td class="xl65">Fairmount Heights</td>
<td class="xl65">TBD</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">57. Wisdom Rogers<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">6'6</td>
<td class="xl65">St. Mary Ryken</td>
<td class="xl65">TBD</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">58. Derrick Key</td>
<td class="xl65">6'5</td>
<td class="xl65">Fairmount Heights</td>
<td class="xl65"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">59. John Thomas</td>
<td class="xl65">6'4</td>
<td class="xl65">Patterson</td>
<td class="xl65">Team Thrill</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">60. Amare Wimbush<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">6'6</td>
<td class="xl65">Wise</td>
<td class="xl65">TBD</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">61. Sammy Scott</td>
<td class="xl65">5'8</td>
<td class="xl65">Milford Mill</td>
<td class="xl65">Team Thrill</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">62. Tre' Green</td>
<td class="xl65">6'2</td>
<td class="xl65">Boys Latin</td>
<td class="xl65">Team Choo</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">63. Andrew Rheubottom</td>
<td class="xl65">6'3</td>
<td class="xl65">Milford Mill</td>
<td class="xl65">Team Thrill</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">64. AJ Thomas<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">6'4</td>
<td class="xl65">Georgetown Prep</td>
<td class="xl65">The District<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">65. Sam Ejindu</td>
<td class="xl65">6'0</td>
<td class="xl65">Glenelg Country</td>
<td class="xl65">Mid-Atlantic<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">66. Jacory Wilkes</td>
<td class="xl65">6'7</td>
<td class="xl65">Thomas Stone</td>
<td class="xl65">TBD</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">67. Mahkai Arnold</td>
<td class="xl65">6'0</td>
<td class="xl65">Frederick Douglas</td>
<td class="xl65">TBD</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">68. Gavin Walsh</td>
<td class="xl65">6'6</td>
<td class="xl65">Loyola Blakefield<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">Team Loaded</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">69. Darus Dorsey</td>
<td class="xl65">6'3</td>
<td class="xl65">Riverdale Baptist<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">TBD</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl68" height="20" style="height: 15.0pt;">70. Masia Troutman<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65">6'4</td>
<td class="xl65">St. Johns Catholic Prep</td>
<td class="xl65">TBD</td>
</tr>
</tbody></table>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-3749415476534131655.post-82645501315305847772020-04-08T21:02:00.002-04:002020-04-08T21:30:57.392-04:00Enter the Dragon - GCS Introduces Lethal Weapon 3<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjROfMWjbkOznFrEUJBTit0fiKKfiJtNfqvLPH1VfPI6ruzXYbBlUl_AL-0i-7dObEVrqU-QggMPsD3gB0o6tm1homZ5gI_zifTzvVa2ZjASHCkrzBM2kIW07dLmNl9Iq7KqhYYJa1QIUx7/s1600/gcs.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="1600" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjROfMWjbkOznFrEUJBTit0fiKKfiJtNfqvLPH1VfPI6ruzXYbBlUl_AL-0i-7dObEVrqU-QggMPsD3gB0o6tm1homZ5gI_zifTzvVa2ZjASHCkrzBM2kIW07dLmNl9Iq7KqhYYJa1QIUx7/s640/gcs.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">23' Franklin Ayissi-Etoh, 22' Noah Batchelor, 23' Kamal Francis where all selected to the Triple Threat 2020 All-Star Game</td></tr>
</tbody></table>
<br />
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<br />
<div class="MsoNoSpacing">
<span style="border: none windowtext 1.0pt; font-size: 12.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">Picking the right high school transfers
centers around properly evaluating the calculated risk.<span style="mso-spacerun: yes;"> </span>While many programs take on these ricks as a
complementary process to roster building; Glenelg Country School may have
mastered the art. For the second year in a row the Dragons out of Ellicott City
secured another talented Top 100 prospect; this time in the class of 2023.</span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<span style="border: none windowtext 1.0pt; font-size: 12.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">Franklin Ayissi-Etoh, the 6’3
combo guard from Montgomery County who appears on multiple national boards
announced that he will be taking his talents to GCS.<span style="mso-spacerun: yes;"> </span>Etoh will join class of 2022 USA Basketball /Top
60 National Prospect 6’7 SF Noah Batchelor on a roster that also includes <span style="mso-spacerun: yes;"> </span>the MIAAs top JV scorer 2023 6’2 Kamal
Francis.<span style="mso-spacerun: yes;"> </span>Francis got valuable experience
throughout the season practicing with the varsity squad and competing in the team’s
non-conference and post-season schedule.</span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<span style="border: none windowtext 1.0pt; font-size: 12.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">The Dragons went into last
season with a senior laden team that many expected to vie for the conference
championship.<span style="mso-spacerun: yes;"> </span>Losing 4-seniors for a lot
of programs might be cause for a rebuild, but in this instance the GCS program;
it’s simply a reload.<span style="mso-spacerun: yes;"> </span>The 20-21 will
look vastly different in appearance and in style.<span style="mso-spacerun: yes;"> </span>Look for Head Coach Garrett O’Donnell in
employ a more up-tempo attacking approach on both ends.<span style="mso-spacerun: yes;"> </span>With the combination of skill, talent and athleticism
they will look to learn on the job; and produce a similar result to another
young team from this past season – Archbishop Spalding. Spalding after gaining
experience used their talent to make a late season run; making it to the conference’s
final 4 before bowing out to eventual champion Mt. St. Joe.</span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<span style="border: none windowtext 1.0pt; font-size: 12.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">What they lack in experience they
will look to make up in talent starting with Noah Batchelor; who currently
holds offers from Georgetown, Memphis, Maryland, Florida, Virginia Tech,
Clemson and George Washington.<span style="mso-spacerun: yes;"> </span>Batchelor
who reminds you of former FSU sharp shooter Bob Sura; </span><span style="background: white;">is a confident shooter himself that possesses great
size and length. He has a big time stroke, quick trigger and deep range. His
size and length allow him to shoot over smaller opponents with ease. Every shot
he takes looks to have a chance to go in. Noah will take some tough contested
shots but when his feet are set he can knock down many jumpers in a row. </span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<span style="background: white;">Batchelor sprints the
floor in transition looking to spot up on the side of dribble penetration. He
also has great shot preparation when the ball is reversed to him. Noah comes
off screens well and also does a good job of setting up his defender in order
to obtain separation. If Batchelor adds a mid range game and develops a “Plan B”
when opponents make him dribble in addition to working on passing/handling the ball
under pressure he will be a All-Met consideration. Noah goes to the offensive
glass but has the ability and athleticism to be productive in this area and
average double figures on a nightly basis. He is a great in O’Donnell’s system
of set plays which will find ways to get him open.</span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<span style="border: none windowtext 1.0pt; font-size: 12.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">Add a second top national prospect
in “The Artist’ Franklin Ayissi-Etoh </span><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">- Etoh</span><span style="background: white;"> makes plays from either guard spot with a plethora of
tools in his arsenal. Known for his shiftiness and moves-on-moves in the open
floor he also displays a high level skill set that allows him to operate
effectively in the half court as well. He keeps the ball on a string with his
handle, showing a high IQ in ball-screen situations - while able to knock down
shots of the catch and the dribble. </span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<span style="background: white;">A machine when it comes to
creating offense for himself and others and plays an unselfish brand of
basketball – with such an advance offensive repertoire with the ball is in his
hand; his defensive <span style="mso-spacerun: yes;"> </span>acumen may be
just as elite as he is an active communicator who is excellent with trapping,
helping and rotating.</span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<span style="background: white;">Etoh’s backcourt running mate will
be 6’2 sophomore Kamal Francis, this fearless guard will play both guard positions
and has shown promise at <span style="mso-spacerun: yes;"> </span>running the
team, making good decisions and taking care of the basketball . Francis pushes
the ball and attacks the lane when in transition and the defense falls asleep. </span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<span style="background: white;">He is athletic and strong enough
to score through contact having put on 15lbs since the end of the season. He has a strong middle game that
includes elbow and dribble pull ups showing good elevation on both. He is a
streaky three point shooter but makes enough to make the defense respect
him.<span style="mso-spacerun: yes;"> </span>He has a excellent basketball IQ
and the confidence and scoring ability to put up big numbers. He can drive,
draw and kick when he draws multiple defenders. Francis should be an x-facotr
player for the Dragons next season because of not only his talent but his
energy, effort, toughness and willingness to compete on both ends of the floor.</span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<span style="background: white;">Put those together with a front-line containing a 3-player rotation over 6’7/6’8 and they should be in the
conversation when all the chips fall.</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3749415476534131655.post-16451402972739156162020-03-31T19:43:00.000-04:002020-04-01T12:06:07.106-04:00ALL DMV PREP 2020<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKTYBH4Gn4uOcgS9lvblW_voM8y50yvKtb_akmvk74_50HNLKjsjzM4M9fAmNS_Fk6TdjI4M2SS6myMrkk9g18GjEBInXHpU_R15t0OCJvkTiQQ7Ve6NUpQJoD1UfXx2iNOvgkPmGD3Y0I/s1600/roach.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="168" data-original-width="300" height="358" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKTYBH4Gn4uOcgS9lvblW_voM8y50yvKtb_akmvk74_50HNLKjsjzM4M9fAmNS_Fk6TdjI4M2SS6myMrkk9g18GjEBInXHpU_R15t0OCJvkTiQQ7Ve6NUpQJoD1UfXx2iNOvgkPmGD3Y0I/s640/roach.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><i>Roach's Resume includes McDonald's All-American, USA Basketball, All-Met & a Duke Commitment </i></b></td></tr>
</tbody></table>
<table border="0" cellpadding="0" cellspacing="0" style="width: 639px;"><colgroup><col style="mso-width-alt: 23369; mso-width-source: userset; width: 479pt;" width="639"></col>
</colgroup><tbody>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="height: 15.0pt; width: 479pt;" width="639">
<table border="0" cellpadding="0" cellspacing="0" style="width: 639px;"><colgroup><col style="mso-width-alt: 23369; mso-width-source: userset; width: 479pt;" width="639"></col>
</colgroup><tbody>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="height: 15.0pt; width: 479pt;" width="639">ALL DMV
PREP 2020</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="height: 15.0pt;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="height: 15.0pt;">2020 DMV PREPS MOST
OUTSTANDING PLAYERS</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Jeremy Roach, SR, G - Paul VI
- DUKE</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="height: 15.0pt;">FIRST TEAM</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Hunter Dickinson, SR, C -
DeMatha - MICHIGAN</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Adrian Baldwin, SR, G - St.
Frances - VCU</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Terrance Williams, SR, F -
Gonzaga - MICHIGAN<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Justin Lewis, SR, F - Poly -
MARQUETTE</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Earl Timberlaks - SR, G -
DeMatha - MIAMI<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Cam Whitmore - SO, F, Spalding
- UNDECIDED</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Trevor Keels, JR, G, Paul VI -
UNDECIDED</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Brandon Murray, SR, G, Poly -
UNDECIDED<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Ishmael Leggett, SR, G, St.
Johns - Rhode Island</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Ryan Conway, JR, G, Delaney -
UNDECIDED<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="height: 15.0pt;">SECOND TEAM</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Favour Aire, SO, F, McNamara -
UNDECIDED</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Jamal West, SR, F, St. Frances
- S. Alabama</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Trey Thomas, JR, G, Wise -
UNDECIDED</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Jason Edokpayi, SR, F, Mt. St.
Joe - Fairfield<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Corey Dyches, SR, G, Potomac -
UMD Football</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Tyson Commander, SO, G, John
Carroll - UNDECIDED<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Tyler Brelsford, SR, G, Mt.
St. Joe - George Washington</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Rodney Rice, SO, G, Bullis -
UNDECIDED<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="height: 15.0pt;">THIRD TEAM</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Avery Ford, JR, F, Centeville
- UNDECIDED<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Dominick Carrington, SR, G,
City - UNDECIDED<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Ronald Polite, SR, G, Oxon
Hill - GEORGE MASON</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Mitchell Fischer, SR, F,
Loyola Blakefield - UNDECIDED<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Benny Williams, JR, F. St.
Andrews<span style="mso-spacerun: yes;"> </span>- UNDECIDED<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Chris Winborne , SO, G, Gilman
- UNDECIDED</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Xaviar Lipscomb, SR, G, St.
Stephen/St. Agnes - Radford</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Delonnie Hunt, SR,G, Rock
Creek Christain - WAGNER<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="height: 15.0pt;">FORTH TEAM</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Will Thomas, SR, F, Marvo<span style="mso-spacerun: yes;"> </span>- UNDECIDED<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Mike Gray, SR, G, Lake Clifton
- UNDECIDED<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">CJ Scott, SO, G, Spalding -
UNDECIDED<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Martez Robinson, SR, G, New
Town - DELAWARE</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Knasir "Dug"
McDaniel, SO, G, Paul VI - UNDECIDED<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Myles Stute, SR, G, Gonzaga -
Vandibuilt<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Chuck Harris, SR., G, Gonzaga
- BUTLER<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Zach Blackwell, SR, G, Lake
Clifton - UNDECIDED<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="height: 15.0pt;">HONERABLE MENTION<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Rahiem Ali, SR, G, Poly/Noah
Batchalor, SO, F, Gleneg Country, Cam Gullis, FR, G, Sidwell</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Jaylin Albury, SR,G, Newbury,
Deon Perry, SO, G, Mt. Carmel</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Rasheed Dupree, JR, G,
KIPP/Darren Buchanan,SO, G, Wilson/Landon Hawes, G, SR, Potomac Falls<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Max Brooks, SR, G, St.
Charles/Darius Johnson, JR, G, Episcopal/Jakia Robinson, JR, G, National
Christian<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Saveon Jackson, JR, G,
KIPP/Lorenzo Donadio, SR, G, Boys Latin/Caleb Johnson,SR, G, Curley</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Corey Barns, SR, G,
Archbishop<span style="mso-spacerun: yes;"> </span>Carroll, Adam Angwofu, SO,
F,Severn, Julian Reese, JR, PF, St.Frances,</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Khyee Staten, JR, G, St.
Frances/Wes Patterson, G, JR., O'Connell/ Amani Handsberry, FR, F, St. Johns</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Juhda Mintz, SO, G,
Gonzaga/Barry Evans, JR, G, Oakland Mills/ Devin Dinkins, SO, G,
Gonzaga,<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Paul Lewis, SO, G, Bishop
O'Connell/Erick Reynolds, JR, G, Bullis/John Godinez, SR, G, Pikesville</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Caleb Bowers, SR, G,
Williamsport/Andrew Mills, SR,F, New Town/Jao Ituka, JR, G, Gaithersburg</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">Bez Mbeng,JR,G, Good
Counsel/Ty Bishop, JR, G, Ireton</td>
</tr>
</tbody></table>
</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="height: 15.0pt;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="height: 15.0pt;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="height: 15.0pt;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;"><br /></td>
</tr>
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<td class="xl66" height="20" style="height: 15.0pt;"><br /></td>
</tr>
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<td class="xl66" height="20" style="height: 15.0pt;"><br /></td>
</tr>
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<td class="xl65" height="20" style="height: 15.0pt;"><br /></td>
</tr>
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<td class="xl66" height="20" style="height: 15.0pt;"><br /></td>
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</tr>
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<td class="xl65" height="20" style="height: 15.0pt;"><br /></td>
</tr>
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<td class="xl66" height="20" style="height: 15.0pt;"><br /></td>
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</tr>
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</tr>
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</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="height: 15.0pt;"><br /></td>
</tr>
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<td class="xl65" height="20" style="height: 15.0pt;"><br /></td>
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<tr height="20" style="height: 15.0pt;">
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</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;"><br /></td>
</tr>
</tbody></table>
<table border="0" cellpadding="0" cellspacing="0" style="width: 639px;"><tbody>
<tr height="20" style="height: 15.0pt;"><td class="xl65" height="20" style="height: 15.0pt; width: 479pt;" width="639"><br /></td></tr>
<tr height="20" style="height: 15.0pt;"><td class="xl65" height="20" style="height: 15.0pt;"><br /></td></tr>
<tr height="20" style="height: 15.0pt;"><td class="xl65" height="20" style="height: 15.0pt;"><br /></td></tr>
<tr height="20" style="height: 15.0pt;"><td class="xl66" height="20" style="height: 15.0pt;"><br /></td></tr>
<tr height="20" style="height: 15.0pt;"><td class="xl66" height="20" style="height: 15.0pt;"><br /></td></tr>
<tr height="20" style="height: 15.0pt;"><td class="xl65" height="20" style="height: 15.0pt;"><br /></td></tr>
<tr height="20" style="height: 15.0pt;"><td class="xl66" height="20" style="height: 15.0pt;"><br /></td></tr>
<tr height="20" style="height: 15.0pt;"><td class="xl66" height="20" style="height: 15.0pt;"><br /></td>
</tr>
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</tr>
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</tbody></table>
<table border="0" cellpadding="0" cellspacing="0" style="width: 639px;"><colgroup><col style="mso-width-alt: 23369; mso-width-source: userset; width: 479pt;" width="639"></col>
</colgroup><tbody>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="height: 15.0pt; width: 479pt;" width="639"><br /></td>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3749415476534131655.post-78630063134677251972020-03-31T15:00:00.000-04:002020-03-31T15:00:54.224-04:00The Mitchell's Have Landed - 6'9 Twins Commit to URI Joining SJCHS G Ishmael Leggett<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwZQC3Xo5d9Dk0OfEyPupK4C6NKdTLw-umVzFeEBrB8S4qh7l78g3VrXVd2_rDwY-jf-VV5goBbE3dXL114iVQv9lWeycDRSx903EMo8kZRqiI0eumAwQKwh5DpH39JNjrIkLNRzIP0ESk/s1600/twins.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="747" data-original-width="750" height="635" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwZQC3Xo5d9Dk0OfEyPupK4C6NKdTLw-umVzFeEBrB8S4qh7l78g3VrXVd2_rDwY-jf-VV5goBbE3dXL114iVQv9lWeycDRSx903EMo8kZRqiI0eumAwQKwh5DpH39JNjrIkLNRzIP0ESk/s640/twins.jpg" width="640" /></a></div>
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<br />
<div style="line-height: 12.75pt; margin-bottom: 5.0pt; margin-left: 0in; margin-right: 7.5pt; margin-top: 7.5pt; vertical-align: baseline;">
Former DC Premier & USA
National Select studs Makhi and Makhel Mitchell committed to Rhode Island
University on March 30, 2020 on Instagram.<span style="mso-spacerun: yes;">
</span>Their arrival creates a heavy local feel with St. Johns Cadet guards
Ishmael Leggett already committed.<span style="mso-spacerun: yes;"> </span>Rhode
Island games will certainly have great viewership in the DMV.</div>
<br />
<br />
<span style="mso-spacerun: yes;"></span>The Mitchells who were each rated as
four-star recruits coming out of Woodrow Wilson High after spending the prior
season at national powerhouse Montverde Academy (Fla.). This pass season for
the Terps Makhi Mitchell played in 12 games making five starts. Producing<span style="mso-spacerun: yes;"> </span>3.0 ppg and 3.3 rebs while shooting 54.5%
from the field. Makhel Mitchell appeared in 10 games providing support of the
bench contributing 1.0 ppg and 2.3 rebs.<br />
<br />
At this juncture sources close to the situation who wish to remain anonymous
have advised DMV Preps that it’s still to be determined if the Mitchell twins
will be eligible immediately.<span style="mso-spacerun: yes;"> </span>Both are
currently awaiting on a ruling on the “one time transfer exception” for student
athletes.<span style="mso-spacerun: yes;"> </span>If successful this would
remove the two-semester waiting period currently in place prior to gaining eligibility.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><br />
<br />
How did Rhode Island get into the mix?; this too has roots back here to the
DMV as Head Coach David Cox has frequented this area often, living in proximity
not long ago to what is considered the nations hotbed for basketball.<span style="mso-spacerun: yes;"> </span>He followed DC Premier closely as they
competed on the UA Circuit.<br />
<div style="line-height: 12.75pt; margin-bottom: 5.0pt; margin-left: 0in; margin-right: 7.5pt; margin-top: 7.5pt; vertical-align: baseline;">
Prior to committing the twins
visited Patrick Ewing and Georgetown and well Providence University fueling speculation
that a commitment was forthcoming. <span style="mso-spacerun: yes;"> </span>Yet
URI outlasted them all in landing the DC natives.<span style="mso-spacerun: yes;"> </span>They are part of a recruiting class currently
consisting of six solid guys with upside.<span style="mso-spacerun: yes;">
</span>Information as the time of this publication leads DMV Preps to belevie
URI will be seeking to add additional depth via the grad transfer option or
juco ranks.<span style="mso-spacerun: yes;"> </span></div>
<div style="line-height: 12.75pt; margin-bottom: 5.0pt; margin-left: 0in; margin-right: 7.5pt; margin-top: 7.5pt; vertical-align: baseline;">
<i>SPECIAL NOTE:<span style="mso-spacerun: yes;"> </span>Mahki Long a fellow DC native who played his
freshman campaign at URI has entered the transfer portal.<span style="mso-spacerun: yes;"> </span>Stay tuned for updates on his destination.</i> </div>
<div style="line-height: 12.75pt; margin-bottom: 5.0pt; margin-left: 0in; margin-right: 7.5pt; margin-top: 7.5pt; vertical-align: baseline;">
Congrats to the Mitchells and
Leggett can’t wait to see them all on the floor together.</div>
<br />
<br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3749415476534131655.post-69102158069440295242020-03-28T22:05:00.000-04:002020-03-28T22:05:28.165-04:00Watch Out - THESE GUYS RUN DURANT 2023<!--[if gte mso 9]><xml>
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<span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="background: white; color: #333333;">Dwayne Wise, Recruiting
Coordinator for Team Durant has an embarrassment of riches in the backcourt –
Wise stated “we want to be two deep at every position” and he has certainly put
that together with the group of guards they have in the stable.<span> </span><span> </span>Now
his challenge becomes somehow finding meaningful minutes to keep these guys
developing and happy.</span></span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgI1Q29NNyVi8Bz3RaSVeTN6OzPt17o7HwZu-BesniyElGje2HflGd7Bgt7H-aIV9IJ7q1nYDfsUN-A9P9jUwGoWy_cngBvUEG4XDPu4keDwbQWtSl6fOxVjyxZWOGIslboCahJCWHdQf1Q/s1600/gillus.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="154" data-original-width="154" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgI1Q29NNyVi8Bz3RaSVeTN6OzPt17o7HwZu-BesniyElGje2HflGd7Bgt7H-aIV9IJ7q1nYDfsUN-A9P9jUwGoWy_cngBvUEG4XDPu4keDwbQWtSl6fOxVjyxZWOGIslboCahJCWHdQf1Q/s1600/gillus.jpg" /></a><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><u><span style="background: white; color: #333333;">PG, Cam Gillus</span></u><span style="background: white; color: #333333;">:<span>
</span></span><span style="background: white none repeat scroll 0% 0%; color: #333333; line-height: 115%;">Cam is one of the purest point guard in the
area already garnering attention from Division I schools. He has a wiry frame
with long arms and is sneaky athletic. Gillus has tremendous speed and
quickness with the ball and can finish with creativity over defenders. Cam can
score from the point guard position, however, he also does a great job setting
up his teammates. On the break he gets rid of the ball quickly instead of over
handling it like many other guards have a tendency of doing. In the half-court
set he is able to breakdown defenders off the bounce - has a pretty lethal
crossover - and will either set up a teammate for the score or finish it
himself. </span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><u><span style="background: white none repeat scroll 0% 0%; color: #333333; line-height: 115%;">PG, “Ace” Valentine</span></u><span style="background: white none repeat scroll 0% 0%; color: #333333; line-height: 115%;">:<span> </span>“Ace”
he is very quick and athletic while being a true leader, and has the proper
mentality to play the point and run a team. He can really push the ball down
the court and he gets wherever he wants with it - his ability to get into the
paint and find people its uncanny. Valentine has great vision and is a very
good passer. He can also score spacing the floor for his teammates with his
perimeter jumper and extend his range out to the 3-point line so defenders can
not back off him at all.</span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><u><span style="background: white none repeat scroll 0% 0%; color: #333333; line-height: 115%;"></span></u></span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><u><span style="background: white none repeat scroll 0% 0%; color: #333333; line-height: 115%;">SG, Mason So</span></u><span style="background: white none repeat scroll 0% 0%; color: #333333; line-height: 115%;">:<span> </span>So has
unbelievable range on his jumper. He frequently connects from well beyond the
3-point line. He has a nice, quick release on his jumper and expends very
little wasted energy on getting the shot off. He ranks as one of the best
shooter in the class of 2023 in the area - He does a great job of staying
within the team concept and not disrupting the offense in lieu of getting his
own shots. Given his consistent jumper, Rosario should find a number of opportunities
to score this upcoming season.</span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><u><span style="background: white none repeat scroll 0% 0%; color: #333333;">SG, Shawn Simmons</span></u><span style="background: white none repeat scroll 0% 0%; color: #333333;">:<span> </span>Clearly the best of the bunch – Simmons will
get heavy minutes at both wing positions but is slated ot start at the
2-Guard.<span> </span></span><span style="border: 1pt none windowtext; color: #333333; padding: 0in;"> </span><span style="color: #333333;">At 6’6
Simmons can be one of the best players in the Class of 2023. He is strong and
quick. He understands how to play. He can score in a variety of ways, from
three-point land, driving to the basket and finishing with either hand, posting
up a smaller defender or getting to the free throw line by creating contact. He
is difficult to guard in the half court and impossible to guard in the full
court when he has a head of steam.</span><span style="color: #333333;"> </span></span></span><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmmS0Pp3FlKEVQ7QBSa46MSUkfJyQDHKadR3oqqwOHx34GGLWTsTKSZasI1o-6rfWJgEufJThW9lSrA8bQ9OWjTH5MAc3W03zkcQhLkQLI1nMrSKuMHVgxtqr-__P6LuSUr0aN_umbyUi8/s1600/ss.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="716" data-original-width="562" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmmS0Pp3FlKEVQ7QBSa46MSUkfJyQDHKadR3oqqwOHx34GGLWTsTKSZasI1o-6rfWJgEufJThW9lSrA8bQ9OWjTH5MAc3W03zkcQhLkQLI1nMrSKuMHVgxtqr-__P6LuSUr0aN_umbyUi8/s200/ss.jpg" width="156" /></a><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #333333;">A big-time scorer. Who scores with ease over and around
defenders. Does it all with the ball in his hands. He can post-up with his
size/strength. Drives to basket and has an uncanny ability to finish with
either hand. In transition, he can handle the break and score or fill the lane
and finish. He can shoot it well from mid-range 15', his 3pt shot needs work.
At the present time, he is not a great shooter but certainly makes shots. A
dynamic scorer with the ball in his hands, he must learn how to play off the
ball. (Spacing the floor, screening, and cutting).<span> </span>He has great size and length for a guard
(strong with long arms). Not explosive going to the basket but an extremely
effective first step. He changes speeds/direction well with the ball and puts
the defender off balance.</span><span style="color: #333333;"></span></span></span><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #333333;"> </span></span></span><br />
<br />
<span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #333333;">With these four horsemen in
the stable and big-time wing KJ Evans (6’7) the perimeter is on lock – they will
be the one’s carrying the water, getting the headlines and taking the
shots.<span> </span></span></span></span>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3749415476534131655.post-63629722666427697442020-03-28T20:53:00.000-04:002020-03-28T20:53:48.102-04:00BREAKING NEWS: Antonio Hamlin Does What He Has To Do - Announces Transfer <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7zxFjESqqJgWuVtLZQHeZ8Zyv0mJI7eY464FRoqr3-mWN3BUw0CnL-PcziaFXutYdv10NmS2po8gjKCayoITIUxmvy_4UYNYwd068B8rf2me50yAd-KobGQNS5BRVW9EG61ZrmWT8HfIM/s1600/hamlin.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="842" data-original-width="537" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7zxFjESqqJgWuVtLZQHeZ8Zyv0mJI7eY464FRoqr3-mWN3BUw0CnL-PcziaFXutYdv10NmS2po8gjKCayoITIUxmvy_4UYNYwd068B8rf2me50yAd-KobGQNS5BRVW9EG61ZrmWT8HfIM/s640/hamlin.jpg" width="408" /></a></div>
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In major breaking news Antonio Hamlin has announced his
transfer to Combine Academy in Lincolnton, NC, leaving Mt. Saint Joseph in
Baltimore, Md.<span style="mso-spacerun: yes;"> </span></div>
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<br /></div>
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At Combine Academy Hamlin will be able to look forward to a
tailored made recruiting plan and an opportunity to develop and play his
natural position at the lead guard; something MSJ was either unwilling or unable
to do.<span style="mso-spacerun: yes;"> </span>Ultimately it cost MSJ one of the
top area prospects, but kudos to the individual(s) brain trust who put the
players future ahead wins for program.</div>
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<br /></div>
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Combine Academy is a player-first program that works every
day to ensure that their players are making progress toward their goals.<span style="mso-spacerun: yes;"> </span>He will play a national schedule and close to
40+ games while working on his skill set under the guidance of Ex-NC Tar Heels
Jeff McGinnis.<span style="mso-spacerun: yes;"> </span></div>
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<br /></div>
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<span style="background: white; color: #333333;">Hamlin is
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outburst at any given moment. </span></div>
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<span style="background: white; color: #333333;">He has the
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honest. At this juncture, he is more of a two-guard than a point guard.
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guards to come out of the state of NC.<span style="mso-spacerun: yes;"> </span></span></div>
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<br /></div>
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<span style="background: white; color: #333333;">Antonio really
excels on the defensive end, using his quickness to cause fits for opposing
guards. He plays all out, exhibiting great intensity, hustle, and desire. His
competitive nature truly sets him apart from many players. </span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3749415476534131655.post-91602762529373658972020-03-28T02:22:00.000-04:002020-03-28T20:59:40.187-04:00Zion Harmon's Roar Still Rings Bells in the DMV<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHVg7mevWYWNEBb8eyhCwf8MmdzJwO9_-k4XWpUhDz0t1bhMYutLgLLSBLGI3JSOBdJsM6u5oZcVJt-58UsbbKU-HzYQHlfmo8xLhdSmNOjq_FYbbGJWuY813OsQkSjGYSpNOft9KES-Lb/s1600/thelion.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="784" data-original-width="750" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHVg7mevWYWNEBb8eyhCwf8MmdzJwO9_-k4XWpUhDz0t1bhMYutLgLLSBLGI3JSOBdJsM6u5oZcVJt-58UsbbKU-HzYQHlfmo8xLhdSmNOjq_FYbbGJWuY813OsQkSjGYSpNOft9KES-Lb/s640/thelion.jpg" width="612" /></a></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-size: 12.0pt; line-height: 115%;">Zion Harmon
has committed to the Western Kentucky Hilltoppers in the first major surprise
of the spring.<span style="mso-spacerun: yes;"> </span>The Hilltoppers over the
last five years have continued to dabble in the conversation of top 30 players
in the county. They have again landed a big fish for their small pound in DC
native Zion Harmon.<span style="mso-spacerun: yes;"> </span>Harmon thanked his
doubters in his commitment speech – twice – but few to this day understand how
such a talent born and breed in this area didn’t play a single minute for the plethora
of schools in his home state. </span></div>
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<br /></div>
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<span style="background: white; color: #333333; font-size: 12.0pt; line-height: 115%;">Harmon has all of the tools that coaches love to see in
point guards ad without the convoluted situation at some of the high major we
may be discussing and looking at an entire different situation as it pertain to
commitments. </span></div>
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<br /></div>
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<span style="background: white; color: #333333; font-size: 12.0pt; line-height: 115%;">“The Lion” has great strength for size for a point guard and
will be an immediate starter for WKU. Despite being powerfully-built, he has
the quickness to penetrate past defenders and get to the rim. He also shoots
the ball well, extending out to well beyond the three-point stripe - all of
this is well known in this area. </span></div>
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<br /></div>
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<span style="background: white; color: #333333; font-size: 12.0pt; line-height: 115%;">His feel and understanding of the game is beyond his years, bordering
on a professional level that point guards have to possess to be successful at
the high major level. He is vastly underrated in his ability to incorporate his
teammates into the offensive framework. He also handles the ball adeptly as if
it is on a string. He does a great job spacing the floor with his shooting and
ability to breakdown defenders, which put him in an elite status among guards –
the same status he has enjoyed as Top 20 ESPN Prospect and one he enjoyed as a
Top 5 Middle School player. He penetrates to the basket fearlessly. He plays
with a great amount of poise and confidence.</span></div>
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<br /></div>
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<span style="background: white; color: #333333; font-size: 12.0pt; line-height: 115%;">Harmon would have never left the DMV if<span style="mso-spacerun: yes;"> </span>a local recruiter with NIKE had met his
request to play on the EYBL Circuit as a 7<sup>th</sup> grader – at which time
he average 14ppg and 6ast before entering the 8<sup>th</sup> grade.<span style="mso-spacerun: yes;"> </span>Its amazing how one mistake in the evaluation
of a single player can change the narrative of a program and a player. Harmon went on to finish as a Top 20 player in the country in his classof 2021 according to ESPN prior to re-classing into the 2020 class.</span></div>
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<br /></div>
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<span style="background: white; color: #333333; font-size: 12.0pt; line-height: 115%;">Harmon will long be considered a DMV legend with the final
chapter to his story still to still be written – but many never understand why
he left; he didn’t have believers or individuals with the ability to evaluate at
young age what he would end up being.<span style="mso-spacerun: yes;">
</span>Harmon turned down Louisville, Kansas, Maryland and Kentucky in picking
Western Kentucky emphasizing what it takes at even a young age to properly gage
talent.</span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
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</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3749415476534131655.post-45944837179854301532020-03-28T01:01:00.002-04:002020-03-28T01:11:42.697-04:00Favour Aire - He's Still #1 In the Class of 2022 #FACTS<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLpM3AA3yIVdsvTipqq8-RYfNiHNKFKeSUpP0vOaoD5AQoWPy6tJ4XmjJ7lrSOqTBtWQuIqbZKgC6_GZEXhbEr-g2TY6Z74nmSWiTHdIh2Hk1Yfx6mlbnTAz2TOdb5pPt_wpW_u8exyPpn/s1600/favour.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="748" data-original-width="631" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLpM3AA3yIVdsvTipqq8-RYfNiHNKFKeSUpP0vOaoD5AQoWPy6tJ4XmjJ7lrSOqTBtWQuIqbZKgC6_GZEXhbEr-g2TY6Z74nmSWiTHdIh2Hk1Yfx6mlbnTAz2TOdb5pPt_wpW_u8exyPpn/s640/favour.jpg" width="538" /></a></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Any publication, internet website or otherwise that
does not have Favour Aire as the number #1 player in the DMV should be discredited.<span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Aire is a <span style="background: white; color: #333333;"> is a super active long skilled versatile stretch 4-four. He has a
good handle for his size and is quick with the ball while being relentless on
the glass. When in transition he can really get going. Favour has consistently
shown the ability to finish is transition or off the catch. Likes to drive the
ball hard when bigger or smaller are guarding him. We love the fact that he is
an active around the basket and can get creative when finishing at the rim. Has
an attacking mindset that will translate at the next level.</span></span></div>
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<span style="background: white; color: #333333; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">At 6’11 Favour currently
holds offer from Rhode Island, IUPUI and Rutgers but has not visited he college
campuses – so evening with a summer that remains extremely unpredictable its
anticipated that the interest is going nothing but growing.<span style="mso-spacerun: yes;"> </span></span></div>
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<span style="background: white; color: #333333; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">There is not player
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3749415476534131655.post-87705324332667405052020-03-27T20:07:00.001-04:002020-03-29T11:10:43.716-04:00Malik Bowman When You Bite You Don't Have To Bark<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/x7fVTD3tPgo/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/x7fVTD3tPgo?feature=player_embedded" width="320"></iframe></div>
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<br />
<span style="font-family: "" "calibri" "" , "serif";">At 6’9 Malik Bowman’s growing athleticism
and size combined with his ability to rebounded, put the ball on the floor and
defended 1-5, positions him to make a his presence felt nationally.<span style="mso-spacerun: yes;"> </span></span><br />
<br />
<span style="font-family: "" "calibri" "" , "serif";">At 6’9 it’s hard to remain a
under the radar player but Bowman has barely scratched the surface of the
attention his game with garner a few years from now.<span style="mso-spacerun: yes;"> </span>With plans to hone his game at the 17u level
on hold; an appearance on one of the shoe circuits at any juncture will provide
him a pathway to national prominence.<span style="mso-spacerun: yes;"> </span>Immediately
thereafter look for the offers to start to roll in from all the high major
conferences.</span><br />
<br />
<span style="font-family: "" "calibri" "" , "serif";">Malik is still growing and is
the owner and operator of an excellent mid-range game while being able to get
to the rim finish with authority while rising to a floor most simply can’t
visit.</span><br />
<br />
<span style="font-family: "" "calibri" "" , "serif";">He also has everything it
takes to be an elite guy yet is still an unselfish passer. A true star in the
making - it frankly may be a foregone conclusion for Bowman to matriculate
into the Top 100 <span style="mso-spacerun: yes;"> </span>in the class, a luxury
that often accompanies all the top guys in the DMV market. </span><br />
<br />
<span style="font-family: "" "calibri" "" , "serif";">There are very few who possess
this package of size and skill and there is a premium on this on the high
school side <span style="mso-spacerun: yes;"> </span>– this is the model that
scouts look for at the next level; the bottom-line is that many of Malik’s boxes
are already checked. Playing a national schedule against many of the nations best teams and players at Bishop Walsh will do nothing but continue to sharpen him.</span><br />
<br />
<span style="font-family: "" "calibri" "" , "serif";">Check out the video to
understand why Malik Bowman will be considered among one of the nation’s best
players in class – he has done it by meeting very specific developmental
milestones and from what we can see he will only continue to do so.</span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3749415476534131655.post-52580614856764068332020-02-16T21:08:00.001-05:002020-02-16T21:10:24.811-05:00 Tyson Commander’s Star Continues to Rise as ACC Schools Show Interest <table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL3lj35PDy9vnBP1WOj3Td3zmd-yA3i1wUNXrEfTvI-fynFvD8CMU6DX8tYutV7jpAFqrmfU8tRO-coRPQAj3WQkJuwkBdrTPKs_4bSWVeivDFhasmaOHUyveHfV0WxgtYVQiZJaO8wdXm/s1600/tyson.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="891" data-original-width="750" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL3lj35PDy9vnBP1WOj3Td3zmd-yA3i1wUNXrEfTvI-fynFvD8CMU6DX8tYutV7jpAFqrmfU8tRO-coRPQAj3WQkJuwkBdrTPKs_4bSWVeivDFhasmaOHUyveHfV0WxgtYVQiZJaO8wdXm/s640/tyson.jpg" width="538" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Tyson Commander Team Melo 2022 and VaTech Head Coach Mike Young </td></tr>
</tbody></table>
<br />
Team Melo, the Baltimore based NIKE EYBL program has consistently produced several high major prospects year in and year out. Their newest star is 2022 Shooting guard Tyson Commander, who attends John Carroll High School in Bel Air, Md.; and has spent a good portion of the last year picking up offers from elite basketball programs across the nation. <br />
<br />
Commander who is also a finalist for the Sport Majors Player of the Year as a sophomore and one of the top scorers in the very competitive MIAA conference spent this past weekend on campus at perennial ACC power Virginia Tech on a unofficial visit. Commander spent time with both Associate Head Coach Chester Frazier and Head Coach Mike Young. <br />
<br />
Tyson who holds multiple Division I offers already is a scoring guard who is a threat at all three levels. At 6’3 we like his positional size, length, and a build that surely will blossom in a college weight room. He has a very advanced scoring package for his age that has been honed on the EYBL stage along with a firm understanding of how to create his own shot - he moves without the ball well, has good use of both hands, along with good footwork. <br />
<br />
He's an especially efficient scorer around the lane who is finishing at the rim along with a full assortment of pivots and spins at his disposal, shoots at very high percentage on two-point field goals, and goes right into contact to get himself to the free-throw line in high volume. <br />
<br />
Commander is a sneaky athlete who rebounds well for his size, particularly on the offensive end, where he'll fly at the glass from the perimeter. He moves well enough laterally to be a solid defender and may even have some potential versatility to guard bigger guys as he builds up his body. <br />
<br />
Commander is one of the elite scoring guards in the area and is expanding his national profile each time he steps onto the floor. By his senior year expect Commander to one of the most recruited and sought after guards in America.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3749415476534131655.post-42785685321831705802020-02-16T20:10:00.000-05:002020-02-16T20:10:08.011-05:00Reclassification Maximization & Its Impact on College Scholarships<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/gFsaGQh-KMU/0.jpg" src="https://www.youtube.com/embed/gFsaGQh-KMU?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<br />
<br />
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when a player will finish high school and start college. Gone are the days
where prep schools where the only option; though still used, they are part of a
much larger machine knowledgeable and canny families are using to secure the
athletic and academic futures of their children and to allow them to achieve a
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Maximizing the opportunities for a
player nowadays can include a series of moves that can allow up to 3 and in
some cases 4 extra years to earn a chance to attend college for free. Along
with that possibility loopholes have recently been identified in the process of
adding players talented enough to the NBA draft without attending college. This
is a trend that will only continue to grow with the emergence of Thon Maker and
the growing Canadian basketball market which can turn make an American player
eligible under the NBAs international eligibility rules. Those situations will
be explored in a later article. Finally in all of these options that option
still remains at any time for a player to reclass UP a pheromone that we are
starting to note at the middle school level more and more over recent years.
Those that follow the middle school game closely may know some of the names and
the strategies employed by those players and parents. </span></div>
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<tr><td class="tr-caption" style="text-align: center;">Karl Towns Jr. </td></tr>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">The three year maximization; using
an example of the latest birthdate possible for (ex: September 2nd DOB) a
player in the 7th grade could be up to 364 days older than the youngest
player/kid in the class. Without reclassification this would by default make
said student one of the oldest kids in his “natural class” (approximately 13
years old). That player has the ability to then reclass at the middle school
level, which is common places now and remain in the 7th grade again, moving the
needle in this example 729 days ahead of the youngest child in the graduating
class - a 14-year old 7th grader and then a 15-year old 8th grader. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">A high school coach walks in the gym
to recruit players for his graduating class of BLANK; and he sees and
understands that regardless of the age of the potential player; as he has no
access to birth certificates - that a player who in this example is two years
older than his opponent, is dominating the game, physically more mature,
“varsity ready” size wise, more emotionally mature, maybe better leadership
qualities than his 12-year old or 13-year old counterpart. More time than not
we have seen at this juncture in the recruitment process scholarship
opportunity is going to the reclassed player. </span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Moving onto high school special
attention MUST Be paid; The most important academic consideration when
reclassifying is the NCAA’s core-curriculum time limitation, from Bylaw </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">14.3.1.2.1: A prospective
student-athlete must complete his or her core-curriculum requirements not later
than the high school graduation date of the prospective student-athlete’s class
[as determined by the first year of enrollment in high school (ninth grade) or
the international equivalent…]. Graduation from high school or secondary school
shall be based on the prospective student-athlete’s prescribed educational path
in his or her country.</span></div>
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<tr><td class="tr-caption" style="text-align: center;">Cassius Stanley </td></tr>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">This generally means that a prospect
must have finished the NCAA’s 16 require core courses by the time he or she
finishes high school. This is a strict time-frame that must be adhered to;
recently Villanova’s the defending national champions top freshman recruit was
deem ineligible – not because he didn’t complete his course work, but the time
frame in which it was finished as it pertained to his high school concluding
formal classes. </span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Be aware that there are also rules
for student graduating high early that choose not to change that class. </span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">The second opportunity that many
basketball players are also taking; is the “old school” additional year at a
prep school; creating a 3-year advantage for the player in our example verses
the youngest potential player in the class – 20-years old compared to 17-years
old. College’s at this juncture must also consider the same physical and
emotional measurable as when they being evaluated by a high school coach – but
at this juncture experience, gym time, and reps by virtue of sheer numbers
comes into play. The prep player in this example has had 1094 days or roughly
three years of practice, training, and game play that the youngest in this same
scenario has had. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">This is the battle and the
determination that players and parents must make and what they ultimately have
to compete against for a chance for paid education; its each individuals
families determination if this playing field is truly level or if THEIR
respective child has THEY had the same time and opportunity would THEIR child
or player be able to obtain a free education? </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">The 3rd opportunity arises actually
while in college where a player can use a redshirt year. A redshirt year is
student athletes may attend classes at the college or university, practice with
an athletic team, and dress for play but may not compete in games. Using this
mechanism, a student athlete has up to five academic years to use the four
years of eligibility, thus becoming a fifth-year senior. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Sticking with this example, assuming
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22-year old man would be competing for a scholarship potentially against a
17-year old player. Not only a scholarship but playing minutes and playing
time. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">If you think you might reclassify,
you need to keep more things in mind than the average player/recruit. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">· Make sure your academics are in
order. Once you change the date you plan to graduate, either earlier or later,
your options for “fixing eligibility issues” are reduced quickly.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">· Check to see if you are allowed to
graduate early or take classes after graduation. The need for tax dollars means
some schools limit or prohibit students from graduating early. The lack of tax
dollars means classes for students who have graduated are disappearing.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">· Complete eligibility requirements
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">· Consider other aspects of high
school. Graduating early might mean no prom, no graduation ceremony, or even no
senior year. Going to prep school might mean watching friends go off to college
while you stay behind.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">· Watch your athletic eligibility.
