Aces Playing Their Cards Right as WNBA Season Hits Week 9

Monday, July 16, 2018 7:33 PM UTC

Monday, Jul. 16, 2018 7:33 PM UTC

The WNBA Team Formerly Known As The San Antonio Silver Stars now resides in Las Vegas. The Aces had been tearing things up of late prior to losing Sunday. Can they get back on track this week?

<h2 style="text-align:center">WNBA: Week 9 Lookahead</h2><p dir="ltr" style="text-align:center"><a href="https://www.sportsbookreview.com/betting-odds/wnba-basketball/" title="Live WNBA Odds"><em>Note: Odds for these games were not available at press time.<br />Check SBR's WNBA odds board during the week for live updates.</em></a></p><h2 dir="ltr" style="text-align:center">Las Vegas Aces vs. Phoenix Mercury (Thursday, 10 p.m. ET)</h2><h2 dir="ltr" style="text-align:center">Free WNBA Pick: Aces-Mercury 'Over'</h2><p dir="ltr">A’ja Wilson (20.1 ppg, 8.8 rpg), Kayla McBride and the upstart Aces (10-13 SU, 12-11 ATS) are just 3 games below .500 after a 5-11 start and will look to keep the momentum going as they fight to rise in the unforgiving Western Conference.</p><p dir="ltr">Last week, the Aces (12-11 O/U) won outright in Chicago as +165 moneyline underdogs (<a href="https://www.sportsbookreview.com/Sportsbook/?v=4579&amp;book=5dimes" rel="nofollow" title="Top Rated Sportsbook">5Dimes</a>), then did themselves one better by defeating the defending champion Lynx in Minnesota as (high, closing) +342 M/L underdogs (+485 open) and covering ATS as big 8½-point dogs before getting hammered by the L.A. Sparks on Sunday, 99-78 (L.A. -5, 161).</p><p dir="ltr">Diana Taurasi (20.0 ppg, 4.7 apg, 93.9% FT), Brittney Griner (20.0 ppg, 7.1 rpg) and Phoenix (15-8 SU/ATS) head in to Week 9 action off a humbling week. The Mercury are a much better ATS team on the road (11-4) than at home (4-4).</p><p dir="ltr"><img 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" /></p><p dir="ltr">These two teams have played twice this season with the Mercury winning both — 72-62 at home in the Sonoran Desert on June 10 and 92-80 in the Mojave Desert on June 17. Phoenix covered that first meeting (-12, PHX 72-66) and didn’t in the second (-7, PHX 92-80), with the first game going "under" by 30 (168) and the second one going "over" by 8½ (163½).</p><p dir="ltr">In play on <a href="https://www.sportsbookreview.com/betting-odds/wnba-basketball/phoenix-mercury-vs-indiana-fever-3456416/">Sunday at Indiana</a> (PHX -9, 162½), the Mercury snapped a 3-game losing streak by beating the Fever 101-82, rallying in the second half to cover ATS with +9 third quarter followed by a +12 fourth in their 3rd consecutive "over." <strong>Predicted final score:</strong> Mercury 92, Aces 88.</p><p dir="ltr"><img height="424" src="https://lh4.googleusercontent.com/xATJqv61vBY_Rqo9U-Xgar_kpqHg4BB_PyPY-EFNgXSfuiRGgn4bq8X5L4wkCwzduX5PyFVczyymq3PiHlYEYEAXh6BZNBh3v8cC3R--EMhQM2u2LW6XDP9SMMVZTJMDw72fbDRK" width="624" /></p><h2 dir="ltr" style="text-align:center"> </h2><h2 dir="ltr" style="text-align:center">Washington Mystics vs. New York Liberty (Saturday, 3 p.m. ET; NBATV)</h2><h2 dir="ltr" style="text-align:center">Free WNBA Pick: Mystics-Liberty 'Under'</h2><p dir="ltr">These Eastern Conference teams have met twice already — both times in Washington, D.C. — with the Mystics winning by just 3 on June 28 (80-77, WASH -9½) and then by 19 on July 5 (86-67, WASH -8½) with both games staying "under" the totals (161½, 160). In this game in the Big Apple, <a href="https://www.sportsbookreview.com/picks/" title="Free Sports Picks">expect the Mystics (13-8 SU, 11-9-1 ATS into Sunday) to be favored and to dictate the game</a> over Tina Charles (20.0 ppg, 7.2 rpg), Brittany Boyd and rookie Kia Nurse (UConn) and the Liberty (6-14 SU, 8-12 ATS into Sunday), who have lost to Washington 3 straight times dating to last season.</p><p dir="ltr"><img src="data:image/png;base64,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" /></p><p dir="ltr">Elena Delle Donne (20.5 ppg, 6.6 rpg), Natasha Cloud (4.6 apg) and the Mystics have been very profitable on the road this season, going 6-1-1 (only ATS loss at LV) and 4-0-1 ATS their L5.</p><p dir="ltr">Washington lost at Atlanta 80-77 on Sunday (WASH -3, 167½) in a game that was close throughout, tied after 3 quarters, while New York surprised Chicago 107-84 and outscored the hosts in every quarter, including a 26-8 edge in the third that put the game out of reach (NYL -5, 163½). <strong>Predicted final score:</strong> Mystics 82, Liberty 73.</p><p dir="ltr"><img height="115" src="https://lh3.googleusercontent.com/1H2agy6ABPgSIL_42Z2KzT6rsffnd2dfs53vnvptXu4zBTx7qppGsal7BM4dHpJPya_wgVFKqkI8rzUIAI_K40R0wVVsrEKyzGxLwcLhyyS3YPtqxjaFVBn0jHrvKBs1-q0Npatf" width="624" /></p><h2 dir="ltr" style="text-align:center"> </h2><h2 dir="ltr" style="text-align:center">Seattle Storm vs. Atlanta Dream (Sunday, 3 p.m. ET; NBA-TV)</h2><h2 dir="ltr" style="text-align:center">Free WNBA Picks: Storm and 'Over'</h2><p dir="ltr">The Dream added Alex Bentley (10.0 ppg, CONN) to their roster last week and quietly impressive Atlanta (11-9 SU/ATS) had W4 straight SU/ATS heading into Week 9 play (PHX, WASH, IND, WASH) after beating the Mystics at home on Sunday, but the hosts will have their hands full with Seattle (16-6 SU, 12-9-1 ATS), winners of 6 of their last 7 SU and still on top of the wild, wild Western Conference standings.