/
home
/
ifprccom
/
mail
/
ifprc.com.pe
/
gzapata
/
cur
/
Upload Filee
HOME
Return-Path: <wrodriguez@ifprc.com.pe> Received: from pyme91.pymedns.net by pyme91.pymedns.net with LMTP id KMQhOBVBWWAO2wkA++YgJQ (envelope-from <wrodriguez@ifprc.com.pe>); Mon, 22 Mar 2021 22:15:01 -0300 Return-path: <wrodriguez@ifprc.com.pe> Envelope-to: acarranza@ifprc.com.pe, brodriguez@ifprc.com.pe, gzapata@ifprc.com.pe, rvasquez@ifprc.com.pe Delivery-date: Mon, 22 Mar 2021 22:15:02 -0300 Received: from [181.64.231.44] (port=63761 helo=DESKTOPOT0TP1G) by pyme91.pymedns.net with esmtpsa (TLS1.2) tls TLS_ECDHE_RSA_WITH_AES_256_GCM_SHA384 (Exim 4.93) (envelope-from <wrodriguez@ifprc.com.pe>) id 1lOVdF-002juz-A1; Mon, 22 Mar 2021 22:15:00 -0300 From: <wrodriguez@ifprc.com.pe> To: "'Oscar G. Carranza Mundaca'" <ocarranza@avs.pe>, <chriss@fteurope.eu> Cc: <brodriguez@ifprc.com.pe>, <rvasquez@ifprc.com.pe>, <acarranza@ifprc.com.pe>, <gzapata@ifprc.com.pe> Subject: REPOSICION DE PRODUCTO Date: Mon, 22 Mar 2021 20:14:49 -0500 Message-ID: <006601d71f81$ed9d7300$c8d85900$@ifprc.com.pe> MIME-Version: 1.0 Content-Type: multipart/related; boundary="----=_NextPart_000_0067_01D71F58.04FB2530" X-Mailer: Microsoft Outlook 15.0 Thread-Index: AdcfgK/7Uh2q51cIThS9fRX8nHFZAQ== Content-Language: es-pe This is a multipart message in MIME format. ------=_NextPart_000_0067_01D71F58.04FB2530 Content-Type: multipart/alternative; boundary="----=_NextPart_001_0068_01D71F58.04FB2530" ------=_NextPart_001_0068_01D71F58.04FB2530 Content-Type: text/plain; charset="iso-8859-1" Content-Transfer-Encoding: quoted-printable Hola Oscar. =20 Despu=E9s de evaluar y analizar. =20 Resolvemos que IFPRC repondr=E1 en favor de AVS, la cantidad de 350 = cajas de mng chunk producto terminado, de similares caracter=EDsticas de su = producci=F3n realizada. Stock que debe estar entregado en el transcurso de la presente semana. El volumen de 350 cajas ser=E1 facturado por servicio de congelado a la = tarifa vigente. =20 Saludos. =20 Wilmer Rodr=EDguez Vega Inversiones Frigor=EDficas PRC SAC =20 =20 =20 =20 =20 De: Oscar G. Carranza Mundaca [mailto:ocarranza@avs.pe]=20 Enviado el: lunes, 22 de marzo de 2021 16:23 Para: 'Wilmer Rodr=EDguez'; 'Billy Rodriguez'; acarranza@ifprc.com.pe; gzapata@ifprc.com.pe CC: 'Chriss Ahsman'; ravalos@avs.pe; amartinez@avs.pe; rmauricio@avs.pe Asunto: RE: RECLAMO BAJO RENDIMIENTO =20 Sr. Wilmer =20 Buenas tardes, adjunto y detallo el cuadro resumen con los Lotes 15 y = 19. Revisados. Como se detalla en la pesta=F1a de responsabilidad en el = siguiente cuadro. =20 =09 =09 =20 =20 =09 =09 RECLAMO INVERSIONES FRIGORIFICAS PRC S.A.C =20 =09 =09 =09 =09 =09 =09 =09 GRUPO LOTE FECHAS PROBLEMAS=20 RESPONSABILIDAD MMPP CONSUMIDA KG PPTT CHUNKS - ESPERADO KG PPTT CHUNKS - REAL DIFERENCIA PPTT DIFERENCIA PPTT TOTAL RENDIMIENTO / D=CDA FACTURACI=D3N (SIN IGV) FACTURACI=D3N AL REND. REAL (SIN IGV) P=C9RDIDA POR D=CDA (SIN IGV) P=C9RDIDA TOTAL (SIN IGV) =09 GRUPO 1 LOTE 15 27/1/2021 Problemas de Bajo Brix de la fruta AVS 9900 4158.00 3350 808 1,615.88=20 33.80% $ 2,345.00=20 1,594.8084=20 $ 750.19=20 $ 1,500.27=20 =09 LOTE 15 28/1/2021 5297 2224.74 2100 124.74 39.65% $ 1,470.00=20 1,354.1845=20 $ 115.82=20 =09 LOTE 15 30/1/2021 12286 5160.12 4890 270.12 39.80% $ 3,423.00=20 3,172.2058=20 $ 250.79=20 =09 LOTE 19 2/2/2021 21031 8833.02 8420 413.02 40.04% $ 5,894.00=20 5,510.5296=20 $ 383.47=20 =09 LOTE 19 3/2/2021 3981 1672.02 1720 0 43.20% $ 1,204.00=20 1,248.5473=20 $ - =20 =09 GRUPO 2 LOTE 17 26/1/2021 Falta de personal en la l=EDnea de empaque, capacidad de congelamiento = de los 3 t=FAneles en simultaneo y merma por deshidrataci=F3n h=EDdrica.=20 PRC 12700 5334.00 5280 54 2,172.60=20 41.57% $ 3,696.00=20 3,645.8634=20 $ 50.14=20 $ 2,017.16=20 =09 LOTE 17 27/1/2021 9050 3801.00 3620 181 40.00% $ 2,534.00=20 2,365.9497=20 $ 168.05=20 =09 LOTE 17 29/1/2021 5440 2284.80 2120 164.8 38.97% $ 1,484.00=20 1,330.9906=20 $ 153.01=20 =09 LOTE 17 30/1/2021 1387 582.54 560 22.54 40.40% $ 392.00=20 371.0726=20 $ 20.93=20 =09 LOTE 20 3/2/2021 950 399.00 410 0 43.20% $ 287.00=20 297.2130=20 $ - =20 =09 LOTE 20 4/2/2021 12370 5195.40 4700 495.4 38.00% $ 3,290.00=20 2,830.0434=20 $ 459.96=20 =09 LOTE 20 Y LOTE 22 5/2/2021 22910 9622.20 8570 1052.2 37.41% $ 5,999.00=20 5,022.0797=20 $ 976.92=20 =09 LOTE 22 6/2/2021 19673 8262.66 8060 202.66 40.97% $ 5,642.00=20 5,453.8393=20 $ 188.16=20 =09 GRUPO 3 LOTE 27 11/2/2021 Los principales problemas se dieron con la fruta, debido a que los lotes procesados en estos d=EDas no tuvieron la calidad adecuada. Se = encontr=F3 estr=E9s h=EDdrico en los mangos, pudrici=F3n de la pepa, da=F1o por mosca de la = fruta y pudrici=F3n peduncular, estos problemas no se pudieron identificar = durante la selecci=F3n del mango como materia prima, debido a que no presentaban = da=F1os externos. AVS 18329 7698.18 6980 718.18 2,899.36=20 38.08% $ 4,886.00=20 4,375.8485=20 $ 510.15=20 $ 2,059.53=20 =09 LOTE 27 12/2/2021 10722 4503.24 4060 443.24 37.87% $ 2,842.00=20 2,527.1492=20 $ 314.85=20 =09 LOTE 28 13/2/2021 6420 2696.40 2510 186.4 39.10% $ 1,757.00=20 1,624.5927=20 $ 132.41=20 =09 LOTE 28 15/2/2021 16755 7037.10 6580 457.1 39.27% $ 4,606.00=20 4,281.3039=20 $ 324.70=20 =09 LOTE 28 16/2/2021 4305 1808.10 1630 178.1 37.86% $ 1,141.00=20 1,014.4886=20 $ 126.51=20 =09 LOTE 32 18/2/2021 10861 4561.62 4160 401.62 38.30% $ 2,912.00=20 2,626.7135=20 $ 285.29=20 =09 LOTE 32 19/2/2021 17416 7314.72 6800 514.72 39.04% $ 4,760.00=20 4,394.3741=20 $ 365.63=20 =09 GRUPO 4 LOTE 35 20/2/2021 Nivelador de cuchillo pelador muy abierto, exceso de horas de = almacenamiento en c=E1mara de producto terminado, sin ser empaquetado, mayor a 24h, = Tiempo de maduraci=F3n y procesamiento mayor al establecido (Lotes 35 y 36).=20 PRC 1200 504.00 510 0 899.14=20 42.50% $ 357.00=20 357.0000=20 $ - =20 $ 638.69=20 =09 LOTE 35 22/2/2021 19700 8274.00 7660 614 38.88% $ 5,362.00=20 4,925.8516=20 $ 436.15=20 =09 LOTE 35 23/2/2021 5917 2485.14 2200 285.14 37.18% $ 1,540.00=20 1,337.4538=20 $ 202.55=20 =09 GRUPO 5 LOTE 36 26/2/2021 Problemas de Bajo Brix de la fruta AVS 21400 8988.00 8520 468 1,311.82=20 39.81% $ 5,964.00=20 5,631.5612=20 $ 332.44=20 $ 931.84=20 =09 LOTE 36 2/3/2021 6038 2535.96 2300 235.96 38.09% $ 1,610.00=20 1,442.3883=20 $ 167.61=20 =09 LOTE 41 5/3/2021 12927 5429.34 5140 289.34 39.76% $ 3,598.00=20 3,392.4704=20 $ 205.53=20 =09 LOTE 41 6/3/2021 1889 793.38 760 33.38 40.23% $ 532.00=20 508.2889=20 $ 23.71=20 =09 LOTE 41 8/3/2021 14417 6055.14 5770 285.14 40.02% $ 4,039.00=20 3,836.4538=20 $ 202.55=20 =09 GRUPO 6 LOTE 42 9/3/2021 Exceso de d=EDas de maduraci=F3n de la fruta PRC 17841 7493.22 7150 343.22 512.42=20 40.08% $ 5,005.00=20 4,761.7000=20 $ 243.30=20 $ 363.39=20 =09 LOTE 42 10/3/2021 8760 3679.20 3510 169.2 40.07% $ 2,457.00=20 2,336.9100=20 $ 120.09=20 =09 =20 Se detalla cuadro resumen=20 =20 RESUMEN DE FACTURACIONES =20 =09 MONTO POR FACTURAR AL 42% $ 7,462.00=20 =20 =09 P=C9RDIDA GRUPO 1 (26.01 - 06.02) $ 2,017.16=20 =20 =09 P=C9RDIDA GRUPO 3 (20.02 - 10.03) $ 638.69=20 =20 =09 P=C9RDIDA GRUPO 5 (09.03 - 10.03) $ 363.39=20 =20 =09 TOTAL DESCUENTO $ 3,019.25=20 =20 =09 MONTO DE FACTURACI=D3N REAL (PENDIENTE) $ 4,442.75=20 =20 =09 *** El monto por facturar es el correspondiente a las fechas 09.03 y = 10.03. Para el monto de facturaci=F3n real se ha considerado con la = disminuci=F3n por las p=E9rdidas de los grupos 1 y 3 debido al bajo rendimiento.=20 =20 =09 =09 =09 =09 =09 =09 =20 El descuento respectivo es de $3019.25 d=F3lares americanos, se solicita = su respuesta de forma urgente. Para proceder a realizar los dep=F3sitos respectivos. =20 Alonso / Roxana, se solicita su atenci=F3n para ver el procedimiento de = pago. =20 =20 Saludos Cordiales / best regards =20 =20 De: Oscar G. Carranza Mundaca < <mailto:ocarranza@avs.pe> = ocarranza@avs.pe>=20 Enviado el: jueves, 18 de marzo de 2021 16:43 Para: 'Wilmer Rodr=EDguez' < <mailto:wrodriguez@ifprc.com.pe> wrodriguez@ifprc.com.pe>; 'Billy Rodriguez' < <mailto:brodriguez@ifprc.com.pe> brodriguez@ifprc.com.pe>; 'acarranza@ifprc.com.pe' < <mailto:acarranza@ifprc.com.pe> acarranza@ifprc.com.pe>; 'gzapata@ifprc.com.pe' < <mailto:gzapata@ifprc.com.pe> gzapata@ifprc.com.pe> CC: 'Chriss Ahsman' < <mailto:Chriss@fteurope.eu> Chriss@fteurope.eu>; <mailto:amartinez@avs.pe> amartinez@avs.pe; <mailto:jaraos@avs.pe> jaraos@avs.pe; 'ravalos@avs.pe' < <mailto:ravalos@avs.pe> = ravalos@avs.pe>; <mailto:stantachuco@avs.pe> stantachuco@avs.pe; 'rmauricio@avs.pe' < <mailto:rmauricio@avs.pe> rmauricio@avs.pe>; <mailto:jcisneros@avs.pe> jcisneros@avs.pe Asunto: RECLAMO BAJO RENDIMIENTO =20 Sr. Wilmer / Sr. Billy =20 De acuerdo a un an=E1lisis y evaluaci=F3n sobre toda la producci=F3n = realizada se encontr=F3 la desviaci=F3n del rendimiento 42%; en base al contrato = firmado. =20 Rendimiento promedio de toda la campa=F1a: 39.2% =20 =20 =20 =20 Perdida Generada descrita, l=EDneas abajo =20 Perdida en base a producto terminado Chunks: 514 cajas de 10 kg Perdida en base a materia prima: 12226 kg =20 3 opciones de soluci=F3n =20 1. Reposici=F3n de las 514 cajas de Producto terminado. 2. Reposici=F3n de 12226 kg de producto terminado. 3. Descuento en la =FAltima facturaci=F3n de $3693.19 d=F3lares. =20 Esperamos su respuesta, con la finalidad de terminar de forma correcta. = Esta campa=F1a y seguir con las operaciones. =20 Saludos cordiales. =20 Saludos Cordiales / best regards =20 =20 ------=_NextPart_001_0068_01D71F58.04FB2530 Content-Type: text/html; charset="iso-8859-1" Content-Transfer-Encoding: quoted-printable <html xmlns:v=3D"urn:schemas-microsoft-com:vml" = xmlns:o=3D"urn:schemas-microsoft-com:office:office" = xmlns:w=3D"urn:schemas-microsoft-com:office:word" = xmlns:m=3D"http://schemas.microsoft.com/office/2004/12/omml" = xmlns=3D"http://www.w3.org/TR/REC-html40"><head><meta = http-equiv=3DContent-Type content=3D"text/html; = charset=3Diso-8859-1"><meta name=3DGenerator content=3D"Microsoft Word = 15 (filtered medium)"><!--[if !mso]><style>v\:* = {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} w\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} </style><![endif]--><style><!-- /* Font Definitions */ @font-face {font-family:"Cambria Math"; panose-1:2 4 5 3 5 4 6 3 2 4;} @font-face {font-family:Calibri; panose-1:2 15 5 2 2 2 4 3 2 4;} /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal {margin:0cm; margin-bottom:.0001pt; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-fareast-language:EN-US;} a:link, span.MsoHyperlink {mso-style-priority:99; color:#0563C1; text-decoration:underline;} a:visited, span.MsoHyperlinkFollowed {mso-style-priority:99; color:#954F72; text-decoration:underline;} p.MsoListParagraph, li.MsoListParagraph, div.MsoListParagraph {mso-style-priority:34; margin-top:0cm; margin-right:0cm; margin-bottom:0cm; margin-left:36.0pt; margin-bottom:.0001pt; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-fareast-language:EN-US;} span.EstiloCorreo18 {mso-style-type:personal; font-family:"Calibri","sans-serif"; color:windowtext;} span.EstiloCorreo19 {mso-style-type:personal; font-family:"Calibri","sans-serif"; color:#1F497D;} span.EstiloCorreo20 {mso-style-type:personal-compose; font-family:"Calibri","sans-serif"; color:windowtext;} .MsoChpDefault {mso-style-type:export-only; font-size:10.0pt;} @page WordSection1 {size:612.0pt 792.0pt; margin:70.85pt 3.0cm 70.85pt 3.0cm;} div.WordSection1 {page:WordSection1;} /* List Definitions */ @list l0 {mso-list-id:99106994; mso-list-type:hybrid; mso-list-template-ids:1325330892 671744015 671744025 671744027 = 671744015 671744025 671744027 671744015 671744025 671744027;} @list l0:level1 {mso-level-tab-stop:none; mso-level-number-position:left; text-indent:-18.0pt;} @list l0:level2 {mso-level-number-format:alpha-lower; mso-level-tab-stop:none; mso-level-number-position:left; text-indent:-18.0pt;} @list l0:level3 {mso-level-number-format:roman-lower; mso-level-tab-stop:none; mso-level-number-position:right; text-indent:-9.0pt;} @list l0:level4 {mso-level-tab-stop:none; mso-level-number-position:left; text-indent:-18.0pt;} @list l0:level5 {mso-level-number-format:alpha-lower; mso-level-tab-stop:none; mso-level-number-position:left; text-indent:-18.0pt;} @list l0:level6 {mso-level-number-format:roman-lower; mso-level-tab-stop:none; mso-level-number-position:right; text-indent:-9.0pt;} @list l0:level7 {mso-level-tab-stop:none; mso-level-number-position:left; text-indent:-18.0pt;} @list l0:level8 {mso-level-number-format:alpha-lower; mso-level-tab-stop:none; mso-level-number-position:left; text-indent:-18.0pt;} @list l0:level9 {mso-level-number-format:roman-lower; mso-level-tab-stop:none; mso-level-number-position:right; text-indent:-9.0pt;} @list l1 {mso-list-id:1979072500; mso-list-template-ids:1324097442;} ol {margin-bottom:0cm;} ul {margin-bottom:0cm;} --></style><!--[if gte mso 9]><xml> <o:shapedefaults v:ext=3D"edit" spidmax=3D"1027" /> </xml><![endif]--><!--[if gte mso 9]><xml> <o:shapelayout v:ext=3D"edit"> <o:idmap v:ext=3D"edit" data=3D"1" /> </o:shapelayout></xml><![endif]--></head><body lang=3DES-PE = link=3D"#0563C1" vlink=3D"#954F72"><div class=3DWordSection1><p = class=3DMsoNormal><span style=3D'color:#1F497D'>Hola = Oscar.<o:p></o:p></span></p><p class=3DMsoNormal><span = style=3D'color:#1F497D'><o:p> </o:p></span></p><p = class=3DMsoNormal><span style=3D'color:#1F497D'>Despu=E9s de evaluar y = analizar.<o:p></o:p></span></p><p class=3DMsoNormal><span = style=3D'color:#1F497D'><o:p> </o:p></span></p><p = class=3DMsoNormal><span style=3D'color:#1F497D'>Resolvemos que IFPRC = repondr=E1 en favor de AVS, la cantidad de 350 cajas de mng chunk = producto terminado, de similares caracter=EDsticas de su producci=F3n = realizada.<o:p></o:p></span></p><p class=3DMsoNormal><span = style=3D'color:#1F497D'>Stock que debe estar entregado en el transcurso = de la presente semana.<o:p></o:p></span></p><p class=3DMsoNormal><span = style=3D'color:#1F497D'>El volumen de 350 cajas ser=E1 facturado por = servicio de congelado a la tarifa vigente.<o:p></o:p></span></p><p = class=3DMsoNormal><span = style=3D'color:#1F497D'><o:p> </o:p></span></p><p = class=3DMsoNormal><span = style=3D'color:#1F497D'>Saludos.<o:p></o:p></span></p><p = class=3DMsoNormal><span = style=3D'color:#1F497D'><o:p> </o:p></span></p><p = class=3DMsoNormal><span style=3D'color:#1F497D'>Wilmer Rodr=EDguez = Vega<o:p></o:p></span></p><p class=3DMsoNormal><span = style=3D'color:#1F497D'>Inversiones Frigor=EDficas PRC = SAC<o:p></o:p></span></p><p class=3DMsoNormal><span = style=3D'color:#1F497D'><o:p> </o:p></span></p><p = class=3DMsoNormal><span = style=3D'color:#1F497D'><o:p> </o:p></span></p><p = class=3DMsoNormal><span = style=3D'color:#1F497D'><o:p> </o:p></span></p><p = class=3DMsoNormal><span = style=3D'color:#1F497D'><o:p> </o:p></span></p><p = class=3DMsoNormal><span = style=3D'color:#1F497D'><o:p> </o:p></span></p><div><div = style=3D'border:none;border-top:solid #E1E1E1 1.0pt;padding:3.0pt 0cm = 0cm 0cm'><p class=3DMsoNormal><b><span lang=3DES = style=3D'mso-fareast-language:ES-PE'>De:</span></b><span lang=3DES = style=3D'mso-fareast-language:ES-PE'> Oscar G. Carranza Mundaca = [mailto:ocarranza@avs.pe] <br><b>Enviado el:</b> lunes, 22 de marzo de = 2021 16:23<br><b>Para:</b> 'Wilmer Rodr=EDguez'; 'Billy Rodriguez'; = acarranza@ifprc.com.pe; gzapata@ifprc.com.pe<br><b>CC:</b> 'Chriss = Ahsman'; ravalos@avs.pe; amartinez@avs.pe; = rmauricio@avs.pe<br><b>Asunto:</b> RE: RECLAMO BAJO = RENDIMIENTO<o:p></o:p></span></p></div></div><p = class=3DMsoNormal><o:p> </o:p></p><p class=3DMsoNormal>Sr. = Wilmer<o:p></o:p></p><p class=3DMsoNormal><o:p> </o:p></p><p = class=3DMsoNormal>Buenas tardes, adjunto y detallo el cuadro resumen con = los Lotes 15 y 19. Revisados. Como se detalla en la pesta=F1a de = responsabilidad en el siguiente cuadro.<o:p></o:p></p><p = class=3DMsoNormal><o:p> </o:p></p><table class=3DMsoNormalTable = border=3D0 cellspacing=3D0 cellpadding=3D0 width=3D1351 = style=3D'width:1013.55pt;border-collapse:collapse'><tr = style=3D'height:12.55pt'><td width=3D187 nowrap colspan=3D2 rowspan=3D7 = valign=3Dbottom = style=3D'width:140.1pt;border-top:none;border-left:none;border-bottom:sol= id black 1.0pt;border-right:solid black 1.0pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'><p class=3DMsoNormal><!--[if gte vml = 1]><v:shapetype id=3D"_x0000_t75" coordsize=3D"21600,21600" o:spt=3D"75" = o:preferrelative=3D"t" path=3D"m@4@5l@4@11@9@11@9@5xe" filled=3D"f" = stroked=3D"f"> <v:stroke joinstyle=3D"miter" /> <v:formulas> <v:f eqn=3D"if lineDrawn pixelLineWidth 0" /> <v:f eqn=3D"sum @0 1 0" /> <v:f eqn=3D"sum 0 0 @1" /> <v:f eqn=3D"prod @2 1 2" /> <v:f eqn=3D"prod @3 21600 pixelWidth" /> <v:f eqn=3D"prod @3 21600 pixelHeight" /> <v:f eqn=3D"sum @0 0 1" /> <v:f eqn=3D"prod @6 1 2" /> <v:f eqn=3D"prod @7 21600 pixelWidth" /> <v:f eqn=3D"sum @8 21600 0" /> <v:f eqn=3D"prod @7 21600 pixelHeight" /> <v:f eqn=3D"sum @10 21600 0" /> </v:formulas> <v:path o:extrusionok=3D"f" gradientshapeok=3D"t" o:connecttype=3D"rect" = /> <o:lock v:ext=3D"edit" aspectratio=3D"t" /> </v:shapetype><v:shape id=3D"Imagen_x0020_6" o:spid=3D"_x0000_s1026" = type=3D"#_x0000_t75" = style=3D'position:absolute;margin-left:4.2pt;margin-top:0;width:187.8pt;h= eight:90.6pt;z-index:251658240;visibility:visible;mso-wrap-style:square;m= so-width-percent:0;mso-height-percent:0;mso-wrap-distance-left:9pt;mso-wr= ap-distance-top:0;mso-wrap-distance-right:9pt;mso-wrap-distance-bottom:0;= mso-position-horizontal:absolute;mso-position-horizontal-relative:text;ms= o-position-vertical:absolute;mso-position-vertical-relative:text;mso-widt= h-percent:0;mso-height-percent:0;mso-width-relative:page;mso-height-relat= ive:page'> <v:imagedata src=3D"cid:image001.png@01D71F53.79212180" o:title=3D"" /> </v:shape><![endif]--><![if !vml]><span = style=3D'mso-ignore:vglayout'><table cellpadding=3D0 cellspacing=3D0 = align=3Dleft><tr><td width=3D6 = height=3D0></td></tr><tr><td></td><td><img width=3D250 height=3D121 = src=3D"cid:image002.png@01D71F58.01F203E0" = v:shapes=3D"Imagen_x0020_6"></td></tr></table></span><![endif]><span = style=3D'color:black;mso-fareast-language:ES-PE'><o:p> </o:p></span>= </p><br style=3D'mso-ignore:vglayout' clear=3DALL><table = class=3DMsoNormalTable border=3D0 cellspacing=3D0 cellpadding=3D0 = width=3D178 style=3D'width:133.65pt'><tr style=3D'height:11.5pt'><td = width=3D178 nowrap rowspan=3D2 valign=3Dbottom = style=3D'width:133.65pt;border-top:windowtext;border-left:windowtext;bord= er-bottom:black;border-right:black;border-style:solid;border-width:1.0pt;= padding:0cm 0cm 0cm 0cm;height:11.5pt'><p class=3DMsoNormal = align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> <o:p></o:p></span>= </p></td><td width=3D0 style=3D'width:.3pt;padding:0cm 0cm 0cm = 0cm;height:11.5pt'></td></tr><tr style=3D'height:11.5pt'><td width=3D0 = style=3D'width:.3pt;padding:0cm 0cm 0cm = 0cm;height:11.5pt'></td></tr></table><p class=3DMsoNormal><span = style=3D'font-size:12.0pt;font-family:"Times New = Roman","serif";mso-fareast-language:ES-PE'><o:p></o:p></span></p></td><td= width=3D1157 nowrap colspan=3D13 rowspan=3D7 = style=3D'width:868.05pt;border-top:solid windowtext = 1.0pt;border-left:none;border-bottom:solid black = 1.0pt;border-right:none;background:#C6E0B4;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'><p class=3DMsoNormal align=3Dcenter = style=3D'text-align:center'><b><span = style=3D'color:black;mso-fareast-language:ES-PE'>RECLAMO INVERSIONES = FRIGORIFICAS PRC S.A.C<o:p></o:p></span></b></p></td><td width=3D7 = style=3D'width:5.25pt;padding:0cm 0cm 0cm 0cm;height:12.55pt'><p = class=3DMsoNormal> <o:p></o:p></p></td><td width=3D0 = style=3D'width:.3pt;padding:0cm 0cm 0cm = 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td width=3D7 = nowrap valign=3Dbottom style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D7 nowrap valign=3Dbottom style=3D'width:5.4pt;padding:0cm 3.5pt = 0cm 3.5pt;height:12.55pt'></td><td width=3D0 = style=3D'width:.3pt;padding:0cm 0cm 0cm = 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td width=3D7 = nowrap valign=3Dbottom style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D7 nowrap valign=3Dbottom style=3D'width:5.4pt;padding:0cm 3.5pt = 0cm 3.5pt;height:12.55pt'></td><td width=3D0 = style=3D'width:.3pt;padding:0cm 0cm 0cm = 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td width=3D7 = nowrap valign=3Dbottom style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D7 nowrap valign=3Dbottom style=3D'width:5.4pt;padding:0cm 3.5pt = 0cm 3.5pt;height:12.55pt'></td><td width=3D0 = style=3D'width:.3pt;padding:0cm 0cm 0cm = 0cm;height:12.55pt'></td></tr><tr style=3D'height:50.2pt'><td width=3D84 = style=3D'width:62.8pt;border:solid white = 1.0pt;border-top:none;background:#C6E0B4;padding:0cm 3.5pt 0cm = 3.5pt;height:50.2pt'><p class=3DMsoNormal align=3Dcenter = style=3D'text-align:center'><b><span = style=3D'font-size:12.0pt;color:black;mso-fareast-language:ES-PE'>GRUPO<o= :p></o:p></span></b></p></td><td width=3D103 = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#C6E0B4;padding:0cm 3.5pt 0cm 3.5pt;height:50.2pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><b><span = style=3D'font-size:12.0pt;color:black;mso-fareast-language:ES-PE'>LOTE<o:= p></o:p></span></b></p></td><td width=3D121 = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#C6E0B4;padding:0cm 3.5pt 0cm 3.5pt;height:50.2pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><b><span = style=3D'font-size:12.0pt;color:black;mso-fareast-language:ES-PE'>FECHAS<= o:p></o:p></span></b></p></td><td width=3D271 = style=3D'width:203.25pt;border-top:none;border-left:none;border-bottom:so= lid white 1.0pt;border-right:solid white = 1.0pt;background:#C6E0B4;padding:0cm 3.5pt 0cm 3.5pt;height:50.2pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><b><span = style=3D'font-size:12.0pt;color:black;mso-fareast-language:ES-PE'>PROBLEM= AS <o:p></o:p></span></b></p></td><td width=3D84 = style=3D'width:63.05pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#C6E0B4;padding:0cm 3.5pt 0cm 3.5pt;height:50.2pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><b><span = style=3D'color:black;mso-fareast-language:ES-PE'>RESPONSABILIDAD<o:p></o:= p></span></b></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#C6E0B4;padding:0cm 3.5pt 0cm 3.5pt;height:50.2pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><b><span = style=3D'color:black;mso-fareast-language:ES-PE'>MMPP = CONSUMIDA<o:p></o:p></span></b></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#C6E0B4;padding:0cm 3.5pt 0cm 3.5pt;height:50.2pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><b><span = style=3D'color:black;mso-fareast-language:ES-PE'>KG PPTT CHUNKS - = ESPERADO<o:p></o:p></span></b></p></td><td width=3D68 = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#C6E0B4;padding:0cm 3.5pt 0cm 3.5pt;height:50.2pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><b><span = style=3D'color:black;mso-fareast-language:ES-PE'>KG PPTT CHUNKS - = REAL<o:p></o:p></span></b></p></td><td width=3D68 = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#C6E0B4;padding:0cm 3.5pt 0cm 3.5pt;height:50.2pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><b><span = style=3D'color:black;mso-fareast-language:ES-PE'>DIFERENCIA = PPTT<o:p></o:p></span></b></p></td><td width=3D68 = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#C6E0B4;padding:0cm 3.5pt 0cm 3.5pt;height:50.2pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><b><span = style=3D'color:black;mso-fareast-language:ES-PE'>DIFERENCIA PPTT = TOTAL<o:p></o:p></span></b></p></td><td width=3D68 = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#C6E0B4;padding:0cm 3.5pt 0cm 3.5pt;height:50.2pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><b><span = style=3D'color:black;mso-fareast-language:ES-PE'>RENDIMIENTO / = D=CDA<o:p></o:p></span></b></p></td><td width=3D94 = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#C6E0B4;padding:0cm 3.5pt 0cm 3.5pt;height:50.2pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><b><span = style=3D'color:black;mso-fareast-language:ES-PE'>FACTURACI=D3N (SIN = IGV)<o:p></o:p></span></b></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#C6E0B4;padding:0cm 3.5pt 0cm 3.5pt;height:50.2pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><b><span = style=3D'color:black;mso-fareast-language:ES-PE'>FACTURACI=D3N AL REND. = REAL (SIN IGV)<o:p></o:p></span></b></p></td><td width=3D56 = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#C6E0B4;padding:0cm 3.5pt 0cm 3.5pt;height:50.2pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><b><span = style=3D'color:black;mso-fareast-language:ES-PE'>P=C9RDIDA POR D=CDA = (SIN IGV)<o:p></o:p></span></b></p></td><td width=3D58 = style=3D'width:43.2pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#C6E0B4;padding:0cm 3.5pt 0cm 3.5pt;height:50.2pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><b><span = style=3D'color:black;mso-fareast-language:ES-PE'>P=C9RDIDA TOTAL (SIN = IGV)<o:p></o:p></span></b></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm 3.5pt;height:50.2pt'></td><td = width=3D0 style=3D'width:.3pt;padding:0cm 0cm 0cm = 0cm;height:50.2pt'></td></tr><tr style=3D'height:12.55pt'><td width=3D84 = nowrap rowspan=3D5 style=3D'width:62.8pt;border:solid white = 1.0pt;border-top:none;background:#FFD966;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'><p class=3DMsoNormal align=3Dcenter = style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>GRUPO = 1<o:p></o:p></span></p></td><td width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 15<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>27/1/2021<o:p></o:p></sp= an></p></td><td width=3D271 rowspan=3D5 = style=3D'width:203.25pt;border-top:none;border-left:none;border-bottom:so= lid white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'font-size:9.0pt;color:black;mso-fareast-language:ES-PE'>Problema= s de Bajo Brix de la fruta<o:p></o:p></span></p></td><td width=3D84 = rowspan=3D5 = style=3D'width:63.05pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>AVS<o:p></o:p></span></p= ></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>9900<o:p></o:p></span></= p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>4158.00<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>3350<o:p></o:p></span></= p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>808<o:p></o:p></span></p= ></td><td width=3D68 nowrap rowspan=3D5 = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 1,615.88 = <o:p></o:p></span></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>33.80%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 2,345.00 <o:p></o:p></span></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 1,594.8084 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 750.19 <o:p></o:p></span></p></td><td width=3D58 = nowrap rowspan=3D5 = style=3D'width:43.2pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 1,500.27 <o:p></o:p></span></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 15<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>28/1/2021<o:p></o:p></sp= an></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>5297<o:p></o:p></span></= p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>2224.74<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>2100<o:p></o:p></span></= p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>124.74<o:p></o:p></span>= </p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>39.65%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 1,470.00 <o:p></o:p></span></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 1,354.1845 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 115.82 <o:p></o:p></span></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 15<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>30/1/2021<o:p></o:p></sp= an></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>12286<o:p></o:p></span><= /p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>5160.12<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>4890<o:p></o:p></span></= p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>270.12<o:p></o:p></span>= </p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>39.80%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 3,423.00 <o:p></o:p></span></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 3,172.2058 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 250.79 <o:p></o:p></span></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 19<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>2/2/2021<o:p></o:p></spa= n></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>21031<o:p></o:p></span><= /p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>8833.02<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>8420<o:p></o:p></span></= p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>413.02<o:p></o:p></span>= </p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>40.04%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 5,894.00 <o:p></o:p></span></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 5,510.5296 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 383.47 <o:p></o:p></span></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 19<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>3/2/2021<o:p></o:p></spa= n></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>3981<o:p></o:p></span></= p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>1672.02<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>1720<o:p></o:p></span></= p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>0<o:p></o:p></span></p><= /td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>43.20%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 1,204.00 <o:p></o:p></span></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 1,248.5473 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; = - <o:p></o:p></span></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D84 nowrap rowspan=3D8 style=3D'width:62.8pt;border:solid white = 1.0pt;border-top:none;background:#A9D08E;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'><p class=3DMsoNormal align=3Dcenter = style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>GRUPO = 2<o:p></o:p></span></p></td><td width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 17<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>26/1/2021<o:p></o:p></sp= an></p></td><td width=3D271 rowspan=3D8 = style=3D'width:203.25pt;border-top:none;border-left:none;border-bottom:so= lid white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>Falta de personal en la = l=EDnea de empaque, capacidad de congelamiento de los 3 t=FAneles en = simultaneo y merma por deshidrataci=F3n h=EDdrica. = <o:p></o:p></span></p></td><td width=3D84 rowspan=3D8 = style=3D'width:63.05pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>PRC<o:p></o:p></span></p= ></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>12700<o:p></o:p></span><= /p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>5334.00<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>5280<o:p></o:p></span></= p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>54<o:p></o:p></span></p>= </td><td width=3D68 nowrap rowspan=3D8 = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 2,172.60 = <o:p></o:p></span></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>41.57%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 3,696.00 <o:p></o:p></span></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 3,645.8634 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 50.14 <o:p></o:p></span></p></td><td = width=3D58 nowrap rowspan=3D8 = style=3D'width:43.2pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 2,017.16 <o:p></o:p></span></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 17<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>27/1/2021<o:p></o:p></sp= an></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>9050<o:p></o:p></span></= p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>3801.00<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>3620<o:p></o:p></span></= p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>181<o:p></o:p></span></p= ></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>40.00%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 2,534.00 <o:p></o:p></span></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 2,365.9497 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 168.05 <o:p></o:p></span></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:13.05pt'><td = width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:13.05pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 17<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:13.05pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>29/1/2021<o:p></o:p></sp= an></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:13.05pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>5440<o:p></o:p></span></= p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:13.05pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>2284.80<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:13.05pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>2120<o:p></o:p></span></= p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:13.05pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>164.8<o:p></o:p></span><= /p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:13.05pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>38.97%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:13.05pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 1,484.00 <o:p></o:p></span></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:13.05pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 1,330.9906 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:13.05pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 153.01 <o:p></o:p></span></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:13.05pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:13.05pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 17<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>30/1/2021<o:p></o:p></sp= an></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>1387<o:p></o:p></span></= p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>582.54<o:p></o:p></span>= </p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>560<o:p></o:p></span></p= ></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>22.54<o:p></o:p></span><= /p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>40.40%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 392.00 = <o:p></o:p></span></p></td><td width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 371.0726 = <o:p></o:p></span></p></td><td width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 20.93 <o:p></o:p></span></p></td><td = width=3D7 style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 20<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>3/2/2021<o:p></o:p></spa= n></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>950<o:p></o:p></span></p= ></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>399.00<o:p></o:p></span>= </p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>410<o:p></o:p></span></p= ></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>0<o:p></o:p></span></p><= /td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>43.20%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 287.00 = <o:p></o:p></span></p></td><td width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 297.2130 = <o:p></o:p></span></p></td><td width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; = - <o:p></o:p></span></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 20<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>4/2/2021<o:p></o:p></spa= n></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>12370<o:p></o:p></span><= /p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>5195.40<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>4700<o:p></o:p></span></= p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>495.4<o:p></o:p></span><= /p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>38.00%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 3,290.00 <o:p></o:p></span></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 2,830.0434 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 459.96 <o:p></o:p></span></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE 20 Y LOTE = 22<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>5/2/2021<o:p></o:p></spa= n></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>22910<o:p></o:p></span><= /p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>9622.20<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>8570<o:p></o:p></span></= p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>1052.2<o:p></o:p></span>= </p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>37.41%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 5,999.00 <o:p></o:p></span></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 5,022.0797 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 976.92 <o:p></o:p></span></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 22<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>6/2/2021<o:p></o:p></spa= n></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>19673<o:p></o:p></span><= /p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>8262.66<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>8060<o:p></o:p></span></= p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>202.66<o:p></o:p></span>= </p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>40.97%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 5,642.00 <o:p></o:p></span></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 5,453.8393 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 188.16 <o:p></o:p></span></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D84 nowrap rowspan=3D7 style=3D'width:62.8pt;border:solid white = 1.0pt;border-top:none;background:#FFD966;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'><p class=3DMsoNormal align=3Dcenter = style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>GRUPO = 3<o:p></o:p></span></p></td><td width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 27<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>11/2/2021<o:p></o:p></sp= an></p></td><td width=3D271 rowspan=3D7 = style=3D'width:203.25pt;border-top:none;border-left:none;border-bottom:so= lid white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'font-size:8.0pt;color:black;mso-fareast-language:ES-PE'>Los = principales problemas se dieron con la fruta, debido a que los lotes = procesados en estos d=EDas no tuvieron la calidad adecuada. Se = encontr=F3 estr=E9s h=EDdrico en los mangos, pudrici=F3n de la pepa, = da=F1o por mosca de la fruta y pudrici=F3n peduncular, estos problemas = no se pudieron identificar durante la selecci=F3n del mango como materia = prima, debido a que no presentaban da=F1os = externos.