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<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Once the above information is
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free education valued at $280K or more derived from $20,000 per year at the
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simply by having your child reclass or attend a prep school prior to college
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">The potential is present and
everyone will not receive a full-ride or any at – but is it a parents
responsibility to provide their child every opportunity for success and
maximize the available vehicles to provide this chance? If you end of paying
for college anyway what have you lost; or have you gained an extra year with
your child at home with you to be part of your family, to teach and mold them,
and to create memories that will last a lifetime? </span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">There is no “right” answer as its
all depends on the individual family as to what is the best path for their
respective child. The purpose of the article is to explain what all players are
up against to obtain a college scholarship. </span></div>
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<br /></div>
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wz1jjDYM0x/dz/RtihdDR2017bSWt1AXcUcysP5BB0enGo9RkUKGkGB7rhk1CPG/Xi2eAz4QllBgSBRIEjki3HlihI5kkRYlvArZeyCjDkRyU2ijEmQMAgihh9KUKf6+/+jxmOxEzQWjTIWjTIaiTAaidDb1kpvWys9rS3TirW0Ek2oraGJ1vpGWusbaalroKmunsbaOhpr62ioqad5biPNc5toqW6mpbqZ1prvaF4jTXPrqJ05m6qSckpz8snLCpLtycTvdJFls5BlM+GzWfDZLGTarWTa7GTYnWTY3dRXNzA2PMnVV97I+rVP89prH/D++7v5eNsBdm4/wP49B/ngF+/x9IanWXPLas5cvJSmeQ3kZ+cS9PoJZGTh9/gIeP1keXyYdRaS5RS0qToyXT7mVdaQ7Q6SLqehVqXic3koLyykoiCXwmAmBVluiv1O5uZn0VdXzuJYE0t7m5lqnEFkZj4zwn48JiPpiiT0aVpsZhdOux+3KwevrxiLLRudIZN0tQOt1o7V4sHp8GK3urAaTeT4/RSHs6kqKaVh9pxpG3PUehzVd6sxsZYI0ZZOmqvjSWhzdS1Nc+fROKeGhtnVNMyupr5qLi01dT+aoPZ2xRjqHWawb5ThvlGGekcYiAzQ09FDpCke2durG6mrmENlKJ+Q3YMzVYdRSkYjyGgFAbMgYBPjwGdI8eQzIItkyzI5CpmQKBGSREKiRDDh5wOySJZCIlOpwCxK6CQJvSihFUW0goAmoe/BHnI7CXtc5GS4yfV6yMvMINfrIdfrISfDTdjjItfroSArk6JAFkWBLAr9PvJ9XnK9HsIZbkIeF9luJwGnHb/Dhs9mxWuzkGE147ZacVksOM1WXBYbbpsLrzMDf0YW2b4gxdmFlIZLKM8toyKvnMr8uCryyijPLaUkXEBBIIdsTyYZFjtWjR5dUippkpIUQSQ5UQ5Ml0XUkkCKKKCWFRjTtbgsDubMmMtQ/xh33HYPT2x8gVdeeYetWz/l44/3s3PnQfbs2stbb7zJY4+s5fQlS5k9ey4+nx+dzoDZbMViseH1+jAZzCgkJWkpavRaAxq1FqPGgFFjwpBuJFlOQRYUyIKE1Wgi5M8iLxQgw2Ghq7kGtzGVNEGg1GdjUU8zi7rriM0rJ9/nwWrQopJkLCY7dpuXlBQzZqsfpycfgzmI3pSFzpCBXu/GqHdhNjmwW1247Q6CXi/5gSwqCwqpnTmLjvoGets7TvDZoz39xyJ6IlHta4/X2Lsa23605NhW20BHfROdDc10N7USbWmfTlSHIj0MxvqZHJ1i/thCFk6cFNfYQiaHJ5nfP8547yhdtS20zK6jpriCUn+YbIsLV5oek5yCTpAxyyIWWcCSSFIdkoBTEvBIIh4pbnG+K6cUf55VlkgW4v2OpB9Yvwe7Q5uOU6fBbdCRYTLgNRvJtJjwWc34rGb8disBh42Q2zl9QYQ9LrJdDoJOO0G3jYDLSpbditdiwm3UY9drsGrTMWnVmDSahHSYdHqsBgtOiwOvM4Msj5+8QD4F2YWUhIopzSujPLeM0rxSSsPFFIWLKA0XkxsI43d6sRlMGFLUpCpUpIoKUgQRrVKBTqUgXXnsF09VKLDoDHidGcybXcspJy3h9tvu5uGHHufttz9i587D7Np1hB079rFt26948cUXueyyyygsLESrM2A0WdDqDNgdLlJS1eh0BmRZRhQEZEEgWSGjEIRpJUsqkiQVsiCRLCdh1Btw2OzYbRZkQSA/J0Bxjh+NUqBuZhG1FTkMttUQqa+iMORDnx6vUKQkp2M2uUhOtaDVe7E5czCYg+iMfrR6LzqdC4POeQLsIZ+PolCQWcUl05G9v7NrGvQFw2MJKzN2QpI6Eo1bmr6O6H9sKsVaO6Yj+VHPfjQfGB8cZdH8k1g4eQqnLFgc1+QpLBxbyIKhSSYHJuht7aartoXailmUZucStLqwp2rRS0moBQGtGG8O6SQBnSxgkAVMUlxmKd5AMomJRpJ4THpJQCPH//7yj+h7sKcKAmmCQLokoFPKGJNVWNWp0xeB12zEZzUTcNjIdjmmIffbrfGLwWkh02HCY9VjN6gxqVPQpChJU8mkyDIpspJkhZIURTKpyWlo1HpMBmv8zXJkEvLlkeMvoDC7hOLcckpyyinKLaEwVERedj7FOcWEssK4LW50aVqSJRUKQUYlKEgSZZIliSRJOBE+hRKz3oDb6aG0uIJFC07h1lvu4rFHN7Ft6yd8+P4utm/fz/bte/nww48YHh7EaDaRqk7DZLbicmeQrtEhiDIajQaDTk+qSolCEEiV4rtIcqIRolUq0Cep0ChVqI5ebKok0lJSSUlWoVLKeBxWcrJ9aFMVVM8oIeAyUjujkLbamZQV5mIx6ElSqhAEBTqNnVS1jXStB5M1hN6UjdaQhUaXgVbjQq91YDbYcZiduKxOwllZ0zamcc5cupuapz37eN8gJ49PcvL4JItGJ6eT1MnBMSb6xpjoH4lXZiI98Uh9XKJ6NFkd6IpOd09He/qZ6B9iamiUhSPjLBib5OSpOOinLlzCqQuXTMM+f2g+8/vH6e+M0d3QRm1lFcXBHHwWB+aUdNSCgqTE3zBZjK8pUnyXThXjtfK0474+fk1J7OBJkoAgCCc0qY7X92BPToT8o2+eRhYxpiRh16hx6rXxyO60x61OwuaEM9yEjtoWtxWv04zbosOsS0WbqiJZIaI87goTBQlJkFHIyaSlaNDrLFgtLpwOHwFfPqFAEYXhcooLKikrmEVhXjkFoRLCwXwKwkVkZQaxGuwkq9KQBQWiIKEQlChl1fdaxJIgk5aixmy04HJ6KS2uYHRkkjtW382zz7zC1g938sbr77L3k1+zf98R1j22lmAgC4NOT15eHulpGkRBIjU5jSSlCvm4bTE5ERg0iba2LtH1S0tYqaN/yxRBJEmUUQkSKUoVBk06+rQ0Ml12CrP9ZHsdZHuszK0sprKkgLxQNqIgIUtJpKdZSFc7MJiy0JsCaA0BtDofWo0XbboTvcaOWWvHZnTgNNsJZXgpCPqZUVhE3ayq79mYhSPjieger8QcTVRHY8OMxAamS48/VHY8quOty1HgJwdHmBoaZ2pkiqmxhSwYX8RUAvLRvlEGo4P0dfXR2dxOQ3UdlcWlBL0+7DojWlUKKYL8H6Py0cD13fu/+37/GOg/CHvSd95MrVKBOT0Nt9FApt1Kni+T/EAWxdlBSnJClOWEKQ5nUxQMkB/wEfA6yPRYcdtMWIwatGnJqJTicT+YhCAoEAUlCmUqqSladDobFosHp91PVmYe2YESCnJmUFJURVnRXIoKZpIXLiM7WEDAl4vLmYleY0UhpyAKSgRBgVJKITlJTXJKOrIiGUFQxCUqSU3TYrY4cLoymVfTyOjIJPfc/QAvPL+Z1159mw8/+BWHDn7B66++xZyyStQKCVOaGo/NhjE1HZvWgDE1/QTALZKIQxKwCPEZjVCSQJkxFa8sEFAnUWw3UxXMYnYoTIkvi2ybkwyjFb0qFZ0yBZUgEHR7yLI7KM4O4tJryfN5qSwppKmuFlGQ0GnNqFPNaNKd2J056PRZaHV+0jVeNOkZaNQOdGoHJo0Nm96Oy2gjy+EknJlBSThnelygu6l5ulwY9+t9DEf7p+vqfR1Rettix3VUTxwXON6/H+/ZY60d09F+KNLDcLSf4Z5hhntGGO4ZYSg2TF+kn0h7lI7mTlob2qieNZfKkgrCgSAOixV1ahpKWYEsSkiC+OMQ/1/V/wT2FPFYVE8RBbRJSqzadDKsZvwuB0WhOOTl+blUFuZTWZhPRUEeZXk5FOWG8Ge64rA7zJiMGjTpKSQnKZFFCUGQkEQVopSEJCejUKhJSdGj1towmTxYrVm43WGyMgvIDVdSVFBFceFs8nNnkB0owefNxWn3YzG7SVebUCnTkaVUlIpUUpI1qNMNpOusKFN1CFIygpiEMlWHwezAlRHEH8ihuqaB4ZH53HXnvfz8iWd58YUt7Nm9n43rn2R8YJxkQSBos5Hj9KAWJNSCFN8yBYHSrCAXLjqZ88cnuWT+BBcPDXBacy2nzJvJ+e11XN7XwaUDXVw+NsDNZyzmgSsvZ+0N1/PgtTfw06uu466VN3DmxMk0z6zBrbOikVTolSnkZ2YRsFpxarWUFxYS7exCm67DYnSQnmaJw24LodX50Giz0KRnkJ7qJj3Fhi7Vhkltxa614TRY8VptBNxOCoPZ0769o75humpyzJrEjs3FtHQSaeoi0txBZ0PrNNztdY3TyenRcYHWefXTiWpXY8t0ktrfGWGgq4fB6CCD0SEGo0P0dw8Q7YjR0dxJc10LdfMaqSirJC+vAI/Hg06nQ6lUHjcXIx4XtaXjgqOAIEjx5/2n9f/kQvi+jZEkVMdtGymyjC41FbvRiMdmI8fvJy8YpDAcpjg3l+LcXIpycigIhcjL9uN123A5LdisRvSGdNTqVFQqBZKUgF2Ogy6KKYiKdBRJOpLSLKRrnWj1HswmH05HiCxfCeFQBTnhSgKBYjyeHOz2AHq9G63WTlqamZQUIykpRtLSjGg0FjR6G6l6O2qzC6snSLhoBrPr2miP9NPdM0qkZ5ju2BCnn34eP73rPp7Y9AxbXn6Djz7YzkDfMClyEo7UdPSCgFGQKfb4WBQZ4IIFi1l+2jk8ddd9vHzvQzy0YiV3nX0Ot556Mit6u7ikrZYVnfVc0VHHFT2tXDkU4/Yli9i08ko233UXr93/EG+v3cj7T77Eu89sZt3q+7n0tJ8wM1SELUlLocdPjsONUZFEWW4eTXX15IbzUKfo0KbbUKfZSVd70Kb70Kb7SFd7UKe4UCdb0aZYMaZZsGmsOHU2Mm12gh4XRdkhZpeW0ThnLp0NjdMt/tGefkZ7+hPePF5+PL4aE2vtmk5KI81tP1hz/26N/ahFGu0ZZH7/OJMD8xkfmGC0b4z+aBz41uYOmhpamTFjFvkFRbgzPKRpNQgK+YToKwtSQnF7KgoKRFFGFJSIopzYsaXvreL087+/K/zo1KNSlL7ni1JVSozp6diNRvweD8FMD2F/3M4UBP3k+X3k+LyEMzNwWU04LEYsBi06bRppqcmolPI07LKUhCglIYgqBDEZQU5FTtKRlGYiVW1DrXFiMmbiduXgzyom4C/B683DZvNjMHhIS7MmZEattpCebkWnc2AwuNCZMlDb/DjzKpjb3s+icy5h5W33cPsD67n5Z49y3e33csnKm7l+9X3c+8gTPPXsFt584z1eeelVgl4/SYKAWZTQCwKLumNsWb+Bd55+gdfWPclz9z3Ghlvu5I0H1nLfBRdzw/wJbhjq4+qOBq5pmcONLbNYUVvCzYOtrJqIct+Zp/DUtVfx4q2r2XjjrTx6zc08esNqXnv8KX67cy9/2HeEB266lapQHrOy8wkYbBhkFaXhHGaWllJfXYcsKDBoHahTrUiCgfQ0Lxp1ZgJ2xzTshlQz1nQLdp152saU5uT+oI05Oi4QbywNxf16zyAjsYHpC2CwO3ZCctrTGe+ixjoS/r0zbl0GonHPPjZwzLOfMn4Sp4yfzEkTJ7NgdAETgxMM9gwR6+yhs72L6up5lJaXkZnlI12vOxF2IREQBRlJkBFFGVlUIElxyXIc+OMVf66IQpBRCOJ/9PPfg/3odiCKIoIgIAkiyUlKzHodHocVr9OGz20n6HESznAT9jrJ9tgJOq347VYyzCacBiOWdA26pGSSRPGExEJM/EKCICFIMoJCiaRKQU5KRZGkRmtwojdmYLL4MFuzMFl86Awe1BoHKWlWFAodgpCGSmXAZvOTkZGLzebHaMxAZwtQMC9K/1lXcNV9m7j7qdd4bPN7PP3+bp56dzcPbX6Pe577JcvvXs+9T77G+ufe4pXX3iXWGcWp1aJPJJpXnrGYHa9v5rOPP+bVDZtYv+ZuHr/jZ7y5/ue8/sCjPHH1Ndyz5GTuHI2xJlbP6uYy7qrP547WIlb1zODCtmKWRev46TlL+fmNt/HMHffz0kMbeSGu2V4AACAASURBVPfZLbzx1LP84oXn+eLTHXxzYDeXnXEaJoWScl+ILION/MxMGqpmMbOolNkVs5CFJFKTDKQm2VDJFpJUNpKT7KQm2UhPsaJVWzGoLRg1JszaeDDK8fspKyigZtYs2hoaiHV0MBCNMtTTw+TICJMjI8wfHmZiaIiJoRHGB4cZGxhibGCI4d5BhnsHGeoZYKhngMFYP/3RPgaiffRFeulu7STSHm8g9Uf7GOkbYmxwlMmRCRaMxevp8/snmOgbOzYX09ZFW0MLTXX1zCgrJy8nF7fThVqtRpIUx3gQE+AfnW0/buxXTMypH5+wKo+TSkyM8yYek0QBSRIQ5bgExQ/MxhwDUZz2UUlJSRgNcdgDXjfZPg95/kwKAt64stzkeh2EPQ78NhuZVhsugxGzOh2tKukE4E9IOCQRSSEjKhXISSrkpGSSUrWkqM2kp1tRa22kaawkp5lQJhmRFDo0GgeimE5ysgl3Rh6ZWUWYrX7cGXkUzWxm4cU3cvWjL/DEe3vZ/MkXvH3waz783V9474u/8Mq+r1j77j7ufP597nvxPda9+A4PPfZz8kN56BPdtsjsSra9/BxffbKT3+3ezS+ee54HV93G7ctWcvP5l/Lwldey5vSlXNsf45q2Gq6pKeTaGT5unZnBHXXZrGzKZXlXGVf1N3HdglFuPvMcbr94ObdddjWrLlvJs4+s5fUnn+TItg/gL7/nkdtuwZGcTMhsx6XWkqHXk5uRQW6mj9mlMzCkGUmWNCQrjKQl20lOspOSbCMt2U56mg1dug2D1oJZZ8GiN5PpdJOdmUlxbi6zKypomjePrpYWYh0d9HV3M9rfz2h/PyN9fYz09THc28tQTw+DsRiDsV76unum1dsVI9YZJdoRIdoRIdLeTVtjK+1NbXS2dBBp76YnAf1gzxBDvcP0dw/Q3z3AQGc/sfYYXc1dtNQ1UTdnHtVVsynOLyDkD2CzWElNTjnGm6CIwy4JCPKJwEuigDIBc7IQPzBztESuFk/U0d6K8ughjgTwgvwDszFHv3ncH0knwO5yWskJZpEf8lOYE6Q0L66SsJ+ibB8FAS/Zbhd+lwOvzYLdpMeYnk56UhLJkoTiO7CLooAkSUgKGVmpQKGM2xtRTEEhp6FQqJHlNEQxBUFIQRDS0OhcqJLN6AwZZPpLcXryMVmDzJzdxpJzr+Lep9/ihe2/ZufX/+LT/4Z9/w2Hv4V9f4WPv/knr+3/A6/s/pJNb+7g6de3suyK6zGkqNELAh6VxIUnTbH//XfZtmUL7774Ek/e+yC3LlvBhtV389a6TTx92x08cfXVbLr0Ap44bzHrTx7gwYEGHumrZv1oE2sX9PCzqRirRrq4pLeNC4Z6WbHkVG5bdjn3Xr+KDWvu580Nz7Hvjffhj39j2/ObaSwppSocJuyw4reY8Vks5Gf5aa6upzBURLKkQSnqUKc4SEl2kJpiR53iQJvuwKB1YNLbsBnt2E02MuxOAhmZFIRymFlaTt2catoamuhqaSPa3slAtGda/ZEYfd1Rersi9HbF7Uq0vZtIWxfdbV10tXbS2dJBR3M7Hc2d04lmc10LzY1ttDZ30N7aRWd7hK72GNGOHrpbE2qO0d7USXPdsXn2mWUzyA/lkZXpx2KykpqchiQoE3477s2PWZq4FImonZKAWyeJ6EURkyRhkiTMYrwyZpVELFJ85CB+qEYkRRBRJebkJel/DLudvFA2+eEgRXlhSvLjKs4LUhAOkB/y489wkuVxkumy47SasOh0aFJTpruM34VdFEUkSUKWZWRZmUg4lAklHac47AqVEY3Bg9OTjz0jH701m0DebE45Yznrnn2bt3b/hp1ffctvvoUvvoXP/wa/+yf8+h+w/8+w/ct/sOOrf7Llo4NseWcHgwMTmJJTcapkOsuLeeLun/KrV1/nF08/y/bX3mDjXXdz3sQUi7t7Oaunj6smJ1l10hQPn7OU5y49l+cvPI1NS4bZdHIfz5w2xj2D3dze18UtI93cftIQNy0e57rTplh9yQWsu/k23lj7NAff2MFXHxzgyJvbefrOBxisqaM6J0CB04TPqMOt1VDkD9Ja3UBDVT0alZFU2Uhako20ZCdpqS40aS70Whdmgxub2YPL6sFt85DlziTk81Ocm8/sihk0VM+jvbGZ7tb2/0dgb21oo6WpndamTtpbuulojdDZEaO7o49IZz89kRF6useIdQ8T6RykvSVKY107NXPqmTNrHqXFFeSGC8hw+zBqTKQoUlEIyunRiqN8yAl7crTUmy4I6AUBm0KJXVbilJS4ZRUZkoIMSUGmrMQrKzELEkZBQifIaASJ1MQIieqHph7jGW08SYivIsmqeMvb5bSTHfQTDvnJzQlSmBuiMDdEfk6A3Gw/4WAmvgwHmR47XrcNp8OMxaAlXZ2MUvHdZo/4A5KPXeXT0CdgF1MRBDWCrEVvDWD1FJBuCeAOVjI0dQ4PbNjCR/u+4cDv/83vvoU/Edd/A38G/gh8Axz+Mxz8L9j66Ze88tr7FIYK8er0+NOS+MlwP29s2MTzD69l3R0/5c4rV3LNGWez8eZb2XDDjdx+1hncuuQk7jlrMU8sO49XrrmUF5edw9rTJ3hwYR+PnjTMmv4YVzbUcWpRgE57CuWK+ImaHFmgwmRmoqaDn156C7955xBH3t7Lexte4OazzyVWnk+hMRlt4o31m21UFZbSOLsBc7oDfaqDtCQb6hQXmjQPunQPJoMXm8mHy+7D6/Thc2eREwhTmFPAjNJKaufMo7WhZdpu9EV6Ge4bmtZQ7yCDPQMMxPoZSHjz3u4+erp66enqJdbZQ7QjRqQ9Sld7jK72GN0dPXR39RKNDNITG6a/b4yBgQmGBqYYGlrA1OQZTE2eweT8pYyPLWFk6CT6eubT3TlIZ1sf9fNamTujlqLcEjIdmRjVRlKkFBSChEKQTujxHI3m2gToJkHEo0jCKyfhk5IISMkEJRVBSUVYSiJbTsItKKfHeo2ChFaQUCde738Gu8NJIMtPMJBFOBQkNydIbk6IcCh+X8DvxZvhINPrJNPrxOO2YbMa0WpSUSnFOOQJDyYJ4ney5fj3PVp2kqeBT0IUU5AUOuQkA0npTrRWP1pbNjZ/GW19J3PnI8+xde/v2f/lP/nyr/DHf8Jfgb8n9DfiX/8Z+P2/4Dd/gj2HvuHxx59Fr1LjVadRpNew8uSFvHDfg9x84TI2rb6L1x5dx/IFC4gWFVChTaXd72KoIMD84gBn15ZxXX8La6Z6+dmifh5dOsGTF57Gqt4u7l8wzmOnjnP3eAe39tVxU18Dl3XUcnL1HObXtHBW30I23r6OF+99kl+ue5q3H3qQRy49j4v627BLAtZkJX6TmfJwPo2z6nGbfZg1HtTJdjRpHrTqDAxaLxaTD6c1QIYrG78nRDAzRHFeCRXF5cydOYfmuia627roi/Qy2DPAUO8g40NjjA+NMTY4yujACKMDI4z0D09fAAOxQQZig/RHB+iPDtAX6SfWHVeke4CB/nGGBqYYGVrI+PgpTE0tZeFJZ3PKKedyyuKfcOY5V3DmOVdyxtkrOH3p5Zy65CIWLTyX+eOnMT58KtH2IdrquplTXkOBP58MkwtjsoZUQXkC5HFPLqIRBHSCiFEQsQjiNOh+MYmQkExYUJEjqMgXksgRk8gUVbhEFQ5RiUWQMQoyGkEk7YdgP1rnPAa7TLIqBaPeNA17diBIKBQiJydETk4OoVCQYDCI3+8jy+/BH3ATCHrJ8ntwe+wYTVpSU5OR5bhlkaRjr39MR9v+8nF11jjskpSKMsmIKtWMzhYgzZSFxVdCfWSSq1Y/wqvbjrD/9/D5X+CP38JfvoVv/wX/Jq5/An/9J/zxH/AX4Pd/h8Of/5E7V9+LVlDiVspEC3O5Zekp3Ld8OZvvf5B7L1tGR04IvyAwvyKflf1trBrv5uaxDm4aambNRBfrzprPc8vPYPM1F/Dmzcv44K5r2Hztxfxy1eW8e/X5bDl/EW9dcAofX3sRH964guevvJwnbryBB665gSfvfZhX1z/BL9dv4MNHHuL9u27m0q4mikw6ss1G/CYzlaFcGmfW4rNlYU53oU/3JKK6F5Peh83ix+0MkZmRQ8CXS7Y/l/KiCmaWzWLe7FpaG9qIdsTojw4w1DvMcN8IE8PzGR+aYHxogrHBcUYHxhjpH2Wkf5ThvpH4PHpskIHYEP3RQXoiA/REhoh1DxLtHmZ0eBFjY6cyOXk6i04+h8WnXcgZ5yzj3J+s4LwLrub8S1bxk0tX8ZOLb+LcC2/grHOv5rTTl3PqKRdx8oJzibWP0NHQQ11lHeWhEkI2H061EZOchlZQxGddEqCrBWkadpMgYRYk3LIKr6giS1ARFFSEBSW5gpI8QUmOoCJLTsajSMIpqbCKCoyJC+b/BuxusgMhwtkhcsN55OfmkZ9bQG44j3B2DtmBINkhH6FwJjm5AULhLHxZHmx2ExqNmqSkJGRZRpIU0w0CMeHPxUSicsy/HX0sCUlSo0g2okyzYnBkk2TMJFhax9LLbmLTqx/z7r5v2PsN/Fcikv8bjpH+7/jv9e2/4C//SET4f8DnX/yJVdfdgkutxauQOT/WwX0XnMXd553NY8svZ0FVJRG/h0s7a/n5JUt59rLFbDxvnGcuWsgT54zw5PkTvHHN2Xx0xxVs/elVfHDXlWy9eyVvrjqfzSuW8Px5Yzx/xhBbzprkzfNP5ZWLlvLkxWfxyh038vqjP+O1DQ/xy5+v5dk1q3jl9hv4r5ef5o5F4+SkJ+FOVWGSJAozfMwtnkWG2Ysh1Y7DmIUuLQO9JhOT3ofdko3HlYPPm0+2v5BwsJDyosoTYI+0R+mL9E9XS8YGx6chPwr6cN8IQ73D8WpKIqL3RwfpiwwQ6x4k0j1ApGuIrq5hRkdPYWziNKYWnsUpSy7ijLNXcM6F13LBZTdx0fJbuODy27jg8ts4f9ntnHfxLZx9/o2cceZVLDl1GYsXXUykeZiOmih15fXMzC4l3+4jS2PGpUzDIqqmk8tUQSRNlEgXxen5dJMoY5Pip5EyBCVZgpJsQUFIUJAjKAgLSvyKFDKUybjkJCySAoMgkp64gH4UdlmQUAoK0lRqzDoLGQ4vAW+Q4rwSyovKmFk2ixmllZQXVVBWWE5lyQyqKmZRVlpIaVkBJaUFFBTmEA5n4/N5cblciRPlOtRpOpKT0pEVKUhiygmJqCwkJcA/6teTSU4zYbBkYvGEMbrDpNuzaR9ZzC0PPsXmbYfZ8w0c/mvcl//jBND/ldCxCP+3xHM+++wbll2wDKtCRTA1iUsGulm9eJLVp87nsQvO5IKm2Txw2jjrzpzglWWL+eW1Z/LMuYM8sTTGo4uaWb+4i01n9bHnniv4cPUlvHzV6Xx812VsPKuTp87u4rGFzTx9Zj+PTka5PVLP/VN93DDQzJrThnjn4ZvY9dx97HjmPj5cv4YPH13Dx4/cw6arljHLbcWvTcWuVJDvcNE0o5oifwHpkgGvPYxZ58dhDpPhKiTTU0hmRj5+XyE52SUU5VdQXjKTmRVzqJ5dR0NtC61NnfEksi1KZ1uUWHc/0a4+ol19RDp74x68o2fak3c0d9HZ0k1HU4SWug7q57XTWN9FV8cQfX2TjI4vYf6CszllySWccd5VnH/JKi6+4nYuu2oNy67+KZdecw+XXX8vl1//AFdc9wDLVtzDhRffznlnXcc5S1awaOgMBltHaSlrYGZmIYVmL+E0Iz45BZsgYVImo1GqSBWl6TktVcLepArxoTuDEJ9JcgoiGYJAliASECQCgoxTkDALIsaEz1cLx2ba/0ewBzOCVBZVUlVWRfWMGuZWVjOndDazS6qoLp9L3cx5zCwvo6K8mPKyIkpKisjPzyU7O5vMzCzc7gz0OjMarYmUFD2SUoMgpiMIadMShdTjqi8pyEo9qRo7OosPkyuM1hnGlVPJ1NnLefjZt3lv/9cc/it8/o847P88Cvu//gX//kdC/4LEY3/6G/z57/DHP37L8ouWY1WoyJAFrpo/yL1nn8y6Cxbz4OIRNl95Ds9efDJvrTyDRxa1saa/ipvaC7l7aBa3Roq5d2wuT5wZZcMZMd676WzevfkcnrtwmJ8vqWPjSXO4Z3gmt/VXsbgkg0pJoEIWaDCLXNxazOqFTTx5xUK2PbSSPZvu4MNHV/Pe2nt585GfMS+YQY5BQ9hkpNznJ1bbSmVOGR5jFjatD4chG7ctD19GCf7MMvyZJQT9JeSHKyktqmJWZQ1zZs2jrqaJlsYOOtuiRDp7T9DxgHe2RelojdDRGqG9pZvOlm66WiN0Nkdpaeyioa6T5sYY3d0j9A0sZP6Cs1lw6oUsOXMF51x0IxdfsZplV9/Diuvv54obH2DZTQ+x/OZHuPLmR1l50yNccc2DXHbZT7nwvJu5YOnVLB2/gKnuRURmtFHnL6XSkklRupGwMoUMUcasVE3DrjxubEX5HeCNgoBVEONH+AQRnyDhE2QcgoxFkDAJ8b5JWgL2H/zcmGOJogKloEKtVGPRWvDaMwl5spmZX8ncktnUls1jXmkNNUVzqC6cTV1pDQ0zaqmumMnsGZXMnlHJjIpKykrKKcwvIpSdR8Cfg9Wagd7kJi3djiLZhCDpEQQtgnh01SDKWhQqA0lpFtQ6F1pzJnp7EIMrRLo9m/K6bpbfci8vvv8Ju7/8O78DvgR+fzzs//4H/PvbhP7BvxMR/b+/hW/+/C/+8ne4/OLlGGUFDlHg2pPHeej8xTx50UlsuWIx2269mBcvnuLOwblcWR9iQZaSIbvAktx0zq+0cl1rDmv6K7lreDZbls3nl9ct4cHx2WwYLuWJsQpuixbS51WQJcQ/vSpHJdAb0jPgVXLJnEw2LGnnrasX895PV/D+2tW89PAannvkZ3TPLKbCbSPPZGBOOJeG4lnMyiknL6MIh96Px5JLpquEYNYMQoEZhAIV00NzFWXV1FQ3UVfbSktzN50d8apJb8/ItHpiw/TEholFh4hGBolG4jalu6ufSGc/vV2D9HUP0RMZobtjgI62ASJdIwwOLGJ8/hmcetqlLDlzBWdfeAMXXbGGy69/gJW3PMa1t6/n2tWPc/Udj3PtnRu54c6fc/3qTVx30+NcddUDXHHhHSw/exUXLrqc02JLGK7qpjVQQbXVS6XaSLEiiaAkYVOo0H4H9umOaWJmPU2MH/IwimLizKpIhiCRIco4RQmrJGIW4589c7TRpPyfwO6zZRJ2Z1MWLGVWTiXV+VXU5M5mTmgmc4IzqAlXUVcwh7oZc6mZNZt5VdVUz5ob/3Cc0lkUF80gP78Sd0YuVmc2WkMmKrUDIcmOoLQiqOwISXZUahdpGjdacxYmRwibJw+bNx+LNw9jRi5adw4dwydz59pneWvXET79+u98DfwB+MO/E7CTiOokYOcY7H8Dfv83+MOf/sWK5SvRyzJ2UeDi4SgPX3gqm69aykerzuHBqWau7yolahaokQUakgVKBIGZgkCfXeDkXA3nlFvYuLSb15ZPsWfN+Wy/cQnPTFRxR10Gt0ZLiPkUOIX4ecoZNpGWjCTG/GqW5htZE53BulMjbLn+Aj7a9DM2b3iQzT9/jKn2ehrCAQpMRlrLKij1BqnKrSDfW0zAVYjPUUjAW0FO9mzywnPJC8+mMG8O5aXzmDWjgcb6rmnQY9GheGmwf5zBgQkG+scZGZ5iZHiK4aFJhocmGRqcP/3YQP84I30TjPbPZ3hgioHeCfp65jM4sIj5U2dx8uKLWXrOSs6+8AYuXH4Hl1//AFff9jg33PkUq+5+llX3PstN9z3Nqvuf4dZ7n+OWu5/h5tuf5IZrH+WaS3/Gyp/cxqULl3NmbDFjMzpozyyhxuBiVko6ZZJMjiDilJQYZBVq4dhJM8V3YE+V4oeL9KKIRRRwCCLuBOye44A3SfEzBmk/Vno8OgcuTsOejk1jJcuaRY4rTIW/jNnZM5iXM5t5oTnU+GdRkzWTuuBs6nPn0lRZS8OsGhqr6mic3UBtVR1zZ9Qys2Ie5WW1+IPleDJLMNhzSTFkIWt8yBofCl2QZGM2Jlchdm8Jbn8F3vAsMnOqcIcrsQdKMWcVYc4qYOL0C3jw6c28seMAO7/4I7/9Rzw5nbYx/CuB9rcJ/YN/JpLXvyb09Z/+yZ133YtNo8UoCPTPKuGxy8/i+WUnsXFpN3eN1nBRdYCTi6zMTRZoNsU/hSpbEJgpCYwFtdzUV8XLl03xwgWjPP+TQV67cIS915/JS0t7WeBPoVwWWFQTpsGnpjhdYM/jd/DgkgGW1RVzdWsVD536f3B2ltFRnm27fmYmE3d3d3f3ZJKRzEQmDgnuDsElBAsEJxDcXYprcSvQQksNWt5SWihtKS11QY/9YyaBtrzf/vb+cTJkJWEt1hzPNdd9yXnXc2pRM5e2ruLIptVcOb6fhk7lyCMCSfP1JC80gmS/UBL9owl2CyfEOw5/9xiC/VKICM0iKjyHqPAsYiKzSErIIz21EHlBKSpFOSWaGsrL6qiq6Ep1ZTeqK7tRVdGVTjU96VTTU1cXr+5BTVX3ju9VVXSlqrSOGm0Xqsq7UFFWh7a0nqrKnnTpNpTe/cbRMHYuoye2MqF5NdMWbGPOsv0sWHOM1vUnaN14gtZNR1m8+RhLNx5n6ZqjLGk7yPyWbcyZtJbZo5Ywoct4Bhf1ojY6H7lLCJlm9qSIjUgSBCIFAW9BipNgiM0r9XFD4eX8yz9hdxAJuIhewu4jMsBbbICnSIKLSISD8DLC/69h93f0I9w9hIzgFHLDMpCH56IIz6UwKJPCgAyKgnPRRMpQxOdRkJKLPE2GPF1OYYac3HQ5makKUlMUhIVn4huUipNXLJYuEZg6hmPmGoO1ZzJ2vin4RuThH5VHYIyMwJg8/CKz8QhNxTkgAQe/aNxC4uk/ZiobD57i3If/4eOvH3H/rxf8gq6O/hT0f76E/QVPO6L673r9/ASOnThLbkoqzoZiop2s2dU8mhPT+rFrkIZVXfPpEmRJjpXA4KwwFG5meAsCqeYCfoJA1yhPjkwdzIGx3Tg3vR8Xp/Xm6uwhnBzXh/cXTGLHoFrqA2yYpEzgwNRB7GkcwEcbF3O8ZQK7JzVwaMZkTrcu4MKalZxZv4qT61dzec8OZg/uizo6FEVEKN7GxuRHJZIWGo+/UzD+bpEEeMS+HvZ4GRlpCgplZSjlWjRFVZSVdKK8rI4KbT3lZXVoSztTWlxLaXEtJZoaSjQ1FKur0RRVoVZVolZVopKVoi7UUqQoRymvQFFYQZGmjsqqfnTu1sCIsfMZ3djGxOZ1TF+4k5ZlB5i/9hiL1p+ideNJFm06Suumw7RtOErb6iO0Lt7P3JlbaBm/gpbhixhV3UD//DoqgtPJt/Uk3cCCVP0nZpwgECBIcBcMcRDEHTm3sfD3HYv2NKY9srfD7i1ICBQbEiCS4icY4CmIcRV0wL/WSuN/gj3CLYSMwGTyQ9JRheWiCslBEZCF0i8TTUAexeH5KGJyKEzIQZFSgCJNjjxDhSyjiOx0NRnpGiJj8gkIz8I1IA07rySsPZOx98/ANUyGV4yCsNRSwpLUBMcr8Y/JxzMsE8fARGx8orHwCMUjLJHBE5rZfOAEl27c5s6j3/n2yYuOjulT4MU/YH/G046o3v5z3/8BH316h9nTm4nz98FFLLBp8lAOT+7J7hFaphZF0ivOlUJXI97bvJS9cybT1jCAxUP6UBMXysoh3TnWMo6jTYM4NaU/V+cM4+PlTRxvmcCWUQOZXSpjYKg7w0OcGRbsREOsP/vGDGLnlAmc2bCOKwcOce3Yca4fPsbNI0f5+sRJvjhyiK3TJjGisoS+RQri3d0ZXteTaSMmEuMXT4BLBAHuMQT5JhMekklkWDYR4ZlER2WREJ9PWqqc/NxiCvJLUcor0BTVUKLpRImmE8XqWjRFNagUlR3SwVyOvECLvEBLoawMea4GZX4JCpnu60KZFmVRJyoq+9Kp6wiGjZ7LyImLGT99DVPnb2dm2z7mrjrGgrWnWLD+OAvWH2LR+oO0rj3E4hX7WbBgFy1TN9A8qo0Zg+bSoB1K78xqtP7J5Fm4kiEyIUsQyBIE0gSBEEGCt2CIiyDGTn8YNdOXDtubTeYiXXrSnrO7CiI89QfUUJGUUMGAIEGKnyDBSxDjpj/MvgZ2/WyMIMZQMMDKwBx3c0dC7X2Icw4h0yMamVciSt9UVN5pKDySUbglo/FIQ+OXiToyG2VsNqpEGUWpShTpagoyNOSkl5CeUUpkXCFBUfm4B2dj75uOg18mriEF+MUWE5JcQUxGBVGpJYTEy/GNyMI9IBE7rwgs3IIxdQ7ALSyZQZNmsvHgKd757Cu++eM5j56+7JA+BZ7xnGc85QVP9Pp7zv7DE/jih9/57P53vPXWZUpkedgKAm3De/NWWyOHGnuwtJeGHeP7sGRAHTumT2Bu/950SklCGRxIop0FbzRP4o2mBh5fPsLNdbP5cHkTN9a2cGzhdM6vbOXCgqnsH96bN3pWsK68gE1dK7i5Zimf7N3NO/v2c3zbLj44e4mvrn3I3fOX+fnSFR6ePsHxJXPYNXMCq8cMpblnd86s28hPN29TmJRLkHsofu7hBHsnEBmYRnRwBtHBWcSEZ5MQX0ByqoLsLDV5uSUUyLQoFVWolNWoVFUolTq41SrdobNIWYVKUY5SrkUp16IoLENRWIZKrkWtrECj1P1MkaqGkrJu1NYNplvvsQwZOZsR4xcxduoqmuZuZcbiPcxZcYh5q99k/tpjzFtziPnrDrJw9QEWLN3H3LnbaW5azZQRi5gyYCZDywbTM7OKYt9Esi1dSZOYkyE2IFsiJk0qJVCQ4CEY4iiIO3Z6TV+BvX3nt73R5CKIcRckeAkG+AkSwgQjwkRSQgRD/AUDvAQx7oLuofg37B0bIwKmggQHkSk+UhvCTFxIMPWg0DEc6aHQEQAAIABJREFUpX0kRfZRFNnHoHaIReOQQLFjImrneFQ+SShDUtHE5FGSoqI4swRFdil52VpSs8qITS3GL0qGvW86Nl6puATlExBbRnRqHfEZnYmK0xAZLSMsPJOAoES8vcNxcPHF3METqa0bVj4RDJ26kJ1n3+XqnR/47i/47UU75LpX3ZjAc33yoqvGdAT75/Dz7/DV78/46OvvuHz9Aw7t2YOtINDSqwtHZk/izKIpXF2/kHMr5rGtaRyrRzfQOmQIjZ3q6JOXx/YZ0zg4dyb3Tx7g6fUzXF7ezL0Dq+Hb97lzeAOrG7rz1rKZ3N6xnDMzx3J00nAOTx7F6bkzeGvFUq5s3MD7+/bzxfmL/HD9A3768GO+u3qV+xdOcvfYVq6umsGJKQ1cmNXEvOpKxpSUUBgXj4u1HV7ufvh5hBHhGUeCTyqpgTmkhBcQHysnOkFBWmYxebJylEWd0JR0QV1cT5GmE8Wl9VRUdNOri151HarUq0JbT3l5PVptHeXlXamo6klt5wHUdR1GfY9RjJ60gHFTltDYvIpp8zczq3UXLW17mb10H7OW7mPu2kO0rNrPzKW7mdW6i5lztjKlcQVjBjcztOs4uiu7U5FcRK53DAnmrkRKLIgUpEQKIoIEMbaCgJkgwVSQYCyIMdbPy0gFkX55XdddtRHEOApSPAQjfAQTAgUzgsSmBAoGBApi/AUxPiIxnmIRbhIRTgavg10/Q2yg/0edRSb4G1gRY+xMirEHMotA5OaBqMxDKLIIRW0ZgcoygiKrSOS24ai9kygKSqEkKhdtsg52eVYJ2VmlpGSWEptRin+cHOfAbOz9M3EPLSQkvpzY1HqSM7sSHasiOjKP8JBUAn2j8XD1w87eBVNLJwQLByy8whg4ZT47zr7P21884ru/4PfnOtDbG0e6eZjnPG6H/bl+fuCxDvhnwP0/nvP+199w5cOPuPn++6xpmsqk6ioOLWjh/PplfHJoD3dOHePzE8e5c/IUnx5+k3e27uTtLdu4sn4tmyeM4pe3jvPi+hk+29XGV/uXw40T8NlbHJw9mkMtoznUMpZLy1s4s2Aax2c3ca51LtfXreKjbZu5tX8vX5w8zteXLvLNO5e5ff4cN47u5vaBlRyd3Is9AztxeHgfvt66jqbyYtyNxPi7u+Ds6IKHkw+hTqHEucWR4p1BcnAeMTEKohIVZOdVUqjshKa0O6XlPSgt70FJeVfKK3tQXdub2tqeenXXqVNXajt1pVOtTrW13amp6UFlTXeqantQ27kv9V0H0a3nCLr3HcPghmkMG9PC6EkLmTh9BVNa1jN13iamL9jCtAXbmLFsN1MW72LyvG00zd7E5GmrGTt2IUP7NtKv03A6yTtTnKgg3TuKSEs3gg0sCRQZEygY4iVIMRNEGIolSETiDuk2kXQyFsSYCRKsBAMcBENcBWO8BFP8BXMCRGb4ClK8BZGuMiMW4ao3S7WXvm7EV/QSdnPBACexGf6GtkQZu5Ji6km+ZSCFFoEoLEJQWoaisoxAaRWByjqSQttwil6BvThRgTpdQ0GGhsyMYhLTNMRmlBKYoMQ9NB/nwBy8QuUEx2n1sNcTHasiKiKX4IBEvDxCcbRzx8zcBrGhFYLUAhO3IPpPnsv2M9d5+4tHPHz8d9hfBf5lZNfD/kT3ze9//pN7fzzhm6dPuHT9Gkd37+Kj/fvYMWUKexct4vTWrVw9cJiPjp/i8/OXuX3mItfe2M+Z1es5vGA+55ct4tyiGTx+6wC/n9zCxysmcHfjFO7tbOHhyS3c2LuaO4c3sW/GKC60zeLSsnlcapvP+cXz+HDjWm7u3MYne3by8Z5d3Dy8j09PHOW9A3u5sGk5l1ZMZeuQSqblxfDjG+u5t3UtG0YOwUUq4GZnjaW5BXaWDnhZehJiF0yMazxxAZlERecTlSgnK1dLoaIaTUkXSrXdKdV2p6SsC9qK7lTV9KKqqpteXXSqrvuXKivr0VbWUV7Vlcqa7tR06kPnrgOp6zGMbn1G0nPAePoPm8rQMbMZNWkh46YsZdz05YydvpIJczYyetZaRk5bycjJbTSMnc/gIdPo06WBruV90eaWI4/JIckjlGALR/wMzPERGeIlGOAqSDATRLrV0FdAb5eBIEIqiDARxFgIEmwFKY6CUQfwXoIxnoIBHoIYV0Gir7frPNttXru80QG7qAN2X0NbIk1cSTL11Kcx4RTZR6Gxi9KlMY5xaJziUbnEovSORxGUjCYqB01iAapUJXlpStJSlcSlKIhKUhIYV4BnaC7Ogdm4B+XhF1lEeEIlcalVhEcrCA3Lws83FmdHP6zMHZAamOo6qmIzDB396DOxhW0n3+XtLx7x4PHLNOaFnvb2/PypPm+HJ/BMl8o8efxCl7cD1+99yfnLF9i3cR1nli1jZ+NkDi1bxfk9+7h84CjvHjnJF5eu8dnZy1za9gYnVqzk7Q3ruHd4L9fXLmRt33K2DihlSWUCp8ZVsbGPjCHZ4Swb1p0Ptq3g+MKpHGiewLGWyZxdMIvzi+fw9solvLt+FVfWreDcyjYurF3OlW3rObdxDUcXz+Tqmmb+s7GFEhuBiZlRXG1tYeXQfjiIdJ1AqYEYY0Mz7A3t8DD3JMgxhAifBMKjsolMkJGcpiQ7t5hCRTUqdS3KohqURdUUaWop0XamqKiSoqLyl1KX/U1qjZYidRlyVQlyVRlKdTnqkhqKtfWUVXajur4/nbsPpVvfMfQd0sjgkc0MHdvC8HFzGTp+PiOmLGXQpEUMGD2X/sOb6Td4Cr17jaZzdT+q1XXIUxVkhCUR6eyPj6ktHgamuIqkHQdSE0HogP1V0NunYw0Ekc5/RxBjKRhgK0ixFwxxFIxwFnSTjg6CCHtBhJ1IhJVIV6Y0F782Z9cdUA0ECWaCIU4SS3yNHYgwcyPRwot8p3Ad8A5RKB2iUDlGU+QUg9o5HqVrLHKfeOTBSaiiMlHF51OYIic7uZDkpEJiEwoIic7DNyIH9+BMnPzScPbNwD0gl8AIJeFxxYRGyQgMScfTIwI7G09MDK30c+062EU2nvQYO4Mtx6/q0pgnOtj/QjchwHMd8M/+Cbt+bOCPPx/z8M8/uf/4L2599w2nTh8jNyqEaeVlXFrcyu45czmyZj2HV6/jyJr1XNq1j8s793C4bTl7Zs/mdNtiNo4aisbDihBBYEJuKAu0iczI9yffWFeWjDASGK7M5NDsRnY2jmLX5NHsbRrL6QUzOdYyjaOzp3No5hT2TJvEgZZpnFgyj+Nt8zg0t4lrq5v549RWpshikVsIrOnfhSmdtVjr680dxk8iU+yM7PCw8SLAK4KQiBTC47NISikgO7sIeWHFy4Opshy1uoqSklrk8jLk8hKdFJp/qVCloUCpJl+uIq9ARX5hEYXKUhSaclTF1VR07k11l37U9xxKjwFj6DN4Ev2GTqb/sCb6DZ9Kv1HN9Bw2hS79J1DfazT13YbTqbY/2uJ6NAVaMmIyiA2IJMDeHRdjSxwlRtiLJH8rM0pfAf1VK4z2PYhXI7ypPspb6kd5XzUyfdWsyvC1dXaRbgFWIjLETGSCvYEl3sYOhJm7EWfpRbptIBm2gWTZhpBrG0qeXRh5dmHk20eS4xCOzC+e/OBECqMyUCTkkJ+cT0ZSHonxuUTGZOMfloFvaAYewek4+6Xg4JWMk08qPsH5hEQpCAzPxScwBWfXECwtXZEamP8NdsHCle4jp7L5zXc6YP8FXTXm2TN9DvOsPZ15yjOe8KJj/Os5T/VVm+95wbXPP+GTmx8woUc93x3cz+FxYznX1sq5tcs5sbKNA4vmcmTJYt5ctpSDCxawt2UWF1etYNvE0WTbmBAoCBQ5Senkb0VnX3PG5kbQPTGEsnA/Bsky2N8ymR2NY3hz3nQOTJvA3qax7G4czdYxQ1k7oj8bRg1i+6SR7G+exOF50zixYCrn5o/j3WWT+WD5DMbmx7N6UDcm1JbgJH0JuyAIHWVhBysXPD0C8AuNJTQmhfQsOfn5GtSqaoqLa9BoqtFoqikt7UR5eWdKSqp1Kq18jSoo1pajKdNSVFKKUqNTUXE5Gm0VJRWdqOjcnar63nTqPpAuvYfSrc8IuvVroFufEXTp00DnvqOo7D6c0tp+FFf0oLi0Hk1RDYq8YvLS84kLiSHUKwAPGwfsjEywNJBgLhZh8krzyOCVaP5P7xeRSPQ3MyUD4eWwWPvAWLsT26vjBv/FXUCKIJIiEYwwEZtiZ2iNp6kjIZYeRFl7k2QfTKpdMBl2IWTah5LlEEaWQxjZjuFkOIeS6xdLTmg8sqg0ZAnZ5CbmkpaQQ1xMJhFR6QSEpeAfkY5fWCYeAak4eyfg4pOMT1AOIVGF+Idm4+GfiINzEObmzjrYRYY62CXmCKZOdBk+mY1Hr+hgf6brnv4OPG4vxzxtj+462J/pYX/Bcx4Dj1485f6zP7j32/fcvvUhqydP4Pu9e9g/qC+np4/mzeYGDk4dztax/dkwoh+7p07gROtcTrTO59qmdRxbMIdJFaU6b5hpE9nfPJmlA7qzYfRg9s2cwsG5M9jRNJ7D82awv7mJC8sXcWzuNHZNHs3uxtGsHtyTJb07s3Zob7aOH8zOxuEcnDmeC23NnJ03nvPzx/HJxlZ6JQRxa+8mtAlhWAo6D0Sxfj9TLEgwkppiZWmHq5s3vkFhhEbFkZEhIz9PhVpZQbGmEo26Ao26gtKSasq1Na/N0V+qM1WdOlNRU422qpLSCp3KKmsor+lMRW09lZ26UF3Xg9ouvejUtTeduvSlqr43VZ16oq3tSXFVTxSl9eTKy8nJKyYnR0VWuoy0+HSSIuOI8A3E39UNRwtLzI0MMDYQYSARXklTdLD/ywnsVXevfz4A/4Ne/f3XRHZjBJEhYpEJxhJTbIyscTd3IsDGgwhbH9LcI0l3iyTTLYpMtyhy3KLJdY8hzyOWbK9osgJiyQqLJzcmjdyETLITs0iNzyQ2Oo2wiBSCIlIIjs4gOCoHn9A03P0ScfNNwC8ki7CYQnxC0nHzjcfOMUBvnWGu85mRmCMYWiEYO1A/rPFvsP+kh/2vVycE/gH7C57yjOc8/OMXfgbuPv2dm9/e5fL5k9w4doh9DSMYEerPhanDeHNSbw6M78nGgdW0di1m88g+nFo0izNL5vHOhjXc2r+XG7t3c2HNag7MncOmSRNZO3YMbYMHcnh+C2eWtrJr6kR2T53ImSXzObloNgdmTNZH+HGsHNSVRT2rWDe8BzsmDGLHuIEcmj6aKyta2DNpEDe3LOH+4S18uH0lx5fPxU2ia6IYCQKGkvaNeTEGUiPMrKxxdHXDJyiIkIhokhLTyUrPozBfhbJQg6JAjbxQjUpZgkatpaa6nuqa16uyto6aunqqOtVSXl1FWWUFZZVVaKuqKa/pTGWneipq66jsVE9V565Ude5KRW09ZVWdKC6vpai0CllRJTmyElLT5SQnZZGckE5SjM5HPyogkDAvL3ycHLE3N8XUUKJb15S84iTwjxz9f2Nr9y/9l997TWRvny83wcjAAmtjO1wsXPCx8STI1ocQGx8ibP2Icwwm0SWMFNdw0twjSXULI945iNzwZLKik8iMSSYzLo302DQSo1OJjkgkPDyRkIhkwmIyCInKwCswES//JAJCMwgMy8IrMAUr13DMHQIxsnDD2NQRU1NbTEytdOPAEnMEiTVdhjWyev95zn3yNff+hIcvXhkVePo/w/4n6GH/k89+fMD1a5f54OB+xmdl0cPdmUMN3Tk4piu7G+rZNKCKFb20rB3chYPTx3NxxUI+O/AGZ5Yv5njrQs6vXMmJxUvY3jSFvTNnsae5mdOti3h7zUour1rO9Y3rOLdkAZdXLuHE/Fkcnz+DE3OncrRlIgemjmbr6H6sGdyVzQ29ODJjNBdap7Fj/ABOL5zCd+cP8ujds8we2gsPM91amaVU95Hc4a1iaICxpTl2Lk54+fkSHBxMXGQsaYnpyLILUMpUKGUq5AUqVAoN6qJSNOoySorLKdNWUV5Rg7aqltKKaoq1lWjKKlCXllFUVvIvqUvLUJeWodQUoyouQVVchlJTSoFSTY5MTka2jNSMXGIT0omNTSUyIoHwoAjC/YIJ9/UjwseHKB9v/Bxs8bC1xNHCGAtjA6SGIgQDvX2G5PWR+796Ob56f2r7A6O/ea9Dr/zuv2GXmCMxtMLU1B4bK1fcHX3xcwskzCuMKJ9IMsNTyQxJJs0/niSvKGJdQ4lzCyPVK5L0wFhSgqNJDoslJTKe1JhEkmOSSYxJJjYqkcjIRILD4gmLSiU4PBkPvyjcfaPxDU7ELyQFD/9ErFzDMXUMxMjKHRMzJ8zM7DA1s9bPvpshSGyoHTiO5btPc+rje9z+9QUPnulGAB63w/6vNOblMNjvwHfPnnHz50d88M1drl17h88vnGdNn/4sKFZzcXYjhyYOZHtDd9YO7MSqQXVsGTOAvdPGcrZtLjd2buDkotlcXbuCDzav43zrfD7evJ4DUyZxbOY0NjUM552Vy/n68EG+3PcGl5ct5vLKJVxZvZhzbbO50DaL0wuncXjGGLaPHcCGYd3ZOqoPR6aN4OyCJnZMGEJL90o+2L+Vfcvn4mysO2S5WZtiJPwTdhFSSxNsnOzw9vYkJMCfqJAwEqNjyUrJIC8zl7zMXPKz8ijMLUBRWIS8sAilQkORuhRNsRZ1aTlFJVqUmlLkRcUUqtUUqlX/krxIjbxIrQddJ4Va0wF7ZlYeaenZREclEBkeQ3hAOCHefgS5eRDs7EyosyNhzvb4WJvgbmGMnbEYM4NXnHfF/0vYhX/A3v6QdDwwYv3FwSKdVYsg6th5/hfs6tLOlGq7UFHVg7q6fvTqMZSB/RoYMWAMYwaNZ1T/UQzpNpguxZ1RJMlICoghzCWAKLcgkoNiCPcKJMI/iJjgMOIiYkiMjichOpG46CRiopMJDo4mJDyBgOAYXD1DcHYPxtM3Ei/fGJy9orB0C8PEMRBjaw9MLV2wsHDAzNwGiaFVB+xlPYezaOtRjr53m5s//MX9x7pU5i9eHlDRjww8048MwHNe6H/mF+Dmz7/wzpd3uPjOO9y5do1js+dxcEIjx+fNZvnQ/rT278migT3YMGEERxfM5HjrLK5vWcGVFQs40dLIx+sXs2d0fzb3q2dJhYKVNSoWlStY07MrU4qUrOjTk7eXtvLFnh18tHk1761bxqVl83h3XStXVs7j+OyJ7JowmK2j+rB9TD8ONg3l1NxG+mbEM7goj35aOZ7WuiVkMwNdCmMm0ZlNCYL+jTUUEFtIsbK3xMvNmWBvT0J9fIkJDiElOo60hCSdkpLJTs8gNzuP3Nx88vMLKJQXoVBqUKhLkBcVI1OqyVcUka9UvlYyhU7FJWUUl5ShKS6lSF2MXKEiL7+ArKwc0tIyiI+KIzY8kij/YCK8vAh3dSbM0Y5IBxsiHawJtjHD19IIZxMxlhLdIfJ1LmD/TElem9K8DnaxgEisM0iSivSO1GKdbfi/YF+2ahvLV29j9dqdrNuwm82b97F960He2H6E3TsPs3PjXtYv30TLpBb61/enKEtBpE8YAQ7eRPqE4u3krnel8iM8OISY8Ghio+OIi0kkNiaJwIAwgoKi8PEJwc5Rt8jh6BqAi0cwtq4BWLqFYewchImdFxY27lhbO2NpYYehoXUH7AXVvWlZu5e9lz7m3a9+5M4fz/juua4io9tSaoe9vRLzpGM97zHw7WN497tHnPvPHc6/e517n3zGzf3H+HTHXg4tbGXBsCHMHzqYxcOHsm16EyeWzufgvOm8tWoB64Z250TzWFprFWzpU0lDlBfDgp1oyQpnUmIw0wuymJCbzYKaShZ2rmTNwF7smjCci21zODqrkQ83L+P9jW2cXTiVPY3D2DluADvG9udA4zBOz59Kmr0FHvrFAwNB561ja2PeUXWQvgq7VEAwFWNmbYqHgy1BLs4EursR7u9LbEgoCeERJEZEkhgdS2piEtnpGeTnypDJCpEr1KiKdOmIqrgMubqEwqJindTql696tUd2bXkl2vJKyrQVFJeUUVSkoaBATnZ2LtlpWWQlppAZG09aRATJgf4ke7uT4uFCmrsTaR4OJDhbE+lgib+1CS6mUqykEowkOt8gQSL+H2H/Wx7/OuD1oLe7h7VPSFqIRFi97h7UN09e5c1Tb+t04gpvnrjCiROX9XqLk29e5MjB06xfvonpE2fSt74PqdEpeNi44e3oiYOVDc72dni5uePv60docAiR4VFER8YQHRWPr08gvn7BuLp5Y2bpgLGZLVa2btg6eGJu54G5ewgmLsGYOfhg6eCFnZ0b1lYOOtgFMwSJLWmqWiYv2cLWU1e58NnX3Pr5T75+/Jxf2/8TL57rc/Qn+lj+RBftn8Nfz+D+H3D94W+c/fwrTr13g08/+ZzPz1/l82Nn2T5rHguGN7CooYHl48awa/YMjrfNY3/LZN6c10Rbr0oWdFLRlB9LY3oYs7Kj6GIrMCMpkC52UkotDdHYWDIoNpIRqXGMyUtjoipXB/zSFq6ua+WDLcu50NbMnqbh7Bw/iG2j+7Fvsu6BCDLQ+aQYCgJmltKON9HGwrJjRuRvsBsJmJgZ4m5pgb+tDvgQLw8i/f2IDg4kOjiQmLAwkuJiyUhJpiBfhlwuR1Wk0UVpbSUl5VVotJWoyypQaXVSl+m+bpdGr8qqTlRU1lJRUUVZmc6stFAmJycrl+zUdHITk8mNjSMnIpysoABy/L3J83WjwMeFQl8XMl1sSHK0ItzGFC9TKfaGUszEEgzFukX8DoBfA/s/DUuFf34qiF9eBd8+HdnuHub0untQP/j4Kz74+Cve/+ge1z/6gvc+vMO712/z7vXPuPbef7h69QaXLl5nz65DrFi8holjGslKzsZUYoZUkGJhZo6NtSXOjk54eXgS6B9AaHAI4aERhIdG4OXph5enHw72rhgamSMWm2JkaoOZpQOGFk462N1CMHPyw8bZF0dHT2xtnDAysumAPTq7mNFzVrP28AVOfPQ5N374lS9+/4ufebm88exV2F886cjln72A75/AjV+ec+Hu9xy7/gnvvHeLmxff58aR0+yZO4+NkyfRNmIIq8c1sK9lKicWt3BkbhO7Jg1jWHYMPaO86B7kRN8QV+QSgWpLEdmCQL4goDYWEScIlNlZsqCimC2DejNRnk1jcR7bxg3idOsM3tvYxlvLZrF3ygi2jx3ApobeHJjSwPVNK/EUBLwsLHRvpoGA2MoYwUDnq2MmNsJQbzkiSMS6j24DAUMjMa7GxviYWeBvb0+AqzMhnu4641kfLyIC/IiLiCAlIZ68nFxkMhkKhQq1pgRNWQXF2pdgq7SVqLSVetgrO6Bvh11bXk2ZtorSUi0aTQmKQiW52XlkJKeTHpdIcmgoqYFBpPp6k+blRpanC3mejhR6OaDydiLT0ZJkOzMizI3wMtTtipoJ7T0E8d8Pm+3GpsK/b9xoh/6fnwJGetAtBN0Mu4NIjKtYjJfY8N+wf/7lL3z+5U/cufszd+7+zBdf/cSX93/m7tc6fXHve258epcTJy6wfdteFs5bglJWhFTQXZhlYmKChYUZ9va2uLm54Ovto/eaCSYoIBgPN0/c3DywtrJHEOlsNCQGJhiaWCIytu6A3cIlADtXf5ydvbG3c8HY2FYHu4EdQUkFDJ3exvK9pzh07SYffvcTt3/5nUcvXnTMsz/tqK/rYdeXJH/9Be7+qPN9PP3lQ458cJsrH97hq0++5psr73PvzcN8unMN28cPZuPIvuyb2sCh5jHsaRpOc5WCMfJUxhSmsGfsIJZ3rWJJtZZVddWs6lTF1h5deatpAndXt/HNlnV8s3Mjn65p40jTaBZ1rWBRzyp2TxnJldULuLh8Dm80NbBlzADWDe/FwWljuL1/J/LQUCwE/ZttJEYwFCNIpRhKTTGVmGIiGL2EXaoDw0Cis4XzNjTBy8IMD1tLfBxt8XayxdvZAX93F8IC/YiNjCA5MYnU1FSysnLIyy8gX66iQKnuyNnzVBrylCXIlCXIlJoOFeg7rCplMSplMUq5moJ8BTnp2aQmpBAXGUtsSDiRnl7EuLsR5+pIkrMdmS525LnZofR0QOPlQL6zFen25sRaGOEnleCs94Yx1i/5C2J9/v0a2A3+Ick/UhqRPqq3W+U5CAJuIjFeEjF+ktfAfu/+b3z19a988+APvvv+Md//9IyffoNff4ff/oBvHvzO559/y9mz73Do4Ak2bthBXW037G2cMRBLMTY2xtzcFDtba1xdnPDxcMff24dAXz/8ff1wd/XA1dkNKwvbV3wdjZFKLRCkVli6h2DqGoK1ayD2bgG4uvjgYOuCqZG1vrFkRVBMBsOa5rH8jaMcePsDrj94xKc//85D2q0ydOO9z9oJf/68fTuPZ0/h4Z/wyS9w7ouHHLl2i7PXPuXOfx7w5bUb/H7jQx6cP8qmcYNZMbgbe5uGcbR5FG82NzBZlUKTOpndY/vwycZWfj2+mx8Pv8GL8yfhrfP8un83nD4CV07yYPMyPloyg/Mzx7F3TD9mleczv76YzaP7cHFFSwfs60f2Z+WQnhxonsTdk0fooVJh1A67VHcIFaRiBJEBFuY2GIilup2D9siuz1EdxAZ4GBjhaijF1cwQdysT3K1McLM2x8vRhmBPd6IDA4gLDSMxIprk+ATSUtLJyMwlIyef1Nx8UnNlpOfIyMjWvabnyEjNlZGam096Tj4ZOfnk5cvJyy0kN1tGdloOKfGpxITHEhwYRpBPAGFu7kS6OBPn5EiSswNZrvbIPRwp8XFD6+9OkYcTMld7UuysCTU3x1Nqgr3ICHPBBEORsa6DLxF3dPLbdyskens8nf7eGe3wDtXDbi7oUkE7kYCzRIyHVIq3odG/Yf/ii++4f/9HHjz4lYcPf+fR94/55afn/Pkr/PUb/PjwCfe//JHrV29x/uxVNm7l8+KQAAAgAElEQVTYQc8e/bAwt8VAorsBz9rcAkdbGzxcnPF1d8fPwwM/Dw98PNyxs7LGxsoWicgQQZBibmb3MmoL5ojN3DFxCMDVO5qAoHiCfSNxd/DAztgaM5EJFoYWpKVmM2LMJJZu2Mbusxd56849bv3xhK9ewKMXz/nl+WN+f/qYx0+fwNNnLys0z+HpC/jpCXz+459c/fxbzl3/Dxeu3uT6e7e5dfMuD+8/4KevvuL9U2+yqGEgWyYM5dz8SWzoW8YCbRLzSuOZWhBEW6cMLs4ZxhdbFvDZ2rl8tmYhP+xczTvThnKpsTdnxnVlSw85sxSRzCtLZk3PIpb1LGLXhN68s2Y2x+ZNorVfHYsH9mRb0zhOL2/j1vFjLJ4yGeP2aKVPUwQj/aupwb+rDyLdLImVRIqD1BAXQzGOEgFb/TaPrUTAxVSKn40VwY72xHh4kujrT2pIFJlxKWSm55CVV0B6oYJMuRJZvpKCfAWyAiV5CgXZRUpy1CpyNUpkGhWZuTnk5+tq+KqCIgqylaQmZRMZnkRoQDhRnv4keniT5ulNto8XCj9fNAE+aAP9KA/ypdTfB41/APLAIHIDQknyDSPCIxh/lxDcnAIwNbVHIjHr6PeI9D5CBoJhh3mWwSvg/zO1kYpeVmFeHR947cL1Rx/f4sbNz/jPrbvc+fxrvr77Ez88+JPfftLB/uv3z/jm3i9cv3qLs6ffZt2a7XTt0gdjE0sEwQATI1OszMyxt7bB1d4eT2dnvFyd8HJ1wsPFGQcbW6wtbRDrncAMDCx1hqWCOSIDO5x9YvGNzCQuRUFmhors1AKSI5MIdPHG3tgcO2NzslLSGDlyNEvXrmfv6XNcvH2Hm7/9xZfPX/Aj8BvP+OvFC91gmB5y9HZ4T9Dtn3756A+u377Pxfc+5eI7N7n2/m0+/vQ+n9x5wPc//sFP9x9wdN0alo/oz+7x/dk3so5lVSnMKPBjrjqEOepQmlUhtFalsWNgBXuHdWVn3woODtSyu5eMNVVJzMzzZXSCA43ZPrRWpbGyh5wTLSO4vHw6OxqHML2ulIX9e7Bz+hTOrFrFx8eOsm7RfIz0pvui9oOXoR5u41ceAPHL9rqZIMJWLMXZQIqHgc7NwEl4eVu0l7GYIEtTomxsyPT0Idc3iMLQKBTxaSgy8ykokJOnUpOnUqOWayiW61IVuUaDrLSYvHINsvJi5Fo1CnURanUxxcoS1PJi8nOKSE2WER2dTkRoAimhMWQFRyILjUIZHklpRBRVUVF0jo6iPjaG2uhYamITKI9LRROfgSwui/SobOIjsogMS8ffNxo3lyCszFyRiqwQCWaIBVMMBVOMJaZIXnH8lbwS5TsuvBCJX1os/kP/gv3ylXe5dPkaV668z/Xrn/CfT7/m3peP+P67v/j1Z/jl0XO+/fo3rr/7H06fvMyaVVvp2rUvJqZWCIIBpqbmukOqlTVOdra4Ojrg5uSIm5Mjzk4OONjZY2Fh1ZGvt1tRCwbW2LmGEptVQra6Hk1FH7SVvait6k51aQ05ien4O7vjam1DTloGw4cPZ+nq1ew9dZqLt/7DjV9+5d7zZx1DYfq+0stS5Cuw//T037C/e/02Nz65z7s3vuT+g1/gGTy5/xW7ZzWxbkg3DoztxZKKVGYWBtGY5c6gSDN6BhkzIsGdZkU8LYokGtOCmZ7hz8gwS3q4CwwINKI5P4i2qmTaajNpq5dxceF4zi6cyJqh3ZhWq2HZkH7snzOLM6tX8s6e3RzdsRVzIwkSQT8HIxIQteew+jy2/XpKU31u6iQIeAgi/ERigkQ612BvQcBTEPARBIIMBKJNTUg0t0Dl6YPGPxhteAyVCelUZOajLVShKSpGoymhXF2uu369pAK1Vouyshx5VRnKyjKKqrS60YFynZuYurAUWa6azHQFickyEuNzUKQXUJKWT0VaPrUZuXTLzKVndi79cnLpn5tH/zw5fWUqestL6K6soq6oM+WqzmgUdajkdchyK0hPURIRmoabcwjmps5IJdZIxRYYGVh02CS+tHz5x8H1/wX2g4feZPeeg+zde5RTp97i3Xdv8emn97l/72ce/fCUH394yoNv/+CD67c5ffoK69btoF+/YTg6uWNqZo21jQM2tvbY2Tng4OCAk5MTzs6OuDg74uzsiL29PaZmFggS3W12gsgMQWSOjVsQEWlycrW9KO46nKoeI6iuH0jPnkMZ1HcItcUVpEbG4uvsQn5aOkOHDKJtxXL2nniTC5/c4OMfH3H32ePXw67Xk+e6nP6np/DFj6+H/ePPvufWF9/rN0Ce8t6ubWwY3pe9o3uztpucueoY5pdE0awKYUSiCzVuYgqkAhmCQKogIBMEqm0E+ngbMCrGnqZsX5pyAphbmsTOEbWcamng4LShrBhYx9weVWwc18CRBbM5s2I5b23bxrXTJ3Cxt8ZYImAgEpCKdZJ0RHFdeuIg6MyX/ASBUEEgShARI4iIFwRiBJ0tRYQgECUIxEsE0qRSsoyMqXD1pMbTn7rAcLpEJ9IlNYdOuQVUFSopV6ip0VRSramirERXfVGWayms1KKo0KIs1+qGw0oqUCu1qGSlFOaVUpBfRn5BBfLCCmo0nemirqGnppa+mioGFVcxrLSSUaXVjCqtZmxlHWNqujG6rj+jug1leK/RDO49nn69JtCn13jqOw+ntmogamUXUhIV+HrFYmXhhkRkiSCYIBKM9N6gBq8fAhOJ/qv+BfuExmmMHtdI07TZrFm/jeMnr/Du9c/44s4PfP/oKQ+/+4tvHvzBhx/e4fS5d9i0dS8jxzQSGBKJq4cvTm6eOLm54+zihrOrC86uLri4ueLq6oqruxu2dg4Ym1sgMjFHMDRDkJgjtXUjODGHgure5NcMpKhbA5r6wWiqelPXZQCDBzTQu647Rbl5hHh4kJeWwoA+PVm0eCE7D+/nzPvv8MG397nz1y884jm/6qcbn70C+/MX8Je+8fTomQ729z5/Cfv1925z45NvuHXvNz679ys/fPMrPIYP9u5j18TRHJwwhGMT+rCuu4JFFclMzgtkiiyY9d3k7BlYQ3NuLGVmAg3h9syRhbCyIo3VtVksq0pjtiaWZV3yOdk8hAON/dg2pidL+9TQ2qczm8YOZ1/LdM4uX867e3fzydtXiI0IxVQqxkTfGGnfqrcVdHeu+ggCwXqoUwSBHEEgTxBRIAjIBBG5gkC2XjmCgEwkoBRL0EiM6GLtQDd7V3q5B9A3KIpe0cl0T8miPjOP6lwZtQotlcpy3d2lmjIKSkrJL9EgK9Yg06iRKYooLCiiMF+NMr8EtaKastJuVNUOoHPdEPp2G8agbkMY1m0wI7sNYkzXQUzsNojJXQfQ1G0g03oPZ1r/0cwY0sSMkTOZOm4+kye0MmHCYsZNWMLQQTMZPGAGfXpNpKpiAJnpZXh7xSA1sNef60z0GYHB30cL2j8FRf8d+H/BnpKeQ1JqFuqSKiY1zWTX7je5dOVjbt/5nke/vOCbB3/w7Xd/8uHHX3Lm/FW27TxI45RZxCWmERgSiYdvAG7efrh46KHXA+/q7oabhzvW9g6YWtliaGmDYGyJYGSJtU8IKaoq1D2GklHZn9xOQ8iv6oustAvaqh706N6f7p27UqEqItDVldToSOprKpg+YzLrdmzgwLnjXLz1ITcefsXXj3/lh2d/8jsvOqJ7+6reHy90ltU/PIPP/wvslz74ilt3f+erL37k17vfc2HTdt6c28LhyaM4Nmkg63oWsaxTFour0lham8nK2nwWl2QwIzOasTG+zMwJY548ivlFsSwsTqBVm8wcTQItJcks6pzP9pFdWNpHy6waFXPqtCwd2IstE0dzbvlSPn3zKJ9euYJWpcBMIsJc/LKyYCMI+IgFQgURcSKBDJGIQpGEEkFClWBArSChVv/3CsGAcsEArUiCViyiSiKhs9iAOpEBvQ1N6W9mw2A7d4Z4BjAoKIoB0Yn0TkihPiWbzrJiKuRllChKUCo0yJRqclRFZCsVZMuVZGXLyMmWU5CnQaOsprq8Fz26NzBgcBPDGpoZM3ImE0bMYPKI6UwdPo3m4VOZNXwKc4ZNZs6wycwf3czCcXNYOLmV1umrWNSygflzNzN7zjZmz9lB46TVTBq/grGjWhkysJna6qEkJxZhY+2rP9v9A/ZXO6n/l7maf8Hu4OiGg6MbsQnpDBk+ls3bD3Lh8od8evsB3/30jG8e/sl3j57w4c27nDz7Nlu276dxyiwSk9IJCI7A0y8QV19/nDw8cHBxxcHJEQcnR1064+qCnZMz1g7OmNg5IBiaI0jNcQqNIb2sDlldP1LK+5BRPYC86n4oqnpSXNGNqsp6qkor0CrkeNrZEOHriaYwh5EjB7Fo6QI279vKkcunuPzZh9z+6Tu++v1Hfnz6mL94WYh5jG4I7Ffg4XO4/dMfXPsn7DcfcO7al1x5/2s+vfENX310h8NLV3Nh2XL2NY5h86B6dg6rY15ZKhOyg5mSH0FTdjhDw9zo72tPQ7gn/QKsGZfszWxFDNPywxgW50pDsjczNYm0dZWzrKeGxuI0RhYkMqW8kIW9OrNu5BBOLZrPjYP7ef/sWYb26YuZoNubtBQE7AUBD0Eg1tCIVLGEfLGEUrGUzhIjeouMGChIGSIYMFiQ0E8wpq9gQh+xMX3EhvSRSOknljJIkDBYkDBCkDJKasYYCwfGO3kx1jeUkaExDI1KoHdCGj3ySqguKEMrL0Et11AoLyJPriKnQEFOgYLsLBmyXBUlympqKnrSp/soRgybwdhJi2ictoyZM1bRMn0lc6evYMG0ZSya2saSKW0sm6rTqhkrWTlrLavmbWZ16y5WLdvHihWHaVtxhCXLjrB4wQHmNu9k2qR1TBq7nKGDZlJa3IdA/xQMpQ766G6kK03+c/Lx/wL8v2C3tXHCxtaJ2NhUhjWMZ9uuI5y/9AEf3fqa+w//5JsfHvPgx6d89Mk9jp++zIbNu5k0aQaxccn4+gXj4RuAq7c3jq5u2DnYY2tri62tLQ529jjaO+Di4oaDiysWDs4IBsYIBma4hMeRVlZLsraepPKeZFQPoLDzIIq7DERb25OS4grdxbN5eTibGuHvZENuSiz9+9Qzc/YUVm5cxhtv7uXUexe5+fAud376jod//t4R3dtv3/gV3Xjvgxd/h/3SOzd5/73bfHLzAZ9++QdHTn/ExXMf88nlj9k2ayHnlq1g98QxrOxVw5pe5SzromKqIo5+4U50cjWms4sJ3Vws6OpsSh9/O3r5W9M7wIYaNwM0NgJ9I52ZrU2ntXMhzdpMBqcF0y85hMkl+SzuVce6EYM40jKdK1s2ce34caaOHYeZIOAgkWArCLgKukNnppEpMomUUrGUegNDBhgYM1JswnjBiEmClPGChNGCKQ2CGSNFpoySmDJabMwYkYRxgpjxgsAkQcxkkTHTTWyYYe/ONK8gJgdGMTY8liGxqfTLK6G+QEtVYSllCg0qhR74QiX5MgWyXAXqQi01pV3pVT+UYQMnM2HcAqZOX8WM2etZtGgHixftoG3hNpYt2MrK+ZtZPW8za+fqtGHBNja2vsHmZfvZvOoIG9edZN3606xed5o1a0+xYc152hYcZNbUrUydtIbxoxbTtX4UifEK7O38/jvskv8P2N2cvXB18SI4OJpRYyezdedhzr31vg72H/7i25+ecv/hn9z8z9dcuPw+m7buZfLkmSQnZeDjHYCrmweOzk7Y2tpibWmFnZU1zra2+Di74OfhgbuzC04Ozphb2esiu7El5h7+ROTIKajvS27dYDKq+5Fe1pW80no0ZXW6a07kRRTnZONmboSHpRHBng7IMuPp378rc1tnsfGNDew8upvj773Fx9/e5d4vP/LNrz/zBy9t735D5/R77+lTbn7/M2/fvsdbH37G2+/e4v33bvPB+/c4e+Vzjp+9ya7tJ9ixfDtHlm/k8NyF7Bw/lp2jBrOiVxULa+S0lGbSJcAGhakuNy4zF1BIBDTmOmeraEF3aO3sZc6IlABGZ4YyNMWfkTnhjMqLpkmTwfz6Elb078rGhoEcmjGZcyuW8dGZs2xcuhxbsW5x2EEQCJUYEKHPz9ViQ7qbWNBLMGC8qTUzTGyYJhixUGpJs2BMk2DOJMGSRpE5jWJTmiRGTJdIaREbMkdkwExBYJYgYbaBGbPM7Znh5MlUryAag6MZGZVCz8Q8atIK0WYWosnKR55bQH6ujLw8Gfm5hSjyVf+HtbeOqmpt//WfOecKFt1iB3ajIgYmSiNhd3egYnc3JoqCgKiEndvcNiElgpSB3d2K7r2v3x9r6fZ99/6e3zlnHMb4jMUgxoCxrvnMe97xuenq14NhvUczYcRMZoYsY+H8cELXxLMh/CAxMSfZFnWCmMhjRIUfImbjfrZt2Efshr1sX7+XbWv3sG39XrZtOsS2iGNsj/md7TsusCM+mfiEFBK3X2ZH5Hk2rT7CioU7WTAzgnGjFuLRoSeVKzXE2Ngelcr0b9iVX1Kz/6ewlytVgdL25alZowFTp84lYddv/wH7kzfffsKefDmH+PiDzJu7lGbOrlSq4EjpUg7Y29lgY2GOjbEJdiamlDE3p4qtLdUdHKhsV4rytqWwNLdBUukQshbZyp4y9RpTr4MvLoEDaBrQn1b+fekY2Be/gJ74eXaiY/OWtKpXjxp2VlSzNcPR1oxalUrRumUjBg3txcp1S9lxII64kwc5fTWN7Du3uPvm5U8j03cGPQXufPlC7vPXpN26/xP23CvFXLt6j4tptzh9MY99u06xa0s8xzZv52joWhJnTiNxSjBbR/Rm68gerO3txZC6ZQmwU9OnvDlDKtnhoQh8TAWBtjLdyxjRpbSWoFJqelQ0YUSDskxuXYs53s7M9mzKwoA2rO3TifChvYgJHsrhedM5u3EdRZcucuXsOcwNGZdKQsJRCNqbmONtZExn2YjBWlOGC5kZsgmLZFMWCw1hKnNWCWNWKNYsU1mzTGXFcsWUFYqOUFnNOqEQJiTWC8F6IbFONiLU2JKl1g4sLFOR2ZVqElKzAf3ruNCloSudGrvi6dwcN5fmtGnektbNWtC6mStuzdsR2DGQId2GM2n4dOZMXsGShZtZvTqejeEHiYu7QPyOs8TF/s7O6FPsjDzGji1HiQs/RFz4IXaEHWLHpsPs3HKcndGniI89R0LCJRJ3pbJ7VxqJ25KJizxPxNojrFmcwPJ5UUwZv4Igv8HUr+OKic4Au/h/AHsZm7KUsSlLLcd6TJ0yh8TEo1xIvsq16494/PIrT16V/IQ9NTWHhLiDLJi1hGZOzalUuhJlrGxxMDfDTqfDXqOhjEZLRZ0J1c0sqWFlQzUrGypbWWNvYmEofasRshaVjQMWVWrh2NydGq18cHYLoI1nIB07eNPWpQVOjo7UtLWhtp0lNe3MqWiuxUYjsDJTUbe+I30HdGfO8vms3r6F2GMHOJ1xmbwHd3n+9Stv/vyTp9++8fSvP7hT8pWi9+/IevyclJt3Sc25SUbWDa5l3iLv6j2SL1/n7IWrHNh1nF3hO/gtPIbDK1cTP30KcZPGsm38IHbNGMGBOWOJHNGdwXXK4WEi8NYK/E0VAm2MCLDT4m+rwddGxt9eTb9q1kxqWZNFfs1Z1b0jS4PasjSoPaE9fVjfrzPhQ/uwd2owJ0KXcmLbNl7duEUdOwdsDenFSkLQStbQXgh6aEwZZWJFiJEliyxKsdrCgdUaSzZoLVklTNhgXIZ1xmVZqyvFWiNr1mlM2KDSsElS2CwktgiJzUImTNKyWmvGEjNrZtuUYkqp8owp70j38rXwrVIX92p1aVezLq616uBSpx7OderiXLs+zes649PSnUGBA5k8fBoLp65kxeJINqzbRcTmgyTGnWdX3HkSdpwlIfY08VEniIs8RtymI+zceJjtGw6yfeMhdmw5ys7IY8TFnCZhx1kS4y6yO+4ScRG/s3PTSSJD97Nm0XaWzdnC9AnL6REwFJfG7THV2RqsVX6BXf1/GcaUMXegtIUDNSrWZtrEWSTEHebCpWzyrz/i0YsvPH75lcfPP1N04zFpqbns3nmQ+dMX4VKvKZVsylHGxJyyOh2l1RrKKgoVZRWOajU1tEbUMjGjpokZVU3MKWtkiqlkyJdKeuCFqQ0m5WthXaUBles4U7dhcxrVa0y9yo44WllRVqNQxVhDNXMjKppqsDSUhc3M1NSpX4N2Pm6MXzSTldsj2Hf+d5Lycrj24D43X7+k+N1bbn58R967N1x58YyU+4+4VFRMcvZ10jOvcy3zFvlXbpOaVsC5C1kcSDjM7k0xHNkUwcHlK9g+JYSYkFEcXBBC/LQR7Jo5mlMrZ7KyuxcDa5antRA0FYLWsqCJ0Hu5u+kEg2uVZYFXMzb09mbzQD82DfRnTS9PVnTtyKruXoR292Fd3yB2jh3GoUVzOB27jdyz5xjbpTuVFTU1JRU1hN7htq99GfyFQl9hxFiVCXOMbVhhbs8aMzs2mNmz1tiOzVZVCLeszEbzcoSZ2rPRyJxNaiM2ywoRQhAlyURKEpskNatURswzMmayiQVjzKwYZOVAoE0FPByq4FamCi3LV8SlQmUaVapEw0qVaVDJkcYVa+LeqBUDfXszbfh0ls5Yzfrl0WwJ20N0xBHit58mIfY0iTGnSIg+SVzkMXZsOsy2dfuJXrOXqNDdRK3eQ9TavUSH7SMm/ACxWw4RG/mb/i4QdoTY9YfYvDyelXM2s2DyGiaMmE1n7744N2iFuZEtGuUX2GUJoZb+t6ac/gF7aZ0tDiZ21ChbgynjppOw4xAXL14hr+ghT1584cmLLzx69okbNx6TnprLnh0HWTh1Ic41G1HBzI5yGh0VVAoVFZlKhmpeLUmmnqKmnlpDHZWW6hodlTQ67BU1RoZKmJBUCJVOP1RtYovO0gFbm9KUsbKnnKkZ5bQayqsEFRVBZSOFCjoVpdQSxpJ+CNnYRIOpnSXNfd0ZNnsykQf3cCwtmQt5uWQ/uEfBy+dcff6Ey48fkvzgHudv3eF8/g2SrhSRnnmdvIxbFFwpJv3yNS5eSOVQ/F52b4zgyMZw9i9bSvTkYCLHD2fL2AFsmzyUXXPGcWrVbGLGDWBNT3+G1XHE3Vg2FHgE7YwE/WuUYZ5nczYP8GfbiO5sG9GdrUM6s6G3N6u7eRDa1ZPQLl6s7uFL7Ij+7JszjdNRUaQeOkLcytXYC33pv4YQuBmZ0lgIehpZ0F9lwki1GcEqU6apzJhnZMUiI2uWGdsRZuVImEUV1puXY72pHWE6c8I0asIlwRYhiJIFkZJggySzTFaYoagZq9YwSKOjh86cTqb2dLR0oK1VKZrblcK5VGkaOjhQr3QZ6pYpQz37crSr3YS+Hl2YOiiEZVNXELYsmq1he4jdeoSEmOMkbjvBrpgT7I46TvyWI2wP209UaCIRK+KIWLqDzct26D9fFUfkmgSi1u0ien0i29bvYmfYfnau30vEsu0sn7GOWWMXMbrfePzbd6ZxzaZYaK0xUoz/LipJErJK+r9LPZZWW+Ggsaa6QzWmjJlKQuwBLp7PIr/w4U/QHz35yK0bT8hKvca+7QdZMGk+zo4NKKe1pLLKiCqKRHVZppYkUU+ScZIkGkkqGstq6ksq6sgaHBUN5RQN1rIaE1mtD2kUI4Ss00vSoJHUmAgFGyEoKwkc1QpV1BKV1RLlVAJ7lcBckdAY2juFIhDWptR1b0XIikXsOHGEExlpXL51g+ynj0h9eJdzxTf5/dZ1ThZe5/S1Qi5lFepP9vSbFGbeIuNyNsnnkzgcn8jusE0cXr+BvUsWEjlxDJvHDiFsVB82Bfcjcf54Tq2dR9zUUawf0JV5Xu2Z7OqMp4UR/vZm9K9ensmuTqzs7M7mAYFEDApk8wB/wvt3Ym0PD0K7urOmuyeru3mxtrsvMcP6snv6RPatXkXOyZPkHT9J35auNFBrqScE8zr64CYU3IXAWwh6CxUDhYpRQssUrTmTZGNmq61YaVqelcblWKUrxSqdFaEaY9aqFMKEIFwIIoVgsxCsFYKFQhAiBMOFRG9JIUgxwkdtRgcjS1qbWOJiZkEjSwvqW1tR29qSmjbW1LSwoUWlWnRt6cnYbsOYO2Yeq+ZuYPOanWzbfICdEYdJ3HqUXVG/sSvyKHHhB4lZs5uIpTvYuCCaDfO2ErZgKxsXRhG2eCsbl0SxaelWwpdFEb4sku1r4ohdvZPwRREsDlnOlKHTGNx1GN6uPjhVc8JKa4lO1hm2YevNlBRFP2/6fwy7g2xBKcWCanZVmDJqCgkx+7l4NpOC/Ac8ff6FR08+8uTxR4qvP+FKyjX2bz/IwpB5OFeuRznZDEdFQy1Fpq6s0FCWaSIrOMsSLkLBRSg0kdU0kFTUEPqVIPayCnNZhZGsQpY0hhYCLYqkMZhY6svjZYXAUSVTRRFUUgRlZYGtpO9dVgv9QK1QJH2HoIMFbbsHsjhiIwmnT3I8K52Lt65z8d4tjhVc47f8XH67ls+Jq3lczCwgLaPIAPsNsi5fIeX8eY7Gx7NnwwYOrV/LnkVz2TJhJJtGD2L3wkmEjuhBWHB/EudPZPecENb078psz/aMberEqMb1GdagJsOdajDRtSEL/NqwqrsHq7t1ZGXn9qzp7s7Kzu1Z2bkD63p6s6GnH2G9OrFtWG92TZvAuaitnIuL535SCs9SLxM/aw7+5StxcWkoGctD6Wxkhr9Q6CG0dBaCnkIwQmgZKbRMM7JlrsqeBYo9C2QLFsnGLJXVrJT0cG8wAL9eCFYJwRwhCBaCgULQVQj8JIWOQkUbYUQLxYgmGiPq6rTUNDaiqrGOqsYmVNaY4GRfHq96zenn3oUJfYKZN2ERaxZuYfOanWxetZ3I0J1ErYknek08W1bEsmF+JCumrWfJxFAWjV/JovHLWTxhBYsnLmNJyFKWTNZr2eRlrJm+mrUz1rB0whImD5rMsJnjUhMAACAASURBVM7D6O7ejTZOralVvsZP2FU/V5hKKIqih/1/Afq/Z2OEKWWEGdVsKzB5ZAjx23Zz4Vw6BQX3ef78M0+efODJkw8U33hEVmoO+7fvZ+GE2biUr01FoaW2rNBAFjSRJZrJAldZopWkV0sh01LR0EhSUVNIlDd48pkK/biZJGSEUCHJGoyNTLDQ6DAX+gqivRCUkw3m87LAQS1hrehL6YoQKIqCotUgtApCLahYvxZjZk4hPHE7caeOcOxqKudv5/HbtQyO5aRzMjuLM5nZXMq8RlpmPlczb1CQWUjRpcvknzjFxehtHA9dzfHVq9izYBYRwSPYPLI/a/t1ZvOIPuxZFELE1CGsGN6FKb6uzGzvwogalRlavSIj6lYluEldJrVuxPSOLsz2bs583xYs8m3JisC2LPNrxeqAdmzq4cOWnn5s6d2J7cN6s2/qWE6sWcm5qEjuXDzLi7RU4qfNILhJM/KWruPusjDuLF7HqQFj2NDKnQHGNngIgb8QdBGCUSorxkvWTBbWTBOmzJI0zJdklgjBciFYKQShQrBECOYKwUQhGG64YAKFwEuSaSUkmgsFZ6FQX8jUlmWqqxSqqFRUUWmoIFTUNbOjnWMDujb3YLh/f2YOmcaq6aGEL9lC6IzVrJu5lrA5GwibtZ61U0NZFryYeUNmMrPvZGb0mcSMviHM6hPCjL4hzOw3iRn9JzJzQAiz+ocwd8BE5g+axIzeYxnp24/ebf3xc3ajuWMDHK3LYKcxw1TSojG877IkUJT/nzDmf/KNqSdMcRRG1LB0IGTEOOJ27uJSUhoF+cU8efiGl88+8uzpW/LzbpCSlMah+P0sHjeN1naOuKjNaaXW0FYt0U4l0UERuMs/JOGmKLSUhH5ZlKyfILGVZYwN1ge/jlf9aF9VC/HTl1snBMaS3hnLSPqv0SxZ/3s/BpONNWqq13Rkzoo5RB2IIfHCXo5ln+RU9u8kntzFsfPHOXb6OGfOnudSajq5hcVcv5LHq7NJ3Nsay+3V4dwJ28K5xQvZNWMS8VOD2Tq0H3G9exDbqwtr+wewYJAXIQPaM7ZTI0LqV2RCGSv6WxjR19aMAZXsGdXIkUkdGzM7oCXzAluxsJMrc9s3JNSzOZGBHYjv5ceu/kHsGdadg+P6cXDycE4vnklKxDoKTu2l8PQBXDQyydPm8GjSMp4Om0eq52DYtAeyi/nj5EWG1WhAI6HP7fsLLV2FltE6e8YqZkw3MiVECGYIwRQhmCXpX2dbmDPR3JIRphb0UDT4CIGPpH+wdhEqGgkNDYRMHSFRW8jUVjTU0eqoqzOjptqEukbWOFuVx61yA3o0dSe400AWDZ7GuvGLWTlqNqGjZ7Fm1CxCh01nWf8JzA4aTIhHD8a1CWS0ayfGtenM5A49merRlynu/Qhu35ORLbsyxKUTo1r6Maa1D2Pb+DK8pSe9GrriXqkOjazKUM3IDGuh93HUGd7rnxmZH63P4pf51F9AF/9mbOokjKkuNNSwtGfiyDHsjNvFBQPszx684vXT9zx/8pa8/BukJqdzOH43K8ZMws2mIq1lU9wUBXdF4CELPCV9fOkt9J93UCRchf7U/wG7tSyjlQ1P1f8Fuyz9LbWhA1AxSJL/8x/5AbtWyBgZvADNLHUE9PVl0aZ5hO8PY+uRcML3rCd632Z2H9zOocO7STp7lutX8riXd5u3mUV83HOM69MXEd3CncyQ6aQtX8rxxbPYNXUcO4b3J65LINsD/Qjt4c7s3m0Z06spw92rMb6aNcFWWoaYKAyw1DKwrAUj6pVnfNvaTPNpwizfpszzcmaRmxNhni3YGeTO3l6d2DcggAPDunJoXG+OTh7M7/NDyN+5iaTEDVw/kUDvsqW5OXMJLI7lfIMADjXyJ2/cIj4fPQtXC+DmfR7vP072ygguTVlCuHtXugpTugjBMFlFiFrFFLXEREkw19qCSWbmdDe8J12MTOliaoGnrKKD0HdtNhYq6gstdYRCLSFRU8jUFirqKjrqaUyoIbTUlk1oZGxHG/uqBNZsxrCWnZjmN4CFPUazuNdolvYew7KeI1nUZQizvXsysbUPIxu2YVBtF/pUcWJANReG1GrFsLrtGVrHjf412tKzsitdKzgzqFYzhtR1YWi9Zgyo40w3x7p0sCtPI6051SQ1ZYR+B6qFAXj5x3v/Xz3+ivivoex/O9kbClOqCSOqWzkQPGocsfG7OZucQX7+HZ48fMPrpx958fQdBfk3SUtK52jcblaOmYS7dUXaySZ0VFR4KgIvWX9a/JCXLPBQZFyFoLEkqC3rtyLYSBI66b+uQsMfKUnST9h/QK5RK6hVMiqDZJWCUBlsGBT9KJdapx9SFmpBlcaOTFgQzLodoYTGLiN0xyrWJ24gYk8k+4/s5cqZSzz4/QofjmbzZ2Iy6UOncn3CLKaVrszladNJD13GycUz2BUykl2jBpLQK4jY7r6s6+XOwp5tmdK1CePdqjKhuhVj7FQMM5cZbKUwqKyOEbXtmNDSkekd6zHHvR5z3eoQ6t6ILb4tSOzakf19fTkwqBMHRgRxYEIPDk0dyKEpw0jftIz0hDAeHttFtFcnvi0O589xqwi3rM8ok4pE9h3B0wsp5Bw6yur+wxlU25mIvmPIC9vO690nKdl3krQpcwi2K8VQSWKAIVwZKgn6KyoGmJjjKSSaCoG7yggPrRHNhaCjToeTUKgrVAbQ9dm0mkKmllBRRzaimpCpITTUlYxxNrbFza4KnR0bM6BhW0Y08yTELZDJ7QOZ1NaP4OYejGjYir6ODejiUBV/qwp4m5bFz6ICATaOBNnVwN+2Jt6W1elo4kh7owp0sq1CQKlKBJWuQoBDZTysy+Cqs6S+UFNN6Ds+ywmBg9B3gZpLAp0s0MiGbXrib2n+C/p/CWPMqSKMcbQuw9jR44mJ38uZlCyu5d/j8cN3vHz6mRdPP1CQX0xaUjon4vawZkwI3tYV6SBM8JRVP0H3/UU+kh72lgbYa0nS37D/sIeQxM+5QyFkJElBFnr9MKf/e+ZQ/qdkw2ymTv1zflNTSkvvMb1YuHEuc9fPYt6G2UxcOJ6wrWs4c+QQd8+lc2v7KR5vPEbGsGWEVWjKl0XrWFm3EYWrlnNhyRyOLZjMgamj2D9+MAdG9mXPsG5EDwlg4yAPVvVuxULf+sx2Ls/UahYEO6gZV1rN6IpGBNe1ZmqLCsxpX52FbjVY1K46G72c2BbQnD093Tg4wIsDQ33ZO9KXvRM6s39qT/ZNH8KJhSE83B3N/bD13Bw9FRZHctzJl8Nte7J9wBgOrQtj3fz5DO7aFRf78oxu5cmA+i3oVqk+j/ee4vnekxSHx/AgPJLbK5aRMWE8J/r1xUsIOisaPISEr8YcN5Up7VQ6Ohqb0lwI6gphgF2mlpCoIQTV/gN45edJX09oaCyZ0lJrQwfzcnSyq0rnsjUZUNOZgTUaM7CaE/0q1aFH6aoEWJXB28gad5U5HmoLvLQ2eOlK4W1aFk+TsrgZlaGNyoFWsi3t1Ba015rRQWdBB50FbTSmtJC0NBYSdQ1/Yw0hqCoJKkiCMpLA3pCssJH1J76F0CcuTMXf+5j+dSyvtrCkojCnkk15Ro8OISrhIKdSr5Kb/5BHDz/y6tlXXjz5RGHBbTKSMji5cxdrR4fgZ1UeD2GMt6zGT5LwkyT8DfKTJHxlBU+Voj/ZDbFgBcPabd1/AKzi74196p+SJY0+W/PL9//7Z4WsRmjV+ofUH81BxgK3wLaMnDuKcUvGE7IgmGnTxpB88ADXD5wkOyyRhEFzODx6OSEOLizWVYYVEWxo1Jyi1Ss5NX8KJxdP5fjc8RydOpTfJg3iYHBPEkd1Zscwb6L7tWdjkDPL21dnYdMyzK5hyqxqxkyvacIsJ2sWupZjeQdHVnWsxmq3qmz1qU98UFMO9G7DoUEd2D+0I7tGdiQh2JuEyUEcWjyKSyum82z5CnK6DoAJy/kzJJTV5Rpzf902ePqahwUFzF84j4S9ifx+5BihU+ZQXgj61m7JtZ1HKUw4QmLITKIHDmP/qNGcnjSRq8uW8+3oMSJ69sVVaHASMh0tHagjBM6SQicHB5pIgkYqDXVlfQhT/T9gF9QREg0kFU5CQ2OhoanQ4iqMaaeY4661xtvIliDLcnS2KENnizJ0MXegs6ktAToLfNUmeCs6vVSmeGks8NRY0kFjQzuVDW1kK1rL5rQUGlyFilZCTWtJQ2uhppVQ0VIoNBcyLkKmidCns+sLQW1DLaeqJKhiOPVLG05+e0lgJwlsZf0s7j9gryWsqSAsqGhTkZFjJhOZeIiTqblcLXjMo4efefnsGy+ffqYo/zZZlzI4vXM3YaNDCLCsgI8wwU9S/4T8n7Cr9Se7kKhlWOf3Y9uC8h+w69sIJGH0U7KkQ5Z+mK7+p2ShQRFaFFmLrKj/DoUM8Xz9JjXpPbgLwSFDGdyrM+EL5vIqOYvLm7YzoYUfrY0qMsY1iI7CjhXm1SmZtJTIpq7cCVvDhaUzObxgHPtnDOXIzCEcnNib/WOC2DPUl8QBHsT3aUd0FxfWe9ZhZZuKrGxiz/KG5ix2smBZUytC25QlzL0KmzyrssndkW2+tUno7MT+3s05MLAVewa3Im5YK3aObsv2CV4kzupP/tr5FHbux3UXfwhew7O+M9jh2ZOXJy/Cyzc8uH+X31OSuf70kd7h7N5Tts1ZTU78SS7FHqJjtUb69eZCP8nUycGBXlWqEdZ3EO8vpPLbktX0atCMerJ+t2tloa/41hGCpkZGNNSqqaeSqWWA/Afo9YRMY1lDE1lNM6HGVWhoJ4zoKHR4ChO8hI5Osin+KhMCFBMCVcYEqnU/FaAywlsoeAoFd0mDm9DSVtLRShjRUuhoKbS4Cn2o6yoErYV+ZWR7IdNBVuGu0tBOkmkjyfrsniRoJgTOQl9hrm+IGKopMtUUmSoqvSpq9Ppfwz56KpEJRziZmsfV/Kc8ePiVV8//5OXTLxTl3yU7KZOzO3YTPjKEzhbl6CRMCBBqAoRCgJB+yv8X2FsIQSMh/Uw92ggJo5+x1Q/Q9RBLwhhhkCSZIUlmhhbPHxMrOiShQy10aIQxJkKHjdBhKzRYaLRIQmBqpqW1ixMLR48mcf4iStJzIauIq/EHGe3dGXMhYyxUdPUMYrp3L/Y28+Pj6LkcdvPlyfo1JC+dwZ6ZQ9kxqRe7pvTkQHAXDozwZf9AD/b3c2N33zbs6NGcCP+GbPKozvpWDqxrZkloY3NWNzVnQ+tSbOlQnkj3ikS6V2S7d1USguqwr2cT9vZzIWFAU7YPasq2Yc2IHdWOXRO7kD5+OPkN3MBtGPRbwDXvYWQsWs+91HQ+PH/FgSNHSbmay923b7n7/j1X869zMzkXnn3n453XTBo0jna1mzDAzZMJnYJwtrKhrBA4mdqwZPAosvb+xumIOA6viyB9+26OrVrNkp7daK5T08LMGBcTI5yMVNRTydQ2DIzUk2QaSApOQqGJkGkhFNoKNR2ECi+hxkeo8BMqAoWWQKEhUKgJFAqBQiJQSARJgkBJ4CsEXkI/UeUmJNoIGVeh0FKoaSEUWssyrSR9dslV6Cet3IWMt0pDJ40OL0mFl6TCQ1JwFzIdhN6gqo3hAbuJSqaBRkUDjYp6Wr1q6/T6B+x1hCWVhDmVrP8N9hJePYeXT0u4mf+Aq5eyOLtjL5tHhtDVvBz+QkeQ0BAkVAQJmSAhEyjJBMgyfooKD7WG5kI/TlZDSJQTEtZCMmRP5P+CXWcA3RQhzBCSOUKyxMauKvZ2jjjYV6VsqWpULF2NKmVq4Fi2OjXLVsO5bE3aODagXd3G1CtTAd+mzVk4ZCR58QcpuXSV0/PXcG7lZsJDZnMgIpb9uw5w6twlMvKuc+tCOvemLYcZq7ng1ZXimbM4PyuYw/NGEje9D9Fj/TgcHMTx4b4cG9CRowPd2D+oPbsGtGFHdxdi/OsS3qYUYc3NWOusY11TY8JbWhPVzoEYtzJsdSvLDu8qJAbUZG9PJ/b2bUJ830Zs7+fEjgGNiR/UkkuT+/Nbu3bcqN4Gus/mY7sRnHXtwf3dv/H01m3yr9/iTGoa95+94fm7L9x8/JLc63e4lpbH56dfKHkHD28/J+VUEvev3eD1jVucTdxDzomzHNm6k9Nxh9i/eScbZi5j8+wlLBoyksT5C8jaFkW3GpVpZWlMc3MtzsYqGmhk6qoFdRSJeoqKhio19Q13geZC0FYouAsFH6HQSSj4C4lukoZuQqGLkAgS+vx9gNDXAvyEIFAW+BkydR0lQXsh0UaSaS2raCWraK2SaSXrYW9pgLijEPgoKgK1RnSSVXSSVfhJCr5CxksIwzii/sJopVbRzEhFMyMNzsYqnHUaGpmoaGTyLyZJ+nXaaiqalWZg/1Hs2HOM4+ezuXLtMU8efefZ4+88e/SZ4sJH5CRd4ffoRKKDpzOwbHX8hY7OQk0XoaK7rKWbyoiuaiP8FTXesho3RcFFCOoJicpCXygyNzw5q4SCJNSo5R/hit51QFIsMbOsSPlKTtSq24omLp40aNiehg3a4NamE62budOiURuCPDvT3acr3Xw6M7bnINaNnsbVyD1w+SZ/nc0mJXQra/qPpl/L9hwOj4b333hceJvkS5dJOHCYS4VF3M4t4NGKLXydupwrPr3JHTic7PmT2T9tALsWDCRijDdJM/pydogXpwe4caRfG7Z2a0R0L2f292/N/h7O7PSpzE6PssS0tyeqtTWRLa2IaWPHTo9yJPo6EuHmwIHeDUjoVofDg5uxrkMZEns7sa1rHY72a8Up7zbsKVuNT+36gG8w15178HDscj5duMLTO/f57fxFLlzN5/79l3x48ZUnd16Tm1lExpV88m4+oPDmY/Ly7pKVfo20i2lkXkglNyWdoqxr3L52k/yMAooyi/j09D2f77+Atx85uGI5Z9etJDNqAynhoaRFrSclcj37Fs9mQe9udKlXEyedlkpCH9PXN4QN7VXav23/hERPrY4uQqKbED/VVQi6y4IeaonuGpkuakGAWuCjEngognaS/gRvLvSNdM5CH5q0EPp5gPaSvkbjLSv4ygo+QsJHSPgZ5POLPCSJDkZa2pkb09HaAvdSVng62OJe1paOZWz/Lc+uppqQcdRZ07/HAGJ3HODoqcukpd+m+OY7PewPv/6E/XRUwj9g7ypU+itcZUQXlZZOKjWesoq2skJTIVNXSFQS+n5tUyHQGE51SWiQhebnyS4pFphYlKV8JScaNnanVdvOePr0o2evcQQGDKKzfz9GD57I5FHTmD1hNqHzVrB55XoObY0jKSKRlDXbubRgMzuGTGVNrzHsmL2C+xnX+PT4BXyHm3k3SbqUxo7EvSTl5vP12Wvur4/hxpBJvB4+jePNO5A7bTwXFo4jbIwXUcE+nBrtx7kBHbg4uCMnhrQnsk9jNvdyIrGHC4n+9djpWZF4r/LscC9DTFtbolpbs729A7HuZYhxL8dWjwqEu5dlk0cFNnlUYKunI1s9qrDDqzoH3euT3rYtjzt257lrd2427sJ55y6w/TTk3+NG/k0uZOZypegeT+++4e2ddzzKfURBxnWyi4opevKcvOLH5OTfJSMjn5TkDFKS0shMzSLnSj75ebfIvVpMWkoORVdvcuVcCneSU4icPJE9syaya9ooMiJDyYpZz9WdW8iJj+JybAQn1q1ix+wZbBo3DmcTU5qbmNFUVtFACLrZ2uOj1uIhBD5CECQEnX9RkEGBkiBAEgSpBZ3UAi+VoIMiaCPrwXYxgN7E8OoiBC0lQWtJ0F6WcZcVPGUVnoaY3/sX/fiau6zgbqyjo6UpXraWeJe2xa9cKbzL6/UP2JsYUjuVhEIfn0C2RcVz8vRlcq7c427xe54/+s7TB1+4WfiI7EtZnIxOYOu4afQ3wB4k1HQRarpJRnRVdAQpRvjJGjoqalqrlF/idWHYZixQ/QK79MvDqZGxPWUr1sHJxQMP3/507TWOoaPmEDxxMcOGTmX44IksnbuaFXNWsHTqAg5siSNz/yk2TJzNCO9uOJeuhlcdF34Lj+VT/n3e5d/jjydvKXn9Gf6C56/eU1B4i/CwKA7vPMT3/IdwMoWkXiN4N2IWF5p7cHXEUI6N6sXqvq2IHevJvl6u/N6rFZeGeXBihBtbB7qwsY8TsYENifWoRqxnBRL9KpPgXZHodvbEtC9FvHdldvg4ssW9HLt6ORHZqSpr25dlZXMbNjQvxZr65mxpYMf+hlV416Uvn/2GcK9VD5Ka+PNq/mZKjqbw5eYTsjPzuXL1FneKX/Du7gdeF7zkbtZdiq4Wk3fnAdefvuDarUfk5N8lPauA5OQskpPSSb2cRcaVfK7k3iQr5xapafkUXbtB9vlkLu1KZMvE0WyfOIRNA/05NGcsv6+cRVrkKrLjtpCVEE1mQgyZu+K4snc3Kdu3s2LQYFpb29BUpaaOEARaWeOnM8ZTSATIMkGyRJAs0Vkl6KwSBCmCQJWgk6IH3UcrcFcL2ioCV1ngIuvvFE6/qLHhpG9pGC5vI8m0k2TcFBUd5L/lpvyttioVHmYmeFib41vKhk7lHQisVJYAx/IEOJb/J+yehquqthD07+DF9vAYzp5OoSD7Hg9uvufZw288ffCFGwUPuZKUxYnoBCKCp9G3bDX8hBGBQkUXoaar0NJFNiJAZYSXosZNUdFSUdFAkqghJMqKv/cEKf+RhfmRSjTC3LIcNeq40M6zBz0HTGTY2HmETFvFhElLCV0VzcK5q5k6ZhZ7onaTcz6dS3uPETl1IYXHLvDxzlN+P3ScsyfP8ObVW57cfsC9gtu8efiSt4/f8OXjdz69L+HhrSdEr43i0JZdcOcNX08m8WTFRm52G82bQSFEVa/NiT6BJAz3JWpgGxK6NOFYzxacHtSWg0NbEzOsJZGDXIgNcmKrmyPR7pXY7lWRGLcybGphRWQbBxL8axHfpT5bO9Vgc0BNoro2YGnLUqxwtmdJVR07mlTiSLOaXPfxgD5jeeHWh1ueA3g+aQXk3udNcg4PCu6Sfjmf/Ct3eV78jq/3S3hd9IpbOfcoLLhNfvFdrt2+S/71++TkFZOZmUdKaiZJyekkpWaSmpnL5exCfk/K5lJqLteuFlJ8JYddocuJDBnO9uA+xI3pwdHZI/l9+RSSNy3i0uZlnApbzolNoZyNieDy7kTyjx/n/dUcTm0Iw9XSitamFjQyMNNMCLxVKvzVKoKMtHQ1MaK7+d/qYqbFWyvw0AraawSt1YJmiqCJpAe8ntDn0etJet8bJ0miiZBpKmSaCYVmQsFVpf0PtVRpaa42SKPGzQC7dykb/CuUpnPVCnSpUZkutar8E/ZJpSsw2LYUPnZ2BPt1In7DFs4cOkNOSiE3ch7z4sE3ntz/zPXCh2QkZXI0Jp7w4Kn0Kl8NH2FEJ6HQWajoIjQESVo6KVo8VWraygouKoU6ssBR0udBzYW+yiV+9LP/YmYpS1qsbMtTr3EbfDsPZsjo2QRPWc6y0Fg2bNrFsqVb2LZ1DxePJ7N8+iKmDBpN/tkUePeNV9duQQl8fPOBU+cuciYrk4v510jKy+P9tz/5/OEP/nxRwl+PP/Ou4AmHInZzcNs+PhY/4WtaNkXL1nFnyDRudx5Gce+hLC9tx07/lsT1bs3OLo050KcF+we0IH5gM+JGtSVxrBuJfVoQ412HjW3LEuZqz6om5ixtoGNdczti/GqyvVsjIrs1YK1/LaL7NGd564rMrWFBaFUrfm/blEKvjnzs2Z8nbbvwwm8YtwdMhrRCePQavsKjhy+5lnOHe7nP+HDrM5/uf+XRjRfk5t8m5/otrt+4TVHhLa4X3CE/9ybZmddIS80kJTmd5JQMLqbpm97OX75G0uUc0pMzeFxQwNa5Uzm0ZArH5o0ge8N0roTNIn3DHJLXz+Vi2CLOR4RyMXYzlxJjubQ7nuNR0TzKyOR78R3un7/A4BatcdYZU0sIWmm1tBL6thBvnZYACxO6WVvQw86C7rbmdLU1x10raK+VaKOWaKGWcJYFTpIe9FpCnzr8odpCoq6QqC9kGhrUWFbjpKhpqNKrvkpNPbVe9dUKLYw1tDHX0dHeEu/ypfCvWp7AWpUJquv4T9ijW7iyxqUpExs1ZEmfvuzfuIULh06Tn1rE/fxnvLj/hSf3P1NU8ID05EyObItn4/ip9ChXFS+hxU/IhpSTmgBJg4+ioaOiopUi46zoU1mVZH28biwMzTxC1k8rSSokSdFXT2UttqUq0aSFO936jmXslKVMm7eBFet2smrNdtas3samNTGsWbiOPZHxPMu/zZf7z8i9kMrN7Gv88eEr/AWPX7/lt+Qktp84xt2PH3j45gOfPv2pn75+VsKz3PucTPiN3/Yc43HhbXj8HE5eIKPXGB70Dubd0ImkengyXBKsd3Vki3ctdg9yZf/ItiQOb8XBiV4cmxLAoREe7OrVnI3tK7GqqQ2L6puwrJEFYW0rEOlbh4gujQjv3pjoQW3ZObQDkYFNmV7ZjEPtmnLFsyOvgnrw0r0Ltxr58qTLOD6HxcLL9/Dpk35V/R/w8RV8uPedzw//4vWjb9wufsHVwjvkXL9J8c3bPCi+w828mxTlXCc3I5fM1CxSk9NJSk7nQkom5y5nczEjj+S0XDJS0nl+s4iDaxdzJXYVaWsnczt6AVfDppG1cRZpG+dyceMCfg9fyumoDZyLj+XS/j1cO3eenDPneJVXRMmtu3wtusmiAYNoaWNLA0nBWQhayxIddUb4WpkRaGtFkJ0lATbm+Fmb0s5IorVWpqVGpqlaopGsP8VrGcLn6rJMNUVFNUmhmqRQXcjUMKi6kAyvMlWFTGVJppKhx6qiIlNZFjRQBC5GMq4WOjqUtsarcmn8alTAv3blf8J+qXtXjvfoxsYAH6LHjeFkZBQph09zK+MmL4vf8ureF57d/0hh4QPSkjI4GBPHhvFTLjo8LgAAIABJREFU6Fa+Kh5Ci69QDHl2Ff7i7yxMC1nCSSVRU9ZPG9mKX4pJkqyvfkqqv/tiZA2lylWhVYdODB49jZmLNrJkdSzrt+xlTVgCCfHHePHoA89vP+f65Vx4/o43d+6TdzWHK1ezefnqDQAvX7wlI/0q58+lkpqazeNn73n/Wb+B48NnuH37MVey8im+8UDvufHkJbz8APvOcMY1gEdBQyB4GvH1qjG9tMLC5vbsHNaKk7MCODG9E2dndOb8jG4cn+DPb2N8SOjelAj3qoS3dyQhqDEH+7cjsW9rInu1YHPflmwb6c3eCZ05OCKAyDYNuTl0IC/6DODP7kP53KEXb9v14+v4ZVBwk7/evaCEP3n9uURvkfAZSt7Auzfw5C08fP2VBw9ecPvWHe4V3+bp/fvcvnadW9kFFGTkcDU1k7SkyyRdusy5pHTOJGVy/HwaSWnZ3L5xk/tXMzmzNZQr0cvIXDOR3HUTyAmbSv7W+eTHLic9ciknwxZxZONKTu+MJvnQQa6ev0D6qTPknL3I68Ji3hfegicv2bdiNbVlhbaWlnhaW9LJwZ6g8qXpUr4MQWXt8bO3wsvajFZGMi20Ci4amSYqmYayTG3Dc1xVofdRr6yoqSKrqSypqCIUKguZSkKigpAoJ/SzDWXE3+attkJvT11KCKoawqEmOoWW1qa0L2uLR5UyeFb/l5j9ztRp5E2fxqHRI9k/ayano2K4sP8oeSnXuH/jGU8ffuLRg3cUFt4jLSmDw9EJbBg/lc4VquMmdHgKBT+h4CvUeMsa3FUa2qpUuCj6W041Rabcz56YHy26f4cxP4zn1ZJM5fIV8PHyZXLINNas2khE+DY2b4xm4eylLJq1lCfFj/ny/APJx87wIPcG9wuLSctIJ/3aVbKv5fHmzTv4A4oLbpN06hJpSRncuf2Ye49f8vzD15/OA1/+gM+fvvPnxxJ4/wHevIeHbygYPpVnAUN51qErJcNHkdSpPZOqadk+rB3JKwdzaflAzi8awJnZvTg1uQfnJvfg9+BAdvdrzd7+7Uia2pOsBUM5ObELO4e6EzXMg4Oz+5G5YRq5CydSGDyML8Eh/NFvDG/duvOqXW9e+o+DfUnw+SvPv7zm+sun+i2Ab4EX8O0dvP0Ar77r7UG+ffjOy3tPuH37Nvfu3eNW7g1uZRdRkJHNlcvppCWlc+niZc5dTOXspTRSMnK4XfwIvsO9tDSSY9aTvnk+RVvncTtmHgWRs8nZMoeM8Lkkh8/j/JZlnI9ez/m4rZxP3EnSwQOknzjBvaxs7mVc4XlOPjx7CU9fcePUGbyrVyegZk261qtHjwb16FG3DkFVq+JTvjyeDvY01+loZqShiUaDk1qmvixRWxI/+3AcFQ2VZS2VJA0VhZryQkUZoV9aYCckrIXeHc1c6PtffqxsNzZ8zV4IKgpBTa1MQytTmpW2pU3l0rSrWu6fsD9dF86DsC1cj4wmL34X146dpvByNreu3+Xug5fcf/aBh08/cL3oLqlnUkjef4LIqfMJrFgbV2FMKyHRTgjaCIlWQsZVUtNUVuGk0lJXbURFSaGUpGBsiNdlofyM2c0trLAy0mEs9P0Mndu2IGz2VA5uXMXBDSvZu3Yx8cvns3v1CqIWL+Th1Rwe5hWSdfEyV1OyKcgpoiD/BhmZV8i6cpXXr9/Cn3CjqJhLF1K4UVTM/XuPef7iDR+/fv/pFvYX8P0bfPz0Rb9L9a8S+PIJjp7lmfcI/nLtx8d23fg0eBi/9/VhhVcdbkTNIWfrDK7GLSR1yzRyQqdxcfJAzk/vy+mZPbiweDBX100ke3kwZ2b058TM/pxbPpa8hBXcilnBjekTeTRgKN8Ch/CisQ9PnP145j+SkiVxcOsjb9985Cl/8Q79LoWXd/Wx+19vge/87WX5Af58+Znv6A//P7/A19clPH/2hK9fP/MX8PnzX7x5/YHHD5/o/9nPwDt4lZ5DSngo+bErKYxZRmbYTHIi55K9dT5ZkQtI37qIlK1LuBi5gnORoZyJXEfu0b3knzhK4elT3DhzjruXknlxJZdvxffg+StyzpwluG9fBvp1Yky3nvTv4EXPlm541XSiTTlHWtqUxdnUkvoqDbUlQR1ZUEfRtyRUFfo+lypCTUWhoqyQsRMyVgaof/Sw//dupV+3Y2vF39s3bNUyFUyNqGlnQcNydv8C+7adPNqRwJ34vdw89Bs3zqVQfLWQe3cf8+D5Wx6/LeHxq0/cuvmAy2eSOZd4mDXjptK+VGVq/5IychGCpkKmkVCoY/A+KSf+LiT9gF0SMtbWtphb2Oj3BgmJnh4e7NmwjvQDiaTsjOBiVCjpsWvIid9I1o4NZO/aypKhfXiVn0Nh6mVu598gN/sGebnFZGXmkJGRxalTv3PtWj4Az5+/JCXlMkVFN3jx4hXv3n2gpOQ7v358//4nH7+W8Ob7F9798ZmvX97Di9c8HjQd/MaB1zA+u/fiwbAh7OvWkbywmbxLiuPKvtWkxC4ia/Us7m5ZytlZg7i0bAT52+Zxf99qCiLmcXbBCC6sDqFo91rSty2lODqU22ODKRk4nm/t+/HayZ8vgSO51XsCpNyF53/x6MNnngBv/vyLr3/As8ev+PPzXz/X5bz69JXPJX/pCX/1mU+fvujhNyw9/ljynk984iv6C6Pk+1c+f3oH3//U3xJe/cXLlBwuha8gO3Y5WVFLSN08h4wtc8iMmEtmxHzSI+eTvnUxaVuXk7J1FUlRq8nZs53cgwnkHzlEwfHfuH76NA9SLvMur4gv9x7yrPgOOZfTmDl+EqP6DiFk0Bj6enRmgHtn/Oq3onX5mrjYlqW+1phakqCmLKgtC2rJhphdCBwNsJcWMrZCxlToDV4V+b9awf+HudOfvvWKhK2xEZVszKhbxv6fsH86eoL3v53i1emzPLuYzJMreTy79YAXz9/y+kMJL97/wfPXX7h39ymZFzM4v+coayfOoEPFGtQVGlxUOlyNTGljZklbCxtamlvRUGdKVUlNOSFT1cQCM8PVp/kl7agzNsfc1IItoes4sTOe9MOHSdkdT1pCFNf2bSM7biPnwhZyOXo1V/dGM713IO9u5HEjPYO7hbfIzy3mypUiUlMyKCy8zoULl8jKygbg48fP5OcX8ubNO758KeHbtz/0iwp++fjjj7/49v1Pvnz9xrsPb/nj+2f48hFOnOF2//EQGMyfTTtDv/HkdevOicmDKDiykYs7llJ0NIIbCWHkRyzjZsxSimIWkR+zmCtb55O6YSbn1k3lXNR8Lu9ezbV9m+D0QV6Pn8nj9r340KIXHzoM5nb3EbDnuN6I8mUJz0q+8gr4wF98pIRXJZ948fEdXz+XUPLtDx59/cijj+8Mjq1/8P3lG34uB/wDvvKBd3zgNX/yFvjMF0r++MAfXz7CxxJ4VsLDtKv8tnkJF2MXcCZiFhe3zCR50wxSN00jLXwWaRHzSN+6mMyYFWRsW0NG7DrSdmwmIz6KK3sSyNq/h5zDB7l++jSPLqfzPK+Aklev+OvTZ3JS0lm/cAVLp8xj4dgZDOvUhyGe3fCt25w2FWrgZGpDTUmmmtADX0vRq5rhZC8vFEoLGRvD2OYP2KX/AfT/sKw2nPxaIbBQK5Sz0FHb4V8qqKRn8VdmFiXZOXzKL+Jj8QM+PnnNx3df+fQVXr/9g+evPvPo/iuupeWSdOQ0EQtX0rOl2//H2HtGR1l279v3zKQnlACh916kCKigIoooFuRRUSkKSO9KE5AiVZDee+891EB676T3QnpPpmR6n+P/YZKIP13vemetazG5w0zmw3HvOfe+zmtvxnXrw5c9+/Jtn/788MYwpgwZztdvDOPjXn15q31nBnp60UZwYGDHLrR0cMFJENPW04uWzVvz1sjRXDxzgUgff3yv38T75EmenzlB1LWzvLxxmujz+wk+sYNnBzYRdGYPx9YtoyI1nqLUVKJDI3kZn0Z8fAaREbHExsYTFBRCSkoaJpMFo9FslzT/52Gz2SVC47I1TumwgV5dj6auHAxKsvYepPbT2fDeLHh/BqZpiyk+uovaaG9SHpwi8voBsp9cIu3WcSIObSDnyn7ybh0l6vQ2Ao5uIuzaHsKenCDk4Qlq455DaRHKxZupHTsL2eiZ1ExcSv3eU1Atg8p6NDUKVBhQNQxBM5jr0VgU1OukyOsq0epVSDFTalGiN2rAbAatDoxm0Jqw6NVYkKKlihpTNTKbHDV1qHQVaFU1mBVKjBVKyuKT8D66mcBzG3hxbDXhp9YRdngVEYdXE31sLXGnNhF/dgeJl/4i+eohkq4dJfLCQWKvniLu1kVe3r1B4r07pD19zKvgYEri4qh99Yq6klLQ20gNe8m5PSc4svEv1s5cxu8zl/Pj+1/y5aBRjPLqTH8HF3oKAn1FAv0lAgMdBXoJIroJDnQWJLRr8E65C/aDGWJRA+wNJ9tEIlET6K8PI2j82UkQaO4gpnMLVwZ1+A8Zw6sCKCiAomIorcRcLcUk02BSmzEaQKmwUFejobxESmp8GiHPAjl/4Djzv53KN+9+yPQxH/Hzh58w/5MvmP/pl8waN4FvR49h/JA3ea/vIPp4taeThyfD+7zBgO59aNO8FbN/+pmA54EEPAvg6pEzXNt/lMenzhJ9+ybxt64QcuoAgUe3E3H2L57u34j3gU14H/uLwpeRFGWkEREcTlRsMtl5JbxMSOH+fW/u3XtAamo6CoUSs9n6L9AbYbdYbFgsDSNpzH8vmbQWtUmFwipFn5tKwfdL4b05MHgato/nULd7D0gL4FU8Lx9dIODOCQKvHSLp2jESzh0g7foJ0h6cw+fsbi4eWk9gyHWwVkFlPlTVUTZlFXy3iZJRs6ieuxWqpKjzs1FUlKPXazGgxWiWgUUBJhlYpGCWg06BUStFio4KdNQYpVitajBrQFUHVh0WqwLMxWArAXUpNmUJUI3GUIRCVYK8pgJNYS118anc376KoIOrCNmznOhDKwn5awlhe5cReeBXYo78RvypTSSe20nixb0kXTlI1Ll9xFw6RsLNcyTevkzCnWukPLxL7gsfXoUGkRURRU1eAbLCCix1WpL8ozm4bjdHft/D7mWbWfTlDKaMmsAHXQcw0LUlvURieosE+ojtE0K6CQJdmySMiBaNkrfxiKZYQCQR/p6oIYhwEERNo2bEgqjhml3GtHV3pbdXS4Z3/48ElaoKqK6A6hqolWKRKjAptJjqjeiVZtQKK1VlSopeVREbnsCTe085uf84i3+ez/RJ37Jg8jSWfD+d5VNnsHzqDBZ9/yOzJn7L5HGfMXHMOEYNGMKE98Yy+o0RjB4yks1rfifMN4jI4HCe3HqAz5W7+F66QcDFq4ReuUTU5bOEnj7Ii/2b8P5zNfd2rubWrt94fHIf6uJc1DVVyKUy8ooqUBts1NTKiYiIIiEhibo6GbW1UhQKJTYbmEyWf8ButdphN5utWCw2MNk1sU1pAkCJnmxDGaCGK97IPlkEQ35E8+Y0kr6bC7nZUPEK6gpIjH5K4ONLBJ8/Sr73bZJuX+LOvq3cPbuP7Kxw1NRgtNSATglxmZRM30DmyJmUTVoDz5JAruBVURYaoxobJqy2elCWQNUrkJeBohyUlSCvAWUVVaYqqtFQZ6tDoS4HYx1mWTGKuiKMldmQGgzVOZCbBXHhIMug9FUgNeo88ksykRaUo0jJ5Mra+fj+uYjgPUsI27uUwB3zCfpzHqG7FxOx/xeiD68h9sQG4k9vI+7sLqLP7CL24kESbpwk8dZ5Em5dJPHeVdIf3SXT9xnJ/n4UJqVSkZYDdRpQ2Yh+GMKh9Xs5+NtfrJqyiJ/HT2bCgLd4s1VH+jq501MsoZdIoLtIoKsgpqMgoa0gprVI1DA2sgHkhk4C9mU/veYoEuMkiHEWRDg3QO4oEuPu6Ei7Zh70buvFmz27MGZg3/+AXVYDshqsMhlmmQyDtB5dnRpNrRpljQZ1nYmygjpys0oIC47h/p0nnD51gd/Xb+bX5av4Y80mtv62mW1rN7H1t41sXrWedctWsXLBMpbPWcTyOYuY+8MM5vwwncM7/yIjLpHqghLSouOJ9PHn2YUbRN19TOqTF6Q8uEf8tfNEnz9M8LEdPN+3gYd/rePJka08PrkP1HVgtYOpNtgwYh+Op1AomxJQpVKNTKbAZLJgs9kT0Ua4G+WLxWKz63iDBUwgL6vDBkjNGmTo0RvlUFuPYfc5KsfMQ/nBAsonr4An4VhfxoO6Brm0AKWshPyQAJ4fO8KzU8eoTE/AZlJQoyylXFUG6EBrQPcgmOSp6/EbPh2OPoNKM6VZWcisaoyYsaLBqimDklTM50/CyRNw5gxcvozq9GmoKUNvqESGHCNKFPWFYK0BbSnoapDeucLz3n1IadmJlw4diOk1BJ5eQlcYSIUug6jCWAoLC5Hn5XN4+TQebP+Z5weX4LNnDr7bZxK0bRYh2+cStmsBEXuXEXFgJZFH1hJ5dCNRJ7YQe+4vEq4cJvHaCeKvniT++imS71wk5eFNkn2eEf/sObWZeagKyhtGndjwPnWHk5sPs27mShZOnMHE4WN5q0MfBri3pqfEha6CiI6CQCeRA+1EErxEYloKdqNgI+wiQWg6e+woccBJLMFVkOAqiHFrWE6CgKsgwcvdg97t2zOyd28+HDKQL94a/m/YDco6DMo6jAo5BrkCXZ0SVXU99ZUK5OUK5JVqCrIryEwrIDQ4jocP/bh28wEHj51i74GjnDp1iTMnL3H6xHlOHzvLicOnOHrgGIf3HObw7v2cPXSCPZu3ceXEGdIioilMTiM5NIKYF/7E+bwg7UUwmc8DyXn+gtynj8j1vkX6rbMkXT5M7IX9pNw6QcrDiwRePQHySjDpqamrRW+zVx1Uaj0Ggwm93ohOZ7BH7NceWq0evd6I2Wz9F+xmnX04sEVlRqk1YAD0WKlXS8Ggg9wyqpfuIWHkdDI/mg/7b0J8CuWZSRQXZFAvLQOVEpQqUKkx1cupqi0jv6qAivpqrEYd1GmouunPpQ9mUPbHRcjTQW4NRr2BOosGnVWHQlaCvjYbkoKI/PB9Yjp2J7lTbyK79cV72EgoLgSTDLOp2i5z6kvBUg2WStDXYLpxmaQW7bA6dcAsdKSiVS94eAFzzhMq9MkE5AZRUJCPJr+QQ/Mm473xJ4IOLMRn508EbPmR4K0/ErJ1BiE7ZhO2awFhfy0hfN9yQg+sIuLIemJObSPhwh5eXj5A3MUDxF06xMvrJ0i8c4GEh3dI9nlGTnAYsow8VPkVUG/FUqHl3M7jbJi9hkVf/8zXb41ndLeBDGzRnp4OHnQWxLQVBDvoEgmtxGKaie2JaZNeb4Dd0UGMs8TeWMtNkOAuSGgmiGkmiHERBNwFBzq18GRI9+6MHTyYL94ZweT3Rv8bdq1GgUopo15ah7SymtryaupKaqgrqUVaKiMvrYislFckxecQFZVMQHAMj31DufvUl1uPfPD2CeLh00AePQ3k0SN/Hj18waMHz3h8/wlP7j/i2Z2HhD/3JzMqloL4BPJi4sgMCyctMJiMgGAKgiMo8Asi9+kTMu7dIO3mOdKuHiflyiGSrx4g9sJe4m4ea4C9HItGibxegc4KMo0Jq81efVGpNID9udFoRq83NkHdKGE0Gh06nQG1WotOZ7cXNNbqzBYwWm1YLBYsFhNmmx50WqgyEDvlNyLGzEG15SJklVKelkbVqzxSo6KQFRSjKCqlIq+QzPQM0nOzKZfVYjCaQW8DNUQfuUHI5tNQYYMKI/KsMrCBXK/DajGglZWir0uHwjjKP/+Ecs+OqD27UeTZlecd+0BRKdSWQ00ZSBVYfP1AVQ76cjBVo39wmdSWXuDkBa7dKHBrDSc3Y0u/g9yYSkDycyqycjEl53B5xneE/TaD6N9/xH/FV4RvmkrolmmEbfmJsG0zCN/xM+G75hG+eyGhe5YSf3w9cSc222XNuZ0kXNhD0pX9JF07TMKN4yTeu0LqkwckP35I8pNnlMUmQqUCqjRIM0r5deoifp+zis/fHMuEwaMY2aEn/d1a0bFhw6iV8PeBadcGrd4Y1QWRvbuEs5MDHk4utHR2w8u1GR1dW9DNzZNuHq3o1rwNPVu3Z2DHLrzdqw/j3hjCpLdHMvX99/4Nu0qjRKGUI5VKqamqpbqshuqSGmpKpNSWyijOqaAgu4zM9GKSkvKIissgKDIJ37B4ngXH4Bf+Er/wl/iHvSQw9CVBoXGEhsQQHhpFVEgEYc/9SQwOIy8mjsLYePLCw0n38yXZ5xmpT59S4OfHq2fPyPW+TcbtS3bQLx0k9eIeki7+Rey5XcRcPYTfhUMgK8OsrkehUKK1gFxrxmS2SxeNRgfQFOH1eiN6vbHpmlQqx2CwS6D6ehUymcJeiWmYAG8106TjzVYLSkyYrSaQ6iC+mKzl+7n31SLILsdWI6fwZTKVWbnIiquofFXOq+wCsrLzeVVeiUylxaK3gtICFXpSbvhBvhxTfh0lGYVgBmW9ruFmM2KUlqOXpUFhJPWff4zSozW4tEXm3oHQDr0gNQvqpJCdT+DkeRzuORTTzeugKANtJby4R367DpgFZ0yCG7nObnB6A2TcRq1NIirJj+KXadiS8rj047eEr/qRmJU/ELFiEmHrviVkwzeEbPyOkD+m2qHfPovQnXMI/XM+sYdWEnN0NTHHf7dXa85tI+HiLpIu7yHpykHS7p0n5d5VUh7cItvnKaWRkSgyctG9qkBXVMOz83eY9fkPTH7vM0Z07suI9j1oK4ibdko9BQEPkT0pdRHs/YLEr5UaHR3EuDhIaO7oQmtndzq6tqC7eyt6ebShdzMvBrTpxMB2XXizcw9G9+rL+IGD+erNYUx+661/w14jk1JdW0N5RRUlJWUUF5ZRWlBOWUEV5YXVlL6qpuhVFfm5lWRklZGcXkR8yiuik3KJTMgmMimH6KRcYhJziU/KJSE5h5TkbNKTMshKTCMtOtYOelwsBRHhZAf4kvL0IYne90i+f5vcJw/IeXCTrFsXSLtylJRze0g+vYOk01tJOL2VqFNbiTy3m8fHd0JdKWalAlW9Gp0ZFDobBqMVhUL5jwiu1eoxmSyo1dqmSN/4O5VKg1KpRqczYNQYwGCzR2CTvUpjtNrQYUOJBYPNAtX19q37qDxC/zyDNrUAa6UceUYBZUnZyMqkvMotJjMjj6LiCmT1WowGGzaVBaRGbPkKKFRikRopLaqmpFZh3w3V2SU9GisWRQ0adSYUhaL+ZjyKZs2xurRA5t6WsM49ISAMYpMgNJnSH1YT9cYX2LYfQHr4CMRHw/27lHTojElwxCg4Uda6BVzeCFm30KsSSEgOJCv8JerkXE7Mn8K9Xyfjs3ISIb99TdCaLwn+bSLBaycR/PvXhG363h7pt80gZMcsovctJvrgcmIOryL22BriTv7Oy7ObSDy3lYTzf5J79zRJ146RdPMseT73KQh8QUFICLUp6dgq6lDkFLP6pwWMH/wOo3oMYGCLtrQSBLqLnOjq6GKvvogFnMV/N8V6vSGWRCzgLBHTzMGZts4edHX3pHczLwa17MDgVp14s113RnToyaguvRnTsx+f9B3El4Pe4Juhw/4Ne2lZFcUlZbwqKCEvt5Cc7AJycwrJyy0hP6+UgvxKXuVVkJdbRVZOBRk55aRllpOcWUZSRilJWWUkZZWRnFlCSkYR6ekFZKTmkZ2STV5yOgWJSRTGv6QwMoK8ID/Snz0k5cEtku9eJfnOZdJvnSf92glSLx4g4fQOXh7bRPyRtcQfWUPckbVEHFlP0LHN3NmzAaqLMSlkqJUadEZQ68FosjVJmKY8pCGCN0Z7jUbXdDOYzVbq61Xo9UZsRqsd9AbYzRY76BpsaLGDj8aEtVppd01WqjAWSdEUVGErV5Afn0FlWS25uSW8yi1FUaPGZASTHiz1FpBboVwHOkhPyaVSqaUeqNYZwQzmKjWobaCuR6PPg6JAND9NoM7TBYOjM3UenkR07wWxSRTtOUr47DXw522ieoyH9Xs4+9Z72MLDwdubHK8OqAVH9GJXSjq3hvOrMaVdwqxMJCUxkMyQl1RFp3Jl3UKOzvoQ7yUTCFr1JQErPiVw5QSCV39O6LpJhG/4log/phC+7UfCt88keu+CJuBjj64g7vga4k+vI+HMBhLObSb/1iESL+zm5fm9ZNw9T9bj22Q+e0hZVAT6gkJMJRWE3Pbm7W59+HTwCHq5NKOzIKGrIKZdQ1R3kdjbkEvEAmLJP2EXNdTPm4mdaOfkQXf3Vgxo3o5hLTsxonVXRnh14612PRjdsSdju/bh014D+LLfAL4dMPjfsBcXVVBYUEpebhE52QVkZ70iO6eA3NwS8vJKyckvt6+8KrJzK8nOrSYru4as7Boyc2rIzK8jI6+azNwKMrJKyUwvJCs1h5zEdPJeJlEQF09+RBi5gb5k+XiT8fAWafevkXrnEmk3z5B4fh8JZ3YSf+wPYg78RvTeX4j6a7F97V1G6N4VvNi7moubl2GrKMQkrUOvMqDTgaZRdjfA3fho3C01GExNlZnGh1KpxtaYw1qx2yENFqxmeyRvBN3SOInMDFq5FqVci06hs2+9S/WYajVIK6QUl1VTUFyFvFwBSvt2vkFlQVdvwqYBpAZq8yqoqpYhM1uQAfU2e1KMDvuUM6MenbkACl+gX/gVFa2dUDiIqG7egptOLhCXBIVVlB64TMjo6RR9/Qv3R30Cz3ygthaiIwlv40WRIFDp4EhiBzeqD8xEkXQGqzqZ9JfB5IUkUeQXi//+LWwd358HP31A4LwPCVr2EQG/jCN45SeErPmC8N8nEbl5MpHbphCxfToxu2cTs2ce0fsXEnNoCXHHfiX+5EoSTv1G0pl15F7dSfKZzcQe/4O4s7tIvnGCrCc3KQh5QUVcFPKsDIwlJSz55juGeLVnYEtP+nu406nBSuIhEnB2EHCQ2EEXvz5TuAfPAAAgAElEQVRRowF2R0GgmciRdg5u9HBuyUCPtgxr0ZGRLTszpFl7hrXoyDutuzCmfXc+6dK40Tnw37AX5haTl11IdkY+Gem5pGfkkpaZR0Z2IZl5xaRnN64y0jNLycyotK+0KjLSqkjPqiI9q4L0zHIyMorJSnlFTlI2uQnpFMQnkR0WQZb/C9KeepP68CYZ96+SfucCKddPkXz5MFHHNhF9eC0Re38lbNciwrbPJmzbTMK328thgX8u5PGOpZxaNQfKCzDW1GBSm9BqQW9smN7+2h7S69UYs9n6D9CNRnPT75VKNQnxL8FoApMJo82EDgtaLBhsDR4UPVgN9h16hd5EWWUd+jot6MBqAa0VimvkVNepsElNoAK0dtjr1SY0WhOqynqK0gswGUFptlKh19sncivtNl6bGrBZMdvKIN8Hy6/fUezlQLVEoKK5B+E9e0NgONQo7Yc7AtIxHb4OwWFQmm+vGiWnENSyDaWCA1I3D5I6ulPw5/fUp57DrE0lLSmc/Ih08p/HkHD5BEuHe3Fp0jAeThmB7/z3eL7oXfyWjCXw148JXv05Yeu/ImzTt4Rv+Z6I7dMJ3zmD8N2ziNgzl8gDC4g+vITYo8uIO/YrqSfXkHLit6Zv4bjzu0n3vkiO7wMyXjykKikOXWEekffv0s3RgRHt2tLfzYUugkBXRxHuYgFHBwGJg32Mveg/YHcQBJoJEtqKXOjm0Iy+Tp4MdvViqGtb3nBqzRAXL0Z6tOPdlh35qG03PuvUna+69v437IlRKbyMSiY6IoHIiJdERMYR0XDSJfJlKmGxKYTFphARk05EVBqREZlEhmUQFZpFZEgm4WHphEWkERmRTkxUGolRaaRFp5Adm8ir2Hgyg4JIf/6ElIe3Sbn3N+hx5/YTeXwrYftWErp7MSHb5xL0x48EbZxK0KYfCNo4lcDN0/HbOpf7m+ZzePF0bCW5mKpqsKotaFRgMP0Nu9lsbYrkjfA37qTaXqtGvnpVyL17D3jxwg+5VAZmAxarAfsepgmj1WLfbNLZYddpzXZjFWAygaJCjkFtQgVUYaVSa0CjsYDcRoO5BYsRZAYT5QolxQXlmOoNGFVGTEYbWkBrs4IVTPVGjNqGD2argCwf+G0aRW3FlIoFylp4ENO7H3g/A5kaVCYokqEOjgRdJdikoFFCUiZxzTugFtywOLcgv20zKrZPxVJwC7U+jaTcOFKj0skNTiTZ+xLTBzXjz/FdOf+/PtybMZQHs4byaM5Ini4YxfNlY/Fb8QmBv31OwNqJ+P/+P/w3fkvA5u8I2DaNoB0/Erz7Z0L2ziFs71xi9swj6dAyEk+sIerob0Sc2Ez8lUMkPbhI0qObvArzpyQ2AnVeFjM/+Yi+bs70dBTRU/I37A6O/wd2yb9h9xDEtBYc6Si40FPkQT9RcwaKWjDUqQ1vOnsx0sWL0e5tGdO8PeM82zG+dYd/wx74OAT/RwE89w7gyUNfHj/y5dFTf568COKJXwiPXtjXY59QHj0J5vGjYJ54h/D0fjBP7gXhfTeAR/cDeP4omMBnYUT6hpMQFElGSCS5YWHk+PuS+ewB6Q+ukn7nHBk3T5J8+SCRx7cStGclYX8uJnzHPEK2/ETgxu8JWv8NQev/R9CGrwnY+D1+f8zk3u8z2Tf/W2yl2RirqrBp7LAbzWBpqKKoVXpUKg0lxRX2aN64g2oDubyee3cfsnPnLnye+dkTVhv2G8Niwmy1g67FhMViAWODjm+QSUbsnisbgAU0agP5CjlVWFFitwujMEONwX6T2EBhspBXXU1uXuHfk4hN9n80JhMalRYsoNc12BapgKxnqLfNIqK3E+EtBGK6uvPsja7g9wBqCsEgA32DnYBKzFQBGqgox7dnb146u5Lo7IRfB3dy//wZqgNQ6rJIK04lJvIl+fFpJD25zvcDPFj7bluOfNaNG98N4M73A3gwbTCPZrzJs7kjeb5kNC+Wv4/vig94vuojnq8Zz/O1n/Fi/UT8N35N4B/fE7htGiHbphOyZRoJ+xeQfmo1SafXEnF0DeEnN/Py6kHSH10gyfsKRWEvUKTFE3zlAl6CQFdBoJ+rq73bxP8Pze7QUJZsKYhoK0joLNi9770EJ4a7tWaEa2tGurbmLbfWvOPmySj3lox2b/5v2C8cusyFQxc5f+gy5w5f5MyRi5w8dp4Tx89z/Ph5Tp29wskzlzlx+hInTlzg+LFzHD1yhqOHTnPswCnOHDrL9dPXObX3OKd2HeZVXDJZoRGURceS7etDztN7ZD+8Rsad06RcOUD86S1EHllD6L5lhO1ahP+66fiv/h7fXyfhs/RTni39EJ9lY/FZOY5naz7l1vJPODHvY9Z+8w620gxQyagsLkenAancHtqV9VqwwZY/dnD71gPMJpBJVSQmpLJ+3WaWL1vJndvedihtYDLa0OssaDVGDAYTRqMRg8WM0WqxSx+DGaPGgF5lT3AbR8Q3PrHZQGe2oTJZ0Bot6HVmLFqLXfqYGkqd9Wqq6qRotXp0Gr3dvag3oTeY0OmN9utaJWZ9HZgrgAIo96fm/hbOftGBh9/3IGT+m4Sv+RiiT4E+HsypoE0FZTJQhNGUh9ZQgLkuDZKfQ+RdiHkAMfewpT8FWTLK+lek5SSQmBBLRlwUJVEvmDa4DUuHtGDLCE+Ov9uey2M7c/uL3jyZMogXs4byfO5gns4bwKN5fQlc9Rb+q97Bb/Uo/Fa9j/+qcfit+hS/lZ/ju3oiUTt/InLXDGL2/EzswQXEHV3Ky1OriD/zO3Hnt5B66xAZD85TFuyDLjOFj/v0o59bC7o7Nqez2J1u7h54igVaiu2He5wafeqSvw1ejb71ZoJAa5GI9hIxnR3E9JBIGOTsyhBHVwY7uDDIwZmBEicGiCX0Ff9H+7tlUxaxZOoClkxdwOJpC1gwfQHzf5zH3J/mMWfGXBYvXMaiBUtZOH8JC+csYP7P85g/ay7zf5rNgh9ns3DKbH7+3zRmffkdd0+cpyg6nqLwSHL9fcl8dJfshzfIvn+ezJtHSbn4Jy9PriPq0HJC/5pP+I6f8V89mYAVX/Ni6QR8Fn7I0wXv8nTh2zxZMoqHy8dwdeF77J06gjUTh0NFBshrKSsoQq+1OzJVKjvwVZVSWjRvgyA4MnXKDGb8NIdBA4fh5xvMq/ySJlCldUp0WjM2K9TWyNHrzBgMJvuOaoO1wGg0o9MZ0Gh0f5vGXntYrfZvjderPvX1qiZXZU1NHbm5+eTm5je9xmSyoNMZ0OkMr+URVky6OjDXgqoAWU4A6syn1EWfh/x7WJMvIAs5iCziGMUBhyiNukB+zE2SQm+QHPOIyMj7pGYHkJT6hLjQS7wMOEN20HlSn58h8cUlcuP8qJeWkJObTnxcJJkJUbwK92HuqD7M69+cTUNbs29Ya46+6cnpd9pw8aO23JzYEe+p3XgyuyfPF/bBd2k//JYOwHfZEPyWjyDgl3cJXDGWoBXj8V/5KSGbviF4y2RCt31PxK5pxOydSczBucQeWULM0RWkXtpJvvcZMh9coSTYn4BzF2klCPRwbkMv9/Z4CgI9PNyb2qy0c2+Gu1iCgyDQwt2tyd3o1GAQayESaO0g0N5RoIuDQH8nRwZKHBgocaCfREIfiZjeYhE9/msYwdudB/B2536M7NKPEV37MbxrP4Z168PQ7n0Y3KMXb3TvyaBuPRjYtTuDunRhUKfODOjQkYHtOjCwXQeGdupNZxdPxg99m5fP/HkVHsWr4EAS7t0kw/sGGXcvknHzJCmX95Jw5g9ij6wmfO9CQv78mZBtP+G7ahJ+yz/nxeKPeTrvPZ7MHsmjWcO4//NQ7vw8grM/DmfD+J6snDAUKrMx11RQklOAXg9KNfbD1DYw6K0sXLCMzp168PG4zzhz+iJymRqd1twEutUCCrkGvc6C0WCjtkaOVmPffDIazf+AXd8YfXUGDAYTZrMVm+1vm3Bj8mu1/p342mx2n05BQRHFxaV/1/ON5n/cMI2v0WkbdI0ZDHUa1MXlmAoLMGSnQGkWFCRCbQHUFdkNaEopGPSg0WHRWlAq6tFbFehNFejk2VikmSDLgfJU9CXpoKxGVlPJq8ICoqKiyE5MICvoOesnjWNKZzdW9G/JLx0F1neVsGOgC4feacG5T9pybVJ77nzXiTtTO/BwZhce/9yNJ3N64TN/IL6L38Rv2SgCfxmD/4qx+K76CN81n+C//jMCNn5JyJZvCN0xhbBdMwnZPY/4UxuIPr2NpOsnKQ16gTI1jRljJ9BKcMBTcKBvM09aCgLtJI60Ekuazj14ebZq8qw3RneXBtnTUiLgJbGPH+opEdFbEJpWz4bVQ/gP2LsJLnQTnOgqcqKz2JFOYic6SBzpIHGkvYOEjk6OdHKS0NnBgc5ie4/1LiK77uosiGgvcqa5ILB+9kIqE1PIDvAn5bE3UZdPk/PoOolXj5J0aR+JZ7bZM/Z9SwjZOYegLdPtmnzl5/j98ikvFo3l2dy3eTxjKPenDuD2D/249sNADn3Ri+XD27Bq/GCoykdfVkpRVj46Hah0oNFYmuSJRm1ELlNjNoHN+rfs0GpMKOQajAbbP64p63WoVXq0Wv0/onsj7Dqd4R/emtcT3Ubo1Wpt0zW5vJ7c3HwKCoqarjf6cRpvpMZltdpvPiz2DSabir/n0MtMoDSBzoyxsAz0VrvByoC93t9wekkhMyFVypArK6mvLsBQVQC1xegLs5HlpKOuKKeuspaS0irCw2LISkwh1e8FhxfPYYKnI7O7N2d6K4H57QVW93Zk25seHB7TmtOftObi5624/EULbn7dmtuTW3N/Sjse/dSVp7P78Xz+YPyWDMdv2ds8WzqKZ8tH8+LXMfit/pCAdZ8StOErgv6YTMCW6cQcXknIgTXEnt1LScATykNDSXjwhNkf/4/uDi3tUd69Ge0kjrj/45CPgINYgkh4za/esNPaTCzg2dCxoosgNHUm7v5/1r9g7yVI6CmI6CmI6C6yjxPvJhLsS2yfVNejofdLX8F+lKq/YG+q1FcQ6CKIGdTKi7BbdymOjCD1yUMS7l0n9uopsu6fJ/bMbuJObSX26Foi9y0ntAF0/98n47/uK/xWfYrvLx/xYvF7+MweweNpg7j3dS+uf9mNi5/3ZNc7bVnU14P1nwyHildoi4soyixArbXX2RtlDDZ7sqpS6ptAN5tArTLYobKByWj/P43P1SoDynotapUevc6M0WDFbLJreoPersV1WhMGvaXpdf93mYz2G0ivM1NRXkNhQWmTPDIZbZhNYDRYm95LpzX9429ZGg6XWg2gU4BWaj9GZ6m3oKtRN+UBmMGotKBVmDFoQKMChcJMjVyFTCFHXl2NvqYG6mRoi0qpzS6gvkxKVbmMigolYSHxpMankeQbwK2d2xnlLObrtm5M7+LGzK4S5naX8EsfBzYOdmbfKA/OjmvFtc9ac2W8O9c+deXWF824901rHkxtz6NZXXk6tzfPFvTn+cIhvFg0DP8lbxHwyygCV39A8NrxBG/4koBN3xC5dz6JpzYSdOB34i8fpzY8FHlCInUJGexc8AvdHFzp5OhMK0GgpSDB08mtwRsjxsWlYdhvA/AODcC7iuySx1Owdx3oLNh98d1eA7/nf8HeTxDRRySij9huqO/duCQNP4v+BvwNwd7zY5jwd0en3mIRM8d9RGFoMHF3b5B0/xrJ9y6RfOMECZf22m2ih1YTsXcZYX/OJfgPO+h+a77Cd+UEfJaP4fmSUfjMH8mTnwZx/5ueXPu0IxfGeHFsdFs29fdged+W7PjyAyjJQ1NYTFluCfUqGyoDGI32iN7kNWmQK43PjQbbP2BXKfVoNSYMeisqpR6FXI1KqUOrMWI0WDEZbZiMNowGKwa9pQl2s8n+vraGiNwIsU5rQqsxotOamuA2m/jHzWG1gEFvT4i1GiMGvaXpM+k0oFbawApGfYNHx2z/rK9/5tffz2YFtUqPwWhDoTFRrzahlKox1GlAbkRfJkf6qgp1tY7K0noqK9REhCXxMjKBpIAQfM+eZZAg8EEzJya0deTLDmImdxDxczcJK/o4sW2oG4fe9uDMu26cf8+Jy2McuP6REzc/c+H2/5px94eWPJjehgc/deT5nN74zh1IwILBBC4ZRvCvbxO8+n2C144ncP2XBG76geiDywnZt5qAA5spffEIWUw06pQMSiPiuLBjFx/1H4SXSEIHV48me6+bSzMkYufXBlD8Dbxjo6QR7M23OjdE+K4NkPcWBPqIRP8V2YWm1fO11XhtiLOYoU5iRjhJeMfRgdFOEsY4OjDW0YH3XJwZIBE4v3kDWT7exNw4R8LNM7y8epiXF/cQdnQ94ftXEL53MRE7ZxP6x48E/f4tfmu+xPeXCTxfPo6HC0bwaO5gvGf0597kXlyb0J6z77bkyFA3dg90Z3UXJ357oxMHJn8Gr3LQFZRQXViFtN7cBPvr0kSvszT93ChvZFIVCrkGm9UOv05rxqC3oqzXIZepqFdo0KgNGPSWJmAbgVer9GjUhqaIrNOa0Kjt3wgKuZqaahl1tQqU9dqmKN/4t3VaEzar/b00agP1Ck3T3zIZbQ2yyIpKLcdo0lInq8Vks6IxGdBYTRiBOo0arc1MnVLGM7+nPHxyh9LyXNTaaurVUurqNdTJjFSVKZGV1qOr0CLNr6MiuxpZhYaKMiVVVWqiIpKICo4mOSScyLv36CYIDHUS008sMNhZ4P3mAv/zEpjX1YHfejuxY4ATB94Qc26kM5feceDqeyKufyjm+gQxN75y5OZkZ25NduP5T114MaMb/j/3JHBuP4IWDyZo+XCCVryL/6oPebriE3x//4HQv5YTsG8dkSf2URnkR/Sly6hTMpAmphF07SYzJnxBl2Yt6dDME2dBhEhwwMO95T9aJAqC+F8avhH2boL9MEhvsYh+EgmDJP/Rn71rwx3R9bW7o3F1FwT6ieyjPex9ukWMFAmMEuwzTkeJxbwhEUh7cIOk2xfIeXyVhGtHCD/xB+HHfid43zLC9iwifNdswrdNI3TjtwT/NpGAFZ/ht2wcL5a8z92ZA7n3U2/u/NCT6xM7c35sa4686cquPg5s6urA8vYObHyzN0enfQt5eWiLSqkpraVOYaLeAHo9yGVqDHorapUBs8kOvUZtxKC3J6+vS5nXtbxcpkYmVf5/wq6Qq6lXaFDWa1HWa6lXaJDW1VNTLaOyopbqKikV5TXk5RaSlZlHbY0cixmqKusID4vm7h1vwsOiqSivwWqxR/mK8hrCw6K5d+c+Vy+eY/uWDaxft4ofZ0zn2q2bFNdUowUKa2splytQWcxcvnMTB1cJzm4i7t27BKhQqWpRqPTIFGaqKlTUlipRVeioLZBTkVdLfa2BihIFVZVyYmMSCQsIITUigrhnT2kvCPRxsDca6tQgSd+WCEzyEFjYQcyWPm4cesOD88PduTTCkSvvSLg2RuD6xwLXPhO4/pXAjUkifKZ68Xxqe/x+7ELArO4Eze1D0MKBBC4dgd/y0TxZ/D7Bm7/HZ8N0fLcvIWj/ZhKvnKYq2J8iP1+KQ8OQp2aSERDMmtlzae/qgZMg4CJpiOoip9eAF/8DeGdBoJ1YoIvon6C/4eDIEIf/6M/eocGQ4yXYR/B5CfYZNd3EDvRytI/mG+TsyiCJA0NEDrzt6MqbgpihgsBQQWDB6BFkP7xG2u3TRJ7ZRfz5Pwnc+yuJp9cTsGMmodt/JGzrD0Ru/oaQtZ/jv/wjHs95h7vThnB9cm8uTurA5W86cGlie06N9WTvYDFbeghs6CLwezdnVnZvweI+nTk+60coLkFVUEpduRStEZRGe2TXakxoNXbtXq/QUlFe25SMGvRW5DI1r/JL0GnN5OcVExebRGpKFiXFldQrtCjkGjRqI36+wWzbuou/dh+gsqIOaZ0SlVJPVaWUG9fv8vlnk5g2dSaffzaJ9LQcli5ZwTtvv8+4jybQvVsfEhPSKC6qwGSEhJepTeNzDuw/ikKuQa0yoNdZUMg1rF61nuHD3mLiuC/4YOT7dO/Qg57d+uPu3o6/9p6ios5ISbWBKpmVarmFo8cvM2DAm7w14m327tyFuq4Go1pNRWUtVbVKpLVapJUaqosVVL2SUlUkpbZcTm5WAVUV1eTmZPHiiTep0eHkxkTQr0UzOooEeroJ9HWz69wRDvag9oO7wKKWAnv7N2NPd4Hzw1y5NaYZ18dIuDxW4NoEgVtfCdz4UuDeRBeeftMS3x/a8WJaB55P74DPjK68mNsP38Vv8nzJKB4vG8ejFV/xeP0M/P5cQfSJ3aRfP0u2922ynz4ly9ef2pR0ShOS2b1uA23dWyARxHh6tkYQHHBwcf9HX1BBEGjm4Ya7yN4drJNgzyv7OkgY5ODIG2IHhgiSf8PeTuyMl+BI6wZvsacg0FoQ0V7sSGeJE20FgV6OzvR3cGGA2JkhEjeGCI680aDj//xhEln3zpF6/QjRp7cSf3ozofuWEn90OSE7pxO69TvCNk8ifP0EQleNw3/xuzyeNYx73/Xj+tc9OPdZG8581pqTH7Zgz3BHNvQQ+NVLYHErgQVtBOZ1bMa8Pl05uWAeFJUizS9BUavEYAG51g67QW+1d/iy2H3iVZVSNGojMqmK6KiXDBwwlP79BjNk8Ah+Wb4akeDEpo3bqK6SNdXeiwrLWbpkBYLgiJtrC5KTMux+loZc4PKlGzTzaIWbaws83D159tSP2T8vaAJ6QP8hhIfFUFFei15nITQkCgeJK54t2zJv7mIUcg0mo13eKOt1XL50g48//JwJ733O+qWbuHjsOisWb6Sj1yCmTVlOTk49SjVI5aDWwIpftzGo39v06zGYaf+bjrSkBoNCY/92qZFRV1tPbVU9VSUyygtrqSyupbaijtLCIqrKislIjuPFo9skRwaTnxDD5LEf0MPDma4uAqO6ejKhVzs+79CM9wX7ZIsfBIG1XmIO9m3G8QHOXBzpxt1xzbg53pELYwUufCxwe6KIO5854D3RnWffevLs+9Y8+a4Nj6e059nMHjyfNxC/ZaN4tvQDHi//lMerJuOzcS6Bf60m6vifxJ87QvTF8yQ/8Cb1qQ+ViSlUpGWwfe16PN2bIRLENG/hiSAS4+zeHEEsQRAJuHm4IzRUbdo0yJgeYoF+EgmDJY4MEzsyXPgPGdPW2YM2jm54ip1pIUhoLohpIYhpKUhoLYhpJQh0ECT0dnSjl8SFPoIzAyUu9BMkdBcEHm5dS+rVg/amO8d/J+74KiL2zyd23yzCt39H6IbPCV03ntDVYwlc+jY+c4bhPbUfdyb14NqXnTj5QXOOvOfGX286sKGnwJI2AjPdBaa5CnznLvC9lytTenbm9IoVGItKqc0vRinXYraBtN6MsaHCYtBbm+CU1imR1ilJT8uhfbsuTUB6temIIDjy5rC3OXb0dJOcqautR1qn5LvJ02jZwgtBcCQ+LhmN2ohCrgEbREe9ZNxHExp6yTux5Y+dPHn8gr59BiEIjmzbuovSkqqmKs/ZM5cQBEc8W7ala5devMov+YeUqiivZfmS1Ux4dyLnDlxHWWHm8klv3hk6ga+/mEd5sRGrETT1YNDAB6P/x6Beo2jXvBtdW/fiVUohmlo1FWXlVFdXUlsrpaZSRkVpHRVFdVSV1lBXWUtVaRGVRdkkxwTi/+QWL8N8yY6PZNvKlbR1ENNGEPh6ZH8WjRvNV529+MjRPhnjC0HgJ0FgZ4/m7O3pzIkh7lwd04LrH7lx9j2BM+8LXBkvcPVDgVufOPHgSw8eTGrOva+acf9rTx5Oac/jn3oRuHQkL5a+y+MlH/Jg6Wc8WDGZx+tm8XzLUp7/uZbAI/sIPHmCqGtXyfTzRZ6bQ21eHnu3bqO5WwPULs4NLRP/2T/GTWxXI10Ee7VwkMSB4Q7OvCV2ZpTwHzLGy7UZrZ3d8XR0pYXEkWYiR9wbGtV4CPae6p6CQDcnN7qJnegiSOjn4EIvwZEegkDqlWMknN1B3MmNRB9aQeT+hUTumUHYtm+I2DqRoDVjCVoxioAlI3gxZxAPp/bizv+6cHNCOy6P9+LoW67sGebAH30FVnQUmO0pMMVD4Ft3gYnNBSa0dmFcO09OrV+LobyS2qIKVAodehNI640YDH9XLRorLPUKLZUVdQQGhOHk6E6H9l25d/cR9+4+Ys3q3+nfbzCHD51okjkKuYbSkip69xrAh2M/oXOnHjx66INOa0anNaNS6lEp9Zw7e5nmzVrTtUsv+vYZRG5OId9/Nx13t5YE+IeirNfZ3ZAaE7+t2YCTozvt2nZGEByJi01qSlwbqzkb1m3n8w+/4dyhG6irrFw8cZePRn3F7Gkr0MrApAKLBurKDLRr2ZN+3Yfh5dEFJ8GdUJ8IlFX1VJQUUlVZQk1NDdVVUspLaikrrqG6rBZZVQ01JYWU5CQTH/qM8Od3iQ324WVoIJePn6SZINDTSczCT95n1jtDedvR3uFtgsg+UGCyIPBLSwe2dXVl/wA3Dr3hyPHhIi6MkXD+A4ET7wicfVfg0lgJNz5x4eZnbtyY4MrNL9y5+3Ur7v/QCf9Fw/BZNJJHC0Zzf+GH3Fs8gfu/fsvD1dPwXjufJzs2cn/HFgJPnsD/3Bki795BX1FGbWEhh3btRiIIeHp6NkHu4uZsP9QhEdHSxbGp1t5HJGKwxJG3HFx4V+LKByLXf8Pe2tmV1s6utHJyoaWDA80kDriL/m4e2axhdXJ2oaNYTEdBoIdEQjdBzAgPZ3LunCLu2O9EH1pJ2J4FBO+YRtiO7wjc8CmhG8fhu3wEvouH8HR2P7ynduPOpA5c/7QVV8Y258L7LTg81JHdA+zy5ZdOAnPbCkz1EpjUWsSnXs6828qNfi4Sjv2xGVOdHFlVnV3/qs3Uq03o9JYmiBqTVLXKQHlZDc+e+uHu1pIhg0dQWFCGSqlHozZSUlyJsl7XsLFkQKuxEB+XipvrOMgAACAASURBVItzC7p364dXm86sXLEekxE0ajO1NUpUSiNXLt/Gs2V73n5rDK4uLfF+4MPkb6cjEbsRFBiJXKZFWW9ArTLx9f+m0KF9d7p07o0gOHP92r2GqG/CZAStxsLWLbsZ98FETh+9jLxax6UzNxgxaBQzf5iNvFKJWqoBA8SFx+EicmVw/6EMGTAMieDIsYMnqK2ooaw4n6ryAmqqK6murKOsREpZcR01ZTLqq6TIyosozUwg1v8hET53iQ/042VIGKE+QQzp1IMf3x/Nhm+/YFyr5rwh2IeFTW/bjp/btGFe65bMb+7I6nYubOrqyPYeIvYNFDj1jiNnR4s5OkLg1CiB82McufqxK1c/ceHqJy5cn+DGra88uftdB3zmDuLp3CE8mjcC7/nv82Dhx3gv+4LHK77lweoZXFu5gBvrV3Hrjw08Pbyf2Lu3SQ30ozQtDYtKydIFc5smVnt4uCEIAo5O9knoTg05ZjfBPqBumMSJ0Q5ufOjgwXixx79h95SIaeUgobWjA55ODrR0lNBcImpqLNnYObWDswQvwT5huLGu+c0bvYk6sY2ogyuIOrCMwO0/8WLDV/htmIDvbx/gv+odni0ayJM5vXg4rTO3/+fFtfEeXBzjwvlRTpx9y5WDA53Y1ceRDd3E/NJFYG4nMT+0lzChjYRRLR0Y3MKZ1oLAsT93YqxXoqiV2yskSh1qtRmN2thUl7aX++zXqiql+PkGIwiOtGvbmcKCMrQaU5PU0aiNDRHbiEZt5t7dJ7wxaAQdO/SgS+fejPvocxRyHdI6NdI6NdVVCk6euEDPHgPo1XMgXTr3ZtXK3/lq4ne0a9uVoMBItBoLMqmGkuJqevYYQMcOPXj/vY9xdmrOil/Xoaw3oKy3V4zkMi37955g+PAPOHz4PAqZgTs3HzK4/1CmfjOVutIqtFIFZpWaa2fP4e7ozPixH/PT9Fk4O7kzZeoMCguLKSnMprIkn5qKSqrK7bCXF8upLZejrJahqqqgLCOR2BcPCHt0h6TgYLLiUniVWsLmxb9xauUK/vzha94UBD5wcmRi8xYs6tufX/sN5I/hw1nVowu/tGvGyrYObOnhzN4BTuwfJHD4/zH2ntFRlt8b7jM1k04qgSQkhISEEkIJvXcIVelI70izgApiV1SkKFIFpIm9oSJNUXovCYQ0kkyS6b2nUK7zYSDqX3/nnA/Pl0zWyqys633eve+9973bCLZ1krCtq4xPeqvYPzCEzwaHcGBQMAeGBvPlqCi+GdeYn6el8eP0DH6Y2Zbv53Tmh7m9+GHhQH5YMoxvl47j82dns3vxXA6+9By/bnyP4zu389uBPeT9eRKHtgrN3SImjn0ChfyfNniSR2pM7CPVsIVESnt5AD2VIfRXhjFU9h9dj6HCP90dJRdEB0iIDpAQqfD3H4RJ/KakwUIQF/AoGVD4/0C8EDw7oi+fL5/K2Q+WcP6Dhfz68hh+fK4/Pz/bkyPPdebwojb8NCeV76cm8M2YaPYPCeHTnko+6SRle3sJ29oqWN9cwdtN5byUKGVJvIypjaQMixS0Uz6SPwMlBAnBto3r8TpdmEwW3J4anK5q7A4vDruXmuoH9cWjmuoHeNy1WMxOLpy/SmhIJPGNk6lQ6/B579UnnE6HD4Peyv174LBX8/xzq2jdqgOjR02gSWIaTZMzuFtShdvlv/1tVi+7dh6gbVZnkpo0p3laJt269iW7Q3fSUltz+Jff8LjvYTG7uXTxJsFBkWS2zmbt+x/RNDmDIYNHYbN68Xru43LWotfZeP/9j2nRujtvvLsNs+0BX311mMyWHRgzciyWKgN1djcug5G3X15NdIMI5s1ZyMYPtyBEIHFJLbiRV4C6tBC9uhiDRouuykJVhR2N2o65yoHb4MCt1aK7fZMrR3/iz+++IvfUWYqvFlFyQ8vxg7+yZdFiXh7Uh24ywYTEBBZltuWFjl1Z03cQ6wYMZm2PbrzaqhkvJkXwSrNg3k5X8W66hPWtBJvbS9jZM4jd/cM4MCSKgzlRHBwWzhcjIvjmyVh+mNSEQ1Oa8ePUdH6Y3prvZrTn25md+WZ2T76a3ZfP5w7lq2Uz2bt0Lt++soKv3ljJ7tUvcnjHFq4eO8zJn3+g1mmj6E4uOUMHoFQIggL9NudyiSBE9hfsLYWUjnIVvZWhDFaEM0LW4N+wqx6FKw2kghiljDilnDi5jBiZ3/D9MezRAf6Os3iV36KsoRCsmTWWTVP6cfH9eVxeO4cjLw7jhyXd+XFRNkef6cihuen8ODOJ7yc35ouRkeztH8QnXeVs6yBhWxvBljYKPkiV8UaSlOcTJMxvJGV8jISeQaJ+u16szP/9Pt2yHafFgV5nprrmPi5fLUarA5vVXV8RfVwxdbtqcNi95OUW1CenlRV6rBYXHnctZpOjvtDk1+TvMWniDJKaNOfg/m+IjmiMRARw8sRZan3gsNVS7YWdOz6jc8c+zJm1hOE548hu35PWrTrQpXNvjh75g2rfQzzue/z5+3kahMYyImcMx349RbPkFmSktcGkd8B98HkfUFMNO3YcILNtb954dxtOD3z2+U80T8ukd4/+aMuruOeqxqiu4rnFS4mPbczrr73Nj4d+rV+jeeFyLuqSQnRlJRir9BiqTOjUNnRqG7YqJ26DA2tZBZrbt7n+23FO/fADeWcucudiPuePX+fqkfMs6zeQxe3bktMgjOlpqbzUszev9R/ItkmTeX/wEDaPymHjwB680T6N5SmhrEwJ4N3WoazPCua9DMGnvUL4bGA4X+ZE8+WIWP8Z1ZBvxyfy/ZRUvp/anO+nteKb6W34anp7vpjaiYNTO7Pvqa7sntybnTNG8tOrz3JwxUK2LZrBV2+t4tsNa/j24w2cPfQNhZcvgM/D5XOnyG6biUQIwsNC6mdTHyeoGRI52cpAeqvCGBTQgBGK/4D98QR3qExOQ7mKJrIQUqShJEtDSJAG00AoHu0tFTQIVfkFfyF4buZkvn5/Fat6NmHfxCzOrBrBuZdzOLywI8cWZ3N8UVsOjovj6/FxHBwVye5+gWztJOOjLMFHrQVbW8vZ2iaQ95rLeL6RYEmCYHainL4q/5rxdKkgWSonVsgIEzIuHz9HtdWH1ezAbHdRC1h9Xqw2F06bt77HpK76IXXVD7Fb3Ny5VYxEKAgKCCP3ej61vgdYTU5sZhf3a8Fh9fDwHhTcLqFD286kNs2gvKiKlqltUEnD+GTzXh5Ug9v+AJuphs/3/0hG82yeXfYK27d9waCBYxgzZipZWZ05duQ0Pg/UeGHj+1sY3Hs4a179gLwLBWSltqdtRgfOn7wE96HW94AHdfDJjj1kZXXn9Tc34HDf55tvDtMioy2dO/WgpLAct9OHplxL6/RMwoMaEN+oCRnNWyERcmQigM/2HERTUoamuASjugpDuYbSWyVUW72Y1Qa8JgcV+UXknrvA6V+PcubIMW6evUjxjXyKrxdScv4aE1q05v2RoxmX2ISFHTrwzqgRbJs1jW2zprBz7lPsnDmeT2eMYeuYfrzWJZWFiUrmRgleSFGxITuSTa0Fm1sIDvZR8cuYBL4a2YiDoxL4cUYWvyzozLezO3FwRif2PpXNzgnt2TGuPTvHd2TvpK7sndqPLU8NZNvskex+egL7npnJZy8s5MvXX+Cn9e/w67ZN3D5xhMKzZ+DePYzqKlqnZyKXBSKEAqUiyN/2KwRJQkG6kNE7LJIhoVF0Ff/RGyNkfofUYGkAsdJgkkQ4KaIBySKceEkYwUJOdHADJEIQGKQgJFDOzIljOPbFAXasmM8rPRLYPLAxh2a0489nenJ0QQd+md2KH6elcvCJGA6MiGTv4FB29QpiS0cZH2VJ+aiVjE0tFWxqpeKtFMGLTQQL4gVjIwXdlYIsuSBDKSdJGkC0CCBUKLh9Npdqsxeb2YXV6cJ1/x62at+/YK/1PaCu+iEOq4eC2yXERjUmKCAMk95GXfVDqj334AG4HdW47D5qq+9z4dxl0pLTadU8kxOH/2D6pNmkNE5nyfznMWvd6Kuc+Fzw3prNNG+WzQsr3uHqlVKy2vSi38CRREXF88svJ3lwD3gAy59dTWZ6BzpmdqNheAJZ6dmkN23FpvWb8bpq6/twPlj3IV269OGVV95Fq7Vy5Mgf9avtqyoNlBSruXH1FnKJCoVQsnzZCpY9vZQBvfsjF1JefHYF+rtqjGV+kyazWoOxrJJqiwNTeRVekw11fhE3zl7k1K/HOfXrcW6cvUjJzdt+54cLl3lh6Ehe6juIOZltebZXT57t1Z0PJo5l56KZfDxzPJumjWbzlBF8OG4gawZ35OXOqTzXIpZn0iJ5MVXJtrYyPmou2NRS8GlPFV+ObMwPU1ryw8x2fDG1LQemZbN3Skd2Ts5mx4Rsto/P5pNxndg9vgs7J3bn01lD+HTBaA4snsCBZZP57NkZfPHiQr574yUOrX2LEzu2UfD7b5juFKIrLsNhdBDXMInAkBgCVQ1QCilxqmAihKB9eJR/CYYQTE1I/g/Ypf4B10CZgihpEPGSMJqIMBqJEGJEMCohRSVVIhGCkOAAhvTpyYWjhzn77desnTWeV7s25o2sAD7uE82P09rw65z2fDc5lc+ejGPvsEh29FGxvaeSrV3kfNxBxoeZMja2kLChuYR1aXJWxwtWNZUxN06QEyToHiToEColNUBGnFRBhFASJBRU3FL7/SctbtweH1a3G4fP39vitHmpq37Igzqo8d6nrvohTpuX4oIymjZJIyggjML8u/WfWU1OnDb/WJzXUc3HG7YQF9WYmAYNaRSVSIAkmIjghuQMGI1J48JmqsFuruOrLw7TJrM7zzz3GgVFBjp2HkCPHoNISWnJ6dOX/QqRo4Y2bTqRnJzBunWb2bfvK5Y9s4LGiSnMe3oJZqcTR20NBepy3t+4kc7derN48XK0GguHfjyKEAEEqhpw89ptLp67yqur30ApDyQtuTm/Hz1J0a0CZk+dSYgyiEF9BnDs+5/QFpdhLKvEUqHFrjHgMVqxVemxawyU3SrgxtmL/Hn4GKd+Pc7Nc5couXmbkpu3Kb10hfO79zEwKpYZbbJ4rk9vVg8bzLvjn2Dj1PFsmzuFnfOnsGPGODaMHcLrAzvyfKdUFrVuzKKWcTzfIow1LQQfthasbSlY20bwSb8GfDE2hW+easm3M7L4dXFvDi/tx+FnBvPrM8M5vGwEPy8ezqGnh/PtwuF8Nn8Ynz39JJ8vHs+BxRP4dOEEdi+eyv7nF/L5y8v5ce27nNz7KXd+/xOPRk9VYRn6SgNN4lOQCAWxoZEECUG8QkUzeSApQtBJHkD3/6qgPp7kVknlhEmVxEiCiBHBRIpAwoSSqKDw+hUfmRlp/PnTD/yyZxf7336TF4f0YlWHhryYInitpYzdQxP5cXIrvhmXwr6cGHYNDOfDjoJN2YJN7QUfZQk+bCVhfbqEtSmCd5pKWB4pWNFEyswYQU6ooH+MgnYRShpJ/K+nYKEgSKhwaBy4DE5cVg81vnuYzFbcnkeNXFYPtb4H3K+Fas896qof4nZUU1pcQYvmmaQ2zaCspJIa731OnjjN/DmL2P3JPtSlGtQllTy3ZDkyoWDtO+vQV5i5cekWkSFxSEQg6rsmNJV21GUWDn72E60yuzFx8nwstnvMnb+chITmxMYkknuzEK/3AYcOHSO6YRMaJTRj07adaE02Ro+bSEJqc2KTmvD86pUUVJax79svad0xm87detO6dTbJSekMGTyKrDadaJPZkZMnTvPLoaM0CIsiLCSCIEUwE56cyJ/HTyIXUuRCSrAikBVPL6X4xi08Rium8iosFVpcejNekw39XTWleXe4dvo8f/xytB72u7n5lObdofTyVeruFNIlJJRpbdsyu2NH3hk3hg8mj+ftJ0awb/E89i6aza6501g/YQTP92zH5LSGjI4PZWKzKBZlxrI8VcL67CDWtlPwekvB+s4qdgyKZv/oJnw/rRW/zuvIkUXdOPHMIH5fPozfV4zi2DOjOPR0Dt8tGMpnc4b4gV8wmj1zR7Fz1kh2zHmSXYumsueZeXz52kpO79nJ6c8PcvGnX9DdKcJntlOce4eY8CiUj/weQ4UgSaEiSxVMKyHoKvmPCurjapRSKiNYqiBUBBAilAQKOUohRSakhAaHIBOCQ18c5PR3X7PlxRU8P2w4y7q0Y3lGA1YmC1alCNZ3DOVAThO+HJ3MvsEx7Owdwoa2go1Zgg1tBBtaC9anC95vJliTJHgzUbAkVLCkoWB6QwljGisZnBxORqjUb0gvBEohJz05gxrHPWx6O26LhzrvPUwGMx6XF7vVhd3irofc566jrvohXlct6lINPbv1JT21FedOX+KbL39g9IixhAZFMHPaXEoKy9m0fjNKEYBKFkS/ngPIu1HIzGnzad2iPclJ6aiUEeTmlnD+fB6h4fG0aNUZIYJ5c81H7N7zDd06DaBRVBL5eaVUqc3065dDdudeDBwygpFjxpNfXEqT9ObEpzZDGR7CqInjMDksfHPoOyJjY2jfoQvduvZl8KCRpDZrxewZ88nPK8JidHDtci4JDRMZMWQk/Xr0Yf7MuVw6c4GsFpl0zGpHmCqI5QuXUHgtF5/ZjrGsErvGgFNnwmuyoSkqpeTmba6eOsfJn4/Uw16ad4eyWwWUXruO8coV3po6hbGtWzIjuwPP9OvHusmT+HjGdD5dMI8tM6awaeok3nlyJEt6dGRUs8b0jAqgU5iUPuGCBWlBvNExitfbh7CypYR3s1V83LsBO/o34MDIOL6d0JQfpmRweHY2Rxf24sjCfvw4ry9fzejN/qe6s/up7uyZ1oc90wewa9pAtk8ZwPZpOeyaM45Pl0znh9dfYOfzizi6bROnPz9AwelT3DMacWk03Dh3nsTohvUje/EKFc1lAXQKaUA3ZdB/wP5IsJdJpCilMgIkChRChuxRd5kQfu+9t1ev5Ozhn/hy3fssHTKYp7v2YE56CovjlbySouCVFBlvNZezuUsEe/vHsbtPNLt6hvJxBxkftZOwobVgbbpgTTPBW0mCN5sIXk8ULAoXLIiVMDMxiInNIuiVGEac8vH+JYEQcsaOmcR9H1i1DpwmF3XuOpwmJ16HD6fFjd3ixueuo8Z7H4+zhns1/hu+Sq1n5LAnyWzZDolQEB4ShUIaiEQoOPLLCfKu3WbKuKnIhYK0Js2RCQVOWzWD+g+nTWZHmjVrRUhILEdPnOWnwycJj0gkplEqUmUEm7cfoKREj0SEENugCXlXi6koM9Kn11BmzFjAy6++xdZPdqM1WVn/8cfs//wLPt2/j/2fHeBmXi5lZWWcPXue306c4trV2xQVqqlQG8i7cYcbV29hNtgpL61EV6Gn4m4lV89fpryolMK8O1w6c4FLZ85x8Y/T/PLVd5TdKsBWpcdYVkmN1YlDa8SuMWAoraD4xi2u/HmW33/6lT8PHyP3/GXKbhVQfruQsus3UJ8/R8HRw7QJDuTpfn1Y3Kcvb40ZwyfzFvDhlGmsmzSR10eOYEmfnkxul8mQZom0iwomSeqXn4fGCBa2CGNlp0a8kh3Bq+0CeLOthPWd5ezqF8oPYxP5ZVIqR6ZncnxeZ44t6MnPc3vxzcwefDGtJ9ufaMcn47LZOakrn0zowbZx3dk6sS+fTB/BnvkT2bt4Ohumj2Pfymc5vu0jLnz9ObdPHMFamA91dZw8/CuhAYGoHvd0CUHXyIY0+68EtR5oIanfbvB38V4qFfTo0pGrp37n282bWDpsKE/36MHw6BgmRYczN1zwanIAr6eoeKWJYE2Gko1ZgWzJDmJPryh2dQ1nW3YQG1vLeDfVD/lriYLXEgSvJMpZEiPh6fgg5qXH8kRKJOnB/qe0fr2IRM6b76yltgYsOn8oU2evps5ejc/iwWlxYzO78Lpq8bnr6mGv9T1AW2nk5rXbTBo/lUH9c0hPbcXQQSP48uC3qEs1uKwe9u88wM7Nu/j80684cugEpcVV/HbsNEd+PcmxY6f48pufMFjd3Cmp4PT5G+Tll3HtZhF5+WVUVtrwuSA/t5LyEgsGjRudxonPAyUlVegNVnRaMwa9BbPRhq5Cj8PowKa38cB9D6feTpVaT0mxGrvFjVFnpbS4AqfNS427Fp+zGrfFjba8CmOVHqfZzp9HjlN08xbXzl6g6OYtym8XUn67EGulDv1dNdUWBw6tEbNag6m8iqLreVz+48w/YC+/XYg6v4jy3FwcpUW4i/PpltiIaT26sWzwEFaPHM0Hk6bw9pPjeGv0OJ4bMJjJ7TswKLUZHRvFkhoeRJTc30aSJgR9wgXzs+J4uXsSL2YFsqK54J0sweauUr4ZHs0Po+P4eVwSv0zO4NDULL6fks2Xk7M5MKkTO0ZnsvPJLHaP7cCOJ9uzZXQHNj/Rme0T+rJz2jA+nDCITVNHsXH6GH58ZzWfvfYif3y6Dc25Pyk7fxru32PPjp3EhYUTK1OQogomTgjaq/6jglq/ck8iQSKTIqSS+qT1cTx/YOd2ft63mw3PLGVez+7kREczSBVIbyGYGSh4OUHF68lBrG4s4bVEwRtNBOsy5OzvHce+XjHs7BLOh5lK3mkmeDVRsDpesDpRsCpZydL4QBanxrKgTTIDEsOIfBS+SBWPzHKkcvYe/Ipq30MsOgdOvYMaiw9c9/CZ3fWwe5w1+Nx1uB3V9bDrqkw4rB7y84ooLijDanJSXFBGSWE592rgbkEZ6qIKTGoj5QWVaMoMlN/VYja5qKkBg9mFp/ohOrMTk91LpdaCyeSiosKITudAq3WiqXJjs4PDDjqt3+uxvNyITmPHYnZjNtixW9x47D5sejvUgMfgwaK2YCw3YdJaePgAKsr8PT/3a8FqdlDtqsFqsGHRmfA5PNS6q6koKUVTUkb+1RsU596m4Houd3PzKbyWi8doRVNUil1jqIfdUFpB4bVcLp08zW+HDv8D9oo7xZTm5uKsLMVRWsCbT8+je2I807t3Z9Xosbwyciyrhj3B0t6Dmde9HxOyu9CneTotYxsSGxxImFJGmOyvcv3AhgEs6ZzEyi5xrG4XyJttBG80F3w9NJLvh0Xy46g4Do1J5vvxGXw9IZMvJrbjwMR27HqiJZ+Oac2eMVl8MjqTLcNbs2lYFltHd2bHhL5sGT+Ad3K6sWXGk+x/djY/v7uaQ++/xrk9W6k89wcVt/Lg/gPWrFpNsBA0lshpFRJBhlz1b9gV4tHWafHoNpcKRIAceZASIREsXTiP7/bs4tN33mBBv75MadmCnAbhdBaCkTLBVIVgYaDg2QaCF6IEK2MEr8QJ3k4WrEuTs6NjBB9nBbMmVfB8pODtNAUrEwQvJQpebBbIopQo3ujfhRltU2kkBFFSgeox6EFKhEzOL8d+x+WsxVhlxWVwgvsBHr2TarMXr6Ma5yMvRo+zhlrfA2p9D/A4a7Bb3FiMDmxmv2LzWG60W/wQmrQW9KUG9KUGdGVGdGoTuioLOq0Vnc6GRm/D6vBic/qo0pmprDKgLtdiNTnx2mu5fbuMKnMNlbb76Bz3MTjuYbTfw2T1YTT6Wwwe1IFeY8Zp9uKx1WHVeqgoMuCzPsRm8GHSOzDpbZiNNiwmOw6zE7fNg9fhw+f04rI40Kk1qAuKURcUc/fWHW5dvkLuhYvkX7mKobQCp86ErqQcdX4RTp2JaosDY1klFXeKuX3pGueOn+S3Q4c5feQE106f586VG1QWlGDX6ii8dolqk4YLv/xIemgIg9MzmNatF9M6dmdmp56MbdWBERlZ9GmWQVZ8IskR0YQHBvpXvwhB42AV0cI/A9EjXLC4Qyxr+iTwbqdg3m4peKe5YE8PBT+MbMR3o+I5mBPP/pEpHHiiBXufaMmnozLYPSqDT0e3ZM8Tmex+IovdT3Zg95gu7BzTnc2ju7N5TF8+Hj+AjyblsHXWOPY/N49f33uZEzs2cu6n76m8cwdqa1k0aRLxigAShZw2YVH/hl0pBIEKOTKZv1dYFhL46EYVNAgP5rv9e9mz9l1emTSJqVlZjIiJppvw7z0dJgRTZIL5SsGyUCnLG0h4IUKwKlrwVrzg/RQZ76fJ2NKhAe82V7C8oWB5I8GqZgpeaCrn2WYhPNc2hVeG9qJdoL8dQfXooVOEByDkAqFQcuN2IS5nLQ6TB4fOjtfo5r6jDq/Zg8fuw2H14LB66mF/nKDaLW6sJid2ixunzYvL7sNp82v1ZoMds86KocyIocyIvtyEvsKMrsqCVmtFq7Wi0VuwOryUllVRWaH3F6KMTqqtXrxGNw9roNLgQW31obHVYLBXY7V6sZqcWPRWLFoLmuJK7nvv4zJ5sRk8uO0PsJhrKSw2ojf6MBoc/u9itGE1O3CYnbisbjx2N16HB4fJhra8gorCEtQFxZTk3SLv0mVyL1zkztVr9UmprqScyoISnDoTPrMdQ2kF6vwibl28Wg/7maO//QN2m0aLvrSEqsI8LKXF9G3divZxjejXLIORrdrRv0kaOelt6J/akk5JaWTExRMXHkmQKtAfATx6C4cL/3hcC7lgRLyc5R1jebdHDO93DGBNS8HmbAkH+jfg6+GNOJgTz54h8ewdnsyBJ9PZObQpO3KasisnlZ3D09g5LIOdw1vxyYgsdozowNZh2Wwe0ZVNT/TmwzF9+XjyUPbMn8h3Kxfxy9pX+ePzfdw8+RtVuTfAZqVTcgrRQtA6/D9gj1QFEiCREBSkQij8IUxgeDABAQreenkl323fxkuTJjC9XQeeSktjSEgwPYVggMQP+yQhmCsXLA6U8WyIlOdCBC+EC16NFbydIOGVOMH61sG8kSJldVMpi2MEL6UFsCI1gFXZ8awdO4TpnbOIEf52YsXjt0ugHCGTkpiShtNVjcteQ43jHnatA0ulFarBafbitnmxW9z/gt3nrqsH+zHsTpsXh9WDzezCYnRg0dswqM2Yyq0Y1GYMlZa/YNeZqdKZ0erMoeg3RwAAIABJREFU6HVmeABVRRVUm9xU62w4Sw3oi6sovVvJ3XINVZUGzFojLp0Jr9ZAdZWW6goNnnINtQYbeB/gsdXg8j5EbXBjrIZCrQ2DwYHVYMNm9N/qTosDl9WJx+bCY3Nh1xnRlaofwV5ISW4eeRcvkXvhIoXXb2Aqr8JaqUNXUo6mqBSnzoTbYKmXHfMuXOHssd/5/adfOXvsd66fuUDB1ZtUFpRgrdJgrCij/E4u9go1W99+m3Ah6JTYlBZhUbSJiKVrkzQ6JKTQKi6BJpHRRASHopQr/vJPf7S4uaHcX7bPkgvGJshY1TGWD/slsLaDinXtpGzpGsSBwbEczElk14BYdg2MY//IFLb2b8TWgY3ZNiCBbQOT2D6oKTsGpbJtUAbbBrdm86AsNg9tz6Zhndk4vCsbRvVk86TB7J0/ns+Wz+PI1o18uXEt5rzrVJeXUnXlCmkh4cT/l/QYEaCqVz4Cg1X1cfqwQf05degQL02ewszOXZncrDnjGsYxSCFjgEwwPETGSIVgghDMlAoWBshZHCRhWaDguWDBqgjBKw0Fr8YLXk0QrEwQvJoeyHNJEp5NkfNym0g2juzCS8P7khrg78GJChQoFAKZSoKQCWSBgYyfPNXfuGX2Uud6gMPgxqZz4nPfx2mrrofXbnHjcdZQV/2wXo1x/e3Wfwy6/VGMbzU5sRkdmCrtmCrtGKus6DVWdI9ude3fQHeYnRjKdOCuA6uPB1U27qstYKsGkwPMNjA7wGQFgxm0BlBrobwKdEYe3CkBvQXzXf96GYO7lls6KxWuWnTGv0B3Wd24bS5cVicuiwOn2Yq5UoumpIyKwiLUBYUU3bjJzfMXyL1wkeKbufVVU21xWX1I49SZ0BSVUnQ9j5vnLnHm6G/8/tOvnDt+kpvnLlFw9SYVd4oxV1RSWViApriQkhs3KLt5k8TQMBKDQogSEtIiokiPjqNZVCzx4RFEB4cQpFT8tXla+C0vlEIQIZGQKPcnrB0VgqlJSt7umcjabg1Z1zmMTV3D2d0vhn2DGrFrQCw7+kbxSf9YtvSNYXPfhmzp15gt/RqztV8TtvVvyvb+qWzrn87WQZlsHdKOLTkd+SinE+tzOrN+ZA+2ThjEtllj2fPiEo5s3cjRHZspOXkcXE5uHDlCQ/Ef7gKBQhCmUPpNaJRyZAopMqng54MH+eT1N5jXsy+LOndnUnwTBggJvYWgjxD0kQpGBkkYJwQzpDIWKBUsUslYohQsCxSsCPOHM6/FS1ge44/RVyTLeKlFMMtbhPBe3zQ2jO1F2zApoUIQG6wgNEjmf9gehVHB4Q3Ys3s/dd77eExeamy1uCw+vK57GAwO3O57WC2u+n4Xt6OauuqH3K+lXoZ02X310D8G/fFxmF1YtS4sGidmrROD1lEPu0ZrQqsxoa0yYKk04TXYsZdowOgFrQMqbWh++ZNvFz3PoVnz+Wb8VPYNGsbWDl14N6k5Kxs0ZElQOCOE4OmkVP+qGK0Rn96E2eKgQGek2GjB8Ah2l9XpD13sbtxWJy6jBYfehL6sgsqiYioLi6goKKTw+jWunz1D3vnzlObeqr/VtcVlWCq0OHUmbFV6KgtKuHPlBjfOXuTM0d84+fMRLvz2J3kXrlB4LRd1fhGm8ioMZeVoS4qpyC9AV3yXt15ciUoIIpUqogICiQ0KIToomAYqJcFKGQHSvxbuSh7BLhNSQiUSGimlJEkELYSgX6hgZlMVb3VtwrqeCWzuE8+23g3Z2S+W3QMbsr1PJB92CWJzn2g+7hPL5r6N/LD3SWRrv2S29WvG1n7N2T64NZ/kdGDH8C5sHtaFjUM6sW5oFz4c0YONYwewc9F09r70DL9sfJdj2z/CdO0SVPv49L21/4ZdJQQNAlQEKRX1dmOvvbiCM4cOsWLcROZ06MqiNh0ZpQqjlxDkyCT0Ff6JluEhUsZLpcyQB7BAFcSiQCWLlRKWqgTLQwUvRQlWxQlebCR4NTWQRQ0FL7UK560eyazPyeLpTslECkGQ5FFSKvlLBZIolAghpyivGJfBSa21FpfBjcPkodr3kCqDDVf1A8wmf8xrNTnrYX9QR33c7nHW4Hb89QZ4/GA8Dn3seg82gwer3o1B50Svs9XDrqky4rK6sWtMuCtNYKvGcrUAinTcyy1nVGg8H6Zk8lmTdL5Pbs2R1Db8kdaOU2ltOZXWlhMZ7fk6NZPtzdvQWwi4lgcmM2V5eTh8HsoMRowGK3aTA7fNhc/pxefw4LY6cehNWDV6qopLqCgsorKwCPWdAu5cvcLV06fIO3+e8lu36sHWFpfh0Bpx6kyY1RrU+UXkXbjCtdPnOX3kBCd/PsLF309x6+JViq7noc4vwlBagVtvxms0oy25i760jNtXrhKmUNYbjAbKZATKJahk/lUwjx27Hn8uEVJUykDClX5nuIbCv7m6i0rQQyZY1CKK1zvF82GfJDb1asTW3tHs7BfL9p5hrMtW8lHPcD7qFc1HvWLZ1Lshm3vFs7lXIpt7J7O5dwrbB7Tkk5x27BzRme0juvDh4GzWDezAB4M68X5OVzZOHs7muU+xd8ViDm94l1N7d4Kmint6w3/D/rirUSYELdJSOPnLz7w6dwGzuvdhUkoG0xOaMVwoGCAEo5UycgIEPaSCEeFyxsuVzFIG83RQGIuDAlmqkrE0ULA8zA/7C7GClxJkrGqm4tlkGavaRrFhaGtWdU2kc4AgWipo0ED1F+Qqf94glSloktCUGls1Do0NPGCtsmGssmOz1WB21WH33cdosmPS27AYHfWwP7wH92rA566rlyMdVo8/cXykzjisHn/CavRhN/qTR6PehUFv94cxGhPaSiNOkxOX1oK7TM89tREqbGCto7UIYkPnIRxr0pb82OaUNWyJvnErbPFtsCdkYolvgzapLdcbZXC2ZSd2JrVgmBBovvoOKqvQ3y3GZNRj0ZtxmO147W5qXD6qHykwNq0BU4WGioJC1HcK/oL98mWu/PEHeefPU5Gfj0NrpPx2IZqiUtwGC06dCWNZZX1PzNVT5zh95AR//HKUy3+c4falaxRdz6P8diH6u2qcWiMPnF5/wqo1oFNX8vyyZ+rrL48HJWTiL3Oix1NsgY+KkSplIIEyGUHCL0WmKyW0U/ovxBENBPOSA3gjO5aPejdma69YNncPZ3PXID7uEsi6LiF80CWMdV0jWNc1gg1dYtjYNY4Pu8azsVsiH/dOY9vATHbmdGRbTic+HNie9/pm8k7fNrzdvx3vjujNuonD2DxnMnuWL+GPXds5//UXuMvV/4b98dMrF4K4BmEc2L6Vj197lZm9+zAyuRmTEpoyo1EiY1Uh9BeCvkKQo/SDPiZczlNKGfNUgSwKDmVxiB/4JUEKng+T8kKsYGW8YHm8YFmi4JUODXi5WwJrRnZkXEo4CUIQE+D/R6oCpCgDpCgUMv+iVyFj9YrV4HuIW++EOvzb+0p1VGotVD/0r4b8v7Dfq6Ee9mrPPao99/A4a/4n7DZLNVazD6vJjcnoRK+3U6UzU6ExoqkyUFlSiaVch/1uJVToIbeI2U0z2dh5MHuTOlDUqC2OyBa4o1tQG92Ch5EZPAhvTk14Ks7wZuij0ymIb82xuAz2pWUxXAjy9u/FWXwbm74Cq16Pw2yv19JrXL562I3qKsrz71Cef6ce9vxLl+phr7xzB4dOT9mtAjRFpXhNNpw6U31yev3MBa78eZZTvx6vhz3/8vV62A131VjvVuKpMmIrr8RQVo6lSsP506f8VXWZ5B+TQbK/wR4iEYRIJQSqlP7fffTzaKmURkLQXCHoEqqkvRAMCRUsaRHJB32asql3Ih90CmdD5xB29Inm/fYBvN8+gLXtg1jbPogPOoSyLrsB67MjWdsxlg3dE/mob3O2DG3H5qHt+WBAW97s3ZrXerVmde9M1o8ZyGs5PdgyeyKfLJnPN2te58SuT1BfvPhv2IVMIFPJkQnBhKGDOPftl6ydM5OxqSmMiIpgdEQIo0KUDJMLhgr/1PlImWC8Ss60YAVzAwULVYKngwNZEhLF0rBGPBsRw/KoEH+sniR4MVWworVgZfcg1k/pztRu6Y92YCqIkcqJkvnHAgOFIFQiISowiAAhOHX0BDatCZ/dR527zq+PmxzY7B7snjpsTh9uV029bv44lKnx3qfW94Aa73187rp/hDOP5UeH1YPV5kZn96G1uTFbnJhNdvRmGxqLjSqzFa3Jit3qwlJlwFZeCRotM5Oa8nFGW36JSedaYFMKRSNswenUJHfGGt0CT0gqRLWkukEq1ZHp2EObURGYTEl0K47FpfNSRCSfLZoBunycpmJcVhMeu5dql49qlw+PzYVF57flLissRlNShq5UTXn+HQqv3+D25Stc+uNPrp89g7akGJO6gtJbt9GXluE1WzBXVKK+U0BJbh63Ll3mz1+PcObYcS6e/IPrZ89x+/IVim/mUp5/B+2dIlxlau5X6bCXlKK5nY+1vJz8a1eQCUGgSl6fiArxT0fdx2HM36vtcuH3YWwglRAr8aszLRV+Z7nOUsG8jCje75vBB72SeatDA95pG8j6dio+aCXhnTTB26mCNS0E72cqea9NIG9lBbOxdxPe7BzHmt7NeG9Qa17v14o3h3ZkzajuvDyoEysHdOLN4X1YN/kJti+czf6VK/hp3Qec2bf/P2BXCAIbBKIQgm+2b+br99awsGtHpqQ0YUJcBE+GBzAqWEqO0g/7CCEYIxU8pVAyK1DGwkDBoiDB4qAAloRG8Ex4Y56LiGN5bBjL4wTPJwhebi1Y0UHw+rAYVo/LJkEqiJaHESCCaSgP8o/7KVUkqAKJUwQQLASZTZpiLFf7YXd4qHHXYre6MBnt2Oye+rE8l7O6HvbHt/v/X9htdg9ah/9YzE4sJjsmsxWdxVIPu83swlppwK6ugqoqljRtyv6mzbkZ2gSdNB5bcDrmRu3RtOlJQavOGDoMoLx5J+xte2Np1gFTeBrmgGSsoelcj2rOmvAIvlo4AwyFOCxqXDYrHrvXH687vbitzv8Je8G169y6dPkRuGfQ3S3BUFZOef4dDGXleExmTOoKyvPvUHwzl7yLlzh15Og/YM+/cpWS3DzUdwrQFhTgLi3HUVCMPvcWluJi3FoNb696yW8vFyD7B+z/F3jZ3wuRj/aXKqUSgqUyIqQKYiRSkuUyMoOUtJULsoVgXJyMN3unsW5gOq9mhfF6cwlrmgveTRe8/ei82ULCW20CeLt9KGs6x/Jqxxje6pPGu0Pb8ubQjrzzRA/enziYN5/ox1sj+/Dek4NYP2kkm2ZOZsfieXzx6iqOb9r037ALiWDp7Okc27eb92fP4MmmCQyPCGZ2SgKjg+WMVAlGyAXDJIJRQjBeJpimVDBbJWNBsGBRsGBpsIJnQkJ4ITyKlZFRrIoL5aVEKcsSBG92V/BCdxkfz81mYIqcSCGIECoipeHESpTECikpIWEkh4SSGBRCsBDMfHIcNRYbds3/N+w2s6s+lHHZffWwV3vu1cftj4H/v7Ab7F4Mdi8OswuH0YHFZMVktqI32zAZbbgMThwVBtxqDVRpWNkykwPJGdyJSEMfkIQxphXXm7RiuRA8JRV0F4JeQrBUImeDCKCocUvMoalUh2agjmnFpgaN+WbufB4addjtVpx2Vz3sXocHl8WBWWukqrSc8qIStHfL0ZWqKbudT/6Vq+ReuMiF30/Ww667W0plYREmdQUugxFjuZrSW7cpvH6jHvazx09w6Y8/uXHuPPlXrnI37xbqOwVoCovxqCtxl1dw99IVKm/f5vBXXxEk9RcapdK/4vbH3bF+C2npPxoFH38mlQgUEikqqZxQiYIIiZR4mYxmSikZEr+pVnshGBktWNYujnf7NeONdmG8manklQwZq9IELzUTvJQqeDFdyosZAbzQKoTlWZG81rMZ7w3P5r1RPVg3aQgfzXiCDVNHsmnyMD5+ajgfTRnJxqlPsmnWRHYuXcA3r6/6N+wKhSAsUMa5n3/go+XPML97F56Mj2NokII5SXGMDJAwSikYIfODPlYimCwVzJArmKuSsTBUsChM8GyIlBUhSl4OD+G16BBeTwzilVQlK9IFr/QMZ+OUTFaMTKOREMTL/Lp6k6AYGgolScpAmoWGEyeV0yQohAZCsHbVK1hK1diqjFTb3NS6anGYnZgNdmxWd70/jNvxb9irPfeo8d6vj9n/1+1ut3kwO3xYbW48JjdegxOHyYbFZMVismMz2nHrHLgqzPgqdFCp4d3O3diflE5pbCssIak4mnbkYvN2jBCC3M/34CrJB5OOSxs3sDoqjryMjlgbZ3IvNhNzcid2Nkzj61lLwODF5XiAy+7DY/fisfs1dofJhkljQFOmRl18tx72u3m3uHXpMtfPnuP8b79z7cxp9KV3qSwsQne3FGuVBrtWh760jLt5t8i/cpWb5y9w+ugxzp34jct/nuLm+QvcuXqNu3m3qCgoRFtUgq2snBqDkeLr17l25jQpjeP8N7dcikzxf42JHnstPj7/hF0ikSCTyFFKFARJlIQIOZFCQoTwO1JkqgStJH4tvleYYFEHP/BvdopmRYsAljWTsDRFsCRFysImgpmN/Uari1qEs6pHGmuGd+GDMQPY+NQIPp41lq2zxrFr1lj2zBnL7rnj2TFnPJtnTWDrvCl8umz+v2EPFoI1Lz7Drrde5Y2nJjKkYRQ54cFMj49jckQwI2WC0TLBaIngSalgkkQwTSaYJ1ewQCljcQMZi8MFz4UIXgoRvNFAypqGctYkB/B6y0BWd4pk5YAEdjw/klZh/tUgSSp/x1yiPIgEWQBNVcEkBQYTK6QkqIKIlsjY/t4HuKp02CuN1Fjd1DlqcJqcWPQ27BZ3vXbusvuwmpwYdVbMBjtOm7cedp+77l/A/yOUsXux2/1KTbXJQ63Bhcdox2Gy4TD6Oyw9GicetZnaSgNU6dkyIId9iRlUJWbjimyNPjqdvLbdGS0kWG/fxONy87DmPn/u+JRlMU241XUgjsye1KV3wZ49kF3N2vPVzBWg9e8B89nu4bF7cdtcOC0ObAYLhkodmjI1FSWl6ErVaO+WU3wzl5vnL3D19BnOHj9RD3t5/h1M6gocOj3WKg2a4hKKb+aSe+EiN86d58yx45z/7XeunDpN7oWLFFy7Tumt21QWFqEtuevvj7l+A5tWx/RJk/yJZlDQ3yCX/nXq3XT/ctX9V5gjkSEVChRCiUoo6wcroh7Jkk2kguZKv6lqcyGYnxXL0jaRLG0TyZLMCJ5uEcqcZgFMjZcwqaFgUpyUBS1jWNmrNWuG92LdhKGsnzSSDVPGsGXmeHbPHsfBpyfz9bMz+OrZWexfMp1dC55i+7yn/g1738zm/HbgUxYPHci8rp0YGBZMf6lgTmI8E0ODGCEEIyWCJ4RgnNTfCzNLJmGBXMlChYzFkQEsifTr6qtDBe9ECNY1FnzQXMU77cJ5tXcT3p7UlRkDM/w9FEpBUpCCJIXfRzJZGUiiPIBGMgWJAYE0UgQQLgSvLX6G+xY7jgoDNWYX9xw1uAwOrDobTosbr82H63/A/hjyxz3u/+t2d9i9OBw1/rE+k4c6oxuf0YHbZMdpcuEyOHFXOfCoLdRpLVClZ8+YCexu0gJdWjd8ce3wJneiIKsXo4UU9Zlz+Jw1eM0eLu3+mnnBjSkdOoGafqOo6zYYR85Ednfoy4E5K0ELmKHW9hCvw4fL6vfEsehM6Cu0aMrUVN4tQ19WgfZuOUU3bnL97Dku/fEnZ44d59qZ0xjKSinJzcOm0eI2mjCpK6gsLKLw+g2unz3H9bPnOHv8BBd+P8mVU6fJu3iJwus3KLudT1VRMdq7pbiMJsqLitj84UYkfwdd+kiJkUr9RyJ/ZC76/wb74wdCgUQokAkFciEnWBpAqERWb7oVIxNEPpIp28gEA6MEkzMimNc+gblZDZnWPJyJScGMT1AxMTGYpR1TeWNwV9aNGcJHTz3BB+NH8u7Y0WycPJadM/2w/7BiPodWPs3XK+azb8kMdsyf8m/Yt730PNuWL2VR7x4MjAwnJzSEQUIwKTyMKWEhDBOC4cIP+wSp/1afK5OySCZnkULG0uhglkZJWBEueCVM8F6UYH2iYH0rFe90iuHNEW14cVwPGir/kq0SgpQkyfwSVbxESmOJnBghISkwmBiJjFAh6JPZjsvHf6+Hvc5ejcvgwKax4jS58Fm8uMxu3DZvPewmve1/wl7tuffvUMbhw+aswenwUWP2UGd24TM78ZgdOMwunCYX9io7zgqLv79FZ+LgtFlsS8pA26oP1Umd8TXpRGnrPkwVCjxnLvm3XDtBs/N7logonOMXwNjZ1I6YhH36Qrb3Gc6u+S/7YTfCPRuPhlAcWA0WTBpDPexVpeX1sBdev8HV02e48PtJTh05Wg970Y2bOPUGvGYLhrJyKgoKuXP1GldPn+HambOcO/EbF34/ydXTZ8i7eImiGzcpz7+DprgE7d1STDo9FeVqAgNUyOV+9cXf6i1DFqD6C/J62BV/O3IkEr87l1RIkPwN9seD40IEIBEKFEKO8tFisMdFqZgAP/DJQtA2WDAgMYTxrRozuXUCY1IiGN5IxYzWTXh5UBfWTxjGlmkT2DZrCusmjOHNUcP5YPyTbJk+hj3zJ/L1c3P59oWn+er5+exfOpvdi2b8G/arB/fy8pPDmdUukyFhIfSXSMmRypgUHsa4oAAGC78KM0ryKDGVy5gnl9XDviwmhCXR0nrY10QL1iUJPsgM4K1ujdgwYwjD2zcl4LEWK/X70Dx2FYsUgkYyBVFC0FgZUO8kHCwEry177h+wux/B7jb+E3aL0YFBa8Gkt+Gweuph97pqqfHe/8ft/i/Y3bU4nD6qrV5qzC68FidOi+tRa4EHi8aJtcqG1+QAo4mD85/mo5QWVLQbiLtZT2pT+2DpOopZQgrnr8IdNZhq8G7+gvdVTWDKszD1GWonzMO8+EU+zhnD1qdXggEwwT37g3rYLXozxio9OrXmX7AXXLvOlVOnOf/b75w6cpSrp09hLC+j4Np13EYTPosVfWmZX4u/cpUrp07Xw37x5B9cO3OWW5cu/wN2XWkZdquNDRs2oFT69fKAgIBH4Yvsr5v6/wV2qVTqH/wRj/cfKf4Ge+DfoP+bx7pEIFNICQmU0zhQQqTwd7wmCsGAlFgmdWjOyNQ4uoYKFnbN5J0xQ9g65yl2zZ/J7gVz2DBpHG8Oz+G9cU+waeo4dsydzL4ls/jsmbnsWzaPPUvmsG/ZvH/DvnXhHGZnt6F/WBD9lAqGKAMYExrK+LBwcmQShkoFOTK/GjNGLnhKJmGmTMZCqYwFcinTlYIF4YLnwwUvhQreiRPs6RbGG60VbB6Xzdy+rUhuIHvUMy8lSBngLz4I/z6cOCGIkUiJlcqIkcmIkcqJlSmIlgcQLQ/g6Fc/8tBZg9vgoM5eTVVBBQ9d99GX6qh11VHtqq0PZUx62/9D2nuGR1V279v3nj4hCb0LCFKUoogIFoogvXfpJYSOSJMOKmJDxAYWegm9E4rUNCCNAElI72WSTC/pBDzfD3sSQfw9j8///bAOCMd8YI6ce+11r3ut6/prWcJZ9kw35p+iqPgR1tJyLEWl8hCWyY7VbMNidWKxF2F1lGK3lpGXY8FssvPYZGLX/AVsbdcRQ+/R0PMD6DKaksFTmS9UOI/4QWAQ+F8hxWcJXwstzvcmUvTeBJi9FufKL/lmwDB2rvlMNgpzwJPCxzgtLqwFFqwFFvKzDGQkpWHIyMJlsWHONpCZkFx12Ay4eInQGzeJDQ8jNSYaS3YOdkMedkMeealpVSVMZWYPuXKV8IBAHkZEkhb7kJykZHKTU8hOTCI9Lp7SQlfVmIgkZNMuDw9ZU1GlUiFJSjf4qufBl1RVrUhl1aFV/UxmVyg8kSQ9QqFHKLUIhRqhdIf0l+WjlxA09VBSSwh6t3yBwa80o1/Tenw2dgibJ43m11lT2bNwFgc+nMeuOTPZNnUyWyaM49iqZfh9/BEHln3IkVVLObNhJf4b13Jmw8rnYd84eiijWzShqxC8LQR9lSpGenkz0subPkLQRynRVyUYoBYMU0mMVUlMUSqYpVQxWyXhW03JRw20rKwvr9t9317JxjaC34a9wrr+L9O+uvxl5Cdah6dHdWqoNNR1g15fIVFXqaSeSkUdlYq6ao07dNRR6xjTfxglZiflthJKzIWUmIowZhTwZ9ETHhc/+UfYKzeX/g3sltJyzMUlOGxOHGY7FosNk82J0VmEyVmO2VqOs+gJ+RYH+Wmp7Fv5MfsHDME4cjqMWQiTV1LadxI/12vEyppeLFIo+ELniX+D1txv1hlX52FktupNaJuexEz5kAVvdOH3Tz6FsifgKOax6xEuayE2oxVLvpm8zNwq2J1mK6asXNLjErl/+84zsD+MCCctNqaqC1N5OP077E/X68kPoslOTJJvSrNzsOYaCLlxA5W7b66VJHm/QalEIxSoJQUqd9auMgKQVO4Dq/zn07DLoULprtnl0CEqQ1I/C7tChcpd2lSWuN5C0EKvonM9bz4eMYAf583g17k+/D53Bjvn+bB7rg+75sxg1ywfdsyawa6P5rPjo3nsWbKQw6uXc27jOi58sZ5zn65+HvapHVrT00vDq0LQRQh6KVUMruZJP52et4Wgu1JBD5WC99QS/dRKhiuVfKBUMlWhZLpCMLeGhgV1JFa8oGBDKyVfdarGxq7V+X706wxrKYvXaIRAqdIjqbzQKD2oqfGkvlJFTSFkyDXqqqir1VJbq6W2Vk8dnQc6oSQqOAyHwUqRyUWRqZByexmPXRWUOcspdZXjdNftpnwbpnxb1QTkv4K9rAxTSQl2uxObxY7ZYsNoc1LgKsLoKsfkrCAz346pqIRHJcVc2vYTS1u0InecLwyeAT0mU9ZpMOaB4whp/wbR7d4kpVVn8pp1xtn8XdK92hOsepGChvyCAAAgAElEQVTcflOYKgRHli+DYgeuzFQeO+3yeIAbdpPBSG56dhXsdqOZ/PQsUmPjiQq5RdDlPwi4eImwmwHERUaQEfcQuyEPW67BPa6bRELUvSrY7waHEBEYxN3gkKr59+zEJCzZORSbLTxyOPly3Vq5YyJJ1FCpquwZvSQlWiHPTamFhEpIfx1CKw+uT9mty6Fwh6oqnga/qvyphF6hRqX2QKnQopYUaIW801BdCF5UCQ58tobD61fit3IJez6czW+zp/C772R2z57GoYWzOLxkAT/Nms62ubPYvXgBR9eu4Pzn67m4aT1nN3z8POzv6BV0lgRdJEFPtYr3dR701lajm0pLJyHorJB4U6ngLbWCnmolA1Ru4CUFkxSC2d4qpuoFixoJVrTRsbqjF79N6MKEtp68qHCrAGuU6D2qI4QeSWjxEDpqKdR4C0EdjZpaWjU13VFLp3WHnlp6DzRCwaJZ83Hm27HmWXHk2XlS8ifWPBtF9hKKnHI3xWJ0VB1SK2H/T6A/Dbu5WIb975nd6ConI8+B2fWYbKsdu81CUVwsp31ms6NGM5zvjCBD3wpH/U7kv/wOtjf6UNymG49bvEtZ3ddxVO8Arw0ht0U3NgvB8a59ICMNLAYodfGk0EmJo6gK9oKcfLJTM8lMTicvMxtrvpHclHSSHsQSGRRM4KXLBF66THhAIAlRd8lKiMeZX+DeOEqvuni6f/sOd4NDiAwKJjwgsKpeT34QTU6SPMfuzC+gxGTiwylT5A6JpKChWkMDldrdMVFSTcga/Xrx17Dg05Opwn0wVbtD6w7dU6EVCjTuh0AudZ4qh4QahdoTtdoLSahkiUWVnAQ71KnO+R83c+abTznxyQr2L5nDjtmT+M1nHLt9J3Bo4QyOLp3Lz75T+XW+LweXL+LUuo85/+lKzq1fyomP5z0P+8tC8K6HmsEN6jK0fn36etfkLZWOjkLBqwol7SQF7RVKOqqUdFEp6alUMEChYISQZ9l9PATTPGTTqTWdG7GxX1tWD3qVVmr5oFlLJ/DSa9CoPdwncy06SY+XQkc1oaS6WiUv77qjulZNda2aGlod3jodtTxr4KHSEX8/HqfFRZmznNyMPIodpRQ7Sp+D3ZhnxWpy4rKX/CvYraVlWIrk1l+hyYrdZMNqkWt2i6OcskeQkJJHptFGkauQ4rh4SErj52oNueP5EjR7Bxp2Jr92W2xN38Lq+So06g313oXW/aHrKPhgAXk9hrNECBxnz4LdDE4nlrwC98JGEXaTjbwsA5nJ6VWwmw35ZCYkEx/1gPCAQAIuXiLw0mUig4JJfnCf3OQkCo2mqhImJTqGhxGRVbBHBAZx5/oN7gaHEH83ioy4ePJS0yhIzyA/LR1jSgprZ8+qOju9qNHS0kO2Vn9BoXR7k8oJSy/kqUfpqX0DoRColBJaSUIvJDyERDUh4eUOb7epRTV3iaIVf83UKN2HX0nlhULtjRCyhEt1pZrqQjB7UD8ubvuOk1+u59j6pRxc6suuuRPZOXMMu2eO5cDcifgtnMau+dM4sHQuJ1Yv4tzajzi7ah7HP5rGwdljnof9Lb2Skc2bMLntK4xs9iLvedfkVaGktRC8olDSUiH7wb+iVPCaUsFbCkEvSZI7NEIwVSNYWF/JwuaefN73Vb4e34uOXnJLqY5O4KWRV+0koUAhNOiVXnipa1BN5YlO0qFTKNCqBDqlPNOuV0no1Qo8VCr0ahXeei+UQsEcn7n8WS7L1dlNTqhAlsJzj+9WdmSehr1SXuP/iuKiRziKy7AXFlFscVJstOIy2nCYndhtRdjt5RTkFfHnn5CaYyQ9OQWsNpK2/MSPugaEeb9ESZ2XMakbUtahF3kte2Bu0YeSl4eRVv0NHM17QvfRPHqtN8XvDuRWp27MrFmb+ydOUWotxuheJqmEPTcjh/TEVLJSMsjPysGYYyDtYQKxEVGE3rjJzQsXCbx0mbvBIaTGRJOflkqx2YIlO4fM+AQSou4RExZeBXt4QKD7tvVWVQmTn5ZOfposhmqIi+enVatpqVbSTAhaa7S09/SisRC0UKlo4G4kVHdneJ2QRwKEUsj7wUqBWqXAQ1JQTVLg6a65q7s7arWeippPPTiV48EaoUKh8ESIanh71UUlVHgLBfUUEvu/+Iyrv33Psc9WcnjNhxxY4sPuuePZ7Tua3b4j2T97DAfnT+DoslmcXr2AC+s+xH/VXE4tmsxBnyHsntD7edgndmjDvG5dmfr6q/SpV483tXraCLdLsEJJU0lJM6WCFkqJV5QK3pAE70qC94W8gzpFLVjaRM+q15uw8r32jH9DXsjwVghqef41MCTXdCq0QoeHyhudwhtJaP/qArgHiVRCVhVWu9WFlZIKSSjQqj2Ii03EmGeVDXJLnmB/CnZzgb0K9sqxgX8De2FRGYXOIspNTh7lWynJt1FkdOKylOC0lWPNK8Fle4LRUkyRzUV2QAgjJC0X271LWM2XSK9Wh8zajXjYsStnXurI4aZdOPRCF040eYOAph3JafEGloYvU9LsNbLav8tn9ZqyaewUrJZHWJ+45TrsxTjMdrLTskiNT66CPT8rh+Toh0SHRXL72nVu+F8g8NJlokJukRYbgzEjnVKrDUt2DukP43joVh2ovGkNuxngnpC8TULUPTLjE8hPS8eclY0lOwdnVjY71q3jZYVEB42WV7U6XtPpaaNU0lanpaGQk1atp7K7Uvks7Bq1PPjlqZDkut/9+TpC1k5v6H5rNBCCepKgjpCoLUnUEBKekhpJeCBENbw8ZNirCyV9O77G5Z2/cnn7Fo5vXMWxtQs58NFUds4ew06f4eybPYqjC8ZzYskUzq3w5eKauVxZM5cLy6ZxbNYw9k94j72j334e9lVD+7N66CDGv9aBzh7VaCMkXnT/5xopFDRQytFEqaCVUsGrComukiQvXQvBOA+Bb2Mda997lcmvNqWeENRXuw827hUutVR5yJFP6/KBRe++aRP/NarpPdGotGz++jt55NZkp9BZQkX5n38tZrhhLzBYsBgdOG3F/xX2ylvVEnsJ5SYnZfl2CgtsOE1OCs0lFFrLKbH+SW6mDbOjBIfJwrnN37K4YTP+aPIaGU1f56HWm7gmzVglBJvbvcbuERPxG+fLqaETWCNUJLbsSEWbLhTWaontlXc42rYL3wwaCxWQZX+M0eik2F6I02wnOzWTlLgkcpLT3BLU2fIe6Z1Qbl29xs3zFwi6eJl7wcFkxMZiysygzGbHkp1TNTvzd9ijQm7x4E5o1QCYITUDm6GAEqsD7C5+WbWKVkLQxbs6HXV6Oqg1dNTpedXDo8oytKYbdp07AUlu0CWFwFMlUUMhUVOSqO22aqwr5NGABkLQVCHRVCHRRBI0dkdDd9RVVB5itaiEihrqatSRlHw6dy7nt//IqW83cuar9ZxYv5gDi6azc+YYdk4fwcHZYzj90RQurprF+VW+XFw7i8urfTi/eDxHp/dn/9h3OTD6zedh3zJ9BksHDGRYm5fp4OVNw8rXjiRRQ61EJwR11AperKajsRC8ptXSSshSGiPr12Vss9rM6NSCwc1r01oleEElaOyhpLpKXuNSiadv1/4pxL8KDw8PatWqg8lkwWZzYDZbKSkqxWlxYTM6MOdaKMiRRYfsJifFjlLK3YsbRc6yKq+lp6PIWUaJvZRSq3ypVGyTTX3tjiKctlJcljKelILLWY7BaSczLZ5U/1Ms96pBbKP2FFRvSaJ3I263aMNinZasIwehtBAy0yk6f4mVSm8MXfpS2qYrpU1exdzmTc607siugSPB5MJisMqXWAVm8tIySXuYQE6yLHRkzswlLfYhD8MiuPXHH1w5dYqAc+eIvHGD+LBQDAnxOA0GbIYCclPSSXQvYt+7FUJUUBARN28Seu0aodeukRIdQ25yCjnJaeRl5mLIzMOYb4GiR5ze9ivNhaCNUNJSyA4W7VVq2iiVNFcraOGlo65OgVbhTj4KWa2t0gygvkrQWPFXNJLk+xM5JJoIhWzKq1DQXCnxkkrBSyqJl1QSzdUK6iqVVJckvJ4qfa4f2I//th85/tXnnPx8PSfXf8zRZQs4OH8aB2ZP4ti8KVxY6suVNfO4/OkCzqydybEl4zk4awj7J/WSYR/V9XnYv506g0X9+tO/VWte9qxGXUl22KimlPcONULgpRA0UMlf/kUhL9R2UajoXdOLCa+2YmCr+rxWXUUThaCJRtBIJ3szeSpV/9Cn/WtK7t+ERqNBp9NV/Xzy5EkKCgpwOp2YCszybWeBA4vBijH7L9iL7CWUuW9M/xPsZbZyyiwlFNtKcDqKsTiLsDiLcNiLcVlKeFQkW9LkuWxkZSWQfekUK3R6kuq0xq5tzkOpDsEvvMzHtesQued3yl0FVLjMWK9dZ47QEf9qTyxNO2Gt25asF1/nZNO27Os7DAocFOXbntkuyniYiCE5HVtOPqb0TNJjHhIXGsrty5e5duoUgefPE3XjBolhYeQnJFCUl4c1N5+slDQS7kVz/04o94KDiQoKIjLwJmE3rhEZEEBKtCydkZWSRkGOkbxcIwX5dh67HnHut128KCRaCwWthOAVIdFepaa1SsmLKolGegXeavktLSkEKrVAo1aiEspn7NSbCNlpuokkeEEh8YLbR7eZWkcLtZZWWj1ttDpe0Wp4RaPiZbVES7WC2qLSe1eu9eePGM7VPTs5//MPnN38FSc/X8/xtR/j99Ec9s+dxuG5Uzi9cDoXFs/k8gpfzq6ZzolVkziyeBR+cwZxcGov9o17l/0juzwP+5eTpzKvV296NXuRljot9RQSNRTyxolKCGro1FWTa5UXQR2UKt5Uq+nupWdy57Z0qinPuTQSgqZaiYZaJbW0arxUajfsknwT9/8AuyRJeHp6Vv08YsQIbDYb5eXl2K0OCm1FOIxOLAYrphwzJoMFm9FBoa2YUvcszH/M7LZySq0y7C5HMVan6xnYS+2PcViLMBY5KMhNoeDaRZaotCTUboNN2Zwi73YkN3qdTdUbEPbd95gzk3lUaMV8I5BpQkty5wHYW3XH8cKbZLV8h6PNXuP3vqPAVIzTUkiR2YE9twBDcjpZ8cnkpWRgzc6jIDWdtOhYYm/f5talS1w7dYogf3/u3bxJUng4BYmJFOXlyZdOicnE3b3Pvdt3uBcczL3gYO4GBRARcIPo27dJiX5AemwC2anpWAtsmAqs5OfZKLOVcGnfQZoJBS2FgtZC4hUh0U6porVKQVOFDKLefe5SKGWnOq1GHuPVuuvwF9ygN1WpaabR86KHJ809atCiWk3a1WpAhzoNeK1OQzrVbUjHWnVo7+nFK1oNLVVqGkkqmug9qCEEzTz0XNy5gys7f+fk5q+59OO3nNm0nqMrF7Nn/jT2zprIkXmTObtoOv6Lp3Nu0SROLB7F8Y+GcnzBII7O7sPhaT3ZP/4t9ozq9DzsG8dPZFb3HnRv/AItNOoq2Cv7qnpJPoVXE4KmGhVtdBraKhS8rlQzsmVzhrRuQgv3YaSJQtBYKzvr1dFr8VDIw/xKSYEkKd1Xz/8b7E+HQqFAq9USExPD48ePKS6UZ8Fd5kKseTZMOWaMuWasBXZc1iJK3KD/J9iL7eUU256F3eqUdWYKzSUUm8pwmIqwFhZiL8jGGXSDhQoN8Q1fw65piUtqSUatjmz2aEjGngM8shgptJlwhoYz26MuxiEz4N0PeNJxGOY3hnOiTQ+2DxgP5jLM5kJ5bDnLQG5SGjmJqRSkZWHOzMWQlELqgxiiQ0IIuXiRa6dOEXLxItFBQaRERmJMSqIoL4+8tExS4hKICb/L3ZBb3AsO5n5ICPdCgrgbFEB8RAQp0Q9Ii4nHkJFFoa0Iq1mWDCk2FxJ4/BTNhOAlIfGyG/a2CiVtVApeEHJ3pXKuqVLoVqlUopRU6IREI42OFzV6Wug9aVW9Fm1rN6RDg2Z0fKEVnZq2oVf7N3n/1a7079CFvm1f572XXqZL/Rdo71mTlmoPOtRpQNs69akuBFP7DiDk8FGu7vydY19u5MpP33J642oOLZvLDt/x7PIZw9H5kzi3eCpnP5zMiTkjODyrL8fm9ubk3Pc5Mac3R3164DfpLXaPef152NeNGs3Md9+lZ5MXaPFUZq+EXSX+2iavLgSvVNPTUAg6arSsHzOKV/USL7hfZc11Eo00ggYaBXW1GndfVYZdoVDI4qnu+F8Ar5zTqCxnFi1axOPHj7FbHW6l2yJs+fYq2C358hhw5aXT/wV7oauMQkc5RXYZ9iJ7MXaHy12zy7AXFZTgKCjE6Sqi2FRAeXgo8yUdyS3fpbhmJ2jQncfth7DFszFpew9QbivAYsnlcWIyi5u0wTh2AQycC71m4Ow9g1NvDOHnYTPA9idGaxk2o6yrXimHUam+mx2fSMr9aO4FBhLk78+1U6e4ffkysSEhpEVFYUpOpjg/n+ykVBKiY7l/J5yIIDmrP7h1iwe3ZeCToqKqMrspN08WTDU7yM0xU2RyEXHhEs0kiRZC0Fah5GUhbxS1Ucmet95CTnZVF0ru34tKocZTqaNNnUa0r9uEjo1b0KVFO7q/0pneHbsxoEtvBr/dnymDJzBt6ARmDp3ItP5jGNetP/3adeatRi1pV6M+bzRs4X4D1OPgN1v4Y8curu/4nSs//8CVrV9xcv0yDn7kww6f0eyaMZwjc8dxZtF4Ts4fwxHfgRyd1o0TM97hpG83Ts3qzjHf7vhNf5vdkzs/D/vKocOY+e679H2pBS9Xr0Z9lfwF9UKgkf5arvUQgpY1qjOtbx/6tWnF0NZt+GzSeBq467XW1RS85KGkoUpQXy1RW62Sr5slqSq7/x34fwO9JElVo6eVNbxGoyE7Oxun3UWpq4wiazH2AvmQasw1Y86zYjc5KXSLnf4n2F1OebamEnaHw4Xd4XoG9sL8YopcpZSbzXA/hjlKLzI7D6GidT9o1Z/yrqP4RF2LiC3fgcsMj1wUR93jA8mT9GGzKB80BwYuwDF8Mad7fMC2cQugEEzOCqwFtipR0vzUTLmEScsiIzaO5HsPiLxxg8Dz57l++jShV64Qd/s2GffvY05JoTg/n/S4RB7ee0DUrVDCA4OICgoi+vZtou/IwCdFRZEWG0NOYioOk4XyokeYCqxkZRZQbCsm9kYAzSS51dxepaatG/ZXlDLsNYXcY5c1YuTfgVKppoZ3bZrUa8JbL3eiZ7su9OnUgyHdBjKu71imDJ+K77g5zJ24gOWzV7Jy3hrWz1/PujmrWDJxPtP6j2Vop170atOZTg1eorm2BvOGjeXOkZPc2LmLgN9/I/LAHs5/uZ4jH89n/8LJ7Jo5gl0+Q/CbPZzj80dydPYQjvi8z/Hpb3N6RldOznyH47O6cWR2N/xmd2fvrO7Pw750YH9mdX+XIW1fpmOdmjRQyiVLNUlQXauqKmU6tWnFhoXz+WPfHo5u+YbPpk1l0ZBB1BOCFmpB62oqmmolGmsk6qvlVpS3QoFeSP8IvCyN/e8y/NOwe3l5IYRgw4YNFBeWUFYolyEOo7OqI2POs2IzOuTs/h9gdxWW4XSWy27XthKKbcU47S4cT8FeUlBKcX4JJfZSnpgc8DAZX20tcvpO5s/uE3n81ghcgyaxt1NXUvfugjIblDsxX7zI8votyB41j8djl8DkNRTN/JRzQ2exfeoSKAGz/RG2fNkhI+NhIgVpWdhy8mUpjOhYkqLuE37tGjfPnuX66dOEXb1KQmgoWdHRWFJTKSkoICUmjujIKCKDbxMWEFgFe0yoHAmRkaQ/jKUgLYsSh4tHxRUYcgrISM+jzFlG8q07NJPkmfJXVWraCbkB0VahoLG7PK3uLmUk95u2Ro1atGnVlrc7v8ugbgMZ0XM4HwycyPTRviyctoQV8zewYenXfL7yOz77+Fu+XLOV7z/dzk+fbWPzys2snb2SuSNnMqXvWPq2e4u+r7zJ8S3bCD5whDsH/Li1awe3fv2RU+uXcGDRdA7Mn8C+2SPY5zuI/b4D8PMdwCHfARzx6cXpmd044/MWJ3ze5ojvOxyc+x77F/Zh36KBz8O+pG8f5vTszuiO7XmzQZ0q2L0Ugjqeeqpr1dTy0NGzcye+XbuWfVu+5eLOHRz++ms2L5hHYyFopVfTVC27HrygVVFPpaC6ENTTad23ZRJaSfkM8P8WdkmSUKvVVeVM5cy1RqPBYrJSXvSIEnvpM7BXHlL/Dey2wnJszjKKbSWU2uQ9UKfdhdNeRKG5hFJjGaV5JZRby3lidEFiBlM96pM1eh4Vw+fAqNkUDBvPb+1e5Zeh/dk+czLbpk3i176D2dq4LcUzVsOcjbB0K+Wrf8B/6hJ+mb0cSsBiLsSabyYnMZX02IRnFHlTH8SQePceYVevPgN7YljYM7AnPYjlQcRdIoJuEXozoAr22LA7xIbdIT5CHhizZBl4VFTCo+IKsjMNpKcZeFJUTnp4GM0VghZC8LpaQ3shW3N2kBQ0EXLToZb7Ta8SAp1GT5PGL/J2l+6MGDSGMQMnMHHoNGaOm88inxWsXvwFn6/9iS2bdvHjN/vZuOYnvv3sd3799iC7vz/Mzm/28t2araydu44lExcyrc9oVk6YxYNzV7j402+E7t1H5N5dnP1kFadWL2T/vPEcmDcWv7kjODBrIPtn9GXfjN4c9OnDYd/enJn1Hqd9u3N0ZjcO+PZkz9ze7P1oMPs+Hv087Mv6vc+INi8xtE1LujaoSyPpr+WJ6ipF1eRb68YNWTlnDqd+/42rhw5w/cB+dn6ygdpC0EyrpqYQNFRJNPXQy+t3Oh319Tq8FQqqSaJKB15+FboXdxWqf5XZ/yn0ej3bf/6FR8UVlDrKcBidmHLM5Gcbq2CvXNurXNSQ7dvlqITdUliOzf12KLW4KLQ6sVsd2CxO7MZCcEJxbgkUAvZHOMKiWdOxO8nTlsO8DTBtEa5JvsSOn8S1MWM5M3oMV8ZM5MHoGWSNmk35hGXwxR6eLNuMacNWdn/gw0/zl4KzDLvJQdzdaNJjEyhIy8JhMGLLySc3KY2EyCjuBd8i4Nw5rp8+TcC5c9wPCiL34UPsGRlYUlPJjY/nYeQ97odHcjfkDuGBQUQGBHA/JISH4aEkRkWSHR9PdmICpRYHlFdgzDWRkpSOIdeCy2gjO+ou7Tz1tFepaC8ErwlBJyHR1p3hK0sZDyHwkBS8UL8xb73xNsMGjmDC6GnMnLiAOVOXsHTeBjas+I4tm3ax/Ycj7Nh2mp3bz7BvxwX2/XqeA7/5c3TnRU7svoTf9pP8smkXW1Zu5ov5q7m28zBRJ/0J3LWPoF9/I+SXH7mwcSWHFk9n/9wxHJg9jP2+A9g/oy/7fd7noO/7HJ7Tj6Nz+nPUtxeHfXtx8sMh7PJ9nwNLRnPxm0V8OPC1fzigDhnA+HatGdLqRbrUrUEzSW4vVheCWiol3gpZtLJpjepMHzGCHV9/jf+e3QQePcqZX3+lphA0UmloqvOQ21A6LbWEoLYk0VCvp4Yb9r8k9hT/E+yVB1OdTodCocDT01PWkheCaVOmP5PZTTnm5zJ7lS6743ngHYVlmIsqnoG92GLHaZWHwaymQly5hVSYHlNqquBRQQkVyQYWd+qJ6dNtsGorLFwHc5Zh81lA5tTZpE+ejWHSfEomLoaJy2HFTxROWQG/neDBqk3Mfb0rJ7f+wJ92l3y4vPugKqs7DEas2XnkJKYSH3GXqKCQqqwe5O9PdEgIhrg47BkZmFNSyImLIzYiinthEVWw3w0M5MGtW8RFhJF07y4ZsbEUpKdBURk8ekx+dgHJiWlkZxmx55nJCg/nFZ2SV9VKOikUvCkkumv0dBYqXhaCVkKivvugWlfvRYeWr9CvZ38mjprCzEnzWTRrFcsWfMr6j7fw9ee/s/37Y+z+/TwH9lzh0P7rHDsUyLGDAZw8eJOzhwM453eT47susus7P37+dBs7Nmzh+u5DRBw6ya2dewnduYOQn77l7JpFHJw/gQOzRrB/5qCqjL5vRm8OzOzNodl9OTynH8cXDOLmZz4cWjicw8vGc+aTuWyeMZRXVP/gqbRp9DBmvN6BQU0b84aXBy2EfMVbV8hjnrWVKmoqldRVa+jXpQtfLl/OyV9/IeTECe6cPk3rWnWoIQStatamjpBorNVRV1LgLWRXhhoKqWqI6FnYVf8Kdr1ej1qtrqrbFQpFFewTPpj4jzW7yWDBWmCX90jduuyVsD8NvN1Viqm4AkthedVaXon5L9gtZifllicU55XjyCkGF2Bw8GH3gVyauYzyjb9QMWM1TFpC6fiFuMbOxTViDsVDZ/Nk0FyeDF4AU9fBmh+JW7yBFW+8w+FPPgW7DWN6KoaU5CqRUVNGThXsWfHJPAyLIOJmINdPn+bGmTPcvnyZh3fukBcfjy09HVNyMlmxsVWwRwbfroI9+vZt4iPDSb4fRUZsLI48A1QA5RXkZeWTkpROZkY++ek55Efd5WWFoJNKxbs6Le8KBf09a9BT48krQtBBqaWJENQTSlrXbUyvLj2YNHIiC6YvYumclaxf/hWfr/2BrV/u5refj7F/9yWOHr7J6RN3OHc6nMsX7nPZ/x5/nL/L1fMRXDsdxnm/Gxz69TR7t+zlwm9+BO49zJ29foTu3kPkzl+58c0Gji6azn7fkezzGciBGX3ZN+192VVv6nvs93kfv1n98JszgCOLRnBy+QTOr/Pl5GpfTqybz6CmNWmr+AfYvxkzgrlvvk7/+rXpoJJrt8rsXqsywwuJ2kJB15atWeU7C78ffuTm0ePcv3IN35Fj8RKChhoP6ilUNNJoaaBSU0MIGuu11JQkPKWnYRdPwa7h344M/L1zo9frWfLRUkqcpRRZi/+6WDJYMBksWPJtcnavNCGwPw/832F/ZHZQYrbjstiwWO2YLU4KC8qgFByGEooLyqEczn33K7NbdyZg8mKK5n4OMz7hsc86Hk1fRcWUFTwev4wno0xmXNkAACAASURBVBdTOmYJhrGLuTNqDktbd+LW9p1gNpMZF0upxURCZCQp0TFkJ6RgzszFYTBiyTKQ8TCR6Nuh3Ll6nSsnTnDz7FnCr10jyd1ft6alkZ+QQEZ0NDHhd4kKDa+CPSpIVvhNjIokNfo+hqQkSq0WKH9CeWExBTlGsjJySU8zkPEwmbLUFFm8SCHo7elJd6Ggv8aDPppqdBSCzko9LYWC5io9XZq/zNi+w1kwZT6r5q9mw5LP+fqTn/jh6938vu0oB/Ze4KjfNU6fvMWF8xFcuXyfgOsJBN6MJ/h6PMFXY7jhH8ml44Gc3HORo9uPEnrMn9sHDlfV6rd+3sKpVfPZN2s0B2cNY/+0vuyb8h57J/dkz6Qef8HuO4CDcwdx9YvZ7F04kpubl3Nx40cs7vk6LwnBO3r187B/NWIwi9/tSv96tWgvBC2FbAhVWatVzivUFhJt6zVg9qgx7PjyK/444Ef0jQBO7NhHXZVHFfCNNDoaa3U0UClpoFFRU/FUK/P/B+wajeYZ4FUqFYsWfiRrrljkW1Rrng1zngy8Oc+Kxb2A7bDKN6KVUQm8zVlCgRv2MmsxFSYHpU/BbrQ4eVwEqdHZ/FkMVIAhyUBZlpkr3/7CnEbtyVn0LebZX5A16xOSpi3nwdh5hA2aRnCvD7jSfSxHe4xhcrUXCN2+D8wObNm5mLNziA+NwJ6ZQ4ZblNSanYfDYMSUkSMb9QaFEHL5CpePHSPg3DnuBQaS/uAB5pQULKmpGOLiSL13jwehEdy9E1YF+73gYGJDQ0m+H0V6bDT2nBwqnA6euErkNT+DmbxcI+lpBtJiEiHfQAdJVtzt7ynLkr8nBL2EmneEijeEhtZCRVt9Lfq174rviMl8PHMJnyzawJervmHL59vYvnUfe3ee5PDBSxw7fI2TxwPxPxfK1T/uEXgznqCAOG4FxBNyLYYbF8K5dPwmZw9e5uye00Seukj4oSPcPbif8F2/cGHjSvbOGceeGUM4MmcY+6e+z4EpPdg/uTt7J/dk37ReHJzZn8OzB+O3YBhn10/n9LoZXP78Q3bNGcvbQl4vfVP8Q2b/YlA/VvfuzohGDXhDKdFOyD3XF4Q8wdZAKGWBG0lFC+8ajOrxHt+tXsv5XXuIunKN2OAwhvXsh6eQaKzzpLFWT2Otjhd0WhqolNSWnoddHgpT/yvYnwZcoVCg0WiqSpnlSz/GZS3EZS7EYXRiy7djyf8LeJPBUgW73fY88E/DXm4p5onJQblJht1ks1NgdZKfZafcAYWWP8nPcfGoCMotxbhi0ji/ejP9hSejRQ3GKuoxpWZT5jZry7K2b7D+tW582rkXOyctIGzHEShw4SpwkJGciTXfjDk5E3NiOllxSeSlZGDLycdhMGJMzyb5fiwRNwMJ8L/IhcOHCTx/nphbt8iJi8OaloY5JYXsmBiS797l/p1wIm+HEhF0i4gg+fY0Ljyc1Oj7ZMbFUmw08qTQRbnNhSWvAGOuiexMA2mpueSnZvMoJYnXFIK3FAoGeHjRSwi34YREL6Gjs1DRXmh5q1YTxr7dl48+mMWqmcvZ9NFGfvjkR7Z+/jO/fL+X/btPcuTgBQ4fvMSRQ1c5cyqYyxcjuX71AYE3YrgVEEfw1ftc97/DpRPXuXDkCpcPnSP06CkiD/kReWAPN7//Cr/FPuz0Gc4B36EcmTUYv2m98ZvSE78pPTk4tRd+M/pxePZgudf+0Rh2zh3MrZ8/5uqXixnT2IP3JMEQnZrh2n8w/d3Uvw9fDO7PlFYt6enlSWeNhlZC0MJtoNpAKKglBC/qq9O2dkMGv/kWXy5extGftnPt8AkirgVz4KddtG3YnIYaDxpr9XIpo1TQSKOmdpUt+1+H1P8FdrVa/Y89d41Gw7aftss+RCYXDqMTe4EDq9sYzJgrH1arTAdszwP/d9j/NP4Fu9FuJ8/mxG4up9DyGIflCYUOKCyULSVxVUCmjcKQJFy3k7HeT8KYlIw5Ow1nQRZPzEaw2qDoEa58O38+gcISSE7OJSclD2NcFml3HmCIT6MgLavK0tGYLo/1hl2/yY1z/pz38yPw/HniQkPJT0qqqtczHzwgMSKCe7fDiLh15xnY4yMiSIt5QHZCHIX5+fxZVEiFowhrvpGc9FziHyaRmpJDhaOEpKt/8JoQ9NLrGKj3oJ9QMUCo6CuUvC+0vCXUvKn0pn+ztszpP4ZVUxayZubHfLV4E79/+TtbP/+Z337ax8G9pzhy8DwH953Db/8FThy7yYXzoVy9fJeA69GE3Iwh5Po9rvvf4srpm1w5eYPg01cI9jtM+MF93Nm5nVMblvPbzNHsnzOaUx+OYd+U3hyZ3ocj03tzeNr7HPHpy9FZMuhnFo3n1LJJnFk3hYjfV7Nz1lBZR9JDln7xrVXvedg/H9CH70YPZ07HdgypX5seXnr5YkEpTzjWcZcybWs3pEvz1gx7pxubFi9h7zffcvinbZw/eJz02CQGvN2D2iotDTU6Gqhl/Zcmeg9qSxLVn8rsqqo9xH8He2U212q1qFSqZ/rth/2O4DA73aKkTuwm5zOw52cbsbsdsCthfxp4u6MYc5HceiyzlFBhclFqkk28TDYnBVYnxYVyRq8oBZ6A2VwqeznlWPjTVAwFj3hklJ35CpwO8optmMpdFD4upexxBRWPobCkglxzIUZrCQaDnaykXGzJeeREJZGfmFbVX3cYjFXepaHXbnDtzDnOHTxIkL8/CeHhGFNSsGVmYkxJJuP+AxLCw4kJCSMq+A4RQcGEhQQSeSeYh3fDSY+NxpCQgDPbAIWlUFKBzWgnOSmd8Ih7pCRnQMUTbu78lVeFYLC3F0O1eoYJNePUngwVavoIFd2Flh6a2oxu05mlI6az3mcZa2at4uul37D72/18v2kbO37az+G9Zzjqd5GD+/w5sO8ix48GcuF8BJcvRnLz2gPu3Izl9vUogi6GcOPMdYLPXifC/wrB+/YTum8nAT9t4cDiWWybPJQTiyZxYelEdo59lxMz+nF8+vscn96XYzMHcnzOUE59OIYzSyZy5uMp3Px6EefX+fCeRjComlyCTa/pha93zedh3zi0L58Nep/F73TkfS+JtxSCHp5Kuc+qFDRxC1PWEkr6d32H6UOHs8LXh+9WfYz/3j3cDQ7h+qU/uHjiJFohaFqjBg08PKijUlNXraGOSk0NSYWHkJ7ZPRSS5n8qY56+RVWr1ajVak6dOkNifEqVGdij0j9lFzyjA0O2kbwc0zOWMpVtyEL37mpRYTlWazE2qzzhWGgpotBSVHWgddhLKSv+k9IiKHY9odBRgd1ahs1chL3AgSPPTqm1jGJrGUXORxQWlVNc8oiS0grKy57wqOwJZSUVlBTJGpNWkxNjrhlDSg5ZD9NIj04kKy4Jc0YWxUYzRQUm8lPSiLkTRuCFS1w+cYrrZ88Teu0GiXfvkZ+ShiUzG0NSEkkRUdwPCCb2+i3uXw0g/FYQ9+6HEhUbyr37oaQ/jMGZlcvjAieUQLnzTzIyjISE3eWPG4GkpqZCRRkrhw1gSM1qvCMEw4RgnFAyUghGC4lRQs9QyZsPGr7MnK79WTxsGh9PXsK6+Rv5avXP/PjFbrZ+tp1ft+xm7y8n2LvjHLt3XGTv3mscOx6O/4UY/P3vc/XSfYKu3CP44h2Cz17Hf88hYq/eIPTYMYJ37ODGD99xev0qjiyZw+lls7i8wpczc8ewb2wPDozrht/4Hlz+cBT7J/bg1PzhHJkzhKPzRxLy5RJuf7WKRR1f4j0hGKIVjKmmZlrN6ixs0OB52L8cM5iNw95neY9ODK2ro5tK0F0n6CAE7RSCF92w15HUvP1Ke8a935fFkyfxw6rlnNvzG9fPn+PG5cuE3gxgzKDB6ISgoZcX1SWJxl5e1FJq8Fao0AuFu4Sp1Al0yyn8ywPq07CrVCrUajVnz56XL0iyjVVKYJW+SblZBeTnmv8j7LJXajEOa0lVOG2lVeGyl1Fa9ISSwscUuyoodJTjsJZgMxdhNRViMbpw2ctw2WXYi10VlBdV8Kj4MY9L/+Rx6Z9UFFVQ7iqn2FaMvcCOOTuf3JRMMhNSSXuYQHZ8MuaMLIoKTBTmGzEkpRB9O7QK9pvnLxB+I4Dkew/IT0nDnJFFTkIS8RF3uXcziPhrt4i9GkjE7SDuxtwhIi6UuzF3yIx/iCsrH+yPoRCK7U/IyrFz83Yk12/dIS8vFwrtDHyhHr0UggFCMEmrZbqkZYbQMl14MF7oGSY8mVCvDQveGsiKEbNYPX0F6xZ+yZert7N1026+/3Q7P2+Sb0h/+/44O7b7s3vXdQ4dCuXkyXucOhnJxXN3uXL2NkH+wVzcd4w7p85y6+gh7p44zLXvt3J+4wZOrFjMyWXzObt0ljzR6DOcw5P64De+Byen9+P49L6cmj2I/VPf5+ziMZxe/AF3vlnOlmHvM6pmNXoKwTC9irHVdEyrU5PFLzZ7HvbNE0bx+cgBrOnzDhOa1+E9jeAdhXyT1l4StFYo5BUrSUvr2vXp/8ab+A4fxo+rlnPqt585d+QwNy5fJjosnJMHDqITgkbe3tSQVDT2rP4fYK+UU/h3sFf21iv/rlKpuHz5CpnpOSQnpFPs1o+pdMXLycynwGCpcsarBP6ZzO4s+4+gu+xlVaAXOR/hspfhtJVitxRXAf/fYH9U+IhSRymFlkKseVaMmYYq2NPjEjEkpWHNyqEw34gjN4/s+ETuh9wmwP8il0+cIvjSH0QFhZAWHUtBajrGtAwyH8YTGxrOvZtBxF0NIfZ6MFFht7gbc4eouDBi4iLITk6gMLsACqHC9IiCXBc5BifXgsO4dPUGLpuVgth7sny0EIytpmOKXs8UoWKm0OOr9Gac0DFUeDGxUVuW9BjOhvEf8tncDWxaupnN637hx017+PGT7Wxd/wOb1/3Mlo072bb1OLt+/4N9ewM4sD+IQwcCOHEoAP/jNzi55wSnf9/Hw6vXuLF3N0F7dnBm43qOrVrG8WULObdyIWeX+HDEdySHpg7gpM9Ajk7uzdlZA/Cb2J2Tc2TY/Zd9wB9rZnB+lQ8j6ujpKgTdhGCop4aRnlqm1qnJopde/IfMPnYEX4wewmeDezG7Qwv6V5NbN28IGfh2KrW8WqXQU0+oefvFlnzQsyffLVnEwW+/wv/oYa77XyD0xk3iIu/SpW1baqrVNNB7Ulurp5ZGh7dSi14on6rXK2H/96t5T8MuSRJKpZKbNwPJzc7nQdRDSosqqmxmHNYicjLzMeZZn4P979n9P4FeCXGR8xGFjvIq2B3WEuyWYuyW4v8Ke7l7x9VhdGDKMZGfnkNOcgZZiWlkJaZQkJqJLTsXV14B1qwc0mMecjcwmJvnL/DHydOEXrtBzJ0wsuISMKZlkJecSsr9aB7cukPUjUAeXg0h7uYt7kfcISo2nHvx4cQn3SM/I5USgxnsf1JiKCUhNpvk1AJCwu5x3v8ilJVw9tefaS8Eg7SCSV7VGCckRgnBBCExRegYKdSMVtfGp0Un1vQfzze+K/huyVdsXfU9P3y6g+1f7GXbZ9vZvHIzn330BRuXf8t3n+/h1x9PsWO7P79uO8fOX8+ze/tJju06za9f/Mg1v+NEX7zA7YP7OfP155xcv5Kza5dxft1S/Fd/yMkPJ3NwxmAOTunDMZ9+nJjRh1Mz+3Fkem/2TerG6QUjOLt4LFfXzeTzgW/wjpANDnooBIOqqRiiVzK+tjdzmjR6HvalvXvw+aihbBren0VvtmV4bR3dJRn414Wgo0pNS6GiuUL2qG9Xoy6DOrzGhmlT+HnNCs4e2M+VM6e5ft6fmDthbFy2QlbqrVGHOjpP6uq9qKnxpJpCi0oo/59hrzyYVtbwCoWC0NBw8nKNRITew2UvqVIbcNqKMWQbKTBYsJqcVXaQf4dd/uw/Q17oKH8mKv+98rOVD8l/g73MWUaRtQhbvo38zHwMqVnkJGeQnZROTnIalsxcHLl5OA35GNMy5EnHGwHcOOfPlVNnuBsYTOLde+Qlp2JKzyQ7PrFqlODu9QBirwSTEBxKTFQE92PCiU6IJCU9DktuNqUFdnBBhfVPIkPjCYuIJy4xjej7D6DiEXMG9KWHWjBSJzFGLYM+WshGzmOFghFCzZSaTVnQoRufjZzBD/PW8fOKzfy89kd++eR3dn6xi98//ZnNSzeyZuZKVs5ay8bl37Fl4062frGPbzbt5Jeth/jus+1sXf8dft//RuS5CwQd3E/w3p0c/XQVZz9dwfUv13Dzy9WcXzmHo3NGc3DaAPym9sFvSk+OzujFqdn9ODrjffZM7ob/0nH4r5jIoXnDGVFfyXtawTuSoJsk6KUSDNAqGV+nJjNf+AfYR7ZqwYaRQ9g0ajCLu77KxKa16acTdJdkD5zOSg3thJZWQkdDIWilqUaPps2ZP6A/n/pMZ//333Ph6FGCLl7mztXrXD1xmmpCopF3LRrXqEdD7zrU9ayJt9YbnVKPokrNtRL2fzf4VQn709Dfvx9dBXuBwVJlI+OwFlFgsJCfa34G9n/K7v8N9Kcfhr9/7u9vgH+CvbKEMeeaMaQbngI9A0NqBo7cApyGfOw5BgxJKcSFR3Ln6vUq2KNvh5IWHYspPRNzhjznHn07lIibgUReu0n01WASb4cT9yCKB7F3iUm8R2ZWCq4CI49MRVAG5ZYn3A6J5nZYNCajDSoeU5aTzRvV9PQUguEKWZJ8nBBMFyqmCg3jhJJRQs+sxi+z5M1ebBrjw/dz1/DTkk38sHwz29b+yO+f/sLva7bw9bzVLP1gLgvGzGXJ1OWsnv8Zaz/6glUfbWLzJz+wYfEnfLJgBeFnLxF56gyXtv3Exa1fce6LdVz5YhUh364j4MuPOb1kKgd8BnJwel8OTe/Fwcnd8JvajTMLBuA37T1OLxjG6UWjuLR6Cp/1f43uKsGgmhp66STeFYLuQoZ9Qu2a+DRu+Dzsr2pUrBk2mE2jh/Fhl9eY2aYJI2po6K0UvCUEXYWSNxQ62ggNrSU9LwkNXevWY0zHjiwaPpSfNnzCyT17iLweQOgf14gJCaNbh87UUnvStHZjmtZuTKMaDajlVQcPnRdqlR5JoZHnYpT/furx6Y2lStjj4hIw5BQQFRFNWnIWFWVU1e0Wo4O8HBMWo+P/hF124Pi/QS9yPnquzPn75/4N7E6TE1OOiZzUHHf5kkZuSib56bLpbmG+EVt2LtnxicTcCSPk8hWunz3P1dNneRgWQVZcAtasHMwZWaRFx3Iv+Bah124QfvUG968GkRwaSULMfR7E3iU2MZpcQyYlZjuPLSVQDvFR6QQGRJGRbcZhK4RHTzi55TteF/IF0liFYIIQTBICX5WOGULPB0LNGKUnc19sz9Iuvfl0xGS+mb6Yr2ev5Ot5a9m66HO2f7yZnxd9wsapC1kweCJTe41mat/x+A73Yc64ucweP4/F0z5iuc8i9n79A0nXA7mxcwcXvvuai5s/4/JXa7n+1Uqub1zEhZU+HJ47nL3T3mfvlO74TevBkZnv4Te9O8dnv8+xOf35Y+UEzi0fz+H5I5jfsRHD6ykZ06g6g7319FEL+igFg1QKRui1TPT2fh72hkKwfNhgPh09jPlvdmBeh5cYV8+TfkrZDOsdIdFF0tJOqOiorU5LoeBN75r0f7E5vr17sXXVGvy2bSfqRiBRN0OIuxPFRz4LqCZ01PeqR/P6L9K4zgvUql4Pz2o10WqqoVLrUao0KFWafw3731uQkiSRmJhMTlYeD6IeEheTBE94xrbdkG38/2g7y7Cq07V9P6tpBLu7u7u7A1tUFFTCBEXFbqfDCWeccewYFRQ7MLEI6Y7FWixgLUIaFR3P/4cfMM7e7j37fd/9/3AfeoCHn871rPu5n+u+rirY87ILPwr7vwP9Q9grgf/Hf/d3sJfll1GYXYhJb0KXqCMtLhldfAoZyTqyUnWUGHOrYNfFxBEe+ISH125w2+8St3wvEhsUQnpcAvnpGeSm6UkOjyTk/kOe3LrDs5t3eHH7AQnPQ4iPCicyKpSY+AiyMvW8zivk7cvXUAy+p69z49ZT3gEvjbn8YcrBqVcfxtvaSg8wlhqWaFTMEwInIWe+UDNDKJmutMa1WUdW9RzKpvGz2DF7Kdsd3dm+YBX7l2zkW4+tfLXEi20znFk2dAoze4zAoccIpg8Yx9zhDswfO4PZIybj5ehCxPVbhF30xf+LfVz5ZCePvt/P1R1e3Nvrhb/3Ak65Tua482h+WzCIQ3N6c3ThAHzdJQnvr/P6cm3dDK6um0PAjmV8OX0Azu1qsaxTQxY0rsOsWvZMtbZgokbFeJlglJBSHf8J9ppC0Faj4juPJSzr2Yml7ZqwqkNzRlZ8LfQWgv5yM/ppbOgkM6OZkHItu1lYMrh+fTY4OfHdjl1cO36akNsPCAkI5OTBo9ipbGlUozEtGrSmRaM2NGnYilo162NpYfvnfP0/XN742DRGoVCQkZGFTmsgLCSKhNiUqtSNkkIpG1WXmkFmenbVRbXog53Uynbnwwvoh/BW1suckqrxZCXopUVvKSt+x6uSP3hV8gdvyqSQ4Xdv4I/XUF76jldFbygteEWBqUCawuhNZKRmkJGsw5CURkayjsyUNEqMueSnZ2BK0aKNiiH43gNuXvDj5gU/Am/cIiUiqupUT42MJjYohKe3A3hw9TrhDwKJf/yc6MfPiImQ2pfMLD0ZBj35hmze5Lwm+H44D++GUVACJa+Q1I8ZJibUa8gkMzNmKwROCoGLXMYShRIXmZqFwqxiEmPBrBoNcWrTlZVDxrFxqiPbZrqwdfYyds1dzifzV7J3pgveo6axpO8oprTpTt+aTelZuykDmnRgQLP29G7UjBuHfiPkwjmuf/c1Ad9/wf1v9/Dk+30E7FnLlfWL8fecxXmPyZx0GcUxp0EccxrIicWDObVkMBc8xnB++Vie7nfjwurpHF82mW0ju+LWpTEbBnRlRYdWrGjdmmWNm7CoZm3mWdrgIFMx+WOw2wpJ9LXBYSJeIwbg2qk5Hm0aM8VSyQAhne4DhJI+Cku6CXPaCgVthJxuZhb0qVEDh779OPblV/gfPsK98/5EPQwi4OIt6tnUo23TTrRq0oEWTTvQpFFbatdqhIVltT9THf4Dl4G/gz1dl0lUeBxJ8dqqWXvlGLLyYelfwV74svT/O+z5xvx/gl0CXV8F+0u9AWNyKqmR0QTdvc/NC37c9rvE09sBaKNiyE3TY0rRkhIRRczzYJ7ducuj6zeJePiYyIePiQ95QUJMJMkpcWQZ0ykpyKcoK5/M+AziXmhJTsim9C28eQO8egsZJibZ1cJBoWS+XOAiE7jKBW5yFUvEn7CPF+ZMsa2NQ6NWLOo+kFUjJ7Nx8jy2OTixa7oL+6Y74z1kInunzmN2iy6Mrd+S4XWb01ppSVuLajQQCr7x8iLkwjke/naIuwe/IuiXr7i5fyO39qzj+mZ3rqydx6WVDvy+bBwnFg/j6MKBHF04gBPOAzm5ZCgXV0/gps8cjjiP4v5udz6Z3J/to3vx+fSRrOnZnrVdOrKufQdWt2iFW72GLK5Wg/lqK+YI9T/DXmlEOaJlE3bPmcayTi1xb9eEWXbmFYIgCfheQkV3oaGLTEMXhRldNeZ0MbdgYtcufLF2Pae+PkCg3zUeXrpN2MMQJgydTIsG7WnTohutW3ajedMO1K7dWIL9Q8Ok/yPsmQYTiXGpaJPTq0IIKk/3XFMBWYacKrPTD+fslW3MfwP216XvKX9VAfyr93+B/WXWS3IzcjHqjH+BPStVsrcrMeaSp0uvGik+u3OXmxf8uOt/heB7D9DFxJGdmlb1+8gnz3h25y5Pbt0hPPAJsU+DiAt9QXx0BCmpCeTlZvOmuJSC9DwSXyRj1BXzSmrdJdjzSyE5jYlm1swRclyEwF0m8JDJcJcrcJWpWCBUTBcaxgpzRqisGWFbmwmNWzGvS1+WDxrDupFT2ThyGj7DJrO8ywDmN23PtLrN6Ck3p4+5LW2FkrpCMKtnD+79eojgM8e4/s1+7v+wn+CfP+Pmbk9u71zFzU1LubRyOhfdJnJ28QiOLxjIEce+HFnQn+OLBnFyyVDOrxjH2eUTubRuHt/NHcGOMb35dNpIPncYx9q+3dncqxebu3VnffuOeDVvxfJ6jVhWrRYulh+RC2hExRaKEGydPZkVvTuyqnNLptuoGS0Ew4Q0sO8h5HQXGnqqrehpZklnlYY2MjnTevRg/XwnDu3cy/1z/tzzvUFkYATeHpuoX6MF7Vv3om2bXrRo0YW6dZv+Cft/6B/zd7AbM3PQpWagS83AlJn3lwCxksLXVVlLuaaCqvFjJejSrP2/D/ubkreSZ01+GXmZeeQYcqSxYwXsmSl6jFoDprR0Soy55KbpSY9LIC44VJpo+V7kwdXrRDx+SkZCEllJKehj46tW9Z4H3CP43gMiHj8lNTKa6OAQIiNCSdenUpCbQ15WDsakDAxxRorz4d17KP0DiorKobCM0qdBTJJpcFZocBeClTLBKpkUVFwJ+1ShZrQwY4BQ00thRh/Laoys05gZrTrh1LEXi9v1xKlFJxY0aEUfIRihsaGfTENnIalmu5ip8f9iH76f7CDgxy+59fVO7n2zg4BP13N9qwd3ti3n0uq5+C2bxAXnUZxZOJijc/vx27w+EuzOgzm5dDi/OA3C12sGF70XsLRjPXZPGMznDuNY068nmwYPYlv/AWzr3ecvwK+o3xiPGh8ZPSpEhZOAEEzv1pZtE4fh1r4J06upmKSRMaqid+8hBN2Fkp5qK3qZW9FRoaKFEPSsWYtNCxZzeM8n+P74G+F3gwi5G8qODZ9Qt2Yr2rfpS7u2vWnZsit16rfA3MquIqbkvwO7KUsaMeq1mei1meQY8yVbu9J3lL96XxVQUBn3Xgn8n6+o/zfYK/98U4YEfNkff4E9x5CDSW8iU5uJIcVAZoqerNR05xJwaAAAIABJREFUTGkZ5OgzKDHmkqPVVb2KPrp+k1u+F3ly6w7xIS8wpWgxxCeSEhFVtb30POAeYY8eE/X0OWmxcSSERxATHY42NZEMnXQfMKWYKMgoo6QQ8osgp/g9JlMhvPqD1HMXmSE0rDGzZrVchpdM4KWQs1quwk1IsE8RKkYINX2Egk5CRnuhoJvKgsE2NRhtX4+x1rUZq7FjtLBgirkdPYRgjGU1ulXc6bZNm8i9777g3K6N3P5mFw8O7Obel1u4utWdC17z8V09j6PzR+HnPJ4LTiM47TiQ43P7cXReX445DeTU0uGccRvDaffx3Nm+lJU9m7K6T1t8hvZh04ihePUfwKYhw9jYfwA+ffqyoUdP1nbqwppW7VjVpCUr6jf9Z9iFTNKY2whBM5lg78xxOLdugGMdayabyxinkDFYSGL4LkJGV7kZXdQWtFcoaVnR7zsOHs6RPZ9y7bfTPL/+iIdXHnHylwvUrt6Cdq370LZNH5q37Ead+i2wsLZHKFX/NdizMrLJMeaj12aSGJeKQWeUQnxL3vL+LeQY86viZypP+MrHJykq8r8P++vickoLXlH8spTs9GyMOuNfYDdqDWTrMslNz6TEmFvVj4cHPuHB1evc9rvE84B7pEZGk6dLRxcTR0JoWNX2UtDd+0Q/CyL6WRDxL8LQxsaRlBhLTHQ4CTGxmNIyKM4qpSjrNYUvQZ9RRlp2CVnGPHj9ltCffsVRYc56C1vWyuV4KwTeckUV7POFkklCyXChoqeQ01FUeMkIGZ2Fkl5CRX+hYrBQMFTImGNTkyFCiinqKwTLenTl2p7t+O/dwr0De7n++Wau7VnLnX3ruLHNA1/PuZxdNpWTC0fht3gMvguGc2beQE7M68/x+f056TyE391Hc27VRB7td2friA441NPg1rUFHj06s7xHd9YNGIb3oKGs7tWT1T26s7JrF5Z36IBHy9a4NmmOa4OPyAWEXAqBspNLHiFL+7THq3cHnBrYMclMMEGlYJiQ00vI6CQE7YWc9jIV7RVK2iiVNBGC9ta2eM9z4u5pP+5duMndi/cIehBNp7YDadWyNy1b96JZC+lkt7KtgVytQaaQI1f+36cxGelG8rILSUsxEBUeR0qijlxTAaVFbyRJbgXslakclWl6lTE0/1fYS4veVrUyb8r+GXaT3lTVwlTCLp3qWeQZsigx5mJMTiUpLILQB4+4d/kqt/0uEXL/IelxCRQYMtFGxUjCr4eBBN64RfC9B8QFhxLzPJjYkFDiIyOJjZFO97TkFAqNeZRlvybfUEpe7nvSMstIzizgZX4JFJTw4vtDuGhsWa+2YKNCgY9cxnqFEi+58i+wDxUqugsZHYWc9kIh+UAK6WV9gFAyUqiZLLdgrJAzxcyKgUKwqns3AvbvJOCznQR8tZN73+zk0i4vzm9cypUtbtza7s4lL0dOO0/gwpKJVbCfdRzEaceBnFk4mHNLR+K7YiIXvabz0/yhDDMTzGpkzTg7NXOaNcaxRUuc2nbGpWM3lnTuiHOndixu34ZFrVuyqGlTFjZshFO9Bv8CdoW0VGEvF3SvrmSXw0jm1bdjslowRSVnnJAxQEhamdZCiuFup1DSwcyMDhbmNBCCfg2b8vs3PxJ9P5in1wN5eieU+TNdadmsOy1b9KBZ087Uq9cC22o1UWssUak0Vdmb/xfYDToJ9tQkAy+CI0mI1WLKzKOk8DX8AbmmArKzXlZ5t1dmLpX+F2EvK35XAfsflJe++wD2Eow645+wp+qrYM9NN5JvMFJizMaYnEpCaBgh9wO563+N236XefHgGYYELQUZOaRExhL9PJTQB495eO0GwfcekBAaRnRwCLGRETx/9oTnz5+SkpRMQfZLSrKLyTeUkGMowZhTTkZeOSnGl7wuewOZRqJ/OoSrlR2r5So2KFX4KJWsVygk2GVy5gtJ7jtcSBqprkJJZ7mGdhWOA52FYIDCnPEWNkw2t2SiSs0IIfDs1oVH+3cSfehbbu/z4f7nW/HfsZqrO1dxZYsbvusWcXX9YnxXzOLw3OGcnD+Cy4tH4r9wKOfnD+LsgsGcXjycs24TOec5A98NC+ghE4yra0Y3uWCInTmDbKwYUb0W42o3YEztesxr35a57Vsyu3UzZrVowqwmDZlVvz4z63zkBVWpVCNkAqWNSkpSkAkWjujOql7tmVfNAmdLc6YLwfgK+UClD2AjIST7YZWKJkLQRmXOhnlOBJzyJfZhKM9uPeWHzw7RsHZLGtdvR5tW3WncsA121epgbmaDucbqA8/2fw37hx+IfzRLSk1NI8OQjclYQLoul8iIBF6ExJGSbCA/t5Sy4neUl0qVpTeRk5lHYW4RWXojhdmF/PH6/QePSx+vyoeoj+lqKuMnK5Ozy4rLJVlv2TtKC8rIzy4gPTkdQ6qeDK2UpJGjzyDPkEV+pomCDBNFmUZykrUkvojk2e2H3Ll0k/tX7hL9LJrM5Cx0cXriX8QR/OA5gTfv8fjWXV4EPiYxPIKUhFhu3b/DvWePiY1LIMeYT4GxmCztSwxphWRlvyElu5i8d1LsKu/fQkEewV99yQwh8LSwZJ3GDG+1irVKBavkAlchcBKSPmaiTEZHIegqpEWeVkJOKyE5hfWwNGdULXsm1bRivK2SbcP78OiTLYR9v4/rW1fg572Eq5vduLbJjSsbl+G/bjG+q+fxu9sMTi6ezNGFYzk+bxhnpnfjpstgbriO5NziYfiudMBvgzM/L3ekm5Wgg6WcVho5jeWC+kLQSEgmrO2VKrqYmdHX3poBNW0YVrc6YxvUZlKjekxuUJ/JdT8Cu0wopccdtUCoBebWgla11KwZ2hOPlg1ZYmnBdCGYqpCkoO2FoI1CunG3U6tpJqQl7bYqDd1r1OXo3i+IvveMpOBYHt98jL1Fbfp0G0L3zgNp3qQ9dWs1ppp1rYrIwL+X+H64lvehpl0IQXJyKiZjAdnGYnTabMJfJBASFENSgoG87GJKi95WtRW65HQM2swqQVaBqYDy0rcUV1pt/Iv6O9hfl777C+xvy95RXvqWkvxSXprySU/RVcCu+2fYM7MoSs/ElJRE/PMXBF6/yx2/Gzy6/oD4kESMKTnEhcaTGJ5E+JMwHt64T/D9QFKjY0gIe8G92zeITI4mPCGahIQkMlIzeakvoCCjjLzst+QWveflWzAUFfOOP3iVbYACEz59u+PTuBHuQrBOY4G3SsM6hQJPIVgpBEuEwFEIpskkOUGXim/0dgozWgglbdQaBtWvy7B69oysoWbz6J5c27qKwM83cWmjK7+vWYD/+iVc93Hlus8yrq1fwhWvhVxcOZtzbg6cdp7E8YVjOOU4FL/5fbjm3B8/58H87jqGUytn4LttBQPrWtNULWhmIS3w11RIgWY1haCBkNFMKTlKd7Yxp3s1C/rXqsbQejUZXb8e4xo0YHy9hh9pY4RKmo6oBEIlUGkkL/bpHZrgM6gHbvVqMl0mmKqWMUYl9WvtxZ/ml02FoI1cRkMh5edM6t6H0Bv30EUkkZmYieP0RTSs3Zy2rbrSqH4rmjdpS/VqdZEJFQrZ328qfdi+fAi7QqEgOjqWgvxX5GaXkpqcRWhwLM+fRhIXk4YpM5/igjf88RpeF5eTHJdKSryWHEMORp10sr8qev1fg73ywlte+pbXxW8oyismNyvvb2Ev0OvIjIsm6lEgD/2vEuB7med3HpEakUSO1kRKRBJhgSE8C3hMWGAQMUFSSFjIwwc8eRCANi0RnT6FzJQ0MhP05CYaKUkvpij7DXl5r3gDlAPvXhVDUS6vHt9lob0VzkKwXAi2KC3ZrLBgs0zJeiFYKwQrhMBZCObKFEzWWNJNCLoLS7qobGkvt2BAzXpMaNGSKS2asrJfZy5tdCfs58+5sm0VvyybxamVC/H38eDqZg+ubVzGVW8XrnjN5+LKmfi6Tub3xWM57TSCM/MH4es0gBOze3Bm0VBOuk7g8nYPprerR9MKZ7p6ahU1lFKCXuWbUE0hqC+T00SpoJlKRiuNnE5WFvSqbsfg2rUZUa8+Y+s3+lewK6WoP5VAIZNcW5vKBJ7DeuHVvR3z7K2YaiZnjKJyKiPoLJdO9PYKGY2E5DfTWmOBvRAc2LqL5OAotFEp3PEPQCE0tG3VmXq1m9Cofgtq2tdFLtSoFGZ/C/uHkt4PWxgzMzMePgzkVdl78nLKSEowEPw8mmdPIogMTyI9zcTLnBIol140U+K1JMWmYNKbyDHkUJxbzKui1xRVWm38i/qfwF5S+JrXxW8oK3xFfnYBJkP238Kel5pERlQY4XfvcO/CBe75+RP56BkZsSlkpxhIDovnWcBjAm/eIywwiNCHT3hw/QYhDx+QkZJIUmwkWdoUXmr15CTqKUwy8tb0ivcl8Lr0HS/ziykqzOelLonQ8yeZWbcGq2pXZ5UQ7DO3Yofckp3Cgh1CxTYhx0cIPIXAXchZqDBjtll1Bgg1A5XV6aWuQT+r2oyo24yJTVqzYvBgLm1ey529Ppz3dudnl9mcXOXMpU2r8N+yihvb13B5gyuXvZ257OnIpZXT8XOdwAWXEZx3GsLZhQM4Ma8/h+b05fvZA7i61Q23QR2roiqrC1FhsiXHXPyZE2BT8bvKzKfKdL/2llb0sq/BkNr1GVW/2cdGjxqEUCFXqFBWxMrYCOlTNapFHdaO6INz20Y42GgYLSrFYYJeSmme2lkt9XBdra1pJKQcnf4t20jSgSehxAZH0bNTL9o0b0ej+s2obl8He7vaWJjbIv6DNubDk/xDWw1zc3NOnDjF23LIzS4lIU5PSFAMz59GEhYaT1K8jgx9TpUoS5ecTkq8tgr2krwSygpfUVi5kP1v6j+BvfLnZYWvKMkvJTcrj0xd1t/AnkF2Uizp4UGE3rlKwLnTPLp8mYTgYDLjEkmPSyIoIJDQ+08JuveYh9cDeHDjNi8ePyEtLp5cg570+FhyUlLIT06jIMlAuaEAit5D8R8UZheSl5OL76njUPwSSnJxqludeUKwQQi+1FiyT1iyT1izV5ixR6jYLhT4CCWewgxXpQ2zldWZoKrNaPNGDDJvyNi6bRlZuwUTGrbmGycXnh34Ct8NK/ly1hS+nT8D/y3ruLVnC5e3reXW7g1c9HbFf91i/D3ncGnlVPzdxnLRZQiXFvfnvNMAjjuP5jvHkZxY48i6cX1pKqSpoI0Q1LMyr8hflVVZp1fGvltVnPI2QoqcrCPkNNVY0NGmBv1qN2JEg9Yfh93M2g6FkEuBUFYWWAhBNbn06Zndpz1u/TuxoHEdJqsFI4V0Sx+kkowvWwpBR5WC5kKaubfUmFNLCDYt9SDywVPSohL59cAhFEJJg3qNqVe3MRq1JUIopcvx/3B548Neftu2HfzxDnJMJcTH6gh/kUBocCyhwbFEhSeQGJfGS1MBb0rekqkzok3UkanNJFObSYGpgKK8YgoqNpn+Vf1PYC/KL6O0oIzC3CKyM3JITzX8LeyZcZGkhT0j+M517lw4w9ObN9BGRGCIiScuOIxH1wJ4eD2AwJv3CH74lMiQcJJiEtClpJKh1WFK0ZKdmEJugpai1CzKMwsp1OUQ+SyCy77+eHt6ERP8HMoKIEvHSceZbK1Xh81yGftlGvYJa/YJG/YLS/YKM3YKDVtk5qxTWOOhroGjWR0cq7dmin1bxti3xaFxTyY06MDCzgM5vXYT59Z5cWzFMn5esohjqzy4vH0zV3dt5tK2DVzftQFfbzd81zpxac1sLq6Ygr/bKC4vGcwV5z6cdxnEEfdpnPRxZ7/TdBp9ALqN+KvPkKwiIVtZwanmA/AthcBOyKmvtKC1VU161mzCkAbtPgK7wgyNVTXUQomFENQ2N5cylMyl/7CZnQyXYb1Y3bsTjjVtcVDJGCcEIzWCXnLp4tLPzpYGQtpXbSSkC8SQ1u24fOQYmXGJxAS9oLq1HdVt7KlftxGVyxuK/wHsHwPf0XEB796CKauIhDg90ZEpRIYnERIUQ8jzSMJDY0mOS6UorwRjejbaRB3aeC3JMclkajMxGbIl+41/U/8p7JU9fvHLEgpyCiWbuWT937YxaTERJIY95/ndWwT4XyToXgC6mBhSI6N5fvchdy/f5I7/LZ7ef0piTDJpKQYS41KJj0shLTWd9PhUyXsmXk9uchYZCelEBkdx5+ZDLvpdAeCP0mLeZemhKJ+j8+YwRwg+q12HHULDbpktu2V27BbW7JJZskNuyWalNWvVdrhb1MGtVhucG3VnTsNezGzWl6lNeuHYcTD7Zi3j7Prt/LDYhd/cl+K3cT1Xd27j0tZN+G31wW/res5tXMk5b1curF2E35q5VbD7LxvMZZe+/L50OAdXzOd77zV0rm5LQ5WiKhTYTPzVPU7IVMiECrlQoRSKKvA1Qo65UGAj1NRSWdPMqg6dazajf4MOH4HdXIrSthRmWAsllkJQx9oSmUygVEvAO47szaaxQ3Bt3oh5NmZMkgkmmAlGWAh6qQTthKC7hRkdlEpaymTUE4KuNWqxc/lKwu7cJTk0HPeFzlhrzNGozFCpNP+jFuYfQa+8tI4ePZa35WDMLCQhTk9cTBoxUamEBMXw7PELgp6GExYUQW7WS7L0JlIT0kiMSiQ6NBptvJb0VMP/F9jzswvI0htJS9L9W9jzM7NIjIkkNiKUZ/fvEnD1MiGPAtHFJ5AUHs2Da3e4cPwcwYEhpCXoiI9JJSoykaSkDJK1RuJiU0mNTiEtJgVDvJ7UWB3hQbEEPYsiVZ/DWyRF79tXZWhDgykMDoIXobjXrMMsIfDR2LBFWZ2tyupsVdqxVWXDFpUN681sWW1RE1ebeni27I1L894saD2IhZ1GML5Rd9wGTuKsz6cc9dzMbytWc9jDHd9NPtzev4/L27dxcYsPvpvXcWL1En5ft4zzXk5cWDMH35XT8HMfi6/bMHyXDuK46zhO7t5Cj6YtqW9pQw0zK+zNbVBU7CqbW9hU3CdVCIUaoVBXLP6oK7J0laiEGrVQYyUsqK6uRiOrOnSo1Zw+DTt9BHalBplcjYVQYyuU2FZ8smRK6cIqk0vTmU1TRrN39BCW1KvBDLVgtEwwRC7ooxD01qjoqpRJBpnmGtqqlTQQggFNGvP99m1kx8dz/dw5LGRyrMzMMddIF1Plf7i8oVAokMvlf5mzazQaevToxauy92Qbi8k05KPTZpOanEVifDrhobEEPQ3n9rUAol7EYNBmok8xkBSdRFJ0Etp4LdrENHTJ6aSlGEhPyyLLkEOOMf8vgrHKOXrlzL2yvamEv1JwVjmNqZzEZKRlkhiThC5Jiyk9i5yMLLJ06WTrDLzMMJKbnok+OZXoyCiCgoIIuH2HW9eu8/ThE2LDo4kKkkaNCWFxJEQmEhMaT1hIHGmpJuLjDYRHphIXp0OXmkVqvJ4XwbE8CQwjIcVIGfAKyC59S7zewKPAJzy8do3YGzdIOefLnfU+LLKyw0VlzTrbBniZ12SF3Ap3oWG5wow1Vvasq9cUr+adcG3VA/euw1jcdRRzOg3Dbcg0Pl20il88t3Jo5TqOrPLilOdazm/cwOXt27i2azvXd27l8lZv/DauwN/Hg4sbl3DczYGTbpO5tHY2x5aM4pjzMK7vW8PY7j3p2rYXDWs3l1Ku5dYIYYYQ0l1SprZAqMwRSo0EvEwtDVU+KJlQoRQaLGVW1DavReuazend5CNpeUKpRC5XYiGU2Ao5tkKOhZBiAIVKIFNI8E9o14QvZk7Gs2Mr5lbTMFIIJloKBsgFvZUKespldBaCHholbYWgjVwwvWc3trss4vqxo5To9bjMnl3Vh/2Zjfqfw14VUVPRs7dq1YY3ryEvpwyDPo/U5Cy0KUZSk7OIiUwiNCiKhwGBhD4LIyk2RQI7IY2k6CRS41JJTzWQkSa9wmboTVWwfygn+LAnr4T9w42nD2EvKXzNq6LXFOQUYtBm/AX23EwjRr2BHH0GBVnZUlhvmo7nQSFcvXmLq9duEPQsmLjIWKJCI4h8Gkp8aBQJL2LRx2mJeBpO6ONwwoNiiYtJ4/nTaIKeRREWEkPggyAe3AsiMiYVU0E5BeWQmlNMUFwKV24/ICExldSoOB6cOcf1rw9AcBhXvNYz374uC61q4aSuhou5Pcur1cS9mj1OFtYsrFYT54Yt2TBoHE4dBzC74yA8x8/nu5VbOLZ5H8c27uCItw8n1/twYdNmruzYztWd27i2zYcrW7y5tsWT69s8Oee5iF+WTOWo+0yOrZzDL64OnF67kGOeC/CeOoYBXQbQsvUgqtdsh9q8HkJhj5BbI4S5NDxRaKSTXV4xNZSppPon4DVohAXVNdVpbNeIjvXbfgx2KaJbSsOTYLcSUgS7XCEwN5ehEYLGSsGmyaPYP3EkS5vVZaJK4GCtYIhC2mbqIyQhUG+ljA5C0E2tYNmQ/qybPpn9y90Iv32DpODgihGSdNlQyP6zHdR/tL2rbGdsbe148xoK88vRabNJSjCg02ajT8shOUFPdEQizwODefrwOWFBEaQmpGFIMZAal4o2XislPRtyyEzPrlr0yK5w/i0rLqf81Xtel76jrLi8arOpEvbKlqZSO1/V2lQ8Jhm0GSTHpaBPTiPbYCQvy0S2QQrpLc7Oo9CYQ5Y+k/CIGB4/D+HGzQAu+flzw/8azwIeEPMkmMTnYSQ+DyMtLIakoEjin0WSEBJLTHA0oY9eEPI4lNAnocSEx5KcpEOblkFcsp4XMSkERyYSHBlPQWEZOaaXmFL1BF+7zSbHRdz5/iBRp86iPefH/rFTcW3alglKM6ZpLFlSty7rOnXg60mTObvSk20THFgzago+0xdxcO12Tm77lJ/Xbeb7FSv5xdOLkxt9uLh9O7c/3cv9z/YQsHsTN7d4csPHgxub3Di/ZiGHlzlw2GMuvyxfwAGPRfzo6c6GWdPoUr8JHTqMoG6zoZjbd0aYN0ao6iBU9gilDUJhXgF3hceQTP7B3ytAl6kRQllxuquxkltS07w6je0/oo1RKAXqitPbWsiwEQqshQILoUAjk2FnZYZGSGOekS3r8c2iWWwe0pNljaszRSMYoZB0MwNlMvoKQT+5jJ5C0FMpmNuxDRumTsB52EC+XruG1KDn7N2wAY2QxknWZlZVCWz/ycn+z2NIOcVF5ZQU/YE2xUhCnJ50XS4Z6S9JTzORGJdG6LMwnj0KIuhxCLER8eiT9BhSDKQnp5OeapDs6PQm0itO+EoXsdKiN7wp+6MK9ko/mspxZCXsla+nlQshBTmFVZOY1AQt6Sk6cjJMvDRmk5ORxcsMIyU5Lyky5WJKzyAkOJyHj55y9fI1rvpd4sXDQDJj49AFhxJ06QqPzv7OpR8P4n/wEJd//pXQa3d4cukaITfv8ex6AFdPnSX+RRh5hiySYuIIfhJETFQ8hblF0mvSWyjLeklWdCKPLlxk1YzZfL5qDac/+YR7h34l+uQ5Yg6fIPbQb0R8/z3Xfdbzw5yZfDplEl/Om8uyvgPYNtORn9Zu5siW3fyyzoeDq9dw2HMNJzas47DnGk5v8uHGvp08/moPz7/czqPdntze6MzlNfM44z6Ds6sX8oPLHL51c+anTZvwXriEQZ360rxRN5q0mYBto5HIq3VHmLdCaBoizOshN6uBwsym4uSW/7VkFY5yVdBXTmuUqIQKK7kF9hrbf4ZdoxBoFAJzeUVwWAXwlWWvNqvKQa0pBKvGD+agyyy29O3EJJVgrELBcJmC4QoF/YRgkEwwRCWjuxD0NVOwbEAv1k0Zx+LhQzj91RckPH1Knw6dpJh4jfl/BPs/Pij92bvLyTDkUlr8vgp2gz6PdF0uWYY8tMkZhAVF8OJ5OMFPQqV2JjqJrLQsstKySE3QkpGWRXpaFnptZhXslWZLZcXlvCn7g1clb6v8aD5sYT50FpMMl0rIM74kS28kPdWALlnSxORl5ZBvyiEnQ1I6FhpzpDYmNY3k+AQCbt7i4ukzPLlxnYTHgTy/eJ4Te3by6TJnlg3pT7/qNjQQki5kbo/unNy5nds/HeTSgW+4fvhnwq5fJvlpILEPHxAf+Ijs2Dhe6zN4rU0nLzwG7f0nRF6+wbnPv+Gbtd78umsnZ7/7hgsHvuXB4WM8+vkwT386xPMff+DBl5/iv2U9vy135YDzIjZPmcrXyzw4vH4zP3tt4KdVazju7cWpdav5dfkyDnmu5te1q/l9oyc3tnvxaLcngdvdCFjniP/yaRxdOJqjrrM44LKAL9xXstdzK3OmLqV7jyn0GuJMnbYzsGg8AWHfD2HRHmHRAqVVYzTW9bGwrvWRQcYHwMsqpC4yKaurcjypEgo0so+EEVgqBBZKgZlSYCEXWAk5tkJJdaGmplBjJ5TUUEsBvhZC0LthNb53c+SzMYNZXNuOKWbmjFNrGKfWMEBIWoqRKgVdhKSOnNa8Id95LGN+vz6smzObx5f88T1yBGuZ4i/Zmv/J6f5hWyNpZuREhMdTUvQH+rQckhIMVb17liEPvdZI1IsYosNiefE8nKDHIUSHRpOenE6mNpPkuBQM2kzS07KqWpiXFdE0lSBXwl5S+LrKpuPD9b4/dfHSkrfJkE16qgF9ivTNYdRnkm/KoyBbOslNadJEJitVR2pMLIF3bhH68D6xTwOJuHOdi99/ycZZkxhevzqthPRKvahjM1b07cSOySOY1bohpzes5sG3n5J08Syxl84Q7nuSkLPHCT5zjOenjvHwt0Pc+vYAlz/5jG9c3Di2zoeHB3/h+bGThF305eqvP3Ht5GEeXbrA1UOHufr9Qa4fOMD9Hw/w7ND3PPruc85vWc/3rs6c2LSR45s2c2zjFo54b+ColxfHVy/nhMdifnNfzPH1a/nFaxWHPBZxeOksziydwkW3idxYMYlbq6bht3wahxZP5acV7uxf4c28acsYPWE5Q6dsouPwtdTquBCrFtOR1RqKsOmGsGmPWbWW2Ng1wc6uPmqVBRqVGrVAfNroAAAgAElEQVRKgUr5Z1p61YegYidCVlGKilKKjyxcWykElgqBRiXQKKWtJTuhpI5QU1eosRcKaig1Uh6qQnpoWjygMz/MnMiefj2ZXc2OyeaWTLGwYoSQdlaHCMmSrIsQjK5pw46ZU/jUZRGTunTi8Cf7eXz1GutdPbA3//s25kMLjQ8NkszNzZHJFNwNeExhfjkZ6S/RphhJ1+USH6vDoMuWWpmYZGIj4gkPjiT0WRiRwZEkRiVWTWMyKjwh83OLq1qXD9uXyr79Q9g/HEF+2Mq8zJEUlbpkvXSqp2WSk2GiMCefguxcsnTpGJJSMSSloo1NIDYklMSQ58Q9fsClX3/Aa/ZkxrZuyIRmtVjUpRmr+7Tlk0mDOLFsBp9PHsie0X1wqGPGN7PGctxtHr4bPQg8sIcH3+zi9mfb8N+5gZNrV/DjkgV8OXMGn06ZzCcTJ/Pl1Jl8M3c+3y9bxundO7n88/fcPHMEvyM/4X/4N+4cO8njk6e4//OPnNu5md88l3PaZy03P9/H6U0+nNiwkZMbfTi9cSOnvFZzwsOF8yud8d+wguPr1/Kr9xp+dnfiq5kj+WRUB74d3Yazc/pwy2MCgZudOek+l6+XLWHtAg8mjXdlxNQt9J3+GfX6raNu9+XYtnVEVX8csur9Udp1xapGe+xqNKdGjQZUs7GjmpUlNhbmWGrUqJV/fqsLIaqWgP4RdsXHYLeRC6zk0slupqhc0VNSS6ipI9TYCxWWQpL+2ljIsBSCVmaCH5wXcnDWDBbWroODuRkOVhaMUcokKYGQdNCDNJKWZv2Iofzk4cGGKVNYPGIEFw8eJCwggHFDhv4lKvJjJYWMyVEo1ShVmqqfW1hao7G0wvfSNfIKXmHMyic9zUSG1kRcRBKGVCMZWhOpSXqiI+IJCY4gLCSKiJAoop5HkhSWQGZyBia9ZKRUVlzO+7fAH1K9e0PVal8l7JWX1OKXpZTkl1Wt3r0qesOrojfkZxeSqc0kLSENfZKeTG0muZnZFOUWUJCdS2aaHl18EmlxiSSERxHx+ClPfS/x67ZteIwbiUPHFji0bsCiLk3xGdadr6cN5/giB444Tubo/Gl8OW4wqzs1Y3XXZnw2cRA/zJ/AcY8F+Pksx3/jSo4sW8CB2dP4atpktg0eiFvrNnh27MLCho1Z1b07Z729OLd7Cyf3beHU17s49+Pn3DzyC6f37+XIlk1c2LuDq5/uxnfbRs76rMVv2yb8d27n4vbtnNu0iVNenhxfvoxjSxdw3HkOR51nc3SVC6e83Tm9yokDM4awuVcDfLpU57ux7Ti3dCy3t7px3MuN1VMcmD16LosW7maa41d0Hb6LNkO207TXCuq2n4dtgzFYVu+HjV03atp3pE711tSu0Zia1etQw746tra2WFqao1arpdP9w66gAnh5RSn/JexCepq1qio5NkKOnVBiV/HIVFNtjq1CgYUQ2Cnk1JLLGNamLQeXr2DP4IHM0CiYZq1moELQUyGqgmN7ygVDVSp8Bgzmy6kz+XqOIwu79+CbVSu4e+oYdy/7IRMClbkVFjZ2VX2YuXW1D3qyD2/jSoT8g1Kq+OKnn8h7VUZScipxkbEYUzLITskkOSyB9AQ9KckG4hJ1RMQm8yIikYgXCSSEJpH+Qkd6hA5DvIEsXQ6FOaWUl7znj3L4oxzelFGxgSSd8JWbR8UvS6UYyYLXvCkqpyy3lJLsYgoy88nV52DSZmFMzcSUlkG2LhNdfAqUgyE1jfCgEKJfhBMbHklaYiLXT//Oqc37ubv/e4J++JlPZ0yllxCs6N4S7z7t+XTcUA5Om8JPDjP4bMQ4dg4cxp7hI9g9cgg7xwzk27kTObzEkRMeLnw3ZwZfOkzmJ8d57Bk5Cvc27RhnZsFojRlevXpy2GUxp9ct58haN37zcefk7jWc+3Q9F3at5/LuzVzZtRm/res56+3JOW9P/Df7cHPXLq5s3Yr/5s34bvDm9GoPjrou4ugyR057OOG7ZiGXVs/lprcjAevn85NDXz4b2Z79ozqwbWRHDq+cy3crndm5dAkec5Yxf8pypo/3Zsro7YwfupeRQ7bTs68rLdpMpE6NvtQ070hNWQuqi4bUVjWkkV1zGtRtQY3ajTC3q47c0gKhlNpZdUWrIoVH//WE/5dtjE0F3P+qLISghsoMW6GQgoCFBH2r2vVYMXky30ybyPqOLZhSTc0YWyW9zCoSkoW00TLGyop1Pfrw1QQHDsycx66p01gzdjQ/bV3PI/9zfLZnH/KK8ZFttRpUSgmq2dVEyJTIVGbSg8KH0H8AvPfO7eSUFWE05fDSlEdGYhppUcmkRadKL4phcYSGJxASnkBoWBKRL5KJD00lNViLNiQNXUw6huQs8rIKKSsop/yVdKqXv4LXpe//Mo2phL0kv4xX+eW8KSrnVV4ZJdnFFGZIsOdoTZi0WWSnGaV+PTMHfXIaybGJJEbHEvY8mJNHj5GVbiDoVgDnd35JyMETRBw+ySezZjO2TnUWd2vDxhEDcO3agfF21RhpZs1IM1tWdOnNrvGT2OswhT0zp3DMewXfuTkx2N6qIiFOSV+1gkm1atK9opX8dMokfnVeiN+GNVze4c3F7Z6c27KCkz7LOOrtzMVtq7m8zZNLWzzx3biG39et4vw6Ty5uWM+VzZu4sXULfuu8OOmxjOPuizi7yoXzni6cXbWIMx4zuek5nRsrx3PacQC/zejDoRkD+HbGMA4sduCgpxs+TgtZ4ejCohluzJu2hvlTNrFw0m7mj93PnDHbGDPMld5dJ9KxwQDa2XWljbo1zURjmqma0tK+DY1qtaR6rcZY2NdEbmWNTKVGJZNjKaSBilquQC5kVYCrhZTyYiPkH+nZhfzflpkQ2CpUFbHsoupnVkLO4ObN+MFxNj86jGN23WpMrGFOD7moSkruUAH7hn792TtuAt/OncfXTgtw7NkFjwmj8f/5Bx5fv8786bOwUKqrvn4UQmCuUiMTArmQVUkElGpVVSlUSuRKBUOHjeA9YEg3EhkRiz4to2L5Oo2UxAziorXER+uJi9ETF5NOXJSeuHA90aFaokKSSYhIRRufRpbeRMEHI8fyN1D+Bl6Vvae05B1FhX+anEp2d+94XfSOspdvKM4pozCriJz0l+TocjHqTJj02ZgM2eRm5BL1IprkuBRMBiNHDv2G99r1GPQZ6OLieeR7gd+//IK18xYwsHVblk5x4PwPB8kMCcb/wNckXfNFf+cy6bcvURr2hJKIYAqjw8mNjOKdKQNjfDDl2YkEXjqGvZCEVJ2s5Ayubc1hTzeu7tmE72YvTnu5cmzlIn5xncePzjM56DKTn93mctrbleOeLhxZ6cxvK1w4ttqNU2tWcGrNCk6uXs6ZNSs5t3YVvutX47dxBX7rXTm31okza+ZzbtUMLntO4PTC3nw9uhXHFwzl+KLxfDtrLIfcl7DbyQnncVOYN342syY5M2/GKlzmbsZt/i7cZu9myfStzJ28gomD5zCi/ViGNBxIb5tOdFY2o6O6KZ3t29CyRgvq12xMdfs6WNvYY2Nuja3SjJpCRS2hooZQYi8U2As59kJGLaGgQYXr9P8KdkshqwK9mlKNmZCEOg2UcrZMGMmP86exqmc7Jteypo9M6tO7VcA+3NyM3RPGs2P8eA44LWTr1El4DBuEY6/u7HNdwp3TpwgLCGDxNIeK0eefQqDKZGx1RZkpBJZqBZZmCiw1SqzUasYMHE7ks3CS41J49xZeFpaRos8kr+AVBn0e2oQstHGZpMVkkhSZTnxEOpEROl5E6AmNSCEyLJ6EyAS0iWkYK2JpSove8Ob1e96W/xX2/PxX5Oe/oaCgnKKid5QWv6ek8B0lL1+TbyolJyMfU3o+Rn0upvQ8jBm5JMYkk67LJEtvIi+ngFkz5rJqxWoiw2PIz3vJmeO/EnDzIsFPn3Dm+GnOHP+di2cvEvk0GP/jR7hy7AeSn16jKPkp+tBbpIU8wBD5gsQX4QTeuEX007vc9j1MdsJzAs78yMi29fli+XwufraJW19tw3frao6vWsQPixz4Zs4EPp06iv2TR3Bw/gzOerlxYdNqTq/34JinKyfWunPexwu/Ld74bvTi7NqV/Oa+mHPrPLi+cy13dq/j6lZ3zq2bz4mV0znlMZFji3rz9fimHJjYHl+PqRxZMIk940awbdJUFg8cyeTeI5kwaDJTRjviON0Dt0Ub8Fy6lTWLNrFq/jo85qxi8Tgn5vWeyvQ2wxlboxt9lU3ooWxEL9sWdKvdivZ1W9K8blOa1G5A4+q1aW5TkzYW9rTX2NFKZk5rYUYroaa1UNNBmNFFZklvpfX/DnbzirJVqKhhZlEFo60QTGzdiA1jBvDl3Mksbt+CWQ1qMb6aFb0qpjGj7KzZPnkcuxwm89Xi+XiPH8mWaRNwH9gPp9492eo4jzuHf+HOkd/4eu0apvXpTWO1lPZRreI+YV3xlWXxQVUK+Ztb1eDSLyc58+tJjh89RWhkLAk6Ayl6I2naLHSxBnRRBtLC9CSFaIkO1RIWkcbzGB1BcVrCwmOICY8mITqetCQdmQYT+XlFlJaU8+b1e8rK3lNS8o7CwrfkFbwhL/8tLwvekV/8nqISKC1GylrKeUOOsRijoQhjRgGmzEKMWfnEx6RSWFBGjrGQxAQtfXoPZL33Ju7dDaSgpJTrD29x/qYfd5895fmLSBITDRh02SRFJxES+ICfv9vLw9tnyDaEEBToS+AdP+5evUhCaATxj4MJuXCOU9t8uPfdl1zZv41HB/ZxZdda7uxbzzmvxXwzezR7xvVjy7BubBvRix0j+7N33DB+nDuDs6vdOOO9gmNebhxZvbQC9jX4bVnLhQ2rOe3lyu9rXTntuZjTqx0557kAX+/5/O45i6PuEzjkNIivJrVg2wB7zjgP4+b6RfwwcyIbBw1hYZd+TGrbj2FtBzC020jGDpnKHIdFeCxazlpXT7yXrGCdkxvr57mxZrITqwbPwLXTKGbX6spwWQMGijoMMm/IyAYdGNSkA32ad6BX87b0atya/vVbMbhWC4ZXb8oApR2D5DYMEpYMEhYMF1aMkdkyUVHtfw+7pZBRTammusYcG7lSkgELQTOVYHzLenzlNJud40exaVB/FjRqwMCKqczUxnVYM2IQ+xbO4rPFjuyfP4vtDpPYMm4sM1s0Z0Sd2nRQymktBANr12BSm5bM6tGFmT270LtOdVqZK2imEdSTScl9tuJP0b6dkDZaPnVfR0GSntCHT/j22+849NsxwiNiiHoRgyk5k7z4LPJijWTFZJASYyCqAvRnMUmER0QRHR5BTERkBfBajJk5FOaXUFpSzqsK2POLJNhzC96SU/SOvGIoLIXSUigufE9+Xjk5pjJMWSUYM4sxZRWRbSzGZCyQJkX6bJ48DmXSRAfWrPbm0cNnvCwuIyglgbN3r3PlbgDxCSlkpGaQpzeSFhFNQYaO9JQIgp5eIzriLuFBt4gLfcTFo7/w6+597FjgwveLlhD6zQGublhPwNaN3Ni4mnvb13DMaQo/zxnNvlHd2NinFSs7NMCra0u2De7FV5PG8cu8ORxbspifl8zn4NL5/LRsAb96LObE6iWcXLOU4ysWccx9Pue8XDi1Yi5Hlk7h0OLRHFo8kiNLRnPCbSy/e4zh26nt2TW4Ab6uk/Bb7sj+0cPx7D2Q6S26Mb5FL/o26krf1r0Z1msY08dNw9VxAd5Ll7Jp6SK2Ll7E9nmL2TF1IdtHzWBjj9Esq9uZKbLajBbVGa2uh0OjTkxs3pmxbboytm0PxrXtwaSW3ZnSpAszG7THwaI+MzQ1maGyZ7q8GrNENebI7Fgg/4j9naVM/m/LQsiwlMmxkiuwkiuqfmYhZFXbIk1VggW9OvHF7OnsHTWC2TWqM0hITmLTmtTGa8xg9rvM5muPxXzv7sxnc2ewd8J43Dp2ZISNFRPq12Jig9oMs7NidB17KdSqli3jm9dnXMsGDG9am371bOla3YxO9mq61jSnVz0bBjaoiVPv/jj1HkxywMP/x9t7RkW1Nmu7T3fT5CDJiIJiRlFMmCMgAgaSJAHJWUGJooiKOSsGxIg555wTKgZMqKgoAiKKgKCYXdf50ehae+/3fN8Y79nv+VGjoceAOeac16xZTz1Vd1H9rIAPRUUc37uHJbNms2LuQm6fusCjizkU3czjbV4hpc9fU/C8iLtPnnHzQR4PHjwgLzeXh3fukJd7j2d5jyl5WUxFWSU1H2oVhWD/8Oy/YX//SSGb+OmzYjZqVdUPysu/8K6slrdvPvGu7CPlbxVzl57nFylKF3IeEBwQjo+XP8/zC/n05S8+ApfvPWT79u08zL5KyfWr3D+4h2vbNpF7aA9vH+Xy6MZFTu7bwfK0qUS7OTPZw5VNMVGcnDKFcwlTyJkyg8sJSZyICud8XCSZjlZkjOrHIpvOJHdtSmqvVswe0JlFtn3JcBnOFp8xbPMPYKOPLxuDfNkaGcDuCWHsi4tkf1w4+2JD2R8bzIG4ILaFubE7yp0949zYFT6SbcF27A6343j8aC6ljuVolAtrXfqzeuRAFlr1I7pDR8aamuHUzIx+Bi3opNuUTo1N6d2uEyMHDCTU1ZHkQB9mho5lQYgf8z29WezsxVL70czvPYxEIwt8pA1wFfqMVjFijFEH3Ft0xqVdV0Z36ImbWU882lni3dISf2MLgvVaEK5pRKhKQ4KkBgSLeoSKekSIf1Eu8H+DXVtJ/sfUhCKGVvlHaKNdJ53XSiqY7jichN69sBKK1r3BcoFtfS1meAxnpp8zmQkRLAvxITM0kLShNkzu2xcfU2PcmjXAv10LfFsbE2rRnvG9u+Deuime7U0I7NkRn25tce3YnFHtm+JkbsKYnu0JtepBjP1gkhyG4d6+A7U3b1F+9QqVubehtJivLwrIO3uWhbEJrJs9l1PbdpB36QpFj55QXFDAs/yn5OU94MnDezy6d4cHd26Sd+s2+XfvUfy0gPLXb6l5/4Efn34oCsHqYvaKD98or/nO+9q/qPoMtV/g06e/qK76TkX5ZwXkdfb+bQ2vnr2m4MlLnjx4SvGL14QGhDPK3pHP1V/gL/gJ5D99ycGtWym9fZ2qG+fYnhTJNGcbvDq3IXr4UMIcbOlj3Iwu+roMM2nG4WmTOD15IgtsB7A7KIjdQSFs9vZiV4A32/1cWedhQ7KlCZ4NBLZSQUx7A9aNtuJgmBeHwwPY7efDWkdX5g0eQpafF7si/DkcG8GxxCgOTwzj4IQAjk4M4mRiMHvD3dgXOZoj0R6cneTLjbQQ7swN5/acMHLSwslfmMrx0ACmdjInvJkJ7rqG2GnoY1+/GW2FEm1VtWinq0t3E2McLLsQMdKe6X6eLAnzJyMsiHRPDzJcPFg3fDSr+9sx06QLEUoNGCv08VM1wr9hO7yNzfFq1QVvM0t8OvTEt10v/Ex7EtLMggmGbUjUaUasWiOilQyIFrrECB0m/Duw/x+9vlSxcGygLsVQCCw1VFno7IRnowZY1gHvZGLIykgfZo4dxayxziwL9mLHxCiOxMayMyiQsPatCGptzISuHZg6pA+zHaxI93JixRhnUu0GssJvNGlOQ0ka1o/k4QNJGj6QaCtLgvp0JMCyPT4dWxPe04KbK5dxNHUyq/x8yV6+BPIfUXP7GoWXz/Lsyjk2LJrN4tQkLh/Zz80zxyl9fJ8nOdd4ej+XgicPybudw+tnTyl8lMfrZ895+SCPD6/f8rm8mqrScmora3nz+h1fPv/kzbsqit5U8PkHihCnUjGoIP/RS77W/kV5aQWfqj5T8rKU/PtPeXDrAfn383ly/xHRIZEsmb2A79WfFZ0V3+BXWQWvrl8h7/BOrmTOZXWYK2M7Nqa3cp0glRBYSiT0V5Lh38qENe4ObPYZwarRVmSEepLsaM2kUQNxaVefjkIwxEAQb92KPQlunJsZyuWZkZyIH8s2n1GsHmHNksH9WWU9jO1u7mzzduNwVBCnYsM5Ms6f/WHeHIwcw6FwL/YEObPdx57tvsM4PdGLR4viebZ8EjemB3MhyZvrkyM5ERzOROMOuAgt/PWa4GvQhKFyNfrI5fTUVKOtisBcV42+zRsyqqsZodYDSHVxZKnvWNYHBLHRx5csdw+y7B1Z28eG9LY9mdWgLXEaxoSqNCbUsBV+jdviadIBD9POeLXqik/Lrvib9iDSuCvJTdqRamDKZK2mJKrWJ1GmT5JMnylKhv/7sMt/Ay8UWjJ+5maEmbdngFRR9htk0ZKMiDHMGzuK6e52ZEb4sjHMn6NxEzkaE83ZyfHMsxtEVMeWxFuaM8tuICs9R7HW341V3k4s9xzJQjd7Fno4sNR7FPM87JnuOITpTlbM93Rg84RA9sSHczhhPMfixpM1xpP5djbsjo7k+83LfLp/nbK7V7h38QjnDmxmQXIMKeF+LI0fz5W927l0/DBFTx/z9O4dHlzP5mH2VYruP+DZzVtUPiug+MEjqgqL+V5ZQ2lBIWVFJfz1E6qqqvlQ9Ykvtd8pL33P14/fKHn5mvs37/OlupavVZ+4dfk62acv8vjWXQrz8vlWUcWX8gp+VVbz9mkB1QUvoawcXr/mw+1rXN+2hqypEcTad6efjqLHt48QeOirENmiEZ5acnwNVUmxbMX0ge2Zat0JmyaqWBoIbFtqM817CAfmjOPq2hSOz4vg0tIYjk8LYmvYSLL8hrPBzZZ5A7szv68lGbZDWT3Uiv1jPTgQ6MbBIHcOh3hwLNyTYxHu7PEbwabRgzgQNIorSYHcnjmeq1NCOBvny4VEf7JTQrk2aQJTO/bBV60FHkqNCDIwxVe/KcM1tBigrkQ3dUErJUF7LUFPI21GmJsSOqAPqSNGku4+lo2+QWz29marmytbhzmwqddgVrbuxhzD1iSqNSZMyQB/jSZ46DbFtUELXJu2xd2kI2NaWODXoiuRxhYk1jclpV5TJqk3JFGuR6K0HpMk9Zj8r2J2dYn03zZVqRS5kiKZX19JURXZRU2On3l7PEwa0EcqiOjRlmV+TswePZTEob1YE+zFUndHtoeHcDh2PLsiAjkcG8HecUEsHjWUSf27sWCUDVnBY1gf6MEqbyfWBrizNdKPrZF+rBzrwjwXW5Z7O7I12p/N48ayJzaI/ZEBXJ0cx8mIEOYN6E14O1Mie3bk2fGdlD+8QsnDK2Sf3MH29FlsXzCNiGED6WPUgJnxMaxcOIfs08cpefSAW6dOkH81mzd37vHk/CVeXb9JxeN8nl+/AR8+UPHyBYWP8uDrZ4XC1s9fvH5eQFH+U4qfPuNrZRXUfqayqIR9GzdyfPsO7l64AB8+QFUVRXfvcuPoEdbPm8uh9GW8PXOMX7cvU3z+IJtnJ+Fr1wuLJsqYqQr6aQncDQST2+sxq4MBcU1kzOphzCJ7C9yaq9FRCAZqC7bGeHFtRQpn5sWwPzmA42lh7Ikfw4aQEeyd6MX2cFcyPW1YbNebab3MmNC2KWmWndjr68q58WM54DeKzS5D2OjUn00uA9nsNpCtnkPY6TOMC4n+XJkczLmEII5EeXEyNojzkyLY4T+aOf37MUoY4CiMGKNmine9FjiqGWCjqkYfNSlmSnUKXqoCi/pybFo3wb9HVyZZ27NklA/r3PzJ8vRii6sjW4fastGyPytNOzNbrwUJKg0IldbDTaLNKBU97LXrY69vxPCGLXAxaodn0w4EG5kRXc+IRHVD4pX1iJPqEC+0SRSaTBL/IvWoJiT/tqlIJEiEQFNV/icVaSwEfQ00CereDocGasT1M2dDiDurfZxY4GTD1oixbAgcw+7ocI4lx3EgLoq1Y0ezxmc0u8YFsiXMjyWj7VniOpwNQZ6sD/AiK9SbneOC2RoxlmVuI5lu2485w61Z7ePMAhdr1ge4sjfcj7kDexHdyoTAJoYEtDBiqK4KQ5sb8Oz8QW6f2s3FAxt5dfMcOxZM41j6fLbNSWXquBBmJSeQHBXO5PBQ1s6exaUd27l/5Agvz1/g1cVLFF66RHXeQ8of5FJ67xZUlfH4+kX2bcpk2+oV5OVc587li+ScOUl1cRF8qKD04X0u7d9N3qVzPL50nqqnj7l99CA7Fs9ny/xZbFs4l1OrlvJkyyrOzklkYbAb4SMG4tDHDPMm6phpCoboC8JaqpDSXpWMPo3IsjZlQZ+mjNBS7GNE9m5O/qqp3Jsbw8FwF/aFOHIwyp0sXwf2jxvDvigvVnsMZdPYEaQNscCniTo+jdRI6NKCDMfBnBjvw0aXfqwd2Z21IyzZ6NyLNSO6sXyYOatHWbLV14Z94c7sCXfhaKw/V2clcG32FLYGexPZsTWDhIxhQp9RSia4qJlgr1Sf/kKZHnU76KZC4QAbSQWttAW9jfRwMWvH+N4DmWntzPLh7mS6OLF+pB3rBw8hs4sly4w7kFavKbFKBgQLbZyFKsOk6gxW0aKfug4DtA2w1muCg4Ex7npNCVbTJ1quQ4xMmxiJFrFCgzihQaJQ/8/AblBPR6E3IxE0lAiMJQKHFgb4W7Qgpkdbtga7sSPYkx1BY9gdGcCRpBj2xo9nb2I0+xKi2Zc4jgx/L2Y7DiVjrAeHkqLZFRPOEtfhrPH1YKWXMys9XFg2egRpQwcT27MzE3tYkDzAkuk2fZlu1Yv4Hh0ZqqKouOwvBINUJbi2bEpXDRkNhWB/+lxeXD/NvZP7ydm/jTMbVlFw5SwfS15S9PAeb5484PapY2yZN5cDy5ZwOmM184MCuZiRQd7+Pby5coGSy2coy7nA65zz3Dy8nenjAvC2G8KC5Fj2ZKZz+8wRPhQ8hu8fuXZ4D08unuRl9nmqHt7m1v6dBNkOZHBLIwa3bEyChyNbp8ayPsqHpT7DSXGxIcS6F/1b1KeZRGAmF4xoLGV8ew2WDGzK6iHNiG4isKrbsPMz0+V++hQuhjmzz74H2226ktm/A5tse5M5tC9nIv1YOrQvs/t3J4BY6SgAACAASURBVKi5AW76ytgoCZx0BZv9Hbg+ZzzLnXqQbteRpTatSR/WnkynLmS6dCNztCVbA204Fu/J/hhPTk+L4sr8SeyKCSa0a0e61O2QjzA0wl6jCXYqjRgidOkrNOghVGhfF9I2+UeauJGKwExPCxsTY3zNLYjvPZgZg21ZPGwoy6wHsLxXL5aYdWJe49ZM1WxEtESXAKGJk1BjqESN3jJVuiipYKGkRldlDXqr6WCtrI2vkhYRQp1xQoMYiRZxEk3ihea/hv33bui/Y8pCiopUGVUlOVpqyqjLFLn3xkoCEyEI7N6K8A7GrHGxZV+gFyejQ9gb7sfpafHsTY4ma2IYB6clsD0ukqzoMHYnRbM3cQIZgWNI93ZnZ3QYC51HMsvemunWg5luPZDJA/oS3dWcceYdmNDVnNiunXCtr4O1qoxeQhHn9lIR2DTQpbu6Eg6mxvTQ1cCingbpCTG8uHSON3dzuLBnK3vXpMO3j/yoeEdt8Uu+vXrJt4Kn7J47G7dOnegkkzLcpCkBPSzIjA7j7o711N67ystz+8k7sYPj6xaRe3IfmxamcfP4HjbMT+XOib1Q9ZoXl09QdvsSp9ct5+iqhZxYuYC5Id6snzSOI0vSuL8vi20psQT1MsfaUI0eyoKuMoVHHKgp8Gqhi7exKgndGjHJQhdvfcUaqJ8QxHTQYr3XQB7MHcdep+5MN5GxyNyQ5T1NmdO5BaH11QlprEc3IQhr2ZToji1x1JUT2dGIS2njOZcawvwRFqx068bGMZasH92ZtW6d2ebfh/3jbDkUO5KDcc4cSPBgf5IvM5364dRcjy4yRd2TmUSGmVChnZDRR1mTnkKZzkLQRSjTQ60ebYWqQq1LIvt7A1IiaKquTDdDfRxMm+PfyZyY7t2Y0rcH03paMMu8I7NM2zLD0IQkNUMihQ5jhTqOQo3BEjndhJS2QrFgbytkdJAq00co4yXUCBEqjBMaTJBqE6+kTZJMh2TZvwhjfm/F/3smRS7kyIUMdTUV1JQV3xsoKWo0BhlIiOvRhiU2vTgT5kfOpImcio3k3PRETs1LYUfKBDKiAtk7LZED05LZOWkCB1OTOZCSwLrQQBZ5OLPQ2ZGZ9kOZMdSGmbbWTB08iATL7sR26UqSZU8mmHcirE1bPE2MaVn36hzQ2ICds6YT2L8PrYSgu4Ym/Qzr49K5C35WNmxZspic86e5feU8/PxKTXEhX0oKyTt7mhmB/jSrC8c6CIGVvjZdpQLbhtqMMW/OpoQwXp3ayatzuyi7cZzr+zaRd/4Q2xZNp5FE0EpDED5iMEdWzmfv4jTWJY8nZcwosiaPJ2pob9LGjOJixkJ4+YCPNy9zcP4c5ozxYuYIeyb3ssBRphjAG95Ajo+uwL+ZGl2FAjJ7HcH4dvVINjdgRX9Tbsa5kD6sOYuGGZPa1xBbFcWutW+Levi1akx7IVjg7ECIeSvW+o/mxealZM+bwPbw4WwJsmLRiLasG9OFLX7d2B7Sh+2hfdkY1IvF7p2IG9CIMWbqtBEKXc+WQvy5Lm2U1Gmnqks7JQ3a1YUsbeqsg4o2xkIdbSFHU2igJFSQCTlyIUFPSUYbbXX6NTbAuaURfmbNiTJvRUz7liSZtiS5iTHJ9RorNGuENj5CDTsho0/dvWhRd3xToZBM7y2V4y5UCBbKjBMaxCrVI0lFl8nKeqQo6/1r2OUS8W99/i6z1FZVRyIE6hoyZHX1LA3rJIajenVgYtd27A305nxcJMcmhHBwYjBn50xid3IUayL82JI4nh1JMWyPj2FHwgTWhQeTGezP7vgJpHt7stTNmSWujix2GcFM2yFM6tODxF5dSB3Qi4CmTVg0woG4wf1pLQQbZ0xh1rhwagqek+wfhJGQ0EXLkBNLMsjZvo/0pBRmTYwja80qjh/ax73sS+ScPsGWZUsIGj4cV0tLzNXV/1xU63qabI4MwlwIstPncmfjcjw6NSf/yBb2L05lnIs12fs30URJ0L2J9h/9QceubYkdbc8UbydCrHuR5DqMLtpS5ga4k71xBS+P7+XrvRzOZ6wmzd2NjDFunJ8Qysahlsxv34DU5lq4iL+1NQerChwNBKEmqszt3oiN/Zuzx7EL6c5dGdtJm67Kgq4qgs4qAr+erbFtqsWwBprMGm7FuemJPEqfw+XU8Ryd6M3OUAeyAqzYN96B3VG2bAm3YvbojoyxUKFvPYG5VOFBf8PVTAia/sOaCSWMJKo0k8gxFoJ2KoqwpaEQNBIydIQMVaGCklBTqAQIFSRCCQ2pjKbqyljU18HapAFOrZvi27Y5QS1NiDI2JqahERO06xOpokOAVAM3qWKIXRehUJ77ffyWQmCurMwguQpeQolwocwEoUmiXI/J6gakqBsyRc3gf8IulyjUBf6dT7lEoFRnUqlCY0YiVfyuWherGQiBb6/ORPbtwoU5yWwOGs2+CHdOJ/izL8qLvXGh7IiPYvuEcLKiQlgfFsT6sCA2hYWyOTKMFV4ezLAbwlSrvqzwGsn2SB/W+jmy2GUwKz2GMt+hH7OHD6KHiuJi71+7kr2bN1H0vJAV89Ppa9aHO8dv8PT8Xc5vOczBNVvYnbmehzk3uJt9hXEBfoR4uNNITR1tIehk0ARjIaepEJgLgbuJMWOaN6Egay08vkvelnWYCsGjw3vJ3rmJrHkpzIr2Z9W0WLYunIaeEOgJQc+mBsR5OjItcAyxbo74DuyDU1dzIu1s2b9wPsUXz1N26Ty7UycxfcQQzqSM50pyKLtG9yfJWI6DENgJhdTgaFWBs5ogsYMeca1VmdWlHjtHtieupRoD5BL6GDSgs149GkkFTTUEUZ7DaCIEzi0NuD1/CtnxEdyJDeNqpA+73W05G+fLluCRzHPqxfwRfcndMB+HLo3+6Ca21VGAbiZTjB5qJhM0lgkaS/8Gv7GQ0EiiOFfdur/7ZxGfkpAplJqVVOsEjaQoCYVQaTNNdToa6tO7SUNsGjdiRH1DXPUN8NSuh7eaGh5yOc4yZeyUlLEUUszqjtlQKBxoayHoLpdhL1chUqpNstAmSWgTKzSJFupMlOmQpN3wf8Iuk4r/T/bfYRd1n9I6D69dJz08YZQNJ+ZN4fysOM5OCiFnaijnEvw4mRLN0akT2RMfyYZQPzL9vNkQFEBWaDCbQoJY5e3BItcRLBltz2LXocwZ2ZflnjZsjXBm+3h3DiYGMXe0NZsTwhloYsja2dM5d+AAN85f48yRi6gJXa6duc2dC/fYs3YnB9bv4nDWLq4cPcGj69fZmbmGKePHY1JPn3A3b9bMWFinAa644RZCMERVieF6mlQc28+JuTO4sz2LBVERpPj7Mi82jKzF00hPiSHSfThNVRTnqysEk/zGkOzvTayXG8fWrCLe04PhFp05mL6S5+cu8ObqFXanTmLaSCv2xQVyONqb8GbKDBCCOd0asmVUNzaNtMSnniCkiYxQIyVSLAyJay0nsrFgiW1n8ncdIHffeXSFlO6mpuzbuIqNC1Popi/YMzmUo9Fj2eMxjB0O/TjkakN2tB/3Z8ax0Xc4M2x7kmY7kMOzU5g3KRxluUBFIqivrHirGQuBiURgJBM0UpLQUKa4Lr/BM5QqHJqGEH9UduUSgURS104plfzdcVYHu7qQYKCsjLGmNu106tFVU4u+6hpYqapir6LMSCUJDnVTqvtLFIMQ2ggpJkJSN4hAYC6k9JHLGC5VJlJoMEloMUWmR7KKAYnqhiTpNial8b9Q8f2PwF7XHiUXf1dH9jbS49iCVO6vX8KlmRO5PTeW81NCODElihOpMRxLiWFvbBg7ooLYEhZA5tgxLB3txJTB/ckc68kCZ1tSbfuQ4TeK9SHObIlwI3vZZA5OH8fWSWHsnDKB9RMjSY+MZEFYFEXX7vI0+x7d23Vn87rt3Mi+x/kzV7lw7Dy3zmRz78xVck9dZOuqVWzPzGTJtDSe37zH3dNXaCiUaCoUi2xzIQjp2I6xbUw4P286HYTg4+0cts6ezfUD+9i4YAYzYoKYMT4Qu57mNNdSQr/unL2tBzEzKox1M2fwNvcOCyfGYmveifVps7m+ez/Pz12g8NxZEkbZ4962GfOcrBlvbkSAkSqZzv04E+vDpeQwpg8wZ/qgTvg202RsM1W8Ggomd2/ElIFmlJw7S/ndx2Tv2MWCqHBKzh8n2qYnp+Ymsi/Oj4ldjEjtZcpiq06cjHTn6+4MXiybzoEQdxbZ9mWevRXzfUdzbt96VOQCbbniQW1bd/5thAQTqcBIKqGxVAF7k7pQTVf6tzdXE4rWTSWhAF0ikdQNd65rq6wTJFUXvyWnpTQSUtpJZXSRSumvJMVGLmGEkoThMsEwmYRBSjIshJS2QkYLIaN53c9dJEr0kyszXKpMoFAhTqLNFK1GzGjYgjTjNsxs3YG55l3/d2GX1wEtF3XA1z3VCuAVMsMqQmCirY6BECQ4DeP2hmVcWzadK7PjOJ86TjHlOCmEY8lRnEyJ5kjiOLaE+ZHu4cz8UXZsCh7LnOHWTLMdwKzhg0lz6McCN2s2R7qzJymYq2vmsikhhIPTEjg1Zxr7EhPZMiEOq0Ym3Dt0gmhvPxbNnMfzpy/ZtmUnh3Yf5v7VXO6eusal3UfZu34Tuzds4H72dV7kPiT39BUinbywa9OR9kKKqRBYSgURPcxZ7u9FrL01FL7g1qGD7ExfzprZ02ipr0FjNQlada/yhnKBWUMDupoYsX9NBsV3bvP0SjYZqTOI9/Zj+aQUru45wONzl9i/cg01eY95f+MauVvWkTCkJ7OHDyAr0I27K2azJdyH+IHdGGWky/BGmqT7OpI0qDOezbWYOqIfr66c4XvRC95mXyLBzpqkgb3Iz1zCjjB35tr3IM2uCwtd+7LC15qzM6Lg0gGORvmSHR/FKjsrdocHs8DXg7sXDmDcWIXWDTUwkSsWnR2EoIOQ0EoiwUQqxUgqwajOq+sJgabkb9BVf3MgJHXd/9I/XWdCKKEsUUFTpoqOTAVdiRK6QtG8315ZmR5qylhpqeOop4Wnvg5jDHXxMNTD0dCQHnJVOshUaCHkdaNuBF2EjAFKyoySq+ErVJioqsf0xqbMb2/B4m69WNp3AOlW1v9B2IWiq+jP60uiaJfSUVdBXQiMVBUXKmtyDDlrF5O9LI3sRVM4lxbNgYk+7B43hqOJwRyJD2NjoAfp7iNY6enEYhcH9sdGsi0qkNX+o1kX4sVk296EdjVlpos1GRFj2BQTxFIvRy7PnsqOkAAuz5jBhN696K2pSZKnO4smJfH53TsmxcSyefVGso9d5NC6fTw4f5Py5y85c+ggFcUlvM4v4M2jF9w+do6sGXOZPTaAiH796K+limldWJPg5ECA9RCGmHekpZ7en/YwfSVBQzUljOtp0bttaxwHDGDDwoU8u3adX2/f8fDCJXavWM2q1FnsXbmW0tw8CnLusiNzKx+LKyi+dZ/X166RHhmOV+d2xA8dRMrIYQT17E5/Q33WxcWRt38PtXduUHLmEG4djYkYasmNY9v5UJDL+vhIrNRkxLYz5ViwN1vc7VjvZcsMx55MsDcn1qkH++fHwNMbbPX34M3ypczu0Z1jsXEcm5vGy9vncXXow4COzRnUrCG9JEr0FIKuQkZHIaOlVEYzqQQjIcGgzjurSf8uCFT5Dfp/gVyOVKKCilwdHVUdGmjq0URTFyM1LZrIVWkiUcJCR5u++joMb1wf7xZGhLdpTlRbU8LatsS/bRus6jekp64B7VW0MBVy2gop3YQcG1UtRmvUw1+lHrH6RqS16cSyXgNYZT2MjOEjyXR2+c/A/lvhSypkiqdaIlNIDEtk6Gioo1K3gNEVArdenchKmcC97ZlcXDKNU9Oi2Bftwc6I0RyK8+dwfCAbAl1Y4jKMBU5D2TEugBVjnNkQ5svRqXFcWjSD3MxF7JsURWi3NpgLQdKAbmwNGcMadweSu5uxxG4g820HMKZFA4Y10mFeoBcUF+IxaBBR7t5UPC/l1qnrpKctJv92LldPn+Lty0JKn73k/uUcLu0/yrb5S5g+1o95fr4k2ttg1UAX1w6tcbfsgl5dmKIuBNpSKXYD+hHs5cGBrZu5cOgQZU+fMn1iPFnLVvDizj0eZd+gLO8Ze9dsJCEwnEv7j/K9tIrH1+6xd/tRPn34i5cPCrhz+jxTxvozoKkR17duJtXbixljA1k2MZH102ZyacduPj56QlH2JYa0asrsqLEc3bGC7CMbsdQShLRpRpqFGct7d2OFdW+WjhzAOKsOLIn34uqxDMqfXoDnuUwa2Jc3q9dxMnQ8i4eP5HrmSsqf5DBnciRDzJrj0bkDjvXqM1jI6C2UsBAyWkuVaCaV0KjOI6vWha8q/7j/v9V3f4MuhBxluQYaqjoYaBnQTLchrQwa086gER30G2Cuq49lQ0OsmzXAvY0JYZ3bENe9Awk9OjOhe2ciu3XFq1NnRrUzZ1CzlvQyaEJfnfrY6Bjiot+IsYaNiTAwItmkDfO69mLFkKGsGTGKtaNHs8FnzP8+7IqTlSAXMpTq9LMldRp8v1fhOnWa7800VTFWleJi2Yn1U2LZPyeJw5NDORTvw95oL/aMH8PucWPYGOTKAschJPbvwiyHQawL9GBvQhT7k8ZzcuYk7mQs5dGmDO6vWkyW92i6C4GTuiCuswmJ3YxJ7taMtP6tmNLDhPhOTRmmIphlP4TJDrZEDB1G3rkrZK1Yz/TEVPJu3uLJndu8f/Wa108LuXX+OnlXbrEqdRZDWrVh77w5bJuayPLIIK5mreXWgT3knj7F89t32bd5O3k5d9i6Zj3Hdu/n/rWbXD9zAb7+ZNua9dw8c5H8nFyuHjtNzau3rJy5EFvLAexek0XJgwJyL+eSe6+Q4tJaip6XUVH4lgUJk+ln2pKSazcov3ef2udFnN2xn8TAKK4fP8uXkjLunzuPa78+TBsfxNFdK7l1agtJIwfha9KASe1asWpwPya0aU7uirn8eH6d8pfXeFd2j5qKfKh8w/bkyTxJ38TpmBSWjHTl9rpMqCji2LYMrNoY49+lM8HGrbATKvQXcroJJdpJ5TSTSmhY96Ar1XXzy+vuv6J/+DfschQqvCooyzXQVNGmvqYBLfQb06GRMd2amtLHpBUDW7RkSMvmjDIzxb9HR2IHdifVqjczrPqQMqQfcYMHMHGYHRFD7QkaPAzf3oMZa9EHv3ZdCDbtQKRxGxJatGNGhy4s6TOQVbb2ZDg6kenpzgZ/3/8E7BJUhAwVIa+DXRmJqJMWrlMNkAlBA20dVIVAX6JY3Axu15Ks6QkcnxXHmbQo9saOZbWvPSu97Vgb4MR8Zyuie7ZjnpM1iQO6scRzFEenxnF+zjTuZ6ZzP3MlBydEkZuaTIJpI6yEYJAQTO5iyFrnLiweaMyCXo2YY1GfWRZGuMgFo/U1cGjciM+P8tm7biPTEpN5fPMmz3Jz+VXzmTfPi7hy8iIlec9ZlJSCtZk5WTNSyYiPZkFYAFPHenF68waOb9/O/Ws3eXLvCbXlH0mJnczlkxe5ffkmn8s/wg/YvHojdy/nUJT3glcPC6h8Ucb0CZPpY9ad+ckzuX7iEg9z8njw6DX5hR8oeFZGcX4RK2fNZWpYBMfWbeTZ1esU3rxP3pVb7Nmwgz0bdvDk5n1e3c/DoXdPVs6cwt6sJVQV3CBr0jiSB/chw2kEi62tqD12EJ7ep+LxDV7m3+B54T0Kix7zs7KCazv2kbNqB08z93BzwQpKDhyCr1W8yDmPc+f2+Jl3JKZ1R0YIZQYLJSyFnPZSGcZSJeoLRWf/72SEkpD8N68u/y+wy6VqaChpYqiuRwvdRpg3akYfk1ZYt+6AXfuOjOxshlevTowf0pNpwweywMmGBU5DmTXSlqkj7Jju6cnUMWNJ8Q4kxcOPySPcSRxgS6xFbya2NifVrAvzuvZi2UArMuyGk+HoxBoPt38N+29hmX/HlMT/HXaJVBmZTI6KTAlNmRI6SlIM5FIayGUYKwlibHqwOzGIk7MmkhnqypoQFw5NHcfexFAWutsS3r0Nbs0NCbdoS4p1X9YFenMoaQK7Y6KY0rcHax2suTkxhL2etiS11cJRIohvKciya8GeEW1Z1V2PzF5GTGtVj1ESQV8hiLYaxMZZM0kKCeFpzk1yTp+j9l0lJfkvuXP5Jq+fvGJ7+hpG9urDyXVrSPRwYXZ4IEneHhzbvIGDmzfzIu8p716/J/f6XeanLeDLh6/89QX4AX99+sWMpOm8fVEKH3/xo+ob1EKkbxjWPQczPW4qO9du48WjV9zPK+FNxQ/yHxdR9bqC9fMXMjN6PKtTU7l76gz52TnkZd/mxrlsTh84QUn+SyqLSpgcGcmM2Cj2rF9K9Yu7TPVxJXH4UPYnJcGtm/Aoj4o7NynLf8irwmdU1FRSUvaWn19+8ezGY7bOXEPpydvcT98E2begqADeFjG2T3cm9ulLeFNTXGSa2AhVeklVaCtRzM7SrQtbxO9ERF2m5b+HL79NKpTR09DDtH5TOjQyxqJhM/qZtMK5a09CrG0IsO5HlP0AJo8awkwXGxa4DGWxmx3LfJxZFuTLgrAQFsdMZNH4OOYERTLXK4iFrmNZOMyFuX1tWNp7CEstB7K49yDShwxjraMrWT6+bA4I+E/ALvsvsP934CVSZaQSZeQyZdSVlNGRK6MrV8FQRYXGcimmEoFtM21muNuyJSmMjRMC2BwXxPE5iZxdMIXMEA8mD+1FtGUHRhhqEtS+BQl9ezChe2fmWA9gape27BszgntTwymcN551Vi2IrCeY1EiwsY8up5zMyLQ0JNpQEG2sjo2SIq1m19yYMHt77p0+y9v853woKSMv5y65l2/z5mkxuzI2EOzkQs6B/YQ62DLFz5vsfbtIn55K0aMnlL56Q3XlF3JvPGBTxhZ+1QJf4VvVd6rf1DBlYgoVxe/5VvGFL+W1fHn3iQlB4xk+0I6pEyazdXUWV89e58nTN7woquR5fhHlhSUc3LCBaWEhLEmM58KOHTw4r5CvvnHmMqcPHOPFg8e8Lyxi8dSpTI+OZOfqpbx5cIvTG9by8sI5vuQ9ojbvEcU3cvj0qpivVTWUlJTyruojHz79gl/w+G4hsxIWcGfvJR5l7OTjkbPU5N6GL9WEDurLpMFDCGlsgremPkMkcnpIlWkl+TuEURYCIZUiZH/n0MX/K+xy9NV0aVW/CV2bmdKvRRscOljg07s/4TY2RNoPJt7Jhhludsz3tGeZpz3pvo6sDvYiY1wIKybGsDp5ChmTp7F8QjIrwmNZEzSete4BrLZ3ZXmvISyzHMiynoNYMWQY6xxd2eIzlm2BQf9J2GUo1dnvuP23KWBXRU1JFW25OrrK6uiratJQVQ09oRg81kwIBjYzYKrXSDYkRHBoziQe7cggb8sKNo/3w8VIh3UB7ix1GkZom+aEt2lOjEVbkvt0YvmoAezxtefGRE92Dm3PfFNBgpZiUnNGDy3mdFIhqZ0qk7s0oL8QuDbQZJSBPrYNG7Jtzjw+F7+htrSc2xeukXfjAcWPXrIjYyOpUeM5uWkTQ9q3xrVvT64e2MuS1GnkXsnh44dvVJR/5lb2fS6dugZfFbC/ef6OJ3fymZGURm35Z/6q+YvP7z7z9nkpkb5hONuMJHlcAmcPnORudi6vXlWQn19MUUExbwsKuHXyKGkRIcyNCmf7wgVc3X+QB5ezuXnmMhePnObpnbu8Lyxkz7o1JIcFsXnRQorv3Kbo1h3KHz+h/MlTXt3P4/Gtu1SUVvDuTSXV1d/49gNqPsHPv+Bt2XemJC9h74rdFG46QsHKLby/dAU+f2S6pzux/fsT3KwFY3QM6S9kdJZKaS5VhJ9adZm3P2JVfxR2f0sW1glZ1cGvJGToKKvRXNeA7sYtsOtgzpjefQgfYkXMsKEkuDow1cOBBT4jSR/rxOoAZ9aGeLAxOpBNSTGsTk5gbVoaG2YtYG3KLDbGp7JtQgo7giew1S2Q9N42LO8xiGU9BrFigC1rhzuT5enDNr/A/1wYI68zBewKkwg5f4TipSqoKamjpayFnmo9DNX1aKChQ4t69f4Mc20gFIODh7ZuyrJIP47Mm0zx4a2cnz+F5EHdmTakJ8djI0gbaMnuIG/CWjfFSkdCwuAurHGzYYtzf+a112N1Z33WdtVnUn2BixAE6QsWWbdkuLrA10gNB1WBp74uCX36MbpLDy7vOUT1ixJyTl2h+FEhFYVvuXzkNCe37WLtrDkMs+hET5NmnN+9i7sXr3D28Gn4BZ9q4Or52xQ/e8fPT/Ct+i8K84o5feAcWas38+vjX/ARPr6ppuzZayJ8QhjrPIakyDhK84uoel1JWWk1hS/fUF70hqpXr3hxI5u1qZOZExHCiqR4Dmau49bJs+ScvkTO2Ss8y71H1atXXD95jLgAP1amzqDw5l3+qqzmzbOXlBYW8f5dBS8Kinn8+CVPnhRRUfGtTvAJvv+ET19gWtoK1s9fT9mW09yZtpzqS9fhXRnbp07Bz7wjYS3bMEJFg55CQnupoIlUkVvX+CfsMvkf2TmFmq60bmDAb08vVQheCUEDJWXM69fH3qwDAQMUC8+EEXZM9XRklo8TS/2cWenvQmaAC+vDvNg0MZjNU2JZkRTHmplprJuzkHXT57MpeRY7E6azMyKe7V4hrO5vR7rlYJZ0G8DiXoNZbmXHqpHOrHF1/9+HXS4kddkYSd28SolCxet3KrLuNacsUcCuraKNvpoeDTQMaahZn3rK2uiqav2RxDasu6gtZYKoob15smsdB6eMx8fUEI/GGkyxNONAsBcZDoOp3r+Z18f2MN/PldEmBsy26sbKIRaktTNgoqEgQk8QaihwkAj8jASJPZoR3qYBEa2astljNHOH2THRYSTX9h2Bqq/cOHGJwgcFFD4o4PLhs5zde4B1c+fhPmQgfdu0pOZFAd/LKyl6UsiXj/Ch8ieXT+fwvQo+r/SIJwAAIABJREFUl/+gquQTpU/L2L1hL3ev3IVa+FpeS1XRez69qWZSVDwT/COJC47ix/uPfK/6QsW7Wioraqkuq+Br2VvK7t7hzMZ1LI4Zz9K4WLIWLOb8ngNcO3GeB9m3KXz4hMqXRTy7eZPE4GAy5yzg8ZUc+PiFD2/e86Gymg/VtbwqeUth8TtK39ZQUPCGwsL38Av++ksh/zFnTjqrpy2lZM1BHs1YRcWpi1BUyNkVy3FtZYq3sQl9hKIIraVMcV+06sBVElKEVPl/wv7fwRfiz8aijhC01tTAtnUrggf2I2m4HVNdRjDT25l5Y51Y5udMuq8jK31GsjrAmcyosaxNGMeypFhWp81g3bxFrJ25kE2pc9melMb2iAQ2e4WQ3teWxV37M6tDD1I7dmdat96k9RtE2mCr/39g/yfwfwvEK6MuU6eesg4G6vo01GxIAx0jGjdshRAaCKGCikTR8aQrBEYShZdfEuhGolUP5gwfQGBzXYYIwWZXWy5EB7HBaxTk3eHlmWOsjAhkQv+uhLVrSlo/M+b2bUt8e30ijFWY0qUJG9ytqD2wkZWjrHDT02B3oD/p7u6kunlx6+AJal+UcXn/KUoevuJj6QeqXr7l/bNX5Bw7zqAOZvjaDYXPn6kpLuNz1RdKi6p5+byCO1cfwWeoLv1M6bNy3haUc2THMapfV8NH+PXhOx9Lq/j2vpZ5U9KI9gslNiiSb++q+fL+E9WV3/j6GWrKPvDzfRXvHz4k7+QxMpKTyZiayqb5i9i/fgvn95/kXvYdXj18RtnzQl4/fsy8Sclkzl/E89v3+VrxkWd5+TzNe0Zx0RtK37ynsvorNbU/KXlTybNnxdR++vlHpXjX9n2kBcVyf3om75bt4HHWLigp5tqm9YwybYZdPR26CkV/QFOpojTg9+aRTEgVCQglFYWo6L8ySd3giLoHpL5MYG6oy6hO7YmyGUSq60hme7qwwM+dRf6uLPd1YpmnPUvcbFjsaceSQDeWjAtk6aRYVs9KI3PBYjLnLGJD6hw2J05nY+hE1o72Y1bnPqS27szEpq2JMjIlqkUbos3Mie5s8Z+A/b+a0n+zvwUnldCUqqOrUo/66gY01m5MA11j5KqN0G3YHpmKPkKooCSk6Ej+FkDqJBekOvQnqb85i+z7sNTaklmWbRklBLZCcGv9eu4fOMitXTsoOn+SK2uXkTZ6KAHmzUjq256plm2Z17cT29wdOD0ukO8HdxHepjnDNNWIGzyI2OFOfHtWzLeX78i/nEt5/hs+Flfy+XUVHwqKqXz6jG7GzYj19YHqamqKy/hW853qip+8elHF6+cV/FUNtWXfKMorpfjxax5cy+NHxXe+v/8GNb/4WlbDlzfV7MjYSGxABEumzuRbWSW172qorVaoilWWvOfbuwqq8p/x7OIFNs6Yye6l6exemcnWles4tHU/185e51luPoV5zyh7/oLNqzJYPGM2H0rK4CsUP3lB4ePn1JTX8P5dFa+KSil9U07tt59UVlVTXl5B7YdP8BNKnjxnjn8UZ0NS+bT6IFfnr4KCFzw/dpjBjfTpq6xED5nAVCJoIFPImsvF70G8SgiJat1wr38ALqsz6d+KumoSgYGaHLOGegzr2I7gIf2Y4jKCed5uLPHzYHnIGFYEeZA+1okl7sOY7zSIuS5WzBkzkjnBY5gbE8WilBSWzZrH0tRZrEiYyqqoBJZ6hbLA1plxTVsTptcEb3U93NTr4anfAF9jE/xbt/7fhV0BvOQfVlc2IPmvsMvqYFeX1cGu2YBG2kbU1zOhXv3WKGk1Q1mzMVpajVCWKGY4aQnFgqi+UDQFbIsPZbGbLas97Fhg1YOZlu2xlwt6yqWsiIri7v5dUPIcXj/jzr7NpHiOwL2DKf5mLbHTUiWkdUsizMyI69WTol078bPohK9lT3o0agbV3/j66i21r95R+/oDlYUVfCqpovxpIS+ysxnYxhQfGyv4VEvNmyp+foaqih8Uv6zkS9VffK34xbfKvyjMe83T3JdUFH2g9t1XPpV9oqa0hprXVXx684Gb564yd9I0jm3fw493H6h5U8XXWqh8/423Re/4+KacmpfFPLpwiY2z53Fk/SaOZu1g45I17Fy3nbOHz/Ew5wH5uY95+6KEE3sPsyF9DZ/Lq/lcXs3Lh0959egFVa8rFEMRXpaQ/6SAmo+1fPnyja+fv/Gxogq+/YKaWrbNXESWbwxvVu/lWuoSyHnA51u36aSmTE9VZXppqtFCKFotdf6UBPyeOK2MVKbyJwX5P0woYNeQCYx1telv1gpfq35Mch/JPH9PlgV7sSLEkzWR3mSEu7Mq0JHFnrbMdhrIDKdBpHk6kObvztRgP2ZPnMCCpCnMjU1ibvgE5owNI3WEB4m9rfHUboirXBs7oYyNUMVOUxenRsa4mf6rce7i/z754v9k0n8sSKVC8qcY7PfD8FuJVyZRQllJDQ1VHXS1G9DAwJhGDVqgq29MPQNj6tVrjLqKHjKhgrKQo1wnvaenpJh6XPP8Hl+f5rIs1JOp9v1I7NeJ8RYtcTBQwUZPTmS/rny4fg4KH0NpIa+uX+Hs1q0sS0xm3vhY4tx8iXfzZlViCj+eFbI+ZQY+1sNIiZnEx7fV/FVZzaeSN5Q9L+V9STXVb2r4/LqcQ8uXEOs0DBdLC2pfFfGjFiorflBUVElN1Xd+fIQPZbWUPC/n5eNSigvKKX/9keryb3yq/MmXaqgs/cjrZ6XcuXKbBdPmwnf48KqUL+9reP+2ho/VPxWDDt5+oKygmJzTFzi6dQdn9x7g8JadrJ6/jJVzl3F6/0mun7tGfu4TXj8rIffqHTKXruHTuxqo/cW7wjLyc59Q8OgFhfmveFtSztuSckpevubbp+/wC6rfVVNbt/F1eMtOMmfO4cGmXXxefQC2nYOnxbRX18BCVbOuUUKKkVD0JWjUAazYOf27B1lIFJtMMrn0T8yupqaBiVFTupl1YPiA/oS4jCLRezQzgzxZFunL6nE+rAp3ZdNED9aNc2Kpvw3TXfqSZNeDBIc+pIy2Y4afGwsigpkZEsLMkDAWRk0gPSaB+QERTLR1IqBzL1zrGzNEqo5ZnVPsqayLY+vOBPa3/9+H/U+KUSL7x/fij/39f2QoyVRRU9Wmnk4D6tfBrq/fBH39JujpNERLRRclofanlUtJyNFW10BVJih59hB+VPOz8CEH5k0hztqS6D5mRHUzZULvdozr14mpLvb8VfCIn0WvqC0q4c6lbC6fuMClExfZl7WPbRmbObnjEB9fvCZ9ykxcrRxYPHc5Hyo+8b28kk8lr3lX+Jby19VUvfnEl9L3bEhJYKavC/GuI/j1towPFV8pefOZsrIaxXSOmr+oevOJkhfvKXxaRtGLCt6V1lL5/jsfKn/y4f0Pqt5+oaywgvvX7xEXPoF3BSX8qvzI5/JqPlZ8obKilvKyaj6U11D2qoyci9mc2X+M2xevcvbgUQ5t28Wpvcd4cP0uj3Iekp/7hLzbT7lw4jLH95+itvIz3z/+oPpdDc8ePudR3aDgkoLXvH5Ryrvicr5//AFf4cenn1SVfYBv8DD3AXNmz+DEigy+LtnN5zlb4XUNnXXr01qmRjuJGi2FHGMhpZFQFH8JofDcKv/IzEgkAqlMUeb9e0pKfcPGtGvTgaH9B+Hj5ERSUCCzokJZPjGU9f8Pc2cZXeWZtu0dT7AgAQLEgODUgEJLS6GFYi0Ud3e3IAkQJLi7e6nLdOrMTDt1aNEQ3dnu/myXKMf34wmbMjPv+671fev92h/PClkk+ZEc+97nfV7XdV7rl/DmhkVcXjuDy1njOLv0dQ7OepXc0b3JGtqTlUOfJ3vMYDZPHcPO2dPJmzGdrdNnsGPmXLZPn8eG0ZOZ33cwk7r25NWGyTwnSagdH4yhT1IbxvV4hQWvTf1zwJ7YoBlNm6TRonkbkpJSSGrakiYNW9AgvjExkvjfzS3GEiGJpHP7dvCgHHwOqHCBTYPh2idsHNqX/RNe46+bV3J19SI+3rmZGo2CKpMR5Z18Sm7d59YPNym+VcKdH25R8Ms9HHIjPpWRI+vzGPbiAD798Eu8riB+iw2vwYDTIGA3enCafASNdg4smcuRxTM4sGQu2G0IZg8mSwCXq4LqCgi4KnCaPBhUNnQKG0atG4clhMteidtRhcPkx20rx2HwIL8vY+Lwcfzto8+hvIag1Y3fWY7F7MJqchFwhxBMArd+vME3n3zFre9+4u6P1ym8cQub0oTH5ETQ2rGqLWikRorvSFGVaAm5ywm6QlT5q1FLNRTcKqToTjHyIgWqUjUOo0CFt5KaoJi3J5icuCxuqoKV7NyxlQ/2HsK1710Uyw+C1smIZ3rSWhLNU3Ua0UYSQ7okilaSCBrWSlRJ5MOw21q5Gi0hOubRNruGjZrSsdOT9H7+JcaPHMuyOXPZtWYNR9ev5dymtby9bR3vbcviau4izq4Yz/HFb7Bn5mByRr/E0sE9WTzoeVa+8SrZ40ewYcpENkyeQs7EKawdPZ7lr49iTt+BTOzxAmO79uDF+k3pEVOfp6Ib0KtRCsOe6M281yeydvrKPxfsyc3TadYsjebNUmjeqBUN45uQIKlD7EPYIxOIj6/D4MGDxUCich9U+BG1gZlfzh5jTMd0RndIY+5LvSj54jOcRcU8sAsUXr/D3Z9vc/vnexTdLqXwtwJMZToIgeq3fFZMnM6TLdtSdFcqrn00mvHo9XjMbmwGN06Tj4DBxt75Mzm6aBr7F80kpNPisQcQXNW4nRW4hSAeewCHwYVRbceotmM1+nDaKsQT3V6BzeBFMHpx6AQsChMj+g9lV3YuuLxUOr247V6sFjcuR4CqYA1uq5t712/xt48+59pHf+W7z7/mt29/wGMQEHQ2BK0dp0EQpZbVH94A4nP4oRx0cj2l+dLa2L0iZIVyjCoT5Z4KqACqwWPzYtFaeVBRw+lTJ3h75z7sB96laOleuCNj45SZtI6IpWN8fVpLYmgtiSFVEkWSJIK4KAnRUZJwln60REJsjISYmIfbDKNp2Sqd555/iSGDhzNl/FRWLVzC7vXrObJpPWc3Z3M5L5srm7O4kL2A48smcmjhGHbMGMa60f1ZPKQPCwb3Yekbg8gaN4r106ayYdoMciZPZfmIscx6ZRATnuvD+B69mdjjBfq3akv/Vpm82roLo7v3Y/6wSeTMyWJ71o4/DnaJJJKoyDji4+rToH5Tkhqnktw8vfZJJblxCo0SkqgjqUusJI4YSQKxUXWIjqnDtu07qaioEPe/VJWD3YqnIB/3nVv47tzk+wvn0P30A/gDYHcjv11Iwa/5fP/3nym+V4asSIWyUIHbKEAFXP/0GrOHjuCVp57FafGKetlgwq3T4bV4wrB7NCZ2z53O3lnj2Dp9HEJxIX4hgM0WxGpyYTM6EIxubDoBk8aBVe9CsIbwCFW4HZU4beVY9R5MKjsmhRG3UWDuuMnMGTMe1a174AnisnlwOYMEfdVUBqrx2DxopUru/fgb339xjY+vvM0nV99F0Fixqkw4dQ78Nh9+RwWUQ6W3RnSHbF5qgg8wKI3oFQb0CgP3fs2nrECGvEiBXwiIKaoVUOmrQjA5sejNXP/lJ87mbsV6/ENKso/CbyUcy8qmXWxd2kTFkyGJJUMSS7okluTIGBrERpMQExkuBMZKJMTGRBAd/XB7XQwtU9vwwkuvMvyNMUyZNJ1VS1awc/1GDm7eyIncHM5tyeHsxtWcXL2Iw0umcWDhZLbPGkf2hGEsfWMQi4cPZsWYkayZPImtCxaTt3AJW+YtJGviFOYNGcbUfgOY8coA5g58jQnP92Vyn0HMHjSalRPnsXnpBvZsPMCB7Sf+XLA3b5ZGi+QMWiWn06pJGk3rNqN+RH3iJPHESuoQFytuOP7wL59TDZSXl/MgEITKKqp0RjQ/3UD383WMv94GwYNbrsNYoqTg1/toZAb0Gju3fi2k6K4UdakOj8kJ7nI+v3iVBW+MZmdWDpX+BzjtfnxmK06NBrdJ3J7hMflxKXRsnTaB3dNGsXXKaIy3f0UwOVEqzRjUJgSTgFVnw6KxY9YKOExevI5KfK4aPEIVLmsAs9qBQWZEV6rGrbdxIHcLU4a8xkenz4LHT8AZxO0K4fdU4q+9pAYcHjwGO5oiKZ9cfZezB49iV5lx6u0ErD7KnSG8thCV3hp89iDlngrcVg+VviosWisOo4BZY+HujXuU5kuR3i/DbnBANaKUqYCQuxxliRK/28Xx9bnoTryPdNtZyFfy5uYdtI6OJy06jrSIWDIi4mgdGU9qdDyN4+NoEBtNo4jIsEMTEyGaEGIFNYamyan06PUSQ14fzZTJM1m1dCU7c7dwcMsWjm3exOktGzm9MZuja5azd8kc9iyezfb5M9kwfTKrJo5l5cTxrJk+k43zFrJvXQ77121kT9ZaNi9cwurJ01g2dgIrx09g7ZTprBw3ndVT57N54Vr2Zu/k2I6TnDxwkZNH3v5jYY+MiCUutt5jsLdKbk1aiwzSklJpXrcpDSIbkCBJIF5Sl/i4RCQR8Xzxt2+ppPZg8pdDsBrcQXR3itDfLcantuDTOdAVqym7J8OqF7j1WxE//XCb/LtlFN2XYVRa8FnceLVWLu45yKjn+3Bu90EqgmC1uAnZBQSVFofOjkXnxGf1Y5cq2DplDHtnjCJv2igUP/0Tq9pMmVSDSW3CaXFgUpsxqaxYNAJOi5+Aq4qQpwafUIHT4kcj1WOUG9AWybHK1PztnfdYMGYsuQvmU2NzEHAGsZhd4Quq0+wk5PRRKfgRtEauffRXtmdvRH63FEOZFofGJkotnQunyYNgdBN0hUQNXnv5FExOdHI9d67fpeBWIWqpBq1MJ/4Cq2qfSnCanTyorOKjY6e4tfsspXsuUf5jPr9cfo/GEgnJ0bGkRMaQERVH2+gEMuLq0DwhnsZxMTSNiKSR5GGSgGgvR0giiYiMpV5iEh27dKNf/6GMnzCVJYuWszknl125mziQu4ljmzdxZGMOB7JWsXPJYnYtXcKOxUvYPG8hObPnkTNnIZuXrGB7Vg7H8nZzLG83RzblsXddDttXrGTr4qVsW7yYvCXL2DR/JTuWb+Twhv2c2X2Wi0eucvnUR1w6++mfA/b69ZJo0iiF5k0zSEtuQ3ryI9gTIxpQR1KHhIh6JMQmIpHEobU4qQD8FTXwoPYPpbWjyZfjVFkxSY3UeMFrCyEt0iEvM1FSoqO0VE9JkZrC/DLMGguVrhAhk5PL+w7zatenObvrACE/mAwuqlw+BJUWm0YE12f1YykuY8eMCRyaPY6tk0dQ/LcvsaoMaJQGHHoLgsGKUWXCqLRg1TpxWwKEPDWUex/gd1biMntRFiqwqkwYS+Ro7xdR9P0PrJ05g1lDB1NuMOK1e1Epjeg14gIzwSTg0FtwqE1oi8u4++N18taup/RmIbpSNQ6NjZAQJOisosr3ALveSdAVwml28SCEKLP0dmSFcm7/cod7v+Zj0VopK5CJsNdKmYf/9jqc3P7yH3yWs5fCw2+ieOcLnNfvkSiR0DgyihZRMaRFx9E2tg5t4uuSUqcOzeKiaRYhTizVkTzKD4qq/RvHJzQgrXV7nn+xP8NGjGX2rAWsW5XN5rUb2LZuA3vX57JnbTbbV6xk29IV7Fi+iu3LV7NlaRYbFq0id8lqtq/exJ6NOzi55yjHdx3k2PY9HN6yjYMbcjmQs569a9ewZ806ti3NYd/aXZzIO8Glg1e4euIj3jr7GW+f//rfYf8fYf5/hD0qKqIWerE5KCoynoT4hjRKbEmzpHSaJrYgrVlrMlu2I71JOklxjUiMrCf2zyS1omlyKr6qBwQeQLAGQpXAA7BrHZjlVixKAbe5HK+9CoPGRWmxnsICDfn3lNy+LaWkSI1eI761Vzj92MrUbF++mulDXmdP9ib83hoEIYTLYMGjM+I2uXCafNg0duwlcvKmjGbruIGcXT2f7966gENjwGqw47M4MCs0WNUWrFqH6N44q6jyQchVjcPgQiczoi/Voi9RoisoRv7rTX79/DNObFjP0pHDkP70Ix6zC4vZhcXoRLC48Ng8eK1OnFoLVqUW2d0C3jt/mffPv43bKGCSGbBrbQSESux6Jx6rH5vejsMoEHKXU+mrwml2hbX7rZ9vU3y3BL3CgMfmpcpf/Rjs1cFKdHcK+HzHUe6eeAfZW19Qma+gYa1EaRoVRev4unRskEjHBomk10mgZWwMGbFxtKlT53e7rsRGwIha4Os2aELT5FS6PdubVwe+xsRxU1k4ayHZS7PYvm4TO9ZuYNPSLPKWrSNv2Tq2LM9h68oNbF+3lb25uzi07QDHdh3h2K4jnNh7lJN7D3Jkxy725eaya9069qxbw/7s9ZzddoyLO89z9cCbvHv8A94/8zkfXviaDy/+/Y+HPTIi7nHYG7civXkb2qd0oE1Sa1okJNE4JpGmdZNo2bQVnZ/oRgixgzYIBCqhqgqMajsaqRlliQmz3o9gq8JkDKDTejAavBhMPvR6F8WFKvQaK06zk2pPCFOxnB2r1jJz6Aj2b9iGz/MgDLvbYMJtciEYvVjVNhylCjaOG8aO8YM5vWIOX54+iqlUgcPowGuxYlGpsWut2HSC6Mu7qmthr0QwujHKDehL1OgKpZiLpOju3uPLc2d5a/cOdi6cTdkP3+E2Of8Ndp/NhUtnxarUUnbnPp+98wHvnHkTl8GBvlQbfkEKRvdjsAddISq8lbgsbkxqMwalkVs/36bwdhFamQ6n2UW5p0IcMqkQ3yEfBCrBFeDaqTcp+/Aavx27Ckpb2GlpIJHQIiaWzDp1aV+vPm3iE2gdF0u7hHja16tPY4mEBhJx8/nvK6xx8fWom9iY1pmd6PFsbwYNfJ0JoyexeOYiNqzIZuvqXDYty2bz8hy2rFjPlqxc8tZuYdeGXezdso+D2w9xaNdRTuw7yakDJzh96DjH9xzgwNZt7N24kX0bNnA4dyvntp/k4u4LvHXwbd47/jEfnfmSjy/8nY8vfvvngb1hgxai/dg0g9atOtAptRPtk9uR1qAFLRKa0KJBM1KateS110dQVQu7KGUgGHyAQWVDIzWjktmxmipwCw8QHNUIjkq8fggGweeroahQjklrwWPzgL8S1b0i9q7bwOzhozm2fR9et3iyu41W3AaT6LPr3WHY1w4fwM4JgzmxeCpv79qM9LfbuEx2PEYzdrUWl8GBy+jGbfERclVS6a0h5KrEZXRjlhvRFonyxV5ahvb2LS5v38onR/dzaWsOpd/9A5fJjtnkxGwQECwuvHYvPpsLt96GTaWj9NY9vvv8a949exWTXI9BKjpGFo2A2+LDbfFhNzhwGAX8QoCQuxyPzYtVZ8OkNnPr59vcv1mAoliJRWvF5/BT4a2kyl9Nlb8KQtVQCbe//JaSv37LjSNXQOukRf36RNQWj5pERJAeF0eHOvXoWK8unerX44nERJ5OaiLq+KgYGvxO0kQ9lL+R4vLm9IxMnnm6J/36DGD8iAmsmLecjSvWk7tiPZtWbmBzVi7b1m1j58Zd7N5ygL15h9i//Qj7dx7m5MEznDl6lvNHz3Lm4FGO7drDkW3bOLZtGyd37uH8rtNc3nuFdw69zwcnP+GTc1/z6cVv+OzSd///YY+MfKTZH8IeH5cYhr1VclvapnaiS/oTdGnVkXZN0klvkExqw+akNU1m2bJl4XtVBRAoryHgr8aqFzBpnDgsFfg9EAyA1wMe9wOCQXHPkcsZpKRQhkVvxSd4IFRDwU+/sn/DVuaPmcDFI6dxuaoQhBBeswiwoHdg1TqxqKw4ZQpWv/4KuycO4dDc8Zxau5QbX1/DZbLiNhhwabV4zS7cJg9ui4+AUE65u4qQUI5LL2CRGzAUKzAUlWIvlXL3qy84szGb9/dt42peDmXf/wOn0YbJKGDSO3CYnXjtXvx2Nx6DHYfGgPR2Pr99+wN/ufIBxTcLsKksOA0CZrUDt8WHy+zFYRRwGAU8Ni8BZxCfw4/DKGDRWrl74x73bxYgvV+GXmHAaXYRcAYJukIEHQGoFE94bUEZ/7jwLvK3voYSAz26dkYSI8LbUCIhLTaWTvXr0a1xE3o2b0rvVi14IbUV3Zo2p129RJpJRDvyYYZMVO1dLT6+Dk2btSSzbUe6PdWTIf2HMXfqAtYuWcf6ZevZuGI9m1bnkpe9je0bd7Fr6wF25x1kz7ZD7M47yMnDZzlz/BwXj5/n/JFTnN5/mFO793Fmz14u7D/KuT1nuLT/Td46+gEfnP6MT85f47NL3/L55e//eNgjJLHExyWSWD+ZpMappCS3p01KZzqndaVrSic6NmtD28YtyWjUjJTGTTh26CCV1RVU1FSL9mNFFUF/BT6HH481iNdZQ8gP5QHwuh/gcVXj99bgdoUwG+yUlShxmAX8Ti+Eavj+i2sc3ryDJZNn8vGbHyAIFQhCCJ/FIZ7WWhsmlR2z0oJLrmT9qMHsnjiIA7NGcXDpHL58+x0EnQm3TotHrw/D7jSJRZ6gI4TP6sehsWGUqjGVKhBkCiyFBfz11DEubdnAmeyVnMhaiObn7xF0Fgx6+2OwBxwefCYBp86EIr+Iez/d4O8ff8WPX3+H1+TGpDBi17txmjy4zF6cZheCyYnT7MLnqLUzrR5sejuFt4souFVI8d0S1FINdoMDn8OP1+7DY3aLb5lVoJWrubL/GIaPv4d8FcOHDEQSL6YINKo92Z9s2JAXWrSkf3o6AzPb8mr7TF5u3YYezZJpm1CH5pERNIqIoH7kI4emTp06NGuWTNvW7Xmqa3de7TuEGRNms2r+GhH4FTnkrMphw+qN5K7bypb1O9mSu5utm/aQt3kvxw6c4tTRM1w4do7zR05x5sARzuw9wIUDB7l86ASn9pzm7IErXD76Pu+c/pQPL3zNXy59wyeX/4CT/ZEj859gT6dV8/a0btmZjq1E2DsnZ9KIbxLDAAAgAElEQVShSQrpDZJoUb8+X336F6oqg1RUBXlADZWVlfi9ASrd4inqtpXjcdXgcdUg2MtxOyvEVY7OACaDFa1Ch8fuIih4wV/JJ1ff5UjeLrJmLeC7L77Bbg8hCCECNidekwWbxopBYcakMONWqNg9Ywy7Jgxk34wRHFg8k/dOnsSiUuPRqfHp9XhMTpwGFzadgMMggi/oHZgVtXajVIVPo8N45w7nt+RyJS+Xw8vmcmjRTCx3rmPXmNDrbBh19jDsQcGL3+zEpTejLS6j8MYtfvrqO77+6At8Zg/aUg0usx+73ikCX2s3PjzdQ+5y/EIAh1GgrEBG8d0Siu4UoyxRYdPbRdBtXpwGgUpXCMpBLldydt9RSi59BgVaZkyZjCQhgqjI2mz1mBiebNiQvq1aMbRtJkM7tGNw+0wGt29H39QUnmrUiIz4WJpFiTo/rhb2+vXq0KJFC9pndqDb088y+OUhzJw4h1Xz17B60RrWLFvL6qWrWbkkS3yWrWPNqlxy1m5lY852Duw6wpF9Jzh98BSnD5zg5J7DnNp9gIv7DnHp8CmO7T7J8X0XOXvkHS6f+oi3z33Bexf/oAvqv8IukcQQF9sgDHuL5u1ISe5AZotOdGzZia7JbemQ1JLU+g1pmpCANP8O1JRTXSOO7ldWhPAITipdPird5bgtAdyOSlz2CgRbAI8zRMhfhc8ZwKyzYNFaCLr9BAUvVW4/l4+d5fC2vWQvXMGdn25jtgaxOcoJ2j14TTasags6mRGTzIRXoebcyrnsHDuAfTPe4PCyOZzfuxeDVIZHp8ZvMOAyOLBrHVhUVqxqm2hdqszoStUo80uxSOUEtDo0v17n9Mbs8Kl+evUCvMX3sKmN6LRWDFobdpOAz+Ej5PQRsLhwGywYpApKb93jl2s/8NWHn+PQ2NBJtXhtIaxasYLrtnoQTE5sejsui5tyTwUhdzlOswu1VIP0fhnFd0tQlqjCJ7vH5kXQO8SqchVYHC5O7D3MLwevwF0lWcuXIYmr7WCUSGgWIaFznbq81DyZwRkZDMpsw4DW6Qxs25qX01Lo0bQJ7RJiw92RDy+rdeOiad4siQ7tOvJs9+cYNnA4c6cuYPXCdaxdnEPWkiyWLVjCgtkLmTN9HnNmLmLR/BWsWr6edas3s3PLXvZuP8jR3Uc4tvswR3fs5/iOvZzbvZ8LB0+wf+dRDuw9x7HDVzlz8n0unf2UNy988b9hPUb9y/OvsIuf/0fYGzSjSaMUkpPaktK0HW2ad6B9y/Z0atGWzCataFUvkcaxsTgMWlFUUgXUUBUqRzBbCTm8hIQAQXc1QS/hPaQeZ4iAtwKXzYNWocNhdFDuDRJweCgXfJzed5Qj2/excelqSm4XY7H4cTjKCdh9eM0CJrUZfZkOs0yPX6Hg6oblbB/bn30z3uDEyrmczduCoagIn1aN32DEqbdiVtswye2Y5FbMSgsmuR5NoQzFnQKsJQr8Ki2q69e5sDWXfUtnc3nTKt7eto5yZYkIu9qCSWt5BLsQwG914TbaMZVpkN0r5uevv+dvf/kKfZkOo9yAx+rHorEjmJxh2C1aK06ziwpvJeWeClwWNzq5HlmhnJJ7pWHY/UIgDLtNYxHH9YBD2/fy9b6zeK8Xsn3TJiRRYkvvw7G61nGxPNssiX5pqbycnsZLKa14JS2NvqkpPNssiTYJMTT8F9ijJRKaNG5Ix8x2PNe9FyMHvcHi6QvJWZxN9pJsshauZOmchcyaPIup46YydcJ05s6Yz/KFWaxdsZ6tG7exa8tuDm4/wKFtBziUt48jeXs4uesgp/efZPf2Y+zdc44jB69w6vj7XDj9CZfPfcaVc1/+J9j/Fdj/m+e/fjFIJJFERkYTHRVPZEQsD/P/EuIb0KhBc5o1TCG9eSYdM7rQrlUmGc3S6Nq6A8mJjWlarz7U1NQ+D3hQUUOlr5KQW7xceW0B3M4KHI4gXm81Xm81TkeIgLcKryOItFBsc6Uagg4/0jvF7Nu0i8uHz7JxyVoCVnE5r8XkwaR3YNSYMapMWJR63Eo1QaWUNzcuZ8+0YRycPYrdM0dxaOVC7n31GR6FHL/BiF1nxqy1Y1J6McncGKQG9CVKDEXFGAuK8MgMVGkd5H/1Nw5mLeH81hUcWDGNMxtWUqlVImjMWLRWzBqLWOrX2XEZnfisHoIOP2aFAXWxkhv/+IW///VvWNWi1PKY3aiLVXgtHsxKE3atrRZeq+jRBhF/Rxax21J+X4ZVbcGhs+O1eCh3hvDYPCilCioCQaiBX7/5nlO5O5F++zOndu8jIfrRQE6CREKj2EhS6yaQ2TCRrklJdGvanBdapdAjqSkd6tYhOUp8UcRLHi2tqBsXTZPEBrRLT6dvz+eZ8NooFk2cyfLJc1g2aS7zJ81m3uTZzBo/lckjxjF++GimjZ3E0jkLWb9yLblZG9i7ZTcHtu1nW852NmdtZu+m/Zzef5YLR69yePcl9m8/z968sxzadYlTB9/n/LG/cPbIR/8bsP/3p77owMT+R9gb1k+iWcMUMpLb0iG9M21TMmndsjUdWrcjqUFjnu7cNTwzSRU8CD2g0ldF0BXCZy/HYw/hclVgd4ZweipF4N1VeN1VCGYPKqkOweQUv8fm595Pdzi64yAHcndxcudhyh1BBLMHi8mDQSeg11gxKI1YlVo8SgXlyhLe3LSCndOHc2jOaPbMGs3JlQu48cFbBJRK3BotVr1RhF3hxyTzYpCK1VJDcQGmgvu4pUb8MjNl33zPqY1rOJY9m7z5o/j0xF5wCbg0Yg+9VW0JwyjC7iXoCKAv02FSGLnz022+/PALdFIt1d4q3CYXDp3YAekxu3EaBNTFKjQlaqiCgN1PSAiKzo3ShLZUg6JAjqZEjUNnx661ISuUYdAZqSyvoMYfQtAaObNnP/f/+SNH83Y8Vh2NiZRQJy6SJglxtKpfjzYNG9IxsTHdmraga6JoQTaJiHjMfnyYGlc/IZ605GSee/IpRr8ymDkjx7No9GQWjpnMnNGTmT1mMjNGTmDisJGMHTKMicNGMmfCFJbOmsfaxSvZum4zOzfuYFPWVtYv38y27D0c3HGaY3svcWjXJfblXWDPlnMc2H6J4/ve4fShDzh54L0/BvYISQxRkXH/JextW7WnfVonMlPb0S6tHW1TW9O4XkNmTJryP8LudJbjcJXjcATxeKoIBcAllGPROTBr7ZR7KvDafXhNbn748jtO7D5C9uLVfPfJ36h0luMwubEYnRh1AgaVBYPSiEWhwa2QE1IU89aW1eya8QaH5oxm35yxnM5axJenjxJQKrHLFdi0BkxaCyalF2OZ599gF4p1eEoNaH66wbHsleTNH8WuJePR/HgNBMe/wW7X2sKwB+x+rGoLZqWJ+zfy+eqjLym9U0KVpxKTwojH7MZjdoe/x2/zYVGZqXRXiEPgZrc4jKIVdb6yUIFNYyVg9+MyOjEoDchLZFBdg8dkg2AVBzds5frnf+PTK2/Rok79MLiRERJioiXUj4mkcVwMzePiaBUXT2bdRFLj6tA0Mpp6v5MvkbVOXIREQnRUBE0TG9G1bXsG9nqRiQNfZ+bQUcx8fTTTXhvJ1NdHMeW1kUwYNIwx/Ycw5tXBTBgynMlvjGbR1DmsWbSK3JUbyFm6gdUL17N+WR7b1h9i95ZT7Nl2gV1bL7Bj8zl2bb3Avh1X2L/zTfbtuPLHwh5RmxIlOjL1aVg/iaaJrchM6UC71I5kprajU5tOtG6VTmJCfY4dOPQI9koR9gpvZRh2ty2I01mO4K7Abg/gdldSWQ6CLYBBZcFt84cneOxaG5+/+ymH8vaRuyIHc6mWCmcQh8GF2SBg0DrQK83oFQbMcjUuuYygvIh38tayd/YoDs0bw8E5Yzi7dhFv7dyEs6QIU0kJdq0Os8aCWe7BJHVhKNFjKJahL7qP8X4BjiItvjIT+t9us2PRbFZPHMDZLQvBriGoLMOpNmBVW7CozGHYnQYBr8VDwO4nYPejL9ORf/0e3335T+78dBuj3IBBpsemsVLuDOE2ucJa3mkQcBmdUAEVrnL8Nh8OnR1FgRxVkRK71oa2VEPhbwWU5pfy0bsfIpit+CwOqISL+47w/YefcevaN4+d0g9H72IixSHq+rU6PikihoaSGHFVaLiCWntfi3qUMtCgTl0yW6Xx0lM9GNH3VSYPHMa0QW8wZdBwpgx6nSmDXmfSq0MZ138Qo/sNYES//gzvO4CZoyayaOo8suatYOXcLJbOymLFnPVkL9vJluzD5G06w5bc02zecJJNG06yecNJctefIDfn+B8D+0Mp86+wJ9ZrEj7ZM1M60C6tPZ3bdqZNSgb14+ryzVfXHoO9Jij2bgecQby2EG5bEMEexOWqwGEL4HFVUhEEh9WPWWsn6Ba/NuAMYpDpeef82+xYn8eZgyepdpUTtPuw651YdA70Gjs6hQmdXI9JpkKQy/HJinl72zoOLRjP4flja2FfwKmc5aiv/4C5uBC7Wo1FZcIsd2EsdT6CvbAQ4/0CbAVqvFIjxlt32bl4DivG9uPspgVgV+EpLngMdovKjE1jDcPut/nw23zoy3RI75by6z9v8Os/b6AuVhF0BDArTRjlBlxGp9gvY/dTeqcEQvDLP36GwAMCdv9jEsehs6MpUZN//R5FNwsoyS+i2lcuegD+aoq/v8G9v/9AtVUgMSomDO/D2dIIyaMsmPjaj7GSSKJrI1PCyWARtfF4ERIkkRHUiU8gtXkLenbuyusv9mXigCFMGzSM6QNfZ/qAIUx7dQhTBwxmYv+BjO37CiNe6Mdrz73ExMEjmP7GROaOn8O8iYuYPX4xcycuZ8WcjaxftZf1a4+wbt0xstccZdWqg6xYupfFi3exZOHOPw/scbH1wrBnJLcNw96pTScy09pQNyaB4nv3H8FeIcJe7qkIw+6yBnDYxBE5t7MCj6sSr6sSh9WP0+Il5KnCZXHjFwIoCxWcPXyGnRu28ePX34GvGr9V9MQtGjsGlQ2t3IhWpsMkU+GQyfCWFfH2tnUcXzqFIwvGcXDuaE6vnsPx1Qu5+cl72KVFCGoVVpUJs8yJsdSJvliHvqgMXUEB+vwCzPdVCIUaDL/d5WTOStZPG8yexaPR/fglfmkRgkofBv0h7ILegcfsxm/zhU97fZmOWz/c5Po3v+AyOgk6AriMzrB2dxmdlDtD/HjtB2aOn4FVLcZrPNT0VrWYEvzwZxvlBqR3S3DobJgVOnAGMeSXIf/5Nh+fvgT+SsYMHiqmf0kez4OJkDzalvh4em9t9N3DJzISSVQ0EVGRxMfG0aJJU55p14FBz73AuP6DmDZoGDMHvsb0VwYypW9/JvXrz+SXBzCh7yuMfOElXuv5AiNfGsCol19j3MDRjB8yiTGDJjN2yEzmTljF6kU7WLFkF8uX72Pp0j0sWLCdGTM2MmnSWiZOXPPHwv774Mu42Ho0qNuYZg1TSElKD8PePr09Hdu0p050POoy+WOwVweqKfdUiNaZNSjCbvXjEsoJeGvwuiqxmb047UHxVHdVhEvpZfekHN55iGN7jqCTagjafQRsXrF/XWPHoLCiLTOgk2oxStXYpSLsb+Wt5cyqmRxdOJ79s0dycuVMjq+ezxenD+BRluBUK7ApDVjKHJhKHf8RdlexDvXPv3Fu01p2LBxN3pyhfHl8B457t3AqRdjNShNmpQmr2hIG0mf1YlVb8JjdaEs13PrhJj///SeCjgDX/vI1QUcAg0wPlaCTaslauIq0pFRk+WVQAeXOEAG7H7fJJVaGFUYMMj1mpQlloYIb3/6CoUyL6r5UnHoyOvErzfzl1CXwVXD24NGwhHks/CjiUYX00d80TvwYESNmQEY+gl0iiSQ6Moom9RPpnNGaV7r3ZOTLA5g0cDAzBwxmap9+jO/Vm3HP9WbCC30Y36cfo3u/xLCeLzKoR2/6d3uR/t37MaDnIF7pPphXe41g4mtzWTp7EwvmbGbhvG0smJvHjKnrGTtqOcNfW8CwofP/ONgf5j7+K+zNG6XSolEKmSkdaJ/egbYpbenSrhN1ouPRypX/I+x2iw+nI0RFEHzuKow6AZcjRHUQfEIIweRErzBQeqeEvVv2cPnkRXxWDw6tlZBDLOtb1RZMCnMt7HoMpSrsUhkeaRFXt67j/Jo5HFs0gX2zhnN8+VROrZ3Pu3s2EVSX4lKWYVVqscjsGEvs6It1aIvL0BYWoL1fgKVATUBmRfbdzxxbu4yDyydxYOkYLq5fhOwfX+FUaf9b2H1WLx6zm9I7Jdz64SY/XvsBQe9g6ewlBOx+qIBrf/mapDpNeLZLD+T3ZTgNgmhBVkGluwKj3IBZacJvE1sEHDo7ZqUJ+X0Zla4Qbq0lDLtXbuTalQ/BFeCbv37x77BH1q7/lDycTooW08Eia0OTomIfhz3iYdKvuC+3XasUXnjqGYb16cf4/q8yvd+rTHz+RUY+04MR3XowptfzjH3hRUY//yLDevXm5a7deaFDN3q1687zHXvTq90L9O7yCiP6TWbhlGzmTV3PvBkbmTdjI1PHZzFi6DwGvzKNQS//h3SB/23YH11MH9+zExNdh/iYeiQ3TiO1aQapTTNom5JJh4wOtE1tTUqzlpR7/bVOTA3VgWpC7lC4+uexBkXr0RHCLZQTcFURdFcTcFXhEypw2/y4rD7cVg9GlYlvv/onR/cd49bPtwg4xXYDl8GBXWXGqjCJo3NSPTqpHqNUi6NMiVdWwvmNK7mYs5BTyyZxZMEYLq+fz+WNS3h313rkP32N4f4tjCVlmIrNGApNGKW62ni6EuS3bmMt1BBUOVD99CvnNq3lxLrp7F/0BufXzOHm+28SMIp240OL0W1yhauwISGIz+oN6+yb3//GrR9ucuPb6yRI4tm4agMTho+nUVxDZk2YGX6hyPLLqHCVh/uiK90VeMxusbIr1aIpUaMt1aCTapHnS1Hck6IvUGC+rwRvNZ9deAefzgbl1Y/BHlNXTACLrxMnXkIl4sypKFtiHpcvD0GPEAexoyQSGsTEk9G0Bd07dKF/95681ut5RnTvxYTn+jC1Tz8mvfgSI7o/y4DOXejbriO9MzvQt/MzdE/vyBMt2tG1ZWe6tHyCp1K788rTQxk3cCYThs5h5phlTB6+gFGvTmfkgGkMfmEs/boP+/PB3rxRKilJ6aQ2zaBNq7Z0yOhAm5QM2mdkUuEL/Pew1wLvdZTjd1YScFURcFXhdZTjsvoQzB4cRgG9wsCXf/mKy2euUHSniJA7RLmnHIfOhkNhwiYzYCwTQdeW6jCUabHJlHjKSrmal8OF7AWcXDqRQ/NGcHb1dK5sWsR7u9Zy94t3sRbfFQtIhXospTbMMgP6UjnawgI0+YUY89X4FTbUP//Gxa05nMmZxeGlI7mweha/XD2LX2sMa3KTwojL6AxfWB8WhR7+f/71e9z75S4Fv96nQXR9YiUxNIiuz94te7BrbQQdAWwaK26Ti2pvlXjp/BfY9WW6MOj6Mh33b9xD0NnAVxOO3f7x468QFAaogqEDBxEZHYUkOhJJdG1mTEIssTFRJMTHEhFVK1Uio8Sn9kIqiXzYTvIoArFRfF0yk1Po2aErLz/dk0HdejG8+3OM7fkC43u/xOievRn6xDMi6K0z6dU6k26pbeiUlErbxJZkJqbRJrEN7ZI60CuzN0N7vsHovhOYPmQGU16dzrh+4xnXdyLDeg1n4FND/nywP9Tsv4c9o2Uaz3fvRVUg9BjsQVfw32D32kQbMiBUEnRW4XdU4LWFcJo8OAwuTFoLapmWD9/5mK8+vYZOqafCX0nIW45VbcahNGCXGTBKdehKdGhKtOilGqxlClyyUj4+tIMLOQs5sWQCB2YP4/jisby1ZREf7l7DtfMHsRfdxlhYiKnIgF3mwCwzoCooQX3/PsZiKdrbcjwyG7obt3lr12Yu5M7h+MrRnM+azj/OHMIpV2LTWDHKDZgURpwGIQx7wO4PA+8yOim7J+XGt9fRlKjJy97KsP6v88nbf8GkMCLoHRhkeoKOABaVGXWxSuywCEGVpxKvxRO+pP4edkWxkmpvFVaFEbvciLVYg+z6fTT3pdz84Tpvvfk2MQnxRMTFPBZtFxsZIS74lTzabB4Z9S/L5SIe5nxKSJBE0rxuIh1TMni+81O88kwvBnZ/njd6vsioXi8ysucLvPb0s7zcvgvPpbehZ2oGPdJa065hU1rXa0JaQmPS6jQlNb456fVTearlE/Tt0IdhTw9k4vPDmdR7JBOeG8b4XsMZ+cxAhj3xH1J8/2jYmya2olWTNFKS0slo0ZoOGR1Ibd6K0cNG8qC8stZ2FAcNgq4gXrsoTdyWwGOw+x0VBIRKfPZyXGY/DoMLq9aBVqFHXqLkvasfcPe3fDwOL5WBKgLuICaFAbtCj61Mj6FUi7ZYi6ZEi65Eg6VUibOshL+fP8rF9Ys4sWQC+2YO4eC8YbyzZSEf7MrirV1rUP/2Dcb7+QhSM3apHUORGlVBCZqCAnSFUpS35LikFky38vlgfx5vbpnLmTVjuZA1lc8ObMdcVIJFZcakMGKUG3Do7GHY/TYfAbsfr8UTtg9//vtPSO+WEhKC+G0+anzVOA1C+J1BvH+IhaqQEIQQVHur8Fm9YkenTB8GXSfX8+tPNym6V4L8fpl4sjvLMRWrETRmqHhAUUGxKEf+xY351wDbhyG38REP7Ujx48PVkXUlUSQnNKBTy3R6d3magc/24fXnXub1Xi/x+rN9GPT0c/Rp35VnWmbQpWkyXZu14MmWKbSun0jreo1oUz+JNvWb0bpuczIbtOLJ5h3onf40Q9v2ZGznPkx6qj+TnnqFiU++wrguLzGuS98/H+xN6rcIw56enEGHjA60TEpm2YIlUFXzGOwBZ+Ax2N2WwGOw++zleKxBcaxO68CksqKWaSkrkvPpR5+jkeuoClZT4a/EK/gwyvXYZTrspTqMxRo0RRrURTq0xWrMJQoEaTG/vHuBK7lLw7AfmjuM97bM5/0dSzm3cQE3P38b7d2beJRWLMUWVHfL0BVK0RaXorhTgOKmDGepGcudAj4+tIOrW+dxcd0ELmdN4/0dOahv38WsNGFRmTHKDWG9blGZ8Vm9YQ9dW6pBW6qh+FYR17/5RQS5HIxyA+piFU6DgN/mQyfVYpDpwwUpyqHGV43f5sOutYmjgmU6DDI9eoWB/DtFFNwrwaa3h2WPW2Oj3O4XuyFNVho2avLIZ48QQ2zrR8eF10LG1z51IyQkRkpoECGhXm1DWOPIKBpIIqgniSApKoH2TVN5vuPTDOrZj+F9BvFqj5d4+ene9Gr/JB2bp5JWN5EWsfGk1qlH28RGtGnQkI5JzXiieUu6Nm1Fl6QUnmiWQbeWHXgxpQsjMp5mYsYzTG//PDM6PMfUzF5Ma9eTOV1e+vPB3rheMi0bp9KqSRppzdPpkNGB5o2asmvrDhH06gdQUUWlr5KAU+zWc1vFLMbfw+6zl4veu9mPXe/GpLKil5tQy7SUFpTxy/c3sJsEqISAO4jT6sKkMGAr02Ir0WIoUqMuVKMu1KIpUmEqluMoLeHOJ+/y1pYVomaf+zrHFo7g3c1zeWvLPM5tnM9fz+xD+tP3+JQ2rEVGlLdL0BeVoS0upfTXO6jvKHFJLWHY39wylyvrJ3N17XTe2pSF9JcbYciNckMYdKvagtfiwWvxhH3xhyfy7R9vibCW6ah0V+DQ2VEWKsI+ukEmxnfU+MTh6gf+GgJ2Pw6dPWw/GuUGcShbZ0FapkIl11F8qwi33gEhCDn83P7xJjyAseMm/G7JQG3rriSaOhKxktooWkKLBAlpDSJonRhDRv1YUutE0yo+mtSEOrSIiaNFdAKtGyTRPb0j/bv1ZkTfIYx9dQSDn+vPS8+8wNNtu5LWKJnGUfE0lETRPC6ejPqJdGnRgl5tM+nX+Qle6tiFF9t14aUOT/Fyh6cZ2OZJprXrwaz0p5nXtgdz23RnesoTzG3TnVVP9fvzwd6obvMw7KnN0mif3p6miU04d+LMfwm7y+LGZfbjMvsJ2MrDj98awmnyYdU6MdRaiVqFnpL7UuQlSpxWN9WV4HR4sJjsmJVGrFINtmJVrfxQoSrQoC5UYiyRYysp5t5nH/De9tWcWjaBYwtHcHbFeN7Onc2VjbN4a/tyLm5fx6+f/xWhVI8gtaLNl6G5X4Iiv4CSG7fR5WtwSW1Y7hTw4YFtXMqdxZsbpvBO9kyubFhGwXc/YJDpsWttGGR6TApjGHaP2U25MxSupJoURtTFKmT5ZbiMznDnY6W7ArfJFW4HeOjoeC0esc2iFnZB7whXXU0KIwa1iTt3C/ny2rcoFToxQKlS1PnVngoxgeABnDt/kdg6dYmNSwgXlOIl4undtlEUHZtF8lRKXXq2TaJ3ZnOeb5vMs2nJdG/VnKdbtaRbShq923ZiULfnmTBgGHNHTmHBuFksmDCbyW9MZuSgUfTt3ocuGR1JbdSUVomNaJ+czNMZren/zDOM7tuPaYOHMmXgECa/MpCpA4Yy5eXBTOvZl2VP92Fp224sbduNhelPMqNZOxZlPEVu91f+DLCLBaaHsDesk0Ry4zRaNk6thb0DSfWTePvS1VrYgdrWXr/g/x3sXlxmb/hUD9geSRiLxo5ebkIjFd+qS+5LsRscuGxuasofIFicWPRWLGoDVqkKa7EKfaHqd7CrMRQrsJWUkv/lR7y7K5vjKyZxbNkYLq6dwtUNM7mYPZOP9qzhRM5i/vnOm1gLZHgVFoxFChR3Cii9dY/iX+9hKNTjklkx3y3gvX3bOJ8zmzfXz+DdnFlcyVnK/W/+gaFMjaCzYSzTY5KZwoMgHrOXkBBErzAQdARw6OyU3imh7J4Us9KCWWkhYPeHpY/L6MRpELCozBhk+nDBicADgo7Av8FuVJkw6K0U3C/BYXXjF/zopRrMCgOC3g41YLc6+PLLL4mMjiI+Pr1viAoAAB+TSURBVJ6oWunSQBJJcmwkz6Y34oV2Den/RDKvd2vNG8+2Z3i39rz2VCaDurZjyBOdGN6jO1P6D2LZ+OnkLlzFtlUb2bIil5zF2axcuJa50xczauhYXny2D0+1e4InMjvx/JPdGPDci4wf/BoLJ05h9Zz5rJ45l1VT57B6+jxWTJ7FymHjWdt7IKs6PsvKdt1YktaVmU0yWJrele09+/877JLf9zP8h+f/9cXwX/2syAhxZWSduIY0adiKJvVb0CalPZ0znyQ+sh75twqgWmz+qvJXEXKXi7OTFjdei1hwEV0ZP25bUBw8NrmxGcReF7NanK5/OLLmMbsIOvxUussJODxYNUbURTJUBUVYlVrsKjPaYi3ye0rUhWpMJRqsJVK+uHyGc1tXcShrGgeXjefShtm8vXkBp1dN5+0tyzi9YSnv7t9G8bf/IKDWorlzH12hDF2xCnWBAu19FQ6pHntBCe/u3cnbW7O4lDOPjzYv4b2tK/jb5TM4FApcGj1ujQ2r3IZZZkdXasaiEbBo7Ditbrx2L3aDHbVUg6JIjUFhx2kKYNc7sRsc2PR2MYpPa8WkFvvyjSoTNcEHVAfEniK/EEAwOTFrLJjUYmuCSa5HVVjGP/56DbNKj1mlhxqoCpUDNXg8LoqKCkiIj65dKiHC3jBSQpeWjRnWM5NxL7Zj2itdmdX/SWb068K0Pp2Z1qcrM/o+zfyBfVjyxhCyp0wmb8ly9mdv5fCWfRzZcYxDu06yZf1OctZuZfGCLMaMnMTLLw2iX+8BDB8ygmnjp7Ns/nLWLF5NbtZGtuXksT07jy2rN5GzdB2b5iwn740JbOw9gJxnXiSrQ3cWtshkVZsn2NrjP2j2Pwz2SPGEj49pQOPEliQ1SqFtRhc6tX2K+MgGyIvVtZ2OYqb472H3mF14LeI4mtPkQTCLnrpg9uAwuXGYRMAFkzN8UQs6/ISEACGHV5wAkmtRFZYiv1+ASaHEpjajL9WiLtRiLDMiKM0IShX3vvmKg9mLOLxuNgdXTeF8zmyubl7I5bXzeGfrSs7kLOHyjvX8+sl7+NUKlDdvo84vRX5XivKeAk2+HIdUi6OwlPf27uatvGwu5yzio81LeHfLcq5dOIogK8Gj0uDR2LDLbJhlDnSlFiwaF2atHcHixG33YDXY0JRpURbrMCoEnMbg/wj7w6jq6kANPocfu8ER/jqr2kLpzUIElRG33ka1J0SNv4LKYIjKihBOwU51VQiFvJTYqEdDHPESCS3qxdIzsyXjXujMjJe7snBIN5a/3pPlr3X/P+3dZ3TVdb7v8SgKiqBYGBjLMOqMzhlnnBnH0dGx4EHswmADQVRQRKSDdJKAhEAgBBJ6J7333hvpve3ee89ODyTwvg/+yRYGz9w56567Fuve+a/1X3mQPHzlu7/7Vz5fVr3zDOvee4HvZ7/M+tkz2Dx3FjuXLGL/xg0c2bmH4/uOcOLAaY4dOsf+vYfZvSuIzRt38tWiFcyZPZ9Z783ls0+/5rul69ix1Z/dvvsJ9A8heP9xQvYd58DuEPx99rNv4072zv+aH96YxfYXX2fD7//Kimn/IUy+/stLNx/2cbdNZNLEqUyd/EueePxpfj3tKe66/V4cJjdXRzY5hvuuMOAeHLkR34nb5MI9cpveqnVg1TuxGztxmoUb/r2OAU9cxGX3IMPdl7naMyRsjY9A13TIUbR0IGtuwSCTY1WZMEh06MVGbCobXVo7nWoNLnkHh71Xc3DjYkI2fsnpzYsJ911GtPdKonau5dTW5Zz0XkvGyRAG1Erk1bUoGtppq2xG2aRA3STDIdHibJcQF7iPyF1bCN26XMC+cxXpJw5gFbXikitxq63YZTYscgG7We3CrLXjMDtxWTux6K1oZTrUYgMWpQv3v4B9NMqaS9Bt78Gqs2E3OLAbhJbGJNUzYOtBUteOVqRA1NBKX2cXRq2GhppqGL6Ezahjwm23jLQvXky6xYunfj6ZmX/6DYtef5aV7zzHxg9eYvsnr7H9k1fxmfcafgveZs+Xs9m5cDb+Sz4jaN0qjv+wkwsHDhN29BwRpyIJPR3N2VORnDgWSuC+o2zdvIvly75n2dJ1bFjnzU6fAA4fOMmJkHOcOxFB2JkYwk5Fc/rwBQ7vP8GxH4IIXLyC3e9/wtaXZ7L66edYOu23LH/sKdb/7tmbD/vYMRO4+66f8eCUx/jNr//Iow89ydT7fsFQH1wZuBG72+TCZXDgMjhwGB0YlRZMGhtWvROXpVtItXUPMdQ7zJX+q1zpGYL+q9B/lQFHLxalHmWrBFlTB/LmduQtrRhkcswKgxBVJzZiUViwy42YRGIGDCoyzwezb+1CDm9axOnNi4ncuZzEXeuJ3rGWC75rCNn4HaH+vgxqVKjrGlDWt9Na1oC6VYG6UYJdosLVISEhKJDo3dsI2yZU9qgdK0kM2YOhpQ6nVE6nyoRdbrkBu81ox26yYdYJR5B1MjM2tftfwu4YielmWMBu1lg8sRtmpQmbyoZerMUsN9JW0yJsRA0Dl4YozM7GaTEy6HbyxCNTuWtkOXHqOC9eevIx5r76F1a+9zIb57yCz7yZ/PDpTHbNm8nu+W+y74tZBC75iMBv5xO89htO+mwiNDCAmBOniT8XSUJYInERKcTHpBMVkczZ01EcCjqJ3w8H2LUzkMCAIxwNOetBHh2aSGx4MtHnEzh/PIKjB05xzO8Qe79exY5Zc1n9/HQW//r3zJ/6GAumPsrnD/3q5sN+x+13M3H8ZB6c8hhP/uoPPDLlcf742+eEfn2kIl3pv+pJuuo0OnHobNi1Vqw6qwe7TefEZeqix9HLgHuQKz3DXO29wnD3Za70DDHk7sdttKPrUCCpa0VS34y8qQ1lWzsGmRyjTIemXYW6TdhcUjdJEVVWYeloQltXyP51n3N40yLObPmKGL9VJO/eQKTPaiL9NnBw7Tcc2bSWfpUCY0sb6sZ2RJXNaNtVqBrE2CUqOkVSkoIPELvHm/Dty4n1WU6Ez3KiAn1R11di7RDjUhpxKKxYFU50YjNmtXDbyqK3YtGbMWmNwugYpQWHtgu38X/fs5s1FiHublgIPbVorR7sJpUVg9SMS9+FpkNPj7WXoa7LcBmcBjM1JaXUlZbAQB9z336DySMxGb+ccDvvPvN7lrw1nc0fzMT345nsmvcmu+bNZNcnM9j1yQz2zn+HfV/+naNrvuTkllWE+vsSc/gQSefOkxIZS3JMCsmx6aQl55GUkE1MVCrnz8Zw4lgox49e4OypSMIvxBMTlkR8ZCpJMRkkx2YSH55C6MkojgWd5ujuQ/gvXc22D+bz9V9e5aNp/8EHP/sls+97kPfunXLzYR8/bhITx09mygPTePyXT/Hz+6cx++2Pf0ybvfwjdre1C6fejk1jwao2Y1ULl5UtOgd2vcsTK9Ft76Hf0Sf06M4+em3duPRWDFI1iiYR4toWJPXNyBqbUbV3oJfK0Es0qFoVntUYaU0bDYVFtJXk0atq5sKe9RzZvNiDPcV/I+HbVxLjt5H9y79k38qluDpasLWLUDW0Ia/rQNMsR1kvwi5R4RbLSDl8kPgAXyK8VxDru4xw7++44L8FeWUp5rZ2nAoDDoUVm8KJXmTGqhLO2pt1FowaAwa1HqPKiFltw6nr/pewG1UmIcx0GC51X/b8rcPoxKZz0mMfRC+xoBWZqC6sw6l3IW0S0+/sRi9REHfuAvT3cdB7G0/cP5Fp48bw9ORJfPTCM6z9+9v4zn2f3Z++x9757+I/7y38Pp6J38czCVjwLoGL5nB287eE+q4nNtCP5FNHyYiIIDMuiYzEDFKTMslKLyAtJZ+khGxio9OIikgmKiKZ2KhUEmIzSEvIITM5n+zUQrJSCkiJySTybBwnDp3l6N4Q/JatY+vcz/n82Vd475EneW/Ko7xz30NMv+vemw/73Xc9wMTxk7l/0kNMe/hJfjbpYVZ9+70AfehG7A6dTUCuMmFWGj3n1Udfp94x8tpx6u10mVxCzHSbDGl9G5L6ZqQNLcgaW5E1NqNsa0crlqATq1G3KdGJDBgkBpQNYpqKS6jOTEbfUEx53DGOb1vCqU2LiNy5nOTdGwjdupzInevZ/dVcdi1ZiK6yHFu7CEVNE+pGCZLqNhR1HdglKrokclKPHCJxvy8RvitHsH/LmR3fIy4rxNDcQqfcgFNuxa50oBeZsSjtI3hNGFQ6DCodFpUJh85Jp67nX8JuUBrp7xwYWdmCTosbs8aCTW/HZeoSWiW1C3GTCrvezWX30I8Z7r2DnAk8CG43BdFRvPLEY7zy2DT+89eP8ulLz7F17hx2z/+Q/Z99RNDnH3Fg4RwCF7xP0Od/58g3czm56nOifNcQu2cbKYf3kxV6hvz4eArS0snLyCE7M4+czCIy04tIS8knNTnP86an5JOekk9WSgE5aUXkZZSQnVpISkwm4adjOBZ0mhC/YLYvWc26Dxfw4dPPMX3yL5jxwMNMv2cyf7ntjpsP+6SJP2Pi+MlMmjiVh6Y+zgN3P8jObXsY6hvpHX8C+yh0k8JAp8XtiX+zGxwja84//t6hNQtfvGqaaa2sRVTbiLypDUVzO/KmFuQtzWhEYrQilXBMQG4V+tg2JR0VlVSmJ1KTHommKp3Tvss4seELQr2XjmBfRuj2FexcOAffz+ciyc/G3tqB9GId6kYJLaV1KOrasEsUdEmlpB47OIJ9BbG+SwnbvpRTPuvoKM3D0NiMS67FKTdfh92msWLSGNAr1RhUGqxqM069C7e+F7exD+e/gL3X2ecpHF22biEuRGuly9qLXmnHohXQW7UuLrmG6bP2MGDrQd8u5fTeQK7aHLQXFDDr2T/zyYvPM/uZp/ns5RfxWTCXvZ99StAXnxK8+DNCFs/j8FdzOfHtZ4Su/4bobatI8NtM8oFdZJ0MpiA6jJKUFEqzcyjOzacgr5i87BKyM0vITC8iK6OY7MwScrJKycksITujmIykPDKTBfTpibnEh6dw7lg4h/YeZZ/PPtZ8toQl73zIzF/9nj/f9QB/nfgznh03gd94ef33sf+fvv/0n8HrdsZ43cldd9zPA/c+zLSHn2TiuPtJjs0UZv/0XuVKv5Ao0Ovsw2Xu9FT20Xd0I8WuFZAbZDo0IhXqdgXKVgni2hZP2yJtaEFe34KioRllYwvyphb0UglasQStSIVBosOisGFRWDCJNGhbWmnIy6Ao5hQVCSdIO7aDaL9VZBzaSpLf90Rs/Y7zm5fhM+9dVrzzGsVh5+jskKCvb0VZ04q6UYK6rh1DUzsukYi4g3tJ2OdDwp7vifb9hnDfZYTv2ULaueM4xVJ6NCaccjP6Vh0miRmLyopRrseo0GJWabGoddg1FhwaGy6dG6fOfQP20TX0Uew6uR67weFpZbiEUDSMTrptfRjVThyWARymXlQiPR21Eui9Khz5vQQZ56PoVWlxdUiYP/015v7tRb58/TUWzXiNTR9/yKGlSzi5YhkX1q8hcuMaojevIX77OtJ2bSFzvy+lJw9Scu4opRHnKE2Ipjw9nar8QqpKy6mqqKWsuJqSohqKCqooyKsgL6ec7BHoWelFZKcWkpmcT3piLqnx2SRGphF6MorggGPs2baHbz5YwKxnX+bFhx7nd+Pu4TEvL37ndRsvTrzv5sM+dswE7hx7L5Pve4RfPPQEY70mkJ9ZCpcQVmT+Abtda/W0MRaViU6jC6fegV1rxaw0XoNd9iP2uqZrsDd5sCsbWzBIBOyaDqUHu1VpxSTSoGtto6kgi9L4s1yMP07qUV9i/deQcWgrybs3ELH1O859/w27v/iA72a+TNbxI/SKpWhrm0ewi27Evn/7DdjTzxzDLuqgR6Wn81rsCssIdvU12E0e7K6fwD5a2UfB6+R6zBoLA+5BzwCCLls3doODLnsffd1XMOncGFQOuqz9DDiFy9eDlm6w91KakE6fykCXRMG8V15j4YzXWfnhR2xZ+BkBy5dzav1GwjZvJc7Hl8SdPiT/4E3abl9yAndRGBJAxfljVISd4WJ0OOVJ8VRlZlKVX0hNSQXV5TWUFlVRXFhNUUEV+bkXyc0uIzuzhKz0IjLThD49IynvOuxhp6IJDjjG3u17WT73S+Y8P50XHnyM394+kV953crzd9zNu7949ObDPn7cJMaOuZspD0zjoamPM8brThqr2+EyDPfj2f3rcfQKrcpIBR9tVTqNTs+XVrPSiEGqRitSoG6VomqRIK5rQlzXhKyuGXl9kwe7agS7XixGIxJ7sFuVdqxKK2axFn1bO63FuVSmhFEWe5SUIz7E711HZvA2Uvw3ErltOafXfsXBpQv4+uXniN69i0sKFZqqOlQ1zWjqOwTsza24RO3EHfT/B+xLCfPfTMrJw1jaWulSaOmUmzG0azFLLZjl5p/GrrXSqXUJ4A2dN2C/trrr5Hq0Mh1dtm4P9h6HMMDAbe/GZnZjM3fT7x7mcvcVjHIT2nYV+jYldA7SXlxJn8rAoNbMwtffYtXHn+K3fBXHdvzA+d17ifUPJDUgmOygEHKDQ8g9eIjC4CDKT4RQefY49dGh1MZGUJMYR1VaKjVZOUJlLyqnqqSaksLK66p6TlYpmelFZKQWkJFa4MGelpBDanw2SVHphJ+O4fD+EwR4B7D+i2+Z9/IbvPLIE/zxjkn8wesO3pryCEueff7mwz5x/P3cdssEpjwwjamTf8kYrzvRKSxCrz6yezoadOQwOj2oR1+XwXEDdk2HHHWrFGVLxzXYG38Su7ajA1V7B+p2BXqxFqvSjk1lwyrVY+wQISovpCE7lpLowyQf9iY5cCOZwdtI3bNJwL56MSdWLeaLv/6Jw2tWMKxSoaqoQVXTjKq2DXV9643Y964j2ncJ4b5LueC3kaSjQZga63FJVXTKTZg79FglFkwSIyYPdjUWtQa7xnANdiFB2GF0esBfi92kFnJwFB1K4QjvCPYB9yAOoxO3vZverkGsFhcGtbBM2Wl0Mdw5yBXnAHQOYGiW0q00gHuA1fMX4bf6e0767yPp9Hnijp4i49gF8k6GUXI2grJzYZSeOkvZqVNUnjtHXXgozYnxNCcl0JiWSn1GBrXZ+VTlF1NVcJGKokqK8i9SkFdBfu5FcrJKycooJj21gPSUfNKS8zwtzCj25OgMIs7EciTwJPt99+P9zRqWvDGL2b99hhlTH2XGfVNZ8MTv2DRj5s2HfcKd9zHG6y4euPdhJt/3CONvm4Tb1i8cFRj88ajA6EevVW3GpDB43k6DA6fOhl1jwqzQoZeo0HTIUbWKULZ0IK1tQlrb4MGuqG9A2dCIqrEJZVMT6jZhrV3VJvdgt6vt2GQGTCIx8uoyOopTKYoMJilkO2kHt5AVsp30gC1EbV/B2XWLObVqEV88/wd8FsxlSKlEU1GLqqoJZXXLT2DfSsLedUTuWEK47xLO+60nPmQ/2poqnCIFbpkJi0iHVSrcZzXJtZjkaiwqNVa1BofGgFNjpUvrolProtPovg77P1Z3g9KIvF2BXmHwTLge7rsinCty9AjzqWydKMRKtDItlzoHoOcyw85eHHI9DokWa4cKBmHflp2cCggm5uQFMmOSSTgbQW5oEiURaVREp3MxMpHyC1GUnbtARWg4NZGRtCUn05ySSlNaBg0Z2dRmF1KTV0pV3kUqC6ooyL1IXk45udllZGUUk5FWKKzIJOWSkphzHfS0hBzP0uOxoNME7dyP/4oNfD9nHkteep2FTz/HZ0/+nlV/+Rt+b79782G/c+w9jPG6i3smTOH+SQ/x6ENPMtB1hSsDQmUfjbsbxW5RmTApDMLHu1yPS2/HqbNhUxtvwK5obkda2/BPsataW1G0tqFslaEXa7GpHDg0DuxyIxaJFE1DFYrKHArCD5IYvI2sw95kH/Ymc/82orevIGLjUo58u4Cv/vZnVr75Ov0iMYaaRpSVjcgrG0awt3iwxwduJWHvGg/2c7vWEXNwL8qKcmztYtwyEzaJAZvMjEGsFbArlP8U+2g2+7XnXswaC2aNBaPKhKJDiUqsxm3t8gQiX+oWLrAM9l+i0+nCajRh1hqxKPVI6lrp1Ji54ujFLtYhqWqBSxB1LJTIE2EkRSSSnZhFWlQKhfG5lCcUUJ1YQGVcFqXh8ZRciORiaCRVkVE0JSbRmJRKQ0oG9enZ1GQVUJ1TRlVuJZUFVeRll3n69Iy0QtJS8klJyiU5IZuk+CwP9GuxR59P4MShsxzadYD9a7bg8+mXbHpnDuunv8nav76Kz2tvEDhr9s2H/bZbxnP7rRO5c+y93HfPg7z47HQu9eA5LjCaADY6ScKsNGKU6zHIdBhkOlx6Kw6tGZvaiEmuxSBWoWmT3YBdXteI4iewK1takLe03oDdoTBhlcrQN9eirSskL/QACYe2knPUl+zD3mQFbifGeyWx21YQ9OWHLHvleb544TnczS3YG9tQVDQgvViHpq4VY9P12OMDrsG+cy1RB/yRlZVgae3ALTNhlxqxyczoOtT/bew/Vd3VEo2nug+OnlMfgh5XL8OXh3A57WgUcjQyBX02YQgCg0DXJfStCiozi4WVmZgMos5EkxybTk5aASU5FZRlVFCVWUFdxkWqkgsoj0mlJCyO8vAYKiJjqI6JpyY+kZqEVGpSsqhOL6A6u5Sa3Eoq82vIzSr1LD2mpxaQOrKjmhSfRWJc5g3YU2OziLmQyMngcxzxO8ihdVvxW/AVO2bNxefN9/Ge/ib73n6fY598cvNh9/Iax9gxE7j91oncd89U3p05h8HuYS71XGG4/0fsnRa3B/sodONPYNeLlGjaZCibxSiaRCNtTBPy2uYR7E3XYVc0NyNvakHZLEYn0mBT2XBpnELEhlSBsbURQ2M5ueeDSAzaSt7xneSEbCPrwBZivL8j0XcN/vPfZ+WM55n356ew1zXiaJEgv1iLpLwaTV3zCHZhNSY+cDPxAat+bGN2rCI6cCey0kLMLW10yg3YZEYsMrOw7i/TYparsSrV2FQaHGoTTs2PX1Ddpq5/it2qtmCQ6ZG3yFC2Kei19Xg2jfpcfVy9PATDV+i0O9DIVPTZ3Lj1NvqNThpyy1DXtVMQkwqdl8hPyiH0ZBRJcTlkZ12krkZMeV4d1fkN1OXVU5VZQVlcDiURKZRFJFARlcDFyDguRsdSEZdMRVIGlWn5VGaVUpVbTWV+HXkZQvsyurGUkpRLUkI2CXGZJMRmeCr8P2I/FXKeo7sPEbJ+G/4LFuMz+2O835qFz4y3OTD7A8588flPYf/nQ3//J99rL3fcequQ2z729ru4Y9xExo29mzvGTWT9mi2eYKQrg3iO9nYaXcIGi8wwcjpRSAEwSNVYlHpsajMWpRG9RIO2Q41BrMUiN2IWazGJNBg6FGhbxaibWlHUNyCrrUNaU4u0rg5FQzPaVikGsQaL3IhNacamHEkekMiwtzXRkBbNed81xO9ZS/bBDRQc2kCi71LSd29gzpNT+Gb6U8x97klkBUUYattQVNeiqq9HXlODtqERQ10TicEHSAzaQu6xzSTvWUmC/2qi/dYQG7gdUVEG2sZabDIlFrkBs9yMpl2Dtl2JUaTELFFilamxKQ04NDbsehcOgzDh2mkUVmUcOqcnEXg0eEkv0QgbZiIVOrEai9JIl8nBkGsA+oTUhst9Q3Q7ezGqrbgtPViVVuwyA/QNC6N5jpwGRzdN+RfJScghL6uCzJw6SsrElJe1U1bURGlOHcVplRTGFZEfkUX++STyzkSRcfw0WWfOUhARQWliEuUZ+VzMKaM8r46y/AbK8usozK0iN7Oc9NQiUpLySUrKIzk5l5SkXDLTi4QWJzWPpJg04sISiT0fx+ngMxzyDSDg29V4fzSfTe/MZsObb7P5jTcJ+HAOJ7/+8ubDfsutYxl3x0TG33kPt982Hp9tP3BVGLLB8MBVIbF3BLtVbcEkE04nGsRaDGINBqn2euxirYBdpMciM2MW6wTs7SoBe2P7NdhrkNU2oBzBbhKrrseuMGGXKLC2t9GUlsB533Uk+K8l99D3FB5aS+KOrwjbsJj//Pk4PvrjVP7+p0doTs3CWNeOvKoGdUMditrqEewtJAYHkRS0ibzjm0jes4qk3auJ8VtFfOBmJIVpaBurscqUmBUGTIpR7CqMIiUWsXoEuzB4wGZwYTX919itSjMWhYBdJ1aj61ChF6mxKvR0GewMO3uhRxgROTxwlR73EGZDJ13WQawqB8Z2FXT2Q1c/2afOgcGKqLSa7NgscjMrycxrpqBMQnFZByXFTRTlNlGQVktBXBl5Ebnknksl50wMacfPkHn2LHmRYRQnJlKamUt57kXK8usoKWigLL+B4pxqD/bU5AKSk/MF7Cl5pKbmk55eSEpiFjFhCUSciSb0eBhH9oYQsMGHbfMXsfqNd1j68mss/dtLLH3hBTa/9ToBn3xw82H38rqNseMmcM/dD3CL11gOBh5m+JJQ1Yf6r9yA3SjVj0yN1qAXqf+vY3dIldg62j3YE/esuw77wcWzeeZOL159aAzv/m4qZeExmBtESC5Woqqv9WA31reSGBxE8sHNP4ldXJCKpqEKi1SBSa7/H8NukGqvw26R63DrbQw5erjaJUzEvnoJBnrBbumh1zGEXeNCVtPGkMkJzm5KI2Lol6pQ1TSTEZVOTkYFOYVt5JeKr8Oen1pDQVwZueE5/yX2kowcynLKKc2rpaSggfKCRkpya8jNLCcjrfgG7KM/E2LTCD8bzdmjFzgRdJIA7z34fLeetX+fy5KXprPwz8+z8E/PsPAPf2DVKy/i+95bN2L/9/Pv5//159/Y//38f/P8L1FS3/zmaD6aAAAAAElFTkSuQmCC" 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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">At the D1 level there 347 schools;
each year each school has roughly 3 to 4 scholarships available – which
tabulates to 1041 to 1388 scholarships available for players. Traditionally the
most “sought after players” are your top 200 to 300 ranked players by the
various scouting services – with the top 30 attracting your “blue blood”
schools and the Top 100 attracting what is considered “high major” interest.