</p><p dir="ltr"><img src="data:image/png;base64,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" /></p><p dir="ltr">Here, Atlanta (10-10 O/U) will look to control the pace and control Breanna Stewart (22.5 ppg, 8.1 rpg), Jewell Loyd (15.5 ppg) and the Storm (13-9 O/U), who were tied with the surprising Dallas Wings with the highest PPG average heading into play Sunday (87.1). Easier said than done.</p><p dir="ltr"><img height="614" src="https://lh3.googleusercontent.com/HNIGgwr9k3O12Q3tCUdHn1l58kIaybwgUVTWb29fQni-dt51tV339F7-HnZ-e7trSiN9_HCLuTTm29-LXI9rhAznl7GUyfFx1rIVbi8doeq3BdQMMFqBiu_l0nXDXM-StuUfx2c7" width="401" /></p><p dir="ltr">Stewart — who suddenly appeared naked and unannounced in my mailbox last week dunking a small black basketball on a 7-foot rim — and the Storm have already played Atlanta twice, losing at home in the Emerald City, 67-64 on June 10 (SEA -7½, 166½), and then winning 95-86 in Atlanta on July 6 (SEA -4½, 161) after Angel McCoughtry and the Dream went 2-1 vs. Seattle in 2017 including an OT win in Seattle, meaning Atlanta has won 2 of the last 3 road meetings.</p><p dir="ltr"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlcAAABoCAYAAADciNXVAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAGCSSURBVHhe7f0vfBrZ9/iPn/4MrIJVUAWrYBWsglXhpcIqeCmoClXwUeGtQl1c+CmICi8Fq8KqTBVUhapSBVWhKqAgCqKSqPs99x/MP4YhIW3avc/HY0ozDDP3z7nnnvtnznlFEFAoFAqFQqFQ7IT/n/hUKBQKhUKhUOwAZVwpFAqFQqFQ7BBlXCkUCoVCoVDsEGVcKRQKhUKhUOwQZVwpFAqFQqFQ7BBlXCkUCoVCoVDsEGVcKRQKhUKhUOwQZVwpFAqFQqFQ7BBlXCkUCoVCoVDsEGVcKRQKhUKhUOwQZVwpFArFD8EYWvk4BL2v4NWrV5Bui9MKHfdwfy/+KxhWoqy8otWROKOwsOhCJZuFbDYJUb8fUvWZ+OLlsehWMJ2Y1mQU/P4UPHtSzQLlEmVcKRQKxYtnCOXwb3DsrUJ/NofpVQcqcfGVQjCEatwPwUIXTSzJCFrtr+x/X3tD9qmwIwjJVBi84zF8vb2F8Xghzr9AgklIhb2Yxq9wezuGZ03qfRfywV8gWu7rZMolNHDzy2NOPtVyJBbw0KDS/PCESCxzSJqf5uIaySU5yRTJ+VT8qfgh+FQM8HoNHZIrcU7P/CyxqvuNxx5pit8xri/I4X6EeJbfe4gvkiDFkw65FpdYOSf7hnvSI0QO7RL3g3K+b86fzbFnKMndc3lCMsVz8qM017urJikmIsTnWZWRx+cjkUSOHF6sl6Zdc3UYwmfHyInSc2u4Jmd72F8kzrD3MDI4ihGfL0IOOuZvtuWanBczpPZJ/PlkrshhSNf22LHSOXbtNSS/vDokIcN3O9JV5/vG57xgePl8Ax094GUdOhyIE+54gcbVHAuNGlUBkmkOyHQ6J/P5lFxdHpEEVXD75+I6QSeHnejP1Qn+WMyxjqYWhebMJ1IMOCsFu85EKhu9CExPYsZ7iIbgiR2SzhWma07TNyDnGXo/Jzm5I3O87ijCnxEpXpKrLfPFDMZIkXSu78SZlwbmsXNAArTcbYxaVuZrjN1d0clh237mZ+yGObksRpgsBDI1crmUpStyeZTghrtZFz0bV+SIdcL7OARQ2DFg+iJBzp5qPzkxPSExrPedVvvdnFzkfFzODjomfYPttZnhshY5JJZ5Bbz60yHKqC9Hnmw3SpRxZcs162c8JNcRJ1zw8pYF+xUof3gAT64FWiEOwaAf/P4gRFMVwD8taA0NHsT/f1juR9AupyHq97K9Aa9eeSEcz0Nr9Li1XiMz6FZ19/b6IZquQm8HU6n3oxZkw7/C69dJON5mO0Mf6/YmAScne/jHBNr1Pj9vxhOFeFD8fw3BaFj8j7KARvkU7xiD424d0tEgyo4fZSgO+XIKfOIqe7zgx+vi4nbhVAqiQfw9/9MFGlRbNwBfW1Dv76LengPMY9iP/9oTTSfBs1igxDwXGjS0H6O1Dstx+M//vqIdOICZVobUUpaikKpWIE0v8q4ryd3zUiXqRTCuQuF0AoFiHUp2DfYeZXo2g8UTC3HcasEX8f+dgfo4W0gDGlBwMxya6hnba6EEWfrl1x70bNI/7H8FT7oAafeKSvEIwpU6HAQe4J9SGVx3dcLIejkIyzlgMwV3dZYjxXMxFT9tkn39suHyMFmy102SiwVWS0SeCNk/uTSOEKbn5CAWIj6fh3gyF3gCR62HCRKgM2VslH1Bcj4fXxrw5Mjl3TXpnGR0y5YeEspdkPndFTk/tDnPn2LP3TnZ9/hIJMdHx2xkfLIn0hsiR0+yygfkJIZp8cTIYeeKzTANcCTEZi48OAp+5Gjnjs4ihvRlv93ogc/wnJDr+RlJ0N8HisQ8085mOGInhuUju5krcnVEQsvny2l20zIhZd4hR5kTcin+XIftM1zARzb4WzezMpYpfd2MhJB/efB03JErrLcIyqc87wnFSMYsx26Qz7ZNJ52ZmePTJHfk+rJmXRaLZEjTsiI2JR1sM6HldWIpVrTXaXOftydxj+VhSsf88oTsR3T5DCTI4eUql9PzAxIL0bboIbypXpLDBG/fbLR9kcN27OPtBy+4uzpnS8TL9HtCJHexodSu+QwFeDLY8u2YYruyGd1v1DVX5CSBaWf1SNv2lG9/0LWlQOIEW+2KyyLqJZtyMz77mjRzMV35ekgk09QtgX8iNVqHVL9hu6O/vKbyxK43zoY5l//26ZdMO/S+ol7oQbd55M5Ny/Sb8mEP32IQISeWC43Lbqsy0+lzwDpmentf177MevsTOdSVif4w6gnsN07wPrr0B2I5m7ZipkNy7Dc2M29SR+KRsHzJf2fRVdgmTvTbIjwBkji00xXYZml69XpFpH1ZVk9oT9dN49YeO71Bl90zZrmgetp8y2mH5WnVFlCW2aex77m7viS1YsKQJ9oOM7oHSx2/PJYFaFqmNemm6xM6ky30jgtennHFlvkwY9j5NzfuL5CFsaZzl0tEezUyYMuLA9LM8L0+1Iha1h/tePeEMO7XsPB1FcMKmHYyaICxJSOs1ECIZGqX5GqO97zukANZISgYy/NTVPri/N6Gueq7O+sykhSA0BOsK760ZhUGLiSoCIuP3DzwCTvck3M0BuekufXU7CU58AGJME04J2cJ+vsAMSeF5t9jmoO1N3wuSAZ85IBZTbzTY+V2+ElnJLjnccaVXOb04O+c61pydymW5+iUvji3BNuAj9UbzwFf8vCQvdqATKlsXQmZc2PImXE0rkxQIyMQITkq03J5vnPAf28wiOVSfogcoBHPls8GNesy/oZnz9Gw9GBdrvJ5TjKsXFeDjHnniOyJjm6/Rgcm9Ht+sA4BBz6XaIBFxDlPaJ+c0IEFTdOlNGqdl9fkfkCz/DniUtfMB1TX8GUg2ulFck1x/RW2JZ4vi9G21HN26R7w7+hyNLZHWkeXRzGmy1bPvSJnORws0mdi2TeZPNH7Ge/pqvwfkf4BDjxoekIHHaEb5fK7Pj9u8mGHMEzWyRTtbEV6V+nS63OajxAawZg2mg+d3jbrAGfdYG0D151DEmPyuXmQfJERMm2+t36wZf4SdYjPbJDNeZvwLeUQDUchh8a+RNaB2H4j6oVvn9CV1SPbE9dZEVKU+gAH5Kws6IBFptfSZq5I54D+ztSfDI748wNonA3E8vwAZZPVk/7aa9T/VCZ1y/hSV+r7GGybh6LuE7VrMtd1FHf43RHtQ0JFNPBMPYjUX/YCYMGFcWXc6Gtt+LuGFpB8Hhf69TaWk3ElGp1l9Ck7QnOHvspniO6xuBYSoDN8eOOyGgJy87WlbKSh6LIy9AwORYN4dHmj0UHz7zuwztaw2Z41320JL5MtjCumEFbXy7LzcevIEVeGjyxzes8IjhqvtjOxHmVcXYh9EVsZO+vkUHTuS7kVMm66N9trttXzBLYGDjVQ3ddhc4+mW99hiLZjKjQ2+6g/52Rc4Qh9D7/jM8c6mnusPgyGzrLD