<o:p></o:p></span></p></td><td width=3D84 rowspan=3D7 = style=3D'width:63.05pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>AVS<o:p></o:p></span></p= ></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>18329<o:p></o:p></span><= /p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>7698.18<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>6980<o:p></o:p></span></= p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>718.18<o:p></o:p></span>= </p></td><td width=3D68 nowrap rowspan=3D7 = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 2,899.36 = <o:p></o:p></span></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>38.08%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 4,886.00 <o:p></o:p></span></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 4,375.8485 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 510.15 <o:p></o:p></span></p></td><td width=3D58 = nowrap rowspan=3D7 = style=3D'width:43.2pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 2,059.53 <o:p></o:p></span></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 27<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>12/2/2021<o:p></o:p></sp= an></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>10722<o:p></o:p></span><= /p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>4503.24<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>4060<o:p></o:p></span></= p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>443.24<o:p></o:p></span>= </p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>37.87%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 2,842.00 <o:p></o:p></span></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 2,527.1492 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 314.85 <o:p></o:p></span></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 28<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>13/2/2021<o:p></o:p></sp= an></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>6420<o:p></o:p></span></= p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>2696.40<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>2510<o:p></o:p></span></= p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>186.4<o:p></o:p></span><= /p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>39.10%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 1,757.00 <o:p></o:p></span></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 1,624.5927 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 132.41 <o:p></o:p></span></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 28<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>15/2/2021<o:p></o:p></sp= an></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>16755<o:p></o:p></span><= /p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>7037.10<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>6580<o:p></o:p></span></= p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>457.1<o:p></o:p></span><= /p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>39.27%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 4,606.00 <o:p></o:p></span></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 4,281.3039 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 324.70 <o:p></o:p></span></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 28<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>16/2/2021<o:p></o:p></sp= an></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>4305<o:p></o:p></span></= p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>1808.10<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>1630<o:p></o:p></span></= p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>178.1<o:p></o:p></span><= /p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>37.86%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 1,141.00 <o:p></o:p></span></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 1,014.4886 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 126.51 <o:p></o:p></span></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 32<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>18/2/2021<o:p></o:p></sp= an></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>10861<o:p></o:p></span><= /p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>4561.62<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>4160<o:p></o:p></span></= p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>401.62<o:p></o:p></span>= </p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>38.30%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 2,912.00 <o:p></o:p></span></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 2,626.7135 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 285.29 <o:p></o:p></span></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 32<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>19/2/2021<o:p></o:p></sp= an></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>17416<o:p></o:p></span><= /p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>7314.72<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>6800<o:p></o:p></span></= p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>514.72<o:p></o:p></span>= </p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>39.04%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 4,760.00 <o:p></o:p></span></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 4,394.3741 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 365.63 <o:p></o:p></span></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D84 nowrap rowspan=3D3 style=3D'width:62.8pt;border:solid white = 1.0pt;border-top:none;background:#A9D08E;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'><p class=3DMsoNormal align=3Dcenter = style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>GRUPO = 4<o:p></o:p></span></p></td><td width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 35<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>20/2/2021<o:p></o:p></sp= an></p></td><td width=3D271 rowspan=3D3 = style=3D'width:203.25pt;border-top:none;border-left:none;border-bottom:so= lid white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'font-size:9.0pt;color:black;mso-fareast-language:ES-PE'>Nivelado= r de cuchillo pelador muy abierto, exceso de horas de almacenamiento en = c=E1mara de producto terminado, sin ser empaquetado, mayor a 24h, Tiempo = de maduraci=F3n y procesamiento mayor al establecido (Lotes 35 y 36). = <o:p></o:p></span></p></td><td width=3D84 rowspan=3D3 = style=3D'width:63.05pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>PRC<o:p></o:p></span></p= ></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>1200<o:p></o:p></span></= p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>504.00<o:p></o:p></span>= </p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>510<o:p></o:p></span></p= ></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>0<o:p></o:p></span></p><= /td><td width=3D68 nowrap rowspan=3D3 = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = = 899.14 <o:p></o:p></span></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>42.50%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 357.00 = <o:p></o:p></span></p></td><td width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 357.0000 = <o:p></o:p></span></p></td><td width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; = - <o:p></o:p></span></p></td><td = width=3D58 nowrap rowspan=3D3 = style=3D'width:43.2pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 638.69 <o:p></o:p></span></p></td><td = width=3D7 style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 35<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>22/2/2021<o:p></o:p></sp= an></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>19700<o:p></o:p></span><= /p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>8274.00<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>7660<o:p></o:p></span></= p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>614<o:p></o:p></span></p= ></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>38.88%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 5,362.00 <o:p></o:p></span></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 4,925.8516 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 436.15 <o:p></o:p></span></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 35<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>23/2/2021<o:p></o:p></sp= an></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>5917<o:p></o:p></span></= p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>2485.14<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>2200<o:p></o:p></span></= p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>285.14<o:p></o:p></span>= </p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>37.18%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 1,540.00 <o:p></o:p></span></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 1,337.4538 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 202.55 <o:p></o:p></span></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D84 nowrap rowspan=3D5 style=3D'width:62.8pt;border:solid white = 1.0pt;border-top:none;background:#FFD966;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'><p class=3DMsoNormal align=3Dcenter = style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>GRUPO = 5<o:p></o:p></span></p></td><td width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 36<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>26/2/2021<o:p></o:p></sp= an></p></td><td width=3D271 rowspan=3D5 = style=3D'width:203.25pt;border-top:none;border-left:none;border-bottom:so= lid white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'font-size:9.0pt;color:black;mso-fareast-language:ES-PE'>Problema= s de Bajo Brix de la fruta<o:p></o:p></span></p></td><td width=3D84 = rowspan=3D5 = style=3D'width:63.05pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>AVS<o:p></o:p></span></p= ></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>21400<o:p></o:p></span><= /p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>8988.00<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>8520<o:p></o:p></span></= p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>468<o:p></o:p></span></p= ></td><td width=3D68 nowrap rowspan=3D5 = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 1,311.82 = <o:p></o:p></span></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>39.81%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 5,964.00 <o:p></o:p></span></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 5,631.5612 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 332.44 <o:p></o:p></span></p></td><td width=3D58 = nowrap rowspan=3D5 = style=3D'width:43.2pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 931.84 <o:p></o:p></span></p></td><td = width=3D7 style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 36<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>2/3/2021<o:p></o:p></spa= n></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>6038<o:p></o:p></span></= p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>2535.96<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>2300<o:p></o:p></span></= p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>235.96<o:p></o:p></span>= </p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>38.09%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 1,610.00 <o:p></o:p></span></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 1,442.3883 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 167.61 <o:p></o:p></span></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 41<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>5/3/2021<o:p></o:p></spa= n></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>12927<o:p></o:p></span><= /p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>5429.34<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>5140<o:p></o:p></span></= p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>289.34<o:p></o:p></span>= </p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>39.76%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 3,598.00 <o:p></o:p></span></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 3,392.4704 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 205.53 <o:p></o:p></span></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 41<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>6/3/2021<o:p></o:p></spa= n></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>1889<o:p></o:p></span></= p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>793.38<o:p></o:p></span>= </p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>760<o:p></o:p></span></p= ></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>33.38<o:p></o:p></span><= /p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>40.23%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 532.00 = <o:p></o:p></span></p></td><td width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 508.2889 = <o:p></o:p></span></p></td><td width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 23.71 <o:p></o:p></span></p></td><td = width=3D7 style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 41<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>8/3/2021<o:p></o:p></spa= n></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>14417<o:p></o:p></span><= /p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>6055.14<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>5770<o:p></o:p></span></= p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>285.14<o:p></o:p></span>= </p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>40.02%<o:p></o:p></span>= </p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; = 4,039.00 <o:p></o:p></span></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 3,836.4538 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#FFD966;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 202.55 <o:p></o:p></span></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D84 nowrap rowspan=3D2 style=3D'width:62.8pt;border:solid white = 1.0pt;border-top:none;background:#A9D08E;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'><p class=3DMsoNormal align=3Dcenter = style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>GRUPO = 6<o:p></o:p></span></p></td><td width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 42<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>9/3/2021<o:p></o:p></spa= n></p></td><td width=3D271 rowspan=3D2 = style=3D'width:203.25pt;border-top:none;border-left:none;border-bottom:so= lid white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'font-size:9.0pt;color:black;mso-fareast-language:ES-PE'>Exceso = de d=EDas de maduraci=F3n de la fruta<o:p></o:p></span></p></td><td = width=3D84 rowspan=3D2 = style=3D'width:63.05pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>PRC<o:p></o:p></span></p= ></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>17841<o:p></o:p></span><= /p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>7493.22<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white 1.0pt;background:red;padding:0cm = 3.5pt 0cm 3.5pt;height:12.55pt'><p class=3DMsoNormal align=3Dcenter = style=3D'text-align:center'><b><span = style=3D'color:white;mso-fareast-language:ES-PE'>7150<o:p></o:p></span></= b></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white 1.0pt;background:red;padding:0cm = 3.5pt 0cm 3.5pt;height:12.55pt'><p class=3DMsoNormal align=3Dcenter = style=3D'text-align:center'><b><span = style=3D'color:white;mso-fareast-language:ES-PE'>343.22<o:p></o:p></span>= </b></p></td><td width=3D68 nowrap rowspan=3D2 = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white 1.0pt;background:red;padding:0cm = 3.5pt 0cm 3.5pt;height:12.55pt'><p class=3DMsoNormal align=3Dcenter = style=3D'text-align:center'><b><span = style=3D'color:white;mso-fareast-language:ES-PE'> = = 512.42 <o:p></o:p></span></b></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white 1.0pt;background:red;padding:0cm = 3.5pt 0cm 3.5pt;height:12.55pt'><p class=3DMsoNormal align=3Dcenter = style=3D'text-align:center'><b><span = style=3D'color:white;mso-fareast-language:ES-PE'>40.08%<o:p></o:p></span>= </b></p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white 1.0pt;background:red;padding:0cm = 3.5pt 0cm 3.5pt;height:12.55pt'><p class=3DMsoNormal align=3Dcenter = style=3D'text-align:center'><b><span = style=3D'color:white;mso-fareast-language:ES-PE'>$  = ; = 5,005.00 <o:p></o:p></span></b></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 4,761.7000 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 243.30 <o:p></o:p></span></p></td><td width=3D58 = nowrap rowspan=3D2 = style=3D'width:43.2pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 363.39 <o:p></o:p></span></p></td><td = width=3D7 style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr><tr style=3D'height:12.55pt'><td = width=3D103 nowrap = style=3D'width:77.25pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>LOTE = 42<o:p></o:p></span></p></td><td width=3D121 nowrap = style=3D'width:90.65pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>10/3/2021<o:p></o:p></sp= an></p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>8760<o:p></o:p></span></= p></td><td width=3D67 = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>3679.20<o:p></o:p></span= ></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white 1.0pt;background:red;padding:0cm = 3.5pt 0cm 3.5pt;height:12.55pt'><p class=3DMsoNormal align=3Dcenter = style=3D'text-align:center'><b><span = style=3D'color:white;mso-fareast-language:ES-PE'>3510<o:p></o:p></span></= b></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white 1.0pt;background:red;padding:0cm = 3.5pt 0cm 3.5pt;height:12.55pt'><p class=3DMsoNormal align=3Dcenter = style=3D'text-align:center'><b><span = style=3D'color:white;mso-fareast-language:ES-PE'>169.2<o:p></o:p></span><= /b></p></td><td width=3D68 nowrap = style=3D'width:51.3pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white 1.0pt;background:red;padding:0cm = 3.5pt 0cm 3.5pt;height:12.55pt'><p class=3DMsoNormal align=3Dcenter = style=3D'text-align:center'><b><span = style=3D'color:white;mso-fareast-language:ES-PE'>40.07%<o:p></o:p></span>= </b></p></td><td width=3D94 nowrap = style=3D'width:70.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white 1.0pt;background:red;padding:0cm = 3.5pt 0cm 3.5pt;height:12.55pt'><p class=3DMsoNormal align=3Dcenter = style=3D'text-align:center'><b><span = style=3D'color:white;mso-fareast-language:ES-PE'>$  = ; = 2,457.00 <o:p></o:p></span></b></p></td><td = width=3D67 nowrap = style=3D'width:49.95pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dright style=3D'text-align:right'><span = style=3D'color:black;mso-fareast-language:ES-PE'> = 2,336.9100 <o:p></o:p></span></p></td><td = width=3D56 nowrap = style=3D'width:41.85pt;border-top:none;border-left:none;border-bottom:sol= id white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:12.55pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'> $  = ; 120.09 <o:p></o:p></span></p></td><td width=3D7 = style=3D'width:5.4pt;padding:0cm 3.5pt 0cm = 3.5pt;height:12.55pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:12.55pt'></td></tr></table><p = class=3DMsoNormal><o:p> </o:p></p><p class=3DMsoNormal>Se detalla = cuadro resumen <o:p></o:p></p><p = class=3DMsoNormal><o:p> </o:p></p><table class=3DMsoNormalTable = border=3D0 cellspacing=3D0 cellpadding=3D0 width=3D349 = style=3D'width:262.05pt;margin-left:-.05pt;border-collapse:collapse'><tr = style=3D'height:57.6pt'><td width=3D349 colspan=3D2 = style=3D'width:261.5pt;border:solid white = 1.0pt;border-top:none;background:#C6E0B4;padding:0cm 3.5pt 0cm = 3.5pt;height:57.6pt'><p class=3DMsoNormal align=3Dcenter = style=3D'text-align:center'><b><span = style=3D'color:black;mso-fareast-language:ES-PE'>RESUMEN DE = FACTURACIONES<o:p></o:p></span></b></p></td><td width=3D1 = style=3D'width:.75pt;padding:0cm 0cm 0cm 0cm;height:57.6pt'><p = class=3DMsoNormal> <o:p></o:p></p></td><td width=3D0 = style=3D'width:.3pt;padding:0cm 0cm 0cm 0cm;height:57.6pt'></td></tr><tr = style=3D'height:14.4pt'><td width=3D272 nowrap valign=3Dbottom = style=3D'width:204.0pt;border:solid white = 1.0pt;border-top:none;background:red;padding:0cm 3.5pt 0cm = 3.5pt;height:14.4pt'><p class=3DMsoNormal><span = style=3D'color:white;mso-fareast-language:ES-PE'>MONTO POR FACTURAR AL = 42%<o:p></o:p></span></p></td><td width=3D77 nowrap valign=3Dbottom = style=3D'width:57.5pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white 1.0pt;background:red;padding:0cm = 3.5pt 0cm 3.5pt;height:14.4pt'><p class=3DMsoNormal><span = style=3D'color:white;mso-fareast-language:ES-PE'>$ = 7,462.00 <o:p></o:p></span></p></td><td width=3D1 = style=3D'width:.75pt;padding:0cm 0cm 0cm 0cm;height:14.4pt'><p = class=3DMsoNormal> <o:p></o:p></p></td><td width=3D0 = style=3D'width:.3pt;padding:0cm 0cm 0cm 0cm;height:14.4pt'></td></tr><tr = style=3D'height:14.4pt'><td width=3D272 nowrap valign=3Dbottom = style=3D'width:204.0pt;border:solid white = 1.0pt;border-top:none;padding:0cm 3.5pt 0cm 3.5pt;height:14.4pt'><p = class=3DMsoNormal><span = style=3D'color:black;mso-fareast-language:ES-PE'>P=C9RDIDA GRUPO 1 = (26.01 - 06.02)<o:p></o:p></span></p></td><td width=3D77 nowrap = valign=3Dbottom = style=3D'width:57.5pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white 1.0pt;padding:0cm 3.5pt 0cm = 3.5pt;height:14.4pt'><p class=3DMsoNormal><span = style=3D'color:black;mso-fareast-language:ES-PE'>$ = 2,017.16 <o:p></o:p></span></p></td><td width=3D1 = style=3D'width:.75pt;padding:0cm 0cm 0cm 0cm;height:14.4pt'><p = class=3DMsoNormal> <o:p></o:p></p></td><td width=3D0 = style=3D'width:.3pt;padding:0cm 0cm 0cm 0cm;height:14.4pt'></td></tr><tr = style=3D'height:14.4pt'><td width=3D272 nowrap valign=3Dbottom = style=3D'width:204.0pt;border:solid white = 1.0pt;border-top:none;padding:0cm 3.5pt 0cm 3.5pt;height:14.4pt'><p = class=3DMsoNormal><span = style=3D'color:black;mso-fareast-language:ES-PE'>P=C9RDIDA GRUPO 3 = (20.02 - 10.03)<o:p></o:p></span></p></td><td width=3D77 nowrap = valign=3Dbottom = style=3D'width:57.5pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white 1.0pt;padding:0cm 3.5pt 0cm = 3.5pt;height:14.4pt'><p class=3DMsoNormal><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; 638.69 <o:p></o:p></span></p></td><td width=3D1 = style=3D'width:.75pt;padding:0cm 0cm 0cm 0cm;height:14.4pt'><p = class=3DMsoNormal> <o:p></o:p></p></td><td width=3D0 = style=3D'width:.3pt;padding:0cm 0cm 0cm 0cm;height:14.4pt'></td></tr><tr = style=3D'height:14.4pt'><td width=3D272 nowrap valign=3Dbottom = style=3D'width:204.0pt;border:solid white = 1.0pt;border-top:none;padding:0cm 3.5pt 0cm 3.5pt;height:14.4pt'><p = class=3DMsoNormal><span = style=3D'color:black;mso-fareast-language:ES-PE'>P=C9RDIDA GRUPO 5 = (09.03 - 10.03)<o:p></o:p></span></p></td><td width=3D77 nowrap = valign=3Dbottom = style=3D'width:57.5pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white 1.0pt;padding:0cm 3.5pt 0cm = 3.5pt;height:14.4pt'><p class=3DMsoNormal><span = style=3D'color:black;mso-fareast-language:ES-PE'>$  = ; 363.39 <o:p></o:p></span></p></td><td width=3D1 = style=3D'width:.75pt;padding:0cm 0cm 0cm 0cm;height:14.4pt'><p = class=3DMsoNormal> <o:p></o:p></p></td><td width=3D0 = style=3D'width:.3pt;padding:0cm 0cm 0cm 0cm;height:14.4pt'></td></tr><tr = style=3D'height:14.4pt'><td width=3D272 nowrap valign=3Dbottom = style=3D'width:204.0pt;border:solid white = 1.0pt;border-top:none;background:#A9D08E;padding:0cm 3.5pt 0cm = 3.5pt;height:14.4pt'><p class=3DMsoNormal><span = style=3D'color:black;mso-fareast-language:ES-PE'>TOTAL = DESCUENTO<o:p></o:p></span></p></td><td width=3D77 nowrap = valign=3Dbottom = style=3D'width:57.5pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#A9D08E;padding:0cm 3.5pt 0cm 3.5pt;height:14.4pt'><p = class=3DMsoNormal><span = style=3D'color:black;mso-fareast-language:ES-PE'>$ = 3,019.25 <o:p></o:p></span></p></td><td width=3D1 = style=3D'width:.75pt;padding:0cm 0cm 0cm 0cm;height:14.4pt'><p = class=3DMsoNormal> <o:p></o:p></p></td><td width=3D0 = style=3D'width:.3pt;padding:0cm 0cm 0cm 0cm;height:14.4pt'></td></tr><tr = style=3D'height:14.4pt'><td width=3D272 nowrap valign=3Dbottom = style=3D'width:204.0pt;border:solid white = 1.0pt;border-top:none;background:#FFC000;padding:0cm 3.5pt 0cm = 3.5pt;height:14.4pt'><p class=3DMsoNormal><span = style=3D'color:black;mso-fareast-language:ES-PE'>MONTO DE FACTURACI=D3N = REAL (PENDIENTE)<o:p></o:p></span></p></td><td width=3D77 nowrap = valign=3Dbottom = style=3D'width:57.5pt;border-top:none;border-left:none;border-bottom:soli= d white 1.0pt;border-right:solid white = 1.0pt;background:#FFC000;padding:0cm 3.5pt 0cm 3.5pt;height:14.4pt'><p = class=3DMsoNormal><span = style=3D'color:black;mso-fareast-language:ES-PE'>$ = 4,442.75 <o:p></o:p></span></p></td><td width=3D1 = style=3D'width:.75pt;padding:0cm 0cm 0cm 0cm;height:14.4pt'><p = class=3DMsoNormal> <o:p></o:p></p></td><td width=3D0 = style=3D'width:.3pt;padding:0cm 0cm 0cm 0cm;height:14.4pt'></td></tr><tr = style=3D'height:14.4pt'><td width=3D349 colspan=3D2 rowspan=3D6 = style=3D'width:261.5pt;border:solid white = 1.0pt;border-top:none;padding:0cm 3.5pt 0cm 3.5pt;height:14.4pt'><p = class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span = style=3D'color:black;mso-fareast-language:ES-PE'>*** El monto por = facturar es el correspondiente a las fechas 09.03 y 10.03. Para el monto = de facturaci=F3n real se ha considerado con la disminuci=F3n por las = p=E9rdidas de los grupos 1 y 3 debido al bajo rendimiento. = <o:p></o:p></span></p></td><td width=3D1 = style=3D'width:.75pt;padding:0cm 0cm 0cm 0cm;height:14.4pt'><p = class=3DMsoNormal> <o:p></o:p></p></td><td width=3D0 = style=3D'width:.3pt;padding:0cm 0cm 0cm 0cm;height:14.4pt'></td></tr><tr = style=3D'height:15.0pt'><td width=3D1 nowrap valign=3Dbottom = style=3D'width:.55pt;padding:0cm 3.5pt 0cm 3.5pt;height:15.0pt'></td><td = width=3D0 style=3D'width:.3pt;padding:0cm 0cm 0cm = 0cm;height:15.0pt'></td></tr><tr style=3D'height:14.4pt'><td width=3D1 = nowrap valign=3Dbottom style=3D'width:.55pt;padding:0cm 3.5pt 0cm = 3.5pt;height:14.4pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:14.4pt'></td></tr><tr style=3D'height:14.4pt'><td = width=3D1 nowrap valign=3Dbottom style=3D'width:.55pt;padding:0cm 3.5pt = 0cm 3.5pt;height:14.4pt'></td><td width=3D0 = style=3D'width:.3pt;padding:0cm 0cm 0cm 0cm;height:14.4pt'></td></tr><tr = style=3D'height:14.4pt'><td width=3D1 nowrap valign=3Dbottom = style=3D'width:.55pt;padding:0cm 3.5pt 0cm 3.5pt;height:14.4pt'></td><td = width=3D0 style=3D'width:.3pt;padding:0cm 0cm 0cm = 0cm;height:14.4pt'></td></tr><tr style=3D'height:14.4pt'><td width=3D1 = nowrap valign=3Dbottom style=3D'width:.55pt;padding:0cm 3.5pt 0cm = 3.5pt;height:14.4pt'></td><td width=3D0 style=3D'width:.3pt;padding:0cm = 0cm 0cm 0cm;height:14.4pt'></td></tr></table><p = class=3DMsoNormal><o:p> </o:p></p><p class=3DMsoNormal>El descuento = respectivo es de $3019.25 d=F3lares americanos, se solicita su respuesta = de forma urgente. Para proceder a realizar los dep=F3sitos = respectivos.<o:p></o:p></p><p class=3DMsoNormal><o:p> </o:p></p><p = class=3DMsoNormal>Alonso / Roxana, se solicita su atenci=F3n para ver el = procedimiento de pago.<o:p></o:p></p><div><p class=3DMsoNormal><span = lang=3Des-419 = style=3D'mso-fareast-language:ES-PE'><o:p> </o:p></span></p><p = class=3DMsoNormal><span lang=3Des-419 = style=3D'mso-fareast-language:ES-PE'><o:p> </o:p></span></p><p = class=3DMsoNormal><span lang=3Des-419 = style=3D'mso-fareast-language:ES-PE'>Saludos Cordiales / best = regards<o:p></o:p></span></p><p class=3DMsoNormal><span lang=3Des-419 = style=3D'mso-fareast-language:ES-PE'><o:p> </o:p></span></p><p = class=3DMsoNormal><span style=3D'mso-fareast-language:ES-PE'><img = width=3D378 height=3D151 id=3D"_x0000_i1028" = src=3D"cid:image012.jpg@01D71F58.01F203E0" = alt=3D"cid:image010.jpg@01D71F37.A1B3B390"></span><span lang=3Des-419 = style=3D'mso-fareast-language:ES-PE'><o:p></o:p></span></p></div><p = class=3DMsoNormal><o:p> </o:p></p><div><div = style=3D'border:none;border-top:solid #E1E1E1 1.0pt;padding:3.0pt 0cm = 0cm 0cm'><p class=3DMsoNormal><b><span lang=3DES = style=3D'mso-fareast-language:ES-PE'>De:</span></b><span lang=3DES = style=3D'mso-fareast-language:ES-PE'> Oscar G. Carranza Mundaca = <</span><a href=3D"mailto:ocarranza@avs.pe"><span lang=3DES = style=3D'mso-fareast-language:ES-PE'>ocarranza@avs.pe</span></a><span = lang=3DES style=3D'mso-fareast-language:ES-PE'>> <br><b>Enviado = el:</b> jueves, 18 de marzo de 2021 16:43<br><b>Para:</b> 'Wilmer = Rodr=EDguez' <</span><a href=3D"mailto:wrodriguez@ifprc.com.pe"><span = lang=3DES = style=3D'mso-fareast-language:ES-PE'>wrodriguez@ifprc.com.pe</span></a><s= pan lang=3DES style=3D'mso-fareast-language:ES-PE'>>; 'Billy = Rodriguez' <</span><a href=3D"mailto:brodriguez@ifprc.com.pe"><span = lang=3DES = style=3D'mso-fareast-language:ES-PE'>brodriguez@ifprc.com.pe</span></a><s= pan lang=3DES style=3D'mso-fareast-language:ES-PE'>>; = 'acarranza@ifprc.com.pe' <</span><a = href=3D"mailto:acarranza@ifprc.com.pe"><span lang=3DES = style=3D'mso-fareast-language:ES-PE'>acarranza@ifprc.com.pe</span></a><sp= an lang=3DES style=3D'mso-fareast-language:ES-PE'>>; = 'gzapata@ifprc.com.pe' <</span><a = href=3D"mailto:gzapata@ifprc.com.pe"><span lang=3DES = style=3D'mso-fareast-language:ES-PE'>gzapata@ifprc.com.pe</span></a><span= lang=3DES style=3D'mso-fareast-language:ES-PE'>><br><b>CC:</b> = 'Chriss Ahsman' <</span><a href=3D"mailto:Chriss@fteurope.eu"><span = lang=3DES = style=3D'mso-fareast-language:ES-PE'>Chriss@fteurope.eu</span></a><span = lang=3DES style=3D'mso-fareast-language:ES-PE'>>; </span><a = href=3D"mailto:amartinez@avs.pe"><span lang=3DES = style=3D'mso-fareast-language:ES-PE'>amartinez@avs.pe</span></a><span = lang=3DES style=3D'mso-fareast-language:ES-PE'>; </span><a = href=3D"mailto:jaraos@avs.pe"><span lang=3DES = style=3D'mso-fareast-language:ES-PE'>jaraos@avs.pe</span></a><span = lang=3DES style=3D'mso-fareast-language:ES-PE'>; 'ravalos@avs.pe' = <</span><a href=3D"mailto:ravalos@avs.pe"><span lang=3DES = style=3D'mso-fareast-language:ES-PE'>ravalos@avs.pe</span></a><span = lang=3DES style=3D'mso-fareast-language:ES-PE'>>; </span><a = href=3D"mailto:stantachuco@avs.pe"><span lang=3DES = style=3D'mso-fareast-language:ES-PE'>stantachuco@avs.pe</span></a><span = lang=3DES style=3D'mso-fareast-language:ES-PE'>; 'rmauricio@avs.pe' = <</span><a href=3D"mailto:rmauricio@avs.pe"><span lang=3DES = style=3D'mso-fareast-language:ES-PE'>rmauricio@avs.pe</span></a><span = lang=3DES style=3D'mso-fareast-language:ES-PE'>>; </span><a = href=3D"mailto:jcisneros@avs.pe"><span lang=3DES = style=3D'mso-fareast-language:ES-PE'>jcisneros@avs.pe</span></a><span = lang=3DES style=3D'mso-fareast-language:ES-PE'><br><b>Asunto:</b> = RECLAMO BAJO RENDIMIENTO<o:p></o:p></span></p></div></div><p = class=3DMsoNormal><o:p> </o:p></p><p class=3DMsoNormal>Sr. Wilmer / = Sr. Billy<o:p></o:p></p><p class=3DMsoNormal><o:p> </o:p></p><p = class=3DMsoNormal>De acuerdo a un an=E1lisis y evaluaci=F3n sobre toda = la producci=F3n realizada se encontr=F3 la desviaci=F3n del = rendimiento 42%; en base al contrato firmado.<o:p></o:p></p><p = class=3DMsoNormal><o:p> </o:p></p><p class=3DMsoNormal>Rendimiento = promedio de toda la campa=F1a: = <b>39.2%</b><o:p></o:p></p><p class=3DMsoNormal><o:p> </o:p></p><p = class=3DMsoNormal><span style=3D'mso-fareast-language:ES-PE'><img = border=3D0 width=3D926 height=3D119 id=3D"Imagen_x0020_3" = src=3D"cid:image013.png@01D71F58.01F203E0" = alt=3D"cid:image011.png@01D71F37.A1B3B390"></span><o:p></o:p></p><p = class=3DMsoNormal><o:p> </o:p></p><p = class=3DMsoNormal><o:p> </o:p></p><p class=3DMsoNormal><span = style=3D'mso-fareast-language:ES-PE'><img border=3D0 width=3D373 = height=3D227 id=3D"Imagen_x0020_4" = src=3D"cid:image014.png@01D71F58.01F203E0" = alt=3D"cid:image012.png@01D71F37.A1B3B390"></span><o:p></o:p></p><p = class=3DMsoNormal><o:p> </o:p></p><p class=3DMsoNormal>Perdida = Generada descrita, l=EDneas abajo<o:p></o:p></p><p = class=3DMsoNormal><o:p> </o:p></p><p class=3DMsoNormal>Perdida en = base a producto terminado Chunks: 514 cajas de 10 kg<o:p></o:p></p><p = class=3DMsoNormal>Perdida en base a materia = prima: &= nbsp; &n= bsp; 12226 kg<o:p></o:p></p><p = class=3DMsoNormal><o:p> </o:p></p><p class=3DMsoNormal>3 opciones = de soluci=F3n<o:p></o:p></p><p = class=3DMsoNormal><o:p> </o:p></p><ol style=3D'margin-top:0cm' = start=3D1 type=3D1><li class=3DMsoNormal style=3D'mso-list:l0 level1 = lfo3'>Reposici=F3n de las 514 cajas de Producto = terminado.<o:p></o:p></li><li class=3DMsoNormal style=3D'mso-list:l0 = level1 lfo3'>Reposici=F3n de 12226 kg de producto = terminado.<o:p></o:p></li><li class=3DMsoNormal style=3D'mso-list:l0 = level1 lfo3'>Descuento en la =FAltima facturaci=F3n de $3693.19 = d=F3lares.<o:p></o:p></li></ol><p = class=3DMsoNormal><o:p> </o:p></p><p class=3DMsoNormal>Esperamos su = respuesta, con la finalidad de terminar de forma correcta. Esta = campa=F1a y seguir con las operaciones.<o:p></o:p></p><p = class=3DMsoNormal><o:p> </o:p></p><p class=3DMsoNormal>Saludos = cordiales.<span lang=3Des-419 = style=3D'mso-fareast-language:ES-PE'><o:p></o:p></span></p><p = class=3DMsoNormal><span lang=3Des-419 = style=3D'mso-fareast-language:ES-PE'><o:p> </o:p></span></p><p = class=3DMsoNormal><span lang=3Des-419 = style=3D'mso-fareast-language:ES-PE'>Saludos Cordiales / best = regards<o:p></o:p></span></p><p class=3DMsoNormal><span lang=3Des-419 = style=3D'mso-fareast-language:ES-PE'><o:p> </o:p></span></p><p = class=3DMsoNormal><span style=3D'mso-fareast-language:ES-PE'><img = border=3D0 width=3D378 height=3D151 id=3D"Imagen_x0020_1" = src=3D"cid:image015.jpg@01D71F58.01F203E0" = alt=3D"cid:image015.jpg@01D71F37.A1B3B390"></span><span lang=3Des-419 = style=3D'mso-fareast-language:ES-PE'><o:p></o:p></span></p><p = class=3DMsoNormal><o:p> </o:p></p></div></body></html> ------=_NextPart_001_0068_01D71F58.04FB2530-- ------=_NextPart_000_0067_01D71F58.04FB2530 Content-Type: image/png; name="image001.png" Content-Transfer-Encoding: base64 Content-ID: <image001.png@01D71F53.79212180> iVBORw0KGgoAAAANSUhEUgAAASAAAACICAYAAABHuza3AAAAAXNSR0IArs4c6QAAAARnQU1BAACx jwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAHRXSURBVHhe7Z0HnBzVle43vF2v1+u0zjkCJmcJ iRxMBmMbs2CwwdnsGgw2GIxJJmcklGY0QTnnOFkazUgTNUGTc86dQ3Xl/t53qqalQWCDbcCz79Xp 31HlW7dac//9nZvqH+DZu2DJP+NvZUef88Zr304qf8qSySR0XYdt25N7PPPs72fvLYAmS07y8Md2 nYXiiMs++binH3Yee6O94ayj/L0zybGbc3c9tTX5hJMun6P3icNxecTXubP/Tc7nwdR35Z719k2u UxQFlmVN7vHMs7+fvecAcgunFCT5WK6zIEmhsrh03DnuFq3DLgWOy5S5+1NHU0X4aH9vzMkB8+c4 t2yYjluTH1lzt8wpnyP7U8esJK+zDbooFI3bOt3gEfEjZ8p3ZCf5LTk+9Vt5a5Pz4/E4TNOc3OOZ Z38/e88AdAQ6qY+AhwXNYiGbdHPSZV32H+3JKX54mwU2yYLrFsYj/ncBkE04WAlYZoAF3Dfp/sNu cVvc3ZZzgpP7x2EZwzD1AZhaD72T3uEu9V4Y+iAMc5TO66wILJsKJqk635/zvHxWF+tvbR6APJtO 9h4qIBdA8gsuv97yC2/Eh6GPN0Lvr3R9oAL64KTL+kA51+lDXE/5sDj3jXA5VgUj0AJb8xNEUiCp IBwAvYsK6E1KuQNX3tcyAtBCVYj2ZiLa8Txi7U9C6XgSasfTSHQ8B6XzJSjdc6H0zoPa9xr9VWg9 z0Hrepzn/A6J1rugtPwM8eY7EG+6A7HmnyDScieCLb+Fv+OP8PXMg39oDcL+IsRjDdD0IcIowrvr zEUqQDs6g6/fdgEU8wDk2bSw9xBAxI8UUifMoMpRxxCr2YDIlkehrPxvJFbRV9+JxNpfIrHuF1BS vv7nUDbSN9E3/wzKlp9B3fITJLb+BLEdv0Bsz8NItG2GrQ7BJIRM5x5uKPd2FMFfbJIoC7ETEtJT u0SV6JFaRFufQGTfRYgVnYr4nlMRK5mJWPnFiFVcgXjl5VC4njgwG4n9Z0Hbfyr9BOilx0Av+Qr9 C9BKPgu15DP0z0Ip/QIiJV+Fb983MFRyKnr2z0Z7+ZVoqboJTbU/R3PzY+jsycTwWAHCsXboVFR2 UpPc0AlgyaMDYifTjoti8gDk2XSx9wxAEqKYtk03qRSi0KhsIhseROzla6A9ez705+kvnAv9pdnQ X5kN7dXZUOfMop8D7TX6/JnQF9AXzoCx8CzoaWdBXXw24ssvQzT3LiqlPTDVCQLIgMFCZjqF712y SfgcdhZ4U+1DYmAZwiUEza7PQcn9HAH0NcT2nYAoPV58LNQ9X4JW9EnoBR+Ckf9vMPP/FVb+v8Aq +Gf6P8Es/Ef6P8As+kcYRf8Mteh9BNkH4Cv8MAYL/hOdBZ9GU8GXUFN4LMoLT0ZJ8bko3v8tlFT/ AhVNT6OpdxUG/QcQTvTBsGJOvlLuKkJC2QFQ1AOQZ9PC3kMAwYGCYTH0ig5SGSxGbP73oD85C8mn ZiD57EzYz54F+/kzYb94JqyXxc+A9crpsOacDnvuaUjOo88/FckFpyC5iJ52EozFVBnLL0K8/HkY vjpYJn/dpwDo3YDQpJbgR1QdFZ0Vhu4rRKz+HoRyCZuCb0DZdxqUA2civv9kKHu/Bo3wMPI/ROC8 bxI4/wib0EkW/rPjdtE/0blvzz/A2kMYFf0L9KJ/J8Q+hEDRRzBc+DF0F34aLYWfRx0hVFHwZezN /yp25h2DDXknY1XBbKzb9x3k1j2A6p6l6PGXIZgYgmHHnTwyRmWuBUCmByDPpo29d5XQBIIlYFCD 0Hr4K539S6jPXgjrSULnGQLoOQLoea6/QPC8NAmgV+hzziB8TkfyNfoCAmjhabAXcZlGEKWfDDv9 RGiLT0Zo/Q1ItK6CFet3K4OptqaqlBQ2/laTpCx5lkk1YYFhX7wZifaXGXpdiVDhaYhVXkn4nI/E Xqqe/I/ByPswrNwPwsr7dwKIqofAMQsFMv/HcYtqxyKABDzW3n98HYAUwidY+J8E0MddABURQIVf REXhl1Bc8FXkFByLjQXHY1n+8VhI+L2acxrmF16OVRV3obRrOYajrVCMML8Pqax3gRmNRwggY/KJ PPPs72fvnQKiWwy/1PFOBHLnIvbS1VQ/M10APT0JoBfOgiXqhwAyX+b6Kzw2h4qIEEq+Rl9AGC3k 8UVURGlUQOknIbn4BFgZxyOxZCaiBb+F2ldEFcRfeKkDIiBcd3/9Xf/bICQwc5Qc0xL8GJaPodcq RCp+jNDeyxA7eCPiZRdDpUIxcj4CU8CT+yEkCSE79wMOgGzCx6LasQoJn8J/4baooH+gAqL6Kabv lTDsn6DxmMIQLFT4EYwSQL0EUGvRZ1FPryz8AgH0FewuoAKi4lpecCLS80/GHPqzuafgsd0z8Hju NUireBD7+rdiKNYF3UpQrVmIxjwF5Nn0sPcUQEZ0ArG6nfCn/xjq0+cSPmfDfupsJJ+Z6QDIogJy AOSoH66/Kk7o/AkA2ZMAsjOPI4RORHzNNYhXvATdf4iYkV/4IxB6pwDk1GU5TgDZMeghqrna3yG0 /yZEK25CrOrbhM+xMAkfazcVj0DnDQCSkOsfkGQIZhdQBRVQ7RS8D2rRf0Ar/jjUfZ+BUvw5RPd8 DiHCZqzgUxjM/xR6GMa1FhJAhZ8jgL44CaCvUwG5AFpM+MylP517Eh7cfRLu2n4mfr3zGswtewQl /fkIaH5HGXoA8my62LsHICfiOVIPk7Q0qL01CG1/HqFnL4f5xAzYon6k/ucvAtAZRwHoeALoWMfV 7DMQ23EHlJbVsLUJ3n5K/yCqFScUE/+L7PATOC6dJqWFzWlxU7sR73gV4QO3UgHdinjNHYgVnwd9 98dhCnxy3k//AMEzCaA8AdD7HOUjKkhcp7pJlBwHpeoSJA7dCrX1LqgdD0Bp/z1irfch3PjfmKj9 PobKL0d3yZlo3nMsap06oC9hbwpAhZMKiP5q3sl4hmHY4zmz8UTBtwif+7CldRmaJuoQNaQPkY2Y Vwfk2TSxdwVAbjl3615EMUjxNyPDDE3WIJj2EyiPU/38kQB6QhTQ2wWQ1AERPG8AkCggKo6s42Bk Hg9l5cWI7XkQ+lgFbDPm1HmIS7gkeXE48rbtCHhSLuGcdCUw9XFo47sROnALIvu/i3jtL6AQQPGc Y2Du+g8qIIHP+2FPBVA+AUSlI2GXuE7Fo5TNhNL8K6hD2dADxVSJh2Ao7TASndClbilchdjEbgQG 0jHc9iA6a/4L9SXnobzwBOzJ/zp2EUAbqLiW5Z+ANKqf+QXnYNGe67G87C7sbp6PhrFSjCcGkbCk 86L0v/JawTybPvYuAcgFj1NXMqkWEh0liG54FLFnr4T5KGHz+EwCiOB5kv7MOX8dgNImAZT1DZhL TuTyeOjZpyK28VuI1s1nAe6BaSUmBzHw378KQKnQzXVRU9LnR4vUI9rwCII5Zzqhl9J0D5SDVEE7 PgNrF0GT82+Ez/uRJICSOR+i+vkw1c8RAJkF/4b4ni9DbX8QZng/bEs6FDL9ybu6LnsEnRq/zzAM rQNh/y70tj+Jg2Xfxt49Z2Jn/rHYQF+RfwqWFVyIjeU/QUn7fHT7yxA3RQVKKDr50FzI/43XE9qz 6WLvCoAkRBHwGPyLl4pnI9SPWMF8xF67Gdpj5yL5uIRfhM4TdAdAb1RAb6yEPgKgZNpUAJ2IZOaJ MLNPhpV1Iv14qMvPRnjnbVB6t0FXxyZHULnFe7Iovk2Ts48CkKSm9jOcXIZI3mVQth3L8OkWhn2/ QfzgzYht+xTsnYTOboHPEQAdUUD/OtkM/68E0LHQ+l9iKNdKWBsOIKW3uPuRdjZxN9dO7mXoii0g 6kXAl4uGxodQUHI9thddhoKKn6GhOxOjoUrE9VFCX3Ng6Ta/H3lqD0CeTSd7dwDEj9sZkOGPFka8 IReRrF9BefIymI/NovI5hwCiAhJnCCatYPZzMyYBRIXzEl0g9ApDNALIEgi9RiU0X+qACCIHQKfS TyaATgIyT6L6ORl2NpfZhNGSkxFfdS6i+/8AbaKShS3qFmUWRhFBb99EMrAA81mkMDtgsIPQxnYh VvlzwufrULd+Dsr+q6A03MkQjApo5xdh7fygo37sXPF/p3+QAKIKyv93gkfCr3/i8v9ALfwElPpb oI6uZEjXw9QJGOeTgo/rKXTKEbdOS4dpBBEM1aF/cAe6+zdhzF+OGEMtw4o6IaeLWve6qeYByLPp ZO8KgCTcMaRHshGDMdqKyNYXEXv+BmiPzGboRfgIgBh+OfARf8YFkDTD2wSQuAsgbr96mtMR0Zr7 JgCSfkAEUJLwOeyEUDL7BIZiJyK6+XokWpbAiHZRERhOy5UUwLdr7ih9QoAuz2QyFNKjtVCan0As bxa0rZ+Etu3jUIrOQpzwUeruQLzwVBi7GG5RAVkEkLSCuQAilPK5TQClKqBNhmOJfVRQdYRQ/zwY 4TJnUKplM2yUeiYHelPd/biKiFrMUqFqQbq0biWY46OfTbY9AHk2fe1dCsEs6AwBtPAQ1OrtiMz9 EdTHLoL5yGTdzx+5FACJAnqaPhmCuQCSntCuCjJeIYReOwvGa7IkfOZNAVD6qbAWE0AZLoDAEAxZ p9CpiLKPpxJiwV56KuLFv4Y2kE+FEXIAJHVTbwdBcpY7psxVcoajOkah9C1BvPS7ULd9Gca2j0Hf /lEkcr6K+IErEa/7IZQDl0PN/QzM3VIP5ALIyv0PJPNdANmHAfSPztLIl+b3z0IpPx+J1ruhj66A HjsIXR/hdygVx1SRr4OQCyIByV/A0sPmAciz6WTvEoCSMLQY1J6DiK99Aspj34T5MEOvR89xFJBF AEkdkP0Ul+JT6oCkJ7QAyCSAEnPPQTz7GsQXXwJtARWSDMVwAHSaAyA7gwBi+PU6AFEBCYCSBJCZ 9XXE118KpfpFGMFm0WVu4X1bCHKfwx3WYVBhhGEEihGvuhOJ3YQf1Y+9/WOwtv8nIfRxJAoY9pVf yzDsFsT3nAY95+MEkPQDEp8CoHwCKDX2S3pBO+EYQSRqqIjplM2C2nYPtPG10BPNDKkizIfMC/R6 EL3dZzjaPAB5Np3sbwMQy0BSBnlJWZgsD/IHLtN9Gv4hxEvWIvTsd6A9PBv2IwTQY1w+LnVAMv5L fBJCzlCMs91xYE5v6LOgvnoegtk3IVG1ENHCRxBbwXTm8/iCUwmgU5BcfIoLIDoyRflMQigFoCXH wFxyLLSlp0DZ9QMW6jUsdCHmT+pHjoQxf85ELUmztc3wxtK6oDQ9B6XgAgLnCwTPJ2HtIIR2fAIm VZC28xM89g3EK65EouIaaHtOgJH7n25zvABIQrC8fyOA3D5AFhWQDMFwe0G7IZkMxzAL/43Xfgbx svMQbb4byuhaGIkWAjDEXLsAdSAk4STXnMpxrruVzW9tHoA8m072NysgNxSQouwWCHFbj7OwliC8 7A+I/+Fiqp8pAPoj/YnZhwHkOMMwF0BuCKa/OAOxtOsRKXwexkQ9lVQuojkPILboAlgLZCxYahgG YeMA6NRJ9SMAOpH+DQLoWFhLj4Ox7AQoay9ErPh+6L5q2FaMORQVMZlvulOIuf1645OwUDvhlzYC bWgTwzlCcCfBts0Fj00AJXcKiD4KY8eHoO3+OCF0DBIlM6EWnwa18MvQchmm5X4IlnRCzPtXR/24 sGEIJgBynACSoRl73LBMmum1vR9BrPRYBKsuh7/51wgPLkEiXM0w0Md8Sfsin8DJv1RKpzpcTmb9 z5hc4wHIs+li7wiAnMpaCQucgmBCH+1AJCcNoedvhv7g+bD/cB7Dr3OpfgRAXL4ZgJ49G9YLZ8N4 8Wwocy9GdP1dUDvzYekBmNFehjZLEFt5C7R5Z8JaONkCln4ikm8A0AkOgJB9HGwCyFz2DajLT0Fs y/WIH1oAS+mholGYZ1ERKXDKUI03ll4JdAwzAs1fhsTBB6DuOBnG1k9R/XzsMIBc/6jT8mXs+g9C iGoo//OIFx1HBTgTyoGLoZRyWfA56E5PaAKnQNSPq4CODET9B5gEkAxEFSBJeKYWfQDhPZ/C+L4T MFJ5DUab74dvcBki4UroxiCfI+Z836nKcg9Anv1vs3cAQO4fv9Prx9aRVMOIV25HOP3XiD18GayH LiCACKFHCaHHCZ8UgJxpOFIAYghGAJnPz0DixdmIZd3CwktYRPtYyHSnR7PefwBK/mOIL7wA5sLT YS1i+EUASSX0GwF0vAOh5FKqoGXHUAUdh8SaGYjm3gF9KAe2NsR0pXOfq4XeWKfirku9ix7rgNKR jnjuZTA2fxbWVsLndQDicicBtOuDzvALcX33fzBsPB6x2h9Rvb0MpfMZRKpvhLLvZOgF/0kIyfiv f3DrfxiCydKZA4gAMmVE/OHR8O+HUvRBBAo+hMGCT6Brz/HoKL8GPS0PYHR4KcLhMqjaAMzJKTdc NffnzQOQZ9PJ/iYAOfrB+QU2HE+acRhDTYisfgKxJ74N8/cXwX7ofCQfIXQIIEuGYDgqiPA5DCCq n6cYfj17FsznZiL+ymWIbfsDtJ4SAi3hoEEAYcUGoDasRWTF96At4rmLToI1CaDknwAQlh6D5LKv wVp+DLQVJ0FZdz7iFY/BDFQ5PY8tWyqYmbo8QwpCUoi5T57ONkNQh3YieuAniG/6EsythM02+naB T8oZghFAMvzC2P1+x9XdH0G07GokBrOp4HpgGQNUUXmItzEklZHyhZ+Bnv8+GAzHzELCyHGuixpy ICT+f6DteT/ie/4DQUJotPCj6Cn8BJoLPo+agmNRue8CNNTfhT4qolCsjkotwP8Dzfm2JO+uyfL1 UPIA5Nl0sr8JQE6IQvXjzL1jEUKxMUQKliL20h3QHrqU8LkAYPiVlPDrMYHPuTAfnwXzj25fIOkF Lf2ATCog45kZ0J8+G5Gs7yNWJX13+pi6wE3uQzxIKDRagXDBHxBZfB70hScxDPsG7MWETSZV0NEA WkIFxPDLXk4VRAAZy4+DvvJURDdfC7VtOcx4H9OVPtLSA9nVQQIgeSa3Gx+PhBsRO/Q0IrtmQdvE 0Gvzp2AzBLO3p+qAPoHkDm47IRjDq13vo/r5ACL530Ci/UkYkTp30GpSh2GHoast0MY3QG25H/ED F0Ip/CRB9K9UQxKGEUKEju2EYVMB9GFnQrKRwo8RQDIa/guoK/wyygq/gqLCE1BQfClKq/8HLT3L EIjWw7D8/J85Mkd06rlS5gHIs+lkfxOA5Lc2NTWFrYRhtBIQC+9F4tFrYD54AZK/P58AogKS8EsU kAOhKQpImuKfnAGLrj8zG5EXL0R412NIMNxyK4tZeJi+U4ykY2O0H7HGlQiu/DbU9DNgEUDJjOPd Zvg3AIj7lx4Pm+GXA6EVx8JccTzUlachUfwrNxSzQ8RMSgXJPUQHyTASwlQfhtpFmO69GfHNBNjm T8Lc8mkCiL6Nqmf7x+kpAH2EAPo3mDvfByXn04hV/xD6eA5MXaaIJeRkGlrpCMlQSfoSGdE6aGPr oLTdx3D1MijFX6Eq+gAMhmLOnECHAfTviO35CPxFkxOSFU1OSFb0JZQXfgl78r+CXXnHY2vBLGzZ 923k1dyL2t5sDIeroVpURJPf31TzAOTZdLK/EEApSe+6/LY6ALL4Cz/ahfjOTMQevxHaAxfBeoDg SQHoEbcOyKISEgAlpRleXMaDTQJIffZ8BDNuQbRmLfRwP9NmoZ2EglvJzT16GOpwOUI7f4149nkw 0k5wx4IJfN4UQDw+qYJsAkjcWP41KFsuQqLuWUfhuMNG5DlEybmgMEyqlbFCxMt/BWX7TBibvgBr C6Gz9TME0GdgTQLIFqcKsnZ8GOb290Pb9Z+IFZ8LtTcdptLFtDQHbkmGeuIO4BynKjLGoUUJiqFl UFp/A+Xg5UiUfg3a3g/BoBrSGY5pRf+GeNGHCaCPEUCfcADUvEdmRBQAfQV7C76KXflfx4a8b2BZ 7inIyp+NVftvQk7DH3FoaDt8Sq+jwFIhpXwkDx6APJsu9hcA6PXwERcAOWFYzA+lrhDh1+6F+rvL YNx/PqwHBUBUQX+gPzwJoMkwLPnEbIAAggxEffJsmAzDlBcvQ3jbo0gMSFNz3EnXfcOF9Eh272PZ BF1sANHKBYitvgFaunRIJGQy/5QCEgBx6aigYwigY2Au/zLU1cciVnArlK71vBeVGwulM3ZNAGTF eY92hl7PIL77Yuibvgp782dhb6HS2UYAOc4Q7DCAPkb4fAja9g9DyT8RSv2vGXodhM2Q0YUniz2d /zhfmyxknwMiCf9MHxVRNbSRpUi03UsQfROJ/V+HuvejSBR9ALHCDyLgTMn6SfQ4CuhzRwBU+DVn RkR3QrITsCj3eLy6+2TMybsYS8p+ieKuJRiMNEMxJC/8BuWeBGEs5r0Vw7PpYX8BgORX9PXuFCSq H6XnEEIb5yD6h2/B/O35MH9HABE+FuFjEz6HFdAkgI60gs10pmTVnp2N6MKbEK9aDT3U74xxMk2V hfOImybVBAFkmjEk+ooR3XUXEtmzGIYdxzCM0PkTAMJhAFEBrTyGodhXYKz4EpRNsxErexB6oNaZ ssOFEMMkbcjp8xPKuw7qJp6/icBxQq9PIbmVINr2aSQJoOS2j9M/Bnun9IT+IOK7Ps/0boA+upF5 9BMwUjH/xhBIzAkrpQIcOiEkyshkyBmFpXZBndgCpf13UKovQ3zfVxGh+vEXfgwjBZ9Eb8Fn0Fb4 edQXfpEA+jIBRAV0eErWE7A470TMzT0Zz+w6GY/sPBNP5F6N9Y1z0BaoR8yI8p4CIBORWIQqzwOQ Z39/+5sAJGaGxhAtXo/gyz9DgvCx6dbvCJ8HCZ+HXPUDAdAjR0KwI61gM2Ey/Eq8dDliGwiDIYYk 440ETBnU9jxoHfROelceVEJHn2hw+wUp/YhVzkV8zXXQqYDsjBPfNoBsAshe8UXoooJ2XYN48yKY iSGqLaoRiwXTX4Joxa+Q2HISjI2fp/r5DMFD6Ejl8xZZJ4i2fWISQG5FtLb9U4jvvYjgeMGZJdFI ag7QRLm9KYCcj4BHp7ugcmDlhIAMj7R+6ME8gv1p+A9+G4PFp6Cn4PPoIoBaBUAFX0ZZwWQI5gDo +CNTsuadgmfyTsLvc07Er3adjrt2X400hps1E+VQrJijgCKxqAcgz6aFvW0AiXx3PTW/stRr6Awb KhFe+RQiD18L/beEy28Im/sJH6mEllawSQAlCSDpjHgEQFIBPdOZGzqadgvipZkwxuoRqViK0Kbf ILb8Nqgr6atuQ2L1rYht/Bmie59HYrASthGA2rmDquNOqJkz3L5ATkW0AEiGYhA8Sxh+pUKw5QQQ wy975de5/BKSK74Ac+UXoaw/A5E9v4Q2uh+m7mco1Aq19TWmewH0jV+EuZGKh+GXKB+BUEoJ2Q58 /pPrMhj1k1ByT0Wi7h4YviIWcBZuahti5TCAHJ/ycWIxWXO+T1lOHuFSQCShpiWvbVbaoAbyEOp9 GYO130dHydlopOqpySeA8gVAX3ffiuFMyUoFlH+KOye0AIgg+lXumfjhrpn4Rd63kdH4KtrDTVSR BqJeCObZNLG3DSC357A0i7uVqba06oSGEC1YhsjLP0Xi/oth3UfI/JbqhwByFNBk/Y+EYK8H0DnO ZGTWE7MQf/EKRNbdT6WzF1rPXkQ234/oa5dBffEs6K/QX6XPOQuJeQzTVt6MaGUGrPggC/shxMte QmzllTAy3Kk4jgCIiogAwmQldNKphBYAfY3+BQKIcCGElDUnIpRzCxIyWj7exeU2REt+AnXjMTA3 fA7Wxs8RQJ9DcssbAWRt/yjMbR9FYvuXED9wM7T+lbC1QULn9a1qrrv1ZVxzvj8Bz2GbFEgpALk+ uU2QyQRkutKKyPgmjHQ8io7q76Bmz+k4kP91AugY5BQe5wKoUADkvhXjafrv807FXXln4bacM3DD 9pm4t+Rn2Na3CWEz5NUBeTZt7G0DSAqWtBC5S5OhRhiJpmJEMh9E/JHrYNx/Iezf0e+7iCHYha8L wQQ+KQDZqdHwBJDx5PmILbwN0SKGQb5mJKqWQsn6L2csmPXi6bBfPgP2K/Q5Z8CcewYS6Rcjsu3X zjvirfgAQ56tCG8jMLLOdCYkk7mA3LFgk75UwrDjXgegJJWPveLLMFZ8FfENMxAquRvaRBnDuxLE 6p5EZPt5MNZ/AfaGLxBAXDoAckOvFIAshl7m9o9B2/FJxHLPQaL1ZZiRRgJDelfLdyXAFtgIQBhm yXzM8qogCa8YngmEDpPnLewwiCyqvlgtJgaz0Fr7Y5TvmUkAnYDdBQIgNwTLyD/JAdBTAqD8U3F3 3pn4Qd4ZuIqh2HfzrsHz9c+jW+lx6oAsU/LgmWd/X3v7ALKluVp360oMBdp4OyJb5yD21E3QRP38 7mICiP7bi1wQOQAifKQj4sPnEkDSGZHq5/GZzoT0FsOwxLOXIbaWAGvMhTnWAEV6QM+9DObzp8F6 6XRYhI+4AMiaexq0+WcjuvR6JGqXssD3EBy1iJY9j/gyAk8AlEXFQ3frgbi+5HjYS78Be5lUPjP8 YgiGlV8lgL7K0O4kxHbfiFjnclhqG5TOTMQKvoPE+q/BIoCSUv+zSeqApgJImuGlOf6TMLZ9Bsqu 4xAu/zl0X6lTiSwqR9SNoxJtzalTsvQhGLFGhlIHoMWaYBgTBJQMJn2b5oRlBJCkzutMYxgh/w4c qv4p9hbNxM68bzgvJlxO+GQw9DqsgAiguwifHzAMu5oq6JJd5+PO/XejInAQgWjAU0CeTQv7CwBk Q2dBEACZsXHE63IQeJHq48ErYBNAyd9dguT9lwDO+oVIOnVAKQCJAnIBZDk9oWdCZ/gVnnsj4sXp MIYOQjm0DeG0/4L6/NkwnzsR5gsnUQWd7PrL9FdOgvEqoUEIRXb/BtpgKaxoB7SuLYhsvBl69mlU QTI3EMGTTegsOW4SPlwSQPbyrzP0cl1f/jXEN12IWOWjDCNroflKECm/F/EtM2Cs/QLDL6qkjZ+d bAF7fSW0wMfiur6NaRRcjkT/agJseFLxSNWyQRj5YcTroY5vRrzzWUQP3o5g6VUIN96HxMROFv5x p/XLwYoAhrLJDdMkNBM0HXEHaPzunXOcpfQh6sNgXxpK919NAJ2ATYTQivwp7wUTADkh2Bm4jQC6 hn7uthn4r8IfYudwPsYiYzC8N6N6Ng3sbQPIZAHQWRh0Iw6trw7hdc8j+tC1MAU6hA9+d+nkkiB6 IAUgugxETYVfooDoJtVP5KmLEFpzPxLNOdCpfkJlq+DL/hGi6ddBWXwNlIzrkMikZ9Gz6Uuuh7L0 OkSX3wDf9rsRbd8JI9oN01+DeOkTiK+4EEbWqQQQw67sY535gKxl36Af5wzFEADZhI+1/CtQV58M peinULvXE2INiDXORTTnWqjrGaqt+zysDV9ywi9r0+cIHbf+53AItoXw2fp5JPJnQWl4mKFgI2zT D1Om7CDMlKENSLQ/i0TdT6CUE1DFVG75VFy5n0as+BTEDv0YieFlDGE7qISokvidHu5NTj/Swui6 CyBRVJMQkh8AawRDg5koPXAtduQdj03yVgyqILcSWlrBTsZDKQAxDHMAtPVs3JT/A2wfzMVo2AOQ Z9PD3haA5LfYecUOC4LuH4Cyfz3Cz9/B0OsS2PddfBg8bwqgVB2QDMeQfkAEkP7EufC/eD0ixYuh jjVBiw4i2l2GaNUaKNVLkTgovhyJmkmvnfQ6ev0yRJrWQxmtg5FgOKMMQ+vcitCmm6EuYWiXKQro OAdAMh2HAyAJwQggi8rHUT/brkTi0BwYPoZFMti06HYkNp8Bc92XkHTqfwRA9M1cdwCUUkGfgUkV pOw6EbGKH0AbWQctUAJ1aAsSHa9Bqb8H8fLroe49k9D5IvScj8LI+QDMHHlP2Aeg5X3EeV98ovp6 aN3PwAjsgZkgRM0QQSQT0kt3SyeQO/Lh934krFNg6IMIBwvR0nQ/9u47Hzvyj2MI5gIoY1IBCYAO KyACSEKwS7efi1/s+x+UjJdjIkKF5oVgnk0De5sAkkGndF2B2nIAsRWPI/bAFTDvI2gYcr0VgDAF QObjs5F4+kL4M34BpaUIesIPzU5A18Mw1CCVhHiILq+foct+PTTpPJZyI+Z0grSoyIxgC0JFf6AK ugyGTNEqcwFNAsiFkEzL8XWYy49FfNUZiJXeC31oF9VTGeI1TyK+eRaMdV+DvZ6hV8o3EUCbqIYI IBl+4UCI6+rWLyO692rE21+mAitDpDMNkbI7EMuficSuL0Lb+WGYO9/vDEy1d/8L7Nz3OfNC23n/ ASvv32Hmvh96/n9CLTkZWuOPofXPI9TzYFJJWdog1ZSPIVzYrVMSN8N8Rh+/m14okUr4R1ahq/k+ lJdcjKLCk7BLmuELjptshj9xCoBOwa/yTsetAqAdp+N7udfgubrn0BnrQSgS8eqAPJsW9jYAJL/A UgHN8CswhGj+UoSeuRX6fRdR/bxNAD1KFSRN8I/Ogk4ARV64GtHcOdDG2mHIODKmLSPQU21D4hKA yPabuXOMQHRdZiwMIN60CrGNN0HNOg0WAWRluwBKLmEYxqXMCaSuPBnhrd+G2rkcZrCcIdhaRHZ9 G9oaKqR1X3TVD91a/3kkN33RCcFE8ZhOEzzXN38e0Z1nIVb/e2d+aCPegmDTCwjnXwhV3ge2/d+R 3PnvsHcRQLsJoJx/dQFE+CTz3dfy2PJu+Lx/gknXCj6I+L6TED34XQLtIWjDGTD8W2CEi2BE9kMP U6EF90AZ3wx/71z0N/4KzWVXoKrgROxnWLe34MhQjGUEUHr+CZibdxKeyT3FAdD/5J+KW3JOx/Xb zsZvSn6Onf3bEDFjiEa8ZnjPpoe9JYDcznEW1YaK2KEiBDMfRPTBK53WrjeDz5sDiMtHZ8N6eCbU xy9CcMFPoLYV8lff57SuSXgnYBGl5dzzL3AJWCxLgzFxEOGCX1OdnQNDpmPNZsi1VCDkAkhffjzi a89DrPJ5Ko4KaKN5DJfuh7LmJFirGXqtI3QIHpueApBNAFlS8Uy3N34OyuavIka1ow5thqWPsRBH occOIdb6FGLFF0Hd+QmYO/6NyoeQcQDEdXk1jwMgmZTeBZC8E8ymy2RkRuH7oBV+GOqeT0Mp+TqU stMY3s1GtPIShCsuQ6j8YoyXzsDg3pPQVfQ1NBd9AbV0GYpRPGUsmABocf7xeG0SQA/mnoo7c0/D 97efgV/kfAvZjfPQFSXwbRNhZyiGVwfk2d/f/iyAyAUXQDJC3N+P0NbXEHr6+1Dvc5vbk/dfROD8 eQUkPaGdsWCPzIb+yCzEXrwB4R0vEwJdDKMUp3XN7Tfj3u8vNblEBq0aiRECMh2xrd+Fmn2CAyBz KSFE5WMuPw7K2rMQyv8R9GGqC18l4g1zEdt+JYyVX4K9+vPAUQCynUroz1P1fA4GXd30ZSqdbyLR tchRPvIeLumxbFoR6NGDSPTMR6z8JsR2fw36ToZbVEHydlR5MaHMBz0VQDIxfTL/nwkimQ0xNSHZ v9AJpz3vh7HnP6Dt+Qjiez6OyN5PwVf0KQzlfwbd9JbCz6K2UAD0xsGoi6mABEBP556EB3afgrt3 zMADud/FsoZXcYjPHDMjhLWFSNQbiuHZ9LA/DyB+HPWjhhCr3k3lQoXx+6tgSG9nhl9OCEYAOU3w U/0BhmcEkNsRkS4Aeng2ElQ/kcU/R+JQjtOR0Rl9Tuq4oPvrASTDHgxboTLZh9je+xBfPsN5JY8l AKIKUpczzNl2HaKN82FGWxh6bUK06OeIrzkZ9iqCZ83nkFx7NIC4lBBs82ehb/4SYXU6orUPEsRl sJxKY6kUll7hsowRSq1QB9chXnsXlOLZ0HK/AHP3h2HlyGT0hJC8llley5P3L0jm/TMh9E+TE9Sn /J+QLPpHgC5LmRNapuOIFX0Q/qKPYrjgE+gudOcDqi38EsroewmhXYVfx4ZCqQM6HovzvoE5uSfg mZxT8WTehXhl3x3Y1rIIbf4aRPSgm2fL9npCezZt7C0BJJ0O9eFWBFY/jcgfb4T22wth/eY8mPcR MOJUQQ6EpP+P0wdIOiROdkR0RsRTAT18HoyHZiH+7LWIbnoSxnibU4HsDllIBV5/ncnV0p+GRQtm rA9K/SJEN1wNLePrsLO/CnPJMQTNeYgW/xb6eAmM4EGGYX9EbPPF0FZ+GfaaSQDRpQneXs+wa/1n nZDL3vRpmBs/DXXrN6hEvue0dtnqqDu3DyXb4aETzIc0j1v6OPRAKZSOF6BU3oxE8VnQCr4APe8j MKQCOk/qgwQ+/+i6QMdxeTUPveifgT0E0B6es+dfoTsTkn3IBVDRxyan40gB6AvYU/hF7CSE1hcc i2UMvzKofBbln4P04huwpvp+lPasxmi8E7qlOPmUjMprlLz5gDybLvYWdUAs3JEJRCt3IPDCjxF/ 4FIYv5kN67cugMz7xQkkQshylu66+Tvuf8CdE8h8iOf+4VwkCKLowp9AObCK6idV9/O3A8hBEH/Z TSZiGVFofTmI5/8CSsY3YGV+DYml0uP5NiitK2HH25HoWI7wrhuhrD4R1qovwlpN0DAEs9d8AfZa qYQWBSTjwLgkfDQuYzkXItb0Isy4vFFDnSzMr8+1PIXTEVFAZAxD8+UiLpPRH7wJkX2nQ2XopOd/ yHkTqiH1PwXuu8AcAHFdHFx3AEQQ2UX/ylDMnRPav+fDUwD0BQLoiygr+DyKCLedBV/DhoKTsKrg HKzacyW2V/43KrsyMSgdLO0Ic2W9Lq+Sdw9Ank0Xe0sA6cFR+PZtwNhrd8P31M0IPXoDog9fj+gf rkPk4Wtc/8M13Ka6edj1yKPXIPw4/YnrEHr6BgSf/S7883+KSN4i6IONDANkpkCTIRjDOxaIo8ry X2RyragRZ15qqZMJtyPetASBbT9AZPUV8G+5EZHaV6H7q6lO6jBR8gD8my9HdO0ZUNaejPi6U6DQ 4xvoG8VPRmzjSYhvPhERengXw8aq+6H6y2FaceZXOgceDR9x6cEj/XWox2S8l8zvow9Dj9RAGV6L eOvDiFbfhGgplWDR16AWfBJaHoGU936GZv8yGZJRFRX8g7M0CSmtkCFY4QfgK/wgBgs+is6CT6Ox 