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<!-- SUPERSONIC UPDATE: 5 OCT 2026 - QUARTERLY OFFER EXTENDED TO FRIDAY 8PM UK -->
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<meta name="description" content="Supersonic Racing — fast alerts, bigger prices and fully proofed horse racing results.">
<title>Supersonic Racing | Fast Alerts. Bigger Prices.</title>
<style>
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.access{padding:140px 0 100px;background:#090b0c}.access-head{max-width:920px;margin-bottom:54px}.access h2{font-size:clamp(4.6rem,9vw,8.4rem)}.access-panel{border:1px solid rgba(244,255,33,.3);background:var(--panel);box-shadow:var(--shadow)}.plans{display:grid;grid-template-columns:1fr 1.15fr 1fr}.plan{min-height:390px;padding:34px;display:flex;flex-direction:column;border-right:1px solid rgba(255,255,255,.1)}.plan:last-child{border-right:0}.plan.featured{position:relative;background:var(--electric);color:var(--ink);transform:scale(1.035);z-index:2;box-shadow:0 16px 55px rgba(0,0,0,.45)}.plan-label{min-height:22px;font-size:.7rem;font-weight:800;letter-spacing:.14em;text-transform:uppercase}.plan.featured .plan-label{color:#353912}.plan h3{margin:34px 0 0;font:900 2.1rem/1 "Barlow Condensed",sans-serif;text-transform:uppercase}.price{margin-top:20px;font:900 clamp(4.2rem,7vw,6.5rem)/.8 "Barlow Condensed",sans-serif;letter-spacing:-.04em}.price sup{font-size:.4em;vertical-align:top}.plan p{min-height:62px;margin:20px 0;color:var(--muted);font-size:.84rem;line-height:1.55}.plan.featured p{color:#34370e}.plan .btn{width:100%;margin-top:auto}.plan.featured .btn{background:var(--ink);color:var(--electric);border-color:var(--ink);box-shadow:7px 7px 0 rgba(0,200,255,.35)}.includes{display:flex;justify-content:center;gap:28px;flex-wrap:wrap;padding:28px;color:#c5cacc;font-size:.78rem;font-weight:700}.includes span:before{content:"⚡";margin-right:8px;color:var(--electric)}
.final-cta{padding:110px 0;text-align:center;background:var(--electric);color:var(--ink)}.final-cta h2{max-width:1050px;margin-inline:auto;font-size:clamp(5rem,11vw,10rem)}.final-cta p{max-width:680px;margin:30px auto;font-weight:800}.final-cta .btn{background:var(--ink);color:var(--electric);border-color:var(--ink);box-shadow:9px 9px 0 rgba(0,200,255,.5)}footer{padding:38px 0 48px;background:#050606;color:#91989b;font-size:.72rem;line-height:1.7}footer .wrap{display:grid;grid-template-columns:1fr auto;gap:32px}.footer-brand{color:var(--cream);font:900 1.2rem/1 "Barlow Condensed",sans-serif;letter-spacing:.06em;text-transform:uppercase}.reveal{opacity:0;transform:translateY(25px);transition:opacity .7s ease,transform .7s ease}.reveal.show{opacity:1;transform:none}
@media(max-width:900px){.hero{min-height:auto}.hero-grid,.section-head,.winner-layout,.proof-grid,.compound-grid{grid-template-columns:1fr}.hero-grid{padding:74px 0 94px;gap:28px}.hero-proof{min-height:350px}.hero-number{text-align:left}.month-wall{grid-template-columns:repeat(2,1fr);grid-auto-rows:auto}.month,.month:nth-child(n){grid-column:auto;grid-row:auto;min-height:130px}.month:nth-child(5){grid-column:span 2}.market-head{display:block}.market-note{margin-top:28px}.price-row{grid-template-columns:1fr auto auto}.price-row .horse{grid-column:span 3}.price-row i{display:none}.scenario-grid{grid-template-columns:1fr}.experiment{margin-top:20px}.plans{grid-template-columns:1fr}.plan{min-height:340px;border-right:0;border-bottom:1px solid rgba(255,255,255,.1)}.plan.featured{transform:none}}
@media(max-width:600px){.wrap{width:min(100% - 26px,var(--max))}.topbar .wrap{min-height:67px}.nav-cta{display:none}.brand strong{font-size:1.35rem}.bolt{width:20px;height:34px}.hero h1{font-size:clamp(4rem,22vw,6.4rem)}.hero-number strong{font-size:7rem}.hero-actions{display:grid}.btn{width:100%}.results-grid,.market,.proof,.compound,.access{padding-block:88px}.winner-wall{padding-block:120px 84px}.section-head{gap:22px}.month-wall{grid-template-columns:1fr}.month,.month:nth-child(n){grid-column:auto}.month:nth-child(5) strong{font-size:5rem}.winner-main{min-height:430px;padding:28px}.winner-mini{align-items:start;flex-direction:column}.price-row strong{font-size:3.2rem}.proof-meta,.experiment{grid-template-columns:1fr}.experiment-card.featured{transform:none}.chart-frame{min-height:420px;padding:18px}.chart-frame svg{height:280px}.cash-banner{padding:54px 24px 100px}footer .wrap{grid-template-columns:1fr}}
@media(prefers-reduced-motion:reduce){html{scroll-behavior:auto}.ticker-track{animation:none}.reveal{opacity:1;transform:none;transition:none}}
/* V2: clearer reading type, centred identity and full-bleed results hero */
.sr-page{font-weight:400}.section-head p,.proof p,.compound p,.plan p,.hero-small{font-weight:400;letter-spacing:0}.market-note,.cash-banner p,.final-cta p{font-weight:600}.winner-main p{font-size:1rem;line-height:1.65}.eyebrow{font-weight:700}.outlined-light{color:#fff;-webkit-text-stroke:1.4px #050606;paint-order:stroke fill;text-shadow:2px 2px 0 rgba(0,0,0,.28)}
.topbar{z-index:30;background:#070808;border-bottom:2px solid var(--electric)}.topbar-grid{min-height:96px!important;display:grid!important;grid-template-columns:1fr auto 1fr!important}.header-proof{color:#b7bdc0;font-size:.68rem;font-weight:600;letter-spacing:.15em}.brand{position:relative;justify-self:center;min-width:270px;justify-content:center;padding:12px 48px 12px 26px;border:1px solid rgba(244,255,33,.42);background:#0d0f10;transform:skewX(-8deg);box-shadow:7px 7px 0 rgba(244,255,33,.14);overflow:hidden}.brand-copy{position:relative;z-index:2;display:grid;grid-template-columns:auto auto;align-items:end;gap:0 9px;transform:skewX(8deg)}.brand strong{font-size:2.2rem;line-height:.76;letter-spacing:-.04em}.brand b{color:var(--electric);font:italic 900 1.1rem/.82 "Barlow Condensed",sans-serif;letter-spacing:.13em}.brand small{grid-column:1/-1;margin-top:10px;font-weight:500;letter-spacing:.27em}.brand-strike{position:absolute;right:17px;top:-10px;width:24px;height:100px;background:var(--electric);clip-path:polygon(57% 0,100% 0,66% 41%,100% 41%,24% 100%,42% 56%,8% 56%);transform:skewX(8deg);filter:drop-shadow(0 0 8px rgba(244,255,33,.35))}.nav-cta{justify-self:end;font-weight:700}
.hero{min-height:900px;display:block;background:#070808}.hero:after{content:"";position:absolute;inset:0;width:auto;height:auto;left:0;top:0;background:linear-gradient(180deg,rgba(5,6,6,.08) 0%,rgba(5,6,6,.12) 42%,rgba(5,6,6,.92) 84%,#050606 100%),linear-gradient(90deg,rgba(5,6,6,.82) 0%,rgba(5,6,6,.08) 36%,rgba(5,6,6,.02) 78%,rgba(5,6,6,.26) 100%);clip-path:none;opacity:1;z-index:1}.hero-art{position:absolute;inset:0;width:100%;height:100%;object-fit:cover;object-position:center;z-index:0}.hero-ghost{position:absolute;z-index:2;top:28px;left:-2vw;color:transparent;-webkit-text-stroke:1px rgba(244,255,33,.19);font:italic 900 clamp(8rem,18vw,20rem)/.75 "Barlow Condensed",sans-serif;letter-spacing:-.07em;white-space:nowrap}.hero-result{position:absolute;z-index:4;right:5%;top:145px;padding:20px 24px 22px;color:#050606;background:var(--electric);border:2px solid #050606;transform:rotate(-2.5deg);box-shadow:12px 12px 0 rgba(0,200,255,.34)}.hero-result span,.hero-result b{display:block;font-size:.7rem;font-weight:700;letter-spacing:.13em;text-align:right}.hero-result strong{display:block;font:italic 900 clamp(4.8rem,8vw,8rem)/.78 "Barlow Condensed",sans-serif;letter-spacing:-.05em}.hero-command{position:relative;z-index:3;padding-top:510px;padding-bottom:64px}.hero-command h1{max-width:none;font-size:clamp(5rem,10vw,10rem)}.hero-command .eyebrow{margin-bottom:14px}.hero-strap{display:grid;grid-template-columns:repeat(3,1fr) auto;align-items:stretch;gap:1px;margin-top:34px;border:1px solid rgba(255,255,255,.16);background:rgba(5,6,6,.76);backdrop-filter:blur(12px)}.hero-strap>div{display:flex;align-items:center;gap:13px;min-height:64px;padding:16px 18px;border-right:1px solid rgba(255,255,255,.13)}.hero-strap span{color:var(--electric);font-size:.68rem;font-weight:600}.hero-strap b{font:700 1.18rem/1 "Barlow Condensed",sans-serif;letter-spacing:.025em;text-transform:uppercase}.hero-strap .btn{height:100%;min-width:250px;box-shadow:none}.hero-small{margin:18px 0 0;color:#b8bec1;font-size:.88rem}
.winner-graphic{min-height:235px;border:1px solid rgba(0,200,255,.38);background:#090b0c;overflow:hidden}.winner-graphic img{display:block;width:100%;height:100%;min-height:235px;object-fit:cover;object-position:center}
.compound{padding:110px 0;background:#dfe3e4;color:var(--cream)}.compound-board{overflow:hidden;background:#080a0b;border:1px solid rgba(244,255,33,.34);box-shadow:var(--shadow)}.compound-intro{display:grid;grid-template-columns:1.12fr .88fr;gap:55px;align-items:end;padding:54px;background:linear-gradient(120deg,#111416 0%,#090b0c 70%)}.compound-intro h2{font-size:clamp(4.3rem,7vw,7.6rem)}.compound-intro p{margin:0;color:#b9c0c2;line-height:1.7}.compound-results{display:grid;grid-template-columns:1.2fr 1fr .62fr;gap:1px;background:rgba(255,255,255,.14)}.compound-model,.compound-assumptions{min-height:330px;padding:34px;background:#111416;display:flex;flex-direction:column}.compound-model.featured{background:var(--electric);color:#050606}.compound-model span,.compound-assumptions b{font-size:.7rem;font-weight:700;letter-spacing:.13em;text-transform:uppercase}.compound-model b{margin-top:28px;font:700 1.15rem/1 "Barlow Condensed",sans-serif;letter-spacing:.08em}.compound-model strong{margin:auto 0 22px;font:900 clamp(4.6rem,7vw,7.4rem)/.75 "Barlow Condensed",sans-serif;letter-spacing:-.05em}.compound-model small{font-size:.78rem;font-weight:500}.compound-assumptions{gap:0;background:#191d1f}.compound-assumptions b{margin-bottom:24px;color:var(--electric)}.compound-assumptions span{padding:15px 0;border-top:1px solid rgba(255,255,255,.13);color:#c0c6c8;font-size:.78rem}
footer{padding:58px 0 28px}.footer-grid{grid-template-columns:1.25fr .75fr 1fr;gap:60px}.footer-grid h3{margin:0 0 20px;color:var(--electric);font:700 1.15rem/1 "Barlow Condensed",sans-serif;letter-spacing:.08em;text-transform:uppercase}.footer-grid a{display:block;width:max-content;max-width:100%;margin:0 0 10px;color:#c6cbcd;text-decoration:none}.footer-grid a:hover{color:var(--electric)}.footer-intro{max-width:430px}.refund-bar{display:block!important;margin-top:40px;padding-top:26px;border-top:1px solid rgba(255,255,255,.12)}.refund-bar p{max-width:1000px;margin:0 0 12px}.refund-bar span{display:block;margin-top:20px;color:#6f777a}
