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Ringsted

Budgetrapport efter 30. april 2026

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Relevans

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Bilag

First-agenda Sagsfremstilling

Indhold

Resume

I denne sag forelægges kommunens budgetrapport efter april måned 2026. Rapporten dækker forbrug i perioden 1. januar 2026 til 30. april 2026, samt et skøn for årets samlede udgifter og indtægter.

Indstilling

Direktionen indstiller, 

  1. at budgetrapport, jf. bilag 1, tages til efterretning
  2. at de i bilag 2 nærmere beskrevne budgetændringer godkendes
  3. at teknisk serviceudgiftspulje og budgetreserven under økonomiudvalget omdisponeres til en pulje til udisponerede anlæg i 2026.
  4. at mindreforbruget på ejendomsstab under ULBTM på 1,6 mio. kr. omdisponeres til investeringer i energibesparende foranstaltninger i 2026.

Sagsgang:

 

BY

ØK

ABU

BFU

SUU

SKFU

ULBTM

ÆSSU

Beslutning om høring

Orientering

Indstilling

 x x x x x x x

Beslutning

 x

BY=Byråd, ØK=Økonomiudvalg, ABU= Arbejdsmarkeds- og Beskæftigelsesudvalget, BFU=Børne- og Familieudvalget, SUU=Skole- og Undervisningsudvalget, SKFU=Sport-, Kultur- og Fritidsudvalget, ULBTM=Udvalget for Land og By, Teknik og Miljø, ÆSSU=Ældre-, Social- og Sundhedsudvalget

Sagsfremstilling

Budgetrapporteringen bygger på faktisk forbrug for de første 4 måneder af året. Der rapporteres om de enkelte udvalgs forventede regnskabsresultat for hele året, og afvigelsen er beregnet i forhold til det korrigerede budget pr. 30.04.2026 inkl. overførsler fra 2025.

Ud over rapportering på drift, renter og anlæg rapporteres der også på kommunens likviditet, samt kommunens låne- og investeringsportefølje, se bilag 1.

Budgetrapporten udgør følgende bilag:

  • Bilag 1: Budgetrapport pr. 30. april 2026
  • Bilag 2: De tekniske budgetændringer, der nævnes i rapporten, og søges godkendt i forbindelse med sagen.
  • Bilag 3: Udgifter til ukrainere
  • Bilag 4: Anlægsoversigten 30. april 2026

Forventningerne til den ordinære drift viser et driftsoverskud på 235,5 mio. kr., inklusiv et forventet merforbrug på 15,8 mio. kr. i ekstraordinære udgifter til ukrainske flygtninge. Det forventede driftsoverskud er 67,0 mio. kr. højere end budgetteret. Driftsoverskuddet fordeler sig med et forventet driftsunderskud på 0,8 mio. kr. på renter og et forventet driftsoverskud på 66,3 mio. kr. på skattefinansieret drift. 

Det ordinære driftsoverskud anvendes til hhv. anlæg, køb og salg af jord, grundkapital til almene boliger, afdrag på gæld, ændring i likvide aktiver samt øvrige finansforskydninger.

Tabel 1 - Ordinært resultat

 

Der er et forventet mindreforbrug på 66,3 mio. kr. vedr. den skattefinansierede drift.

Kommunens indtægter

Ringsted Kommune forventer samlet set indtægter på 3.100,5 mio. kr. i 2026, som sammenholdt med det budgetterede på området er i balance.

Serviceramme

I forhold til servicerammen forventes et mindreforbrug på 12,4 mio. kr. For yderligere specificering se bilag 1. 

Servicerammen er et loft over, hvor mange penge kommunerne må bruge på den daglige drift og service til borgerne.

Den aftales hvert år mellem staten og kommunerne gennem økonomiaftalen mellem KL og regeringen.

Der er områder af kommunens økonomi der ligger udenfor servicerammen hvilket blandt andet er anlægsprojekter, overførselsindkomster og renter og afdrag på lån. Dertil også refusioner for særligt dyre enkeltsager, tabt arbejdsfortjeneste, boligstøtte samt aktivitetsbaseret medfinansiering.

Det specialiserede område

I tabellen nedenfor ses overblikket over forventningen til det specialiserede områdes økonomi for 2026.

 

Det specialiserede område er udvalgt som tema, da der for dette område i en årrække frem til år 2023 tegnede sig en stigende udfordring. Ringsted Kommune har dog formået at vende kurven ved hjælp af stram styring og iværksatte tiltag. Der ses derfor ikke længere en vækst på det specialiserede område samlet, men der er et ønske om at følge området tæt.   

På det specialiserede område er der samlet set balance. De forventede udgifter ses af tabellen ovenfor og er specificeret i bilag 1, afsnit 3.1. Indenfor servicerammen er mindreforbruget på det specialiserede område 16,0 mio. kr. Forskellen skyldes bl.a. at refusionerne for særligt dyre enkeltsager ikke er en del af serviceudgifterne. Dertil de budgetkorrektioner, som ikke er en del af servicerammen.

Overførselsområdet

På overførselsområdet under beskæftigelse forventes der samlet set et mindreforbrug på 29,2 mio. kr. I det omfang mindreforbruget skyldes konjunkturer, skal beløbet tilbagebetales til staten.

Ukrainske flygtninge

I tabellen nedenfor er der redegjort for hvilke udgifter der har været på grund af ukrainske flygtninge i perioden frem til 30. april og hvilke udgifter der forventes i resten af 2026. Der er pr. april 2026 opgjort at 192 ukrainske flygtninge opholder sig i Ringsted Kommune.

Ovenstående udgifter til ukrainere er opdelt på udvalgsniveau i bilag 1 i kapitlerne for de enkelte udvalg og specificeret yderligere i bilag 3.

Skattefinansierede anlæg

Der er med udgangen af april måned 2026 brugt 30,2 mio. kr. på skattefinansierede anlæg, mens der er tilgået indtægter for 3,9 mio. kr. fra salg i business Park Ringsted.

Det forventes, at der i 2026 i alt vil blive brugt 203,5 mio. kr. på anlæg, og der forventes indtægter på 73,7 mio. kr. primært fra salg af grunde i Business Park Ringsted.

Likviditet

Gennemsnitslikviditeten pr. 31. marts 2026 udgør 568,1 mio. kr. På samme tid sidste år (31. marts 2025) blev gennemsnitslikviditeten opgjort til 423,2 mio. kr. Målsætningen i kommunens økonomiske politik er at den gennemsnitlige kassebeholdning minimum er på 1.500 kr. pr. indbygger, svarende til ca. 54 mio. kr. Målsætningen er således opfyldt.

Der skal i ovenstående tages højde for, at en stor del af de 568,1 mio. kr. skal dække uforbrugte bevillinger m.v. på både drift og anlæg. Se yderligere specificering heraf i bilag 1.

Politisk handlerum

De foreslåede bevillingsændringer i bilag 2 kan ændres alt efter politik ønske.

Vurdering

I forhold til det politisk bestemte serviceniveau er det administrationens vurdering, at det overholdes.

Der er ikke sanktioner for overskridelse af servicerammen, for den enkelte kommune, hvis kommunerne samlet set overholder servicerammen. Kommunernes samlede forventede resultat kendes ikke på nuværende tidspunkt.

Forbrugsudviklingen på det specialiserede område indikerer at udgifterne har stabiliseret sig, idet at der forventes et fald fra 2023 til forventningen i 2026. På nuværende tidspunkt er der samlet set budgetoverholdelse på det specialiserede område.

Inddragelse og høring

Ingen

Økonomi

Sagens bevillingsmæssige konsekvenser fremgår af bilag 2, hvortil der henvises. Den forventede kassetilførsel der fremgår af bilag 2 er samlet set 2,3 mio. kr.

Sagens forløb

15/06/2026 Ældre-, Social- og Sundhedsudvalget
Beslutning ikke frigivet
15/06/2026 Skole- og Undervisningsudvalget
Beslutning ikke frigivet
16/06/2026 Arbejdsmarkeds- og Beskæftigelsesudvalget
Beslutning ikke frigivet
16/06/2026 Sport-, Kultur- og Fritidsudvalget
Beslutning ikke frigivet