4Iuozvsq9jPcKi6cgT37rkFx1Z2obn0JXaPb4IvWQ5EKcgEl8yN9iNwcuuYByLPpZG8JIHnJoDra iXjjPsSqdyJWthlK6Xok9q2Fsm/1FF+DRMlax5XSNVD2c1m2AfGKzYhVbYfSvBf6SBvsBH+VHfDQ pXfv30IfmlwtEJOWNKc+xoxQtXVAGyiE2rEeSs82aP46qq5xaAzRItyOtWYh0bIQassC11tf74nW +VDb5iEh3rMc2kQJTN3nQDPVVfBocwu7jHSXM9xOBTJ2y5lhkaGZ1BEZwX3QR9c7fX+0zkehNv8K av1tUGuuR6L6UigV59HPoc9AvHwWouXnO61gExWXYbjyGgzU3Iy+Q79EX/OD6Ot4DoN9mRgd3QF/ sAoRqrOE5NGOO/d1OytIPj0AeTZ97S0BBClQpgZLjbAQBWAwJDPC/IUNjbgeHGHBmlwPjU4618Nc Rljwojw/5oeZiMI2NAc+bs9eFz5Hq4m/1ER5uPMsCxbEmT5//aUDn6kyn9qEMxLdaapniKYrw3yO fuetGCm3HO99g5t0Qx1iYXV7KrtTbMgd38wmAeQgKtVbyc2T+6/UGyn8Dhh+qnLfRn6PFVRlhdAn tkEfWwt1eDk9m55Jz6IvgTK0HLHh1YiObkB0Yiei8n76cA0S8TZo6iDzFuR9tcP3e3P3AOTZ9LS3 ANARkz9hKXru8k9tT91/1IcH5I//dT75+dtMUpBCP7WguelK0Xc+h4En56U+7tly1Z8yNw1JXVLh tUyD/0wePdpSqU31I10np97TTdcFlbzQ0XmfV1IhOGP0KF3mcA5POhVjUlQNj0NAM1XdHO1H3z/l csw1D0CeTSd72wByC17qj5lFyIGI/Oqn1qe6+5t/2I8674hNXf9rbWq+jph7nyl+OF9/4jM1f5Pu AMdJmz75DH/a5NiU8yfdffbU9uT1Tj5crKVUoHOO4+5pqX3y/XHF2XaPTe6f9CP3cS46vP16l/2u yXkegDybLvb2AfSmduQPezqYUwj/UnvPHuEvu5GcnfI/bW99xtHmAciz6WR/I4AYYFiW88cs00X8 OZPzDEMqZSUkeaNJwdA0DYqiQNf1N8BE0pfr5Rw5JuckEglnO5WmnCPbsv/twEj6xEg60jFPVdXX 5U3SknSO3p8yOS7Xyv1Szy7nyfmST7l/Kp+RCEOqyXPeyuQaSSMeizv3l+4KU03SORoeco3cMxQK O/eSPP0pk3M9AHk2XeyvBpD8IcsfemNjI+rq6jAyMuLsi0ajCAaDzlL+0P1+v7Mtx8fGxlhIQk4h mZiYcI4LcGQ7HA6ju7sbzc3NGBwcdLblWjkuBVvS6+3tRX19vZNeW1sbDh06hJ6eHgcgktbAwICT F8mTbPt8Puc6cVmXdOXcFCiGh4dRXV2NiooK9PX1Hc6znCsueWltbXXyOhV4cp6kJfdqb2938in7 RkdHUVtbi4aGBidtea6hoSHs27fPOS7PJHmXPEha4+PjzjVyTMAiaff19aKS+TlYfRD9/f3OPvle xeS7a2lpwYEDB5x8psAj+ZO8yP6amhonzdQ1R5vsl2s9AHk2HeyvApD8EUsBFggsWLAA8+fPR3Fx sVPYBAplZWU4ePCgUxgKCwudffv370dlZeVhYMkxAYoUcgGAgGXHjh3Ytm2bU2DleHl5uXNcCmwg EEBVVRVWr16NvXv3YteuXdiyZQuKiooccMk99uzZg2XLlmHFihXOdSUlJWhqajp8bOfOnYcLtcBA 7iHnL1myxMm/5EHyJvmRbUlf8iT5FkDJ8woAUullZ2dj+/btzrMJeCRf6enpWLNmjbMuzyrH5syZ 4+RH1uW7kTxJOvn5+U46AlEBiYCotLQUS5cuxcoVK1FGoISCIQdO8h1IvhYuXIhnn33WeWZ5DoGP 7N+0aRNycnKc6wXEHoA8+99gfxWApLCIopEC+Ktf/Qq/+93vsHjxYmzcuBHLly/HSy+9hFdeeQWv vvoqHn/8cQcSAg5xOUcKvIBJCqTAQs5ftWoVXnzxReeYFEApyFlZWQ4gRG2IYhA1Ivv+8Ic/YPPm zdi6dSvWrl3rFPa0tDSsXLnSSevRRx911qXgy3G55plnnnHSFxCIqhI1IcCR43IvOV/SmDt3rgOQ p5566vD9xQVEkkcBgGzL+vPPP49FixY5zylLgfGDDz6IzMxM51p51vXr1+PJJ5/EunXrnDTlXNkn aTzxxBPO9ybQE5iIYhIVI/eX/Rs2bHDgJOpLYDZv3jz88pe/xEMPPeR8f6K8BHzyvQrM5AdAQC0g k/TeLOzzAOTZdLK/CkDyByy/4gIb+QXPy8tzCqS4wEMKoRR2URCiVKRgiSKSQiIFWaAjxwQcco0U +lShFAUkBVfglpGR4cBBlJIUJgnh5HpRAKKGJHySX31ZlwIv8JJCKvCTQinrko4ck4L/9NNPOyGT wEyUgygbua/kWUAk4BCISJ4EWJIPSV/gISpP0hAwSP7lXgI4WZdjcp3ASaAkx+S+orgKCgqcayTf KVAJPAUycg/Jm4RsAgwJyXJzc53jAkTJm8BJACz7xEXVyfct6wJk+V4ln5JnOV+25XuR70RgdDSE PAB5Np3sr1ZAoiAknJE6Dakv6erqcv7o5Vf7tddecwqfhAICDalzkZBHCr0oJwkf5HxZF7hIQZIQ R1zqTuQ6Od7Z2ekspcCkwj65RkIhub+4pC95kDQFLuJynSgHUTuy3dHR4ayLihAYpuqApMDLMTlH 7il5SaUhgBVFIefIMQmZZJ/cJ3Uvybd8B6nQTJayP5X31PWSF6mXkWNyP7lG9kkoJ+fKcwgQBIyp ZxeXdflu5Xjqu5HvUfaljsl3Kuup71S2U9+hKD0PQJ5NZ/ur64DkDzv1xy3b8gsuMJCwRkAkhUxA NfWc1HWyX86XQiAu27JMpSnrAgopVFKQUwVUrhd4iKfSS7kcl9BDrpOCLNtyDwlfjnYBlrgUUAFR KlxJ5U32yTEpzKkKZjlfgCIAkOOSTur5Us8j95bCLy55ln2SNzlHlpJvOTflqe8gdVxc9qfSTz2r 7Eudl/oup+6fmq6sS7qShqzLuVNNtj0AeTZd7K8C0JuZFA4pNPLHLctUYflrTAq8KBYJMyRUk7BC lIP8wgvY5NddPKUkBFKiEOQcUTkCQblejqfUgCgQKaACFglRpJI5Fd5IGnK9AEbOl21RKxIiSogp oZpUHks4KSGQKJ8UaMSlglieWe4hYaa45CGVZiqPorDkfuIC11SL3HtpHoA8m072jgHonbDUr7WE M1KHIpXNzz33nFM5LPU5Uuci9TVSNyTHpX7o5Zdfdip5pR5G6pBkn2zfd999Tn2L1KXIPqnjEVUi CkbqbSRtqSCXeh+pm5E6HKnTkvNTdTpSZ/TYY485/sgjj+Dee+/Fb37zm8N1THK+1OUIkASaspRK cDlf6n3kmORJ8i1pSWgq10jeX3jhhcMV4u+leQDybDrZtAJQygRAAgZpXbvnnnscyEjFrtQv7d69 2ynMAgEBiLQK/exnP8Ovf/1rBzgCG6mkFmBIa9gf//hH3HnnnQ4UJKSSMEkqhiU9qfz+/e9/71wr 0JJK4dTy4YcfdiqVBTRSCS1gSsFPKo4FKnfddZeTN1Fmoq5E6QhcpHVL8irglDwI0CQPkhdZl2vk 2aQbgKggsaNDpXfLPAB5Np1s2ikgUShSoCXskv4tEv5InZKEVlLAJayS/dJyJJW4qRYf8VSYJspC jklrkQBDWuREjUhhl/qRVMWwnCfXyT2k/4z0O5JmbQGDeKrCWFzCKXG5TvZLaCbpSkgmykrynlJB ko6cJ2GcPIeEerJPwji5X6qlSuqXBFxyrQcgz/5/tGkDIKkLkToUAY0UfoFDqqOiFHLpMySFVuAj hVwKuLjUrUhBlxYqgZK4tEZJHYs0aYuCkSZqqc8RUEjhk3obgYgorVSrldQJyT3keqm/keOpljBR TQIhgZpck8qTqCIBi9QxSeucpCPXpgAp5wlspM+O5FlAJP18xOU8SVPOkedIKaF32zwAeTadbNoA SJSAFFCBhlTiCgykkKf66chSKqQFJgIiKcSpPkjSd0jqeAQ20iNY0pAwS9RPqo+PdIYU8EhrlqgQ OUdcwCQ9r+U8CcvkPnK+HJP+NaKIRDGJekn1zZF7yDGpJJf+PXK95EXWZb+EbLIUlzogqb+S0FHS lGMSwslzyDWSpuRVWhDfCxXkAciz6WTTAkBSKARAohoEKAILUSQCFKlrkfoUURUCKDkmqkVUhRR4 cSnEUv8jFbypzn9yjWxLQZdKZzlPlIqEeAIvadGSe8m50tlQoCMAkronqUCWbblW1JgoM4FFqgJZ zpO8yXWShkBJ7iEu1wl4ZClQk/TkOoGk5F0gKulLfmVdIClpSJ+e98I8AHk2nWzaKCApGFI/k2qp krBHKo1FGcg+aS2S/j2pJm9Ziku9ixReUSmiblL7pX5Frpd90iNYlgI5KXiSlhTClEv6ck7qGgGO LCVdOS73kzzJ8dQ5ckzuLS7bcn85JvslLVmKp66Rfan8yrpcI0u5TtJO1QW92+YByLPpZNOuElrq gsSlH5EUEvGpHfXezOX8o8+bui+V5tRrpnrqeMpT95X1VJpT00m57BOfen5q+WaeOn9qWqnz5R7v hcl9PAB5Nl1sWgHIs3ffBECiAAV6nnn29zYPQP+fmQBIQl1RYZ559vc2D0D/H9p7E+7JPRjiHl47 ssf9SGjLMFBeIZTU6RpgJ5C04kiaUe6OwNZC3BWArfiQFE/4kVQDPDXE41HnfLk29RokBreSquNu +oRskkrPmVtb9vCSSXe+AvnHXTnsf/4z9UyxyTUnncMpOz555LB79ubmAcizd8GkzkyFJS+KtC3o dhIqWaOYScQtA4odR8KagGr0wNKbCZQaIFYC078DymA2oh2vIFr3JEJ77oNv04/hW/EdKGu/A23r TUjk3o74/l9DbX4e9sRGQK+EYbcjZg4gwDSDyRjC9Lgdgm5MwEwMO69mShBsIebFR0YEySTNILA0 As+Mw04qRFiCrjpu0DUCUVyFDpWQk6MJQs51E7rzYk0ZMMw9hGFSDzvgtC2mxf06gaTym5DJcaW2 TRDowlBCXw9JKfMA5Nm7YAIghQBiYbZZWAkgjeVOEbcNJOwIt0dgmu0suLWwInsQ71+D8Zrn0VXw S7RtuRFda7+F/uVXYzTjUvgWnYvI4tkIZJyNsSWzMLT2Cgzs/CGGyh5FqHsF1FApdK0dcWMIISuI iAMg3sPwwdRHYZkEkB1DiGrLx7IftASIhvPSTRBA8l41m5BJubwDznTcgCGgITQMAsWg0nGXdCLF PSYDr1VyRV6rlHCulxdYajw3BSC5Tub2ljf3Jvn8rlryTMwDkGfvgjEEocqxWCANFjgHQCxzGgu/ ZmvQrQDh00flcwhWoAjBliz0730cHVt+jvZV16I9aza602dhMG02xhcRPAvPQWjRDPjSzsDI4rPQ n30eOldcjea1t6Ir5wGMHUyD0p8PM9ICVR+H6igshQpL5n6SSdkCvHcE0aSKIBVMiIBQmTd5YSWo jEgi5pdh3BtcoEGXVkqL4d0UlzfxEj2OuyBy3SCs9En4HAYQ07As3sOUEJN7PAAdNg9Anr0LJgCS ifbjLHwMRyYBZHC/KcqIqsSON8HyFSHSmIGeXfehecVtaMu8FoMZ52M8/XRMLDoDvoVnwb9gBn0m /AtnYCJ9BhXRDAxkzkZP1sVoXnwFmjO/i+51/wPf3ldgdOQgGe2BSfCopoYE3aQakhc8GnQFMUQZ QImrySgBybCJeRQAQZTJ0c5wkRJqiss2n4LrJgGlEzYqAcRgk6CZXBf4ELQp+Dg1VEzLJnxsg2rL 4hEPQIfNA5Bn74LZLGNhAijKwkfFY9sEEAsiC6y8MjupdMMa24dYA+Gz9W60L70Z3RnXYSid4dZr ZyA6/ySEF5wK//wzMT5/JsYWnYfR9AuoiM5F76KZ6Fk4E/3p52Ew/RIMp1+JocXfxsiKnyGY9yKs vjKYUaogw4DCgq4TAzaRY1H76PQEwvSIsy77klPfPOs4gcQlZMmwjYm9ictrlmJ8Hio85w5Sa+TW Eck9E1LnRQiJEpJnlrow26L6MZi+B6DXmQcgz94FYwGz5W0eLoA0UQoMQ0wphPoY7EAt4s2r0b/9 t2hO/xZ60q7E8CLCZ8H5iMybiThDLv/8WRiZT+ikX46Bpd9C95Lr0Zl9Lbqzr0Jf1jfRn3YBj5+L wPzzEZh3EUF1FYayf4Tg/iXQxtoZiiUQI/gUFn6LyieZZCiW9BMIDP+S8q5/wgd+7h+nj3JdXmU0 wnyLD9OHyIlBqqABev+k97nO8BEm9xsjVEM+PidDPSKIuojuhmUp+DBYY7qisDSmJzNkcl2+H88c 8wDk2btgAiAWeCtM6ChuPRDDGVMNIRnrhNqTg/G9z6BjyX9RzVyOkYUXMdy6EAFneRn8mdfDv/L7 8G3+Bfy598G/71GM7n0U/Xm/Q/eWX6Bj+ffQtehyTKRdisj88xCZwxDtlVkYWnAN+rf+EZHucsSV ECIm0ZMKwyyCwiT8jHFGXBNUI34ChKDROpBM1FHwVMKKlsMMl8GiJyNlAD0Z3g87WAIrUOx4MrQP yeA+2L4SJP0VPFYPPdzOsHKCgGN4STVkSX0Qn9lRPgROMinDbExnv0314zbSeybmAcizd8FYyEQZ WEECKA6DYYeoH1sZhTlejcDBDPRuuBNdaVdhJO1iBNIEPhdgglAZX3obAtsfQHz/S0g0ZEHtXg9t aDsUepjrvrpFGC54GL0rfoixrOsRXHgxoq+dgzB9eP5laF9zL4IdRQSQjwDSEWXYIwCyBDzqMOzE ECOrIVihPuhjdYh27oC/fjH8ta9honoOxqtehY/LQM1rzOdc+Kpegb/yFfgqX4a/6mUED76KgJxT /irGyxdg7OAy+Fp3wyCEBGxSsW1KfY/F0I/PbVP12ASRVFBL07y0iHn4OWIegDx7540FzTJYGAVA UlciFc9WBFD6ofbmYajgj2jPvhFDiy/DRPr5CKVfSOVzMUYzv4PAzkcJnnWMhPYC0YNIak0s1FQY ZgfMRBOMQBmUzo3wFT6F4VU/wnDa1QgsuoRpXIKBtCvQsvYehLr3QNUmEDUVRHW3stmp+FYGqMB6 qWQ6EO8sI0g2YHDXk+ha/WN0r7qVfht6Vv0AfatvR9+aO7j+Q3StkH23T/oP0cNj3avu4DU/QdPK X6Bh44MYKM+G7q9n/oZgaAEYuigu1W31opuEkUYAJSYrqL0A7Ih5APLsXTAZbBtwCr6ZjBNAcQKJ IU+8A5Gm1ejbcjc6M65CYMml8C8+D+OLzscQ1c/oul9CI3ySoRaGR/1UDizQyREkMAHF9kE1RmGo fbBDh2B278RIzmNoy/o+ejNuwPDS76A947to2/E4YsPlMEw/FCsGxQgRBn4kdYZbSh9DqnboQ5UY Ll6KnvWPoWfxDzDw2jcxsuBijKVRgaVfiXEqs9FFV2F4odRNXY3RtGu5ZHi34Cr0zr8KPfOvQW/m 99CYcQsOrboLvtrlDN+aCZ8RGAZhJ3VdUtkslc6EoMV1AZDM/i0Akq6InrnmAcizd8Fs2MkIQy86 FZBFT0oIFKjB+IE56Fl7O/ozCZ9swmfxbPQuOB99S7+LQNGTSI7sZykdYgGeILh8VA1+xBBGnGGU SpgZehB2tB/JiVrEmjaga8cjqFvyI9Rm/gBta+/FeO0aaMEWAigAjQCy7AghMA5SB0j0wOR1ofqN aF/3ELrSbyd4rkN4wSWILLiAywsRWnARAoRRgPsCCy9neHg1JhZejfGF1xCU1xJS1zNs/Ba6F38H zcuokHY/inj3dpjRNqiJcWgS8tmmE4I5ADLkzScJhl8GQSoV1J4CmmoegDx7FyxJAEWhmSG6dAYM M5Qagjlait7dD1O1fMtpRh/PmIGxrPMJgkvRzZDHXz4PCNQhqUrrEgFECGm2HyoiVBDSq9oggFRY CanMHkR8YD86StNQt/0JNO98BmOVK6CNSyg0Bl2XntARgiAAm+onqfcRbO1IDBWjN/9FtGbfgaG0 6xi+XYpwGsGz8HxC5zz4CSL/oovgS7+MfgUV0dUYSb8WIxnfwnDGtzGQfgO6025AW/bN6NlxHwIN 2bDCB3m/EUS0KMKajrghLX6G0+wOGaZhShjqqiDpRe0B6Ih5APLsXTAZikEA6QQQQyCL4VCS6sMY LkTnlnvRtlj67szCWPpZGMo4F+2ZV6Jz838zlMkCwo1UKgKMMYZtYyzIPoZxERZg92WThiataQlY aghqqB0jnQUYaNiC8dYcwqUWZmwEph4lEGTiOt5b6qL0QVhaF/PQhEjPDjSuvxedi79FwFyMEEHo Tz+XoDkfo+kXOfVSgxlXoj/rWvRmETZZ30Hnku85LXbtS25B25Jb0bv25xjO+T2CdWnQRguZfhcS Vgh+TcWEaiCsW1R/FmwjQeUlA2ulHkohfKRFzvJawaaYByDP3nlLEkAMPQwt7IRMFmGSjLcRQLno 3nIXw5fLMcHQa2LRmehbNAstWdegY8c9mGhaDsRaqVRGWXAnHBWUlPob6WdjxQkyFmCdAJI3yurc 1hmiRbuhhjsoNPpgxaiYEjK7JMMg3t/UGK4xrRSA7FgdIm3r0LT8p7zvFQgtPg/hjHMYBs4idC7E 2NrvYHTrjzG881cY2P1b9OX+Hr25D6En/2F05T2CrpxH0Jv3RwQqX4PasY7hXDEspYn3G3IG2AZ0 DT5VR0SXZnh+B07PaUJocpyYjDGzqYI8AB0xD0CevfMmTc1ajIU+TAj4uRxCUgrqyC4MbL2LYczl CC6ajeD8s9C/YDaaqTbacn6D8Y41DFm6WGh9LLRBegiQ4RIM56TnsS2DPRnKSAuT1KvYyQSLshRu hUqH0NEVqNxvEAY2wy+ohJdCJcXwyJaxZwyVlIbl6F/+EwzNY+hFAEUyqcQWn4PezEuglN4PqyMd 1shWGIG9FC/l0CP0cBn0UBn3HYDlK0UyWEGgNvMefVRoDPeo8AzmRTVVKAwRNZled/J7cGt8pNpZ xsS74+JFIXrmmgcgz955k3qORIihUpBhExUQC6mVaIUxJAC6GwNplyMwfwZCc0/HWNq56Fh6PToc AK1g+WwhWAZZREfo43QfiyyVDAgi6dEMQoehjPQolpHlqYGjtnR0JJiUZBwqFZNpSL1TiKEcw0Cq KcMYgB2pQ6JxBfqX3YHhhZdSgc2EL2MmRrMvwMDK66HVSCX4OsKFysasgZ5sQMI+BJ1u2Q28B5dm HZ+pgel1QzeGoRGWhhVmnhVomoSdhCHz83oT4KQg5AFoqnkA8uydNwdAE848PDIlhmaNUp10wpgo xMCu+xjuXIXwgpmIzj0F/kXnoDvrSnTu+G+Mt6SzjFaxiFJdoJ3OsAm9LNyER5Iqxp6gkqGqMQQs BIzUr2hxgGqLMsWpcNZBt6m6jAD3y3kRp0XMMAdhR2sQb1yCziW3YCjzUoxknYPB7NnozLoEDYRg rOl5QmozQZKPgJKLofhuDKk5GFJ2YZg+ouRgVM2H39iPuNUG3Rpx1I/Ge9nJGIEUcwAkFdCvt6MB 5FnKPAB59s6bVLQq/bC1QRb8YQJhgMqhDYYvD30778FAxpWIEjyJ105BeOHZGGT407/tRwg0vkJo FCJpljOJKi5r6IfoTYROG2Ejwya6mHYPVQpDqng/EBsAon1AvJshVwcB1cN7yVQfg9w3wuNjk5OS EWYMp+LNGehceQt6l16M7qUz0b7yQrRu+DY68n6BcO8c+Cay0TWSgYNcL+54Dnu7nkF+2xPIbXkC eW3PYm/Pa6gaWYkO3174Yx2EDhWQqDwZ9ybDThiGWW8KoFQo5qmfqeYByLN33hgamYF66CGGMbF6 GPEaGOFi6H0Mfzb/FIOLL0WMANLmnYbYgjMYBl2AiU03IVLxB9ijK2BNbIHp20bfSd/tgMuYKIAx XghjrAjmqPgemMNcDnM5xP1DedBHcqH5i6D7S2GMlsMaqITVVwVtqALaRCm04e0I172CrvXfR9PS C9C05ly0774BfZV3YYiQ6et5HpVNjyCn5jdYX3Enlu2/Hdn7b8Pifbcgrfg2pO37KTIO3INVB59A YdNKdI8chCrDLxjyGSbDPgLIkiEYbxqCCYC88Oto8wDk2TtuNlVApHMnJhpXItCyDNHWDIRqX0C8 7EGMrvm20+QdXTgDiXlnIDafnjEb0RXfRGzbLdBKH0B0/5OIHngGkbJnES5/DsGK5xAof57LFxCs 5LLyOYQqnkGo/CkefxKhsicROPAkxg88jeGq5zFW8RKCpXMQ3TMPsaL5CJbMR6BqHsbLn0V//j1o WftdlC89Dw0512Kk/V74/S+ipfcx5FbdieVFtyCj6HtYXPI9LCr5FtL334DM8u8hq+IHWFz2U8wv vhNz8n+DrZUZaB+sdIZ8CIA0hoAaQ0LDTLxJHZBYCkIegKaaByDP3nGz9BhGKtPRtOW3aFr3E3Ss +R66l1yGwKrLEMqajUj6DChpM5FYOBPKgrOhpp2FWNrpCC06E4HMyzCacT1Gsm7AcPZ3MLTkRvQv /x76VnwPvStuQs+KG9G94gZ0Lb+Wy6vRs/xKdC+7Ep3LrkXbim+jec130br8RvRmfQ+ji2/GeNot GMi8mefegraVN+HQsutRvfQKNOy6ESOdv0X/6CMo77gHa0u/j8y9NyK95EaC5kZkVN6IzOrvIrPy O8goEyBRAe39GRYV/QZrDr6CeiqwsMYwMxmBlYwimZQWOlE/MvL9zUItD0BvZh6APHvHzSaAQrVp 6Nh0JzqX30CIXIDRBd9AZMExiHOZWHgqEouogNLOI4DOQWLB6VDnc/9rX0ds7okIzzkdwdfOhn/e OfDNPxcTiy7A+OKLMSoTkKVdhMG0853JyUYWzyZkZmE4/RwMcL0n63wC6hIMLLkYE2kXIzrvIsTn Xsh0LsTw4kvQnXUpmrMvQ+Oa6zBafx+Ghv6ICsJnQ+UtWHqAkKGnV9yEtEp6BdfLb0RW+X9hyf4f YGnxz7Fs72+xpvQZlPVvxYjSAs2eIGwiREqMTy1zIMr8h9IELwA6GjYegN7MPAB59o6bDEFItC7H 4M5fo3f5dRjPnInoomMJmM9Dm/cVaPNPhEoAqekXILZgFgF0BvQFx0Of91Voc7+MxNyvI/7aNwiQ kwit0xFmuBZMm0U/z/VF5yK08Fzun4XwPB6bdxYmFp6F4YyZGFp6LsaX8Fj6bKgEmDFnBsO8GQhk nEtFdSF6V16Jwd23I9z1DJqbf49dZbdj+d5vEUDfRXbZzVhccSsWld2KhftvRdq+25BZfAeP34lN +x9CQe1rqOrcjP5wHaLmEMykdA9wAeTOAi0jvaQC+s0AJCbbHoCmmgcgz955sxIw+3cisP85DG26 AyNLLkEk8wyqnWOodI6BtuAkaAvPpgqajSgVkEIYKYtOQ2whobPg64gsOgbhtOMRSjsFwfQz4U+f CV/abPgXCXwuIMwuooq6CMq8c6G8MhOxV89GcP7ZGGVY15cxG8OZ58OXfj7hdC6ic2Y5sPJlXYCh 7IsxtPo6hPf+CtGO59FQfT/yS27HpuIbsa70Jqza/0OqnZ8gs/QXyCz5HywrvQdr9j+AHZVPo6w5 C53DefDHmhDVBqE6Q0RCxAzDr1T/JGcW6D8HIM+ONg9Anr3zJpO8+6tgDuxEsOpVDG77OQZXXEMl RGWy6EzC4wxC6Ewor0kl9AxEGE5NULEMETSDVEuDS2dhcNl5XF6IgexL0S9TsGZ8Ez0LGH4xnPIv uBjxRZcwvBIAEV6vzkBo3iwMLTofLQzR2jKvRFfGdehdRJ93Nfozr0NX9tVoz7oCPcuvR2DXzxA7 +Bj8bU+js+lBVB38JYorfo7cinuwrfxBbK54HFurn0d+4wJU9q5Gtz8ffuUg4no7NGMImi6dD4Ow GH4JgFwICYBUuqggD0Bv1zwAefbOm4x3SvTBijTD8JUh0bsVoYNz4M+5C77l1zh9gPR5p0F99UTE 5zN8SqM6IRgGNv0Q/bvvRG/uXejNu5v+a/Tsvgs92/8HfVt+juENt2NkxY0E2VUIpV/shm8CsTln wD+fwJJ5ozfejs4dd/O6h9C781F0b3kIPTm/Rzv3dWz+KbrX3IrOJTeiZ90PMVF6H4KNj8Lf/gR8 3S8i7FuJYDQHY7ESDMUqMKzUYkJrRMzshGb1w2DYpTvvGWPolQwTMQKgSQg5w0JSAPJ6PL9d8wDk 2btgNmyZikMdhSadERMd0AL7kWhbguH1t2NswXlQ5p4K7ZUTEHntTPQvuAADBEeAqiMxuBHK8C4o o/SRnVAGt0LpXY9E5zIkDr2MYN5dGCWsxtLPQ2zxTCTSTnXqifyZ30R4992INy9AvHcdlKEcplOE +EA+08njciPibRkIljyG7mXfR+/S76Fn9U3o2vB9dG7/MXr3PoBIzwoY0QPQzTbECZyIPYKwOYio PgDVHIZpjRNCbsdDmYg+pX5cjxM3qTCMAJKWMBkLJgxyFkc+nh0xD0CevQvGYmZqMGRoAkMVw6Zq MFpgECp9W6hmFlyK0GszCaEzEWDo1JPGEGv7LxFpXQyo1Sy/7fROegfAsAdqIxCrgj20GbEDj2N8 9Y0YS5uFaMbZhNAZ8KWdgzEqo9iB55GcKHAmmbeMViqVdthcOuklGgBfMeL16ehceTtDu29hIPNy 9GRcho4l16Jj408RbsqCEZLZFHuRSPoQT4YIIh8S5hj3jRM6flhWCObka3mct35YYQdIhkz7KoNm 5dU+EoJaBJBJ2JBFtuW+GVXetCoT03sQOmIegDx7501+8XV5B5juzopojRAIDMfGc9C97R50Lboa EwsuQnjeeRjnsifzGvTt+G8EBUBGAwvwIBMYpo/Sx7g9wv29XN0DpeJF+NfcDN/CcxBJO4uh2EwM yXzQa+5A5GA67FAt79UL3e6Dluxmoe+kGBkggPqBQAOijWvRsvLHGMy6iqrpAkxknIuBrEsYmt2C aMMiGMH90I0eKLZMAxsgWPwEyDhBMkaXKUKofqwo0yRsjBAMjYBSx6AaPugCW1P2MxQzCCB5Fawu U5PY/A4M562whkzJwY9nrnkA8uydtykAMh2VMMptAogKyAFQxvUYlxkH55+HkUWXoD3jWnRt+2/4 mzMJmhYCR+DDAg8WeASoGvws+MOwx0qRKH8VwTXfR2AhFRABFEifhf7F30Tv2p8iUpsNO9wE0xiC ag9RxfSwwHcTBjIfNGEW7ESkeQsaV/4UfYsvc671M43B9NnoWfUdqqNXYfllgjHmlSpI0/sJjz4k 1S5eT0WmyHgzwtFgvjQ+kzoEKzEITRmEqgmEArwmAlNTCR4CSCdoCB/btLgggAgfeY2zp4COmAcg z94FY8ghk4dZKgEk74j3sbC2wxjeja4tdxNA12BisbxMcAZGMi5BMwHUuvkujDcuo8roIIBE+VB1 yIsDZSoOhkJTARRYcyv8BFAk7WxCZLYLoHU/QaRuMQF0aBJAw0jY/bx/P+HHtBR6sAuRxi2oX/Yj dCyUzoozHQBJh8bBld9CoupJ2MMbgEgJknGGfJEKIHSA2SgmC+m+/dxmiBilShOPNfI8hnqJXt5z gtCKUD0pDD2pgCzGXjIolZ6kSw9p9x3y8l4wz1LmAcizd9zkF161FCToujOJWJgFtQtmfy66Nt2N zvQrMJp+LkYXnYWh7EvRkHkDWrb9DhMtG91Qi+EPkj6mFGBKMtcOrzdHCaADUMrnEkC3TQJoBgF0 rqNmetbdgVD9ImfOH9MUAFGREEKmRfWjB4AY0/N3IUwA1S3/MVoIoDEqoODiGVRj5zAf30Rg188R LH0MweqXEaiZh0D1HARlXFn5CwiWvYhAxRz4qhdivDYLY3XZGDu0HBOtWxEZqoIp7zzT44SQzEtk 8pkZatlSHxSny3cgatAmjPnteAQ6bB6APHvHTQAUY+gVs2LQbFEDLITRfhg9BejedC86Fl/lzAU9 kjETvdmXoS7re2jPfQrh3kICSF6JTGAkxal8pJnbAdA4AVTuAMjvAGj2EQBlXIru9T9E6NB82NE6 qq8R3tdHCI5zncpHDVPVML1ALyJtu3Bo3X+jJYN5WHw+/ISPj0pohOujVEH9a25GL9Pq3/hj9K+/ HQNrb6V/H/1rbyPkqJw2/oJq7W40bb0H9VvuR2Pu8xg6tBNGeBhGgsDVTYZbFmEjU7BKxbT7imp3 Fsckl3wsD0CHzQOQZ++4SSVrhKonbEWpQjTY8qbQCAtodzG6Nj+AtszrMZB9MQaWXIDWzMtRs+x2 9JYuhDZe61T02jbBw4KLyXFWzmBPi/sJoHjFawTQD+A7CkBdG36AUMM82LF6QmeMyivktMDZBsO4 BK8PM83wEGJ9xWjb/Qc0L7uR113mzMgorWjjTEfCwZ60i9CdfolzbIDbA+kXoj/9fPRw2UGl1ZJ5 DRqWfBs1S7+HA9m3omLd/eiv3AAzNAw9pkBVTd7X5P2phpz30PsII5mYn0AyPAAdbR6APHvHzQGQ RQCZUYZhGix5lU5oBHpvOVo3PYwGKp6u5degc9kVqMm8Foc23ovR+g2wIt1UOlQ7VAyUTExJhjgo sBAHLD/s8QoCaB58a10AhdNnwLf4XPQQFJ0bb0OwkQCKy7SpEzAIP6mTsXWCh8rEinA9Ng51vAaD hFjT2h+jI+t6DKZfSvhcgAkqoPGMCzGcdp4THvoyz0Mo6zwEM2fxHqKQZhFIF1CxfRNdS69F03JC aNUP0bTzUfgbd1N5TUCPq0gkLCQM03mHmQ6ZK1rebzYFQNJFyAPQYfMA5Nk7blLNGrFjCBtxKIYG Q0vADDIs6q9C/cbHUZ11OwvwfxE+16Nq2Q/QVzrXecdXMjFCpeOOq4LzHlG3d7EtAz1FFU1UIV45 nwD64ZsA6AcE0AICqIEFXYZKyDvp5c0ZDL80QjDG9ZgfVrQNyuAO9O99Ah1rfoqerO9gOOsqjGZd gbHMb2KMaY0vvhA+eV0PoRPImI0AQTSedQEGMy5CF9VWK8O32uwb0LzlLoxWp8MYqYQZHieANGi6 1H9ZBJC8hif4RgXkAeh15gHIs3fcpA5IsVXEjARUAsjSWfii49BG6lG/cw7Klt+L2jV3oWHTvegr eQXR3lwY4TZYqg/y+h23N7EMaxD4MISTbalLeVMAzUZP5iSAGhZS5TTxflQeJgFgyet5wlRBvD8h ZGgR+gDMeDWU3s0YL3kZfRvvRufSW9CR8R10pF+LrvSrnI6RPQsvRs8CCb8uw2D21eiVN3csvhaN 6dehSd4RtpXwqZqLxGAeI8U2GFRABu+hW0noSZuuEj5Rpx5I6oBkpkTLpDb0QrDXmQcgz95xk/Il 9SCaaRAEOmxDgZ2gKgl1oqdqE1oK09FbkoHR2lWI9++BGSI0EoMEh7xPXlSPjKc6AiDqiTcAaGLR bIQEQFQoDoA2/BDBQ4sYCrXC1uRtHFRdKQDJK3uYD9WMMzySt6a2MySrhtq9G4HKDAwXPIWBHQ+i f/M9GNp8F4Y33Ynhjb/AEH10668wuuNeDG3/Lfq23Yfenb/HYNFT8NdnUUnlUvnUw1D6oCWC0HkP 3SJ8bJuqR1rC+Aw2n32yFUx6Q9vSCuZ8S56JeQDy7F0xy0zyV9+mE0BmjHDxEQwjCFMFhXorochb TH0tIIGQVIepUsZ5njS5C3gEQBqXon5YcI8G0LofOAAKLj4bExmzHAB1bbgdofp02JEO2GqE4Q7B JdOCmLyOS435iFIVhU0/lRlVkNrNJFtgjlYi0ZeHeNsmxBoJxIZlUBqWQDmUTV8KpZn7mtch1rIB 0dbNiHXsgNKXD91fBSPWSvD0IaGOEmxufZeEXwIhefakDMeQfkAOfHQqIhmK4b0Zdap5APLsnTeW r6QzKFxafVjwTIY+0ns4GaAaIYjkhYFUDFCkfibGcyNO5bPTXO0on6MBdCQEi1XOw8S62wgg6cNz FgF0DgEkrWA/QqguE3a4i+kTeAavmwSQNInHqYj8RhwTVhiRZJDhmR+2Mo6kMgwSiN5BGAoQG4Bo HRCmRxq53c589lCQDTBLgzxvgOFkN/T4AMEzjrgRRNyOIJ5UuEwgQdAY0t+Hz540+EU49T5URASR QUVkyvvM+FSeueYByLN33pwYTCDEgmiohE+IoRjBQ4gYegi6GqUCYXilM0wR5zkWVZJp05MCHRmu IAV1igKygwRQ5VEAOvMIgNb9GCFnKIYAiApIemLL+9itEEPBGOJUJwFLxbgVgd8OQJO5fMwowcel NNdbBKQxwvwMMN+EDddh+aheCEaLQJsMpaRPk0lgygT0CSqqGMO8kBFx3AEQ75OQ10eToTa/A3GL 34N0UJROma8DkCOE5B/ZFqdicpZCcC4OW+qcqedOPU/+mfTD26nzU+spn3KPN5x3tMk+OT91fKq/ M+YByLN3x+Tv1qIKcOpCCBIpvAIUWbfkbaYMUaQ+RN6hbjMsccITFtKkTThYXGdBZThGieJAAMYo 7PEDBNAcTKwngNKkDugs582mbkfEn1ABEUCRNkJPBpHGHTcJD6f+h/cMUxFNECrjZi/BMQydUJT3 eqn6GDRDBr0GCBgqI+4zpT6K10o9jmmqPC9BkCYcVaUTPjqhphOYKlVblFCNMQRTpNVPS0BJMBRL mNAT1G6KDk2VmQFkaAqv53PJa3uS/G5INS75nA7cZJR9ECbTkXfKy3Gb6smS98xLNwYzznOornSG kyqfTec1oi6dYww3JeSk82KmRwAK+HmunKcTtCp/BBJakM8ZZj54vVMvxmfjM8nSCZXl/0qGi3Bp SsgoPdkJ6IQm1xK68r5/6VDJcySUlDoteQOIs82lLnlw0rAO+1uZByDP3j1zfiwJGWf8U8rf+Aua dJqF3KMaf5BV/mGbTgVunAUqyoIaIICGCKD9iFbNxdj6H2I0/XwE0mdgYvFs9GZ8kwD6GYICoGgz C+Q4QRahU7mwEFkGQWCaiLAgDirdaBwtQcfwfnT3VaKrpxJ9gzUIhDtZgMZYGP0EjB8aC6tBGEil uEDHaVUjBKRpX2ch1swAC/UEFMJL0X1IcF8sQRApVEKKAkUhKDTCR1rfWDBljJiqhZ3rpdA7kGGe TE0qyuXNrSP0IZ47TqgQmhpDNgdiKrQE78ewVZfrGbLqdEMnkAgD2ZZ1XZuEkkCF2yZhaGiEouKH L9SHYX87grF+5nWCwA0wj4SvvEqa14s7Y9gYpkqYqPFZ5XkShh9xfRTd/YfQN9SCQEReRc1r5Lvg D4lOtaczD+Iar5X9uoS9TMOikhXYHv1/fbR5APJs2hjFkNOCpFlUQ/xjhkX4yDgyhl+wRhkRVSBc vRBD63+MwfSLCZ9zMZpxIbozr0Ln+p8jWJ9FADURGKOET9jpjWzJL7bBQI6FPcSC1+6rRV7tchxo WIfK2q2oPLgd9c35GPYdQlzrZyEaYwg1TiUzwWsYMvL+hrx4kEtdwjmGazqBGIz1YMTXiDF/M1Rz lAV1DDF1ghBi4VbDvJ6qQ8BAaEkoKEoiqojSCrCwhxyoiYIReBgEXkzpgj/cgECo2anU1lWCgSDT ZKkFkEiMUllNEJAML0XVTYaFJoGgMyTUGQLKVCDi8o4yOS4dMUPRIXT0H0RjVynGwu1UafJ8Pt5v 3DlPJ+xUqpsE4aYyDY2qTuFzR/kdRPVhRLQ+lNXkoKapmN9RB0PMoFPvJd9tgvdyndAVYIla4rPp DHMtgX+SPyAegDz732KihEwJHwifJAsDnF7Rk+/dAsOTUD38NZno2fBLdKdf4QydGMy6DB1Z16Jj gwAokwBqnAIgeVMpQxyGOlIHEyBUDlH5rC+Zi6rOjegaLkb3EJXQcDl88WZEZR4gcwBRgiiiDbAw EkSES5TqSzwmS5kd0R5Fa18p9h/ciPrWHIZ3/QgonYjpQyyIPJ8wilNpRFUWYpUKiYVeMUYQjDN9 g9dbI3zOEIFLOFJJyKRmgyMHUV2/ib4RvmADITGCeGKcYJB3zzMtRdQLtxk2xrmMEVKKhI/cTnmC 2zFN7s18izqjj4e6UNNaiIrGXRgJNvEZhp10NEJEUQk2gkdRgwTnBAHsXhPhc4T0PoTNHgTVDpTW bEN1cwH6fQ2I8DuIaCNMZxzBxDBCGp+XijNMpeRsJ/gdMO8avzdd5k9y6pj+tHkA8mz6mIRqUmsr 8NGpepypT/mrDv7Sg0og0oqxuuVo3/A/aE+7EoOZ38RA9hVoz76W+xiC1We8HkAMv2ypH9EtFgYd AYLh0FgJNlfNQ/PYDgS1GsTMVoSMNgSMVnRPlKN1sARN/fu4PIC+iVq0D5VhhGn6tTYMRw6hdagU I5F6VLVswY59C1FQno2RUDXTakXXSDkauvaioXMfWnp5XbAZYa0H4wwL24cOoK49D03deegfL0eI oaBGwGoMleIs/KLCcvemoaB0IVp7d6J/rAx9w9XoHTyI7oFqqpgK+KiSOocP4lBXCb0Urdw3RMU0 Hu/AQKARLf3lqG0vxsHWPWjs3o8BKrTRaAvzvA+VLdswFm2AL9aOnuF6tHbX4FBzBXr6W6iSqHQI j56hWtR3FKKuKw/NA0XoC5RjPFGHiuYt9G3O9+PX2zAYOoSGbkkzD/V83v5APSKEcM94HfNVjEOd hWjuLkRLdzHBz//PP2MegDybPkYAwU44ygf8hU46TegEDz86IaRGOjBatwqt63+F1kUEUMY3MZR1 OTqzrqEC+ukUAI3BSErYRAAZGoyEwRBFg08dQs1wIdaVv4jdtXNRfCgblW0b0TZWjHGtAcX165BT thSlDVQ2vfmo7cpB4cFV6PIfwGii3jlv36G16AnuR2X7Ouw+MB9F1RksqFRSE8UoPbQOZU2bWYBz UVK3CftqN6BjtBSHevNQXLsG5U0bUdO+iSDaTAhVU135mUeVqiOEupYC7No7D3n7X0XH0Gaqs93Y X7sWe8vXorpxN/cdQOOA3GMLDjRtY753Yk/NWlR17GS+SlDNZV7lCuytXY+azlwUVq9FefN2tPNY 62gBShtXYyhSic6RA9hfsx3ltXloaCtjGEpYdJahc7ACJQfXo6JlI9PawOdcgtLm5eiLFKO8dS2f dwM6fXv47KUoaWDaPK+idQv28TurbNuGUYXw6c3F3rrV2N+wGlVtTKtpg1O39OfMA5Bn08ccBaQy ZIo6ELJlOldCRCWAVPlEuwig1WgjgNoJoJGMyzCa9U10ZV6NjvU/Q+BQFmyGUpY1zvDLvTYpAFJ0 FgSVABpE7UgB1lW+gC3VL2BH5VzsObQMjcP5GFHrsLUkHTv2Z6Kmayc6J0pQ2bEV2/enoX1iL4bV ap6Xi/yabPTHS3GwZwPyqxeyMGZjMLYPB5pXsdAvQX33TsKolJDYiM1F89HQn8P0tiG3IgNFNUtw sHMtGno3YzBQxXBNQp44Q704WnpKkVu6AAUVr2AwTHAQQkWVmQx/1qKDqmwgWI299WtQWLsC1d3b UT+wCzlVGciryUJt/zbs4/13V6ajpodKJVjC51qFPfUrUde/HU2jO1DMfHb5CtHQl4v9dZvR0rcf g/4mdAxUome0Cl0E5f6GVQTaGpS1L8Guypewu+oVdPh3oqQpExWdK9E2sRMNw1uxqfhFB94V7ZKf TBTVZaErUMh7b0JOxUJuL0Z172rU9m2EYcm4vj9tHoA8mz5GADkTecl4MJlzmepHTyaQmASQFuvG GAth+/q70Jl2FcYZgo3KVBwZ1zAE+yV8DcsooDpgmj5ovF5aZKSPkakYTkuUXx9C3WgRNlS9hL2d majqXedApTdc7gBoc/EiFh55D9gBjDH0OMjCvLOMAOIv/5BaycK3CwW1WRjRy1HXtwmFNekob1uJ Mb0Mu8sWUJEsQff4XviZVn3fTmzIfwWNg7vROpKL0qZVBFAWlcMyHCK8hgigmFT0JgjKpEoQVCCf 9yqqngOfnof2kU0oPpiNpp5chBkejlFh7CxPx57GZWj15aIrXIi9TVnYXjEHVf1rsa9tCQoPLUZP ZA8mrCpUdq/n8WWo6llHAG0hgNLRPLIDdXymg23b4Us0I2r10Lud9AdDB6hoVvOZVxJABHHFM9hZ 8RxaxjZib8MCprcULRObcLBvJdYWPIa9hxahsms59hFO4m2+HWge3UrwpWNvcxoq+peiZmiNEwb/ OfMA5Nm0MWmilz4lTjOutGBRwcigzgQYQkkYpvRiomE9OjfcSwBdi7HMKzGQfhnaMq5H+5Z74W/d CFvrg2YGkbAYuk0CyFZlTJqGoD6MOgnByl5CU2AnfGYtwsk2BO12jKqN2F6ahX0NG9AbqMC4egi1 vTupiNJYCAvQG9mPmt5tyKvOJowq+GtPhXIwE5UMT8YJp/zKDAdAnSNFmIjVsKDvpAKay7BpF3pD EgblobZnCwoqFyKnZC6auvMdACnS/O0AiGkcWIyiqnkIGHvRNb4Le6momnryCQmGntGD2F3Bwt24 lADajb7YHlR0r8C28pdwcHA19rVnIKd2HtoCuzBi7EdZ5yqem42DvevRMr6NEElH69hOKrBNTgvg aLQGIbUVfqUR4/FatA3lYdd+wqyT4OhbityaF7Gj/Fk0jqxHSUsaFY2AbxNqB1Ziw57Hsb91MeoG CKzelVRga9AfyyP8ctE0thkVfcuQ1zwXW6tfREKXaVX+tHkA8mzamDTYGlRBhtMRTiCUIIA0Ash0 64ESg4h25mI472l0LLkV3YtvQFv6DWhZ8WP07X0BibFSmNoo4RN3eijHGd5YGsMwVXc664W0ETSM lGBr1SI0TeRhQm9CJNmDEJXAmNKCXaXLUVK/BX3+gwhorWgeKsKWPQux5+BKFNeuRk75UuRXrGAo 14iOsb1UK0udSug+3wE09eZyfSmKq1ehumUr1csa7NqXgZqO7aiSupLaNTjYvg1FFVnI2cf7d+5x +g+5fWhiGPU3o/LQBuytWIzukRx0DhWiuHwNmrv2QrF6EdSaUN2xBfmEXknzCpR3rKYimsswaQ4a RzeitDWLodGzVGiLCJANVG4LqFKWo2U0F4cGCc7KRegP7ENjzy7k7Wf4dGgzalt28Z5b0NC5G4c6 t2NXyXyqoJUMw1ZgV9krDElfRNPINlR2rkZRbRqhuxZNw5t57GWmnYaqrpXY37KEodhKDDEMLaU6 K27IQnFrJvKbF2B33QKoRsz9z/0T5gHIs2lj0mBrJJMOgCwHQCq3dQZfMsEXNVBiFNpYtTM4NLDn GfhyHsZ44VPwVaYh2r0LVrwVqh5EzNYQZsGO6Azh1CiSCaogKqG44Ud/pBFVfbswEK9D2OwnqEbp Iyzg/U7rUsdQJSbibVQdvRiNNKC2PZ9O9eJ4AVr79yOsdcGntKFtoBT1PD7kr8VEtBGtfdICVIDG 7iI0dhWifaAEI6F69I5VcruIqqcIDR25aOVyPNAK3ZR+OFR50otaG8TAaDkaO3aja2Afjzejpb0M A8MNUM1BxIxODASr0Nifj/reXajr3U5YrEMLw8KeYCFDwVVOGFjZuh71VF+VbVvQOrwHw1Q6Pb4y HOrOgy/ewLweZB4KCMAi5qMYDW35vF8p+scqmPcc1LRvR13nDoZpW5nOLgxFq9DtK0EtAdXB8HUk xjz27XAqqusZztV1b0XzQC4mGCI2dOegun0rKjs2obJnI+oHdzk9p/+ceQDybNqYq4BcAEkvXxnF LkMC1KSFBEMzVXonRzphjR2A0bkFGj3RVwCVBdyUaTiMYRbUGEK8PmgZiEiPXULIVhRYquIMRwgY /QwXGhBioY6bASTMEFQr4PR/8Ud7EVL6CSqZ1H6EIVI/JsJtGA+1Yiwoyw4EY32IqsNQzDEE470Y C7QhEOvi9hC3uzHunN8GX6QDIW47fYoSvfAz3+NBhjzhdkR5naZLp0K397LTgdAaRyzRjQkqoZGx FiTUIAKBEYTDw9AMqjrCMqwzBCUcR6NNGA7XY5BA8qlchstR3rQBe6qWo2f8AAb8NRgONRCSHbym H4FEH8ajXQirTINhrD/cgQk+j5/5nCAIg8xr2Ml7KwYnGjHoa8JIsAW+WCfC/L5CWg9Gwk0M19oQ M7udPlODgRoMBWsxHKzHGI9JP6jxSBu35RjzFKplaNcCO2m4/7l/wjwAeTZtTAAkr62xbBkLJQM/ XQDJ2DCF+kjltqWOA7EOgH/4SaWdCmfIKcwGYWJaQRaYBPyWhQAhFCXEpEe1FY/DVGQIhYxan0DY eWcYwcMQTZqJTRnXRTViOr2e5S2n0jzO8MgcR0IfZboywVnA7cVMYCkJ6Rwo8//I2Co/z5lgGOVn OMX9dFkahJoM1ZBjuuTNlh7CXPIaywrDJnycCnLe3yKATFOANA5d8yEeCTh9l0zNhCFDLHgP3Rzh 808QjH66jz7G0IwhKYEwFqZSa81lWLXT7RBJgCZ4boL5SEjvbTvOa+OIUx0q+uRzME0ZIGwyT/Js KrcVnWkbYcI4QuBF+SxSjya9oyO8H5/VGcTr3t+d9J/PbbmdIKXDpcbnktZHjWlqfB5dxtZ5HRE9 +99ibiW0TeUjAJLmeAnDCCCbCojHDf4xy6tuYPgAgkFGscdYkAU0CYZr8g6yiPR4JoCClsnQyi3g pqOAZDApQx0WlrD0aNZY4BIyrorniFJioRMwyGuWpVA6BZP3iTPsc0BD9ZVIcJ8u46dYILktQypM 6SogQxCYnoyxcsHEQu/AirCRjpRSmJ3hEjGmQRBpUQJGwkINJhWQyTRlOIYhA2C5bmkG9HgSZoLF 15D5hGTYBfMgIZvAhPcTkKgEjKixaGIQQ2PN6B1qcHpBJ+SYLp0c+Xz8DnR+nwldIxQN5kPhc0vo J0M4uORzyyu0dcJYho5opsqlTC2rM98SCksnTo3O748QS7mdlO0YQR3n/5k7/itBWGr8AZC05Lu2 nRYw+Vn50+YByLNpaPJHK7+cMnkXocN/zcmtJEMxJGXUtwxWlbl3LIZtFo+xsEDnx3QUk8bzDMp/ GX3vjmJXnSEHw+NdaGirQGNbJdo66+ELDLGQSYubgESUhkxoTyVijbEgjtKpTAgmFzRcCgREkRgy nGHMOd9OEkA6lYCjVOT1zDLfEEFG1SNw0gichEL4xAkbTSZokxHrFp9D+j3xqUTxOaP/ZWS8HONT O3Mp8RQZqMtnSco0JXweIprPxGeV0euyj89n8zoZaS8DZmVbVKOAW0a2y/cnaVgy+wCXMvOARRDJ SPWk43LvyRHsPMd2ukLI9+wOGxaTwcRTR7g7/wfO/8YUF+VK6EsazuBjnsdfEDeBP2MegDybpiZ/ /imfsuUUDP6BOwVLllyTAkLwuHMHGa9zW5YyMpvAilPBjPl7qRSaMB6UwZ99zgBRUS4SKlkMb0JR 7g+1cdlJ78bwWCtiPCcUHsLwaAcm/N0OmBL6IEKxToz6mjE40oRApM9JQyYpC4R6MTDcBH+wB/E4 QxOV0BIFJspGZZ4sgav7XFOebIrz3yOrNFlJXeO6AyZn39T97rYLgNQ+15xNx1LXvpn/OXuz86c6 /z1yk0k7evuN5gHIs/919vo/e1kKiFwAue6CJ+UCIJkVMZbwY8zXgz4CSCqTYzKoMjGGSGwE4dgg 1csowXEQXX0H0DNQjvauA+gdqMPIWDv6B5vR3VuP4ZEWjE20IBBtx9BEHTp6y9DdX43+4Qb4Qt3w EWzDo83oG6ynwqqA398DNUFFpDNM0U2GXykAeSbmAciz//X2VgCSWRZlSoyo4sMIQ7CuvkOYCHUh JvUnyjCVSi8mAp0MoYbQ1rUP9U05aGjJx8G63VRATU5TeP9gA0ZGWxiydTjzCA2N16JnqByd/fsx FmhGz2ANQSR+kDCqJ+haUFNXwGtakZAJ+Z05emT6DeZpMhzyzAOQZ/8P2FsqIBBAyUkFREUyQBUT SQxCsyYQV0cc+AyPNUIzBtHSsQc1DTvQ1J6P9u4SKqMuBCPdiMQZYmnD9AEMjhI+g2XoGd6PkUAN 4kYfQ7oWXlNCcO0lhCp5n0Y0NO+lWmpzwjJncjOT+TBS9SQegMQ8AHn2v97eCkAy4lxaj0QBSQg2 MNKMYLTPaT2KJgbgD3WilwrGH25Ga1cRDrXuRnNHHlo6ixim9fCaZqqgeoxOSF1PG/qGK9E/Wo6O /j3oHCiGP9qMroEKgqeCCqqUXoIRhmdj/gYoiX7I2DRnYn5dgWUwTx6ADpsHIM/+19vbqQOykioU LUiY9KKjuxadvTXoGagjdLqcyb76hg6ivacY7b1FGBg7gGFfFXqHDkA3+xGN92Bo9BBDtwqeV0WA VWI8VIPekX1o7NzNa6h6Bsvhj7Rg1FfP80rp+xmKVSJKBWWY407rmbSGOV0MDlcSe+YByLP/9fZW AJJ98mYN3YohpkzA5+/FuK8T4/5OhmVu5XMo2k541MIXrkVEbUJMb0Uo3sTQTY4PMQTrgV96Moea GZa1IKQ0YNhfzjBsH2FVTRXUhITZi7jWhUC4ERPBegTD3Kf1wWSoZ9vShB+fbHL3AJQyD0Ce/T9g 0hgv/VGk38ubuwsm911j8tZVefd8EvIaaJnuNUIP0n08h2oFo45bmKDLPjkW5jVh5zyb+xKGDGvo ZAjXzXPlGoZZdPd8n5NWEv7JayPO/cA8SB8aAZBnrnkA8swzz/5u5gHIM888+7uZByDPPPPs72TA /wVz9p/IBQgojgAAAABJRU5ErkJggg== ------=_NextPart_000_0067_01D71F58.04FB2530 Content-Type: image/png; name="image002.png" Content-Transfer-Encoding: base64 Content-ID: <image002.png@01D71F58.01F203E0> iVBORw0KGgoAAAANSUhEUgAAAPoAAAB5CAYAAAAQyDxLAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAO xAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAFHmSURBVHhe 7b3XkyTXkebrqUWJLF2tBbQmSAIgZ2Znubw2ZtfG7D7ch92X+TPX9mXv3bW1maUmBAESGmi0VqWr sipVROb+Pj9xqqolqtUA3RUBJrsyM8SJk/EdV5+7l0dslm8HmIF7TVPhPsfqmPj9/uPDZ/u/PcAA fJckSfzfcrl80EPy/fIZsCf7tGRP8sgf6fho6wnf9/AX9Pc+sLDuFPyz/dv91qL7Ae3RfmGNO9zC 3jUY3b6Thj3CJ7eCt+BDzvbln9uP82/Zx4+/fQ7uM+zhcPhoN5UffShn4IkCfQ/g4YEOG089D3Z4 tweRXfhk390qByPUbn/InyTIGXMG1pGjNkA+/qXRF7O7CKOK9xLAr2MKI30zzPYqZvuEha2go7WP zsxJ71jb7vE4SgHLlbBDidVHuuknC3QeZJdYkuAFHvi0Zzbo2QipFAWew4M34RPtd4t8d+FfKBSt UK5boVjdk5L666DoeJQpGvYsHSzZsHeDcXcd6oKsIDrUX8USAwkgLljq+9ioa0Pd60gvqdocVayw f8NGpaZZacKK5ZaVq5NWKo1ZsVDfva+HUecf5fbyYw/HDDxBoAsKmRwX4Ptt6136xOzG11bs7fCw C8ESZVFy8rfwolcmIAUlAX1UqVmxdcaqR9+yUXOBDwC+zp5Jwsci133lyVR1FhCdc6j/elesf+O/ W7L8Wyumm2C6CEjrjKvG2AVyLWQp+/fDK+0yrg4H8y/vfVFjv9QqNgDog9KkDcozNqouWKG2YMXa cas2j1ujdtRqtXmrlMe4MufNFsARC6Skf77lM/AoM/DEgO4wH2YqemFgydp5Sz75/6144WMrpRnQ i6i2PMNBugu1AjtHuoCU5ARovB+WqzaYPstHPSud+kezSotvwuP/2CDgOnSGr7iCAOxk4y+WXv1v Vtr4CIAzokrT0hLaBfuXhgB7uA24O4xjwIiQ3gCTGwfcQW3XzaQAfTSqaMWywahsnULDeoWm9YpN gD9tVjthtbGz1hx/yVoTz9mEgF+dsVKxEbQBv9u46byPZWl7lOcmP/Ypm4EnBnQXSDzkekitB2C+ +8SKlz+12uYNHmCAUBKw+Q7hhYAOKAPUehX1HOvv7LPRgFMkWza4MGWFiWNWmnuD74O6+zhV3ZGb AtEFN7DRzneWLv/eRu1zVgDgVmsixJH2ScdKg20rDtsAHFXdQa5xB/Vk19foTjh53DQPWvok+bWG Sb1PzVjwBoM12+lesc7mp5aW560B4Oem37SFqTdtBtCPC/AFLRKZBvSUPWD5cH8cM/DEgO4PtJ7N tG/p0kVLv34fkN/koeVhL4FuB3oAueMrSnFJdX0nSS+12F+pVZO2da5+aH0ke2Ns0Ypjp8JCEP63 z5n1cNJOQlx+Al1P2xC7PFn5wIbrn5pVx80aLSsM1jE7bqDC7yDNJb15SSvRfbCoyWbfddfJXNG5 0GqCBC7xLS+ke4F/5XcI65hUfzSe0aa1+1t2o3vZzm/8zSbG3rcTM+/aC4t/Z/PjZ6xWlC3P2YOr Ptx7Ltl/HCh6CkbxxICeacE2bK9ZB5CXb34DJnDEuf3rFnbAgD+ywSbeg6i+DSorYi/ABFxUe8vW v/K+9VvPWfXUDCr8hNvHdz7wDwP2cLUwkq4lAHyw/KEpnFUeP2GF7lUr7VwGmKjq3IODDimrl5sa EXu+8rBk+ELlSwbnQDtwZaHq5y+6tz3NNICw0skQKXEiLRftdNmW1zbsm/Vz9reVz+2No//RXl34 uS00jnG6fU6Mp+ABy4f445iBJwZ0f+77qKbXvrLhdx9aubMWhDbOLJeA8f4l9R0QIWx0N0d6lNgV ObdWv7Hkyh8taR2z6tybDroQbnoYcO/9CPEMcgAOdy5acvPPlvZXrdSYRnCvOchLw63sMnKW3Xo9 SWaNQ063YbHm3vUCjrUhanfKipamqfWl3aAJjLQ43RJT24vFawHRf0mhb5vJim2ufYlnfsamAPlU HeedzKGc4/TjQM9TNIrHC/Touc5s3eHGNWzzv1hp+aKVU+xYedoPvO0uBXviUg46bFq7+Yml08/Z cOI4XutZ/97VbvfGHxTzd57fj003UNnft+HmF1bCCVhElShsXXOPu/sUXD3Ptsw+GbmTYWhJccKS +nNm469ZofmcFapzLGx1LBHCbtj05f6SpZ1LZp3LNtTf2PrD3RVGmoAWCv1bsWZhylpjx21+6i17 bu5ntjh+zMqE8hQJyLd8Bh50Bh4b0IOQCeEpfw3aNrj6hdmlT63aISzlNmmEyP0AHwG4bx8/TrFo bNxhauX2ZUuu/dkGc89bZfHnfFXNLNaRW8IPvgXjQeGwZOucDW78G9rIspWnzuJn27BCb0Uy1ocv Wb57j/sQnxA6S8betOLi/2ul6X9gATrJzjjwFGdHlS9jtlRYRGq961bb+dpK65/YYOWvhNyvAPY+ rwQVX8tI02YbZ2yu9bYdn/mpHZ9+3VqNRauWGr7E9Pgv3/IZeNAZeHxAd1kjZ5EgM7R0BQfcuQ+s vHrBqjibCpKMrrPfLkmjFsu3mQq/KzB3gaRjMlIKUr2cbnN+bOjLv7HC+BErjp/mzNyKE3QOqsTf Ng4dC6DTG79HY/jISuPTOAUguAB4dHiTxRHP7P6wfeuQGHDDUY2xvGHlhX9Cmr91m88hjL5sxM4b L1hz8k18e+9YffIvdv3m/7bu+t+smGxbq37CTk/91BZn37EFPO/TzZPY7cTrb9nc2H/Q3znf/5DP wGMDesBwiG4XOuseTrOLn2Obb6G+CsSRPhNU1PCoBg9yAHhAjlurmXYQHmkZ8cGbHRh2wZFV6S5b D1s9nX4e6YkdXZ31MLxvB7EQ9mkgIr6MsL/TtY9sePPfrIyULTSbRMDwCchBJk+5NJKM6RdGFeS6 XHiB7opU7t9ANb9gJeLiBezqffpNNiyF2RhcsUXk4HWr1U+zlrxgtfGPrDPYssmJF21u5k2Po5fw sof5iK7KQ/6k5rf/SDPw2IDuD7WQBjMsuUH8+ZuPrLxOzFw2JeLQHUiKjQctfA+LUTq6pJeFus8G 3r21fZLawV6yMqpuunHBUsA+QsUeTY/hAJM9/P0yPQLQoerrCl7x7XM44P63FYhnlwo7hNdWkPBr rDEVnOUT2NOYH+5AyzSTXQU+C54VYMJtfMh4JlD3cdq13oX5dpR7RiuQZ95XoT2yi99nqWWTUz+3 RvN5V91rNWixUGL3Zic66R7pN84Pzmfg8WWvBUoqKuwW6u+3Isd8ZRWcTQXFxDMwB4kcHuM96AYJ r1CbPPL63KG0TzpnJnog0jgyg3e+AviGSx+jbr+MBD7K63iQmN8j1IMsDhqGjwOv+mD5z1Ygbl5O Vn3MI2Lm1rlhNkZIq3nE0jY2u6itvjDo+rdep4ijrjy4AlX2/2Otu8TC85kVZ/6e41/FBJC3vLGr s4TnTvddwqNeszI2+N23g6gm+VOcz8D3z8Bjk+jujR50Lb3+nQ2/ATDbS6ifAba7wNhFbzawTPhK zvXrk4Bi0oqE4So48mJmmIM28+Lv3k6m6suJX24DLqT6sPUCoTA88J4gcn+pHrwIYSUpQqtNNz63 0Y3fMebzrHwiwuBAgxQz2rkE/RZeOxz0tHfESn1Uehx2txBv/TScT76JIiZFeh2PPYvdzmecl8Vj 5h95/T0c/dfRDDAvIo9ds8LioMh5vuUz8KRn4OGA7kI4k2rRpBa8NlYsQZrb9a8ADLFiqbmuqkdH W5TkQaa6XENC94k3p8d/bpVTr1ty+S82uvyh1QhnufstO79CZyH2HEU9QEEDKMlbvfoVKvMfrCg+ /NjpTF6G/WKC6+0TKStCQBv1b7I44dRb/6vHyXVOJ8Rw3iIhMGujbcBMKzaOoF7v4DRbch9B4O3K LAljchagk2ekK+C8A/Cj9TVLtr+0/tqfAPt/wBv/Sys3X7RSBcATKfD7j/Z+NDl22TdP+qfPz3+Y ZuDhgJ5plHvOJtRgkWMuf27D83+1WncHssjtDK4MeJnqHR5ytGak53DqpJWf+wernCY7jVTUdO0q 0rBN2BpWXJazHaR6Bq5skXBqCR8VCYENbmAfz71ipdNTiHm0g6j+e+w7cwzs/rKSpkhhVP906UMb 3fy9lQl7FaC0ekps1BiUjcZCYG1Ca5VJklkgwOhsqPBFQC9v+37NI6j12eTI50bSSzm5bKOtLet1 vrPu2p/xw71j1al3YdW+QprqDCp9SL2N7kl3deQa+2HC4L/LvT4c0LOhhRTK4BVOli5Zcu4jKyxf wpbVJ0rhFA88WOR3biHFI6njMT/2mlWOv0GY7ISVF1FxF77AJoakgoQtSkI6b3y/Mz0uGvKEAzZi 1MVt2GxXfovUPGWlqZf5HCeYJ9WE/PH9RzuwUNmH7fM2vMYxm185cIMTIKS/OmQFViWswHtPyVJL iI0XJ9/yexq0iSj0IAINNxhjxnffBXnINysq2sDJytzHsHfBEkJ1O+2vrb3+MTH6d6wx87Y1x54j NXXex3tv/ePf5VnIL/IMz8BDAj16kANLa9Rtezit8N1nSPNtHEwB3J7k4VVWMqy7pMrSOEFuCj10 NH3ayqd+aqUWjjRixqXWCRsd/4kNbn5upa1tThNSNG+XyeETXUEggyhD0ssIx1xylXBbYwZT/QSq dqZVuFagEFg4kavzgC5Zet9Gy3/EroaeW45XCDu54uEvHadiGdBax1C7T/5nK1bnbbD+EdrA/zTb /IBrX/P7lNoewoMZzddTbzUGhehEmiHUSC5+j2u321/Z2uofrU7cvDX7nk1Mvmq18hz7kqmWb/kM POYZeCigxwJJRRIslFnWvfqNDb/6wCrr18X0Dg98FkoLirPAnSmo4ECOK0SkDRuo2MdQt4+8xDGS aOxWwyG3+KINF1+yfucKtjoSM5rmcpLt39z21xgE+ISY/U3Mh99ZQmy9vAj9tEzWmYvnAPiQRCMp CwNuA7v+Jg64zkVfBOQBDwI5i1uHLBReqdJPLCXmXZ7/FdrCPzi1tQLo04mXbLTyb1Bmf2u2/Rl5 9qsu3aP6H/36mgN3SiomD1OuhJbQ61+1bXwAq0j4G2ufEGZ7x+Zmf2kzrRetWp7mCP00WVTAl6Zc n3/Mz/6hOt1DAT1IPBVTAKwbq5Z8/oEVrnwdwmn7GGTB3gwSctfu9OQPFGJ2TOZOWeXE61acoGqM A1AHlMk5P2rFY28Q1/7UKlttB8bdDVep2UF6SutWnveQJJDhVXLIx+HBt14G3HLiBQDLLheb3LaJ v1//PQ44EkbkReeafhJx0sOK5LDyffETJBUYbTjTytPvgT9AyCJQRN3WZyM47cPWe5au/5Yo3R/J cvsWR9wKjr1e5oiM55IZIVaBAA8Bp1R2/3uaLJO48oGtbF22y2ufA/af2CLU17nJl6xeFo//bryC Q/WM5jf7GGbgAYB+q53tcfOka4NLX5t9+zcrbxF/9mIRUfIIOEFtd/rortrMH4jWZGIGaQ5ldO5F HvomanZkm3FmaqmV516C9XaGmPR1KK+ovBmg77znoHK7ai56LHHwAZlnCUkvZeLfhofbE1B9LIAs WaeYxJ/Mlv5sVfHZdXi0zXdP7kWk/JBEDLXxN12aF5unAWnFFyRfCAqQdOpi5h1jcXoFwL9D/jps vS0cfB1KZpF9Ju1BC4ZrNS6ldzPWXcUvsfiUiol1kpu2ur5p17e/s0ssQMfnfmmn596zWfLuy6ay Vbvuusfws+enOGwzcECg3+5MC5HoZB1V+RvIMTegfaoQg5LG9SBrd2fC6W0Afni8HT5BdZ/G0w7Q i5NHXNIF7ni2SCjjqwXPe/E1JDRmwTbVXDKg3g3oCmvtSmLx6re+s+T6+1aYeo1qNNPBbnaNAQfc FmmuV39jJVTmsuE597hYHGM8u1R5VHbU+WH1hBXnCI1Nvc1CRv57pp0EZVrX1djHyV95iaI3+Bkm Xuca76LpsNgA+CIJLBj0TIc8+lnRiX3LoYceVYhCuS8sCtvE6teW1u0aGXM3cEi+duzXdmzyFWso QUZrZ56ietgw+lju9wBAd9TecjGHeWfbet8RTjv3sdXgtrszSyEradJZSGwfbHYx7KUk6lRBxTYv z51EaqIui14aoOq2bIHmBEXRQY+8SdgM5lvnGvFyCj64HX2nrRqtaVe5UR/KJIgMyQxLbvyJ5JTj ZnUku0AC0y2BGDNagtCTrrNv8JaHJJUsMJZpHlLiEyq1jnCWVRd+xTmO8gnjcs1hbwz+l1e1lW+i SeWb1yHuPM9xfwcT9mMbrf0GfgGg3/6W5guQcFhAlFO+d4rIzwvFLJSK2kHtv7HzpV25eMOuQSB6 7/T/Yy9Ov2FjFNpwbn22bOZW+2PBwKE4yQGAfvs8BDmWLpFT/Y1yzc+7I6yAGy7yWaQJ+9Lg2rJQ FOxebSn28HCKMNrxV+GSs1hc+R+w4XBiudCVEw8wY7ML5OXZ05bOoxJDiBl2VIAxbrvQvuNHCvIR x9zOVetfwzE39aJVjrYYAw64NYB37V+tOqAcVOY0c9s9cxRGMo6UhxHFG20MR+H8f8KHwFgV79at 7JfG8eoh3yVz/EmTIaW0dsYqqPSjyZ8SKvyYlNQ/YMd/ZH049QNMEZkqYWEL2sbuyx12GtDQtliM 3r/5G1tnMRwwmW+Rl64EGx2bb/kMPMgMHAjou+piJoaGnQ3rX/zMCldxwA1gi2UOr/i4agDx791H 0osqEH+G6jo6hpqLjd6/9Bccef/TKtvXojfNmWnp1Ckbvtaz+vP/gNR/mSo1vO+SZKIFxZG2/0ru G8sWEn0ZSk8VqcxqG6jwK6joM68Sx4aWeu2PVHMlF9yLOe6Xh9H+DeZFiu2c1Eh/nfmlVWfewbRG ssfLZutWODxCVW/2V50Jd10wSkdJ9Z+athKSvgL/vbD6O9tapxbdNgulxqixio2XaU3CcGgYQWY9 mk2HsOFf4eCPQe+dby7aseqpXR/Bg/zQ+b6Hewa+F+j+6GdJJKKrkotpA/jso3OfWHnjJs4s6b7R xt6T3GFag/R3tVYPsDLBJo9im5PoIZv1KlVhV75F1YYFJ/veiTGcjwy49NIiIbZXoLWeMRPY17+l 8upKIKFk5w5XkJIdAlj+0pfYD06W0bkoRDmCOZesUJVm+WOrD6DWojUEyRwChVHd8DMwBvLIsLXf wL6ngMQ4XnW0FS/iGMHooj3UnNefKvp4azMJzUk8K/dFw4ZCadzqxN9LY0h6HHdGplxv7S94+zay JzAuPEE11/+KIh6VhrYyWLW/rn1qL2y+abOzi1a7I0f9cD/E+d1//wx8L9CDuhoknheUaK/ggKPG +eUvrQLttVjkFG7qZrI7eOIiAlwF1fuhCDIqmbzwghVnqb6y+p2Vls6R8YVKLrqsc1l1ER50klqG S7DjeJVPvUtc/TUy1P6CCo+K7yGwTKi7E46XVG1n0HmJxQD9IjH0qVesMv8yJsJNG2KbF9tcU4tO 1njh1unxlYhvUfzrOALnCafBXEP1CNaHk+7FccehR+npIYuTKsgUKlPOAfg+e9kz9zhXtfka1Nej VmmgpdDMobv0O+rJrWW+AjkMd9cdX8Bkt6eA/WL3mn29ed7enPyJ1SqBJ59v+QwcdAa+H+gOYUkY XoAyuU7e9hcfWoMElrIEaFaQYS/ZJF46eOadJMt+gvtgYs7KJ6Gncsb+hb9Zae2KdzQZpqiu0bDn SS/i3CqQaz648oEV56GIzp6xIVI92USqp0h/j4dnEjVT2zMT35NknOBCemnl2N8hQecxEf6XGRVp KmLPeWQgLha7hkW2NAnoLSvM/oJKMRBjUN99D0hBI+zlIbXeUrz1KRViExyExYmXrbr4f7kNT0Hq YK74AUGzuN048MCBbPDSrE1Mv2sJ976Jg3Br/S+sbyodHRa8XatAZ3I6ccE26XRzpX3D1tFIZivT B/198/3yGfAZOADQ9XBGcgy1zr+Cp33jolV4MGVbxic6Nj/Ye5897JnU7VGWaXgUaY6nPe1T+YzE l4rKNSHVdP5ds9u9curQQg4Y1Npie9VqC4D9yBvExz9B0/0GRVr9zDJ+uS80AVSueYjEU+W8c2/h zHvF0s0rkGPepyLNEmZGYL4HeGfUXP87rEQpueHD1ks47/4jJZ6PUXxiFXBft3T7GytsfwE3nhp4 O+et1LkK/52EmPZJHGtksy3+32jnb7OIqINM2Nyfdjcx7044EYiqVqlOkcmWhc08208xtowTEGZ2 d7UYUkV2QIHNRFVk84c3n4EHnIHvBXqMbxcIp6VOjvmrVbskm+w+xHd/7KId7RY6YBw0Z0lcwTaf pupKv2+Vl/7RSmfpuOK8eNnT2cgzCY1vHrILTQto1iBnWGnuVevPvkoyyXWkOrRYgTszE4Jt7eLP 2x+lk2eh1VI0EvZZeokQ29oXVlG2WbaaiJmWuckdSe4WUOyAXmiFBZxv9VnrL/2JrLNzVJ4B3Ntf wXi7BKd9OWStZVBLIcUMr1ONpneVheWfYOJxTbQA2eO+OAYZv3tjnpzjthDRBspVra9+bF3qxTsD b3dCb9Uy4u85Vm7YLCWzmrdUoHnAXzvf/dDOwPcCPcwMYF2jHtq39E27edHLF2NY33fSgoQNUjYB cIVZGF5w2Auo0qVxgnEQZcKzndnZu9IrHKWvPL1DTDQpHmqisPAGNd0+RbKy0GTnD8MLYBK9tK/U z0WSZEiWSTcvUlDiT1bBRlc4LeOzBenvdrfDXN5GeqCNE/Z7k1rxqNR0TBmc/69W2aDxBAkrRcNc wFOvxBQN2tlxrmJTPqoLoecmxSYgxgyJnRvhtCI8+KJqsAuU3gGW0WKODFHVU7SE7s4529r42JZI qOntXAjn3dU0opEe5sHLOycjO0ZzyZennrNptAC39/Mtn4EHmIHvAXr20PW3SRb50pLzX1gDB1wp lES995YJMnUSFbySaotcc7zY0/DPVUNNTjOe//2lk+97PoESIFbmkeoAeEDlF/HaJaGDXRxaGKdq TTxFGAtpPkLFTa/9yYqo+mXllbtdv19aBulaVHOFIVrAxBnschhwkzj+WCB0xgKgLA+VqCI/XfDk Ryad+yZE7qHRQmFINGDr95bsfGXJKnXnxjBR8K4XamSj4XEfYb+P6NaSwJDrUtd9i15ubQDeUwTA HYj6GYJJ4WP07Bv8Bej/ySC1MZuw11qv2Gszr9gYDkDNa77lM/AgM3BfoHs4DXUzJdd88DXFHlfh nSvM5D3B7ydVwneylxPZvXNnaaEkxhj2eLYF9Tcq+Lc6ruI+u3tI6LIsKIW1sIDdvf4ZcegtLwQ5 lPNOApPxJNReK5/8D9SOW4QBBwX2Jhl1sO5K6lG4C/JscfABAmeUk6AFUP1l9ucoEEeJnU8Ds/9i aa1ivaV/Je8ciq+otU5hjTZ+XDQ4H9qNFobKiEVhZwM7/m9ECOCni8NPaSs56lJ2H9AzvY+dLTqs xlxiYXJtZZ/1E+3yIXPHrlZPmvYiTRzeY3zHqYmnE+meM0v/QX7rfN9DPAP3BHqsbCRyzODc36xw GScY0lybHkJvDXSLX3nvefVwlKudSMsxHE6n37QSLLcRoI+FHx1u4X/33PZ/59JOyS4LlJta+is1 2WjYOJJKDcQYbMJ36ZGfWBWn3Wh7mVbHOOAgpZSo47bbb9wXn6iz6zjAB68+nXkLhx8xczVuRC0v wt6rzPwC62TMBoTC+jf/B+o/5bGoJy9rXk0gdxcOOd2ymLqkfcnV8C6aAJl8ow0n39Bygmw9tA1a Jhf08gUjJrj4CXwO5HPwefMwRckmCzP2ItlsPz35T/bq/E+R5ownwYTwu87V90OM2we+9XtLdElR yDHJNcJpX32IvQqwUD9D4soeiWZXMEeaawZyiUrRXUctYsYnIb40qXPu6m7WXviBhypAVJHqz1mK Uy5dwlanZry6syYQSNLmKase/QU8+Qbe+X+1Ag644lAlrRTekzc+aCcx9OUxcbwAaYMa6ovEzCdf B4BoHPJ6yyQoYQuTjVaozNOB5QTX+18kq1BXbkDJKXfIBc+/YBzOGb3lGQB1OUAvX6PHw7P58Qw/ 14ZkD2g8qZs34hmMlCjAqwxnfr5+jNbJb9trR39tZ6j1PkZIzQtJqoNrToF94KfnsB9wT6DrUVQn 1B5edrsIOaaLPSnAeF1mAWevH7gns7h8DyEv/a1klWScmPSR5yGfqD2R688PvbnCLLDiES/NvmjJ 5HHCW9jq2OLJ+CIq/c+Qwq+QUUd22vU/0QaKRBhAEcbrK1MW8+I08h0A9IHi0bMcN/93VKQhv1wM twy0PlD8CaUxSkmTFDOcehV23e8o9PhnvPCf0kcNvjwahZsXMh/izWWOsqiCe+66FgFJei0uDnId xSz5AqRlQD+Dmkk1bYxKsceoNnOMNNVTcz+3GaWpemXbfMtn4OFn4L42etrtEMuGj92YsA4PZ1kG rT/Ze86gqEKKOqrkMvdKQzsdlgH28Ret/sI7eNnnHfwheyQrBPGgmqe3C5Y9XqX2w/OWHP97j8X3 +9R2X3jV6idIDcVW3rlBP/Mu8e9y0/qo5QLWLhc+5nSjBQw5z6iF4+4YhBdornKYBXBm/gWf0yB9 i+Up+Oo/x+Q+S7GMX5Fv/jnFKylb1f7SrKewmwpNkF2n2nXOo88KWPh0YWszX6GMpBaYmJ0ubgJm AvnuTQpMNBunrTn+ok0Rx5+hY8sE7ZjqXDesUnv+jIf/qfMjD/MM3AfoIzjZ0zb25t/b8PhZHmhs zoQyxkorddAGIATvs4StJCYPpTp+qhlilZzyqSNIy9OowfXMDM2WhQcFuc6fabpedJFmDfXn/onM NHjodEUpINFLZKlpSJWFt3lPaEue9jv8AJkTSympAL0wjrSc/klohuhj2gNUgJfqxWWLmirfVLmf yhy2/AvwAX7pDRJHiqHzGqpabG810FmHSHr4+pGBN2IFVDvlEecoIZ0bVJSt0bKpVaG2HWWpyqTA VqlxV6vDYyd8VmWRikUq9nPxD/ODmt/7o83AfSV6ibzxBvb18Bj51Sm2oaip+4o97sah90k/Sewg QcndLgEmpHuwX/ek5cMNOSsSKU0cIJQmn/OqsUO1Y1ZMXz3JWYTqR37p9nOwmAN+d3n4+y4sL/2I 5gxFupS6XR508FuGFmVp9HsFtb5sZcpJjSRtqThDsjxzI2DrhbNOHHgccUM87LwJiwdzUgLsZU/+ Ia7I+AuE3Yr+4l50P1pssjpxYRCZP+HhJis/Kp+BW2bgPkB3bxIPJA4wXnF7YDM7cxzt2qwP+QO4 4u7FISLtVoF4jS0DhZQMEXNwxu0fawD6vba9jLS77xNYc/u3kPGWnVVZZGW6qLqKHV0QWpC0IMaZ yjj5flSIVIR7uBsXIQf3Qz4e+WHfMwMHY8ZFj7oecH9+Q6XTXUBlavx+RAV8hMVib3sUWzOGlPbO t5fptXu1W/x9t0Np/23sfudcfA31XstBXCoicMP7cFR2Px5ek1aghUFgDvz7uO1qBncsOnLGBWfe 7uKxe+ADL6n5w57PwD1n4GBA3weC8OetEAqf3QmUWLBiL1d7bx/3NmMKeNGF+5JvZDFoYQlhr7jF Y29BU7DKb9lGeNs97r/vOtHbvVeW+bZjPP9+TxfYbT8laPu4YcbvH3fMOMsuvn8MQ67v7aS9dfTt S0/UGPaOGAyIk6vVVFBV8i2fgccyAwcD+m2X0sN486b440Wbm5vzh7JPokp8+JME+inZVvq3Uqlg 05Jcwnv9LQAJpNsUfGy329akD/nYWOgFXq1W/bvNzU3b2dmxqakp/1vn0d/aT5+vrdGIkXPNzBCb V5hPVWmU3cW4arWan0fj0X46XsfNzhKWY5w6V4eyVLr2+Pi4tVqEALMFRMdsbFA9h3/1eaPR2L2e zqsx6Pjr16/b4uKif6/rxvvTcRqX9tVYVlaWbWuTexxr2uzcrDXqwazQPSwtLfm9z8/P+z1oPvSZ /p2cnLQjR474feRbPgOPYwYeGOh60L/77jv7zW9+4w/kO++84w/6KkUh9K+A2uv1dsEmkDnPnIdZ wBLIBI719XV/TU9P++c6TuCZmJjwB/6bb77x7/Tga/+TJ0/69W7cuGHnz593kDz//PMOSl1DABWo 9ZlAskW/s88++8yuXLlix48ftxMn6ADDGLrdrn+nfbVQ6Lz6PC4AFy5c8DHqGIFd96XraSzaV9vH H39sr776qt+v7k1j1vV13qNHj9qpU6d83J999rkvCkcZzxvVNx3oAvknn3xi77//vr300kv261// 2ufr22+/tUuXLvm8aSxaQHOgP45HPD+HZuCBgC4wrqys2B/+8Ad/WCWNvKoLElUAjFJcwDt9+rTv K+mmBzk+uHqgBSztq38Faj3Y+vu5556z9957z0EsgOkaL75I2IzvBAIBUABdXl7OJCbdWzlWC8W1 a9cc9JK6Gpc+l1QV4HTsxYsX/ZqS6nGB0TV0fYFf+9Xrdf9O1xFAJZ31ne7j2LFjDmbto+90fn0u kOveLl+mKAXn/8UvfuGLhL7XePz6fLfAItaabDmgf/vb39q5c+d8bjRvut7XX3/t96E50L9xLrWY 5Fs+A486Aw/0FEVJLJX1n//5nx3AepAFKD38AuiZM2dcoulh18MsCaYHPqr2GrAWBi0GetC1Cbw6 l14CoiStJKOAJSmq62qRiQuCwKX32vSZwChAaBxRyup7SURpAfpM+8Tz6LqS+to/Al0A1oKifbVY 6G+NWe8FZH2vsQmEAr0WAUlwfR9tai16+lxbvF/di66rebi5dNM1jBdeeMHeeustH5OArnFqTDIn 9L0WKi1c0nD0yu31R33M8+MfCOh6oAUQqbR64KO0k7qrB1ugfPPNNx1cAoYAKTBpPwFPn0liadPD rQdYn8eFQOAXUPTdz372M1dtox0u4GkhEBhcFckkXQRjtNE1Pp1XqvYrr7ziC49AJBBqXy0Mug+N TecUWDVGLVLa9Hf0FWj/6ASMINZ+0WEmSazPNZbXX6cLLOeLvgAtFq+9RsprZsPr3rWf5kd/66VF Mt6LFhPdn/aJWlA0e/LHNJ+BR52BBwa6QCygaxPY9eDroZUU10OuVygxRW1GHnZtAvN+D3t0oMXv pEJLemuLKvT+68Sb1IMfgaYFIUrP6EzTdQVkOQoFdo0zjkffaQxRumrB0Lh1Hf0tLUX3o+Pi+KOT TCq6ABgddPo+RhT2PPjBhInfxXnR91Ei6/r7nX+6H40nLibRu3/7fD3qj5wfn8/AAwH9bmEwgUVq enzI7zalt3+3/zwC0YcffugOPklhAVMPvM4bgSwwSHoKbPpMf0e1Wapt9BNIJdb2wQcfuB2vcQm8 ksACsvaTdiFTQYtBVPO1yAiY8itoDLqexqFz6zy/+x1dV7m2HHraT4uRzqNzapxSy6V5yJ+g9/H+ ble576aC7/9s/3G5up6D83HOwAMB/SAgftDBSZp/8cUX7oySBiAVVqASQAUygV4OMv0tlVZgFNiv Xr3qYJOqLhVbUvBf/uVfbGFhwbUDecq1eGgf7S9Jqn30Pi4kuk70tsfrRDPiV7/6lQNd6rQcbdov hva0jxaKOF7Z01pktLAI6PmWz8CPbQYeGeiPckOStALhyy+/7A4oAU+SUVJVdrLAKm1AElxSVBJP wJbKK/s7xqPlwIrxeknZd999130B0ha0SERNQFJSgNa+WhC0cEh6a4taw0cffeTf6zo6l8CuSICA rrHJ6agxaTHRflqQtK+ch9o/3/IZ+DHOwA8GdAFXUlH/nj171uPSUscFXoFcoJYzLoJHQIwhOU1k JMVIGxDgtDhoARCQJWn1WVw8pDVoUZE9LpBG4Ou9pLOuq0VA0lvOO+0TQ236TEDWtQVqOfGk+msh iR5/gVyLgK6jcev60bn3Y/zR8zEdvhn4wYAuaRtj6gKPACVpqS063GQTSyLruxiTjlqAQCo1XOGx KM0l+fW3YuaRPSfASrWOLLz9kl9agcbx5Zdf7obIBF4tBAoNCrRaiHT96FTT35LmUtN1Lh2vsUny 6/q63ttvv50D/fBh6Ud9xz8Y0CVBo7NN4I02d3SISbJLQgtIAnQEWIxlR5ab9oke9ciJj+p43EfH 6KVzxutKI4ix8kiuEcC16OicArheUdUX6GOsX1pG/Fzqv/aTVqDz6LzRa/+j/uXzwR2qGfjBgB7p rjFMJTtdYJI0j/F1/Svga4tMM30mcEWQ6rsY0hJA9b1i1fG8UeWPIasY5hMgY3hN14hhsqjWC9Q6 NvL3I0f/9rh65AHE76MjMYbKDtXTlN/sj3YGfjCgR+mpmYlc+LuF7yJ7TvvdDp797/f/fTtt9Pb9 4jX1r84v2ztucd+YaBPHtv+Yu40lfnb7fj/aXz4f2KGagR8M6LcD4m4gv/2XuH2f/e/vd/xB99s/ pu875m7XO8g9POrTlZsFjzqDh/P4HxToh3PKH+2ucyLNo83fYT06B/pT9ss/KYk+ohNNKKwFVZhK nKp8M1K1X0pmF+gJX6AOHlUHvOgmPaPpT0c32d4WFXf5m5z7dGudarhderfDVajj6KzjJJ2E/NSi u0xjltq4DetT9XZEUc4ilXhULrNMHcKC6NE09uhT84/cQu9CW+MzKgd4ee6Rqgpn5US8pk9WeCe0 8taPF4t5MHLVJ1WpL69tqNLasgtVp09XC7ULYxGvvaKf9y829pQ9Hvccbg70Z+WXfMT7GAEMYUg1 5tVMwl/CiZpL0v21ZJuAcotamKvWWb1iWyvfWHf9ihWJOJTbRDPam1al8u2wTNZflZyDMfIhpk/R gvp1axx51Qt5qq30gE5yBbrWVLieymOrYae3q+IKvPOWX2Vq9WtRKSg/wWuI315WK4DTm3Ls2/Q2 VSGS0CPIFwFV8tVfXM3PojZeXjbcG3joLEDgXlXEHnFOf0yH50D/Mf0aP+BYQgvKAKiQOxBgUlDZ LHrFlejak26t2vrVb23r+nc2WD9P/7trNLLgO0loSmapVdRAlX56vKhz3+3TW34TXsRqz6aOkRsw S5/7Jq2pKKip+t1eRbjE8Uhtl/BoEOp662WyVc5LZTQd6LdvsXbh/vq+QNs73bJAqTcgAA53I9iH Gn4Bz3zKQhKaaUjK/4CT/u946Rzo/46T/eO+lKRgkHaxVKVLRgBeGLQB9XXbvPSFrV2gq+7GDWsM VqxO/fqiA5wON167njMIZNKPpX53qVWwc8U6W6j9qPflEz1rnKLh5HiTNlrk/7PvqKj6+2T40VSD lpYBeEVaf4WKndmYbps5tyvCKCNOQ6+B0PFWpbxDwwwtCHuqeaYHhF55quN3Rw2/H/cv9Cijy4H+ KLP3zBwbK9rugd1hht1epG79cGvJti59bqvnPrHR5oo1kdZNGm7WsaMFqgFddBI17qDcthTiRD0A gFm5mFhL3Ws6Kza6NrB2l/OVJ+jFNyX6o5fn9tbVALzitfiDsVAA9LKn5Tcw/e2fxk0SOY537wcI i4XaWjEOmR/7lwi33WWfqwee/A5qzHFIRHk2RTnQnxmwPtqNhO55QZ571x1U9sKQbjNdSmstXbC1 85/Te+4yFvbAAV6Rc6s4gWSmsk+lYUOcb8MqTjWVCEtx2uGwK/TJHKTBRm1EwQ86/fT60Idptjmh 9td1Cm2mIaehphbSup4DXVWB1fRHIKcdmJYOgdMLCmUA1/hiI5FovwvMqVR2tbmiVTeNOYaqu+/q edjfC3G7Co8moV0l0Q8J3nOgPxo+nqGjAxiC0otdrs65vbb11q/Z1rVv6El/1caRvOr2LumYIJmT +jTdbaluO0mn1wnSgAF6b0CtPJpzDlaucgyVggFrcbBjFTrbJoOR7ayRadhespraaNNhxx2ASOiC e+CFZZ2dktopjr/eEub0lncJcnqzICqkMk69d/VbS4M+01qQsgeNMVPGVqYtV3mM2gbqv6d+Xq7I czVX7YO7LrbSOAxYz4H+DEH1oW9FAlw1+LyRhIBOuS1JVEJoOysXbWf5oveGr5dwmLHbAHE4ai5a 9Tge9aMn6XtHD7nmOG2qKtZUme82iUg3Llrnwmc2WLuMpMX+pnK1ADVIdiyV3e996zOnmOxtpQtr DAMcedtt665dsO1ltIgOPe2886x6zwvIobS3bHSHqvfRQ1ZzaIoJ0SeMV6FV99zZn1iZ/n+Ocbz8 Je2jBUSXkpnBXQZ1/nBsOdAPx+98/7t0L1XsOhskpiAz6G0AuGs27K7ZeBlJng4BOTZ5mZJeR16y 8Rd/aeW5RQLflKimLTbLAJKZopw1cv1pb12luebql6l1SVoao1VWD5SlgK9cr1kZ1XnoMXoWFQe8 HH8DG3Q2bePSt9a5KlPhM7QBOtV6eS89qnjWfVESuF2WW4LK71o9KnpCPJ4CYTbJv/Leywx3H4DU dS0Mar6hz2Wtyz6QEuNnffa3HOjP/m98sDuUB1xdZQIMEHukBqNiD3hJ7S4DyoSQVGdE2+rJeWvQ Ers8h/qNbY7GrGi7A1294Ms0jaw0qtZcHFlnp2M3k9TaO2tWqtRtbPEFq02gAaA+V7SvVGq140Yy DyHc7KxcAuh/tcLKORsbrAJb7HR63Iv04ha6RDR+gRHSW7F+l9IOXBYRzlltjNv4VMsqpAsHkgyq RBGiTvQBSHvP1HhPUDrY7Dz1e+VAf+p/wsdxA0E6pni5pb17LzhA18XD3t2ihBee95QwWIJUHRTJ LpyYswJgBbkOQj9IDjV5vVGTg+RELR4b0jab3vOqtLu1ZmMsELNnfmbVsQWkMiE5jHLvJS/yDKr8 oIc0v/4tvee/s4kh4buymHhSyaW6iyWn4H6IvwfXnd4T1pPGLwW/2rAWpsTk8TOw8abRSepcB3KO FgD21lIRPO+BAaj/3CF3CLYc6IfgRz7QLQo9Ht3S/wEbwmIJzrhhH1ac6LFIxAQQS/Ue0U4bkRn0 XklKgC7pHMgokrqCFJ5v+sCXpo5Z6ySqOd73yfF5q0/T7QZnWWhVzXnRFOiTA/gwFfobtr1+2WoJ IC/Rhho4Q751mzqVFOc1RDqnI/5lURExRoDVq4aPoDV3zMZPvmy16WOWVCesn0CrddcD9fbV/NKv qfg5YCdsF+T54VDec6AfCAWHYCcAIUkXwlnw2XkVAKEkIVXxwb/gCPSQ4iNscqqGuDSVO8vNZZFV 9J8zzhQf03saU0wu2lx93B1fpQIecbzgBY5TPFv2vBYJsdm0YFgPKm13CyqtKgXRaQdA9lHRS3Dm qzjYRiwcCbZ+CXXc1yWBl8PUd34ch2Bz5qgVpxYZ3xTXVpgNye2EHjXNVDiQMXOMzIvDo7SHZzcH +iHA8EFuUUAOQajgeR8h8Zx6wtsSHjAJ+lIpAHioxJUaj06FI5DebucKSNpK8oZrsdCn4pHTKac6 6Sp+CrDBrRNiyvzNrm5Hj2QCcEhJjTRYAEpS1TM7eoi5MD533CbO/pRGAfDlCekNSyw04rTLwSbH nLQKkmVGlQkWIog4LARlzksk3a9Xjt1pSaqRfe/9632wh8VCz4F+EAwcgn2CJPZXWTCQUw2QAjKn iQIkJZ+Qq2IUy3bvuP6ywo6r0IHzGvjlIqNwkuy9xK7Ht3wOi0ovI0QnM0DLiYkZx3U8/cTJKwp/ ocazuvSU7ML1+9IpamTCtZDSE9ToLxdd0mtJ0tV0Sjhxfr2isuO4thx2Zb5QBpvscIXlAq4jsKPK fgh+2uwWc4l+eH7r+94pDatcVXeXlXxcFQBDDT05wBSDlgQuY1NXyFArEgu3Idkqtp4BO4BcrDSn nImhNuR9yFphYQgmQaEMo05KQFD4fR8nuwit0iKgzKbw3AsVzAROQU9e61XGyIRr8i+e++5NW+t3 rKOFRouCG+B47/EXNCszNski0CyTBuuLjRJk1PIreObvvR0OqZ4DPQe6q8GjRH3g1EsOOUl21yjZ sBHJLOKbC4tlpGEVSdyAFlsekLK6Q3MN7HQPd2XS3P91kCtGHTz5wpg7wWTh41kfofYXFPJKWET6 kuh8jz0+Gq2DTUJpfLUNacaqjGNyBrX9tA2nxuwixJubnbatYsN3seETxjhwoNcg40zaZGPRjjVH dmamaZNNFe90ER46CN2homts8XU4HoAc6Ifjd77vXUri9TavW2/7Ktq0pG0XmvmyFTcvA27Ap4XA 5eSIhBa+gxY7uvC59ZorqNoCq+LcHn13p1zQkANBJXLSR+qGK7nO4oAMJr2V9lp9JC47Jw055Has u3EFlb1nW0jrcRp6zDz3sg3qk3ZxfdkurS3bFgAfIPETLT7OgsEuxxLf2BxQFhyn4eyCHZ+AhKPs Nff+o7rLYXcLpT1K8PtJ+WfvociB/uz9pg9+RwByGwbcynd/IiWVDjQpfeDhmDdQ0cdUdMKrvEAj BYClwbYlS+cA5SpVYaYAagD6UNRUnHWBUa7/xHYT6FDZFVcHbUqASdRmGoZNo0+TDPRz7d8l92QA 867L9boJDS8Xj9nk82dsi9z180uX7MraCuo658N2l+PcfYKKhSeiw2KbpzWbai3Y0cUTFPrE8Rel uMwIgB6gfTjCaPf68XOgPzgsnrkjBIQK3PYi1WOsfQVpewNpSysr2eeeAUarKTzdI2LhBbLSKikJ Kh3CYKMlbGoKSYi1huOsDK9Vf6d4woP8xuKHciropwImVNZCFQILmnmd1PN6X05A9sXLl8p4Z8Go 43CbPfGc7RCvP7d83a5trlrX60uFIhFD2d4i22DflxJ47cNxynYfsbNHX7ajM8dh4yoYKKzLpMhy 0nOg5+G1Zw61D3NDAlhDLakblmwPrYlTrsGrpLxyxcPhrGfRaLd3pTZXUO9LxNqHqM9DiDQjXkN5 vT2kxl7OLcc2d30d2KMN9JHuYrnJW17jfY33WhJCsQpU+krTajPz0GenaKq5ZGtoDUMWIDnbEkwE z2VRhhqe/OKwBn9+yqYnT9js1FlbbJ2xBhz8SIKJ8vvurrbD4YDb/yjkEv1hgPEMHlNpTtvEwlnb 