@media(max-width:900px){.topbar-grid{grid-template-columns:auto 1fr!important}.header-proof{display:none}.brand{justify-self:start}.nav-cta{display:block}.hero{min-height:880px}.hero-art{object-position:58% center}.hero-command{padding-top:520px}.hero-result{top:105px;right:20px}.hero-strap{grid-template-columns:1fr 1fr}.hero-strap .btn{grid-column:1/-1}.compound-intro{grid-template-columns:1fr;padding:38px}.compound-results{grid-template-columns:1fr 1fr}.compound-assumptions{grid-column:1/-1;min-height:auto}.footer-grid{grid-template-columns:1fr 1fr}.footer-intro{grid-column:1/-1}}
@media(max-width:600px){.topbar-grid{min-height:80px!important}.brand{min-width:0;padding:10px 39px 10px 16px}.brand strong{font-size:1.7rem}.brand b{font-size:.88rem}.brand small{font-size:.5rem}.nav-cta{font-size:.68rem}.hero{min-height:820px}.hero-art{height:62%;object-position:61% center}.hero:after{background:linear-gradient(180deg,rgba(5,6,6,.05),rgba(5,6,6,.13) 38%,#050606 66%)}.hero-ghost{top:38px;font-size:7rem}.hero-result{top:270px;right:13px;padding:14px 16px}.hero-result strong{font-size:4.2rem}.hero-command{padding-top:475px;padding-bottom:50px}.hero-command h1{font-size:4.6rem}.hero-strap{grid-template-columns:1fr}.hero-strap>div{min-height:48px}.hero-strap .btn{grid-column:auto}.compound-intro{padding:28px}.compound-results{grid-template-columns:1fr}.compound-model,.compound-assumptions{min-height:285px}.compound-assumptions{grid-column:auto;min-height:auto}.footer-grid{grid-template-columns:1fr;gap:34px}.footer-intro{grid-column:auto}}
/* V3: hero identity, British racing proposition and compact alert/result layout */
.topbar{border-bottom:1px solid rgba(244,255,33,.35)}.topbar-minimal{min-height:58px!important;display:flex!important;align-items:center;justify-content:space-between}.topbar-minimal>span{color:#7f878a;font-size:.64rem;font-weight:500;letter-spacing:.18em}.topbar-minimal .nav-cta{display:block;justify-self:auto;color:var(--electric);font-weight:700}
.hero-ghost{top:27px;left:2vw;display:flex;flex-direction:column;align-items:flex-start;color:rgba(244,255,33,.14);-webkit-text-stroke:0;line-height:.61;text-shadow:0 0 50px rgba(244,255,33,.08)}.hero-ghost span{font:italic 900 clamp(7rem,16.5vw,18rem)/.64 "Barlow Condensed",Impact,sans-serif;letter-spacing:-.075em}.hero-ghost b{margin-left:.14em;color:rgba(244,241,232,.28);font:italic 900 clamp(3.6rem,8vw,8.8rem)/.72 "Barlow Condensed",Impact,sans-serif;letter-spacing:.25em;-webkit-text-stroke:1px rgba(244,241,232,.36)}.hero-strap .btn,.hero-strap .btn span{color:#050606!important}
.british-service{padding:110px 0 104px;overflow:hidden;background:#0d1011;border-block:1px solid rgba(244,255,33,.22)}.british-wordmark{position:absolute;right:-3vw;bottom:-.14em;color:transparent;-webkit-text-stroke:1px rgba(244,255,33,.06);font:italic 900 clamp(8rem,18vw,18rem)/.7 "Barlow Condensed",Impact,sans-serif;letter-spacing:-.05em;white-space:nowrap}.british-heading{position:relative;z-index:2;display:block;min-height:360px;padding:18px 0}.british-heading h2{max-width:930px;font-size:clamp(4.2rem,8vw,8.2rem)}.british-mark{position:absolute;z-index:1;top:-9%;right:-2%;width:min(76vw,1160px);height:118%;pointer-events:none;opacity:.55}.british-mark img{display:block;width:100%;height:100%;object-fit:cover;object-position:right center;-webkit-mask-image:linear-gradient(90deg,transparent 0%,rgba(0,0,0,.08) 12%,rgba(0,0,0,.62) 30%,#000 50%,#000 100%);mask-image:linear-gradient(90deg,transparent 0%,rgba(0,0,0,.08) 12%,rgba(0,0,0,.62) 30%,#000 50%,#000 100%)}.service-deck{position:relative;z-index:2;display:grid;grid-template-columns:.42fr .58fr;gap:30px 42px;align-items:start;margin-top:34px;padding-top:38px;border-top:1px solid rgba(255,255,255,.14)}.service-deck>p{margin:0;color:#bdc3c5;font-size:1rem;line-height:1.75}.service-facts{display:grid;grid-template-columns:repeat(4,1fr);gap:10px}.service-facts article{min-height:154px;padding:21px 18px;border:1px solid rgba(255,255,255,.11);background:#141819}.service-facts strong{display:block;color:var(--electric);font:italic 900 clamp(2.3rem,4vw,4rem)/.8 "Barlow Condensed",Impact,sans-serif}.service-facts span{display:block;margin-top:16px;color:#c2c8ca;font-size:.73rem;line-height:1.45}.service-deck>.btn{grid-column:2;justify-self:start}
.winner-stack{grid-template-columns:1fr 1fr;align-content:stretch}.winner-mini{min-height:166px;padding:23px;align-items:flex-end}.winner-mini b{font-size:1.6rem}.winner-mini strong{font-size:2.6rem}.winner-main{min-height:530px}
.alert-panel{display:grid;grid-template-columns:auto 1fr auto;gap:34px;align-items:center;margin-top:52px;padding:26px 30px;background:#060707;color:var(--cream);border:2px solid #060707;box-shadow:11px 11px 0 rgba(0,200,255,.34)}.alert-seal{width:138px;height:138px;display:flex;flex-direction:column;align-items:center;justify-content:center;flex:0 0 auto;border:3px solid var(--electric);border-radius:50%;outline:1px solid rgba(244,255,33,.46);outline-offset:7px;transform:rotate(-5deg);box-shadow:inset 0 0 0 5px #060707,inset 0 0 0 7px var(--electric)}.alert-seal span,.alert-seal b{font-size:.61rem;font-weight:800;letter-spacing:.18em}.alert-seal strong{color:var(--electric);font:italic 900 3.55rem/.73 "Barlow Condensed",Impact,sans-serif}.alert-copy>span{color:var(--blue);font-size:.65rem;font-weight:800;letter-spacing:.17em}.alert-copy h3{margin:8px 0 10px;font:900 clamp(2.1rem,4vw,3.8rem)/.88 "Barlow Condensed",Impact,sans-serif;text-transform:uppercase}.alert-copy p{max-width:690px;margin:0;color:#b8bec0;font-size:.88rem;line-height:1.65}.alert-channels{display:flex;min-width:128px;flex-direction:column;align-items:center;gap:8px;padding-left:26px;border-left:1px solid rgba(255,255,255,.16)}.alert-channels span{width:100%;padding:9px 12px;color:#050606;background:var(--electric);font:800 .72rem/1 "Manrope",sans-serif;letter-spacing:.12em;text-align:center}.alert-channels i{color:#70787b;font-style:normal}.alert-channels b{margin-top:4px;color:#aab1b3;font-size:.58rem;letter-spacing:.12em}
footer{padding:34px 0 18px}.footer-grid{grid-template-columns:1.25fr .72fr 1fr;gap:38px}.footer-grid h3{margin-bottom:13px}.footer-grid p{margin:8px 0}.footer-grid a{margin-bottom:6px}.refund-bar{margin-top:22px;padding-top:17px;display:grid!important;grid-template-columns:1.35fr 1fr;gap:8px 28px}.refund-bar p{margin:0}.refund-bar span{grid-column:1/-1;margin-top:3px}
@media(max-width:900px){.british-heading{min-height:330px}.british-mark{right:-24%;width:108vw;opacity:.4}.service-deck{grid-template-columns:1fr}.service-deck>.btn{grid-column:auto}.service-facts{grid-template-columns:1fr 1fr}.winner-stack{grid-template-columns:1fr 1fr}.alert-panel{grid-template-columns:auto 1fr}.alert-channels{grid-column:1/-1;flex-direction:row;justify-content:center;padding:20px 0 0;border-left:0;border-top:1px solid rgba(255,255,255,.16)}.alert-channels span{width:auto;min-width:120px}.refund-bar{grid-template-columns:1fr}}
@media(max-width:600px){.topbar-minimal{min-height:56px!important;justify-content:flex-end}.topbar-minimal>span{display:none}.topbar-minimal .nav-cta{font-size:.7rem}.hero-ghost{top:27px;left:13px}.hero-ghost span{font-size:6.7rem}.hero-ghost b{font-size:3.5rem;letter-spacing:.19em}.british-service{padding:82px 0}.british-heading{min-height:315px;padding:0}.british-heading h2{font-size:4.1rem}.british-mark{top:-3%;right:-64%;width:184vw;height:74%;opacity:.26}.service-deck{margin-top:15px;padding-top:28px}.service-facts{grid-template-columns:1fr}.service-facts article{min-height:116px}.service-deck>.btn{width:100%}.winner-stack{grid-template-columns:1fr}.winner-mini{min-height:130px;align-items:flex-end;flex-direction:row}.winner-mini strong{font-size:2.5rem}.alert-panel{grid-template-columns:1fr;padding:28px 22px;text-align:center}.alert-seal{margin:0 auto}.alert-copy p{font-size:.82rem}.alert-channels{grid-column:auto;flex-wrap:wrap}.footer-grid{gap:26px}.refund-bar{gap:10px}}
/* V4: live proofing data and tighter footer grouping */
.month-wall{grid-template-columns:repeat(3,1fr);grid-auto-rows:minmax(150px,auto)}.month,.month:nth-child(n){grid-column:auto;grid-row:auto;min-height:150px;padding:22px}.month:nth-child(n) span{color:var(--muted)}.month:nth-child(n) strong{margin-top:12px;font-size:clamp(2.8rem,5vw,5rem)}.month.featured{grid-column:span 2;grid-row:span 2;padding:30px;background:var(--electric);color:#070808}.month.featured span{color:#383b12}.month.featured strong{margin-top:24px;font-size:clamp(5rem,9vw,8.6rem)}.month.latest:not(.featured){background:var(--blue);color:#041015}.month.latest:not(.featured) span{color:#12353e}.winner-main:before{content:var(--winner-odds,"25/1")}.live-label{display:inline-flex;align-items:center;gap:7px}.live-label:before{content:"";width:7px;height:7px;border-radius:50%;background:var(--electric);box-shadow:0 0 10px rgba(244,255,33,.7)}
footer .footer-grid{display:flex!important;justify-content:center;align-items:flex-start;gap:28px}.footer-grid>div:nth-child(1){flex:0 1 390px}.footer-grid>div:nth-child(2){flex:0 0 180px}.footer-grid>div:nth-child(3){flex:0 1 310px}.footer-intro{max-width:none}
@media(max-width:900px){.month-wall{grid-template-columns:1fr 1fr}.month.featured{grid-column:span 2}.footer-grid>div:nth-child(1),.footer-grid>div:nth-child(2),.footer-grid>div:nth-child(3){flex-basis:auto}footer .footer-grid{display:grid!important;grid-template-columns:1fr 1fr!important;justify-content:stretch}.footer-intro{grid-column:1/-1}}
@media(max-width:600px){.month-wall{grid-template-columns:1fr}.month.featured{grid-column:auto;grid-row:auto}.month.featured strong{font-size:5rem}footer .footer-grid{grid-template-columns:1fr!important}.footer-intro{grid-column:auto}}
/* V5: restore the original irregular monthly power-grid while retaining live data */
.month-wall{grid-template-columns:repeat(12,1fr);grid-auto-rows:118px}.month,.month:nth-child(n){grid-column:auto;grid-row:auto;min-height:0;padding:19px;background:var(--panel);color:var(--cream);border-color:rgba(255,255,255,.11)}.month:nth-child(n) span{color:var(--muted)}.month:nth-child(n) strong{margin-top:8px;font-size:clamp(2rem,4vw,4rem)}.month.featured{background:var(--electric);color:#070808}.month.featured span{color:#383b12}.month.latest:not(.featured){background:var(--panel);color:var(--cream);border-color:var(--electric)}.month.latest:not(.featured) span{color:var(--muted)}.month:nth-child(1),.month:nth-child(2){grid-column:span 3}.month:nth-child(3){grid-column:span 6}.month:nth-child(4){grid-column:span 2}.month:nth-child(5){grid-column:span 5;grid-row:span 2;padding:26px}.month:nth-child(5) strong{margin-top:22px;font-size:clamp(4.5rem,7.5vw,7.2rem);line-height:.8;letter-spacing:-.045em;white-space:nowrap}.month:nth-child(6){grid-column:span 5}.month:nth-child(7){grid-column:span 3}.month:nth-child(8){grid-column:span 5}.month:nth-child(8):not(.featured){background:var(--blue);color:#041015}.month:nth-child(8):not(.featured) span{color:var(--muted)}.month:nth-child(9){grid-column:span 4;border-color:var(--electric)}.month:nth-child(n+10){grid-column:span 4}