4YMZa1MV6bGZEeVpd9o7sTLQY653j2+na/igBwddTZNsYmfDDCDTjO1SBmw6MftZG+w82HP1exblPbBdxIrkfCBmKLHQ2OcW5b9V+mWdmzaaM/3mWQ0s3OfDhHimkyEs02vWpev0ua3MIU66Qc5c80HjivkZvxfsWTfaGxAybffM0EGR1Y2+vCgsX4ZyxcEqlW+LHDYtv788oOWNA7amKVUiHcay2rI9fSqyOjGXhezTZLvi9WLSO2xfm/4cDsapDHj2iDWp9Nku9JaoT71xKScYrH0zz6t9v8snBtz2m857rtppePXqDXwQf1Imp7/Dq/AW645bE4bKcAAnCbpDZgIf3v0Fr18FIVnubrUXZNGowj8PWO3ZEmTFOU4SSnmseriBdqPHTxnYhyrdYxEWi9iWfRVeukxugO7FoExGpld9w0FgW4bw/Hbl1YN6+wY/A5DOR/mpbelp0KPbW6JJsGxVi8aB3fV2CP1v7M6k19LgNpSFksiWP5uFGH7eai3M9Q5It2F2kQNU6HD79R94+/sv4A1nd7R/zY4FNOrv4QE8kKnXebm6IgmVMo7HUA61ln7PWR9a2o1BbpkETjTDXq5gZQhkvM3zTExO4Xe2v48e/4X34rQbeJPQ+xPCNkE/eg1o6eQp3b4H0s2Lv5yZNRrwET+TKA8G4nFsBQAPC5tNgvtV0MopWN9UvZY9c8k4lYwHsLsdZwEz8V0Q268bHqtrvOYEx0VbXcwwFW7oQp3u8wukIa3feoh3iTPBWOVlRQgK7Qbk42LvHaaBfj6m/N2kv1dtoRbHqiqXDHURz1cgU8gK3fSYfAhGIyxdrKug4YdbYNXnKCRMf9jKnC19qNbpbqwYFArGdPhLBaA7S+FjC9pOt0tn2XUPqAe7/AzSBa0XgmylCvkE/vnQhfZSjGb43QRiWF/L5M8a0OCVaJJDLEdeibxeFg04/htLzZOFSsGceQdctqduvYV1gn2XsTJRlLi2WsjKZOIzAa2uc3MQrMCQjKEuFNuicQw8qRXYJqkGhJze6/xVhQsF1u9Arw0aOyPoYr8JPkhl7TRrFNgWX+r+gZ9wxMG4GkG5ojerdKBiLj+rA7s4VPoLmA+akItx5fT5FI0sbxyqLjcL93u8w7JrdHFsPJRbbJhum8/TcJdmzgxa6TQTqNBhFxpJcZrRhvSyQ7Qe4bLOhJvN4JZ+ouFnlUkUElqsJqXVTtvflx07MagxP+1b1KH5lVEQLECeW1fQ2ol1RQ22NozvrqFzsg8hDzb9yXtmZAXz2u43a/crcEwVWuQY6qZ+aRPhfAGYeYUKdWlejdrQvQlAocy2TCNRKJVoAU3gf3/+AuF0GdrDHUht4AA60ylM6XF1AlR3r2PWb0E5G0cjBjtklIU3TC3c0H5NgMZyjhb0R3j72g/RfB16421kHnVcj28V/vjWJHd/nLLO8yXz3XTNqAt9OoC6OYU/9GWGx1sqk1vwPOU/gm6PaqEQHc8ZSZZBa+TF4PPx+RgNuRBGk3ad4Tdi1oM+K6QgHU+bQIOT2h9YFn0nN1v+vNWAwo6/601BNuqHbJYpSRwzy0bXhe6XEBoBugf2enzD/ce3hjJ89eoPONVXYh/TSz/jKUzdrsE655UJp3/o04CHqTKjpRIzcCb/+xN+CafRphha2ohsW/HUFimd4QC1jIY7jrr81OEuV1hws1JYWFUlKMnyXlmzWORdePBloZASJwzI+h2DEDtHHIyrIYzokGMNH1rP7x7YHy9gRzKDu+sOHMao8v4C7/5MQcOFllosaAVvYDZ6xjejtgRHe8N2CZLB1/C2F4RM8xrGdbNGykJbdog2R//4aQom27a/Lzv6x4+fJZF0W6A9+CCd1zeUIBS4dYWje52UPxVvGNKVLozv5zBoZtjo++af/0K8sCMLTqDhyPyGzlpVK2DtWjcQLkGZNvAbbOCisY4aGkwC2Lh1RRSu9OEK80B19OTDKbz541c+G+dm+LQOHK6Hg0E0CPDAni+MzcvKEKpJP7z+8y2cDsNQQq0/RlmosaG4kXR7DJ3DBI75buHrP/8H//kNjVnsQLd9K3WvZiN79Ghvabk+ATkfM+q70KDId9c1ekPZcPRhW5Ww6/LfysR+RD7kqsEjnWjvBlczjbd0vOuA1YDqY0d/jwNR2s8HC3luiPTEALGLBqmPGl70DxN7NZsypEebz2gtFvwNe9uB964IwEHHLg26fipcgf5VEzJcscHpmz/gV9TbWZ1ik21L1vMmhtUk+F//CW9Ph6he2zjIw2faKSzMeb7A5gpBa8l+ZwQaDgY8osyfystzxdBKWWZJvGjV1od9OGQjgM9QdRHGwDxjbUswykdOL4AFKq8/3vwPPtMRxsME3pdwVGFZCqXuAkSHaHfo5Q+FkfWXs7GNUh/BiI1kwmLaneP129xzeTy9GXZb1G3GLfz9H+OI5vU7Pmo2Tok/hiGUg+awIH40qDQYNff4685/143TwFuxwOLUvdK9aED1PTZ+/azVqApJLPu8q4fIBj7BUTyV6RE0tAmE8mXTiNILUczDmKCheF6EBFqKbDYumgVtJ9MhaWjfr6biJbN6Ad59vgVInMF8rEElTV2joCzYtq0gpOt9WNxdw2UNDUEs7JvPp/CfeMXQljdxjw3XKnt4+N006F0QhXSKO+2Y4AjfTfF+d12D8ui1KzM8tm21z1P+mEA3xs8j8iGXbsduphKeDTdl48N8iP+uwWhAjaDdvYFUVsxgB7OQov3fF421eTrDgqNUeyPg3rumHNe7Ydk9rDJt0oCHrjK90QJoYwLzwTkUuWKD92+jkH2MYpvVofDuM/YwCTibj0GrpCHOnmmfa38+z5diu2iE0RMzDXoTD3ONsQ5uxPuNfe0aHIyrOESZMWPPPgrCczAaotU6Gdso5DiUsiJBLhpqMknFFG9l3geFyKnkUDK1tfJ5Lvz5OlwOuGVPO9AYdrh0KTSMlsKj+k/MG5v3wvxbSkDuAYulub+eb0IXWtoDeDJNy0hmOv0Eh3R97EGD5SDiUXCjUdavHuovhiuie1d63pZZA9K/xZc+vfqVYzT1zbNWM5jd3rr2qeMvlSGDhshEa8CINe4IlMp6K+ceB8ZyZIyGYr7Bwp809/BHD++h6riR4xEsetBqoZGE/+11udG7VzLul7GCRudswcsVR56pMhqC9wM+GJqgAepisjDO105g2N3tzOJjSJXybKYTPq/fJzPrtVCe+TLGd9M1UdHGb/vQf8osJvI85R8Fvlp3A/2+g5w+JR/RKKurGQ4ivxuY/iQbyY7AOtk5gjFbAUqi0c5OrCeYhzzVg1+60MXBTG+yB9K2omXJ+7/P0O3NoD+8XRlekjjfK4aV6Lx/FQ0ONnwY9W362acShRSvTKxz5zq5X6CuFGLhj+eh0Z/BnA2CH+B9lfd7wSAf6LiaRe51+bLoXsne35kZP163j59iS8pC0+CLJw35tZ3iCKh5Qicloi5GSg7GVRTq3UNeWWb2z8HlPtVHIjbemRiydUp3m7yDaJUylYdK0Kgg0aLV6H1ipk7sO+NPolByy552oMPuAVMaDx8q8Kh4o/488FlP6riRn5KMUYgmKML7ldK3m7lD40F78EC6UOCjF8ORhFKaStoDXvb4eSWJfuPiEqlI9rKPNihnrTY23ijVYWzWqvI/tORi2++1MpKFQppaV11oVLFxRwqQN6wvapB//RrShrVwuoTANNiKBV4X9UM4+0hjXDBulOBtqc72ZPj9rMdgxp0eS/GOjiH5Ogwlg0aPQ1bMALmB7r9g9vX7qqtl/2clWYX6Ps37Zyjn7cpzDK3SW3jbGDGD6fvpGpQdapnDV6gfP80oeq7yz5cybMb4c/XYOshb8oR8iE30D/3uMxgKbklDgXn6lDPQOsRsvCdXhs1dZhiNKaoHh9DDcviSQGNLZyREs9wRcr9Xhf6XhM7wEkTRWOCVCFWnSkwVgKoc+pKMObm7WF/NFnidf60fOxp5Wv41vE43DO2LvuCk12wp4WCVDT75qSWWpMrVGmq0sRMChzxx+aRLsUPoap/xgXm+dGoHDjz7tDkn0u6WDcVbg47IV1DpsdUr6o9AvjbrS9DXhacr/xtF7vMkkDOGCJCvgu6dXRMeJqdJLsRblNzXBvBQKNfUj4b0PWPjj0i8ioyWo+V1Z86deNb6V3ctcdnkq8k2r7BuRrqGcP+KvAXh84S+xloT/kGkE1Ff5tz51WCXyNeZDzrOoWK4H5d1ZYuI13etrxFz7rBua6z8nWRwVWbM3xjznUJlosb99XhipLahLNe/bi1e0Rev4S5fIzZ7TLzIbEijDcw9BX+u9fV/+Rq0zseL9N1Cy0oU+tURl3XHMqY4+poSrgPkq/RLn3NUfmT7oU4tTT55xD0NIYcGNbJHZS90pHuOfCV8j5zR9kgd5jYvlt/L9mr2Z1NM+EiitiqX5evt6wr5TjzHpt3J18EtbgQsrEIh+RL6UEpXpHMo/DbpGuY2ukb60bKmYU267z7x19EBy83cyGQbx+fEDqUfKSzXWoaEArnVK+PLe6zXJ27Lf7v0S/9PUj50bTKSI8KVm/t82MB1i9mNwwpZ50bH1A76XOpt1Of6HC7d4+APaB6mgw5pXopyWaaf+42iZbf0c4Vtzc6xqi1CD3qwjVl1gXT54cGyNLvrEGDaWfsW6Vj1nwmU49ryN9ynGV7nk30DdzAdCnDnnAZXBFu3J4c6DwVITlSm7DtW6ZR+rqiPPynoq3stfXdhfqgeCjA9pJdnUT74e+qrjdYByxN1nkvTb6svxG8iCeaXz0lvS72zyW+l5AXGFlx5hWYFwg7q7Zk6L7MRp4FwTkavo57O0Sg7w45AYucltmYO0qR31KY7VgW98hFj/k4ag6tDdG6yE1seWxpJS8+8Ngp1G6adpQdrlg7mrZa6RX0ClrytDqt/EGvZRU6M11xkjN/TY+VuRxpMdoeNIYGdmtFLPh7MG3STOLq8ujpZyZHTIfzKMB9Odt9bjg3GDkP6Q7Kr6ztydX5IMrGQoT1E9k+IoTlccqXsZDTblbPdofe1Qz15L72uU2/d+NDrmvBGj+0tx+qJeuoukoTB03LAtsxpEF15jccXIYniGVk1V3tP9Lnap2WnoB/orQ5dGTu0O8tvnTQpg6bHlC+mi2gQ8HNLrDc3umZtGtak26pf6GGSKdbGdfJB9eD+ITmXhb+mvVrb6iPKf0P6Ofaey2ufTPp8Uz7WIQySgMVKsuoeXnbW88uysPQFurJGA4o7VcUD0xaKZYzBu+08oxcvNnqYNyJ8Ka3pL6TeMfuQ0mPr9TxXI+bi5vJqSqv0gUjlnDbuR7cnu4gN++TwfNX3MG/vmZjuGtpm7Pp54blfXoN6qIjlvhxQLvUQvRTzvowYQD3Td8j0usYjLsg8mbg8EE5xHfta4fA64N435Cv6D95Y8aJYQDsdhDcsxmIH7tuPXchSfHOob7g3H6ieeealc4VCwVmAlg3Cf9/H4Wzed7ffRqHQQd0QvYHz9X75egUI/qcNyYsZypo7AXt5bwv+q1nAbNiGUjLMDavYCfSVYaVQKBQO+CHbasG+Z90eOYXCCQ3aPQ9kSutGw0MoF/6GxX4LWi4NK4oyrr43ozKEl24JfoXXf7yB1iIJh+dXsBhWDJv7FAqFQmGDPw/d2Tmk+2+YLztlYCncMq4ew/tgCaq2O9mHUI2noBU/h1k3v9Ubv2pZ8EVAX7dfwL2X+s/4dp5IFAqF4qfifgzjRdjGU7pCoeN+wdzlLPplSP3VhrjDct9sPAZ/OLy1jzBlXCkUCoVCofj3IPbGgicEmUYPNFNMyF2gjCuFQqFQKBSKHaL2XCkUPyijRh6y2Syk4mHwh0vOXpnN3Js91Q+hEqX7/qKPc1r7L2HRrbAyzyaj4PenoG6NLfVieJJ8/BTMoF3CukrxoOMp15X1o7cFbNtP9wWqeCLKuFIoflC80TQkgwsYjyZwO7GLIbmGYRXi/iAUujoNPGpB+yv9z1foOUXv/7cTTEIq7IXx+Cvc3tL9PeL8C+TR8vHT4IVoOgXh+xlMbm+xzlxW1g/eFsbVJPwSzELr31fhLwu6LPjymJNPNaNDPuYILXNImmbPfeSSnGSK5Nzsd0yxE5besNc5w1w6O3V37Omd2M8/kRp1Dqd3IheKkcxh0+KgUY+dI0mrQ8Rd4OTAVDiTfKpD1icjHSKuqR8z12fMc3rC4i1vQI5iPszTAek4lL07dt0m7epB5tfOUaTOAbCTU8gnwGXQ3tHjy2JL+fheXJ6QTPF86azUHVPSOcmQ2NJpJD2wXaIO2dM7pxUy4F5H7LItfA+EV3MP1vkPmf6fgxdoXEl398It/jKEyRFzT2/xqsxCdPwISm4LmMfhCCl2rnfYcd+R+XRK5lvdcE7ORMgZepiLniE8+BpCNcgOTf+D6QnzkrtUcDJchAi1IcMfXB4lmGdh22cJaCicwVGEPyNSJJdX9Pfiy21A4+78fOV92gqNFnBODkQYlL0afc4de/4VdgYsvAvLk+vgFs/ANp3ngF8rvMw/G8/RJufX5IR6SMbypqFYjGI8J4NDLg+e/aZVxu/mpEl1SuKEXO+oQSnjarcwz+O2IZnWQAcJ1JO5J0aK5zJ8Cg1Jc04yLL+6utnauPoZEGFdYijz4ozi2/LylgX7FSgzz+Qt0ApxCAb94PcHIZqqAP5pgQb6fRD//1nQqi24ga/QqvdN+2IeyawL5WQQfn39GvLbxEVetKH90QcHJ0UWRPpDwxhkc4UHovEN7z4Ho6B/H6NfKcOHBw/kWhrWaxCCfqxnvCZVKWz07eVFeYjHxd3CKUhF6e/5n+ugHni5LzHd8euf8KaiOfjE8eLt85AWj/LSINN+L3s+lcde94AFUp2cHsPTw00/P+NqAU4nASjWS7b+WliUeuoSRPz9WJ6lTfrDUMiy8Mgw7A9Nr0X7IY5yQ7996HWhb35n2juEXv8BYtkChJWnkxcIDS6/hcSgXkpH/x98vN+D5mwIjTz2E0x/YPuM56Gax+Ee8pSq3lVb+H6koVFPAHw5hpIxmrjiG/HyjKvxGA0LVJfYUIz4IVXIQbGQ5H/OWpAOeuG/72mjnMDp77LTDENZvwlx3II8dt5e2aF6o5CumpzMzdrYwYfRiMOOM0u7yQX0ykkIevH6cBlG2PjztPHSv7156N2PoVvNQhyfz5+JnTBaLYv7EbTLNuf5U9wxrsIxy1MISvXtnJZZGPG8v3r9F5x+vhUn3bNot+GjJwXZChoY1Ir4iMaWOTNjGoE8isaO+HstUYhynccYj1kto/HM/17iT0EhVwRZzbthBH0qE4EYZDIZ44H1FeUXbU8qDTyZ2HlbNr6iDFXTEKUyI2SBKv7WWHwtWQy5zGCvz6/DwxuEZNneEeI9q9PwSp5fxaFBI7VvpA/V+heASBkq5rIVjmx/+fU1vH4dh4rMi4byh3LPnoXt4n7UhnI6ytsBS2cYjXVdKt22SRhDi3aIurKJpqvQ29BQgoU8N6C6bevm7NEI74o8dKFt/nLWh+FtCFJZo7AtelXspFfl7g0moWyXCBycVPX5xvQWPojvJNuW1RKbssi2eF6W3GNTRjlF/bRMazgOWbMeQ9zKx/24B/VS0nBPqhuzSwFFA2Z5D36k2+Irg+PjVxA2Vu6Szc+gIpPGvP8XuMicwu/yOqZ37emWCjgwQ1E+bkHBRkFGU0k63IO4pWHfY1XSOhf1hIc3nAdDtaxrCxLU8bS+wrr68kfTUF3KzT2Me3Uo0Rceltfgc6JZa9tHeH3p+6cwtv0u9i/6/keyXbvxlyqQ8TzAh+OGSZ4U3wQxg/VyWEbi3yfNjQvwcsp7zfS8iBDukdG0l5Hq8VzmYrU0Mu+Qoz0RcHO/JpYl6X3xYFPV+uUhD/EEQiRTu+SR26875IClAQ+P7vz0UqTNfRRtiow479lfH4DXNdNzcnRYI53BlHwSAWCdltuM8ECVtJwoMrilJS90yt2TI6tQv4jdsiBCAwf7DnjYSxmAlC7jPGprzppn2HNBMnitfPa2yD1e1kfJvUAxYgxgL5e2Q+Sgc8Wisy8j5OO5I52sdnIBEqLBaZdLowNS2+NlYy7r+XmGoI1rijQvlss3LfuIdmW/NILpu6zxZRZ9W7q7JpfnByTC8ojPDdGgqlcsndNLGdDV/NwNbVIuTXpkNH4euZ4FZfVkyDIYvi3X5IS1Qeu99QGOzXmcnyUI+IwBV+coPx7wsej5rNyvZFBeY/3QwPAs/2L5mqbXdunpUWUlyiJSXNbnpQhsrddPA5Y3Humfp1XoHNMymnv5wHKMBUgkV2NL6ixP8p4QIDL+8Rz1J89PgtSu57ql2Dv87ogv8xcv12w1cPcMhgwO7GZZcH5G9liazG3OAakrsAwDCVo2ND1TMqjxLQiwp18mX9MWKPMLkqMyopPdK1HmS5m7PiGxQITkaD8gt7R0Dnj+AkWiz/b8QtTXsn+6Ip0DGYwY24K4jvO4dvPjLF//fLgwroybSZ9/3Zo2Svm8ENk/6Th0vk6KXKw5W4T0EykyJWpq4Lp8hjKoEFCZMO5WmoMLqvl3tL2j8rYrG2kourZo0AgQHfCui1l2Pq6TIjaqL6+/PGCKwNV+HTeGD1VC9Bp6sI5oSxNrG+NK7PcybKbfgrXGlSyTiHFfw/VJjF1vjly/fDnAoMxtwE6NKU1h2DLkiwPYARl3eLnbUzM4pEa7h+QMVrCedW1JtAtTx0Bpsv145ns6G1fcqPYQfdYoclARMDcuE1KODXv8xDP3iwe83GInBp1B689gWIsOWg4cljR5/XiWGbokB6IzbZoqzL7T2q6seJ4jxCgm2Iky/SSNB1GeJsNjSmVMf+6J8sEQ+Q8trUtpzNrIPmt/j9BTlmcg2xhXy8G3aUDnhNAVVtkSfQSY+wg7GV7tBTaO0ZpMlozyaIXXv95wl/1QghjHUChzNobdY9uN7JusL7AonhvnZUHqxfTVG9DPgE9Of3ecsn06YagMB3CSwG4LJvDh3V/w+hVdJulu9SrxolGFfx5QHLMlMIYMSkIpT3cQ3UC7Yef5ZR+qWhlSYTHf7LVs4ACvaSqaLgdQJiPTe7vhILCFCDzvprwWjTqbHvdk6lB/9FrVbli0W/AZy6IgY1nSvUeo1eBzy7o0+BjCFRgOToBX8wd499dreEWXZbrP8P4wWzIKQXKXS42zLhQKf8MtBKDYqOj2k4nlN4jh90avv/5SAVARA3zcUIYockzqFquL+pVjrA+8a+lx8SZHI7oMi/JoTJJ7sB2YV2CScewS4UGfTGcWDajyRgklUxyvZCnP9vXdtBuO/pii+TS77gvK51JSZhr0JiirjQJfvv6i6ZZ6uqD1PJDOp8TfeHmjAR/xM5k1JSIeZ/d+EBlaNI7hbyw2T7Ziu/y0Fldl1YV6C28eSC/39HHiYjlrATNxLZOFiQb1/moHULAyBDKuL5e0nyofDKHr7pdOksIow3QhFqDXNu4q7GpYS74UZLfVU5ZnbAkWIF1BpPsJthVlr1lx4x34toSF7RK8gUUb6nQtMpSHykqUkDSUihkopMz7G4zwbOv9T42B7YwIYH0bkpWElLkCn9BuaNgWqrbHI7Uw+K1xMK5GUK6YNxYIJqdQluvvz0IcKv0FzAdNyMW4IfT5FI0sbxyqOgXjRL/XZ59Bm94knuTSe4ud7sZGtRPcpLkPlWOq8iNwXLeNILlkVA6LNXe7Iw1Pr5oZNBqoqveyqDokaShkmXUFrV1tkIxXoL+Yw6CZA17Nn+EUjSxvvAouq9kd4zEaQV4Y1nX7P1DR0r0toy2e8+GNrpxf/wV/3yfg5HIEDb2ynfWgT5UmGjLW+GZJYH0stq2+3g6/H0G3WoJkVOzr+/0UhxXIWBrlM+ixm/pQdp2VuD0jGLIbRfEZ7MT3oY9lQz/tOsY4lg39vB3ByEm8kmL/n86AWmgafElQWU1Bno8AQOvy72DYhd4DGgErQYZejxq/aOO+1dUnPf44Zfs9JVKHxFM73QDIGXWhT62Em1P4Q58GPN5SNbAkCqUSNXAm8L8/f4FwugztobmAHikfsz602H4/IXc0HAhyg3pREiyVIIGfdJ+bLFIsQWh3H8CXLWCJb8DFM74/Y9E+HOh1mfEKUdQh7IQkCPmGBmWTiMz6LShnufNSup+KZ/uGjvMEWB5UVG+GYKxO0VY9SUgvLecntBsxwH9Z5f3vwMG4QsXusFH2Q+tZrSuGP15ARTKDu+sOHMZQEh++wLs/U9BwUr6CxYKNb5yZjbaaDXtWtCrQgawnU4XKhiFZ9LgP0+l0zdE2zdQ9glkL2tj/JPLGDfXpQpaNgj7jyH935eaHeKENw9kdXHcOgVfzO/gzte7NxO1Z+IMQ209DPt+CHo7gpoNzKEbv4ev7t/B7sup6s+deTZTxVQcOqJF0g0aSOZGLmYt038JMFOBCy0P4l9/hr3fYnlJ10IZ4/84BG42ukLMYqJAfY1vR37GKNHtl/8bIWQdHZjByFC6zAbWAdvszxLJZJqtSRnvCupp1e3DDDC8ry/o0H23egqQOkTPTz0LgADp2aZj24Vh0ruFKH66aGaAiN/lwCm/++BW8Yf0G6e3lY1hNgv/1n/D2dAjhUht6Y3xmjc2rGvHnoUBPP2jQktbVSIPerXE20A7Xz9gGMfMFEzRC+P++Da5n2oZQTfrh9Z9v4XQYhlK7B2OsT2u202IF5TOUUS9xkb+HcasCDewH9uqNlczupN0ovjUv723BVsqy7OgNp6E+7MMhG/V/hqqLmASyDToSjPJlu+/OAhrV99iA9LNWI9ZI/Xa+E1CDBnEUY3/gSElc9lhmaDjTsf3n//erYUT96q9/eCP/0n6y999WyvyWkRdH5XUY9g9ZJwKfq08KPbGYjbHD4QrRn0XjrVuHQgrrm5ZRPA+NXgv2aS/85RgqqyG5I8wVAz2iaWi1qAF0C+/zJd2InuKm9H14H/rZQwX7D0zwTgeXC+g3CtytBI7yn1qHRuQsmosR+nPirlECFoEjRgOqC9pH3ZuA6SybTeFvFC5A074sDS8z95geY9sRh3+3pe8IiuhSrkzHKs1eiBY0GJM5DM6LkMA++WHyHt5Gs8Y33dwyw7bw7jNKbwLO5mPQKmmIs2fa5duPgxJmXUFXvIY503ow8WShYGexSrZ6xhak0mwmjc70o9387dlgZM3qBXhH38xOnMF8rEElTd0JYb5tsp1qjaBzEAH48BZeMx37C/xWGkG6eQ29kk5in9JuMLk0xZ7nHCAobHEwruKGV+fN7C834+yW0RCHY5OxwbjixKGUFQlylm9GMsn3Clj2QSEj0cOEkilbpfvN6Vfg+LN11mo2u4VbYSB8O2bQotNWkUP4ZBlNT6GZYRYJtJ9kXeGok1WzTU8fL8EW1byGGTTSv0H82MGSwBF5nk3lP0Df6kdhM6k6HLM+5x8o6Y3EaAqStIgwj8z9g4ERjNlscBLS1AIYaXxpKJCHsuMkgFScE7p971FEo3SUPAO0Ob8fySRzpWA76yD3JYaSkNrUKNN8/x/1aTXsatALpCG/XKvJQ2EfP2570B31oTe0umCI87VZ/K1z7xwM0vVHTJq1Ip8OyglfzulD37FO7nGgIGdD/RDPN6A/m0NzjxbAe6iyJfot5QPLjS2M7pVA34evw18qAStSrbU0WD20DvjX9mz5DNfImTQ027qtdfU3Aq2Oad2lrMejfNA37NnubZL0uizXmG17X3IGFl2oY/3lLwnczVG/zu+A3KMhatqr+aR2Mxqxpe5geMNyiGLnOBhXUah3xSyCmf1z6D6PbSWw32A4ZOuUAdStxlVvO4J57hMHeubNwyi8Gr1PDDvFzfd5fhbQqPwPG0Bs416rb8K4BS1qWxXKkBQjaP1REEsBX1pmXzyPYLW7V4dYjjZ0mFsiljWjG5xvLQeEj7Li/FCqcueqk9OCbqla7k2bgNYwdcrYOdG5Fk+ujCYA4hezE9RhIf2UYHqMSfJDNs8HC71W29Q2LBfbwvcZoiHZfQZDwS1BNGh5o7Ts2xtrGpYY3ZBdNu1psSMLTAxv+tg59cGLHb1+y0s6S+c2JtBvUIei1k3XUez4Ivj58L7quMUgVUizGbKJ1uAdmI7H7sdekYUCG6h8hfqxU3etQf71a0gbEorykNXL9pby4fezfFnlbl2m8lCiaUWDVRt2QcOBYCq/QVdt/Qy3YLur837p5u8ClO2MSa0C+f87Bu3JdaQjWoYSFZrbNhy31guNn22kotk2Dj7tsj2qVuDDQ5wNtKhj4rUzpk9oN70u3a3lg9RyA5fimyHeGnREvopODzdvvj8F+aq1L1E0+P45L3L/L4Fcx/Aau3zFee/smvsUuWySC/EKK/cPI/y+XFM/ItLPlQfzYXo1dek/Zd0ry3fiWVZXDPL1YjC/6y9fqbd5NXuJeA3ZGkKF+2Zy78bBGVmuNISLUwic6xMaRsThFetlOZlfIRfczcm0Jspjbdrlq84+kiiekwENy0P94AzOSTHGX3fObQrq5eCKgb2mjvd2dmvF/XixMtngomGtKwbdPTx4k2WKZWgfzAcN4UTztvRzZXhVfuV2JHTQIdfyupCHv25ueDVd+LnB85Fih/tSu+qQw0SI+NizNr1qL9x8mNxGrJAuAALEIIp3/FVzOxnm7h1o+RkFyqlN0jZB5Z2GLTns0O9X/nq28e3G3VpgOXls3EsI1xv0u5VbBSNSN5j9VxUTKJPYRjjy9XvUR9IXEeqiZiZEAnhvSzvZtqyWcuIhsUNRpzQEVC1DQoGc8Msl3Tvo0in9RRn8G20jH9IFAfedJesg5BNyZ9duhQuESIL6hnLh1mGrZ4hy8+yRM6qnaRk0LxzdMkifXrQO9GHSpoOm8FemS6PQz1Z3BWtkft15KbuiXTMfZqxvSpDEiUjt0lUE9UdF08TlxcfkxahDro6oDEr/ZQ5KmfKodiPcPTj1P4pn4wXGFqQOO2uo5IRTT3bQILlrfCFRZ3asEVPB82HjL5KzZcRO7L6axgDQnkiG1MxRgWVHbTpWDUEaA9bv9M4L+SEatfTdsjzWGCyyMbo4DPrIFUIx2x02N9Mb0ewwOVW5YoaX8Rq9vxrL73WH5XHU6WKtSBKRVd2w+ts/Ic4ur67QINH9Zu1h9h9j4vpEOEhEhb7uuiudL67lESNSjzKWCpceOn8580tysq+TYU8ADckLq2GD1x0meMdL5TyUaZKru0vRMaG8Jk5WnQy7Z2h5TynL1Dkr+9uXMKbNBPeJYzM4sMgqHrTCHGTYUtf6Ct7QJrFRklwsoCubCMnUPrk2rBjSr5NtRz8VRqvVL9CKO3KFnVMEO3uZBxo0PIfpMIrfNWnS4OLymkCCFC+uRcdI0+4jOfqMx5bVlBtAq7KgbeCQnF/JzhbTeX5IMjHdNZgv23ayjXxgHWSWAY9RNtG4m17XhLyjvmWZ0iP9L+GxyU+bZItnDITzVJ7OCLYVXeDldWDZnWRiJCRljR4iwH8NDRCKRT8vByxW3ciqZV1bkNjI7v7hObZZ8T1yTY1ImSaUl0OsqOsa9323lBfKHI1KfdoNB9YxXmio4m3bzSX3+6Z8XH0fXtF/sKIULw4afuINfNg/B/K8a7D/QoZQDv8BpxPsAo+uYFz9l0yZLzTIBv8L7+NnMO+72BOiUBjgOgnOyTNvC/k3sIB2OghvRiUYjOt8/53kfgytbBTefniAWG0Kw7LdTvVNLKCR/BX+3+wIrsZVF0vtil3z8t4WVCiejQWL+5UVhlWkeAnDf4thRfFnodXaB8/nMuRNezcUio1obeh5MlBShtXT6ZaggMZTKFsyGlYUL3Xeyve2zh7p/HPRykL5cwgONWVYfS+UcaX46Vk5Xf0VfvtPBfr+HDSv7mDUeCFvi35D/PkuzM7T0H8Th8KmSMkKxZIxVI/fQ7BUfbofPQXcj2fMrc1iYf/Wda9Ld+p7IJXd3oEt9Z0XLc2gPBhD3fmdHsUzopYFFf8C6OvsC7j3+r+tD6MXzP14DItwGB6z4KD493C/wHYDC+iXU/BXOw4XMw2yaj356YyrEP/tHXyBAGSaXWikw+D3YkmPe1Atl+H04w1EDj+xqBJba6z7MYwXYZsIEYpviTKuFAqFQmFLO81Dt3hCGWj0NDC7YFI8gXEL8tlj6I4mcCtdsHt8EEkV4LhehXxUDQR/ZJRxpVAoFAqFQrFD1J4rhUKhUCgUih2ijCuFQuGaxbABpWwWssko+FP1lfftsQblPJ5PxSEcLjmGCLFyb/FgPaxE2UsI0acEmPzZWXShQusim4So3w+puv3m6JfAolvBdAq58afg+ZP6nYOUK/71KONKoVBsgRe83jH0P3+FW7opXpylYUmC/gUM+19gMhkbQ544MoRqHH9b6Oo6wxG02l/Z/7723ATL+7cShGQqDF6sh6+3tzAev+C3P4NJSIW9mEaUm1u64VqcfxbuoZsPwi/RMvSVhaX4TrxQ42oB/Xoe4kGveIUeD28Y4tkytPrmVtmDarYE7Zc7aFMI+qUgr8tw2RKrjdIr+Ff1vekIlg1BTMdaGdJRvbz4IZosQbXr4CdmVIaw/p7sSENbfK2w4o8XoN6uWH3zhFNQaTTAFCN5A2NopJLwzluHcTuteysqCoV8DHy+CByUHcMDu2AM7VIW6jTE2k4YQTlslpkwyNjddAO48btXEJZfWuRt9btH4Y9DtlyHduXlv2/vj2ehXG/Dt0mqF9LtHhzen8KfaGAp81zxXaAb2l8WMp6XiN8kYkZdXR6RBA0VoA9FQGHhYxxi4f3IzD+R83NzOI7HcUfjbm2KX+UaGlNrul24EhnnioVusK8vFibEkyOraHAy7JDx+k6Oyscq7AmPEyfisy1jjJ2TDP2tIT6fGRqnDa9jYT18ZO+My9uuSunnRYQOsZStrC83sedkvW0IU/RURJxBs9p4EndzcpHzYdqBBA6MsU5puJp5M8NDlEQOiTnSFpW5T4cRAj6U813lW4TvCv0ASpCHAvpG+vpaxJhcE19SoXhOXt7MVb8C5Q8P2Me2QCvEIRj0g98fhGiqAvinBa2hMWdsPzp2I95Xv/4JbyqabunlMcygW05C8NfX8DqviXOP537Ugmz4V3j9OgnH24y6+1ifNwk4OdnDPybQXjeVEI1bZ0VMhPUOXBYNKFN367Fj6NbTEBXyEoznoZzyiYvW4YcgPi/M/Pb4IZ7i8rb2BWgta60j05F8wfteXhTjKhSw3gLFOpTs/CbdL2A2m8Hiics641YLvoj/7wyvH7KFNKABBTfDoWlvjxf8hRJk6Zdfe9CzSf+w/xU86QKklb+o5yVcgfpBAB7+KT1thlCheAQvz7gaj+EGP/xB8/qCH1KFHBQLwmPtrAXpoBf++56aVhM4/V12cKapdupLJB4Er+wAvVFIV3tGg2XWRsMtjJ2yF7xZaoAsoEcNEi9ez5awNMj7sdOmf3vzqDDH0K1mdcuWXgij4bK4H0G7bHOeP8WBEfRpmgMxyGQyxgPv97jwBSNo5dFYePUa/jr9DLfi7GO571UgGfbCL7+/hfdoy2xLv6XBTSQL+VIeEvj3jdYCo3k1gzHaJR40djatLEWTOvNrNgK28EcNKnZiRTxfgkzpseVnZYGdPYAPchdTmE6Nx+AIx8gQgeymdbFN8mhZOtItU7bTuvOvIL38Yszrmson+84L0WyLlwujD3W2kRjlO1plS7LjFpYLu17e/56FBirR65b3eYXXZ6H1uAgcjvSrdTR6IlCumD1Qi2W3X6gB/xriFdmYdW3wVRY01tbQmMY8yTwb21ofylEv/PaO79368GaVp1W5UbCtV/E+urKjhvnGPKNxxAyoLxpo5ga+GMOYjfi+gGb5sg90G1kqa1ruXPSgmo7q5CIIybJJTzFwsETTu8w31lHhg/hOsm1ZrRi3jNsx7OqfDbCiOAgR1/AtG1WwOPyfdVmeVvLkBUtSKYsh15uoX+Rzzfm3DD6XlWhapjVtOUgdl1HKJtDAQapC8U0RM1gvB7bMBwQ8+6S5cT3MftloyYBHOPfs1ciALRcNSDMTYFPonszFajp/3iFHexH+3P2aWJak98WDLX3ckevLc3IQoec8xBMIkUztklzN8Z7XHXLA0oCHR3d+einSBmRv47rHBcngdb6DS/H3LpiS8yMaHX5App9EpPenrI18qpHiyTm5vJqT5tZT+zyifuSERqqfk7ME/X2AFD/xbzm8LmMn+kpfU79XR5gfsZwkln3YNZ8es6C3QYZ0sAj7hmVLyTU5obKRODMtEZlwKY93Ipo9WzoS55Zg+/ChDGYuZF4HPP2RIulg3dAl0cujGJPl1T2vyFkuwe+J8txky3E0z/QQS3h0CSUQITkqv3IpvnPA5SZQJIaqevKyYIfk6BL/miXb+fUlqe3xZbfVUpe+DeKBbW3/RCwD69qaWcT5MtS6ZUG5BSFEDjpXmOc5ue4ckhhNG5472iAPFxmuJyz3Fst07DB/iXXrMy+FzrE88Zm+pVxckXMhFyFDIgbkiOVfbJlgemaA1/L6fGpZ8WXaCCmKspheHvGy8GTIhUyvRYavSOeA/s7UfgZHJEKfHciQ5mDK7yeX6k3XdnIBEto/JOd4ncxTbY+X7VJ3Yls5FPlJ1K6JfofDHX6HYxuUpyK5tGx9cCuTCsVucWFcCUUqjudf18eOijYU9jyuFNbbWE4do1DgVDGIMxy598fcua/yGcrUyOW1aNR3q8bKFbX5d9juzxL8d+ZESEPRXrOvEAbCXlP8vWuudmBc6dh63wTrUFbXy/LabEy6M3z4Hix6nY9Eck1ytZWN5d64GtQyZO/IJs2fisxwcTait5HHdTJKH4Wdru4e7G/sEJndugQ7Ivb7GFnZqjKfWO6xInZkYm8ZyrdTcTX36G/MhsYTjSvsoGl5Oe2FYYYsXmNuU+vaICaUXW++p5NxdX0SY99xo3/F/IzfC/Y2GMvCiLJ7ZuigSPboPUzGOMuXwQjHwQYtY4tcNC2/vzygde1BPWFK1Zo9V1uVlZBhc1kMDrmRJwc9vF5MbYXpL/05HExR+fPsEWtSaZo2tzUpI4ADBMn1SYSlxarHuDyu65suD6ih7iM7HbsqFBtwXhZkyxBvQD+TOzn9fe3bXrshDJXhAE4SdL/MBD68+wtev6JTxN0tXu8GWDSq8M8DqqJsyRRoNAmlPDZbuIF2w84bzz5UtTKk+EYcAK95B46Xbrkw4PfzE5OR6b2UsFiqwvOO5TWiS1shSG4fo/OHoNfS4DaUhZJYn/Nns0AX0W611pb+kOxJt2dwkUPzEW7h6z9v4fdfvBDOtmC049ew42UNelUerV6PVm2hNO1BPr9+E8128piEShnH/XhOa+kXT/vQ0m509+hCvXWD/Wca0oawJHGIs7JewMyy9hOCQrsB+bjYW4by7RRkg4u/1Q/Vk0B5p0v/weBjY6lY2yAk45gzgIeF3WKXHX2o1ulurBgUTDFd/KUC1ibysQVtp9uls+y6B5TjLj+DdEHrhSBbqUKern8/dKG9FPIZfjeBGMr/MvmzBjQ+4mcya5ILrEMqFg8LvjS2aMDx31hqnixUCuvlzIq7surWqQwHIG0UJIhzQWKxORlMHiag1furvWbBCgzJGOqifS8ax8CTWoGtkqoHn8MepUtjuFBgegN6bTAs8nWxXYIPUln7DQDRKM0TdVXB/1YovgUOxtUIyhW7BXJkcgplw76FXROHSn8B80ETcjHe8Xw+RSPLG4eqS8cl/R7vlOwUeFzs2blFJe+kO3fHhjRjq79FVUKDdC73RVBXAnYGgq37gNVh3E+yGduN9PLYiRHdhUb7Fvv//GrvU7AAeW5dQWsX1hV2Vdn2GO6uO3CyHwIPPMDkPTWygpDXnnmDOXZ6dbrvb79kvzFbsK08hvMFYOaVfm/aqA3dmwAUpHuCURf6dG/PzSn8Yaq7t7TDfgSzfgvKWbrJn++poXHlaPvDpO2M0ZDfLJq07wy/CbMe9KmFh8Mfa4DbJMSp9YHS33d6j9+ftxpQ2PF3vSm2JymbZUIOPU0WXhe6X0JoBOge2OvxDfcf3xrq79WrP+CUpU/Qx/TSz3gKU7drRtDlggSnf+jTgIdJkKKlEjNwJv/7E34Jp7EfGFp0qJT1eGqLlN5jGqolSGK5sT1av5+iCYeMdQPTILYxWd4raxaLvAsPviwUrOMeRlBU8FjInULxLXAwrlCoHTYuf2g9q3XFoD512sMZ6zQPYx5sVF/g3Z8paLiwiBYLqiw2MBttNRv2XCz8QYjtpyGfb0FvNIbp4ByK0Xv4Sg2EZFW3MRmJHkPftJlaf7SNw9+NZNv292FH//jpm8G7LdAefJDO6xVtkPkxoh1Pu6HTkk/Ei8q+0h3D/XwAzQw3yv/5bxwKOzHg7Fm0W/ARzblMKS/O2LO1PIZLUGY7/7EjEX3CqKHBJICdiLnPChxAx67+pn04dl2BQ6gm/fD6z7dwOgxDCa2FMd6jxqZwdouc6d3pbNi2LGYuBla3wN5hWIvVgOpjR3+PAwnazwcLeW6I9DRer100hn3U8KJ/mNir2dQfPdp8Rmux4G9F043q9PNZCMBBxy4NU+hLQQpXoH/VhAw1Picf4PTNH/CrNwxZ3a53Keuynjex0PIQ/uV3+Osd9impOmhDfGbnAFNjxg/5ApsrBK0l9cYItN4teESZKxQvhZf3tmArZZkxoZ1mfdiHQzaa/AxVFyExLKt5dgSjG99M+xb4s20Ydus48sL0BLkbgUavBftoT8KXYzQY+HUcP79mzeF3k28dXvqWnc19+PF0Nd5tUVcZt/D3f4wj4tfv+AvyxiWVRzAsQ9Ds+NOPBhV2ds09WoA38Hf9KW8KLWA8WtcRj6FR/wyo2aGwwajdXh5lRzIBrUHlfQQNbQKhfNk6c4FGite2/lAexCWbmNUL8O7zLUDiDOZjDSpp6pYC77GlPLnhZcwkuMmYD8tA/HcNRgNqBO3uzepNwGAWUlRniTcK6QwLjjLsjYB775o6dHANsnOYINmkAQ+dIHmjBdDGBOZ0EJhAE+hhAu/fRiFreTPSDT0o5f9BKUfD7nIB/UYBUlF8Xtg+3/58ni/Fdtt8S8FMg97Ew1xjrEVY8f4d6DOFwi0OxlUcosyYsWcflcpzMBriCGgyNhhXnDiUsiJBLka8ySRVeXgr8z4oRC5LhJKpZxwFPhG65MB60Qfo975nJ/QUutDSHsCTadqMhj/BIV33etBgOQh9DGz/zgis/bQfCiXRjT1liqRbgujveeMeD0m/CvWvdvuorDxGHv2lMmTQPpxoDRixTiQCpbJu2iOawlaB3Pah/8T9JL0uN3b3SqXnbxPRKJuVmM2+4yYYLLsktb1RdpgbFAMjGLNZ+ySkN02HBLGdUjn+0oUuGqW9yR6svCxEhc76DN3eDPrDW6sLhjjf/4SjK+f9h2jgMK9to76NbnwqUUhxQYL+BkG6X8yW+/j8dBDYn8G8uceW4t9X22wQEgxy/3Ija8FaGWl8aTtA/dLxU474S1Dax0+xpWChafAFBzd5B9uK9SlIGI02heJb4WBcRaHePeQN38z+OXSfx7YSiE2cJoZsnTKAg7/Nax1BHOGw7qxn3pQ6Bk2j94kZO6oXyHK24wm2wXcFjQLtwQPpQsE4CmZHEkppKl0PeNlTfdDYb7iWyn3P3KFtAZt5C9g7NuUb2X2QL22+/+PkMQuFNLWuutCoYicSKUDesGULv6fWF3yF+vHT1j79fmZpCF9eK55l6S6eZOX50O8+g6HgFjrbSPMsZwZ1iNlUT64Mm9VcGI0pKsdD6GEdfEmgsaWzTqPZFDOK+r0q9L8kdIaXIIrGAhtkvIeq036HVAGoKKClDebk7qKSsoUMc4r6tX7saORp+dfwOt0w6Gf6goq+faSEg1U2KOCnlliS6hezq9RoYycEeN26XOVLNK10KXYIXe0zPjDvMLhZQK9P21dis6GsUOwS8dagI/J1Znrs6G3+tchXsH0J+rr4yu/JeZH77gnkjOEm+KviHrJ3dk14mJwmuRBv5HK/LUA8sUPSuaY+WaRfIQ/mw/SO8PyMv/q89jXyO/Gs9a82w57Jl4J8ndjiJ8gN0h/UDlw0SFcMe7WdhMCRr3gfdJxD4HA/QA6v5YvXv62voXPm0w5/pdvp1W3pUyiUIbXLKyEvV+SyluGv+8dqJncBZly