6retvwZxBVW5kvScjBJU736gngLsPlI1dVKMaKlqXJmx1sSIc+INAlh14aQwJ0pBRaqjbwuoXaS4 VHidbJClpKZKSOFvhfTGAPsQlbyO1G6RU17h8x556z2ArSz4IhpGA6rrRK1l8+NHbKF10qYmjlu1 0sKHoIUmkmGCAXFvYszhAnsO9GcQtA9+S0jp5ryNnfwJWnrLdq7PUgDyvKXtm6jYFH8EoQUcYUat ty7MtG6JXHRCWSOloEkaC+BpSBUtQHoR8UU2ccj6FistFJRI4Z73YMYNq2OeTupENZFaamTFkURT Ybf28rpnvR2fbVmrWbV2AjW2SCZ8cZL4eRNloWnNxoRNj0/bdGMGjR7W3Qi2He764F8PPoJol+/9 /eCz8iwdkQP9Wfo1H/ZeZPvWZ3Cola0+dsSqC89bf/kb6537s3WufGpj2OtFJHw/LVsHG7g4f9Ya C6cIgU2EKJo2+s6RlULojX51G9juOPd63U2rV/k8GQDyqpUoBNE6RpILtNgSFWFHirXzzbAEDYdK NoZ3fefmdev0Llt9p2XV8YbNQp8dmz9tVQpLJpVpwM5CIdmt+Lnz3wJBxmmtkW9/C9hzR5xmIAf6 w4LjmTpOITGoo5LSMNdKTex10kz7q9dt+/K3OLtZAABPH8k9oExTc/qITT/3c7LYjno4zfmr0svJ eLMuGW+X/mZb22u8XVGNKFfzVQyyMnPCpp7nuNlTcGXGApnGw3AsBqSxdq58Zf0NiDidNeteXoc0 w3goPVWyOWtM4PWvTXIIJasUpxdpRklz6nmvSjVuBqjOnMJqSsFTaE0agxx+8hm4khHi9mgYUdKL +XcYeO850J8pwD7kzTgIVIVFLHVRW5GQlIQZ4gTrA9B+EQqqHGkKpcE8U1HHgmipFJcIZJkAIs8w Qe0u1SgDTfEHxc7FgB0gzaXuN2jkUBw7weuYh+MERi/nBHnG0iaGPYsDtn2dWH1ttIMGAeYFROrN 6VzOxmex0fIgiqs48SHlFAPAGXjAF1JPKsKP0mY1ThYpLxntYPdkdC8+MdS1PR8+T1N9yKcmP+yp nAF5yFXPXSqwJ4uE2uoqDzXEGZaowKPi4ABDWvrQOezBPo912AK5lVCc1HRXqSU+VTCqgiZQddt7 pAy2EY41p65RYkqI5PzacYhWQQDP6rLXC3j0leAiyu0ovNDvnTuvxUENIKguyXEqL8X10DQ8bq86 9Kpkw3l9GckA7hl2Gown3IeMucMgyeOzmEv0pxKVj3nQwiM8c+QcJxaQlE0mB5ukqDLD4KBT2XVI llkftbmKrS4CTUhmCVRS8en2c8ozTTlzi2WGvDvlQvlmP84lrTzwWWIMC0OaDPGyQ7VF5dcZlfJS hIprlIwuVoiRC9AAXDF9NxfkwS+TGy8Nwk+r8B+GBqaBEmZ0hsDGDYkw2kKWXqwYdzi87znQHzNm ntbTKSNMEtTDaVRlUVZJQTWipAqrvjrAGxIiGyI9KbEKngCXq+2OouwVFoq9BSAAOoBeqa+Kywuc +jza5xnQM/wLlKrwLkqteHMlFpjB6lXbKHwCw+aCx+tVxEJVY4PNTSEKogHq3+Z57YC+On7UJuZe sFJj0gtVCPyuqjuJRxdXyJBKOJlvPv7ztP52Bxl3DvSDzNIh2AeZLShCggEAAnqqTDRJQ5huzjlV yqhCapBa8J6X5EyL7ZI8Sy2T0pmUD+DOpH10gAnoqtrq0lQADzZ3SGXFnkZiF6n5Nuo0aAqRYqcn 3oct2cAbv031WKnonjaropIi26ABAPQBIE9g7ql/W1oYgw9AR5jxk1aEced2PdRZAnjgXQ48qfNo BtLgtTAcDoGee90PAYa/9xYDtcRlroNHhRflnFNtGYErQRVOkYidBMIKtdgaCo9VAKTb5wG4Dijv vhok+H4Ehc6s+ig4w4I0l0RVkwiVeOI8OM5KzQmrUye+uzVu/Z5gG/SB4oCsOrq2imtfcR67ashR 2ooTi8BTwPYvAHYVp3T+PY0iir6IBJJOAcddEY1EEj3ky2tAtwzxe+foad8hl+hP+y/42MYvNT1k mHo5ZTndRHQVGYWQVkLobFCetLm5k1an9hsu993wmMAdwe6V0r2Ao8AfAB4WkKxklBdjlAdc6rMG H/fFfQcRpnXklA02rxHaUw35bYpdyP0HXVYcdyXVIJUFeE+b4eSqgtOXpsDA5WWfbLVsdo52zcT7 nRfnmXVhHK6q709aO0QJbDnQHxtQnt4TBZgKMuor7jqtYlPYvrDgaLvkEKkVrAVFdubEi1ahJbJc ZV6HLdMCghNP/NfbdOEspOWS3BEn1VuoE8BFodV6EWi0cqC1jp2lccSObeMD6NGWeaA8eVR1LTuh m4tUcCkAhP8wJ7r4EXqw8lJU92przmaOP29TR2j5RJacB+RIu1XxDHnfvSCFBqIT5BL96X1g85E/ /AyQewZGxTlzDJJlRmFHgDM2/wJSlQYMLWinR2DEzcCII74ewlOSzp6F7qAKFvm+LUrSXZBLvAt0 kcWWOelUr8IbI9Zgz81RGu41wmtj1r4xaf0tGjRKdc/SXhUn94uQ3aYUWRWVlwOxzuIzfvQ0rxfo xT7rTriCQJ41VCwR8ttzvilHPYbaDoeRnkv0h8fGM3VkSUQUV6tDB9MRFV4myO8ukUBShdNehy1X BUzqrSQm2l499AgUR/PenLh6LSEek0uET9nNcsKJyBLSUl2b5iU1HNcbC80YjjSufXzCalNHEO6r NoJvr6o3oegkZ/VsN1WCDWmxBcJ+JbLvqlSLNTLfEkyNkSeuazhyMAriosboejD1ZPl7uC0b0yHw yOVAf6bg+pA3I+ygTnvVZV4E1DwVtTG1gKScw7GlIpEhgUXloHbD5/e4XPC470XSfQHQIpIx1PwE uwUbdT1SWLHBBywgNRh0Q6R5mQIS9THqwKscJb3avPy0l41hgOq8oni6F7AM2XWqMKswW6IFAFtd UQLpGaLNONPby1tlpas8PTZEAMLNPPtbDvRn/zf+/juUoJMj2ruhZFLZpTvqNHxzxLvXYg8SewB8 vG6rS+hQQCqCWkDcI6bsfe6Y21cR1t+4tBd2XbZ6MwYtMVoP1EYJIPtyQcYaYbaR+PBu70tSA2bP fY88dc4FiUZlqTROtY5S4ciyjz0sApS3DNcSz111poMncG9zmz0E850r74684LkPm44JPAF1cdXm 37hmsv9cIfoQatZpPQt/hHPqfVhY9D4k4dxu8MgIUoQgkJHCgnk3Fp84/DrfwUyPHOjZz3jo/5E2 zkPtLZX8IdczHkolB6dbppr7PoKkWjh5mQkHO647DlCHF8WqZUcHKR7s8fCohmca0JZYLLwCjLRr MezkIUiR6rSBoluL+OmVIc42zq/daoqvK2vN8+IxMYiDK1FF0QEBULRdQQ+fHhsMP9WKk/MNlp03 ieU1kCLgABPHPUBIYbfQk03gRcpDu6WpewAlC0kROq9Cf96iWVVy0WY0F1o4tIsq6sQ1znUDtCAB WQtBKl+Ch//I3BM1VxEC6MQe9ov2ii9McmpmEQotIOw7ZB77faX60koKX0lJC1/MKfAFR+upr8ye 1BOgrt8lyzu4y8OcA/3QIzybAEeB4JjRUTNw3iow9EiFkk563vRAu3RzSZi9nEcuhRkJrV5s+tdb NEWPt/YH7N5IQQ+pVG9Vhu2T1rphN2muWKaPeqnPgsN5JmmYODs9ZxUiAN5U0SWhaLkZUF3+CRPE 1SmUkcCaU5nnkvLeCaI7J0ByUVJWMXgX8uwL405+CY2vIHadc/sBeXEnqPUsJg5KFpzAMOA7tXtm 3CXZ/w7qjHvgdeqFPp1c86AONAQP4Oxv0iu+R4HNSZkiClO65SN/iCroahI5j6IOOorzj9CYEvj9 V65dpbJOzebnjlAqS7+L7jKT8NK8NA+6M9Xc90VT7+K/dz7UOdBzoO/NQKYF3jfZI+7jtdvUM00F IAWiYDsTwEZa14htCyAw0ORoU7kpqeZ+rICe6bVq4+QtkvSQp7a9s2HXb16yaXq7NSkoIclO60VI O7jpALILcD3UMPUSLTKZx18SXVLz+vIl63Z27MjCEaupsqwAry4wDgOg4otSAGhKhpwWBFFo3QRw FabMGLZtdf26VZCis0QYyoQX/bKo+4k49uxXkiT3Ownmh6vaHq8PzSBDl1Yq6EDcWdm86UU1mk21 ompmFXtCpVyZF9IWypB5hFF0Gs7K/bJgrRNtqNeb1hrSGVYZeM7bDwqE/l8Lk+ZNDlS9gqqve727 Kp8DPQf6A89A6EUqdR0JJ9tZD60cY5LePMzqU+5A5wEtARCltwbLPdi2u1tmKvvngGSARJWqOz03 botTx70wxQhQd6gO296hI6vsbhaTMiqwjqnSA05Se0BFG43p2tIF29xcU+TNFurHbaeLlgDDboQj rsaHzYYaQ9LKubtt29sUt6Qg5Vhz0po1KL04AGUarKyu2vlL35BSC7jATa02zfHBPyFtoTE2YevU suv1YN+xUKjOXoUS1gkpfd0upgefS8I2Gw0vnyUzJYVsJC2hQ/Sg3yVpp0tPO6T1+JgSbxLbWKcP PXyBAoBvNGSmsJhUWdiKXY7iGOZpe7Nj2yxiZfgBk5M0r8TZ2KZLbTroMycqwlm1uannXfO525YD /YEf8/wAtweDd82lc5A0Ui4FCKQwIFeaqGumbg7oiFBWKmxB4rkQlVTTvvLmy75GhV/euG5pn4e+ 2bKJyWm7sXLDlpeWkXD0VwdoPeiwAvmRxSO200ECr67w8I9z9A6LBWSb3jpdXepoB8sAkiKXeOET mkLMzExj85ZtaYUKOJSoqlYKNrYzbguzhPOa1KpjTF2A06GDrHjynWTZNiigsbnRR8IDTLgEm5TD Xl9bkzHg0rhWr1kLNt7ONuPg8zIahCR6CXV8bm4GygEdYblWMurY2vKqra9SPls5+1xrkvMVKXN9 c/kKvIDgcCxR/EPMvkJVNfpoUjHcss3VZY5b98KaQ/rgdQczNj2lebmCBtP2+1AtvRb8/hzoOT4f 4wxkCamR+urOsFAhzr3KmWEfLHqBW7XdZY5KvQ2w3yXMuempL8PCIRV8iVJUmxsdm5lepB1yw9bW V21jax0wUwSyWrCl1TVy1sW/n+GhRzr3NqwFiacMe69Wx71XL9rKOu2bNlZsGu58HUl+8dJFbOa2 g32zvep94CpOukGL4JqpTBFAWmUxKXENdYWu0fllfWPN2p2+LdCSuYqUv3zjkkv2qdaktdvbtsR1 RqUd63Q6AHrHZtgvYfFaXlm2yvYAjYBecem27bD4bCGREb02PUszSLSQERK7gyRPCmgXfK6qPN0t EnLG5OjcBrRU+aFjzvWla9bZ7tgU4O7Skmpts8s4KRHSX+Xe23AImtwLS8d9IoW5RH+Mj//hOpU8 xZljTgDO5HWs3Sbsug0pmLvXWqmiPG5qu+xe7tvku9d9QjLxwE9NztokKvM4FWmkpidQXxuowjMz M666Bkdc5k6XI5CLlekVp1ruZQg9dezhG9dv4h3HDACQTVTkazcg0eLkqtcraAlNJHAbAEqlRsVm gZHqXeXcApdUcgGnVlMZ6yFNIZp29OgiGkPwI4y3sJ1p/WSlnm3s3PQqtUM0EhF95hZaSNmubcLc 7VP/vkJoUo68LlqC1PeZ2TlbWJxyHUg5/ivrHSt3uJ8SCw6cgRR7fgATUGOtsmAl8P271NPTHBTx W1QopFlQ1KLQZUGgPgDzPNT7siIG+8N8tz6NOdAPFzof090GySxVPcA1SOmgjqO2Yj8qJKQK7npA e2AyRcUtqn0yJZx1nEt/HRXwHd4pmYaCFwuzx+zoFGmmhNQkacVqk/9L3u6yE2SKZLf1baeNmt7u KD1dTzvYQX9IGNcAwKNqG2q8bGmp0xqmbHVdbGJCNm7RViUpUctbDaizTS0gIZToji/l4qsRnMhC jFcLSAoA5QscckEtIh7O8zz3UJyj3x1gh1MuG2mt7wmO+XwoDKgFcEDxzE637eq2h+AIo21tbeJX 2LDZ+Um39XeQ3IkcbWpPzb/esEL+R+i8JVT0OrZ4hbFUWdgaLGhDwL9Bvb117PUXZqitG3yPd2w5 0B/To3/YThPqvwQn1X6wK75dJQttfOYYD+2SV4Idwlirz56BN38Svgutj5FyKgExwpGm/uvufNJx xYaN1fEy4xgrUVaqKIceC0WdHPhUDSUAjiTuGF75NZxm1y7fcGdbA+/0WLllk2Nd217v2s7WwGZb i/SSS21padU2aztECMrujOu0WSB2qFuP3V4BJHLulbhOyHNPbQI1eHZqHrC2bWcTqNPfXSk1Or5R bdrCzAKgWrMVztvt7jBmxgP9tt3W/ut2/cp1D+mNKNwx0ZwK3nFq0o9Th36HwpvrqxuWdoPXvA4q Vfe+JI7AANtenWfQVmpkCSqJZ4dzNomjtybmbJMFAWe8Lxo1RTboW7dyc8OLearUdd01mjyOfthw +ETvN+N4ZVJclwrS3GPBik3DN2+deAFgYGsOUI8F3umjVp87RZYZ3WDUE93jwIpdI7EFBlT2FrXa j9tZuqEuAHyKT3qMO7VjlJaWl70JwCs80Mcp/zxBeWoX00jgMYBeK03awjSVZkeot6jgLeLW5eNN JCj16NlmphaR2nRyAdDt2jbOONR6Cmg0KHLZGuNcKizJWMbY5/iRMwCL+vKFaVucaTh5pQwYC4Bq cf4U+8CnR2I3a9jTmAJVVPzOZsI4punqiiONkF11pg5Ap8i+4/MKyUFUuzk6N2bbTTrcuJTHkYdD sUR32QY5/m6etObtyJxSbTk/DrztSpv4+4RNjS/aGoUzfZ4Zf1P3S238uRZVeSEoCez1Gp+ppNY9 tlyiP1FIPJsnj5Fap2hk1E4Pn0kHl4SstqxMeKzCAzlEhU8rSCgAVcD5hSXslWC8YIVYXWK7qZML x47VJgjDU1qa2HUZKSg2rjh48yS3KPymKrWKgU8h4SbpLBNix8SQvYkEoTKuUZ8nTIamIDW4PoU0 zkpOhV5sQXuQ7T+Uzava8IxPJoKC/KE4Rpnzw7EvTXGtBnXpdQ5CZmLNoWpPNmh0oRr4IskAMnnN O0j2wrBh49zvArF3eb7LsvVF160RWmwq/XdIXzkWwPFAEw4mi3gExnjmUdfFksMJqCaUqujDnU82 CJ2JxstENKsLvjhozMHoYYFbXOBUgUmntN2yM+juvuVAfzax+MTvysNrkdAdr+YsLx5wAKuYcIGW xyNaLKF8OxhVs0Yx6b0U9cj0Csz5ileLQY2nO2oRRpqotlo8/GHPiCkCgJdols2qfm+Em7wKrTQE pLLs11FFji7ZufL9cW3hQhJbOM7IJc539wIbWmxERgmUUjn/1VhyjMYRoxRHHWZGDYdgAc/60N3a 3Adq/1DdXb2XXA/1vUznmCN+rvH6nMe0nWGozDqZH64taGHA/MgYfYGgIxKPqPu0oHJCTCiy5X4A 9q/QukaeEI2tjvc+5AEGRSZUzhGzL9TFl9qeU2Cf+GN/+C7gD6p42qHDGo91DKtJMuEIq0yFkBlg 9ErsjtUhIOF7YZOjlJTqZeekyiKxt7d23P6VI6xBF5iZ6WlUVBx3DhIeenHTfXEJKrursruXjTxx OeLU8FFsuRDZz0S5j3FIkYoBdrHXhxcllkXENQudVXTZzM4teIYc4NMt8H0RkyPWuQuLQ6C6yr6u YprUF1H/OW2FGLnTWsX48750ocBGUV1nWfL877DyBJ67gO3lb/hLzkKkukcunFIcCUYhfWeXhaB9 9G3m5NNYPQXXX7lEP3xofIJ37OpjFhPXZYIS7c86mxhywV4MDRcVN8/opwK4Z4FpE1AFBtT3ATAY AATUeIW1ykgzikShNmuRgHQyoFUzdnUJYA7YVwQROeY6hLLk/W7Sp00FILs7Ck/h75cDEMea1N0O 8euBbOo66a8A1r3hgNjBKKBnan3I0NvbnNmmNcXvM/O+ZxwBOfMkX8NbljscexGYe8d4OCE7h9ZF 8duzabv1SuHdvjh4yReyWwPj+2EsM0Yaz172Wox+3P1Hz1X3JwiGw3HqW6VIeO5DXD3DcpBFeuAd End/ICNoavRPH6dHelWeZRxZHVzNNVTbdnvdWXB+BiRvrQYXXiRc+OQKNaV4xQu48LcIM4kFp1bL 0gQ0ii4OOSe08JqlnZTU+1DjLoB0H7Tv+MkyXGf77dvXMXy7BA3A3Dsmm4Ld3QIb8ODb/Xe+NUX1 /vvmQD/4rOd7PsAMHPR5DmALKrnsbE8BlZrOp2qtNOh3kdw1QL7jnnCpxQ3s52YTdR+HmkJmqjOx 09lCkVDYqu8EGWXMiZMuEdpgH9m6bUgyUy2VvAxkm9h04k7APsCNPiW75kB/Sn6oZ3WYwVoNUlD5 3GK4yWPuGWJ9mjd46qlUaHhpAF+SvjFWhyxCeWfyzWvEmZU9B0sVuigZaTjpmnyfQpzZIq49wByo QDSp1LDJ8WgrycZB7o0W78MZfcYmPAf6M/aDPm23E31rmWBH7R6QlUWiBiq8Cjsofr6+uQrIsbGV 6imFXQsC9rOcd9tktVXIQlMYrsL+ykxbX6egpDrAIskrFRVxgPpKVtgECTFl9g1pqsrjDjb5/a3b p21G7z7eHOjPxu/41N5FiCeHmuxyrone2tnpePhKWWENkkzWNzchpcBso8GDHFTKJJMkl0re3mm7 k66OA08JI30keZfuqw06vkxNkjyCnb/d3vLQlphvwRcQXl6Z2t3t2b9P7Sx+/8BzoH//HOV7PPIM BCv4TueXThyseUnXcdhsAraXe8JdrwSWuogvdannxMVRy4MLjHAXXvMJCChjgF/SXDFtZY9NjhPn hiFWgymmhBjZ6E1sel1dXm/x5UU68Zhz9Bce1KHwyPPww50gB/oPN/eH7MoqJHl3m1hSVokkJdTx CuWWwpbFy/k3FHTZpYtki4a0ABCaschk6Veggo5ViW2rL7p71bPwkxPGbvOu74YGDwHKufsc6IcM bj/c7d4bUHf3et+5//0DYa6537IdDggf7BfNgX6wecr3ymfgqZ6B/wN7WkdXFkWdbgAAAABJRU5E rkJggg== ------=_NextPart_000_0067_01D71F58.04FB2530 Content-Type: image/jpeg; name="image012.jpg" Content-Transfer-Encoding: base64 Content-ID: <image012.jpg@01D71F58.01F203E0> /9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMg IyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09 PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCACXAXoDASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD2aiii gAoopM0ALRTd6+o/OjcvqPzpXQDqKTOaKYC0UUlAC0U1nVRliAPU0z7TD/z1T/voVLlFbsaTZLRU LXcC/elQf8CFKlzDIcJKjH0DCl7SHcLMlopM0VYhKzJvEOmW+sR6VLdxreyDKxHqfStQ15Drn/JY YfX7RD/IVE5cpjWqOmk13PXQahvL620+1e4vJ0hhT7zucAVN6/Wuf1dY5PFmjx3mDbbJXiDfdacY 2/iF3Efj6VZsWrHxNpV/dLbQzssz8ok0TxmQeq7gM/hWvkVgeMlhPha7ebiSMBrdh94TA/Jt992O lYs4v7LUHvtXn1FIvPVku7WYNBGmQNjxdhnIJweuc07E3O5BoyK5PTbCfxHbS6jcapfW8rTSJDFb S7FtwrFQCP4m4yc+tLb2c/iC/vxealeRRWU32aOK2k8o5CgmRiOpJPA6YosO51eRTXZUQszBVUZJ JwBXBwy6hqut22kvq86pbS3MFxNCQrzooQrkjow3YJHoema2vFFtHa+H7W2dn+wfaYY7pnYsfJ3D O5jzgnGfYmi1guWE8Y6I8qqLzCO21ZmjYRMfQORt/WtsEHHPWs3V5Et9Kdf7P+2wFdjwKUVQmOSd xAwBTNJvlvvDMF1p9tJbq9vmCGXqvGFH06fhQ0FxL3xRpVhdPby3DNNH/rEhiaTy/wDe2g4/Gr9l e22oWqXNnPHPDIMq6HINZPg5YB4Ys3tzlpE3zt/EZif3m7/a3Zzn0qrexC716LRrS4NjatE93cfZ SEeZ9wUrkdOuTjnpRYLnUZFGa4DXZr7R3l0ez1S4bzlhmt5ZW3yW5MyowJ/iUg8Z96valpNxb6po +m2urX8aXTzvcymYtJIAo4BP3fw6c4osLmOxzRmuRs9NfV76+tpNQv4bXTpBbwwwzlXJ2hjI7dWz u47YFZ6yXmpava6LPqlyUtrueGWeCTY86CNXUMR3GcHGOlFgud9RnFcbHBDHFqtpqmp3q2WlSq0c /wBpZJArIDtZhy2D0zzzVKGHUNL0251lLi8tluTHb2kF3M0ggV3C+bIG/i5zjtwPWiwXO/zVa+1C 106FJbyZYkeRYlZu7McAfnXNalZzeF4oNRh1S9nPnxxTx3U29Zw7BTgfwsM5GKseMLJNYk0rSJSQ lzO7k9xsjYg/gxU0WHc3b2+t9Nspbu8lEUEK7nduiirCOHQMp4IyK4G/uZfFWjWujzgmZIZZNQUH GGiyqg/70mD9BWv4Q1Ca/lu2klZk+zWjIpPC7osnH1NOwuY6jNBI9a8/8P2tx4iuAL3VNRVI7GF1 WGcplyz/ADkjqeB7VY0a4vfE7RWV7fzxR21uHka3by3uW3ugYkdANnOO5pWDmOwW+ge/ezWQG4SM SMmOikkA/mDVjNedXC3um+Lp9Ng1OQm6jtrdLmTDSwITISM92+XCk+ta18svhGe0uLe/vLqG5doX tbqbzCzbGYMpPIOV5HTBptApHX5HrRkVy2k6PcX9lZ6pNrN8byZVnLRyDyQDzsCdNuOPX3qHTLC4 8R2J1S41a+t55XfyY7eXYlsFYqFK9GPHO6lYdzrwQelLWT4Y1KTVtAtruYoZW3I7J91irFSw9jjN a1IYUUUUAFVNRuhZ2M0x6qvH17VarmvFd3zFaqenzv8A0rGvUUKbZth6XtaiiYCM5JLMSTz1qVWb 3/Oo1qRetfPSb7n0bS7HR+HbvdG9ux5X5lz6VuA8VxlhcG0vI5ewOG+ldkpDKCOhr2MBV56fL2PC xtLkqXXUdSGlprkKpJOAOTXecZk61LuKwBsDG5z6DtWRkdFG0frU9zMZ1eU/8tJD+AA4/nVYV8tj avtKjkevh4csLMcelVpBjmt+w0yGa3EsuW3DoDwKbe6CjoTasVcfwscg1pDAVuXn/wCHMKteDbiZ FprtzYOA7GaHurHkfQ11FnfQX9uJbdtynqO4Poa4+HS7m9uWhSMqUOHZhwtdVpelQaXCViyXf77n q1engXVatLbzPPk3zF+vIdc/5LDD/wBfEP8AIV68a8h1z/ksMP8A18Q/yFdtXZepzYn4V6nrvrVb UdMtdWtWt72ISREhsZwVI6EEcgj1FWfWlrU6TGtfC1lBdRXE0t3eSQnMP2ucyCM+oB4z79aZJ4Q0 2S5eQm5EUkvnSWonYQu+c7in15x0rcooEYt14TsLm5mmEl3ALg5njt7ho0mPqwHc9yMZpbrwtY3E wmie6tJdgjZ7Wdoy6jgBsdcDv1rZooux2MjTvC+maVdLPZQtEyl2ADkjLBQx59do/WtSeGO5heGd FkicFWRhkMD2Ip9FAGB/whmnECJ5b6S0B4tHuXMOPTbnkex4rXtbKO0MvlvIRI+/azZCcAYUdhx0 qxRQFjGufC1lNdSXEMt5ZvMcyi1naNZD6kDjPv1pX8KaY1lBbRRSQfZ2LxSwyMsqMfvHf1JPfPWt iincDBXwZpQmE7i4luDt3zSTMzvtYOMnvggVqz6fBcX1tdyAma2DiMg8DcADx36VZopXYrIydQ8N 2d/efa/Nura5KhHltZjGZFHQNjrTbDwrpemXST2kLRujtIPnJG5lCsee5A/Otiii7Aw9T8I2Gqyv JM91G7zJOxilK5dV2qce1SQ+GoEEqXN5f3sM0ZjeG6n8xCD7Y61sUUXYWOfPgnTJAi3El7cJEytC s9yziEggjbnp0681ry6fBPf295ICZrdXWM54G7GePwFWaWi4WKFro1lZ397ewQhbi+Kmds/e2jA+ nFZ8vg3TXjhSNruARRCAmG4ZDJGDkKxHUDJreoouFjN0nw/Y6L/x5I6gQpAAXJwiZ2j9TVeTwnpz W8EcRuIHty3lTwylZFDMWYbu4JPQ1tUUXY7GDD4L0eJLkGGWVrpVWZ5ZWZ3KnIYtnO4E8EU6Lwhp 6XUFzPJd3VxbuHhkuJ2cx4zwM9uefWtyindisYS+ENOSUFHu0tw/mfZFuGEG7Ofu+mecdPanT+E9 Pnuppg91Es7b54YZ2SOU9yyj174xmtulpXYWKml6ZbaPYR2VkhS3jJKLnOMknH61boooGFJS0lAD XYKpY8Ada4K+uje380x6M3y/QdK6nxFefZdLdVOHl+Rf61xq9K8zHTu1A9jLKWjqP0JF4qzJBJbu FlXaxUMPoaNLtvtl/DFj5S2W+grd8SWo8uG4UfdOw/TtXEqDnSlUXQ6auIUKsafcwu1dTol159gq scvH8p/pXLDmtPRLjyL4KfuSDafr2pYKr7Oqr9THGU+en5o6jIrO1q5EVn5an5pDj8O9aB6VzOq3 P2i+bb91PlFepj63s6T7s8zC0+eor7IhiO6Fo+hzuX3PcUwGhFLuqr94nA+ta13o5WJXh5cL8y+p rwIUalaLlFXselOpGnKz6lax1B7Q4PzRHqvp9K3oLiO4jDxMGHtXLEEZB6jr7UyO6ms5fMhfae47 H6104PHTpe5LWP5HLiKMX7yOwHtS1m6ZrMN/+7b93OOqE9fpWlX0FOpGpHmi7nAwNeQ65/yWGH/r 4h/kK9eNeQ65/wAlhh/6+If5Cpq7L1OXE/CvU9d9araherp9sZ3QsN6rge5A/rVn1rI8SyL/AGck O4ebLPEETPLHeDwPoK0ex0S2ZCuvXf8AZz38mm7bYRmRWE4LH0GMd6km1e/t4VafTArySJHEq3AO 4t6nHGKybewnXQriwj028S4lhKM8kgKE+3zHGc+laGq6SI9Jt4LW3nmRLiOR41lJcgdcEn+tTdma crFyXUbm10qe8urIRyRciJZQ27pjnt1qGTXJrQH+0LB7clGaMrIHVyoJ25HQ4B60y4SS68M3EFvZ XMTquEimILNgg9cn9TUGppfa5beUtjJbxRBpP3xXdI+0hVABOOTyTTbY230NTT7y9ugGubAW8bKG VhMHJz2wKzV8UOtstzcWDxwSo7QsJQxfaM4I7HANWNAXyIPIFheW2EUs077gSBjA+Y1nw+HBD4Yk C2v/ABMWgZeXJOSc4GTgZ9qNQ95rQ6VpkS3M0h2oq7yT2GM1lp4jgfQJdVEE22MHdAR+8BBxjHry D+IqvefbNZsFsBaXNmkjKk0km3hMZOOTnOMfjUF3ol9CbxIZXuku0VmLbVKSKVxwAOq/+g0m2Dk+ hrSawjJatZp9oN2GMWG2g4XOCe3TFVrXX5pLa7ubuyFvDbF1ZhKGLOpwQAP0qH+x7i18R201sAbB mkldc/6qQrg49m649frUJ0i+uAbVs28DXsty8g2kkBsoMH1PP4U9RXkbmnX0eo2EN1GrIJFyUcYZ D3U+hB4NURrc8ymez02e4tASPNVlBbBwSqnkj/DijS9OubC4vLeWR57ac+csrYBDNwy4GPTP4mob ObUdLtI7D+znuGhXZFMjqI3UdC2eV46jBouyru2pZfWJZJ5I9PsJboQnbK+9UCnGdoz1I71GPEto Z7ONklQ3TPH84x5TrjKv6HJx+XrTIHvtIeeL7BJdRSytLG8DLlSxyVYEjuTg+lQRaLNc3QbUIlKX KzNOqNwhbYFUH1AXr60XYry6F6fXYoZriEQyvLFKsSImMysy7gB9B1zUcuuT2kM73mmzQtHGZVw4 ZXx23DofrWZa6RqlreTXcircTQTgxktg3Efl7SfZun4g+tO1S31PV1naOG7tofIZTbyOv71scAAd Prmld2J5pWNUatdQtD9usBCJpUiQrMHyW9fYVb1K/j02wlupFZxGOET7znoFHuTxWBJFKLS2FrpV 6gt7mOZkkcMWAznBLHpVy6hvNcntfknsIYWMpLhSxccKMcjHJP5U7srmZPPrjFLA2Nsblr1SyL5g TAAyck03+344o5VureaG6jZVNvwzOW4XYRwQf0wc1mJYX+k6jbkQT3ttBLI6Mm0NiReRjgcNn86s T2GoaheDVPIWGaAp9nt5GGWAzu3EcAnJx6cUrsXNIvw6tMlzFDf2MtoJ22xOXV1J67SR0Nauaw3a 91iW3jaxls4IpVlkeZlyxU5CqAT3A5rbA5qkXEdRRRTKCiiigAooooAKQ0tQXlwtraSTMeEUmk3Y aTbsjk/E159o1MQqflhGPxNZIJpJHaWVpH5ZyWP40orwqs+ebkfUUqap01FdDd8PvDZxy3tw21Mi NTjv1Na093batZTwW8m5wu7GMdKw79Wt7GytApyF818DuaZpEptdRiYhgrHa3HY1vGs4Wo206/M8 6pRVS9a+vT5EC9Bnr0p6kqQQeRyKmv7f7NfzR9gcj6GoQM4GMk9BXlzi4Scex1qSnG/c6iTUANJ+ 0gjcy4AHrXNjOeeT3q5qP7iGCzU8oNz/AFNU+uM9K3xtaU5KL6L8Tkw1NQi5Lqaei2/nXXmEfLGP 1roKoWKx2Gnq0zBS3zNn19KINWimufKAIU9GPGTXqYT2eHpxhJ6vU4K3NVm5JaIde6bHdAsPkk7M O/1rm723ktpCky7T2PY12J6VXvbSO7t2jkAwRwfQ0sVgYVffjoyIVmlZnCyMyMGRirKcgjqDXWaD rB1O2ZZMefFw/uOxrkp+CQTkjvVzwvKU15VB4eNgf51y4Ko4TS7nPUlaR3FeQ65/yWGH/r4h/kK9 eNeQ65/yWGH/AK+If5CvWq7L1MMT8K9T131qNrWF51naJDKg2q5UbgPQGpPWlrU6Q20m2nUUAJto 2ilooAbto2inUUAN20uKWigBMUYpaKAExRilooAbtGKXbS0UAJtH40bRnNLRQA3aKNvvTqKAExRt paKAE2iilooAKKKKACiiigAooooAb2rn/Fd2Eto7VTzI25voP/r10NcvrWj6he6i80aI8eAF+bBA rDE83s2oo6sHye1Tm7JHODrVvT7f7VfQxY4ZufpVgeHdS/54L/32K19B0W4s7pprpVUhcKAc15tO hNzV1oeziMXTVN8slc6AKOOBS7R6Cilr2bHzhz3iSDbLFOBww2H+dUtLhEl55j/6uEGRvwrotUsz e2bRLjdwVJ9ay00y5g0t4UQGaVvnw3RRXk4jDv2/tErrf5no0q69jyN67fIy5pTcTvK3VjmrOnW3 2m8RSPlHzN+FKNHvf+eQ/wC+hWvpFi9ojtKAJH7ZzgVx0MLUnWTqJ2Nq1eEadoMz9Wt5IrnzGZmj Y/KT/D7VRH611skKSxlJFDKeoNY1xokiEm3YMvZT1Fa43ATUuenr+Zjh8THl5ZDLfV5YUCuokA7k 81De63PNEY41WINwSDk0xrO4TrC/4CoDp93K2Ft5M+4xXNGtircmoqsKW6MmbvWz4SsGaeW9cfKB sjPr6mp7Tww8jh71gqf881PJ+pro44lijVI1CoowAO1elgsLJPnmedKKcrjjXkOuf8lhh/6+If5C vXjXkOuf8lhh/wCviH+Qrvq7L1OfE/CvU9d9awdbkT+17aKf7Y0RhdtlsWzu3Lydv41vetUb3Tpr i8iura7NvIiNGf3YcMCQe/0rU6SpPd3NhKLSxhSSOG2+0M08rbiMn5R78dTUS69cxpE11aRlrmMS W6RSZJJIAViR1+Yc/WtBdMZmeSe4aWV7fyGbaFBGSc49eail0GKaK3jeV8QQ+UhXgjlSG+oKigCr e6ld2kDx6hbxqzxlo2t5SMkEZUkjIOOc9KtaPLcTQMXYOnmSruYndkSEAfTFRXHh971ka81CaV0V lXCKoAI54HfjrV6zsDZ5VJmMZLtsKjqzFs59s4oAoNqt5JBJeQWkb2MZbOZCJHVTgsBjHY8HrT4N SvL4mawt4XtFfaHkkKtJg4JUYwMc9fSnNoRKyQR3ksdlKxZoFUdzkgN1AJzx7mnDR5IXYWd7JbQO 29oVVSAe+0n7oNAFf+1rtrZ76G1jexUk8ufNZBwWAxjtnGelQvrt59ju7xLOM29u5jX94d0x3YGB jgc96szeHzJby2qXs0dnKGzCoHy56gN1xk9KmXRYxpj2Zlba8nmFsDIO4HH6UAQjUNSef7LHbWwu VXzJN0h2RqeFGcZLHB9qiXWL24uktba0hW4w/miWQ4QqQMDA5zkVeu9NeW7F1a3LW0+3YzBQwdc5 GQfTnB96jsNDSwu2uBPLK7byxc5yWIJ/9BoAqSaxef2el9FHbJE3yiKQsZDJkgqMdeRxUseoancM YI7W2E8KKbjfIdgYjIRcDJ470weHJYriKW31Bk8kMI1aFWCFiSSPfnGfSrH9kXCy+dFfvHO6hZnW NcSY6HaeAccZoAzr3VTdQj/XW8MULzXCRvhyVbbsDdhnOTUMEz6dcsUURPEYjLAk5ljkSRtoI3ch gfzrTTw8tvBGLa4YTRs5Eko37w5yysO4Jp1joUMJV57SyWSNt0ZgQqB9cnn29KAIzqt20L30VrG1 hGWzmQ+YyqSCwHTseO9KNcZ7eIx2/mXDyuhiU9lBYkfUYx/vCnTaA0kE9tHfTxWk27dCoHG7rhuo Gc8e9SR6FDHdy3All3SQCHg424GCw9CQB+QoAr2mtyz2V1O62xMMRk2RudynGdrAgEH3pRq15Dbw 3d/axQ2su3dtkJeLPQtxg8+nSm3WiXH2a5lN5JcXJgaFMooyvXacdST3qS20RzBbR3V3NNBCqlYH AxkDjcerYoApxeKFYxSv9l+zyuFCJPmZATgEr0+oHSukXgVl2ujPayRqt45toj8kJRenYFsZIFag oAWiiigAooooAKKKKACiiigBKQ8UtR3KyNbyLAypKVIRmGQDjg4oAElWTd5bK20lW2nOCOo+tL5i +ZsyN+M4zzj1ri5/C9/pscNtYXVxcLLP5jMxIKsdu92YEc8NjOfvGtBvDNxFbxRwXZfCJ5yTSPiV gfmJbORnjp6UAdG86JJGjOoaQkICfvcZ4pJbmOEgSyIhwWwzY4HU/hXMt4Z1F2lf+0F3tIzKcv8A MCCOT/CcHb8vYDvViTw9JfaPp8DXcZkgfEsiZcSRHIdATzyMDJ9KAN37XCVRxKm2RtikNwx9BUtc re+GL+e5jaO/QBCzRli4ZMlvlUA4wQw56jHFT6ToV7p2pC6u7mJkWExqod225bIxu6AZx7+1AG9D cw3DusM0cjRnDqrAlT70sM6TxiSF1kQ9GXkdcVyreFtTCFILyG3jL7hBGz7AeTvB6g5P3elO/wCE b1FAsUN/CYCpYJudd57rx0X6c0WA6cXcLRpIsqFHbarZ4JzjH505J45XkWN1ZoztcA52nrg1xw8I X0cMcb3dvJGm3CO8ig4IIXg8AYPI5OeasjwtqEd1DMuobth3OpZl3NtChiRyTwetAHTzTR28TSzS JHGv3mdsAfjQbiEQrKZUEbYw5YYOenNc/H4duU8OJp7tbyyrN5pLu475B3DncPXH4Ul/4bvdV0+0 trvUTi1w4dF/1sowVZhjoDngexoA35LyC3liimmijlmOIkZgC59h3qcdKxDpt8NWlvVNk7SRgYkV iUK5wFPYEnJ7/WtpN2xd+N2OcdM0AKa8h1z/AJLDD/18Q/yFevGvIdc/5LDD/wBfEP8AIVlV2Xqc 2J+Fep6761WvtRisFTeHeSQ7Y4413M59hVn1rL1EtZ6pb37RvJAsTROUXcY8kENgckcYOPatTpLF pqYuZHie3nt5UXcUmXGR6gjIp8+owwQCbcJIy6x5jIPJOB/OsfV706nYmOxSWSFHRpn8ltrJnlQO C3qQO35Vn+Rv3XFs8ZiV4hIlvatEjHeDnk8kAHoO9AHXtMq7yWUBBlueg96oW2uQ3M0aeTPEk3+p lkTCy8Z4/D161MhtbxbhUXPmoBKdhUsCOOfpWTFaX0lybfzhJb6en7hmi2l5dp25PcKD2xyaANqG 9jnuZ4Ywx8ghXfHy7jzgH1Hf61Xs9ZhvLkRLHMm9WaJ3XAlAOCR+Y61iacqQvaDTYrkXoLNeLLuA Y4JbeTxktjBH8qsW1xHea1a3Nqk63BQpdRurbYlx054B3AdOtAGrdaskFx9nihmubgDc0cK52j1J PApq6us1q0tvbzzOj7HhChZEPuCRVVLpdI1C9+2I6xXEglScIWB+UDacdCMfrUJuJ91/qVvBIvnJ HBbqyEM7ZIDkdhlu/YUAWk8QI9qZRa3HmecYFhwNzuOuOcYHPPtVyDUIriwF4p2RYJbzOCuODn0w Qax9RsYrO0023mMwsoWJllizuD44JI5AJLZI9qLezmn8Lz20Stt3t9nEowzoGyA2fXkZP1NAF0eI IQBJJbXUVs2MXDx4TnoeuQPcin3Otx200kYguJhCA0zxJkRgjPPrxzxVW51iK7spbeG2ne6mQx/Z 2iIKkjHzEjAA9c1BcWF7ZJHbWFz894Fjm3R7gu1QGkBzwcAcHvigDZfUYVe1RSZDcn93sGeMZLfT /EVaFcpdWtrbXdwt0l0JkiWKwaINnaF4Ckcbt3XPt2rpbPzvskP2nHn+WvmY/vY5oAnooooASjFL RQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZmuyRnTJrVrhoJLlGjR1UsVyOW46Adz2rkrf SmtY3tI/ExjuUwFji+SJFz8wAGPVeeuRz3rtbvTre+KfaE37M4+YjgjBHHb2qCDQLC3iEaW4K8/e JJOeuT36UAcsdFuzI0d14yMjGQ7PmVWVecgEHr7/AFqTTLS61LR9Ut9S1gSQzlEimMg3YB5fGflz jj6ZroF8MaWucWigEAYycAD0546VJF4f06KCWFYMxygB1Zid2Dnv780Acr9hvxK8S+LNzNsdQ5I2 oCQAeep/XHNKvhy2t2hnh18xsUDxlZiNwCqpxzwDg/iRXTS+GdMlkLtb4PorkAevGe9EnhrTpUhV 4CRBH5ceHI2jOfzoAwvIN34asRf6yPtnneY0jYJ3HK7QPQZ/Qmqktlcs0oj8XMylHiAZtqxnqrZH YKAM9yPeunPhfSyTm34P8IdsY9MZ/GkPhbS3jZHtt6sMEM5P40AXNPnjlt1RLhJ3ixHI6HPzADNX KqWOm2+nI62yFRI+9ssTk1boAKKKKAENeQ65/wAlhh/6+If5CvXjXkOuf8lhh/6+If5Csquy9Tmx Pwr1PXfWlpPWqW9v7eKbjs+zA7c8Z3GtTpL2RRkVzdvqd6EuZE8kQWrjMbKSz5Yg/NniobTXbpbW GNUbccRguhdzwW34zyDjA5oA6rNGRWFbalf3k4tQiQSgMxlliIDqMAYXOc8888VRtdQvhcuqyxmW SYRZJLouZHBIHHpQB1eRRms+xuLi5gYSGMSRTGN2CnDAdwO2az9b1CZb1Ut/tB+yATOsSFg5PRGx 225P5UAdBketBIFYU+rXT2l3e2b2wgt8gJIDl8AHJbPHXioZdVu47JL64WJo/PKpEgIOBu5Jz7UA dHkUZrIkudQt0hSSW0kkuXCowUhUyCTnnkYHHTJqncapdQakIZDG00YMYYZWNixXBYdsd/rQB0eR RkVmwTzvdz6fdyRs/khxJECpwcjkZODnpWc15NNbmMsTJYwuZxk/M4yqg455GW/EUAdHkUZrmrvU b19GF8rxJA0iqI1yJANwH3s9T6VYk1O9ht4LhmtHW6yIowcbWKkr82eRxz0oA3c0FgOtZFvdT3dl dRSzrDcIMZMewxZHBIyfwINVLeaWxuBYonlXcxX5pJWljxg/MO+TjocUAdFmjNc3NqtzDqsUMjxt JC3luU4VgxTBI7EA9Kt/2hdXOpz2Ns0MZiYne6lsjA4AyOck59KANnNGRXOaZf392lykUtsr27uX MmXDnc2ADkYXjrzSWGpXl1bXl9BLAIY33iOT5iRsUkZB+UenWgDpMijIrlrXWrp4mS3RyUBkJaEy E7mYgHBGAMYzV+y1O5lu4xdItvHKSqIUzk4zjcDw3XgjtQBtAg9KMisN0Nvqi3E7vKks4RJY5iNh PARk6EZ9Kj1u/lS8jjtfP/0UCdxEhYOeyHHQYyfyoA6AMDRmsi5lS/vLOHzWS1njMvynaZTxhc/Q k4q7Y28dr5kcMsjqDnY77tnsM8gexoAt0UUUAFFFFABRRSUALRSUZGcZ5oAWiiigAooooAKKKKAC iiigAooooAQ1wepeCr68+IMOsxywi0DpI+SdwKjpj3rvKMUmk9yJwU9xBzVe5021vJVlni3OowGD EHHXtVkClpllZdPtVjdFgQJJjeMfexzzTX0uzkQK1vGQFCDjoAcjHpzVuigCm2lWbQJCYF8tCSoG cgnrz15pYtLs4NvlW0abCCu0Ywc5/mTVuigCEWkI6RgfP5nH971pyQRxl2RQpkO5iO56c1JSUAY1 34eiuZCF8mOBgFKiL5gB2Bzj8wcdq0hZW4iSPyU2IxZVxwDzz+p/OrFFAFJNHsEjdFtk2vjI69Om PTHtTl0qySMxi3j2kEEEZznrn8h+VW6KAK1tp9raMzW8Ko7DBYdSPc042VuwmzEn7/8A1vH3+Mc/ hU9FAFJtIsHm81rWMuCG5HGR0OOmfek/sbT95Y2kRJJPIyOeuB0HXtV6igCrDptpBA8McCCN/vqR nd9c0xdIsUgaFbZPLcgsPUjpz14q7RQBSGj2Cq6i1iw42tkZyPf8qQaLYLCIltkVQxfjIOT1OevO KvUUAUTo2nlET7LGFTO0KMAZOT096RdE05WDLaRAjHQYBx0yO9X6KAKcuk2U2PMt0OM+3U5OfXmn Lplol0blYEEx/iH88dM+9WqKAKn9l2f2k3H2dPOPO739fr71LDaxW4YQoE3YJx34x/IVNRQBTbSr J4TE1unlnHy+mOmPT8KfbafbWZJt4VjJGCR35zz61ZooAKKKKACiiigArA17WZ7HUbTT7eIF72Kc q+eVZFyMD3zW/XHfEDStRvYLS70sSNJbM28QnEoVsfMnqQQOO4qKl+V2JlsQaZ4k1G90u7jaWIyr GPLnRTuVs4KlP73pjrVTTL2+0eQahcxXDm8uYbNPtLEM25uWx2x2FZugeObe4ttSuNVsoRe6Wn2g SQDy/O52/MOxyR+dR6Fea7471yzv5o9lnBMC20EQxKpzgZ+85OOewrihTd4uUm7HNCDunJ3serF1 RSWIAHc0eYucbhnrjNU9XiM2k3UewvvQjaB1HpWNJFe2t0YyJzFFEFFwgy3lFuR/vAfpzXoHRKTi zpi6qMsQB7mlyKwd1wdPufJaeSMSL5LSAlyOM9RnGc4JquYbyCFphPeMyQxuAzkjcc7+P84pCc7d Dpcj1oDqc4YHBwcdq5aOW7uIbVLa4v8Ae+z7S7qRgHHTjGfpxipLiC9M14I5LtViA8rYSNxyBn3O M0XF7TyOmyKMiucP2iK4liuJr5LdGIgaPczE+5HJ9s8daW6nvXtLF5PMiR4yZ9u5WD4GAdoJHf8A Gi4/aeR0JYAEkgAdzQGBGQQRXL/6a5aGeS4mMkRVgoZAo2nB6YPv0OadZrfrdRxGSSNkcKquXZTG APbHTuTnNFxe0v0OmyPWlyPWsKeSf7bOGkuhMG/0ZFB8thjjOBjrnOelVR9qllt47e4vtrsoumkB BQ+gyOO+ccYoG526HT5oyPWucnjvooncTXBQ3JRuWykQHGMAnrjJ60xXu9mLm4u9mwm3aFWyxz0b IySOMZwCKLh7TyOlyKA6sAQwIPcVjXUlx/o32p54ozFlzbg/6zjg47VlWI1JY4o2eaFxjyQyuARn J3ADGeucnii4OprsddkUFhWJfJeC4uZ7eSfdH5YijB/dtnrkd/r2pdMeZryMCS6cFD9oE4ICvxjH H14HGKB82trG1uHrQGB6GuV86/XcqvctHvBmlbepUc8Yxkds7cjFXtIivJLsvc3EzRIgMQ5APJ+9 kAk//WouSql3axuZHrRkVzc41GGES28ty8kryCRW52IH4KjHBA6U2N7kbftFxc/YSxG6MPvVgBwS RuIPPbrQN1NdjpsijIrmTJqD3ZCzTo25fI3KxBTA5YAYz1zk9aSGa5ICzSXv2YN+8mUPuJxwMYyP fGR0ouL2nkdMzqilmYKo6k8YpcjGa5mEX88F5I73W2JQkCSLjfyfmI7nGKns7iVLq3Ms1z5jsVuF lBCKx6BeMdcYx2ouNVL9DfBB6Ub1DAbhk8gVgXUlyZbkeZeC6DEQJGDsK447Y/PnNQTXl1c3heD7 UtsFCuwjIIHG4rkZz9PegHUt0OmDqSQGBI6j0oyK5WDeL6dnlv1smI2ybWDswHAzjdjr+PWrU89/ Jpdkx86PLMJyQVfAyFJ2gkZ4zii4KpdbHQblyRkZHUelG4etc3Al4tpfMzTGV4k8uRQQ2Mn1HUDv RcRahbLM1nJcySLM0aCRiw2bM5/PoaLh7TS9jpNw9aQSIzFVdSR1APNc1G92Bl57n7GXAkKhzIpw e5AOOmcdKhtPtCXExkN4lo8hLSbCJCOx4Gce/wBKLi9r5HW5ozWGz3X9mRGR7gR+cd0gX975XODx znp74qni8uPtIilvljhRvIY5Bfpg9OepxmgbqeR0+9d23cN2M4pA6kkBgSDg+1c1LFJBqpSeW+W3 RCqyIGYnoQCw565qEyamSPtJmjjIPzKGVi2BjO0Ht+Gc0XF7XyOsLKBkkY9aAQeh4rnDb3slvIbi a4d3donVSVXb5fUDtyOvuaZaLfpdRxebJGVdVRW3lfLAHUYx07k5zRcftNdjpxzS0i0tM0CiiigA pMUUUAUE0LTIzcFLC2BuSTMfLH7zPJz61PZWFrp1uILOBIIVJIRBgDJyaKKVkFixik2iiimAbRSM iuhVhlSMEHvRRQALGqqFUYAGAB2p2MUUUC2E2ijAoooGG0UbaKKADFGKKKADaM0bRnNFFABtGMUB cGiigA2g0bRRRQAbe3NG2iigAKg9aNtFFABtFAFFFABikaJHxuAIByAR3oooAXbz3oxRRQAY5o2i iigAxS4oooATaKMUUUAGKMe5ooosK4uKTaKKKBhijFFFACgYpaKKAP/Z ------=_NextPart_000_0067_01D71F58.04FB2530 Content-Type: image/png; name="image013.png" Content-Transfer-Encoding: base64 Content-ID: <image013.png@01D71F58.01F203E0> iVBORw0KGgoAAAANSUhEUgAAA54AAAB3CAYAAABrLJ8wAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAO xAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAP+QSURBVHhe 7H0HYFzVmfWZ3jQaaTTqvRfLstx7wQ0bbDCmlwRCCJCE1N0km4TNbrL7b3rvIQUSSgi92hgwNrj3 Lhf13rs0feY/35uRMS2Y2AYb3tvcxaN5896959avnU8PIMyiXioCKgIqAioCKgIqAioCKgIqAioC KgIqAioCZxWB5ORkeDwe6OWp6XnJqJhRDL/Pf1Zfoj5MRUBF4MJDwGgy4PDOalhizMgtToffH7jw GqHWWEXgnyBgMOixf+sxJKU7kZzpQjAQVPH6ABDQ6XXobutDS10HJswsQTAY+lDrwnU6HXo6+9FU 3c72FiMUEr3/h1P3r9FoeKYM4PCOEyibUgCj2YBw+MPZ1nM9dQxGA47tq4PBqEdOSbq6Xp0G4DL+ QqEQDm47gcKKLFhjLBfc+NNqtRgdcuP4gQaMm1oAvUF3wbVBukrGbfWRRnzm5i8h4PdHBM+KmUX4 5m/vwGDv8Gl0p3qLioCKwIcZAUdCDH7y5fuQmpuIaz69DMMDox/m5qpt+wgiYHfY8D93/BazLq7E /MumwT3i+Qii8ME32WIzY/vL+/HC3zfha7+8DV6374I8WJ0ukmarCXs2VeGZe1/BV39+KwWz4Ie2 vTq9FsN9I/jBF/+ET3/nOsQnxlJgEsWCer1XBGKdMfjtt/4OR7wNV39mOTyjHo6b9/qUj9b9Wi0V H/4gvvfZe3Dr11cjIz8FQX6+kC6jSY/mmg7c8/8ew+e/exNkvRRh+kK77HE23PfTx+Hz+pCbmxMR PP3egCJ0DvWPXGjtUeurIqAicJYRoKKQC4Sfm5sXg33DGBl0n+U3qI9TEfhgEQjT0iTWGBE4ZYzL WFev9x8B6YPRYY/SF9IPPo//QyuICbqyrooFI9LeEWr/P8SCp46CJ5WW0kb5r57W7YhFW73+FQS8 Hh88boMyT7xuryp4vguIY4JngB5bI4OjGOJ8u9A8W8RSOMy6SxtEPpO5dCEKnuLpoCgVzdx3xyye /8okUH+jIqAioCKgIqAioCKgIqAioCKgIqAioCKgInA6CCgWT/VSEVARUBFQEVARUBFQEVARUBFQ EVARUBFQEThXCKiC57lCVn2uioCKgIqAioCKgIqAioCKgIqAioCKgIqAgoAqeKoDQUVARUBFQEVA RUBFQEVARUBFQEVARUBF4JwioAqe5xRe9eEqAioCKgIqAioCKgIqAioCKgIqAioCKgKq4KmOARUB FQEVARUBFQEVARUBFQEVARUBFQEVgXOKgCp4nlN41YerCKgIqAioCKgIqAioCKgIqAioCKgIqAio gqc6BlQEVARUBFQEVARUBFQEVARUBFQEVARUBM4pAqrgeU7hVR+uIqAioCKgIqAioCKgIqAioCKg IqAioCKgCp7qGFARUBFQEVARUBFQEVARUBFQEVARUBFQETinCKiC5zmFV324ioCKgIqAioCKwNsj oNVpgVAIofAp32s00Go1CPPv4VP/foYgavguDR8YOuVl8jd5/9l8zxlWU/35hYbA2HgNchxdaHU/ 5/XlXNZp3jrHz/l73/8XaDgO5Ar/i4uJhmuePOHU9en9b4X6xvcDAVXwfD9QVt+hIqAioCKgIvAh R0ADvUmLoDcEjUEHnTaMoC8MrUEOnmy6JoyAj//gx7BGC5NZB/+QG7BYYEQQXn6n0ethNgBejw9a /l3r8yEQ1sJoNUAnh7pAAB5PQDncafQGmEwa+D1+BIJMym02wqgNwePm94I032GUhwX5WatDeNQN v94Is0meH4SO92u8PoRZD3iDCMqPWDQ63cn3ScW9w7yH9TKa9aCYipDPD4+PL1Svs4MAMdcaTsHX T3ylf0wGGI06DheOG/ZxUKuHnv3r47/BPtLxoB70S9/qYYqOD6W/Rvz8m5bKC/6Ot8rY0fAfMr6U YaHj/RynAY4j6DUI+SkwcnyYLK/3ry+khYFDR3kva6DTSz1kfOuUMSBXiGPRFwizThw+fKfBbgZY dz8HUkQEOUuX1G2sfRzLbo5vVuhN9dXAYNQg4H69vmF/EFqOf6NUkFeQdZNxL8oWHYXBsIbjXB+G l7+J6GLYZosBWr6DP43iF4bBaoSBWIuCRuZlMCxY6TjPZd7J/CZu/L3OpIfImHKJ0sjnDUDHdcA/ 5IHGZoYxFCRekT44Xy4ZCzqNKAykd0MIsD+VNYDzfWw8hMNcm9i/MiBM7H9FOOS65ImOJ4FObzRC z99L67Rc56Ttyrjk2hIiTn62WxljBq6PHDfKmsb1RCNjiM8RDHmn8ns9QQxwTH6gl8xJ4+vtDYcC 8I4GWD+OMwvHg3R0ODIXpW0atk0n44z9LkrDABfkiPx9yv0yj4mFtFfD+WTkWDu5pgteZ6q1CXOe crwbuEZ4lT1CXh/dAzj/ORrBJin7BXVESp8buAfow2wb1//I60+przLe/dCYuK9ElSfK+Jeln+uL gWNb9hbpKr1RjzDnlzz3dC5V8DwdlNR7VARUBFQEVARUBN4RATmOedFZ44U90w60daF3SAtHlgWe Nh48eShG2AhHEg/nIQ1M2iCaDxzEmp++iuCs2Vi+ugI5Dh5mQx4cfXoz1m+ph6XiIlx6STpitKM4 8lojetxhmPMzUZ4bx8MZ7x3uwdGDPiQUuBBnA/qO1aE9YEVefrxyUNaEPWja3wSNMxGx2i48/6Pn 0RqXj4WfmI+JOQYMHKvHy395Db7plVi0uBRxujB4pkZguA/VrzWhmwd8Q0wqKuamINzZjsOH2jFI odqak43xhXGK9fRMz0rqgBKhUwNPdweOHGzDoE+D2NJclGdbMVjXgOqaXrj9WiSMy0JaeAS97N+0 rDhgcAh97B9bIseCewDHtjSic9gPnTUJ5XPSgP4BuL0GOFxh1O/sRCApGTnJZqW/AkM9qD/ohiMn HppBH0wJNujcHEsb2zBAwcyck4WC+CB6+wBXXhIsQQ/6e0Z48HajrboHAZ5ew14v9ImpKCtx4MAL r+GVZxqQffOluHh6KmwU5s6WfCVWsJBnAMe3NqJjKAhDVjoqSlxsXyeOsb79Ut/sTBQmhNDTG4Yr l/UNe9HXMQxjUiy8h+tR2zgAP0xIK8lFdp4F3r5h9A1SKA0Mo33IgKz8BFjZBxqND+2Hm+C2OOC0 aSg86RGXrEHz9uNo7HIjZI5FwYQsJBiGUXd0GLasFDgtYQy1d8NLwaTzWCuGNUZFcA2ZYlDCewdP 7MHzv90G46L5uPjSUmTIcxUNz3lw0ULp7+tGX9hEwVmEbSNciWbiAPj6u3FiYwt6BN+4NIybnYRA cwsOVnWCeijE5mejNC9WaQRlSY7fdrz0xB4MhA0oWTwFRZmxMPgGUXNkGNb0BDjjjNB5RtDQ6kWs Mw4OkwetBzmWYp1IzbQCo0PY+ccNOBwwYfqN81DoNEY8MT4gmLQU0EZbW3CI7R3yhxGbkoWSiU7o Aqz37ho0dowgYLAhp5zzMoFqQ88o+rq90FlMGBkKIN5po9JIFB4+tO2pQUPbMBVHVmRX5CAt3QRf dy/X2Gb0jFLBlJKK8SWJFMrFWvyvNpiWdUOQe0ALOoIW5OTGK8KiJuxG88FmhOLj4QgO41hPGKl5 3A8s9H6hKNpzvBUDsCE1IzYiXMoc2FuLutYRaBMSUFKeBF9VLapbRqBzOlFYnoE4Ki6lvU0tQzDE JSDRwrlX0wmNKwGxosQ8jV5TBc9/tZ/V36kIqAioCKgIqAgQAQ01y0APNj/UhOmfzMeRx9aj0TgB l19twY4nmmBM4/fhdCy4MRe6kB7eg5vwxK93YDQtDdrtW/B4txaf+c+JaPnH0/jrw71IKUrA8Ktb sbNsMcq0DVj7813QVhrR9mQbHN9ZiKJcK1qf24Lf/aoOy37zKVw6OYT9jzyHR/an4xu/vwRZLgt8 1Xvwh68+CfO8hSgZqcIRpCBp8AQe+5EJ+d8dh/X/2Ij9/SGkHe9A56QSJCTx4GEKo/vgMTz/890w TkxE18GtaIhdgQmNx7DmwXrYSuLg0iRgfFF8pN//9ZOSOm4UBMTCEEDNzv1Y87c6GHPD6H9xCNm/ rMTR53fg5d0DiM12oTTHiaEnn8J9e9Lw73+9Ggl1ddh5uA8TblwMW1s11v5sG8IVieg9uBnV+otR SWG0ud2F+TeG8eT/PIbROZfgK18ZDyOFooYXn8N3ft2DG39xBfQbWpG1ugTa4wcpIB2HpSweydY4 2I/uxK9+3oer/nQbZtn7KVzuAjIz0L5pL/buaIGxKAflF9ESUrMNT7/Ui6R8G/besxZG9yW45JI0 aMQqe8YXLTgUCAfrazn+tyFYbkLbo02I/e5FsBw7jOd/cxTmcfFIMlGQqd6NX/y4E1f88VOYHz+A A8/vROqNM9H44GbsHdTBEujHulfr8fG7lyGhuwnbXxqEVXsUjz5lxmd/s4rKHDvCrcdx/9f/isF5 V+DKCh1aGh1YcIsRG3/zKpopSMSkZyGpLAuO/iP4052vIO/uT+ETy+JRu24TunPy4Nt/BDteqYc7 IQmFs8th97bh5ScOIJCRhP6XXsUzfVrc/NlyWj7HLKxnDNAZPUBL74ehQ7uww5OFRNMI+nyZWHax lZY+KsW2HMaaXx+BYZwDnUd3oDX+EuTsOYC1L7TBRsVXusmFMgqe4h2hGe3C9j89ivUN8chKGELH i1RyfLISnkMHcd/dW1F89024clEOLK2H8dgTbZh3xQJMMrTgia8/Ct/qVbjrjhLUrduK57e3Izk/ Dq01Q8iNT6QxXjHLvT9X1IOEhkhaxkMw2nw49OoerH2+HbYMHdra9mLh3ddiaf4ANt/zGmqpfIlJ p1IwKw2ZqTEIt9dg/6YGxBRlofW4D7MWFlIgM1B25p7wx9dQZ7ZC19eFDfsqcNtX5kFTdxxrf7kH mjInbGUmFBe6YKag+q+6KUes9SPY//gaPHkwDV/62VLkptjgO74H93zladhvuB4Xm6vw+z8O4YYf rsasiQnQ9pzAU//7R+xPWopv3j0HSTHy/l5s+csm1GqCGBwwovO6SgTW70MtPWMGOH4nXnMpVlyW BotnENsffBWe0jlYNceLl/96FKWfWog4Ky2fdB94t25TBc/3Z1irb1ERUBFQEVAR+FAjQEumXYvu fXVo7kjA9G+UwD5SSyuiuPaJ4CkaZbqbYRC7dnYgbtpi3PXVudDv24z7/3gMe/bFo3FXGAu/fiMu nZtKK2MHWuiW1XPUiMIVy7DqGxl45VPPoLF9lAeVIJpaLSgr1cNNDXvQz0N6Sjqyd/WitdfDw5Ad vcf7EZtmQEtLGxLTK/FvP16BNHcdnvzBy3jl6aPocabj2jsvxrR0WmrbQ4rLlEFcBGFB8aUX4/K7 J6P90YfxpwcPInZWEubcvBrLPlWAQPsABul29m6Hiw91V5/NxokLpj4OU6+9DAtvsGDt5zagrmMU QUcmLv3sMsy5NANaCjEvbEqBo68NjW2DcERd+zTi7kdLes6SxVjxn1MxuPZJ/OHvx+Cak0TXP7qT 0t0xPomH+J5WtIxWIFcXQn9DP+KL4+gSGYk/1IgrpY7vv/5yXHJXGcyePux5sh5xAVpPGloxMs5C MymQPG0Gli8pQPJ3X0bszVfioowu3Putw7jozmsUYbPhL4/g8ep6tPWlIJ2WvbMyPpT2GZB90SKs /HYhdn35WbQ29SARcZh83WW49PPlSn33PdOIuCCtvvVtGKL5X3F7pN+fLrUYV316Oioz2/G7f3sB +za0Y+4EuizLVHSlIkfTiK6eYQQK4zFU3U8LjhE2eiWINUjwE1fl2PLpuOOL05EVp4F7ZBRd9TY4 YiwYrqlFl38aRD6yZRbistWTkPV/j6OjchYuX5aAl3/4BFIXLMN1n52CwOZX8MA/anG4sRhT02n1 FJfWD/jSsOIjQxqYzQFo/HSnp6u0okeS8aiNwbjVl2DlF0tR/be/4/GHD1MITcKiT83BgmsyEewe xNAIrcZ8Rnc9LfMjufjsT65AiWsETce9iDEN4VCLHjk5Fjp40sXZC8RQOaejoGrQ+9DZE0BsPC2m 8X4MNNPy3DaE0s/fiDsutqOr1cMqiKvu+wOQuMkaaKkMNBzD/nYgtTAf6TGj8JsTuebNwNJrXNjw g4ew+fFqTP1KImKKK3HrJ6ciP8OIYXoC+DjOvIyYCAWJZWAUYZMJIbZTJkCI1m1LQQVuum0W8jRV +PnXt+PQ7k7kG2NQdsWluORL42EZGkH/kO/MY1u5dusS05Dh70U794Ds9Fj0nuiDOckCi52hFrZE ZBt60N/dD48mGYH6ISoatYhNpcU5Gvcv9TXljsfNn6zA6Mtbsfl4HYLpE/CJT5ZhaN1r2FRbj+6R VGTGp2PqeCe2ttWiam8QI9m5yIoXk+3pWalVwfP9GdvqW1QEVARUBFQEPsQIyAEm3NON/XtGEL9g MSpdevQMvCnejbExup5+tNCNz1KSAuNAP7Sx8bDlm9G09Ri60nMxN9MG/yhPao4EZGAUQ8eF/IcH 8AEPRhkXFRtLd76+PnRa6VY7IQMHj7bDPz2R7nJO5BV1oqHTj5nj+1FXpUF6nB11PFh78nKR4B+A x2tB4ngHdjb6YGjtRtWBdoxLS2Y8l+eke2QkptCDwd5hOEorUPHqBrR1OyhAd6L2sBkWnRkmcR1W r7OKwFgf+xgPaLFq4Q560d3cTrdOHV336N8Yk46Jk/pQd6IXJU6Oq2gXyH+CPNkP9gwhpnA8KuNf RHNvHMSDMRTibx1xMKQMoak9jOykLrTWxqOw2MLfjwk/FEApaA12dKHucDPdIrXw6VyonBqPns4u 9KSmKYqTEIWTkQE3Y0UZZzzqwUhNIxrsdLdNNGCk04PEsmS4awYwNOCF1k73w7MpW7GR/kGOf8Yk WuyMY3MHMaTUtwnOWC0FZycqp7nQ092F7m6TEsOpXHSBHe2l2zHn2iQKTlWDXRj0xCgCUygYj7zC JrT3ezm/BtFwzI+42GT4XIw2pOupXOLIEBql9fhEC5BEq6dDorE578ano1fLvqjzMCab75LY04ER ujczXo5xcO6GFtT7rYjLcUHTNwRLUgIMyW0UqoahzXJQkP9gY6Q1Braj5QQ2rN2Pw937EfZ4YZ3s x7hxi1CQxLg+rgF+ulYPEPPEsvEoPLCNwoyNiqkO1B+hBdkoawDjiBnwN9zRhwFafJP1Ixjs0yA+ LQYmbwc6KMVmTMnFsfpuDFdmI1Hc/1m0Pi96h0fgnFaIzt4hdNHd28r3NW6vRvPMiYi16iionp4A c6YTUHErHuznOPejaUsDmoascBXmiAuLEvPqZT2HvEnIq6BVdn0X3b2TGFExjNbqVuh8dlhtVli0 bhzZugdrHq2BkW6o/SE7zJwzS6cyHEGZnH6MUNjzFWdjctERjjeuw5y/o93dxLKZbsfEUuJdz1hV w/hSKmRyCqiw7GEfavrRcBRISXJBFytcAHaGYWjpou+h4mMYbbVumPVJSEoVKyXreXK+cv2nusAa x3WoLYj+Ucb+jn2mgjJIpYnPr0f+9By8+sgBvPaMAXO/MAE2sdhS+D2dSxU8Twcl9R4VARUBFQEV ARWBd0SAFkfGSPYfP4DtPfn4wlddJPN56+FSDl6eYQqVAS8c8bYIsQsJHhzOBPj2VSMmL1mJIzq+ cR/aRxlDNCWL8Zy0eh4/jhf+cBw1VhcuozVztPoYPIwpTS/JhO15HvzgIt8DhYz8JBw+3otg2QBa 4iyIGWac2yFaV1082vHAQC9fmGMZw5Yej5KYbvz+24/CFFqFxYuSoHW/6dBAC63WaEd89iAa69rw 7EOP4p4farDiR3fj5mWJCItV4mwKFx/V0UXpxsB43Ob9dB/t8aKd8WTzOTaGB6rxi+8/Co/Nhdvv +wwSeF/ShDweJlvQSbfrMRbRk7AJKYyB/ZXZi4PtdAHM5llSLC7xdnhiAmg/3kUBrQM9ual0lRyK HDbl0hlgo4vdS79cg/t+CVz64y9jhpUCxPg8eLsG0dlhR0jIdU65tFSgDFNosNlIkiUxn8I4EhsL l4Uxo8LSfLb6kid3cbkcqD2B9X+oRU3YhosZM2jpOIRXfv0c7vs1cPH3v4A5FJbjy3Pg7aarJy3C Qdbv9UtIlqxwZpH8hNZ6zwgtbQpDjgYJhck4UDcAb2sYrRYNZXsXLf9BWqwUsZMEKlr071yHbz3w GBJmz8PXf3IdnATOmp0Krd6N7qP0JqAwfCo6go17kDFxmgDssWbKviTusprhcNgRc54w/4ZpytWl ZGDSlGnIy6RbfksLguOmINVG74lTNAZhkkwZbbTwZgyi6XAIj/z8Ufzmfy248hffwHULIgL06MAQ 4l20EhPPMPtKfj7S2o/RQa5KlVmIfaYXQ1RW8GsKnlRxUJgdaWiDeWoh4tY1Y9itpWtyNtbetQ73 EPub7pwAJ4V5EXDO6cWxJYbJ/sMH8I+H9tKTYAT6mDKkzyxBVioJuaIvDzL21ZpAoqS4XozQbdtz 6DV8+y+PwV45FV/+0c2YnG1CaukELFvN+MdUKvz6MzGh0E5PglPZykk0F4xBQrYHDRS8Df5R7P7D g/jrH4CpX7gTn72lHDE6EvecwcSRtVj2gLicJJyopaBbMsiYfgtjO+OoVOSY5hSNL0jGIbbT3dyJ Dp0fxuxkxNHj4aQKipiEhnpRtWUf+ra10tqZAAfdhavoYt+ztRW+9HHkE6ArLcmlwlmZyHdvwAF9 NtJdsZynIrCe3qUKnqeHk3rXuyIgDFlCmRVhtVMvFQEVARWBjxICIQpqluws5JhH0UqLYnnh22+v IYknkvO+HOb5Py0Pbx5qoUfp7mSQkxCF0vbjVVj3ZDuK7lyNORlaDDU2gxwpKL1uHDKcBnRsDSEl OQlF09Mx8MJ6tPQWKKy5lox05B/vwbEjWuhJ+hCTEkMGyjYeCiL6dCEE8o2OoGc4BVNuvwyj/U8y 5vMpxOZ8DHOySHz0JpEhzHg0n5sWVmsMCqZOwPhiCqyZdMk7Tc32R6n//+W2igsiHZy7ahpQ063D 7Ntmg8ZyVBniMWHuJDiKU5GbSEsFT6VGVwbyfEdxpD4R1CW8hT02HPKxv0wK27Fy8fDrt8cgjWRB gy2dqEYXHIxnNPSNniKX8R66V+dOHI/SEifK8/jglh4EY9JQ5jhK99A+JFJqeLONW9Je6Fh3RQBW uLV8JJ4R9szIvWfnFEDhQFxCSfTSwHjk7MsuQjYJcFqCJmRVlqOo1ImKghhoOgYQsKWhPO4YDjb1 wUW3xzGLsCJCUgj0jpKRV0sWT5IfRaAJQc/5Ulg7QO8AL62cPjhIDNYlzEjRe6SN5tRczC6zIW18 AWJJ4CKsrD7GOJZkt2NvUzs0PO/Ev8kt9I1znAocsg+73SRkikL1L4+Vs/VD9qcuhkys9jgkkaDK w5jgcHoMDGIJfsM7KDCxvX432X5jYlEyayIqCxNQRBd+ieWL4CjMxtH1hZ+1VMD19YRIYONE8Zxi aF5+mq61dCWl1U36xE03fZ0nFsXzSjC4h8RNLQOoXDUDt383hD/f/SKeyojBdasKYWafvSHN1Nlq +9hzuBayaUhbcjG+kJeDTZvbkHfNQuRq3PQgGD5FGAuSjZxKOxIfydjRJ2Zi5opcpIwrhNNMxaGs 4TFULCSkIjk+hGEq9uw2cbV9kxSpocsxx6BeSOQ0BqRMLEMyY+WLykgQRtTPhhJPhHtLeiqy6/pI 7MT5yT3ATEv9gFSFikJNGsc7QzVaTvSwz0dJMOYgO3EUEGkHmWq9VZvwlwcGkLxoOT53ay5qvvkn /PxPfUi+aAnu/FgW7FyHfDLD6YYeZjutg36MkhU3FHv64uTp33m2O1193ocIAWoljX4SamyDd9w4 lOc7uBi/rkX5EDVUbYqKgIqAisDbICAHkzCsSVmoLBlCy3PV6P+Pcrr0vfFWIY8wU0EXpIA5NEIW RD1dHnko1QTpbpbmRMfAKEJWJ5Z+5VY4NY+hRuvFqN+EokuXY86iVtz7x1q0TUlCX2sTXnq6CTte ikF/Wzdm1cyAS1Jo6GMRG7cJmzfmkgsmiWyFHTDbreinlVXi3iS9i87roXXKTPnWjrmfWwmP8Sns 2dGF+blZdCN8/RI3w2BgEP01TsROcJLBdDIW35oPX/sgPB90uoMP0xikO6hH68CUqy+jsuIwHnq6 Bt0TCxEgo/CSTy7E7GXpJOtpwTrm+DCZbUgud2LHfS2wLUiJingRMMSaFA4Noq/ehUTGMcpBVtx3 QyEL4u0D6Og+iJ2vJGH8ilh0jXS9TmRCU4hHY0flFcux9NOlMI32YGcTY7sCemTNSMOrv26FMQfI OGUwyzi2Spwjx1KAe71GR2ZUt5vszTxwS4nkcjjzXmL9vTTTZyy6GB9b2Y+/31OPmmkkL6Jlt+Ly 5VjGmFSp7+5n65X6ZsxOw8ZftVCg1CLnZH2phCF5Tnc9U9YkxdFVl4d8RaIRwZnWf+cm7NyeiURb PIWJHrT3nJRMFKubtWgSbrlrKjIoOHk9brTztwGPBmmT0rBjbz06PMOIl1jZ6M+UOc6YQT8dH0eY qkWrszFtkXziO5ma5axIGGeELM9rtO527tiLDc9vRTeprL2DoygayUfRDQVwUOAbu2hAo9A5jKEm rgEkwJlIBu45tOwF6NatrAGUJE205vaJe7Vi0aRlUE/3264mvPbQQWzffRSjHEtZE+Zj4UQqWLim +AdasWftHvQfaaKC4wSt/ZmY1cuwgDnzcMc3+vGbrR0Y7M+GJU6Yfs6O+uJt4RKLJyvd+drLePCP u9HSFoBrTy8Wf2Iupk0as2ILW2yAsZw++HsZWewUZuVx+NjNk5GTZqT3CtPK9Pdi79PrsYFM0Xo/ 44WdA0jJT0GxS+hfx95MgdM4jJ5aK2wzGDNtCqHg4iW4+HMk/KI77ygZqs+GkB1mYKxJb6elfSe2 bUpHRqYLriQ3mYuF8EcUng64nEdx4ECSYgktmjFCMiRxlYjwEAS4xhhyKnDNomzMvmIG8p2tqM4Y j2vnZ2HmFVNAXikljY7GwPHdUI8+azpSLO04Ud+HjIRkKlbG0sj88wGqCp5nNIHP7x9LbiSNuHlE VSlahbJLzP//2mR+p99r+J5g9WG8fGIEF02mRvE9mNzPbwTV2qkIqAioCJwuAoyF0ZqRW2xH+3M7 sXt/IaYlREwhzPbHvHUmxgSZYE6Jg3PIj6rdjXAzXYrmWC/6W3pRsHou8LMtODFzCPlFcYzJodsb z4ASi+cdGoIuJx8ZgzvRTytLE898qcvm49LxOuxlbGhbWx9dMantttsRyxi1e9Y04bZplUz9cBzO eAqnm6vJUJiL1MFuxid1IG2WgYKvmyyEoqmPoRD6epCPHE90JMgQN8rWvcdRFePAJMYcBrl3SH49 rTBZSv7I04VFve9dERC3PO/oKIk9CpDUegRd7jyl30MU6gLE3TRGVkIm0kSmFIlp3YwT3amYHuEw gY7BZbYYPQY2HsNhsx0Tbdz7hyOvDTAdREpBGvbv2o1tPclY6rSjX+J431AreRfdJHnwlDyXIkaJ 0GrJ4pgb2o4jzckYd4q1TlxrDWkkWjmyA7UzR1BBds6ao80w6xIj7qW0Hr7B5PiuCLzzDSLQ+Zk+ Bul06RttQS+FHqq2FYvlWH2lxmEK0NbMfGSO7MDBlkRMkFZQELI4rDC2t/JvgyQKIouohtY9mZM8 B+mNFiRlWHHP83W47NqVSGbaobd4O8p7eI4KgVY/ceGVH9NVVZNWggLDQaw70ovsoFh+I20IE0ct rYjOnlE0MkVOYEEqRvd3MQZ0GHnJdh7BTtch8QxA+6c/FSWZBvZ0BxIriuihoUN39RCKpyTAqOTb jIgoerOZcXshVO8/gRrGoZdL7lfiEJC8lTJGKICE6YpsJ0mQ9/lqNF5ZjBKDlzGfg2ijAs26aDZW To9l2igLdvWOKL8xMHZ2pGsY7mmTcOnMdKDZgWcaKBh19zD0IJVKM8bfMlfov3hEfW+AiTBGgcsS 50QKCXZcy+eiMsmERBeVAxJGIGs210dbwI2Gqga0J5Yjwp8THQ9RzxXJYRo/LhslZHSNaac7e0kW XLFsQ1SSlFypVrq86hqqcKDXSwKmWJhDtKjKfCOeojDSnKbA9m4NlLO9JdYOkvLivhdacdOUcrqG M52KooUS+dKIdFo571tLoqSLViBFdyIynOlxM9SvJ8kSvW6SszFpxSTkMmvRyAhTaiVnKZ+zucF4 GFstDLomevUc3NJB9+lsLP64CWv2Ufk53qXk0j0dZl5V8Hy3njyfvpeBw8S+Fi7s1GfKCkf/ejKA cTOyxtAdin8LkhRimLFFRmoj/e19CNMfR89F0WAxw9c7CB0ngIEB8AEGl1u54IjrlV/cvDxks+LE iSSVNpx8ngSYC8+Fxc44gD7+3sHfM3m4EkMhyWPJpmhz6nD0wR6UkkK8YhwPTN2j0NuYFJ2aM/cI ZwCfJwl3A3TFkQS86qUicK4QUBjqOK6Dbkn0PfYWbqOcIwYlofrZ0SxGnkz3ctFgc1yfdC+nBlVP RYwkzT6DcI1zBY/63HOKQIjabw+JggpRmn4C+9buQ871LsZxcrNmDrtju/YxF2AX0suLUDmXrJe/ eAUP/XQQxiMHUOuaiUtKM2Cd6sb9P38S3o48nNjSjdRrzXTDZLyOW+KnEpE7vhXbNhp5mDBi1rUz MDGPlky6yb3MfJ1NWhuKuD8k2F1IISOppSAe/qowyYTSETqyC3/5HjDRfwKbuopxk/E4HvnJCZiY zqVzTxemfjotEtvF2Cotc4m27m3A+ntrsPXxOlR+4UokNxzC9u37ELZ28BCVinFM3WGkYPS+HBDP YZ/pOFdFiBKXyn/pkhhESZ5OF9N/1TgjAkuQ65KXhzqDmVbqvCYcOT4eCcy3eWjDHqY4bEUKlRle Cjth7tNxKU7m8gReYdoGMSHpKOR1HKzFxr81YNdT1Si69TIk8TfNzMEoh2ffEC3cSTlIcuvgTKbV L5YMniQH8vPgqxHlhsSG+UdQt30/1sf3Ip7xvwHG5PnoPmewOlAwXo+X1kfXU/a5EF/5RfFAZsvJ lW787Q8vwFKbgO3PdSPrxulIdFCwIcunWMvOxiX946NFKBByIbesB7vIylumGUUD07qsT+hDfGoc XSN5FmF7dczBWTjBgHVr5axBgbWnDXvXbaYF9zBa9KVYMi0VmlYKB2y3HJL99JOMoaUmxdNOy2Y8 tC2MnGbbA0wp4qcyRsM9Y7ihDpufDsIVH4f8KZl0K6WrIfcXf8hGYc2KR9b4MDrMPYZHooD8nWPB ayQ500wbNty3Ho9p2zGyowp9xbNxKWWtIPvwg76EgTXGwjjhRCeysuNhD3Uxnylzb9LCGxa2Y7Kz Nu1ux7p79mH7C12Y+ZXLYd+9Dwde28Nx2ILYpDSUljMlB62lTuadzYp5Co/84CVMiu1DS4wLTgos 01ZMw6QKCjrOYRz45Rb8rY3xkcZ4JR9s2fz5mDw3CZouAw7+52t4+pe7YB03HaZDB5AxY7FCoBZ+ HwR0EbH1TH9TOnE6kleWINNMxmGenxlhSp/gAZzYvw/D9V3YuRv0QimALdSG4eZGbH0ugFpaz9PH 56AowwCzIwZ2xgsXOAwYLU+Ew8LBL7oXjp/Rlmbset6DF3bvx2jKDJ6RE+HedQLNzO+5/lHGSdsT UFqZBjsF+9MR2t5x7Mjc5PgL8LztotdMcqgdFjFRHvYytlvchTmn6UptSUpB6tBx2Bg2oePeFGZ8 ef0LTPdzIhaX/28WAiOUIag48LoY58r7vcNuEobxMxWUyqmHBqwwPW6qSO6lmzoJOXlmJP99N453 52ESc5SezqUKnqeD0nlyj5asUV5xYfjDQbRwIdbH5GLJbeNgqD2KtWtPoM/LTWnyJKxYmoKO13bg kV9uhHfadHzi1kq0v7wZ6x4/BGNhHi66aQ6cDfuxaVsLXXysKFg6HbOLwjiymbEc47kYNNYoz+sP aJG/bB4WFGix+5nNTBB8GHr5/fUz4Oim1tDhRHaOGY0bt+Gp57ah09YEr+UyrJoRg9pXtqMxkIhJ c8lwQG1jQ5+PbGFZpNQ+mwf/86Rj1GqcMwQUQZKynY/EJwYrF0KJLeMCq3zm4i6HeoWEQOITTLS2 M79U9aYOuKYXw0nyFTddCw22GOi6SfneZ0A6XWCM5D4PU0tpokuYwjHBQHk3Dy3yQUerlIlkLu5h zi9ap+gUyZgUHvikhayLxWZkQnMeTsg+YTYyJ97mKujKC8GwFLoeSWhQWEnKbClJhYVuVgEebHQG g6LUiZBI8tBCF0s/N34jhVYj3R/FshBgoIWXlgmpj4b3W5jg2T/KeC2JN+KJxkjXLQO1om6Z9/y3 nppjj8TK8N9Gap0VbTuf72ccUUDcbWzESnRTbJuX7zIJdvJ+Muy5hQafWmWxsgSoRJJ2mdguDe/1 iOWLzwqz3iJUS/2UuEBuaGHWS3mXwnrKe7mxGlnPALHTkmCE0FG+4sYnJ1lJG0L8dIw5k5geITAx E4MQ2RN9bOeHT/8k4NpRPDudjKTxGHcp7S1NtIoEeHCfTrcxUx/jNo9SkBiE15aJ0lkzcF1rAK/u rqN1JBdX3FRBIiAfCq9agcu8L9GFth7ailJMmJqMeJ8ehVPFwhBG+oypaK9mTBkPFxl2WgoG+W8y 1k4OtmIITOadQjIJ4yR8/DN5SE1m1w4UYHZmCpJnJeMFWiUO62JwyScnY1zmKIWVTuw71gHnXObV YzyqCJ6ifY9j+o3UlHoc3kn3u+tXYun0FPTp2hCzv4r174eD6TWKJjDhuTISPoBDNOeDnrFIIpAI e6m4hwkph6REkPEplxAfeTlvhefRFMP5ImOa9wvjqDI+OebNVia2aeqEPskBC28QJk0d1xByPcEr 45jPFK8hE2PWvBTCFPKOU77nqGdqCMZeMmm7viiFlhFaMP4FbVPAp4UrL531sPEgb0DO3GnooqI3 sSwBJ9bX4+Cr/RjQVaBoYjaMTHkR1FlQec1SWHrsMLFNxgQX0jNqULXTjWy6yy6fm4b+oxQaE8hC yj4qnkXhlMnuy1csQbKRFj9aALMnlCCU6ODBkaQ8dMXWZ7nI6NqGI68eoVWwHNPGp6IwkfkJOcez lszHFXFeOOlCGdJakD+vDEa6Qfq9BlRctwTLRrfhwL5OZFwyDYvp6qojw+7ZsukJIYqFOR2LZzAe k/2cPGUycj10iWV/xTualfraS8swjQf3gnjGpnKOZCychyusbtaXbuzldmzc24pAXBGuuHYOsmP8 6I5JQMEkC/tS0h9ZYU0eh+s/7STxCxXkmgJU0CKVwny2MQmiPNcjr9yM3Ydq0GqkhTcvFQUUVEpm +qmA98NcUYlVNyciiZ4NAR/db6eXwJFCMiYKXmnzZ+Pqzq3YdqgRRiqjLru6DHb+Rpa/D/6SuF7G bReG6fFAtl6ys8bSghmUWM2ADgl003fFteDowTDKP7YCCypcZHR14tiJEzj8GmNoJ8WgkIKnkRY7 fUI6VnxmKV784y4c70nCrIuYq7jdSRdmMiWT1duYmodZlQ3YWRdG0cJ8JPtGYEuley/TiND3GXMv KUEjLdqH9tbAm0qSntlUwBnEmn3uUQpzzuoZ5zp+pZPrA2MVFS8BiV80Io2uxUePHUNNixlz7liI afk8b4RiOB5s2HmCLta1jM1kPGUeN//4pCTk+KxwMNerkzlfNUIaxz1Uo4nl/RZsJ3utJm8Srrh6 EpJoRe7lGpuc1IDjm4/CkFGE7HG09jLE/l9X5NHoxJCM7MoMmJOtiM+YhBtvZ5xmGkU8dyHGazm+ /XbKwmQcpsC8+g4SipXQCtubhfHcu50ktANdg61UphRMzyBTtMTwymJmR8GMyOfXfYEpTAcMKKzI QVwx1xAy8k5ZnQqPkEtFt/Z3G+Kq4Hnux/ZZeoMcYMmaSO3JwU09yLosF00vvIxHsrSYS/KImkOj yJ6XTPcoM8wDbXjxxSMIkSxgIgPvW17bideeP4KEmRNgdnejva4bvdvr0MmDeKyhDTvuP46KH6Xh 8JpqTMinZvUoSQ6OuJFWMIqN9x5E4lUBbHzmEOJnVMLqld/3oPtAPXRlFUiN7cCGezfBsGAJLjLU YNuvXsWEiUvQuHY9frc1Hd95Ph/OZtb5SD8PN5H4gX9VuXyWgFQfc0EgwPHO1WmoowlHd4Yx8WoX DtzDRN3JTi6O8ZjIOKX9z7QgrjwLGRkWidbhQb8Kf/jZOuzd1gnHogW45fZ5qMzToW7Ta/jHL17C sSEDMsvn4ub/NxHB9a/i2WdPYFhyxF26iDENKYqrWcPal/BqTQJWfbEAtX9Yg13hXNxwfSkp85lO oL8ej/5kD8zzF2NVuRuP/nItXnz0GHTjJ+Cyz1yKZZMDWPOfz2DN9kbk3XAFrr2WVguTD92H9uP5 e3YzNoiHY3s+Vv3HHOTHebDnz2vxyp5O+E2xbN8iXDzZAT81jH0HduHex7sx9eb5mETFDvn8cfDR ddhO17orruMm/ehLqNIVYtXH0nH4nn/g5X1kqFQEzzDGU1CYHN+FF367DSRqhH32TFxeFsQrf9yB Fn62TZmFT96Yjcat1UxN4CRZRIqS4+/F3+2Cr4IxfMRBS/p0nc2DQ39bh5d2tiNAC9ri2+fDtpVJ vre0ck+OReW1PHBO9NMi1o385VkY3bAJz+7Q4ZLbZiCL5Ddafx9e/c1GNMWXY9WVjBvrOIpH7qtG 6qqZmFbCZO1ykL8gxuHpVVKUB8x/ggnLnBTEqajIKMHUHFpAKNhrU+PZNXkonjtDEdX8koqCVo/x 11yCKTeK6x4tpdQq03BOwS8G0++4DnMlHQQ9WtyMzQwhHcyaolh9HMwht7w8cgYQ6woJEkl+kooK MgyKll6EMFIKofLidFq1mCaivBLTqLAIalNx1yK68vLyMRfhUCAW8269Eot4gJc0Ge6RqIWeyktz aj5Wf7+MM0qUMowxHfYjfsIk3DxzOkUt/o33j47df3rwnLW7JGE96C58tKoNBkrWnQ3DKOIakJwe QhXnyIuv0H2ZipeUCdNw+afKYetvxtr/egUHyRYb5gH48htnoCjdAj1jHNf/YSNeWFvHw2MKFtzM HJoTY9G+ZTNe2KbBgtsnI4MHquETh/FMoxUXz8mChZ4UXdu3YO0W8PupyHGMYtsv1+GJ57i3LluM Gz85A8lCPvOeNjiOB68OKaU5SKMlze8JMQXFRGRRcA4VzMHtyxecVPSIfk3cSX0jVEDMmcIYRo4b KrEQn4OV/6+YXlARJdooBe7Eohy6jVKxxK8nLCNTK8eOfeo4pHCM+ClglMyZyMM1xcNsWuQ5RsNx 5bjxB5Mi/ctnKMohWmv8tP7EFJRi2TgZN2L1tKFsxRTOXwrm8ntLGpZ/7TqspMASIrGgpFkJCMPJ WbnE/ZdrlisNlUtonaQCy1Q0HrM5ngPhdFz/g4nR8UgCLLZprL62vCIsK6XliuM2+ZplqJQ5xkO0 V+bdaBi2hBSUp0YOyYrbJBVz45cnKl4yoeLxmBllZtUo/QHM/NyVmB+dj15RGjJdhlIfYhq2p2Ph bbQSiZKQczp7ITFk3/lkTnEeTvn4CsySnKISR0tLkjg/nBcX1xY/lRCTp7P/RREjUViKckW85rhv 5Jbgmh9UKGuApOoZpSI2afp03LpgtqIzDHJdEIWirHohjhFLZhGu/RFj2jm+vKJorOR+qYwRNtgY hxl33oB5wptGxU9QiM5EAFe0NEZkXzwd+VR4Lb1J1kLixDVPxuj7ppyUNr8hvY2Me8lbOwW3zp+p VENcUSVVDoPjMfWOyzBbyctMJTLXWA/nbEphLtKp2RVbKQeUosRT/i8ci8m3XXbKGBAsxSW8EKu/ O07BVxiGxTPwva0bbx5FHMdMlVU0N5/Pk/C6GIwncVaQeIfLK5BMXAV3SREjuWlLl1dSCcx32osx PS9S7yIq2Hzc++MXx7HvpA0yWB0YvzheGRtj9VMYkUmkNOGiTGV/CIRNVEbN53oiCvXT29VVwfO8 WAVOsxJcJAPUOObwALP6S1MwVBbGH+6hRmZRBqasoqXzriK61w5jcPdmDMUkYsmtl2NJXi/+/r0X YGey8k98YSI0AySG8PTgtYPJmLNkInNwdeCZnx9F61AmrTk8MIq7rpGD7eIJWHyVEWu+8gSeW+9E 0syluOlzldSgD9I6xN8f1sOm96P5OGMukmfiU/++CImectiHn8SWXV3ILyxF0a5a1DYPMPCe1iVT 5NnqpSJwugiI65KX1N4Nx3TIZ4zMS8e6MS7VgpY9QVSsNjF2pI1MfExmnBNDi4YHu57chNHUSfjC X9NQ9edXsXNdDZJXWbH+7zthu2Q1/r2UeRWP9ZDR042ROuYozC7BhJwh7H3iCFoXpnHjGMKRpw+h yp+E2d5ctDJP3aHDQXQzdiWHrHU9Rw5izVNbyPw4C3W9jG3qcuCmez4Hz6ubcOjxg8inVW8H3cGu vnsq3dgpXI3Q3mINoreNrpL6TCy5IQeH7n8Wj/4jFf9xVwKaa/3InFiBgnEJTG9hUpKK05jBw1E3 Dj5zFImzKlBZlgttK8kYnuGhWr8UC5exbU/sxtEKHXo8hchdMAVT/Huwa9cQxt00DxOLTejb3wuP Lp2eCXlwJMVjsKYKHr7/oqut2P7rY6hf4UJ/fQetWGaUL9Fi8EAXDjy+HRonSR6CmYjV+ujBx0Tg 9X7kT6UA0taC3Xyng5tKwYzxMPXTg4FCe9eUFDTu7UD6klT09bZj/5NDqFxRwcTVTE7deBCvPbEe TVMysPqGMDoOUfn0/DaMzhqPSdSSni4JwemOlfPjPnHBi5q8uDkr5xQ5pPFgItewSJbRSw4zPsZY vv6XaEicxPoN0a3pDQ2isCFnAP5IERJPsQSIpVtxRVQOCWOXWPvk36K5p8U7UgsM0dr8+vvDPOCN MiXLmy7lecx92H+KzUr+RmFkhOUDv2ip1PKA0804V3tcLElNRGDWk21yEM3MqZjItAYl+aN44fFX 8HJpGlaWD6Ojy4ZJ3B8TGIvmIpOnxhhG88a9OHzUg0VfvAo2xg16+3j0MnhQ/SJZXOmaVngtyUNi 6KbaybF/xIlFTPegk+/XkVH2kBtFN85ETm81NvXoseTfrkIKQ1gkHU2YyuH3eo252io9SKwlJEW5 KDUOn9JnJ/tO7uHflR6SH9Ml0X1qf0lvUygcGxFjYzLI5479zT9GZTlmoiV78Uj/25iY3jLmIq62 yqW4i/Ddg6faN8+W0Pk6ihFX28j7wqeM53euLw/y0aYEOcdObZUyX0R4f9PAF/dK5Tr5/Oj7ef/b zkepj1zS/qFozk+lX16nCI3kgaRC6b0OiPfpfvF48Smx3TLWTnmpMqRo/Tt1PIg8RQF0mOUtlzJG 3nn8iIAm1s23x4HeM+Klw4e+oUvO/jB6T6gqc1JYmk9Zs6Mdzra8sU/fMH/f8hZizDHw5nVehLc3 4PueavcON4urrYTKRTtUmTNyidfTm37io6IkMn5f36fGfhl6Q1qtU/a0k8+QDpc5NLaayHvfspP8 0xapgufZ6PD38Rknk3szKbgpqwTl2TWop7Dp7juE9f+gq2xWLk3/dINq3I+N1MRO/piDLlikYc9O hIFC4xBzJllI5yxOfVpuOn3N3Riwxiq5eU5lyJd5r6WrnXnQjV5bkAHJp/4+Omy4uQ3wmYH8CbAz yfKIh25axbRM8aANUyIqZnSh9mA3tYtif/+AV5L3sY/UV509BDQGMxNKd2HXS4MomsWYkQmj2LSX ixy16gZaJJRE4TyM6nuasKc3DbOvn4xKsn4WjrbjDxtJKLHFgL5Uupt/bDzixAIwgVpq4xC2mGKQ nU9t33Q/BnZvRe8I3aSM/UzsnIepqT7UM7myPSkbxS2taOwOIDfZj7aDfhROy0Ii3Sb31umRs2Aq 5lHDGEoYQcujx7HzNT/s+QWYML+Swf2jjJuO5EQL0eUruTgDk5eUIzvQgb/9sR71t8XDRM17KTXk U6Y6mOqAOcKEcVTybZGqvzidCRaGu+jungdt4whMBlLT0yI6SJIZCzX6JdlBNDWEsbCyEKEeeiAw Cfb4eeXIMfVi3wEzMibmYP7qCRQSu7C9wYSkkjRMWZoF/5pnyXAaoGssiQQkPozxfF20oGRPLsSo lQf6riCZ+xRlLvSxTuROr0C6x4qXXjyIbhRi4oxypPpiMPpkGxNRp5O9UVyIqSlncvtxqcz11T8E nzYJ3VUjSM5irkfmM9P6yfLqsaGCh/chEqi4aXUQzx31UhF4TwhI7BmPqJ3VTTi8rxUJvW7UdWqQ zBiz9EwabWLi6NZWgJnLbQgwXcC+7Q3oGu9gblO6+q2cihQqVHp7PdCN9uMolSr2ybOweGkRNT1Z JM0QBUE7esyZmDG9E61NHmjS6X5Ol2aLuKWLbS3Yj17l+3a0t9FlPDAAvZMssfMqaB3lIZXzSs0y 8556VL1ZRUBF4COIgCp4XqidLp4wtH7aUobhr+vCyw9uxsN/BRZ/77/x+euzseTSVPz6vx/Drxop FCaHkOBgbIiY/3miDId56Bxtw7q/MI4o1oKCJXORQC13ROPKmJjwMA6/9Co6SJ1Y1+dgQH8QsRJb QhcihZ5dMadTnyf5fEgFneC0iHcB4z/oz0+tcmI7nb74XTxj30ar69Acyxg7Ve68UEfaB1dvHjQN TKpct3Y3RhdPxDVLs2FqOfAW0h5xv/O29WI03sL8WXp4+8kOmZLAMddKy147tPnTECNJzenOoyfJ llboHoVKnS5VXcfqUIc4TGbM0vD+ZgzmOJFhGELz4VYUmOKQUcKciHVuLCli7Gh3DFJd8dD3D2CQ 2kVXcgzPokwUHmMjYQdjhWwauJ/ahidJ/nHtigzGOkW0iqIsClKTPkL3RCtPyLnZm9HeSaF5qAlr /0Jr47Y0TFwwEZkk5ZBAzYDPiByymjZRLT/AhOghJuj2aDMZ00fraXUzhedMmIb60FbXiWBFEuPP SIYh5CRC+kHXSZPWjWq6Ev/Fe5SuN5WwME5JCI/cdXU4PGhkcno9GBooCwitsh50t3XAyGTeg02D FDwHGdtlj/Y58SIBR4iCKTyMn3NSUGX6hKZjzeg2Sx7BSLJwqXPQb0HeuFjUk1gsONKDJuZxM1lS 4LLzu64BdFJgdkzKR2sVqfInZ5HB8BxT5X9wo1Z98zlEQKw0I+QX6O4YQf9gD/qZD3CQngUyy8TC 5KcEOexLROa4eNQe6cbQYDyGj+3Hw99vQ3pJASYzr2AS89cN0QpgzI+DltaIUboXS+ymt7YN/U4r Mm0uWj3pUj4r9qS+VAg1fHWt6HOakWlNxBGuFcbVZCT+9Xo8EefCLbcUkbyMhqP3bvA8h2ipj1YR UBFQETj/EFAFz/OvT06vRuIKQGuFp8dGrasTs1cvR9a8FGSWWsisGEbOyovxeZ0df/nGk9haUoKb ZkSIVCLHRLFA6mmtoIBIdrj4FAeMwe6TBCom5gLbScFzpG067vrCZHiOHlKEzreVHccSk8vWz/3f 18fk5KDFRXJZxaUhP/0ADlRpkJ38pgzLp9dK9a6PMgKM1dIZSAbR0gVNpwnxCQb4G996spME5iN0 qSKxM8lFyDApQiYZ+2JN/Dcp7RMSYjF8fB8e+/MudCADV/znLFj9nXjyd2QZTU3E3JvoJs7BXXes DynjS5Dey9iu473ojSPpQk4Gqea70VPAg266GUkhB3oorDFhAGwk7AmJiYPvtPJdsdlFuPKqfvzi 7gcRHFxNMot82EgCdPJiIKaWgat6Kz0UPBQ8B+rx4lPMZeZIg6NiCvKYI0yUPxL/YsxPh22A+dBq Oti2Phgq02FiTFEfcyimXTMDxueHmXesH8O6VCXO6eQlREEUPI9t3oqXNgOzrXm4KseHQ088g+1b YlC0Yj5y483Yx3orrsy00nh5iE9bPRExv9xBl8MR+HQOEqrQNb6nGvd/ay/xNKJw5TTkNB7Gvf+7 FbqMHCy/rQh2b9fracqYidtM8jBzyzAGqtvRrfcgpjhZsZwOMGG1joJx2pISjHzvAPrJ+JvONAf/ Mg3oR3lOfJTbzj0lRNbeZMZULw/lIL1iAIeakjGFTOqacPtJYo4w8z4arbxXx5yoTBsxVLUHa9YH 4FywFIUzKpAoidTp6hYrRGFRxYmkeuitHkACPXvS7DHoeK4PvcJYG931JLF67wn53oU0pivofLYL XUlTccXHavHbbzyBPw8ux/WfYagJlUCnGeb0Ue5Jte0qAioCH2EEVMHzAu18YR+Erx/t9XGInxuD RB4Gl3ysEH6JJ5Ng6VEeFpfPwTV1B/C1n3YzIa+bWl07Xeto7dQysNySiHlXl8LavwMvPFGL6d8i lbhgwZiFEa0Ll9z+Mcz+zHTSlnfhgUN6DHWP0D3PCV2QvxeKQKFzYdC80WpFD119tWR8CzK1ip5R 2TZnNsJ9Q7QuWZFUmoINPzqO+NX5SiC1eqkInD4CErsWg5K5ZRhI6EU1CbTyzQr9xVseoafV06/k whJXAFoz6SLeQ5KNJDKxeoR9kLmoZlzmxYY/H0IbXfSstGaWzUimRaOaLnJkyNWOorOWrnJxJKoI MmG29wRGOqZiOnObpbTXYedOG5JI8R7DtCw9PVTY8B2SH1eEXh1JKQZINx4MWLH846twl/dJPPDS Fhwku8z8otfFQqEm99OK6etJQJzDx4PrBHz6BytRRMZAZwJZaimjsrqKn2vAnoQCfz0aapg6ifFn 2aUOVB9uw0BtCC7GVOn03eikgNzXV64k5T55yfwl+cXMm67FXTfkIykpFj37O5FaOQHO1EZ0klgm zPRKis8Cp7HPPYSBelonhxjjZmpEY2suJnkY7x3Lh7p7mQKkGRM+fStWXZ2C3T9rR+W8NFKttzBl E+c6f39SGcU6a+KSkT9ci0OHGNvK75NzrRgY8mGolzGDZHD10DKlMZ1AXf0Uut9bld+qBqLTnw0f +TtlvAV96GltQWOLeBB0oZPs0iNT8snnOzYSqdzRMxaNc1TnpXeCmd4+c5fjm1eUIMXlINmXm0Qw 9EGQZOnRPHySl05HIbW7gakwnIx5MrGEjqOpZQ4KZNOihkbL77sa+b2D35k5lkOMla6ehbmXLcXn NEbc/+A27DyUj2VlJjJp/wvUth/5zlUBUBFQEfioIKAKnhdYTyuJfSnQOewhHKELYk1aOuaKZYdC n5aHYRMT3o40tKAjQLaw3ASScMXwUOtDzXompSbTp7mnHnWDQmJGxkRukCkpqXB0NaLN44q4w4rQ qiG9Mpn+MhP1PCxakUoN8cGNVei8fDGsvZHf81VKSgonE/4OP74fx28uRYWvg4yibci6czpCTCkR 1BqQlJWGuIG1qGotxByFdu8CA1yt7geKgLCr2cYVI0XTjurNR+CazxQdZEY+9RKrY0xiLDytzJdG IVBjssE/wuQSzPbssqbiMAmFdJdXopRkIc2v1CspUgJaM7IqCpjQW4PHHmrGyEwvqpqaUXWoDS6j Fx1MAO3Uuelino7hhK1Ytz4bFy8rQZy5B+0UMINNQ+inpVAz0Y5AhxcxtMzGueLIB6JnsuXp2Ny+ E40NjAEri+S+kkvLw66XsZgtFDxnOEm4o7OSOToDBSVx8DEfr6ReiVxCJc95l+vFa69WId5ThpUL QjjxSjN2VwfQ9vMemLxMz5HuxFK679plMo5dMn/pSm9PcaFgQg4s3iF00XIcl5WBRde6cO/X29C2 klZS1kXkVV93E7YerIHtBz0ID3TBwzQEIVLB098XobQJ+NIfrmdKpEzYtK3w6u0om1eMcE0IW9Y1 YJSU+qd6UWjDds73HjzKWNeytDLmemzGiR4f+jo7sGnLcRwnu/Uwk7/HN1OJRVFBIb9UJc8PdH5d SC/XUAAMeweZgmA3tjB1iJ5utf64EMpJhJdFlwVlLEqoCN3ze9qZmzqUzvnLPH12J3LKs8k4SxZY Wt4NJArTBUg0xjmMmXboSX5n9zXhRFsTNr1SjWOxIbTSdTyF87uMKcxCks5ouJffN+PVl6txPDaM FrrDJ5IpV8v0CkWM6S5vGEJ9fT/Td6RcSJCqdVURUBFQEXjfEVAFz/cd8jN4Ia2chrAbNS/twR8H X0PVwRBW/28lYvdvwVOPH0FD0y7EFU7CRbmteO4PWzASk0LXOQPu/Oli7Pz9evzqrgZYmaS64ivz abmUnGbM4VVIt7rEPTheJRz9JDYRdyahdyaltcSOBYM2jFtVjM3ffpm/b4GN7n7j/30B9KRs9ni1 SJ/FHESPPohff+avmKBrwnHbfCwvMmL3Uz4eDEKITYlHZrEN1WTwVCRbVfA8gwHwUfyp5KuMwbSV jLv6w3EcTclTXFslKaUkR5f8llamOQhnpCG7Zxs2bM3DdObNepV5aAfiyrBgpgsN33gBL+zJweWV ZN7r8MNE9zs9x7qXVKEWVzKSwgdRfYCxzxMn4vZVF2F6XDv+/Oen8cKabhhd4xB3woyjLR24qmgB rMf2whufgOLmGrzwyiEsWpqMgR3VqG7RYd7gIRyszkZeeICutl66BjMGlEKxGGF1JgvM/m5seGQn BicsRaJwlShJr8T9Vqd4DwRILqRcyhwMIrUkF50/XwPdqgUkRulEF3OBmRZ/DF/7ylS4Bg7gB7+p QxdJxkTwfEPiaSUZGA/iFC4l36GSwoOsc8HYVJIP7UFLRxnXEd7Cdwx29iP7thvw2avyEDi2GT98 aAQDZLxLiBeZkPgyqaFOqPfFf5B5zjw8sKfSimrdWY/W/koqsCJ1DovPItuQkplKQrGDKF22BAmB RsaAj6Kfbo/T/uNT+NQSBxVg6/HnLYzHDWUwD+SHQ+4Uq7f02RnJ0O8mhCtU+PKaM3rL+76AKNgo aQXO/NUyxgwkBStcMRPhSgdy2pvQkZ+BwlQzUwgIhR6J85iz033kCLbsaIbr+pmI9dMdXJlmko6M 84yCZ8Aei2yyTe98ZR/qLk5BbNsRHGvsgS8rDzfeuhhLcwbw6L2voKm2hyzZAcTQbT/Q2QN3OlMr 3bwIy3IH8dj923Fw3Qbsd05Frs3NkJcRuCRN0Nlo6JlD9dF8gjJHzs5YO10Az+b4Pt13ntZ9H8R6 cQ7e+WZ85bNC5BxNWfS+4P9ua/NpdIjU87xbG85Bf50GFMotquB5ukh94PfRksEExXFkrZ1zdQDt zBm16pIJTGprJ2ttEWaMmjFAemMrEx9b8sbholUanGDKiJjCcZgyKxGFTBK7bXc78+/kYQbjVPoX MCE5CYfATXXqioXQxDN59eWlSiLhuPFFcBbxO+ZjCjCflzm3HDd/yaj8XkvWzxm5Lgws5O9jrAib Lbj8C6uRupkWEKThE0smwEFq8uLFZdAyObOHmuFpn7oa2cNmWEiDr8a/fOAD6QKrAClDvIzfLJuO Kel/xa7qVsSHmKCabJParhN44P+O4JnsVKYOuhSLb83Hd//naXznNbrDehJwydcmIJM5qiavjMMj d/8B+7P16OrNxGeSTehShCUNk6nHw1U6jI3PtiG3PIOeBEwTyFQoBUwttG64G90UGFNTsrCgiHMp zYrAYeZoC8Rg0jXj8Oo31+H7H2P8M111J3z6NhT41uGHFHI11LEkTp+JqWU2eIMjsNCN99CTz+DQ Di+GrCW47dP5MGt6weBRPPL9I1gTF4eSy+Zi2aI0HpxozY1w/iOcmIaZ6S7oSZRCLk8MkTSphHl5 hdlz1JGEUu0h9HUMwE0BM7IB82KMp4VugYef3ILDR16Do6SM+XN56KbLIO2eSJ8YxIH6YfLTMhk2 lVgtx0ZRNN3OFFy0cPJ9xd5taOn1Ijedz+TjhEBMNnlx542QJOmZXJxJoxPq0VxP5ZIwqoiYK1Vm MdCleV5OK1KKYhFsCDFn2SD6u/0oWmIn63WQyauTkdNXjYbh8bRAs2/Px4O6EgJPpmQK0pE2UyFH q1fkcyTdiF9YZKJ/U6QqyWPIONcQx5SejMERIzSJoijoSBiwWJiVZ8nvqECU/ggxeXlYlImS5y8a a0hnZMVzZcySHOQzRQEg+MtZS0uFS0CSk0dnsZYxj/pTmNtCwvLGZ2ojpzME+A6NCFzRMeVnW+R5 BslLy2ePZdPQsr3yGOV+/kPqJn8Tp2z5W+SZ0nZ5d0SI01B5E4i2R2+Ue+XiO6nQCXIwKEoPCfLl mBT2ucCZLv7KgCSh3QDjiL02KlLMsHJf0wow9L4xDDfj6Z8dwBMYgXPaElwykwRjQ+3o27sFv/nC Ppgd6Vj8iTmYUMz5dtUkFB99Hr+7/bdcA1wome5kqnQzkhlHPkRPhLw0M7b8+mH8SG/ClH+rQG9r NfMHG5HsMmCQOY8yEuxoem0T/vj/jsHIfTImfzw+Xhmr5G/84C6OHWKuVzoqkpswLIzfSg7KyOdI Lr5o/1GhJPu7hvcrXXQBMyONjV8ZmzLm/Mo4fn0OiyJPGX8yZ4UEiuP41O9FqREWl+roxJPPIVmD BS8JhidWEcZiwU7mB2cRny9zOiIJnYXxfZYGjkbp87H1gm2VOS/EehwbMkclPY3goxDsKUpLTlGZ 69H5JTkd37wGKTAow0g8ZeiREx1HWom3iGKkpLaU+6Jrxqm6pjesJfLe6BrzFn2U9A/XJslFKXVW 1hQR2oT8UjYYCUNhHeS1YQV3UTREK3eW8Dv5GKmnsgYq3X5yvZRxoyORZjC6DkvYm07W5ej69sbv o3NNWbFf/83Zq2pUoabM+ch6L5vL2BoQiO5JOq7PsgdIKqHIei73RPsruqcofyP2p+5xY/0WjO5V yvgh3rLOKHuK7DEyl5T9I1oH2S/fRdGoCp5nbwSc8yeFuEkYHCmYeXNWNLk3k0UzSbIlMw+Li4si A0bYM5kEtviiGczRx4Emn3tJpDCuDJdNGs+BR2smY8SSS+gSJIcBWn8yS3LkxMGMuTws0rVRk54E p8SjSY4nPtTH+K+3/L448nvJf2XLKcAlJcVK+/2j1P56mBA7+r2fArKTlpskPs/L5FpysFIvFYF3 R0AWaSaypoVz4ce50DEuq+KWS5E5yk0nTGbaQQOm3X4x0jtHEKSrXEpMCI70ufji/xWgg7n9Ykga lJGho+U+hHErV8BZ2ExSIOpZmHQ+3WhGwuIJJB8x0q1ci4nLLkHBYIjWEh5kQ0yDMqJF/tLl+I8p nDdMPWSeOhMfK6fQZKEiZv5irNBQSeNMwCe/zVyc7WS1jY1FTqGZFs2FuPVLJNDx0cU3Pw0xQeZJ HNYgaXwlrv2vTDJpAs6CLKQ7KTgOWTH9Uxcji/X3B3RwZMaSVIjzKaxD2vgyJDA2VMOD7tK7r6WC iCQogULc8Zuv0QLLXCcUxL1aG6bdPA8eg4WCph2L00SYZZJrpoVJHDcB134nA4MU9HSxcUijwFxY xufxgJyzdCWSmLTbFE5W5mLQnQR9nImHE4LNOO2L7piHgE3Hesdg6jUTSYREGiWSAfk0TJx9zSR+ NtLFPhMLr0qElkor3BQPs4GuivMrFBd9oy0RV/1XKnTxjEO1zcA1OVxPGAZgY+ys16Mh/rlYdkci 38WN+ixYwd59HL33OzSS6Hx4CJ2dQ4z10yE+y0UyqiG0dvAz42NtqU4kkFhKpwuh7chhvPrQESRd swSzyuLpxu1FX0MXBugCrTHYkJwdR9dPhjUw91uIhEoWq554Sj68IIxU3JmYZbCW1uPGhj6Sw5Uh jsnXhiT/Kw+3QeJuSSR7cHwYex56BYc7zZj68XkodghruBy2whgiI3E/x7gchuV+s9MBA5mHB5mQ PGxmjH0SlSXt3ehjrkFdHF2hE23Q8R1dnbT8U9lo4+/kPOcfGibpE/snhoRZQ0y/ZWeYRd8g/FoT bGTtCrPObnaYgazQerq6j9DSHmAeWLuD7aE1vbtxgG3iO8wOpGTbYZS69bTgtd+9Ct+U6Zi3IAdO PS3vZ+LxwgOPP6hDxrjxcNHybiKxlhyytIzh9gTMqLhmAVyzhxDQm5FWnA4rFSt+UwYuvXslugaJ B9MapVKwDDJvoNaejVVfvhqV9X3QxLqoXNIruSJtes5/rjVp02bi4658DAUsSGd8tcFdhjl5HMd6 suByDcqYPg6XMXXLnL5hxpoG4WBIicvAPJlvjAJ474PvDH4hMeSjnSRF6vNyjpoZLhMLfS9d+/vo xk8bgyM5DnExPPLxgDraO8w5bWL/EQ+OG/dwGCYq2y7E3Vkr7Ny0eG+97xXUhpMw4+ppyI8jwzjZ x9u7RpS221PjEU/PmABj7PuowI/hOA8MDqKje5hzWsN1iyEc4rrN8CANO1FIrGK4rltMfHaQ6buM VhLXyUmdY7/dD0OCBWGmu9r8+1fQn1eOOQzDSKbSX870H+Ql7uh6pg2qWrMVu/ePovRjC1GZxvlL JufO+kGxJcDM3M6Jdq7d3GCFEdrINcDTMkBPF37J+W0Nc63mdqChdBfknLYkJiBWiCh5VmSwCEOo onnZmZ7M080MkVYTzGY3dt63AcdHHJh63UwUEn8li4IiNzJnMNNsebmf2eMMPJPS82iIGRDYB2+k nJQUf1708pkGuw2GYA+2/Xk3/AyJmTanEE4zc3U/sAYb25245uY5yHL14dWHG5g9oQBFpQxp4fn4 7G0pVJyxcgPtXTiy6QQsxVnIzU8mgaGW/CkkGuQaEeM0KZa7IMfNEPdwG9d2UfjJ9wP83hZvArdG EhU2YdeGo4hbMgVlVNrqRaFxlgaJhrwWw+296Ovn4cJiQUIKcejuY1ozejixn+JS4uBgnPtAYzf6 RwJM4RaHRCcJSamc2/vwazjSYcLE62ajJEnPPYBhOR3D8HA+WMnMLzmPX98D2G+yB1CvaSAGQ9xT Bih7hKiYT+QeE+Re0UeiQh1D+xJdMTAoHmnvfKmC51kaAO/LYxSNMxMWD7wxubckFR8ZeKOm1UuW z5NJY0WTzYTTw2M5XkVRMZbdXNzwxpLkjqm/x5JPR3chUWS80+/lu0hi4dcRUO6PPj/yW180P/GF uK29Lz2rvuRtEBBFpt5oIeuyhBySiTLGheQY0UxLypEQ7NnpGM/DoKhZ/crhU4+kslykKvOEQhxT JoR4qg5TwEyrLAJT/UWSh/PQb3UyPpEbgBiIrHHxYBiYwlCrWKF4wNbF0kWcIdIyjsNyQLNyQ6Em T88kl1xmJSczWWzTUZEbcaHxcw74eRDP5XtE+Rjk5urnRiiXzsaURFOcyiYrViafnL6ptbVnpSOe v5dZMXa/CAFGeh3Q6MqNPgRrokNRCgWJQypzYsqmLZpVKuDpIu+EmQ0QAdJsj9SP3ELQWemGODny voiGU1FDKxpakyMOFkmJJAcCqRyFDzktj2mwbUxDo3zm5hObxPdFLZ6Sgik2iQcYeV/YgHiXSWEP hlgtFYWYLWLRY71srHNYLH22WNFlKYJNSNGCsh5k9bWnJ0S+P1u771mdPYwRjPHj+FOv4bGHa8iO zDj4pUsYCtiIZ+8/gQC7Q583F1/+1lT4t63Dn391AF4KPzu/9xiGb70cy2cN4YmvPYtWF63dLW4U fvoyfGJ5AvY9tRWdcSW44qZc9Lx2EBte7MDkL14C24tP4Hd/bUUs4wpxoh8TGWNbtbcWzZ1ejm8e oldfhKSmrbh/zQCcDg/2/pcXn797EbITeaLRuNG4cTOeXVuHTh7W7MzVPH5RIfoer0I7yaGMBWVY fUUidn37JdTGajDoTsVN/7kMub49+MkXDmD6N67H1YuoBPD24+Xf/xl/P5aNO/9jPFqeG8TsrxTh 0A8ewDPtJfjyzy+B4fA+7GBuy4pVC5E6cAJPfvVRdE1firu+MgHDW3fjga9vYjpMO/PRhjH3/67D 5fGtePSHa3Gsm4fLI8/QbXUpPv3ZUmg5n87kbC4WLaPVxhRBtEjJCBa3dLF6cNxbU5JRmpGqjOsA 14OIVdqIpHF5SFMGu8zTyFgPMmRE73KhNCUpYq3i722cc2IZk/mvMccga6JDsfj6eQoPGWPouRCZ Y8r6wDkaw0OWI50KmKg1RJnXH9QlKZPMXdj0s2exo2uUa4wVU26aBvv23dhUPQwjPQ1m3bgIiycn wN/dgjV3P4za4nm46xuTMVpTha0vhDBPWHllDTwv5+XbA6vhemLw9mDjHx/HY1t8iLMcx6FqP772 /aloeGYDnl7TRNI5KnBoAf/ylyvpsbId92yz4jN3FqHu2Vfw5LNN0GXGI6UkHY6GY9i5t5uu2Fyv p6XCacpGQWESND2b0JG5DJfMcsE/2Ih1f2jDlGud2PXwy9hezfG4by1qar2460uVVP69u7XnnA0R Hrb0VHLVPfkk/vSPDtjJA7Ljvz2w/NdSONv30ztoF0ap9BxwTsSXvrUIuUPH8afnu1BBHoJjv9mM BgqjxsJ8VOh6cGhXE9r6AspaPfsTy5Eb7kVjXSwynbtx0FuGJUvL4bJ0YP19h6jsyYb/6EY89MII 88G7sb/ag7u+Ph8ZLvGqoTXQ04cN330Iex0T8Zlvz4GurRobH3dj1h3liKdwO+Y2qzWa4N25Cb/4 +RZU3HYT8rv2YeOeBgxs2Ik+wxdwbU472vT09InvQVW7DzamB+vlfE1P4zzlxqekAzxLl4bplUK1 e/DIL15D3QDbsPEopl+9GqsW2rHnz0/hH7tt+NiPV6CM+1/T9p34e00i7ry2BDZzGIf5/SO7rPjY T1ehNNiEp36zFkdJaJjmtSPx5hlIt8k+eeaTTENFplbTRvLO57FviEpnnwNzPj4B4Zd3YXebh95H 6Vj0iUWYnNSKp/9zHRpNDFuyFuCGzzJUYcfzuP/pPthjfNhb48UX/mcuvJu24bF7j8LrYFx87jx8 8b8Lse+HD2FtRxE+872lMB85iL0dAeTxbLHpW2tQzZAnY2EpLr/Uhf0/2YhqY5DK9RRc9bklmDrB Tg/Nd14PVcHzLA1U9TEqAioCZx8ByRvLkGNFSgrzdCj/VC4RpHi4PHWzieTxI/PkyWrwJsX7g38n 6dDrf5dnvf5LxUXy1KpHFTw0QEYuqUP0BlH8jAltAR5IX1cBycmWboB8/6mvj/ycgqqoCt/0jjfX f8zcIPUd0wEFKaBFrkjbTr1CJ787RdOutPdt3hfF7C1tHXtRpKE8WEffx4O9HLJfv079LO6X0e+i p9TwKRvpyWewHm85i4vLH5UI5/XFQwyTTGHuzVeR1XgET/1sNw6UZWLeJ67G1Pl+PPsfB9DQl4u2 De0ovXI1rr6lBK33P4Xn9x7FscJ0uKaQTfwbc6DZ+hR+9CfGEU6cpSg1xhQAEUGHOIy0Y8vWUSz7 6idw8SwTGo4M0irlwryG/Xjh6RZM/dqVSG/dhftfMuDWX32eIRJDWPfNx7BjXzfSF1PAIoHchFuu Rk7lXqx7upX3r0Jq30E8WxODa786jRYYDbqbj8BcNgv/9p1xqPqfdWg91g5nqR3x7Ad3UzsGNGmw MOVQbytzwsYXKQqCoAx8cS202BkvWYPG3lHkirDGztTqmUuW9wdoIYuNpWa/T/QielrSL8aKr09C y98fxEMP7UBsuYcC+izc/dtFMB3agofvOYLdjUV0HdfAe4ambpkfkRF0yuFNUW4wNdCpkzx6z+uK z1NG3Tvez3vedg6JS1n098r6IEorlvNmIIsyyk/3/GJ8/N8mQL/3AHYcPIFWRyk+9u1yFBXFkHDN R8ZuPwb6adUY0CDeMUxWbK2SGuqfHRLPmya+TUXE66Cztg7VnUn47D1XozymDc9+ex22H8xFrCEF F39mFgqSu7Dm3g60c8wnyl4gixLZkd36RCy6fRbmXJYO0BqkNc9B9vefQc+kWVixIh5bfrdLUUg4 HA7Uk7lfp0nEYEM7hshZ0VfViGFbOb7y4CVIbNuPR3++G7tqS7GgwMBQjDMXKv4VzLV01fANNGHn ngCu+K/bsWiGCTv+7zEc3NOIkngrxl1xGS661ozn796DduZ8zpU9hXsoQ/qROGMBVn++Ek5xjbfo MGPjdmx4rQ9T7roUJRwnB19sVxS28cxj3UxLql/Wg6YOdCVTCenpRk2jA3f89jZMTOzF2v9+FrsO 9yF1biL1jGF6BJAlvpt0cly/ZLy5aJmXNeYNKIlrPhmnDxzyINZM7wR6/uQsXoivX2lHw1N/xwsd tNjFBJBIQdhFobDZ04/jtT5Y03KRRqI+ZhY8e5cQlDE8ZtfWeli4dn79jmnQD3SglyndfIEBtNZr kJLEtjBaRiOKV1FyKxudnEAG0NZAroMkepAMMjd4C4Vjpkr78g2ViNdwzCmKr7NUVdlLuVdp08rx yTvGw/vibuw9XI/RpPH4xOcqkJdlUc5Iva30Bqucgy9+PgcHfroRB17eRqu9DTf/9EZMzR3FK//7 PPYeaCOJaBxm3Hwl97ggXvrfw6jvzVL2AA9znTdzzc9V3PVljQ0jbsIsfO7OiUilR1h3YxVOlM3A F75SjJqfvYLW2k4MlztgYz+/kxJLFTzP0hhQH6MioCKgIqAi8OFAIEJiQWsGXZuTXX5U03VK4p60 tH5bUuhq1tuBE5okVBQ4oWEoQmZFGgJkE+9sHaWLVpj5UUeRPGESpto3oK2bKWzEJXTM4YPPldgZ tLSizpGH1VlG+EZI2pSTwLRUYXTxgKeQvNETZYiHu86MUhQl0P3NbSWDaiK2nujjgTgF9HhSLOgS syNWdxHoI5r0iJXOx4OoWAglfo++gzDSZZvcPLzfhqx0Hkp0A+ilm24M44QDA0koXEC3XAkxlrgv Hqa0rhxMHXcYx4/1IkvirRjEpaMWaIDeNAlTSzHI1FktdDVPE580ib3kO9OmT0PFuhewqT4FxVPy 4OSJUEtrW1xRLepqBjAnO14htVKvc4GAEIqJRM1YLTNd/52RUANRkPk5NhT+LyrOhphSKXZSkeKS 2cS8uyUSf8wxe8FdMo/Ynv72fgzkliI31svxS2+PmfF4iS7UEyXek3jo6Apql1i9MTI3ZSJGSWpE mUl8NBLTLJ5eMu8kBEks22IwZ8aAuKQUmP/Rhu6r8zFY04hYYz46GI6hKSxEso4KlthEhlNYUFPd j4XMXazh7z+Q0HW2K0Bm9wZnIeal0il2yICC2cnYcGAA2WYJDWC7LQbYKbjJwV9ZG5Q1TdG0ULHJ NYNTWYRFidtT1hQh44qwcym/sDFXc8KjDXRXDkHf1EaSPg3DrULoTi9BXhwVG/4Y5M2Ox97mPuLo glFHwXNoEObxBUi0hVBPpvdkJ7E7JS5dxp2GMdr+mn04NmpAakYyXXeZuiyeUdd0+9WYzBhmeJiW +an7u6jMZO75QV8b3Yb9VLox9RcZ2M+m3Cnx7PoBWnhHGEpQmAkHLeYBmxPpBVrmqW/BaFoG8sxM 71bTi7nZrgiGMqYosIYG+uFmpolcfl9T3YtKsuMHOT67Gb6QlEL3bC29J87qVHt9zhsYBmOOp3ts L/tP1n8v3caVrpP68R+WWGKrx/HDtBynzERegoTT2ZDLWPh9bQNIYl9pma5OS+8Ji4t5xmm917my UVlahdq6fmRImjrhH1DGQkRpIZ5fSoywsscY6FFlogt1ZKP7Z3NAFTwvuNVWrbCKgIqAioCKwLlD QNyfA0z90ouGQ266vTqQnBlAT2Mrdj7fiYa4NExz0wJioXtnjAUhbsAaslLF0T3TxAPrsLLrUquv czLWsB+dTCnDMJs3XCLEDXX1wULmYxPjycas3PpoUlblmMede7i7n3HOjOmnRUAYkg2uBMQf50av xAm9cYNX3FBJV9z+8jP46nNPIX/lpbjpxgwwzxCqX9iN7U1+VCyIhzHYCRcJ4qoZc9/DeNSgZwCj GVl0RxV3tVNicyispk7KQt3+FvSVCyGFxARTg17dCC1zZ8bsbsVQ5yACViFZEdmTVgse0GKdzWir Y4zwJTGMW6bAw0OvPT6esb60yJ27TlOfLAdC7whadh9BR1UrtJVZcKx7Dd//xNOwlZYyJv3jmJrs R9+xBqAyBzEH25lftx/+TCEUuRCVARESrNG+Ac4RK7RUmoR40jbRhTquiYfoENNiHT2Ko8/sw3DB JbiUbp3usfHNfMzm0Ubc97PncO8vnLjqvz+LFbN5eo7IVycPzSEqb2KcjHcL70cH46C9nS6kjzOj v24E9kTmIhbLHYlWrBzfdgnL+AAHuCiMhrv6YXWlwkBFV4hCuTbBydhqN4yS37m7GS/+mMzr+grc Fse6d0vYCjkM9AFUPfMsHn3kERRfuQp3fGGWEt8YER5OaRDXH40jGZnm3egeGISmg7mt42wwaRph S8qkEkB0HpE1Kq458jsJCemvakCoLAMx9Z3wMBbcn/Q6eVrkLVy3TD4c2z3MmMQEho2YMSTEPRR+ /VyT+sguXVDOdYWhJr7nX8SOKgrUqxheYkxCvLsPQ4xlJ3fOWcNeyIK8jMkPhr1wOK1UlAnLvKx/ zGd/tBneZCsSSdTXdZxM10sTT8ZFizJx8GgjPEmMtZTvj3RCe2c+0v70BP72v0Hcevc8ZJOc7MwC 3d+4zClsud5hNG09hIaD3bBNTYNpx0b8z41PIq6SLP3fugbZHPcBKps66upx9DA9v5jfPCHTxD1E 3JyD7C8n4tsZPhBmbvGmVuxe24MaoxOTGA/eQxVFSkUGmiis9hdHyMqMVEx0vPI8vv74E8hbsQzX Xp2B8Gg7al7eg32NHqZxi2dYgngVvPOSrAqe6nalIqAioCKgIqAiMIYAGZNtPsYofvcRDCVlYcU3 VqN45Cj+vnYvhulqdsU3F8Ixsl+JodVRUFSOWDwkBcTSEfHujp7a6LZKMqIIyehbyRb8tPyZJJ8q DzrvtEuLS7OZh8ix45/Czvk2zzr5SqkTYyBdCcyx7LRQqA1hsGofHt5PErlVF6Gi1Im+nU0IpCXT 1Y5udjzU+XzdsJc56Y7Ok/vJc6bEUNLCkZqNLLoyHm11wUaCEXG3Cw6YUH7jOPiqm9HU049RcySN ReSkScunkjmLpCVsm8jbOnHLE0ZVdYSdQwTYB0Ky09OA5+7dh5jxE3HL/Ezm+jbSfZvEOsl2jgUS BYo7cq8R464cBw2JqWp6+zCSJqzY57Bq5/jRImCZKSm9PkeoQNGYldjPPS80I2gKweZsQo+7GAyF j45TzkcSCdlJthKbHk9+nLdPdxHi/LWSBMyRQ4G9vQ8evQMZJitGGVQcGJv7Y4zBH6DQOQZxZL14 vT8VBlsuSgaK3DXrKYAzN7s/tk0h20qPStmisDLYhBRGT/drCiQScvG2baFwAt5HAaSJpFXaIAm+ rMTOX8N1LLJGKQqo6Bql8H/w/aOdepTeWArb2kEc6e/BAAm73jDchOK7txXNtBimTSiDdf8+VNNK baAVNNBdhZpmcilcbkPIasHSL12LOb29OPbKHtS6PbjvOzsw9fYVmD2BlkeFAfzsXOJGL6uXYayP 5bEUqnubgfyJTJnm68XAc/RGcTNuPfpKzdj3ldnIDfRj8JlWtIcW4apvL4Xns8/gge+H8fH/WYws IwXBsxDjqaRiYwm0V+PpP1Fonz4VN01Lw+7HuPaTHCghKUYhxCKFIlrWPoL7H9Ajc+UyrCj1o1sE 1ihYSn9RwDSQoOvguj3o45xY/rlpSGS+syNcu23JmUhnjvPqtljGtZNbgL2ns3CPYUmgYG5mfuSh Ywfw6O4Qsi6bg/KSBHpWyDPf+VIFz7MzTtWnqAioCKgIqAh8GBCQGFldLMpmT0HxJ5Zh9dI47Hyg AxfdehWJIXZh3Uv1mLyARBhsq58HeS3Jq3SjHrqpUUMvqnclmljcyfrRczwBCQvpwtrKfLNRoXTM VclMTf0QLSaidR7LT3cqfHI4M5NlcqDHrxxuRLzT0oXXY45TXN/eIiuIuxwZhJPmLMH1X+HBgQeC 7mayKc4gscpKP555mALk8UKkUukepEY+016FqhYfjO1WFFxsw6E9/W/oPVYLJhKtpJda8MIzHShn up/waAeObKxmnCAZDKsP8PAdh5R4pvihK5e4a/r9g/B2pCOpyIRhWkd1WjJQiwsj3Ya9dJ+7gOWb 83xkS4wn3aMzac26ORG1m3Zh56ttiMmbgLvumoDiIhsCVCx4uztxdEstenufh7HxCNwlJF7LSn7d Dfw8b+WbqyfzRtyKBz0cjzK/5DQ9QqIVox1eSyou/uwCzJwVxot/fBb7j3owf0woY6yr15KOy5nT fM7KdCpTyAJKRtU3Sy6CqTkuFvGp6TjxymF46K5YTCufpPMSFmdRGmmEkIrx916S85xUwHxAOJqZ 13pQrLCR3EvQ0nIn5GejWjvGX305ltxeiKN//gv2HezD+KJI6hkPGVkzllyC6xnjGUdcgjo/Baa3 NkBxPSZ+yUX52L+9BsNkks/IKUJMlxH9Q7JGRdYkDV3xPSZXxP/S3YYTZO1ubl8Da1ctBtLKkN6b r6STGrt09Phw01LbunUzdu7ugK6hESO5O1CWOxe9/ziGwIxxyBI3VVodjRRIvcyp29NvRyzdiacu yqIw2INBhjxQz3Z24ifZTgO1NEESV7npsSHhFQqJFfNzt1S1YMeOduw3j6B1iAz0LSFkKgOPYQgh fn+sFdu2t/H7UbQOkmG+fj7ymVHi1p+H8Offk5hp/xByZ5B4J8r4e0bDRInxJCYFU3Dn7Xbs30Dy n+1OGEun4Yt3T0BupllxuR3uZHaAvBJcfEMFVlw3A9q96/BYhy/SV8qewv7Sx7K4MP/WCiRZ9zEf ehOmj2fsM71YzGR3jikw45W1XShekErSNrZr9kJ8gzGeyXSr7W44Cse0hfjCEh9eeqYRJ04UMUSD luJ/4lOsCp5n1PPqj1UEVARUBFQEPlQIUOLy6uIx48pJWHRJJg+VvXRb4yZPK15yOTX3T7Rj8Joc siqSvKV5AFMrE2gN6YKFOl4nhbAhCp6SnkHT0ISDbhNWJMcouTc75HBLt1RxV/X00V2rOAGavx9D y7LxSHcx5pIpWIRUQy4lUpOHantiHLxrGtF5dTHymK6hi3GkaUklSg7BsPixvd2lxKnx5Mg0CYrV gUKxuSAfmX66SzV1w5ksabb0yB7noqZ8P91jL8KiGC8OvOXUTZsn03KkpKRDd+JZNE7LQGFnG+pT UjCF6SmMphxsZpoWN4m7dLzPzMPaSE0Dqp2pyOHhteNgG7yLkqBrYcqgwX6kpsYpTM3qde4QENZr TXwsMpLTcPhwGwaY3kbcuJU4LAoCgXbGFTNFT2Ua85bGZuO10TDTwzAOVxgq6RJt4O99jN87W5aj c9dSmSBUdtDNNTYmFiMbmC5rdR5SGffXz9jpjPJ8+ngOKY614pWgoV+8m6Z4gy2avFCZYPxW8nVK HkIKDu9g5CM7N1MKEbu2p6rg+PRcWj/jELOFpCp7WzFyaQZs/V6M9vQgvdgRYVj+gMCTfpY0GPgH LW0rypBGIa21sQWJcUXs22jMKiunM8RglKm29AwSVxRBimtxdM1QYtvfoQGCFy3LBgriI2sPYHhF Birz4mB1k4DmZVqUryhAJj0sepvbkJYyjp6pTLXU3oZqssYXpCYwlVMAr/ZoMUhhWEvB3WjieBNl FftMk5COyRfPQmKrB3W0yOuSEuA9vg+7u0h0tDIP8RRwvExNFvQMoWZjP5yT4+DuGEQiU720tdOb QllXon7SZzjoBEdDAoUtsvp2HO2Cb1Y8mXk51jo6UcN5EpuZQmZdErKdcDNzyQjyJdhecmB2d6GG AmosY1RLnKPoO8EUNkxvFCpNYfgBQySy4pjq0Mtakj777FQ1sldQqadNTkAmY41rj3fAo+E4VGJ0 I6G5/gAJnabMxoJPT4CTrMetdiplnm9B12VFiGfde1vakJLKFGhkRvdS0ZJYRmXC823oIUOtxHKG zRYkJ6ZAV7sXjRNTkR9J5qnsiYqCVUL8mVLLlJeN9EAHBhnf6y1nOhzF0+ftO0MVPM9wkKo/VxFQ EVARUBH48CAgm7WSoqp/hAcFP6zcWIVkw8eN1hSbgOSkjTjYORWTC0fx539sQo6tB/uZaqWfzIHp KSEcbOtB0969eP7ejdCPX4JM5l4OFunw7ANbYHuIB32mSxnhvZnpDhQnMuXDfTthmwbsbTVg1pWz SGYRIYRhAiFqqjOR7H4cD93rwg1FfXj0BS3m381ccHTrYkrmCAOruNORGETSiwiv4kh7J6oP1KOf ufCMBroESqqhkAt5hQPY2tGBBFoe/UyvZcvJREzjBvgvczBFUCe8wrgocVV0p5UDu/zOS7aRROYV cvEgdegY06kY+lB26XysWpEHU/cBtP34CDq7GIdF4bJ681ZsoFY//uprsEB3EL+5byNezGPe033b sbcrDbeRnOONTMkfnjFzfrQkQiri9dmQmqnDgYY6NB3JhSujERov8/nR5XaopgsFi2bh8lUlcAwz FvTHB5jTlTJaa5BjhjkReSiVPHx6Eo18UALU6WMpyiAdresk//n7i/jHA/FYxrRHz2y24MrVNgzs H0FHbSN2hwbRUK1DwdR+7H6V5ECx5RR6GAPpGUEb3cWP72euSqagSs3i+BQiJhFiRGEjxDr8d0jD XIXJIbQ3d8Pk5VxJsCOPuV2f+/UmPPu4BXnN+7DlRAJu+jidGiXF1Ad0iRBtTM9CvnkzHvtrPBxz dHj0yWGUfd6FmOEGHK0fRtXuQezb5kPa5R7se6WWgomVKTX0JEVjjN5+B7opZKQWMt2VMJJHUx8p 66GsMVRIiANqTJyZAmAL2tvKSZjDsAR3GuL6n8M/7ndiZUoHnnrFgMXftEPPWMDWE+3ImjUFl105 EWnBE+j94S70tPUx9yTzF3O8JVBJ4kqkS6iVHiZL52MiA3W30nW3uywJLbt2wBvLPNMjHairsjAu 3YngvkM4oE3AykwbjlOoqz/ajZicQqU/31ER9177QzxeLPEoLTdh65NbsD6BhHG9nXBzPMRm5VAh KSlKeqH7NdOYvLiXOYE7kMg69Dc2wJqeiUVXLcGU5B4Yf78F2x/4O/7WOg0F+gF01I9g0oIEJZ3T 2Ztbsl5zffdT2cSc2Yf3NpDlORNJZF0ODJC9nDmnJb+vZ3AEQwNu2Ogq68hJQ5LnGTz2t3isLhzE k+vCmP8tO3Q93APc3OPsCRzvW5kiKI8xzNz3fDruAfFUqrpxpJbeOfNDFPopZB+sxxDngkHIl2Sv CCQgO38Ym7sofA5nItHMOaQKnu919Kn3qwioCKgIqAh8tBCQeEQt4knbrw8LsQSFQKp05bOBiSd0 eisyp+WjcwQYf8NFmPnDl/DE716BObsQV6wop0a5GjYwd9tvaxQXqOuvLUWM3w3NrElYdqQXz/19 A2yZ43Hl5encrDWY9/mlGPjOS3jsUQNKLluIJJcG/jbGkTGOysrYNV18BpbfNg0P/X4r7tsVQt7q lZiUTdIeSZ0himfu7Aame8goZRwbDxgGsw12XRtzDTYBcdlYcgOtEOOd0JMCP3FCAeJbrcwzbkRq Ll3JrElYuGouAtOcJADyIis3zBgvus1SSNaToVAIiIyky9fYbKhk7I6JrLp+ul4VpzFirJ8utUxH MbkkFr2xBvRQCH3stwHEz1yAFXPTmcrFhOVk+Vz/wIvQ2WOx6FOzkMy4uGhq24/WkHpfWivWOxOS KTRYGUNmz0yli/QwAj192P10LTZrHZh802xkMA9iSTrTQgwOol/nwsTiOHQzUXz/0CE8+8tquGbM wlWryxBHk4QwvJ7vV5ADypqdjxU3tuPRh17FQ5wD46+5CqUJDtQmhbH9me04vMeKabcsRXrHYTy9 m8qTT6eRmMbMxPdafr8Tx/bpkT5vPq65kYytRRkwJNKt0885n8m8nXYTAmRtjcvKwozbZyAm06Gk XnFNnYBLl/VizaMv4ShdfefQJT+LjNShDyiVivSTklfZlIAFt81F+y934G/VQSSxXdPL0xGqaoOn ZR+e+FUY2csXY0JcH56/vwWuKxYjP1eLFu9OrPldLeDKYx7GubROJiCjyEhLr6SB0jBGNo5rhpmC CNcYawImfWI6GmPSYaaLsYlx4MtunohH7t2MB3l/0RWXY3wa80OH3BgOOFGUYUVodBA9xjhUMP6v nTHhbm8t1vy+Bo6Jk3Dl1RORZGRsOAlwfBT6LKnsB5KkuWVcHqzCE9VHKCzxvn9LQGjEgNKJCcyf y9jc3VXYsGsEc2fROsmlmtw4Z+kKk6kXyF4xF5e1v4wXHttEYqMKTJtqRjyVOjGaEXSNGFFQlo7D 23ZjmzYJl6ykBbalGxnMdR353oCs/ET4hgexZ9dB1PSEUXjJApRnaxXG5LNzyfykoqDISTIfpv2h kjKNLNag9832R2vh08dj5scvwpSiWFrjGesp5HDczwyuDCy9eQoeuWc7HtwbRu7ySzCBgmVbcxwJ 4CzQG6zImFyAHsY3O8i0biAzr9ZuQcWlM2H20lPCYuG4aMdLf6lnHvAsLLySBErkDjAylthanoeE esbwSrytEB68g++EavE8OyNAfYqKgIqAioCKwAWPgBw6DMifVaZsmkHGxfkockY+k6mWjAklixeh lOZGdzgdV/7PrQplvdwb4GklEMrAqp/chtUn/8bfy2F02IwJN6/igU1MlGLRFE0y+Spic3H1L+6M uLvx4QG67elz8jC3oEBhy6UXJBInz8GX/zw3oiUXSwT/PmZXkfyLtmzeT/+nEB8YMjNu7ce34Qpx i1PSIdAOWs4Dh4/xa0WTsbxYiEPCKBhPmZruYyI8Sw6VQDgXi5fzGeJ2mC/3h1C+rFxJkzI6FEYJ tfzjWO+QHCYkDynryug3lK2eI7Bg3tKZShskZszv82CYGvjZd1yDuQKNYkGmJUmVOs/d7BAW5UAc pl5JJQIPtiFNBmYvzsbcZdInEnlIoYgWm5A2g2yvkf4LULlQdNksFLP/5i6ZqcRHRlKJvJ5H+NxV +Cw9me32enXIumghvsp5qUw7ts03EEIOBawvr1yqjEshIAqGF+JLl9ClVtyJ+8P8fhG+tHJJhPhL LHoUMIuuYP5dwYB5aosv4pwXXBkz6o9Nw+V3ZSm/9TPxpVtrxcQbVmHKTZF2hOguquQH/UCvSK5l W34l7vz1pIirpcxHrxfh4krces9kZa0Sa6ZkNLrtHiacUdIxAat+KmuWrBlcmyRG1FmAOYwBDdHi 5WEqqZTSQqSN4xonKVd0Nky7/lLMoCLJx9haj5ACzZyPf5u7IIp/ZI3yu7Vk1p6tMHAHiE/Ao0Pe 8unIF7fvJTOU8aYw1wrx2MkcuVoULmGfSdw7WZnn3sI6KC7RUi8umDOnIFnWWq4lxZctx9dXS0pW 8ep4U17QM+0HhjH4qGib9An28Sc5f/j+iDFbMKZ1j4pHZ+VU3P7b6ZG/ibdI6nikKN4xke+TJo9D 6rQKzI8EU0bG2Fmsp/QVa4FpV7qicz4PFy0tgOaSsTkfyZcqa/aMK2VNl9hfWZ9lT5mFz0+f/fqe QtfrrKklyI7ucUULZkMjLvplacoe4KUgXrJqIcZJGhViv/z/bsGlY3sMhVnNJHk+XXAKJmJ5USTP t/TbO12q4HmmA1T9vYqAioCKgIrAhwcBcbMbyzUZZcM5+VnOtTxYRC4eTrhhK3rdk3us5MOLEDe8 cd+NuEEG5QASOb8olxxG3vAM+aFyyIocYuWjvE8E3rc+M/qMU+6P5OOLvF95vrxnzBLAh4zVXIiD 5JI6Re+kNTN6cI7eP+YWq8SJSt2jd77+HxG2o9yF/PJtcYhW5AIwnr2ldRfeH6Q/or0kh33pz2j3 nOwbjoHXxaNI7lflekv/XUitl3ZE5tbJdirKDpIpvWHe0Kom8MiceLvvZZyP4aG42kaxjOa59DGW +eSk5IAOMLZO3nlynp0nkEluX3rLv3E+vnmdYV1DXLvG1qHQm9cMEb5Pab4oJJQ1Q2lvpO0nsYgK Y29Zo6IYv2G8sU/ebbydXF8plL4F31PYUsfWxXMWkKwI7RL/+9ZYRcX9+C04vwkzEb4ExFPH5Vkf I6fOeQq20klvnvOKUvSNL367PSV8Sn5lcTMf66exXypzLPrhLXvM2Beyx5yGQVcVPM/6QFAfqCKg IqAioCLwkUBALAhvbujb/S16z9sKYP/k/pOPPp17xm5+L/eerU56h3eqAufZAvhffM6YguPdfv5B jJl3q9N7/f505uKbJ+sZtvu8Hd/vFYszxEHpqvfyjNO8913xfWej2nsdPe94/z+tw+m043TuOWu1 jfRDtDv++VPPpF5n8lvWShU8z2aHq89SEVARUBFQEVARUBFQEVARUBFQEVARUBF4CwKq4KkOChUB FQEVARUBFQEVARUBFQEVARUBFQEVgXOKgCp4nlN41YerCKgIqAioCKgIqAioCKgIqAioCKgIqAio gqc6BlQEVARUBFQEVARUBFQEVARUBFQEVARUBM4pAqrgeU7hVR+uIqAioCKgIqAioCKgIqAioCKg IqAioCKgCp7qGFARUBFQEVARUBFQEVARUBFQEVARUBFQETinCKiC5zmFV324ioCKgIqAioCKgIqA ioCKgIqAioCKgIqAKniqY0BFQEVARUBFQEVARUBFQEVARUBFQEVAReCcIvC64Kk5p+9RH64ioCJw oSCgrgUXSk+p9VQRUBFQEVAR+LAjoO7JH/Yefvf2Xchj4E11VwRPvUEHm92CYCD07o1X71ARUBH4 UCMga4HBqIfRbIAt1oJw+EPdXLVxH0EEZFzLvmeyGJW9T6vTfgRR+OCbbLGaYLYaoYueQfQGPdeb D++CY+Z4M7PNen3kzOX3Bz+07dVzToWCIejYVmuMWWlvgJ/V670jcHJPNnFPJo46vVbdl98FRq1W o8wvGX+yzijjLxB87+B/gL8w8hxmsZmV/pb/yjwKhS689VGwN3Lsjl2K4Lnj5YP4wsrvUvC8sDrl AxwP6qtVBD60CMiBvLmmHTqTBa89fxgBLt7qpSLwYUJAxnjTiSYc3deMx/+0GcGgOsY/iP7V6XQY 6h9EX1cfvrj6ZwjzUPVhFjxFwTEyMILejh58+apfKG39sLZXo9EoZ8rW2mb896f+REXPh1upcC7n j2DX3tCmCFGbXqii8CEKi3P5xgv/2TL+ZG41Vzfh+1+8H0aLSVlfLqRLq9XC6/Gio7Edd9/ye8h6 eSGuF7LfdjR34CufmwXpF0XwHOofQc3hxguyQRfSIFLrqiJwISAgC4Nn1A+rqQ+dI61cKC6EWqt1 VBE4fQTk0OYdAjS+Pvj7G/mP0/+teudZRID94PMDfg/QU3Mw8uAPc1+wvf4A2zzK9tZ+yNvLtso8 k7b2Nx0FDVAf7r49i9PizY8K01DsdkPBsHu07cM/T84GllEZ08/xN9AyCMWp5UJbW9gGcRKQNvQ3 Dkaqf6G1gVVW9luu8Url+T9F8Jy3cgq+9MNbFAFUvVQEVAQ+2gjY42Pwi28+iesWrMHNn/xoY6G2 /sOLwCc5tq+4Alix4sPbxguhZRs2AH/8I3D//RdCbc+8jlu2AL/6FfDgg2f+rPP9CYODwE03AX/+ M+Byne+1Pb/r9+1vRzD87GfP73qeT7ULUMlz/fXA974H5OefTzU7/bo0NAD//u/AvfcCNtvp/+58 u/O3vwVkPQhRkFYETzHnGmgKFXOoeqkIqAh8tBGQtUDWBHp18L8fbSzU1n94EZCxbWDYiTrGP9g+ HuuDj0o/fJTaO9ZWdZ6d+RyT/Vjdk98bjkZjZH2/kMffWN3H2vLeEDh/7paxO3Ypgqf4DAdpz5VA cPVSEVAR+GgjIGuBrAmimVIvFYEPKwLi/qOGdn7wvSt98FGKV/sotXesreo8O/N5Jvuxuie/NxzF 4nmhr/Njc0jaYjK9t/afT3efOnbfksdTQydysXaEGBSuuEjz/2mNBui1Yfi9fn78Jw7GDAYTdrqw L4B/+cyqvE/P99Gv+d3edz6heiHUhV2nkwD/f9I/GqolDAYtAh7/u/ahjv0EEs8EP2SnBg2DASSW QmV5vhAGtVpHFQEVARUBFQEVARUBFQEVgQsBgTcInlqK08ZwECPDHsS4bCRf8EIXwzQrbR1o8xiQ lueEf8gNjckMszEM95AHIS0FFaMOIW8QWpMeo6090Gc6oXeHYDBrSRrgJ4U2Td2kEdcGAwiEhVpb Dx/f4fWLeEo3Xyufpw9idNgXeV873zeqR2p+AoLDbgo2USg1pEV2mGFQZN8QPIMe+Pk8+RvFKQpU PgyPiHAslxYmO/8e9GFkVNQejGnVG/huAwKjbnh8IejNfK8hzKDXMIwxRugVFhVaeqhacA+xLqQA Nuv5NzKIuVk3jUXul89894gHvgDfYdUweJ6CNp+vN5tA4iy4B71QOBLH3hlrgliZgx4P3D7AHBut r5/1HfYrgrZWE6KgrYHVQeYt3jfqiYjuOvaJ1UJmK+JAeRFGUiobNRGswgprF99rMpJqmfjyhfKO 4ZEgDLzPYtZBwxv8o3yel9oSiwEjzd3QZThhJZYGU+R770gEDx3xMPiG0XpsCAnjMmB0j8IHwUwP v7w/qGGfGhCmQkDLPvM1dyGYHAtzgO/V8j6bTulXIYs4+X7WSXk/MTZZ9RRoA+wHHQO9w/Dx36LI 0HPc6Nh+H4OPzXGkXVbcO1kvGSMcV+Seh4X9Eya7l5u46MxGvivS3nAogNGB1/HW8l49x6ZvJAQj UyYo/UWV0eiwFxrW2UKhWulP9q90lkVexsh9L/vT7QtzLDLNgpfvIdi2ODPngO9dBfALYaKrdVQR uOAQkIV8TM85wH+TYAGpp7Sihf9Oj37u539JvvGG79v5WTTE8dF75LOZJe6CQ+L8qLBsalzblQ1W imApa7VsVfJ3urUp/VUd7YexeCTuW5C+yj6lGa38dyKLMOxfKEST0n5pi7T37dovpynZ6OX7GpZc Fvmb/K75lPafz+2VfolliYn21Zs/nzoSe6JtlX5k7BYOsExisbKQuAvdLHEsFyAZyqnNPOv/Hpsv Y+NFXsA4vpPzY3cUt7GYxFp+TvuI4ShzhEe0k4cvwUrWig4WWdNlXMkln2UdckTvlXXozfPzrHfg GTxQ1gKexZV1Ymy9HHvcqfvd2FrzXiycMueEpicl+sA3f5Y/d7EIlmN7ovyN3HrKvvl6tpPIei77 ZWb0WW/+LH8eZpF3jO3J7/b5FNhOCp5C0xxqPIQ//n4rmtuGkbNyEa5YXozwwZ34w/+sQf2gBRM+ fRU+uTINXdu2Y2+9BVMvGw97fweO1/XCNTUbrX98Fo89dxTpN1yOay5OxIlXepE5NQtJTi2aNx3A UGIqUsmU+ezzbShYMRXj000cI340bnwNe1vsWHD5OOgO833fXou6ARPG8323LE2nQEg3YA2tsO5O vPKDbTjWxxGpT8L8T81ApqYZT/14F1ooOBlKK3DlpYWwGWWlG8TOv2xAW0oxls8XZDQI9NTh2b82 IHHuVEwutKJz3x7sOGFCWSWw/9FD6NESDgqdprRsLLqmAr1/fRZbqwcRsiVi5lXlMG7fh1er+qCJ S8KsK2egJK4X+9a5kTM7DXZaenv37cazBw2YeW0JnPJGCj3u9lq8+OM9aPaGkb5oNubkBfDSj3ag kUKOecJEXLMiC91HGzDoi0VuiR/rfnEImqkTsXCCg0J6GEPHD+D5zYMovXQqShLDqH5xE44MJWP+ qhyYKYRpLWH0HNiPDc8eR19Ag6T5s7F6UQJqX3gNr25rgSdsQt7Fc7B8jgV7//ACHnvyANJuuBgz EgLYv6UebrMdU65cgMk5ZvjbT+Den63Frq3dyLhpFW69cTxi+6ux5v4u5F46DQV2H+q2VMEwsRDa 9Zvx4C83wjtxCm784hJk9B/HU2u6UbCyEsUZGtS/sAkbtzTDq7Oi8JI5WDRBgwPru5FcmQQ/qeT7 h63In+yiosOLtqoWDHrsyJsAbPrJczjc7UFYl4BZN85AWaGdk6UVrzxUDcvU8Zgy0Y7ePQfx5NNH 0cs+j0kpw7LbyuBgDtqwnnh1tqD5hA7FC2Nx+MEN2HqsD6G4ZFx0zUSEn9uIjYd6oUlMw+LrKuF/ boPyGTEJmHrFTEzLNbMv9uK+32xHH5UJxVcuwyXzs2DRhcgsdj6fFs5gIVR/qiJwviGwmRV6nOXT LAUscrggQQn6WX7AMpnlv1g2sPw/Flls/4NFNvRvsSxn2RP9fVz0N/X87/+yCMHJ/7FMPN8afQHU 5wTr+H0WESjk4ETSDlzLcg/LoWifPMT//pxlZhR3OUB9g2Ufy50st7L8leV3LNewSL+9xe/qPMVC BIAfsogwJnW+ikXG5b0sMt5IAIIcln9jeZLlumj5Df+7leUTLEIMcz62VwTqv7H8kiWPRfpQFAhf ZsliITkLik/pl5f47/+OtkX+K4qFn7J8lUVweZmFW6vSx6rgeQpw/OffWV5j+RKLrF3fYdnIciPL UhZZn0Qw+BGLHPilX2RMfZT4FkSA+gULibiUtWYqyywWWUtEyPw1iygjZT7J55+wJLDI+iTrlPxm MYusOecTbr9nfdawiEApdb+IRZQO8vcl0c9y1PxDtB0yn2S9eLs59BT/vo/lMyxNUWxEAfTNKBYy rvpZZI29hOUFlu+yiFJJ9sJSFpnnD7B8nOUrLIJVHcu3o88W/GazyNyWNe42FiGcrIq+R57/dZYk FnmfzHn5nHzKZ2nD6uiz+R+5lCVQQ6FOoxnFnofXocNShoXXUHBoH0F/QwsOPbARhrnLcVMOhb6/ vYoDky6D8dA+/O2nHjhml2KiZwAn9lK9Fx/AumNuTLx+HlyJJvi6OrB9XQMsZZlIp1a6deshtIxj EtfMNqy/Zwd8OYWoKM6GobsHOx54DA/2zMT4OcmovX8jdHMuxsfyurH+rxuwK+cKzCyzgQYyuEe6 cXTXCFKvLIV78xY8/LAGq6eY0FQdQvbl2TAnxNByJr1Gi5p+CPvX7UIVrX7zL0pDrE6Pjp2b8edf HcbSjErMnuBH1WPb8OIJA5wTL0VOuQv1D+xEcMpETMtPgkXfhyMUwMzlGUjNTEacdQg7NnUjdmoS Rpn7bf+6JqRdG8aRlzuQPDsD8UYfjj6+DS8f1CFjRRmS7LTG6UPob2tD7XGg8GIj9v9tB/SXxaO+ VoPcVXbse+gQ6mbHw8t8ci0DGcgu92Lrw9uh70/CvBkuGGgprFu3Fn95MIzPzpqO8YkD2P2XV7At YRzKVxQhW+ultdRPC2UrOrsoYE4L4eDfDqNj0RTU7W6DJxiLvImJSEqwIlR/DGsODaD82ouQnR3C kedaEbTaEevpwIa/VqHoBxWoZv+3Wopww/9OwZ77dmJLpguzs5rw1PfXY3JaIYoW2dC0qwp2lxVH ttQiZvFszMiKgZbCevPmw3jpzwfhn8a6FVLhu6cNfh2f7+/AloeOY9rMLBzfUA9TcSxGa5pQ25qI /FkpMITd6DjWiMbeNGRWaHB0xyASLy9DaM92PHR/GF/65jIY65rwym/XICk+A1NmxqLjRCva2wwo pYC9/ykK09nxuHNZGgX1AIa72nDoVQMKlutwdGsnDPmpyChKQSz7b8uWLtiLnBg6UovXntXCXDMA e5YTvhPt2P9cI0o/n4KdD7yE0czpuKh0GHWtg7R0h2GNi84W9T8qAioC5xYBOdzLJijaVjm0iuAp B3fZUMViJhugbNCbWMpYRNCUTU2+28HyJxY5oMihTTZD0cLK5prDMo7lOZZ/sIjgeT4dSM4tqmfn 6WKBEA23aM23s1RGHyvCv2y7K1keZhGBSw45T7BMZxGhRvpC+lGsY3+J4i8C68UsYrG4EIQTaYeM Q7H0SfvHBDERFOQQfAfLEZYXWeSA9gjLmPVFdN8i1F3NcqplIQrhB/4f8SY4yCJzRPqOLLTYxSJW NxFARfiRw6pcokzYzyIWXRGoRRkkigZRRIhQfpRlPcvt0baqOts3dq8ISXJwv5lF5tQ+FsFf1iye FRVhRDKmiACwjUUEKhEWPko4SltF+OxjEYucCJMy50Sgkb8JVjLnxLrXySLjVQR5wVGEH8FULO8i lJ1PlyhsxDNA5pnsP1JfUe6IolWsi9L3smfJmiLfyxwSwfrNl4wLEQBFkXpD9JmioBUBVITvZSyy TovnxY9ZRHAX/GT9ln3yfpYZLDKvr2ARi/rY+JJxJ+uWKEVEQSiXrM9jn0U5IuNUxqUonERolr/J Gi/zXz7Lui6fxdNDhOhVLKfstxHdG91lw12N2NWbi9VfuggT8+mS2etB14EdOKarxMc/MxPZVi/i ux7Gq3vbMCOtCOOTdqGVSU1LEunmGWPCaEMHdMXFWHrjLFrBvRiuO0jXU4OSO0dxB6V7pJFuqyFz AorS6U470I4efz4sHaMUFm0omZmA/pp6VOuj74vxI6HrQaw91ImpxbmKa2aQAmXCuDIsun4uHPNM +NXXDqAqMxu5F83ElV+ohK61F910uwzROqWhC24sLZc5gy2o69NgUqIfXUd9KJmTThdUOub6+9Cn zcCMyfxvIAXLbkrASFU3AitmYtFEF10sj8OQVYSFt8xGUYYZAx2HsSs5GwuunQld+la8eqQL/d40 mG10kxWnz2AfLaZZmDOrB+3NdNMdR5deIW3SWpA5ZQKWfzoXMScewrFOO9KmTcKln8pF/K5H0U2c Y0lbZaDLZ4j3plHIDfia0Dg0GXkBL4ZaNChckAo93UHdniGEnPmYVM7x1RhAPg9bQbr9hkyxKJ2X iyU3xkC//0W09Pqhc6Zh9szJmLc8CSPEuPOlDmhyC7DkhoXIim3G4C43XHMrUeRowuP31KKt1ond 3elYcfsCzJzsxPjQAO473oj2DBdKchMQaKlBq3sSrHQ/Dnb0YtQajznXLMScrACGRnuwfigOM+a6 4B7w0J3WAK0jCVOmV6LU1YVnf9WA/pAGZrr6apU4YD2MdPOVgSFjQ2JFjSa2n/c4ikuw8No5SLo4 Bu2f2YOaxg44Ro0omZwNn96NwV7uerTSFs8uw8o7C1BkGMTfnz+BtksykMKvtFQwGC18Nv9tSs3G pCumoZRWU/9oLbSuLMy9ZhqM+3bipb2NGLQXYcU1E2A6uAfrt3WjuSaAqmA5brprHvLjg+jvouWV bs0Buhirl4qAisD7gIBsTrKRyiF4bCOUg+wtLGLJlE1SDvZiaZMif5vHIppwOQCvZRENshxOxEog FgPZiEV7Loc3sTrJQUa93jsCIujfxyKHiU+xcB9SLJ3i7iwHQDkcyr/lACiHQSkVLA+yvMoiGn7p O/mb9NWVLIdZRLlwISyxRaynKDZEKSKCJT10FCFL2i5WQhm7IlCIRV7GnljuS1hkzMmhTxQqchg8 HxUeNtZLDruiBBAB8pXov+/mf6WPn2GRw6jUXYoc6C0sovh5kkXmmWAgfS59Hccih2s5RH+UBCY2 959egqVYM2WMCJ4yX8RyJcLIXSwiPIhwJcoJEfhlfMn4kUvu/6hcslbL2BPrmVjS9rHIGBOrnCiA PhfF7j/5XxGmRNgRQUgUk6IcEkvdFBaxfJ4v40/qIZZOsdauiHakCM+Lov8WQVkuGQviZSDj5J3W CrlXFBcyXkR5IYLm5SwiKD7GspBF5qgo+2TuihD/aRZZmwVD2QMFJ1nHZK069RLFrfx+A8sXWWQN Ezzl8xdYxONlFYsoGOX54uUiFlX5Tt4vwqzsy2OfxaLqYTlljY9YPCkdeps7MZjmQpwpiOE+unCS 3cdDa6QnpwgOZi+V/CtxxckYOTEIvyMG5bNdtDR2Y8DEFYvSgz0nBd6/bscLxRm4enkm9Lq36206 1vpNyMpzoJMW1t7uEdh6+zDiyQB/jgHGH7pz82glc2OAHeKQ9+0ekRA80Cir1DvEuMiR3gHG3+Wj ctwuHO4axOCR/Xjunh4kZecgLytWsXoKK6fFHIfkxG4cq/dhhqsH1c3xyE5lmgjG+fkb29CX6kAW YzQP76nHaAWFTcb1BRjrNzriI8ESXY+7G7HxkSBqC9JQOF5iB5lmgnGPTY198DlyYDdR6GMzBT9/ E5+X4kA24Th8oAWhCVyFGS+r4CupKRjvqg+KIE7yJrrlBmgJrRnSozTeGO0PYRamYO2Kw1AyXVob vchN7EBTVwoKJhqVJLIjja3wlGbAqelD/dF2aAtTomsRn8k6jNJC3Riy0gVYjxF3D3av24r+nmTk VpQhoyAZ/nt2YW1RDm65wUqLcKTeUhcjZ0OwvRP9SU44uJkMd40iJpcusUcGMTKgQd6kDLoyD6Kx ekTpV2NGIqxP7ceLD+9DyVcmI6aPwjbdoZMrcrHnYCvc8zMVgiqCiYbDtfDQ1TVWWFLfMLrf/kM4 4Ff6V/CdVLEL/bUdGBkaRNyMItTUdKNvMEOhx/YzlnVwKID4wjzk7tyP1g4N0uUAcOpFITeSFoRu 1pGeYHvZZrpUG0LsSwr7Wj6npaEHbkc6jL2dGKLg76DiZKhfBGIqZKLC8WlUXb1FRUBF4EwRyOED RKgR96Axa5EciuVAHMciB1kRSi9jEY2qbM6y8YpmVw794hZE73zlftmcZQmW72WTFU2ubJqySarX e0dATgtSxKIghz052IlQOZ9FDjL0dMGjLCLAiOZdXC7lAC3WG7FQj2eRg5ccBkWLL1ZAOXhFFufz /5J6y1iUOksRa64c8uayyPiTsSbCuViA/4tFsJrGMiaMyXfSZhHcz7dL2iYHexGQ5ZA4h0WUAtJe KTJ/5PAqc0sOYtKPMt9kTsmhVyw3P2MRy4f0vSiClAPb+dbQD7g+ohibxCKeHTJeZP2SS+aDCPI5 LHJwFyFKxkopS+UHXOcP4vUydgQPucSLQNYaUWzJmi6ihYxR2QvGLMEyNscsoLI+iSVOhHu5zhfB c2w+bIn2syjupN8/ySIWxLG5IlZR2cdkHr1T3UV5J4pXEfzkuWNnX1lzZOzIWhzHIutvbLTIfimX /E3uk3VX1iJZw+R58hu5ZO+UNVu8GWTNEoWbKNvks4xHsczKPTL3ZY2QNU7eL59FsSLr4qmfpR9k vThlLYgInjygjwwOI85GoU1MlLwjSEaf0cERJJDsRhGuiIDOYUcirZZhCn+20mIktbSjOTmN8hUF 1ZxirFi0D7/98oMIu6/DilkGWh2jDTnlP2F/AJa8FOiGGI9X00EiHo6SiZlI8AYogI7AJXGf/J2W B36t8r4IAc6pj5J/h0MWxCSP0vo2jKo1G/HMGipgP/NpfP0zLloHSbzDRuqsRthSk9BZRaE6uQO9 dLNMD5JEhsJfd1WHIiwnGkyIe60XfYYkZT9U9kB2pJDU+Gt24+9PbqAbVwW+89C10LcdxN++dYhW x3QsujkHFm+zgqWGFryeI52wZ/N5tOw6NsjzCuD0k3xI60PDho34/b9tofuyE8vnGrHnTy/iF4dJ GjS+EvnJNtRF09iEGadoSHTATGF46FgH+n1tGJ6QihQt4xT5nt6qdjhpPU057KWQ2Y9BYzpsAR3M tE6++MRz2LnFiqz5s5BOYqGWgVo8cb/MVAtuefB7yJ3F/rn4KO75jwdZp6VwaOjK/KensDHM2Zu5 ABeFm2AzW8njQ2GLVtSw3QqXxQs9CZv02ZnIDPeiq7YNcaxI2J6KpVfn4WdfehK/ZVzp1Ys8MNGt OHFqDlJ+TQFcmwPjaBvW/GoPWk40I+fOL4BhvhHCpdO8QkELYlNHUNMwCGdwEEnLJsDzs8MYGqF7 cTThWzhEYiparw32fgz3U6iUhVq5NBSq2Y72Y3j4R/WIy8vComsLYOyvwaM/bICnxYusJeVIPnoI f/s23atpHV5wcz40x04gLlZ8DmQmB1Xq8tPsK/U2FYGzioAswmNCp0xFsQD8kEU2ZHHlkY3QGV2s ZQfbwyKC6k6WJ1hyWWQbk7/JQUXukU1TNMDiJvk/0dqeLweSswre+/AwseSJpUaEkGMs4mIrVmbR jIvgIUKHHEZEIBOM/51FBNSvssiBRA6Mcsl30h8i8FwIFs8xaOXgKO2QQ6MIX5eyiOAtY1YOZlLE onsLi7jjyri7h0WsBvK7+rEHnWf/5RlK8TaIYxFLksynL7PIoV7m0Kl9JAfOK1hE4JZ5KQLAmMVG +lMs2xNZRNmgXhEEZNyLBVOsSXKQP/V6gR9ECP0ii6xhgqHMKRH6H2YRIeN8tJSf677dxxf0sYhy Q8aaWEBF6BFhSsbk16L/FcXHGD7b+G8RdMTifj5dsj7IvvVdlntZ/sAilk/5+5g3gbRV1pIlLDJG /tm6OLZPjrVRxtdrLGKxjGMRTOTzjOh75T4RyEWQ/xiLeCb8LFpEkSsCqGAqilpZq+9nEeuoi+V2 lvtYvsgigqdYWj/OIgpFUZTIu8QCK+/7a/TzLdF3iDX6TZZnRfCUS6xy9HR8g4QtqVVEWOAxXhE8 g33D6AraUCxSnTkN40oYH1jVj3xHCAGvFVM+cxXuCDyFRx9+GVnpk2hxZOzo2PPH/kGGUT/JeYqJ amddJ4xkS80scaKtYRjmsffxXkU5oLyPLK8UjOX9J+sqn7SjGG63wRBjR8XKS3H15ZlITMuALuhV 7gctcAG9CclOG4InGrFnjw9paVYY+o3waOlG3KCFI9+GWNZdHz6OprZyWvMi/BTyqpDfD0PBNNx6 LYUuxgnm2EZRZ4pHcnwYg+ERCocU0hTCGbqO6jxob9QitojPiydLK3u2qXUWktKCZGj1oXHfXlR3 FeO2H1+KfH0djrqSYaYF1m+j+ylNjyfHFnH1W2KRZXejnSQ5VcMjyC6kJbZR1I1u9Dbq4STpUFyC H57jDejsnYBC1kcYZZ009+lsHWTnNcFEq6E3Nh9Xf24KChmTmplNVtchEypvXY3PhNbgySc2cI8I YfuLR+FccRm+dGsxrFX18J/SWdqBUXR7fFz/KIBzRawcP4Q1u6m6pRU3ya1F+sJF+PyPzHjgd+vw 6Mg4lKTHMPYzjrGUr9FaO57MtUakjKvAzEvKUFezBQda51M4PdmF7/IP9jf7d6Sbsb0xVIKwzxwu Jy2nTWhqKUYGBU6pqkZLJlw3WZOH4mEnDq/z/7BfxIfXFIP0rCSyIyexXrQykzxp/dZeTPjUbViy KgW7/q8RiRkWDIci/SmKoMh4Vy8VARWBDwyBsaV+TFMlhy45mIkWVjZuOQiL5VIOGnLvmJVJNnJx q5X4EtEiiwtRYvQeOYSIi9OPWb7H8nd1ov9L/SuHnVdYxAKxn0WUfXKokIPTPhY5NH2CZSPL4yw3 sojgJYeVJ1nyWUQYk0sWWjnUyMJ7oSgBZEyKoDWBRbT7YkUwssjBQbARgUzaIuNPDnZyCJZ/y31y kBNhbsySE4XhvPmPWCZ+y/JzFlEUyMFSlDQiEL15787g32QuicVFlEJiyRNLhwiqMibE/U6seiKc S/+qVyRmVvAQhY2bRTls8pJ1TQ71n2WR+SGKGhk3v2MR4UMUPaLUkeujdjjZwDbLOi/rzU0sInjG scgYu4pF1nQRQkXQHMNG5qesN7L2n08Wd6mfCHSi3JF5IgqGMZdb6VtZR0SQk7klbRYBUMo7rY1v /vszvLea5b9ZZE1+Nvr5v/jfsfkr81veIx4NMh7FO0PG3K9YulgEV7lX3HLl3/JMEUrHlGZS56tZ RKkk7/kLizxz6imfZdzKZ3mvfP8nFukrqVP0UqojMZF2ZyyJcEbglyyfTDsiaURi42PRc5hitJJC hLGMnmE4Eqh+HhFbthYpE7Mx8vBBdM1zIp8umyG/HbM/Ph9HPFtxrM2DRJ0RBgqTGklJ4pNnyM/o nuqLoTAwguf2VMHUkYul08l6W0flTlwsjrbwfWJVZYymRnlftjKeTsU4TDdYI9UgTXUUduZbYS5J xcyV46HrGWYaDMk/SmGOPwrTdTWWlrsu62asX1eIxatJJBMg6c5ID07U12LdmiNItAXRoXUgvcMd SZ0SvcLEREsBufKiShRQOPEMVSPkyMDSW3NJSrQFB9e3IOtyvkdiCunWKs/b8GIVtscEuVbEIJnP M3AAjQSsmHTD9fjcF6eiIFGP2m31jFMdh0tv9uCP32As5yKqjukKGrkoPNEV2ZXkw/GW/TixswCX 3B6D6ja66Q62Yd+RahzZ0wR7cADdScWY2sdYzgSmK6EYWTB9HKZMqsdfflmL7sUlCJsdKK4ch1lL kuDpGkJAFAt+K6beMA/1mifw6JNW3PWTL2Hcxflw0qXUR+vyUIekiAnSgmuh1XqEQrlJSXUS8ATh mpwH3RP70GIcQTLjM8MePXLmz8DlPQ341g+3oMlhxdZX6RrbP4IpDUPIsyWgYlol5k7x4PHfrkVt /ShMijX93a+whpjqetFSa4VxXDtee/kEdh+vIWFVGxKKRpDp4GiQWFFRFNAHvKfbhVlJFMBPcdkS q60mLg2zVkZjPN11COXMwlduHYeJs3PhMDbCa0vDohsL0PTiZhwkWVTWRCf6Dg4z1lbckA20DBNb yXl6oRyK3h1a9Q4VgfMfAbGeyOYo2n65Kll2sMih/pbod6JhlQO8uFzJRi2uQrKbyaYumnFxp13M IhulCKRycJMiFlPZKEWAOL3l6PzH6/2soWz94gL2JRYRMkXbfS+L6EbXs4hQKQKXWMxE+BTBU9zG RDnwHMteFrFgyyXnAenr01ZIvp8NfYd3DfDvDSxiARDrgQhoouEXXHJZ4lhk7P6RRRQmIkCIICGW PxHED7BMYjnfBAjZ47JYbmERtz8RdsRqKwdGmT/St9JXMt/kkC/C6OUsIjyJMCCHVp7hFKWQKBOu YxFMZC5eSP3L6p6zS5RlMgZEKBdLv+ApwvpPWHJYZEzJJUKpWJ9lnogDlijNxLIu8+V8GzfnDKzo g0W5Je2XOSWeFWL5fIRFrMB3sIhSRz4/wCJjUtZ1cfQbE+jOp7Ob9J2sEVLmsdCOo1yyj41ZcWWM iBJCxoCsNeL+KmvoKULbSchlf5S5KK618jvZ12T/k/VFni1CuXwWhZJcsoeKIPltFtkLpT6V0SLC oczXMUWgWE3Fs+h5FrHS3xb9LMKsrGHy/SIWqYMoBOS3YsmXMX39mz5LHWStlCs6fiNLAq2QhoxU uA49jc01Fbh5shaHjg5CF8t0F9v2YQfTaqxwDeGplxqRcv0EaKt7lZjDGJK3ZGuex97GRExoOIEG VxKyDTz9M8+jPS4R+r5D2N9aQbIiH060h5E000G22HbGeQaRUZ6Llj8+D+usqcigkCHjJSaFbrLP 7MWOq8uxMnkYz7zYgKRLpysxegoRDe/RGi2IT9Cj9cHtOGSLwcIEmyIHS0yqkUKS5AY9qTDnvx2M RzTv8mJPzyCuz05EDyd8gHlJB7PycA0ZeBdn9OCB+/fQYtmHHMnx+IYrEjupJ/mNQVxQfV6MaG1I 4zvbW5rR56OVkdJPiPGRfZm5uOZj87E4sw8P/nUn2vg8THcqeSotcXFISTLTKuymEBNm6OMorb5Z yNXsR0e3m333+moSIDbJxVnwPfYqDuuL8Kl4G2opZPma2+GdMQN3XjINxZpq/OLeGnR2DkJTLBZT 5hUlA64uMRNpFPpb+opI4hONLWW9Tcxf2V91jGQ6GSikhTfMZKJWCmXxqRLTGYaHOUENmalIPr4O W6rKMbHIihdfroYudQKFTwOaaP0NO4tRHr8BDx8Kori9DfWjBqQXpSJQ307CqDjM/OYtuG6SBtue 3YTNjT1k3CVrLEeXb3iYsbt6JC9lHKwiwUk/sq8sdKV1kgxpmCfIyJ+V/2iMZsS7yED83A4cCGtR QW1pzh03sN2p6Nq1CffuI9Oslc+OscEW7MfLaw6gr/wiuGgtfotyizk+3bSojwxHcn5qTFZaOJ1M jxLkOOHbaB2nOIwUujfXH27EiCsd9p0bsbV1Alal9WH3MS9SMpIQYzrVmvqmIaJ+VBFQETh7CFDv qAgscmD9/+19BXxcVfr2k7Fk4u7uabypu5d6qeHuvuyysMDusgYLu+zii3uhtFCglCp1TzVJ21jj 7p6ZzGTke86dpKSF/S/wIWlzXzi/5s7cufec9+hrzysEGLFBcimVNrZPWMJZhJvnLhZh/RSTXhw0 hGuaOBwL64r4XGh+xSFYWGKEYCoO0mJzF26S7iz9Vrofr+ZD40nCmiB4LfpF9IXQagt3W3FAiWQR W9lxFnHQEHwWQkxbX3+IPpzDIvpLWJyFoCIE1fPcsAY1I3eydkLpIeot2vrHvraJ9qSxCAFMKEBP soiDozi0CWFbjGfxnRDuxKlrMB2IBcOFICQUO+IgKfpPHCDFHBIH4H63WWF9ERaSyX33CWFAzFHx G+FmK4SqdBZxEBbzWMxNMVaGmrAk+PltJKx2v2cpYxEKG2EVEkoMoZBZyiKUFOEsQqEj5o8QqoSw IOaH4P1QI8EbIXgKjwkxZ8RaIsajWNPDWMT4FHNRCOlCQBP3iHVeWJCF8DXYSCjnRBuEsCPWTFFn 8bfo41MsYq4IZY4YI+L6C5ZUFiGYnn+4FfN1b9/zxH4prsX6ItZgMY7EZ8IdNrzv+eJzIayLPVDM 2ywWoTT6nEWsw+IzIZSKuSvGpaiXWLvaWIQQK9YEofwQe7E/ixA+RX3Feij+Fe0Sz+6/Fmu8qPf2 vmeJ34h1oG/dkwRPYR2CRwimXOmJdx5/H01BzD8ZNwJX35yIUcMPY+Vdb6LAv43PHon7kjxQnVeM Xkqe9i7MvTjSCwezKXxVncbbz66Dkv66dv4xuCEjGoaeI/jPk++h/h01msMTMXmMD0xHKyTUU4t/ IFK0jjAletDi2sR7TXCKisbIkYfw4d1voTCwDQWW4bg10ZP1pRWT6EJqBa2Tmfvx2m+OoaJQj+n3 X444+zN4/4stKKk7TvfVaMy7Mhk+jJEUoDCmHrqcUjj1d/VlGKkWGh9a8hjjWcqYz5goP4RFuktm +ihXNXKZsqOWg9jBFtBqA1cqZkzn30rg4cHfL6LqicA6vT1EqY1zwF7Gt9ZUeBOkx4TKwha4qBwR FkGVi5uCrsdqZPN5DWY/xqqa6Q5qhJECJeUX8pooqbSiWS2eCEvvZp7QNiQZKDQxplaMLpPOAKOn F6KIGtsa5gI7RyLwWnRMWaNH5IRUpqpxhIJuzvGK02itaEKXlacwKg5MzGmp0XrBN64FeRSYgjqr sOmVIhzeTMCjKZMxTnUGH/xrM92J6YobQkExxQXtbUSgFe9lnSzOwZh0qSuefXoVejZrUFDphsV/ jYerPhcGDlCL2QFRTHeDg41QttZi87t7UK/0QUdWC5LSMhATT1WJk56Cmhc891ah0tqL8n352O5k gKP/eMyP0eCrbloPhTWztwWZH2ehqDAT8cwP6i7cuDkE1czD2XL8EN58kGBBpV0YsWIm3Euy4T7O T0JIdokIRsS2bFRRkC7echKn93eh2hCOG2+NYiwqecjRLMay4IUIMDbR+j3Q/dZEhYiBscQiflkh fW+CsccBodFa6PIq0GgZhWlLDuH9B95GMVGQzaMn4MroIAqtvZLCQCaZAzIHfmIOiAP69SzigCGE RHHIPcLym773igO+OHTMYlnHIlwBc1luZBEbu3BlEoLn31iE5lhYDd5hERYoIbiKA7GIOREkT+nv 35niQCMOTEKYFxTNIvpMHF7uYfkni9B8CxKWCHGIFhp7cTCawiKsY8JtS2jFhRCaxiJcvi6UvhCC ljjEhbMIgUD8LSzA4pCWwiIEsNdZJrII64Gw9q5gEYdoIXiIA7Hg1WAjoXMXbuqifeLQKdzlxNxa yyLm2zMs4mArroUbozhoCktoJ4uw2AlBWxxKf8VSxyIsnmLuXsoywBNpsDX7Z61PON8mhMl+IV+M ByFgijnydxaxZj3BIhQWs1mEEC/Gklj/xL9iDA0lEsKOsLCLOSRIrC3Cw0C4gL7DIsad8DYQwpJY awSJ8ctjuDQXBQ2mdaWN9RHeD0LQFGvo0yxin7uXRayB/QK0ELTFelLV1w5h1Ty/HWJvFL8TdIxF rKVCmL2ORQiAQjHYfy34IRQdYpyJd89jEVZQsQb375NCgSaESSGAijXsERbhHSS8htxYhGJErHNT WYSVXgixwnLaxiLW8zIWsUeLsS0s0WKs9l/fwr/FnizWlT7qc4JgHF2vEnHz5uJmzSmUdasRkREH bydHjLl+GRxjS9FGEJuJo5Pgb1VDMzqBSmctU45YEbt0IW6baMc4SEfMozDV1KlEYFo8vOzosjh6 Fm68hbkqu9SYPTIOfnxbV1gU3R+5YpucMOth+qL4OVMYjMaseaG0ZDoh9rqlsI8sYYoT8b5EosQq 6EJJQY0uuhoKR9NvH4XKtl5kLIpCRroXrK0mzLzVDo16MxQeHnSPtAkfVqsnxl2hhYuWrqtzWI9p jOlkzKnDhPFwTrCDM9OCeNp1E6xGhaip6fDspnBrioK9D+vDGEmznQfG3zAWfrVdMFsd4eHsh5AV /nByNkHlmISpcw10DabQssidKLm9GBPO+EuFeJ6Sz8uAO/M/WtuJuhoejXGXMu6TgnWv1Q6e0jXR VImeGzRlLiYTJMnVzodxi/bQUOCdcCXbYLJHKuMx4xycoGH7M2aMI7ItZWQ/V9ibGfvYQ/fdpaPR oXSCsc0OYSOHwY+xsBajEsPmzWfqG1c4zx0BE3Oh9hDgyJMDxzV2EhbqCLRElNrA9Gi6QVOYUjvS ZVa4JlPwMxC9ds4c3O3MeNd2M9KvikRSqBbG1nBMWEq3VloOndPG4fbHuuAT640QAhiVMC5Xs2Ai gn3t4eHAmFsK7u6xcZjiToRjYy+CixrQo3REzIRhcDLqKUgmwsVZC0V6EmZaPNDRY4WnoxPTzcTD 36gh6i/H9e2jUd5iRMbCcMaVeqC9kLG01JYYqERQugcxnY0GelrAQz290ca2zRyTglhvi2TpFmBW 7sGRGM/6KmjlHLUimUKvBhaOHwvF2zGXnXs9ejmvPSmEKuIwbUEIx4QC3ksX4XqnXNRwfMaPi4Yr FQsm42Bavb6evPJfMgcuOg5EsEXCcmLTw9kO9r4swqoiNsB+FyrhWiXci4TrlRAmxe+EtVNsqmLj FZv3GJYoFnFwEc8Qm6bYAMUmLUie1t9/+AjhUhxMBpIQ7oWWXriTCoueOPwJgVS4YwmrsxBQhFJA CCLieyHECEFF9I84VAmN+YVC4lAlDmdC6OwncfD9E4sQ0KjIlg7FwnooBAfxmRA2xYFMCKPiXnEg HGwkDqdC6MliEUoFoTwQh3dx8BzGIuaXEALeZhGHZiEcpbGIubao7/o+/issG2KOiWcJVz3R30PR Wvd/9a9Yy8RBP5xFrHHCsiXmiSAhMAhLlOgDwdu7WIQAIg77W/ru/7+efTF9N4qNEYKmWMMFifEl 5lD/2iLGmVhDxB4h7hW0jGUxi9grBhvRRiQJz0JRKtYE0ddCKSPWQ6HAESQ8KQSJe8WaKv4VniLn 71WivcJSLqyIQmkkhHGh1BBrqVibhNJLrDni+WJfFEoOoTC6nkWMOcEfsV4nsAjhV+yNQmEk7vVh EetYG8sUFrE2iN+KOT+p711CmSbmuiCxB4sxK+ou6in2V3Et5r+gmSyiTt8UPG3CWm+vA2Lmj0MC T/C9wkrXKQ77fhi7LEhqn6nHQAGA7qtB3pJ7Zy8tdQ5+/gSWsdKSZEXaJcxxSSZI91EQhMIe0fPG IV5YlwhUY+i0QEvh0NlHWA4tTIVBKyIFFBOFgnB3prwQlkAXX4xZFvj1+/i9xF1hulK5IH7OaCQJ 4ZLouD16Agk5+SB9SaBtH2CQn15HgUpYcCkYByYQWIgWLhCYxonxesIC5hZIBF0uhhaa2MT7zMzR 6OBHwU80kC6tVgopJn5ntWoQPD4NkSLuU4D+6Cm88CUWYUWzc0V4JO2wRKG18xTWVQo6vM3Euorn 2fN59FyVLK5wdUcQJ0gvBTypVm7ucObmI64d/AMQQYuouQ88yczbg1hnE3mnCRUpSAjEZKKLcmgI Arjwm2k1NTEGU7zDOTzI9j2te64BXhxHNkufe2ggUWBZV58YTEmJl/hoZn/oiRyUMnOMFBcp+kIY Oq1sl1m4nIom8m+TwhnD5oxBMvkrwJUEfzUu/fUnHxk3GjPKk783wW1kKqLHse3Cwkg+SM8kwq2S gqR/jKuElBw9PFZCJO7lc3qM9giMc4SZ/INvMMYuDZfmi4nfmcg/OzFG2P7oWYzJFP3Lfujhe3yT Q+jiTL5KUMdqxniGSgJmxLAI6feibT3CwinGPP+xd2a8LieKGF8Bccw5Sp7ZxoM9r/n+b1wLodQF YdFurBstolYnJC0Zj1S+xEjrsxjjsqtQ3wIi/yNz4KfmgNjwxEY2kNx5IeJIBpI4GPeT+M353yfx M1H6SWzyosj0/8eBgTztf5JwyxQHKUHikNh/UBTXom+EYDKQxIFHlAuRhBB2PglBXAiZ/SRc1UTp J6EMGewkDgppfaW/rqJNA9slBCEhAAkSh34hjPaTOOiKIkgI5kv6/hYKB5nO5YDgo+B1Pw1cy87n lbBMiSJoqCnKhNAlSj+dv6aLuXj+fBRKkcFKQkg5f20Qpr8J31JhlwFjRChYzyeh7Jt73of9Vt7/ 1n4xP89fvwc+Q8zpflpw3kMWnndN0U3yahhI/+t6wL19Fk8hcwnkWLqF0rLVr6CyI6OslIb0FED7 SeTTFBYkQSKrhbAOCtlOkKFbiM42Eoi4QrT+xvMkV1PxvQixsz1XvJcZWmx0/vsEStBZ4vP4jrMK NFFnq4kC7bm+HLafCKRdm0AiBFLKazb5lfWlvNlXSZvAKAmbA94i/V4IQnq6og74vF9itxMCXz9L +v6V3iTyRg58nrgY0F5xi83V1tZ+wbtzlL1CeBWagj7BTzxTEhz5MiGU2l4hhDSbYCh9P6A/pL/7 PgfToFB3cJaEkGbQfd0//V+I35wltmtgH/YhNPXVVzRMuA3b1BYW5r/sFRrQsw+ytV1If5KrK6lX tKWPpLSe/YxnY3oGjKkBj0Av+3cgT86OEalPaZmVFBF81tkOkNh+Thv6+dv/Ptv3NtdaQd+4lsaf rV2ibw2cA2frNJA/A15zMf8pxtjXfLqYWyq3bahz4Jy1Y6gz4xdq/1Drg6HU3v62DqU2/0LTSH7t t3DgYhh/F0Mbzj9P2mI8+Z/GXg21RthZZZI5IHNgKHNATZAuBU3jTGUrk8yBi5YDwvtDLW95v3j/ amghE30xVGgotdeertSib8W/Mv3/cUDsx/J69f14KMbehT7+LpY5NPA8qRLWjdzDJXjk6mdoGBzg hPv9+le+W+aAzIGLhAMqNdP+5NWiNluNNZ8OQZPvRdKPcjP+bw5kZZmQk6PASy/JY/yXHCtNTVZU VJixiOnJhgK1tFhRWjo02iuc444d68Xy5cQGES64Mv1gDhQUMASLPNy4cQhpaX4wt2w/FJiQR4/2 4rrrVHByGuga9//54J/x53q9FadOmbBwofqCNgaUlZlxNUNihAVXNSwuEa9//Bx25a4jaqyslvoZ x5P8KpkDg5IDTq5arHz+c8wZ+TAWLRFwZjLJHLj4OPDHPz6AGTPmYNKk6Rdf4y6gFh05cghr136I v/3t+Quo1j+8qllZx7Bq1dts74s//CEXyC+7u7vwu9/dg0ce+Tfc3Qm+INMP5sDLLz9DHnriiisE dKlM34UDZmZ8+O1v78L99z+MkBCB9HXhUW1tNf75z7/isceegZZpCC9UWr36PeLTMDUjw/FU9vYO iE2IRpUiVBY8L9Qelestc+BH5ICLpxPcvJgqKdwfyQR3kknmwMXIAW9vV8QQ4E4e479s73Z1VcGL 681Q6QejsQGenkOjvUZiTbi7OyM9PRLOzgKFSqYfyoHAQE/4+PgMmXnyQ/l0/u88mS8+NTUCQUED kYp+rKf/9M/x9dVwvXBGRkYU3YYvXGv3oUO+aGqyISWpBOJnD4FijAT6sQoEGJlkDsgcGNIcMBKN WaA+G88ifg1pdsiNv0g5ILTh4mAs0y/LAQMTRYu+GCo0lNorzpaib8W/suD5/zfCTfRb7h0Aqvj/ 97Sh8WvBs/7xd6G2eOAccnISuXguTBo4dr8RVCGhphKeVBw8JRLZNlRKKInyKtKH/J+IzvTdFaAk VsaK/mDk5/73Mf2JmbkZf/BzLsy++clrrWBfCojfvt79xvvsqHxQMoWMlDbmf9RGehbHiUU40l+A dKHX/wJkuVxlmQMyB2QOyByQOSBzQOaAzIEhyoFzBE+FWgN7yhIGWj+1zhqmlTBC4WgPu64udPYq 4e6lZboNA+wIs+SgsqKHf1sUSiJtKZnmwgSlvQamjm4o3JmoSE8/XgclU26IHIw0rTpooGBaE7NV AQcnFdNmGJjWxJYwRK114HstzMFphJ3WHgrxPqMC7t6OUi5FkcJRIuZ3cXCxh0itKdKlGLpEDkjx mcaWx5PaoG7m8bTdrmBOR3sozUbo+lKA2ClV0DqqpNyRBgq1StEONfM1Mu2H2kl9Nie0SK+i72YO UyfWqy+Pp6GbmnEH+wHXzPHIfJoarcKW45MvFe1nM9FDvklCmyREq+BAXor6WajZ7WE+Tfu+6/76 KgjmorBjrlAjc4qyLewA6JkKRjRTwWhyBwcF08gwfQmVwmr2h8bOzPox56mUf5Pv5T2iXVICG/62 W2eW7nMQnSnSiLC9/B8aRzVMbV2wc3dkVksFVBqllGfTqOuR+CHeZc9kJu1NPXAKcIdCpJOx6+MZ 32+0sK+Ifmzl+BD9ZG3vgsXVAUqRD5X3OTqyv6V+tdXz3PcTOVnLcWIwS4oMqb3828paqzR97Wcd 7d0coO7rX6N4FutFSRgOrLtV8I/5YpWsg5bXtuwt7KvOPn5L/S7yfX59v4G5RaU6GwX/mPKF71Zr RC4bBcwcqxZXjie+wyQSm8okc0DmgMwBmQP/XxywcANQcE3/v0mstxcm2Md3YY5V5PhWXYAeZOJM dk69xUnmf7fDqO9CdV0T/INCoOW5QuQANxp4nlNevH38XcbBd73HysOdHc/Rguqqypnw3R3+Xm7S dWtTGzy83b/ro4b8fQN5eaEw42er87csu2YTz9Q2oeqb9BMt01/n8aQAaddWi/Wrj6KsogORCyZi 8ogQ2NUW4+Mnv0R+qzPG3LcYCzJc0ZJfgJPN9ojKCIVDVzuqGzrhEuuHti/3YP26HPhfOR9zRrmj 5lgnvKJ84OZsh5bcUujdPOCh7MLRr1rhPyIGYR4qCk9mNOfmoaTJHokjGWdaVyK9L69Zi1H3XYp5 KW5Q0B3YyoSTVmMbstfkoayVwq/GBxkLEuBpqceBTwvRQOFPGRaFSWOCKBQLJupQuPUUWr2CMDzB XRJwLF2NOLq7Ac7xUYgKsEdnWQmyatQIDjWhcHcpujUEV6LrldLTF8OnREO3/RBOVnTCrHFD4uQo 2BdlI6u4g4KbJ5InJSDIoQulJ4zwiffgO5XQlRfjWKkKceMDIUUzkLvG1jqcWHsGdT1W+I9ORpKv CVlr81Gjs0CbGIfJGd5or2qAzuQI3yB+t74CiIlEcqgjs0tSuK+rwIncbgQOj0IQ16H67DxUdrM+ o32gMlq5wVvRXVGC/Qcr0EHB1WtkMsYnOqMu6xRyTjVAb1YhkJ+NSnVE2ZcHsP6T4/C5YiZGeVlR lFODHntnJE5NQaSHGpbuBmx85yvs21aPqNuXYvmMEKg5Jo7v7YTf8Gj42veiIa8KyqhAqE7m4ouX dkI/YjgWXTkGvrpqZO7sYr+GIdALaOT7s042wKh0RNi4JKQGE8kvpxNu4a4wN3RB16OBX4QLWWRC K9uvN2rhHw6cXnsYxU169q8nUmeSx34UcDtacXJfHTRRoYiKdEBXcRkOHCxHW48Fzn7RGDMnGGoe diTDK4VOpaEdJ/eL+8MQ6tmLioI6OITFwsfZBF1jC6qqDLB31WHHszvQkZaKxVeOgp/GLClIZJI5 IHPgl+VAU301srPyMGbyZDg59Oc7sWLPrt3wCQxFQmwkivNPo7ahA2MmjO07J/P73bu5hoYjPjoM +3Z+hazThcw1rUBC0hjEh7jhxX88gV5XH/zukUfh6SYydMv0fThgZY7jvVu34mRRCbz8AjF71izk Zu5DVmFR3/VMHNyyER999DkWX3sVFi6YJ/VNW0sDjh3Oxij2p4tWg/2bPsG7H3+B6ZdejcsWzGIf XRjCiQDFOLB9G7ILzsDdxx+XXDIbhccO4XhuAWPi/TBvwXw4USH/3suvYl/mCdxw712YNHYUOtqa ceTQcWSMnwB3l8ELDpJ9+BCee/pFxHNPv+u+e9HG88y/OGfcw+Pw6/vvh7PT13XXd7Tggzeex/Gi Rtz7wG/R21SJd1avw9Jrb8LIYVE4ceQwBW83pKRHS7nHZfqaA431NTiRk48JEydKBpfV77yLr7bt w5W334JxI1LwwbtvQxMQjZuuugz69jqua6dw6fI50lo2lKg49xS279lL45ICsxYshkuvDi/883GY 3f3wm98+CG8PNxh7urFn70EkpqYjwNcL+7d/hddffQfjZs8kgupVNBQNPp61NjfiyPEcjBk7Ds5a