@media(max-width:900px){.month-wall{grid-template-columns:repeat(2,1fr);grid-auto-rows:auto}.month,.month:nth-child(n),.month.featured{grid-column:auto;grid-row:auto;min-height:130px}.month:nth-child(5){grid-column:span 2}}
@media(max-width:600px){.month-wall{grid-template-columns:1fr}.month,.month:nth-child(n),.month.featured{grid-column:auto;grid-row:auto}.month:nth-child(5) strong{font-size:5rem}}
/* V6: timed launch window and launch-offer seal */
.launch-window{padding:34px 0;background:#070909;border-block:1px solid rgba(244,255,33,.38)}.launch-window-grid{display:grid;grid-template-columns:210px 1fr;gap:34px;align-items:center}.offer-seal{position:relative;width:184px;height:184px;display:flex;flex-direction:column;align-items:center;justify-content:center;overflow:visible;border:3px solid var(--electric);border-radius:50%;outline:1px solid rgba(0,200,255,.72);outline-offset:7px;background:radial-gradient(circle at 42% 32%,#202728 0,#0b0e0f 54%,#030404 100%);transform:rotate(-4deg);box-shadow:inset 0 0 0 6px #070909,inset 0 0 0 8px var(--electric),inset 0 0 36px rgba(0,200,255,.12),0 0 34px rgba(244,255,33,.15)}.offer-seal:before{content:"";position:absolute;inset:15px;border:1px dashed rgba(0,200,255,.55);border-radius:50%}.offer-seal:after{content:"";position:absolute;z-index:3;width:30px;height:67px;right:12px;top:-10px;background:linear-gradient(180deg,var(--blue),var(--electric));clip-path:polygon(57% 0,100% 0,65% 40%,100% 40%,23% 100%,42% 54%,8% 54%);filter:drop-shadow(0 0 8px rgba(0,200,255,.5))}.offer-seal-top{position:relative;z-index:2;display:block;padding:3px 17px 4px;background:var(--blue);color:#020707;font-size:.72rem;font-weight:900;letter-spacing:.22em;line-height:1;text-transform:uppercase;clip-path:polygon(8% 0,100% 0,92% 100%,0 100%)}.offer-seal-lockup{position:relative;z-index:2;display:flex;align-items:center;justify-content:center;gap:7px;margin-top:10px}.offer-seal-lockup>strong{display:block;color:var(--electric);font:italic 900 5.7rem/.68 "Barlow Condensed",Impact,sans-serif;text-shadow:3px 3px 0 rgba(0,200,255,.22)}.offer-seal-copy{display:flex;flex-direction:column;align-items:flex-start;padding-top:2px;text-transform:uppercase}.offer-seal-copy b,.offer-seal-copy em{display:block;font-family:"Barlow Condensed",Impact,sans-serif;font-style:italic;font-weight:900;white-space:nowrap}.offer-seal-copy b{color:var(--cream);font-size:1.45rem;letter-spacing:.01em;line-height:.82}.offer-seal-copy em{margin-top:7px;color:var(--electric);font-size:2.15rem;letter-spacing:.025em;line-height:.75;text-shadow:2px 2px 0 rgba(0,200,255,.24)}.launch-meter-head{display:flex;align-items:end;justify-content:space-between;gap:28px}.launch-meter-kicker{display:block;margin-bottom:8px;color:var(--blue);font-size:.68rem;font-weight:800;letter-spacing:.18em;text-transform:uppercase}.launch-meter h2{font-size:clamp(2.8rem,5.2vw,5.4rem)}.launch-clarifier{max-width:780px;margin:13px 0 0;color:#c2c8ca;font-size:.82rem;font-weight:700;line-height:1.55}.launch-clarifier strong{color:var(--electric)}.launch-clock{flex:0 0 auto;color:var(--electric);font:italic 900 clamp(1.7rem,3vw,3rem)/.9 "Barlow Condensed",Impact,sans-serif;letter-spacing:.02em;text-align:right;text-transform:uppercase}.launch-track{height:22px;margin-top:23px;padding:4px;overflow:hidden;border:1px solid rgba(244,255,33,.52);background:#171b1c}.launch-fill{position:relative;width:100%;height:100%;overflow:hidden;background:linear-gradient(90deg,var(--blue),var(--electric));transition:width 1.2s cubic-bezier(.2,.85,.25,1)}.launch-fill:after{content:"";position:absolute;inset:0;width:28%;background:linear-gradient(90deg,transparent,rgba(255,255,255,.75),transparent);animation:capacity-charge 2.8s linear infinite}.launch-meter-foot{display:flex;justify-content:space-between;gap:20px;margin-top:11px;color:#aeb5b7;font-size:.68rem;font-weight:700;letter-spacing:.1em;text-transform:uppercase}.launch-meter-foot b{color:var(--cream)}@keyframes capacity-charge{from{transform:translateX(-140%)}to{transform:translateX(420%)}}
@media(max-width:900px){.launch-window-grid{grid-template-columns:180px 1fr;gap:24px}.offer-seal{width:160px;height:160px}.offer-seal-lockup>strong{font-size:4.8rem}.offer-seal-copy b{font-size:1.24rem}.offer-seal-copy em{font-size:1.84rem}.launch-meter-head{align-items:start;flex-direction:column;gap:12px}.launch-clock{text-align:left}}
@media(max-width:600px){.launch-window{padding:28px 0}.launch-window-grid{grid-template-columns:1fr}.offer-seal{width:174px;height:174px;margin:0 auto}.offer-seal-lockup>strong{font-size:5.25rem}.offer-seal-copy b{font-size:1.36rem}.offer-seal-copy em{font-size:2rem}.launch-meter{text-align:center}.launch-meter-head{align-items:center}.launch-meter h2{font-size:3.15rem}.launch-clarifier{margin-inline:auto}.launch-clock{text-align:center}.launch-meter-foot{flex-direction:column;gap:5px}}
.offer-seal-lockup{flex-direction:column;gap:0;margin-top:13px}.offer-seal-lockup>strong{color:var(--cream);font-size:2.25rem;line-height:.78;letter-spacing:.045em;text-transform:uppercase;text-shadow:2px 2px 0 rgba(0,200,255,.25)}.offer-seal-copy{align-items:center;padding-top:0}.offer-seal-copy em{margin-top:10px;color:var(--electric);font-size:3.25rem;line-height:.68;letter-spacing:.035em;text-shadow:3px 3px 0 rgba(0,200,255,.26)}
@media(max-width:900px){.offer-seal-lockup>strong{font-size:2rem}.offer-seal-copy em{font-size:2.85rem}}
@media(max-width:600px){.offer-seal-lockup>strong{font-size:2.15rem}.offer-seal-copy em{font-size:3.05rem}}
/* V7: hardened responsive proof chart for GetResponse mobile pages */
.month.august span{color:#050606!important}
.proof-grid>*{min-width:0}.chart-frame{width:100%;max-width:100%;min-width:0;overflow:hidden}.chart-frame svg#profit-chart{display:block;width:100%;max-width:100%;height:315px;overflow:visible}.chart-controls button{touch-action:manipulation;-webkit-tap-highlight-color:transparent}
@media(max-width:600px){.chart-frame{min-height:0;padding:18px 14px 22px}.chart-title{flex-wrap:wrap;line-height:1.45}.chart-controls{position:relative;z-index:2;justify-content:center;width:100%;max-width:100%;margin-top:15px}.chart-controls button{min-height:44px}.chart-controls button:first-child,.chart-controls button:last-child{width:44px;flex:0 0 44px}.chart-frame svg#profit-chart{width:100%;max-width:100%;height:220px;margin-top:4px}.chart-total{position:static;right:auto;bottom:auto;margin-top:-10px;text-align:right}.chart-total strong{font-size:4.35rem}.chart-total span{margin-top:7px}}
@media(prefers-reduced-motion:reduce){.launch-fill:after{animation:none}.launch-fill{transition:none}}
</style>
</head>
<body>
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<header class="topbar"><div class="wrap topbar-minimal"><span>THE BET PROFESSIONALS PRESENTS</span><a class="nav-cta" href="#pricing">Switch on access →</a></div></header>
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<section class="hero"><div class="hero-ghost" aria-hidden="true"><span>SUPERSONIC</span><b>RACING</b></div><img class="hero-art" src="data:image/webp;base64,UklGRpAgAgBXRUJQVlA4IIQgAgDwNgqdASoyBuADPpFCm0qlo6MuJzSqmcASCWdLq73/e3zNlN+TdG+oX3Z7bX/xe9+Lf0hXvHzgwpn7zW/I8en1P/Hf8/p1/9Hstf8X1VP8z6uucG4U5qvTk9p4oR5dWa3vsHQ483/r/Ko+H73np9/p/SM9Vf919Ifndep3/Tb9V0TXrU/4rzwOv/6MfyjyS/N+u387+4/6n+N9u7+cyx/KeCH9c+eHrI/xv268efnRqF/nf9h84T9r9yPGF3f/n+hB73/kf2r9smdz+Dag396/2Prp37H9j1Bf8f6QX/R//vRv+weov/SurP++XtPfu4X4dfuY1HJHzHknQCahVFK82eGvOLpfuY1HiJNQqilei4x7wqilagjRNSOv3Us1raz/blea1nnHo7L9gVnVcl1RSvNaz3GRC6prJXmt9k8y7XtF2pHUimEPzlpsG+Q235gbr2oHWrVXdJ73oKUGJjKe5kGyZO5Q+9k84um/K5JDkX7pfErIGr7cr2w/blgCy7Cv3Mf8NZ4kiypNeZekSDyXooOTuY1HOYxfJjQ16TzoFdW2Z5WsCJo4FqFUVphTXOV5xrDsvp0NPYmo8RJ8z9IacwZH4+K2Q6zZ6oxIkFGcFhpdM4BSWk+6wakfnLTX7kl3lcs9LebQw+HkwemxeKCFfqAUct+tzGg5TzDDG01ELfvpCxBjnjXWecX8Eq29zGo5m+civuLBklIHhVA6J+QKxRTq5UYVAf/v3q/PWde7le9QWw/6p0FMABL029f5xuQKBEcS8IpHhVE9iFbglbKMEIUvze7jxoyjtkYAIWXqvO1DqobfV5V/JgOewoE1WSec+8NRceDxGv+sZp27KsFHNJUGmtP4491HJL0baqNQVaoILRRQDaLa/foVs+T02uedduoLBDBo9Hb3D45bUOYs6kdTJ8UdjJMA01h1IfRoj4EXM1w60IQCZXmtZ7h1trQT0L/FHLdBjamtLNA3XFHJc+hUsiXzT14gROp60Y3Fk706UQGRegvuSCShiZ0OsiSUprIxs5X2GnRSxxw1cj5eNIeRbsXcrBffyvmVLCz8OOCSCKSS15RmVJ1+5jUfCpvzNGvRj+4FIcsb0v3ldSMy82+ZbBebf+tBb6G4DBF2q38aTlcB4kj64hidmTe1eUtkDHEfxv7o4+410WkcxwJB8+xP6gb/+TZuWu0loTBAPkVe0rNmmLhMzV+pvcV1V3y8rysYPHSB4gAgE971G/OaGPp/IyUBlAAX6NdmW8br+v1vPU2G3P3lgzn6m9AzSj7+1ErsMqBQWiZ40RfY40H02ka84bPsys4SPv240SgBMhca4NgAIjuz0pnGNo60VLeaFJ8bneublepv1XK2u93di+7eABoonJQsc8SwwcH8eTfObGaowLprSbqFMVApQ6t4JL0Oj5SYFthQErskc9c0PyFdj+gL+FA4cYZ/M5wJPoscYv2MqJo+XktSrapOsPigP9EE8itENCh7AYtTDfkwh9YIVytqXByhexScpidLgTXqSMTolDkbvKWU2T+ZKtjbiWRLCj7tm7ZM1GPE5qLrox55byIBZxzdDSRsVFMahM1rujiKKc0a0WwZE5rXq5JDXYfSUH9zE8Fb5u0t54OKN9sfUrpgTUKdupumAONcmLy04QN3bX2PIFxlsFVk4Our1JOn5CdWXFEGoMAefSYZTICkU0HaGuHOYvaVDhbGrZXc8sOiGCkptTc5b6gzgi3GpIPHMJbITTT7hNj87Ax5MZX8VIHFs1FkkCssHFcfEupDjom9pW0Y2Tw4/nAlRrYwRv6WBt1o9XhYwZ4HWL4AWnCoUY00P/Sp6Awt7+J2PfsEme6MfpjdYGPkyPrUgeeubcpB/xunn7QQpjU7oo5x+cXTN2TtBidUc/9nhp3qhCJXan7iP1WyUfmfajnEy+xuckNe7uBi0MJW67MgLE3yfBkrT4DID0WeNEc6SBI4nZZAOHYaDw/Bhz/GyKd23GClNkZYY8MtaSJ+xR8SpGkdNmTU1s9HJ4BRZr2brIwZ3n/AEehMu79KWv1XgDVZL+/m5wZHOEa2zkq3p+YaLKdhJV6r5jkIZcKN76Tood4Q1JxHxGMNbn8tnNQYwKRY4Gqq6F42tQR2wC27D94ktoSKrAIOzyP/vD2giPEGf4SmaoqPdQ9rn5U6klwGQ9gUivGkOFJarEa05IkvIH0CoM4cSH8CdwGWp+b3VoBY11bo+XDgcF1QKod7Yws8YqjMgc/WbvPJz4lQfFxYAr6lGKEqX7dc4sf5pZYrFKQZJHW2Pr79tWD75Mavosw5h4+8CZUnyU67Ph1Rw8jAziRuM4v1oTV8Nh2Ve+HgEsok1t05GfnVhzhYc7f2hM56zkm/KxUDf6E+fNf7fOuv4ZdsnH1kFB/4Cu3yP5MSHM3GpUvrc02Koa/sFlU2/FjlTPoX/SBW4osEyZ15IHO5U1F8Zw860Bqjvp1RG/L3Qq/N25LBF542DQiN+8cNE7Z2l9sCIQ0ewM02NnIFzkm6hURSbW0ljiK5yt6gqTtJmUp0Mfm3Jc1L/u9mpYVTOV1vhKzmI1TCm6RUv/oX/fqdOnxqKSRTe/jD4CgOkpEVHqpzi5GIeH88EU3S9mfutqkOrxJA14dO7MsTY+IinPfRTJvYyeOKugZCPjv0EgyY177r3cqPRF5qhLhFdD/FSdjWv5wQiC2aJN+Z6Ip7P0vjY8o4XTz5DT+AuFwjkA3Mu8/wMLqsZ6Pe2LEYazvY7cC9aL1qnD0rIHdnvz9ctfJTQxj9sKHUZ129Twn8MhmmzUyEtqbFOO1HhCfW2+ZzpqLYCS3Yjj9TYRMMTN6QKsUi491Mlp8HMR/Ce1wk7+fJzwdD+sl/095OfShdHlLuTwaFa6Fwj2xpoTuCF8QZnuvTimkH7e5//1pasjifY9idBpNMKG25ObhHVVGT79qG2B6Q8eLWnvZSR4HhhrQtPN/fQ0TRgPnjqoEvFC3TFmNVB6TUS33wPSNo02q2/BtnObI+TmT/nln/ItMzyi3Di/Ay4fCY+pG8db6u6gaWW2cBtQCyOC4PyBihi9ESFvD5B9z79HDWHrmRkJm0TvyqltxOfYnVUSlG5xgoe5sk5Ly0j+7PHazuN+Sw9jxf8vOgP5i+cdDIhZ0A03xBJH1oUJ2z8/4qMCaLd6hG/MEXdHKqumtxXI45qj379/1zIgr/9KNnmoY3IaYzK2wYifUtm8xAql3N6soC0xVAypO21TkZChQcZPn8Smsw6bWmI2xhSPMWLItMlvAaYXdJDG/AUhucksesZ3POIQ3VpP4ou/tVVt+cqv49qPD/bPqFb9P53o5fkw+b66v74euCsOBQPjwElwfZe3SWkGF32/sheAVPe92NyVvknplkwvzz2k5K2A2YIgLDoQulFgg5HyZiNCIQWxyqWL/Yi/jBP/rJHZDdjdx1tYDjTaTmnqt/NJKu5cQzOk8N1h7ftPJllTDBf8D5fZ1uynQo31emrX////6lXD/61JDsbdXi6tYN6/Qdxo1ax2W5d0hG1SE9LGpjPtEpAm6h68bzW67RAju2iUrdTa+9cC7gHKIiPGP1cJw4O326eOAUZ6VU0rw+UNhan1rLbnq8Do2hB+0hjF42JTjEPNXDdqqJwuqEre8Pz0xyvApsIQadvkMOxWjXr0mj4DOSOAwBQ/ecbmmW8p3DhFAmi7ChivPkcVT2dG1W2fN+axSrP9kXqt4YTYRItQv/FSaHcTimi3R/HbalPDn7PMWrMRoQmPHt7wg7QmzG0u3YbmoRRihHHJH3xNXECXoWlaKMtnHTm1MPaLhOUTjdZ+dSwNKUlN2c3rKjF9QUfRTGMDqjMD2ue755C+7xLAoLi3cH50GZBwsS9DOZuX6hHOI6GcNhTvQ54qU8LRz97FSAJ/BcxkQrCMtvnIsqOgOi+X7A2xDE8m+ga0u423/P5CZpO5SrMpgVImsBFKyXy+o/dhpK9HtkapS4MRsegf6BBoKl9I5RlaWVChcbzOvfTCd70t7TKPnfxj55jhf+WDrXyHlV3VIBS3Odn1M9bhg772kyZGP4riXOWBEq8TRPkLDu2xwF35yxWaOPN9fK9FYT+feRxQ+aum4a1M2cMpAI0S9FK61JUMFCdGXLSjERfKv5iRViBTNYpBOXMNZ8mj+STMY/H46QwbPFXP8xsmhN/1WTCmc02yLH/yelJbBh5JNdH0KJDCq4Zc9BFYc3EHchtgcd1w4d5g63KNCgNc4KnqhUX7W0o2+g3/NurSba9hSm2MZfefJ+Raxrb5upL2RAlufGV1cjGPd79e14cEx1mrhqYSPOTv5w0rS5KBXrY08NMLvFS4r7+rSBrbJMiz+Zgv/+SE6Egs2o15zNXfVhTANSBAv6xQQM6/ADPgrRjOG/fxrXkvmmeD+KgL7XPs9qFn15JpC0tF1x3EzOV/YxBf3HRDihfUB7VEEydzDXe0HbBKDj/hizv9x+a54IHHpqGEO5wFVnR7YlRmJepgjV/zg1wNzEN0HPdvJsteh5dqAPF7bG8kjlX6/bj99iaOtmrmk7MD3ZSRd4+eoNMhVHPWUDS6ZelYqGkoS2KiG376l1lAtb2ydXUzmMP2b/SZCuaCctuix8nKqrMHBbo6twMPnWZ/acI5+Ktfzgt4llo47R1ik5isP3Du82x0ZGVPouxxfn4eoi62CpZMDTY4mwkwttSYfVZYVMXQGAdebzBsteTJerYco+zOwcqTWim2a+m02ySJEzYv3jDXLYQzHoPG7RCSa4r8V6z0APcpjS509ZDmkLfhZJOunUN4urZImCKB1b5dOOyoQGVhDWx7saRk08DVX+ZTdIn53sScFbKo9/JHVpWZUq9l1eNWPZCaUtnzzW4q+19/hqoNbBvBN6dbYRb8Zbaxm5tuJ/N78eHBR5M1lH72PAknPQZwVQtl2BZKrKgEXtmrVOMJMVXbtU+2LT/JZ3R1dMY9z2FXe4EjSjrMHAf5rQMsduYL7W6tPWmW01RUvEDdQ60vYO/Bh3OD7/tJUx6AdTwKPxVbDnw2MlBdj7Pz3s8H50vo/p6pCJBepE2PHIhCc32UV6DS/kn9rkNiU9rXAmPgnoL7c65vkjmq/vJz8Vhu5W6LmJJ14tUHpI7N67G35ryvI6YNx+SgDbbxVmQrtRQNcE8+bObXslD/600hGWFxMvqqDYJHfJ+CIRoDg0ENEaBk3Zm6zjLUFs9qDOKFA34BzYUH7kdlj8gzDUgxGsgDC5wnzeYtHzM7Pdwv2O/ctku+I+DM/YrpKCMZflaGXZf/qHg8kxVe+VNPGmfKuWmHJJc7ZfanICAlGS7VJbjgJ7UAIwDoqF044ENIr1VCZxxbbWcv1El39NiWZer1PGwVVkHqPWuSQWfcewWUYp20+6G2eKCoBHG/9C+uyoXmWRYz+//mZi3F85AAUc39pxgEjz4gg+CxFqyKFo8X9Mqbi6fxokXgJuq0VUkcnWmIuYiwFvWeL/+1aYBP+k8KUWCm1ONASNZ1olQ2OmDyhxLP7HGDJLxyUPFXcILzTXuA2DJi5AgRUPLeOLHMPJZa6ziIZ7T+Y1rRbHP2y8Hb+04/u36HOQWhDYYLpfhJx5HHbBbP72hinoN59DGcEctxfcgTCDe/cZl0+VTF0wsATHpsHCl3j0hSJeq8vfBYUk0Dsji+FzGyprzfz6Dz7AjPUmqfLzcyBNG9DxZas9CQxuaDhq5OiV1iJtr+OVZMrTppJmTnMgw7Po6MqOPTMBFAzvpXqQ+qrdHvNu/8AK7/s14gEtNGaICRSoNwhwJHXB5KCiV+CHC8tVtINcAJeDeyV5oSgTEttX4ebotD+OoU1POUZf1wRcITfXI63zVzTf9VYKEj2p0qzsO7UHD9H6vsWalWVey6T/rrKgXqgtWmjApWj/gDiglnkgxJK2xWTvH7hh15aEgXfNSTbp2X1yYccAm1EwCBkEX5vkVkBg9Hn1wmZssPi1vweDLAv+6BTEAof/c5aCtu0CfBbxD+J5Sb1AnDfI5b+Tmh5rAy+JV5sJ8IsXvNW5yMhByvy8ddr8UjaPYFD6rEOyiP6esV/DxTHxxJtWdHo0CG8yx5XN7n/MVGYPI574/qc4Z1u5X1p/5NQaQ+6Q04XhBoQcwngXC/CrMw/fHXYER1aiNldRxdgjiXVFbYKGLTxYgNNpKmrhfHknzWTj2sqNb0a2VFdnez7ou/JpM7w7FQSiFiPyDPz/msvYCFxbV6r7o62ie44nFRF8+JQfFNuEP6wtMQF2vxNTr1GXmMMNo4EMguVZ15zP0sqP4rgbUwC8E1xI6ooC420pHES9xZLMq5/tDQ9AOdBubEjks9RaqKFyqSYdxN2KLD+8UtGISN8cXYnC8ztXX/jLsdfmzF7qxAi8teOMJT6iCP8it1KFrAwl2u3DDPHHrZswqMbFRbE6lJEbkFpmrxQpkv040ts+O/y14VdXHIoNzsTEbZPvPWkrF6+vpBFUdiv+D1ZnL5Hz/0EL6PshPq4NVCOanBcUlDsvV/AfBWloxgJKITp9ZlN9qXO8iqsPWxC3HbsvHb5mX2Y0XsUOSwdC3R29TkiARoNzHkY1GzXMIAZT7H4HasQNN6rJrrsgJbSzQvrz2enahUSqsZuu1zTKnbxU+CMsnnlOiXSBA+mwkq0G/95TbKy2nIsbkxbeFWijeeiedKdxaW0wLxSDlci8Pnyo/z3h+IgBOa3XSXDbvHhl8YiHtkipk2ukdZtoRpWB8dmQyX/9Eg5l67TtcqsgYXRgGOvur0EyK5bI3nWUpguc4/uPnQgL7rkodsq8sM0VoVy5Od16I8mi0mr+5Ciy4D8JI8j60IVXVgMu8c4nkVvD1v/7v2kvmAvurq2TWqZCoGogHUCLIKUog9+OW3PjICkg293f/yo//YzUrdo+GhY7YyVQnAocwfHqQbTuDbd2AO2XykFsZ9rk9muC2vw+7O0WmOFIFwFpXzJnBcznwBxAxp57VVJPaqhtQ1z2M++2lafhpCh6tL1ghqV0Ctb0TsU/nHMoFZgsED+e/9UgriGetvkuglvWhopYxgv7D1m1f7fSnFUYvOzurNXQs4u9vnE0TyO00X/L48HKJJjGYFoGDKmRYS+2VDxs3nodCSpALGbekRr0QO1oBrMdRQwd1mUO7f3DaXq5NzBJ5xr/atjG8Yt2OFYDaqIP3xTnEkW2scsGti96L2i37fSlF4N9ldLNrky4bEfAvhSyZ82PcwRHR+fVhuKjcdx8Vijjy0NNZ7Be+OsReU/93pq5/qCdzqqJ8d2vjXOhItWPv63lTC0QvW6viCMZrx1Y8PZtFeAb43wJ0z7XWmTD8Fnl8cbkFT7ssm7buYgkjUbRTOx8+DZdvk5qZnrl6hwzOVEXeKgj9GhuwJP7zgYh6x9bIg1T9U///b4O+tgq78xz3vkNh//4I08/CQuHzxm34BspOobE+72Vme8LH0o1GvPG4Be2IEuGDI+xxBlxBd0psDLYYcKgKdjvex6rz8Qz8cadxUOiDl0WlJh22h583TVAL66T2jN3KrU3juDx+m1Iq2649/8/RhI4hxQGKqyxLN+eNQWFNWtFQL81IB059d1Q8QNQSMWXkh62YUZQxP964obFezJ7eUOC3oaa6nP4Q5vaZ8lSeuF7qa1qGavHZTBCK/7qUI+MEMmtY1u1gX8ktEOmQa+Bitr3m/3N53tIYfeo6CEZ4/emNWy+p7jSXgD35ft6m3kTX/dRgO7VY0AzvQ/qKP7z1g9Ma9ZRXNZscWGX8tsTcMDZ+7uT0dB5rnCYViEa7bue08++1y8k7CJFQiGO4Ty8CQerapDDHaTCTwZc3JwCbxgirjDBqcjsZXCrvG56OWPGK4nxUJjnmk+GEdnUZumLNFbdkZRadn9gs5ZxxFTQWlDlfwQ6+DYhfIDsh8rzYJD7XEItdP2Ll7Lt/d+xT2YyYAjhqxwEJCgYQv+bE7z6KItoMv4NdgCkofGMpYkqTxEfkYuyDkNaK/uD0UwwkyJyAD5Vnr5dlOi8iGyGUkM47O8VtUyZq1U9jRuBnufF1bWsdDIWlYpD2sOVCIxLq57ET7TGhNYkHL82Vdm9eenPp0g8+oa8jBdV+C7nxwDL6OPWRkr8N59C6wnzzRQk3lTV4SBXgJjPEna8l48dNZs+K0RsE0Ew4E5A9jEVeYCsmU+nRvjW/GiBDeDD9ZHKvy6pRpUsEDriLT/+/SeuN4sNAR6U+f8SrWj4048SWL1e/WYGjnJPnugeHexe5Hc/F8Rbpm6O8Dr5pu2+LJSvclsdNIOvB6g/CH6I6wUX2V63uJjXuNZm2vCQ1hlqn1Zg5dQD0YPsVpHnsDifMwlCKATNnis4Nrs+hyn8tWdRTA8gC5VDaWG07vFZVNawGKyO+9QhljNYM32OgN8A2R4jTXC5H9Q/5cttbHG0R3316MFwl/vZlait2Aye52X8vd6x7f6i0GesNs1GAB3yLEfqdML21VEUPZNNRHvvuefqbK5D81HRrlNr0OaJjmqmFFKOregZNeeMU2yG1sw4fDIj3u6Kuag+oMO+W9YyQOc26CZUADwR4fSYUZ00nfAmHk+HHdNwNc//w2KhTwd/JmhOiCdndWS8ngSTNQypyjQDMvPdos5AkL6vABLnldY8HPDdhPjYTRsorSzxCA2iv0/59LEkeC2K2yWQ1DP2r3XyuG4kWLNd/CRqBH0eRRzCguNamjnKU6aDaKLdO4eL4bo/8+ta5nwvEf1xPcqGeLbk/a51C3LIW607D/kjAU8u4FjmREQy+OZPuFMibDnwIvre9LKaswu7TBpxIfwe+Dqnqn7gvlm74thKhDeWn/YaGh5wt6ZljbT97n3t3HyWxsiwDplKlV5vjYAmI4tFHyN5g6p4tXFOxKlNW+6YSHfJIgm9QXv/G+j1N1xCeh0/bUjWvGtpYlOfkVh7kNvLqbPUrTSKSmMtN9e8wvZ7V9v7xT7kehcW+up26NOPSCP6p+E1ngqJK6uZD/PO/AIbXU1HTX9T2v6qPg+75CFUxjbyo/0t09OUkNvAYcEWRxUEYrDOOO9wOkp0xddrTN/+KrgsmBKnojVrKJkh33IbStanfT7ZtuF9ZMa8WuX3iy9wOg+HrJw3Tq/FSbJD5fTo78s9DemdfLXlOD6DElhANzL9E0tcZy6hM35qKi/AIhWK2TiqEBsBRorg4SDdf3UfHOayJrDdcdi732ISPt9Szcb7AaKgqVbb64fvPzQ5WI6/24e2EwOqvqIOt7HT2xJU6EQTTM83lfGYINkKSt9RaHdsCt4KvjiYFQq+gR9bH7zSSSoZwqXUTXFvJ6xo/4G7had7OIYN4Cd8YppB3Z5c/A+zqgu306SLqu5Z4Yxmw0vkqpxYcQrwFx/zneHAgJqOYS7SRR1tRCfa9qfD6leWZ8T1kMKjqBJ6oiSHCQV+VszSURJqx12nMUzZhyXRRwCvDF2Lng7x1uMXEc80CsKTuCrHnbtHzDaNVq1llQVVfuOAgy9kSP9LT1WHno3xtwbd5D30htFEyT+Hr9cOOuWI/LmTqQTe/EapgyJwWcwtkCz3y50civK2SMMTVsF7X8kML/dNz33S7QAy717OAniVw4PHiF3IgF1MxqbwJREF9N/kcQLLWSmWF+orGFbYUAePp+QHxt7GPAgFXF98Qx1oRAi8twhiSTXJ4Em9Jtxfk+6lTIub8BSvM8UFTMwWPxB2tmMh6dz/K/5oyySUHuIrQjHHEV5rTJ0ENJ74IUKrQlYlZIfBfzcVi0GMy2Tm8KxnM+FsOjIJ1grSGdqFC3wC39FFXF6WeKQItOQdBQrGhZqq518bEKWeNtMU2HTpU/HM0C2zMOIX0SKC/8CQu3Jys5s+6CNpD9kqWDc7PeR0Rm50l7H2Mgj+1ojqQqLd9WhUhTHnV3TJOqwPoICtXEQ57Ik+qo7m42vkTwK5dd++Csj4UbEIyNqBAHsVax4y7SPTtB0mvcv7pLA2WDGqb+7+KiKzGn8z41gEeOn478Pt6+TkGJhpyzXvU9PbZvizD4DfFR57Qtt9z2IXlHiiiyUGjIE2h8gual/kng1FbmN6MJzdG/ThbpyPnM01TILfSH8C8tjwH2KtGN5dQlTXT1IhneDVCQKWO5lVywQJMTc3003JgENT+E83giFaUvUcoeAD7sVB+SpiQo9uxTdDe0VA5A4Wj1Xml0lbb8eOIHOhWHkFN1XQcYuP8GP/NxhgUxk5Jgp2PVEdG13Ih6cPiM50gJ5ZyAPdxOiGuIF4heskvwKqNTrSM3mbdxy60afk4D6yCr2lca5AvttO31PtoiwYMCCmLlVb+uTN5kEX8s3kYaCZ1V80ID3BkIsLvgqzn00muy5jSfzg6n6CR7yyDFUo7JNOnBXiBaFgNwXwBd8oLVi78OzOd3O4v5+Q0z/G3k6Mt+TqhcqrV4A2IxBBABP8dQTptCXq+OqY2JDSdy7S7/c9rLflJveoRjKlVWKuTBmVUscLIkr3/KVjRHhHK+OFKWAmdcxLyNKcxSrwg/AHlLNBXuNKelo8Qo8k8P6U9JvJU8/oq+ECXfXOjZrJFMtyurrvIB/xpc1MlkLUAItYbraJhvBQY3PZpCcdvzwt52se4J92TvmItrx62vsk1kon1pg6dc9f3WoFMoJU+a1Sl6b+kH0U1QWw4QTiQLrGzl4MbSF82TqcE6DNayWHS0ym0FpCdJWCHruS8sQSSMLOqgDYLBeG3Y7sXN4Ttbnlwd4JEDdwjxafKXNSXpnBtHAMRQK0UCU0PjvetjgEZ4WdUaq3+EmSSGzqqZ1J9S5rBG/vYMSKKqLVSQbu3dudSTKnGTnxOIW4EZMQG9fwgr7+kit8xxCwYtscxmG43LNx/OvgSqtOY3ryo/iah8ESa7Lt77Cji75T/7Lph2cNzcIT3CCDlGWMX+uCD/TU+ClhAfxK44jmrBjtMNAJGVxHs0OEfUHoD02YS/WhAMewY4lszOAbuIFRDKKOqohmIN6qrB8fi1LepsAGJaQnG+CLwfOYKe9UHZfxHoXhiHcrl6+XMpVEhC9tyx//QTV5A1LvtZn7Ew21o8UpY2bamnwVUWrMTYIt3v6rHzSbO1KiPj+ErT0y2uMf+cekxF2UwDbiglmkPx3xWFsb1YrDcf3BXOF+736Z9wA3K66vJxPLiU+Iiuq/dhSmPANkBgv0BHsVr3VpDDbOiZsGkSkxs/LcED0Qgo6QpgVGraqbbKC07QZpOXTaEs9AM2mW9tqU7IQL4KLZBerr4jPTkjf7AOBZ0Hw8c6J9ZZocLdNeS6vVyM59jGRGPTUyJBh1PRHZAYeoNoYZd//IXJpXn8l0PrX0+L4OsToT8pSen3I8l3z2NDx+wPh2cOBdtp5x6YRtUfjau1NibtYmFB4xiLoRFWGmdaESFOo+FZAYGmpBO7P6dNmHGLb2o6FHTPmD2hreAUWET0l02r+ZWQVRWBWf+UYQpUlB5ki5qPMOXX8u8OBvYKNFsyUoXzfZ4SUs/cF98QgnoTJNdcb+ac9rNXYDep+KMtlBYgRbirtx1Z/RE1mK76Wf8GLXxRqRt9ciLInZ6m91U6OFeRIkOyz+s5QRvolwNzmbFF9jFOwUdGfMqXdhk4kQvowlXQi873VI5LptyEiiEDCSHGs1weVR4nKkeZNriQxDyLNnpEvg7q0RNT2N1bNDEbzMcpDfeVPSSGbaT6SQJXTLUaor4DpiN2tCsyZhmDwRE5pesdjqRZpljDsnjwyzzhN/VOt6BI6gx5q13t03+n0hslW+StcRJlGbhkfKXjJ0JmAGUjfXrU6DHRuqru8adui51Bom4swtG6i6jg+XN1Q7vWk2+nWridBOIQhwJxVPoUlF1DxM9ceNhN3wBjMLCMAcVAbfbr2GAjW6X0KDXjOeLgVA7T+xVqSAZ3d+aBQmWXHOGyWdsFSDRPsn64wTlI1WtSXMRUfgL45NbJMYy5JND3c65D6SJNIXR8BXuFIKVGS5VOUgri6beJsignWn5L0n361l++hvZcBZyLU6PRVTzooXiqxlqALWV6m+ZkbNRYMjlHbxdubtl3S0roNR0Jl+SiG70XQZ1Rf+fOaUFipMS0R1hjriErsRljiw+4F38nMdCZQUh1C+0zdsDW1kxg4LlwxfceNfKCdDWk/Fio7iarainQq5pckFp8sb6kjtx9fO6QgYx+0ZPHsWxUxDlMjfvHkCNRsdZ5ijGom0CrJoAZN+994JxWhHbk88zQ+GXrJmXUzaKV8jk8B9hZTlYFcRdEO4tpbw8CvEyOoK6UsabYWnxHEjI4isOwRSuuZltvpVdzOWltoiS6dB2u9BiwiLN9HB7CEd5ZfzbGrQRuoJtVhWJ4h0D44OtBbMAMvmqzQHR1l/Rbu4yDco3kJDHU1I7YUCFmCq/F98tE6emlA+0JOhIXh6SFLurc6Ng+kwxyha9jnG3XTmKXf8j+rNrtIyDSav+gISy1d450jqoa25+czbZBPQ5MbIAjvDqIZv9VqFvGBJmFDibE7XR9nbDvJttCuN5QT8va75Q998UP5aZSMfoW/LZRhbiNvCt6FRKOGZ+n/X77FDN+NANQlUgeHeomsYKnU+qKITlo7cm99M9vtu8C1swQwkmQBViNbZvQtt58ZiUx8a8/5+Tw+xqn3p5WKY5oxCJdpEZFUiw1UEUO0hUXyyaOXr3IbuhJ4E4x3zbd9K5nYLgm66rQrY9cMmHmjNKVowD8CCR4RV1a/1ZEehU5+BwAX+leLoNK0QcxuAJWRvpDVYXPaOxTSPH0rtZ/0q7cSoSmgBohhM4/EstzxLD3rAJT2Z1L60BKUNBQgA8Xb0LTQ1sov9ThCA4PVdJBlotFzLYaBtES5xVhF7lFrqh4TD2IRLr5tKOl1Btvw3oKCdnB7a7E91PwNVAYIod7A2WjoxpRe6+u/K8HzpR7SFFpRRGaPgz2A0VDMZYQFDdvA/XH343sDfK/3QHpCRIusAcZul09se19J9EfDihDxon80A6nyaSfoJ3XwHbsnMkKpmUCKT+PtO4c25z/Aky2+d0z5MchYcpcTtwTBCf4Khrp51Q2IVwNp/O/Mu8Rg0TrLYm2dlF8aaovyUXxhkIPBFwEJg5PLcSqIrzyMV/ZDeOKXnu2ciyczCR9X5DwCAIcO9pPcMTCeQtiY/1ZvE6BlAv+QdBt//Shi1HDW0U7B+Irpt+M/XbCTK46UJIERL/mbmpiXIt6iaABcHDSko/Ijoz1aT8hgfTPeDveWtMwotYsfTvpfdgiQgOgxtQ1Jq8mxW9X7B20jDv2AI8X6ZZ/WortH31NrW82DZ/45CaZdXP2xZUodMhP2D2qaS0/ZwdD5C/VjFiXVZqkqC7dTeSiklsBe97z5QFzsW2/osSm/SFGypnDrS2t+h0PYMzZec7hJnc/gUR+0Y7wWtzpB6gnJhKxFpHBS57ee4YxPCwOdlDvgVEXrFAqZfZsC9Ry+qTBlZBEwAyv47isAOKVXJTnIQRgZt/HY0ftHa6SN/89T+Y8n5V8irh2RPqvdVulbVbOUx2L2SnfGibuxVkClQf3aLA1V4RJKb1Mv0Xw8HWr7Fh/xhd0zPE8BSTZDNV7/88316zmTPpIZ9xqHOZNvbSqcq9rDzsOEeggEJMZ/4LMSGR4U+J8xMIQ25d30ad/RdQdnmmgz1cbDaEI6ce5dS/7o2Gete0QGdv8GkaC8onq46NHzHNsJ7Z5CbPzEvmyKSIwcVn1zRS1SpvnZpghoT+xzry490q4+D0h+G8/aNBw/CYyJu3Fk29RzErGtJZHgQtlusOy92y9wNScUr57YQMrE7Kr21ODcZIHniXb2VxYdfVnqkoE9VkPVXbV+0C5yY9n6YqrtPJjkc4B49VkSgrmFwyF7WIo/MzsdS+gFg2iJnguDQft1YCvPfO7NKEYykDYB8bXzaFZzcyY0uHOsAEoUhdDkoH9vKnfFN+ZZyoD9PI8jaPjZARjPiV7rw6JTCtLUbSwGXILGFSNnmQr7J3ovSAMwZ1j4m5nu8gX9ARO54rLGIaAYUkWAoftejEW+ZRmLzHmkZsNadALLuLDkcuWLdOG89xinndR35r5nrSll7MGoM6Z/Zu6WqTcr5dv6+e89IcZl9Cqu8XAO98aNUBgrLVBgbAToJcuXOvnIFcKcOvAuTqNycD1/t9QSKdy2Ag9+BVjUjBPnm5vz37VseRaRAK8uOox9lk8+QbhGw2QhtaQ9BY94T5ySHk6gR6p1/30oGgWbC+u48PMfnjItyJVXJBisjEiEyAVMPHNxd/TvgHcZRIDfru4koMGFJ4ErSxoQYrIT9MzUzQUlGw134hO0rE3/HbPmNUeugEjkeVBStdRQqHg8YpZpBgFOORvKyCZLgqVCk6ppG2714n1Em6BgZHG+ApJ7TVvAgIG3tmzkLFK9URvsF+bcwBZZGz+/GnE8FItcnMbYm0tpAEFjd972KMlZslXLAmwHs07bj6pzw+nEP/PqWtrO/ztGeKL/VY1zf/jX7DnsarUxFv8MV0nRqS/dV8wFNy+YfshFRq8p0fRI3+TH4QoxpTSiXR9uSeq+dajysr9II2i3PTxSJEouvlFGG5LYIfPaqFtTVbQS83HaGg1UJZfXi5pQ2SnhsT9oapTmTwdxTwinNaxYDYs37aFX7FAzxSlx2gQmQnUXP19fdm8UZbFhSPCMqQu2qZI9ResfFf2T8tEz2YPrYsIIITgur+45bkn+yDMSssZLypqzIlYBMjnkaDPLSLndvzbziba7CU+WlDPMlMz16lY8XXPyWWpAKNCuVJVcZozR/2L8I3i8o2NXpBew0sWjfOBh3JiYE2nREEbrRsOGvU9T/BXNaPMrhaeFBfLjDLzIAsx9IizmN6IYNwhabfYVN4/cA0Waruff6FQWgP+FyH+6C0Dcf1k/F1Zd5v01qsqhhTGkbiewj85JkQ/z6aHR18khSbayYDrnCx6Hh8zFeSmcoldWk5NHheh9Ij3S1J+jtl56UhtG6DhLh4Z24tMLoE2JuOX+B5sakoC50iMn6ti6BOwj7m6QVbE370pdtT8iM5Dh+bRYq6grp8RC10JjE5X5JOvf7HAMZAnS21RXb6sCHm4YsOcdvDwn2vQ2GMq8GwDDQLaD6EM2Q6yeC7726LFx2PwwLpGu4efAyf/UyFlt7yvUmiI4QxljovFLwv6Nl3/vnOP/Eoupj3R0sj8KavHOHDKf9Ao1SoSB2l9ApBA82qq6yPp8CSmwjQEtmqLhMY9EdOYArLkqHQI490V80fQEkBsAQv9tDJl5f/QDZ8Zssjp44Mx/3tk8PkZ3Ynv5OWVN01QQQ2Vqs2TKcJIEXeph0iu/5MirvOzy0zJ3vuof3N8ig2Tn8LkwVxVorBkVYp2dKUUBkKysQmMnKwqs12i71CmPcnRKzShg0tjMmQHVztePDghGIdNJZIOcG3a56spEKHXjii60/eCVUC1YP7S9KXbvqyFViUJRJWedgUkdwYZpxe+WupCcSyYUixiaVeds6/Wy9WTN7vQ67lICHt66R8k/vP4S4hUDf70T2lBaB4DuuzaU3pGyZM7l6jhlBarpGOl2bzYOuiu1Bopg5gCxrOwq8YhBFi1f+wBJVoSR6XiqPibej6H9cU4GxMt15XchcdJw1uSt/m7jx8ksQOrWf+oAGW2p7qXOZMyYw+CN2slJjL+8A1I+tPmn6P82Dd/OkJjWuTHiCXx/eI7XILwLRT+EJJXgPodhkFluDte8jAW9+fdi8dkxnn1g684c0q1+vvkiQe+Izw+p829dOzYw2HD/RimetYF52k4IC07vjHdgevCYyznGPimlLSdarBz+0r1ufCCa3epg0aNf6/4ErzXwuhAXMAXk53DmFlYRUS6sPKw3172jIYT4Mt5KUXpE84fh1wJZtYe8mSqeke0TutjkVGu01QgfW2+WizaVgw4AQjSepnJSO2pPxYiP/oXKLwav5USzQJXn46Xhr3dVjfFjtBcYVO6kOy9kaC7+bFhP3/l3DUgwbOEnVLYKSqO+AXcH0pJqSlWMUPiyOHuveIlD2Hxh6TbqeUsHZDjjNu/tW5Yy7iqzm1TYOXWDFex//k6AhcP4Do1FYvfFuzkdOBOyZnJSiewEmWGlPjJbs0adzwL0aHcVgrceRJ9+Nm3mLF8+/Hy0tPiiKrMo5+PvYuJS/YUyzH1Xyo2Pa/s5FE6Es8HXrUwPe19LmfWJYEQUYpVUnNC47WJf1JNR9y9ZSl8ZIeiNpdtv+etqYTzJPW5kZ171kI7prf0W6ZFxrjn7oX7GEcCMibu33zB515mJRCA0NsG95qv7WX8btsx/yEoDnH+n9EMi6xGkp3kYSZdLK11nKeBofMoD2smP6WW23N0BiulPHs5kSVR91BjP6HJ1anLsh2mvU7099zjNuEX5aBCm7dBTIHmmyPJw2liXExbqQ9FnHd6SWDdRId4fYha/OgJDlrofiW/Hzpy4VmHjav1C1PDgB8BeqomOJIm8svvgCpzV0wgwGb3KNxrYgyd8ufto4eiWgyLd8ownVvjDXbrTg3x4G78oLW5iu2nQcMIu9XrcgYjqurZQNcQS9rlvaJVGIUWsuCGiSk1QehFQZJ2KWFQ2qnsazf81cmqlh8DYVXg2ZrYNO91n0b4K5EcsYAR6kbldHe4WWDYWQJj9/+Fe65UObwgTMmLvao4I1qFvTBqVN4UlhvbUCUlOTRox40YxSOFe0WE0P1mxxv5evy0hmS+eOkdyx9zMoQk6OwaKs63UA8+phJFsPJlG+zY+IqMRkN+1TV9877QRXdWyfen2aZYxQEHS7doBu+82k/RoOvf29e6mg/Gyp1zDFZS3ADYUfIky81hFEUhedycsg0uuS/UnWeYVgB8rcZsHMtUZj++sozCKxebHaiHDmbjh3X8QPoagTi9bgCuWsVZ3wQShpHlLprvJ36F1ovL5tW78EuqIpHPrn6b0hpRlvmZBC5DmTU+x7oL+zE6Tn+l2OzUh0cPm6Nv6miWPC71Ot2Sh2J9EU+sgPjQ5W9/GnXDKULSPN1ivlHXjSJdh2qSctXS2twjrFnz+iLbUKlfd+IR/oAchFebN1vkoR1lE+rrAP4zKGqAWJ1ZwGhsSlEgIAl+LeqWGvxvZhHuGGgoq8pHhDpaZ+TrsExwOxImX1n9QSw4LmRKq/BU7IYuxU983N7Ppb54mauENT0tVZnTedo1Ko6JhvjNalBvxfswCLccVuGSHRykhLQqiKXS0PvqOsw+uZUSUr2y7CNPvSiRmxJuG/VHH2YH8JmlXMjkKQYhxWTnoLTOCRvEf5L+AM3HAu5uG8jmsdimStTP7LI4DmzFxK7a+dH2xfW03mITxUbTy/1fC95IMUHEjdaXinE4H7m66Pblfjspm83dMFABAI5BOx441mMgWwJNDkQoVM/BOReTpC+VPBAedZZOMDrVbz7WZnq23yHQM6hT+q5P83ILZdnVbq03zwVfEeubeDsPHU9OCmz9/zUECmrtffG7ctU4wq2x8YIU6auxAqlTJLoC6OyzRvvsyOQOf/VDsd40bv/DQsxKfsCuEPMBHOsNXPWLjxb5prqf8OBHGX21VdgFMu/Ya81IRNmtXcUdRqOS81F4LZHHvKdfMBL8eLnZ6EDp5wykmGTegbZ9Jc3iNScUodS9I7oNeTAo6HCnVdceim92aKBe9/lJV2GfzSAyE9B5Qbt9953B947cEuNtuR2RT6kg+Iu7g5VnpvgDhHQQGyC0QQ1woU9e/PF0BZ5lzSYxrxru5gfZ6IwhqSHMmOXZhISz9YyGVa9+uiaeS1wKBwJp86u1cJiFXnMA7qLI5inR8KCWCm86BSOLkp0p8kzkaIiw6X56HGfunhjY2C/duXWtyCrag4By1Z+hLe2N/66WOOaXon2DqBUljmsIi2wkBTjXc9rjvwUBom/j6WJBcK3G0S5j+Oj5AihpWuqVScWQvXvkE3IM57x0PiIS1KkVbawBQ/3H4dqVJRLTpq9KMqxjQ9igVmLfoHu0fKMDTDUiVhnW4vdMIvqzqm4vyqqqxwBKPKvcfCCzOC+GCxOHklBG3VJAJuiCrDykm2k2ItIw9Gke9yryaycG5KnC11GBZfRngEb5WIf/12lWPFY/woT0kqTtpvwS1XtwfHsH1nFvWkwoAIO9qBDn0pxSHfUG3Y+pO9P33o7k9bEso38rQeXihYWV8FYVqMQBF1uB2jJQCYK4yAoeHclX4EDZxhdyPvRPnDA7dMSWiDXz6fFd8tAi0CsWLUhKpwYedubOSPSriBIa/kTdteRmm2FjRp4IndPEeqftns78JMoL6GipDY2trMNXZbjPQ1/ma/zomCdJyN4RaFFHd73MGW+604qmDxLtBgWZ0qedAmgynt77IDsRnQTiR15G2mCWvg4RuaD0YoDI9h9TSCOj39tPeAvY4n5MDb68w8a8iZgObnTzHGDSoO1nFp9NavRFFk40Y5PTR+aJdrmkmIVMYiaPiT8d5ul/eexuC+12u2A9aUhvJryeogNMeOkYhQy/ahy5PAy8o6+d/V6NJj/qhNFrGmESpFgwZGdoaXwLRqgck92bVmBaKz0hv96JfW2+RhRWI7OcL+DuxU0lZ21ozHfhHaQagCJgVEc5sQ+nIZv/oNOyMJDeu9CPaRtL0ngNApAM6u0WjzNuai7n8bpuaWrZRKs4uDZx4sWZtytREH7MpdisuIG5LzIhpaNGRC/rQsjggAf0xXI8v22Bku2iTIl3nh/6Zkj6QNiBM5IXzHGkIXHFi1A2JkA6TIxrvb38szt9df+MDwxF5FkbnXkaBq3FQEEluk01E/a9yQYZ/MnJpuHQd1U62pDMP8uoeafPUpjbDRXWKpA6NV1D5Mj3cbiKnt7Xf32eCdIO5NiBW0Qe0wVgiYqrW7ld3KCzdJ24OM85h77ueCZ5UY2BXWvKP2jLVqU4F2WIRio8ZqG6wP2Dm+0ZdSHmdQkiPsnZ8ujexPeitl+NNqDEqnvNjFtJtwymuRAQTkwh972/7EemvhgaBuKk03bRxQpVNZ6MjWeo4ch3LcJF+b/uK9dsGMUXFomiYbudjzNEJ0kip/7Ci84KE2FNmcqSQ/SnbvqHvM16KIMHQUyffGob2pO1O+1b2VHvxeaS1HYQXMjpNESu8RUXWugUL8vgHgcNs44zs2HzY+B6GX7AEYV60du55wqyvF3VCn6UQDC6M8YhaqT/NMg87bcl/r3N4jhSIOpcnxaeYwpmTWTP/Ek/cxwVtGMaMZa/4il6EBqYON88ik/cRHFHBJeb1tqqkC+ub0AuiPSzZIJ84rxyjQq+KzoDBO7b35uM0t3kxD+GrYo33tLY/DnPBwouwJIvHRABs9jhPj8D+QKC834gJcnu0//zXQJx3F9BxM+5UxFVcMg0m+2J2KHcMwjTh2+s/dbU1qv8KmSqyMZcFsR1tWlZxpFVMFmuommgz0JW1+U96T6+D9VQNDI3hHbVjzC3w4WvUwXYBfpKnjUgbFsTMT54eEyY1e1PoXO8BEPulsMP3F1IscztJ5Dnd120Fx+tRv8myaEPs1K7OS790SDhA2MRBKKYUKsKkL1O7krGrxE8FPiBzHQegnNwmsLmWMua6n7hjdnvLCRVvHFLclbRL7Jxv3Wi/OfraE9yMa3BevdgHltRgMG9vVfPDUqH3vkIy3DISV1IrSi0w+oDuzBeAaY0feQGuve0Tis0k3cNfaod+VfzjE6AfJf7xbJeoPeiiQhpChx3QZTT27ozd3GROaKUiNnLpwttBQNob0rDdk34loknEajEtuLYAmjeceJG3+P8GhKu9fECDF4i0bY10ULn0akR50UTG5JyMduw1uB6afhlvXxDbNTgBVhdOx1R2C0/8LGLhRAkkFOai8hse35GzbaHQLMA6facmTh9KR3V/Y1GlfqTJ9fmAOLymfughWB3HkuhPdHuxVtbTbHe5n/yfanZuMeSj06DYt60Ok5cx2NKkqUeuhcFQcfPq1zS/7gjfWsVo6USg6vkthzLgIL0+2haGA0BGCgDAYiQNNIJ4sSOH11hQ3FmFZPHj4eiz/g4jjJ36zcRMuzTeS4GT88a8Q8ZpFAn5rYkpl2LnnJfMOdDOSqHU/7McUxeQKIg3QmCu3llF253TAh8RckT69fVluOxcrMB72y5tIfAxgPyzjYwT/rmyfJWVaHWzvlP4S6k3iXpBDfwWlIfbjrMqUTUmbEXUVPNn+MM5bw76uk+yH5pgNd/idDdAZsnJohWyCr+mNngNrSsJSmNF2uUDOS4uNRIZ76BPb2yutSrvyBHU8f3+ZKc5UVLY+zNbqUxSHtzrO06DI4Sb+M/3G5v5cLzTIj7PrFaSEdLiw1wU/SmRB9y1GbbYo0+/CuDN1DAMozw57hNqm2P8rLTIdRyJDbLlAxvqKcwLTSbItt0zdt0blyEw2pmfNioi6pyTt0s8lhKOcJlaxpPFa1yfaJdaMGOvUCZZtSe+Rrg0Bke+5z78yayqCwKyBCLWw6DrTCUJEL/roL88cZhZh+HW3VcZuftpMqX+x9slbuaBFXje4+oMu9uo+HA7I5BEFuR1cfxcvcMfZ2bKVVvwYukmq2P4w/g/XYueJFBStY2dNv/1AZi/Mnrgur80WBXXR3eUQ5IDFSdYT23n4xnazokq4rDZk+Hy+LE4+bi+McpB9QPaD966jb0Cr9bH4A5AV/vELR10MTITnevsD4A/LNGgoJaDNf3qzWG7UubZNLRmD5ktMKhWA68RMeg3nND63ro2jJUCYOL4/3EHmKugoiG8S1lNkSTQPNL6JQKhT1TrFHOAjQYltAMIj8kbtn+++5MqbOVGT3vtAo1qA7bUA77ksQE72Mbap2MoxH87z16ow0L+1qxXDoqwt8kjpCXtc+Hq0YX2q9IFPXwsf3y2l7w/Q2BvUbAPDuI8bhJFXw5ESQrd4i0zgHpykSsntGKAseQlG9OY/tVf36SHpqlWylxVNSCCwpNJbmgwIRwYQREAn/1cE6Dj09K1K/rNrwGB4m38YQokl4GOWHdobJy9ApUFSJmGaypildTQv9zl9J8GC6bAYOMjeZZXxNHKw4QI2jLne/Xkw/XTgNGoZQPWmLO+snK3GTj9h36c7d42/D0w83vZeLwfEGfUBl7RtVYLiXJqX/x9LfuL9moiq0LuZzBky0vgPntblsqVHTYxOM4GXxBTB/K+iOqQ2D/gLghuLm5VfAMw3zOdmBUA/ZTe78AbqSp/WhC17Tfln4HYQurlR0r2iXN6F57oWQwI8KAY9aZz3S3YRZOMtlKcqwAw7HQVIdep21uIp5c0XZySJ1E+F/JsFlXNBSK/mPa2mbi2Po9KOtzSKLssd3tycJLdFYP4KCR+o2vu3bthYjflGeahy89Do1PamqPfzE4tCi04+JevtNlmjm330eapbA3m1pRxDnpseyLdIm2o6nt/G389v3Ff0XDtLqAvN4W0S3ha87+O5NRDkeob/d5l7U23+kmKFJ2/mieQwNgadNPyB7x9TGcp5K317uc6Y3i4dwbVYJW61D6al8mmCR6uwCyV5Q09lTBIw7xBcCzjBfyVmAM6YI5jDPcaqSizNZizyWjKW3bE/EbW2FTSYNKAn1n/KhQB47NDwd6z7JmsvHXnzl0ii8tw4NlDHhThcAxdFtvAaEKPtLqaLZiepHEPEqbueoYQyotWbjJQDtUtIT+VRiz+ifC4LKs7mYiNVKRhhR+ibgDuD9EPHb46kMrnACMqHRJ1mUydIv5G5X+t3TZ8z5raXP27XRD0KtE/1YBhVdaPJKyTJl0elZht4uEqm+K2nBPL/X6ZmJLIc6keFFHUCCeyIv5HCPsidN2rVUE3OXrBG935gqYxq1iHpOh8uUWPBtw2sDWg7zZ+pxFXsBQg4/mqN5FXcbhQeScIJbndEQJQ5dA5Wb4UDZLcP4+slqjOa/KdoFoWj8E+pQGDiGIG7DZgJGYeUdGhuBcdv7MORFNx3fNfrBF+VAQdkK0KFgbA6L3wnF4C2qZjYKvzJlQKLmfhChwGflweb7uq+4NZWuBkcK5C8zaxdWhkjBjwdyoJgSGyM4ksOjZx2Mo6Wov1nTxDhGL3+0bQXSw/E6+1nA9JVmS4+wudfjsA75HQzu1dZq23AmX42CulvCziDokyqBN/PyvMVQOGxJGhBlHFKpVIB1YNasp4bNgqA9VaGTA/ChyT+aJxUWTOvyGMfKr8PKvmrLK81U24nSfUeK4gWnspM8UPrmT3dKry4Hf6sGFtpvcJTHj3ughpZ+8snr7lHwdqTvMXnVExgijDkaMirsrZtjQDg7KHSqmNpim8Z7e2hnEwCZpVz0zSEz+1v6TjKFbe/ZtjklOC8+gAfIz9TVWjKHuB69pf8SB0Ox6xcB6vR6tfK7rhU/ihdwbGOzpbEzjqPjPtHsgf5VAUSohrUZcOFg1vjPCVxg/FR+stQLDB46yDYBTWDYQsJBN0SaEM4znglq6m1eRjP13Tu7Fm1/CnggWvlPERmsELKaQPFHZCvGJiANp9OJqLwGNNFhIGJmkbPbsBsMPq6Ig8FQQo7JSUDWWk4JSLxMyGXN9TJhV2w6QSG0f13IQOaAApnt0LP7oZGtiCWeEErCZdefj0U4bwpf8sWgYFoXgcEYBeI+D80WaEUi4+sTH3VMZXiHkLdx+iyhEWOLrT1NLBAxqHHyRSnGKH/eeBshur4jplUsDE0SE7L8lERXK+5W0nZwHZSgUWp4CQQHpHHywbwaJIksWfFB5lv0ObxuFTPt1Oimme8TETHaGE0/dVSyt40tisFcSpOieZ3mSKNLDwpLfNkE9kpRmLn0HhSYf0nwKNogjVnBMD04uqKDVvUrJimJayZJrWwWgwr5Zl/f631dn02Oy3iK1+CEdU3kzOHdHii6er4Ndch/JeVP8c0C+rabgBObrgKL7JPg9RqWlX7Uk7WnfgDbsFquHswz8CeOKqCZ+nqfPtBtOWfORWH5EGnltp2OIzFS8F5gGxTRLFMHTrNu1upJ/TyK7Y8KfdH/pZRftWfffrXJM6sFvVrx233i0G1c6tSv4JJV1l9wVFUiL5I7IHXf33q83css8zOOZUe8GRfg+3/YIEBT1N5CBWJ2RcWDRUNQ/GBLbtA9jtTTg8877hEB5v/gJEL8pvj+pciM/jaSm7vDO9aDeIBbXuUXjGwOT2q0Px72uFZGD9u7PhonJEOQ6gFvDVIb+k3Y77p172h5MtEGpWnrHVxuM4KGxyZcG2M+h7LSXkb7psM05TSVE29Wrfkfc9mkMbEHaR91PraQu/WHMN0t7THrDjjnwZctbJANcGrEj0p1hi5uoEbYZB/LZl4OjAgsncRRZU4Qc/QJ/g9osHmBjOHEvGdjkcAQonNCnplmbPE60YIjEPRFN+rNDGQHY4XUyFBvZKAu1ns8n6zH9CRxXiPOTmLcphPtgAsCF5h4lRpnQK1HGZp4rwsrI9iHudyxuOYOkRE8JgY8ELAwnD56ySlW+iK6KeqIi7uy/gnr9CIF+oF/fGyR52qU3XbRTXx8VIK37WijCldfFUiik0hFE9HE4P+BHhn1S3Tb4hU0zCPQ4Y/PvSSsnO7eiIibIpldbtLgu13wKop5SqQgvbOAmZTllInFXMyu8oCpRzalEUsL1Jy5XnrZTUiBkNG10DMFMdL4AckkmvyKbYueiF5+akgJucMyCep9dNdCGiIIZBh+2O9a3ILXTCpw/JbG4TzEO/goGSAak+0htDxhPIoNYL5c9D/9uV+ZZGyqUB8ipDWmEArIFi/v6Q4MfeEC0p+VMkFJ6/0jzC+/Lu3IEvQqr7bZ5IcN8Us2lwKZFS4jjPd/B7frbYZq9HA4CsxjI8qyzDI8Kz2B5Q0p26E89euwxiN+xiS0ckG1h/yZqxmPEECRbhVIEtY2rT8xetaL5Q+12UeKKJuehztzoGYxqokr7DdBY6xQmfZhrmjZ/5tSEnKe7+yqWbWAN9AF1CkzI4CqVA01qKYYo2gwVbFU5k6tB1PBwCvBp0c1ShEG1mMfRuwC1iHndfzTe+NnighoU+/aFAlUleQ14rGyDpZSRfjT4ZhbxKwyIfzGuYBTdYsm18UrhWnayeIF4kgBVfPOIE9Db1YtahSRoWqrrY4VSbH6amO4Cc+xhnjTgb54LjNPqkO6N0SsPULK0XsP7ibfUZxmu/8OEuoZYVQnlVrsmdA+EU1K0JMr4YMXBMMRa2lPHlHTVS4D/LB53Imi3JokQ+v07ez4