487DzXyXlZYu63UoeJcyNBU2f2QeYQPhIovdg4X90+Q8FcmT59vndJ+eyXPqX2yO1gUxbiPg8dr6chJsAiysG6QJis08hLhtmFxIrpAuAwOFAnKE4tEHZ1rCx6CVc3ieEP+BhkTqkeSnKcVl23G+Uwc8V5k3/ZEeEHHuwrKx1JF1weLDeT+zdygjfUTIdK52XQD2IbVZcNkdZZ3Xko3VEfUdNyaBJ6xnvTfNoqNhty0r6/BLyKXymXV3WSCYUIDkhSLLtr9Ip/VxR32tShlf3WvruwvxQeQowedLL4Mr1TuigQ65lHYR4nux9oYkyjSRYSDTHPkm2001uNRSKHfMCYwtSB3g1UkwIp57s8BBfZJ+cYGduYSAc3dHrPD4SQaPsDDsHyXUzR2KofPh9UHFEsBM2B/zSO/3THatGu/IRZP5OGoOrQ3Qs0qBZHi58u+i5PuFO+GDv0bHX9Eax8djc+Vmw5Gd1WP3LWMsrcmK85iJj/J4eS5c2Ds+yU7bzwTk5zMRQca+u84RiJNek7l8duBAGxYbDzh+X9LkTsPRczriSRwPS55WDHKARepgIrfJC2wF1yigdfq0pT3O9XdOOWpZhIEEOsb1d17gvKHrPHNaPVd7FfezakFOvJwwSa/lZZYfLq/X8Mv2WZ+vkGw2oDCs/PDAPoViGHF7oLLr5JTnZ1+kaT4AkihfY5W8Dd5K7ro1LP2xmH1J67q6aJBPx6dIRIrFcjXwyqTwuP6a0Mqe69BzqSVpJjy0rNOM6h4mVDAi9e3i+akd3V7ytra6hMmynm69JM4dtUl6D8lTEcr86EvIj5ImBdXCY4EYwfWYoQ33VXXIDiv42cWJp89x3Ff3eWT9yn3o4EFQ+rhTfmFf0HxRSxYtiCOXwH0BD5oWOrmBcfdnLl/8+NMh6/wvvH0JweLXy76PYhgVo2SD8930czuZ9RzcWCoUd1I3MGzgHsnaPSg8Kwf9AO3kBM03nW0yh+Aa8vLcF/9UsWHy3rDCsIsVLGCrD6sWxaNTRsML/6ByjKrbFD9kWfSP2M5TzfCO0QuEeDdo9Zxcow3IB/l7sQ6ulDCvFt0fNXL0ARuUw/E6tKYYHArEsVNstKES/3UvYiu24XwyhPwpDKqnU9pNYtHEw8QaGWRxItF7w27uKF8W4GoffGim4GtdtffEN8ftUNQyNMQ1iLU4qFN8QZVy9CO5ZeIl7rx+C2zqqUih+dO7HMF6EbTylKxQ67hewuEd7vF+G1F9tiF/MQMuusZxmKFN+lCmlThXfCWVcKRQKheLlQ2Pd0nhMnhBkGj3QTDEhFYqXhDKuFAqFQqFQKHaI2tD+DVgMu1AtWx3qKRTPzwga+SxksymIh/0QLj3N2ei/ivt7kyPLIVSiNHxTFFxE4PrXsuhWUN5Q5pJR8PtTUHeMz/h9GTXyLK2peBj84ZKzl/xd8CxeeRUvEWVcPSP3oxZkw6/g1z9oow1+wxhhCoXEC9F0EoKLMYwmtzAZv+Ce7iUxrELcH4RCV9cZYntuf6X/+Qo9axQjhSSYhFTYC+PxV7i9pfvpxPkXiDeahmSQxg+dwO1k/LyB/O+7kA/+AtFyf633ecVPBF0WfJlMyadajnnqpclkxxrHei+RaTPDPGtTr8yfHD1ZfgNsnUhudiRKHRvmYgGTY8OmSweLc15/OoeZ7PeZQ9I0O828PCGZ4rm99+ofASenp9QpYixj7wD3WyLT6OjOWsG4PiN7HiAJi3fKATmK+YgvckA6Tn5fXXFJTjJFcr4zsTgn+xbZk23czjGrzkmyo2PRx8OdGG/pPPm7IMtnN/l2RHjjDxkiDyh+Rl6mcTW/JMUIFfYAydQuDSE9uMffCDl6wbIpw1R49psvxGCYk+nVOckwL9I+snc2INPp3Nl7+SX3oO3bOyGXIhTGoLbHQ7GgwehsYMnwFyJMBg1/wUJpHLFwFeYOnnmwtg1z8aMwJ4POEdlj5cvDAtEwQ/Mpltl5buk9e22Im2+BMq5cMuAdrV3Io13Cwg3t2PCYX5MTETIrUZua2jfK6CGPKkD1kiUK1t2cNGmbTWDb3tFgUBlX9lyf0KgHHpLriBOKn5IXaFzJmHr2IQuW8bU8OfIiZXN+RhLPlT4a7y0XIyGfmA1iYU7Q+HHVC0gF4kbZTXm8L9/BKjadgIedCJEjp3vIWGsW7SHq1tDBX5AMNbh+aOOKsr585zUagoPm8ej75VEZV67gHZ9NPD7BHY1PuGlg4gIeW3H3hseUpd+u7SHTExJjesNON/EQPrbxKx+JMq7WgWVNQxj98DpP4cTLM64uMtx4WhtoE0dnbFaLKwJLrDNd52GMradvOCLu1TI+lodEMvrlrk+klogQHxoxngiPa0XjrkXY9U4NUM7Y7H6WYn6RQ4PFRxLFczKYUgU/IOc5GafLjSG3jXElrg3YBK9lSwgb7iGWGYxBdzlXZzlSPOclPW3uG+IBLg+z0rk2L09GyP7JpVE+pufkIBbidcaCFM7J5WGC35/eD8vP5+Ox2zy5S3J33SEn+niEnhDJXWCnKWKnmc9vxqF8l8uGdrJjI4s2BvPd9SWpFRMkIg1rlrYIyTTt5hDvyBWNQWdYUhf/d2Fc2S0HJw47pHOiK096IRr754cZ03MCeK2+bi5IDsvdR3+Hcnp5d433wd8sl4s9JJS7IPO7K34v83lxFz3zyxOyH1k9k8atOzQXmF28RRoM3nHKVcRxxDZvucyw9KurY51cAcodk5991B3r5GfaJPv6pfLlYZYbd3JhQRpQNgOjVRBwn3Xgyn5nlV1XZU3B8qYxGpf5xvTysl/d8wrlR5ZVCEdn0081lDNdHeG9T2xXJDbpawqVedTRuvZB44tmzHoC4fKte+4yrfr2uYpxu8oT3jOSIasmZ12KXTYvg7zoYjsKeGxSGuxanFD8dLww42pOzlgkd7v9DiuWwT/Z1P0d6gwe9NNnM1rr5Hyo4DLkYjnUFNP+keIy8vvlUYw1Ltop86dekbMcdiT0GdiRNA0GnINxJYMto2I77xyShOx02AxT7Ul7r+bnhzaKZ2VoOpUXZxvjSsxcYeM3G4mfiljWgSJ2Qw6wJQ+a733S3DQQlkpo3ShO7FHwyOj6dPYuw+t7VV/IvEOO9kQAXixrGZWfHfTe2Klfnh/w+kFDIxDKkNrlFd6PRuE/WCpCj+789FIqSDfBs10YVxYjWMiiZ4/UBlP2zAF2EEzuqMwun4n1jMZOJFcjl1f8uulVhxyw55lnWdDAz9DZRQ+JoUG0XFI/SoiycTau5ji4YXsFl+V9RToH0ojHNInrKJ1cgIRogGhM+5Q9Z0Bqe7zc95YFRjspNHyZnGInFgitlvrRwOV5oPfWnZ9eirLU34fDZ659ZK824M+ky90skLFuNnWOnR7tEEMHyzY+qPH8O2ZfyK25I+SgnGBny5d+dXWslys8PCEaxBgNB0zbSn7MOmNTW3QrF3ZInWC9t34gas4jC3BsMshclTVlcMTzH0DDQ6R3OsBrzXnEtts5ElsLUBYCkdzy+iscaDH5tOgBN/qaqgmaN48urUK2TPebn8u9sIfL+y23K+jrCXV5LBAhOSqTcluD1BM6/TdH/cTrPkFq1/oZzTv87ogZuqEiGnhm3S91govBjuLHxIVxZbTO7RXPruiISOg2Iys9YmZkObMilqGsnT4fifKZDA4zDiBCjAHqsQEzpREjq1lxqQDRaIvhiHcgGs7dna4BGZFT8rSRhzK8IzTMMGFDtx2YPQE5O7e5XrYxrhBpINF74ygRs4+jWFQuHjf73agxwH9Ln7d/0lm/98zRuBLyYOrUlzMMFsNiJaus/FHZMbDOOOJ7i5zIpWhr2bD9YPibzTpwffnyyPxGOaTwe1tHr1xGgQTWrU1JmnvsOjoLIJHPsmyYdaXMZbkmTMYkXzJyJTvY2bC2aMoUl1PrctsqvZaC5/KnT+/8jOzhOXM5ynJYLoUJ/WDMKpclp+wPDmm5O+2FWVfH6+SKJo1eb76nc1t8qlxII8q4xMefuV884PUTOzG0SVo/Pr3SdVvWcokLDcGmyeizXRaUcrjXNOlROx3sVl+L8jTpEKaP9efklg2LHpb14TBwFvD61BuXqwGuRbaYHK5rM6JN2c0wKn4KnF0xUI+4r97AB/EnZXL6O7wKl5/JZ9MCFjQgLvjB7xQKIx4FbKAANyOejmQFyjh8gBsNWn16QtBvgXbjgWwpK050od66QR2fhrTBuW+c3hJZwMzy2nAICu0G5ON+7krB613rUqHX+8I+Q4d9GGtlSEWDEAzGId8eAnbetPCg3Njle8kzkG/WB/FZOyXdhtllEWixTt6/hT9+fQW/pkdQHo2gGueXrCcMleEAThI4RoQJfHj3F7x+FYRkubvVq86LRhX+QXnwZEsga5CThFIeuwi4gXbDzjPNPlRp+YdFaAysMwP4tzFoBsobOzGBkekV+3CQl+to+DiJvx/VIVv+jP/bQ9nT5WLRgCrPHCzFU5As5YHlDuXO0e+OyNf90ndOHyrH9FkxKFU2VpINYxhj84AAtgdDASUh5fZ2mCSWqoWdnGPbMUUr8fOCh4m14IGVPJ6XJT9rNOAjfiazpgKLx1l5PchninLpNVo6eUtD+55Ad32cXxiNaObxuY91/G2RK0xrnGqqB/visGMHchHNp9l1X9q6/M806E32odAoQJo2yy8aaMs0dUHreSCdT4m/3Zf1onEMf2OxebIVKJgz7wSWlbFVxrGs6KdeB7vX1+xeEw3q/ZWTg2BlCEQXe7BfOQbWOkoVvMPj4KJ1r3NXFYZCIcb+12tr7FPS1bCWfCnI2gZ3j0KU5om6quAnFD8ZDsYVdqQVvVmlgxoJbfH/7wG2KN6mZAMNQ77ArCvQdNbVqN2Fm0AByml5ogt9arzdnMIfr6gzwNXxlmqSJzEC2f9GuZbQ4YdsljfAj12dWhyVIWxKh/5A+8aZcQtazJ7bg8LOo5OOQat3YRzKQDEXAaqP4eEz/F80DuXeUvs5EIdKfwHzQRNyMdYlwOdTNLK8cajqFKAT/R6vy6BNbxcXZXyLxp6b1DwZ145pJnD6+6oOf/n9/6AfzEHzugclfRX1e2gKIWi8WXIXT3Llf4uDB33mZn1olbPMGajfi/enoUCQGywDxgzvSe0DH3ZUj7K18b4e/LgZwtBQqEK2PUlImzuK+xF0qyVIRkWafj/FEkDGK6PoaawKXg5ePr5dlS87/jhF6dKBxngO8/Hw8S289kchX+/BeGP9yfYbxbywE9+Hx8iFmWTeYkAtNA2+JLJoYqYgn6aV/Bm0Lv8Ohl3oPaARIPUk4rasZRuNp5Lsc6e41tdRKJWofp3A//78BcLpMrSNAozMoMcbBxaj+8YxwwF6ORuHMA4CvPhc3uRu0BBnXzOCpRLQsfNDt43moKQH7e4D+LIFLHE7sH5ZMsbLfkPxc+FgXKFyZFrSng+t57CupLGExpPTFMdsBrf0M4TWPzuB5lWpzAT8BgWcy+oIGtoEAijclmYfOIDOdApTy9GH42dSrEEZlVbvoTd6DH3bdPCjbRo0GllAq3AM1Kdh6Khh7LifzAgq4d/g7TAL/bEGjTYaMHdX0MzgKPzhC5z+Bw0sl04U/fECKroZ3F134DBGe7wv8O7PFLiZwFvwaUxnZqOtZsOenwAcdEQdDmqwR7M8GcLM3LnjyH9z7mYwEpkbVpPgf/0nvD0doqy3oTfG+9f2+JcSbDSsWLEjeJRthV0vnxH8DOW8nPW4Rxu+Ag3sl/bqDbxixULLQ/iX3+Gvd6gLUnXQhpimzgGb2XhO9mqifM3HssGkoT1GeaMzp7df4Z//+w/89gudOe05GOJy9tLslf0bs6Vc2GM2oBbQbn+GWDbLZtbShSzQb3vCuprhgO+GGV5WNpW1bKNyBvJZcKGvw5U+XDUzbEVj8uEU3vzxK3jDWWgtp4XkLBfWs6vGMYRq0g+v/3wLp8MwlNpooOMzzU2O4c9DgZ5/0KAlrauRBr1b42yg4t/FC/PQnoQkm+C5xZHBejU47POe3ZdKL42rpYBP0Big1tWoAdokBPmyzYgKtacXR4ZBm+PxKgJHvGLCaubkBVssWXCwE7RJgzz8+ktNjKspHL09gGf/HDveXViE1Eux6JzbZfj/o2G9d1xfTZ97o1DQxjA4ZOoLTkuN9R1VK2VZOvaG01Af9oH9HJV+1UX8EENRrSMYfaQh8Vx4wU+XtGgdxsug1anJ/xXe5avG6X93mQO22jurQ+HdZ2wVCTibj0GrpCHOZMTNPbYj1RpB5yCCo6e38JrNEvwCv5VGkG5eQ89gwffQEPsHJQGNycsF9Bs4QqfL4GGxfP6M3GPZmdsKO/QNJojy1l+gUX8JNRwUeNjM6X8gXlkndy9kJmEbuXDAaEB1QfsYglRW/CidZbMpdKaFmpua9mVpeJlxVdbPjSt97YVoQYMxmcPgvAgJtPAfJu/hbTSrW/50z6xegHefcQifOIM5DjAr6Th/pm22/ZDPM+sKumiEUWZaDyaeLBTsLFYBH2djH/CMdqni++FgXMUhyjpCe/YLDpsXHk0QhZQu72H3226v6bzH0O3S6d0A5Ev6UYEfSuUMKpQJaGhdMeGOlKCstzuiKTGt3of+Myx0p9K0IwX40rPuiJAGYSz59OnzRRuNyndfwJc5x1FnniuY+wUsnjLk7pYg+nse6K6BUZ/3LnZ6Pl7K8v1uDjNGoyEW7mRsMK44cShlhVC5SGuSW9rW/TiI3AMVSqZ0Cvbl4S/VoUincr4c4+hXJ9EoByx3kxGOkU3IfUahJKRo5npd4Ku/JecZSmlo2t3TLYsu1DGd+UsCd/MpTOd3QO7RoCuYFqlwZM6WbAJ5KH+jwXmc7V/CtqRfWrdjMYOZaAzecArKOCi4HxzyWY1Gde1+pWiUVhT+9ntugtlGLpxI54FOXj2g7Ay7GvQCacgvdSEORPfx47YH3VEfekOd4SVwW9bBINswsNQZO8W1vr7HKhcDQ9QG8XwD+rM5NNm08XuosnYnDVLrvko7el2+LLpXKrnSL368jhWp1loarB5aB/xrG7B+WZ7CGw1lxY+Jg3EVhXqXKyQL++eOG0OfQrhUhQwdcn08hrJNu160CnD8FcCTa0HDbKdkC0yhTLoNqKJwR9AANHYJOJJgN/8K9eMNCvoR+PNl2Ke377WZkbKihx0WGoSefaiUntaShlUcQb3pQfTkExqQwrBC+mhFBgurFf9t6bY0eKAbmfH/UbHpxE6xLtBIpEaVJ5ldzRraIvfFGRmyteYA6n7nX1OC+TzvaHot0Nsl1MDWNHqfGBrUm+/zfUlC9ZiPaj+Uy6uOPZiHPM8ctIyZg7GmYRdAN96WeRn7/WwWghkN9FNiDgLrz669JzVm3djeo2oFPjzEIY0Gk9ePI/V1MxT4HZM9S5rcPecxRLEDo0Ovh/dVx2Xl0XESXpuD8MazkOJ2wFr4Pr4H6HefwVBwyzZy4QjKAjV6b/qoe/rgxY5ery7TWfaGDfQbXeh7rZuu3ZZ1qpBmsjnRrIHpzeK5PW71tQb5168hbUgo3ee6nHdH8G9esKhOzAN3q9D62eZDKt7GIeT6POWhRNOKBqs27IL2Gcsm77CvY9GDPq3MBN0Fp/gpEW8NOqJ3xun4JveuEL6NsBPm4VOo35LpFekcJpiPEt/eGbE4+RNwD+L0t8ZXepdIHzhg8gNUy5BQILd6LfbuE3/FeO2rtPYsQ99QPyrX1D+K9P3zRMeid1d4H8ybL0GOqB+dQYc0m012nBT3SAjz5Oxd2en1b+HyYBny40q8XoxlxJyWcj8vS187vgxxyop8FdxHnTbqfCCdF7l/mkCus/RPQ0iTvfJNX+U+o+VF66J5sXx9mvuvMZYn93NlU57i9fG1r1TfiWetfWUeyF5TnBDw1/NduEVwLF/xujrex+AiQcq5J0YOO9eYt5U/Iw82tFXupIsS7sdHXkc99dPyNLgrWLadCCminDAfQsznmnB0uaEBcx9y0l/QOqcjlJW7jdBBh1zjc67xOdShKHuO4bX4O1G+Np7Pxav99NV8A9Klg6mupDyYfSoVEz4W8oXC5U+0bym7tT2WLr3bCisiWoCdE1GGdAEQIAZPFw5yJeVnr2ksS+miYe+M1jv1tdQkFyuhdykXzszPaNlifXhs3EsIZ6P0O1tv7oibssanYP/A3ZX4pG80bOvNTIgEmONaU3uQbnOwvs3SZSsjrvS1dIWhS6f0c2XwCyZ8ZuG1kaK4F15Hnc1yR6E6vbH01Ud9jUm9Q6/jebVtRuI3kQT1qebs1oHXjdWPm+Ln4QWGvxHYePz1RaiDvuu1fqYYy8brEBvMznszdYZ4Je4sfbGYDrc+vixejWm63cWoWYPsnJwPs0uaJRcrn1VOh8HPDZmaPGljPnwRsn94TmQxrWfl3Xj1XFl/VgNwIJwCymckimfMr5bkmnob16cjkiE1c/Bn6fvMdCyVoKVOpfKTRpHuED+yeP+39cWF2JWvJ2fwzbUM20QP4fWfYeN9PlP7ZJVdvC6z9IROvaB3yPS6xr1x07LNrZ7G5G95LfVmXSOf5mg4yGsTuuebmaOhsGxz5gPvhc9Z1uD8EtsRNx7od9Qf2tXdpTAEsZ7Yc6zlK+vEUr6yTix1pe+g7T1x57DMlumafrJ4s/cE8JrmlbPuQLhfJRsj0E4n0Iw4pFU/KF1eL6EOJmU5C+/xZ0ahdycXTki/TrYd/cpR8Fq94aasGcKDurwmkCDFi+uVs2fMHxNPSxtd3wYNunaTvqbpPD8kGZPXderR3qJuUGZP9lfXSV1ykRF/4+D1RDyaRuWgg1Z2P+qZHm92XRO+DGWeDEh/cHg49T/4DfOrF1A+rn5mXtF/UBgUCsW/ngW000F4MyrBYKx7mYFyP4ZWNgpvPzxArDaFYfkn3Siy0CAb/C+8j5/BvO9uv41CsaIN6VdvAM4dfKr1ChD8TxuSFzPQskrCflZe2NuCCoXiu9EtQQGNp1C2ZDSsKF7qLJHvDpmNvueO72fGn4VWax88n8uQN+9bUyg2obWh58lAae2e5CGUC3/DYr+FgxVlWP3MKONKoVAw7scz5mNpscbJXK9LX7PyQCr79DdeXzL+fBdm52nov4lDwZXDXIWCMobq8XsIlqqmiBKSIVTjKWjFdW95K35a1LKgQqHgjKsQ/+0dfIEAZJpdaKTD4Pfew2Lcg2q5DKcfbyBy+AmG9eSz+7J6CdyPx7AIh7l7C4ViDfeLBWArgX45BX+143Ax02DdpNQMZcqPMvVvaD//dpRxpVAoVoxbkM8eQ3c0gVvpKtzjg0iqAMf1KuSjqltQKPS00zwsjieUgUZPA7NLOMW/E2VcKRQKhUKhUOwQtedKoVAoFAqFYoco40qhUCgUCoVihyjjSqFQKBQKhWKHKONKoVAoFAqFYmcA/H8eKYjXP2jYOwAAAABJRU5ErkJggg==" /></p><p dir="ltr">With the Mercury, Wings, Sparks, Lynx and even the Aces now putting heat on Seattle in the Western Conference, winning non-conference home games vs. Eastern foes will be paramount for Natasha Howard and the Storm, who should roll at home Sunday, with a solid start likely. <strong>Predicted final score:</strong> Storm 96, Dream 84.</p><p dir="ltr"><img height="179" src="https://lh5.googleusercontent.com/UB3HBQdLbKL036whPpJVHhsWb9WYgoJ-1e56Eei8JxBQv5YjWzMv3Mfc8rEfbI0qoX6jYK3hVYKqcNYdb1MB-VdgEb7SK02z2IrXVE-v3tYUjF5wxMFHp7H1yjkeQFVGi_CC-696" width="624" /></p>
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