Nb5YvRqff76Za+aVWDh/Do14OuzfdQBx6cMR4OP5X7u8tJByRH0rRo0fCwV58+nK17D9cC6uvf1X GJkQji8+fB1fZZ7GVTffg4mUAYrzTuOZv/8bHqEh0vz257N3bNuMN15dxTPw1Vi6cDpjSG38qqup wON//Te0bn7cL++D0tSNE8dOIm3sWLg7a6Frb8PKl55DVlkl7n7gUcSFB2DdB69j66GTuPrWe7nf +mDH5s1o6OhE2qhxmDBq+DnrgCR40g5EideIXC4ce097IDVBhYLDlUgMcEDJqi9wRhuLtJgWHHj6 K8S9tADmvbvw7GsW3Lv+diRRmMveXYhYp1hs3lwADcEalM1d6GrQYduqMky+bwp8/ZUo3XQI1YkZ yAiswsrfH8WUp/wQvSAQaK/H/lfewcqq4Xj6P26ofmsdChxikD66DYee3oqwvy5ESiSFD5r39F01 2LfyJFQTwqA/sQ0FVgMWJ5hw8JMCuE7wg7bDIN1nR8uoUtmGPW9uRK7nRCQ9Nx6OFFzrjuzC07/L wrQnH0RytAaZH27FhzkOuOKxCTC0NSFzcz4s8TFIGekJi10bDq/JQhU1TV5BDui1tCBndQ6qAx2h 31+GboMH5i7owaGP6zH192Pham/GsQ+/wruH1Lg143qkOTI7KoXCNgqFez8+A69RCmT/RwfDImdJ EHWdpEXRi52IemEiOrMKUd0RgmmX67H+qfVQLVqGlAcToNEbkffl53jirR7c9c6vEe3RiYPPfYbd 2iT8ZswiBNnRIq01oeJYLjK3NMM7wYIT/7FD0ptpyN+SjROVFHbjvOHWq4C6uQSfbTgNdVQwnPX1 yPy0HnWdFOBN7SipcsIdf0hA2btfYG8+A7EXRSP//a+w32UxRnnm480792L0q7/CdePUKNx2GK5O Y1G8/jBqPP0QaTagi0I1DhzD+0+cwvTX70ZEBFP0bM3BySoLNKZWnCiwR9w//HH80zwk35oM3clC lNb4Yk6iJ+zZh5XHC1DZGoQZ/N2BlTkwjw6F6fQuZLXocC/Hj4oKgk9+vw6+v7sJsWmhqKHwfXBD AwIzXHB8y6do8r4KV47whI7uwcLK3pVXjLWP8v5Hb8cNY604vnkvHOfG4NJ0O1RWlCJzUzN63SiA uvsgEka0NZvhHyjZT4fSui63VebAoONAe0sL3v7HcyimxSQ4IQ1xod5SHdvqKvHEY/dj4U0Pwpke EK8/+S9Yw2IQnzYc3vRaaO/7fs41v6HgGYoObow1NTXQdetQdqYVZ+K8UK1TwknRhs93ZOLGS2dc MALPYOkkva4TGzbtRI+dCdFKKm6pdN64ZRe6uQdYeN1FBNPWtjbul25Y98l7yBg7CX7OCrz7rxdx uqEZfvGpCPdU48uN++HpGyAdriaNGU2PKXrrXADCiUHfjQ2bd9L7y4Boqky7ujqwie1v0esQGaOU vGa6ezrQQ/cnrZMZ69aupg45GutfexVHy8qpdI3FiPjBiaxpNvWiuroaftEhKMzPQtapXJw6sB9t dk7Q11Ri4/4srJg19uxQPHEsG8dPVsGRIElrPvoSk8an4LIVl9KrTYe62ga0Eolz4uIxsJBXNo2w TP0c2LVhDf7zwad4K/Fz+LnYoZtrnbOnCus+XQVHegqMnzkf1p5WNLZ1o+pYFiK4ngkSeCxDhyw4 eOgIDSrHERIeBAMt6gf27EFVtx201iZ8ufsIrl88A0Unj+Kvf/4tHn7iFfjSQlxfXw/fUF/s2PQx Ro6fgvT48EHHskM7vsRTL7+GF19bg5hAd7R3dsHdV4sNn6+momYkjn/xGbYcOIDlTj7/VfCsKinH W08/B4NvEM/EaWgtP4P9mQVwoUJ1x/Z99GxsxIEjlDNcnbFt2x4k0mjTSN54BvvhdPYeZGZPR3qY LwX1HYiID4WC1nZKLBKvDFzPdq3/gi6SVvgFExCosRnb3n8HJ+sa4MY9Nz02hGnIsnGwoBae7vbY sGs/OlPi+L5Cvs8FO/n+1vhgbNu5H94B3ohk+yQ5c8Aab7N4Mi7T0lKBQ2XeuPKRJRiXqEJzVTda 87NxSheHOx9finiPbuz9+yocOlZL4TESYeosVFfUI9qT7plO3HTyK2EePgLX3z4GrtYedBafktxt hDJTcgelu6PwJDA7eSHKl4JcUy1aLKHQ1tPd0aRAaIYX2opLkSve97clSPDSIeHvH2B/dgMSw8gY xnz20q3Wd9QYzP/jZDjmb8fTj53BKbcIJCyajUt/n0ZraRua2ns4QRV08VDCJTgUIa3VKOuwItnD iqbCTgQN96U7LC2tFk5snS8ykjug18Zh+R/CKZB9ht5FczEr3Qs97flQRaTg6nvHIzbYAZ0NucgL isdlD3Hx3bEXu3Or0WQMgIOWbeR/VmszGvi8MaPa0VhrhiKGrpxcKHrttIiZOQVLHw3BV3euwZlq e0RcMh1LHwvD7us/QVVdN9yYFVhF/1KLUsuO9oOpvQKVumSEGrtpDe1ByGg/qMhEvaETBnUQ0hLN qK22IjRAuJqaYaJ1cOSSEZh1pQO+uH0bShooUHqFY+7c4Zg01xe6Bj0ath+EMTEVN905FcEulfik FEi8LB3R2lKsea0UldWuyCxyw6W/WYTpE71QEvARPs4vQeg4L77HCbrSYjRQa6KltsNUUYcWZz8s vH0hJoRScOtqw946Jwwf6UL3516Yeqg1cQ/GrDnpiHWrxRcvV6HJEgh7BzEe7KjkUPW5u/aNDR48 1Gy/ia6wnmkjMfvRKfCs3ofH7zuNMxUc7O1KRMb70MXbgM5WC8z2HshYREvlr6KQ9dz73Pjy0Th2 AlxpAVYq9ahpskN4rC/Hn44KBF84eXmjvqYVihRntNbVw+znSL55Ye6vF2JqpAE1VUYR9iqTzAGZ A78wB5QqDaYvnI9hjH/oHQD8U1BYh2GxsYikJtXeyRnLr78Glb3CQYUHWwYI5J/h9zFxiA71YZiD AnMXr5CKsJ6+t2YTfAI88e/XXoOTqRPvrNzU10rZEvN9ulsAdYyYvQjL54yXftbd2YzUafOwYu4E 22NoEbzqlltxFf98/4P3cbqoDEEj4jBx9mzEUotvIZR+xZlCpM++FCvmT8LqV1aj9kwF1+jvU4tf 7l4ThbN0tnd5X3v1Xa1Imjgby+dNPFspk0mNu359P6WELrz41ifc7xswYdZMhHW2Mqxl8AoOAtth 7qVLpVJw+gTW7TyEYfQceOmeO9BZU0sFw2Geceg3xv27t6cL9c1NuPl3f8HwuED87b6/oa21GcPG DEdtYwcF2AoovULhwjNfh0Evq3MHDFmxXjU0mjB9QhoNPlaGELnhlnvv4R1GvLnyY5wuLMGCmePR 2e2AjqZqNJs0iAgI/uUG/S/2ZjO8aWn/69wVCPV3grmrCcV+XMNffQ0aerR9vHaXlJqjqKQVY4cn w5Mp4OxoXFpCy50omzd8hvzSaknwHEzLi1Dw1NTqMGUM5RVaY9X2jrjutttwHcfCylWrkFdSiZTR o+AZFw4VraH/jRwIMrT4qstRQzdZXWc7vfgqseTWX2ES19uX//oSjp44gsW33IeJw2OopH0TzVT8 jZkyTSoFOYew/XQ9ehqaMGnWckyeOvKc19TX1aHD5IEXnntO+txIYLBxM6Yjgoo3pRDoGN7WQwXb b/7yFyRReH33zdXIzjmOhTfeLb3/rX+8gQ6Gyd3460cwJjn87LMHKk5sgicXHVNVPer9A+HjaGaM n1USJk3tzWgPi4C3tROtzXbwTfNDY2krjMzHNHycO2pLG9GhcZQmkKO/O/R0Ic0cE4UZI70oSH2b louxdL1ahEU4o13ZjRa6zDo2tjJGL5CpGxRor2xEe2QYfKzUnPJ9PnxfU3YnBUkKrpRlpBhGTtyO hlY4BCRgZHQezjR2wr6yHCe2K+nS6w4PDxG9SNmdi6SWAkpAVBOKKiwY7tmEkgJXRPE9Cgo55tp6 tAV6I8hJibzjZdDFsv6MXTR16tDV6UwBiRoAbqy5B/PQHeENHz9ahRmvYGU8ZEtLD6zuvtCq6AIs msnKmSnQtFG6D3ZSIO9kDS6hFoFidt+GbIVFo4YzYyAVIhiUDeml336jWU33WVtsprC2mc1KeHm6 Q+fXjfJqM0Lc6ync+yIuQ0seUPCkxqE3IQwemnYU5TdgPK0BPHtJJPpAX9+GNo0W8S60+hk7UZJT CEfnNnj6BcA10APG9wupOEjA4plUAjCUVPBV4egAJ8aC9lKJUE8t9ER6oLXX6OEV7w9dWRctB058 fxDqjM0oK+shD6xQ+7hDXZmHwzvPIOm6WDh0t6KOwmRIWjiycmthpKuxgouApbcHTbVNsDi4gC34 nxuQ1L/UkHY0tMDVOwaj43PRWtbAA44evmPjUFzWhJZ2WtSphDDqdGhv74Vf0jBEZeWiiuMlhS7d ii4dGmjl8BkXj9KSBjSOCkKYiyuaTlajdlYsukqbEDJmHCrXHcLhHWeQGhpF5UEvaCyVSeaAzIFf mAPO1NAOnzwGW6il7dfAdjTV8UBbg7jkVIhtxdffk5rWNFRsP0ollhr61gbU9X2vFeB2A+JSjuzc gLjIAGi4bjHknxYZbuZVNkj3C8HK9gt3xzmvF65+xTxgfEGhavyEiXClG3TJqRP4wtqNceMnwpvY AYJM3c2SNdBbJAonbsDwSWOwY9ce2x7GPTU0KEK6z5mhDxaGxPRKWA+Dn0T7y3Kz8RmVFxMmToKn kwbleTn4zNxJfkyCL1MeqLgPCupoYvgILcQubq4YFhWPpt27pDPJYCUFQ60ksjLsqKCU4TKutL4p uG8TswLESKhp4h5ppuuiigdRPRyURngz7ZaFB2lPTxMKCk6jrqIGQZERMOm6MGX+QtvjBnGbf4m+ OJN9hOFBfnAknongjQDjFKRrbeRhvptnVkfs+GonrPTqcOG5JTA4GIH+jF0ackR5oLEOX3xWiFmX zEKAswWOagVcHGig6dVA1dyJ4lPZMBD0NDIqmuCnPPv1uyKbetBOV3A7T/9BxzWxXtp7eCDULoiK KBsYqyAjBesuepD4OzC95fAEdB09hM6z4DbfbIa3Hz0ZXVJRfyCLWCkGyhU6+Hnbwkcc1B2obKjj /LSlL3J1NnKNFQpaG7W0NBL3pRu97k4opDeDw0EzUule7yCEAjHf9Z1o40a7k9bQmIQEBAcGIG3C SLTu3m/bWxlyYUeh373P9d5U3UQ5kJZmX9v73dwsqG+pw65NG6C2TENacoIkvw0kaZUUMRZdLR3w cHO3+fhSM0flpvSZFwGFBFKOlWAwSgpF/hXseApobimx0FFYqfX2k5BNNXHxmBh6GKvuXgPFsysw LpwC1bessxYGUbtGUIBtN6GDgoFB1w5zUij8GKPXQSnaO0AIWaJOfe9jfQQAzsBHiSur1RkeYd0w 1bfjNN2BP14FpN59Jx68PZnWQTGpuekR4MaRk7Y+j+/xb0R9pDcC7Hph4CLbcroayiBPCnEKOJ5o QYe959ch9AKdl1Y4Y/5+PLNmI+yi0/CXd5dB3VqCLf+pQXuPCimXUqNnbpRAhMS9radroGRwo7vW B45HWtBuHw4XA4Ft+L6GU6ex5bUinCjRIiNdg9L1x7D674yDDAjFWF9n1Pa5UFjJR62PKwxaOzQV UOCKpDA7LBCByg6+h3GypyqhTYmHVzEBk0rb0G3vBweTkhbxbuTuOojyQloDhyUiiHEkDS2FePv5 9aycM2784AksHxOPSTHZWHXvR3B8dSYHfCdObs9EUS9dbpWMC7U0wolgSmLjFFZUK032vhTIVD1G ONBM78vNtqGoDiLc3c43GJMnuOK5J9bgQ8WVmJfURn73wC2NQvEHrWhTiJjLZhz8aCMq6Vbrey39 yRnL+91lOyGEO8MrvAvZJRRC+SyP8fHwfqeU7lwEeeqLCRKWbQ0VJFpP8ruJigFPxsRW6dBNkAOX CSnweaeY1lgl/AJpaa2uJU9CGDMRhrhRYQhpzsPzf1mD93qXYNnVEVD39MWIDrqlSq6QzIGhxQFT D103pU3XppKrqmmml4o7D/CB0AmENZKR90h3UAlVVdUKe36fGB2Irl5uXH3Uy3RAzW3O1C4Pw7Yt m/DUP56BE1V1ldXdQ4uhP1JrHbROcOxtxWvP/xs79x7Fbx+8E05919t3H8ZDD90nCSy11Y3EBujC 6OQY6c1CWWxlfwpBv7m+HE5aWz49CdDiAopwsGf7nc3teOvlZ9j+w3jwoXvhbOnk9XPYvjsTv3v4 fgT3gcCUFJQjgOeChFCGE9EVWXg/DXZqri3DM089jm2ZbVj70VPE61iHIyfPwNTaCkOH9uzB3mjQ 0YJSIXkviVQVXn6+8OAhdO/2bHgG+ENB3Ijje3YjlK7VIX4ug8ri9Iv2AQ+lxeUdSI6LRFFeHavy 9am2sqQGbgTinEnvvbeeeQEKJ2/G2vqggeECe/ZZMWnCCInfQ4fo3eisxudrN2A34zzvuucWVJZW 4p9P/QsqAoZ2NNA7jkaZ4IBAOJmr+vYLG3fa2zqJe9KA2dMWS8L94FH3WHGmrA3xUeGoKKw9q1gV da6hLGXf1YOMYZHSuDAJF7z/gc9mpMAp2iY8MZrrKxDAUDtBJksvjURFkhJJWmdpaBvIharccowb PhxZOSexY+tebNQ1Y/KC63DnTUuhoYFMTw/GgkMH6fJbCqegYXj09w8hMsilz9XbBt7ZS0vNay88 j+Agb+zKPAKfKH7e59EhwEJ9XRyRe+Qr/J5YC1fcdCuuXjb3nBjls00TgpqUSmXA2JY2dunatjuY O3RoMWlhVZMpzkFItM9hcLkWwWohqLpjxh8voxvGx9j0/BZ4PZIEjQ2e1Eb9fxLZttfXDwnWNjSX NEKla4Nfgida63W228Re1Lcf2d7H+E7+WLBu4KMoYlDTTdRaB0dEjRuLURN8EZrmQ8m/H9WWQhjB gnx8nWAtrqVPMoVoxmpqOuwJeGNAY4kKocMCEObcgbIjjDFsipeAEKSsbnyVhR2vCk7A3FEeCIyL QICjESVGdjDN5FZ/f4RFekLJWElRNwW1fw0VfF4yP3fvRumh06hsHIUULzM1gwbkEZBgwwF/LPjH tUjwq0Mhrao1FT3wn5kGb2pNa/s1G8I118UN4W48MNXwPvr5+8d6wVrXxfcY0EY33cjlFNJNdag6 XYHGjkSEU8lAVQDRhnXorDcgbZofXKiRMDgFYtoSasuS/TDMj6A6OhdMfmgF7AyfY9t/vkKQYw82 rsuH44iJuPfvCXCnO42lv//Fv0SxbeVCaLJykKm9kUwhcE9RvaRkUHWrEH/FfNxp2IxV79M9eVYq Inx9EJ4aiua161FRl8h+MBLYyJHARanoqDiCM82jJFfr70x2PejptIeFBgp1rwsiM6KhWZeJ2vou +AhXamms0P1aWKn1znB0EuPDQuuokaBLbryflsx1B1BdSZftIFpoi3roPt6IFg9XuHSq4bN0Hu4y bsV7r6zDruSbMS/RUUL2lUnmgMyBwcEBCXSGm2dTczVCkjLQXViJngGqU/G9sbsbTS38nmEEujNV 0AuQvL69pq6iEF3cSL2CIjFq5Gi8eOVNcPD0oPvV5MHRwAusFiqVPe79/R9xr0mPp558Bocy83HP o3/EPQ/1XR/JxZJLxvDQUw7X4FR4OhPd/jyyuVvZ9nKbMWzwHAv/V3colWrc8dAjuOO3DxB05xns P3QKtz/4O9z+wG94/W/sO5iDyxdMokHAgIrqZviGp9OKwBZeIPuKid5GPiGRyDDUIpchQCPSU3Hz jffCPcAP44fPPjuvRL9Z+5XlvBB78LQlK3DFNTdg7+ataNF1YMfOI0jTmeA5dcKQA8X5b+OosaYE Gk9XhlMFo7SAnnf9Fjq6LpZW1sI1KAl+Pj6MV/wL6isrkXnwIKoJzFVzIgfpGUl95/OhI3xOnbcA omxh7OvRrFJM53h8/Za7yUNPRAcmoMMci5TYUTQ0HD1rORS8r6TQpfKKg7+3x6CKi22lcKig241f SCiqijLZ//0HYgvKK6volZhMBQ7dcnh+/37rIsXKcxRb9LCk8UhKe9G3zvZ7HjRWl6BL6YuggCDk ECvlxnt/SyAiPzz7j9fR1NqGQD8folH3IjF9PH59z0t49emXkJ99EmH+Y6TxJ63f9AZNyRhLhdt7 2FTfCF+3UHjj67VehMgkjh6PZXR5Ljl5GG+s3QP9eSBykuApKuXswfi3HCPlChGQyZQTdCsVbk/N FUQY5V12POwrGXSqcafZn5I2xQEEjwzC1sfL4DJWuKby2M94uvmPzEXNiweRU9IDH6bc0Igv+CwF 4/dse4zIz+lGK1QJ9hTTTbbaF+OuVSOzRgdHvu9MM98nXFrJNPE+e3eapPt/2j+j2XCVsonxIW5w GecCvwnxWPhQMhRE1+0m06yssPiNhYiuLrR6Njkcx67NkYxP8SCGKn2bKdCVnCnGpvWn6S5jAm19 CKgxSHGG/SSsj0r/SMy9eQxiKLDq2s/A4j8MV1/HwFoy8vBXtZg/i4ccDh6NsRWlRcX4anMuvOg+ 1GDWwrvGSJdUpogxOyCZ6H5X3jEWo4muW57ZiCCi+12yrBmv/b0Y5eMpLJ9F3hK5UrXw8uhBaV02 qnYEY9zVzihrYXt1dTh1ogAnDlfAubcZLb5xSGsxQ0mztkHhguEL0pAWfxrvvH8G40fHwOLkS3eg VIyfxRhPWoWNQuPMuMbZD85D23uf4svNHrj54euQeOlwRHmzfW2Okuuqie0W8bF2dGUVaV9EnK5J b0UgrYS92wpRZ98Nbw3jMXUOSL3yEqZbWYV/vrYfhQT12f3VIbTTDXo0+zXENRBTr06nj7kOH7+w EXkU/DTfGWFMxHw2o/6MCxwTGrDvC4IJnT6D3qoy+MUNxxSRQ1eKFWXbO7vRUe9LtEuhLaA6orkC ez7LxH7Gp5qqSuAWPAGLM/xhT61Oyaaj6I4ZSXcWupbr1EhaNhNL6Faw8Vg9FiQLTZNMMgdkDgwW DoiYHUHZ+zdh49PPc22phNrZC8GRCYj0cZBieoSyKXv/Rqzb82+6ZvF7R08EhMYgKTacbpEEpgjw 4bpjh2HDR2LDtq3Qce/auzWzb0O+cISewdInUj1UWoxIHkvApwZbtaTrcehsbEIDQZ7278nBdb++ 5ZwqSxp3njO8CF3eSAR6QWq1E62fTgQnahtUzfuflVFoMCJlHHEDbC7bdHmSrmuJzi7o5PEsFNI7 6PaHFtvG2f984OC4wS80Dvf95mGczsnCtv25uO+Oy7B55za0tXci6+BJ0LlAMiA4OXFfdg9EG/fe ADdv2Nu7co6p0EkhyUiQKa29CosvuwydBPgqY6hNP1Lm4GjlL1eL9sZqrHnj33imuRuNdVWYV2XG n37/IMry83AyuwQ3/sY2Z0QsdB3j79RM9xeXlIaUVAuKGR4gnc2HIKWOmY7iN9cx9nEs1n21hQYC Kz57dyX2bvgQ77/+FsO5ShGVdATPPvcCXAiSumX9fsy5epk07kRc+mChToaErFv5Ip6t7WD/V2Jy Xgv+9uc/oZXC4GGG9F19z/W2qn4P93Qhu6nV9nDxDkIbjUWCXF1pbEpOQwfTIQrSaFyJSE0LFZW4 X6zZitCUVKK/+5JnzPQQFsg0iFokR3nxPG3bbz19fZE0ykf6e1i0P1QuKo7Jc40yvkHBeOXDD2Cg kLn1sy0MbyslSJJe+o09s4A4MMRCUETyKIRvOEXwVmE8+5psgielWA3Ri1yO5SCbAsxiLxXdm5iP 080LdvvykH9NEsY792D34TIETk+AorxdcjF1CYlAUNcOnK5JRTIXnVaFG/wpkGoYM2jn6AxNwxmU tjO+UmNAVS1TE6U7w17dxDhPK8JTQvHOx7vglJiEK9Rt2M8FzdmX0MEf5iL/8iRMcOMBIbMU/iPT qc0QkqfNWKzQOMDViyk1trGuXOTGeGjRy3cI1yyRT1RBE3B/A0V+Gg+2q+ZkF/ZVdWBecApR9/Jp lq5HjU8Apk7JwJTAVqz98gzdg9oQdr5gJO2VQhBnzkumS7EyUL5b44RAD080VdLl1upBoZFCbkMD qr39MW36CEwJ6sCn6/P4vFYoM9wki6FHeDjSUrxhpXZeLB69nYxb5QYcpitBY6se9gPMzCZqRwPi QqDbcghHjWG4jHEUlcKlpboOjeTVskmpRNQrw5sbG9HI+FZltHBFtqCHgqImOAp+jdmo00X3gTrZ eKZmftHO6np0uXjTR579Q1954iQjeng8LZVMA0M0YDVBjdxzDhCJln0Z54ojR0qYhzOOygcNfeqZ t9M/HvH2B7GxjIiG7R1oZZ96B7jBsasbnT12iL17GS5NVeDojuPIZduDpTFMCy4Dk/VtariI4Ky+ jmFkA3N6OsDFwwlqWmr7SepfTiJXIQgfPo0s6jdiFCa4Lp2L62b6oTnrKD6r74SRSiF7J0c4Kww4 ciAP1WHp8OH7LMzh2trcDqdl83DTXH+0ZNP1m+lvdM6+8OzqxPGddQQlogWZLt1N7SCSrSs10iq6 bnwfU+yA2SP/KXNA5sCPzgEVY8JdXblZ0l1HaD2vueNhzF7eigNb18DkGIAoui9qVL30cnBkGgsC 4t32O0xbTNf+rz6GURuACIG6xrUnh/gAaePjhN5TIr9gf5zM3I0Ol37t7NA8yP3QDhPuzRrmshbU 0dMEq5P72Ud19NC91iMA2Qd3IWPGZAQwLKefFMSBcGW8mpu7K2ME43HmhHAzFC7UbfAOE6CDgy/l wbfxaGD72/VsP4H2+qld1wgt467MdAM8nX0UUxfPgzP3FkEKtVYazyLeU9BgjHvs5dnGTGW/A2PM RIoKC11oBflzzpQUnoCeljrh6llf28jYMns4udGtvV0PRTBR6ekFpuHZKyczj/FkWs43C1zd3ajg F1kGZC+i/jESnjgaf3nyWSosKrBzy+eYNJ/otfQAzDp6AOPmzqLRQmjUGYJFhY5wvYyOCUA7w7Uc acAxfA9h5IfO78H0OxPPnCqCbgrqaquGlWdFJS3EPgG+HGe7oSJa9B9vvpyxnF3Y9vlbCE6aAg+G mB2iYBpBsKFhMeGDqTlSXYKiU/GHv/2L6LI12LHxE2TMWgxxFD9+aC9GTOea6eVhqzNdWd3c3Ag+ 5Ga7/i/blBPnmIuLC7xppWz2CWPaJiFoWoiGbEZQYBy6ea4X11V1nRhB7JfCk8egYhz+lGljpT2x mpg6FpU3vTAj0GWlApDCYTuVaEbKIAWnyzFrNL0VjXSbdXCF2sEZLkSsde1bw0S1XOk92FVfhlae 7UMjU9DdLvxFLSijLBXD0DVBvd2MDed2qyGWzECB2rYycpFReIdh7LQsfPzEWujiaa52iSI6VBwS gw/hzd9+ysN9E7YXhOC2+9zRwjxePQQEcHB1R2SqAw6eUUB3aj9e39sKd7rhNhvcsSJ9GAzN/O3T a2llskMWUVCvyfCFKreKyKcUTCkxR+rpDksroJ25GfruXjhFRWFYyH689eBa1IQTwjc/BNde7yEt ZCLGUcU4wcbsbKx/vhz5O4oRc80KxHlV4/O3DuIT+0pa6AIxZkYkPOyFY66FblhERuSG56NyQbgH hR0/Z1iO6WmdrEF4uA9SxsYgyKMZicwJmU83rdpuutcSEl1Y04QVXF9WiE1vt+O4jzdixvO3XCQM ekeExCpxoLYcVRXMMcqYoeqCNlpWmbNqbCyCPMXzinHqTCWarBTcqb3Sc4HW63spkgttlonAOL00 zvkgIqURxwpakaAnMi07W6pzZw/MvlEIZgB1cKiWcapqfqdD+XGi245KRlxqGAKIFjdsE59f3gTd OD+68vCZfIZG60s49EqcyqXLTGcd9n/ajMp8T/inpSOqNRPvbiTUPTeNblqvM4a5obmJKLm9XOxo 2rd6MN504h68/o/PoDzkhP27ezHp0Wi4KYvZN7TEcmDGjnHFGsZ/9FacwWfvnYDRNwyNm0sRlzIS qRPjERikR1x1FSqYU7RS5Gf9dBtOb21Hmz4Wl8drsHc1Y7fYj0rmYz25lfGaxlJEjKF1luOvl4i0 KgKAtDB304aXqlG6vwj+U6fBs5050mbEIziWhxdVM4Jfz0elvQOqD1WgtbITx7KVRDSOg5b8M3DD rCtsR9olDIjm/W7qSATtKkZxSyrCYplWYbUCk3lYsm/JxoevHYDJLxyd1DqNfyBQgsKXSeaAzIFf lgM9TMmxYdUH+PLAYQSEpOCeO65BgL8v3L18UX3ah3k4w9DFPGifvf82dpw6Q+tMCe645TLEMm1U Ta4PdBQ8nSgcdTaWo47x9c6BjLEjZR7YiwOMRakoKSaK5G9t+7k85b9XZzfTSrNu02aittPlmQeS S5ctwVuvv8IDTBn0RDK/9tY0PP34BwgOL0Nu9jEqYmcjMSEEG6gZX7dnP7wC6DG0ZAZOb1+HRw5+ LikRZjNVRGkuhbgLoDPaiJAs2l9fV41u5uFesmIF3nnjVcYYM4d2uwF3P/x7AuyUYe3GQxhFhfKh 3d6YOWsKc30fwNptu5h6JBIP3HOzlD5msJG+ux2fr/kE5c0EJmFe1vnMx7mb8VmZmUfRRMX6XQ88 TOuRDv/8/XO49t5r4O6gwQfPPoU1TGUUM3YWswC0oLm7DSPpDtlRfQbvvvIuUmmhGh8TO2Qtdef3 sYpK9eDQcIJwORHQchcCeAZua6jGxxsOIbmqBccOHsCsWTPQVpsP17AwBIf5Y8/7qwispsOdv757 SIGhCcCcLz/9mJbeWpTl5WH5zXfQKrgXew9kopqu/Dff82v4013UnzrGPF8PBIeESXgq6zZnMge8 iu62hRjBMLIxY5O/DvP7hSedQGwPZKYNP7oA5x7ZxvOywBxpwNrNhxEeWYOc40wzOW0KuqoKsXrD RnoPeOKe226i0uqb6aZaaDz74qP3sTOnACNGTcfwKD9sXvMKtnyiRGDSaKRFhlAuehkbP6KwHjeC xjpnbPjiOA4czaFlkka2sGTKRJ74as372LZOjZBhqdjwySZaP92x7Jo5sPtkC/78h6MMbfHE5UlJ fM77+IzZPDz84nDvbdfQGNWOz9ZtQElRIRauuAp+VAK/88rL2PwxDW2RSSgtK8DWHRsJAHWKssEM KpEdztlv+1xtRYymAzKuW8Qv96OgywHjJiUQTcsD7rcuANbloc7sj6W/Ho9IxlRq6ZboaXWhC6Yd 4pbMw1XlKkRnODF302HU0ro1dvJIBNNCapk1F0vqDyCfsXrz549kDi8l2vxDkDaFADYKd8z51RJY Y1xprQzB2Ek+8KfFM+a2RTCtJUKa9L4JTOOikYJn6dNKK5cf0qf74kxrL5KuWsRJGgJlgwnDxjai llK90d8ovC0lAc5qcUPanEjJ1dZtxgzcPJYMIeKsMiMVo4lQ6+XlAg8F0XoZrxg9LgFO7RS+4r3g GMwYVgqLFjt3pM4iSmtZB4Fruoh4G4jUeQQ00hLZLSweIybpCMbkCo8ZDkRFNSCZ5mgPAvaI50WN S4RDqx0D8i1wCwpF2gy+10DhikKXGxOgi2sFUc0CJ01jflB3+NoRSMdE6x9jFofPobBpdcTwqxYi 2sWLrmUqJHLy+NYQ5ZfgSGoTtRJwQcYliWhmDKu+XcE4zkgC8Diz3irEzpyGNg9HeI6NQO3hGrqh dsKJsbLeGeMwouwIqloUSJ86GSFqaiS0/I1BIPMymJkHieTL5+NyxXGUtpkw4daRmDjME73Mx5o2 k4I4hXiPkWNxzV1tCE8LhrehBzkFHYi75nLEhLkgSEuUWbbXPToG46mp0RGUqOhEJXRqAhFdmQE6 /GLYrGi6NjtCwVxmMaVGjpd2/oZjKCkKrnqtJJinz/RHXqMBsUvn0yIdhJbjtND6Mz8aBXI79xBM usSCLqqJ7DuK0dTriPkPTMTICAWMjMm1UFPknz4CLnS7FffDPRTTFjEmlW30HTseNzzZjShnCuhO MRg5sQMn8zsQsHg2hkfQnfg8V4JfeI2SXy9zYEhyQMSQdDN/cUR4GK0onJcDXKWiU8fDTss1idpw PRVV8URAV1FpJlIU2NOqFpUyHmalDcnPTu2Iq5fPZSy+DchGryOKeksrJi266qw2/EIQdgbTIPAm toEUV29nj2mzFmFERiKOHz0oXU+/ZBH7IxSTJo9ASVkFmppa0GOgBpx7SzddwEJDQiTgOhd3byy/ ZjY+23wI8+fMRgD3qoJB5A73f/HbSwDn0DprpBfTlJnzMJLtP5mVKV1Pu2QBQn2Zk6/ZiClTM+iN 1EJFKAEKyYNuIuEHM65PobDn2OW+K2EpDK5YPVcigMYlJKJo+06Mn74EC6eNwaYvv0CXTo9pS69F WKCv5AK65KoFCAoOgEdCIMqq8pnurAfLZ0+Cg4KpZpKH0WpDPIVeZkfw9EJgYLCUbH5o5Z/83zNW wbVpxMQ55I0DlCZXTJs2CtXE9Gg2cMwQR0QIp56BYdBqtTyDM70e8T3EvWLuDZU1S+vsDHdvplg8 xdzvoy/B2PRk7N+3E21t7VzDr0BCbISN0TzvJ4+eBRcfsTapuP6MQtbJ01x/molrwjNj33//u1d+ vjustCpmjJ8NbzdnYsCYec4didLyCjQ3c82kl4CuWw9vH4K2Mm7SwPXDzu6baVXMXDMZVYjosBAo ePaNSxmG6V1VzM9Zg0UzpyIy1IsW0FIczq7F0kumwoVjKS09kWmQhKdkIzw8uzF75iTUtFUS8Kod ly+cgXqmSTQzJNKNltTpS6Zg1dqtWDRvGhJjglGwn4YvrmFqIt/28t0Wutg2N4sUStMwigomF3sz ps8bjcysGly28BKGVnYh88hh+EWkYcaUqRJzv5lORfSfyAdp54ax9yzFJFoYjey0HqY7sQ+OwdKH htGyx/xNdOfUd1sYZxcsAdoY+bdrTAwmDGNsHa2Xs267VALo6aVvsZ75HOmrizF3X4qJnDC255nh EsBFK4TXvD9ofIIUL9qLAKT78vnkpMWfltaH4vveR0uh2LxEYIFw2dB4YdydCzFZxG/y8KEjCpTV MwyzfxtLAChOSgqoui7GqUpChAviJrgzpyTrwQ3RQ6TgoPnXLy6JZnmBmircQHvJRMayEmVqmADz 5WZg5XMFY80U/hJXzMBwgbzHdxtokWUaUZgMZLqdH1Iz6P5KK5tdIH/DRGTB0vO/fl6SuKaV044T Ij5ItJ/8FbXy9af7r7g2wSU6DunEeiU4scRPE5saP8mD5mkTHNJiCKJDSybdkiOTkxCbzndz0zIR /dfEOnulx8OXfWbsYb6j6GAKr6I9dNPl4h8kBOfQUbhqGi3LfKeJ/UG5EdNvXkSrougfA12A+/rc KIKFbX+b7X0w9a6FmClce3mYExNA6eWPhABRX/LRLQBjCVgk/vbjQB3JWE+rsFbS+t2rYz/2EsWX WpRoAg3ZMbZ35OxREiKxgc/R9dBiOt6V/UEuRMRjyYMpUtqbXh5KjHTx8SWKMbOvYOQt8zFe9IXo X77HbUoSXWNZXxHUzFiiUArhCj4zjXmwRMpbaayRB9JhU+OM+BlJsPTfz7yoUVNTYBHtVYRg6hwe GljPLosWqQtmYNRSAc3NgwHHqmz8+PkWXvlNMgf+Gwcc6aFy7T0ir903KSSK2us+uvuRh79xQ0hU 0tnPnN19EMfST1NmXAJRZPrhHFA7OOG22+8+5wG33n7XOdfXXn/TN15w+e23n/tZOOH5xwzoiwtk 8VVSuXHTLee25cabz712o2X+7nt+dU57kxhLtWTAJzXVxYNSgBg9eSpE6ac5Cy6FKP2kILjSuGmj z15ffu0d57TTWeB/kLz9g3Dv7+6T/u5gWM5QEZa+68zSMK45Prk/d6IGt952Lh8HPmfOkqVnL21I 30OHptBjQpSza/h519LnPLtGDRt+9p5FS5ZDlH4SisvBNv5UDBeMPdv/wHU3nLdmjkzGzGVf93M5 Lbznt8EnKAi3PfDAOYNhzuJrMGfx1x/NvfRa5uX9+nrU2EkQZSAtu+yas5fuSbZQAEEJKXQLZ+mn FbecG7MPBOIvf/3rgEcp+O5z3/+nP//lvw7Wc30+qD3W08/XFiJKovAgDuZdrRLWq43Y0UL4kf6k gGCm5EvjnUS69gEw9RIikHhe94DnCbRYClPi5/xaCCs2YkLS/lwb579vIBj3+c8T31HI0tEC+k2i YEzhViJqkc6+iQKVEPD6GyOBEA34/mwjKcgZiD77dfYbftP/Ggbp0uBno75693HEBmrU/zwhyArX WsFQfi6EQMnVVromb8m7c54vqkoXHqlZtBieZYkQzs/eaEMePvu9+JsMle4VfSMBPwmW9qAv1le6 FO/WdXxLGoGBilcKujpaO78m8fCv6yv+1nfavjczNtNwzuNs9RKCqMj3Jchwtn9tCLRn++MbfdzH Rv6+h2Oon7XSewY8QygAhNAsPZv8+QbxeyFYnqWB12KcdNm+YYZRCQX43Pp/83HyJzIHZA7IHJA5 IHPgx+TAYLN2/pht+8azBpdh9ydtqvxwmQM/CQcuwjlE7xcV3R894MygU43im/DnPwkj5YfKHJA5 MGg54EqEazWRCZ3p7iKTzIGLlQP2RI0U4Awy/bIcEMA7oi+GCgngkKHSXtG3GiJcenh4DJXu/cna 6ejoSERhGwCRTN+NA0K+udDHn5g7og0Xet+L+re3t0sdpyonMMCdt/0aZQ35jEEYfEHv3214yXfJ HJA58GNxQM3g/NNHC9Fx5nls2b7px3qs/ByZA4OKA3v27EFJSQlWrlw5qOo11CpTW1uL/Px83PIN d66LkxP1BAY5ffr0kGivkV5dR48exfXXXy8h5sr0wzlw/PhxiYcHDhz44Q8ZYr8UcYWHDh3CHXfc ISFLX4jU1cV4ycxMaQ6p+5B+L8R25ObmYvHixVJ8u6qxqQG7D+xgDplFjHU762R7IbZLrrPMAZkD PwIHtE4OhHxvREpiCqbOmPIjPFF+hMyBwccBIXRmZGQQ/XDE4KvcEKrRKSIfdnR0YM6cOUOi1ULI bm1tHRLt1REXRAjZ06dPv2AP/oNlUIo5Ijw0hso8+TH4bmbYlxB4Jk+eDH+Co12IJMCAysrKCKY6 64JW3giBsx9gSDJxxhEVdcayseho7QuCuxB7R66zzAGZAz8KB1w9nZF16BQmjJ+IJUsGwmL8KI+X HyJzYFBwYOvWrZg5cyamTv0aUGVQVGyIVSKEiLdCCTBU1pqcnBzJwjtU2rt27VpceeWVkrugTD+c AwUFBfD19R0y4+aHc+rcX3766adYtmyZxLsLkVpaWrBr1y5pDl3IJNxs6+rqJKAkSfA09ZqZfoLI o0SJlUnmgMyBoc0BJZOBizVBr5c9IIb2SLi4Wy/cALu7vwVw7eJu9qBrnegDkSJnqJBwnRsq7RVW OoEsKv719vYeKl38k7TTQOBIeU/+fqwVY0/Mtc7OzgtW8BR1F20Q6+SFHOc5cOxeEEGdIjWHhAg7 xOCkv98Uk++WOSBzQOaAzAGZAzIHZA7IHJA5IHNA5sDg5MAAwZMBnw4aqJUiLyXTUjAnpcWqgMZR DX7EvBZmJre1QGmvlnJ1StdSTksl7LUqpqgQuaJFOgum2+ANIi+lmfkm1fy9SIUpMr32Mq+lycxc RCK1iFJJ1wuFlGdTfCRISVcMtdomZAoyibyezNmiFPkqmStTY6+k5G+Bqr8O4qkURnuZ65M5VKFk wnH+z3yQrBefouLzLbTcyPLq4Bx8cq1kDsgckDkgc0DmgMyBC5sDIk2cjjm1tU7O0nlRGAlEknuZ vj8Hepj3zaqyh1ajln5s5PlWYy+7KX9/Tsq/GKwc6BM8KewpetF4qhhVTT1QeXkgKtYfWmsXKg7X oLGTAqCrB2KiXNF9qha1bb1Q+/vw2gtqfTvOHKtDm94MtYsv4jO8YGiiewU0cHa1oOpIERrajbCz d0dkWiCciZpuMVO41bWhpNAEj3B3OKklSRZNuYWobjVDxWsT8zW6R0Yi2NuIna9uxqkGLcbePQcZ 7j0oPlKJToVGEkhN9BYOGhYBb2c7GFqaUNGsgF+UGzRWI1oqjXDwdIS9hu8bWrl3B+t4k+slc0Dm gMyB/8oBg16HDZ98ivyCUlx1240ICwki9kALVr3xnpTz+MqbroO3pweaG+rRypzTUbFRsJoM+PLD V3E4vwI33fM7RAR4ozDvJMoqa4nUrkBwaDRctXZ475V3EBgbg6UrlsBJKyNsfpdhWMy4MhdPH/j6 eAotL47s248N67ZgzuWXYvSIDDRUnMGHH36IsJTxWDR3BporivCBdD0OCy6ZYVNSk2prqqE3mBEZ EYrCEwfw2catGDvzUkwalSqhHA5esqLgdB78Q8Pg5uKE4wcPYN3aLzFz6SJMGDsaTdUl+OCDlQhK GIVF82ZDTe+sMzmH8NmXWzBy2nxMGZMhKdLr62rRyRzT0ZHhUr7rwUgVJcV477V3eYZLx6Ili6Fr bsD7b74Ct9AYXL5iBY0CX9spxPz74LW34eDhjRVXX4ba4pN4d/V6LLv+FgyPC0PW0RPM165BSlr0 IO/fn78nurs6UFFZh6iYKBplrNiz9Svs3Z2JS6+7ErERwXj9xWegDhyGmy5fDH13C3Zvz8KCJTOl texipqaGOrR36BHOOaLkPKqtrMD7r3PNjorG0iuWw0y+ffT2q4C7H66+5lq0N9bj3VfeQkB0FC5d vgTOjlo0lpfhvffeRFTqKCycP3/Qjb2mqkqsfOd1hCZlYNGChVCw/zP37sXWjdtxyYpLkZGWgpL8 XJTX1lF+8kBqWhrv+eaC0dHWgk/eXYWuXhOuvPE6OCiBNe9+gC7j19cfv/shOnl92fVXw8/bk3tm HYG+cmGgpS8pNQ3KXgM+IH89GGO/hHuiq7MtVY8wPB7ZuRU79x/AvMuuRkJUBHKzs1HX0gof/yAk JQ5DT1cb1r63Cu16I6648VpoudCvfX8VWrp1Un18PV2x9bN3se94Hi6/6T4kRoWe0xfSSmJHq6VS 2Yydz25FqRZob7PH1DuWYmpKDTb8bTPaozxgHxkPD1dH7Hp8F1pj7NFQ5YGr/jwHwbo8fPr4EaiS PNCU14kxT85HWH41Gs3BGDu3h7/fhI5YH+gL6+B91RzcuGQYHO0VqNi0By+8UIl5b9yIaWGObKwR DVzgt22h8Fulg3dyGMbM06L2sx3YkGOPcJ8WrPnLVrjcnYjKg8ewb1c5uph/NDQ5AjPDohDkZUH2 ++vw9kEt7njvaiTa12LPOyVIvG4EokMcYKalVCaZAzIHZA7IHBi8HGisr5HSBRRXlcLykQt+c+9d qCgpxNHsY6hprIYXDyFTR6Tjlb8/Dp2HP/7050fQUl6Cr3YdQyM3vZUffo4H7rgSRw/tw8bt+yVr QYBfMqZOjsKp0gJs3Pk5/CKiMHvS6EF3KBlsvXJs91689NyzmHjFzbhh+Rx6OOmwZ+cO5JadRs0b zQiJiMWnPHzsPpYNx4I6BIdE4OiGNdiTmQUHngGCgiMwKkUoBnrx3N8fQbPCE0/96c94760PUNTQ iNLGXiTGx1Cg4alpUJIVmz9aiw8+Xo2rfv0oZo5J4LljF/LKClD11hsIi47Hxg9W84B2HNpTlQgJ i0Z6fBDee2MlCuvqUVSrR0RYJML93fCfpx9DWYcC7772yqAUIITF8vC+vZwjhTiWdwKRiUnI3rkd G3Yfhtb5JDxD4zFv4nDbwZQKiIJTOcg6nYOi0jw4erkjNjIE06ZNpHDQTCFbi4byIoyYveAsiuWg 7N5fqFI71n+EZ99ejbfe+wQ+POsf3LcPR3IOo+bFBtx8482IHzERSlMX6lq7UZ9zDH5BtthYAcpy sVJ9RQ3+8+Tf0OMVjAcf/DW8nDXIOpyJ7MJc7D12AKEUdmpPncRnm/ZC4+oA97A4uOoakVOUhz3H 9lGhmICpIxPxztsrsfNoNpWQpfCJSMD45OhBwzKryYj3KRx+dfAEnHOL4R2egDFxATiwZzdOFp1E /bvtcHP/Fd565U2U1NciLjENUXHDpPXiXOWcFWVFZ3A8+wTyCrnWenthVGIcsk5m43TecdhL17HS 9cm8Y1C6ueL2G6/Bnu078CaFUU9/X9zi5o3exkpk5eWgbOtaeAQHY9EsG8hebVUFXn3zI3QY2tGC z7B0wSV489mX0Gk2YtTEaYiNj0dVWQmOZZ3A6YITUHm6YVxaEk7kHEdxZSlcAoOpUEzBjt3HUFbf iFXckx/73V3nrHtnVVhmkwX2UWm47bcZaFr1FTKzClEX74mA8dNw45/HwIcWxMozOXDNmIQbnklF zgOfo6a4Fo5+zhg2fy4u/VM6yt5+D+++ewraUZ6Se20vXW19Rk/CdY9PgerIF3jiyVM4MyYGI+IM KC93QGysFboOM712rdyc1Ei7fhkiU49j8+fVGPvYZQgo3oPXN3nhrhevwvDATmx7dBWOVjritqdu RcgTa1ASkoa5S+Kh7OiiFN+KmnoXJMXr0FwPKMKFFZdlkGoXB81skCsic0DmgMyBQcIB38AQPP3y fxhn0YkXV65HeV0r4lMz8PrK99HVWIa3txxHS3s3Jk2bhnZXT+4fXSiqrseMGx7EoomJeP2FD9BB oLwrb7hDKk0UZFdvOIg5ixdg8fIrcWzfJhwsq8dsSeE6SBo9CKshDrlmswLLrr4CZi9vyWNIqdTg N398TKrtui/XY9PmjXCLGo7Pfv9H7NtyEDvWrII3UzB9+rtHsHP9LpQdz5UEz+amdtjxLJCREYaC 3BwMm7IEf1s6HR+8/BEq8sqljhiMVk8LBSxHJ1esuJaIrJK1T4F7H34E9/KvjZs3YeuWTXAKScRn 6x7GgS37UMH2eqjaEDthIf66YhZWv/4JqvKK4OUUD0uPBcNToxgCNHhp8dXXYdm11+PkiUxsp2U7 mN4GH3z+BfT1VdiyOwfoEzxFC0ZOmoJx02ai+NQBrN5+CjHB/khJTkB9SzdqamtgdvSDt6uTBCp0 MQtM37c3zbQmVVe0Ykx6tGRZ0ji44uHHH+d614E3PliLU3nFmDkpA50Ekulqa0BNhxXpscEXveBp JHjO+ClT0cU13UgQJVDwnLl4CeYsXY7igiys352NQG9XvEpvGCfyas26fZh71XzMWngpCk8dwf6i djRWlyGM6bE+/ePvUcQUTblFFbAkRQ6adb6lvgJBycn45KHfoSw/D9kF5VDQcPbrP/xR6t/P1q/H qaJyjF2wAk/NGnd2aJW3NX5jDsWnpuNFKr/qS7LxwfZsCrFReP71185e+4TH4LnXX0Udv1+96zTa OrvgHhyFp156k9ZHP+nZJlMips2dj+zM7dhfTAAjyoBqWi7r6MWx/O5f4ZJxaVj76WZU03NowY13 Y/7UjL46WREZn4Tn33gNDaUn8eH2E/CikvHZ115DT2sN3tuwH8dyz2D8ZXfhqQlJWPnmpzAwpHLg OnAuuBAXWjrRwsVXC62O8Zi9jNTUd6K+nA3XqhmLaUeplRVmHGcvk8zbu6qgZOymiQOlo00P79Th SDq0F5Ut7oimkkbs60Lb2dXUBr+YVIz234S6ZiJltneiwckFsakhOJlbB0t8lCQk9jJGQNdtJANM 6OHhorW0Ho3UbIRqdWhvVSFsnC+25TZD1+bNeFMT41AN0HUyrkDUgm62HUH+iHRqRv7pBsyIElqC 77ssyPfLHJA5IHNA5sAvxQGNhrEYpMaaWu5EdnDU2kOlssU6VVfX0KVIiRhqcxNj/bBuxxHYqVSw I3ZA4fH9qA6zh96ROAH2X7vRHtn1BaJjh8NebYuRMpgt6OS+IdP/4AD3zlHTxqO86DSyKjq5yxO6 oY+HJl07DHSxUpq6afULkR7krLWirvI0oieOlq61GhPdTnXopSXtTH4OAmOS4O/qhq72RkRFxkj3 uGpNjAPkgYcH8MFIPO1g0oJZyDlxGA10E1YqbePQYuiEXtcDhUlHK2eQ9JmDmiFC6EZLI10oo2w8 cdMSm0LfjNyTJ+AXPQx+7k4MKBqcpFDacDoENTe30nWORgMe/j3pw9eocICytpmuswygEvONuBvi gCrIQE+ybnoVtLQ0QOSEt3d2Q09bM9KnzJK+v3htdD+sH8tyT0Dh4cNzqtGWVkLdF8fJ0DK9yQpj bydO5+bDzDAy/g9vP2+EhFyY+Se/D4dCosLg5++CLXtPEJNF4MAooOpzhGhsaIYDx6OXkwq+7loY W3uhaeygO67thgZ+7+HiyTnZjQB+78ChaW/hel/bROwXsbYMDkFA193FNVALR0pdDlbWr6aJWDc2 Eay3q4X4OD3w8vSjNbOclssiGuaiJMydbxLxbvrW4h7KQd3E2lGpbPtb/7W6b8800BW3q8fI8WTh mt3FsIFTCPJ1gbuLI39je3cP7+mk7GXpm61meraEBkVK3zl29aLN1I6Glk5UVgchmDKWQOHpT43U Q2T4Lr5frbbt27V0ERZhLA7E5Cnan4lSfxU6idujdLD/pqut+IGU3LO7HcXHT6PxQBMskcO5UJpQ sWEt3v/wI8RddTnNtcEwN5cg871m5LQrMTHEkwOgldXlAGD/KrVu8AptQEFtBGJ9BzKM2lO4wTeK cZ3U4HSeqYfezoDghBA4bG5C+7IoeH7L3tPV1AoPXwqlnIBWBUGFaEL26ZMmBy5oCjKw+VQFTH4e cHXwhl1uIzqXew6S4fZ9pp98r8wBmQMyB4YwB6j8zM/ZR3erf2LOkmsR6uvGMIkeHNy5Hg//8S38 +cm/gpEa0On0khufleLpxIkZeOeVvyD8T09iz4EN8OQBX5CZQk9zswbTJ4aeZWj5ydOYPHqmdH0R e679fw+gfog/kXJmINVVFuGJvzwJOMXi6gVhaOlslb7WUuCvrC2hArpFulazkxQ8i3R20V2wthOj hseiurYRTXVlcPULt90jTojc162DVBqzWWGpWOfBjEdZqc4N1aX4x+NPQacIw/WXRqGps0U6Z6iI I6GgDNFYUwavSFu+QI2jEu1d7WjtoItaehxKyysGtSDWRcvKh2+/hs+/KsGLz/wGu3bvRpN+MwwN DajmWezbNPlFWTmYPW44rIxFfOn5VVhw1SI4ODqjrbocagoPLqKPZTrLgYoHGJcAABYRSURBVIL8 WqTERVC4aDrHAlRVVgk3QzfGz1mA1576F1TuAciYmE5hwYBCCiKx0WGD0ivgx+xag4HCz4BFWc+1 5fM17+Htj47imacfwIkTR7B27Rew79Wjsp4GKAprn69bjdff2483V74IV0UHvty2H+09ZlSdKoRZ rxlUPHN0dsXpU/vQZjSjPr8EOjGl+F9d5Rk8zr1L4RKNp56ag/2frsKdb7yMGYtW4Fd33UBj338X nItO5SE12BueFCQF9V979F+fzEVqkBe8Pdyh6unAmy/8B6vWROL3f3gIqXE24bI6twDjEsdQqWQT 5O0oxG5j3HFTXTwOHctBfHokcqjA/ei9t3HVTbfiquXzqVi0Ca3FDI8U7/dyUePI7vX4/WNv4N7f PYS5U5Nx7y1XIuGxx/EpXcu1FD7Fft1PZy2eSo0S+pyd+OdaPfxnzMF9t4fCQVcEh+BwjJ7ghvAk H2iVtF4ynmZXDRAwbxLiCQzUUPP1w6zmXiLM2hOB61s2dauwUKq5KFGjxt8HBfkhfkIQWjdtRWXr KDLmm9oxUVENmd4vZJo5CbstNgZ/Tew6FQ8YFUrEZoQizqEDddmlqO70OQts8GNODvlZMgdkDsgc kDnwE3GAgudJxo5otBa08GDR3m2gR4ueh44suLkpGTNSC3oEDThQ8D6C3UXETMDs6YXILyxBekoM HLgxNtWUo13pxD3HRapse0s1wQ88MSM8/Ceq/EX82L6zT0XRKQqb7fAiyF9+aRX8Q+KkRovzooF5 f4Wwb7tm+AytDQ21FQhITkOoQyNa6cVkMXaePRxI9wx6k5itgv2CeFVJLhoIduUW4C+13y/Qdnjr b0uvkbnQOYb7mVJcnIcRc65BuFsXGpqaCbk4eKmtqRqFpeXQao1o7FUjhNa2W2++Fa5U+M+YtFwC fBlIBl0Lals0SA4MQ0TkOEyePR/7tm5BU1cn3n3rLYycMgezZ4zn72ThU/CtjTHqGj9/xMSFoLn2 NBwJhmMjC8orG+HoGoWoiHA89coLqCopQRbXwTyOn6079uCxxx7+VpCZwTuafkDNzlsLhKtxbkER +WRCHZ1UIoKDcMsNd0Hp6oLJ45aho6UOuflnCMID5JWU4xIqID0o4Nx59fXw8g/AisU32oS2wWHw hBfXCg8HFe699kYa1HyxeP71UtXKz9AVlsBJLs6UXdqMeOxfz+BuKrie+89bOJxdhGGh7t8qQJuN XcQ9sCJ1VCyFRgXMhi5U8zqt/5rfVzcAKaOjpbEzg27Jonzyziv4YuMueg1FoqejHs3dbhgdRtCz vi6LTkjHGy+8hX8TRyEoIAlT5s/AS++8j1K6NL+8cgNy01OQMSwSZmM3qhr4/tHxUFh7kZ2dA3uK Z1VNtaioC0do5GjMmq7l2K6it8SIb7d4Wriba8KTsHhuFCZfPh5xPlbUllkZozkZ1z02Gp5mA2pL T8F9zExcfo0Jq186g9P50fBjyhJpYRYuuNxU2sv84ZsqpNuBo0gJhaoZTUU+CFhEIfF0BbZvqsaJ Pc5orqxGRnEvRo6xp5vvueTg7IiWOuPZwaPsppbb6Ty3A5rb1eYWVNBfes/echx0NqJep4ZfZSrN vz9g8Ms/kTkgc0DmgMyBX4YDChWWX3cfyx34xzPvorSsBmmJEbjnocdx0221+Ndr66UYTkceKATo gsmoRxbDO1InLMCfnkzB439+DlXVKYiOCGEczREqOF3gylgzQV98uAnhqTHwElpOkhx79j26WGzn wv126mKsZPns8w04fHA3ERGHSe6jdjT3xSck0/KnleIY1WotXF08UJy9Bx98sQ8GYflr60B4eAiW hY2RXqzROMHJ0ZHhMu3foyK/zK0UkaUXD584D++xrP9yM/bv3QG3oFgi69PbS+XAA7IzFSZEYdbb hG+tozuKz5xAJl0nQTe7puYWOPjGEtn/fLCQX6ZN5781ODoNTz//Go4fPkDPgWz86tbl+Mw/mq7Q VhRnFdssAwMO8Zs+2QqP0AAEhQVKjzJ0t6GbWB32jIddePnlzEygQxndCS92NNbv2nsNlYVYS4vy m3oLEVtLMKfWDg/cfxeBmCqQnZWPZbde2/coCy3lOsnVNj5tJJKtBhRXN9Fd0jqoLHjftd0/9D4f KrX++o8XUEj35PW78vCbOy9nbOfnTK1oRV5mAQIjkvHnp57Hmbwshl3kYgZjEq+6/W4MSxsHHWMK myrpuSmsbINIu3X5zbcjPmkUdEwVWVtSK7Fm9LTFUlm16mPkZBUgfPZYeAVFYHzGZPQSv6A32PVb +3335j2wMM1OdB+A0p6t51/vhYUpMmOTY8/pgilzlqLhzS8k19tNa7+Cf0wIFWg+Z+9x9/LBEy+8 iDuralGaV0Y3ZpuCJCJpJNLCS2GgtRkUPPfRumymS28Us4oomfrn5nsfxfU3t+DZ1z/FhvXrEJs+ GQ88eh+e/dfrkvu+oP7l46zF00LtpIaL6MSrRyPEhX77ejHIeSc7zsRcmFb6GgvtgamrCwiOQaip FO01zXD3UDKvpoaLrgI1p84gn0izGYSu75c77VgxR6JQmSm5Z1m0SEYPco298Bw/EpckKnDisBrV NS2MnwiUFjiJxD98l7OPF0xri1F5VQISHYhaSyCCwMgUKJSUcvvlWsb8qOobUEytdsykWIzy7cKW Q40McG+FG/OC2jsyHxLjU/UUnCVN+Q+dBfLvZA7IHJA5IHPgJ+VALyHebfEi9I6hEGqhq6eZOAFK 7iNKjQM00jnCCgemttA6OkkgdhoHM6IzEnn6d0aYuyO9bmwxnKdPtCB2RCgtLkBp7hG08tkLJ0wQ W4tM35EDTk6Cz4z/I89MvcazcZ4qIuEH+EcwPsheBNqgqaENIcGpsHdwk2IF21r1aG83YcKM+VC5 hqM49zjKquuQPHwc9ATaEdTYoINPqIqxRoPZIqaAk5MjeixCefG15KWyUyHQPxxGs0CYADrae9DZ QQChlCQcO2MTpGuq2zF1ymVw93dnioRsFJUQ/CQ0GM111X3P+o6d8DPcJlBt7ajEF+7FaioPFDyj CUobnc4z2gF0MT2CsFz20OtMTW8CIURVM93KYgK8aPri0LIP58CD8w8WE9xoJa2pY1wZnyNjbdg6 MCQ2Hdcw3UxlRQUOH9iORCIHC6HoyIFtBNXMYOpAm0KshYjPtWVViI4JQKfBjvPPhXPmXJf3n2FI /OyvcGQ6Dy0VUZIlmF4DZvJGxHGK8aikDCIoaXgKzuRmoc2ZViUhmTNGUnyv5uHeTBlGRXkgfcxw 7NyxDQZvd8ZIcnYOMq+KNNZv7+4dMPh4MIzk6zXVnvuepYceE33UwxhyRxdvaT09X0naUleBYiJH T7hkORw5H9sbqlBUNvC6mojThfx+Bb8/FzXc2NNJq7EzSohe3aLvxtLxY+kdSowdzlXxHpEz1tOX 7ru+nsikq24oLcz9ZIQR9i4u6KDb6hmixI+dsRRO9mqKiSbKh8T84R7NQFMGh+qRMDIBdmoX7slO MPXo2Q1fd8QAcCEuEp06dHLDMBDQQUKEpS6ztbgER7ao4U50Nw/PXppXjTCYvBE9rA27aMf1UVrR kFeDg6vLsfPdM0i6fxncS4rQRIHVjsGZ7aUVyNpkQM6qA/CethyeZKaBvteTrpiCiVF6aC2d2HCo Ag2WYHjYiXgPuuQSLEJkP3GLprlWvQpv/9MVl0U34ZO9rlg0h77KjAsxsXFGowVKmtYbztTCyScA k1dMQoZXI+MLdqCIn/XUd6J7Zw6aIrwQGh0ITye26BxL7M8+t+QXyhyQOSBzQObAf+HA6aN7cbqk FfqmElQ0GODq5YbMXZtR3tSL6oKjMLqGcY/oxfYvNmPnsQLohPsmgRE+WfUBkiN8kV+hxwwPD+5l TGfR3YNU3wDpTVt3HCWwXRsO7N8GH0L2jxiROKSsBz9kwFUSsn/Llo0oau5FsJsz3Oy7JUsYaIE5 fPQk5jDH26mNX+Hl4lPM7d2FcVOmI2/bLrxMQKLq5nZMn7+Ued/CMHtOGMqDXXCUcVfDx03GO8+8 io6K4yis12FMyDx0l7QMWutzIVMWbPxqK7qVXowRKmcca500/g4zZcPs5Vchf9tOvHzmJGpaOzF1 /jJ4Mq9lzuY16Cg/gcKabtxw002IC/Mh8JUX9h0+iuiwYHpxVQ0mI4w0NDpbG7CDbTEq7ZF9YC+R h+cj7/RJFBQUIvvwQSy7+V4qHnR48pHnsfyGRSgsPIWiynoCL+1HFeMRo+kOWNPeirSRY2BsqcT2 zTsIPBWDSOZUP9f77YeMxIvjN1pnd4ybNA3Wnnbmsa/G8BEjmIuyBpt2ncKEKS7YvHknUqi4qCk9 DYW3P0LDAogcvYNYnD1YsHzFRb1edba24uCOLdhBi1+PzorJo6Kxb/dOdNKCnn9sP4LSpqCoMJ/j 8QxOZO7DhFlzsW3Dp2jvVSHvyD4EpU8l4A4NWceOMIdzLgoL8nHl7fdLQuegkTsZzJ6dlYUCUb/c XFxxx69RV16AfZmn6LnTwfREJRjLdCU7uN7UMVa8qLgK19xxP+ws3d+YAFlZBH3Lr0RQTDazeFQz Ryet5oVVA64riZpbRVC3LDRyvUlKiEQe06u0EBvh5MG9SJs6B0eOn0F5TT2OZO6Gj08wcpimUq1x xpIrZiAz8zBOMabWkWBHdgxG3byZKaQYZtFqUCKUFlKBfJ2VW8Ecq5SvakvpslvN2Fo1UXRz0G3n hgBPb3z28ceIDeF6WNSCyfQGEUqE/r7oEzyFBtIZUaMC4UrLpVUIZ1RTOTi5IzCoB1kbjzJpaxim L49A3DhXqIli5E3NQ1iLK7y8eDiwz8X+TVaEXr4Qc0Z7o9LaAQc+T0jwgQHdyNxQAKexM7BiaSSU NUWMCwlDkLMOTW0WeEZGYERHK7o52NwZ12Pv7YPYURq4MK+n1dUfc++YBv3bOdjSBIy9eQ7SArQS +q13KhMTe7gRWU+PDpUXYiLs4WbXicYuFSJTmIC2Q0eXFx1yMnNQXBaCOYFBIJgTBc+LYxGTWyFz QOaAzIGLjQPBzL225sMnUNlmwp133csDrT8sHaFMCv40TA6B+BPd/6zcCL/atAO11A4f4yZ383Vz Ufbe61iz9iBuved++Pt5ob2pCvPnTiAohw1h1D/AEwePZuLDlflMyj1DFjy/w8ApOpmDg5nHwUwo OHYsEVdfNQttn6zHAWrBZ866HLPGZcDLVE3Y/o8xatwsXDJ5NHztGvHM66sxmtdTRg07+xaNiw9C IwS2QyDGjA/Bh1/sxdLLrpdyXJYX2FxTByNlHzzE/HSnBb4ywTii0U0r307yZOr0ZZg9fgT8RXtf /pBxVdMwbRQ1/GzE+EkRWPn5TixacrUkdApSOXkiIipBcksejC7ebt6BsKf16NMv1iEmdjwuu2Qi Vn/0PrZs24Npi5kXPTqUngcGpGYk0QDhAW8qhFoZM71q5UrEJkyE3/IpiGeS+HBid1QTmbX4dCFC opLh6+EiIWrK9DUHeoheGxE/nEjIRAcmFrK7hz22bt7AG9wYFuAJb2cXRIVHwpn5F/UUyMordfBy c5Isx4Nx7PwYfdve1Ihd23ajVqdDpiUTU5m6x5UIyWve/xCBoem4csE0bNu8Hp+s24ixs5diyqTJ 2P/VJgLefAj/4BRcvmCGZCjbu2cnBaqTWHTN7YgK8qUVdBAhl9FCe2DvHhw4chwLrryF9fOhwOmM Jq6pmQTpmTv/GsybNgJP/eNpWi8rccmcKxER4IEKgSp+nruwB3Nn6omY/dGHH3BNTcHYcbFMWdJ6 7rWxDas/JH8Yp5mYEM0UPe1Ys/pTBAQmY9zwdBw2tGHP/j348IMzSKFgnxIXDnc3T3S2N+PTtR/D pPXC/ZffAm+VDm+9+zpDJUy44cbb4MOxWMvwlR6D7X2BfP/cWSO4J3+EVqMLfvu7m7iuO+G15/+N Tz87gKv5Gy8f93P6QhI8RUJgq9UDIxY7MDWKqU9DZYaC8Qrzn7gei6WbTLRUmmEXL9Ke0JUpOhXT aHnsJWzu5c8lg4ZPWGg21nebEJIRS/MwvzPaYS5/v1D8nJZMAUFuDQrDmAjG5hCO3dBDN4LgMIyO DD977UihdAxToYjv9Xo7uCZk4M4XmeybzzATBr+HyFcGpnkJmzkKkTTvGruM8OJi6KewSi5WBp0d PNMTuAFSdp6hxBy68Vg5+Aw6/pb7m+xl9WMsE/IzZA7IHJA58ONzwNs/iPElL53z4NikVLzy3vsD PvPEk6++es49v/nzP865dvMOxjiWflq09DKIMpAGouz9+C258J849dKlEGUg3fHgw7hjwAcZkxbi PZZ+Gj5pPt5nOZ8CmCxdFEFzlt8qlX4aRCFY36j38tvvgChf0xQwpd1ZSh03B++wDKTZS2+EKAPJ LyQGoggarBbAucsvgyj9dPV1t0CUflKq7HHp1ba+DWTezolTbSlTzqeg8Gg8/cq/pY/lPJ7f5I+w fI6e1D9mtPj7k099Kx/Fh9feeefZ7y7m9So4JhZPvPzyOXyYOGsOROmnRcuugCj9NH7mHIgykO69 /8FzrgeVoM48yHfce/8566eIib+beY8HLCl47K9P/M82pI8ah7dYBtLCBYv+z+tL5l8KUfpp1txF EOXb6MWXXzvn4+dfOLdvUoaPxhtv2FJn9dOkqVPP7YtH//pf23GOq62xLyj+7N00DffQcngOCeWk UL0w7qY/G5qesRwDyczcMv16hm/8nkKgkQKshBMnNDiSa634df/1ud8LYba7faB/u+0+s8hNI/2M 8aRMPmu7w/adhb7K0jUDeAdmbJOFzm8dY/KHMgdkDsgckDkgc0DmgMwBmQMyB2QOyBz4STkgCZ5q exVcPZ1/0hfJD5c5IHPgwuCAWAs0XBOcneU14cLoMbmWP4QDDg4OdG0jFr9MvygH3NzcYG9vy5M5 FGgotVfML5Fs3tPTcyh07U/aRkcC7wiwL5m+OwdUKpU0/jwY93+hkpg7og0Xet+L82RbW5vUDZLg eWz/Sbz8l5VELLv4kbMu1MEn11vmwM/FAQcmgz+yJwfW+ncZa1D4c71Wfo/MgZ+VAzt37pQ2wgMH Dvys75Vfdi4HCgoKsHfvXjz55JNDgjXFxcVDpr09jMPOzMzEH/7wB7gQDVOmH86B9evXS8rg+vr6 H/6QIfZL4Z4s1vfHH3+cADpfpwy5kNjQ3NwsteHPf/7zBa2g27VrF8aOHSulV1IFBgbijw89Bl2X /qJGzbqQBppcV5kDvyQHRFzEhPsX0VO9B+LgIJPMgYuRA/fccw8MxAUwEqldpl+OA8nJyRg5ciQ6 Ozt/uUr8jG9OSEhAenr6kGivsNI8+uij6GIavos5RvHnGD6XMzeq2Jv1eik2TabvwAFh8XzooYfQ 3d09uICGvkPd+2/x8/OT2iDWx0EVs/o92iBunTt3LmbMmIGjR49CJRaEDiZwjoqKgsk0eNHlvmcb 5dtlDsgckDkgc0DmgMyBC4QD3t7eF0hNf5xqDqX2enkxHY1MMgd+IQ5cDOPvYmjD4cOHmaJrC/4f k+mpDezhxNsAAAAASUVORK5CYII= ------=_NextPart_000_0067_01D71F58.04FB2530 Content-Type: image/png; name="image014.png" Content-Transfer-Encoding: base64 Content-ID: <image014.png@01D71F58.01F203E0> iVBORw0KGgoAAAANSUhEUgAAAXUAAADjCAYAAAB6tYQiAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAO xAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAP8FSURBVHhe 7F0FeBVJsz1xdxeSQEiw4O7u7u7u7u7u7u6+uLu7BwsQJELcPe/03Nw4EHZZefxT+8235M5MT3d1 d3V1ddUpdQCJvGSSOSBzQOaAzIH/xxyws7NDWFgY1EUb8ubNi/Lly/8/bo5cdZkDMgdkDvzvcuDB gwfo2rVrilCvXr06Fi1a9L/LEbnlMgdkDsgc+H/MgaVLlyIwMBAuLi4KTT0qKur/cXPkqssckDkg c+B/mwPh4eFQUVFBbGysQqjLJHNA5oDMAZkDvwcHZKH+e/Sj3AqZAzIHZA5IHJCFujwQZA7IHJA5 8BtxQBbqv1Fnyk2ROSBzQOaALNTlMSBzQOaAzIHfiAOyUP+NOlNuiswBmQMyB2ShLo8BmQMyB2QO /EYckIX6b9SZclNkDsgckDkgC3V5DMgckDkgc+A34oAs1H+jzpSbInNA5oDMAVmoy2NA5oDMAZkD vxEHZKH+G3Wm3BSZAzIHZA7IQl0eAzIHZA7IHPiNOCAL9d+oM+WmyByQOSBzQBbq8hiQOSBzQObA b8QBWaj/Rp0pN0XmgMwBmQOyUJfHgMwBmQMyB34jDshC/TfqTLkpMgdkDsgckIW6PAZkDsgckDnw G3FAFuq/UWfKTZE5IHNA5oAs1OUxIHNA5oDMgd+IA7JQ/406U26KzAGZAzIHZKH+/3gMJCYmQkVF 5f9xC+Sq/04cSGRj5NH47/eoLNT/hT746vkCI0cMw52n7xEZFS3VoGq9ppg8YQKsTfXg9/EFRg0f jltP3yXft3YuirUrFyOPkyWe3LiI8ZOnICReA9ERoShXsQVmzhwClYRYzBjeG/e+xGDh4mVwtDKU yn7/7B4G9++H4o27Y0z/Lgj88hojhg7C7eefUKhIbaxZOx1a6mrJnDh9cCdGTpgBaGhiyaoNKF+i IF7ev4Bho8bD45M/omNipWfzl6mPLWsWACHvMWRgP9x58RnDJ8xB2yY1pPtPb53H4Ilz0b7faHSo VyENp189uMTyxuHtR7/k8opVa4zZE4bD0dZSevbykS0YPX0xAoLCEBsXL/1Wq0VvLJ42BGqqKeIj 0MsDY0cOwZX7b8ivKOk512KVsGLJAjhZCh4kYuPSeZi3ahMKFKqF9RtmQVdLI7k+YnG8f+kIRo6b hPfeIdLvJSrVRLHsJti6Yw/CYlWgq6sLlcQ4hEdEQdPACnMWr4D6x2uYt24Pxs5ehkrF80nvRQQH YHS/rgg1dMbihfOgrxaFuROGYsfRK3w3AvwUHF3yYvb8JSic2zGlHYkxmDxsCPacvIC6DbphzszB afgVFxuLMwc2YOz0hQiJiJPu1W3eGfOmjEKQ11v079EVzhWbY9KoAdAga8Tzpw9uwIQZi6FrbIWo 8FBExehg4ZI5qFqxtPT+zTN7MXj0TOia22PZqjUcW9ZJvJqJHRfcsWLZErjY6GPhlKHYfOAiIlj/ BDZATccUk6fPR6sG5eH/xRMzx4/CjVdfoEOW6ug5Y93G+bAyN05Tf/mPf44DslD/53id/KWvX77g 0qnT8IURnB3tJW1739a1uHP3FU6f2Ikg36+4ePo0fBINpfuC9HR1oKmlCc9XT9GyThOo5y2LbesX 4/GVP3DpwXtExSVCRzURr54+xB2PKEQmCV5J0IQG4/b1mzAuVFMqy9/LG5fOnsNr/2i8fvUZjVo0 RuPaJRVCKcgX61ctw7PXrxEbHY3H7u8koe7Jvy+evQYda3vYWppJz+rqaLPugO8XL1w9dx7uX6Mw Zvg45HNxQaH82RES+BXXb9xEpeb+GbgslXfmKrSs7GBnZS7df3b9JAoX3o75S1ajc8v6cH/4ENdv 3Ue27DlhaqgvPaOtpZWhrABvb1wkPz9EacMlu4N0P5u1OYz0dKR/+757gY0rVuHjFz+8ercB9Zs1 QJvGFaV7ifFx2LlmCXoPmQgzOxsY6iu+8/H1e2jHBUHXyBCxgSF4+ughEjR0kS93ThiZmcDY1Aiv r3rg+rVr8AsKTa5TXGwMnt6/jUCzKLBLEBsRjuvnz+PxMw/kzZsb6lyMXj+9j7q162Lrlq2oUbGI ou3XzmHb5h3wjYvDhi2r0LBZfZQtmlO6FxcdiTljR2DKii1w4njQ19eWfn/9+A18/UOhEhWBuzev Ida2KMRaFx8TxeeHY/q6HciVKw+Gjx6PZ7cvYt2GzWjUuAEWLN2I7m3r4e3Tp7h57wFLeoAJY2di 85o50NXTwgeP17h+5z4iorl4x0TixrkLePTUXaq/hpoq1LT1oMFFUbR1YJv2OPbQA2t27ERO40jM WLAGPn4BslDPMEr/uR9kof7P8TrlS4mceSqq6DNyKmaP7C393rpRNew69QARkdEUlKq8r4LeI6Zi zijFfSU9uP4IX0KCUdJMD1BVRbueQ9Au6WZ8TAK0dXShp6fKyZ2iyaqqqUFPX4sCUVPxJO+pqWmg eeeOCH92F2tWrETNasWhq6GKk4e246V3ImbPnIR1yxcghkJGUGJCIsvVxAwKli6NKqep06fYOKhr aKFu49p4cPo8evYdgWPHd0BfT5cCSB+aGhmHmdBYdfU0MGbOCgxo30AqLzzQB+WKF8G4MSNQvlJF qLPelhbm2HX0PMrkzfbNnkpkexJYvy4Dx2Iptcr0dPHsKbz+qo3Vm3Zg1qDe2EittBWFOrkML08P zJs2BdZ5i+HcySOwt1AI9dQU4f8O9apXRIRDTVw8tBYKkcqdyEFI7RP1VJJYoHV09RCto5Nsiojh AluxdmNcOLJLemzzsuno1H8cvvopF7sEHD54BKoWhbFxRl90a9oWu7btpFAfr/jO7WtYsnIlytfp gj92rIaOZlojxwf/ePaNPrS1tSBq8vTeDaxYsQaNuozElqVTpN/q16yC7l07omKx8lixYD46tK7H MaIGRxtzlChbAXt3LIFrwUKYNqIzdyV6Ut+pJu2GYmNiUK56fVw5uT8NX8LDAvHpkxcMjI25WEWj cJnq2MtLpn+XA7JQ/xf4r8LJokWN89C2tfj85BoSYiPx1DMSK9Yshb0lNcD3cbyvjcPb1+LLs+uS cKhcow66tG8N13yFMX74UAyfOx+1nz1EpfLl0aZTL9StUlzSmhV2diG3v2/dTIiPRzbH3CheLhc6 9ZuOE6fuoGndAlhDLS53geqoXio/ls8XAl1RjqqaGCqJWDFnEi7s3yD91qZTd9SuWoGTXxWx1NrK V62NJmWLo+uwMVixriYalXBIYyZJzWpl/YS2pyQ9Eyu0aVgZE7dewasP3tyd6CIiJARjB/WEvZXY HahgyMixKOyWK02viRrq8NkTe7egrcdDSVstV6kaelKIhfr7YN2SjSjTsBaaNa6LwPvNMH7tfly4 +QJVS+XBO49XePAlGIPaVs5UoIsPRdFEJhYNwbOoyDgunEnTRqxMolY/4LUuBe6de9fQolVbarrA C/eX6D1yLmpVLSO9//7JQ+zYcRRNhoxDowZNcLlFVRw6fRQDPHvBxcECj58/hU9EPCbXq5pBoKfh KftB0JPnz/CZJpoapYtJAl1JZrbOKJrdERe/fMInvzBpnKiqa6J3v8FQDfHDvNljUb9aUWhqapLT KeNH1P/Fw1to2qI1zVbqHDc5MGL0GO6EjDBm+mT06t4dzRs1RN26dVG5ZmMM6N5K6gOZ/h0OyEL9 X+C7ELzxFBAFipdBzXJFMLpHN4TZFEKViqUk7TGeAiSeZoHcBYqiU8eWUg3tsjlK/9czMsbQOfNQ p2073Lp+Fr0HUSs+ewM7t29H7UqFOBUTaPdUoakmxUyhK7QulUTapRVatyBRh7j4BE7ClijisJhb /nUI+ZAdzz4HYe3iblBXeUtBlpDCnUTFv0uUq4QmNcpL/3bNpTAPCGEvnk1MUEPHwcPxkDb8OeOm In5wO2hoa7JN357hoh6p6fOXr1Dlt3R1tBBIHmmwHdVqN0DJ/Dkl4ZnN1ipDj4kShA3Zxa0gOnbq IPHQxk6h2T+8fRnnn9Lm3i4XPnl4wL5gEQT6LMSmzesp1OfxWcX3/QIDMpSbmlfKdqatL9vNG2o8 e1CSWFzUaaKIi4tNKpkmGC5cNvbZ0axFC6yfMAoPnr3F4PHzYWbM3Rbp/LkTeOYbjhEOtvjAnYNr sdL4sHsc9h7+g2cgXaWxoqhjcOZ1VLIwiZcGFMLq/HpEdMqCqXgxHqE8c1BT1YA++ZvI/4SJzdTW CfNXrcCLGrUxsO94FC+gB3XpjEXRb6L+FtZ2aNW2PUy4W9M3MOTioi7tKGu0bI0rRYvh9dvnGDJ0 CIYdPYHQkCiMH9bpm/yUb/y9HJCF+t/L32+WHkcBmy27C9p36YLc3ALX4+SYzgO3LcsnSxMqlkIq b6ESqFatWpoyPni85MGdKvJxq5yHl9+Htxg+exXevP1Mdb4wnPPmwppzh3HszGX0aV1LevfhzVvw 8ouBmZGJ9Ldi7nNC8xtWtvbo0r0negwdi1PcXddu1Be1yuWhrf6l9IySEiWhroJSFaqxTgqhriSh xSonv5qqOkaPmYQbV+pg/aZtCI1NgFqqQ9j0DBECQlCgjzfOnD2KxbtOo3ytxiieOxteHYqQFqca 9RqhuIs4xPs2CX465syNGqn4JWzRG1athQ7t8bcvHcY9nj8IcrS3wZnz5/CSh7Ru+YuijIMNDp08 gV2HGqBVoyoKnt26BVM7Bzjw2W8tSc55XBHM84ojx06hSokC0KVsf/XwAd5/8YY5+47WLMXiST4b W1qiSZOGqF6yCBpULIv582ahTpUy0E0IwLYtO2BtbYLdtKXv2SpMXQkwo81+935q6706olypcrCn hrxx916ULVkClcoU4ioWhbu3HyJ7nrzcRSk0dOWCkydXXlhra2D/4f2oUKEs8jnbSPcPbluBQ/cf onHrfrA0oE086fBZHIDaFcyHaRNGo2uvofjqYwk1Qy6KSQ0X5hcLm1xo3rBOmg4IDvDF63eeKEah bpfTBSsTYlC2TgvcvPX4u30l3/x7OSAL9b+Xv5mWHk8tLjgwBoGBgdL94rVroTFtnqtXzED9xvVR 0CgBkRGxOLxrEzRCP0rPaGiYomPntrhz+TR6DZyArv36Q4OTaMOSLajctDNq1i4lPdek02DsO30H fds0xP0rfWCACCxbuQbla3dB99ZNpWdiYqIRFBCN0LBw6e/q1Wsiu/E0eARFokvPVopnKBADeUAY laTtCcEUGBaDdfQieXP7jPSMkZEjuvdsJ221gwKjERkZKf1uk9MNk6ZMQv02XaVlISZJeKRmhjC7 BIXFYvv6Ffj89BpOHdyP20+fo3XHXug/bDj0KBGjIqPg89UPsyaNpmBSaN7ZHAqgY8dGaez08RTo wax7UFAwdVFqzkkfunX+IDb9cQZjp67FtHHdkj9/6sBW1GnaAXMXrsKKeeMwY+0qDBk0HK0bV8XJ rr1hoBKOTVuOYPm2XejQ3IbCMgEhwUEINw5LWhAVRZWs2gRtmp3Cmlkj4PH0HkoXdsF67qL0chXB mMGDoE9vkJDgOITxDCRAI5DtjYc5dxC9h/ZH2z4jMH3BCriZBeHCg3fYvvc4y6qUXMdlM8eh/5jp WLFxP0b0aI7561dhBHdllcuWxKDhQ/D19UOcuMSD9asXYEt3lxAe1oaFRyCeDHcuXISePovQrfcg lCv/AP27taBH1Uus3LQH9ZpQeZgxRpLXEeFh7OMALu5J3jTsrw4XLmP+xl0wcDSUTE6iwUJTf3Dr Cr87GobCxYX7gKrV6iM714pWdeugeM0GcHWyw5ndu2CbuzD6D+mYuqvlf//DHJCF+j/McEkw5aLt eudW2OUqlPR1TYyeNAul6zSENQ9ArR0csHr7Lnz29ZcmqiB1dX0ebqqiTrMOWEZR/dnfj7+qYAoP /WrVbQB7MwPpuZy582Pf/gM4e/4SQmiPTuAza7fvQ/16dWFmqDjis3fJh9U7tsLapaD0t2P+wtjM rb7HhyBUKV1Y+i2HWxmsowaZp5DC7luoQi1s3bZZMgFEJLlhGhjoSYdpdjnzSuXlyF88mZt1W7TB UT1jfA0IR4nyCg+P1FSoXHVs2b4FfgFBUnkd+vTDcAtnNGumcIcUVKdNNxi7lkAwBWp0kuDRo0dL ehu2bY7cWLFtGyyzu0mmFyXZOObC3j27UKFG3TTfrlSjAY7s24FIPWtJu63Ivw8cdMH569f5rRD+ pkL+N0et6uWk9/RN7TGTdvk4PRvoa6VYqQ1MLLByzQZUqVkfweR1dHQcJixdjvJVaiNvknasY2CE CQtXI0bTmO8qVN/6dEXcp2sOVWsnWOvE4Y+j+1C1etrdT3suLtaOrjB0FCYuVbRo2xW5nPPg7rNn XMBC4GRfB817jkL+XA6IDzfAkk3bYZwtl2QnF0K3ZUe+n80FL+llFBIaDpOCZbB5c3O0aNmYB+aK NlRt0h4bc5VA7hx20t+qapoYM2su8lesBV22zdGCY4qL62geZjd+91Fqo2JXps4zHw04uLhhzfoN ePL6jWTaazdoMIpXqIHieXOk6235z3+SA7JQ/ye5nfQtYwsbNGml9FlR/OiYLx868lJS/aYKW3pm 1KpTp+/W2oFmnS5dXb75jJG5NRqn+b4qytGsohBhCjK1dkTT5go7viAbCpcWkoDJhCigGrdM2x76 vaEOD/2+RdbfKy/ppZxuRSCuH5GBqQXdMttmeCxH3qIQV3rS0jeipt46zc+OdP3rzCsz0uKBYM36 zTK9p6NvjA4dO3+zihpaOqhat3Ga+wbm5mj6nXfEw0aWdmjWpkOa9wqWKgNxZSBDEy4UbTL8XLFK NYjrW5TTrTD5q1jElWRqac+dUFpNu2zVWij7jUKq1K0HhcFKpv8KB2Sh/l/pCbkeMgdkDsgc+AUc kIX6L2CiXITMAZkDMgf+KxyQhfp/pSfkesgckDkgc+AXcEAW6r+AiXIRMgdkDsgc+K9wQBbq/5We kOshc0DmgMyBX8ABWaj/AibKRcgckDkgc+C/wgFZqP9XekKuh8wBmQMyB34BB2Sh/guYKBchc0Dm gMyB/woHZKH+X+kJuR4yB2QOyBz4BRyQhfovYKJchMwBmQMyB/4rHJCF+n+lJ+R6yByQOSBz4Bdw QBbqv4CJchEyB2QOyBz4r3BAFur/lZ6Q6yFzQOaAzIFfwAFZqP8CJspFyByQOSBz4L/CAVmo/1d6 Qq6HzAGZAzIHfgEHZKH+C5goFyFzQOaAzIH/Cgdkof5f6Qm5HjIHZA7IHPgFHJCF+i9golyEzAGZ AzIH/isckIX6f6Un5HrIHJA5IHPgF3BAFuq/gIlyETIHZA7IHPivcEAW6v+VnpDrIXNA5oDMgV/A AVmo/wImykXIHJA5IHPgv8IBSairqan9V+oj10PmgMwBmQMyB36SA+rq6oiLi5PekoS6X2gonn/5 8pPFyI/LHJA5IHPgz3NAj69G81KIIpn+Cge+BATA1sQkRajf2rkTo/bv/ytlyu/KHJA5IHPgpzjw lE/b8VKIIpn+CgfexMai37JlUFFRUWjqdam2L09S3f9KwfK7MgdkDsgcyCoHWvPBPrzKZ/UF+blv cmAe74RQoJvx/5JQj5eZJXNA5oDMgX+YAyqy7PllHBcyXPBTkOz98svYKhckc0DmwM9yIDHLL6gC RrpAcFiW3/hfelDw8dtCXVMfKFCKhq4E4MEVnqLGpuWNmiZQoiKgHwTceAyEiaMOknEOoHpxQEN4 0vDdwDfAibsp71o6A4X4jNcz4InyUJYd5VoEMGBZ994DZWoCTkZ8PYadFwpoGwI6GkBsAHCVdfEK V5RXoRFgzw4WFBcCXDsPfI7I2IcqLD9XCSCnNWDI5xPZlmcs57F32mfLs7xsyvL43ess71PStzR0 ADfyw9EU0NXitiYKuH8ZeO2XyZgR3yMPXGwU3xMUz3JunQPeJw1GNVoQKxYD/MmHx+RD+lGdowxQ yknxbizrcuoIeZAHqFJY0WvhwfxdDHADxd+vr7JN/EYRPvPyIfA11aB3yg/Y8KGb7CfxHfu8QD72 gRn5KvooiH10PFUfKVukbw+UZnnvbgJvWAclZfX91JxRYX9WYh8EuQOPPkqflciMbczHfrl3n21i f/+IVIyBciXpqsW+u/go6WmO1Zo1WJY2EBMJPGffPk/VLznYb/bkzeUnaUsvxvEb8YrPev3oq/L9 /wIHHNnvPfoBzTh+Fw4GVnH+ZZk4V3Ly/RLZU95IoBwIotzweU5ZxDGZ6Uktj3FLluY8DgIucIzG KQcu5VuFehxX4piXFPQWOHOLc5L/zsdxVZCnBAks8DNPDK6y/G+uWpQP1esAFpSncZxjVylzviTJ HFFuybqAM+eOkFmPOa6fpZNZ32l/Rk3dhMJ31VGgKAXY3GbAiHQHqKXasJEbKVAe8MO1KOB8KcRq A6tncKK8pjCkAAaFRm0y8uhqYOIcLgz8qWI3YNsoCp1DQNkWwAfBBX6j/woynMKj/DAgN4VdCQpE fQegKct8+gcnPSdelCcn4G0KdUtg9nCgAZl3iQ0VZFsWGEvh1I/vXyGDU5MKBfKULRRQFHTH+L46 hdWkAcCEccDuS3ySHT1rKNCwCstLGijWLG+ch6K8y2yPAZ9Zz3qosONu8TtmBYDpfTnIeJ2noErz PQqXiZvYVi50R9gmQTHkx7vrKUK9Wn/g5GS2i+2uy3/7KAcLO7B1J2B4Z+B20rtOFIbVaCVbROFf vgKgSgFdringwIG27yzL5ohJfMmFlQL/0DrWqTpw4GFKjTpMBTpyELrUVwyuNpPYfrZvCxcKcFA1 5L9XzeRE4bsc4wriIOvCvlzcHthLi2eblSmDvtVE8pP12HqY5ZG3Dcux32fz/TVchNOyIvmvSr3J J37j8QagTg8O9iRjX6m2wE62txTr8Jxj6LvEb3Uhz5ax7wIPcgFuwsWSk6rJGKADx4o3+zc7F1MH 8npIdyoTnKhlWwHdWVcNjjHH7cCuM4qJV4c8H04+zeRYlIX6D/j+H7hdryfQiWPeh4vwqWtUbvj3 S/bvhXdZrByFuk0uCmIu8IISORE0qFi1b8l53QEYtDWTcjhnmnL+r+F80b7IcUXh60+lARZAr7G8 KKduimNe0ic+e56yoTDH88DGQCiFnS7lVGU+s7wrsITjLr2+qcdyJi2l8kxF8R1ljTWVrz5cKDqP 5N9B/PcsoAVlnDuVFy3Kn1GsZ28uZtcpf7JAGYV6IpkQT4bd4gwQgrjgMWpY1E4FaRiTGe2AVxSQ anwulrXVdwI2kzHeFOAt2GDlqldwIDUqCpVgaoljTrJMCrpPFLq+RSkEhrABFAbBFGhCw4riRNek traBE5dzH7pkSJ58wNoRZCyFlpL6UsD04e9VuZjcZscKUsnNxYJCZtN4CrxeFPxJdZVuso7qrOO5 TeyIJYrn594BVkwC7lCQl2f9+lEgVmN5N7lwSOSqKG/zBC4wZGY466jBjlrFd5ZTK4YVV2auwIup OVTi5Z+ayxS6mmzPWS56vdhp6UmdZfdj552lYDJkp9WiNryZGrugKhR468i/YRwYKy8oftOkwKpB zfrFRbb7tOK3sdQEanCAdyEPlZQnGxDJdiZrE0k3YsiLCA46Jamxc9y5GPQinwSdIT/3zaVwY//s /aT4zboyBSV5/AcX9uxcwEvtpBYRpLgn3n/DXUfPpPdPLgcOctF2P0GhmdQfKV8j+zkg+7M959le PU6quhy8ax4qnohjf4ezzglZ2ICX5TgYSD6cJg/s+J4YtfEcM4GsS1deog9MqwF3OYF6V+XO7QYw kpPgEI/ijttygeUi9ZSaEDiRJzRgH7Bf78paeuqu+m/+2w2YN4/yhnO77yJFFVU51vNmYWeX3CCO 2SubFJeSKo7mnHcC9gjFKJOWu1GZGcvxepnKXE5aCtTElphUfxAVAv7eivLiTlDaF8MpM2dT6RC7 b3AHuY1zdBjlwy4qi++TrBnSG5yPdahQ9KUSUqsIv0FtSKsQxyNlyzCO0fWcsxO5cE3neF5yj89z R76Pwn0OlcjGHNNff9xTGYW62NPr8MPrOWGLUlvry4nQY7OipJYUdAWpVa2iptefq1AMtaA81Czd PgADKCBTb2MeLabWSKFQhxqTEOqqLDOBQn0kmbuFZXfj6jb/IicnhaZYPVPPbVNqrYKResYpLdCg oO9chkKQjFMKdHE3kdrykkVAcy4IeSjwvNJp66LsZGsTmR1MJvr7sC45KRCoyW0ho5IFuiiQnSGV N407B2uujhTS0ay7MBPlC+R9aojBFIBvuVhRQUxL/JbQnq1Ydj4KRkFiMfvIFVbsrOpxkcxJlbgO edZlLwUQO/0ANdlQrtjNyecv3BWtThLo4t0YLjRHlYuN+IHdJcxR6twRkEUp2rHgX2bCMd3vQujr sU0FWLdotsuGHXaDu4J31HCV1J4CO+4utSMuMGsusf8pAK8mLYjifR2+X4jvR3Lw2VKwivffplnZ UsqqyXbm5XP1u3DB38bFgH23l/8WbJT6LgsCPTsn0VTu7BZSQGtwsA9kH0vEci9QoCvJgsJbm226 Qm1OhTwiS6HHetpTKxMmq0qcFJW5kI6hdu+VtFtI333y3/8xDnCeXXlC5ZJ9350C7qo34PmaC/Rf qKY2F4V5VIguc9d5NZOF3YJK4myOsy2cB5+4o5tFGSF501OZa06N/RMXgmBq2vk4DoWZ2J918g2l eYS7cSWpcI5Ycgze5VgMSC0UxQOUmWW4O71ziOZtjktB0Zzj5ygjynBn/sWQCjLfOykEuiCWffIB d8gFuGPg7vprerU/Iy8yEep8SJUfjqTQWs2VajMFkRsn5HNqlT2pdZ3kJH/EhmtR6Kpzq25PbSyM y0dM+sqzHB9quKqsiERCi2W5N9iY4ZW4MMyn6aY55yYZloW5DSN7xWITyDLTUyQZG8LytSns0hAL 5tyHCwVDG9axYA0uVPzePJo+vJ048cn4gEyWvkgKfWGO0GbdE1lAONtZnQtUdq6epVjGaa70/Wly 4GYmw/ci+M2KfGYm+SIo5D0HBoXZM2OgEQfIUS4W79iZG7glaU0ttxG18a00LzixfS+3KLTQn1FE kitAgRv3A0bGUJhZUvuZRnOIDftTmCuqUNA9E0wi6XExqk6NeB1NXILPK9lXGztyR8N6XQlivfi+ OQXlFL5vzTHgxN+q8v0nYmuanrjqNKLWf2oR7f58bvM6moK4mLfk4FzFsZUV0iVvZlBZuE5lYiPf 6cr+TyRzUis+ohxt7v7mcuv6mfXcyEkvdoALuWh24ditwjZe9qBmVp+LN3cmWuW5aA9kmbv4LBfQ gFR2zKzUSX7mH+QAx00vzqUmw9j37N/WHA/a3Gn3pUB+kLSz/KnacPy0nUSFiGNpNmVAepGlSbPJ ZFoQPKmQLqLmXJfzXUxyf6EEUL4k8MrBMT2PO25J+aXwNqaGLsymb5RzgON+GOd1AY7DllTSQtIr ELQeaPI3oRQlz3MK6lcspxLljTZlklC4Uk+p51RUVSjwGTWaFfr2U5pkwLW11MKokffi9YCTXZur x6or1Ig5MekTiVjW6jVNEQaF2Thjfi+1wKWq5MZ3Qrg1V5LQoIzIpEPUqqtTYCxZSIFAgZbZgpC+ 9n5sWABns4Mz77AOqcmOk9qEK1ogB0EaopATHWfhRNNMOWpo3J5Xo31VIgo3fzLWgYIM3CKlJltq 5aZUwwOogaqyHcZ8bgMH0rxT1BgomKaRH+UpNM6nH1jsMEPy5fImdjQHR2oqQW2jATvmcS0KedYl liu/Ea8eXCS3skwv7oAKs22ZrI0/7EgB86BFjdSIwiw1CSGsqVxUeUOb3e3JtjZgXbKzDnsOcoGl FtyJwlBQ/aG0PZIfIdSwcwoBSsFtz75u04As5zPi/c8c7A34jhO1jT2HeObCf7ffnLGKhZpyMvKZ lzQvzeJWM47ajaEZd2jc/a3ioiGZXXgJM8q3qB6fa8Z3N3E3MJP/L8HyrKkYzOQk30EeP+F4s69C Ac5JpMdxVpdauF9SefvJf3GpFaQtfhaVCV7hbMcwMrgZF4o9fN6Ui+34oymHtz9ktPzAP86BeM7D vZN48cvCYWDHHppl+XdVLthJim6W62RF09xwjstjHP9JVs8071bkrrkjBfnhl1QmqLjk59gyp+Be QPPfuhscrpzfTzkPGiTtXC1Y1lXO3Tqce0sohVW56AxbxB04lctWnNeX0lkNpI9x/AVxjOpzXnIo KxQUKo3ZnagccwviS0uAlo1kwUkmZ96LpfIRkaR8/aDBGYW68BjRYqW0xBcpaOZTCO5ewMZ+oADi ZKcSi8K8r01hrM0KvjlGQUVhMHUcbbHUqLxFLSm8W5EpldnYfqsVVdDgb9osU4vvxdLuNIp2q2MU kk1oM7rJ1Te1kqmsgzrrkkw0ixy9z04hg5s9op2Ui4kgOzJ+NjvjBCf24/TbKQomU37zzlbapNmG NMSV9CgXqZEUHC0esiOTetmmksJ+dZrPPw/iQOI2S5Pt1U3i8loKjjp8dioFy5PB3A6l047FwZx4 PjWpO9JswDp67aaNje+qs154T9s+O7ZPK/KJA2MTd0MNuANYyO3mCNZXkG4uLiIciDupOXxMEtga HABa5CXXjmTyfMGFhAJuNL9xjmUEc7E15sJUsxjwkBqJsopiZyU0AfHuOwrnKdwtbGc/7WA/XOFA GtBQsZCfJh/5KBI5KFdTGNduR6+enQqvG9HvYtS8v0athtr3Tr5f7xJ5yfYoSY08G0AeikPN7ewr CVtItJd86U/BWpV9JRYvsRPSE4M4SVuO54Kf+lzg8Q6OqdtcrKj9iG+G8b4a6/+FO7NI8qM0x+MC Kgi+5F878siPv2mx4jFsf6LYuVGjmreU767nQkxTzbCeXKg5hkK4WN9lfaz5bZn+uxyw4y6wNAfK KQrUUA7imECOKY4VY2q2P2tBU+X4HkUZlUjzycJUiqY4d3Ory108y75xhCZejnljQ45//u5IISrG nTd3e5GUWe+oTdfiHLHivAnkGKtbgeOXO/1zvG9OxXbeRloCOBfbcCd446NChoqzI3BhaFGHziEn