NpqYU3u22BYpAyMhzv6LmzrISm747UEmIORV3tTd4/+lrIx08LVix4M9MUYmMjIV00X2popqc8OarVGmSr7z8QyGvIP1BPK3eYQIm+WWWj9DjVwTFJ5i01KGhOvQFZksj7IWAvsI+0QV4R2iwHuDOfpMP7WvyitLiWkie1+YlmD0iNgH/rgnMe0+5Klx/aB56LHWZxdErJ2ug3IdkjbPcF7cJz21C9XKADKQ66iqOZW2zT1l1w81xjpahc5H2ypaJ7D00dfIMWsGR+PlTHUXDLdDZGUWJLCGYMagyw9yScNxtELX40nhDt8JZeS124l+F1LcyqvENaqn9q9c53gPgSUGBozBADw8BipfCAQ0/3hH+5GhzOetyJROmiHdNtAtIaRl2/WV2namy6nD2sx27B6WXr9tgqaAkj5rBA7w9bbM4jT+xgBNh7IBGESlTcizVhSfXdjQk3cc+tumxpp3XIOR9RmtEzO8pDizT9uqNwEhfYCxgoxmSS81mNZ58jX4F511PIVGIBqJ5wo2aeyT0p83WBIl+u94dDdCk00i9X6F40qe4KJ5PFwoIZt9m7iw3JNlLRKhYhyjqj1iNAJD9vJRJOUMTZhgDxyiDjfqHnNbex7npW9di3ZfetqDOMsuiAAOpAkg0dWn7CxbBICHGqz5kNKME8R5QIg0vpkyN67ZaQoj3zLEO7h/r99mrrlFmL+xauUkrF2Vlw7nmxinha8bRIAhWMZYKiO0RmIUeyK0Hvvu60jvJWwofP2dmuco6XMue7hZ5nYyuFYMO+SdiN+FrkAYyVQswLYdz3ZzSK2BNxPt2/UjH1j8uXaLClOWjIcnZal/jUS9RrcmZVxk3DVptVjhnkbn2Wat4kLBFtZKNyxef9XxX2tUbp2ARy7xxZc4B8MvVTa8ZDVo8oMrItUY68MzFZTMuCK06m4J2UQHm+47UtNBYx6RS7wCLEt+Uq2CyD2Vto9i8HOJkxRGm3EaUdQqHAN2gqGrrAf7Mj+4BsyHPFV6dIcu00WUZ3KR56I05PoH6f5l33XyPSuqX8pJhhwWhZhxbpB7D4NhczQAVPWkBZHYc8vnH8+ilEWHc42yUP7QVXnO8gErbtqyZx6Orj//a8q3Tvpm13VbIZYrhaWQA8clvthXkAoFHKgGtD16pg5RDlOksysYmywGNraWFwnG2n6RbnJIV5CUpBqzBWqLY73xNUk2Ud5THHZuEAfRqzlIEbAXwy1VT/CsllriDwQ2YKEVZ4FwgOr4CN3rFDiY3kK3rfdO/EDLNiHgTu7b2IBCUS7nh9of15ncpkh2rY2jweC3hY1c648+jmnYaGTc/CvdkZAZB+HWqkud0tJy88Qj5NgpFP1xGi1os9HwMtAC9W2DeySUuNMDlmSvpkrwsgg39/HMUQMiT2q1VhrLh0xSS9lWDw3uvu9xyy5QaAspKvStqjbIcWvLZpJltaXQoYhqG8khhLxEU15m8l4SbhCdTGSNAqlJkoRLwSl7CeUgKkoEO2PwBQGdZcHolJcV93oDmGrIXodjCXiyJz3w3DtfSnBeLU7/5x78a/o1GMrC0bhEV7fFR1FPUWGjmmaL2IJsS44Zl06c4fCd5XwH8fbfQrbsYhIsUnAQH26tRgzBs5esYfdUkA+djgVikHRk1Im2RLh5gqiLN6YDCQDZfaL+3kalbaLOsOBoSOVFaelDI2fkzO2eHxno+MN7GXOKgys9zC7LK5um7HRf3DJLZlEJMqYaWSSC7FGdyGoa+REgl5slI1ETh0yyO5yYazhotx09Gm9xydv7wQh0cQRjR5rgYqh398pEFP8MYj1aIQp61eIcIqnJcdeprEUIf9SQFq0JMHtk1jJgHBflC8QDfj1WzNIL3/NfCfUnehRtTZrE/nwhzWzoyxwkzmaG7Nx+7JwoDmMlusfvQzEQ4twlRVKsR3YOIOfpLNcpdyOYl3z0ybuZkCUM9mfqgdKcEXSsx8iE8i63urW1irzahzeud5T2ec9UzIpomIVBHXqzKilGdzB47M9aQxV7wUhqRnHEOQKsImzvfsFAY1wfVR+GVZFd+Qq2G16ot7SlryjFa/gH6f3oIDvvGod8Q4SlBydlOOsuPEofYBBR6Uzu4lOxKKvx9ECi9Wz7B+udeXo8LftsE54XZE/rXmMggC0s16+Apd8TsNg6L93/S8dTUG8CYoxtLbbbLP9ds5E2dYSY0E2uLi437CDF9BiQqohCcDrUQzucLAi7jfHU8Lgg+Q/hsQ2i658vFsytsvKVW9nsHODhNXf3l5Ro7g8+66vmd3jtYVfZxRBLupRglr0E4kyLOjR3cjzBvWdsnpz3sV7aNN4ddb8VJsGG0GX9Ge2PqI8FqNG7vUlSQshXmuOrpvMBlsz2HUu+FK2tYd1T8EY5eXAjrLnwkUexY0Gv6PKaDCKEGC0kp4wBCpWVc8tKNokclTRCxHjYfmyDtn09D5AUa3hFJLZ0kV+ScaKMJkJ3Rqz2rMWdmKNQYVBFBgQ165GNyj3c66C44C11c7hLxjle3CAuMIgHUSOd5qGfQGp+7dubingGfM5yuRpUbKBZGw6bgL6+awc9R1mZssyB5h0uPZLff210MJkm9ppGNZ+gEPXzrTAG/fa+zbY7vZgNy5fLiEzlxm2mk+IFUaaUiLLE+HOBcQnOE/0RIcNVLUKvOLKAkvwhhkyr6LMUeNbk840+0/RCJjJZ4Dz8RNscoUBFr258rz7QSIcg9RhNNn+NBN6i+Ce/hJWl4GbOVl1nAHmhzbN9aar9pPDJHlRPPtVuDMvvc7jd4Kcdn0BoB8MnYnhMv7sU9FYuBajMcOTFFTHnqVaScf/RJKNoMO2n0BW2bKnKbLmJKxv8OTSEvGLPDD9kAfwpp/FH+JHuLooDCjrItBL1H7FN6vOld9A14+FY0Iur0HYfyK2q31kykUqh8lUERF2qQlyNyvEHRqMguULJX3xjKoiKl0bnGrqRPEKQq4kt/qibjM6IeayTkrxwxsgK99z7RSURHqqg5TbmUrclu1YXwyceFNRszv7ngN+FIr/7XmXpnsrw2fSq9VZcwUVfz3XrPL/cp+BXw0BSfzu0uuez/6p5JKQsGKjb+4Da8qKqSe3HJPY3hNLzDwUZuZtHXYCs3BRLrWqFXU+d13hpyxQtbmFlnqwkRmYNNJVdigxzSYIS8ZDVTCapOJKEMDYBaNo35jrVnqZcGDeCXwjubvQP8LOPQjHETvIcFe8n1gBc3x7mSxWegJsrQ5XQS/2xJ6Qy0+PP141/4GGh5/zRAeUdFcOEeJJAnbBa3zQ+3FPl9Ga8H1IqBy7fJnqQSFKwsn9gp0RVa8G30HmZmWvx0Kp0BVsVwsMWs/93HUW/p74MYQoAs3yNQ/D7J8Kt2IVTxDiSRzveA6wybPfvqovAGDazljiAk/E9MrnW3pw6fH/Ckg7cmUI1Wm58NmgVnntCTJqIVZq2WOHqadC/4LU9VSe+9SpxxVzj9/Fpg/mcWB2qGfUqejQRK+vu7ku4AwTUn1JahwxDyGGU4Fi6OTByrWBB+xycyYVfgVwZkRPRju+VLiUhzL+mI53JWOLa/lq30W9sy6bCs80f665Ic9WWVDhgEaJHz3eqzcJctimjYUziSesZuW/6tmB6plT6Ft13UeBfnoOSikcjKKqEuo2kh9fqNDxrQxTi37mAveOuqdvhKqLYv55via4FcIRrvNX5PPM8AT/zPZ8HAMmj7kpw0Iau+hDHN9M99EommIzfQLYiLdS9gZleORqMBk9rBqvNAty/YAA/vtT7d5YEMyVIZ02oAGVPJNpMn6GnA4hcQYJ8gcEwIMMNKJHccpG3QLvbh4ey645P/0Lsi//VITMAr9U0mrgJotH43QP7XuF6/66/fdbglJQbXkbQ+X7UmjAbUMvJRREAAAErQAKaoPEegAAYog9jg44iz07hcGqtaCkwdJAf1UhkBnTJk2ctM0VmguOMOUEsrasRgAggM1WaRkBAAAC1ZcFUgC2Kn5UFUXACVWKsAABj9XqD2MGYKR1sgtXn8bqkrmwphQ4hsaA1OzlD3JcECS4b48yBAAHyAAKZWQAAFXAAAC3wBKFiiIAAbkAAADoKk6EWQ68QRibbvnrWFx0pccsyZ7sX2InQfzjwINY2G5tVo9QFfOShHkFlgcS1zzIwiDDF9VwAARwsAAA8QukeMAAABqksBzAXDUq2uH8NNYu7vg3yhpBBjF4jbY4t/oOkvi7q8cmJAx5crXSWAPHlQJugCqwAGPiQvJj+ehKRnbkAAUakAFpJBQzLWHrQwJRid3/QGjvwNdIAACmJ4cnNRAZCK/YHiHOA05QX5HyXlQ8RP0B1/ZIDFwK01OnWl8HqAZ3AnRJDPXqTyAV2GgRzzbEgAAAAWQOBdkAEImD9htMEwlcMfCfBXWKADxubczwJgnontxKAAAG0U9A2gP2AbBWGb9zqm4QFs/7H1Ad0oJ4Qs02ymzVWMrW3gDYDClSSvEtofHvk7fmlwPZGOMZyECtO5SPsbkCWqwE5G3y3UIfgXsZneJBKoZHS5L6tc1DafU2dn27myhWnLM4FC8FfeGNu7H/+yBwTjomDNzxFZSTIaMQPvCLovzBKcpQ4pFMSA4+x5OEPAAAIrNETVsTi9/DoXccsNhzwxMuurX+vEmFviJ1ZkVjy5bgkFxYNeiLky6kDonox6oW1h35qGRzO9Jl/BUXcO4Iki0nVzKinFKEjgqSrWbfQUcayuSv5U6YZsRViBa6Sz9T88BcYA04UfliC/Uaf6mJU76pgzHmSSSlO7lIzZcfPhRcRLZALMWtaj01tCNpnZFzTdcvfVsth7nM8+Mi8ZPdtgrZ+hflitolslVm2wN+wedQ4dOLW5czg8bwiFKWbkV4gZ7jLXfrDbat9KzLuZ7hE369098bnEjGGgKJ40akie7O11r32PLIYl2Me7qvx6spv9K8kC8S44iDR58dietS9wl79JSV+LW73ifuDpRtxAuU1m1r1AN+Am4MMhtgm7LcUCGn0t+9Chx7U6VIe5SlhElHGPd6tGF0Yb3pvaUWpcVXk6Ns9l7EpBoG1jPegd8HG91NSW8/wnXwgzvUq79lREpz6vSmJz7A0bq5HySJktCn53ZYjpyQpGRBpXlIr5lqAPDaA+ls5kDYQU/apsZBMCQ0bF3Syc+/OKP82RDzxmUUEXotRAe0FJAIfG3QAme5qcwoy5BbDBvBKBxgJWewp0jnfSHhkH/V7SIMgH+ia21mPGqJD3U3AG46TiokuDgxPHP95Dc9ghfBkPw7uVgLdpUNjAs6Sl2UFSM9qnBTleLvYZaK+iRwnw1hGA3sb+PqR/gyNMKs+Id5M/bn9bcRpWPe1KxUZA9ixgwygsq6DJtI2c436jxUHpr+QCl6O/zJXz3POKEAJByBjhc1ALeqPIZ+0UPVCRZgTqnQ81npfYoiuAnciQwE5qKSEWkrj5ScDqPVrT6i5izfzfUODKwKYHUdi/LWvu//+KECNPjS4JuQj/Ht3l6RSe5FmFr0WrqfHbPO+M8NnXPPNesCYaF9YsRAFUmIeGmw/kpA5k/ff9vNHz8vHqmtQP7Xmvw2/uBoFitueVA9SI0C2/7FGFDnjc5r7n1pRWh8wPCfD3XAKph/TEibQ6bcjJmehwa98EucI9lzCML6Vuux1B3K+5v84VnyWx+TbKZbX3n2SyKWHpLbbzwBNP47LH3nRd7aDY73Op9LeOoCoIx38g5tpo6SUEf6ESkuA8qRtFvdA/MNSIVK9Np7a1SDmo8AUmdwotSaRamxDAfTPpr+UMg+L8UChFzWOXDxi7D9TebqzHZTuGRvhpW5feJvVv9oQe/2gXP1MtddX95qhuvNAjEQIs3ofug0oBwCn0lKQxZpJtFGhXOPLhz1zqWf+SNcN3s7QEavH5jCdx/1xhoDLVP4K3ikAHv2WudcvInP8kRQNFnlwt/QGwJew/FcDUYd5dQbYdPIEW/TloDr5a0bbdTUzsrcV2gZ1ByS35pz4FzqVGARWaxwnLvaAGqDiMSGFlk1f2yl+HvRKHMoDCUCk/t0qUarDXFBnhBsIQerDdxZ1Bm5ca1i8e2Cf1jccFGSA6MtktdcC+ZvGHnWyt4mEZN2sozECRUCWQaNrr5AUn/vixBmRgwXN2hcZ1wBjjgHHDtxuI9rEnwxWXpkCx2m6kM8ur/JYolp6ko3jzrmKMw5tPZPQt9H6X8dgxJlubkvL7iKaNxeBtsM/FKGl/pjq1d21i2gPWJH5BwMMV1j2CGnLcHsdq6za272o7MTB3Ftidkt9HlzqxLokHL8y+reaznjnxMnoayX4TnfkcLp2uL6ojJL5v+me7gs8d4zZFhkKdgcLTRzRcG41sTTcAL2q4SXRna39CoB0+h8rIsMz3NgO5Imp4TnXEtDskfC04QuTMosUFaeJRy3uobielFIUS9D2vmjr0386zxb4f5d/45L90UPJm9h8W51OdZKAfm3dWNZRLCDGIraTLL+NiOvr2xUgMeSAHcEGaOkTUicWmJxYTYffnM2KmQKEP7hSh0K6BqvuitavXTOE/chDwzuFqoeevYb/Q5PdNdhb+B7sKqykFgAVUAG0g3DQKYCEbGL4kzUG8AXPorUU98+PDppOi3MIhdZFCNxKhWtTpE8+qT0I7ZbxPrcUrkMeo/3myZCxcWmBY51Y5YLKS2ZYxyreTfSZ6GDbsD/Al7ixY/3OpP7psvcijndiE5p/Dn3sQ8EKMooaKXG5UTqZ150k4vSQXcWa6b6xj+RMxuBCUDzjHnOOJoUj8OmwQrfZsAGPT3cH+WFv3FiMS9rJtbuz+Gv+q3xyxQJyaFQTJ0hp4WrKCGYbbbVjEbxXDTO0djD+kNze8jFjaKLMwFEH1bgiF7DEpoWWAkBv9E/YOD6N3LyfNeeciFWTWvN86VLDft+MqpOZFVwWeIe2gx+0g80L1MZjnlPLFF1KX2kDtuJdgwM6PWW5PaHg04v88LMswksvhX2H1o3qblqjpBxBzRuFH8tDTDXIhFBLDxDDtwMpp0wakiK2C1xl0wM3pkJWM5EHWUt+Ht2dvRMElnhlIbO0yBsI1EvjobEgjS/seMc4iTPl/iEcYsDs0eErfZyL/rbp2Vf0I14xT4fcARPP3FgrjUkbnXV1IwPB78pw9Js8pt6TGcyd1s88/dNzS2C47Hc8lZ+SXWZNSPZIhidQG2GDvpKUZUXKeRTJWlM7w6MrCEA8+q9eqWEyGX8ZIH7+JmIqm7VtF523tauhLwxNKHZB2a2Vgp7ufn9VjsXa82+0JbbxdyUGJltMEr+YO5Cj4i2yWAWXm+ZGJNjfKITfdUBOBDn1MPDnkkyqr90iU1IST6DbE/De2aWhIZtd5ANec7Xqnhqnhoq4qMvtlsda/LWcQI9lz4QaEgAAHNDL1WoDxDRmpcedu26IyvfKI2aTbbIejQpkw647IHBUVQeaxzNx3lc+kURw2sLHHRcBhHP1bifMFjyZmwJKueOO0qGcPKRwHoZnkgy8QDO3cMKCLpQXIck4lE1gIiHB3a5TzFByBww6PdDlMzPuL5htpGnj5t/FsFmrrJ87errmnpMA/93xLshIolWAGtzSVUy9BE5AuBDBGwqyFCkrvLUkElnfpYP9uHUFkc9qfNqcDipcYaZxcfFG6Qnm+gHk3o47ttnugaBx3NwnDrFvy5MDFCRlfjg3qWiY/BmF/E1qafb7KhbMe1Yv4IV8km3f85gyUlmM09JCrG20RlXaH7lGRlYKSytjmJ8+LEiuMhfk+sZsqWMEox1Wln/qpLdm+h8NA8pM9cB4svv5k35HFsogvUv/zUOQTKSOXlP4K/Uo3z35wG8uK3PgGsqvbgE83gtVV2ACLlxL3kjeASz2b3VzV6tUM2rG2lZUlyYUOiQ7qSvp+p+ghCEc7S8MrJoLlEn5mVDFotjv4STMI+RL2a5Y8dFy23ATAtxdPR5OIAD+mYt8pAELwDMSWh0bCx4O5v0XDTeVXYRu/S1sjK8dZhAnMjPme9EK06XNgr9KjTc0Z3dmELUYv3Jg/0752NWQzULIHp8pFYR8TZf5RfsKFKrW8HRa3K1b4saCMZwiOIPhCbNwwY/s/zS2jops7fGzUNaR5Y9HRd+qZufnE5gY9zod91zojQAAHieNnjYlLGOFQ2fvGu17IxWBFYZjYPJqXLTDI+X9P5qGbaVLux4nSQs0qQMr8+ZUOr8S+Wm+rvJRrz3lj1IQlzUVjv3sAERA4UnTmCv5ioynUUX7bkQT7JLF89M3o7owzGpht0YPkS5InMNtn3uuEwF9GvqRW82g0m1kCNrOC6qY10bjGKXF10FDDDCeySapLqKkXvBZo3NIT+jIcNa5tDJr0rQqUISDzjPiNq1SimHBxNx8nI2Ftm3pBPGvsNOtMLlGD+uFbNCENkh22+0pXlsKTAnzDg6Zesr1WC5WVWXryXRFO2rtWEP9qFv99+wad0wUbTgCIMHyHh3EUm3TfE4vKC5pKpeeij2nOTAHbv7VqYER9NiGY0G8QPJiMe17b5E0ePSW69nyzm4u5vDj6S+VIzhnQISFL+WhyzNTcxeW5VC7w48zNQslWT23zNtIR9Dg3W/DTfuLYovZ+t4QvougJGvDex6iQ/eXOky0ziaTd8YUoj487nqvqMrJ/V17zfjaLPKz71/4lQxhZ3sSYTE2CUKwUZvqvHjmHHuq9ngGJ5z57FqgGHI6vggUceHJqF1F5bGWkAAAAG2U7UztvsniYiY8P9arSWy4x8WBggFg4hkkJ4djCILj+eeeZI2I5uTPWhmpOglivDFIoH0Gh/eB6YteSywRn8FnVcItJOi8JT+zYZwK8YxVSa1McjvnED9hkAABh1VWICEscSsDFY9W/u/ncoKBJ71o80elg0EbUGbEUOK2dcfMj+9303PvIw1ibHBAnkfdu11F2dFwTmGzRyN7NHsqgz/EuWA/P5lcsL1+jXGtLq20evPzVue7qp1u0vedBDGBDCoNIHoBlGJG89Jz/X/8Zne8D4uHZSV2vR/q1sp42zfXp3k8+nx1Tn505A+6NZWizLZgRhIANHRW4Yr4H+/3G6iC/xH80UhV6RvGfCcbHIiisjYh6N3cJdoCwv+d3sRmyPStZ4ufO8O9CSIzdg09SrpBG6fzUR2cy8GeOtdWe6FA/Hij4kUXNGdNCwXNP4xr7QGVSgpSy2r38iigubOGA3tPHX8Zon++iUUxlIkRlLE0k3yJ6NQgAHSyZ8bneIyG0ZhKmzooiZBN9vzv142kHvS6P3tPDri9hqnIjjC2aL6/PLGU8KPXm+agbkQkjmalHGoXuDT2lxeGZXexznDJl6oXtOzBf9Xkzuv+6Uz0iJz1OwKR5hbIWT3srgTlHZGkBHqJSWnO2GXboh2X8FOzPgPrd3ktB8vPRO2Wm8J2VaVEP/wgoSbh6ZHRMCPFInehWbxN0PheOHHsLca0/mY4Y2mWe2O91IbOdjVeUd5HdScMXv4ORYzv8X+cv6DheiucInhT5lTxtIIzfx85bqMDGaM8FLmparVC+Ou8KeszleVELVR8gyLzv46KekpG9XMaU2uEtnSMrQi3J273SRiVCICDf6p273VKG+er3PmYGSpHAskEBbMkeTBMNfUAYvn8Guu2FkYhIu37M5B5dc4+y79qVq4SMfWwJiz/DfWId3GLEwAk7EdnK8HTDixX0VW9ew9a/kXv5gCdbB1u4KNjGR2rTzu6c64nePTMJJSeP3KDd/81r2nAXixWSlP1BibbIV3Bl52kecULMgRL/JEHaq92ofd8S1x55awwN20/kMwTl1lP63+P9v0AsYBsm4M/Od9TNfDEY8OrIWRVPnGiiffbQjYo7jcDDFO08qTA6Pcu5e58OTlhb9J7sss5y0o2QESV0a2Vc5J8OIQQD9ig5occ0LGSG+b2q3Qru7ex1o5Q10gbGWVOYUVYOtpEFwmP1TVxtqn6XjGWGFPHs153lAkqcMlh2jjwzl77cuOF99gR2IZZRQUwLbzFwUOVnz6qxNljxuRXx4eWc/jOo+Y0IXX4naq2/z8+i2PagyJ/vmLNjYgPrBuvRxVyVD7tPXQbZWBYnuNrger9qUgDJkmoyaTJaCzBzqvOFraOLWANRelkC3VQIXRVgqv9wZ/AAz86vUD4DtB2Vj8Bb64xiQb0LHeq92HRQIiVIIlq01p0uaf7cHJ2YxqKFTTNGbWUoEuMEuD8ylwtEjZWH6uAAAA9IPnJWq6fX4WUXYttXCNszbP/Nlt7KDSI8mk+grvXxI0TbyTBaqMLQtoKb8gQf6Zzbb/8iY8iZRSOfc2mHGIQHqdNNrVpexJcWVroNzRWbsJzE7g/7UYMhBUMzWMVPLikgnKJldQWaNQGqnq0lM+Zbsxvt4QfYLQMoi+Atx+waLd5ZAH6AemvqooxaCfrIUw1DfUAtj5KxlIUsrJpJh8lWHP/60E/2mDsPeqFYpGTfVsAFIGenNykqK0npyWQEUL7N4UTz1CHc+GQynsjOl4gIJBo5MFJ2CmLhmMQoGcjxqNhMuuuv52R6jNl71Ftd7GefF6OI8XSVEoRCX8jg1q8bWb0BANXo428BeOIV6azPcP5MKDpJ/d9qELl08