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      • Html "<div><div id='sagsfremstillingContainer'> <h3>Indhold</h3> <span><div> <h2>Resume</h2> <p>I denne sag forelægges kommunens budgetrapport efter april måned 2026. Rapporten dækker forbrug i perioden 1. januar 2026 til 30. april 2026, samt et skøn for årets samlede udgifter og indtægter.</p> <h2>Indstilling</h2> <h2></h2> </div> <p><strong>Direktionen indstiller, </strong></p> <ol> <li>at budgetrapport, jf. <strong>bilag 1</strong>, tages til efterretning</li> <li>at de i <strong>bilag 2</strong> nærmere beskrevne budgetændringer godkendes</li> <li>at teknisk serviceudgiftspulje og budgetreserven under økonomiudvalget omdisponeres til en pulje til udisponerede anlæg i 2026.</li> <li>at mindreforbruget på ejendomsstab under ULBTM på 1,6 mio. kr. omdisponeres til investeringer i energibesparende foranstaltninger i 2026.</li> </ol> <p><strong>Sagsgang:</strong></p> <table border="1" cellspacing="0" cellpadding="0" style="border:medium none; width: 77.7%; border-image: initial;"> <tbody> <tr> <td valign="top" style="width: 127.35pt; border-style: solid; border-width: 1pt; text-align: left;"> </td> <td style="width: 22.95pt; border-left-width: medium; border-style: solid solid solid none; border-left-color: currentcolor; text-align: center;"> <p>BY</p> </td> <td style="width: 25.15pt; border-left-width: medium; border-style: solid solid solid none; border-left-color: currentcolor; text-align: center;"> <p>ØK</p> </td> <td style="width: 30.9pt; border-left-width: medium; border-style: solid solid solid none; border-left-color: currentcolor; text-align: center;"> <p>ABU</p> </td> <td style="width: 30.7pt; border-left-width: medium; border-style: solid solid solid none; border-left-color: currentcolor; text-align: center;"> <p>BFU</p> </td> <td style="width: 33.25pt; border-left-width: medium; border-style: solid solid solid none; border-left-color: currentcolor; text-align: center;"> <p>SUU</p> </td> <td style="width: 31.2pt; border-left-width: medium; border-style: solid solid solid none; border-left-color: currentcolor; text-align: center;"> <p>SKFU</p> </td> <td style="width: 31.55pt; border-left-width: medium; border-style: solid solid solid none; border-left-color: currentcolor; text-align: center;"> <p>ULBTM</p> </td> <td style="width: 40.95pt; border-left-width: medium; border-style: solid solid solid none; border-left-color: currentcolor; text-align: center;"> <p>ÆSSU</p> </td> </tr> <tr> <td style=" width: 127.35pt; border-top-width: medium; border-style: none solid solid; border-top-color: currentcolor; text-align: left;"> <p>Beslutning om høring</p> </td> <td style=" width: 22.95pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;"></td> <td style=" width: 25.15pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;"></td> <td style=" width: 30.9pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;"></td> <td style=" width: 30.7pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;"></td> <td style=" width: 33.25pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;"></td> <td style=" width: 31.2pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;"></td> <td style=" width: 31.55pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;"></td> <td style=" width: 40.95pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;"></td> </tr> <tr> <td style=" width: 127.35pt; border-top-width: medium; border-style: none solid solid; border-top-color: currentcolor; text-align: left;"> <p>Orientering</p> </td> <td style=" width: 22.95pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;"></td> <td style=" width: 25.15pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;"></td> <td style=" width: 30.9pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;"></td> <td style=" width: 30.7pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;"></td> <td style=" width: 33.25pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;"></td> <td style=" width: 31.2pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;"></td> <td style=" width: 31.55pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;"></td> <td style=" width: 40.95pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;"></td> </tr> <tr> <td style=" width: 127.35pt; border-top-width: medium; border-style: none solid solid; border-top-color: currentcolor; text-align: left;"> <p>Indstilling</p> </td> <td style=" width: 22.95pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;"></td> <td style=" width: 25.15pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;">x</td> <td style=" width: 30.9pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;">x</td> <td style=" width: 30.7pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;">x</td> <td style=" width: 33.25pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;">x</td> <td style=" width: 31.2pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;">x</td> <td style=" width: 31.55pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;">x</td> <td style=" width: 40.95pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;">x</td> </tr> <tr> <td style=" width: 127.35pt; border-top-width: medium; border-style: none solid solid; border-top-color: currentcolor; text-align: left;"> <p>Beslutning</p> </td> <td style=" width: 22.95pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;">x</td> <td style=" width: 25.15pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;"></td> <td style=" width: 30.9pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;"></td> <td style=" width: 30.7pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;"></td> <td style=" width: 33.25pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;"></td> <td style=" width: 31.2pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;"></td> <td style=" width: 31.55pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;"></td> <td style=" width: 40.95pt; border-top-width: medium; border-style: none solid solid none; border-top-color: currentcolor; border-left-width: medium; border-left-color: currentcolor; text-align: left;"></td> </tr> </tbody> </table> <p><em>BY=Byråd, ØK=Økonomiudvalg, ABU= Arbejdsmarkeds- og Beskæftigelsesudvalget, BFU=Børne- og Familieudvalget, SUU=Skole- og Undervisningsudvalget, SKFU=Sport-, Kultur- og Fritidsudvalget, ULBTM=Udvalget for Land og By, Teknik og Miljø, ÆSSU=Ældre-, Social- og Sundhedsudvalget</em></p> <h2>Sagsfremstilling</h2> <p>Budgetrapporteringen bygger på faktisk forbrug for de første 4 måneder af året. Der rapporteres om de enkelte udvalgs forventede regnskabsresultat for hele året, og afvigelsen er beregnet i forhold til det korrigerede budget pr. 30.04.2026 inkl. overførsler fra 2025.</p> <p>Ud over rapportering på drift, renter og anlæg rapporteres der også på kommunens likviditet, samt kommunens låne- og investeringsportefølje, se <strong>bilag 1</strong>.</p> <p>Budgetrapporten udgør følgende bilag:</p> <ul> <li><strong>Bilag 1</strong>: Budgetrapport pr. 30. april 2026</li> <li><strong>Bilag 2</strong>: De tekniske budgetændringer, der nævnes i rapporten, og søges godkendt i forbindelse med sagen.</li> <li><strong>Bilag 3</strong>: Udgifter til ukrainere</li> <li><strong>Bilag 4</strong>: Anlægsoversigten 30. april 2026</li> </ul> <p>Forventningerne til den ordinære drift viser et driftsoverskud på 235,5 mio. kr., inklusiv et forventet merforbrug på 15,8 mio. kr. i ekstraordinære udgifter til ukrainske flygtninge. Det forventede driftsoverskud er 67,0 mio. kr. højere end budgetteret. Driftsoverskuddet fordeler sig med et forventet driftsunderskud på 0,8 mio. kr. på renter og et forventet driftsoverskud på 66,3 mio. kr. på skattefinansieret drift. </p> <p>Det ordinære driftsoverskud anvendes til hhv. anlæg, køb og salg af jord, grundkapital til almene boliger, afdrag på gæld, ændring i likvide aktiver samt øvrige finansforskydninger.</p> <p>Tabel 1 - Ordinært resultat</p> <p><img alt="" src="data:image/png;base64,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"> </p> <p>Der er et forventet mindreforbrug på 66,3 mio. kr. vedr. den skattefinansierede drift.</p> <p><span>Kommunens indtægter</span></p> <p>Ringsted Kommune forventer samlet set indtægter på 3.100,5 mio. kr. i 2026, som sammenholdt med det budgetterede på området er i balance.</p> <p><span>Serviceramme</span></p> <p>I forhold til servicerammen forventes et mindreforbrug på 12,4 mio. kr.<strong> </strong>For yderligere specificering se <strong>bilag 1.</strong> </p> <p>Servicerammen er et loft over, hvor mange penge kommunerne må bruge på den daglige drift og service til borgerne.</p> <p>Den aftales hvert år mellem staten og kommunerne gennem økonomiaftalen mellem KL og regeringen.</p> <p>Der er områder af kommunens økonomi der ligger udenfor servicerammen hvilket blandt andet er anlægsprojekter, overførselsindkomster og renter og afdrag på lån. Dertil også refusioner for særligt dyre enkeltsager, tabt arbejdsfortjeneste, boligstøtte samt aktivitetsbaseret medfinansiering.</p> <p><span>Det specialiserede område</span></p> <p>I tabellen nedenfor ses overblikket over forventningen til det specialiserede områdes økonomi for 2026.</p> <p> <img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAnsAAAClCAYAAAAknzvhAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAOewSURBVHhe7L0HWFVX2v7tvO///WYmmZSZtEk33UQTNZpiirH3LqBSBOlNOiKoIIgIiiKKBQugiBVFpQmK9N5771hAUend33ftfcACJtHEKZrzXNd9wdl7nb3Xfs6z1rr3KvcaRK/duHGDzs7Ovo9Sk5rUeq2np4f6+vr+h6X2ABPqEKEukdr9JsSPEEdSu2u3bt2ira2t/2Gp/YpJ/TbQWltbaWho6H/4D239261Bff9IiZ7UpCY1qUlNalKT2tNhXV1dd/4fJLDh9vZ2Tpw4geMGB5ycHKWQQop74eiInZ3dwONSDMCGDQ6sk/pqAMT4cRx4/I+MdevW4eCwfsBxKX4ZUr8NhMP69djbrxtw/A8NR0e8vLzEXmCB5w0Suj8F9rdUWRmD1VvYvP8MTrtPSCGFFLtP4LzXjzWb9jH8qx9x3ufHRnffAWmkkECoO0ystzD6u4m4HggacP6PCCFeNu05yRejf8B6syfOe08NSPNHhJtPMD9NnYeKniWuBwIHnJfiwRD8Nm7aQpR1V0r91gvBD0t1LBg/faHon/7n/4gQ2i0rp33Mmy8jjtoKPO/OMK6RsQknLuaRdw0yanqkkEKKmh6yr0BEVh2LVHTJvgqZl6Tl4+cg1B1novJZqmlC8S2pnwQI8ZJ1GeSUdYjKqRfjqX+aPyLKW0DfYh3uR0KlsfIIEPxmYLmBXYdDpH7rheCHnT7BGFo5iv7pf/6PCKGeuZB+FS2d5XeHcfv+MTQyxjswmeTyduIKG6SQQorCBhJLWghOKGOhggaJpS3EFzUOSCOFBELdcfRcCkuW6ZNRc3vA+T8ihHhJKG5igbw655IqSSxpHpDmj4icWtAyXoOr5xmxcep/XooHQ/CbjulatnqclvqtF4IfXPafQtfMVvRP//N/RAjtln9sKRpaelKyJ4UUDwMp2Xt4SMneQEjJ3oMhJXu/DY+L7MUW3CKxvIucOsitlSCjqp24glsD0v4uFDQQX9JCcnkr8f2vXdBAQmkryWUtv+u+UrI3EFKyJ4UUjwgp2Xt4SMneQEjJ3oMhJXu/DY+H7DWSVNFCYHAoJivs0DVdKxIl+4NxxJa0E1/UP/1vR3xJE1HJZZy6WERUaTPx95xLKGkiPK4Qv6hyYkt/e7mQkr2BkJI9KaR4REjJ3sNDSvYGQkr2Hgwp2ftteDxkr4mMujZ2rjZm2rxVuBwKwmXvSTyC84gtaSOtukecZ5pR1UV8YSMpVd1kX4bMmh7SK1vFXrj40nZSy9uIL2omvfq2mD69UuAOjaRUdpFxCXGOc05tN75796FtcYq4ekirkFwrQ7jH1Tb2O2zB2DmClLqe+4jgo0BK9gZCSvakkOIRISV7Dw8p2RsIKdl7MKRk77fhcZG99NpmdtpYY74xkXKgvBGyqrtIKb/Ojp1uyKsbsHLHaRKrm/Dc7Y2W1SaWW29mrU8myVWdREbFsOVYPPHFtThu2oCixnLW+cSSWtOA56EA1q5zQEF1PR7hRaxUnMWnI+XxTruG92Ev5DWMMNnqR1RBEcvGj+GLsQYcy2wiubTpAXn9dUjJ3kBIyZ4UUjwipGTv4SElewMhJXsPhpTs/TY8PrLXxh57K6bOMmDV5n2s2nSIs5k3ObDFllkqdnhdiGS5xmJW77jACpVpvDR0Npbb97BUcR2BVd14uTizctsZNm2yQ3m9Byciw9Faro3DsUhMFk/g4++0MFllg6y2G04O61i0zJUd3u4sMbHHKzINa1tjdBw9sDYwQ07Pg4sVHST+xrpVSvYGQkr2pJDiESElew8PKdkbCCnZezCkZO+34bGTvdmGrN6ynzVbjhEYl4+OlharTlZT0Qr+R3aib2CLtoohajtTKb3RwXpbU7aczsbecR17T6egMHcsP8nqoapvwcL5s9Fy3I+psgFrjleSlHIeLcX1uOw8gInlUSwtlfhi0lLUl69AXkGehUYO2Fu5YugURkqtdBj3cUJK9qSQ4hEhJXsPDynZGwgp2XswpGTvt+Hxkb0WcRjXaF04OU2QWwf5pdVoLluGmU8JVV3gd8AFXQN79FTN0dyZSH5DNwf37kPfxAGjlS6EZJeyZPo8TL2zSCqrx8vzFB5nolihuhrHs1VERgegpeyI89Y9GK86hpW5FgtWnyahqoHTZ0NwOxjOptUOLHeKIO2alOw9TkjJnhRSPCKkZO/h0Z/sxRc3k9Dnr6JG0ZcPv9KvUVyt91sbgP4Qfrd7rxVf1CRev3+6n4eQ//tXE/4a4osbxef/JbIn+CiptPUOEop/Jb7EfD9aPn4rJHlrIaH3NxN99pji/0FkL6Gk5X5fPHSsPBrEWPiZa/ePk38JhJj4ldgTy07xwDSPi+xl1LWw3dIMNdNTxF+6LS7ESK3u4LD7FubIm+F40IdlynI4HIzCVFEFhc0xZN6ApLhwpn/3GTOtoii61ckOR2smaTuw/aA7i5ep4h6Szgp5A9b6lhMZ6cdSWVtc3fexUNaaHYe8mKZkgp33KXS0F2HpFYuHkz2zFRwJKm4n8ddi/2fwWMmeUE/dE4NJ/8KyJtQP/Y9JIMTnz517OEjJnhRSPCKkZO/hcR/Zu3SbmNzrROfdFAlKSkUbF9OquZhz62cb2rtoJC7/GueTaogueAyNr0i47v/dYvPrxR0txHv1T/8gFNwkMvs6MQUPOPcgiMSo794PJntCLMXk1hIUV8TpyDxOR+YTkl4nkqoB17uTjxtE5Vwn9mHz/RsRX9RCYmEdgXHlRBcLxKuJhMLrROZce3if/QL6kz0hJqKyLhEQky/64XRUAWHZN/8F5a0vFh6g69YbJ7H9jz9mxIq/Yf3P36eogZi860Tl3hjg68dD9gTplSbO+kfgeSafuLJW8XhsYRNp1S0cOnoMXXM7nI7EknaphUPeAew9X05SeRspJbXs2evNgYgrJJe2kVp5k91796FnZodbYA4Zlxs55H2e4/F1xGTks+9QPOfTi3Cw34ZP4nX8AgPRNbPDzuM8CZe7iIxLwMZuJ0eTbpD0KwT45/D4yJ7g65uEJZdxtrc8+sdXEF3w+F4676C3fnhQDEheqh587mEhJXtSSPGIkJK9h8ddsmdIYWMnm8ytWbs/k5wbEOS1ickyqnjFN5Na3kJKRSepFe29hKiZ5LI2CcpbSanoIjGnEFcXPwJyJOdSKztJKWslWdDjEqQfipslxwT5h96ekORy4Rqt4m+UVNYunk8saSWt8hq7N3qzP/oSKWUtJNd0cdLbGSU1F8JrILOy9xpCz5LY4Ajf7+1ZEu4jbHmWHI2MzAr2pdwgtUzIo+TeyUJMCM8vElrJMyWWtBGfkYuj/VECSoUGsvkBZK+Z9NpGtloY8uMUeXE7PlklLWwPpZJY3nkn/0J+hEo/sayVtBqIivJDSc6UU/mQUyPxn/jsff67J99Jglht4S0SxEa5QzzX93zJ5R3i9SUrIPsRn6Imksuv477WkqnTlFi+OYH061147dqC9b5wUYz3buPXKOYtSbxeB4nFvd8vayOlrO1ne2vuJ3uQWlmJqawsExeos0hZG1llA3aGXpL4+M61BSLWJP42kuu3So4J4rwlLZJ73fM7SGKrSSy3wjVSyttJr77BfpdDuF+oEGMtqVzwc4cYJylll9nucBDv5Gsk9/o9obTlnt+5keQKSV6EHk5BmFjw/d1YaBYbauF+oj8qWokXfCukqewUvyf4PDj4FDrqWwkqvU16ZdudfCaL+e4g42oHXlutUDU6RMJVQa5EuM5dv/1+sicQzgaShPv1SqncPddIalVPr8hypyh8nFLdTVp5s/i8IiG8BKllTeJncUi4RiLKnF7RRmxBIynVXSSXNBJX3EpatfC7tZJ5FVJKhGfsFtNmVneJIssJpR2iREtysSRP/fP5MHhcZC+pooMLF/yY/dVk5inrI7dUi2VWuwjM