uUNkOec5X3o05rznInWSu8ic3EW2pYyYS6VzD8fkoGbc5VKueXCO6VIpGcjd5UUqKG+ytoXPKNSF y94HVj44aVW4xIl7pjmFJ5lxihNMUEQQG0ghL1ocQSHUkpN+BQX6Fm43ooTw4YSy5ARs34jCl6ue oFBOpHdsaGyScAq4SyE0l0KB2pJgWmolM46rnifrEJh6ZeJisZhCK5pCZBIFVXdhHyHpcFG4Ts1r zCrFoWYa4t9fPDkYpOUwHfG3pb1YHjW4iSyva9KyL9wob05j3Vie2AIZc1CJugRQY5CIz82jINnK urhko1Bn+cnEgefFv1XYntRkT+HsTH6MmcLFg52eTFQ/ilLYNCafBlD4VOZuYzv58Qf5LUiNQu/u Su4oUi0cfp8p4LnYph7UISyzBzWXHWzLrgMKHosT/i/UKkawHcrXAykMP7DPhFAXvx2fz8FCzaRW ZdZbLLru5Cv78VkSb0UdzB7Q5MQFpywH7Rfy4T2FvJJO8P1z1anhc8AeJQ+VZMMdB5uM8Wzvbgr1 ZKKQLnSBiwC/uYm7nA+cOAs5EcSOQtCh8VxEOMaU3ejOySwuJQVwsdA1Zr+xPrDlYKfW78wFI5q7 jtWcYFpsWwDH40guuJ7sm3HsJy0qJQOTdhIbyI/qXMSP8/vq/P447lrSD5nU/Sb/+9/lQEAQFSjO xf7cLetzsQ6mMPehAtJpUSbnWT+oqisVnNIcu4v6cWykfpbzfeJCWhuoSG3nePHgoq+k1xTKDlSO 5lAGiiG6lOMzL8f5DiorQvmw4fjt20lhvmxC5ayWPWUZF4fhVDL0hFLM+Tydyqs7d6h9qYye4Ji7 zvl7iQrIHArxcVSg+nCR0qUM20bFeCWFeBTLHMRxOpOysRIVNTXW7w3n8MA1aU0y32luRqEu/Kfr cIUUWpOgaArvVgW4tRBaVFJJVzfRbkwmEG9Aok9kdGOuPsI3W7jdSe+xQWGpVpbjC7g4sMJCi1LS RQohJzI0kRxLvQh5X6eg4CRV1kH5fBSF2SIKrw3U3CR/eJLwOQ1MJYRSNzaBgrhfA/7yjWU9ikxb 0p0C5jvlBXOHUJ/8EL6nShLabD4KqNh026FEDrqBjUSl0rL843kK7NLslPQrLRe6RiXZFsEzlvWE ArwE+SoNCJLgS1BQquJYh4XUThcLrSXtJxBI/tejcBYBGsI0lshnxaFw6qavHsJtZKrqxZOfTcoo tBExSMvsYjWS+lRZvD8X31IU6KLz4zjgD7FsJSsSyL/mNImoJ/W58h0v9l81lhuZfjFlP7UgH8Tz 0fxOqT84oKm9K8dMFO9/T8ju5oKzT/kRbhlH1uME4gua3D1oJO3qxHiQhgMnz+weVDr4h5IHAUfJ b/JJlwtYFMdGVvzj07FZ/vMf5EAkFYI+bTlGKSPGcI7251x9RaGZbohmqUZvKKOqUBNOb8Ko0IVa OsfCmEMpyo6ywLMUvhc4rpRjMvAxNWrunI2oTUvmZ873EKH5kY5NogllIsdy0m5YMYEp1zl/4zhP xK45LkleiL/ndqIjAtskrBHiwDWQ8lIiDtYj3FFcpFDX5MQUMiCYZfzEzkQS6mmmpPBISK/Zio+m nmwJ/EJ0uq8IDT+NZp2O1UIoZqowZ/JjIj+WqXadxKgQNjKrJOz+3yW293vlSfzIpIzIJJNB+rIz +148257U9xmqEsf2p1ovJGEjrm9R3HdGtOiDgHQLTepyxCKZfnCk/n7qeqR+T7idKik9K9LXXxqX or3fKExsR5W3ojkpxJVVSlN/NiQi6d2ozNrM+6GZLPaRnDzf6ous1kN+7pdwQMidpKX42+WJhf4+ d5/z2WnPKND/LKUed6nLMOJ4mMDdsXAbTE9iHKefL8KbTZztpSdxuCkRx2JmoiFcKbSVL1LGBX+n PaFJloMstlfwUbkhl4S6mGPfEQVZLFZ+TOaAzAGZA1nngJA7QhT+UPa4H6MJI+vl/tSTR7jr/g1I 6FqaYvdAkoT6SX19NEjC4v0N2ic3QeaAzIH/Bxx44u+PtzwoN83givz/oPL/sSq+CwnBYHqSCbEu CfVqrVphHrF4f5ZUVVXpTKGBGNrW4xLkE6ef5Z/8vMyB/2UO9OzQAe27dEG5SpX+l9nwS9q+eO5c hPEMzYyu5ZJQ16FgNpNcGH+ebl88BVcCJJnp88BLJpkDMgdkDmSRA0IhNNHR+dOyJ4uf+Z94TF9T kwHaCqu6JNQT/oSWncjD0+UzZ8MyuzPyKrER/ifY9/+nkYnsVxXupmT6OQ6I+SB2oTL9vRwQfI7/ XvDZ3/v536p0wUuR9ShZqKdtXSICA/zg+9UP0XQ7U2Gwh4trbppZFC+E81T2i7c3bl29DVViszjl dqOjCs30OlqIjorAF+Y6DQ1TeCUYGlvCyYGO90mU/r6amjohUvKm+XwobUOxPEExNaV/pvheGL/n 5Y3IJPc4HT19uDjnyLRDIkIDiagZARs7u7QePZk8/dXHC14+DBxIIicuToYGIhglEUGB/vDxFe2P kYSio2NO3kvaidAzJygwGKoM5DE0TAleiYuNRmBgGIxNjBhnpU4HkFh4e3sxyDVEWjR1DUyRMzv9 WFNRYnwkXri/QVy8YoU1s7aHnSV9cr9DifQ28fD0ho2NNXTJ82/RxgULoGvlhJZtmyA2OgpvXr6S PMF09AzIv+wZXnv32h2hksulCqxs7GFlYZJp0XExEVKdRY2NzW3gYJvKb128ER+Dtx+8YM366X2n ft9tJG/6en+Ct28A+a8Gxxwu9JYV0VAp9P7NS4RECC8EFVha28H6G3yLj43Ec/fXEsyMkZk1HO0s kwvx5zj+7Eu3TtFmWztYmSt4//bpHVy+cgeNO/aEqT7dH2X6VzkQSw+p6xfP4NClB2hYvykqlc7/ 0/WJCg/D27cekjOLvqExcjg5fLeMT+/eICBUIcfMLGxgZ6MY5xHBPAfw/CyNJxMrW2SzMk9XTiI8 3nnC3MIChiJq9Afk6flRmpMWZsYZnvTl+IxhFKudtUWywP5ReeJ+Bj/1RPpeTh87CmduPIEjBXIk /ZbzFyqLgf27wTGbNXasW4Y5K3fBJacDdHR1cObaTXTo1g+Na5bGzXNH0H3gZLjmcabrsQqCfWIx cvJo1KpVnq5LKtL9bgPE/RwEeVQlykA0KlWqjboN68EtT05WJxHbVq/Ei08qWLKYzvqk3RtWYsbS 7cibRyGIhAZVq05T1K1XE9lsUyaoeHfCgD44cOUm9hOis7Azg1MypUTcvHAKKzbsRFAql6LCBSqh D8GrrGyMMGfyeBw5f4eRu7b0uAuDpXleTJ41mgOBwS9x4Zg1cTrMcxTBsMFtkr/w8dUDDBm1DjPm T0AeVwd4eTxBi7a9CQlvCH09Hbp/q6F16/Zo0awO9Oib7cMArxXzZuHmSw8G8NLPmhQWqo6hIweh bi366KejOLoVnjl3EQ/u38VGBj9Mm70MLevRFzwT+vTiPh6+9kS7qvURwaTi5/bvY0zSQREKAX8/ X7TpOQRdWzeBNv1g46KjcXjrRuw8coQDiL7/Klpo3aUvWjeslKHkAJ+PWLdyLS7cvgcNRsWqqBtj 5NgxKFM0N8MFoqT6Pbx/D+u378eE6YvQTmDd/DQl4Mmtq1i0dC2+hgQTBiMaeYtWxugR/WFpqsc1 IwZHtm/G9sOHEZ1AbVpFE8069EKHpgwoSkdBXz9h/cp1OH3jNoNwOdQZyDFs9GhUKJEP3p6e2M5z pMvu7gxBiEE8cfPHT56J0oVyI3seN6xevgex2w+iV88WP90C+YVfx4Evnm+we8cBnL1ySTq7C/SK gL31ICpI35rfGb8dwqTMJ3Zsx8HTZyQU3MDAQHQbOBqtG9WiK3jaHZnY3Z7Zvxsbdu1CRKxQXVRQ u1kX9O7QEH4MZJw3bQoevvOCJuNkEtSMMHzMKFQsnk/yJ7948SIeP36M1Ru2omv/8RjSrfE3GfHw /m08fPwC69evQZ6SDbBm3sjkZ9+/fYnb955iz65NCIIN9m5eBBODHy8QygIyCnUGb0RFaaF7z9Ho 17sx4iJD0KNlK8yaE01BO1nCmqlbtwsWCbD6dBQeHoVChWpjzz5GGpKObF2FSQzrd3DZBzdne7oV R6MAQbX2H1gk3Y9mYMiwrr3Qa99JbDq4FTmzWSCOHRcdrfScT0R4eDxq1uqA5UsZCUjy+vAWPVt1 wrnT17Bi/XxYiEAA0vObZ/GCsTxFS5TE3j1HUXg0A08yUAJO7N6EefN3YMTMqahZlYEwSXTp5BWE BIfDykqPKLYa6NR1BIYO5IRmdGvv1q0wZfJcrFq/iPAnXIwoCGPFdiIVCW08muBkSlNWDBcsY+Nc WLJmDgegNV7dv4L2bfpydbdC7XK5MGnoSISq2mPfoeMwEMEwpD1Ll2Bi/6Ew2LsNFQqJkMwUEoLn 6ZMn0NIzQZVSuRGRIbAn5dlTJ67B2MACxQu6IMjvK6xyOGP7Hwz0IR3fvR59R09CgSIlUD6/E06S 77uYzGTO2p3IYanYHWVGCYwzWDFjEt6GWeLEcbqYkY5uXYlRo0dh764tMNdVxbOnT6GmY4SqpXNT GcgsKOGbxSff+PjmKcYOH4sWA6ejXdMKSIgOR59uXTBnyRrMmzQY547sYltuYMaqbXCxNv5mgYmc ZCtnT8ULP0OcPHFc2rmd2rUOY8eM5mTZglDi+jTo2g1DcxFKgNSnbSOMmzQLh/esZ/CiHiqWcMDh G1fhR9wbc+Uu7cfVl5/4hRyI55hfQKUh1KwYjh1TjLnoqHB88flGsOE3vh1JLd2laDHs6tdfemLb ijmYMn4iChYugkLOKZYEce/62UNYveUYJi5ZjQKctymUiLXzZiLWMAdOnFgnjadDq5dgwazlcNs4 F2YGmnhJBSEsVh01y7lRjn0r6ENR4kcqda8+BqBmxcLwTVCTdr5Kqef/1Qd3Hr9E+dKFcO91OMNk fiLyiOVkjCjlj2rE6lDaFNV1DFGwaFG8/BwqfVSNOOox1BqjkgI+VLk91tRUCCXxTjy330HUDnV4 8GqTPSdMuA0RWp3yvtCoo2JiqSVqQEvXEEs2ruSK2Q679x3H2MEdWb46L6UbvaJMMUGVZOPojA07 VqNZy364dPUumtVltCcNC2s37EetRo1Qq5gLJ+dsPPKoj4I5iPeQikJoVtq3eS86jxqvEOjcQ0VL gUUqqMjdhESxIdIuIorBRaKNYkXO5poHn4JUFIESrJpqKv4oixf2LME3pV0r+e+kaMkc+YvB2dGa OFYJuMcVXWDuz98yLVmgi3Ja9B+AO3evY8/2YxmEuqYutYIR3L0w6Ua/PjfTRYylNDI6zA/PPNzh XKyu9KOxuQVKVEgxkagz+tLExBg2NK9EhYfg2J4/UL/DIDiZ6UrtFW3TFDg96SgyNAC3nn1Fr9Fd k+8UqVANKovX4xFR5GqUK4whwxieHx+CgX1uZ3g/qz88ofYSr2fHbbZiF6KqpYcSxYviDyYi8Poa gFP7/kDtNt2R00L/u/WNDg9iwicfdB7SJnmyFC5fFWrzV+P+09eoW6l4miqpEfjM3tCSwa6KqVW2 Vk2sPTwVz5++RIXSBbNaffm5X8gBMYcMDLVw99UNPOHO09XBirtaPWR3TDF7ZuVzVtkcIC4lqXIO mJub0FNEP83rsTShHtm+F2UbNEYBRwvF+KIs0OQhpKD3NHsWq1UmeTwVr1YJK3dfw6eP3jDL54ye vftKAmLS0J4/RJWu37gl6lOR37p0Erw/psg78Z2ipSpI143jm3H7+YOsNDHNMxmFujSo4/Dhwxs8 evQYzx7dxa5zdzB+4hRGtKpCTT0Ox45uw9s3DLcm5c1XhkiuoxnZrkn8GjXcu3uCJgbab2lf1zTJ jgWrliGXY1rhqjylFe+raBvBtUBeBPoQlySLZJ49O+wc7BAg2UMJKfP4NqIJDtWiRXNY6asit5MV 9m7n7mB8fwFJn0y+tKMHM9KxZEmFHf/Tu5cYNHw0QkJCuSPQw+Jl81CsME1D6uHYsmkhLl/YBX// IFSu1xozGXIuMH4U2DUqFN7fP0gTAzI6OgRPnjxGRJg9tm5cg2ADR1QpXxxHaMLSo+uRiXHGLVVO t3y48YRbjm9QWGj4d5GKA8mToABfZBO4NOnIm3bCtUu2EqSxMzP8GSEsyB8Bn79i1bxJ2L5SYQKK jk5Eo9ZdMaB7Cw7olFjjeO484tV1YaCXUmddfWPktrQh+kFKmGlESFjyKXxmTQjjmcxbj/fSLfG+ k6N98qIvfouNi4cGdyO6AiU0ibJZ0t6t84o2f55bePlj7aJp2L2OsBNSfRNQt1knDOnThovx9+ur o2eE3LSDirOS1HRyx1YuTH6YvGQ0z44U/WpgYgUNRhQGBf2FKMZv9qJ8IyscUOV53uDp8+F68BCG deuIBPaNa/FqmDxqAMyTduhZKSf1M28f38eOjX+geefuyGaWVqiL0RPkG4xzaxdSeVgvvRZLy0GF mi0xblg3VKtenqbFdbCwtIKrkxlWrlyOl29f89wn1biLCqXillZIf6+OceKgOE1If8rT0VR+f3g4 mEnhGYS6iorQNiNx/OguvGTOx4q1W+HMiQO0C4vJHE8tW5XmkDaYLTDCSerqGpyAipVMbBMKFa6O tRunw8/THQMGDsK9B+7I5+r47XYlRMLr4wdkK5LW3PA9RoR99ZYOc00trKTH9mzfgRcPnuPUoR0S D/y8fXHh5CN07NIWLnYpB4+6uro0AYVxsXrD3y1g6+iCdes3IuTre/TuNYPbOgpTlRzcbeiiddt+ BBpshiM712DrwVMI6N4JRkkHH1E8uElUSeuXr6OjzcPR+OTTfDVVdR6ovsfSRdyaWTvRnNULU0oW kOzYZjxMFbbsqKg48jVtF7x78QJ65kV+dqwmPx/PpCMxPOBO79H0/uVzjB0yDnmqNcT4YcTQEAOW wliDgGi9B49AvQpFpd9uXjyL9as3oU3rRrCklqQkVaJDaiRGI1FARCSRMMn4M/xZO6n/s1Lpd4Rq njiFiHOkHPnLYfzwPjBR5nPlb2JXpxoXQVQK7nySCgzjrimSO0ANTh41LV30GDCAUO0lpLt3r13C ysWr4EvziY1JigaXXN9U3hWJrG9AWAiBHFN2Ige3bMTaTYcxfMZ0VC6ZcgAnDsL1NePIyz9nRsoK L+RnfswB4WzRunMP1GvSgspXEKaNnYShI2Zi7fJJtIdnamj4ZqHP793ChNEzUIn454O7ZTwrEZ44 wjGkbc/B6NiEQHWk188fYeb4aXhHh4Pm/L08z/PmjRuPq9ly8oysNd55Rks79P8SZWJTj6Ng0uNW YoxkU09PCfTUMDAw4RY+o3dEAjGy1dW1YGJqytPcMhgztD8mz1yEitzqOlqZUiAkUvtTp2kmxZNh 08J5+Pg1EoMa15I+JRib2sNSWWZyPWjjnjtxKoxsnFC+bDF8ZLLlKzfuwIH5TW/fvClpiZrWttAh 1Ovls5fg0jGlDdb2jlyQKmEKD0lcHDajoJsj7d7GMNZ35Em1Hr8rVthE6f+6hNo1ZTs69h2CJ/de YP6sxVi4dCKFjjacbExw6fxZBPVqBWNdBQtvXLoGA1N9WFgoFpFY2gMtmJBi8ZrZyOmU1m5XtEI5 LFi/DYvXbcfUgR2Tm3blyG5cvP4a07aM+eYY0Wf0rzoHkZaAMM6EjExNqG3qwdP9PTHfFWaDm9cu YvGiVajRqSc6N6+Z/JYO26xlqI4Xzz6hfUPFQWOo3yckqpty56XGRScS7z75IU/ObATDNIWLlQau 3XyIimUUC8Dd88fwmUlQ8rk4JZepm1Q/zaTD3/RVzF+kNA4dOvTN9mV3yobEsE+4/+wjSubjboNJ Mc5ePA/TXEVhS95q6KvRJOKJzk0U7Qjz+8gDKxPoa2vS3hoFj49fkZu7FC19E+Sy0cT12w9RrVIp RX0vnoBngjbyS4fycVi1fCmu3XLHjLUraFtNe/AWFuSLgAgtmJml9274ZtXlG7+YAxFUGAJCY3kw agoDI2PpqlK+MLaccqfHWIKEd5VVOn/mGNas3oqWQ0aiOU0oqSnAPxgh9GjLlt0GRhZ6ePbkHUy6 KuRbZOBnRCcaUKET3m8qsM7miHmbt0j3po3qhRwF8iC7Q8rYUdM2kBQTTQFfnkyJ+EATjRZ/s7ZM KzeFgqFGhSkzZV2HUOXCHK2vTxTHn6BM2SK23fECzCYDMYJUOwF/HF4Hzw9XFHe5JW/ftS8aVCsh 2Z+E9UYcdqqzsmVrNERu2qi2cLszflQnQnGr4/6942jS9L1kt46Pi4OZXU4K/mnIl1MwJlHayqRs +1X4vUTuGjbB67MCgjWGnZkzdxFMHkpPFRNdbNh6HiYO5bF5reJwVklHCi7C6l37UJtC3NZKwUhV NU10Hz6Kgn8eobXbw9hWoenH8TDOL9qA5QoPG4WPcqIAFZNIE+26tMSoMYtp736FMsVc0ZkHLl9G TEDT+vUo+BUMV1HVxojx42FtYaz4m4wQvMhM07NyyoOp0ydiwviZaHz5CM1aii6NYtq8EbNnoGoJ tzRtEX8EeL2nmWsOEY8/0KTzFNcff2Cq04IYP2kUB1WKeUvfzBYOTjnw0eO1VMbXT54Y16s37vJw SYNeNyf3rpe2h81adkHLZrXRf+QQTJkwC80fiIOoRGLxa2LkpHEU6uosfxtW77yOlWsWwJz2xx5D h2PUwHFocu2EZOqIidPEjOmzYE/+Bvl4YsbsuXjz9p1Uv0sPPHDhUAGeb4ziopbWlTND41L94OpW GE0bNsCoTq1h7mRDu38kHHMXx/ABPTkpNNFr+CAecs1E8+anpbdiQtUwfMJYGDDN3wUuiss2X5Dq a8mUiN1Z35H9xqIxD9HVGUsRHauBadNnwoFC4vLBPRgxeDicucgsnDxCOnjW0bHAuImj4OrsgM/v XsCUB/eOOZy+V1353t/IAaEBH9owHxfuPZFkguSWauWIqVOGQzeVYvijKni6v8CIbj3xMVGLi/0a 7N2wkGWpoyuTx9eqXg4Ht2/Ck3ehdP4Yhx7Dh2DCMM7tZnckD76IwAQMoDOApbEBjm7ZjG1HjjIB EutCOWTnmBuDB3cm0KgGIkP86IAxD4+euFPpeAx1/Ue4ffYwRnNs5stuREV0NPKUqou+PZpLqIyb 1q7EsbNX8f71M+IgauAzIaY7dulNFOuKOHdsL1Zt2oOvhLp+9yUErVq8pQdhU/Tt3e5HTZXuZxDq qpqGGDttPJOwZ+ZCo4LWXfugdHW6yikhLGmuceSBqKByNRogf+kaCvcxkiYPWWeuWIuwSIWNqWSV ejhy1I3bKNpd+bewS7u4FUwVjaqCdj16cvKlrFstO/dCyap1afNWoKCpMQFFgcKFoZ1k0m5IN8H6 bTL6a9dp0wNu5RrDNJ3tTVffCIOmTEUtJsYIDFWUKephQT/lHJJPfSKF2hiunikrbaGyNbBmSz76 3RMXmWRqY4fpyxfgKU+7Y0WOVZI9BWk2G8UiIf2dsyBWr58Fc8vMNb3S5apg2xZnasJfkm3kFraO yOmYuauWvokFO72b5GIqzEjCLz4+QZ3ulul3TCqowQV2694TeOXpC0cLc6zctZ/uivGMHxD27qT6 ZVO4iBYqWw1L1jngo7fCjm9FU1EOaiyCirDdM/KVg6GegheuBYtj2Ybl8KR/vyjGzNoBrtnp5knS MzJHu45dKBxj6OqqS9RkUT81LnIKnmWV1HiI1ZYHToXLlkOIFCegThdYN5gaKnYmBUpV4Q4nGzy/ EL6UZMFJnjOHgmeFSlXFTNeSMEpy/3LOVwRLWd8P3j5SfU2tsiFXDsUCk7dUedx68IgH5dHJnjpq ajzcp99xFE10WzbuRy6XgnCy+7n6Z7Wd8nM/5oAWz8mad+gEHf39uHLxCtoMGMYzvHyw/0YMxbdK NGfcyo7jpxBD02FYmPJMSgXZc+Ska+sb3Lx1EyUadZZez5G3GBZw5/bW00v628TUDrlzKQ5Zi1as CHMX16T5qor8BQrRfKqQPZo0YzZt0RbVaodTOdClVUJ48SVKcRHCFDhk1Cjoco5IpKKOStXrIFeB EpI7s7oqvfzoGejo5CzdFrvZIaY8a2L6Ty06akREREq+8lmlTA5KVRnMkSKc0hdkZGKOgrwyIz0D Q4grNZmYW0EpdnQIBp833/cDB4xN004iIUgLJAnTzL5pRu+azEhNQxfZnb9ty8/tVugbPFKhoEjt /67oBAentGVpGxqhGN0nv0UaNI/Y2WduIlG+Y8WtnLiyQpo89S9YKGu29lLVauHWw3d4y4AjV4dy cEkX4JX+e/bZXaVUs+nJ1NIWpulYYcuJIK70pMEJWKBg4aw05YfPqNBWmq+IwsSTGdnxLERc6cmE A59rXxqyyZ6DXlgZg9XMbWwgrszo8+snzDFihzoNGv0YGvaHrZEf+CscsLJ3QlUqdVZmOVCjUrk/ VZQuZZKrMhF8uhLuX39Kj5ZW6N68RvIdSzsniCs92Tg6QVyZkRoznn1PtuVgAGcyUYl0YkCduDIj Swb/ievPkiTUNTJxYfuzBcrv/Rc4oIGBwxQH2TL9PAfsXPJj6syfj1r8+S/9b78h5I4OsV9+RE75 ckNcfwcVKVMJRTKP4fs7Pve3lalFF/LopEN9SagLx34R3v+zJPliU6sStvHUboo/W478/K/ngOgb uU/+PF9l/v153mX1zTt37jDt5zs6F2S+285qOfJzzO/+8iV69+4tneVJQr1gwYIYJgJHfoKEHVoc XHl9fC/ZirR+5ij6J74jPypzQObA78mBiRMnomHDhihSJGtmxd+TC7+mVVu3bpWCpYQiJwl1Ox4k lC6dEjKf1c9cP3MSfp8/0vOlHl37ZOCjrPJNfk7mgMwBwNraWhLof0b2yPxLy4EbN24wTkgRVCcJ 9TiaT36WvnzwhPsLhlu37SQL9J9l3j/w/H36dsdr6qN4GUWQjkxZ58Anj5fw8fFF0dJJ0BFZf1V+ 8ic4IOSOEm7kh6/FhOHqo9coUqgg84bLsMjp+SUE+rehd5lYdeOaFTh69poiKb2aNtp26o0mtZk1 nnTmyB76UO4mNCqBomytcfbuQ7Rq3wMNqpfE8/tXMX3OUkQzslKQpUVeTJ0xnBGUCl9ucX8a78ck 3VfnQcnw0RNRtIDyECQRJw4cwEd/FfTo3kR659yxfRKiorLC5pbWGDN+MhxsMrqa7V+3BKduPcGU OQthbZI2BDg1ExIYwLRg/gLcvKPEVVBB85ad0axJLTr7J2DbulU4eOKC9E3hAlijRmv07NlUUQTh cres2wkDa2c0bihwZxTk4/kS6zefZiaXVsjGaNUA+phOmTEbn7wVrnfG1jmJNDgEzg4p7iRXju/E 8k37mDVK4cLplKcUxo3oSzCujIdHMURSWz57Nq49fiph1hQpUxmDBvTlAM8YthAV4outuw7S9bQe itHf/un16ww+WowgvidcOoeOJZiRixILIx7b1yvaK6hUlSYYxpD7b9HlU4eweO02KVjCKW8pjB85 gMnVNaVzlR0EJDt87bpUv4IlK2DIoP7Qk7AVfo5imbw7IiQQM2bNgZ51XkbCdoFaEiaLiCPYtWkN 9h09KxVavGJDDO/f/pteKtfOHsGClZulseyQqwTGsb6mhiL6N4bwCPNw4e59lpIIt6JlMGTwIBhq M7CL19ZNB+AfpYcalWXTwM/13q9/+vKZ45g9dx6evP2EalVbYf7cETAx+vb8/qs18Pv0DovmzYY7 A+9EwFHNxh3RvW09CStp4bQZBNki9DTHeLlqddGnexcwpEOiF3fPYz7RRYPCRUS3HvoRy6lK5W97 cV07sR+rNxMNMi4ROka2GDRkEIrmy8GYj08ECpuO5wykSyT0bkOBQtqwSpablcGlUQi865cfEII2 Hzq2r4MAfmD5zHHw9OiCAX3a4en9JwySMcGiJWOkUPSERBUp2EXQu1eviCUchTkLRkghvPvWrkLP zn3pK7wUNgwGef/6FXE/IqX7IuuJv+9nTOjTBw75S7K8aZJP5rNHD/HEUynUE/H4PrFTIo0waWJP 6Rtv3Z+gTa06BKHqTujbbgyCUbQ1yOcdVm0+jLdfP6A4wZ+6N62aKRM+vHyEsUPHw6loOQwfrkB+ FILiyqn7ePrwFQoWyY4bVx7A2CwXenRtiOCvX7B4xgIEhnzF8GG9GLoej1uEG7YkuF9qoR4a6IvT Jy+jftN6klAP8vfCzRse6Md3XHLY4d6lM+jZpj1mLF+CEgVzYg2DYHYfvIb+zGRuw2hbQRtmL0Tb Jp2wZtdq2KXDV35y6yHy5i+CMjVrEzgyFJMnjmOAlw4FWtcM0WgXjp5i6D7zzjasDn9i0b9yf4ku g4dIYGzH9m5CL8YCbNqyDbnsTbBg4gi88OLiSl7EEz53y5o1mE6hOmZgpwzlHmTQxs6jz9Bv4EAG XGgS8XErRo6fhWVzxuLxtaswYiSvKCcuMhjTJk+CbxAXz2kjpfD+n6Gj+3dgy+HrMFL3Q0QAAeRi 46HDM5sE+v4umzoGjz6oSN8RyJXbWN8p86IxcWg3SXCnpj+2LCXEwwP0HtCfwGnaxPPYgVHjZ2Dp /Il4de8xcrjmQ7HKVQkbHIFpE8djIYPTJhDi18I2J1xtjXDqj0MoX6EIdP5bUeA/w8r/188KGNz1 86fi9ptYBijOlWSKP6M/P3z0+duE+iePF5g4fBry16qF4a0VCJ5WjB8R9IjR1MXKlEeVRo0RFepP mTSJMRn66NWxBV7fv0Ccq12o07wz7BiA6PHwFpYsXExU1qkonDe923ICDm/eiD3HrzPup7eENCvi YpyzWRE91AczJ0yAhl1+DCcabRARG9cvX8a5q4m29bLm0plpRKkugY9yUYCULCn8sEvi49NHuHLt MmJ7tYE2UfMKFiyJokRuTE+qDGl1cSnA8H2FVm+hE4+mzfviE0GYhFBXI56GI/2LK5ZLqVx2+oT3 6j4COw9fQKdm1STH/VSYUURI02GSDrekurA2rJMZo1UnztqI0hXLoEIxBTjXjnWbUKByDfTO54j9 B/eiWZ0KTJWV1s4fGx1GONbZsHGrgqmTBqURAiVLJp0pEKVRhyBjBUtUSP7m/SsXcev6TeJ394Iu o011WUFtCrXUJNpuwCQbQnAKEsk1LCzsUaZMWeRwtJLKunyqEl68fg8z+DGa7DpGzJ2JmpULJReT b+1idG3aEpt3nsSYfq3SlF+wdHGoJwV1iRuOZssIaBbE5YgBWameTIiLwq3Hr2DsmE+CCdak3bJR R6JfJuFkqMUEYvehoQQ2i8bXzx44efYexixajpLEGBfk/8mD+PWb0aVDC2KppASgRUcEY/fes6ja qisqV1SYJcz1uMNp2xN3n7XiYC+LIqlcYwvs2o7Hr15z15bAIIqfk4p1GrdC1brNcG7fShy9F5Ic MPWFsMvHTt3B8HmLyU8FBEKwzwdMnLMaXTu1RDbzlHBq0de795xBxUYMCKms2FFZG2miSasuuP2o FUoXKYT8JYslc86ZCUoCCeZEpQli81O9fnmcm7kVr9hfBXM7pekL+Y9/hgNiN3Xn0lV8Nefim0re /JlMbVmpcQIhSvZxF+jEoLtB3dtneKVohTJp5qDNvCUI9FfAAMcR98rj42eoM76hZMl80Ij2RuzB 64jPBDvoIxXL42cvoPeY6ShXMK3Af0pl4/Xrj1g+ZxVsOF4Feb97z2jpc2hDoZ4V9eib6AlK6N2X T+5i+4mraEoQHC2G7QqUxhMnthJnw136oFN2N3Tv0V4CqtLk5H1w/xQGDQ6TfN+1tI3Rb9RouBE7 REkCfiCSkYJK/Jc8JcqhdKUSeM7oPlCoK8wsaVHO4ti5qalm8yYEsWfE5HN3SaiH+73Djddf0H3A cFTIb4Pj1LD2HBSacZ0073l9+kx4A3+G/DeXBLovQe+Xrlgt1cfUxBEdGZpuZ6XPrEYRjPZcQkCz MxAYJuo6dug3oDV0hWxKMh1lZZCIb6gR8EzQ9s1r8D5MHaWKueEuAdJMGJVapkKhNMXom1mhbNUy eHDveYbihUA/tm0rzj94iGA/T8Tp2hNwrGsagS5eElu3z59fcZvaQCpD6sfk1GyJOMwEG/lKVURR V1u8enCDMLfWjApNCcLJxkhTO7b5KzM2pRXqoQhJ0EeeXCmBPEYWjLYzN4cvkSyFKU1J3m/dcfPu a7QfOoqgWD8n0EUZAiNDmTI3NeJdOBPrxulYMSo0JerWnlFT9lQEvgaGpBHqMRGhCCaGUer6GjJT U24LS/gFBEuT8/Se3TTX3UZY4BeExxti+sBekkAX5EjlJCYsCp8/fpKFelYG+9/wjDqjx7uNGIg1 G/eiQ9suDMgxQ9naTdA4VR6EX/nZ+PhYuBMK5IuOF4Z7PZEwoMT8rVynOWpXLCqNmf3r1uE6Qff8 qRAZOBRA904K5StPqWro290fZ/auxLk9KvD65Ith4wcR9VWh7acm3y8B1Oyf0My7EIdouxGmHCML B3Sg8mVla4vYCD9s3bIJI/r3wGePZ9h77CQMzDMG/H2r7RlRGhmWraISipXLp+P0iU1wzlMUPQcM Qq2aIuIqQZJpJiaWyJ1bYQe3srJLxmoR9mc9wqnmzZsXvh/csf3APhwgVoKO1vc8YwSqYDQ0jbI+ +ROILSPhyyQJzOMHDhOrRAN5ne2I5qeCQq6uxEXeiUb1qsCK9lMlCbzkoMgIHs4okPeE8HBh2G8Q QazWcOtUoGgJ2NkK7Y1RtWyXaOPxA7ugbpGLmr0iE5NYb+JFDst0yGzq1IQFYFly8leivXl7PUb3 Lu0Ynu6A/PndMIm4LrmYPemRwLghsyTgsnTNjo6MJFKcUab9ZWFji9yRAvPcDd5vPLBl914M6N0l DUxtJBOVxBIeWD9Vqj1lYUsnTMTjDzR/MUmA+Kz4vgpt7qmRQrUpIHUF/n06W4aEZcN6p2DiMDSa /BMJb1NDj35iWrxRfUegXL02aNmodoZ2PL1/ExOmzZF+z+FWFmOH9U6D0pj6hQx+9lId0tZXh5Gs upxs4k5qUtRXPJuCpinVlyHbIguXIHPuYkQfq6q6wef9e2zbsxf9+3SDIXd4AnPbRCuWCVMUKc1k +nc4ULxCPSZ0qYADe/fRnBeAZdOmETK7M/p1bZbB3PYraih2tFZMj+jqqkCN/fzBA6vnzEIht3Ww MTOClb09cnPCqLkVIJjgS8JxHMKAHm0RS3OMB8d+UTcmyKD/iY2xF84euwjnHK4Zzv/EuBZmGwem 0LQQCVg4Vs8cOYbtHKpjxwzExHnzcebYWbRu0gRla9aCja0NwmOzfjaVEaWRGCGJidqowlRorVpU k8KxBUqaguKJPqhCk0JtdO+ekixByUwhTHLkKMxDTgW0q6EWwXGGT+eh3RKaApjdQ2xtGU6bGqXx 2Y3zcH/5Bt14GCEo/UQW76RHJDxN80q4gPktWpjalB/++GM/HnwIRftWTaXVNSYiHO7uQXj6yB1W 5Qsl97WtvQMcbc2xaOZKbNw0lzkrLaXVUSxW929+SMpWwnOCBC0iS9ZgGxuhdePq6Ny2O5at2o9+ vXhYykWP+IXw8HiVZgwFM2WWSIChTBgST5wJI+Ns6NylI3LmdGIIfaHkA5U8RHZbt/sort15gjpl UiIXv354hQunb6DuoAlpyhY8EUKqRNWq0iXo4p5V6Dt+MxrXr0/NNQUFUot5QeOID/OVmgKScOPD iWWykgdNHsHAxv2bYaqjEGqGRNrUi/0K74Cw5Nyoz5/cgydNJrYcwIJihfmEZhwtmuTMNZh1Jung V9z78vYZHjCXa9+k/I3uzx5i4eylKNu+O3q3r5/pHHPgIB85UpG6S8/QDPq6386zKtIAamrFELxJ MUwNjE2hH+8HL79QThRFwMqLZ/fwnlDDtklAasr6arK+FlqEdeaBvpK8aS99QK+W7kmH7EUqVIS4 BN0+vhUd+y9DvTp1UTCPA7fTURxjalmKeMy0ofKPf5kDcczzS+AUgnAZEn63i1SeDXPVLt99kHOy HvQJd/2rKUElEdnzlebcbyYVLdJU9r44FBFJimA52tqVxuNDa2Zi8spt6MDUkAdWrcTz555Ys3Vi EqBWHJrQ1fv0KWd069QCUhpisRjwfEmdSYDiiKTakKbMfLYKE2e45yu8//JZMqcWIy6UuDx4RmlI JxPvl/ehn6NklkwvoqyM5hcBehMahbxuLsk25RTGqRCDOwxnzxzkCpS0cpDpxQmO5JbLUco56u/v n2xeacVD0mNNWlOon0L3dnWoycYQy/waVvFwS4vb9Vh6dFxmXssK3FI1qSngURMJXhNO0J0UrSsu NhxXr17Bxo0KTJkQJoW+cuE62nXrhkK57Im4tgreoSb44+QBAoMpbFBitV00bgjWLF2FYoUWJAM8 6XAXMWD8GAzpMQL9evSn+UPh2RAZ4oNXPFA0NhMoNYlsfyj8/BReK/rmTmjdogFBr1ajWs3yyJ3d Ei1bNMOEcfMxbvLsZG+WiydPoUGrxgTDUpgGBOBWNFEXixYvCdd0GZjyl62MylUuYTJTq3kSp1lL XdHea2fPwLFYBbRtVDnNWBXa5tN7d3Hv4WN6Iym67OrxyyhTqSKhYdNi7ZjbZmPi7exMnvwSaFqJ iTAC0btdSxy79xrj2fYTB7bTnzWWuPelkD+vE6pUKonZ4yajdt1yzP8ZhYuEK+7Yi0kIqEHcv3YG O47cw6QJgyh89dG4WV1sWLUWof4focGzg5sXLqB+627In8sJL25dQZU6DZC3dDWUTgzi9nEzdxR6 qFm7GsxNjZPbY0jBrDir+RYl4NHdW7hPtLvrZ07xkCwCq1ZboXjxMiiUPyeqVyuLeYRerlOfqe5o lrt45gI69BwIKyYceXTrAjYfuIGJ4wcTKlUHTZrXI6jaJiYL9pFyUd6+eBF1WnSBm6sTXjJZws07 95DARVrQTZZTsnx5WCVBo/p7eUBF15j4PRmTjXyn8vKtX8iBKMqCP7gLj6Sk0+MCHx0ZhvuPXqAl hageYWl/NWnQ3FO7eW2mrdyKtVo00dFseevsWRSt0hj2lkZ4ePMaHjyhaTTpfOrCsfuoWLUSoXG1 pcTlgdceY/2GTdDkwqCWyOxuNPflZJL3OJ7vLJy/DA55iqNl46oExnNDgXx2mDea5uJKxSh/vuLa vfdo32cgFbJIXDpxAl4EHtPiLvgddwOfQxIxvVVaU/L32p7R/EIo3aatm8GEaH0ZSRWVa9XAVyZ3 ePAgyR1QXUeyPwrKW7g4OqvaJmeysbTPQTjakQiOVayoeQuXIGTqG2pXzySNXCTk6EBPlBqlUrTV CtVrIDc1SgWpoEL1amxgdPL3NJjWbfziFUxVp9BO7bLnwsAR+ZGDHiepqdvA/vjj2F0KsLQ++HmI NLj32DasWrEiuUxxqNm6Kw/7iootVwIateCgMVOgDwqq3awZ26CDeDJcULGqNTCT2/htBw7hgf9n 6bdqTVuhfYtGye+YEe+9Bw+WjZPQBdNUjmvp6AnT4JJtPa48fJhs/ihUpRG3lRnB+6WUgaoJeP3y GUKZ6UeQU8ny3Dl0gYl+usFNF9RCBXLiwasPYJInmraiuLCUhT0Pvj8yQcV7HgYJpcHK1hmFC+VB z2FjoLJggcQLsRuo174nWjVQLCrCfOFka0KXS8U3G3Xqg8jwBNx8QgMSC8lbvg76d28luROGso+6 du/JxFAJUvJpcZilq2uO8pV+3tfb+8snqT6GtnlQO5sKXjx/CjsmJShaJB+6Dx4N+qMq+o71rdW6 O9pyokj15eKXnVj3YpckqF7bHnSNjMM1HvSL+rqWron+PdswZZ04DE3A21cvaI5TjA8bphvs07sb IVYVmtNlCvnsrjZwZm5dmf4dDugbGnOx1sT6bbvw5s0bFCxdGVXrt0IrwtP+XdSgXS/ODzWcvy2M pEDOItUJr9tJ8rJTpVLq/uIp55XizM+tWm3a0TtAi/KjQbsuCKP74S26yErmTI7NTj07oxIzncVE BBC6WjcZMVbX2Aajp0zEOiq3inmnznE9guiqFPChIXj7gvC93opMcKZmjliyZAm9t7K+iGUi1LVR p1G9b/KsKBkrrswoZ96CEFcKqbATkvy7+aOjixumTJ3xnf5QobaUNgN9kVIE3OH1LSpTOfO6WDu5 oUffjLjkohx9czsMmzD9G0WqolaDtKuijpENOvfqlub5ghUqQVzfIhPLbISi/b6W16xzVyg2eT+m XITjnM4rK9SIi8vNkTNw6swVNKpdHoMYjv0t0iaC3QC6ZmVGhcvWJARu2jut+/ZD60weLlG1Gk1D 1bJSvR88w8xaDZpLV2akqadHs1Na85TyuQKE3hVXamrRuw8yLpMi61IxTJmd4v2S+p3Pr5/i0Klb aNljIPSVTsi/oGVyET/PgaqNWsMxWy6cP3UJPcYM/vkCfvoNFTRs14NXxhcLMDZEXN+iNu07QVzp SVPXFJ37pAXYM6XSN2JiRlmow/nYa8y3k+RkpTmSUBcIXzL9PhzQo1vVvKWL0nik/D6t+/tbYkfl Y/2ObdxWZ5ZT4O///v/KF0RCZwODH2f1yVm0CHJmEXb6f4V36dsp0C4j6WQhSBLqjx8/ps164/8q P37LdosJk0AzRNxPuGD+loz4E40S5jhNcebDICxFikOZ/g4OuDPJzJ49e5gp68l3i1el7UOYIIXH m0yZc+DKlSsolxT/Iwl1cbj56BH9xH+SFCnbFBCvMszrTzJPflzmwP84B4KCguhF5pEMRPU/zo6/ 1Hxv2uBF+r9k6N0qVapg0aJFf6lQ+WWZAzIHZA78DAc6d+6M/v37y9C7P8O0bzy7dOlSpvxkqj4l 9G6WkdLSFfjs/l3cunoBNVp1o8uPcAeUSeaAzAGZA1njgMjUE8woYZn+OgeEQP82SmMWy48ICabb 1znUbNVOFuhZ5Nk/+ZjIoB7HGIIcrlkPL/4n6/df/pa/92cmAo6AwzdySP6X6/47183ziy8cbNMl zf2dG/wn25ZJ8FEsTh3/Axev3WbwTCxUmMC5VbuuKJ4/u/SJ+zcvYf+Rk3jO4BBLG2u8X70GtRs0 QyX6mnu+eYZN23cjKDhMetbOvgBxYOjjmRRLlP6+JrNlDxw+Sgq/VVAibl+9Cr8QFdSpo4jbenj7 MvYePsGTXUVovwWRAIcMHwatTJBtbp75A7eeeqBzz94w/IFf595dW3HjdpKvPT2yGzVtjQplhYtb PM6dOIKzlwngJbLZ05e+es0WqFWjuKKKhCY+c/IidE1sULaMwj9fUKDvJ5w8cw/ValWCBdsT6u+N Ldu34z2zkgtYATO7XAxB78oQ9BSWv316Heu27CfoleIwzrVQOfTqoIAcTk8CvW3zlq14/8kr+fCu UXPWmUBf6SmBAWKrlq9BruLlkoR6InZuWYc7D18QgkALDVt0QIXieZLaE4Pta5fj3quPkm9t9abt UbtMoUzrIH589eQ2Vm/cJfnw5nArjd5dmichHSRiz8YN9GF/xjsqKFqmIto0a5DlKLiMH4zH6lVr oGPqiHbN6yA10OOVc0dx8Nh56ZUSFRn53PDbbmZvn90ldPMOyXc4e54S6M14BMYhSbSP+BrXGdAl 6luoZDm0bdlYaktEmD+WL92G5kTQK1ZAMe5l+vc44P70HuF25+HSg5dERu2MSWN7EnQvLaDer6pd cKAf1i1Zjs/cQQgoEIF5VZrxEanp0NY1uPxAgX3lUqAMurZrIgW3Hd+3B2cJ/Ccod/6i6NihLfGy Mq/Z/etXsXPfAUobAVdhz5iW3jBPimmJiwojWuoKPH3vTQgOddRr3RmViybN1yw0NCNMQFwE9m7b B78YbdRnlGGgnw+mDOmPtr36o2XTmhCRk2fPPkbfvi2lAJP4RDWYGSvckp7eu4ldO89hwJCOjDhU w9l9+zGI4fTTZo8n5rYOnt2/hZ07zkr3BYxmEAVfn9btUIq4xCNH9JLKuHT6FJ4QWlUh1BNx8dRp nD7zEL16Kjy6vxCLoWn1+mjbozcjPVP8yaNC/TBt2kLcpI+xbcFyaF4lcx/kIArf2YxI9E/UQ8ni ys5KxJlD52DK0HK3QkR53HkA7wMS0bRxJYT4eWP++OHw+TqYoEINGeASgwM79xJ6t1Qaoe73xQMr l22BW+H8klAXf69bvQ8NGI3qYG9JLPm76Em44EmzpzKs3x5HKVBWrNiO8o1rwtJcYbo6vG4N7l++ gblLpsKIULGpye/zWxxgFGm1apWYWV2xCJqZGGfaxTdOn0YsNFCvcR0GTAVhEXHd3/jGoxjbG8z+ XDF3BuKGjEKVUrmxYvZ0Rm36EVmzCCLDgrF2+nTEDhuJBpUz8u/qid0EVzpNDPNiEvTurYtHMDMo FOOId/709j2Eh0UiH7O2xzOCbs2iGYigUtC9bUqcQhbGo/TI0QM7CfF7DaG+7lAxcUOLRjUJGCdm RyL2Ecb5yLkXqMD+FRGlx7avpVYdia6tM0bc3Ti9HyvXH0PRckUZEauNO1dOYDqBv8aP6EHgpvsI DQ6X6psQE44Ny2YjPDIGvQXaY84CMNPWwKFdu1GwwChyUqZ/hwOJOLJjA05efo0yVWqhaq36tBsn 4uUbT2Kx/PodaDwD826fvwYTS0sYE+Ply7vnGMUE7guWrCSmiysSCfi1dPJUPA8IR/HCCtlhm81W UjhePXqGr15fpfHEAYXdW1bCPyQMowb2zKDYeHl+gjsjY/OKsccyzhzbjzFU1pYsIiYT586SGdPw 0jeayKn5OV/9sHzyFMTSdz11kOb3+iMT7JdEgnKZo0TpWujata70rkrAIBzZfwCNG1Uj5Kwhqtdo gg4dOmQoV0VABhSvSrzuHtK98oVzonmLvnDv1RUl3Zy56miiILXR3j0V2OiC8jlsw4SJS5Cb0JoN qxZnFKIe/YNTilYnRkK58qIuKVgzK6dOxBJij+cukA+FcztKD/+xYytsCpbGpGaNcWznLjRg+K1W OgychPgorJwzA5/DDLBk+RRGe6byQ45PkOANiF1AsB1zNKnMb3YWIGZAmPcnHNizH81bNSRSoxr0 DfRZz7RCV6C5GRkZSCfQEtEtLptDXnTr3gvZGJWJLm1Qn0FbN+89gyH8sW79DjTtNYiQsQoeC6pZ tiSFU1dsP3QBfdqkBcNi/C0jcstx8SMuegbOp/yQmBiHy7efEwXSBWZMtnHrwiUcI57Mkh174ZZD EXU7dlBPbNywDs42A3Du9CVM2rAH+XMotrUGifNxYPtR1KdQT70Zio2m4Fu1DXkqNkH/vp2lZ0tz 99aakAsN6lZl9KUr3EqkLASPCe3w4PZDxFGofxMK9BvtKF6mAuxdC+PljUM48ySCmDqKnYzP5/es 9150HD0TLahwCDLXVcHsFQtQv3ZlRoOmJBeJi43EhtVbkLNEXQwk2p2g8kVyoUXnQahXrypyueRE 3mIpCTBe3LzB+j5AbMeWElJjjdrFMHP1Ubz74A1XxxRsne+wXr71izkQR9iRQ1t3IDpHOXSWMJoU FBER9Yu/pChOIJqWqloZ1Y2ToDdiA3GO8uwlk3MIoX7xj214+DkUC1cuRBIqbnI97LI7oGPBvsl/ e714QliB+4jsw8Q06RLZmFqYowWxs9STtozWhCifvXwfgsKYHIbK25Urd7Fg92HkIGKsIM1pU3Fo 54k/L9SVtVKiEPp5e+KW+wfkL14BmgJ6Vy0eN26cxPr1iictrRxRs1Zlat5qBOtSw6uXt7By9WqC dukgis7wDdt0SJ4UAvhPICWmht6t1aoNTp2/ghuXr0lCPT30rngnmhgxqaknV8/T18m0+48koR4X 7oujV5+gWadeqF7EAbd69MNhCrIWtdJGYPp8/oLnD9+iz4IVkkAPDvhKKIETEqqhhVU2VCxfWkrG oKYahZMn9kAl4SMFvC7i9e3QuGkeRbIECv+skQKESwlJe+XSZQQnaiFv7uzUcC/AkFuuZm1TBLoo 0z63G6rVLoO7528D6YS6QEh8/uAqZs8hihw1dXUCo1UjcqYd8ehTUwh3Ih88X6BcM0Vk5ecvX2Fk nwt5kwS6+C1/7nzwvPCQkAPxUImPwI2r5ynUWyGaSHOPmNUl0D+OOzAmsE2F1BgVFgTvSG10KJ0S MWzB0H1nQ3148hsFiP1z/8plwhO8JvyvBwKi9TG6R7efFuiifgIlz4py9MNddcSn4neQ31dEaVqh FIWzkrLnzAtzYm188QtKI9RjwoPhFa6NFqnqa26XA86csB8/f0XRvM54yMQe95hAJPjre3iFamDk 0B7J0Lu5C5dGePAeeLx9Jwv1rA34X/6UOs2zjdo3xbpdJzFh0kw4OTCnKYGuCrkqFLlfTWK+atNs e2r/PnwKCmYmo+soXLERGlZXhFXfvnBXOtg9sGMTBPa6iooqchUogbLF8hGczgAviM904+Ejjhtv PPUIxIAR4zLNTKZFIDKvdx44d/4CoqhoXjx5Hj37D4e1oRbee2sgOtyfCXYuI0ejOkya4YXHbz0Q FmsomTwzsTpnYEMm0LvC1zGceOLLmAnoJHT0zeDCVF/tOneUoFeJYYgAfx88I36LoPAIIoQkBWgI GRAaRqzgVy+JN/wOt1744uy54zBh8ohvkwpx13W4lc56nlRVasVScE1SYM3FEydhZmmO2lVLSFvl coUL4o/tO1CdZoLUiTLCwkIQyBN3fT2Flh0dFUE0R3fJDHTy+FMs37AStapReyMuiK/PF6mNV86f Qb7yDTCpQ5IZQYLXFat6Wn1ZrPIKf31FS9UIvfvV9wVGjRjMswd7bt3i0Kx7XxTN74o3F48pfEoz YYoWI8MSOWDSk7mdM5ow8cd7YsL7cefw6e1jXLxwm2m+ptJ8ozyTYH9wyyfOQkwtjaUiWCPukNLW 1cyI6Iz8vjnr1Y0p8U6eu4Shd2/COa8rPlJAJyamlKesh4TVwzamhrjV0tGHjaF4VtFob8+PEs/E YM/hnA3PXj2Ha24H2hVTWvr6xWMsX71Bet7ehYieNHcYJvVH+jaLs4g0JDFeYYZRkqGeISy4uxOB Vqkp8/rqwoZh2Mr3fYiVnlJfR7x48wK5CXImkouoaenCWCMWEfQqkOnf4oAK6rfpg+LlamHF0pW4 e5tw0zv/wGBmvWpYo8zfUqmYqChmcHuNV185D7QsYG6iwSQwr1GxuBvNLGqSOfrxk8c0wyrkx84d h7F01WLkzumIr1+oNApcKwrCHM454EHkxfxFXJkiMaMBL5ixQe58VgA72zi6IiTkEz76hfBw3hXd +vXClRN/4P7F04RdyYUvPn4wMDXIkkAXTMm4M5akkhozfdsTAzw/ChA1sHhBlyQGxjNQQBW16zAt 23QFvG5qiolJYFakasRbmsmfEzCmb3tMnbAQK1dMSs4hqUaUwdTQu760W7166Y66nRXmhsyCmJS4 6cpvPbpxBYHBIXDNx6xHceHYt3cHzt97h0+eHtTsEhHo9QnPie7n7v4epQsr6y40QBsY8aBy6/oD mDOjPyyZpmr6dIG/EItOzNAULWXjjqeA0EGL1r0ImNUAn1/dJQznUKaeu0yENeLSUGDFxYYx0YJP mrYnUGiL6E2lcivaoampR0ConEz354T6DRrBjCuxoBwuTvA/ehGv331msooU4LDIYD/cOH8D+Ror zAWpycDUCv0GDUv+yd/jLhq1nEwoXP80Ql2NO6Zobk+DvgZJzxpyQVXhTiaSMk8vSbY/fU0gK/aP CYVpreYdUYv4Ggd4/uFatDgztgThma82B3DaJUeTAtxAJYyDLzS5DoE+H/HIxwvtTBTb1Tpt20qX oDO7VmDw2JkoVLAwcqeCBtanUBXjSpCZjQNhSL9tTBIodaLvldC7OoRg1Y0LQGh4StIUz49v4BEW ysmXdiHSYH0NVcPT1DeI6RMfeX9By6T61mzVit5biiQHF/evQ1/WN79bIaI42hFRNAGxxOZXZrLK 0CHyD387B5SQ09YOOTBl7lzpe+vmzcSiBatQtQLPSX45UiNNz1RSeo0maFwSjSFg3YK5vqi4ZyFl SywKEBRu4cyUediK5poPH79IQr1C/QbSJejRxYNo02MGnJzzoHxxZQ7mFJblLlYc03gJCvd5g6pV iA+vbU1Hidpo2rEXHTdCcIgY627FiyPK7wt8ElISw/yI8Rlt6glxPPBKQJnydWnHbpTh/VjaKh8/ vo07dwop7nH1yuaYHdYWRPNjWHVAgIDejZUSY/ToPwydWvfEkTO1uYUpyWS/sfD0fMPUeNd58CWg dyOwlTjEdq5FmZtTYS6IIhJiBLV/JcXGRBKh7S2/d0f6KcjPC2sXryRQWBOUKZwLZw7vxOuPMVi+ cQu1coWA0CCWzWoeNmxdtxmFFkxMTtJhSMHYe+hADOw9CdNpTq8hwf2SqYHUfL/6Q5tasgT/S+3M Pwl61861GJrQBrtpxWKG4RZm/kF9avOVMHfRVmwvxFyWTFUnaDchXktWKk48eYWQFmYmVTVTZlPq Bkd7szR8LFq5GrId+AMjR43DpOG9k6F3j+3cgkgda3RsVSsD378Sa/kDzUdKHfXkrl1wLV6IC0ba zja3tYclwcTePiH0bt3SxHHPD2Pt7Vi8cC13LoUQ5PsFN+67o16HPmC6aLxh9qhQQvHm5+B5Rzvg kXPXeZi7VFqEX794gBMXn6Nn15bQ1jNGNWZ/2bllF8yMtCTo3WO7tiBv2dqE3nXEB4+38PLygRr7 VdDt26+QPXsOQqamxRWysXdKcz6SoaFs4ZdPnvjs5UuY02d4+yYMl6/eIKQxxxjx8Ivmd6LWtg6d 2tXlTi0ae5mkoGKD1lLWI49XrP/ZR8wt24LeEQaoznOBvdv3wNJUn1DPqji5ZztylapJvPQc+Pju Lb/B+iZlbLp5yx1OHMcCRlUaZ76eiFbVhy35KdO/w4GwkCBcu34HJqYmNIPqSPLiC+dl6bIlaCb9 9cfXwm/+9fMXxNGPkezrCRTin79EwoXOE4JKc3cwbd4e/HG8AGwo7x4RmjpBPztcCa/r8/kj3r3/ mDz+b155BHs7JyYUMqDci8auXQdg7ZCLi1ER+H/15bh+C5UkCN/3zx5z3FkwQY+ZBIXgQSU3gmbH ApyTz+l8cvHOU8xc0CfLnZDR/EKXtxJkmpWDeSaFqKFAYTdcffgUM2YkIYwRqrdj9/5oVKMU7J2c UakygSuTtttOuQugMyeYl8cnllUSTjld4OiggQXzFKuuyDBUt003dG1WO0nDTaQrUH7o2SiFugq9 SdxwkXn7lN9T0zFAl3EzUIcCVlB0HN2O2vdG9fJpMboHjeiNjdsvIygoDDpWKYFR5WrWx55D1pjH 7CIz7inc4gTlK18CRYop3IaKlyoBQ5uUtG1N2rTCB58ofPnoRaHuSrjXdkxWzKS4W9cRj1tR1yJE bxs2eAC37oryDIwtULlqKW6ZMppS1LUMsHj5SsybNAXz54hdjYJy5CuDjbvn0FyVcuCnvPeIrp5r eACsRL+w5UHi1OlDYJokhJTPqbHsXMQ3f+vzXgGxy63dYLqAzpk5B3euHefWUAPNO/YjXG0V4lNH 4AAxf25wgAnS1bXC7PnLkcdFMYi937+km6o7wphtSYuJrDsMGoWvo8dh7uxZ0n2nvKUxdzSRDJmY 463Xe6xethJBUYr2Glo4Y97yWciWivfJDf3uPxJw7cIp7DhwQtq1GXLuLpw/B02Jg96udX0MGMMF eeSY5PFQnDbPUYOEaTCpvtyFhHGnInaD7fqPgO+Y8XSHU9TXIVcJzJ0xWDL3ePp4Yu3yFQiIUJj9 9M2cMHf5bEINKxbghzw4dXCxhjM1MJn+HQ4I6N3gj885Rw7A19cH9jnyoFL9Fhjbo813nQX+bG0F sOHL+1ex/ej5ZOUpX9laGDNEgdBasUF7mlQDsZHuhkJgaWvZcgcxGdlp63/7+A62rF0Gr2DF+Z+W oTWmLZnFVJ52iArxxbvn92jSU8gh1Xh6be3dgsfvFPC6CWo66Dd5MupXKyHlP9hNSN77NA0KMjZx wAJCjedwSEk5+aP2ZRTq9Dbp3i/FOyV9ATUatoK4MqPCZSpBXCmkho79UrYqeYuWY/Li72XEVkHd pmkhV6vVawFxfYvqNc/8nmvhSpjJKzNyLlAcK6lxfos6M6VZajK1c8XUeWlhMuvQ+0dc3yIrrsrj J6Uc6KV/Tp3Zw0dJpp+sUbUWLSGurFBTJocYP3EeTl64g9qVi8OtVBlsOXwow6taTF03gv6/36Ly tVuhfConHE2mjhu9cEGmjxcsWxUbef11UkPz9j2kKzMyZW7X+UzAkRmVqdEM4lKSyHE5IlmBSPuG W6nKWM8rM/LxfM34gSOoTYXDND1e/V9voFxCFjkgDi5b9hjE9JhFcfrYGQydOSWLb/7Zx1TQtGt/ 6foWNes2AOJKT0KmrNi0I9PXtA0tMW5GyjwzoWl78oKVmT6rb2yC8UuW/tkGSO9JQl3k15Tp9+GA pWMeDBnFpM/SIaZMP8sBU3NLjOGCm69QSnDZz5YhP/9jDgi5o63945R0LgWLwiJbytnYj0v+33tC Q0IVVezjJWn+hae2Spv1/x47fs8W6+rp0nb3BV8+f/g9G/g3tkqVh/m6dDt7+uAeE61n1YX1b6zQ b1q0j4+PlPnnR0qlSE+pzuTiH+8w6lmmTDnw7t07nmEpop8lof6QKdVmzVLYHWWSOSBzQObAP8GB Fy9eSIkdzp0790987rf+xkvmMs2TJ08K9G7dunUhoBtlkjkgc0DmwD/FARGV3qdPH5QqpfBCk+nP c2DhwoUIDaVrr7m5QlNX2mL+fJHym//rHBDuqjfPHYKRQwG45fn2AfH/Op/k9qdwII4Bh8oUbDJf /hoHhDvmX4be/WtVkN/+3Thwbs9ueEXEo1X13+dAK9DbC6raejBSYoH8bp32J9oTSzyW0OBAmFr8 83g44VHR0PvlAUd/ggn/8VcyiSiNx+OHd/GGPpSVK1em83wSuI2yIYmxuEtcAu8QdVSqUFJCvxMU F+mPA4eOIThMAZFr6eCKhjUrJjc/IiRACiKxdMqLInlT4Ew/ffgAb4bHFiuaH8/uXsONB89FYDsM iSkSQ4CtKK5AOkZmRCesDmuGygq6Q6f/h8/fS/9W09QlXkp9OFimq2fSlz++e4VrN+8QvkAE5AIm ZhZo1qRRSrckJhBG+AEDXZ4nAwUJP/LKVarCyV4BgKWkQB48XrxyDf4BwYrIV0aXVqhaA7myZ0t+ 5skt+sbHqKN8+YxhzLFETNy957CEfSNW1Rp168HewhRnCXX8wSdQip7U19dhFGSYhIDpmLsgqpQu jDcvXlG4GMDVxSGFn6GBDFd+h7z5czNqVJdRpCG4QhCtj598eLgXz2ANSzRpWp9oimlRzRLpI3vz 0jlomdqjSCFFZGdq8vf5gINHzkjtEwdUjehiasq+iCT2y6PHHsjjlgtGhimwD55vHmLbtkPw8/VF rkKF8Yw4Qan796OHO+4+fYcy5crDikFACoonbs8TGJqYM6gofXAPUfieP8a9B48JQRElQRMUK14Z hQoo4wbE/Ue49/AJEfsUwE6qhIeuUKkKXJxSfHmDv37GDfZ74VIVYEUeK+kjMTe+BkYz2873oUwT 4iIxY/xUVG/dHjUql8C9Ozfw3P0tx2MMNHSMULd+Q1gwCMvrowcuX7uJkFAlnIAqo7DLomTh3Agm /MSV63eRI28R5HVOCRLzeP0aIfSPL1RQUYc37k9wmzhG4eEKH2cbBlnVq10zuc4iyOoRYZPNrGzg kI3BbgwQvH/vNnn9msF6iuhaLcJ51KheDdbmhnjJ8ez+MQCVK5UnBLUColaUcffuEzgRyMxAMxFn T56Ad1A4NBi1q8s4AzHmRJ/nIuZNOfLmyYM7ePz8ZUr5eqaoXr0qdFSisWn5UhSp1ZZw24zo/gfo K/GnNhPB9OjVx2jerBN6dm7ESOR0aH0/qIfHyxe4cPmqhIpoQXiMOnVqQzNdEXEMGDxPyJEPPr7J pWnRO8eK+ErlyleGno6Cl/eunMV993fSv+0oz6pXLgUNRnJHBnkxMOk0QhjxrKFphNrsQyvLb3ig xUfixNEj+OQrIH41UaZsFeTJlSJHRNk3rl5GWJwWKpUvJqHeZpUyCnVC765cMB+rtu3FjBWbMKq3 IrBDSR9evkaf9m3gqZkdpw/tI5CTPd49fYxZE6YiglFfllYKQbhnyz5cIOb1hGnDJaHg9f4F+gwk ZrCFG0G09sLaRCEYzhw/hoOnH+DwwbUI/OqDl8RiSSB05b69x+BMw3/hArlhYGGHMoxSjWfE6rpZ c3Dy2i0G6rhK7/t+8cbOdXsxfvYEVCiTgrqnqG8i/tjNaMqNJ1C/Xnnpl5DAq/zmebTr2hnlKTBB 5q5cuBi33b1QLgkfXVPPDMVKZhTKD65fwNDBs1C3URUJOlhgqhQsoQD7ERTIaM0ubTsi1MiUIb7n kNvWOPne/YvnsW7NDsQbahJ7htFxjJT1eOWP3r1b4vOHd3AndrLPZ0+cPHsTTZrVhwGfUTO25WSM xJolK6CfrRCmTEiBZvAmP8eMWIQFKxmKn98ZPp7uGD54IvIVLUghZozXDw/h2sWrGDd1JOysUwLJ 3Ilb0ZShzPnqNMPuTVsIN5wSmXeKUap7Dp2GrpWB1L7gwEB8/RyNwaN64OunVxg7Yi7mLJ+Bokmw Ead378bqtZtg55YbuoaGePH0EbHZ96DbwL7o0K6R1PbL546gXZ8JGDVqGqZNHaoIGiF88bxZC1Cw bGUMH6hAfEwm9v3GFStw+sZLCqWiEEBiezbux5CJY1FLAlaK5f2VOHX9JapULiq9pqZthEJF09pl t6xZj8HjJmL6up0YSQx1JZ05vB8nrvti7x5lAFzazyv/unRwH9TMbFCiZBEkEDph1uRZCOBiXaiA M/E//HGeIEyDRgzC23tnMGryOi6g1ZJeVYdNdgUsq8eLewzM64zixWph554NMNFV8Ho/IX0feQRh 20bhuxyHrWtW49D5R6hG7CJBt65dwcmjZ9G1d3cUJjpgXGQg5k6bh4r1mqFnt0aIo3Iwd+pseIcn cGFWzAM9UzuUEwI+MR4H92/G6KnrsHzVBvTprojjiIkIxvix09F72CBUK5kbHxhR+84nCO9ev8T1 O8+Jplpf6nOjbLkI1xyM+TPmwpOLX1FGbQvS5VgsWy4GNg5WcHDMje3LVvPefBho/b3u0Hcun8a+ gxcRrx7HCPJ88Cb09otXBBjMk3WceyEjLh49iZdfPlGdUMGu7ZvwmAv0mKH9CFqXauhRkRJKpvt7 hceYwHd6++IR3jBi/eLVChAS6wAXlz8IPmhGpEVB8ZqmEvaV/5e3WL9uHd55BTOKWhcfX3rgHhFZ x0wYChsutKkpisB5u7dtwPX7r2FgZEhAOW+cPXEVY2dOkoKV7t+6gj1/XMCzR1cRlGiNwoVWwtz4 e/hZacdwhh4RwEj6+vZo174bbl26iFe1qlETVYS+JzJBxAkmkMhfqR5cGFGZwCmaEBWAhYwujTfM hQ0bpoHR2BJ9ef0cnZp0wPpdeTG8R0sJ5KlgvsrECY/E2HHjsXLpAmmllDSFJG2/XO0mEJegQL8Y 1G3RigIoJUDk+M7V2L7/KhZvXYnCSUk7hOCeQqjf2TMWwHnLKtgla4OKeqio6KBu3XaYP18RMBBP YTqaSTTGD5uE9Xs3En5WhxgtZoTIbYvuXVK0o7RsUvyVyAjYUqXrYenilCjQ1M8dYdh8vlotoa8S gX279hNnXAEX7PfJHTMmzUbusvUxbXq/5FeeE2jfiDuHzkRoE/Tp9TMEhMxhtOkKBSKkoLgwqJNH 2oyQTE0CRVNPXzcZm0QMLEenoljMwAUzY03EhXqjYslqOH62HLq3a6goKiYKB3ftRLOBExHy5QNO Ena3TWOFMHr98DJmzVyB9oNHoEunesmfenz3mYQDI5KFpP7e60eXGVm6Eu0GjWQygJQIpUNrVmHW 7LnEkSmMUnkcqYUYoCGDx948PYc1m7Ohd0cKGZalS/RLrXRtUjA5jjsWI7TvNBCD+zeWfpoxtA+W LlyGshXLUMsUcRXGaN9hAIYMyjyhyAdG7918/o4BH7Nwl2Bl3o1qwdrMWCpLk1GD6WGT0zBW+iMG x889Qr4SpWBMmIPo0ADOCTu0adcZjesrFo9ezRpiKwPYiuSyQR1pfCn6MDUR5xJlStSCsW44Jk2Z jsWzJkm3ReSicJlUEGcRedS8RXeMG6MIZgsP8segTl0xYdQMrNu2ApY6xL8hvzSTQuMTKbj19G0x sEdnNKqnWAiSKTGaz5mjOXdYp49sYpS3LRpULyeFvQthQwkEfYEjNGK89Mr9axcxfdEujunFyUXE EitIh9HFAwl327hB2kht8VCpUnlw9ORR3Lz/CtVL/33auhiva+fOR7wzA8Xmjkqun59/cAZef+8H bfK6ccfOMDE3lh47tGk55q7aR7iKLrAzSYHf1iSybJf+aQOLxvbphfJ1qsKUUd4PrhzFvlM3MH7+ QuRxSNn9iTIfMqL0AvGnVhKuxMlUE8GfnhKFdRyev/CATflCaar39dM7HDp2AT0nLkOt4mIHGoG2 DTvhwvk7klAX1oQChQqhcE59nLz1JQ1SaVYanukyG0tgqpIErkn0v4tNe45h5khFdN89DoDzdz0x sFtDrN10GKrccrgzc8wXn1DM2DosWaCLZ21d8qJ91/rYe+wyhlKoi62daoI++g3uiYUTp2AVmTqg TzNmoclkG0XALGH4Dw0NSW5DHLePJ/efRPN+3VIJdHFbBT1H9sLl9mPw+MEr2FVNq60LXKqoqBSk PTVNHUxbNJPY8N1wk3jHzk0qcVLF4dGjm7h1S9HpZubWyOmcMTxcgDv5+LzjNu4KQaY0JRNKrjz5 YETQrBDf95K2NWbWTGj7vcLExZu5BW6I3NnMCbx/GQGJmujGZBKpKS+36KkpkNnVBWZMABHc7CxT 8GKUByDf61ChVURG+HHRPQoXJuGgeolcRcogl3OKyeYtsVxuPPPBhp0zcHv/euw4xqjJGhUI7KWJ sweOw8g1L1p1TBHo4nsFCCsqSAm0pkRpPLX3CHKXKUNc/bS47406t8ERJlI5f+yqJNSjaSLJlq0g YQkcMHbUWiYmKUXzjKjTN0BEufirEt752ZM77A9b4vFoQ51aYvGSOaGTpFZJ95+J+wplw9jEAq6u OZJK5O7s6GmY27tQKA4n/G9nbD10FsO7pkSa/mhieL99Di+GdlfPldZEk0hTnaBwmr7iCdZmY2VK +AQ1fOCu6datW9I9bZrJ8hDtUpN+1fEMBtFRt8CQYUyOMmwytu0+i3Ytq1HApm27GKMREWHJ1dIz NsNshpg3bTUQT56+ombtlIZbYoFFYhTu3L5CDBIFGpC1TTZCcNDEw7IiQyLhVrAiSuSKwuIZS6hR F4JdEgB4+rEUTGC8GGEnJxSEQdJCIxQwAnAwduUKbBXQRgTDsyc2joLf9rnzQ9/YEvdu3vpbhbqa uiaKlyfe0NlL5F0euGa3QfZc+aQkND9DhkwmI8Lv77KPYrnzPX/xtgQ7YWOcKp9CJgWe2bMa94g0 u3ZCFenu+YOnoEscmrCvRKD1ei3Nf5tsOZDNxhwFS1dH/rO3MW/BHLSqWR4Hd+9ADSZ3KavMMJaq fOsc+QngVZEmpSVQC2uMh5dPwTq3K5P+KPI3ZM+ZW7quH9tEOej5M02Vns1UqIvBK5I+NGzbHr36 TMTr9s3gYmuKLeu3EXuhHRytae/mybUK8SeDgkKQKAVrpNUkReFmtjQfxHxOxlGIoZZsmz0/hg0b jH5j5hAbOT/fy4hzklkr4pjlJoiD1dg4VQaNpAd1GTlpQAS/qCzCpGoaGMGYnRMZLiaSGidZNC4T Dtf78xOpxPIV62FA/04ZxI4Q6p4fHhMca4GELih4NHbSNBTI7UxT02EUoJArltuJJTjBcd1uHD5w FLkHdiLeuDftcoTxNPr+IPp276lImtb3SED5hoR8pPa4AQbaKrjz9APWbNjEdHcKjBxBF2i7r9O6 BSwY+l6Xfbttd0ecvXQDzetUxHvmf8yZIwdtpt8fQ0qh4BcYyohVh4wYz9zCm1lZISrJxiwJrPBQ lKrcDI2q38OEqTNpoplDgK1vbNspsNTUYnHj+iUEBbzCK8KTFqnWHJuWjlNUjDJMcf8CzUOvpZ+K laiK4QRGE5BDQgt6//4tuo6axx2GKho3b4aZi3agdZOasCe4UlbIz9sXCYRfNrNWLKxCiCYmhuLo H3uY3eY5vIn0GKZlTqHbGu5XD1LwXsfcuQoFxNYuN7G/RxI1UvGtKCYXcSlQFkP7d8OYJQtQqEQu go2JMR/03arom5rDgGbLqMiM0L9SfRCGUycO8HzhhlROvQZt0ElKhajoQAGMV6tZL1w8fgvjZy7A 8qkDsmyXVbQ3nOUfxKsXivRsteu1YkKXpIVRRVOCk40OC8wKO//0M+I8pfuIGShW4SoWzl2EPZQf 8UQynDJpDIrmc/6pcgXW+bKVqxFOzulrWyBnHluE8XzE8Btp8cIDfbBt5yl06tcD2ZLGQUKCipRe c3YAg6CopAoFLEHVjBnM5lOwizONqnh87xoWLV5C/CZrVKX5WFUjo1wUgIOly5UlfO8Fmt6Wc6HR o0m3PuVJWrt5TKyQsT/VTOnhb8wsUeF4CuA8tGPZYcmqdehSzQ1ROpZoU7cCQt7fluxIiYkqsLOz plEiFp8++3HSpGiFovD7FBjGdkz3JH1KaBREQAwLR+EqNZl38jbmTJ5JgPm8P4woE29raenBwc4c 7whXm57ePH4Gf57IWwlNJRNKLxC9CFLl5+/HAylxMBFLyFzi3fQcwxyijb7LQcGTQoVrYe/+tPgn UaFfsXHzNvjF6iDoyxuWoYoHD+8g5HkABvTtJB0GHrv8GAE8mNI3z7ptTFmZqKhQRKTabSj4QRML O10cqAqKo0uhpVV+LF4zlwe8ppg9tjc2rVyHEgXmwYSLia/nU2zYtBNWudzhfusctWF1PKeZIpwY J0KoZ3eyxtXXCohe3e+cySi11Zw0yZ1/xudjCVeaKrNLENEVXz59gdq9FKYR0esJSRpu1xHDcJdZ r2bPXYEYsXOTNMJ0xEPAuFhttOswGKNHtMWz22cxaOgkJlJpgppVCkk2Y3G/Q8chxKpXwPympkun D2LP3qMIV6F5h5p9GFFDb3GHefzkbfRorcCm+dECKWZSJA/Wo5Iy7IiFTGSU8vL6iFevtFCTUMUT k7bUN0OiUbVaG2xYPyHTsSN2OBEsqwJz4Nbm4aMww7k6WGSAHE5fJ4/nDwmkFsmcvOLwV6Dip1BC AnMHq5hh2Mi+aNWsUrrvKp6Ml/ITqGDglLHoQfyUJSu3U8DwHCgLQiKBfaCiYoqhI3qiTYvM8HGY /IVdlxnuf6ZM+Is/Fi5VDlv2KzCjZo4eifHj5tC8uVTaLWeViletjs28BHm+uI0WrfohfOoCtG6Q ORbV1nXLEaSmT0Gd4uwRQ++bqg3bYfakQUmfjUPbmrXw5r0nPO5fwuo1mzBmxnwMGeOC53dvoH// sYhLnIAGtdP2kfuDW5hHc1yLfiOwZeh4BHh5onunPvD+GkCTYrdUMOVC4VTNknxMzYdMhHoit2Mx 9DwRXiyqaNKyDTpQuzu2xQzrNq+BMW1LfrwvzCPiGTtXN2RztsFomlTWLZrOFGoKqNWbZw7jxOXn mLCyn6Q7iEEWTaYIf2ZBvQePhMezTpjJSNbqddpk0IpF+QKfXEliS1idiYx7j1+CXG4uqFlagcsh MLLnzlqGwhUqoUiynT2liULYBRM5LYimDUHBhO6dNmoS8jDxR0WRFYfnBGIH4evrJWU1kYgjX6TV EyfaqSmemOkREeESaqF+sk00EYd3bEeUqgk69+4MdXqXCCpeogg2LlqLg4fPMrlFY2xgeqp+A8Zg 2dwxRAlU8OjWufPITXhNRwfFqbcQ0FHkURpMeSK4lWLi2/U7juEOEyy78KBK0C4eZDsR8tYxyeND 4H9HRkQgmNtMUKgPGDkRzWu3xD5+v1u7eoQOXgt7t1I8hG3AcwVFH+R2dcLOtXtxnQl9W3bqhG0t u2Hk2HmYPJIDi50WTaFyn+iQZerUU/wt+i9pEanauCFWH+5PU9ZajEw6jBNQpctmzUa8nh2aNiL2 PEnwXyTtEKRraIbpkyeic9s2uPXSG8UrZA4AJtzmwoiRLihfiWpoXOsSVnF3VLzEegJsqUkako+v d0p/cfSI/gphlpg9O/5Am36D4ZbdmouJyKmhzkNnXVzYvxPNOYGF00QI+1k5HoQ2qM/8iWqpdkL2 DLfWSNDGx9c8MCPUr4SVH6uHLt27oXmjlINxqc/oaRTADFrJY4e/CdusSIws7kXz8FKZAGbUuCno 264lFi7ZjjYdBiYPrVg6AATzMFZZJ1/CU08aPwfliShaiAeCcTFfpSToqeeDSNDg5fUl+btifujq 6XGxoJrC/o1RUfDcxj4nJo8ayAPW7nhBUMDOvdMCpYm8nGKupV40xHsxhLn1zlC+rrQYJcYGwzco Gm7M4vV3UlhIINzffKbCYUezlhZlRwxMaDKxsdX6Ce+XRM6JYMlTSo+eZYL8fIOgReBppUrh8fod EVh9Ua6K4vzg2a3r2HvwGnpNmkwnjxRLQr7iubB02zUmU2kMWzojPLhCb784I6I02uHQqb0wNucO nSYqMRayU0t3oJIZGBDI+ZxAz7RbtA5YoUC+HNxdPUd4NA/daTcXz2obmyN/ITciQPpIcjAmOgoR lDEBdFQQY1UooDoa5hzjWbNqZBTq3HrZZbOHRVI2HdeCJVGvYSPc9YxBiVIKbwORgMDJkRltuFyr M0PM5FnzMXPiRHTt2FbKqi1I29AWM9euRoVSFJxioOvoITvtu8mHY8xX2n/0KJ68v4C9bTqfVw5Q RycHmKZLfFCBHhvzYlSwYOpYrE/qoNh4VdRq0BZ9uxHzO4ObkwoTw1rgxf6NaNHirmL8qWujUavO aN+kFrdhbD4nbDYnE+w7vhW3rh+UHhGwmSNHjUW5YmmDaAwMTeBEDTVNAom4KLxn3sIGLXtJWcVT k3aED86dvYLmTaph+Zq1mDV8DLfIbZMHZLU6TVGhborbpA4Fk7OzExeTVN3C/mjetSfCAsMxvG8P 8lGxIGTPVQATp4yHMQ9LJf4SQVHwVyfJj1eHbejctSGxmB8hsE5R+IZqo2uPwahbM+3BV8SX9zxQ u4gyE3pi2+a1mDp0NFq2OC1pdGKR6dCtv+QbHEnEwxyEoVWWb+NcAGtWLsIEHri1OLNPqoMYvK75 y2Pd1hmwSMpmZGpuwUUrBVPd3jU/+vTriw+TFsHMzCQNvxR/qMCauzs1urEqqUnbFrj3ZA7d+l6h crl87C8zbN6zD82bn1J0qa4ZRoyZAHutQHpvlML4UcOgnyqNe70qRTF86Ay66vLMxdEG799t43hQ eIUYm9B+vWAJstul9IOxjSNsbUzhQzhhAq5yYdAgbr0d+yUjDoyVjQVNcttZFyW6qDqad+qH7m3q QJdmPpEBSj1JOVDT1kd/Aq3dediLOO2WSc3TgL2jOU5sP8w6KaCg1XQM0abncDTjDkrsNmKjVelx kg2mpgpbshrHsL2jAfbsXIETPAwVZGjpjIkTxyO/iw2s7GzoqZHSniIVqvEwuz0zex2TTDqpyYBe S9mZX1MtlQovle9ggL27V+Lksc3S4wYW2TFh/BgUZPpIH0/yRT0KhUsr5MHfRTq6+nhw7gCGHjlN hYW7XI6JIhVqM8FNL8lTJ2vEXReTz8ydMhHPPn6VXoliop+WA4agYW1x6J2I/VtW43WgdrJQv3v3 NgqUqoimNdJq8XXb98IH5qztQ48mDe56EuMM6d0yBo52lug6YCBGj53ARb8hFQTu7OhwUqlGA879 OogJ+4pD29Yhd6m6klCv0ZiOA0w+3blNMykNqKhDTmk+D5SE+pmje7F49VbuFEMRGhErfa923VYY lgQB/KN2Z+CMqqYhxk4TJ+Mp+7RxM1NOxkWBjsTRXrCAWOFJA8HAyBgzFi2mFhuRrGVqML+gOCxS klOeYli1rmjyO+J3B5cCuPb4QbrNJW8Qo33eollpnhXPC22kTuPmqFanPu1QCi1eaFrfs8s3bd8T DVp1oTau0FyEG2KK5wF/UNPGsPEzMHBUDDVABba2+I7wUEhPparWRckqddLWixNg+KSxmW7pm3Yb hoad6M1BVpoR+W/uxrXkUWQyj0T+09QLhGt+avcbC2dot7qWNrqPHYP2QwZRU1boVOnftaWQXbUu f5p3m3YZgkbkkyqNzXOWzspwQCfKGTxlvmTGEeSUMxfWH9yLcGoJCj6oSN8RI8E6uxtWrE3bJ3nc CmP3HwcVCbsVb0CHWnFqo0oTungqfFhSqLHI7NJBwDtnYgvgzmTg6BFpnrd2yo91OzZLmregvsPG ofuAEan6S4Xasbakha/ZWCZDqSa2ubGWbmzifTW1/LhZtWHKeBC42JKNOzVpoE3zqljLg83XH2rC hYmnZyycmqFfxBs1GrdB5XrNk8sTbRIeXYLyl6yElSUqpnkvX7HyuPf6aSrNWAU9iFPfqc+Q5PaI 3YVy8RTlaOiZY9r8KcnlqGoZYsaCpdKOWqm9i3mgGLMq6MVxkpZU0G/cVGZ2SilDeb9kxaooUaFK mjqqMk5jytzFGJe6fDEnuLjH0Ma/ce0WOkmYongmO+N0H/5Lf4ozqy6DRzMlYgGcPn4G/enNZGls IO0af4asHZwxa/m6ZHC21Px99eg2ntOduHUqiPB2vfqjYyZ+4RqMiRk4ZQ66J8k5cZCrzWRAgkRm sqXMkRDJswwpeRzHlR7njkSJlpjNXAPKFJhCeRs6ejxdvIcmJ1UXCXqUu8WaDVqhUq0mHKvMl8xB LSL+xb+zStKT6e15WfG2yOwZ4Xb1Pcq0XHZQ6ryXyve/VwcxgblmZJE4yXhYIa5vkfiWpliEslBo xnqJQ8xvj7K0CHTCTPAneJRUcW3in/8sf5WHL9+zpQoEvGTioqfHbXxmlFmfiHyxery+w9xM/Vy+ 17+Z3RNCK8UYlvX+Sh5Pqd7/0XgQ75So3oh+2uKbScrDNxn4/fGV+ZhPP+J/3J705SgUD21eGTn/ Ld7+zO/fKp/HaHArWhJ1C5SB5k8K1/Q1FfURB/zfIyHY8xRi0hqTbIxtydpBd4by+B2RBzkzkaHO HW7HvsNQqaRb8ms/qtO35rCkYFJgZ/b9zOSPUJgyI5GsXpmwXtwXsLo/ImWOZPGcNJsF/oLSnvej l+X7Mgf+FzgghFqT5vW5BZbnRur+FoKrTtNmUszDX5UZISEh8Kf77o/K0aMLY14G0P3ouT8zLoUW 75BD9W8p+8/U58++E07PP6UyJgn1s2fPomXLrGXV+bMfld+TOSBzQOZAag74Md/ookWLGLOySmbM X+SAwFMfNGhQCvRuzZo1sWTJkr9YrPy6zAGZAzIHss4BTZ49CO8bccn01zgwf/58eoyF0fnATGF+ ETabH9l6/9on5bdlDsgckDmQkQM/ynok8yxrHBCH5EpXaEmop/GLzloZ8lMyB2QOyByQOfAf4YBw P5bx1P8jnSFXQ+aAzAGZA7+SA1l3fvyVX5XLkjkgc0DmgMyBv4UDslD/W9gqFypzQOaAzIF/hwOy UP93+C5/VeaAzAGZA38LB2Sh/rewVS5U5oDMAZkD/w4HZKH+7/Bd/qrMAZkDMgf+Fg7IQv1vYatc qMwBmQMyB/4dDshC/d/hu/xVmQMyB2QO/C0ckIX638JWuVCZAzIHZA78OxyQhfq/w3f5qzIHZA7I HPhbOCAL9b+FrXKhMgdkDsgc+Hc4IAv1f4fv8ldlDsgckDnwt3BAFup/C1vlQmUOyByQOfDvcEAW 6v8O3+WvyhyQOSBz4G/hwJ8W6mf+OIlsLjmRO0/ODBW7e/UGouNVUbZi2sz14sF3L1/B/cU71G5U 8080KAFfPn9GjIo2nGxTsqX/iYJ+61diw32xYtl6lKhSH6WLp+Re/K0b/RONi4+NgoenF8wsrWBq 8P28rz9RrPzov8GBxAR8+vQJCep6cLAx+zU1SAjHumWrYJ+3NGpVK/OnyoyNCsfbz76ws7GFgW6W Eyr/qW+lf+mnhHpifAwePbgLdWMrnD92GQXLhiHk6wtky1sBNuZGePXsHsJV9XH1/E3EMyu8nlYg 9CzzwCWHI7zeuzORbxQ+PH2FezdewsFRC3GqRihQsHDaxMTx0VizfDEOnboE9aSktNqGNhg2chRK uDlh75ZViLMoiqHdmvwSBvxuhXi/e4N5M+YjW4lSSKDwioqKgra29p9qZnx8gpTN/HejgC9vsGTR GjTr0AcVi+f+3Zr3p9oTFxWCGTNXoHaTRnC21MLiOatRpWkrVCxX6E+Vp3zp7x5D8THh2LFhOfRy VETf9nX+Ul3Fy2EBXzFnwlToueZDTuZ7DgkJg6Gh/k+X+/nNQyxetR+9+g9BwVz2P/3+X3nhp4S6 iqo69HQ0MXJQL5y9dg/a+1UxdvJU5C6qWIkMDI2xYvoUrNl+EDrq6vgc2A3DRxSX7ukZmuDGrmWY MGMxNDW18db3MWbMnpMh03xifBQe3HGHs0tp9OjaUHpXVV0TDg42EPf8fb2gohmWoc2x0VH8XRvq zHD+8ukDGFjYw9ZKoc2/f+MONV1jZLO1TvtebASu3rwPa3sn5Myewvj42BjEJTJbu6Y6vrx/hYDI RLjlySW96+v1CTOnz0Ukc5O3b90Q+fIXhLGy0+MicfXGPVjbOSJnjmyZ9ksCU3dFx8RCR0cbYYE+ cPf4hKJFi2bgw+sXT+ATEIVyZRX8kygxUSGkdXQQ6vcVXkHhcHZ2glpSVvfQIH9s27YNFx+8wvyu PZE3V45kge7zyROv3nmiYDFmZmcfpqcnD25DzcAaeXM6AAlx7INrmDh1Geo0qofSJYvCzc0NCUw2 HAdV6Ggp3o+Li0OwfwhMLU0geAZ1LahzDXj17AUsHbPDWJ+LSUIsbl67CRNbB+Rydkz+bGxMNFSU zz9/AQuH7DARz6ejsMCveOTugQKFisJAJ+1wffr4IWITtFG40LcFc1gQ33/hgfwFi8BQV5GVPTYq Al+9vpCXsZn2kfjx2aM7SNSxgJurU5pnosMCcfvBU+RwyQM7JkNWUhzbk8hxqqGqgjcvXsLIygpm psbkFvD6uTvMsjkk7wp8Pr/H20/+KEm+qqWrwZ1bt2Fkag1XF/YDKSoygv0tdhOxuHfnHrLnKQhT fZ00b/n7fMLzV+9QoHAxGKW6FxMVCXVtHakOzx7dhaGVI7JZp93h+nh6wD88AXnzZMP9Ow+Qt1hx FM5dCg3atICNg6IOSnr88B7UdMyQL1cKT1LqxzFz7x4cXQuwnTocD1G4fP405i/eijadWqFwgfzI ldtVqosgj1cv4BcWjxJFvr+TfP7wAcLjgOLFCmfaV4kcq36UCYkWKTIhjlryrTv3YZs9J7Lb26R5 LzEuGtc55x2cnJHN3jLNvcjwEBzYtxuHLt7FtPrN4ZY3DzPCpfD66eMHSNQwRP48zhnq8urZA0So 6KNQXhfpXmRECAL8AznPdfHpnTtCYtQ5H9NaNT6/e4t3n71QpGQZ6GqkVZ68P3/Aaw8flChZRJJD P0M/9zQzrHu+f8+G6cIpRx44mRhQYL5BVGwcDPnVQD8f+AaEwYWrnLWBIUJ8feAfHAobSzNER4bD 44MXcufOB20NfWhREL375AVX5+zp6pvIQWwIt0IlkD9//rQdEhsOdQ1NCoP0U4GC5MElrNl9Ai7O zvj6/glefIlEwyb1oU9x+ejJA7x774PWHbqgcqUy0KAUvHr5PAXwTTy8/wR2lg4oSc22av0aMDPW g9/n11iyah30Te2glxiIM1eeoH6zzmjTsh7cH9/FiVMnOMU0EBL4BaPHT5GE+tUrF3D1+i2W9wi2 FtlQqmQpVKlXA+YmaVf5mPBArFq2EMEqpnA0isO5K/fh4lIK7bq0gbOTFfx8PuPgH8fw5NlTfPUO x6Mbt1G8UlWUKJabMj0Bh3asxMMvUdD46o1442wYMbIfjPUUA8/nkwdOnTsHH95bu3wDRo0eAm31 eFy6eBX37j3GE/fHyJO3MGrXaSSVJ8iTA+7UyZN48vgRYnVtUbNyddSpWgTnTp/E9etXEMT6fvn8 EbnyuuHu+UO4+ykR/bu2ghqF10ePV5g+YS3mb5gN/zd3sGKbWMy1EeAdjOZ9e8M8IRi3Hr7CjXMn oW5igmrVmqBWrQrQ19PC+2e3sHrnIdZPF4HegWjSoyeqliqQpr9PnTyO1y+f4+aDNyhS8BGqVC2L QgXyUZvyxd0HD7D74HGuLMbo07sthbZrhnF/+tRxvHJXvF+Y71etwvcL5oMqd4AazI+pyjakpy+e r3HyxEk84gSO0rRClbJV0ahBJWlinTp5DLcpuJ4+fgZne1cULV4KtRpWlxQdT/e7WLX9ADTZnqig aGR3s4ePN4VNnDoCvfzRsDvbVzIP/jhyFK9ZpydvAyhon6NyjUrI6ZQNXynob957gL0HTsDOKjd6 9WwBxxz2OLlvA664B6CAozG/fZfVtUTbjh1Rpkx+Kjkx2HfwMB5ycXvz8g0KuhZEoZJlUatuRYim Pbx2AluP3OTCZI8Pb57g1acY9Ow3ANUrFKWCEIsTx47izLFTEDvhXNkN8NHLF0ZGxkiMCcEfbGuF Ws2pGJniA/v5ypWr/M5TxKmZokb5oqhQozr0tdRx9tAWnH/igwLZTXDr1k1Eq1ii/8B+yONgiBPH j1KAXkEMzRletevChUI9LMiPfDyN5+7P8Mk/AW+fF0alWtW50zdJ0xVe717i6p3HuHnxEr4GB6BU 2VqoU682nBzSm11VmI5TE2pUIgXduXIedx+/xbUr56hsWKNGzaaoUaM0NDXU8fHtC5Z5H4cOn0Ph /GXRsUM92NhbJX832M+Lc/s0vgZ4YfPajTAdPIhKVQF88nyLS5cu4/GTZ4hMNESNcqL91agcaXG+ fmQ7j+HR/bsIgjEqlK6Cpo2rSwtxqL8n1q9eCjuDaCrBL9ColZAh9ZEYEYCLF6/jzq17cGe/5Lt8 C3XrNuTYzMnFMBqPHt7H8bMX8PTRRwT5R6B6zVIsL+u77Z8T6mx+1brNpOvhjcdwcHGCqbkQ54kS Y/IWLoMde8rA4/lbJKppwjlXirZqYZcDS1auQ4CPHxcGXw6+vJkuPioqGpxsYVi/dg7u3DwgPVOq THV06tAUKqoZhbmykGB/b1w4ex56RlaYNGsVdq5diJHDp6N3p9boPXQ8bh7cjLGj5uDwye0I+/Ac C2ctRKW2PbBr5Bh4UZPv3rwH/CMi0btnG2pyIbh++TJsXYtjwcJ5qFfnBVp3GglravoNajZCl/bP EZygh+mTBkqff3HnOhbNXIDybbqzvFHw9niJ7s16wDeU5fVpm0YbSxAmrHu34B1rjgYzp6BD1wHo TK1gQWAQpk4ZgrWzZuFplA7mz54Ha0NNzB48DHPHT8eK3WtgYagD94d3cfDUayxcPgflShSFTqoV PqdbcQwdOAib913Gtq2LpbqFcxKFhoSgVfc+GGtngnWzpmD2xOnYxsmoFheBFVOmIdDECUtXbkSE 93scPf2ISWv1MWT4CFy55YkxU8ejZGHFAvD5wxsK0wjEdmpBoa6GyNBgvPH2RFRMPMJD/HBw8y7U bdsR42dP5YBXw/P7XrDM5ox1u3bB7/1ztGrSE8Zm81CtUkk+/xUHt+xG7dYdMG7WVOhrphWwVw/v x9oNOzF85lz0G5gdp/dsxOTxC7Bqw0K84oTduP0oVu7dDqHDPn/0KsNYunbkANas24Fh0+fw/Rw4 t38L35+H5WsXQVuTGntGeY4YavCrps/AZw0LLFu6AXH+n3Do+F0kcId0++QRLFu8Fq0HjsT4sRPg fucm+nUaikSatpo1qoqIUH8c3rYHFRq2xPRpE/Hy+j50mTYXVfj3BPazia4mDqxdjX2XH2Le4sUY bq6PtXOmYOrkZ1izdgZO79yKOx/DsWXTGkSHReAj7bFiXnl6uOPCuecoOWIwlq8egOUTx2PssLHY eWw77h7cgS1/XMAI7pbLF3TB2b27MXP0JJhnW4USBXNxV/sR586cQzbHLpi+YC32rl2OSeNnovCx LXh7+SSWLVyFYXOXonweW6xZPAfhHP8iZ6jQWN89f4riFRpy/Phj6dQZ0MlTAvPmL0BidBC6tOmB D37x6N25Hj5S+J4/+wDFRwzCynUDMH3EMEyauhj7di3FmNFj8Ox1BHm+EE52FoijwNrEBMmPAuKw dMlc6HI6TxzYB/eefcGcGQO5EKV0itjJxcapYt6KZeyqeHRp0JSabzDGju+fWdcl939kOJXKAkXR u293vLx7Cb17jIed0zoUzpcTu5YsRrR9AezeuQH+3n6IiOLuMhVZO+bCiGHDED5zM3bvWy8lcA72 98OyaTMBp/yYPWceEB+BHm264Y1XNAb1aoJN8+bhnl8Mli9fDYP4AOw+cBXxCYlSajmhyH6ltj58 5EzUqHYPHXtN5g7BAaXz2tKsE4KuQ0bCzkwHC8aOwALKj3U7V1AR9sLSCZPQfd4ajBvtCPcnr6Tx 9zP000JdWXih0qm1qrQzJEfejNsT5XumVuYQ17coEQnUSNWRwzkPKlQoLT2WPUcO6f/fy6Uazxx9 hcvUxLixo6ktAdWrVcbhY6/QsXdvSRhWqF0LTgefIioiHJfPnkb27LnRv219qVybnLnRs09DHKT2 1xVtaDJIgJ1zAYyeNANWQtM2KYL8eXPC+8sX6fno6GhEJ6QsMBdPn2ZnuWJguwbSfescuWhLa4x9 tx8gNLIljFOZDeLjYqFvZo9erYaiSD6FdjlgZDcsWH8Ad6gBPn3yElO37JIEuqAew/vgRf/BuPvS E7WL54IGdzEtu/RDneqVM2VhZGQkYmkKieVA0ODA0jM2R/NWTTFv1gxcuf0IYSHBtJNrcafBAevn jddvv2DGtgUQX9O0dkK7Dk5SuaHBETSvxCKck0RJqrSvayWZXsRvmtpa1IA0OIDJMpqVClWojXET JsLSWGGOK1ahGm5dOo6GDRtyh6VBQfAOoRER0r0E2usLla+F8XzeyiSjFnLh3Hm85C5wwZRRNEFE 8YUYvHAPxCevr8hTsiKszlxC68aNULVROwzo2CwDLy6eu0AtiIvf1NGSyUp6/0UAvL8GwskoE4nO EgL8ffCCfJ64bhp0xG6YJrz2HRVmuaN/HEHZ8pXRplZZ6e/c1NLbtCmPq/fuS0I9kWPGrVQ1TJg0 GZamevA1MUUB/j2Of9tZ6vGNRJw8eoo8CMGQ3h1pgovjpA+Fn782gkLDUbF+Y5ybPI28aoA2fYaj Zc3y0jsqGjpo0LIrWnDXKahdv564+7wfrj1yxzUK7A7tO0sCXVC15i1x/eIJnGc/C6HOrJUoW70+ RgzuK92vXLsmNnLBDw4KlnZvpcpVQ+UiCrNin1FTceOhNyIo2FVUdKT+0tBQQ6DvF1w6fxnWQWFo 1PAUdzmq1NzfwfDxY75VD6oa2qjTpANaN/u/9s4CPKpkeftv3N0T4iQkJITgEiTBCSRYcHd3d3eX xRcWWNx9cRZ3WdwlwYkb8e/tMzPJRGDZ/717V76p55kHkpzp06e6T3V3ddevGkrl1ORs+tzMn5Ca ngHRF0UfSkiIF8rkYBGPo4ePIdncCm2bNkI6jV9s5CfoGSUhhat9PTHYysWpiB9qcgXarVM7fIpO 4IryMWz8Sn7doMsNX5U6oTi6bwv1OJGTQDW8jwtHfKKsz9UMa4bJs+Yh9PIZ9B8+BtULOESgqHNc XCLMjblq58r59PHTsPSLQsOGJ1mmOiJevoKm1V3qqjpusR36cA/LXIxQfMY27RtJ93rHPmfn6ofR 4ybBkvbHkm7PIu6OeBseDoMAfzRrFopJk8fjxm+PEUs/vrmFHTg3gqGZFarWqYXJfO/d/Stg/MjB uVxA2Qr6xn/+z0b9ewr/P12TlUGbqosaNdm5W1XLXQRfnK+JGBlTU5IRExMHfStjqXOmpafSiMVx