There are always out layers but this is roughly how it goes at the Division I
level. </span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Given this knowledge being ranked
#126 in any class will give you free education just as position #56, #26, or
#6. A player can only get one scholarships and only attend one school. For
first generation parents (parents with kids going thru the 1st time) it
important to understand the process. Look at the schools that the Top 200
players attended in prior years (go back 10 years) and we are sure that at
birth if the doctor told you as parents that your son would have the option to
attend some of the schools seen there for free – close to 100% would take it on
the spot. </span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Rankings don’t mean anything prior
to high school some say; but ask yourself in the 18-months from the start of
the every high school player’s freshman year do YOU think it’s HUMANLY POSSIBLE
for the 7 primary high school scouts: </span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Paul Biancardi, Evan Daniels, Eric
Bossi, Jerry Meyer, Adam Finkelstein, Brain Snow, Brandon Clay and a handful of
others….. </span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
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<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">To independently identify who the
top players are, go to watch them play, evaluate them when depending on the
school, the player, and the level of competition combined with some playing
Freshman, JV, and Varsity basketball are all varied and come to a conclusion? </span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Is it a sheer coincidence thereafter
that their presentation is very similar to the top middle school scouts? Maybe
even possibly!!!! They communicate with them directly to get an idea of where
to start? </span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anytime you see a statement that
rankings don’t mean anything ask them the aforementioned question and listen to
the reply; as well always checks to see if the source is someone who is ranked
themselves or engages in the extensive process of ranking players. People often
fear what they can’t conquer and hate what they don’t understand.</span></div>
<br />
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</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span></div>
<br />
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3749415476534131655.post-86329647913799922722020-02-03T22:40:00.001-05:002020-02-03T22:40:38.744-05:00The DMV Prep Report Top 10 Sectional High School Rankings <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG5k5JCS64pWIwK7q5oaZLeL6cJI_y01nhA3BIlYN9AJmWgSKApbk_GQP7ppVyXYjKQZqydcgtSI7iCluOuZ9OTJTm_xrBUuOgnl-6t5hTpn0V-TJrH9svTCRjZ4qwUhEen7YZ9tSNJdLU/s1600/trevorkeels_twitter_0.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="369" data-original-width="656" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG5k5JCS64pWIwK7q5oaZLeL6cJI_y01nhA3BIlYN9AJmWgSKApbk_GQP7ppVyXYjKQZqydcgtSI7iCluOuZ9OTJTm_xrBUuOgnl-6t5hTpn0V-TJrH9svTCRjZ4qwUhEen7YZ9tSNJdLU/s400/trevorkeels_twitter_0.jpg" width="400" /></a></div>
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<i><u><b>WASHINGTON, DC</b></u></i><br />
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<table border="0" cellpadding="0" cellspacing="0" style="width: 243px;"><colgroup><col style="mso-width-alt: 8886; mso-width-source: userset; width: 182pt;" width="243"></col>
</colgroup><tbody>
<tr height="20" style="height: 15.0pt;">
<td height="20" style="height: 15.0pt; width: 182pt;" width="243">1. DeMatha (19-2)</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td height="20" style="height: 15.0pt;">2. Paul VI (17-5)</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td height="20" style="height: 15.0pt;">3. Gonzaga (17-7)</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td height="20" style="height: 15.0pt;">4. St. Stephens/St. Agnes (21-3)</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td height="20" style="height: 15.0pt;">5. St. John's High School (DC) (18-6)</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td height="20" style="height: 15.0pt;">6. Eleanor Roosevelt (12-2)</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td height="20" style="height: 15.0pt;">7. Theodore Roosevelt (25-2)</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td height="20" style="height: 15.0pt;">8. St. Andrew's (18-3)</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td height="20" style="height: 15.0pt;">9. Wilson (21-3)</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td height="20" style="height: 15.0pt;">10. Potomac (Md) (14-1)</td>
</tr>
</tbody></table>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjH1cGerXgEOB2QgZ3LJOGtxPr6gpRGjeCRfU8Fsipf-kzOyNDPElAq9CSxEovnKM_mSmobgrG_c89B_5W1yYE5MCWmu6Hti2HAYP5mSin5amvr4EbazGSrJIVt-UTojLelh6Z-jy3vTyw4/s1600/ace.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="189" data-original-width="266" height="282" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjH1cGerXgEOB2QgZ3LJOGtxPr6gpRGjeCRfU8Fsipf-kzOyNDPElAq9CSxEovnKM_mSmobgrG_c89B_5W1yYE5MCWmu6Hti2HAYP5mSin5amvr4EbazGSrJIVt-UTojLelh6Z-jy3vTyw4/s400/ace.jpg" width="400" /></a></div>
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<u><i><b>BALTIMORE </b></i></u><br />
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<table border="0" cellpadding="0" cellspacing="0" style="width: 243px;"><colgroup><col style="mso-width-alt: 8886; mso-width-source: userset; width: 182pt;" width="243"></col>
</colgroup><tbody>
<tr height="20" style="height: 15.0pt;">
<td height="20" style="height: 15.0pt; width: 182pt;" width="243">1. St. Frances
Academy (27-3)</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td height="20" style="height: 15.0pt;">2. Mt. St. Joseph (21-3)</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td height="20" style="height: 15.0pt;">3. Baltimore Poly (16-2)</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td height="20" style="height: 15.0pt;">4. New Town (16-1)</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td height="20" style="height: 15.0pt;">5. Lake Clifton (11-3)<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td height="20" style="height: 15.0pt;">6. Baltimore City (16-2)</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td height="20" style="height: 15.0pt;">7. John Carroll (18-7)</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td height="20" style="height: 15.0pt;">8. Gilman (13-8)</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td height="20" style="height: 15.0pt;">9. Edmonston (13-4)</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td height="20" style="height: 15.0pt;">10. Archbishop Spalding (13-9)</td><td height="20" style="height: 15.0pt;"> </td><td height="20" style="height: 15.0pt;"> </td><td height="20" style="height: 15.0pt;"> </td><td height="20" style="height: 15.0pt;"> </td><td height="20" style="height: 15.0pt;"> </td><td height="20" style="height: 15.0pt;"> </td><td height="20" style="height: 15.0pt;"> </td><td height="20" style="height: 15.0pt;"> </td><td height="20" style="height: 15.0pt;"> </td>
</tr>
</tbody></table>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3749415476534131655.post-17481239051305443212020-02-03T11:57:00.000-05:002020-02-03T11:57:37.737-05:00Dematha's Earl Timberlake Slides into 2021 NBA Mock Draft Lottery<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVolDLbKWi1JXRfQatXacr57Hv1BrVUCseuk5eE82qiuVbFcYAQ9psDR1iMT-fbt20pP73hLYbwq9Jp8MKG5InSXxjvFe9XOKsZXxoLKytRr26Phk5gV-px62CNpTb4an7zoOp52TT3DIc/s1600/ETjpg.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="161" data-original-width="313" height="329" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVolDLbKWi1JXRfQatXacr57Hv1BrVUCseuk5eE82qiuVbFcYAQ9psDR1iMT-fbt20pP73hLYbwq9Jp8MKG5InSXxjvFe9XOKsZXxoLKytRr26Phk5gV-px62CNpTb4an7zoOp52TT3DIc/s640/ETjpg.jpg" width="640" /></a></div>
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DeMatha and Miami Hurricane commit Earl Timberlake as begun
to appear on multiple NBA Mock Draft; and has begun to flirt with consideration
as a potential lottery pick according to many scouts. At 6’6, 212lbs he as the
body and frame to compete immediately at that college level and with a year of
college level training most certainly would be able to sustain the rigors at the
next level.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Timberlake is an exceptionally long and strong combo guard
that displays the size, athleticism and skill combination the pro’s are looking
for. He's made great progress with his jumper has an improved technique and compact
release that has shown excellent rotation.<span style="mso-spacerun: yes;">
</span>This has allowed him to make rhythm shots both off the catch from behind
the arc as well as rising up in the mid-range area. </div>
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His motor and energy level has are unquestioned at the high
school level, often he simply outworks opponents with his toughness and
physicality. He's a good vertical athlete, strong rebounder, and dynamic
defender when fully engaged another attribute that will increase his
professional value as time goes on.</div>
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<br /></div>
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<span style="mso-spacerun: yes;"> </span>At the end of the day
he has the tools to translate to the highest levels with his length, strength,
athleticism, and defensive versatility but he must ensure that his shooting
ability continues to improve, especially beyond the arch.<span style="mso-spacerun: yes;"> </span>With a non-stop motor that continues to develop
- working to expand his offensive game will likely become his top priority. </div>
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<br /></div>
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Earl Timberlake has upside that is significant, there is
many that feel amongst others he was a McDonald’s snub especially with the
season his Stags are having<span style="mso-spacerun: yes;"> </span>- watch his
scoring number from day one <span style="mso-spacerun: yes;"> </span>as a college
freshman, an efficient mid-teens output next year as a PG would likely result
in a lottery selection at minimum but would surly secure a 1<sup>st</sup> round
selection.<span style="background: white;"></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3749415476534131655.post-82359325737282703052020-02-03T11:35:00.000-05:002020-04-24T17:20:29.146-04:00DMV PREPS CLASS OF 2023 TOP 30 WATCH LIST <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCNLfbj0tvF-Wxu8ThJ5gJCwzYh6eXJEWy4jjNmwN_IDV4nqbHKhooy03o8-pZU49w1Ov_8RApr9-kxvYCP7Izh3QIqhTglWnSTLOzFSw_GnwOyhpHCAqpVx6EBSZ3Iqk-dUDGdw8taQ_t/s1600/top5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1600" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCNLfbj0tvF-Wxu8ThJ5gJCwzYh6eXJEWy4jjNmwN_IDV4nqbHKhooy03o8-pZU49w1Ov_8RApr9-kxvYCP7Izh3QIqhTglWnSTLOzFSw_GnwOyhpHCAqpVx6EBSZ3Iqk-dUDGdw8taQ_t/s640/top5.jpg" width="640" /></a></div>
<br />
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<table border="0" cellpadding="0" cellspacing="0" style="width: 420px;"><colgroup><col style="mso-width-alt: 6802; mso-width-source: userset; width: 140pt;" width="186"></col>
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<col style="mso-width-alt: 6217; mso-width-source: userset; width: 128pt;" width="170"></col>
</colgroup><tbody>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt; width: 140pt;" width="186"><table border="0" cellpadding="0" cellspacing="0" style="width: 420px;"><colgroup><col style="mso-width-alt: 6802; mso-width-source: userset; width: 140pt;" width="186"></col>
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<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt; width: 140pt;" width="186"><table border="0" cellpadding="0" cellspacing="0" style="width: 420px;"><colgroup><col style="mso-width-alt: 6802; mso-width-source: userset; width: 140pt;" width="186"></col>
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<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt; width: 140pt;" width="186">1. Amoni
Handsberry - C</td>
<td class="xl65" style="width: 48pt;" width="64">6'7</td>
<td class="xl66" style="width: 128pt;" width="170">St. Johns (DC) College HS</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">2. Jason Moore - C</td>
<td class="xl65">6'7</td>
<td class="xl66">Dematha Catholic HS</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">3. Franklin Ayissi-Etoh - PG</td>
<td class="xl65">6'3</td>
<td class="xl66">Wootton High School</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">4. Malik Bowman - SF</td>
<td class="xl65">6'9</td>
<td class="xl66">Bishop Walsh<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">5. Jahnathan Lamothe - SG</td>
<td class="xl65">6'4</td>
<td class="xl66">St. Frances Academy<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">6. Deshawn Harris-Smith -SG</td>
<td class="xl65">6'4</td>
<td class="xl66">Paul the VI (VA)</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">7. Thomas Batties - SF</td>
<td class="xl65">6'4</td>
<td class="xl66">Gonzage (DC)<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">8. Kaleen Cobb - SG</td>
<td class="xl65">6'4</td>
<td class="xl66">Dematha Catholic HS</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">9. Marvin Brimage - G</td>
<td class="xl65">6'2</td>
<td class="xl66">Paul the VI (VA)</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">10. Jacoi Hutchinson - G</td>
<td class="xl65">6'1</td>
<td class="xl66">Dematha Catholic HS</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">11. Kwame Jamal Evans - F</td>
<td class="xl65">6'7</td>
<td class="xl66">Baltimore Poly</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">12. Aaron Robinson - F</td>
<td class="xl65">6'7</td>
<td class="xl66">St. James School<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">13. Terrell Webster - SG</td>
<td class="xl65">6'4</td>
<td class="xl66">St. Johns (DC) College HS</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">14. Marcel Garnder - F</td>
<td class="xl65">6'7</td>
<td class="xl66">St. Andrews<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">15. Mason So - SG</td>
<td class="xl65">6'2</td>
<td class="xl66">Bishop O'Connell</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">16. Jayden Brown - SF</td>
<td class="xl65">6'3</td>
<td class="xl66">St. Johns (DC) College HS</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">17. Tyler Mason - F</td>
<td class="xl65">6'9</td>
<td class="xl66">Bishop O'Connell</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">18. Jaden Johnson - PG</td>
<td class="xl65">5'9</td>
<td class="xl66">Bishop McNamara<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">19. Kamal Francis - PG</td>
<td class="xl65">6'2</td>
<td class="xl66">Glenelg Country School<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">20. Cameron Gillus - PG</td>
<td class="xl65">5'8</td>
<td class="xl66">Sidwell Friends<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">21. Antonio Avery - SF</td>
<td class="xl65">6'3</td>
<td class="xl66">Our Lady of Good Counsel<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">22. Mikey Allen - G</td>
<td class="xl65">5'10<span style="mso-spacerun: yes;"> </span></td>
<td class="xl66">Bishop Walsh<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">23. Mike Williams - G</td>
<td class="xl65">6'1</td>
<td class="xl66">Calvert Hall<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">24. Malik Mack - G</td>
<td class="xl65">5'11</td>
<td class="xl66">St. Johns (DC) College HS</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">25. Corey Chelsley - SF</td>
<td class="xl65">6'3</td>
<td class="xl66">Our Lady of Good Counsel<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">26. Sarmartine Bogues - PG</td>
<td class="xl65">5'5</td>
<td class="xl66">Calvert Hall<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">27. Justin Scott - SF</td>
<td class="xl65">6'5</td>
<td class="xl66">St. Albans (DC)</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">28a. Rieco Hellems - G</td>
<td class="xl65">6'1</td>
<td class="xl66">Our Lady of Good Counsel<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">28b. Bryson Wilson - SF</td>
<td class="xl65">6'4</td>
<td class="xl66">Maret (DC)</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">29. Raymond Watts - G</td>
<td class="xl65">6'0</td>
<td class="xl66">Bishop McNamara<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">30a. Karim Harris - SG</td>
<td class="xl65">6'2</td>
<td class="xl66">Calvert Hall<span style="mso-spacerun: yes;"> </span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="height: 15.0pt;">30b. Cam Sparrows - SF</td>
<td class="xl65">6'4</td>
<td class="xl66">New Town</td>
</tr>
</tbody></table>
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<td class="xl65" style="width: 48pt;" width="64"><br /></td>
<td class="xl66" style="width: 128pt;" width="170"><br /></td>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3749415476534131655.post-23038328582231314532016-12-05T22:23:00.000-05:002016-12-05T22:23:52.007-05:00Supersized Super Stars Making Big Impacts
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">DMV’s two NIKE programs Team Melo
and Team Takeover have each secured one of the area’s premier big men in the
class of 2021; <span style="mso-spacerun: yes;"> </span>a pair of 6’9s in Victory
Naboya (TTO) and Adam Walden (MELO).<span style="mso-spacerun: yes;"> </span><o:p></o:p></span><br />
<br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">Let’s meet the DMVs new twin towers!<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0_Vfk9JjrZzPw6eWfQhezhyphenhyphen_D3C3-StAv6RuCF-ukhU2NiZYvZzAZ_TxV0tGsEs_X65Y7K9WOOgimYdZllXIusNhGtRfMuxv7QP1QUz4BnaBbtPdxOu5jxMRvR3UdpKllCKTMgQ2LfBvz/s1600/1+noboya.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0_Vfk9JjrZzPw6eWfQhezhyphenhyphen_D3C3-StAv6RuCF-ukhU2NiZYvZzAZ_TxV0tGsEs_X65Y7K9WOOgimYdZllXIusNhGtRfMuxv7QP1QUz4BnaBbtPdxOu5jxMRvR3UdpKllCKTMgQ2LfBvz/s400/1+noboya.jpg" width="160" /></a><span style="font-size: 12pt;"><span style="font-family: Calibri;">Victory Naboya arrived on scene and made
an immediate impression; his end to end speed and tremendous athletic ability
alone put him in a class by himself – his package is truly a rarity for a
player at this stage. He's a bit stuck between the four and five spots standing
between 6'8 and 6-9 with long arms.<span style="mso-spacerun: yes;"> </span>A
raw specimen offensively he isn’t yet working with a high level of skill yet he
is amazingly efficient and highly productive. </span></span><span style="font-size: 12pt;"><o:p><span style="font-family: Calibri;"> </span></o:p></span></div>
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<span style="font-size: 12pt;"><span style="font-family: Calibri;">Noboya is already playing well above the
rim with ease, shows excellent timing resulting in him being an exceptional
shot blocker and alters many other shots he doesn’t actually get to.<span style="mso-spacerun: yes;"> </span>What you will see very soon is a player who
will be looking to tear down the rim every time he touches the ball inside. <span style="mso-spacerun: yes;"> </span>We liken Noboya to a young J.J. Hickson because
of his ability to control both backboards, finish in transition, and provide
energy plays that get his team going.<o:p></o:p></span></span></div>
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<span style="font-size: 12pt;"><span style="font-family: Calibri;">Victory has the frame of a college
freshman already and when combined with his athleticism and motor it makes him
one of the most intriguing prospects that we have seen in the DMV in a
longtime; from an evaluation standpoint it is extremely easy to state that once
his feel for the game and skill-level improves, he has a realistic chance to
establish himself as one of the best big men not only in the DMV but in the
country – his is the definition of a high floor high ceiling player. <o:p></o:p></span></span></div>
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<span style="font-size: 12pt;"><o:p><span style="font-family: Calibri;"> </span></o:p></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKngVCk0_02U3tq84GJVFzlgpl8bYWn_fCxtjsc2Jrx2ULvbEAE4MPQ6wScNDyQSXp814gcg6CnViSqTn47H8HfmqGIqObhlBX3sIQv1AjH-qhViOc6chOxGOr4-uHwth8b1nGb36Mf4lN/s1600/adam+walden+melo.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKngVCk0_02U3tq84GJVFzlgpl8bYWn_fCxtjsc2Jrx2ULvbEAE4MPQ6wScNDyQSXp814gcg6CnViSqTn47H8HfmqGIqObhlBX3sIQv1AjH-qhViOc6chOxGOr4-uHwth8b1nGb36Mf4lN/s320/adam+walden+melo.jpg" width="148" /></a><span style="font-size: 12pt;"><span style="font-family: Calibri;">Adam Walden long-term potential is
obvious. With his tremendous size, frame, length and mobility, his elite
physical tools put him in the same class as Noboya but for a different reason
power – think Derrick Favors in this instance.<span style="mso-spacerun: yes;">
</span></span></span><span style="font-size: 12pt;"><o:p><span style="font-family: Calibri;"> </span></o:p></span></div>
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<span class="text"><span style="font-size: 12pt;"><span style="font-family: Calibri;">Physically gifted, Walden’s
combination of size, power, mobility, athleticism and explosiveness is unparalleled
at the middle school level.<span style="mso-spacerun: yes;"> </span>He too is a
work in progress offensively but it’s clear to see already that with his
particular set of physical tools he will consistently be able to finish with
authority whether the rim and paint is protected or left open.</span></span></span><span class="text"><span style="font-size: 12pt;"><o:p><span style="font-family: Calibri;"> </span></o:p></span></span></div>
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<span class="text"><span style="font-size: 12pt;"><span style="font-family: Calibri;">Due to his upward
explosiveness and size, guards just need to lob the ball around the cylinder
and he can go up and get it without a running start. Adam has a soft overall
feel for the rim from about 8 feet out in all directions.<span style="mso-spacerun: yes;"> </span>He is also very good at finishing non-dunks
around the bucket. A dominant rebounder and Adam is extremely active and
effective on glass combine that with an exceptional ability to run the floor for
his size he is a player that knows who and what he is and he embraces it; at 6’8/6’9 Walden is also a timely and active shot blocker who patrols the paint with secret
service like protection; he contest shots, rebounds in and out of his area and
can single handily control the game in those two areas. <span style="mso-spacerun: yes;"> </span>When his offense catches up with his defense
and rebounding it could be a scary proposition as this is one of the younger
2021 who looks like he easily could reach the 7’0 plateau. <span style="mso-spacerun: yes;"> </span><o:p></o:p></span></span></span></div>
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<span style="font-family: Calibri;"><span class="text"><span style="font-size: 12pt;">On
the high school side Walden is rumored to have cut his list to two schools Mt.
St. Joe’s and Calvert Hall with the Cardinals looking to hold the early edge.</span></span><span style="font-size: 12pt;"><o:p></o:p></span></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3749415476534131655.post-48019339956413855612016-11-23T01:06:00.000-05:002016-11-23T01:06:17.895-05:00Patrick Ngongba Part II Now Playing in the DMV - Get Your Popcorn Ready<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCG5jwtBXCAME9utUffPvP54bvvtEuerv8mG97IYVA8fEr2g2TpvZ6tt35A8YDbDEZyfWVB9ENCChvrFY0eTU57zz8m_w9KpuG80csxe5A5LDOCAOFWhjc7qTbDL0LK2JH4z8NqbSDDvd4/s1600/1Patrick+Ngongba+JrNSr.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="478" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCG5jwtBXCAME9utUffPvP54bvvtEuerv8mG97IYVA8fEr2g2TpvZ6tt35A8YDbDEZyfWVB9ENCChvrFY0eTU57zz8m_w9KpuG80csxe5A5LDOCAOFWhjc7qTbDL0LK2JH4z8NqbSDDvd4/s640/1Patrick+Ngongba+JrNSr.jpg" width="640" /></a></div>
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<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Patrick
Ngongba Jr. (2024) has the size, skill and pedigree and that combination places his immediately
into the national conversation as so many DMV players before him.<span style="mso-spacerun: yes;"> </span>Patrick’s dad stands 6’8 and starred at
George Washington University with another local star Shawnta Rogers (Baltimore)
and then played briefly overseas.<span style="mso-spacerun: yes;"> </span>His
mother, well she is “only” 6’4; any questions so far?<o:p></o:p></span></div>
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<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">We were
extremely impressed with the length and versatility of Ngongba’s skill set;
during the Agame tournament weekend we were able to see an array of skills on
both end of the floor.<span style="mso-spacerun: yes;"> </span>Just like his
father Patrick was active on the defensive end, he went aggressively after
blocks, owned the glass cleaning it on both ends – on the other ends he had the
ability to dominate every possession but proved to be a willing passer with
great vision.<o:p></o:p></span></div>
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<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">When the
rock was giving to him in the scoring zone he was equally effective with his
back to the basket as he was facing up.<span style="mso-spacerun: yes;">
</span>He was excellent from the high-post both as a passer and a scorer.<span style="mso-spacerun: yes;"> </span>What may have been the most impressive was
his ability to handle the ball on the perimeter; its clear he is being groomed
at an early age to be a perimeter player and that will ultimately be his
calling card; he looks good and is comfortable with the ball on the wing when
defended as well as in space. <span style="mso-spacerun: yes;"> </span>He can
stop and pop, catch and shoot, and has a nice floater that no one his age can
hope of stopping.<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></div>
<br />
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<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">His poise
and all around skill makes it easy to see and say that this kids will not only
be a player – but one of the best players in this class not just in the DMV but
in the country.<span style="mso-spacerun: yes;"> </span>Add Patrick Ngongba Jr. to
your players to watch list immediately.</span><span lang="EN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN;"><o:p></o:p></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3749415476534131655.post-75490915598000143092016-11-23T00:28:00.002-05:002016-11-23T00:28:47.033-05:00Jalen Curtis One of the Best Long Term Investments in the DMV<div style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi0xm5kKrI3TGVBZusgxXNZIBHDxrj6Qu08LqIQuBRZZ0-uzSlGSUFGyE5mazfwyzInTf8RWN4UtI2cl35H7OV62dTipJuBduI-ECTaeyNx-kYD0vgL4TVyAjsjH51na-ea0vBU9EsJE6G/s1600/Jalen-Curtis-HAVOC+CITY.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi0xm5kKrI3TGVBZusgxXNZIBHDxrj6Qu08LqIQuBRZZ0-uzSlGSUFGyE5mazfwyzInTf8RWN4UtI2cl35H7OV62dTipJuBduI-ECTaeyNx-kYD0vgL4TVyAjsjH51na-ea0vBU9EsJE6G/s640/Jalen-Curtis-HAVOC+CITY.jpg" width="428" /></a></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; tab-stops: 405.0pt;">
<span style="color: #1c1c1c; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Jalen
Curtis we strongly believe will max out in the 6’6/6’7 range; his development
is aided heavily by Curtis knowing what he is and isn’t on the floor.<span style="mso-spacerun: yes;"> </span>We evaluate Jalen with the ceiling not the
floor in mind, looking at his long range development begins with charting his trajectory
over several years – given that it can easily be stated that by the time his
class graduates </span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; tab-stops: 405.0pt;">
<span style="color: #1c1c1c; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"></span><a name='more'></a><br />
<div class="MsoNormal" style="margin: 0in 0in 10pt; tab-stops: 405.0pt;">
<span style="color: #1c1c1c; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Jalen very well could be in the discussion as one of the best
in the DMV; he is that talented, has that level of character and quality as a
young man, and his work ethic is clear as it has translated successfully
showing constant and consistent improvement.<span style="mso-spacerun: yes;">
</span><o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0in 0in 10pt; tab-stops: 405.0pt;">
<span style="color: #1c1c1c; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Jalen is
most effective playing in a up tempo style, he finishes well in transition and
is a willing facilitator.<span style="mso-spacerun: yes;"> </span>We like his
dexterity his ability to shift his hips; he is capable mutli-position defender
who has a solid knowledge of the game.<span style="mso-spacerun: yes;">
</span>You can tell the kid has been coached on and off the court.<span style="mso-spacerun: yes;"> </span>He is capable from 15 to 18 can put the pill
on the deck and has begun to assert himself offensively and is maybe even more
impactful on the defensive end where he also gets his share of blocks.<span style="mso-spacerun: yes;"> </span>The future is bright for Jalen and we can’t
wait to see him shine.</span><span lang="EN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN;"><o:p></o:p></span></div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3749415476534131655.post-31932559221803833702016-11-22T21:44:00.000-05:002016-11-23T07:56:45.246-05:00DMV 2021 PLAYER RANKINGS (2016)<br />
<table border="0" cellpadding="0" cellspacing="0" style="border-collapse: collapse; width: 372px;">
<colgroup><col style="width: 48pt;" width="64"></col>
<col style="mso-width-alt: 11264; mso-width-source: userset; width: 231pt;" width="308"></col>
<tbody>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt; width: 48pt;" width="64"><span style="font-family: "calibri";">1</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black; width: 231pt;" width="308"><span style="font-family: "calibri";">Zion Harmon, PG, 5'10, TBD<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">2</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Victory Naboya, F, 6'8, Team Takeover</span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">3</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Adam Walden, C, 6'8, Team Melo<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">4</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Ryan Conway, PG, 6'1, TBD</span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">5</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Jaki Sealy, G, 6'4, Team Takeover<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">6</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Julius Ellerbe, F, 6'5, New World<span style="mso-spacerun: yes;"> </span></span><br />
<a name='more'></a><br /></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">7</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Chase Davis,G, 6'2, Team Takeover<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">8</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Darrius Tilghman,G, 6'5, Team<span style="mso-spacerun: yes;">
</span>Thrill<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">9</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Trevor Keels, F, 6'3, Team Takeover<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">10</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">James Gross, F, 6'2, DC Premier<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">11</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Brayon Freeman, PG, 6'0, New World<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">12</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Malik Missouri, F, 6'4, Team Thrill<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">13</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Detwon Montegu, C, 6'8, Team Thrill<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">14</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Ya'Qin Staton, F, 6'4, New World<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">15</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Malcom Dread, F, 6'3, Team Takeover</span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">16</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Abdul Sams, C, 6'7, New World<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">17</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Rasheed Dupree, PG, 5'8, DC Blue Devils</span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">18</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Jalen Hall, G,<span style="mso-spacerun: yes;"> </span>5'10, TBD</span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">19</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Christian Moore, G, 6'1 , Team Takeover<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">20</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Jalen Miller, PG, 6'0, Maryland Playmakers</span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">21</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Ahmad Harrison, G, 6'1, Team Thrill</span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">22</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Darius Johnson, PG, 5'10, Team Takeover</span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">23</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Eric Reynolds, SG, 6'1, Havoc City<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">24</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Wesley Peterson, F, 6'3, DC Premier</span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">25</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Jalen Curtis, F, 6'4, Havoc City<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">26</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Seveon Jackson, 6'1, DC Blue Devils</span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">27</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Jake Koverman, F, 6'5, TBD</span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">28</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Elijah Hawkins, PG, 5'7, New World<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">29</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Kino Lilly, SG, 5'9, Team Takeover<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">30</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Mahki Price, PG,5'8, Team Takeover<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">31</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">EJ Speight, C, 6'3, Team Takeover<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">32</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Cole Mitchell, PF, 6'4, Maryland Playmakers<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">33</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Guy Fauntleroy, G, 5'11,<span style="mso-spacerun: yes;">
</span>TBD</span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">34</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Ariel Goddat, C, 6'3, New World<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">35</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Trey English, PG, 5'7, Baltimore Elite</span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">36</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Afombi Begonzi, F, 5'10, Havoc City<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">37</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Eliel Goddat, C, 6'3, New World<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">38</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Andre Crawley, PG, 5'7, Team Thrill<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">39</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Dooley Riggs, F, 6'4, Maryland Playmakers<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">40</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Zion Russell, SG, 5'10, DC Premier<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">41</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Rodeny Rice, SG, 5'9, TBD</span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">42</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Nick Marshall, SG, 5'11, Maryland Playmakers<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">43</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Jon Soundheim, C, 6'3, Team Takeover<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">44</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">William Margarites, PG, 5'5, Md. Playmakers<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">45</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Barry Evans, G, 6'0, Maryland Stags<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">46</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Adam Agawofu, F, 6'3, Team Thrill<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">47</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Julian Reese, F, 6'4, TBD</span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">48</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Ramerick Danials, F, 6'1, New World<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">49</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Stalin Oaks, PG, 5'6, TBD</span></td>
</tr>
<tr height="20" style="height: 15pt;">
<td class="xl65" height="20" style="background-color: transparent; border: 0px black; height: 15pt;"><span style="font-family: "calibri";">50</span></td>
<td class="xl65" style="background-color: transparent; border: 0px black;"><span style="font-family: "calibri";">Cole Hannan, G, 5'8, Havoc City<span style="mso-spacerun: yes;"> </span></span></td>
</tr>
</tbody></colgroup></table>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3749415476534131655.post-89720588280162850362016-09-06T07:45:00.000-04:002016-11-23T01:07:44.872-05:002020 Star Power Ensure a Bright Future for the DMV - The Area is in Great Hands<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: "times new roman" , "serif"; font-size: 12pt;">WASHINGTON, <span style="font-family: "times new roman" , "serif";">DC - </span>Gonzaga’s Terrance Williams and
Dematha’s Hunter Dickinson each scored 18 points with each adding ten rebounds to
help propel Team Uptown in the annual Coach Francis Classic. </span><br />
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<span style="font-family: "times new roman" , "serif"; font-size: 12pt;">Standing 7 feet, Dematha’s Hunter
Dickinson was the tallest player participating in the annual Coach Francis
Classic. <span style="mso-spacerun: yes;"> </span></span></div>
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<a name='more'></a><br />
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<span style="font-family: "times new roman" , "serif"; font-size: 12pt;">With a full-court weave to the rim
that had the backboard shaking after a powerful dunk Dickinson along with Che
Evan’s who soared through the air for an array of acrobatic rim rattlers of his
own, might have drew the biggest response from the crowd filling the bleachers
at St. Johns College High School in Chevy Chase, Washington, DC on Friday
August 26th.</span></div>
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<br /></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12pt;">The nationally-recognized contingent
of the Team Uptown All-Stars defeated an equally adept group of national names
on the Team Downtown All-Stars, 84-76, but only after a missed free-throw clanged
off the front of the rim with under a minutes to play that would have cut
Uptowns lead to two and resulted in a fast-break on the other end was the game ultimately
decided. </span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12pt;">Both teams featuring recruits headed
to area powerhouse programs such as, Gonzaga, Dematha, St. Frances, Mt. St. Joe’s,
PVI, Bishop O’Connell, Clinton Christian, Delaney, John Carroll, St. Mary’s
Ryken, and the host school St. Johns College/High School - Myles Stute awakened
the crowd and kept their attention throughout with his combination outside
shooting and slashes to the rim for some very exciting finishes. </span></div>
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<a href="https://www.blogger.com/null" name="cae50d76ddf1b7357a8d031f9a0238696a9c20a9"></a><span style="font-family: "times new roman" , "serif"; font-size: 12pt;">Jordan Toles, who has been battling injury and is headed to
St. Frances with new 2020 member Anthony Thomas, is already receiving attention
from colleges.<span style="mso-spacerun: yes;"> </span>Cameron Byers is headed
to a loaded John Carroll team and will look to take advantage of a national
schedule to showcase his talents.</span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12pt;">The teams started out hot as
Keyshawn Johnson and Austin Allison locked in from outside. But no lead was
secure for long as O’Connell’s Dimingus Stevens and Mt. St. Joe’s Tyler
Brelsford lead breaks while each hitting perimeter buckets, another O’Connell
commit Treyvon Todd was very active in the paint looking to block any shot
attempted.<span style="mso-spacerun: yes;"> </span>Earl Timberlake showed great <span style="mso-spacerun: yes;"> </span>versatility (Clinton Christion) dishing out a
game high 7-assist and contributing some amazing blocks. <span style="mso-spacerun: yes;"> </span>Mike Sumner was exciting and explosive with
great size and Cory Barns was his normally tough-self putting in work on both
ends. </span></div>
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<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "times new roman" , "serif"; font-size: 12pt;">“Everyone on either team is used to
being a star on their team, <span style="mso-spacerun: yes;"> </span>yet everyone
brought in for last time as they said a final good-bye and hello to their high
school careers” Francis said.<span style="mso-spacerun: yes;"> </span>“It meant a
lot to have the kids and families show up tonight, being here says a lot about
the players but even more about the parents and families who understood the
true value in meaning of the evening.<span style="mso-spacerun: yes;">
</span>Sometimes its about more than the game and tonight on so many levels was
about that as it is each year for this Friday night grand finale! <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></div>
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<br /></div>
<span style="font-family: "times new roman" , "serif"; font-size: 12pt; line-height: 115%;">This year there were three Coach Francis Classic
MVP Awards given amongst other very deserving candidates Myles Stute<span style="mso-spacerun: yes;"> </span>with 23 points and 7 rebounds, finishing one duck
so hard he he swung from the rim and Co-MVPs Hunter Dickinson and Terrance
Williams whose contested dunks was one of the highlight plays of the entire
evening</span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3749415476534131655.post-4343412546006926672016-09-05T13:00:00.000-04:002016-11-23T01:08:22.786-05:00Premier Player Mike Sumner Adds to Already Impressive Resume<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVSiKF1ddPYeO0NlfD_eEQmBRTqnC3h67t2atU6qQGKoYNexXElu9qYi9uwKLdIkSJxv92kAeenhFob3fzUFRa9z2kxeNuUqjJvb3tz99b-YTI7xuxvCImGd-GRBNAGiQri9OiTu9iKsFc/s1600/MSAAG+AND+SPOTLIGHT+184.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVSiKF1ddPYeO0NlfD_eEQmBRTqnC3h67t2atU6qQGKoYNexXElu9qYi9uwKLdIkSJxv92kAeenhFob3fzUFRa9z2kxeNuUqjJvb3tz99b-YTI7xuxvCImGd-GRBNAGiQri9OiTu9iKsFc/s640/MSAAG+AND+SPOTLIGHT+184.JPG" width="424" /></a></div>
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Michael Sumner is a young man who thrives on competition as
he brings it every time he steps onto the court. Sumner has added some serious explosion
to his game and capable of scoring almost at anytime from anywhere on the floor
and he has the confidence to back it up. He is finishing with authority at the
rim off the deck and off the alley.<span style="mso-spacerun: yes;"> </span><br />
<a name='more'></a><br />
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Sumner looked phenomenal in the transition game and exceled
in the fast tempo atmosphere of the CFC; he has the ability to be dominant in
this area. St. Mary’s Ryken is quietly building a powerhouse down in Waldof,
Md. with the addition of Sumner to a talented young core which includes 2015
Coach Francis Classic participant Mahki Long.<span style="mso-spacerun: yes;"> </span></div>
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Mike continues to show great range on his jumper out to
23-24 feet which has been a staple of his game for years. He elevates into his
shot with power and likes to take a rhythm dribble before he launches his deep
3pointer.He is also deadly with a catch/shoot 3pointer. </div>
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The dribble drive is done with a quick first step and a
little shake and bake; as he gets in the paint easily and powers over or spins
around defenders. At 6’3 Sumner is a big time scoring guard who finishes his
drives with excellent body control athletic ability and toughness. </div>
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Recently he has displayed a pull-up jumper which when
utilize really enhances his overall offensive game, because he shoots deep 3's
or gets to the rim with regularity. Defensively, Sumner can be a tremendous on
ball defender. He gets down low and wide in his stance, and possesses good
lateral quickness. He can put pressure on the dribbler and still not allow him
penetration by his foot speed, strength and strong will. </div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3749415476534131655.post-30452870580706431762016-09-05T12:37:00.001-04:002016-11-23T01:08:41.296-05:00They call him “Valentine’s Day” 'Cause he takes the Oppositions Heart <!--[if gte mso 9]><xml>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOu6PS-MuiD-ai7J5ndJvwtHqaS9UzSgAYnqB3133WcOZb2SC4_7nZmYH7fswNpMYzPzYQS8agCtbAMEXwB_2_aHAzFGUm_nlx8G7blTZbIzYnyPVPnGisY1yxRoUSegtmUJMQIB-M8t3n/s1600/MSAAG+AND+SPOTLIGHT+062.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOu6PS-MuiD-ai7J5ndJvwtHqaS9UzSgAYnqB3133WcOZb2SC4_7nZmYH7fswNpMYzPzYQS8agCtbAMEXwB_2_aHAzFGUm_nlx8G7blTZbIzYnyPVPnGisY1yxRoUSegtmUJMQIB-M8t3n/s640/MSAAG+AND+SPOTLIGHT+062.JPG" width="424" /></a></div>
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<div class="MsoNormal">
Anthony “Ace” Valentine is perhaps one the best natural athletes
in the class 2023; an AAU National Champion and record holder in track - He is
definitely one of the most athletic point guard in the class. He is in the
conversation as the fastest guard in America from end line to end line with the
ball. </div>
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<a name='more'></a><br />
</div>
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He has tremendous size and his athletic ability for the lead
guard position. Offensively he is best as a slasher. In space he is IMPOSSIBLE
for one man to keep him out of the lane. His size, speed, handle and athletic
ability are too much for any 6<sup>th</sup> grade school player. He has the
ability to go left or right (he is best going right) and can finish in the
paint or create for a teammate. He is a good and creative passer and has
improved his decision making a lot over the last year.</div>
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<br /></div>
<div class="MsoNormal">
He mechanically compact with a solid quick release and stoke.
He has range to 20 feet."Ace" is a very good rebounder for his position in his
class; he really elevated his game scoring in bunches and taking over games for
stretches in the Basketball Spotlight Future Phenom Camp where he was named to
the Top 20 All-Star team.<span style="mso-spacerun: yes;"> </span>He was equally
solid in the Middle School All-American game with 4-points, and 3-rebounds.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Having played up one to two grade levels exclusively the
past few years it took a moment for him to get a “feel” – but once he did he
very quickly knew and in turn went out and proved he is one of the country top
players.<span style="mso-spacerun: yes;"> </span>He left no doubt notching a few
20+-point outing against the top of the food chain in the class of 2023.</div>
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<br /></div>
<div class="MsoNormal">
Defensively he has the ability to be elite and requires
equal focus on this aspect, but he has the tools – he is better off the ball
where is excellent in the passing lanes; he has to make sure he doesn’t gamble
too much though. His tools should enable him to be an excellent defender in the
future. <span style="mso-spacerun: yes;"> </span>“Valentine’s Day” has a solid
basketball IQ and possesses some great leadership tools that his competitive sprite
must be separated from for the proper effect.<span style="mso-spacerun: yes;">
</span>At the end of the day “Ace” is a special player who will be a pillar in
the area and a constant in the national conversation moving forward.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3749415476534131655.post-73248380124355303752016-09-03T02:32:00.001-04:002016-11-23T01:09:12.978-05:00Earl Timberlake's Game Got Baking Soda - He Got Baking Soda<!--[if gte mso 9]><xml>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidQOulHSfYYO1NJJjcJH-6qgTD3c6hK3afod6cJukw9Ih53n6eTLf2igJVh1c0S2JCIIsA5P0ykGiYhp93mHRd6q3b3jSHqubijeZlAh1YBEnOKekdjLziuZxxRIcp8Y6Sp0NWqocA28qo/s1600/MSAAG+AND+SPOTLIGHT+177.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidQOulHSfYYO1NJJjcJH-6qgTD3c6hK3afod6cJukw9Ih53n6eTLf2igJVh1c0S2JCIIsA5P0ykGiYhp93mHRd6q3b3jSHqubijeZlAh1YBEnOKekdjLziuZxxRIcp8Y6Sp0NWqocA28qo/s640/MSAAG+AND+SPOTLIGHT+177.JPG" width="424" /></a></div>
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Like a box of baking soda Earl Timberlake's game has many uses - at times Earl Timberlake can look like a man among boys;
when he is forcing the action with the ball in his hands in space or
pick-in-roll situations he virtually unstoppable on every possession. He is easily
one of the most versatile players in the 2020 class – some may have a more
polished offensive game; but not many affect the game the way Timberlake does.</div>
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<a name='more'></a><br />
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Earl is a menace in the open court and a very astute passer
as well. He is a consistent jump shot away from being mentioned with the very
best nationally; but there is little doubt that its not a “If” rather a “When”
for the talented dare we say PG!</div>
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Earl has very good straight-line speed, and very deceptive
lateral quickness – his long stride cover a lot of space quickly. As a scorer
he has a variety of ways at his disposal to get the job done and he also
possesses that killer instinct, especially on the offensive end.</div>
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With height he’s a Lamar Odom type, without added growth
think Denzel Washington, <span style="mso-spacerun: yes;"> </span>already 6’3/6’4
he is a five category contributor and excellent defender. In the Coach Francis
Classic his total package was on display as he pumped in 10-points, dropped
7-dimes, added 5-rebounds, and 2-blocked shots.<span style="mso-spacerun: yes;"> </span></div>
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This is one of the area’s and nations most intriguing
prospects his tools have superstar qualities to them and he is still young in
the game which represents an extremely high ceiling.<span style="mso-spacerun: yes;"> </span>It’s mandatory that Timberlake moving forward
is in a situation where the ball is in his hands, the development of this
aspect of his game could have him playing for a paycheck in the future and
cannot be sacrificed for under any circumstances; some may not realize it but
the DMV has something very special in its midst and the country will find out
very soon if they do not realize already.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3749415476534131655.post-33853514117645553072016-09-03T02:32:00.000-04:002016-09-03T02:32:04.913-04:00Julius Ellerbe Bonafide Talent on the Verge of Stardom <!--[if gte mso 9]><xml>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheCeCZH3FfThbHIO_jq6Kkt2D5FrWNKTtEpUxPdXj17HW5em5goCaplPYRpVfuke757pc6D6qWGx-7z0wg_eS4Fq88CIxj3YglQVGZ75drUPrwC_EopL_xp5Ib9lcTOV4intfnl2ah7JCf/s1600/MSAAG+AND+SPOTLIGHT+328.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheCeCZH3FfThbHIO_jq6Kkt2D5FrWNKTtEpUxPdXj17HW5em5goCaplPYRpVfuke757pc6D6qWGx-7z0wg_eS4Fq88CIxj3YglQVGZ75drUPrwC_EopL_xp5Ib9lcTOV4intfnl2ah7JCf/s640/MSAAG+AND+SPOTLIGHT+328.JPG" width="424" /></a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
We had our first opportunity to intently study the game of 6’5
Julius Ellerbe and its clear the talent is off the charts; he is a natural
small forward because his skill level and ability to stroke the outside shot
with a quick release. He has size and strength and when locked in killer
instinct. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
This long and lean forward has the ability to stuff the stat
sheet all day long. He can rebound and go coast to coast or lead the break
where he makes good decisions at time but at others he takes chances and seems
to be driven by the highlight play verses the easy play but my goodness, when
he is want to he can passes like a seasoned next level guard. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
We watched him sprint the wing or middle in transition where
he can finish above the rim or shoot the three. He is a true triple threat
player (pass, dribble and shoot). From the wing he can drive both ways and does
a great job of moving the defense with a ball fake before he starts a drive. We
like the lift on and smoothness of his pull up jumper - he elevates over
defenders displaying his high release and excellent follow through. He shoots
the three off the catch without hesitation with great shot preparation. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
At times we saw some very unselfish play but also a tendency
to force the issues unnecessarily he can easily deliver passes on the money
with either hand from the perimeter or from the post as he is willing to play
back to the basket basketball and often draws a second defender. When Ellerbe
was in the post he likes to fake middle and quick spin on the right block or
shoot a hook to the middle. On the left block he loves the turn shot to the
middle over his left shoulder. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Defensively he uses his length and timing to block and alter
shots. He is a fun and exciting player to watch. The sky is the limit for this
kid all he has to do is work in the most important part of his game at this
point and that the game between the ears; mastery of that aspect puts him in
rare air and his Top 20 All-Star selection in the Basketball Spotlight Future
Phenom Camp is testament of his immense talent.<span style="mso-spacerun: yes;">
</span>We will be monitoring this player very closely.</div>
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