7SCltOX++kYQiu4rc3f0A3tHL8Re6lZJ+eol0n09+CkVHRKOlZaDo/0xAgRR6b74KG8jsayNiKh41m/0J6y6k8QH5PNhICV7UkjxiJCSvYfHvWSvqKUDW83lWB8oJvbCcSZ9Oxmn00Vk1HSTXN7A8YAovIKySajsIiG3lpCUGvxjCwmIqyI4uZwzcWWEZdQSX9pJQk4FB/wi8Y2vICS9loSydrHX6dCpSHwuFIpSEDGZVziXXMXpmFLiKjoIic7A42Q0YQXtZOYlI/OTHIbucSSUt5N2uZtje22Yv3AFXmGZHL1YIjb6Uek1hKYJPWs3CE0oJyK/meTCOo4GJ3Py1DEmTNJhd2oT2WXXOXI2kiORxQSnXyWmSCAETfgGRuPpn0FSDZw7uZ/x36viHndFJIcLH0j2bmCvZYDlzgxyBA2yqi5x2CilqoPz8dli/kNyGkmvaORCUg3n0q9w7MRuZGYosyM4lyMhWaIIbmzWVc6lVHM2tojA+Coicm8Rm3OF4MRqEsq7iE0vwtMvGr+kKkIzr5Nc2krQhSQ8T8Xgn3ZTvOe9v6Pg87ikcBTmWHMgLBS1+as5kVSMmelGDia0kFre1wMjEJ4bRKZdJTgiGa/TaUSWdJJYcI3Q5BrOxhUTmln/wKHf/mQvuawAvfm6uIXfIv/qbdJEoi40gq2cOR+Ph18yUSXtpBTVi9cOiCviVEwpYfmNJBU3EZlVzfnsW6SWN3IiIArPgAziyztIKKgnPPsaweGp+EbXkl6Uh9JEObS2RJBaC0HhKXiciiOiuJPktAhmfb+IVYczSCpvJbHoFuGplwhOruBMfDXJVW34nYvD80wKMSI5FIh8PccCovAJLyQ4vZao3GuEZ18X4+/YhTLihcY9v54T/tF4nUklogxC/H1QWLie0GoIi8knJOsWKWWNnAyO5kBwFsnXwGODLrLKThwKS+d4dJX4IiMQx8dF9p4mPDayV9mB/0kvli7eRFgtZNd0kSrEQVk7CYW1eJ+K4Eh4KSnVnUSnX5aUuchczqReJrawmcTCG5xPrSK6pJPY7Cq8TkZyMraKtKp2IrOuEZFVg29gMufz2wk6sU+sH/Ym3yC9rIEjpyM5FFpAxpUeDm1bz/hJxhzNaSD5AUP5DwMp2ZNCikeElOw9PO4je80dOBpZYrh+EzMmzcDaI4ecK5BSWscWhzXMVFzOIsUFGLiFEhbsy/ChXzNOVoGffpzH+19OQMZ0NSpLNnEyuQAL9WXM1zRHZrYs4zT3EVd+GQfH1SwytEHFUB/7k9mcPrCN9z4czjhNGzZ5nkTDzAxdcwM01rtz0O84P34+hjkmBwkv7SLjcjd+hzby3XvfobzchEmLlbD3K+TQVhc0VgWTVl2Ayhx1tl+8xG5HC2YtNWSZojJDhqrik3eFzStNmKVkhLKCCl/OWk1gUQP79jizyMACNUN9VuwNZPfWtQz75EdW+qSLZFRG4cFkz0HPCNMt0cSWNBCRfZ3Eyk4Czh5jsZIWSlrLWKS/hsDUEnRlZ/PO6KkorrRi8qdjWaxhzhx5WfR3JxF4dDcffDiaSaqqzJpmiWvIJUJPe7BAYQNnkzLRVVBgkc5KZk6ez4LVZzgb4McMeQ20jQ2QVXHjTI7Qo3k3ruNLOohPjUFl3kq2nziBxhJH1u90wWpnNImV7SSVSnqj4ovbSCzMQWvKPObIayEvK8PSdae4GHWOb78YzdBp8jicqSGtXNK7cS8Gkr1CDBbq4ny2goT8eiJyb5BS0YyXMIdMQRelpTKorPUkIj6OKd9+z/Bp85mmaMmq3WnkXm9ns601G/3z8djnjJzBSlQNdDB2DyMiKZp5E2YwfsocfpxjhdMBX6Z++T2zjPbjefIYS43M0TXRR2fjAQ4e82L0Z2NYsvYU0RVd5FY3sclcm39+OIoFVu5s2bMfRSMLNA100dtykuiKerauXsFMeX1UldUYOX01vvGJKM2ex9hJcxgzZTkuQYXscnVkqooJy5Zqo7MujLOhfuiounHo1HGmzzHmcHYT3tvXsWixGjLT5bH0TOfQrjV8++FEVA2WM36xJpv8K0mrbJGSvQfgcZK9AD9vlsqt53RBKzE5dUQLJC63CCszQ2YtM0NWQZZ1JzLx3buRdz76imnLVJmpvJWjyY0kJcRhvHoLR2NysbRegdKKtSw1XsGu8HJ89rnw7egpTJy2kPmGXjg7r+GLzyawxicS522OLDa0ZpmhAXZHLrLRUpuhw6aw6Vz5nZ7E/nn9NUjJnhRSPCKkZO/hcS/ZK26FDdpyvPzGYIZ8ORabI2Xk1kPIKU8mzDHGvwKyC+JQWqjLlh07+fJbWQ5G56I9bwZTjQ8TkngRjYVrsXfdxGy9PWQ1wtk9m5mttw9vb1e+mroU5xMRbN68hu+mLmGtrR0jJ+lzJimDxXNnssR6H15ng1k050fUHA+wStMB1/OXSK9oIeVSFyc8NzB1ogUXLsO5M3tR0tiAs9N21C0DSavJZ+kcLdbtPMA8zbViD0xi4BF++kaD7b4+zFBcQ0gVpIaeZPoSe3zOnuSnSXOw2n+OPQfc+XHsRGz3+qG7dDOBlV2kPnDOXjMZdY1s1Fdl1A8LWaikyQL9zQQkFaKzRBGzgwVUdMIGUx1W2B9Ead5sFq0/x7nwE8z4Zine6ZCaeR7FJSvZvMWRz39Q51RGHgYyJjgGVBPqt4+Fi2xZu9EOGcuTlLSA5wZrFln5cmC3LUPHKrNpfxC7fGKJLO0Uh9Kyarp6F0UIw5UN+Lg4MGu2Ptbb/VhpbceqLbuZNGsJuq6BYq9ZYkkHSfnJyP04GduzDZRczkddTpPNO/fzzdczcfAvIDr/wYsh+pO9tKpydKdO4ftZysgqqLPE1peL0ZHMmrkM98QOSuur0ZdXY4PbQcZ9N43VfsUEHvdGb407FzLz0DffiY/vEX6cNJdVHiG4e+7ih58mYefuzfSvp7I5uo7ta1ZhstGXtWYubDt2niWys1jm4IOX31nmTf0B/a1HMV+2nj3x9aSVt5Fd1cQ63cV8rbidkIhgfhw3A5OdZ9l/5CATx4/H1Gknc5UsOV0MOdHnmC67miPhF5n9zU/YBFThsdmB5SsPYG6kwreya3HbH8zB0BJCwwOQHT6G90bLsz7oJnmVlVibbSawBPycVzBtqQPbXNYzd/5mkhrgyJ71LNbeRWQV5NdJyV5/PD6y10nouaNM+ORbZipqs1Beg7Un8ji204HJyltIaoTI84eQX7KKjRus+WKCLqeL6ti2xhTbE9mcPOqF2aZAtm004zs5M9z9I1m1YhnjFVbgZLeS76evJri4DC0ZY7YeDUBfwx1P3718O3ExG45G4LptHd9MXIDTbl+0tPYTee02Sb9xz2Ap2ZNCikeElOw9PO4fxu3GVkMFectgQoMOM2aiAocK4KynEzMsfXq3V7rGGgMNLG22MmPJRuLrGjBdos5y7xIyChPRW2yN0VprlLdFUHQNImPPs9zGF5cNJnw+QRVz240Yr96MhZM3G9faM1v/COllucwcPxY5ww2YrHHG1MoJ12NBGClY4uRfJs6jSrnUwZE9W9Ey9Cb+JsRFB6Ona8jq1bvQsblAbl056jL6mNk6MNvCk2RhXl9xNrrKTti7bmT+mgOk1EBGYSaGqw/gvsuZkd/PYfmaTRit3ozJmh3sPnQClUX2nCpqJfVn5+xJevbMXWKJL28mRkibGMtcVSP2J7ZRcAOOuq/H2HI9ijLG2IbUER8biLqSEyGXILOwADNtDSwsnZmlsZeMxltYyJuxMeQakYEHkZNbg571Kgy8Mimth6Dgk+jY+BFdWMlmZ1eWLJnP9zLmbPM5ja6GEYpm7pzJuNU7r0+YG9dCalU73vt3YWG3DWV9Q9yOhSKjosOuqHrSK7qIy07BYPFajud2kl/bgr2pFpa2rsxasIZT5T2klz64vPQne2LPnowemwOqSCq6SWxpN2GnvZios4nwUsiu68FlzXJWrt3K3PkrOFgAebnJ6K/ezc5dbhi7nuHkod18MWYuBta9v4P1TnYdPMoyhc1cbIR9trZYOBzG0tCZ9dv2M2nSZJaaOWG82hlTS2fcTgSiu8iS7eGXxflT2VW3sNPSQ8k1g4So44z6dgraqyTXNrXZxQZHR2av3ENcJWSXFmC4cjc+gSGoyq7D/+ptDrs4omN+gnMpWaxas46pEyczx8QD/4v+jPvgYz7+biobgi5ReLWT44eOoqdmyeIFM5ij6cTWTW6Y2AWT3gQXznqgomlNYBEUXJOSvf54fGSvt2dvkQNnizuIy68npbwVJxsjFFzjKLkGiRlpGGtrY27myDyDg6Q3g7/vHvQczuK60YKNZ4uxXy7HNwtNWbF2I6arnbHeeRKnNRvRtw8nq+ESpksscPbwRUt1O46bLRk+VhFT201iXWZq78mO3Z4sVXHj/KUukh6Qz4eBlOxJIcUjQkr2Hh73D+O2Y6dlyOp9OZTc7GCN9jS+V9nNuYvBTJupxaHsbhKT/Vm0wABXt92Mn7OWyJprGCxQQnNvNsm5MWgsXMXGPTuZq76F2CtwZJMt07T2cNTHnfFL1hHRDInxZzBZ7Y27syPjl+4mtfYyGjKKGJ2o5HJXJ462Duz0jcRI3hynwEpxsnvKpW5OeNjy/ZcanCnu5vh+W+S1XXFz3cIyQw8OeTvx/ofjcTx4hvkL1Nmf20aM30G+HaHGjgA/5suvwDfvNlG+B5iwwIYjQQFMn63LwVIoqUzH2GwrPqf8kZ9vy2lhD9GfI3t1wpy95ZhvTST1UhcJJW1kl1aht0QeHbd48m7eYrWuGlYbfVBeoIHlmWriE08y/rOZ7IxqJzLMC7lFVrg4b2b84q0kNQhkTwNrz0jWqE/l8+kr2bzThYVGXmTUgZulKQtXHGb7TmeM3bOoaGhEe/4MjHfHcupcEgeDswnPk6wSFvIoLOyIS07H0GwbRy6koaqlhkdAPKraxuyMukFaRRdJBSksGTsDq2N1ZORHo7BAG5ddHkycZsKRglZxcUp/uRkBA8leAXpztXE5d5WMilYSyrpITo5l3nR5Np6/Rk5lJqqyamzaeYgZ0/TYk9ZAzpU23DdYMHaqCvaHCoiPCWLiTD18KqC4PAVjM1d8Tp1hyfx1nKvvZNfq1ZjZH8JMax3Oh0NRXqzKmpAbXG69ie3qDew7HYH2QnPcImt7e/ZusVZdg4X2EaTnJjBjhio7sqCitghz8814+wWwYIkR3mldJAadYOKclRy6EMbSOavwrWznoPMGlhu6YWjtwI6odjIzLjJ/tjLOB33RVtnEHu+tTF5sQ0BUHLMWKOHom47zqoXMUHbA1dmGCT+tIuJSJ7sdDFi83IuYmtvSnr0H4HGSPWHOnqKsA8GVwpSTJlKrOjmyy4lJsjZcuAKBJ7exSNGWTevsmaS2m7jrkJiag6nGIibIORBU0Ii7nQVTjbzJBc6ecMfK+SxuDhtRtQwitb4CAxlTNu07iqrCFjyOezJRZhUhNyEt9RxGK/dzyNubxQquhF3t+VeTvY77GrRf1ST6mXMD8DNpxWXGxfcubZZIFdyXh2JJmoHffQyyDFJI8QsYQPZ6Y7EPv07+fr9mUn9I8nBvGe1fhu5J+8BzD87TnbR3zknK4r0T7O+muXutvu/0X43rbLEWO48MUi9DUkYs8ybOY51/MccP7mSm3DLmLJLD+nASYQG+zFNxIar6Oqs0TTE7lE9SbjLG6hs5HpePpb4uc1T0WSizhB813Um+dIuNm9YxUUaTeYpKuJwv5fS+XSxY7iVutn4+LBjZZZrILFnIMlth+KuJzWbLkdXfQWiJsEl7B6dPHETmqzkslF3GQlVt3GOuEp8Qh8bU6UyYtYCps0zwir+B73F3ZitqsHjOEn6YZMmx7Go226xmlrw2SipqjJi7isCSNry9dzNFbhnz5Bay8mAUyYWlaM2Xw2RPLEk/M2cv7coNtqxcy9o9aSRVSV6yEys6uRgVhqq6FgsUFqNstZWLOWUYqphgH1xDfFo0yj/MY/4CNRbIK7AxIJ+z3nuZr7OX2Fs9nNzrxuwx45kwayHyunvxT8zGQE2NhWrGzJwtx0wrP2LSktFcrIisihoaqw4SlNVBRrWw0lBYyXw3HpIrujh20IuVu+LJutLC9m2bGDNpAbqbTxMvrJguaSepMAvl8bMYP08LGZmFrNgfTmT4ORbI23GypIv4+ASs9/gTlneP5uIDyF5SaQkr1Vez88JVUoUV1+L92zjl681CeVUWyCzAYNtZYhJiWbJkFV7pt0ivhvOndjB2lgYHkzvJu9TMvv1uTJZbxlw5Gax84omJjUJTbRuhdR14ODpjsyOcbeutWbR8O97BwcgoqyOzaD6aTgeIq2rEVlsdhZUHCC/vIqfqFhvNrVBzjiDrZjdHjngwbYkkL8buQSRXXsfFbi2zlmiyVFWTEbNXcTQiDgO1zZyuaOPITjdWbgjhuN9x5OYsRlZFg1U7EwgMDcJAZw/RV5qw1NVmxXZ/rKytWKBqgYamGktWbmHXLg9kvpnHQlll5HTNOJhQR0pZs3TO3gPw2MheRTtBAb7oae/gXFk3ScVCXdtCcsllNjlYM1VOi/mKymy/UMKxnVuRMfEh9mqPONy/2UKBqUZHSBReXPKLMbU0Z6q8BjKayzmUVouPixuGG8JJqavGSnMde8+loCcjj6VXJK67XZksq8E8BXk2BOSRkBzP4mly2J0s6F2YMzCvv4aHI3sVnfcRq4R7hVH7QWx0fubcfSgSlqcLS+HvSSsuu24jqfgWETn1onin0JAkl7UQlV1HXLFkKb2wFDk+/zqReQ0S2YV7rivk7UEEUgopHhf6kz1B0DYm7xrhmVdFRD5AC+t+CAKqj0+YM6msjbj860QXtEiW/JcIchq9k/tL72msBTmK0jYSi24QkXOjV4ZDci6xVJALuP/lSbxOWSMRWXWibEBicZOoqxWTW0eMMKRX0iReL6H4BhHZ9b3SJE1iuY0UyqsocdJxn6hyTN4NYvIlc04EeY5YcaXiLVIr2zifWExg0hWSBRmLwpu9mmKCvlg9MeI8lVsklrZz8uB2Ziiv5ERiEY6muiyx8ye1+jYpZU2ExBVxLu2aOIk5Nv+GqOknyGUI8hixWcLq3jJiiwVx1Gbi8us4n1JDtEB0RZ29WyQU1hOaUMz5rJukVgjP1kJ05mXCsm+QJEp6NIr6gBcSSwlJu0pcWTdRYWeZs1iTXWEFeG60ZY7edsKKe0ivaudiUgkBiZfE30gQzY3OvsSFDMGfD+rZk+BeH/X9boIEREzOZQJiS4kubhN7GKJzJX4R5C4Ef11MLiU4tY6USmG4SXh2SRwKK2vDUqqJLmwRe8g8XO2YrbMB/6QCLLVU0dgWR86V28Rm1+AfU0JUUasoM3Jvnu6gqJFoQdOvqEkiHVHSQEhSlXhtQWIlvrid+Nwk1Gfq4na+nAupl8S8J/b+nrGCPEleHaHpVwboAt5P9gTSckv0xf3yG40kV7YTnlourtJOKO8Q24uo3Hs06gQ9srwbEm3CombxdwwTf4fL4grr+MKbvb4RfvMbxIi6jdc5n1xDQkUnMRlV+MeVE1fSJsZJbF4t51MuEdMbJ0KeovN7tSKFvKSUEZBQTVK1IDB8nvlyqmwNzuWQqxOztTZxLr+D+AJJHEpiskFc2RueUkpAQhXx4krym0QL8S7UC3nXxNXTgoZhYGwp4XmCtJAkJhIKrnMuroSLeU2iXJHQZv5ryZ4gE9NCes1tUsskUit954T6IaVPSmbA9/qht+5J7s3zgPOPGY+L7IkouBsvEtwSnz25rJHguCJC0utJrWzvLXM3xTTCi26sECO9z5pQ2k5y8Q2CYosJy75FSnnLfeVc+D+uuInorBouZAoLkVoJjS8Wy7NA7hJKGonMqOZC5nWxDA7I40PgV8ieCUcuZHL+XACmZgc4L+jhlNeyztQac690UV1buIBYyRe3kHr5Bq42TjgcyCRZ1JbqPdc/c0UtZF+6ifO6zdgdEK7Tp4vVTmJ+PitXqjN9tgKWfhnkXG3D08uRaTMXI7fOk7BqiIoPRnmpLJOXGrMzoZb0MqGyFKQOqlhnZM+OczWkiRW1UCE1iflI/LnKSwopHhF3yZ4Wmdc6OeDqyKQpi1igqMmCJWpYuEcQV9YhNrJC/AskSfie0MAnl3cTlxaN3jJzfFJ6yKzs1UATtLh6h7fEXRl6xXf7iECfJpN4/p4Xr8TyDkKCz6CweB6TlSzwTmkgu6wCGxtdps1ajMmReJIrO3t1oDqIz8nA2EiFafNUWBuUJ+pgJVf2EHz2FMZrPThf2k2isKpSIHc5BTiu1GTWgiXMNzzGxcpOzgZ5MH/+ImYbb+SUIIESewEjtcXMmK2A9tZUMmrb8fbZxcz58ixcc4ALpV34hqbes4PG/T2fgk8k9YOgUi+U014S3Cs83Pfsd9KUtZOcXYi9kRrzFLVYqu7G2eQGkkqF60r0zO6Qp94ex3vvJZLz3vsL172PaIm7GEjS3FtfiHptQj7v9IZKtLPE30LQySqpY/f6FcxarIHsEjsOhlySNGq9O4SIvb/3XUuSr58je/19dCcfQn7vyf/dF9vefPfmSeK/e55d3AGgRfJ9QXokORlLTSUWKGqgYeBFaLZA1IRdOCR57S823R+Cn/vy1+fzuz5tJT4vh9UGzhxObRYXv/T57M4OEff8tvdiINkTnvHeHuM+CNfq9eud57+np3rAjiJ9v9c9ebkTW5JnEZ+j9zt3/HBfnNzN7/296Pf8xoI2ZOkNPDatYo6cOgsXrWG/f4X4cnDnfuLvIonl+57hAfEutl3i79HXcy55LjE+7/Hfv5TsCULa+ZfZe/gsXhfKSOztXBH8HZ5UwJGAbKKK78b3z0FIfzFREAqvILZ44BD+48ZjJXs/E6/965u+EY4758UdT+6WpTvp74m9vvN9dYsQE+Kx3jJ7pzz3xssALvUI+FWyd/RiNkEnvZCXcyKkGgqrrmAoq4iSS6wojCq8BflF5BNZ0CbOJ7FV18V0ayJZdYhvPH4RheKbtNhrILyhCT16xQ3sdTHlpb/8E83dqWRe6SBeEGK81M5+J1sWGR/kfHIUisvWcijgAgoyBhzOqMbaxJR1B2OxXb4c0/3JnDiyi8U6O4koFxooQbCwFMN56jj6Xyaz9CYX0q8SnXeLqLx6LmTU/mZGLIUU9+Jespd1ow0XM1O01wQSV9XR+7Z2UxQnjc25xOmIfMLzBdHgZqJzboj6ayHhJ5GZuIDtoZcJSawgvlToqb4p9hZczLxCeNY1ooU3PkGvLPsa8cLQWFEdZyLzCMm+TlRfr09RC+mVV7DU0GWNTzL7XSxRsvLl2MEdyGrvJDQzBSVFEzyj60UB0IxLrexYa4nS6lOERAezSHENfrk95JVXoz33R76ebU9YFeJQhSANcvKAG4vkHAgrrUVXRYW13ufQk9fG5UI52x2tMd4ShOvaVehYneViUjQyS3TZfjQYNc11hFU3YK1nyAbfMk5FZD/WvXHFHoWyVmJy60XfCUSvf5p/K4Q6rbyd2Lx6YoUhnl7h4gHpeiGQi18ie/9qiD0spc1iz6CgT3ivxMrjgUDKH2UbPAkeRPaeOPTGgtDLI5R1QaT5l2LhceCxkj1BFLqkjcwriLJIQjvu5+HEhGnauIfXklbZ2rurRg+RCZl4HEsmoqSN1KrbYnpBGDmtvEXsJU8Whr2v9h670o7n5vWo6HgRcxUxz8K5PiFmoedLWP2dfalHfNkckK9HxGMle08JHorsBfsdQmWpK2FXoPTydVYoaaDhnk5sehyaRoYoammiutadkKqbbFxuyuo9mYREBKGkp4+Sugo6mw4TWiBRNhcn+KYWs2GtI1PnLETXPZnMS8KcwCayyuqwMjPFYH8uhdevYaWridnazciaepLaCN5bV2NkZstinXXsSWglKTEUVSUdjmRCaqlA9sowlTdll382KzS1sfKIY6vdSj758ifmrfQgpKBHVOXu7wQppHgU3Ef26tvYZmmJ8YZw0q8hrtgTpj1ExkWjpaXDgqXKLDGwITDzEmv1NfhkzAzkrVYzc+R4ZJQNmL1oIXq7kwgPPsmYbyYxQXkZ8xesYePJUqKjApBXXMfpzCpsDbSYqajH/AXKzDLxIa5aGOrsHX5KvEJydTtenntZ4xaJo8MaNLYlU9zQzBrNxaw9Xk5GZTvZJTWYGBhjebSM/JoKDJcq4B7bzBHPbaio6aGyzI2QCkgSevaEraoyrnAhq5G8G23YLldF09QOGd3NnKuGoCOuqOht4GxGCzElXWQWZqMqp8By282oWO9n4y4vtpzMEIfCjoXc7dnr78vfjN7emAf1gP1H8Aj5+U+TPQF9vVkPk9/fgt9y3aeC7In41/q2Px4n2RMWBCVklbBx0zasXE9zobAa03lTmDDHHOczmeI8y9Si65wMS+JkZCGnzheJ8iR+p3yx2LAHl+NRHAyvJONKNwEXIli5zpXNR+NJvyW0346oGx0nsvA6m7fsZOV6Dw5GXiOtuovI1Bxs7F2x2XmG8JJ2yW4bD8jfw0JK9gbiIcheLmHnjjHukx+Yo6yHgvIyRn4yDov94ZgZLGXRGg9ORsahtmQqShsP47RiPetcfFmqJIemix++YReQmfUDGlujSRO2WhFuXNxK/qVmLPRU0diR0Ev2msksvIy+qS6Wx8spvnQZMz1VlPTNWWx/jJzr4LV9NUvV9JljaMuR1G4S4oJZLL+MA0mdpAnbJ1VXsXrJUn78birTDE+QeqULW/W5fD57FSdTrxIlTgge6AQppHgU3Ev2sm90ssvamNHfzEFWRRcZTXtOJFZho6OG8obz5Dd3s8lSByObQ+gqzuUH1Z2ciQ5kxvDZOAc2kZIbzpLFK9i+axuffjEDt/MJ4gvLqoMFREf4Mm+OBU47tzJLfZuoon/IaQ3jl20nurqTBCE/RU1kXOri1JE9jPzyc0x3xGJrZ4bBgVxKa29hoSXDigO5ZFZ3kplXhrqBDuv9r1JQVozuMkVsPIJx2O3L8XOBLFffTcQVSOrtiRCGIbKuwTnfHYyba4b7wYPMNt1MdCX4H3Vhobo1oaVQeBPc1uowXXc/+7av5evZWlg6uTJbxoJd0bWcupjx+MneE4z/BrL334inh+z9e/HYyJ7QK1l6BVuhXTbfLGoYaq/zZoWKMrMUTFBaZsWWM2UkZ6RjZGbP5r370Vi2lUNnTrBgvjprXPYx7esJzLUNITwmFDUzK+wO+GJkZYLNsQR83N0wMfPCytqCSTqOrFvnhJ7Vac5nZmFiYYrpDl+sN1ii6eBDeEnH7+rhk5K9gXgIspfNudM+yMvYciytltjUbHQXabB842EWLZjMdOUVaBisQmu5JeuOXWCD2XpWW7sycdJEZLSsUFu+Bi19c9YdTr+7ikQgdqV1mGgp30f2skpqMTczwvhgAYW1tVgtV2e5lQOyVgdJvwne21ajb7QKWf11ouZUYkIIy5Zq4pN+W+zZy7h0CYM5Y3njrddZ7HiO0htdWKtpoeQSL4q3JhT9a7vTpfhj4P6evXa2W61Ew+I4wRmXCUq+THJaFks09Nhy8RZFN+Hske0YmNmgKm+GydEKMvLi0Fy0Br9SyK28zGp9dSyttzBTYTOJjR3Ya1qw2qeUxPhAFi+0wsjWGjW3aFFX7mJkMJorDhJZLmzX0zfsIpkH4rXXnknzlNEwtWX53nSK65tYrb0I66MlZFR1kF1UxXJDQ1b7VpJfVYHFckXmLVBjurwpasqLGDl8Ovani8UhUuE5k6vh4oVwJn31PWZHSkiO9We6liPnKyHo6FYUdR2IugrHdm/h6zEL8Mho5fgeB2at9KWiB3baqKPuEMTJiHwp2bsHUrL3YEjJ3m/D4yN7LSTklrLV5SShec24mSoyTWszbpt3YeWazpljrhjtCMPv5AH0nUMJOHsYfdVNGKyxRMc9g8vt4Om6CT2nQDasVmXETE2sNu5AQ1WW8SorcdmyBzPLQ2zetJavflJAf8U29obVcGLvOj75dh7G63dgYmbI6LEz2BXVTMadLfgeHVKyNxAPRfaCTh1kqcIWUVm+5NI1TBW10N/uj/4yNQyPVnAN2Ou6nW1n0nAyXYPNRh8WLVTDIaqNa7e7cV63iR1nynvnL9wle0Yaiqi5xYtkL7msk7zaNravsURxTTAZNUWoK5mz0+cUcrKrOC8IaFqZs2rbWczUjbA9XUPE+aMsVnIgpKSHpGLJMK7RYn0c9h5j0QIZdl2swUFHm0UOYaRd7SK5rEOcO/hbN1eWQgoB/YdxXS0sMFh3gRRh8+6ydnLKr2CsrIS6SyylnbDNxpDlq/agu1QfPc88UvMjmD1qFtvCb5OdF4HiQn02ubgxccF6om40Y6uuh+W+JPZs0GHYT7ps3LWNecv3kdUAvm5OTNPcRXSVsE9oO8lZWWhpGrE3sY34yNMsUTPF3mErimYnyLh2Ga0l2mwPrSWrpof8q81sNDNFY2MMacUZKMsb4HYqFa8TodiuMmHiOHXcY6+RVtlFenU38UkJyM+Yg8G+HApbICs7mcVzdDiY08GRHevRWHWaoOATTJ6oyI6YViqaIfisD0sM95B6AzYYLEF3WxSnIvKkZO8eSMnegyEle78Nj4/sNZFSfINtTo4oLjFDSWE+Swy3scXBBSO7MCKSY9Bf5YHDWkvWnyki5LQPusqOaKyywvxIMZUNcMzHE7ONZ7FarsRUXTc8z4Thtvc4W3yicHfdio6hFycSc9nnex4T/WVMWGyJ7dpVjJlnjvupi+z2PsM65+OcyWgk+VcWCv0SpGRvIB6K7J07cxS1ZdsIrbpNfuUVVqjoors/k4sx55inrIWC2lLkjKzxL73BFhNLbD2z8Dt7mGkKWigqy6BotZmgXEFSpffH6yV7K/Q10NmdRO7VTg4e9cUttJrkjDg0tRWZs0Aezb0Xyai5ibOTCdPnKzPbbBNnS7oIDvBk4eJFTFXQZF1QiSgnEFcokL1yLJRM2R1xk8O77Vis54zlcguWbYkku64TryMncAsuJe0eyQkppHhU3Ef2rrfhtsYakw0XSKzpFnuuBV20sIshqKhqsVhDAzltM04ll4jlxvBAPqnFqSh8OZ5Zc3RYJL8As70RBJ04yBQ5Ry7Uw2kPN+Z8O44fJkxg4gJ7/JILMNNQZ4GmGQvmyvGjhjtxNcIwbhPJVc0cdLNFbslipisYYH2ogOTCLAyWL2XOgiWobA8QpSo8Dp8QJ1jHJ4WhoibP7IWK6B+IJfMyYq/3hcDjaGvsIrIWAgIDcfEv4PA2U97+8BuW6K1GRXslXrHXOOS1QRR7na69isMZ17BTH8/H38xH1cAKdcsdBGTVsNnWjLmyKkxbtp4T2a2cvJD27yd7/edL9f8syH70P9b/878Ij5Xs9c9z/88Pe24ABP/8yvf7f/5FuaFfx38H2XuYuHgI3/wb8bjIXkL5bWIvnOKHWUvZdi6HtTpjmaC2no02G9C29CftajsOBrMYMnElZ/LaCTi+BxWlzWz32Ims1hYC4vPRmyfHEkFH0NOViaqOnM67jLO9AcbbLuC90wUd3e0YrbTA2C2esIgAlsjp4+ZzhtmLluMWf5Wj3g4o6LkSVtz53zGM+x/8XR+M356fXyF7xngHpZBYdIsLqVdFjSRhKPRiajUXsupJre4iPCkfb/9Ezuc0kFrRTHhaDRezboiyLKExmXgHpBBRICxJv79LVtDmuZhWTVh2vbhwIzSxiICUOlKrOohMzccnKJ1IQW5ClK6o5WhQIv7p10gqaya5ooXgyBQOh5eQcM+G2vFFN7mYUkNkfiOJhXWciy0T9ZHCsq6Ly5lDEosISqsT79ffEVJI8bC4S/Y0SCpvISrzMhfv1T8qaBDlTiLSSvA+m8C5rFukV7aIWmeCXpu4yjb9EoHhKRw+X0BiZRfxubWEpFwmpqhRXCARcCGLoNRaEgoaOea1g/k66zgem4u9uT5ytmdJFbTUxPwIK30bCbiYxJHwUpLKO0Qh4+iMInyCUgkX5CBKGjmXIMT+NbF8XUzKwedcFtF98hJFjcTk1nIh9QpxxY2Ep5bin3yZqIwqTl3MxMc/Tizj5zIbSK1s4FRoIicTLpNc3ixq4528kIr32Th8QjKJKGonpfAqRwMTCchuILOmi6PByf8msndLFDxNqewUfZBWKUwbaSSprEPU9Ewtb5fIypS2iVp0gvaeqFUmpmkXV1Gmitqf/a/7ePFYyJ6oUyo8l/AMbeKxxHufU9AEvJO+UYwL8fmE4X9Bh07Q/ypqIrWy8+5LuIACiZyPeJ3KDlHPTxjeE+4jiOsLq7qFbdOERUjCtBxBR1Gir9cqXl/MkyDP8RtGT/6jZE+cDtEqiQshdip6Y+dev4krmXufUfC7KPnVJKaXxM5vE7v9vXhcZE+IqcSiKzi7bEJOZQWma7dgtfMY+/b74rw/kbTabo57bEHD9jhxNd2EhobisMmfEyGR6OkboWpsw5xFSixyCqfgeivbdmxlroImGjZunK/qwP/4SRx3xRGWlIqBqhqyqoY4Hy8i43IHx04dY8ESLZboWnEouZbU39kh87vJnlgOOiUSbv3qg/6SKr8EYRRRrJPFMvEo08h6tVj77i3qFAq6hh1inIlEuFiQ8hJi7uGu++tkLzCZlMquO/o6QgUi0YoRBEYlYqxCBsS9E8UM9ek09Vaggt7eAzRqxJsLumG91xE1h+67plAxSz7H91U2QqUoViJ9lbMg6HjvNXv1pETdIkGXTKJjJNz/3nv0z4cUUjwK7iV7wv9iHD9Ax1HUYBPLhiRu++JdIk3R2ttI3J3HKsSrRJ5IaEzbSS5tIbmyi4TkRExV5JBRXY6i4gZOxNbfLyYuCBmLjZJEQFkS6/eUoT7tsDvlS1Iu798FQ9Dv6tWLEsXLBY1KSbmToI8ECY1bX6N/t/yL6H2Wvu8Jwrx3d9D415M9UQQ6vxSXdUbMlVNCzSGChMudBIT4ICuzlCXrPDlf001iYhQW+srMXqCDtU852XUd+Bz3ZI6sCurbQ4ks/X2Tw38Nv5vsFbWQWlzHtk2rmTlfCZsjqWRe7SEw7DiLFy1lkfUegko7RIkrIdZSKls47reHefOXorLlBBFCfV7UTFrZdbY572BveE1vPDWSWN7GucAjqCstZfqiteyOaCG7uhI7WwNmy2rieKGU7EvN+Ox1REZWhfn6Xvjn95BSkIuZuTEzVdewK+ZaLxF6QN5/Af9JsifIjSRm57JhlS5zZZXQc0km9WoHJ073+s35OJFXeoiNDsFQU4FZ84zZ4HeV3NoWPA7sYraMKsv3xRIr6Bj+C2PnQXhsZE8gDeILQJdI4lOrukmraBeFqAURYOEFIbG8iwxhZxeRHLeTd60HdwdjpiuvxjckBm1ZVexPVZBZKbwsdJImQoi3RlHmRxALFgTa06q6xPukip01wk47HaQLaau6B2yU8Fvwm8heb7kUhOEFYffTh3cxc4kpey5eEp9fLEtVLfgePY3rwRTixDrx7g5DfVykT29PqFNTam6yZ/NuNh/OJqmy/a5m4p20d3cbupsPgUxWsn2zD8cSrosv6wllHcTFxWKssBR5s+OEFLWTlJmL49ZdnMkWXtge8Dz98FBkT7o3rhRS3MV9ZO/fsDeuQKgS868RGFdCWG6TuEVS/zT/rfh3kr3Umk6O7HZk4Xwb/BJSWbJYgy1notFT0GDjmVSsV5phfSAOZ7PlaFoc59ipw8xRssLrzAXU9ezwS8lBQ16LjWcre3v8Bt7jceD3kj1BA/GMzx7mK9rgE3SMBXLGHInNQV9RjfUnU7BbbYbBlihSqrvEnqi4hGgUZDTZEZqGqYEhNgdyyb0ubNa+i8/e+Qr7wCui+HFcURtpZUXozJJjrWcSbs52yFvuZ8/O7Swx2MmxQF8WaW0SV24vmaSKV1QhptqamO6NwNlmDSsPxOO9xxlZ7d1EVj26Xtp/juw1kna5nf2Oq1ik6Mzp6CgWyumwwz8C9cXauIWkYWZoiuOJZNZpqWO4PoiDB3YzT2MDB0+cQdXQmbOJySjJ6bLzotAr9Wi/5+/F4yN7vwGCxl5uKVusLVmqZcq63UliR8yAdP9mPDLZE162y4Sdf2qJLmonu/YaFovno7o2mNjennJRBLmkkaisq4Rn1Ysv2MKOO+HC6GTvi64g+i6MhIZnCrvkdJJzo4F1GjoYOseRceU2UVm14s5fgg6lQHoFYhuReZWYwmZShN7MO71/N4nIuCpqqgqkMeNKA1vMV2G4/iBmmiuwP17GiUP70bE/S5yYjwc8Uz9IyZ4UUjwi/t1kT4Co4t9POf9JwL+T7AkjCmHxJfgn1JN/q401usporViPnM42Iq6B3971qJm4cTq+lrCCTrLy01FdJI/+Whc01h1hv18I+85mcCHz5kMP0/wW/F6yJ3nOYgKSGsmpLMB4xT68jh9jnpoT56+A/0FnVPRdCCuHlMoeAo/tYaaWO8nN4O28Ai07f+KyCrFYZcycyVq4nK0iTSR7TcTn13ImrIS4yxAZfBAFRW3UDWwx88qn6PpVzJQVcPIrISTuElmN4LXJnKXaFqhbubDe6zw7ToRzMrKKmKJH3w7wP0f2BJ82EBpTTEBqA/l19ZiqKqBtsQE5w30kN8GhzRZorT6If/xVIkohJSUMJTkl9G1d0N7gK8aOZ2AOF7Nv/a5dDn4L/qNkr287tcuQfQUyqoXt6Pqn+ffjkciesDCl9AZ7t65j3nwVZqvYs9cvgOmffcl3MxexZMURwoQ9nWNisN11kK1bPbHbFUd4bCxqivIsVDNkxmIzHIOqSc3LxsjCGBllFbQ2HCTySjObjc1Z7RbHLvddzFbRZcYcPdYdEbRPr7BB2F5RWQtFM3t8kuslL/JFwghQMTaGG/CIuiaqI2RdrsdW05zVPolssVzLKucjrFi9hRNZUFh7+84IzoBnuwdSsieFFI+I/wTZe1Lx7yR74jSSklayr0Po6b1Mmm/ONvddzLHYSdJlOOGxDlndjURWQeEN2GlvyCxtd9ycrRgjuxx98zXMUHLEO+WmZN5Z/+s/JvxesidOCajoJqOwBB25yYxR2sIp32PMMnUhthpOH9qErJYdoUW3Sa+Bw/scmb3am+xr4LnVAhUbD3buOci2iBTWa69mW1AtmZUtkr1bxaGqHvIuXcdMbTFatscwWm3GmpOVFFXXsHzZQtb5XRIlhdIy4lgwR4H1e06jpCDDAiMnligaor01kkRR9PsBef8F/CfJnjj1obSNHGGB1MFNTJSzZesuV+ZbS/zm5WrGErO9JFyGgusdOFmoIWN6kC32hny32Ax9E0tmqbnim9P08/sK/4vwnyV7/514FLKXUNrBxYvn0FSzJ6KqHTt5WTScT2Gna4W9dyL2pia4RV7lhNdezLadZecmJ0xXHcDYxBAd1ziysvNYNEUOq8NJ2K3UYbGNJ2cTU9FVX4D6Vl82WTliv/EQ8+bMYLHdaQ54n8M7sIA9brZMVbfhSEI+Dra6TFax43zpbZKFPZlLctCepcHW87WklTWTVNVBsO9hlGctZKH6Tuw2bcFskyeWdutQWuXFeWFv6l9ph6RkTwopHhFSsvfw+LeSvcJbJFdBVGQs0775DiOfAqJCDzNt+TZir8BJT3sUjbYSXwcnPbbz9dez2ZvajOdmK2avOkNVt0QuRnNL+F0B+H8Bfj/ZuyXO4Ukrb8L/XAiz585A29yeBWbbiaiBs4c2oajvyPkSSKu+zckDLsw09yK9Hg7vtmGxoirTpy7DwMGF6d+MZ9GqI1ws6FVLEJQSarrYbKHNN7NMCSu5iYW5IeZHSim8fBkTNRk2nmsgv/wamnMmMmflSdILMpm/WJt9aZAeF8gCGVUOZ3STWvpo5eI/SfYEn6bUwIXgIMaN/gHrgGpCTrkzw8xT9Ju3qzkqVgdIuw4Ht9ox+gd5juW1sdXGENkNEdR0gJXaAoz3ppNRKVkw8++ClOwNxKOQvThhzlx+PQf3HMPWbjuzx36FqrMf9vqrcDxairfnRlbsjMF1kwUbw65y2GUjpvqbkDWzZk9cM2XXW3Dd5o7TrjMoLJjAeDl9lDSMWaqqi4VnABuM17B6dwKnThxh9vwljPpBlnVHk7FevojhU1RQ0TJiqbohyit3EpgjLOYQtjDMRX+hPtsvCGSvSdyiLqWsgeDIXPwjU7Gy3oDZ6lXIm29juaEG6tujyKrpW7T3YEjJnhRSPCKkZO/h8e8ke8L8tMS0dJTnyKC3K43idkhLOM+8OWYEXAYfFxu0bAIIOe/PtMlL2RbVRE0b+B52F/cLLm6D9XoL0doaRVrVL1ecvwe/j+w1igtx9u3cjJFrFJW3wVpfCZNN+1BatJKTlXB8pz0qxgeJ7R1aCw/2ZfaCtUQ2gLudBVqWHuzY44vDNoHsTUTBxpfw4k6yqgV9xXYObLVnwjwrTpfC5ebbOJuborohlvzacjTkdPGOu4qDgRpzjQ+T0gAV1eXoGq5mT1wHKdGnmCejztGsHlIfccur/yTZSyjrJDYuGtlpMlj4FFPeAbHnTzJ7gQ0Rt2D3WjMMnSMJPH2EyVO18Ejt4VIreO1xQW19KKUtt1m5bA4mHplSsvdfgEche0kV3QT5HWGm7HK2Hg1Bf8lEdJxOYau7knWHi4mIjEBHezkKGo4ECDJWG9ZjbrGbZQbG2J6u5Wp9I+Y6ZtgdCENXcamoPVwL+Ow/wI4zqThb2GBh68VK16PiDkWnvRyZtdgIU+OVLFgTQDlwMfQsNpuCia7oJKFI6NnLRW+B3h2yJ8lrE5m1cNTDHfMdSWxZp4GxRwrH3dezwMaf9MudvziELiV7UkjxiJCSvYfHv4/sNZJe3cUe26W8/v4Y1C2d0V/pzInkq2zbaMpceT1m663CJ/kS5nKj+Og7eQzXbMRk4xGC0/JYZaLL4mU6TFW0xjul4b96GFeQhDh//jRqS+axdLkB87Vc8c+/zo7NK5grr8tsTVN2xl4jMTmVjUdjSSi+zLo1OsxT0GP28rUcSW+n4DoUN9RjpWSE67l6sgvL2XI4nNDYRKaPfJNvF5pjYmXPWq84QiMvoKyqxGLFZajvjuL82b189NZg5us7YbTChh2h5fge3Y+CkgbzZJXRcokgUdSBHJj3X8J/juw1kVndhrPxbN76dCLaq5zRX+OGX+plHG31JH4zcsAvrQLNaZ8wbKI6xqsdsXA9S2hyGmZ6WixWUWO6mhMnc1qkw7j/BXgkslfeTeDZw0xZrI2pgxsLp36FopMPttoWrD1YSEFNHQZy3/C93ilym2C3nQ0GdoEcO+rNAjl19M1X89XX87A8VUroueNMV9JF03Q5CzT0OZJdi4vJSlZvO8/6NStYoGiJ2nJDVmyJJDw5CXl1LRaZrEFOeRF2J3JIr2gTF0qJZG++LtvuIXviivH0bIzNNnIopZ0gfx+mySgzXVGbnWGXxOHe/s92L6RkTwopHhFSsvfw+PeRPWGSfZOo7bnvxAXcvAR5hGACM4X9Pi+z75A/XhHlpFQ0cTo0nr1Hz7HN8zQ7T8QSUdpJQkYBbgf8OZ564852cf8q/F6yF1fQKErzhCcksc0rAP/0WxKJjJIreBz2xyOsmKTqdqJTi/EJyyOutJ2EgnJ2H/THJ7aaZEGEvkBYXXiD4KgCzmfdIjH3MkcuZHMh7RLHA6Nw9wnA1fM0+4NySazuISQqhu2HwrhQ0kZMegleJy+y8+AZkZgdjb5EenUHp04H43Y6jeiyThL75/kh8J8je4J+rDBElsq+46Fs9zrNtkPnCRE2AiiqlPgt7hIpZTc5eS6GvUeCRN/s9ksipqKLmOQsth8IwC+rUbKicsD1/7X4j5E9QWLkV4itRJPu59MIK00FLd2kOy9Xgnya8LnlrjxJcUuv3m5fPdubRtChe8A1BTwK2ROQVN7M2dBoXL1jOBNXSVBSGSExxYSkXyeprImQ6GwCk66SWNbMxeRKIhMLWLNqNYZbT3DMLwBZBVXWnb1M4bXbBIcn4Orpj19SLWnVrYTGFHIu7SZJRZfxPHiW7X5JRBcLMjOdRKUWsN3zDN4XikXx+77niy+6TlBEIWE5wmrcPj80EZN5mcD4SmKLBemuJnwDw9kbWEjiPXrDPwcp2ZNCikeElOw9PP6dZE+AICwsVPQiqrtEwV9Bly69uoc0oUIUBK8ruu6kSa/sEEVJhbfm9JoeUsVG5+FESn8rfjfZ69M7LesUn0GyBaTQKLSQJj5nm0TCQdA7FIircK64VfJ898k7CKLBbaKPYoUViWWtJBQ3i/pqff4RddBEYdguMqq7JaLUwrWqe33cd39Rz69b3IP5USVX+vCfI3u9/iy/GztCL7GwgcB9fhP04IRn7E2TVtlOvDB/srRd/CwKUP+LY+dB+E+Rvdj8eiKzr4u/ff9zIooaiMmtIzLnhui7/ucF3yaX1uMfmUdwWr1I8IQXkYvJhZxJqBHlSQTZqfj8Gvwi8gnPaxYJniCRci6ugKCMevH/B4kVC354FLInTo8Q6oVqiVi4oHGaWNZGYolEm1QURi5rFsuZoBeYebmDQ9vWMm+ePOrKRuiZHORikaAnKNR5knIpaJGKuqZlQk+d8HIlKZ/pVcJQrWRRkPB8YjkbIMgtKZsDNBsFTdUyQV9YeGahzHWRLorH93+egZCSPSmkeERIyd7D499N9p4EPA6y9zTiP0n2nmT8GtmTbIQg7HAikBhhV4YmUioEsWNBAFogM5KdZwQR5HvTCHWbuMtMhYRcCL10EqHkDtKqOzjrewht7V2EViIOP/ZtZiDsYCOIKWfUtrFrnSHqlmdIrUN8cbgrJtxCUnEVm620mTtfhZ/mW+OR1ER41AkWy8sweYkWGyOvkJaRhJnaIubIyTNdy4sL5V2c8vNERmEZE5ZasDOyjrTygeXn0cneoyFW2LmorIngi6kcCsoioqCN5BKJr/un/W+BlOxJIcUjQkr2Hh5SsjcQUrL3YEjJ3m/Dr5E9oYcyLLmGgIRSTsfXkFzRzAn/CPafTiFW2AGnrJ3kwlp8/C7iE1FIUFotUbnXuJhVR+DFZI6GVZBQ0UFibi2HT0XgIQzVV8LZI3tQkHch/DKEROQSmtNISskNjp6NwDM4l9Trt9lhpcJibTd8QlI4HlMj9poJvZ+C3ElkVAgqsms4Vw071pugvcGDFVqmWB0p4nzwYZbquLLPwwNNvQOkXG/BSE2R1XvOoKNmyZkq8N3lgtGGEBJqhF7Y+5/5X032RIg7Fwm7ggi94//9bYCU7EkhxSNCSvYeHlKyNxBSsvdgSMneb8Mvkr2iZnIqb7BWV4nXPvyKxWs92bhzJ4omlmgY6WKwzZ+48qs4mBowS9kEFYWljJq7jtPxMSycNIOfJs/hu+mm7AgtZPMGG6apWqAsr4Ph5lj8zvqgp7UXr8OeTF1oxan8RvZusGTREl3mT1di7dEc9jkZ8s2Q6agb6jNOXg/Xc5dJq5TMa4zNv0lMQTM5N2D3ejNUdFazWN8W9/gWkpMvoLZUA+/kHlLKO8m9cg1TVRX0rBxRtnJmha0zJm4hhOYLc/kG+uTfQvaeMEjJnhRSPCKkZO/hISV7AyElew+GlOz9NjwM2VupPI+fdA5wLvQk3/40B8u9gez2cmfsuImYO7kxR9WW8zWQev4k05es40RYEFNGTcI5qo5dttaY2PhgoCXPj/IObN8TxOGISoKCjjN32NcM/mYZWyNbyS4qYJX5dsJr4JC1NrO0Xdm8bhULlfaT1SoIeq9G0fAAMdW37/TEpV2B6Au+TJyqwM4T51liZIF3cidJCaHIyyvjldRN8S3w2WbFj4sdOHrcmx8ny2C19zQaivrouUWSXDNQckRK9gZCSvakkOIRISV7Dw8p2RsIKdl7MKRk77fh18leHSuVNdHcX0RU8H5GjJmNgc0WTKxdMLfbh72DPfNtvEm9BOkFGSy32MMR/wBUFjlx4eZtPOxsWG4dwLmENKxW2zPpp8nIrDrCmeCjfPfhJ3w2bg4uF+oouNyBzz5PtFUtkZszGRkjNzbbOWOxJYqsZgg6tg0VPSdCSxF745IqeoiNz2DOD2NRc02goCwfeVUzdsX19uwpaXKyCIKOHmTM6GlsCr9BYvgJZuptI+kWhBzdyAK1tZwvFq53fx0sJXsDISV7UkjxiJCSvYeHlOwNhJTsPRhSsvfb8GtkL7eyDnN5FRS2JpGScpGps7TxKILiilSMTV3w8TvNPPkVnMjpJuLYfsYvsOFIaDDyc9cSVNfBHhsbjMx2oWe1nn2JPSRGn2LuAm1cPA+jo7Edd48NTFm6kYCwC0yetwzXwCzsjaYzV2cbm2xMmDjNkdjLrWy20mCphS8Jl26TWNJGSk4+6nOmsNjuPGnXIL+mFgsVTcwPZBN41gsFnV0EXjzHjB+ni9v15V6D5IxElmlacTS9kX32Bsia7CG68m5PYR+kZG8gpGRPCikeEVKy9/CQkr2BkJK9B0NK9n4bfo3sZVVcw85wJfq7ksiu7+TgoT1MXaTCXDkZLL2jSC27yobVq5iloI3SMjVGyazDNzwSfc3tnLvSzgHnLVhvjeTYcW9k5iiwYJkO6w5k4R9wCiOjQ8RduYGpli5r9gSzwmoFMqqWaGiqoWy7m51bdyLzvSwLZRWRN7LhWJqw73ST2Kt3/qwHXw0fxSwlIxYrabDet5CL8SEoKskwSV6fnUnXObzFiE9HTUZOzRDZZSZ4xd/E79g+ZOctYdJSa9yjr5NaMbD8SMneQEjJnhRSPCKkZO/hISV7AyElew+GlOz9Nvwi2euFsBhCkFgRVpAKq0cjUisITrkq7gccc/E0s+U02H2xEA9HG+bq7xC3z5NouQl6cMJCCkH3raX3e5dJLG8nofAWMfk3iRfEjfOvE5XfSELhdc4lVBJV2Ep8gXBPQbC6npDECqIKBd3Hu7p4sfk3iMyuJTSpjKCEMsKy6kWx8OjMakLS60QNvZi8esIzL3MuoZSgxAoi8iTbBV5MqSAsr5Hkx6az9/RDSvakkOIRISV7Dw8p2RsIKdl7MKRk77fhYciesPuCoKkn+dxIQkmLGHeCdl5KSR17HCyYvVgDWQV7Dp2/TEqFILDdu01XUVNvHXfP90RNPSGOJdcUri+kEf4K54XvJvR+TxDqFurMvrR3UNQoHu9DX/767tF377tpeu/bl49f2JlDSvYG4hfJnrGJKaeiCim8CTlXpZBCCgH51yEm74ZIYPLrIbd2YBopJBDqjoDYIpS1zShvHnj+jwghXvLqYLGKnqiiL8RT/zR/RFR3gIGlA3uPX5TGyiNA8JvRKif2HLvw2/xWC0VCG38Fcq5DYf0D0jxhEPzgfjQU49UbRf/0P/9HhFDPRGTXo61rcJfsNTY20tHRgYamJsq6lqxYtx3TtS5SSCHFWhfMbbeht8KeEV//gLndNszWbh2QRgoJhLpDVd+S0WPGYemwa8D5PyKEeDGz3cqIr75Hz8IBc1vXAWn+iFjttJsfJsxARkkHS4edA85L8WAIfvtx0qzf6TchJl3FuBx47smD4IeFilqMnTRb9E//839ECO2Wttk65BbJ097eTlNTE4Oam5vp7OxEW1ubDevtOXTwAJ4e+6SQQgqPfRw84Mn2bVuZMGE8B7088fLcPyCNFBIIdccGB3umTpnC0cM+A87/ESHEywFPDyZOGI/bdlcOeHkMSPNHhBAfCxfMx9zMlCOHDw04L8WDIfhNVmYhZqYmUr/1QvCDqYkxcrIy0nqnF0K7tc3VBSVFRbEzT+B5d4ZxTU1NKSwsvNPlJzWpSU1i9fX16OvfnfsgtZ+3oqIisS6R2v0mxM/Nmzf7H/5Dm4ODA2FhYf0PS+1XzMnJifPnz/c//Ie20NBQNm7c2P/wH9quX7+OgcE9w7h9/xgbG5OSkiKyQGFoVwoppGiktbWV8vJyNDQ0xP+F7vD+aaSQQKg7UlNT0dfXF+uU/uf/iBDiRXirFuKnsrKSlpaWAWn+iBDM2tqas2fPcvv27QHnpXgwBLO1teX06dNSv/VC8IOfnx92dnbSeqcXQltVVlaGnt6DFmg86WRP2ghL8S+AlOw9PKRkbyCkZO/BEExK9h4dgknJ3v2Qkr2BeGiy19TcSkdXN93dnbS2NNHwgIs9LNo6Omhva6GxoaHfuSbaOztpa22msWHg9x4FTc0tdHR20tHaPCCvbR2dtLc++P5Cxdt8X+PdQHNLK+1tbbS1d9DR1kJDQwPNrW10drbTJFyjqUU839raRkdHG83NLbS3t9L0gHxJ8eTjySd7TWIZbG1uEmNZKCtdXV1ibItlokkoO910d3XQ3HT/d4V6oLOrm86Otnviu4n2O9drpLm1ne7ubrGMPQlkT6gfWts7xDx3d3XS0iwcb6Kjs4suoTw3Nohp2to7Jecf9Hs3NdPe0U5LU9/1Ounu7rrr45Y2uoTrd3fT0db6VJK9hsYmyXN3dd557ube5+7orW+FerO7q4u23vMtrW29dfHTQ/aEZxZjqbtLbMsaGpvFWBKO9ZUbSbwJ8dG/rRPKZm+c9flQ8Nl91xPSdNHd2SHGm2BPO9lramkV4+jeekfwQ7vYljffiTUhttpbmv9AZO+eeOmtewSfdHW00yTUW0K91C6pl36d7CUn09l9m462GxRnpZOeXsCtRoFESSr2gTf/JTTR3NRAZWEexeWXaRQC/Z5zTY03KCvIp+LSNZqaH1ChPiSa2zpoqMxio9UKdocU09neds89blFZlEdZTS1N99xfeJbWtjZamuu5cePmnQZcaNwablylpKKUipIiiquuihV13aVyCgrKuNHcTPOt65RXVFJdVU5RUQW1l6spqaylua1/QZbiacCTTfaaxBety5XlVNfeoLm5lbbWBnKyMiipvSk+T2d7A+UF6WTklNHc0Umz+D2BBLbS2VZPQXY6eZW1tLdJVnQJ17tUUUZN3U2aWztobagmPT2DqmsN0NP1X0/2BEJ7qaKYjHShfsvh8vUGOrs6qCjKIavsMk1t7bS1tVNXXUB6Vj43O9ruJ3xChdraRHV5GZfrG2jr6uJGdRHp6dncamsTG5+bdTVkZmSQnp5OaXUtza2tTxXZExpe4UX3ek2exEdNbbS2tNFyq5bM9AzKr9+UdBrUXSIxMZmaW420tLRSf6mawrIasS0Q7Ekne83NTdyorSaj77euuUZL4w2K8rLEz9n5ZTR1dnPrcinp6ZncaGmlo00gK73kpbODuvJ80jPzaOrooK2lmforVXeuV1ZzTfTj5bIcMvJKaOpsF/32NJM9gcS1Nl4jOz2dvLJa2toFwtdEq1Dmykp6y1MHTbdqycjI5tKtFuDpJ3sisWtv52pFHhk5hTR0ttPe3kFlXjpJeaU0trfS1txAWWEJNddvih1Sv0j2UtMzud16DffV03j3L//LoEF/Z7auGzW3Ounp6abndhe3Bdd2d4i9XA1NLXT1CN++TXtLL4nqEA/QLbzNdNViN38cSlaHab4NXZ3Ct6FHePtrzENt5DD03cLooofOzm7xnPB2LTB34a1RSNctfKWnk7a2DvHenR0tYm9ET89tMdgFq8+Nw1BehjUncqCrXXy76hLP3MRsynsoOZ5FKCbdvXkV3hqaSy+iZ2JBSmUD3e2tNDY2C7ngrIsOy9e7sGLJZGZaHRevEuqizejRyygCasLdkVtuwwGn5YwdZ0B80jHk5huSUd9BV8uTRASkeBg8qWRPKItCcWvIP824D79ne2Q50M5RJwX+8n+DeGWcLtkNjaQdWsVHL/8P//O3D3DyTaOjq5NmoVx31XN0lQwv/N8g/jF0JmdTr0hKVPYJfnz/R/YlXaGrsRCrmZ8waNCfGLbQivJbHWRnpv/3kr2Wdmi5gs2SL/nrs8/xtxeG4ZN+k9JINz745zMMeuMbPJOv0lwZzYJh/2DQ//c82ruDae3uEklwQ0MTQhVSFbmb0e9N4WxZEzcKzzFl2CsMGvR/zF+xk/ouSDlgyp///AzPP/csyva+tALamk8L2RNISheVsd5M/Ogv/Okv/0DNOZC27kb2G01l0KBBfDjfjIqrVzhgY8io73/AfP8ZOnva2GWiwiqvOLp7OsX4eLLJXpPYJoa5afLnPz/L88/9Db2dMbRXXuTrd5/lueef44upxmTmxyP71RsMGvQ/TNN3prKxXSR1HR1dlCUc5vv3n2fQ//wNJftDNN2G8y7L+PNfnuX5v72A8f5YruYEMvbdPzPohTdY45sg+s3uKSV7wqhDd8dNvCzm8v8NGsQL70/gVGoV3UIHVHUUE754E0W3WGirxU79ewb96X/5Um2zWOYCzp5+qsleW2c3tRn+TP3oOQY98zIWxxK4lh/FkhmT+VFuKaFVzTTnnEJxiSHxl1vo6Wz/JbJnQlZeAdezD/HBoBex2B9HaZI3H/5/f2eVbxp1VfnEx6YTERpEZEoxLV2ddLfXkxUXwFn/SKrqu+jsaqe2LIGz/gFkXWmkp7OR8KNenDyfSWdPFzV5kfj7B5JX1ghtBSgP+wQtV8lqrOqiVLHgZ5Zd5nZXB1UFGSQkp5N4MZTQ+Hzqaku5GHCOnNJ62upriE2IITzqAomJFXQ0lnBguwsHzmTS2Cx0eTdQkHKe6JhodCcORt4hUCR5hcnBnPWPoLapk+id2vzlpc/ZFpRDR2c7re1dtFxJQG7EaPZcSMBq8Y9MNj8q5u2cszrDhy+lUiB+mzRRs/Eh2M2Y0V9pUtyUx7Ifv2HDmVy43Skdzn3K8GSSvSZa2zqpLwpH4Zv3+fP/+wCPlGu0FhxnxIivcTl7AWstFU4nJqE3eThTVnizW/sLPpmqR007dLR30nk1BW2Z+bh6H0H1x7dYaHeam5cSkB/9Ln/+f5/ik13PzayjzJ21jJMndzB68Bu4XKymsCCX5cv/O8lec1sn7VfTkf/uA2bqWeHtn0JzfREqk4axeMtZvGw1cPQO5fTmZXw4zYg9m5fx6YjJxF3tpqu1WRxCqU4+xdQPX+Ivf/2WsKud+K4Yx8eTlxIRtocxQ4bglXaDo5azGDZhHi6eJ8muuClO83hqevaamunuasF/mxFyOps4vFWZ976YR3SiH98O/xo7rz3MHfUea9z2ozJPDZd9m1hsZk1etC9LFM3Ia+6hu+0p6NlraqKnuwVXjbGMmLaI7QdOU3qjk4IAR4YPHYrplt1E5Vzj5OoZfPDjAsIjDjDu0/dxCi4Te8Bvd7fjojiU4XImRAZsZMRnI/EvvMlOzR/5cpYCbt4BXL7VwG79yQyTX8eOVdMZNlaJ2tvguO7pJHttXXAl3JUXXn0dG59g9Ke8zfdGB8RYObpmlvgioe+dSlWAHe9/J8fxc77oLVMnqbab4ICzTy/ZaxJ6L1s4YDGbj+dasttellETlHDfsBI57S04OS7F4Xgkp9fpYeJ+UfRBe9uvDONmZOfRUh3NlHf+yuBvpqG+whhjy9XEllzimKUcz/3lTf7+3P/xzCvfEFhyhbTjtgwd/AJ/f+51FtucpLoqEaUvXuZ/Bg3ijTHaZNXXYT9rDArWxylNP8y3g5/lb3/7CyMnr6D0RhnaXw7DeH8c1dln+eGj1/mf//0T7wybwsWSWsJctXnlxX/y1t+fYdCz7/DTxC95YdCfGDVrM1UlwXzzxjP85fmXUFnhhpPWZF55+SX+8fchuJ3LJzdkGx+9PIjnX32XN156CaP9EeSEuDHqg7/zjxfeQE7fhmWTvuBPf/oTQ+UcqOvqFnsKy8M2896HM4ivLGfNou+ZanFM9E3IFk2+HK3Kpe5mNuovZl1gHtHuyxn9lTpX6MRNYyzz1xyl/TYD5j1J8WTjySR7zXT1tBDv54a12Upmj/ma3YnXKQ1Yz+ef/4iaoj6O7iF00cGZjVp8PGI8P34xBIs94XT0dPXGsFDBdHBhjwUfvzmGYxnlpAXtxtp0BbPGjGFXTKXY0073VbZozGDYaCVybnSQm53xX9uz19bZQ132cUa/9H88+/LzvDfGmOTkYOZ8N5KFsnqYrdrJtdY2Ni8bzky7IDoKAvhi5BccSKiHzna6b98i2MMZGxNDpnw7jsCqdnwMvmWkjCnXajOY+81gVhy5gP28L/jzS8/yj38OZfOZfHp6utB8WsiegIZG2ruguSKKhaOGsWjFEbID1jFs3ALKb3azTulLFpo6YSS/DGV9dfTWrsXecCnmu89x7VodNxuE2HqyyV5TUwfd7cXofPcuf375b7z0xtccSq3g4g5Nnnvhzzz/j5dRWBOA15ppjJipRe31AuR/fJOlrpFwu4fb3W04ynzID9qbuFEZyU9ffsiGMxcx+ek9/vLy33j57bGcCE9nhdxnaOzL5GaMGx+MGkvyddi8we6pJHstbW1cyg7H60QgPT3trJz/ITPXBVGX7sesn0bw4acjMd0XTbiLKsO+mYvOUn32B2aKsXT6KR7GFeYA01qLlcwQ5FyiaUn3Yfj343Fcu475clqoGyrjuG0Ty5TUCC+o5drVa3R2dPwy2UtJSRX/L0z1RX7mDwx++Xn+/uY3HEot5PhKWd4fJk96WTYGU95k4QpXDOcN56MJyugpTeDZ4TNYb6HIZ9/Kk5KUwHoLI84XlrFu1rcoWPqQGraXheprWKO+kLfe/4HwihKWfzMSK/cgnHS/5sNZNpRfLsHwp7cYv3IX/lsMeO/tGZzLjmT+a39lqrkbIV4r+HTIJEKTAvj2+bfQc7pAY102ZgaamK92ZPKQl9FxOsRqxdEM1XCmMDeU8W+9ivHW49gs/Zp3vluModoMnvn4e1y3WDNkxBT80q/Q3dlGV89t0rwM+eePilTU12EpM4ZpVr6iP0K3aonErvBGPkZKMgRVthDrpsWXo9W4JATaWlm+XmzPzY7b4kTb/j+WFE8unkyyJ7wNNtDY2kHXtTQWjx7BzoR6Ck5b88orbzLuh594+7VP2R6SyalNBnw8/Ae++ewTVrj609olDFk20NgsTHzoINDFlM8/GILz0Tjau7vpqk1E5suRuEVVSCqOjmocVaYx9KsphOfdIC8n67+W7LW2tXMpKwgHhz2kxYUwZeSbKK2wY9rI1xn+zSRGDn4TZVtPrFWGM8fGj67i8wz9ciS7Ii5BV5vo06b2HhqLApg2/FtOlbZyJcWH0e+9yPPPvMHrL72NxR4/ju3YzNnIHLaqfMb7cy241ga62ppPDdkT5g8Jk25uFYYi8+0XzNFz5vy+lXz+00xKr3WwQeVrJq48St5FP1S0jDjkuwc1dR02brdi4ZSZWG+9IH5/7ZNM9prbaKvPZ6eDA8Gx2ayX+5CRy+y5cNKD7T5RxHgY8sZnY/DxO870z1/iub/+kzf+8QqarudFstfV2UVOyDaGvvk3Xvzbm7z22kc4HPLnoOsWQuOzsVn4Id/Im6M+8xM03ZNpSvDgnZFjib4ELo7rnkqyJy68kExLJGTDMl7+eDYx1eU4a8hj6XaA5TIT0NsbT/jmxTz/5mdMHvMVb7w/nnNlTYQG+T/dZK/pMiYz30F24wXas07y0ajvORZdyoH1Zhi67MV9kxlaltast5jP9OkmXMyr58rlqp8heyYmZOfkUBSyAzm9DdQLB5tK0P7xdcavdueAxVLGzHQQ07ob/MB38uYoTfqA8cu3EXT6MDsPncRVfyKfLbKkCWi+eZlrNypZM+1rFKwOkxnlhezseQz/4G1e+mgWCTUC2fsSS7dTmMl9yNz1EpHI4ysmMFTVlqOOyxkr50QXl9EY8TmWx0qoiXflm68nERLlx1dDv8E9/hq0FLJOX4HJP47jxb89j6mzD/rzPmaxW7J4PZOJH6Fj74nhgiF8o7qBwDPH2eF1jMjjG/lo9HxSr9+GTmHu4W1S9uvz+tilVDbUYzlnNBONJMO4kVs1GP6VNnGpx1GTNafyNoRvUb9D9k5Zy/DedAuut3VLyd5ThieW7Al577xN26VEZL8czo74a1wOWcd7P8hyuRsclD9nnKIx074djENUO9fOGPPSV/PJuSGpD1qvVZOalSP+f2H9VN6ZaU69UFQuxTB/5Eh2xtbQXFdKWulVYVItZnPfZd6GUAoLC1i+fLn4vf75+U+jvaOLdL9N6Np5cLu7Ae3ZQ1lqvp7Z40axPxty9sgzeJIK1qqTmWHrz63sowz/4guOZbaJzyPM7W3rhuvZfkz54luO5d+k5UYFF0KCiA44zqKfRmG+xYu1K01IugIxLvN5Z4YxV1ufJrLXJL4MlOSmUtIAXAnhy9HDWWu7mm+myJJb38Saee8y316YOiOxk446mG32wN5chY2bN6Ehb4EwA3T92ieX7DW3d3E95xwGBkZk34Ag++kMW2jGDgczXIMr6Mnx5v0vRnE0rozkqBCiAk+xdOyn6LnH93rlNteq8ggOCib2lCezvv+atW5eWK20pLBBaFMm8bX8CkwWfc9S9zSuhG3gk9ETyG4CZ4ens2dPiK3O291knrJj5Fvf4ZvbBfUXGfHXQQweOoxXX3yWV0ctZrX2dEaqboHbdcz8+lVMDucTcT74qSV7jc2t0HGNdQojme0UzvXE3Xw24hsCiyXrI6hNRltTl317NmFguQKn5cux2hPJpWu16P8c2cvKzeda2lE+/OsgvluozRorPT79x4uYH4/Ez06Zl575EDVNBYa98QKrvEPYqj+NV35YhNaS8czUdCI22JXXXn4fGbWlvPvBcHZEZGA3bSSLzTzZsfI7Br36BdOnfs0rH/xERHkh6p99gNHuMM64qfHC66NZbqrD5y+/iNHBC5xxUufLefZ0dJWx+IN3WO6RSUmYA0M/+57g8BN89uFw3JMa6Mzw4vVnBzFiqiyfvvkM2lv98FwtyzNDxqOnI8eLg/6E/g5/9lst5O+j56G7dBqTFKxJCN/Ha3/7JyprjnKts4PbPbfJOWbJ66Pmk93Uw9nVc/nHi5+ht8Kc8UPfYKLRQQL2mrPQcq84fBXkoMgnnylwhdvsW/4TY3R20NKFlOw9ZXiSyV5Lew8t1XHM+uRDnMMv0XM1gomff8RkeWVGfDCU1XuPoDnlQ97/SQ75CZ/w2UJLcgvT2OGwm8zCKBZ//R7jZTWZ+eU7zLX0RqA8rZURTPv4Y3Ym1XMlYRfD3nkPRVV1Pn/nQzaeK6bgv3jOXntXD5cS9vPx319iytzZvP/xME4k57JO4XuGTJFn1rcfMGPFPsJ9rHnno2+ZPX0Yn0/WpuhmLT4bHPCLLxYXpF3LOM4P73+Ob1k7OccsePfDr9DTkeHTb6cTU1TI8nHv8/63cxn72asoOJyg/fbtp2aBRlNTC7e7WzlqM5+3P5+I9pJpfDRqIZGZMcz98mN+WDiLT9/7ENcLJZJ2KP0YC2VUSau6zEYTGXQtLFiqtJbrgL3Nk0v2mlo66LqZxaIRrzNk7HzGfPJPTDwucNppKS+++hXzJg9j9AJDQo5t5NNPRqCju5hPv/yBgIJ64o7uxutkLOf26PDusHEs15jB0HGLSS/JYsmI18Xh8K8//icWhyIJ3KLNG5+PY+a4wXwju0rsSFlv93TO2Wvp6KaxOJRRzw/ihY9/wtJ6DTsP+LBj3QqMdZbw9ot/5d1pZoSc2MIXn45ATkmWwe9+yZGsG1wIDnh6yV7v4tGQrVr88+PvmT35E0bONKRcqJC7Wzm0TgWdzUFUJR9EWXcZekpa2B1M4Mq1qz9D9oRh3NQ04dukBG9n9shP+ejjIWjbHeZGZwdHV8nzyZApjBv7NdMM3Shv7aS59AL6cz/ns59kOZp8la6eaxy1XcRnQz5FYeUJbnU0s89EDRv3MIrSjjF7zEhmKKmzQNWI4IxstmosxflUBl2tdbisUOSTjz9BY+0ebnZ0EXNwHVqrD9LWXoO9kjzbg4qpSvFBXc2QhLRw1JQ08Uuvo6ulhi26Mxk9bgYKqkoYuAXQcCmdlUtG8d2UJagqzmfjyTRarqZhsehLPh0zG6/YGlpvZKE1fzw/zLamtL2Trs4ebhUGMmnUeA5l3KSrKZctarP45KOP+VZ2BfHX6ziz1QrnI3HiKuE4HweWqTtS13mdVfO/Rd01FGGtsnTO3tOFJ5nsCQsSmq9ksWrZUo4k1dBzu5PUQDe+HTmM+Vbe1Hd3cSX1OAoTP+OzWZpcKGvgqtA4/7iY8NpWqsJ3MWnUEMYqWZNbI+yh3UXTpTRWqqjgm3GV2z3NnNuqxadDhrBs7VGau3rITE/7rx3GFSY6d3U2EbhPj2FDh2KwPRRhXWhdURgK079mpKwZSZc76G6qYKPGZIaOmoBHSiU9bQUYTZ3ORr90sezfKLqIkZIGFyqa6GyuYpPGTD79dDQugSnic1dlHmHGd0P5UXEtRXUddHU8RQs0euWu2mqzWa/+A0OG/8TOM7l00U2Ctw0jhw5FwcmH66L2YBtRB+2wdPWl6/Ztss67sGiBPG5H00U/2TzBw7gC2ru6KErcz8SvPmOS+kYqG27T1ZzLqmU/MPTbWfgm13K78yrbls/n009H4HAqTtCCwMtUCTXLQ9xqqcR2yTg+/eJH9kXliT4piN3NT19+xjQdF2pabtN5JZMVst8y7Kf5+OUL40hPr/RKe3cPhSHbmTDmW74eNYJPPv4Y7W3nehnKTRyNNdjgJ4w2tHJ6hxmfDRuF8d5IcYX8mdNP75w9AYLcTNvVfGyVxjJ0zAwOp1dI9E2v5bHeXJczWU3QUsIOW0XkVBzJrm7mUk3Fzwzj9okqd3bR0dXTK+woLFwQzrayS20in42TvFlwWyIg2tLWK04qCCAKwsJNLXT2SD4LgsyCPlWrIITY1kLrPWm7BAHXPlHllmZxTLq773s9kmsLYq2dHYIkSl+6JonIa6ewqW8LnZ2CmGdvBS4KQEsgXK+lV+j1544J1xXFZYW8CGLJgkOb26CzDgeFiWi6BItzSoSl9ZLv9IiCzYIGkCAKKhG/bBeD7HreSeZ8N4Oz+cLq4ye/IpfifjzJZE9EkyDy2it8K+ij9ZWVHkHIVbLC9L4yLJSt3vLZ1isOK0AQM5WIMPddT7h+M5195ayni56uzv96nT0x/30+EJ+zTxT57nMK9UyfKLIgBXW3DpIIukqEqCXCpvem7e5sF+9x93pdYn3x1Ikqi2LafeK/fXWo4KO++vKuSLAo0N+rfSroFwr6Xx3tghjNk71Aow+i4HHvby2UMbEtu7c8Ce3TPfHRJ7Is+EDQvexL2y3G2a9fT7CnleyJ+p6i6HtfHAmi5BKB7ntFlYXy19ndx1E64I8gqnyPaLkYCwI3EvUahbnIgkZjk6Reahf099pFoeWy0l9coHF3uzShUZNAeKNv4sL+jVg6HOWGUNHf0+D1pbuTqTvfu/f8/Wn70ov/97tOX9q+69yf7v5j/fPwc/fqf6z/9/o+CwKpeREH2eh1ikah57JffiV5ups/gchWJQSwaftJrnV10yIEa/8fSYonGk882etXzu58vqcHun856P9//2e+//PdMvYk7KAhwf31goD+z/nAz/dcY8C5B/ioD08d2evFwOce6Nf76sy+80/Zdmn9/fBzn+9v6x6c9kHH7v0s2NNL9gTcLTf3+knA/Z/v+lTww1NP9nrRPzb6jvU/L7RVv7Ia98F74woCre2CurGgIzdg27GnB8JztnV0i4KEA7dXewCEN1ehh0+Qq5ASvacSTwPZ+3fhySF7/z4I8fK0kr3fA8GeFrL374RgTzfZe3T8kcjew+I3kz0ppPijQkr2Hh5SsjcQUrL3YAgmJXuPDsGkZO9+SMneQPwi2TMxMSEvTzJJVHCeFFJIIdmOr66uDl1d3TuFpn8aKSQQLD8/X3xxlPpJgj4T4uf6dWENqtQvAgSzt7fn/HmJ5Fb/81I8GII5OjoSEhIi9VsvBDt37hxOTk5Sn/RCsNra2jsyWIINunHjBm1tbaipqaGoqIiRkZGYQAoppFiOoaGh2CvzxRdfiP8bGBgMSCOFBELdoaSkxMiRI8WXx/7n/4gQ4kWAED+amprS+OmFEB9jxoxh3rx50lh5BAi++u6775g7d67Ub70Q/CD44/vvv5f6pBdCW6Wuro6MjIw4miDwvEHCqtaenh6xEhLYcUFBAYWFhVJIIUUvEhISUFBQGHBcivsh1B1CHbJs2TJpPdIP8vLyJCcnDzj+R4UQH8LLgaenpzRWHgGCr8zMzPDw8JD6rReCH/bv34+5ubnUJ/dAaLeEF0xx9W5n591hXFNTU3GMV2pSk9r9JkhICC9DUvt1E+oQodKV2v0mvG0Lb9hSu2vCcGRERET/w1L7FXN2diY8PLz/4T+0hYWFsXnz5v6H/9DWv926b86ewIqlJjWp3W/Xrl27b6Kr1H7ehDpEqEukdr8Jc/aEoRSp3bV75+xJ7eFNIMmhoaH9D/+h7d45e1KTmNBuCS+ZfSYle1KT2q+YlOw9vEnJ3oNNSvYGmpTs/TaTkr2BJiV7A01K9p4Aa2m4SWNL7ybHUvuPm5TsPbxJyd6DTUr2BpqU7P02k5K9gRYcLCV7/e2XyV6+hOx1txRz1mM3u3b7Ul53Vz7g0a2LlKBTnE+QbIp9vzWTEOBPeuUtblalcvL4eW72T/I77HZLLRf9T1FQ197/1C/YbQqTwgiMK+x/4j7rab3ChZP+FF0XdiJ+vNbVXMs2A0V0dkbTLezZdo8VJwRzPiFP3KZNav8+e9rIXn1hGlEpvWWyp45Q3z14+sfRcU+a243VnDq0m127duPh6Ulob/r86OO47zlIzlVJ7Felncd9917y68SNFMU65Ikjex1VnPHZw+Hz6Uhqu3ZifD3wOBoo2R7yXmu9ytnjXrjv2sWxoEQkG1hBS00mp87F935uI/TkAQ6EpdNX+zx9ZK+Hgtij7PE8TpVE/o3qnCj273Vn1y4vcmq7aLtUwN79B8iul8xVrMtNJTK98s4Vnmaylx9/gdCUcvH/xook9ri7E5AwcE581vnj7N53hCvtve1sQyXH97tz4EzindgRtitNvBhFeYOwk/NTQvaaiznutQff3j2B77XOujQ89+whNPOy8ImoswfYtWsX+/Z7cvJCotj+ZUadYa/7bvZ4+nG1HcLOh/4ByF4z4Uf3cuBkKH3MIzHwGJ5BMb2fG4m7EEtls4Q4/CLZKy6t4HZrJSvnf8I7/3iNV1/4B0N+0ierVhJkj26t7NCSw3hzcP8TQDmKH7yDwYE0yqJ3IzvHmIFF4XfYzQTGvfsizpHX+p/5Betmq+r3fCC3pf+J+6zjUghjnh+Ma+yV/qd+v3U2cnzTGjb6F/U/w37VYXytsOG+Rllq/3p7msheT2suCsPeZ7zWIfFl7KDRNP72l//HM6+9zRqfpDsvEj0V4Uwd/jKvvP4qfxo0iMmWhyhNOMmnrz7LM3/5M6MXrSM59hTfffAszz73//HJBGVybtymsqzkySJ7XddxVviaZ/78Z5574zM8wvOIPLCcV5/7X1548XnkVh24Q+gEa0zx4t3n/o/BH3/EFGUHJMp5XWxV+pBBnyvRQDfh7jq8+PLf+dOzb+EYKGnM9J4yspd52p73nvsfnnvhb0w02E1bN+zS+Jq//P0tPnz/K7zDkthirMOE2dPQdfGBnmbWq8rhfO7ui//TSvZu16Xy0+A/8dVKf2gtQumHt/jfZ57huTfGcDJLEjGCZZ6x4+2X/j+ee/av/LhsAzc7mnDTGc//+/Oz/OW517E+li6myzi6kpcHjeRUuYQ0P/Fkr6Oa1TM/5a9/+QvPv/MlnjEVd071NGSg+uWr/Pkvf+XlEfOIyMxlpexQXnr1dZ750yBem7CclvZG1L59mZfe/pBPRswj5RZEh194usne7U5ObZTnpWf/lxf/8SKaLkFUJJ9mzvT5zFCU40xRE7eSD7BQwYKS1l8le6aU1dTQWnacdwe9iGPwJWjOYNp7g7Hzz6Eo/hx7dx9l09pVuHhH0iV8qecyJ3etxNxiK+kCCQeKIvZhvmIlJzMlJCvq8D58L0p6ytL8t7DCYhX+UZeAK2h/+Tnm3qlcL4lm324/GukhyW8/VlaWuIdmIFLMzmqObl/BipU7KLwJbRXxbNu3jY1Om4hMq6M22xdzMzPc/XIlGbiVg7vTSlxdNjFl1MfsSWmBpjx22ptjsf4INfctiOsh45wPq6ws2XpWaOhus9dwBj8YHqAy7ii2m9ypvQ1NVQmsMjNlg/sxmoWv1YUz5e3h7E1vgK5KDmxewYo1eynurcvL0oIxNzVl54kL4ufGsng8PX045LaJVU7eZOQns8tmDZ5++SIb9z++j027HHHfe5H2pio8N5pgvsqD4itC09tNypnN2KzfwYpFXzFj+S7xmqn+WzAzX8nZ5Pp7nkdq/wp7Wsje7dZS7BRm8fJLL7HE2k/oj+Lwjk34x+SxXeM7Jmi6Scp1X/rb0FJxkYVTZhGcd4UdmiMZZnCMW7nHGfbVDyjLTGLcIgM6qUN7/AesOVvBpeoqTJ8kstd2iT0umwhPy8Fm4UiUVu/DcMZ76BxMpLNwPyNH/UR07d3kmUdXMfTzIeitdyWpt426GrOLN/4yiBcnW9F8PQ+ZsV9ie66KpFM7OR4uqZf09J4uspcauI9tB8NJOGrGsC9lKGlvYOWMIXwtu5Ttx9LpuZWD4nQVvE7uZdkqO9IC97LUaAf3DlY8nWTvNqfs5zNo0P+wZGsUNWdW8uJXMhRcq0d38pvMd468k9JZ7kOmWXpBSyxTvxvDvkMejBwxDM+sRnwtvmOYxlbyo44xdvAbvPHPHwiukvT1PfFkr6GUbZs2k5SXgeHEj1DZEnbnVNflZJwc3SgoiEJm+HusOSW8LImNMCYLJmJ7phCuxzF9+FvM0rfgaHiN+L2QkKd8GLfzMiojX8DsdB6tKVv4ZtIittmtZJnZfnbv0sbp+AUOrtRiW8Tdyqru58mepGePtmqMZ7zH/z77d975+nvUVm+h+FYrZ1bOY9Cglxg6/CNeePZNDiQVc267Nu9+9Amff/QuY1RdyMkIYvzrf+fDt9/ghcFTiK67hf2U4Sxac4rcqG28/eprfP7JW7w/UomCxlqMvx7BKt9ccv3XMPzTpZyP2MNHzw3i1X++yctvj8G/oJqzTkt55+NPGfrBO4zX20ly4GaeHTSIwZ/Pw8N7PzJffcjnX37J39/6juMpuezUGs9fX3+VkcM+5tlnhuKXV85uvSm8/+kI3n/nDeatPnqnQbuR6sPQfwziH6+9xctvDMcnoZhjdkoM+XEOP4x4C1lHX25eSWDWiDd546PPePvV51lid4SWW8nMHDyKo/nVHF0rx7ufDGPIe28z3ewAxZmBfD34dd777DPeePkVrA7FUBm9g1cH/T8+HTmMZwb9ibc++5Thg1/lby/PI/NKHkrDXuJ/n3sHNTt37DUm8/L7Q/jklX+gtM6PvBgv3v3Hn/lk5HDeeO5vLFh1mNwoT778YDCjRgzh1eGyxFz6rT2vUnsYe1rIXvutDM4cCWSL/myWmHncOZ7sacKz//s+B+J639jusQAnJX5culEsM7UVBdR3QuGp1QwZv4Rta1UZ8tVPnA48w7yvXkNlVzw1NdWYmj5BZK/XgjYo8uwzXxNVdAUn2cGM1XYgyMuGNz8ZyrGsvkGT25yyXsRr73/Ch288z3dL3WhsucLKxTORk5vBF/NtuVIcxayvPuPrT0fz/dTlFDZLhueevmFcoMKfT595ERWni9CVzswP3uCTL4bwjxe/4HBUOluMtJi8YD6rXF1Ypb8Ux2MXiL8YQfV1CeV7GsleXdIR5s+czqwpPzHf5gxtN6qpuHIL6lMYN2IwtgGSoV3B9ml/yZBZmpw7s5cRn76DzbE0KiqrgCaM53yG7KYTZMZc5NyxvSz4fiwnSyR9zE882es1H7OZPPv8j8RU9x+r6mL9/BG8/OESSno7Z8rPbWDkOGWEGqo+biefvvoGnw15m1c+mE3arS6iLz7lPXu0YPDTS0w13UqAuznvjPqJfXsPIr9AlvnaWuzas4mlmsbEZyUREScZFay//gtkr7CgkO6ONmpqcjmw0wG1aWN57YW3WR+axmmbpXw5cbU4p8VV9Qum6zuhN2coX0zXwFxvEUNmqGJvOJuv5pnT2d1G4sWzFNffZMPc71C2PkVFVjDmVo7oz5vE6x9OIe3mVUy+GYHViRwKzq3n+2+0iE3wZuzngxn7zbe8/vaXnIhIQHfae4yao4uJjgwfz9biuIctH742hbRGqDptznNvDMPE0ooJY8egvWodU8d8wIaEJrh0ju8+HMZ+v9NM+/I1piqbo604mSGyK+kblW7OPcWEke/ww7ff8/arH7Evrgh/ewUGDRrEoJemILgsZ58Kr3y9mDqh0Q+w4s1R04jKjEV26A/4hIWjOP4tvpM1xEB9Dl8sMMBOcxyfLbQRr5/gIsd7s/SIOLubEW9MJaO7E9e5I5ios5OmukgmfPwpJ5JTUB41FCVb4Y2vh9OHtmC2woHJw/7JHIMduFtNZ+gyIYi7cJYdznyDnexdO59Xh09j1UoDvhj1Ldt7326k9q+xp4Xs9dlh45ksNNp/5/P1nDAMZb5hsYU7DfdO0W0rY+kPH2B8tLfXXKhy8v0Y8cpHrDqZCx11rFH4kVf+NphP3hqM4Z44qp9QsleZ6I/atJEsdwmgrjSCWUPf5O1XPuG9Id/jm903HNBJQpAPEflN3Axz4J2vJ7B5/Rpkl9lxxnMFH080piA1mO+HvYqS2SY0J3/MWP3d4rQLQ329p4/stZSx20KJcfPVScrK4phvMM3dXayZ/w7j1pyluSqPXXsPcTFkHzoGq3DZZszCabMxsD4ltiOO69c/XWTv9k02qszH0OUw69Wn8JO+R29PZh3GPwzja2VXbt3Ttdl0JZmlY4fw2osf8cHbQ9h8XtIrc9x4Lq+PUCWrb755bTRzRnyL7xNO9sI9VzF37gJOpEnKQX64L/LjvsDI7XzvXNm7Fn9mN9O/H4GT2LMHmxWGM33VcfH/y5khHA/NhIYcxo94FdvgKyTFRj6VZK+xIBTFuXMxdAumNOMsUz76J++8NoT3v5hMWFk3KQGHORAaibujGascnVhtNIsZk3Q4lVZLS2vjz5A9U1Mqq6upDnHkk69kKRaPdrJi0utMtvfmhI0ao3+yFAnJNvXhTNPdgOaMT5m89jTZcWfZ6+PHEVtZ3pllgjCAm5IQRmZVDY7zfkDV7hTRvtaMGTuHSd9/wRtD55LdWHsf2ftulAoJBensdljL1nVWDH/vJXTsd7NsysfMdjxHVvQp3I/4E3/MnvfHLEUYCC4+pMMLI2YRmp3LSS83woKP89Oo93FMFEaJQ/j+o2Hs8z3JxNGDMTiURnKwF3tORtA3F7apIpedDja4brDh249eQd7xEJ6WyowYI8uCSaNYdaSI7IMavPb1EvGZ6oNWi2QvMqOX7J0PY9G4d1m8LZKM8GN4nDjHbuOJfDTPWrx+0tbFvDdLl7BTboyZaIQwj3nb4nEo2ITQ1RDLtBFfcDIxCcUJ32J2ogi6a1mjPIlxM5cwbPCLLFrhgbvlVIap7hCvt0VuBAsMdrDbajqDF1iTnZ2Ax+4dZF65d/BNao/bnjayd8BgBrJm3sJ4CoG+B8m5BZdP6PPqd0uovqcxasg6wlejpnCxWhJfLVeSUPh8MBqOEkHXxrIkjpwO5vKVQpZPGYKlbzE1NVVPFtlrqML3mA+VnZDutpDBM42Jiz/PmehsrsXu5puvxhImVDaiNbFRaxL67mnUR23ms59+Yun07/i///0zz/z1//jT/zyPvL4FM6b8gHcRZO1cwD+nmiBQRePlTxPZu01G2FHOpNXBzQhGjhqO0w43FixYRv61Zuzk3mOqjf+d1B5W6mw5eZ7NFursP+SNwVJLGoRhzA1PGdlryGD2O4P4v2ee4f/+3//wp78OxTu1mCMrpzF6nBn3zAYQrTIjlGPn4qgvDmXG15/jnd9Jpo8JQz+YhDjTqdc6K8OY/RSQvbD9K5k5cw4+QdEcOXZcnO963m4878vZ35kr3FKZwkHfQPGzm+oQfrDwg45y5o35GtewajFN7L7lTFbdTGN9HtNGv4Fz5E0SY8KfTrKXf44lM2eiu+UEyZF+nI0r4NL5TYz6dirxfTO4qiPQWL6Gc367MbffgIe1Jdb7EmjoaMPggWTPxISS8io667OQG/4cr709hBEjh/DaSx/jmVJK6CYN/v7nNxg+/ENefPk9vBKLCNqqyXNvvMOH7/2TaYZ7KS8M5svX/s5bH73H/73yNSfzanAQhnEtjnBs8xwG/eWfjPr2c14YPJaomgq0h7yL4aEMcs+uYuhHi4lJ8OPLd5/ji2/G8M7rg3EKSuCkgzJ/e3MwHwx+lXmWB8gIsOOFT+ZR2gXdVSH8MPgV3vnkE156dzznS8rZrjGOZ958l1HD3mPQoNc5klXKNo0JvPDux7zz9msscw68M2+kOTeEbz56js9Gj+H9N99i1aELuOlNZaTuAYr8bPlk5FxiM+OZ++VbvD3kc9597Xnk1vrQXB/HD8+9j1d2JYdWL+Bvb73P4HdfZcm6U1TlBzDqnX/y4Rdf8NbLL7PyYBQlIY68/4UKQlW/YdrnzDA+SVt9GN++8zaHY+KYM2oIut6F0FnInKH/y7PvjWbohy/yveZWsqM8GfzSi3w2ehT/+NMgJhrsJyfSk/f/+RoffzyYwd8sJWvAkkGpPU572sieu+r3TNHeJ67u2iQ/ihff/ID3330DdecA6qtDWDpFhdRmKPLW5i/DZSgTOxi62KM3Wuz1Hjx8DKNnqxFwej+j/vk3PvhkMB+NlyOrvpuqJ22BRnMF5lM/4uW3P+a9dwZjczCcoF2aPPP8q3z20T+ZbelF8+0rWM1bwN7YGlKOr+alZ1/ktddeYIHlXopzMwg9F4yL3mT+583xRBWW4Wm5gJfe/ZA33n6X5bvDxIZr+VM1Z+82EXt0efWlVxjywbuMnmlJ5a1KdMe+xXOvvMErH36FX5akJaoI38ZMBTNudnax334JCxRUWKa/S5wW4OTwlJG9riay4i5wLtiXBaPe4hPZjaT4rRfLzF/e/JSvvvwKt4u5BDgYYLzhNKkB63j5mRcY8vFbfKu2gbqyaIY/M4hBf3mFr776kmVOvuJleyrOMfbdT/ApfEoWaLQUoD7mLV4bPIR3334fh9NZlEX+/+2dBVhUWd/A2X1311pbwcJusRAwEDCwQOwOLFQURRA7sEXCbgzsTgxERBEQQUVAQbpB6W6B3/fMDIruuLu+fu/7fet4f89zH2fO3DvA8d5zfif/h5g8dg2h8a6MbFOLRs3boajYiWNPkygNsKNGk05cC5QMyWUE3qJ7w6rI16tDiz5TicqDx85OMil7n3Jh9VB+q1Gf9i3lGbP+rGQFbnE2242HseZCMAXR95hpMIxRenM47BRObkHOn/TsfbLPXs47H/asMGXRIhMuPpaM/15ePRmV3oZs2rga6+vPJIsn3sdzZe8SFm+xJahMOEIe2bLYxJTjDpK1ta5nbbnmGkp+RiA71y7F5vhpdh89hV/MW5yOHeJBQCLJoa7Y7r8i3uYg3O0ipiYmWBxzlPwxRTGc22nGYks7Yt6LVmw/Yvvhq6SUDcXGep7GzNQUO/eyuRBpfhzYspidh89x3HY/L0UrLLL82bfBlBWH7Un5Q39xjPctlpuYsG6/vXipu9+9s9ja+4r6zjmxXXT9e7LiPFlusohN+89JtmLIj+TU9gN4JxZDUSQnLBezeOc5Pkw9CHt+C9NFi9hz3lH8PjP0MQeP3RH/PU8vHeOyczDv86I4deAAb+LiuHriCPf8JO2+wAenWLF6HUfOnmTPBSexmHrfsGTVht2cOXmQ844vxee9uG6J6dJ1OIWLl4wI/BeRNdnzvXuGiw6S+4icMGwtTFm267y457nw7XN2rttNWAGkvr7LjlM3yRI/M/k4nNzMmrVrWWK6CJMNu4nIhmDHYyw2XYJzkGRl+ne5z16qLzvNTVh35LZku4vSFC5Yr2D5pn3Eizs1Uzi91QKHV6L+/QJuHFuL2aYDRIm6p8rICXnEzpP3JD0UxYkctlrNqqN3xHkqQvbm7OXz+PwmTJZvxrts4UBq1ANWmC3m2P3y7TSCXC5y2dlf/DoryhnrzVY89pNssiWLc/Y+4Gl/iktP40h8eZVVa8xZuXQxixYt5s6rGJ5fOYLtRU/xec7HtmK6dBOB2fA+zhOr9easXrlMHMh+z1UPyZdlRnD24BECRBNmZUH2xOsNPNiy0oStpx+K37/zuY3NtlNkiJ6l4LusMDXhwC3JauTiuOfsPGxHWFp55R3gfhwzs+U4BUieKccfYVPlgnec2rKE1Za2JH3oCi14y9WTxwkQL/LOw+3aTqz23SarCDLSUv5e9r7EccNBdNDe+MdkAQGZR9Zk77/Jdyl7/wfInuz975Fl2ftvIguy959GiKAhTVLSXyzQ+CvZC3/2kNsP/D5bOi8g8CMgyN7XI8jelxFkTxpB9r4NQfakEWRPmr/YZ++vZU9A4EdFkL2vR5C9LyPInjSC7H0bguxJI8ieNILsCQj8mwiy9/UIsvdlBNmTRpC9b0OQPWkE2ZNGSvZKSkooLS3F1NRUkD0BgS8gyN7XI8jelxFkTxpB9r4NQfakEWRPGlG9tWDBAkSOJzrkUlNTyc7OFldmwcGSsGYCAgLlCLL39Qiy92UE2ZNGkL1vQ5A9aQTZkyYlJQVDQ0PS09MReZ4wjCsg8DcIsvf1CLL3ZQTZk0aQvW9DkD1pBNmTRmoY98MLQfYEBL6MIHtfjyB7X0aQPWkE2fs2BNmTRpA9aQTZExD4NxFk7+sRZO/LCLInjSB734Yge9IIsieNIHsCAv8mgux9PYLsfRlB9qQRZO/bEGRPGkH2pBFk7wclKdyPp35xHwNOC3w9gux9PYGC7H0RQfakEWTv27AQZE8KBwdB9v7I38ieZDXu28BLmI4biq6eIfZP3348+d+ngPMbzLA84fbHD0SRFDlhvoYrz+OJ877E4gVWxP3xlP8Fpekh7FyzhAehfxE7tjCG/csNGTNSD13dUVgdd/t6GSp9T6DfY4ISc0nzvcbieRbEluZyZcs6zj8JJfL5FdauP4kkCuTXUIL9nuXsv/7ijx/8Byjg8vJJaBruIj7j8xgoEY9PsH7rQRK/+g//8fiRZS/T3wmr7RfEMV5LMkLZMns0EwxXE5guDhpLQsAtJo8dxaoLklifYcEyLnupAaxaMJnhQ4ditPGsOEb4G/vtjBg2nLW2zkhyBbLfOGNlc47UsvcyJ3slyVy0MWDE+Lk4vZEECY5wOcC4EcNZuv2u+H2k63VmzV3IzTex4vevbp3huIMkTq6IH0P2SvG9sZXhw0exy/7V5x+VpHHcfA56o2byOCYPEryYP0kX3aHDmTBpEntuvYLcGMwXSe43w7XHxffXdksZkb2M16xevR6XsA8RpMspinrE4lVWhGZBfqwHJqOHY7huLwniByyX87uXMXq4HiMmLiUoB1weOn3nslfI0/NrGTFiJDsv+UqSsgJZaTiBqZtOkyh6XxzP8U1TGDHVBM+YIijN4/iWFRhZ2ZIgqr8Lozi62w7/DEkp9JeyFxYVw/vUF4xsWYde/cYxcag6tetpcOuNKDzxt1DIVau17D7/9I8fiIoCJjdvzILjz3nrd4M1y/YgCaX+HyLlKf2a1sDmsThC8JfJ9EKrYTWaqQxAT0+bWr8psu5MWUb/HdnP0e7RkwNe6eQG3mbNkp3El6Zg1LEFhkdc8TxrQrM2M/l3ivcNg+oxeNmFPyb/Rwh2vsD+Ky8oDyUtwcd2Bq266BIsyN6f8qPKXkGSP1NVm1K3wyLyKOHQPDUatuuEVjdF+szaTnpaJNMHdqBrvz40bKnKrdA84qIjZFr2Eh/vpYW8AkMnTmTF9mtE+11DqUkdumn0Rr5+G2y90iE9lBndm1G71dyPZZqsyZ7LoXnUr9ucPuot6Th8FbGJz9Fr3ZjufQbQvE5TDly7y8oZs5i5cBbT1++jKCsWk4kTOO+X/PE7fgTZS/U9TacaNdHso4pCOw3uhuV9/Oz+jonUadyU/hrtURpgyEt/T4z19Rg5YgC1fpFjuq03WX7naCNfF52JE1m89YwMyV4pDluHISdXDVvPPz4X+Rye0wG56qp4BUewamQzWnXrSc/2CkzaYk9hUTTjusijMngMU2ebEyKSPefvW/aSX9ihJN+Uvn17Ub+BMvcjE7BdPIhmPbVp17gZW+1f4nRgDvUbtEWjexPUZ27H48ZBho2Zx+yF4znx/B3Rt2wYv8CG5PeSWv4vZM+MiNg48qOu01KuCktOPSMhwQdDnf7sfRDI0/O70J9oxJDeqgybsxuRQhUlebFkkirK3UZy3lMkhEXYW+rTqbMyZnZe4ji617etYtclb0qK0ji2Ug9llZ6Y73WnsCSR+d06sfycL/G+V1m1dD+J+SkcXTGD7t27M3nTGZKLSyiMd8N4bDeUVcdz63U26X7XmDB9NIMHjeT03UC8zi5FuWtXJi+/hOgxyn59hckDuzJyvD49lNph9yqPnDfXmdC/KyraC3CPzP/4x5P2BM1uauzxkLQsriwdSge9pWTm53B501iUu6liZnGPAiDKaTdDeiszZc4sFpsZs37JDH795TeaDVuLi8t11i/ZSVxpKst6K2N2ygPfW5tQaq6N7iBNNOduIzq/mNB7+zCYv58scji4YDZ7bgdRUhCHtWEfNAZPYWjPFhjsdODt67uM69MTtQETOOERL/7dgl2Oo9mlI+rDZ/I8sRByfFk+x5CFMyfQrfswbE6exHRkH4aMsyE1v5C7h1ajO1WXEeNXExDoz64luvTpO4z9FwMophjXQwtQ79mPiSP60l1nDu8oxuPoAnFeTlp2kT90AP7Q/Jiyl8xBk1kot29Hn1FrSCeHOco1MH+UBMlX6NFHlzPHbVDrNxlnv2DcHjgSl15EWGiITMue13EzFJvWps/4uTgEQPAFM9RnbxNXXrMHNGPeqQdcXreQbu3bozHUVGZlL/bNM7x8gnHcvwDNIaYEhbvQX2MQR246MndIR7Ydu4DBaEMOn9vPbPON3Dm8gdkbr332HT+C7OW9C+Kx50tC3E7Qt1NvrgaX92JZjGzGmG23gDiG92jFHo9ccXqu3zmGDptNaC68Ob8CxSa10BxnwLXnElHcZvH9y15O+D0GdarOb3W7c9b7Q/+3hHeex+nS+DeqdZzMIw9nRiopcC0Vih6uovOwBbx548GA1tVorz2ETSckPcX3Hb/vYdx3rntR0tLn9u0z6Gr14Mq9uwzT6s2Ou6E8d3YgKDaRiDfPefEqlCtbpjF48iZu2q5h0sKD7N07j20nr7Bt/iyuhpZ/Z1LSn8reYoJDwsW9cac2jOA3OTnkKlel77S1hOYUcGvlSH77tQUGi2bTsV5VNl9z58iyYTTpNpiR2h1p0Hce927up2O91syeOp5WLXtwOyoJiyFdmbT2Ki/ubqZxOy30R2jSuPVgfNITWdy9C6uvBPDmtjnKnWZy6+ZmqsnJ0VWlJ00adOKidzD7F/SnWXddhvVph+KgRTy4tp1acr8zfJYVDld20rVZS0ZNmECdOo3ZfOkeZkM70nTgSOaO70ulXztw3ceXpXpd6KI9lj5d69F6/BZyPnRvpXnQR1kFi7uR4rfRN1fTcvAMrp+xoW27XkwdMxDFZn147O+FXsf6qI2fysR+7ahSQxXr3RtpWq8+OqvP4XVtE52b6BJQms4qjW5i2Xt1ayMNflVk8sIF9G5RkZn77+Jqt4RWSnNJJZ35nVtjauuC4+E5VGzeBSPjqTSpVA2jbRdYOVaRn+u0Qr1DU7pPsCQ+4gEqTeqhM2MhE/u2pqOeCRFvPdGQ+5nuo/XR6azIL1Xqoj9nEk0rNuLAIz/2z9bg14qd2XD4Gkc36NNERY9J2p1o39eIl8+v0VqhNiPnzWFA+4a07rMEnxeX6arYRJKXNetidv71h1vjh+fHlL10gl4H4XFqJQN0FpJFMTaT29JSQ48FU3Sp36UfWzesoEvTZjSoUJUOWqZE55QQGR4qw7JXys0tBvTWncakfi1ppmFAeKakMIl7uJfm7Xpw7U00kUGheJ5dg/YAAyQDmLIneyIKA8/RQO439C0kw7bbp6sjJydHHdWppOXnc2nrEtT6DcTq+GFMDaez6+Il9m+zwdVPMrlFtmWv9JNRlHBGNfmdFv2Xkf3JCMqNDbrIt1PB2HA6TRrWZ8tdUcM+j63TezPc3F58zh3LuagP0WeKdhua9NQnsQh221h+57KXxQ7DyRivWoGGhg7nfD8Zxn0fz/IJY1ixbgnK/abjFxHOogEKqA2fjoFedxT7T8Xx1kmG9hyMwRQ96sq35VZkHh6PH37Xskd+AjM1GomfH7Xpe8kOdaFfB0UaV69DvWb9sH8j6RFPe3qA6nIVWWL3nIKo50weOoSBc5dgd2Qz+saruGt/CJt9t8kqgoy0lD+XvdCQUHLeBuPu94bQYG8u2axDuV4tZtk5csV8Br1H7hSfe9JME63pa5mt04buoxayYc1ixphsYothf3pO2yg+pzArgcz8LDYN7YH+2mu8C33CumUrGNKlA3Va6eGXmSCWvVWX/Qm6t4WeKrPwDXvMwrED0eyiRFUFJU7ffcjsgY1RH2/K+tUmjDaz4OaxtbRoNYooUW/bhYVUb9aVFRs3M3f2LDZt20r/ni05Fib6DV6h27UjB89fYmA3BYbPNWfVknmMWbmPZNFEGxFpHmgpq2LtJOk9C7tsRvP++rx4/QLLdWsY1r0rtVsO5cqFvXTtroqX6KSQM6gpaeAe9AI9dS3OhEKO23ZU244msDSdlWWy9+LyKrp0MxZ/r9fOkXSYuYG7B9egqrGUXApY2bc7K/ffZfNsJfSsH4rPsxjRjhlbLnHvzGZ0+2rRWr46KtMtcT5mQgvN8ZIh4ajztFbuxQUne3Raa3InBfwOz6N7HxPeU4yJRlPWXXZn19wh9Jh8VPy9oR7XMTM2Q71FI9oPNOPSPiPa6UwXDwmEnzai12BDLtouo35LZUleGkxkw8VnZZkk8GPKngT/cyvQGmBIgnjOXhCrJuiipzUIVc3R7NhsQlv1wTx65s2UXo2ZdtiLuPhYzMxkVPZK83hsf5IXosx4dRgFpZ48yYCiOCf61W+FqV35MxN4cQ1a/WRb9uA9Qbe206v/UM6ctKXvoOE4er5iycjOLDjmBfkZ+L4KwsN+J0bLLdluaYiB/gxmLzgoLnsst26RTdnLj8ZoYEPqtBuEV9modXKoC2O02rL28ieLIEtT2W82hUEaeqi278wulwzI8GRQl7YceiGaB1mE661TPBNNmw88QQMlVV5kwYFdVt+17KW8OIVahwHYHNhMp5btWXzMXTwqJyLkxiY6q4xh396lNG3ejYMPw8iJccFgoDbDNLRQHTiTW/cduP1M1EGTyNBeiqyxj+fZk8fftez5nVlGl2EL8H3mwjgdLXYeOISmWit22PtyyFCVthNFowciCnh5fi1dNXXxTIHkiEACIwKxXrMIy102mJmMR19vDgedwsktyPkz2TMjJi6e+AfbqFK5mXhuRX7BO+Z2r8XwHVe4sXEWbdtPJjg8gOW6ioxfcwiTkV3obW6Pv8sptu09zZ19htRSm8zTyBBstq3F3i8Mm1GaGGy8ytVd42nQWYcJIzVp0lGP11lJmKp1ZqVY9jbTS2UmjzydWGFsxMmjB+jbtjqT1+7HUKcj2lvv88rpKBYHLvDs+jaa9dJHpGex15ZQtYMOTgGBHLZYw4NHDgzs1oy5594Q/GgPreq054zDHQartsDwjB8elyyxtHMUT6oWk+ZB3y5dWXPpNSkp4WzUbo+O0SFuHphDw3b9mDhuII07DMHpwXmU2rZnl0cUT44sRFGxL4/9HqPduSuWD+J452yNWjuJ7K3orcziUx68vL6W5nX64BkYzCGDNvQy2cvD42to22wKL8IfMqhBC9Yee8iBJRq01N9PTMxLRreWR3/TFc7v2YS59W62LxpFnXaaHD24mSatVLgdmoDv6UU06tiPB173GNRjOO7p4LnbAI2Bq8gmEyONZmy88oQdRkPpt/yKeOGH1TRlmmhMYpS2El11zHC+tAF5pUG4RMdyzKgfSloLuXdxA/KddHB6E4Tt5qXc9PuLuY4/GD+y7PmeWUafAfPFCw3uHlrDtiuehN1ajYr2FFydT9NFbQguIdEY9W/M+D3usi17JdlsntAZTcNTuJ80onmvEQQkxWOsroDW1J28zcklv1Ay/+H1+VVo9p0lo7JXwv0jq1hy4D4pL87SSUUdy61LUGijhltwPKt1FVFfJip7RGSwad50znv6sH3JdGzPnmah/kpEKmNjIaOy9z4T5yuH2G93BU+H4xgutyE6PoyJPRsw54QvhTlZZOcW8NJ+Fyv2XSM+4DIa3bpwKxqSnLfRpudkQsSzjQrYNkWZXgbH8Ti7mKbd+hNZBHu3f989eyF3rGhdrRpVKv4q7smqrW5EWHYuGenZuBwyQqF6NSr99gtycj/RZbgp261Wcco9BPddY9GYsp7bdstppToNjyf29FKqz1HvPDzdvu+ePactOlRUnUFshD9DlBtjtu80k/ursfleBJdX9KHD+NVcOLCWdaee8M5lL43bqfIgRtJNnPr0JLOW7+a58zEWb9zKUfOVmB/1JLMwH+Mvy95iQsIiRRPx2DZTleo//4tff/2JJkrDcY1OwdHKAPmqTahTswKVW/THOSaV1ze3olhLDrlKNZhmfY+0tNdM6lIXuZ/kqNp6Al5v07HQUWHymis4nzWi0q8VadGlI3XbafMgPAzjLm1Zcv4Vb+6so2uHyfiGejBCRYHKNWpRp0kPLvtH431xHfVqyCFXpTZGB50JurcJ+Y5jCSsULbAIYK66pOuzZmd9fFLTuGepT9XKcjRs3IyqVZpx/k0SjtbTqVpRDrlaTTG/8Ly8ez3bG90mlZGT+4Vff/0VxdbDcA3Jwe+8CVV+/Y2mnTtTu3lPbgS95aLZECr/XonWHZVo1mYQ7lGhzOqpgFwtPWyPrEat9QgCStMwU2nHguNu+NqvQ/4neRRqV+Xneh045hVHWtBFuvwsR93G3Whdqz5Lz7wg1ucCner/THWFJihUrcQc69s4nFhO/eoVqF29Nv1m7yAhKxErAy1++ekXfqtWhyXHHlGYfB/VNv15mALuNlPp1nsxGaRjoFKPtRddsTLQpqfxWXHBfGxxH/71W1XadGmLYq+pvIoLY3GfRvxSpRaN69ehldZ8otPDMdEsy8uOE3CPlcwfEfixZe/lCVO6a8wS9yo/P7mEaj/JUaF6HZZfeC5eUW89uy8//etn5LtO5UVCPtGRYZjJ7DAuRD05StvacshVqIH5+Rf4njcRPzM/Vfqdir9Vx/xaoPg8vzNLUes5lZiy62RL9iDQaTed6/2Ln3/9nRGLTpGUFoTpkNaSyrvjEK77SGYrvr6yFj3DreL52zcPzKbPAF3mm18Vl8Hbtsio7H1CQZw7kzrXRO6nn2nZax6B2YXYGeoyxvgEET4XaP+7HD/9qwIj1p8W7wTx2GYstfstILWskop+akf7OnLI/VYN4wOSESCr73zrleKifDLS0kjzO0+rph054JVGpP0GenSdQkBBLulpaUQ6WlO3aW+cwhK5sXmceFpZzYZtsX0aBzkh6PeqK77Xuk+zJKsUHjrd/65lLzXwHnqdaov/pub95/MqJZfHtibUrPobvyqqcepFBK/v29C6zk/8XLEGk1ddQLzPSGESq2cMYvuDFEjxxGhWX7S053HdO5HcvKw/69lbTFCgpKCiNBtvZ0fx3jWhSZIFDeeWjKP7wDU8dnuEZ+SHCZWFhHk7cu/JK7LLUnIT/XC8dw//WJGNQaTvc95EpUJpFl4P7+MVEISXz0viUjMIf/mc8MQcclOjeO7lL+5xK0wKFW+Q+OT1hzZxAcHPHXF8GiBeKFGUEs6T52/ILVtAUJQWKP55ASmiT0Vk8NLdkRevQnjt60W8eDpAJt6u93jgF/X51irF2fh7uoondzo4OBEUU7Z4430WL1zu8/R1IM9eviAqLpEAv4c4eTzj9e0DqCv1wysX4iN8cXJ+QWx8BC+f+ZPLe8K9nxP6LoOs5Ei8nwXy4qkrLgGxZYKZR4inC54vY4h540dwnGTLgvg3Ljx++oqg1895EyOZzxL89AH3HB8T/2GSR0kmLo4OPPIqm0tXmIL3Mz/SiyAzNhBvnzDe855gbw8ikzKICfbjZahovEnU0Izj8YP7vAwKwsPbhwzRqu2MQB49dCMwMACf12/EwyrF6R/yUvJ/JyDhR5a97IQwXvoEiZ890bBd4JP7PHzqV95gKs7g4YP7+CZIGgfBgYEyPGdPQvjrRzi6+YoFJiXsOU7OD3G6LypD7hOSICkJcxLDeekTWJZvsid7IhJD3Lj3wJ2yXXggN4IH9+7hHf+hNoCEUB/eRJSNEuRE8cjRmdgUSeEt23P2yhHVUaI6LbSsXI159YwXZfVb/Osn3HNyk1TcosGmmAA8XoV+3MJHRGSAC46u3nxYWigzmyqXZPLi2UuSCyE/MRQPd9+Pw7nkJ/L0mR9Z4uovm+dOjjx9LVpTICEzyR9HRyfiRaYnI5sq5yf6ce+eI6GZHyylFJ+nD3kUUL4pXWzAI+498vp4v/A+jVcvvEkV3xylxPm78uiJZAu91JS/WKDxV5sqn1syll4jrf6Y/GOQEcSiiaOZYbaF5WP1mLr+lHgYQuDH4EeWvX8XIYLGl5FF2fvf8qPI3n8amZG9/yCyIHv/aZL+fOuVv5a9rOS3xMSnSu3T9sOQlYKvpwdPfQLKWx8CPwSC7H09gux9GUH2pBFk79sQZE8aQfak+Yt99v5a9gQEflQE2ft6BNn7MoLsSSPI3rchyJ40guxJ86eyZ2ZmJsiegMAXEGTv6xFk78sIsieNIHvfhiB70giyJ42U7OXn51NUVMSiRYsE2RMQ+AKC7H09gux9GUH2pBFk79sQZE8aQfak+VBvFRQUiA+5jIwMcnNzWbBgAcHBklUcAgIC5Qiy9/UIsvdlBNmTRpC9b0OQPWkE2ZMmJSWFefPmkZmZicjzhGFcAYG/QZC9r0eQvS8jyJ40gux9G4LsSSPInjSiesvYWBLFS4SwQENA4G8QZO/rEWTvywiyJ40ge9+GIHvSCLInjdScvQ8vBNkTEPgygux9PYLsfRlB9qQRZO/bEGRPGkH2pBFkT0Dg30SQva9HkL0vI8ieNILsfRuC7EkjyJ40XyV7paWllJaWUFIiq1sol1JcXCz+Oz+miP7mT84oKSmRfF5aQnFZaDaBHxNZk71P7/tP+XK6dNrHlNLSj8/Jh+fn+5W9z59/Scqf88esEv39JZ+VIZ9/n6zK3pfy4VPy8z8EjJNQVFQeCEx2Ze/Ld84f8+YDknvnk0CeXzjv05TvWfa+lAfSKV86T/r5FFN2nqzL3h//9tKSsvuluJD895+UOsUlvC/ztr+QPTMio2PI9L9On+ZNkK9Tm9q166JuaEPUh0C0skB+NFs3LOX8OVv0xszDRxzmN5alOrrsvBsiztazO9ew+/otNk4Yz4lH3pyzWs8hpwhRzuJga8uZ+wEUfR5lV0CGkR3ZK8Hl4EIa1a2DyohVhGWJolGLYpr6oz+sP5tvftqzX4z/tc10biZPp2FmBIniA75PwcJwEPLNurLdLZG4R7tpUqc2des1pGnTJux9EEtMTAxmZt+T7JUQ7rgL9dbyNFWZiPu7fEoLY1kzuivyTTux2y30s7ML3nozq38L6ip0ZNs1P/H1B5cOo3GjhtRr2of7cZDudZoeLepQv9MIHAMlccSNZEz2chK9MRvZFoUmndlxW7KLg7utCQ3l5Rm8+hj5Rfm4nbBBa+AQ9ji9FH/usNsci4s+H79DFmUvxvsKg9rI01xlMLcDEstSi7EzncOSfc6fn1yazKbZfVFs2ADF9sPxSisg6Ko5Sg3k6dh/IQGZpVAQy4pJGsi37sk+N0k83e9T9nLYPnM6m857f0zxv2jNxFnbKYucXEYuTrtm0UheAe35+xBlQarfJXRV5amvOhyHgIyPZz7cZ4D6DCuxCD1wui+Tshd4bQcTpluR9DEljx0LhjLJ+j7F6XEsnzGWIfOW80YULDftOcuNN+CTLinX/1L2omLjSHbdTZ16XbA6eZnLl3bRpUZtVlwMEJ9TUpRNYlIy+QXFlL4vIi8ni7TsDDJT08jMyCa3oISS7EzSsz6EbP6cjNREktI+jSr7nrSUZPLyc8nOyqDoE38qzMsmPSOHUkrITksjt/A9hfk55OSXUJyVQXpWeYvxfW4K6Vk55Oemk5UraTm+z0shMTFdyohfn1+FzsglPHc9gmKbATwRP4/hjGveguXn34jFb+GIYZx78ow5HdqyyTGUJ8eNGT53Fy8enUJLuS2d+43jsl95cGIB2UZWZC/T+zgK9eoxa+1W+rVTQH/fE3H6g52TkJOTw+xSYPnJ2UFM0+qGwdJ16Ck3YP4hN55fWEHrvtPZvGY6ulPXEBjly7FDh9htPosmDVtxyT+buOjI76tnrzSaqWptGDjPgvladdBdYYf7hfU07zYck7n9UNKYSviH4qw0B6vpXfm91yw2LtSjYfcJBMbFML9vC3TmLmfH4Ru8feuHbld5VGdtYL5uK5Snb6cQWLTASKZk7/6euShrTGGjmQ7Nu+sTHOnF4K4dmbTEmF4d2nP42h0WTDBg864N6K+yIj36BbMmzeWpKOp9GTIne0XJLNKuR+8Zi9kwWx1lPTOy3hfy0NaUGnI/M2mzw2enlyR6MVy5CaNNzdlj50hy6ksGtWnJ5OU2TOj8OzP33Ofegfm0G7KAjUvHoTdrM6Jab7vl9yV7pUWZXN6iT2W5XzE59kzcoRLuepZOdX6nea8VfPpUvI+5h3ZHZVZtWo1Kq6bsvf+SvQuHMnDyMoxGtUFt0jZxHhDnStdaclQYsFx8nbPMyV4JkR4XUZavShO1pSSXpcY92kPVn+Tou9mR0AubGT5jCxs26rPvYQgvj65mjsUVyprwfy97KU8O0LixCpsPneLUiW30Ux7O1VcpZEV4MLp3G377rQpqfY3xCY/i7Pqp1G+nSKe+09i7ZRWavXQY1LoJ9Vvp4RKX/fGHiKTO9fRaGlX7F7/VbsrWKyK7L+Da2tHUqVaJLqpKqGiN40W5tOO8eyFaQzeSSzKmvdWxcHiN18V1dO+ug3bzhjTsMBbvrELSQ26j06kq8s1ao9qxOSvPvSQ57AEju8tTvXpTFux+TLl6FmA1pS+6ZpfJ8j9Os05DeSpW5gimdlDC/EYUxbF3GDlpGRHZ0Rh0UmLD7RgKgi+gOXAMLr6+GPZsTkNNM0IzygstAdlGVmTvned5llkdFb9eP64Fw62fUBD/hDFarajduDNrL70uP7m4kPTMTN64XmCIshYnnX04aDqE/tMtOHfkNN4R5e3x+9azGbvshPh1WPB3NoxbmozV/OEMmr2OOUPV2HLmMbaL+6Nn+Qhi76HcrSvXQ8qKz5JMTlibccYvH/wO0KznEB56ujCkWUWqNW7I4DlnSE58w8b1qwgsBK+dw2gxaq24cjJZKFuyl5edQVp8IJYGwxhpeICAR7vorD2Bd8Vgqd+Fqau2YzRxHut3bGDBxs0c3WSMyf6Hn32HzMleXgQTlKqx2S0Fwk/Rsfcg7j1zwXzaXEb278Zcy9ufnZ7mc45O8r9So2lTRi++QREJLJs8mImLNzFpcA9sb3uweUZ/hs3fzdmjZ3kdnyW+7nvr2UsOuML8sbMYptmV5Xaiuj+F3caLmDS8P4PHLP+k1wpKC3NJy07B67INGp0HccM/gaysTOICPJjVVx2j7Y7i3q0Ty0fQWLEhHUasE3foyJ7sxbNnsQmThmszaJQZ4j6p7CiWje+OfKNmTLBwIOTSVoZN38j6LXOwPnKMxbMMePyu/BuSk/5G9tKe29Hkl4rUlq9HvXq1qd1Cm8eBEewwUKPJ4BWcsllK0wq/s/zcA2znD0G+/kju+wTzcN98FCp1Ye/V4/Sr3hhjW8+PP6Qw+DptGtbH+MB1Lu2YTcM2GtxyuIhSi8YsPXke6zn9qS7fF69POv0cLKbTWWMFOSQxp2N71t705cmxhchXU+XA1SP0rtoCq+vPOGzWF3ldI+yv7adD5aossXVgn+lAGnUfx8LpA5Crp4JzTNkwdEk8c3Q7M/OoD0U+R2jSWQ9PsTJHot9BiU13Y4h4aI3+uuPizJ6mpMS6GxFQ4IWOVn8OOLhy6eQZDttdIDhfkL0fBVmRvQ/4XzCnQev+PHqXgt3SOazcZcusEYNYdVU0jeFzzi0fTe06XXngHcqeOb2Rr9eSxjVqozHVhkSRAyV6MrC7EtYP4sXnf3dz9kqKsLeaR7Va8tRs0BH7JxHsM+jI8C0O8M6dTqoqnHj26WiEiGhmaHZC1/wciRGPMDVYzrmT++jUsDprbkWLzygNuUXnZm1Yf1UyhClrw7gi8gKv0qVOXaZsukbgtQ107DOMhALYMUcdnXVX8Lp0GG29sRy7cpIFc+ey5/Re5k+ZwbGbkvtsyxYZk72SPGyX9qeuQiO6tGlD7XZaOASlU1RYxOHZ/dHfcO2z0+M9zzHfcAMXjm6lZcP6HHsaz6W1k6hZR4G6bfvw1DecDRO7UK9BKxSr12LIAlsKSr6Tnr33eYS/8cU3MJKM7HQKCrLYOqYnxgfdRUZAdlYevqeX0W+IMQl/vJYsNoxWRaH1IF7ESupZvwtrkK9RF+ub/iS+vMiYSUs5uduEjiM3iD93vu8oE7KX9jYMX19fEjIyyMrK5fWF1fQdtACR5nseWoW+mQ1WpuPQXXcH8pJYYzCB0SutOXNoHQYrNmC3x4jpc3YRnvae7My0v5a9ZJedKKpMQDRDTcS2Kc0ZMn8LBjodmGF9CX8fTzbP1aLf4l3snD8CdQM78Xluewzp2nslJbxnWc8uGO13/fDVxN1aR1NlLSQzgrxRV1fFeJERatqDiRIl+R1CrXMvRA2iDzhsm4lqf9F/ZB4LunZm3S1fHtsuRFVbkmas2o0NRx1YPqk104+Lhl9ho157FlqeZ9mEDqhOXMEx231ssN7P64SylnlxNNMHd2D+mQAKXx6iUfuh+OSJPkhiWodOWNx9yQ2rhWw54SuWPf0OHVh3IxxKfdDsrILlPUlBLvBjIUuy99b7NBoNlTngkQo5rqjJN0BvyiTaK9aj0yhzQj54Tcl78t9LGkl3NunQe9oa1s/SQmfbQ4i6SeM27bkZAykPLVHpOYIA8XP0/cleaewjequ04VQA+B6cRM9Jy9k8dwCjbVwgzgnlbl24Eli+qADS2T9jID2GbCBdNOnD7SS7L7uJP5k9uDkzjgdAThAzlTuhv/Hex6vmyZjsFRaWTaOJvkV39V5YWZijPnQSiSVgOaktwywkEieaK+56ci2mWw5js2EO68zXMXeWhXi0xXrrFtmSPdFIbnYUZ3dvZ++y+aj0GIJbmcnsmaqJ/sbrn53rd+cQB+++ElXxjB7YhQUrzNHQ0sA9CW6bD2Cg4RaWTFRjsu0reHUUhbYqvMyGA7us/vmyl/KSwS3kkGs3gjfiQb73rBuqgvEhybMi4vlRE/oOWcQnnVFQVEBB2dwry2kdGLDiEgWFkvo73n4lSoNGMH/4ANp012HckK5Ua6TCebcIXNxcsJIB2Tu7vD9ycj+x/kaY+L3vqaX00zUjvTSFOV0b0l1vAv2Vm1G/8zgehYkUsASywlllspBDh3exeOUC1sxayLbLr8kpzMX4L2XPdQ8KjVTZdeE2t2+fZkTn6hjsc+TKxtFUqd6SLXsPod1anqWnHNltpEsPo1Pi6513zKa92mIySWOBcjvm7Xv88YcUhdnTvlE95tqc5cQWfRq264OD02U6NW/JwoPn2DRdk1oNB/JpA9pl1xwa1x3AoVObafmzAhvvvsbl0Hw6aawkh0QMOiqx+cITbJcPoM5AUy6csab97zVYcdSRfSYDaTxmI5ds1zJxzlriP3TClbxl9pBO6B/2hlRXVH6vwrStp7l5diNNGnTjnLMnq01nctlfVHNFMLFVK9Zcj4Q0Z7qpqnL6pWgWpMCPhqzIXkmqH3rN5Wjd35DbDxzxcL6C4VAteqi0p/Kvv1BHbRYvwiNxu+9Bcvwzpg3qxbLdF1g1qiN6q09wd/9CWvadz9HtC1Fs3w+f5BLs1w+n/Xirj8uVvjfZ450ras2rM3r1MSymdKHrtC3cPriEVn1mYrF6FEo9xxGSW8DLRy5EJKTjcsSQ33+uwvLD13F29+bVLQsa1G7LRqstdO3QnNPPotgzQ4lqDdU4dtsBN59Qcd4sMJIl2Svh2tZJ9J6wikt7l9O6szaOHk4MUOnGIuutaLdryNa7kZIz032Ypz8Tt8gYdiydwrb9+zCcZo6oJLWxkDXZy2O/yTDGrD3M2Q3D6Kq3kPiyB2PnxB5MNJf07EW99ODZ61j8ri6jVt3uWFqtopOyKicv2KHUVIGFNqdZrNMC7WW2nN0whXZ6yzmyeTqNOg8lIh/2brf858tecQGxEUEERcZTKM6DPFYP7sz8/eVe4Hl4Ab21jcTDuFlxb3B18SHO/yqDevdhl91FJqu3wnDPJSzn6TJ2xWFsl+jRUXc6O82N0VTvQYt61ZCrWI+tV1/x2MMVaxmQvcykWIKCgknJlkiL93FTNAYa8640CZs5g1HvoYJ81Qr8Vrs757zeis95fnYdc7deJuL5aYxWrsDSbAkbT70gqzDvz2UvMiaWDL8LdK1Vg0oVK1ChQgUaq8zldQaEPr7NrP6a1KxSGR0jG1LyiziyZAy6Ky6Kr3e3XUpf3fVkkc7qQX1YaVc+jCtajeR5aTPNalegkkJrtt8StWbAY78hTRrKozVIG+Vug3n6yZy9rKCb6DSpS9uuIxnWS4s9jwLxOL0K7ZEW4nl8S/posuVWMIVpPszSqkdjVW36dmyK8XFP0qMeM0a1BhXk27D63EvK2+VFHFs8Eh3Tk+Lf6eGBuXSqIvo7GzDK8iIJka4YzjTCX9wSiWB+795Y348j981Zemjq4SVZWCfwgyErshd2ayMNatWgluj5rlCB2eIhFRHvmD18MNseJEDYJTRbDMA1K1/cqmxSqwKNek3mWVwe7zPDMR3ZnQq1W7D8jKj3G2zNdBi06vzHn/HdyR75eJ1dQzuFCtRQHYF9UDKF2WEY9WtGxVqN2ewoGo+IxkClJzYXndkwoxM1atemetXK1FIdy5uMbM6tG0DFihUZs+Ue+TGP6d+uLrVq1+L3yhVRM7AR92LJ2py99EgXpmvWo0K1Rqw85EExJThYTeP3ihXpPs+apDxJ98yLs6uZtV4y+vPsxloGaA9lwyEP8futsjaMK3rGXI6gLF+ROq26c/HVh9W4cMRIDyMbSU/vEYMhjDSyo4QMbOaqUrFiVWZsF+VDHk5759CwWgUa9Z/Jk/hschNfMWtgRyrW68DW65IRLMvvbM6ehHwsJw9g1YlyL3h5ZjUjJqwRi/+bC+b0UplJdGk2N81HUa1iBbqOWEN8fiGxT47Qs2UFKrXoyZlHMR+v9z61FNUJW8WvH8jIMO4feXVxPcPHLvtsqNt2yThGrr8peVMQy5q54zjrWwh5IWwyHYL2sJV4ReeQk53+Z8O4iwkKDqa0uIjsssC5oiOnrFesUPRvcTFZGeVGVpArWh0r6WJ9X5hPdk6+eDec/Jxs8gult2sRTerNzJEslyhNCuLYuTO8iEol4KQ5qmqTCP3DJUU5WYi/viifgqJi8c/IySmQ/IzsbPIKC3npco2jd56Qkx7NrK6dWHFetB2C6JosMrKlVwXH3t/FoKHziCz7qDBT9HeKVv2Kfql8crJEf4OIEvKysyl4X8o965mMmruPspEqgR8MWZG9wrwsMjIyySx7tvMKPzSDSsnLyRHf66I5bNlZ2XzYuikvK4OcT0cxKSIjq/xJKBCvkP+w/ut7lD0J+dkZfNiJRkxxLhlZuWVvSsjNzia/oJCcrLSPgcUzssrKDVG1/aFcLC4gMz2dTHG5kkF2nmS4Uyb32SvJISPz89EO0b31aTbm52SS/2FcjiLSkpI/3lsyt0CjjKJs0f/7p7kgevZyyCuQPEii1zm5H3aTKBI/k5+Sk5lBzqc7e5UWkFFWb4r43hZoSCgV+8KnXlAsqs9zJfVtSVE+2Vm5Zc9TqdgzPp0V/z4/g4w/5Kno+uyyfJTVffaKi8rz6AOF+bnlZW5JIdmZ2R9HVopz00jNkJTPf7Ea9/82gkZpRjSWRjOZMNOIaaMmsOuezzfsXFeC/60jjB4yBuM505hoakVk5t8snMiPZvMaY+6Hfu2QbDZ269Zw2l3YauVHRVZk7/+C71X2/tvIpOz9L5FV2ftv833K3n8XWZW9/w3/GNn7QEFuNrmfbrD3LRQXkpXzoRX+dXx9dBDR7uZ/TBP4kRBk7+sRZO/LCLInjSB734Yge9IIsifNP072BAT+6Qiy9/UIsvdlBNmTRpC9b0OQPWkE2ZPmT2XPzMxMkD0BgS8gyN7XI8jelxFkTxpB9r4NQfakEWRPGlG9ZWxs/PG9XFZWFnl5eWIDDA6WxDgUEBAoR5C9r0eQvS8jyJ40gux9G4LsSSPInjQpKSnMmzeP7OxsRJ4nl5ubS2FhodgABdkTEJBGkL2vR5C9LyPInjSC7H0bguxJI8ieNCLZE5U7os480SEM4woI/A2C7H09gux9GUH2pBFk79sQZE8aQfakkRrG/fBCWKAhIPBlBNn7egTZ+zKC7EkjyN63IcieNILsSfOnCzQE2RMQ+DKC7H09gux9GUH2pBFk79sQZE8aQfak+WvZCwz8+IGAgIAEQfa+nkBB9r6IIHvSCLL3bQiyJ40ge9L8pewFh4TwPieZwJAo8sVRTYqJDw8kPvXf27BYRFZiFOHRCRQV5RDmH0Sq5Av/XynOTyfkdTDpksjMn1GYlURoUCR50h/91ynKTiIwNLosz0WUkBAeTETcn1UOBeLQTZ9SlJNMkH8o2X/I5tzMBGLfvSUmIpyETElomdTYCCJjU8Svi3PTiU1IJik+ipj4FNKTEohPkw4z9yMjU7JXnISfjw9RyeUhzxKjg/AJf/eFCDbvCfP3wTf43cdwPRlvA/DxD/0sJBaFmYSERlNQAiHBwf942SvJTcLn0zwoySbAx4eYtPKoOgkhfrwKjCy/6BOSovzxCY76LIRRfmoCcclZ4tfvc1Lw8/Xl5cuXRCVIQmEZyaDsZSeF4ePjR0pZcVGc+Raflz5klsVDK81OwdPrBclFkvf5KYmEf1KmyYbsZRP02oeQd+Uhz1Jj3+DzJpxPi+LC9ERiEz8PiyaipCAdH9/XJH/6QBVmEh2b8DGme7S/D28iJEHvRciG7BUS8sqHV6Hl8YPLKSHI35ew1PIy6m2YHz5hn0exKspKJrgsXxwdfxzZS46PJTVPcne9C/bjWXBMWVlUTGx4DKmigvivZc+MqNg4kl120qDjCHzSRakpzO/dkPmHy4MXfy0PLEaiPnoF0W89GdNJi4tvymPq/n+REXSNIR20uRUlLa+hd7bRtelgvP4fAuAmPrCgQceRvPqYRUXYTBzA9LWXPz9RRGEU5ssXcev15xVH8ovj9Os4DLe0T6ugLHYunsC243aM0ezB6ish4tSD0/szcOpu8Wsvu5VM33qUg/OHM3rBEZ457mK8wS6yP/mWHx2Zkb2CWKwmq/CznByNOk3ldVopiX5n6ahYHbnqzdnmEPSZwLgcMqbGL3LIVWvDYfdwwp+doXujn5CrVIcFBx5+rMzcdo+jcodhhOZBbEToP1v28t+yfnwn5OTkaKA6k8DISA4sHUIFOTmaKA/lSUgywQ930aa6HP/6XZ7lx10+q7TfPruISv1/IVetHhvsy+Jwv49iTncVZu90Fr99dWYx//pXJapXq4KB9V1x2kIj2ZK9rCh3hneshZzcT/Sds5eYqFfM7NdUnK89Jq0hLjmRMxtMUdPSZMUJUR6UYGs2g42XX3/8ju9e9krSsFs0iEo/yVGr03Dc4/PIDL2LZuMKyFWuxbILH+rNeEy0ujNp/a3Pr8+JY/207uI87DxzByniOrqYM2ZjURuySRwb1u3EUhr+Kkdl+ebY2PuKL7P87mWvGMddc/n9Zzl+qtmeg86hn3xWyt39BlT+TY4qXSbgnfqet+5HaVtLDrk6Ldj9SFKHiTgyX4Va2kvFr52d7v8Qspfx5hI9GqlzMTSfnFA3JugOoc8kfR6/LaQw7BZTpyzhdZakmfAVsreDhl3HES5OLWZxH0Xm2b4Qvw7yusVN+8eIG7A5cXi+CCT6tS9Od91IKysRs2K9uHvvMcdXDEdjzBLeZb/lht15gtJF1UgWz5xvcssz6GOQ48QQF27cvE1wjKjXKRsfD29ePH+B/U0HYjKl+xo+EO/vhb29PZ5RqR/TQv3cuH79BtHpH4wtB1/Xm9xw9UPU+CxND+HysYuEixvwaTx1uoH9PV/ySyDK0RLlZtKylxoXwPXr1/GJePcxLeaVE46PnvDqpRu+oeXpot//lafo93/JrRt3CE+RNNcSg725ZW+PR0QqJcUZPL3/gJhMUYZl8cLlKa5n19C8xxT8E9Nwu3uN1/Fp+Dpc5Y6b5CFIDnUV51F4XDZvH+9FvpYiC21dCA95jctzV1wfPiHQ15srp24Q90mnXIrvOfp20eNZ5EuG91Rlzaeyp79fXAAfnDeabddfctJIj6Hz7MhKd0Gnx0DuRn0I1C0gK7JX8OYUjRV7cuquE+OVKrP2ghsb9DUZaeWIw9E1mO+7+bHHriTOhU5NazDb7gl2i9XpPGktVw+vx8j8FNd3T6ZF13HEip6pRHd6N5RDrt1YRLfMP132gs4Z83NzDW65uzNWsz2jDReh1bEZJ589Z880FUYt3YfZsDaM2XIa7xurUFIZwsuPjbBC9s/rR/f5Bzi7ZRhdB80nKSOBnbMGUeWXSiw69ER81tmlOnQeOIYDJ24SlS7JUdkaxi3lmJEKlfuv4KnTUZSUezFvznhUNAfz3N+Nqb3bs+7QKWaPmc+R8/vRX7mZyGf26Bus49PS8ruXvfRXGE/V57zjPQw0mrDoyEMubR5P1+k7uLRrMp00pxKfmczBBcOo8mtFZll9LmiBl1bQss9MnL0cWWm8mFdZOTgfXEWdSpXoPnYnRaSi36U684454npQH6W+MxDdijutvm/Zex/pSCvFWhiffcqh+d1oNW7LRx8oiXSgRzc19j56yf6V87j24g2Ws/rQb+VJ7JZr0W34MkRdNbk+J6n3LznqDF0rvu5HkL3kUCfGdFakSsWO3H0Lr44tZcyCQ+zdMxsb+2fctTBm7Xmf8vP/TvZSvY7SuKo8PfoOYMCAPijWrMMm+1e4n1tJ/boVqFm5JhNXXeJdyHU6V1JAuV0bKshVwvSULwWp3oxs+zsVaijQpL48vadaEf/WjQENlbkWncaDnQbUrfSTuFW84rwnES/PoqxYhZrVq6A8YDVR2YFMaKRA7XpN+U1Ojp7jtpL4hbi0iS/PodaoCpUqVUah43Aex2bj77iLZgrVqVjhJ1prTiUgIxev42Y0+F0OuSo1mL3fmYzYO2g06MG9t0mcXapL9Rq/U7VSA9Zf8CPa/QBqLXV49onsJb66Q592jfi1YgUUmqlx4/Vb3r48i1I9OWrUU6BuZTlGrvm09y2Yyc0bUUu+qbi1pzJqG/6vnRncphoVK1VBXkkPe7fHTOimgOnVGEqCTtO+yyAOH9iCiuY4ls4eiKKKDl4xqewYpc4k82vEvL6KquLv1Kz+OxpDDFkzZwQ///wzzQYvYMfKCfxcoQINu03g1PHtaLTU5mFqeYY9OTSPFlrLyckJRK+nKmuvSmTv0MwBDDY4IuoExnDKVBziszk9X4ch4rQsjIeqsPrKp62tHxtZkb3S3DhMx2qioq5Ot4FTef3Gj1mDVNDRm4XB3E2ElY9iUpIehcPd24geh7NLetN5mo04/X2UEwPatGHWljviBuCxJePp3VuFFr1nEJb/z5e9hIDH3PV4I+5tGTegCwbLVqGh1JzrIW+5sUGXLmMWMLNPS6bsvEWC90lad+zI5YCyqqg4CeOhLTC+GEXRs4O00RzG3aePsLXYw4JRvTHe5yYWwtWD2lJZoQa16rZhxx1Jb+kCGZO91243cQ/PpjTkEl16a7PMeAoqfYYRkfiWJSPbM3H1PlbNNGTagtmYbbNk25KZmJ92JfntW/LLxie/e9krw3HPApo3HsjTkFi2TO3AzOMBEHAeJXVtrns85ui2vZiO08Rg683Prru1dTId1YYxa8x0jjtGiPqNOW6xm82LxjFMfzO5pDClU1VMLz4n0mEzjZS1CCyEfTstv2vZIyuSOw53xYJ3bGF3VObs+9h7nvBoL8qdejJ1zHRW73QQTZpgpnYzNt7PIP3+Rpr1nUJMWgIWMwfSq6cynUaYi6/7EWTP+/ZRdmzaxCiN3lwKKybWYR+DR85hjtlsdtvuxmDWfJ7FJPM2UTKdJOVvZc/zCI1rNER7+BjGjBlGizp12XThKbdPbsdgxV4W6nSm66iVBAbdRqViK2y937Bvan8GTd7Ho/NG1FYbQ2BSFNsnqqIycgOxb90Z3EKDax4ujFVvzmo7H17f3s++c454PziH/iILNs4eQ5M2A/B6F8DExs2Yf+QJ8T6HaNuqBedeS88fi769njo1KjJAexAtmnXj2pOXzB/UnMFr7MnMiGCSagNmbjnCnMEdMNzpSpjzcSyPXicm8A59mvbGMTicfVYrMVu/l9Eq8oxYf43QJ0fo3upT2RP1eqnRRGctyZlp7JjckV4zN2IzfwCtp2/lXeIbpirVY+Sqi5/8ZkFMbNoMfRsn3gWfQ61rZzbbbKJDo0r07T+YNg3bcuJ5LJfNx9Jv7mEeHjal/6SN+HtfoKWcHHJyv7HWPkr8TVv0eqK/+hKBHmfQX7iVTXPH0bhVPx54OdBbWZ0Tz+NwsphAvUaTCc7KJ8nrEGpN+vLoE9m7aj6U9jP2QEEoOj1VWX9D0l9razCQoXOPkZboxPSZJmKhPjFnEENmHhZ/vm2qFuM2iSpzARGyInuFiQHM1OvD4KHDUdcezSMXFyaqN6Sz1ggGdFKkz7y9UnM+w69sQKFBT857S+bGFIQ7MblvN8Yt2cdrj6uMGmWKw40ddOg1hcgiiPuHy56EEvbo96XF4JUkpLxlt+kAavxcFcW6DdCYuhFn+310qFuFOtUVqddcjcuvyqZ9vH+L4YAGLDwTQomPHY1VB+ASK8mwHRPVmbvrkWighQsHdvPQNx67BV1pPmqNWJhNFhrJkOyVURzGxK5t0TW/RmbCK6b0aUKVX+vSuI4C07ffJ/bZfYxMV3Hj7inmzzdlj605YwYNZd1eV/HlW7fIiOztX41qRxVO2buxemxbZtr6QPA1WqpocDtEYraHZvZh6obrn113fcMwajZTZszgfjRq0Rf7MEkl/dzWiP4jV4llyOW4KY2rVEShliINOw3BPw/277T6LmUvwOUiNjY78IyWNJ4Cz6ymbiMNrvklfDwn9r4NivXrM0R3FB0ad2DTkQvMHNyCDXeTyHbZTosBkzmxz5qp8625aWtGO93V4uuc78um7OXFv2K/jQ0nHJ5JhDjHjwkqKpx6nS2a8Mlp67Ust73Iyd2rMNmwFctVI9HRWYp7RBa5ORl/LXuiOXuKKhOQTE0uZemAFiw94cq9YxvR1RlFy/o16D55G6FvrtO9mQ4viuDmijGMnLWPK3vH0X6cxLTdRHP2xqwmOs4dndZaXLh/G53ezbB+JpKREmLi3/Hi5j5GDRuNSpumyLcfg1/ia8a26sZOV9FN74lq19bsc5Oe1Jod7Y/tNnPMZoyjUf0GrNl7gglazVhmnyz+3GJaNwYYrGVC/zasuCeefEjM23ck+F1Eq6kmd0PCOLJ+DkMG6KJQswJTrR0Je2L7B9krYvO4lvRddUP87smOMbTXM2LJeBV0LR6I02xGtWPEinMfLoDSAMa26cIGe9FgxRv692rHhpMeXDlowbLZk2mqUId5dt6ketrRV0OVAf0GsHCXKxl+R2hdvQOaGu0YbnZG/FWWI3oxde1l3jw5wVhRHrVtRu22o/AOeIRm9/7ciy/C1XICbUdbiM9P9DiIWpN+n8nepTU6KM3cB4WR6HZUYvlFiewdmtaXofNF8/N2s8DslDjt6KwBZbJXyvrx6vRfdunj9/zoyIrsBZ9dQO0eo8UTv3fM6MQIMxtm6qpg+QzyH6ykmvJwwj4ZvU/wPkufpl3Z7ywZfIsJ9iFK1PuXcIeuvbsxUW8g1SvVpU2rBvxa4XfGbbpGUGwsS83Myr/kH0cxjjYz6NJJnyBxnVPAm5cuPHZ7Ke7t15i2jZi3Ibg8dOf1zb30Uu3NnYgPz1Q2K0Z3ZOapENJcttC2py6vyia3bhvbk/n73SHbn6ULDPFKghf7R9Ns+ErxFBKZk73CRKzG9UR74l7JPM/cZDzdnXn+7BkrhnVi6o6HH0+1t1nI2sOXsVk9m/2HD7Fg2lrxnGAbiy3ftewVZyfi90ayXZmzxWC6T1vL+pnaTD7kS473fjqoauFZ9l++R18T/Y2fy56z5RjaTd8nqtIZ1kMBk7OSCFZue+fSf+QKMiglMcKbB85PeXZiDd3UhxFVAnu3f5/DuJc3jqJ+fUX2P0kh7eUZejftxlE3yULBD+R67KN1L13xFJHTi9XQnLWOhaN7sPxOInE3l6CqO5ZZg1WpXKcxLRrX4dfKCqy/6Mvjp65Yy6Dspb04S/v69eljfEAie2kvGNtNhZN+n5Qlma9ZYGTKhTP7WLphHfuXLWX9iedkFeZh/GeyFx0XT5KzJdWaD+KF+LuSmaWmgMnuKxgNUqBqhwH0694YpREr8fe9SPuavXicVcx5owH0nbCdEJ+j1K/ZhNGzZ9G17m+00VlPbLwLvWspcS0wGPNxqtTvNZzBWu3pM9uSHQs1kVPoxJDB3ZFvNQCP+EBmNquHkpouU4d1onFHXXzSsrhstY2bz2M+/tKxTkdo10oR/Tmz6dy4LouPOXFkxSjqtOmD4ZyxKCo04+STV+yZp02NbkMYNrALSuM3EvTqJr3q9+Tyw1toNJWjueYourWojJ75VYIe7aW9giYen6zdcD++mJp12zPDcDZd6tfC5KgjD48upnJjZWYaTqZZ5YqMXXe1/ALCmNGqIW06D2TaKBWaddLl2s0r9FJSZKLBHNSa1WCc9QMoSWGRhgJylbpy710J6Q82U7fLBNzdrqLZrguXAuOx1FNh4tIznNzUD7naSgwZ0pM6Lfvx2M8VrSZ1GDjDEmuTITQfsUX8k+Mf76JdDVWcUsplz8FqIi1HrKeUInaN7Ui9lr0xNJxFy3qKrDrtydENU1l2VjLGv3tCTzQmiebx5bNoWCdmH/H++D0/OrIie8keh2gsXwed0RPo2LQJ6697cnrVGBr3HM5QjdZozt3N2wRvbNbuJTg2hKldfkGuegvmmi7C5rITp83H0aRjP/SHadJ5wCxu3rnGtvXmGI5QQ66yIluuehMeE8WSf7DsJXkepbqcHIq9RrFokRl3HtxhqmZrtMZNY7BKKzZd8sTeYjyNVAYzc1Q3ek5ZR2JROnbrN3LvTTIP9htSv706/Xs2pJ/BDiQj38Ws11FC38oZSjMw025FY+XB9Gwjz9y9jpJhXJlaoFHKgz3TxIsx1McZsXC1JQ9uHkK1dUsmzpxAZ2UVLryU/K2pAVcYM3E+4RmZ7F01gfnLVzDTwBJRm8J66/cte0UJnozo3AitEdPp27EZpice8+TMKhq26cEAjab0mrhBPMdOhPXoroxeJZny43pyFwfPP+Wd3xk6terIsHF6NGmpzuWyRYyPbKbSfZAZ7ylm96xetNAazdRBbRiwcK94Tq215fcpex/JCGJYSznkarfF0NSYndc8iPS+h9WWE6RmvWFK7w70HDEB5VatWHfdk+tb9anfRYs+Kg0YteIwLrdPsd58DWN7t+CnOl257hWNi9sjrGRQ9qRI8kCnVRuOlD1flL7n/JbpmB56QlrgVQwWzsBI3wibqwHkFOb+uexFREWT+foG0xZsLlvEkMXB5TOwexzO67t7GdK/H3OWLmHe5kO8fvWIJbPMeZNXgvvRTay2vkEpxTjtNqCv9ijMFi9gze4LJKcEsHa6Ma5JJRTGPGDeiJ70GmiER3weGW9uM2mQFpOMlzLLbANuAa5M76bOoBGT6TVoFIfdRD0KGazW6c+Kw08//tKU5HHrwDJ69ujBWJO9JIjWcRS+Zeviiaiq9sDmspu4gH0f/4Qlk3rRU2MaDkG5lCQ9Zdn0pXinZOKwZyH9hoxgwVITlh66RZj3XczmrCf40x1NSgq4vGc5aqpqLNx2omyFagqn149hmMEyDAZ2ZNL6K+XnlwYyTaUn/fWm0HugHjvE8zAKcT6xHo0ePRg215KoXImMnZrfml9U5oq/M8P3MtOMrUjhPVe3LcHq7COubV/NjrOeJEU9YOqQPkw0XsJM07U8Do3l1NZ5DNQ1Zt/+TZjYSFqLaW/uYDp9Ja+yymUv4Ykt6hpTCHwPRSnP2TJ5EKqqauhvOUdqcRqntq7D4bWkgLmzazXr9jhSkhfIBM2eHPL8vMX1IyMrsifaSsX78jo0evbAYKe9eHixODec1bOH02vyMl5ll1IQ6cDcMWY8eu7Ewkk6DBrQjx5qquhvu8T7giT2mgyiu/Y47J9LetFFFIfeZubiHYj64KPD/tlbr/he3cyAQUPor6WOmmpvDj+OJu7JaXR79WDOFjtxLxzpAawY1wctvRl4JYva0/GYj5vAUdc4KH7HFoOBqI+ajXvyhykmJVy2MGPfDUnDKSvWkUk6vRhmvPvjlhqytUCjiAvbpjFw8BA01bujOngy7jHZuB5eSs8ePbG8Xl5W+1zbwbYTkpGQ2Bd2GOjP4fQ9ybjRFhkYxn3rcZzhfdQYveQAqaIu86K3bDfSpZfuVJziy/c0sN++jO3nvMSvr24wwnSrqNwu5cn5rfRU78fm6/4fz/W338uqTXZiIc6NcsdwcC+GTF1MYLakbLf4zlfjZoc6Mn3kEAZq96W7miqGe2/h/+AkMyebI5oskvzanuHa6kzcdEHcmCpNC2D5JE3UJ5nyUrywUUK082EMNkhG1pwcHWVyGFeKzGAsjBfxIKJsgnV+DLs3rsQlWlQMJXN25zxmGR8ULwDNykj9s2Hcf8CmygVP6V2rFVvulffilRamcmy/BZfcP99j5/8Lr6t7mLflJDEhL5nUtRurz4tWKpdR6sfg+i1YdvGvIpFkcGDVSBpW+5npOxy/sLfZf5CCcObr9GHnw6/Pu9A7FugMNSHms43UfmxkR/b++wibKn8Z2ZK9/wyyskDj/xrZ2GfvP4uwqbI0SUl/ukDjHxAurSiK/eYWOPonlSclB+Jw5x6fjE7+v5Id4YO1mQlLlyxmre0V0ko++cVK33JkgwU3X/yVXOVw1tqEaSaHifk/2NPP28mO865fL/FBD65z5l55K1NAkL1/ByFc2pcRZE8aQfa+DUH2pBFkT5q/2HrlHyB7AgL/QATZ+3oE2fsyguxJI8jetyHInjSC7EkjyJ6AwL+JIHtfjyB7X0aQPWkE2fs2BNmTRpA9aQTZExD4NxFk7+sRZO/LCLInjSB734Yge9IIsieNlOylpqaSk5MjrsyCgyX7/AgICJQjyN7XI8jelxFkTxpB9r4NQfakEWRPmpSUFAwNDUlPTxeXPXLv37+npKQEU1NToWdPQOALCLL39Qiy92UE2ZNGkL1vQ5A9aQTZk0ZUby1YsIDi4mJEnicM4woI/A2C7H09gux9GUH2pBFk79sQZE8aQfakkRrG/fBCkD0BgS8jyN7XI8jelxFkTxpB9r4NQfakEWRPGkH2BAT+TQTZ+3oE2fsyguxJI8jetyHInjSC7Enzl7IX+P8dQUNA4B+IIHtfjyB7X0aQPWkE2fs2BNmTRpA9af5S9kLDw8mP9+PEBQeSRTFiS9O4d+YcLyLTP17wnycf3/vHxTfwudv/XuSGl3fOc+mO9xdCjhXy9MYlHjyXxGD8SF4CD90f8NLjIefveIqvK0oL5eqJK0SIwxjm4eHuil+gH7fO3yLmXQzOjh4klYfjE/gBkTXZe5/oz6kLd0kShcQrecu149bsPu9EWdhmMaUZkZw6sI1t2yzZuXs3N9xFvf6leDscxMrmIIHJkqcuLcwJGysrrrmGid+HfCeyF+n5CGfvqPKE0lRuXL6Md4wk5qSPox3We44RVvDH0iUdlys7sdp+kqiy0KcZcS/Zvn0nDsHl8aRLkkO4fcedrLL3sid7Rfg62WK16yihqeUFZLL/UxxcA8SvM0JesHP3AbwTJbkQ7/MEx2eieOESZEX2CuMDuH3Pk1zxu2Ke2h/GyvoQAUnFZIW5Yr1tG9usbNi9ey/PI0URpCWEe94Q13uW1tvZffAoEVmQFfGUnZZWOPqEl315Elf3WXPg7B1xLGsR36vsBbk+wPV1vORN+muO7rHGzuHlH08jL+4le6ytueItKVNEsafd7E9gY3eTeFH8YVFc3Oc3sbKy5s4LSWhVxx9B9koyuGVrwx67a3yIuvz4sh17rzqJYwhTmo7zLWcisiWZ9BeyZ0Z0XDyJDyyo0kSbFyK/K37NkLoNWHnpzccL/rOU8PjIQtoo1Kd506bUrtaEFUef8LVuddl8LgvWXfjC+WksUmnBqBVXPkv1O7OccUbrsNs8EwVNE0R1Xbb/KTpUbstVUYSzdHfGj5nCuWtH6VlXhbuRb1isN5gdjn+QRoEfCtmSvWLOLVZDTqEPoXl5nDbR5vffq1CjXgOWHnf/2HAqiXFlWA9FmjRvwi9ycgw2P4ufw0Ha1K+FfPUqqE+yJDb1FdO7NqJWXXlqK3THITSbmOgIzP7hspcb9xCtOnUZu/7Ox7Tw2+v4+effsHZPI9v3AkryValSvQLaJgclBamYUlwOmdBQoRZ1f6/MEOOjZGbFsUCvLb/XrkH1LmPxEbeLM9k2UR2F1rPFgd1FyJrseV9aS6Mqv1JHvhq9Z9mIpbYk+xXj2zem1ww7IJXNM6cyaNRQ5lqfpLQ4k/XTxrLbubwslQnZK3rHaj1lFLstEcuY//Wt1KtZjZrVfqf7pM08uLqT1oqNaNqoNnJycmy5F/vx0ocH59GokSKKClWR+7U+5+45M0lDgRp1atKkjTp3X4RxZoMetapVoZ5CTWZaXkfUHrP6DmUvM/gGylVqM/fgc1FLiGX9W1K1Wg1qKipx8OEHqRMVT29ZM6Izv1StRO22/XCNKyDknhVNGylS+fcqTNnpRGacG5qtalGtVnXqtB7E08T3uLk8kG3ZKy3k/MaR1K5eCQX5GuhbXCfU4xJ6OmMZNm0s1wIzSfM4yqipq4jMl5Tifyl7UbFxJD/ehWKXUfhmiDL+DeNad8TGOYQAt+sctrvGiTUr2Gpb1soojOaU1UJWbbHh8N6t3H2VKo4Pe8LSkDmGm/CMktawz8llfe/WNFVeSXZpKbc2jqdbXyOSRTdHpDumsw1YsvUgCWVfE/H4CHPmzOHAg1Dx++dXjmJ37Zn4ta+9NXMN53H0iqhVmcsabRWmbbT/5GelYtpHlRUnnvLEzoiWQ1aJZS8n8CLqjXrgkARJj/YwcY4NoYEO9G3ciwdp77FfPx7dRbaIOjoFfkxkSfYy/C/TSV6OikqTCU3O4NbpQzx4HsIeA3UGzjtIWcP5I0UxDxk9cDjO0ancsxiH0uSDeF9aTVd1HR67XqGTsi53n3oyTa0mGxziiYuN+UfLXkGyDwsHa9KgnjxGu50libnhzO1fH7lKrTnnnYDzlhGoLjxF2JO9dOnck8eJH65+z35DbXqbXOKp7UxUhszA8aIVnQfMwTcukusnjxKYlsW1zcY0qauAyiAzEsqulDXZe/XgLMevPsXz/FI6q04grDAGq6nDqa8gz7jV10V9vEwZNJ0TV48wY/VGvK4fYJqZ7Wff8f3LXgrHl82iUV0Feo/ZTDElbB7XHo0NzuQHnKFx287cLuuge31hHQPHLyM6RzrIu+OOuYxdcQ7vm1vo3LW3+J45ZaTOCBMLJnRvgrVnEvlPNqPUe5T4s90235fsZcW4M1NTjYb16rPqrB8Ux3Ps4GF8Q16xqH9bZu1++PHcwtdn6Kg6AIfQaFYNbY7ZoZuYT+nD5H1ehHpc5+q9p9yymYTiiDVkZkUxVKU+5ncTePbERbZlryieaV2qs+JuOPjvp4f2WHauX8GMJcc4dNCQbRccObp0Doc8ykdhk/592evEXq8wbm8cy2+/KqLZQ4kK/+rCnfAEbltPpYKCPOq9OvCz3E+su/6CGzazaNy2E6rtm9FuxBre/o0lvbq2nno1KlG1dm3URo7nhKs/Rale6HZuRPOOqrRRrMkQkwO8jXZlYOPaKLVtSzX5blwPT+WIvgYDZhwkzPcELevWR1W5LfWbaOOZnMEWne6fy17yY9Q7q2DrmciLQ7Np8Yns9W7UA6dEeHRkMXMOPaIg+ia9FXvimAJxt8xR1TMi7u+8VUBmkRnZK01m47SRTNYfSzsNfXzLRpQ8bRfwm1xTTj/9oCblXNs0AY0Z28Wv8/3v0KV+RSpX/I05O0QFdAnmY7tRqXIlmveZTWoJREWE/KOHcbMTnnP/1iO26Pdj9jZJz949G2NGTphAD43BnHCL5Pj8roywcIJ4VzqrduPMy/K+vQTXkzSrXonKFSqx+VIgr84upUXTjijVb4H+mhsUkcvjW47c3L+EQYPn8KEfR9ZkT0zEdVr8+jvTRHlVEoHTzYccMhvBGJNjomYFNvNm0EdPj7V7d7PSSB+rS44437pD+DtRySsDslcaj/PN+1zZPp/BIxaTTCmp72LIFz1TR41ooj6WYNEz9v4dc4aosfTsqz9+A2T6oNdLFVufQnJeHqJVEwWsT1xgoV4HNGesYGbfZugt2c7JTTOo01EL/3zYv9Pqu5K9lKgn3L/tzOoxGpgecv2YfsJYmwq/98YjrryJGXNnE0qaQ4jJg8OL+jFk3noWDO9Nx5adadNGm+uvMshNiSUlp4Qcv3O0bd+RW6Hv8XjsLNuyV5yGaX95+hhu4qzNAhopa2Fnd54pI0ehN3ceh49YMtVwMe4vXLjz4LV4hCYt5W9kL+nRdhqqjOeNeAJCCJPadGTXkxBubZqCSv915BHN+KZd2HXlAUbDWzDluK+412xSl+ass73BwuGt6Tp0LssWTkZp0DSevysbGMoIYdmkvvSdtpaoD2VnSSGZOYl4uN1l1zpTBjavRTvdxVzdb0rT7iMRjawWe2ynhUp/LFbPoevAaWSWQthLF0KT8zgyayDD5xwmIcKdteZbMRqti3w9FR4lprL1j7IXcoNOqqpcDyng6Z7ptBi2XpycH3oVrUY9cUxI4rDJRA4/SaM0/DLqjXpyLxlynh2gjfJIniVJt8gEfgxkRfbC79qgNdiI6xe20rKTDk7homoJMsOesnqqOiNN9pDx6W2eF8bkXi1YdlUyzGJvY4jGeDMOb5zLkMkmuDnfRldnKDv3H2LMgJ4cd40jNjoKM7N/rux9YNek3hjscKEk048xvYdhe/UMg3v0wOqaN/vndGbUNpHsuYll7/RH2cvj+KrJaM9Yz77l4xk9fzOXd8ynQVdtDu7dQdfmzdnkIBmmDLlijmZfA9mWvcJ4zm2ei/rgcTwrm4p1edkwhs8/IK5s8mKDOH3uOi6OtsxbZM7OXcaM1R2O0aqL4uHIbVu2fN+yV4aPnQl9dBbxoQM44ckRWtXqgPV9yQhUkvs+cY+d89s/zv+EwHOL6aAxjhCx/+ZyyWY2zWo0pWPTloxYcpzwV3cY1FqRNo2VaK2iR0DB9yd7EkrZOEyVhQfLZS/Sy5FZAztjuP2O+H4QEX1bJHuDJbJn0p/B8zYwY1ArBs63Yvt8bZr2mU2S6MQsH/SaNWfc1lvi65wcHWVb9oDEN3fQU2pCq0ZKtOwykIeRpfg/vMkVNw8ObjXD3MqKlYuGoqc9l4vP3pGbn/XnshcZG0f6C1sa1VHhrujhLXiGZv32HPaJxn6TPprj9lBCJFM6qrLv+iMWjmjF6AOvoCiSke2asuGYPUZ6bRiw6S6BnjfZf/wiyZJGnGjmKRbGE5hgtp04yUxWKAxHX6M9M3dKboD4qytorNSbnZtNaK6qQ0gpZD7YTPNu2uzaaEQzrQm8KSrlmdtt3ILecnT2YEYbHcXLwQJVtQHoDuxF3cbqPElOl5a90Ot07KbC1bAi/I4aUr/NRHGXePaLg7RtMADn1+4snmnMswzID7oglj3HZEh7ZEkD5ZG8TBFk70dFVmTvhvlw5OR+psJvv4j/VZuwlnPnj+GdCLEX5iOvPonYT3qwM3zP0K3bYFzFHX5FLBsiT491jyD+Lq27qrHKZAoNeo1B1HmxdrgiutseEh8f913I3vaJvZl/0I0k/+M0kZPjt4q/iedU1e8+hVXzBtN3+SWivQ7SpXN3Hr0ru6g0gSk9qjLycDC8sqWhcl8ObV9B12GLyaOQ6X3qM3W/ZFrJ6wur0eonq7JXyvO7dpx7EgtJznRo15wTPgXiT84v0WOE0cHP5lEfXj6LPfaP2L58FsfPncFYf4X4nrGxkA3Z8zpiTF9dE0QDaFkRTgxt0ZDFhyT3gQgHm5l0H7324wKLcgo5tGgogxYeEctOYUIgZ8+dJehtMgcN1Bi95iweThe49TyCqBur6aIxmnel398wroQ81umpYnLsGWSHY2dnJ15scW+dFi3Gb/14vxT6naKj2kAeRL1l7fAWmO6/xsqJvZlzIZZc183U7qpLQHICm4a1Y8C0Ax+nVzk4yPoCjSKeOZ7h6pMQ3j2wQrnHYLw+jNhG3Mdg0Xqc7A+zdPM27NatZO0RTzIL8zH+suwtJjQimtK8CIx61KZO7ca0bFiPuuozCC0q5uIiHZQGbKGIEHTlm2DpHMyjY4uoWrsGSt06I19Jnm13/XA8uJCq8nVpUL8W/Q33ky3dmPmE9zjunE7tyjVo0aoVjRRqMmDGXpLSg9Hv3Zw6DZtTv241xpqfIT3hGYNb1qZGw4b8q6oSJ71jJMO40w9w74whcr9URUlNmSrySlwPiWVt7zafL9BI86K/ajd2uKVRFO6Adv0q1G/akoZ166K28BC+9/YzeMYy8WTsTL8TdKjcjjvJEHlpCUp6C/jQQSnw4yErspcWF8wTdzeuWE7jl1rduObjz755mlSr24AGDetjtMeR1Og7jNOYwPMcCDk1l4pdxhIh7gAswXH/PKrXqY5iAwW6jl3L82d3GdCmFnXq1adu026c8kogNjryHz1n7wObdZUYv+EmRblJvPRwx9V+N03qKDD3qCfRHqfooFCTGnUq0d/4ELmlb1k6ZCi2jwK4umMa1WrXpFEDBTQMdhAV58dUjZbUbFCfeu2Hc1+yrB+fEyZ0Vh5PdNnPkzXZc7czoV7N6jRuWB/VoSuIKqt1T8zTpN+0HR8r73Cn7ehMXU5WcTEnLCajN24yMxYdEX9uuVU2ZO/J3pkoa82niGJ2T24lbjQ0atuJdgP0CUstwHpyB5TmihatSDi7TJ9Zqy+Lh7qnqiuis1Uyd/R94lOGtqtJzQYNadG1D85Bb7m0Ro9fq9SmWeO6GOy+K5ZCy+9wgYao13KJZksM9j2F/FgWajamZr3GNGjYih133xD+cC+jhi7h7fsE1g7rREXx4gstHsXm8Pzcauo1UES+gQKTN1ziwckF4jyuqtiWth1UOe+TyVPXRzIue8VcXj+KXyrVoGnjOkyyuIy4efU+E0sjXcwvh1MU68TMWTro6czh6MNIcguy/6xnr3xT5bzYFxxbv5Y15rt5GCEpoAIf3eTcjeeUkM6to3Z4RmVTUBDN9VPWnLG3Z1aPdqy4EixeCXvn+HrW7TlLpHRT5gsU8sz+FGvXrMHm6GXelvX65SS8Zpv5WqyPXhK3AkUkvrrOenNz7O6EiN+/crjINSd/iorecWrHZvaeucLxc+d5HpnAs2tnuevxySofCtk5cyhzd0omgya8uMv2tWswtzpDcGEJyW9cuOngLf6sIPkNZw+dIaqglAsrxzB62Snx/D6BHxNZkb2PJL/C9vRtybYg72M4u9ecTUdvireOKEzw4bD1UaIKID3QmUOXHcn62E2Ti/sVa8y3HcAvVZKSEnCL9evMOfO0bPjyO9l65fmtczg8/bR8yODSmXP4JkjmD3nd2M96i70EiUU3nSu79/LwjagszMbx1GbMd54ktGx0NyXyKRs2bOK638eVHCQHunH+4j2Z3nrl2c2drN28C/+E8tIx8NE1rjv5fByWC31yg9tuonpBtAranX3b9+IZKCnRv/s5e2W89XPm0nVXCinE6ayNWDo2mK/BfJcdSTnveXn/DBddJXkgwuuaHaduiuqaIhyvHOeuT9kYuKiO83/AlnXruOFVFuAgL56z1uuxOXrl43Yb3+fWK+9xv3YaZx9JX3dp8kv2bF3Lnmse4vdJr504uO8yoqUC+VFebFu/ntMeH/b9fc+DSwdYt+8CiaUQ4nISC0srNm8wZ826rTyPyefxQxlfjSvifTJXdm9g2/6zfCxJCt9x++J5QsS9fAV43TnE3mNO5BZDelrK38ve15HPeYtFjDS04NYxC3qpjuBeyD+7MAu5sZlBk5eS8DeLRj5SEMp8naGcFu9DI/CjInOy919E2FT5y8ie7P3vkRXZ+7/m+5S9/y4ODg6yL3v/JklJf7pA49+VPShOjefeqaPYHjnGoxDRcop/OAWpeDx/Srpkesnfk5eIh7vf55PWBX44BNn7egTZ+zKC7EkjyN63IcieNEIEDWn+Yp+9f1/2BAR+BATZ+3oE2fsyguxJI8jetyHInjSC7Enzl7IXFvbpHBYBAQER6enpnz00An+OqAxZsmTJH5N/eBYsWEBW1ocZfAIitm7dysOH5RvqCnwdVlZWODuXbQguIEbUaLC2tv5j8g+NqN4yNjb++F6uuLiY0tJS5s6di6urK+/evRMO4RCOTw5/f38mTJgglS4c0oeoDJk2bZpU+o9+jB8/nsDAQKn0H/kwMTHh7NmzUunC8deHqDF15swZqfQf+Th9+jRLly6VSv+RD1G9NX36dEpKShB5nlxqair5+fnirmFRKDJRC1Q4hEM4yo958+YxduxYqXThkD5EZci4ceOk0n/0Q3T/iO6jP6b/yMfEiROZMWOGVLpw/PUh5Jv0IcqPSZMmSaX/yIeovFm9ejW5ubniKSQfh3Hz8r5qnxQBgR+SgoKvXdUjIOSVNEKeSFNUJGxo9S0I+SaNaHTy/fs/RvYW+NTr/gfhD6b9YNuNiAAAAABJRU5ErkJggg=="></p> <p>Det specialiserede område er udvalgt som tema, da der for dette område i en årrække frem til år 2023 tegnede sig en stigende udfordring. Ringsted Kommune har dog formået at vende kurven ved hjælp af stram styring og iværksatte tiltag. Der ses derfor ikke længere en vækst på det specialiserede område samlet, men der er et ønske om at følge området tæt.   </p> <p>På det specialiserede område er der samlet set balance. De forventede udgifter ses af tabellen ovenfor og er specificeret i bilag 1, afsnit 3.1. Indenfor servicerammen er mindreforbruget på det specialiserede område 16,0 mio. kr. Forskellen skyldes bl.a. at refusionerne for særligt dyre enkeltsager ikke er en del af serviceudgifterne. Dertil de budgetkorrektioner, som ikke er en del af servicerammen.</p> <p><span>Overførselsområdet</span></p> <p>På overførselsområdet under beskæftigelse forventes der samlet set et mindreforbrug på 29,2 mio. kr. I det omfang mindreforbruget skyldes konjunkturer, skal beløbet tilbagebetales til staten.</p> <p><span>Ukrainske flygtninge</span></p> <p>I tabellen nedenfor er der redegjort for hvilke udgifter der har været på grund af ukrainske flygtninge i perioden frem til 30. april og hvilke udgifter der forventes i resten af 2026. Der er pr. april 2026 opgjort at 192 ukrainske flygtninge opholder sig i Ringsted Kommune.</p> <h2><img alt="" src="data:image/png;base64,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"></h2> <p>Ovenstående udgifter til ukrainere er opdelt på udvalgsniveau i<strong> bilag 1</strong> i kapitlerne for de enkelte udvalg og specificeret yderligere i <strong>bilag 3</strong>.</p> <p><span>Skattefinansierede anlæg</span></p> <p>Der er med udgangen af april måned 2026 brugt 30,2 mio. kr. på skattefinansierede anlæg, mens der er tilgået indtægter for 3,9 mio. kr. fra salg i business Park Ringsted.</p> <p>Det forventes, at der i 2026 i alt vil blive brugt 203,5 mio. kr. på anlæg, og der forventes indtægter på 73,7 mio. kr. primært fra salg af grunde i Business Park Ringsted.</p> <p><span>Likviditet</span></p> <p>Gennemsnitslikviditeten pr. 31. marts 2026 udgør 568,1 mio. kr. På samme tid sidste år (31. marts 2025) blev gennemsnitslikviditeten opgjort til 423,2 mio. kr. Målsætningen i kommunens økonomiske politik er at den gennemsnitlige kassebeholdning minimum er på 1.500 kr. pr. indbygger, svarende til ca. 54 mio. kr. Målsætningen er således opfyldt.</p> <p style="text-align: justify;">Der skal i ovenstående tages højde for, at en stor del af de 568,1 mio. kr. skal dække uforbrugte bevillinger m.v. på både drift og anlæg. Se yderligere specificering heraf i <strong>bilag 1.</strong> </p> <h2>Politisk handlerum</h2> <p>De foreslåede bevillingsændringer i <strong>bilag 2</strong> kan ændres alt efter politik ønske.</p> <h2>Vurdering</h2> <p>I forhold til det politisk bestemte serviceniveau er det administrationens vurdering, at det overholdes.</p> <p>Der er ikke sanktioner for overskridelse af servicerammen, for den enkelte kommune, hvis kommunerne samlet set overholder servicerammen. Kommunernes samlede forventede resultat kendes ikke på nuværende tidspunkt.</p> <p>Forbrugsudviklingen på det specialiserede område indikerer at udgifterne har stabiliseret sig, idet at der forventes et fald fra 2023 til forventningen i 2026. På nuværende tidspunkt er der samlet set budgetoverholdelse på det specialiserede område.</p> <h2>Inddragelse og høring</h2> <p>Ingen</p> <h2>Økonomi</h2> <p>Sagens bevillingsmæssige konsekvenser fremgår af <strong>bilag 2</strong>, hvortil der henvises. Den forventede kassetilførsel der fremgår af <strong>bilag 2</strong> er samlet set 2,3 mio. kr.</p></span> <h3>Sagens forløb</h3> <span class='sagsforloeb'><u>15/06/2026 Ældre-, Social- og Sundhedsudvalget</u><br> Beslutning ikke frigivet<br> <u>15/06/2026 Skole- og Undervisningsudvalget</u><br> Beslutning ikke frigivet<br> <u>16/06/2026 Arbejdsmarkeds- og Beskæftigelsesudvalget</u><br> Beslutning ikke frigivet<br> <u>16/06/2026 Sport-, Kultur- og Fritidsudvalget</u><br> Beslutning ikke frigivet<br> </span> </div></div>"
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