xWrCMtXottGUDJCOnhZilYyVKPMzG1GNyzgxJoqyhPGNiY7iCG3O0fkLy8qQZjFCUukT15K7PMTP 2rr5y4uKS5LKky9isqstlv5f6Jd9++Y1fydzL7159QH63L23tjBGKpfFkdHxcLPnfSkpNIIJ6Wp0 Wcnurcl/U3P6/tf1Ie/+dy9fwPTJ89Fh7Di07tQTpw7uxsbtB6V6qbODZqqn06jIOr0kdPEIYyD+ TU3P5CaRSfaf1NQ0OGDQPcaXXciHV+HUM59TPsPSpl4TOWiCRl24isZ26wEdr9JYvnw5UpNi0atT V+qVDlK5ZF9fgFGHRibKlK9Eoz+cM2tNGhNN6PDZ9Q0MuSejhVk/LMf7d++wfe1i7m0cxfJ1S2Gg 5HvMUuf3y1XCuPEj5N/X4Pe1YGBoxFXDrXztIqok00cGomKV92w4yaAnWJcz7ahY9iUl+cyVmKZB zv6EFn32SZydcQeJxiwDyj9nZaVzy0Ed1es2QI/OLSX3laamFt06WtA3NKB7yhfL1/6ETzQii2dN w5WjJzkzHg+1jHS8C3+efdc4zvySYzPgZGuB89xA+hQdm6tOkUmpcJYPvGLoSqFfPTbhC33tukgS xo0uVOF20tbVwAfJ2Mok9u1zvI14k+3GkPUFerfosza3s0GPfkNR0kv42NU4sGtBV0c2EIvBLDkp R1+iP2iwrcS9MzMzkJ6RBRNTU9lN2Cd0edoouGVHNKojBi2+O3SD6fA9EW2rLJsWzcepO68xeNw0 GGupYdb4UZzp0+p9RcR7lcWBe2CbznCj7RB9LvJ9OAb2HoAMTjiE+Feuhp+Kl+K+2EvMGE+DWrY2 hg7q9tUyxR8y+Axm1lbo2msQyhYTk9Wc589I/4KsfP2Fz80BRmZDUmlDogF7Y2TSNqVTVwZGRrh9 7jTbdhW6ctXVrZcJ9m/dgKO/Xuf1mTDUN0CH/oMR3KIN7l0/jU6NwjCeq5vSxb9/Q//vZ9T5AiUn fcKWzauQEHtfUrimrglq16E/zc6IHTMeaskp+RoijZt4cfEJ7EiypYowyrH054vddyGZGfyZM5SU lHQE1a6NC1fmYfjI8XDkshA8cXPtt49o36U9tz/FTJxlcTAQhlzeG+nCiEeymPFRnAtZYSdnXUuW qKMaZwbV69bl9xdg2IixcBI+uswUXL/xFm05yzDVz61i0eFTEiPxy9710E8JRwJfumOHjqNx214o 4euNmnWqYfHMqShbVrYSev7opbQCCfRnh8pKRSJfxARtJSOcRxOyuicgSz4ZzeTWZkzUS9y8eAav 7+vj2fNn+JKYSOOcAWtbBw6egZgxgrMW+u1ERnIjIxu0bhvGl96QqwU1rF65FA8CKkqzbd+SVbBs +QTMnD2Xnc8YD86fQSp1rE5XjFhax1C/6fIXSOg7OTUKb+5dw8GDNIpGuoiOjaXPUGbU816ft0FD mzTG4uU/Y9u2nbCQ70s4FSlGf245vHryCMdPnqaLTwPP3kbzX24jihdeyaiHhDXCoqUbsHXrDlia G0nFF/L0Ra0q5SXjEh8fj1R5XRT3trTinkLdGpg3fgJ+44xcDEx6+lZo37ElGjRtgtnzV2H8xGmw EoMvB6+HH9XQf1Bd6eupov+J55f3mXSulpR/Fm7F5m1bYt32Y/Tp7pMGGiFFSwegor83frt6hb7/ W9LA8i4qCdZOahxcKRzkb1w8iOUrhPsiHdfOn4YD3ZylvNyQ3CIMK9btRWLsO25ea3FWHYk0A1e0 qF1JVif2rXiuAhQr3AwOENF086VyYA5u2JCr2jkYOW4KVxKmiI14i4/cSNeiTjNpyOPj4zhApcDR xYN+6UAc3Lkd7+Qb0lr6RgiqUQtOBgZ8VxO5mkvObr601FTpvRN9ycDIDKZaSVi8cD43/MqjHlcK LVo3xSHuZ2lnyAdIHr4owxVQcWNZGykkLTMZH17fx9ljh6FrYoLX79/DyZCHJXhBrnUWDah4J/To SslIS2OdP+LRrcs4mMHBTjOLNiGezS2zCRdOnsC9Z8+l70cmpnGioJavvDSWIeov2l6Ik6s79yhq 4PCeXfj0WuYy1uS7UaVaDU68LBDCgwQr+T68elBV+puGphE6dWkrHTYQ91a8D+KQg7AhaSlpHAjU uP/4HNdp3J9yU/nhyxf0ICRJ9UmMi8GhvfsRS29AQmwkJ3mcbPzBE2h/O6Ouxo2mVnyJfr1wDW/l 7g5tfR7N4+xYjW6DBs06cI3ikKsDiB88i1dCT73CMKWShNg4eWDA4M6w40aPEANTK/Tu0waWpoaw tHCgm2AY1m/aKr+HGnr164GypWQ78RYOnujZszs8nOWbKOo66NKzEwq5ytxAzVs3RwYN7CvWL+lL Cor6lpRmlOt/3pJdXncuk8uXyb3RK74rXnZTW1fYWHlxI+09YjmzatquPdq0qCeV3W3wCJj+tAq3 nkZIPxcpVgLdu7WWPS+tV72wtkjTzXOKR0kbpcpXhJ6lMzTEcpSzBb+yFdB/xCCcuXyXmy7qcBMb pZVrcbedXZv7Hl0GcCa8fCmNo8y1ZOtajLaRVtLQDCNH9sOW/Ufx8dMnaansVbICBvRriUuMNYiL SUKrAQPQjLNaUZZjkdLo1d0SVnIDrMGTLf3HjMbGrXvx/PlzmDs5cxAdg5JlZIOVs3cZXm8Na262 FyTFK9XEEJ7y2bz7MGKjhX+Z1TW2oXdVNvsMf/UKwiNqauuEDgM5eHLzVVmKV6yBoTp62MLN1Oc8 ASNEzchaMpRm1H/XHj3g45H7qJk6Z84d+w6mS2k5Hsv14VvGm3siWfApF4RRw7RZn0NsY85M1XQw fNQgFBGnhSiORejH7WHGDT+xx0Rj4JX7Z/G7oAYtpQ20/acvZ1fVwtlb+n8ijehLHkIQ4lUmAK3a tJfuq6atDy//SshMjsHbj3HwZhv07N1HOkVSpV5TznR1sP/UJXA+CB1dc0ycNBBW5rI6+JWvia6F aPC4khRiaeuIwUN60R1gAAvnAO45JWPPyVN8niQEcIM8qE59OLvac+NUC525sevh4QANXSP2n1H4 ec0qPGY7CtE2NEWpBBpynnoKYh3803La0KuYPwYO0Ic2DZGhtQNGjuiFvccv0M0URd2rI6xLX+gb rcW5209kOqBRd/Plxm0eadqhE9LZfs9evIAuN9nDWneAX+Ei+YywOvXTpFUn6Fq4cSVkgMETxmHL riNSn7PmoYnxHKAVJ5hiufJ+wfKEVA1pgjatWuRz5xT29sWgQV25+S1biegamKDPsJHYtHYVHsif X4sTGn/ue1CjaN5V+Pi1cfu17H318KsALR4Bs3HxYX/owr0EmatZjYdLuvfuAk8fLx4OsUWP/j1w 8eYjRH7Whm+ZSmhaz44rYDUkJ6TjA/veW06AhKun95ixKOmb/xBAPoUp/eJvZ9RFI1etUV/6FCQV qtYs8PcO7r70g+ccjzK1ckDjsBzjLxonlL5PhTh4+GLk+IKPU5nQl1q/vtILz1lWcP062d81srRH dxpDZbF398GI8ZO/pWvZ32hohRujbKXaaFandP7r1bXQrFMvNCuoJM6Iy1Wu8c17eHgXhfhkC+te K7QlPwV/TYezrc6Dhxb4x6JlKmMSP8oS0q4DZN7d3KLn6IkQfpTFyaMERo4p+CiajVMRhPDzLfEq VQkT+ckrnjQcE/j5PfEqFYAJ/OQVTWMrnjaQDaJ5RYtHADsMGFjg3zxLBmA8PwWJdSEPhPCjkLw/ K35foVYDiE9eqcCZn/jkFuH4UYeLixd6DehU4H3L09UgPgWJm3dJ8JBathjTl920aU7rleL9xKcg qROcox9NPSN06D2owOv8y8pmqApx5MxWfBRSOjAY4qMswc07Irh5gcVl/1Lf1BadexbcDsrfVOfk oXK1nEDGIsXZRvwUJHWbNIX4fEscnFzQhB9l0dDRR9seskMReUWNK5vmPXoh7+OYWDmhfr2cI6Fq nEDVD5Wt6oTUD2vPT/7ytMws0Wd4btvybU3l/+vfz6j/0Sf4h11vYGaPSdzp1tYVm2cqUWngWxpQ Q7veIxkzoXpNVf3k+zWg6i3fr6v/ypXiWKYpT0aoRKWB79GAgVHORvX3XK+6RqUBlVFX9QGVBlQa UGngX6QBlVH/FzWm6lFUGlBpQKUBlVFX9YH/mQbEueWUNB4T5PE7laTitxt34exRBCZG/7z9lXdv P/DYrAbs7b4eSPi/aGNxTDONZ+GlKOH/pgjOkohHYWyDiCn4J8nfxqgfO7wXD568YoSaHmrXawiP bMZDJo7u3Y6HDNAR/uiq5Jb4ueU/0qhQ+hvSIHfuOyr96O5TFvWq81yyXI7t4z0YDabGAIwSZGRU KlvwyYw/0oCRDJM/cPwyuSTV4JgL/ZmKbVu24f3HKOgYWaIxox+tTL+OeT159ADuElylTnZKjbqh 8HKVHVuMjfqMXVu3I57nZ7UY8BHapDkcSMT8PUlOiMEJnst9Hf5eOisrjvG1aBZCYs1fJ7cuHMO5 x/Ho2b4Jz0P/O+iP7yLCedTvLQIqlSHM7PueKfr9W+wh4uDszRdo06EDAiuVls6n/93kwY1LuP80 EnVDakCfnJPsd+zVc8ycvBwhLcP+cqN+9uhePInRRdeWBZ9m+r/q9OPrB9i4/xxPzDUm5+evHbj+ 6DP85UY9PSUOG5avxK/Xn8DB0ZJnqT+TRncHQxju7+NujQ3E8B4kNc3d0xVJPLt59tdrPItKHomP 7My4stw8fxTLVu6EmZ05sb3qOP/rAkRFdWRIcm3cu3Idt6/dRDSDYtKT47B9xzaMnDgTdQNlKII/ KoLWN2/RckLKXuPXc+egZmCNdo1kx7sSoiKwlFyNx2+jYGNrhveEQN2/+4QMiP4oxEAPZclMS8DG Vatw4sIDODhbIZ5naa8yzHvgyBHw97DHmUPHEM7Q4hQehXz24BZOnb+MhfPmSajjb8nH8McYO4Kc j4plpLP6Vy9cwpUz5zGUZ6ud7HPT6f7os/9fr39y9you30hE1zaN/jKj/vTBPZwnBbQ9WUL/Dbl1 9SJmLt6JA4c3EHCVn35Z0D2O7NuHPcfvYeOun5AeG50dkfu1+lwiTOsNwU5NGtb6b1T5u8tIZbBd YkJiLvaICJK5cPQ8WlB/FauU/e6y/qwL7928gHuxjCf5Lxv1yPcvcO70aQZZ/XcHiz9LD8rl/uVG /dq5s1i/cS/mbdiOEkVks9Oe7ZthxY9rMbR7c+zevh9jVm1GSQ/Z32YNH4af1+5FuTm5z7AKjsYP cxaiULmGmDCiq3TtuUNb0W/iVFTmTMjS3h5DJk3IfvbOjYJx5PBJ1KZRz54jMZT76C+HkaBji8bV 5MhbomMPHjsFE850K8kZG6IQDTIvSpcpLSFB9dVzR3ge3rULJ87fwc97d8HKiIE86fEIrh2Cbbvc MKgHo82U5NaVy1i7bidm/LiZvHgZAK1/lzZYvGQpVi9kZGlgEELatJR+HxXxCLVJOrz/7DWNev7A ptwdJovMen8Go0wnctgUGYmfUbdKHfxyojw6twhmtFscls6cjeuPn2HwmEkoz6hGDUa0pRIZeu7C OZjYFcb1vTuQakeOTZsQRg1Sv0QlX3v4FINGT0KFEkWl6wsSEZ69ZPECvI43wMSRfVHITkbWE4RN be38uNv4z2/IpblFAJwvrh/bhLN33mIMIVVGhHydObIXv5BkOWrsBNhZmWaHn796co+RrfORnG6M CROHwcnRXlompyUnkCj4K8wciyLx5SUs37CXZ6yHo3pACUKqrqFLl14kRz7Bli0/olP3vmjaoC6N VgZeP7mPWXPmIyGFdZ40nOUx8KaAZbdgEz26dQU/EO5VK6wVMrhEN6L7RJsGPZkG79zxvfhhwyG0 79wDITXKZaMlFHq6dPoQJs6djy+EVfXtPASTp40kCCqdfJQErF4wH2ev30ZfQrmqlvPnxEQNl8ly aduxJyLjUrF2dUmMmjgdpYo44DQHdwHQcyQCQ8iuDbth6eDASMeSOHvyOHSt3XDvl32I0rdFn67N yF1Jwo+M7DzDiU3v4eMQVKGkNPERksGJzuNbFzhJWYpCJetgQMdmMBEBSkRX6yeoSy4IIcnEAJ88 vAuzly5ER54hL1bCV3p2IZ8inuDK3efw8vTEL9uW4867TEasjuEkJvfkIyM1GRfO/woda1c8OnIA 77UtMbhPewnd/OTOVcxcsALFKtRFn46NJGy0iOxMYCTmUa6y127dhsZtuqB14/rZOFpBaBT8obwi vvfx7SsGvE0mibE4g5B6Em0gG3Rjoz7gR0ZK33iehHEj+sOTNMy8osFANE0G4UV+fIPVh5bj6otE jBo1Bs6cMGayvUSk7s8M2jty7jy6DxrNSOVyUtDR30H+cqP+9PkbWLn5Zht0oZQSvn44T+5DZGwi 0lMF+/oVQ7VsGc2fgCR2xI+vX+SLLEtkSO3rOG10JmZTIc5exWFDNsMzuiCql/XBi4cP8Or9B3wK f0iEpjlJio1zDLr4En2E8Z8/Y8vhQ6hTpTR5LGoQg86mJWsxasmCXO2lyWi3mjVrIjPxA3Zv2ZDr b/eefIB3qXIygy6EocP+Hu6IIAhJBMkrK/3583CY0gCVkht06fnJaD94+hbieLEVGR/XL1xAPMOv z/+yBxVrNEMFwpq+V7Lk8JmX9IFqMrzbmcbv7fMHWE1jF9K6KzoYpWP6mOm4Uro6BjIyU42RsptX zMPZe5/Rr28fBJT0xssHN/Hz9qOo16ILOphkSNdfLVUDAwa2zRWRJxgb+zevw4GLdzCCg69OVgoW TRqP8qGt0bhuwQEh4jmSSHhcMmscIlNJviTkyDfpMmoFB6OYoyOate/AVZk7Wjdph2nkgZQp6ohl c6fjlzsRGDVkMHQZaTmqfQ+UCm6MQcM6sv5p2PXzUpy5F4mhg/uT7tkaM0eOxKteA9E6NABt27Qh W/8sps8gIqKQA8O2v2DF/Fk4fPs1Rg4ZSHQDSYAdesK/biMMHtopm1Uv6ik4J5uWz8XWE9eZJ2Ak oh5eYJ1WMaS/NMmcDzCD5M+qJG6uWrYQR+heGTvmNEaMHQITpWhXnxIV0DgkFE/exGPkqN4ScuA9 8cer1+9EDQaJtencHrMnzMDlU6UxYjSZ+CXKo3lYUzwKj8Ok8QNQyNEZcZHPsHnjRjTTdaBRFxG6 RDifOg5nvzKSUd/z83LsP/9cioquUt4fb5/eZfT0flQLbYbWndthzkSWf7oURo/pwUEpFfMmjsCd j6kYNGQcnt+7TW7KVgwf1gn3rp7CzuMvUadqRaQQMdt7wFDY+FbAph1bcJORqE2rNcP4H2aiQllf xHx8jcmjBkiRnTOmTUDm8V/QoW1Pohpmoah7jtEUxMX9m1Zi95knjJTuisqliyEp+jOppDOhaVsY 8xYswP1rlzG03zD0I63QxVwDqxcvhH2xKlizZg12rF6K/j0uYcGKqdkMooLehZPbN+AIV/8jp0xF 0rsPuHnlLgFmJfDrwV1Yt+8kBg4egtYmelhKKqpr+dro0CInMEh6ZcnGj3hyHePGjcbsmVPotz+J znyexasWwVY3EUuWrkelOo3RtH0rLJoyC5dOXMaEKf3ZX/56//tfbtRF2La6Vu4Qb3tzaxhrfICd c2GyFepg++pleHTjIs93G+DU2UuwdihaQHKNDNpkcpWVfJP6BsZwNrOQiIBCzh0+jENXmPyAmyBu nt4M6kiRwsZzxlc1VK9ZA4cIU9p+4AzaN6yKi7+egEf56vBRIAPy9KDEJEJ98vwuiz57MdIri7OF DcIZRCLC3JWVLr4rouKUx3g7Rv5ZMJxcDAAxnz5gx08/4SU5EiDorEpgcbyPiiV34tvp/NQZmRsb +xI/LOHqhcbxKbnk3oH1EMAZoCH53xMnemLnjt24RiDUx7iPSCHfHGhHy5VBBAKhQl06kVNOYqVc Jvj4YefOPbgeFcPrP+HLvUvUXdtcWOE40ubWLyGHnujTI/t3E6WahYfPHuHuDxsko/61LEqCA2Ni 445+fUajRuXiCCxfjG62+6jbiIOBiMJLjcGxE7+R1BcBa81oXDx5BTPJu/Z1kbmRuvUNx5rNBxAR 3QqOugxG1zFF13490baVLCr5xuVbuPTrOa5QasPV2RmmpvfJZZdFE9+5cp58kYuYsXotisn3Mbr3 f4NVHPRefGiCwrY5M80YctyP7jmOHqOmoHK54gA/2kZWWLPjJFHPqyUXm4v3A+x88wzvCeHatOE0 6oQwOjqA18rFyMQMhewdEEWErSddikIcPIph/KQi2LtrN+5cj8aH2M94f/cC+0p3yK4vhM/JUfD2 loWHJn/KJNuI7STn7AjyljpniYJKKFgxaRk6aNaqD8P1c2BV4yYXw77de7D7eiQ+cgL05u5Ftl8P vHp8DzcvP8CwpcTTejpwQuGTXa7gt4i9Dy1tDaxfvYYDkDMmc2ZLqjIKuxfGCyajOXj0hGTUBbzK 0aMMo7QnoWRRF5Tz88CxM91w7+7DXEZdcGXS0rVIDu2NIYN7SM9zhn3lyJ5fULVlS2zbuhWpiVE4 Tsqmi085oqRbY+CYcXwPj2MXV8CvCDR7wBXXR5IbnfKsApTfN01tA+ZVeIajB/eiZkgYStAv/oWr +bULliGZyULOHDskrTSfkpV+4vp6NG9SnRjrHPdZGvuko2dpDOKqqayfGyqWKorjfJ6b126gVdO6 GDt5HA7t34Nddz7iPXnv0W/OIzmtPxHSuV77v+SHv9yoiwQDasnRkrFTwGyfMutHHJeEpiS6dR02 EY1fv8TKNT+hVKUqaNcsBjfDZfNP5TFRS88AelkJhHHlMJLjyRJ/TLSnsaFsg7LtwEE0QzLZvGQq BvUbi117N6CQjWm28k3Jx6gTWAlHuOwv4WGBG3dfYsTsPl9tHLE0FZtcCki/uNCQY1RcbEyu79yP eAlDVy6p85Skxw0o9ZRoCYWr6A/PSHCMZefX4wPq2xXC9JUr5d/KQOvgWrj7MpaukAHf7DASJY46 jGKGJF3qpt/gUXB3lOVwfEyg/77Dx5EobABBVAJ7qiFPPJLFAdDQwgQ2zvbZ5T++eR376NvnSlyA V3Jdr1yJZLo+YkmjsyfR8DPvK6Ri9VooWrSk9H8FbK2gimtokFioIxvchbHS4aaw4JpIoq1Hbr8N Bz6iWokOTqcBc7TL2RdwdLHDF40MfI6Jh5ODhgQYU5Qlvi4wshoaMpBYKmemAvKm6G+ivAyuyBxJ IlRIIWc7pLC8j1FxuYy6eL54ugkc7XOu1Tfg4EuD9j6SubDYl1PiY/iSMw2gPt0Kw3syA1aOHhXl pxE2J05tKOTF3TvYs+8QkyyQ9cL2+MI66ivhmlP4szCwCpF6P9tXK/vEh3g+vj1ilki3g76pEWyU Mnm9JBt9z96DLF+0XzJBa2kErGlI7098QizS2K6FlCYJUlkU0YcEfySLp0s+RkfClHgMYdAV4ljY FsdeSaVKLHQN6jmnDTMlAmPeRCRitaNHeJeNS85hh2hCrDJpYLXUMvHhg+xARKceHVE9sCTx0B+x k0ylCOKXM1OSJLeHOvvq782HqzYMQwwnbzdv3sDS2ZOJTWaSjVplEEMXkhWJlZHcuxM2xLdsABq4 +XCGnT9Xg6iHeAYh4r3QZv8UuOn3zFi0fdsuRPFZsqjPJMK3BOvo7yJ/uVH38/PGto3bsH0fNyWY GSby7Usp40mNFl2ZHSmTG6fRUOdsZdi4cVyWnccO0hHHzVouNerrl09x9U44GtUPhCGBXWWZbWb7 9gPw5EsuZNemn2HtW54p2hzwgZjWdDaMQNcKiY5MZCKHgo+S1Q6ujl0HTnJ52B1lajZFYaXsKIqG E3616JgYxPAkQ1RUFD5+eI9PnyJhZmaKiuX8MHfJJpy+dBvenP294Abho3dxGNilBkFbmTj963no GlqgfOmiKOZDX3YqaYI7jzOjSjEuYyNwhinxKjZoR1AWkyS8fE1jIeswX+jvBtNiGbJjCXkb/gIX bjxHw/pB2f5RRf3ETENf35HgssmkSuaOYBWznlOnzmPtzi2wMjEg1nQ4bj3+IPuqOMpFDvYXgsoU comrlZMnzmHN7q2w4fVzJozADV6fd4ViYmoOf38fcqAro0c7OY+EL7si+YFIfPBFadBVlJ/Fo45f COlKk1MTJZwrX2JBzJPVSeBdv9Agp0tsfV1ddQ7GvyC4quz00i8nr8LG3gOediZ0p0RJlE2RMlAh qXzpBC5ZiFgtfOFGecSbtzAn/c/F1QUGRObu3nMYwUEysNQRUZ6dR/ZKQFGOuYU13FzssWPnQVh3 akwQXxq2Ll9DI2yAktWKMcWhCTrST29vJZvdf+1EiyAZKk8+bjA70C+/nMDK3TvgRKLksrlTcOzc nWz9Ct96Qhxn8DR4RkQhG7Gva3E2/piZiEp4WOE1N39PMxF8B79y0n1TuMEpMejlcuPSORw6cBQr 9+6Gs4URE2JMx+FTN6VVqiNBa0Z0D+3YcYirqQoQdYsnvtpbmrGnsxym6WMbli5dHGt3nSGN9CEc bcyQTlfoqavhqFpP1s6Cmy7uqaBUijYUHHvFz9mV4VPlrZ+rqxM8ySuqE9oC5TkrVtbdgxuXsX7N WoxfswlVyX6/cvYohgybJL3LQiRdKrW14j5if6M2T5GFhDTA3AkjsXPzFvKbqvE5fKHtVhZD+yqm d+yfBeydiPwA4j3Ifh72QfFOiNXQwzs3uKraj6Vc+RS2M8Om1Yuxme+vjIb5e8NNjib+rP/95Ubd o1gZ5iLtSL/VOKwx0CUNUANN23RHl5ahzCYTi7n0h16W0+v09Kwxfuo8lGfaJyF3Lh7H4ROPUSOo vJSbsQc3gMb0GYi2bWUN5uhRGgtmjmVuS13c+fUS5i5ezpmWzBTpmThi5qKpTB1mmk+3xtwkDPL3 wOQfbuCHHxvmcukoLo4ik3nU2Il4Ef6Ws4cEhG9YjItHD2PmnMmoyOxILx6/waThA0iO02LuSkP0 GczNlMolpaXlsd0bYeNVRTLqzl5+TF3WDTNnTsKGFbrkN6ujAX3Xvdo3Ziq0NOz/eRn2nrku3VZK RFGxPjd3ZHCne1dP4+C+GwiqWpZp+HLTDnUIYfIs4kzjITZxcxv1GiHB3Cy8gvbNebTQ2Bi2Fmao Wrqk9JKr0W3k6uYBG87WFVI9pC4uEWfaUX69jbi+VAkZGlZJDIzNMXTCBMyYOA51Ni2V/qJBTGkP biQ1CCwFC1L7Crsm58pwI67RZl09PDx5XltG2FSjP9PD0x2W2Sd81OHq7sS0gfo8mulGX/MwzJg+ A5tXywYeb58AZo0aycFOi6sIDaZaZP0tc9rVvlAhpOvJri1ToQJ89u1C144dEMr0Yn06tcAYsrqn TJ6CzWvk5TGL/OQpI5nTNPfsS5d0vr4jR2Ns/2Foe2o3Daw9EzNXgTM3P5p17g0d9eXo0jqMTHbZ rM+/aj2MG9JbSvumLLbc0ExQk5EUhVSuVZ1Zps6ge+tm5LMbwM7WGtW4Ca+wEXXrVsfVi2Olft19 4Eg0qRuIJsHVsICbfQf2rGEqv/Jo1rEN3Lj/wrk+SYvusLLOafNKNasxF+9pbnizfH192DGDVxDL J74bFvau6DOgHyYTwbubbZZFEmhIs86SUTeztOVKI0vaDK5JOmgcT8KMGdRb9ny8rkXbbtzrkMG6 dAjM8+S+kb48/60aEdOeRTyYpzX3RqnIcyxwtmZyeqr4rl+FQGYoSsLc0b0RJ38/rV19MHHCeLj7 Fkdo46qYMXoAplMhTj5FEVS2bHasg42DExLY7/LK6YP7sGjVGmSKSYWeCdP4DZQmQ/3GTMSsiWOZ VnGj7Ct02bbtNRhtQ4JyFaFnYEr3WGEO+PL1M8F4nuyTpnxfyvgW4SGJfejHFJTqnL07OBVCtXJl fvcUU75K/km/+MuNuoD2V+dGUFDjxtKyWJwhF7vOQjQ5K5mwdGn2kSqxrFb2ywa36EaYvKAeykZH c/LBl/KoomKGp9i1F3+rQEO7leRHRWYosST/2pia9iUB77jcDOvamXhWlwJVb+HgjqX060r1ZPIM EVgj3Ati6Srq04ZY2pbcaBS/EwB/ha9f28AcUxYIgye/O5+3amhDVKkfIs0+lJ9fOGR60n/bbbjM fIpyFYk6xM81GnWQPornV66oPTefFy+fWmDdHQr7Yem6XTI9iWW8PPmHuFjd0ErK+KQsDu7FsPSn nQVen/cGttwHWbBmY/asW3pv+IJL9W3cCQUxAa1dfDF95ozsonRYh6lzJ+YUTcztiLH9sn8WDPJ1 O/Zmz6KU21nEBAwfl/u527EdFWJKZvrc1aJ+5GlLxlcNHv7l8NNXysv7fM6eRbH+8H7p+fK2R7Nu /dGkE42evJMJ14Wm3JWhXE5rDijKYk1a5YJVWwrst+I6N58S+GnnAenvMteIGuq1a4u6bVpLrirh +lNOBTdghJLueLU16ZnzVn69/FJVq2H3qUA5+zunj1Ws0xIVc+CkaNqlHxp36CV/PpEbNMd8uPtV wSx+FKKpZ8rTNEwDl0dEboT+eeonDihUqMXTYTWCs/MfCN1KyTb4mgyasAD9mFxFzITzPmtYh4Lp ibWbNEONhrJjq6IcxWzcxMoOU7nvk70KlP6e3/Xi4lsRM2dUzK69uo4hZs6bkv3zjCUbiNEmG52/ +ZYtyaeA/8Ev/nqjLn9I8YLJXrLcIhox/29l1wgDWJAov+SKv8tewO8LvRHuAJ8KNeDHFFQ6X7l5 3hdaVv88dWdnKqC/FFhv4b/TKuD5v6YX2fP/Z0u9gvT0rT73/deLF/77dP1/7eOi7bXyZGD/I2Xl rd8fK+/rz/et/vp79fs9neX9u3Dv/JGgpW+VLwYgre8IgPpPnu/3nv9bfV15MvN75Yi//55ufk/X 33MPYcz/jvK3Mep/J+Vo65sgjK4Glag0oNKASgP/NA2ojPo/rcVU9VVpQKUBlQa+oQGVUVd1D5UG VBpQaeBfpAGVUf8XNabqUVQaUGlApQGVUVf1gX+VBkRwigEDggo6e/yvetDveJgknrMWQVz/NHTs dzya6pJ/ivvl1ZOHiEkEz90WyXeWWQB/XoW/gy0j//Tlmb7/rJb98O49Iw7ViRX9a2iGX30uhvCf O30cceqWDLzJn4H9+/WRifDXb2HAM7cmDH+9e+suRKJuZ2cZNO0/kTRG2N2/cx8mLM/lv1Be3rqk M+Ly/p17MLKwh6s8yExxzbmjR7DnyG2MndD7b8Moz0pLxpGjx2Bg64nKpbz+E9X+ge9m4vjuTThB MNoAHqu1Mfs68lm50FQGbUW8+cCAJEckE1Xw+Ek4PBgcZ8LI7tyShbcR76DBM9o2VrIo5f+mRJK/ lJScBkdHWRDh90g0qYoHz9xGYGBgPhLq93z/33TN32qmfv/GVTx7l4WixTyks93KEvvpDbp3GYyJ syaiIiFAf6YsXbAY8TDEvJkj/8zb/PGyiQ749ZfdSDQr8x8a9TRiecejXM066NSsBs4eOYbCpQP/ K0Y9RVASjxyHe6kqf4pRl8onb8SFGeOVjXokI4Yf33uJbt2b/m0Mumjg1C/x+GXvVrhUaPE/M+rR jDy9+dsHBNeo/d0GXdT13asn6NpjApb/tAQacRE4dvCkFPuR36gDMybPIIjPG2OJQvhvy7YNG3Dh tzfYsHbOdxf9/tUD7NmxEz7FSqiM+vdoLeHza8yZOxfmXlXRj5GOynL+xH6s3byXAKHOqFUth5D4 MeI5PnLW7elkjdVLZiLT3At9OrfO/qogLo6fOI0hz4UlIpwQv/IVYRKbToiQwqBnYd3CuUg3cUZY SMV8GNNnDL+fv2ITghu3yQ7xTiW05+GTZ7Bz8cC5bQy4sHVHM2IEGI9J1OwMPHz7GYNGjYULQ52V 5d6lU9i29wx6DuoDHUaexedEWRNGkozFxKLeexpDEttoRmB+g2VOyuGqBdPxLMkEwwf2hhlD0BXy +vEtTJ21DP5lqqJn9xxYVkLMJzx59Q5e3j44tXs1Lj+JweAhQ2Csm/+QvOz8bc759LdEJUyfMgOF y1ZCv24MRPpGg57etxUX7rzDgEGdJFyp4FmISMCAkDrQN8thlJwk92bT9lOkFA6CdxEncuw/49HL N/D08sWZfWtw+2Uchg8dLN3r3PH9OH/rKYaQcChqa2AoyqsNA3NZeY/v34KulTt0k15hwZKVqNm0 MyMCZYCriOcPEUXsQTGvwlJZsWTJnz12DdXqVybiQBZdemznGuy7+BQ9+/ZHUULV9A2NUbFeLeia Ks/iUjF32iQ8jEhCcNvmORpgaPeTh3egY+ECvS9vef/lqMZgreoV8idHiSKFMJzMci93Z2xdPR8f MswxsF/3XKyeDy8fYPKsxUQEl8bA/rI+K1CyDx4+hJVzEdw8uBsftczRhsAn5ZAF6fy1UkzFg5vX sOCH5ahEEmTbJrl53a+e3MXkmcvRoFELhNSrlKc1s/CUz6Np6gTjjE8M7lmCgHptiFSWY6LlV+/a Rnzx7Qdo1SsH6BVDhOzryARYmxiRYrkVpUMaoay3Cx8gBcv5bpu4FEdQeQ8pWCqdgVXOroUREKrJ qFLT7DpcYVsfOXuP0dE96NYhs0mpt5355QDW79hDamF31K6cuz5Xz5/AirV70KNnb5T+ymol/NEt rP5xB1p27wo9tn1u9xntwMrFuBP+BWOYk8BUwJXyiIgzUAT+Kf4U9e4Fps5YAAs7T4wc0Tvfu7F4 /hyEcxI5bnxfGDKaPb9k0GbMws2nzyUGjJWjN7p3bIHEmPcwsHbBw5OH8TJFB01DquL58+ewcWIk s5mhVMyl05cZKU18RDkfPLh7G6YOnkh9dwfL1m5G4/Z9iDSRRcUrZMv6lQSG3SJpdBiKerJdlOTW 1bNYsmIrOnbujoAKvz+h/fZMnRFc29b+gIPnbqJecF18/vAWU6euYph2VyR8ipAIZlYuXgy5rYOb R/Zjy4rNmLZkEmzJvX5+/xK5zTPgWbQ4WrZohP1bd6HnneeYP3cMnl0+iV3HL6FEQBDUEtJwnkkw AgJL4/TBLTj9QgMVZ4/Amyd3MGbydHj6VUARrRQM6NEVD55+Ir/ZiES4FEyfPAl6lk5o2DAUL0kM nH7xV/QbNgDaGV/YEKPJSo5Dg9p1Udq9KB7dPI8tu0+iWMkycCocjdnDhhOR2hzNwqrTsKVg4Ywp NFSfUb92MDYtnooNWw+hWVsZxOvML3sxn9GXderWQc1Cmpjcox9cygQRvdohXx+4cfYI5q5Yj0DO kIpZZWL6hPnoN7CzxAKZwtDkFwQ91atTC1FMrNGmXlv0mTAK5ct4IyEyAuMZTh6faYDePTsjM/YR OrTpgSkzJ5JwlxsIJQKOFAEn+39ehVsRqWgYFoYXNAa9Ow9lmP4QuDrmAKdEJVPiIzF+3FgkqZvS oJXDdL4YR06eR1BoE0L94rB22SL41WgLTzJils2ahizbImjSuB7uksFTiAk1UmM/EHnQG9FpeujV tR0+h99E9QaNUcTSAuWqVEVq1Du0ataNq6gpKGKrwfIWwjeI5TWrhiM712LNgesIa1AHvsX9MX/s ODxs1YnM/Aa4fu4wjt//gjmTienV0sCHiBdYvPRHclTKIiXmLYl/5NYUobGpWBzrlqxCSOOGCChd COuWL4JnpRbwblWLCNkjmLH8Z9IQQ1CWL+b0foNgWaQsxo4nAZC6Orb7J6zac4V8oFq8fwksJMbg QfMOxAM0ytV+71/cIVp2FEw5CejRtT1enPwVLYM7s+zpcHWw4KptMm4TfxtSqyYSwt+gTXAbdBsz ApXKuWP90mk4eesd6lWrjuLlKrJ/MlpVKdBNajM5u3zD0vl4l2qCJmwzwTUZ1Pcaxk4ZAjMydfas XYaHcer8WwPEforC4wfPyURRTgajhtMHNmLJ1rMIJTqgdIXK2DJrFi4cqYTJU/vj/cvHmDJ3idT/ hgypgg0LZ8PBtwzatggh7/wR+jAcXl3fiujfxtDiO/T0t8uYOHMBs4AFwerLR/TrNQ+v36bDmEyc iMdXsXjhZkycPA2melmYOm4MImKzUDsoEMumjsLuA8cwYMRkpHMlsnT+ImhauiOMz3R5/xZc4rs9 dkIfDmyZWLNgFuKNnNifQvD8wVM4MGmMnUNO/xRRohtWzMcv539DaP1GOLXjR6zctAdlAhpI7fPb lbNYsWEn6tSrh9ruWlhABEWFek2YByF/gg7Zu6EhIZKX8b5n77+hnmog9eN7tAtujeZ9e6N+3YoI f3QbP2/ZBUfiFVxcmEyH1M+anEgoR+W+un8ZS5ZshXeJUqQ0amLl2i1o5FuF2AA9rCUPf8fph6hd tQr7fw3EfXqNNSuXo3oTMvSriQlDJvbs3gV9KxfJqO/+eYmEGm4ZFoISLG9O/6EIaNAU/fu1wsOb lzBu9lKUqRRIO1oT64kgzjRxwdQ5wxgMpob1i2bhs64NmjQJRfjTlwi3t4QjgXPfkm8a9Xfklu/b tA+Nho5Hk9rkYTNhxLv3BGyxxDVzFsDY2BZDB/SBBaln8dUDMaBlexw6fg6dWtZHKmlo1k4+GDBk BMqV8EEpzsZadBjNTEFvCK//RMjVfVSpWR2+Vfyl7wtJS/sCzSyZ/24bQ/BNzV3IPe4LXSJcXZnC 7sXwBcjig57YuR2njp5Dq379JZi/qYkGOcxb4V+uKupWduKML5UI3aYYPLoXmcvE3ZJW2MvOlR2W qd1SjJCU8BFnaQyEUb/LJBUXCXAaRC5MOSJDo8hRf/GBMCmGJcdFy1CyjRke3bZhTaleFkzcsHTZ BtxtHgxf5xyfeyZ1s3kZ8a1lqqFrByJsKdXIMLcgv+TQpg14ep+8brKivR2JzKUb5e3DnthLIFBZ GvXM9C/kU1igc/veaNykDsIa1kOj0M44d+4SjXrulZEoVwYOAmo3bQMfZkWKJICpULob1ixfj3sP QvMZ9RP79uP188+YuprsaCtjlC3rhfsvx9FvmSyAMsgkaEsji1RH+quf0r/uEugC96LecCPTQnD/ I94mQk3bHB06dmdQVj0u66ugcVgfeNWsipatmMAjqRqaNRuIe789hZeDN8mPKVCX1zH5SypKlatJ t0gfoltNkZX4BZv3HJSMeiYNSyzrrgirF6iFDE2BkdXA7pU/c2ZlzBl6P5gyrLdKpU/Q0TckZJDX s3yROi6DBmXt/GUIbt4JXVqFSjMxO7I65sxczNlVKEoUtuczptJoVUePXn1hbWlOImgqNuw5gK5t QziQ5HT/FALFjC3d0H/QCNTkzLcu0xN2DmuO/cdOw89CC7ev3MfguQvgLw2ymfj8/ClRtrtRzLcn EmJT2Y51MJTsdEPu9yjaR/nFE4ZGSNOO3fCKKRXjmLTChjz3LZuX4nl4a5QyKUxu/RN8zjKETVAl VK1eVOL555Ys6XmKlQpE774DJH+2PQmkYyfNx9VHDXF21VK8eRcFAwLg9LRIosyIw4JZK1GPK5ss InkzUg3Rb+RwNGlQndz5TEzp1QPO7v4Y0K8b1NknrZnMZMyUH9n3MyTypBqBXoIEee3UKdy78RSj l6+S+nxART88ep0oJfbQ1DVClz598JzPJGBtJmS97GVymG4DOsGaJMint+/DwNcYTmSye7i5ghTf XPL6yQMc2XEErcZNQ/0qpZj5KwCf4pi0JDITqXwvVs+cj0QrZxgwYYYBQW6fP4Vj/qxVCCRHSUeO n1AuUFAUb509ifPkm/edORcVfWWDYnzEKxwiMC2oZnnEfI7F45t34FORgC8yjOzMczg8irJunLtM NDfQqavMu/DkySc4EIltzKQgUZ/jCeKrQpzGWBhzUz4q4iEx17GE0PF9kovggKYTSMilEEFgGQgI CpVm2mYmhtDhe/bjlu0ICq6MbYuWoWxAdfTr0R7afNd8XR0wnvb2/K0GCCzpSTv5EHDWQKEqAahW q/BXI9yVdfBNox5NPnYiqT8Vysh50OpahAHJDNljQrbK1g3LNshGZpbwL+uGuy9eS38XyyFzK1t4 FJYtM/TJcTE00ENiXAKCwlrgwdu3WMnsONbOnmhC9kklZmKRGA1y18vziDfwrx5Kgy6VBl+/4pxB GNEQpNLIvGUCjSicP7YfJw+kSt8pE1CSKwQjpCSlcrZlC//y5SSDLuTT6wicZbKLY+cvIJFc8hev wlGWvA0h7969gZaBocSAFmJubQdnkus+p5AQGROJqPgkBFbIWU4Wpy70t27C41fvcxn1FA5i4aQ0 BpeRYWaF2MkRrc/Idbays5UZdCGEGgUE+mPtr0+YrEMW7q9vaEqIlbds2U6glTkNoJjxFSQKPMCD G7dx6uJ5XL1+g4VkIZquJ4mpnUdehr+GjUMhyaBL9eKz29jayPkXYhapIbFrNMm36DZqOF1ENBJX zqBqldpozAFGnJ7QNzLJrp9AkNpZ2UgJG8QMGyYWhGgVzq6vKE9RR3Uide0dXSSDLsTC2poGWc53 5D9aXMYrVh56fEG0ybQWbO6n4REo4l1CMuhCLK1lukvmyyPKF99JZB7WDzGxqMqUfYqnLlrSl9Av XeaifSsZdXX2KftCLpJBl93fShqo8jHwOQiZEzjm4+MjXSdAZOXJ0H5LAucznqgxsbCQG3SpAfmS +uOHAzeIcI2DKct0Yn8TBl1IQfgG2e+yOPO8juPnz+DevQckDKYwcxN5/PIBsCMTi4xjYojpXDn6 lwzg4B6KIoWdcrWmBvuGk5tn9gZlEb4XbsxsFf7uI17xvYgjOXTzz+skhooIrQ+sVortR9NCQ+3o 4wW/EsVlulLLwHNOcurVaiTrc+yTvsX9pJmo4MmI91foTo11DmceVmMrq+z+bm3nAntCyQQOOPVL Eq6fv4jD587g1QsOVjHEaLNscT8NTQOuZkZhHN2s05jVqEJANTRuUA/2Njmbq58/f2CqRnWULylz Kwg74l7YnUb9GSmJiXhBmqZ6phrWrF4ucZsE6qNyJT8B7sxhdcs1JOmYF0W8CYcuDwFUkBt08eeK gSVwdt1hvIukQQ6ogtA3Edi2biUOHbTlKq4RqgfRvauUN1esVl5GPMNkZlPTz0yAGmFyvj6uXNkn E21sCj+vcpJBlze4xKTKQQ+oQ5d6lLmn2A5ER7t5eEsGXUgJwvOsDjN/MNvrLTeF65cvLRl0Ie7e XnBwM8WdJ69p1L3QdfQoklYnYtq02yhXIYj5BeoRL/3tAxzfNOoWllbQ01Mn4e02mgXLMtd8evNG SpvlWdgRV5kNvUVr8pHJ4PjCnJ1XH3xG7TYe0nXCSKRy5BYsaDLcmK6KuUE5+1VwpHtxmdyLjKbV s8dh2thJ2HNsj9SBxAxZiAezpVy/dQ+tmX1el+Wf2L0PTzhqaWrrwt7WnCdkymAhsadGeaD0cR+Y XYhGIYW4VYXs27QOhy4+5pJxk6TmeZNG4e6rWOnPhZi2LIkAr6u/vUBFP1dEvgunH3cfSjVoTsNq SXePFn69eAttGgZK19+7/5hZiPSYySh3CiwtZkJyJIj/7MWbCGL6PCFR79+TTW5JXbkwTdkxvHwf AxdbU/4lC+euP4ObsyvxwoIfnkkDK+osd+QL3RWAExVlihcui7Nqke1m5qiRKNu6FzZuHCyVGVIt EElJObMFxfO7uznh5IW7eMacqe725pyNX8UlzkDLBMloTaJNFAkXvIqVwoYNPyPx83PUCWqIQqxj KWfNXPUT14t2FWxyWWNnSAOEApYm/q5gp4tyldtCxjOX8fCNzKyJLr4tZ4Wr49j2PXjPl1gk2Pb0 cMQZtndMQorkQ02IjiZxjy+OpC9ZfXUNzUkBZOKU8zeIW5b5pp884mw3QQslvZwlnRR8/7x8SdoH Govnd8/jwaPHsK/oj6SYDxwwH6HlwBBYq0Xil2P826tP8GYeWSHnrj2FkxgszLl6ELooACksU46o A/s0B6GUpGhMHDwUnaYvllKjJdJtFVq/ifwdEWOjLRbS1y6+05FkzA3M/DVl8nBFM/JfNWmlcuse Wfgp7WCgo84EIBdpGDJQkSfGnthZwsSnKiaRdphXXrN9RBvlIH814OZqh4t0sTVoWBdiUXBk606E P38lAapSaDXF+0oeHV0UjuTjH8adZ+9RzN0Wb54+wBmifMP6D0TEi8eYMHI8Zu3gO+NuQ3LoWfQZ OIYESEGs53cLe2M9Nz6R8hl1KtflKsIQHdvmrD6trW1oqLNw/jLrUb00kslWP7RpB7Rd/ZiyjsbQ 3RG+wR3RtbWMBvk1EenrRH1FH3R2LkQsdhRuPHojpf4TcpFZkCw5aFsZyQbeRs1aSZ/Te9dzs3cE ihLS5mids8/2lCkjzXQ4yWAinVR1UlYHdoGjhQEyv8QRfJbGvp9jX/Q4KVTL1EH0p2ip7I+vnuEs 9VOtbRf+pEkf/Ac8v3wKmR2CpQH03Nnz+JLBSYOfF34lCvnXCzc4gZBNJl6/fIFXH0n9LOoq/WxP QN6addRfRjxCK9di/9dE7zwpMfPq5JtG3YadtluvXpg6fhj9hmbSi1qpRhOM5EZbxwHDMH/aFDSo F8xNBE26NTTQsHlrhNWtKt1Dg9mMjLg0VPipBLDKmKOnAX93lrkJ59DdIZo9JUMdDVvLMuhoMimC SJohpD39TiN7DeJmUTAbVxf+PsVQzt8XatzEqdagGWfrH3ivatBihiAhrsUrYiJnmQKvaUAl67BO CinHUfj4hV/RMDQEWqZmTEqRxPR5JaTMQl4lynFGFIKRxGgaEV1ayKEwCvv6wJb1NDRmooPRI5im bDa2rJbtxOsz5+NQjp5uzFWoLCL9VS+mOBveZxiCT+/lc3PAcC+NaVOGS/V99zGSaFX6MkV9eTTR r2R15ittL23E0eHAwcMwm04pXl5DQz5DAYmM9fTJgCfOV8wWa4VWwaZNP+D4nnWwcndhO+jBggkI 8kpgvca4c/MxOjRtDBNu5HgWLoaSpUrCnGhZ8dLqU1/ibHcqDcaYgUNxn6skMRt2rlAdJfy40mIG JVEfBT1TkDWNjJV1rCZ9X0dCzHJWr6R/PaJe9eX8d1EvseEklrDCrJapUg/rl+2StYuWCUp4F0ap op7086ejaaeeuNt/OBo1CJH6hI6RA7M1jeVmqQHLN5LyQWrrGmDw2DGYMXUG0+gtkx5bhzkvB/Al 9SokjC8nHNSXvlICA3F/Ufe8u2ZilqfHem1YMQsLp8UhKTEWpasEo0bVckwMkYEwru4Gd24BdV2x gZvJVUQAhjF9nhGXkjr8na7UJgUICYSivsLVo6FlgKA6pbGMez5rF+qwzVxhZWbOGZ+M679s5jQc PHtB8gtn8Dna11dCJMqL1qU+E+KYJ7ZnW7z5GIt4GsEBI6fB1swYXYaOJFZ2AjniwdmJvWuEdcSA DkQs890y4n0Em10m6ug2ZDiG9xzC/TJxvQH8ixZBmWLeNPDM9cr+bMg2zaShLF4xiNjo2+hNrLAx N07dXLyZn9QPlpyN2nAVVqacG8b0Zeo/zlbNmS7Rzc6e7aBNtn0ipo4YjWtPnkqDppF3KZTnqkpZ CnHV0Yno7ZnMqLSKhxcsLZyYQMMNJpZm7E/6GDRmDKZOmoy9dFPJqq2FVj0GoRVdF8oiVjCGfL4M 1te3bGW0bfkC4/vQDcrJlnjDXN1LYeTwvjBhn79zlXtwU6YzEQ8nT5w0BjVrwfdGKbcCB4ii/kVw 7MIZPLh3XyJFjujbmeUGoVeHZnxXTcj0z5lN6nHTvkaF8lg8ezR2bV7Elb4XvPyKwVb0M/YVfdq9 Nw8eoFuHlnhP100aJ2yjpsyFpakJ+hDlPIPY53pHtkpdUoNI5q59+qE8TwCmUn9zxk/EBbqqpZyp xBFXqvr1tJAKfXx7o5Qvb2BIQxq+kognLF90fFMmChA3NyXCcjRfpnAaV+ETVaey3WlYFFKOuTT9 KjemMZApy8zWCWt+WgRDGq8kGs+5bkWk2Zo2le7gWEjKBdmwTT/U41JLiAlZznPoI3z36bNkeGyY OFpHnPygv1Usc7pwUKnZuAX9brJZl/C3GnNVoalmy9MD8znbk52eEFK8Yi0sXeuH6Nh4fl+Tfngm GtDTkwYSNb7wrXr0RBV27GQaEwOerrCirzI9Reb6EKznxas8EcVZkxAjI1PY2hacSs7V2w8rt6xn Bp5Y6dn0ea0pN+/U1fXQiSuTGtwcSeGyVFiUQo5O0JN3DHuPUliwoKhkgCRR18XM+dP4IuZZhpD9 3GPIBCYtkBn1dn1HIYinOVJZb22+7OY0pnpyA5H98EI3TOs3kGzqMC4507gqMDXnjI7tIPy86jRG 46fOkZaIgnrYb+QoZsahP5VtbWFjDzOeUc408cF8nv4RGZSE6HIvZS5PNIlTQor6juNmn5SpiMZr 3NS50opKSJcB41nfHEdqteD6qFCttjRjMWE2oyVbf2KGIZHzRx0O9DGrixRqHMzESYYpzAv75uNH aTKhxRfcnhxwkbZt7JTZUuJvId4ly2PhiuX4FB0v/WzA0zz2cheh0FEnZrfKVLp/VW6Gl61aAzpK uGHxvZQviczI44RufYbD2pRLZxpWcV5bkdS4ZffezEkZwoQYYiqgRvdDIboqZImRR03KqY+y3sX/ BWp51KRZUn1F4u3+Y2ejyRvu7UgrDSMOrPr8V7YsD2vfkXjiptL/DZlwxC7fGXCRwCQVnsWrY2y/ FkhmH9XlJEHkWhViwaxdE2fPRcR7ZvWRL5uM6c4Q4lGiGhbND+AAk2O8rAu5YdG6VfgQFS2t/uxY jia/pyXa1awyry/DSYyBlBWr29AhqNuiudR/RYo9CzMTycWiS5fTuLnLudf2SWonA7otTPlu6XJS JFbe3QYNRmsmyxBiRnesZR7uv+Cr1+LeRbFyFZDAJBQ6HKhtyZMXuVOFOHsXx5wfluFDZIxMtaJf 0vWXVwT6d+ECctZZX2EjGrXryqTttZiVSPYe2/BoprH8vH3hosW4oTyXaRsFypcuZfEuKiWNzkxL Yiaq04wtKMmJxABoZX7Bvs0/4STdne9D6xMdPFnisOeIOpp27cSTSLWlrFKGxqawNBfuU7qhOIFM Sk7nRmgDdG9Zne8q9Uf7Y2sjc6E4FymGWYt/oLGXzfJ1+fyOHBiFaPGd7EgD31Tuqze1tOYk4Bsn 7+QV+q5z6raFnFBQWIo2Exm7F84/M5QqxCW0cupRMfswMZX5dI3Y8OKTV3TZIMoHi/RNTOHOT4FC X61IBpBf1Ki0/BsfltbsUPwUKBwsCrnIljsKUWaMW1jb0xdb8Ffz/tbUypoDXgEXc9BzclU+yZDz TdGxjI2VZ3rcIixgxi2bBefoW+Q2dc5T76/VUgSKuLgVpC8aEKMcfRViDs+8IvziyvUT/laxv5Ej 1DkHCYUolydm7cqiLdLU8aMQYw4w4lOQ6LJe7kp1K6h88TtTTgDEpyDJf3+mJJOnzVO+3rqQB4Lr 1ECRIp6ctRV0vI1Gnq6ovCJ0ofy8v/d3MTiJ7E0FiZWtHRONf7ufFS9dCQ6ZVijk5FKwzrg3U7iw ab6/aXBAMVbKwam4wMjcAuKTv9F5vXGO4RLJU/L2X4UPWZ8Dqbt7QcaGgx/z436PCMOaS5Q2sY3F BiU/35L8z6fG5BUF60hMfNzke30FlamubYjSFUvhzM2XOHnwKCecGXjDQSu0fk0U4YGNAr/DiWYh 59z3E/rh+QkmvK4GXTs/vqsFt7vYRxCfgvqOHRO8/FH5LqP+RwtVXa/SwD9NA85epdGLn7+3MDE6 j+Kq5M/XQMt2ndGS3puNzA+comGMyfPk7p8/eGt1rtAatez4B7/1n12uMur/mf5U31ZpQKWBf7EG WnfLCeD6pzymyqj/U1pKVU+VBlQaUGngOzSgMurfoSTVJSoNqDSg0sA/RQMqo/5PaSlVPVUaUGlA pYHv0IDKqH+Hkv6MS5KTEnm8UByRNPgmhOv37i2O1H368JHBHpnS8SwbeeTl73+Px+N41Eyc2y4o m7ri+1mMeLx87SaMrJ3h45abQyMiPWIZFJTFkz2meY6qie+LALQvxASIY2/KXI3fq9u3/p5FtICI oNWzcESxwrlPBrx5+YjAtkQEli/xhxjimQwOiuaxPl1xXl8OEvtP6vhf+S51m8wjfqJ9RFxDNI99 GvAkkB4RAH9EpAjPLA2Y8Ry7Sv7/0IDKqP+P2/nT+ze48/ApNjJEOTxOH5t+XMCzu0qBD3+gPiLQ 4tLJE1jCc64xRArERkfyfG5P9OvaNhfXpKAiE6PfoXuv8ehFKmWAnJpY0HVf4qOwZd0KArrImclj 1DMyUrH9x1VI0XNG7z4t8n392f3bGD1xGeYtnoZCXznb/wceV7o0JSkGW9evkoBeeY36tTMHsPda LJ+HyAllTOLv3CQ+6g2Wzl2MMjUao06Nin+0Sn/K9SmJUejVcwza9eyGYs5GWDR7NWo0bYUqAX7f fz8OBvuJDPiUYooBgzt8//cKuDKSCAxBHTSSc5r+o8JUX/5TNaAy6n+qevMXHkFU7uYdh4hBcETi 0zjOxvLzXVLINHnw+h3DuN0ZUCU/K5yVjluPX8ODkC1F1K0I+9bU1Mea7dsYyKSLWxdPoFOXvihX rjyqlPIu8MnOHNqD2CwT0gZLIy5W3D8n3Dn+c4SEUS5H5ku54jJmj+B7CBSrsbEZ3j27jf0nLiGs TUcGzXCGzyi+Wk3DkJiV+1z3no3rYe1RAu62Rohi0IgC/SDKi3h2F5t3HUbloLooX9r3m9o/unsn 7hH527Zrd1jKcasiqCaNCAhRr7ySTn2IKESNjCRsoTGz9a6AwHL+uS7buGoFkqmzDh3bZmN1TSwd ENqmC+FrymeF08nzXovENH306JaDjFYuLPrze0aYMUI5Phonz1xGQO1asDaWBb0d2rOVVEMG7bQP y/6KuD5L1xTmhlrYtn41rD3LSqsKZbl84jDexqsT6FYVCeQUxcXFMwisKMK6tYeNnTjznYG3RCnY ODgi8tV9HDx5AS0Zjq7LNzk+8i32HDyGxi3awECQsxh0FdigIaJTc1O0bl06jVPEHLRr3w4Wcs5G YlwU4hgjZGdtjlMHt+FzuhGaNqgrVe3axZPo138MjBgLUJ9R3E1btoYtIz6FfIp4gp82k6pILkmg HI/xP36lVLfLowGVUf8fd4kS5atiFT83Tm6hkT5T4N2ziA+eP2sRGrRojcZ1ZEztI5t/xpE77wl8 Gpj9HV1G7pWrlhMunUjImY2VF3nvpvnKjSdnZP6CRYhNyIQ7A0KGHlyHB09eSihjIevXrMRbwql0 GRX66+EDuHeNXPDO7Rjhp0ucfBRnshMQ3SiIGW/eY0DbXujAjDrVCCXbt20tPmoXwaQBbfGauOSF P6xgVKsVHD9GYSVxyNEE0+tJaIRUzJw5B+9jk2Gmp8Xn2YiDW4zRl5xra8vcroG3z+5j2+4jNEra nJlHYsbosUSjhqF2TRluVRkYpvyg2gxYOc1w6xEZH6RB88icObjkX4Wo6G54eO0s9py4RmSAOg3l K4wZNB7NSdMs4eeO9OQY/DB/BQKDQ9GqSRDOnjiEjXuOMWrUDupJHzGs6yAENW2BurVy415vnj2A qSt2w4kIYlf3YswHUBYJ755h/ZadzNBlx+hCNcyZMhN1mreAr4czbp07iMk/7OA9i8KFcLctxGzc 4bnzPl2bITUhku2zAB8+J6EwA8rGDN6JG789RD9zcyTHvMEPixehSfv+qFXeDWsXT8FlTghqVfLH s6dPcfjMJXiQ++LA4LrXb8NxtucAtO3ZC5VLe+PInp/xMNEGs0YQlx3zke2zCqZEE2RmamL1/Hko RXRyjcAKeP/8DoaOmy5x8KuWK4ZTpy7h+vWHGDq0ByMjsxjVTe4gV4bJdNlJXB9SHxeyvs/IM7I0 0MGZvbtxbMdh9BzeC4Xs/vvZkP7Hr+k/+nYqo/4XNV/KV4Bdojq6JrYI9HPE4UOHaUgqQefLZxq5 Uwhq2JQh2Ll9qh9ev8S0EaPwlPTC2E8J6DFwGI1Cft7ynrU/4eHDN5izegXsjTRxYLsRzlxjSjIa wusnj3HmuB2th4xEo+oVcOfyCS7X58PBvThqBzjzGn0U9fNFvcbt6UaxwMTevbFqxQrS5ubRGMUi Q08W0r1x4Q9I1bLE9KlEA8R9plFOZSari4yo1sLeVavw281HGDx1KkrSFx4Z8Rq9iMw98EtRdGoj Y2crxJSkzCqBVUiTdCWrQx3j+g/ATg4CtWjUNRj9+zURuAq7Qs6oXb8xE7ZURoD/KfTsORJlqpdH KUYQ1qxuyAQXRZCeGImeXG0cOWxNA9ubPDIaK/qeBZDmI5nuaxeuQKlmndBbXq/5I0aS/bOa/PLi BELl6D+OFM93zz5jMCFdtWsEIiWO3PpRM5Bk44YuPZrAWIcJGAYOwuwZP2Ldj5NICI1BaoYmqtUO IR0xkPyh3Rg2dT2aMqnGlR1bcfP6Y8xYuYo0TUMc37cdJy68lHACAh6VxAQimQIxwRXbp89RTF7h hnpN2pH1borWzdriQbwGOnTqQSqqA7q16IT9e09LRj0xLprIC1m054b5C3H70VuMmTAGnmRy/7Ro JvMSLEGZMqUI3EtGTHwqAusFolP3dgitcx+NWgxEUPVK5IZXR7XKJ2DrUQz9ehK1TDm0/kdcPHsD fSdOQUAxd8R9fIc+LTpjz1439OrROleSkL/oFfv/9rYqo/43bfqm7dvjYMdBuHb7IfSinsLIxhy1 Q2RMd2WxtHfA0GnTCEbLoNEgP3v6NHwifnhg50a5rrv1230EVKoKe7l7oH6z5li35TRdK8z9+uwJ nr14hh0//YD1P8yWwF1qYj2fmcK/08Wjx2xDNUMkgy6kSctQTFu0nhjTGIbc0w0j8LvEo91/8gJt hrWF5DAiDK1xs6bkkd9lGcm4dPUaytItJAy6EAuiJ+qElibZkwlB+LOyqVYj20aDq5VxowZL4LbP xCMXLy0DGUkE26+ImEF6+5WVDLqQYgFVUamMK+4+fY1yRRzpnohA146TSeVMw0sOhiXVZSRBwbkR m8wanMW/i3jJrFfp6NgyZ6Bp1CoElydzVvrmM6y8lMLE6d4oX7MW6tQMlOr/hZTNG7d/g4Z9FHp0 aisxiwQ+2aOIDC+gxusFBbMODboQtyJeMCEb6As3zW8R2lSqTPlsPHKN0KZYu+mYRFVUU9Nh3YjB ldCymfRtGyEgoDa5+WLwzoA/M2bFazjSoLtI5ZYJqIwnb2S8FYGzFt8VUKsbt+/g9YcojGUyGcEL EuOjsZEdN+zJ1OeAaOvkiVC6a8SzWJNtY0++eiKZ6UKSyZtPTJT9X8iVa9eJw/aXDLoQYw7EIU0q 4gjhXSmEZAlyq0r+Gg2ojPpfo3eJVCjIeaZmpgXWwNDCAY1q+jP7zCIYaaUxA1RVWBnnnqVLPnXB nHCRvcxC9Eh2u3nxNyCPUbe2McHTVxHZ1909ew7PHj6RyJiG9I/7EYy1ctMmmORhiCUzdVfMx9e4 f/cmUEeW7PrGtbvEIZswF6Q5ca7EnWoLfBlhb0xwfP/JK9SuLjPA5385is8fP7GOOoQ0WeDJy/Bc z3rv2Uc4+nnnO/1zcOM6JrI4gw2HtsKYdmzVvOnkcDzL/q7wqyswv8oFihn3o9tXEZNMaBnhbrEf IvDoCTePB3sz2cI03I/RwPYdu6SvDOnekSTGpNy652OI9khlspbHLz7Cv7CM4fOCiV3SoEfQV+4E zDJadoY0SBjqakluIVsmKw/tOxrN6+Wn6QkMsEjunMhB15g6F0hiCYZHw2tD7OutiLfZ9Xl28woe MYG3AuqmnHhDgNiSkxR1TydkjOhfjZz8iwLlrGC6i+8J14kQMzMDBFeoi3EF5BV9J9DYHOBF4gua aAmrLMpRnIxKIRhLRw50E2XZcpJx7fkbCVynGGfvPv0AOzvv7JNHEe8jYcFTUQpwXW5lq376szSg Mup/lma/Uu6FU4ewesMOvH/9CL89+cBsR59QrVowundrlc+4VQsNw9wZtaDn5YPJs3PPvEXxGXwJ 1y2ajQv3nkp3E9mmYtMsMLaAkyhtuvfEiP5jmbmoNVGvevSDGsOC/3IXE1Xr1scdcuI7t6B7h5lr hNh7+KF/754wpXtGh7PJBzdPYdTAm/SJJ+IN/erDxs3gJq4OZ6cpSOGgIzIWdOnfnzkkp+PW5eNE vBrAkH5XS94jgyTN5p26Ytb0WWjerCVJmHpII7nO3sWHia/r53tuJ/qf1dLeYDDzVYoEJp84e7Yx sZcntsiSVg8Zcl63spqFUU1Lj8GcsYOZ3CIWb18+QemaTci+d8J7bycc3bAdXbt2hSEJeQ+fvUAQ 83IKEYZLzCsFE925cFG0bNkQk8jPNrWSbZymMQ9l77594cZUbMoi6pDKuigybgiCaQ9mAlu2ah7T 6K2VLlUj+6Npu26oVcFPOuIpNp0VCTqEcRaGPTU1A43btsfV/qPRsAk5/kxtZ2Vkwb0H4ow5nRbX pXPGnyHfHBazfwX/XtwjXWQq4kkXhQiueLqcXioGOjH4C9PbbdAQzJ45D23bX5ElN6EEBIehY+M6 fH5uQPM6RRYq8VACESvKElK+JLneG5cwu9VZ9O4/hPXtgPDZ85g9jChaImYz+V0za08Mat2E2Y3U 8PbpTQwcPge96ZoKJJ9eJf87DaiM+v9O19KdHF090KBBA87AdKFH/nhiYiJs7V0LPKsuEKfFmf2k SN22sC/g2KPArgZUqwGrwjLAvhoNgDeTh3g45Uf9Obj7YMb8GbjJJMmcgMGH+Tr1acyMTIyJCjVk vtlROHv+PPGnspfYyMIGekzHoqFhgnFMhJxC9PKLx4+QkJIOR64MSjJLjnjx2/UchgwacCHFiSme s8AIj5i1SGxylhRZoGgozYio1TErgnGTJuDCtVsS/ldNXRuBQYEwpoHPK2WZvGOSmRVdJO+hznPa 9uRzO5AkKGaEmnrmGDJmMjG5+al9gaHtUbJWW0S+foZwbtSKlVBQ9eo0YFqo35Lp1dx98ZGbwdpE 3Xbi5qXYWBQSHxeLqLg46XmgoYMW3XrBraiPlCVHiKsbMwYVk2XKUpbAkLYoFsg5vMSRF6KOynUb MsuVPR4xkbgQgZZ1KySb8Vepz2OhVWSzeiH2xE8vXToDDszpq8c8lFPnTsfVe/ekGXIRn+IYOIy5 AcTZdKZxmzhlKixt6bpS10H/4RP5DIrNSC107deH2YZyllhhrcLoApHVqGnH/viSKftbYbp+Jkwe i6t3HmejeZ08ZO4TN6JrZ071IRJaplctPVPMXjCV1EgZ5rZFx05wLVoU0cwpbGdlDmsrM6ZzG8cE OleJ4xUrA2bzqlyZSF7ZpreJZSEMGdwbrp75qZ+ymqnkz9KAyqj/WZr9SrmOLh40irLsUL8nzx/d g7GrPzq0kB0tyyf0sXqXKMvP75Uk+7uDh6f0KUi0iWytXluWPSi3aMDBTuYHd8uH7hV409w40SIl S0F8ChJT8r6D638HipUGwo/JS/wKei5igF3dC9afGTMHibm0s4M9cpIKymqioW2ACpWC8lUrKSEe GzfvRgaNUblKihtqoCxxqb8n5lb2TNmY/yov/7Lw8s//+7zXCz59UZ+cwcKGaOb6X8EzF1ZqN2em DswRYqOdc2NrbcmdV4itQ26jaufqhVB+8oqekRk8+VGIGvXs5Z3TV7T1jXkMtVaurxlS33XqhRSo JgNTK5Sr+G1c7u/pV/X3/5sGVEb9/6a3/8m3/JhIeyE/KvnzNCASTVSu3hC9Bigbyj/vfqqSVRr4 szWgMup/toZV5f+tNWBhwTyn/KhEpYF/iwZURv3f0pKq51BpQKUBlQaoAZVRV3UDlQZUGlBp4F+k AZVR/xc1pupRVBpQaUClAZVRV/UBlQZUGlBp4F+kAZVR/xc1pupRVBpQaUClAZVRV/UBlQZUGlBp 4F+kAZVR/xc1pupRVBpQaUClAZVRV/UBlQZUGlBp4F+kAZVR/xc1pupRVBpQaUClAZVRV/UBlQZU GlBp4F+kAZVR/xc1pupRVBpQaUClAZVRV/UBlQZUGlBp4F+kAZVR/xc1pupRVBpQaUClAcmo6zJj vEpUGlBpQKUBlQb+mRowMDCQEu4IkYz68ePHMY3Ji1Wi0oBKAyoNqDTwz9PAkSNHEBwczGTi6tC0 t7dHr169EB8vS92lEpUGVBpQaUClgX+WBsLCwiSjfvbsWWiK7OFi2u7h4ZGdZPaf9Tiq2qo0oNKA SgMqDZw5cwaHDx/G/wMXeFT/qwNm2wAAAABJRU5ErkJggg== ------=_NextPart_000_0067_01D71F58.04FB2530 Content-Type: image/jpeg; name="image015.jpg" Content-Transfer-Encoding: base64 Content-ID: <image015.jpg@01D71F58.01F203E0> /9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMg IyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09 PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCACXAXoDASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD2aiii gAoopM0ALRTPNXOMgfjS71/vD86V0A6im7gRkc/SlzTAWiikJxQAtFMaRUBLEADuab9ph/56p/31 UucVuxpNktFQNdwL96VB/wACpUuoZDhJUY+gYUvaQfUOVk1FJmjNWIaRWZN4h0y31iPSpLtFvZAC sZznnpWoeleQ65/yV+HPXz4v5VEpcplVqOCVj14dKgvL620+1e4vJ44YU+87nAFTdz9a57V1jl8W aRHeYNttlaJW+604xjPuBnH41ZoW7HxNpV/dLbRTsk78os0bRmQf7O4DNa+RWB4xWA+Gbp5+JIwG tz/EJQfl2985rFmF9Z3zXurz6ikZmUpd2swMMS8DY8fbnIJ5607ILs7rIoyD0NcjptjP4ktZdRud UvbeQzOsMdtLtW3CsVAI/iPGTn1pYLSfxBf34u9RvI4rKb7NHFbSeUSQozIxHUkngdKLBc6zIpru qIWdgqgZJJwAK4OCXUNV1u20l9WnEdvJcQzzQkK86KFK59GGcEj0962fFNslroFrbM8n2EXMMdyz MWJi3c7mPOM4yaGrAncsp4x0V5Qv2vCMwVZmiZYmPoHIxW4CMDkc1l6xJHb6S6f2f9stiu14F2qg THJO7AwBTdKvlvvDMNzp9tJbh7cmCGT7y4BCilYLiX3ijS7C5e3muGaaMfvEhjaTyx/tbQcVoWV7 bX9slxaTJNC4+V0OQax/ByQjw1aPb8tIpadv4jLk79x9c561Vvohda9Fo1pP9itDE91P9lIR5m3Y K5HTrk96dgudTuFLmvP9dmvtHeXSLLVbg+asM0EsrbpIMyhSCe6nPer2p6TcQapo+m22q30aXLzP cymUs8gCjIB/h/DpRYXMdjkZx3oyK5Gz019Wvb62k1C+itNPkFvFDFOVcnaCXdurE549hWeJLvUt XtdGn1S5KW13NDLNA+x50EYZVYjuM4OPSiw27HfZpc4ri44II4dUtdU1K8FlpcqtHP8AaGWTayZ2 sw5bB6VThh1DS9OutYS5u7Zbkx29pBdTNJ5KswHmuD/FznHaiwrnoGarX+o2umwpLeSrFG8ixhm/ vMcAfnXM6jZy+F44NQh1O9mPnxxTx3Uu9ZwzBeB2IzkYqx4xs49Xk0rSZCQtxOzkjtsQkH8Diiw7 m9fX1vp1nLd3kgigiG53botTo6vGrg/KRkH2rgb+5k8U6Na6PPnzY4ZJNQUHkNECqg/7z4P0Fa/h O/mvnvGkkZk+zWrKp6LmM5x+IosJSOpyDSEg968/0C1uPEVwVvNU1BVisomURTFMuWf5zjqeBVjR ri88TNHZXt9NFHbW4eUwN5b3Db2XJI6Abe3c0cocx2C30D372ayD7RGgkZPRScA/pVjOK86nW807 xbPp0OpuTdJbwJcyYaWBCXJBPdjjAJ9a1b9ZPCM9rcQX13cw3DtE9tdS+YWbaSGUnkcjn2NHKCkd hmjIxntXLaVpFxe2Vpqk2sXpvJlWctHIPKAPOwJ029vWotOsJ/ENm2qXGq3tvNI7+UlvLtS2CsQB t6MeOc0WHzHXg5payfDGoyaroFvdTFDI25WZPusVJUsPrjNa1IYUUUlAC1T1G6FnZTSnqq8fWrdc 14quuYrZT0+d/wCQrGvPkptm2Hp+1qKJgIzliWJJPPWpVZvf86jTpUi18/KT7n0Liux0fh26Jje3 bOV5XJ7Vtg8c1xljcG1vI5RwAcN9DXZKQygjoa9fAVueny9jw8bS5Kl11H01s9qdTJCFQknAAya7 zkMnWpdxWEHAxuc+g7Vkg44UbR+tTXMxmDyf89JD+Q6VXXpXy+NqOpUcj1sPC0dRx6VWkGOnH0re sNMiltxJLlt3bPSm3mgq6FrZirf3TyDVQwFbl5/+HMateDbiZFprtzYsA7GaHurdfwNdRZ38N/AJ YGDKevqPY1yEWl3N7ctCkZQqcOzDha6nS9Kg0yIrFku3LuerV6mBdVq0tvM8+TfMaFeQa5/yWCH/ AK+Iv5V6/XkGu/8AJYIf+u8X8q7auyObE7L1PXarajpdrqtq1vexeZGSDjOCpHQgjkEeoqzS1qdB j23hWyguo7iaW7u5ITmL7VOZBGfUA8Z96jfwfpsly8hNyIpJfOe2EzCF3znJX6846Vu0UAYl14Ts Lq5mmEl3B9oOZ44J2RJT6sB3+mKW68K2FxMJonubSXYI2e1mMZdRwA2OuPXrW1SUXYaGTp3hfTNL uluLKFomUuwAc4ywAY499orUngjuYXhmRZI3G1kYZBHoafRQMwB4N07AiaW9e0ByLR7ljCPbb6e3 Sta1sI7Qy+W0hEj7trNkJwBhR2HHSrFLRcVjFuPCtlNdSXEMt3ZvMcy/ZZzGJD6kDjPvSyeFNLay gt4opLf7OxeKWGQrIrHqd3Uk989a2aSgZgr4L0pZhMyzyXB275pJSzvhgwyfqK1ZtOguL62u5Axm tgwjOeBuGDxVqigVjI1Dw3Z3939q8y5trhlCPJbTGMyKOgbHWksfCul6bdJPaQsjo7SD5yRuZQrH n1ArXoo1DQxNT8I6fqkryTPcxu8yzsYpSuXUYU/hUkPhq3QSpc3d9eQyoUeG5m3oQfbHWtiko1DQ 5/8A4QnTHCLO95cJEytCs1wziEg5G3PSteXToJ7+3vJAxmt1ZYzngbuvH4VaooAoW2i2Vpf3t5DC FnvipnbP3sDAqhL4N02SOJEa6gEcXkkwzshkjznaxHUcmt6igNDN0rQLLRv+PJHUeUkIBYnCLnA/ U1WfwnpzQQJH9oheAsYpopSsi7jkjPcEnoa26KLsdjBh8GaRElyGhkla6VVmeWVmdypyGJ65B70s XhDT0uoLmZ7u6nt3DwyXE5cpjsPb+dbuKKbbFZGEvg/Tkm3I92kG/wAz7Ks7CHdnP3fr26U6fwlp 891LMHuolnbfNDDOyRyn1ZR698da26WlqFkVNM0y20ewSzsk8uCMkquc4ySf61boooGFIaWkNADJ GCKWPQda4O+uftl9NMejNx9OgrqPEV59m0xlU4eX5R/WuOXpXm46d2onsZZS0dRkq8VPJDJA4WVd pIDAe1Lpduby+ijxkFst9BW54jtQIop1H3TsP07Vwqg505TXQ6auIUKqp9zD7V1Oi3QnsVVmy8fy muWWtLRbjyL4A/dkG00sFV9nVV+pjjKfPT80dTketZutXIjs9in5pDj8O9aHGK5rVLn7RfNj7qfK K9THVvZ0n5nmYanz1PQgjIaJ06Nncue/qKatCKXkVVHJOB9a1rrSCsIeLlgPmHqa8GFGpWi5RV7H ozqRpys+pWsr97Q4IzGeq+n0rdguI7hA8Tbh7Vy5BGQRyOtMjupbSXfC+055HY/WujB46VL3J6xO bEUYv3kdgKWs3TNZhv8A5D+7nHVCev0rSr34TjNc0XdHnsK8g13/AJLBD/13i/lXr9eQa7/yWCH/ AK7xfypVdkc2J2Xqeu1V1G9XT7UzuhdQyrge5xVqsjxLKv8AZyw7h5ss0aondjuB4FaPY6Hs7EQ1 27/s576TTQtssZdSJgWPoMY70+XV7+3gV59NCtJIkcSicHcW9eOMVkwWE40O4sE027SeWIqzyPlC c9ueM/Sr+q6QItIt4ba3mmVLiOR41lJcgdcEn+tSZ3lYuy6jdWulz3d1ZCOSLpGsobd6c9utRSa5 NaZGoWLW5Ks0ZWQOrkDO3I6HFR3KSXPhq4gt7K4idRhIpSCzYIPXJqDU0vtctvKWxlt4owZD5pG6 RtpAUAdOT1pt9htvoadhe3l0m+6sRbxlAykShic9sCs5fFDrAtxcWLRQSqzQsJAxbb2I7HAqbQkM FsbcWF3bERglpn3AnGOOTVKHw6IfDUm21/4mDQsuN5JyTnAycDPtRqF5NI6MzolsZpDtQJvJPYYz WYniOCTQZdVWCbbHndDj58g4xj1xg1Xu/tus2C2ItLi0WQqs0km3hOpx1z0xUF1ol7AbxIZGuY7t FYlsKVkUjHAx1H8qGwcm9Ua0msRslqbRPPN2G8rDYGQM4J7VVtdfmktbq5urIQQ225WIlDFnXqAP rUX9j3Ft4itprcA2BZ5XXP8AqnIxx7N/OoTo99OPsrZgha8kuXkXBOAcoMe55/CgV5G5p19HqNhF dRqyrIudrdUPcH3FUf7bnnUz2emz3FoCR5oZQWwcEqp5Io0zTbiwnvLaWR5raf8AerK2AQx4YYH5 1FZzajplpHY/2c9w8Q2RzI6iN17E9x78UblXbRO+sSyTSR2FhLdLCcSvvCAHrtGepFRr4ktDPZxs kqfamZMsP9U6/wALehycUy3N7pBmi+wPdRSSNKjQsuQW5KtnHfPNQxaJNc3W6/iUrcLM0yoeELbQ oB9QF6+tDuK8uhdn16KGaeLypXljkWJETGZWYZAH4dc1HLrk9rFM13pssLxxmRcOGV8dtw4B+tZt tpGqWt5LdOqzzQTgoS2PtEezaT7N/UU7U7fU9YWZo4bq3hEJVoJXX962OgA6fXNK7E5St5mqNWuo TD9usRAs0qRIVlD5LevpVvUr+PTbCW6kVnEYyEUfM57Ae5NYDxTLaWwtdLvFFvcxzMkjglgM5wST Vy5ivNbuLX93PYwwMZSWCli44UY5GOSadx8xPPrbbLE2Nt9pa8Usi7wm0AZOSab/AG+kUcq3VvND cxkL9nGGLlvu7T3BrMTT7/SdRtyIZr23gkkdWj2hsOvIxx0b+dWJ7DUL+7GqGBYZ4Cv2e3dhkgfe 3EcAnPHpRdiTkX4dWmS6ii1CyktfObbE5dXUn+6SOhrWBzWFIb3V5reNrKW0gilWWRpmUlivIVQC e/etwDBpouI6ikpaZQUUUUAFFFFABTWp1V764W1s5Jm6IpNJuyuNJt2RyfiW78/U/KU/LCMfjWUC cfjTZHaSRpHOWY5NOXvXhVZ883I+npU1TpqKNzQHhs0lvZztTPlqcZ561rz3dtq1nPDBJucLuxj0 rCvla3sbK0CtkKZHwO5pukSG2v42wwVjtOR61vGq4WpW06/M86pSVS9a+vT5FdM7RnqOKkUlSCOo 5FTahb/Zr+WPGBuyPoahAJwAMk8AV5c04Sa7HYpKcb9zp5L8DSvtAIyy4AHrXOAnPPJ71b1H9xBB ZqeUG5/qaqY5HpXRjKspyUX0X/DnHhqahG/c0tGg8668wj5Y/wCddB1qhYiOw09WmYKW5OfWkg1a Ka48rBAPRjXpYT2eHpqEpK7OGtzVZuSWiJL3TY7kFh8snYjvXN3tvJbSFJV2nsexrsT04qte2kd1 btHIByOD6GjFYKFT346P8CIVmlY4Z2ZGDKWVlOVI6g11mg6wdSt2WTHnxYD+/vXJT5BIJzjvVvwv KU15V7OjA/zrlwdRwmo9zmnK0kdya8g13/ksEP8A13i/lXr9eQa7/wAlgh/67xfyr1quyMcTsvU9 d70xrSCSdZ3iQyqMK5UZA9jT6cK1OgTaM0bfc06igY3b70bBTqKAGlc0badRQA3YKNtOooAbto20 6igBNvvSbRTqKAG7BRt96dRQA3aKNgp1FADSgNATHc06igBu33o206igBoUClxS0UAFFFFABRRRQ AUUUUANPA+lc94quwltFbKeXbJ+groa5fWdHv73UHmjRXjwAvzYIFYYjm5Goo6sGo+1Tm7JHOirV hb/ar2GLHDMM/T/IqyPDuo/88B/32K1tC0aezummuVUEDCqDmvNp0JuautD2MRiqapvkkrnQBRgc DgelLtHoPypaWvYsfOnO+JLfEsU46MNrVS0uISXnmOP3cILsa6LVLM3to0a43cFc+tZa6ZcwaY8K IDNK3z89FrysRh37fntdHo0q69jyN6mZNKbid5WPLHNWNPt/tN4iEfKPmP4Uv9j3n/PMf99Vr6RY vaxs0oAkbtnOBXJQwtSdZOadjWtXhGnaLM/VbeSK4MjMzRsflJ7e1Uxx9a6uSFZYykihlI6Gsa40 WRCTAwZeynqK0xmBnzc9PX8zGhiI8vLIbBq0sKbWAkA9TzUF9rU80RjjVY1PBPU4prWdwnWF/wAB UB0+6lbCW75PqMVzRq4q3JqFWFLdGVN3rX8JWDNcS3rD5QNkZ9fU1YtPDDyuGvWCp/cXqfxroo4l ijVI1CqowAOgr0sHhZRfPM86UU5XH15Brv8AyWCH/rvF/KvX68g13/ksEP8A13i/lXfV2Rz4nZep 67WDrUif2xbRTfa2iMLttti2d2QMnFb3eqN7ps1xeRXVtdm3kjRkPyBgQcev0rU6SnPd3FjJ9lsY UeOG2+0M08jFiM/dz68d6iTXrmNI2ubSPdcxiS3SN8k5IAU+/PWtFdLZmd57hpJZIPIZtoAIyTnH 41FLoMU0UCPK+IIfKUrweoIbPYjFAFa81K6tYmiv7dAZELRNBKeSCMqTjIPPWrOjS3E1uTI4dBJI N5PzZDnA+mKjn8PveOj3l/LK6KyrhQoAOM8Dvx1q7Z6e1n8qTsUyzbSo6k5/+tQBQOrXcsEl3DaR vZxk5y5EjqDywGMdjwetPg1K8viZrGCFrRW2h5HIaT1I7YHv6U46E214Y7yWOzkYs0Cgd+SA3UAm nDRpIWZbS9kt7d23NEqAgeu0noDQBXGrXb2zX0VtG1ipPVz5jKDgsBjH4VE+vXf2O7vFs4zb27mN fnO6U5ABHHA5qzJ4fL28tql7NHaSZzEoGVz1AbrjPapl0SMaY9l5rbHfeWxyOQcfpQBANQ1F5zax 29sLlV8yTc52RqT8ozjkmohrF7cXMdrbWkS3GHMolkO1CpHAwOc5q/d6Y810Lq2uWtp9mxmChgw7 ZB9PWorDQo7C8NwJ5ZXYuWLnOSxGT+lAFOTWbv8As9L2JLZY2+URSMxcyZwVGOvI4qWPUNSuGMEd rbieFFa43SHaGIyFXjnjvTV8NyxXEUsGoMvlBvLVolYIWJJI9+cVZ/si4WUzR37xzuAJmWNcSY6H B6HHFAGbe6o13D/y1ghihaW4RGw7ENt2Z7DPU1DBO+n3TeWPLeMxmWFJzLHIjnAIzyGB/OtNPDy2 9vGttcMJo2crJKu/cHOWVh3GafZaHDEVee1sxJG26MwoRj656/0oAiOq3bwvex20bWCFs5ciRlBw WA6dulKNbZ7eIxwb7h5WTylPZRuyPwx+dOm0BpIJrZL6aK0m3bolA4J64bqB7VLHoUMd3JcCWQO8 Ah4ONuBjcPQnj8qAK1rrUs9ndTstuxhi8zZG53KcZ2sCAQfegareQW8N5fW0MVrKAWCOWeLI4J4w fwpLrQ7gWtzKbySe5MBiQlFGV/un1JPepLbQ2aC2jurqaWCEKVgcDqB0Y9SBQBUj8UAmOR/sv2eV woRZsyrk4BI/pXRqMACsu10VrWSMLdsbaM5SHy16dgWxkgVqgYoAWiiigAooooAKKKKACiiigBKa xwM07FRXSyNbusDBJCpCsRkA44OKAESVZN3llW2kq205wR1H1p+8eZs3DdjOO+K4q48LahpkUNtY XVxcLLP5jMSQVY43uWBHPBx9a0W8NXEUESQXZfaqeaksj7ZWB+Yk9Rn0HpQB0TzpHJGjMA0hwgPV scnFJLcpC2JJEQkFsMccDqa5lvDOos0sn9oAuXLKctyCCOT/AA8HHHYCrD+H5L3R9Pha7jaS3fEk iZcSRn76AnnkYH4UAbv2uEqjCVNrttVs8MfQVLk1yt54Yv554mjv1CxlmQsWDJ1+UAHGMHGeo7VP pOhXmn6kLq7uo2RYTGAHdsc8fe6ADj39qAN2G6huHdYZo5GjOHCMCVPvToZ0njDwsHQ9GXkHnH9K 5ZvC+pBSkF5DBGX3eRGz7M8ncD1B56dKcPDmoKEigv4TAVLBNzDee446L9OaLAdMLuJokkWRCjtt Vs8MemKck6SvIqMrNGdrgfwmuPHhC9jhjje8t3jQDCs7qDgghevABB56nPNWB4Xvku4ZV1HdsO51 yy7m2gA5HJPFAHTzTx28TSTSJHGvVmOAPqaRrmEQrKZUEbYwxYYOenNYCeHrlfDi6e7QTSiUyEuz jvwd3Xd7/pSX/hy81axtLa61E4tcSBlX/WyDBUsMdBg8UWA33vILeWKKaaKOWY4jRmALn2HerAOQ Kwjpt8urSXoNm7SRgYkViVKg4CnsCTk1tx7vLXfjdjnHTNADq8g13/ksEP8A13i/lXr9eQa7/wAl gh/67xfyrKrsjmxOy9T12q17qUViEDh3d22pHGu5mPsKs1laiWtNUg1BonkgWNon2LuMeSMNjrj1 xWp0lq01QXMjxSW89vKg3FJVxkeoI4p0+pQwQCbcJELqmYznknArH1e9Op2RjsVlkiR1aZ/Kbay5 5UdCfUgVQMG4NPbNG0avGJEgtWjRjuBzyeSAO1AHXNOqhyzLhOW5+6KoW2uxXE0SeTPEk2fJkkTC yY9O/wCdTKbW9W4VUyJEAlO0gsCOOe/FZEdnfSXRgEvmQaen7lmj2l5cHbk9CFH60AbUV/HPczxR gnyCA7Y+XJ7Z9RUFnrUN7c+SkcqblLRM64EgBwSKw9PVIXtRpsVz9tG5rxJAwDcfNuzxktjGKtW0 8d5rdpc2qTrcFCl1G6ttiXHTngHPp1oA1LnV0guPs8UE1zOBuaOJc7R7k8CkXV1mtmltreaZ0fY8 IXa6H3Bqolwuk6hefbEdYrhxKk4Qsp4A2nHQjFQmeYtfalb28gMyJBApUhnboHI7DJ/IUAWk8Qo9 r5otZ/M84wrDgbmcdcc4x71cg1GK4sRdg7IsEtv4K46g/SsfUbGOztdNtpjKLKJiZZYs7w+ODkcg Ek5xRbWc0/hia2iVgu8+QJBtLoGyA315GTQBdHiGLaJJLa5itmxtuHjwhz0PXIFPudcjt53jWCeY RANM8S5EYPr6/hVS51iO7sZLeG3na5mQoLdoiCpIxySMYH9KhuLC8s1jt7G4y94FSbdHuC4UBnB7 HAoA2X1GFZLZFJkNz/q9gzxjO4+1Wwa5O5tba2urhbmO4EyRLFYtHuztA6AjjO7rmulsjN9kh+0/ 67yx5mP72OaALFFFFACUYpaKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDL1yWNtNltTO0M lyhjR1UkrkdeOgHc9q5ODS2tYntE8Ssl0m0KkfyRKv8AFgD6jnrxXa3enQXxQ3CbtmcckcHqOO3t VeDQLC3iEaW6lefvEknPXJoA5Y6Ldb2iuvGLSMZDsG4Iyr3UEHg+9SaZaXWo6RqlvqOriSKcokcx fDYB5fGflzjj6ZroV8MaWmdtqo4AAycKPb0qSLw9p8MEsKwAxygB1Yk5wc/z5oA5U2F95kkK+K8s +x0Dkjag4wT6n9aUeHLeBoZodeaN2UPGVlI3AAKcZPQ8/ia6WXwxpsrlmgx7BiAPw96WTwzp0qQp JCSIY/Lj+c5VaAMH7Obvw3Zfb9ZX7V53mNI2CSxyNoHt/Sqstlcs8qp4sZ1KNEAx2rGeobI7AADJ rpz4Y0xiSbfr23nH0xTW8LaY0bI1uGUjGGYmgC5p88csKolwk7RAJI6H+IDmrtU7HTLfTldbVSod y7ZJJJq5QAUUUUAJXkGu/wDJYIf+u8X8q9frx/Xf+Svw/wDXeL+VZVdkc2J2XqevU7IptUg7f28y ZO0WwO3PGdx5xWp0l7cPWjcM1zcGpXnl3MiGEQWzDMbAlmyTn5s8VDa65dLawxqjFiREC6F3PBO/ APIPQCgDq8ijIrBttTvrucWoRIZQCxlljI3qP7q56+vpVG01C989wk0ZlkmEWSS6KC5BIH4UAdZu HrQDWdY3E9zC28x+bFMY3YLwwHcDtms7W7+UXqJbGf8A0UCVxEhYOT/A3ttyaAOi3D1pNw9awptV uZLW6vLR7cQW5wEkzl+mTnt14qCTVruOyjvrhYihmKpEmQeM8k/h0oA6XcPWjcPWsaS5v4EhSSS1 kkuWCowUhUyM8888dOlU7jVLmDUhDIY2mjGwMMrGxYjBYdsd6AOl3CjIrMgnne7n0+6kjaQRBxJF lSAcjkZ45rON5LNCYyT5llC5nGcbmHC5x6gZoA6PIpciuZutRvH0YXoeJIWdR5a5DgZA6+p9KsPq d5FBBcM1q63RIijBwVOCR82eenNAG9uHrQWA6msi3uJruyuo5Z1huEXBby9hjyOCeefbBqlbzS2M 62KL5d1KV+aSQyRYx94d8nHQ4oA6TIo3D1rmptUuLfVYoZXjd4W8tyvCsGK4JHYgGrn9o3Vzqk9l bGGMxMSXcbsjA4AyOcnn0oA2dw9aNw9a5vS7+/u47hI5LZZLd2ZzISwc7jjB7Lx1pLDUbu6t7u9g mtxBHJv8uT5iRtGRkH5R1xQB0u4etG4Vy1rrV08RS3SQlAZCWiL53EkKeRgD1q9Z6nczXcQukEEc pwiFc5OOm4H73XgigDbBBGR0o3CsFlNvqYnmdpUln2JLHMRsJ4CMnQim63fypeRpamfNsBM4iQsH PZDjtjJ/KgDoAwNGax7mZL+8s4fNZbWeMyDadvmHjC5+nOKu2MEVtvjhlkdQfuu+7Z7DvQBcoooo AKKKKACiikoAWikoyM4yM0ALRRRQAUUUUAFFFFABRRRQAUUUUANNcHqXgq+vPiBDrEcsQtA6O4J+ YFe2K72kxSaT3InBT3EHNQXGm2t3Kss0W51GAwYg4zntVgADpS0yyuun2qRvGsCBJMbxj731pr6Z aSKFaBCAoUcYIAORg9qt0UAUzpVmYEhMC+WhyoGRg9+evNLFpdnBt8q3jTYcrtGMHrVuigCAWcAG BGAN/mcf3vX60q28cZkZFAaQ5Y/3j71NSUAY134fjuZCAYo4WABUR/MAPQ5x+YrRFlbiJIxEuxDu UYyAf8mrFLQBRTRrFI2Rbddr4BB56dPpTl0qyWPYLdNuCCCM5z1/lVyigCtb6fa2jM0EKozDBYdS Pc042VuRMPKX99/rOPv8Y5qeigCk2j2Ly+Y1shYEEexHfHr70n9jafuLG1jJJJ5GQPoO1XqKAKsO m2kEDwxwKI3+8vXd9c0xdIsUhaJbZAjkFh646c9eKu0UAUl0exUOBbR4cYbjr9aQaLYLEI1tlVQx bjIOT1OevNXqKAKP9jWGxE+zRhEyFC8DB69KRdE09GDLaRqRjoMdOlX6KAKcuk2U2PMt0OM+3U5O fXmnLptol0blYVEx/iq1RQBU/suz+0m48hfOP8QqWG1ig3eSgTccnHfjFTUUAU20qzeIxNApj4+X sMdMelPtrC2syTbxLGSOSO/19as0UAFFFFABRRRQAVz+vaxPZajaWFvEGe9jmKvnlWRcjAroK434 gaVqN5BaXeliRpLZm3iI4kCnHzJ6kEDjvUTvy6Ey2INM8SaheaZdxvLEZVjAjnRTuVs4Klf73pjr VTTb290eQahcxXEhvLmK0QXLEMxY8tjtjsKzdA8cQXFtqVxqllEL3S088PCPL84g7fmHY5I/OmaH ea7461qzv5UCWcEoLbRiGJVOcDP3nPHPYVxwpu6cpN2OaEHdOTvY9VLrGpLMAB3NL5iZxuGeuM1S 1aLztKuU2F96FdoHJHpWNJHeWlwY2E5iiiCi4QZPlluR/vD+XNd50SlynTF1X7zAfWl3CsDfcHTr kwmeRBIvks4O8rxnrzj0qBoby3heYT3ZZIkYBmyNxzu4/wA4pCc7HTbh69aQOpJAYEjg47Vy0cl3 cRWqW89+Gfb9pdwRgHuO2fpxipLiC8M12I5LpViA8oqSMnI59zii4e08jpsijIrmybiKeaK4mvFt 0LeS8eSSfQnqfbNOuri9e1snk82JGjLT4DKwbtnaCR3ouHP5HRFgASSAB1JoDAgEHINcsReOTDcS XExkiKsFDKFG04Pof55p1oL9LqOIySIyMFVW3spjH4Y/EnrRcXtLvY6fcPWjI9awp5Jvts+ZLkTA /wCjIgPlsMd+3Xrmqo+1TSwR2897scgXTOCCh9s9M+3amU526HT5FG4Vzc6X0SM4lnKNcFW5OUiH TGBnrjnrTFa724uZ7rZtJtzCrZY56NkZJHvikLn8jp9w9aQOpGQQR6isW6kuP9HN008SeVlzAD/r PQ4rMsRqSxxRs8sL8eSGDcjOSWAGM896Lhz+R12QBzSbx61iXyXnn3E9vLPvj2CKNfuHI5470mmv M14m17lwUPniYHCt225/pQPm1sbu4DvQGB6GuUM1+uQr3DR78zSncCBzxjGR25GeKvaRDePds9zP K0SIPKHIB5/iyMk0XEql3axu7h60bh61zMw1GGESwSXDSSvJ5gY5CLu4IHY4pI2uVA+0XFx9iLH5 ow/mKQBgEkZIPXpRcOfXY6fIpNw9a5lnv2uyFmnQ7h5O4MQUx1IAxnr1pIprkjZNJeG2DfvJlDAn jpgjK++Mii4vaeR07SKgJZgAOpNLuHrXMQLfTwXcrtc4jUJCki4D8/eI78VPZ3E0d1bmWW43uxW4 WXOxSegXt19KBqdzoMj1pC6hgpIye1YFzJc+ZcgvdrcgkQpGDs2447YqCa7uri7LQi5W3ChWIjII HG7bxQDqWOmDqSQCCR1FKSK5SHzPts7PLfCzYrtk2tuY44GcZxVmae/k02zb96gLMJiQVfAyFzjk ZoEqmmx0IdclcjI6j0pciuagS8FneszSmR40CSKCGIyfXuB3ouIdQtlla0kuHkErRoHYkbNuf59D TuP2luh0u4etNEiMxVXUkdQDzXNRyXQUlp7j7GXAkKhy6nHqRnHTOKitftCTzGT7Yto8hLSBSJCO x9ce9K4vaa7HWZHrRuHrWGZLr+zImkadY/N+ZwP3nl84Jx+H4VUAvLg3AjlvVjhQ+QzEgvyOffv1 ouNz8jpt67tu4bsZx3o3qcgEHHWuZkikg1MpNJfLbohCyICSehwWHPXPFRF9SLYuDLHGQfmUEEtg YztB7frRcTqW6HVlhjJPFG4HkEYrnDb3slvIbied2kcxOqkhduzqB25plot8t1HF5skZV1VQ24qY wB14x075ouP2mux1AOaWmqOKdTNAooooAKaRRRQBQTQtMjM5WwtwbgkzHyx+8zzz61YstPtdOtxB ZwpBCpJCIMAE8miilZCJyKQqD60UUwAIB60NGrqVYZBGCKKKAEWJUUKowAMADtTsUUUBsIEGe9G0 daKKLDWobBx6CjYKKKAsKVBpAoHrRRQAbBnNGwUUUCDYKAgFFFA7BsFG0YxRRQAbBShaKKQCFAeu aNooophYNgpQuKKKBMMU1okcDcAwBBGfX1oooAXaM55o2g0UUAG0ZzzRsH9aKKAF2/WjaDRRQMTa Pelxiiiiwrhj60m0e9FFAXFI+tJsFFFABtpdoFFFAxQMUtFFAH//2Q== ------=_NextPart_000_0067_01D71F58.04FB2530--