unjGDlVahrMBa4N7O5DJRRcn3HbEfdT8Sw4o9F7L+LNvolzbDqo1y/Tt05QqpwJBEYJ3X5t4jgoRjyje8ToT4F2Jqd8uW5OvzL/ktscJ+0s5Bn95mbTcdOGnM84qW1QMU1w6lv9CKj3R1wQpON+MwFaQT0E0ukDPLJVPDdkGlRoin9lbR/uiRJzNHPkJ36DxNgdPK11gCiDw0lQ/vht8fxpZs7tpe6gQ6+F3BxWdtrcP1Y16Lv/0W42BIDleBuLkYWA79yLIH+OL1nkVBsYIYVGUFh/XcH+D4S6gHqk0khNAdpV3GdIv2E/9TCgpVl24zx3IDrLr2n/6YEF3CuAVDV7doS7mFybc9fraeQEtzBwPU4CWfN9/OinIYy5hkvqXIE6xJJFFp6b7v606e2FrqhqK2mGWR/lQU4tCOZyJi9bmOZdknJLXTd0BmbXBDtT0DIMp+undAlHaWHeT26ABcfRJHyIaxKgAS4wTVJN6+MXBN2j41lEtSNfRJR++ptaVA2JJ9DZjZa7DNM7Ua0NwF1vFZ4nJLBUWlFFNW8ITqeHZABSNFND67In2w5x9lK5fUYxbGAMq3TgDMrNNZofPyATUYDNingyqkwnmEvbc8r5a3LC1v2u6Yosc6ecDbJabNw+GWfw7MU00ZocNBfUjszUdDJQZQB1bR32VfaYA6f02ssDa7k4I5OQOAAH790NoCIz7U/OanvCRLHj2J0VcsTrS0RBP5S22bFHvarsCyCgsJsFBdEs5KVQvmN3cMHqPr9C98xdjTlJspeUQFuiK2U0HUFfTsLXYPqRsNkZ4jOuked9ok5Yd5e2KTiJWAndHjl/RKQfEYCMoURYJVzwhiR81ByB7O6opKMT7cH07CVJBW+DrhksBsM0a2vWeRJl/PPmBvlGecn5ECZbi7QEc+APevNnOx3uLT9Tld+xgaLoHdHgZnFMH+LK2elZlH684L/OcFgeTSCfMe6LQChfIoegKA3h3anqlizBC9TaAudiFJul8I0cdY5IW+V20+IGGQEmnsY7wowBe+YxklQPPSr0Q/sT18qMXrUV1AF/l8fFTWqpJ2f6rf+OjMZOi/S8kUIbpWxHymQFXgCaCToYg8LNd71xfK2Wk/RXoSkzfvKsqA/2wSjeOSHm2A8v8KUaENYR+SdzzB3mpxc9izR/mpUHxtvbWQgx0cXPVzzrlhLxWm1gv+bU+kA5jTb3Yr4jpRjKh4eCxSGRpW9ijxdB+CXoTgIv7dKV/brfu3coW21kkE9GCqbssH7milyDWm1dcsADBPMrojpWyC8zFtu0qBoNYK8auTqd84MHGaRG7rIO04X5Pqb66TAbLvkhXDnPPhMDqOAaVYDozy983hLqe7IVc+uoUmYpTeyKTV/efIYkya3UZ1PAKEqONZoeOr6oMyBIvjY1ptmN/Q1ZN3Dvmc3UjBDu+Bp12PphDVO0wmIHyajDGz31vaJwUHruR9W0LUevaT+hBZX8HcB0Wd4lmXA6gSPSKB6lgsI6Bw3pv5Ab5wY/ZKDyPxnpMw47Xvdm99RXBCz4r2yWH/mNMaCUKqtU6JfjkhE7oh5PzMEt4ZSPVm7JYiTkHU6wR1g0/FknToEiX+RxXVbVbyHJkPR/4PYcaTzohioJ3iP7TK3LOknbQzosr+OFzm8wc3E/6FZ8y/52mMsYcShj0TztJ5l7dr/3lo/yGw4Zf0+c4Qm7OVvz+OmpTRmdq6g0TC9lsepkTY/zaIcLa1NuRQJaQErDcm5k+51V0fNzc0nhT4IHDSwWtQ/mqq6Uv2v5AYdgOaXDv49R3sGsDBEBnNc7uuau/l5KyGgDnfIF/a2JzDJ1Y/VDNmkNtq0flmSzNcA1pMSSwumx/KL7cwcLAVmfULtvl+tdIAOnw7MEFSYuPHKJAN3eF8AkSghBogxb4Al4S0soOCqX+XXiu5tvg1XJwAx9zX18TYR0HMLl+ISBvqKQYhuWnH+4WbAygk3Be5T1zZvCMH9A/HUpMJ7X+hxMAptbR9aIWnjnRlgnFH6OzsMp0cvk6ExlHF/vRWQf67iKpvjN8MluSSygPDIt5kDqsNvNMOJ4x/c+3tgfVs+XS3+8nHWh47FMrXuzN8FdulizbCfJThotGmKIeMW4HEKPhweMmyijj8icK4Ggo39k4NMu2qa469Y3H7TwX8f0pazofV1axBTlaiBzQ5Rskr8CuapwdcIRJFLNw+WmeBY1fyY6NfCtyApFg+Rqhk5yb9NUqO1Jz+E5hB+KPzpD7JzR8BL1FX3wLqntDeMsvTH17rfmpNVYXKmmxUodMbgG7qLo7YTBkl0pc88eNG7+tHFQIH9kc6frDQNBABSh5JVLwRzGHWz7hFbfHsKQZN2w6YVKKl9F2GJcmE78T8v2nvMc5KKpKb0vqlNbJU/rSSog6lggVxnzW+6zJafE3HGvi+gqReH9Y7Oegrt/JeXIaDKdCtSYR+lY8kRsUlODDwBDdroLwzc4CLiF1P285ws6c83PNzTyT/dr3cXVEYFkmCvstm5Rrrc6eVMLSY7O/aFHoyQyZdbeDHxl6/v6HPMtUcPtRQY/l1N0tQQtueXDhqETCkZc9F/RBt1b+56tsrlqjO/jbJJquUjr7r4qAzCRSNQad1m56v74LJFlm9Lg554dtXpAOPGLPwP1NusMA8whs0+DIjTuCeBz2eM/je7e7Uck6PUuN1hOj8FPYPnI/vG02t4f2iDKUaMl40+ij1CwWnt5NEsGHQSyjrqgqDNvrICjpMZvsSG0jlonTfIJgddKL5TSHCiikVXs+ewXLdqGpiEif16oK/tV/7RADEawFEmCYXtuFa0Zb4pMh6xrXFe3xG2WZzIXaYONGZklXLM8NPLIQqNsPJJ13DfG1Stq3+01GC6VJWZpwNZqkANwjuvm3+mCfh/8XF3obJbjz2SQq8cU1B73RqG+uKgfFRx9IUo0Fj3gQeRogencCshaiKWlo8wRKuxZICHnOROOvjVWQ5r9WmHSgyDDsLTkOuLNjuPfZHSwukxVBMEP6A9mC25eu3n/IKqs5XSNio+cAvSCOA4KwBtz1lojk4K2fnESYTL4+Bw2vKwVLL3Algfy5u3ODUnTePxAJuQRQXyJMk3wmx+AHiqDU6VP6uq9ngy3/WyTVXLZnh7wytq7jZyH26SIlFfCvjFdr+pQZPBt9qpfeAASD9McDHIhwNBUFOtoCT0XNxC34qEW6c/289IpInU1WZ8+41PNo9XeC4cWbkvMLfFbLYga5hfRBvEb//fSWrQ3b0CB/5RSPdOh21LGgRM6ZWE1ONw4nmpEKYzYg8VWJOly+ZtK/h0F4C3k5Bw+0PzlRq3siKSzjNqR3yZlQyYhRkZlzsM49D3uCsBUd5OCRXVUUi+/zGGyfoZDKKD/oNouJfC7T7Sn+GZKE2FA0dsjPMdhwcUkJim+kk6N4yeDLvlKvCbppg7zWFwSEnzcuhU7tfj5EdFIXIxSi5Ygs9I8VAYRObDpDLxn3uJZruTco5UXm8Le7z6zpStQnF3/6+dd+iTdrD/ZyzEStvND6h5Td+K2Fhruqgnh15bwvsyR07pWB7bREj90kepQdE0UbB0JhYtyGjlVsHGTf4k8NzrZTUwMn1O/+itYkUZD5JjFYb9Ok2d0XIaZEKdHojAJ24tHTFCrt3oJbWm92s31zsgiNgZKTHE4hvnf7vxQFG39aefa93+VhHmdjNphLpwu9XLNaPtwxbusBPbsGdT6/dINk6kMadKTksJ1mgE8GDwd9haXyxLw5ELCqmz5/jeKpScY1KkdjWclXA1WhiUJeysK/68fVeBLG5xTN8xYY2fc0NoHt/WpKYZoEJdnrRmRGvr4S8nsfZJts6bkA1uB7WvS61V63aI6sAzJsfr6jBXxqyDy4j6L2NbTDeIOdeNn0+tMSen+dZI3g/5R6hnL9QU15lLmhOEFRd3DAKBrf+KjS3zOQyTRsKbzsooa9tzNufuvPRtoCP8Ok67wxdRQw3XMS3fpec9fHInqbPf+lfRjWT2Tcq25l/E37QEoBcDZKOpGCwKA9yqMuAEY1ukXDOwL+Db8ygoaWtVTC1k5rogid3ofAyKNIjgwV+wPwIHWVugdubFGrUBycE1ElDxPODrcJlTyqPzpPQxIV11WvD6uk924U2hxnccbwiWZDOrTImgSfJG2gjBsqutWhricVIK4koXV8DFxCX2SyKYs6PeMQ+4WExw3pzYgxjrU/UcpNFbRvWdyyrEXlanhkIr1y+0QiMqVrCFzNukXuaq3q/A4+KEuKxz7/A+k9vFmESrha83LKLdXSqRVoYfgrOfVGXXXLtq/ZxcgJyBYXL1f5JQWhqlFKyiolcLZ7bq7HVTHtP869JsyPBoUjo2njcX4bstxYDMESasFerOhP9YkPD80Lg4LyBdiCOriRBlBMGAlzGyj5wCLcoVSROD4PsBJiESHg064V5vmPzjxNVK6PL7p2NAAvnAuv62otWvgb6abCIInEzCtUbuR9D6kHjfgw9c1R5PghLlbZToH4FiJFOZ7IPN+0gr46YJa8By781djBeBdOMrC1W8tqgZ/XenQ7Q3XkSL+ta0nSNmqz9UCe2CfI6bDRscbyax0QSoeLFk6+XsZlIvWQFTaqdQPkXuUpca1ES5gEYcki/FVzrUBBcTNC9MJRcRN68jL1IrTu2TQB4tPgpK8eq47aUCHIISaqEGqhlBnWMfo0Akbskrsg+xRlBF6DSXtWaBNvHp0jp/+QojXyvZzRXe4eoeiNRE8wyJ+qsuec90ykNoudNacuCPL9/VoCVliwgXp1bloEqLoI2wJvtZVlhAIdFKiqIbRTqRSONAWAxuC8sZW1bcdhQdv6eKnovgbScf7Kn6mx3DUtryrYUmN3hXQyvnjyzIOe57KR3lP95WxJv0cLRD/YwoXtEvsJ7LD+VqclOh0XAaVPLyy8/fZSq4BQh9Hr4lNmJAtgQES88qWVeMD0fivCwrDLgimzkzfMOycLA3MYh06rs9RTN3MKLfAvlAVMfRdLJ1TeRE2OE8z5B1janxa0Ws8YYD1ADOzHyUY/0jNk1KOCU8cL1HDQZBCTgd4HupGMhH1qMvJXcVysXrZxIAs8J6/zgrol+WatFBoHudbkUpF8zwT7CAj6QC85226Urlpnl43hRQIz1hQ9cz0qiHcMsdFmJTWV8MqPe7Vvoakv5DcUjsbJ0YjYPvWXW8Qe2w41XBL3U/5zS8/Zm6xpjy5ujjymi3PrNGtK+cWwEqCLA0kHYedEzdC1x/yLZISNPQsE1er1qUlcQvFSQT2bmSjI2GKXavoD6EjZuKPI5Df5e0oDcTPx9FXOaR2WUus1lLoXinM7Skm11OfPMjdX27/DygsAc+jAh7Fi8lb1DH9F6WCaQW204YrFTMNMUspMOTv/qfMDE+/0JPCs3RqZGoMOLgJ1DHHjQDvDgwj6HjRA8bSEJrSrRhBAEhQQ7YjJlzO+FJyxvvzlnma2HRH64hh5PmtPB9RHGRdYwlVkM6pp8WP2FIEXu5x9bjuyRInVNQOOKqGDwhKGBWA6MqsOH1GLYmMGbmMNJisgODDqSYIFBE8ZfE1O7yP4P75Dg5sGjBD7bBcAHeM5h2RLcMkKWTAjCVREAEREzAhP9BcleJyaZYmofGU9I/jqMlOtswQu4GqRvfXDnGWaeLMD6UXGJnZrRZxajrTHhnW9zmlfOP0yaR4xnWMg/+x9mK9Mcz6Zd3dXdOP+mFHIUEn4TLcvd1qHDZfwY5zkQzVBPpQIvc2ysMecJpC+0KtxgzOnF3302bovcqHqqen9cFFe2kApO102FZhweHdj/RLDWgUxmj6BAi9ow4YZZyK6B5UNswgo31RMpTUCjNdmcnVWY3dFZBMRZz+kZlbCVMXYiVWHySXBcr1k9DmJSdGeOf8U4jBDnFWIeSbUcdwsIY/jjOCTSy69+A5ZQ1JnyHww5OflVmiIOIl+sAdTxBauMgoXqLjX7d8p6VLwDx7ny7iGNJuVFR4zzur1Bimz45BmDF/n6+lp6zDapzRylt3XDa+sI2ksJkfiq6pEsjq5MByFGYeEtjpo+J7KC/lLWK8p9sOKTJhzOMvwVByMqIMm7ZdriWG5Ux5mhC4QyEz1wsZo2z4km9h79dOmCnO8A+6L2KHG1XqN6yc3dJRSIYoAcn/aHIJRHMuXrOTiW+baKAUvDTUnMpoWmdNsJIELd1GMl4gbNxx8y0sFLKOqpj7/uigyxz9mEI47FMZJm183h2VqEm2cm5J486UcNqOTgMPs1IqVZjjsn7bGOrgxu5nYR340S6RufBsGQdfEGU+pq0L2F8KFBLCi6+EPgXMRYznorU+nQ9fnypQfrZW2Burp5k0SNGYdnvA14Fl0XXTjFXowaN6Kx3lwryuOQ6tT+4AEx7ihhkQTJNr61LVTy5LtcMsZ/NIm8s5lPumcVXF57JRNVanRzEvFDc9Wk372r6F5nvvgdsWbh5NZeFTFo5T7orhPFqaGtgS7UBl+0yEsRqX2q90QzXCOE0tvuv6yqH/0r+3PIqGpOVDYiYHZqeguHKcdiEe86aTu/Orl8imxhQR3LGHb6czrYCM5jdV+02KY/OoVZ49SIXDGcTZf+1MuP+vjt3/gFKgIa9YBqifAGjz0Fsf3vL+4yka7so25+m5O1bv5GChz7qnZY0ykcxuEG6iIT8DU5SwU7ESQ/2stA+fgyFrMpI7t8wFBf+8W9W20rEMaSMpAdWHFctST7gnBgUKL2ziV/Gpi2aMA8egMi1bU/2D777XuAT4tb57bT4sjUG3vNobwZ2FRYwvVxLL5zUSrMFYnNY1a0qzFjEuxKqA8sB7Le69VILRYYpCj+o1ocVZekrS5od55WrOEkEy0BbvYLGhk89+rNxjBFj3zsb5M2SCP1uKbrzs/Mvb9b+6nJtqfUHNdNiZwh8AEADU4v7voCzYn5y2EfMzUqwA/xJBcq+jsfrHisuhgtWcfgiiRzrR3UsOJop30LZlssV39IQQ8iK94d2tTUvkJc2QYiNQBe4XIN/gBY/XLdXtIrRgFvq8b5lKUNYrZ+JZQJYvxHof+7MLyfIZy7Ec2GFXUpkQVUEKhI2FT6cN8qCINWPLvJAQJSVbql0lTsWcoeuIiUMW88+fdGF+KVikMSz8L2jdOkSwKQxM8X41f/flNHckHxqdywPBiCsbITHQ0LUrx7MVywJnTtPzUAzHGKBOI8Xu/zOQHHB/40aD1u9uZRrwXt3L/e5XjBKW8fspyY6o9F5TOBGM88IQQ3r++8NtOyMYyb3NEMpxWM0fRKTYcCYF4tCftePJEJxBLNDxxFg7gak4VECQ7zVmKe1lSG22bYWLQ49RBhzFUT2fk9Sm/qZORmYfGzkgEYD+IA7noO1IGwdtu+UO8UtrM4Zj8CzhS51xSgGk7oBayso3iOB02jvopyKvaBG7wxLAxyfcpZ6OkegLsr7EzMe3h3pnxct5IZcusTni+At3kwxnEe4sWawn32AhSDHQCoRHHippjOvcMT80IhylGZ7j0dwXJF6ZoyeQ0juDFTmwv3IvOENGEOp/csSheLnMBfmLqQ+s7/RCdFyCVhW7ACikWQXwCnJlTliJp+FjO8H7W+R64NZDeASQfH39IVXog01YetSfqerJIs+2apG4QhJj9+GNfvij9HWQM1jzp89IZxYQCXY0o3PPqb26VbVO/Oyhdx6UGhSSgAnUOOlFnwdPK/n+RMPorE8YSUska7WgBl48lRWC6Rx5AoBfnHPTxVcLk2xqpYMC1zbVhIF6YDfnlX2mncTmFnRi7pi60rqtES1wiXvee7pZINjpwQB0VqFaqT5yhMBqnp/3NSyKkJo2U0NvjRGELT7lGFr+qnIV6v4t3wMm+DJho5+18hrGlYV6w6pUKM14vEIPrqDdQr9yMNQVGHaPtU3mmH3YPw97VeL3/HqcJxSQmDb66lgayL6qNYmAKou6uROfzCQA/q1V/rulVeWf7qRs6xjN4eAXwIpxaDyInFt9xESXwgMRiHjdSFteluc2YkKXPkPkY451HuxvoyB0rMPCm/FBYJPpcOP/LdzQjtecfStJny8LcnkAUugVgaD7YCHMZ86nxvoZoA8cKB4vsfhn2Gae2/pzqlh1htiueOTts2AUSTXgffho1v3jFTNMZfGJ3r28ehWFtQIAUdArMZLfxjti3cnw7cbQm7g6YbEgWeX9QOXZhP/JkFUPZ2xf553bT54x8pBLxK25vMB6yMicsA2rXFfHd3SvL3dmvTi0fGxqzSbcdBAYViE/UKZs+99QUvJXBUTh5FxqhzT48M8LK9WE1F5eo1GgIoq9A6syra//fzZiUJs2XqL9iNbw+92BxFMlEMhdG22OrUC/46waXrvunyqmxZUmeICaXJhbsDKQW/WKdJs97MMb7VurRTqyRznohOIq3E2n9v/iWOC0piJ1UFMBpf4fp1oV2NIbFat6Lm8VzQPTHAXaZr0n8WQ8KCVjt5obJ4MjW3DbUJAHdfpmJ37Krrxa1AEYXLdCeQYgshCdzhgUxrNIe8zqbzOsUaarX4XJ05f2a5QB2N3QezoswSGPhcKBd25n1cCfPB9rSe7RJ5a132Qk8Wma2XsftFvIJrIz6uU3RpGsBBHNY42iaZT1YtpOpIEbEB8QHrw3M8+u48WtVUTFjjIeX34zFmO2bNEvacNYbjgpsZVYFAOqKR7pxUIbmoFNY34vtBEQYixpRuI6cf1ML++9pz8CusxczrWMjPTAF0Gx+3UEvSvuY4InomHDItGPSWEXqO1gk9hYGxeDrCMMe4NzrLQEO9flihrs+zfj/3U0MdYtcPjTEVt8sXA4FrhE+iQSDL133wDYWMHJmfeNgneoEWRN/hQLT8fcQIlLnpUVHZLNIEaC0uqkvTt9fYfFjD7w3Nk6ZwNK6XmZiYHRz2gFTpW4rQuGaZiCaqE7cT09AsaNMS1QjwScSUA8S3hoBsst/zsOn+XNVRV7EbtL9opfS6rar7bnhjK6+p7ZmmF74mZkEz9sNumKJ0mtP8w1Hj3gPn2/2OBsAI2T87hxvLbzLtJAdqWQy/tLsTv2Y3t+b866tSami5sf8e3C9Mr044Td42nca8sU0Liz0iE5Y3OUenfzthYaZOxN+DCHWmyVoigzygy93TaHtDwC6yNdT5BbURLCMBI9YGcbSvMTqn9OdBCIvdtevi2X8ONEg8T0PUlP/4GmsjVcXBdMwfYMa/dwjPeeKSVuUnvhqhAGgt/roFCtOOFz+TYNZEYeJs1CH+svvxJSvNyAaw0Yav4v5OHO4GzoJoEOpJJQlJEKKsfiCnlPAbLR705qiuyIM+8E1uSByURDwV0sNWwBA9qYMYAXx9wv8y0X1L3B3Z6JqyrXV+NaF/ugpMQtvHpXAmEadfNW3Xr4uef3lh4z9W0oObJojZYn91w2T06nm1fgKOYaCkzStLdl0w228Rt/y/IiDErgS+6oigugpl3WUcSrrz+XbIrQHfVxQZyfmecAbmcF2KDXzVlit0s2sLHY/8OTVEHLiVhA6nS8fqEZDe41Z3N7PchxbU6iGr4zwAYbtp9w7eS2KwF9/f9Suk4pCk+olWh6Bvfqso6v9mIs3icWBIKm9+KBfi2FQWI74Ec7TUqgqOx4d4OaUZ0L0zWl26lCGnABd1kuVF/RAAxtuNd+St5TNpRGCbPk3CPmeEzaHx5bYdcutCRe+CxIRqXYAMXH8wpzigbU86h8Ado8hDmWJHY0CuGD4JfGHq8QLkulxL4B4gnoEGOo/9Y1pxnZiaiGLp9kE0V5nKQAxtPBDdGqJpmp5MawgnCOAxUjFFck1bKptalBuzEiM9hmy2K8uOjMSsKcd9xohMzFLTwmdEKjWl1kr1eE0LhLeXb2fhdlapRDh6+mz4TRSt6IfYdp0o/aKmWZMXxiEqb1KnET9fZHPEEUevBb6pznJoBC3aHSPnoPyPOERzPGqz8pZ9+7Y3tcQCVtfdDIX0BFs6sOiSEWsDErwoDv8WQuNIjn7CqtMcCefgBVbtPdplyssvl6m5otAm7rFNSwwqFA9k/2VBILF883XavuDHeor8iFIDLGqc/0m9kMz+bkN4vzhXJb+942qZVww5oewj1hVU9Z8B+dvp14uXTGvhCul2xxfU519nu13xdsAPrM23x8BOk1l7RQNbSLU2MBtpOOIbRTg4nM8hucymyouIMbGHDyFgKwugmEicJJJMKnuIJX+t3rypCdbbt6Kz/v4P2UseTK31SismpZWauNOtwgp8Up+bBvPS2m3Vf09r3sNJzTxmGPg+qO8CYggmZRpDiWBOatBo7DgdoySooECwOr6OmTcaLVizXFbtTMl+YALOqhTaztsHMHvNNFItkpjHkNjwC6MmL0bTW32JkCDBVrKCDIVAs/Lt9SnhXlhiLL+xdvutUBRBXRLyf8GDmbWDwva5PhgbQaPMWcWJ9b/3h7jEvYzHpvkREcPMzvgQxajW72+cY31QqgJt741Ikch4OeAwRVU3Ymn4icXhbJ/eYuW0XvgiKDVkUfzVd5VwiDLqp4dKZf7mnsIwtrxVxkJoaAqIX3koi3cHKtFJDsLfY7rObIGw4A1WdSwX+yQQmSEBNJHKPrQyimu283zMZj4IDOKLfsc0rphZ0vyZhzyrkTSN+F6eI+IR+VBnJWVHt3vUcCOD0GsKQB7JBNiUmRLS7R+gpw4cSO1ES9Uw4YTDWn4qaCeIeZU6mIE5krstjGnStIZiVi7zXrZYa3X78It3siN8MXNVt3B5QmhHQbOrdAghJRbIEXE1lt5ERzgRH2/3Pb4IMrPHX3r00Av4o4yNJ0JMMs+EGU27mj/Bf3OqhyYCDjjPDmfjcy1/+N881ccyWVAn0VvNnlHWXXwjH5jfHfAWizg5nHOCntjTgM9hceyLaQm5bpK5z7KI/Nxznj3BYA+ba6Pr51SriuVpjp4/KS8SboWjcroz24PxRVMD9QgMChje3wgiATJaeCjKMUz5Sh+ZFiXBl8RrMHVd2RCM9o8+n/KdUnTYruksopPNGB0kGOTa/er0peMCzrvrljWotWgJr3TiWYmtqoE+nJA526xNQrEa8B5/ly1jzIc2pewwgUgxZWoQV2stODdWTaZTEl5JqO+sJicMIxYpXrB2XCP6/OB40yo66R57AQsvcg+Wsi+i6cZucV4JiKsW6pWNa8jKwva4K5HvUTK9HUmCnv9/hlNXwYPMTnN8aeZdL4zBuCGm51Q/W+Yv0SKNNM6CYTMdoCuen4JSqQXRmmIdJkkCVGPsWGzfXBN+PaL5twLiKaXgLzbryWdKY8ZkrRx1bgrGU0d3z9KaKcawLzVeYQC7g//hpA7xw2t7P/KOHP7uM/jFj+M8eQitZHmgVSXx5UjJV+wTCq2i89LURTZukvScVso9udn0PEMAk/MBFTOP4l/E1Hb/5tJYIfYAcMGRxhKnpd9QVBWuNsOeTe5KCqb9+DHBsSDhy+ilhRvHDzToQuQAyxg78dadlATEs5Bv4kAmKbCnklUApENqo7oAIljP4j72TY1nvbwHdo9YcByQRK7Nq5srubl7X9Fmp+KFHiLL4fN/wJXt89hc5NWd9wWJVcZHd+VNVpXPBhMFR+k0QwEhsDBPWh0xD8ItnBrE5hE5xWPlJc34VdK4977J6Rb4G8WzQznWEC3ODiql7lGioszCBCfP/o4L5a2tVIxNnglpgcFfqjKYPWz8eWOwv0IU7wdfCxGOo2tDrnoZFgdqK4rmzJle049KVOEJtk3OIToYW8wFa3vIwkQyM7nLrgvZymqnLRzl6fac/JhFXeHioyDJBdCxWywOSHmgNjnXeHEKikZos4/+Md4dikO74MY5SeerSrMVKNS5QLWywDX+lD0X1iyk1xcaCqwY/Gnubg2RATG3xTu9paVpGjcBzKnWnKOUSEabaKukq3NJtQYQERdp37cZSFNIIV3ZqUkH3kzGuZOkLjuo0vunnZOHpScssB2JCt1UOz6Qv3cPHFiEXN8nnVKiHA2hjt6bngb3fHjtgIQ+22/7VPzs5h2efyMiD41rk+UtOEWKi6P2kWL9GJw3cqHvWatMATl4KaLbvvlKRAFdn6KUKRPVHkEc0Y3mgBs4Rg74Kjfch2gs0yioxhsbsVuuRPhpECgpxaypnEMXuNiXH4nvogZ4gyWAmO/H2prmj58NQ2BMaScCajrLAftnByfWbTM4ScrEC8ySkbk853IRM59wVRQmNV+7pojb8PHhukTRSWfriy5o3Kv1Gp7bzM8CIUHPoWzE2ie4h9+wka0aVaG+E0PYARuCWL+hTXaSO7teFzWpTl3Aq0ktRiJf9by5OWH9U2WUKZJuS410TFYejHJc3rwjhwRvpyX0+fP9McKSE4RuABf/uqG3PN7aZP1zPwGy0ZcPXLIz3s1oJRT2ry+1DG+qBc825PSPllqC24LIuyJpM/6nypPUlNDPKU9McstT5nyabwtByKkr3yYPXOnoWJPd49N71tTvHvdn1+DHxxwxsL/u2Tffr0jFiycWZI1EMH3miqzrTfTWDvUbt2Mid8P4GG/ecQg5+oqehlpuwMDDrU+6dNrx+ZYB1uUa4nFMfKaE77WZAOHK7dqjYndrvBfXjgyiMI58cJStzMpVPE6HCgvjrgFGFV+qt3GwjBP/3Mm3nRqhGoqkDLtJf4e2w72fL/gXa71UkaSDcAVtfgh+B7SJ02QJRhOzyfDOlgGE089QroAGJc+pugTwNGJMU9v7l2SNs/nP05gStAM9xnNokjzDjfCMJwVLWi305lwikQ0fXZNi1wK8QIfI9diCmG3VUkWryMVtehTEGGeJpEajubjKxHwNTCLkMnIC00yOYDz07mFoiE3sB3RGF2k6O4U33N/eOcQs48FYHi2VUlIu7dfkWEwJAn55auX/EUwX2ZeW4lB3bjn2Ykpj6/s2EsrzFzgK1daV1MXhLbhN57eQS4MhxjuO8XfOotxD4wqahG9J7F5+q4gLLpJb/vmh1Bq0oDZZZgE7a/g06i2PrIHrE1QHFdNftWsbXxB2pGUbY5IV11ywftNlOWa8hBMXofKAb7Ks/4/PoPLSo4KsESMKcW6y33oe5AmPJMTeujg5tbhu0IRqxdmCsaT94kd0jDKmpeqyfFDobkWuXrk8CS5RnqAIOeP05KsRJ7K7GnEg0UBCVjOulO/4vfs1s0K5KXTj7xtmgxvWnsSt5vByYk/dLUcpNPx2Sxnq1ubVjNuZ5x8B05uMm0i/68qdY09BOS6ElOn3DpbCepS7LzRB34AwbuVPyKoiDyO+k6ISc+m3HMY4vk7zFruVwoENsHysMB78eOXs23z7Go20xmsacnezYU+zVRzhItfbPNFsleD2mNWNXmGuGeCVZBaVC2YXNJGB181Q7eDCsk11gzAUp1996lB6chZdym3+LNQpleIFWl386fcc5Z5blyOmupNBVZH1bknWopD+19H0L97rWUbGC4mYM9vPWQC4eRrrhv6LBjRIydEsANVtYggLROQttB7zC2d1JLmOSO+QHdVjWA2TufU1Tq223kMHUclp5jMoswSC/zoJjtzP/kk5jZzz3CJG0YBx8ajAtc8DtlxqNOSgUj0aB/uAxCPNE+avAoLJNqTWj2nhRP2pFn29dFVLkWvLl41QhhRgO/txFHWemeKbTzHvJ7U0Jnd5P4X5A36KbUl+HIFAuPFwX8y96vHdWIrbN3FLeSuuCr4R+KZ0c3CGomsd839LCMWVirJ9nfidp30SMWvRUdHMzw5P2ibuWHS96aI7cC89cSHun3GWV2IUPUJSR8oR+jQdactvHExEtD6OTjZpnwAD4dwlHhkP16jybhuN+y57PPmzJV+MDjp7Ns4WvT12aTh589XrbuSjJJquO5KyOYRmaFhJ70nYcO7Lk8N5OaFn+ZYIQS+G+i4wA8W988Zo1tyD5j2pDUe54yzl9BuV2U15oqz1gn+DnFeyozasq1oAMAsEmS7hipRstyOjOnxSVHsZd1K5qNfnjlMQ7DAmrWPbxcdmKIkwTk7189S3hfqdnDIgH1CD5Q9GrOFnG9PgRyodsoNRLuC2pvAA4qxpDzhWsgs/y63oqHS63E4nB0+nAh5vzHgie67cIRZt7lDVWRJC/PWF/y3/hvhTJKv/Lli4nvwMZ021WXe3ZOUalxxRbF6DqrPWvlcakN4mtnVfIy1OhjZf+PYDqpZmsTBlUQ3iy/mj+b9kxS0b+Lyzsnv74HPAdcyqerNSVqbf0rRm8k5r29HPh8KDKUgtV7BmLUEXmVsC10ZdUClwP3Y+NPc4HyvaheGYo4QX7i9Ydb6j+zrqvCg1KUEJt0zskWtCUhzBSLBJojqxlhOZf3T+1ycpPqKfDj4AnfzBPQrAJYioGFf8KmTNmKBHkV11b3zUU4TzAuDwLJV31ghO/a7ABwQ8VYjWQd9oyd8WPuQWS+LrwYTRwVMr6UDygw4XJ45+abNy9VfBYqWjT2kCfnQXjI67MyIc9fKFSfFOX69nUiTdcGkqxys9fR1gz819ym30tOrXNJFkwNtsPq9nmw51q/UnLg5e8zJZoEtJwHgk9cwPalP2v/ogxq13s2JWgpmUL5XYCWhzCcLGqaZrCdZROW22rtP9Zla3oUwu8Luei340VAhwettTC/NpsVBhepXgj9uH0W5q7DG0X8qJAylCyoEzJ4cTyfaG1gjhgvWZsTGH+Qh2o9O7EUv4tK0c769sZ4JZDFQhIs/PkqjelenN9Mws/1UShr+QKvS29aSOFrG9ZaGCTFDlymJbnKzGb8k8QGY/yiT7+Ygdl6hMPSzfJxX5JkQsufaNoVJkYGC2N2eF3TjiWkP1c21ary/a+wn6BkIsfAhbcmsZDokyuipZ7JP+5uq3Vwmpp01X+d1xl5yMdhHdPYptGowLIRXi49aepqEaJmg3L8A7qhGQHXGLu39dt0C4SlCnBiTEtgefA6MwprAhK9HWpk8JDsTbqxrFCv/jqsR+dWryDV4dKwkUPslMXIBQyr+CmxObpw+j6x5EueHv1CnQJdhgfgPgngSVnyRXFCSuh1SouPgVOPYOWgecbcru+ECEp/xwcjOJUT5T0qgM0dPr/3uDuSomfhaKmBSJmtEfeq2Yt52mTinOPv8mtnPCQsMrVKj11hOhhDZR8ehd3+w0mYdXn55fnZao0G77pyVXnz7B3MBeN431v1M3DQAF0rBViTv1EjQy2Vbqw2kCe75R1o1zxjWHsucY5X+Z67OjYuDMDHj/hcFThNXEc1aNhIx6jZLK1MXCXnq+6hRtizkV7nqOSCkp+Ug689M1uDTsx/PYiAzfEBcfgsrVoWVN8nG4ZLGgOhgI8Jvzqw6qm1JhZ/Vea+cMelhEzdtQCfP4SYKW7Ua8AXn6wXO0DuinlV072f/ntVh64RjFYIL707zTgWGW6dNo7pC60irZ4ai84McoI05VqB8mOO4i3AuKheDMH8I9KbhnHVz6zdRhOfreE/iWCOuc1VedldT8F618R11nTnJ0+DVjpc1rMCRNrdlhk1DuVcCsigTTabsy7ddwLwCBvkFh0S1fNQ6F9gJ5fgiYdDHPd47DrbJcTFb1AiV5KU+U56LQ9+tLMAqVdbpyPwusU1szoEpfocmxL9Cn3xaF7yxnPkgjF7flpkUfnbnVYCKXCb0Qc3e9rqAdyve5bFmsYevPr6UFIS7uAkXEJiVescrI4pfXqxbejas2KYfPgnLyWAsggEiAHGQcBpUcCF6+s8GQsuOqI+t+VZ7ZGd5TQlQEFXvAZ9hoGUW/bPuudcguVjYBqPYMQf12nOQhwY5+eoPRifmHAqp+R9msjB7Pq6G8wC+ucUPLQc4+3BOQJ/eCMRI82co77LEz92tzdtf/kCY1iBIflN3d3iOlK6diMsd2pviNB6egFwPASxDDXqL0Rf53oTnwFktsyVYbfpenQzM8TT9EE8JmoSlVPBATw+bBkp0u1FaFDpZCqSUvDNXPLwGcO06gvQCm5bsXJEZ1QNRmT3JYbcuFindSRyPZG+dfscaq1ou8X/g+KgXI+4ukundB3t0Z1LuGPCuF3s0ckc5ELIp2F04k6KRsjkAH2x9BSHhenXe/PnTEkPXEguyF42O9vbcA6R1JLm2sadDTIkCOf/cgl/4gCYLQSa8HtSIaqHrgDghjKi/TaMkKqyUEqnztNt+JB9y2HAUaoqP9D2swugaNvF8PiG5qmoG6d+FAtDukOu4GAx28mFAVjbG/qJi5WEsKgFlCXFfltNHpNuQk8iUjjaG0+DtbIMxe44QezGE2xNNqJ5JsN4Mzq77nHJVGVm0fFefemLjQrJfmoIkpRUR/bVkntLE93cJf/K4U9W5WR1N4P3KxH8osQXKa+vg19IQYPH2AQqB8qO4PRLiRJPpiU2Mwey9wEWk9woy3wMBDt0kiFFDzjLF/Lx+gsa4gXDyOdbRQ+Y1JniAQYl8wSA5qW6gfK6r2g8l05I98BNzlbbs0ZBTxvzJifbANSeVmVUWYx6p4vYvnoYmUnxnNg0BxIf4sKTeHtxPuTNOoBjedu/fK82gvViB/Q2Aoohvz7o2K/oc+pZKWTTIvWY05x0iEtO5a4mViNZ7MR0J6J+qdzEqN+DBYv+1bvUp158RbngDyvW5e3+hxhTSLrfV7r1p1soqfKcVKL8C0Asv/CoFRKc59UHpTzyj5ZW2zupBQPjNGAY2zLU+VOk7VntEYI2k6GQis0t5A4PZRuTsWV7nKxkUO/ACZ+ccG0jtNoZb9nOxeRWLmjtVysA6DK5jz+pTmxDTkyy/53t7YXitFA7XysDCDVgcvNOCJgdj4WbeN9GGX9OBG6+VJb3PDwW/dDsJuKLHZAIUhiRBdFM6Y5cxnSabHPcTroEjZBSok1866CjzfEQd/SPK+IRrYapbZ9T8OdQ7H/Kob4WA76ytfIwsaUBLuq4MJw7r6fYTC6UZkOhDCbyN/Efi6ak8I72fof2or7ksYTvuaAYGUMPyX6OHmIXrunBparn8DS6OL7rijXoG/6437fMwxVjmOOptiFMd8ikrcfMNPur/4GhwLXvNbCSO3J1aLJmfpmQiG/f2c68fsSgfJgrriguxwAz6T3LjuzkWNKgZWWq+jAqkZrikezKXUtrOnk3298rzX8AsUrZJjT5d+KO81Br/0tDpJAoUPJeUuZzTE5e+cFoUvEy2AOzHIhfetTmPDAllZFF3atdqV2TYU4D3X5UspBz+mrrNr9K9Udsl6LoYrxtZ1hNDBLyHcZkeIE210Hy97taz5dwwJ0qUE8sMihQXm0w21oZif9NqXCReyjaV4L2NIrR8hnA/BokPyeRBoBNpSmjeD371xjKAlEGi0kac4ZXmMWGbSITQ0du79nhI6XtMnJ8PNAK4WzpBD3rAxM58PKTXaX88yXbQ4lYmLwCRoIK4kMlLustedBsf6ovdXs3nnrmuLeSj9cE4keigRKkTgInXONJC2yNuid5Bjwjw5cLiwrJnelkFbhQ3gUYlsNiWMbKKJX/bNUHHghlrQDOGU+N1jIGpnK4M3BgWrRMZwsFyMVkfey4vLSkL+NHk8id27x0XQ7FH2wmWDltquelFh3krskteIl8ZmpNdIGVzdMbUIOllCZ+OU+c7JKTDVF85GxAceqz47UruOeTK6kDEOCHCnnmCkSd7ftCP8RwsmSEXjUm/M8FGZWQ9Fkal71wPxkHqi9x40CJ7Bt+U35MEGtzEUJTohxu+aT3DGsBYWJLsPf0E442kHgP76bYBbN6+FMglzPwHN6EmV5Y15wMMNlhfyWSfuv9axT8KpC+TgUaaZUlHUidVynjKM42VogdPW929xtAf14B5ctRXzqRvk5qhWbZOpBBLnr/6e14b2qeWCWInTp56mn0zNQnH9TEbY6FiACw4FDFjChrwsbc9Zhx2qFNfyrd/1ath244racPvM6x3GT7v/lVGMkfilwHWts4K8FbAodjeCfNu/jNiZw4e6eymdFNct/1QKonEtQeFlzmLSfKYjzM3z88NLu48yfE+NksVMOD875BT2W0E4Cn1aGeJzBvk0pH963YJeeedGOaZRKvhzGISQcli+NeuKgt8XZ6kC7fFbCsTAdDi937BqZbK5tdYPqPBs03HoVuXEgWKSEOJUt35Hx760JWGHPHJIrtyj9dYg0c4FITl1CX9X8yyGjZpTmx68TC8N2BDCmqhQUS4QzAr0eB9ETDJjBzaSrJMn5+jzAcwLxOQAflz28j7WZe0JmriHlZ8k2LfSVAHmll1V7dHvZk44B8nyOuWBS3NHBQWrE9fSyBO/D+gYZn975Q0I57tQ1DhzRjdMO7vy2uMqM7EpcKwvN/TsofSOUjoF2xgGl3KR89Of73zoSOZP987wPvIsivOl9avKZ4k056/smZa57nHa6L2xJX20JCtZRsQBaEdJ48+SOvsW+2dY7hziz1HZ1ZcKwrD5mGWsyDt1cXO1D2UJuno2/aLSP4Occ1vE5btSJUEALG6b5wJ65Xlrd514mIaXFoEoxbIEUvZ8hLybA45iO+lNNyNnP1v+MNhmRUgboUn9LSw0AvOSRKedJFRAfP4f9X7TBlJDmDBaEZCOk1Fi9fPglzCrRCKVPpg4sby4onmlioCKmWMVQCNwXicfLWElrzOfRT95nhkX+sFuyKq+GvTrE7blJluPCSoat6xBjzPeFXHbcd7kyJj7K4s1dEQWSTs+4Ak4bT/eqdXsfJEG88pEUaXxr91pc4RpmdgX9n9X/gNtnLdlXv3sw4BcMJXyqgQen4qJNlhLn3XQfDrsaqN1XPkYixJQZpbEw0abZUsn85w4CWrl+DWR+bsf897X5lCFwk0DfeDN3in6FTgpgBEa1y2oqbasZxy5JdrHAIWAzuRAxZHorbtadPhrx3hlMI9nnBQ7irmWFOcHPjXZUq4on5xqPy2+m+NVp/guwsNd6J5NflSGm089YlHyJ+wzxSlCSh0aq1EqXn2WYxtlAq23/VG06sQXfXGYtilY7llWSX2+dmV2+9Ecy9dSPyqnGphFfXX5DNX12bT6bmdW+KjqjT6bbJmwC5J2Twv5uS7TzEBxDviqCSzQMYcC1GVo1NZ7KYHN7QcqemY0qCNDL/MvFygTwAKDlc9foapI4Lm4/cU2cMnTnhVlvD0YCzrdIMyc7uD31FZUzsSKtdd0eK7GO9c/nv9MCq3DLl+I9K18qBMyvkwCnNDTHGZRnPLTl2Ois0oGWMVcsAYrFN/bGnhTe1TRK3tiUA+iv3+KwJlZrh8ueYjpRVjQJDhNG9IJno0T5Qej3gzjqvv7MATOdGtO7CKK0Up8JLvKHI/1J376FI07if48dnFwYcmc/rvnlFSUHLte3lDByOMX5D+PkRA/mC53CnVozKsZ1KthlLbNS1J/fNA0W77jo7N6Cz16ZB/N8N69mvwMZFzstAxtJW5ZboQ0eZE2w/cCdE680ZN/Qrjq3Duj0q37Evkq9s7CD7e8Ch2momtccs8cSIqHgItlCi4yBVqdBsM7uUim/0E1dx4lviXFNHp/NQvwul2r/yvsHNpYRJjQkuS03qPKNYytf+aSuYftHdp6hpWw+RSJPzU/eexV/3wlOWz3ZsvQttHd0YfqhsT+tnDoq6ikyKWBwip6OzPXziPkFHAesy6AAtmv6EOu7bxVLfksynkuouTnb0l+lbQD4GaGESCZVeudguKxmZmu1r/bP6W5XOgiBCRUZzRHgWGHPKwaTj1lGyLUAyHrJFWPYda0o/Vrx3wIconMZ6jdpbrZaUYiGuCk7GtGb0uvPYXG7CrQOSOnWuLOsZVl46it/5zhKmM2pPw/wOTQ0cQSgBIgcC0PFgd7VXo7EWfS5d2DJPNJ33U2cXEGKNa6jKW8ouKbYVQ5u1Dv4gDdOgzFowo0p5LTEdR+sVCdXI2hXMgJuLWItaBQYqdFt/YBVxvqfOzVR+skaWYkVRbRas6cAK/kVLYgzTH7T3aM+mtsUSVoBn2HlirUL2j9xiAfjLWTmmneLecENfZRfcWcAwG4pKiZx383MkC+HbBEyvyH7F6GiKtjcYYjNePcouitrzfN1N2rpicX/8nQHWJtvZi2JDbNykhtD4bcScX+C9Z4E1c+RciPKu/oeUHAx7cXna/S3L0dkPBctZmY52ei0Lin8a00BKGXF7AHpHTj5vqhqtDbjichmxm9Pbl9SnuZ4/DTlzwFnZIxuOXGOTTZO9j4jONZQOa5L+u/LCPa6JoleeW7kHV56kzksCe8rPa5EGEXXQg4pY+14Wwu11OQL+X1uqyBPRTpCDJa5/qTlcaq3ldcEJ0Iu5m2h+H5rqcrYMYygqCJvl9+1uNOOIOg13y3TRu8xVwmPQSNuOBFcJ2loOeEty0RUSpIHjzvphcxCa4t6YgbUdqe79ZyA4yEFTwq0t0+H5QPwvKENEjtZn1NffHac3NEdcYyYuI8hkD4V0ofDDHALTTnfM7zjny6u5tREMpGt5KxYow9R4VgpEFTy2RoLi23iNN322aqyTXMMOJZHAlAgr+jNHZ34wnZYDHb1b85c0wXA1Ra/jIv5EqUjZNq1EyBg2eJfsXv5abFhapjhX6DQrof/y5EqHXUVkKwuuLM+3ACPL4cEC/op3pW6m6aT3X4cEHC05B8NFcdu96/6oaVilC9eZQYJWAvcVYWBO0HCX+RL97L7yNpJRLMQEHZmA18KMfS4YRkWLSjhr5wvwsC7GsgOgFC169TgwXYRqMPBBmwjPZ1iUeXXDHXyzajwCSYEcez08alJyGH2b9egTn+d+Ik2t2biVJ9tmXEo6lFrOJCV15XJvoy8TVZ75fvLSb22jzzqVwtSmuywWDEh/Ss/wWk9aa855kfEEZsPJ1zuf+3CM14ybUwUJDfLOviRexn7zUJkzS8VskMFIkDhrKTxJbzUj5cQ6JzSsVmZ/M1+KijmLcuYaAdVSOCczyEnbu3F0/X9fNvgXUmZrhCP36LiLjEmFWdOO53R9cdrQOodQBAuoUgUJ0tD53fmPO2FCKL4cxai/nB+HwYN6ZCLNpnqLneoIdLoYRdZxO0NWFh7pX+A3GP6jOYsUAtDZCfsXWp3ypzBHjeAZp5BNyfsFR9X/pK75/1DHLQkNXTZqRtduSoKiYWJC83LyBdtoR5aKD+qICQAOokMrxTF8GbU7mdAy+tHJM39kSscy3eOYf2g6CFQ0YVN+FWbH6TKbEf987yIpAowkMxXQfjYDbx0L92sr25PayxQgpFty2ok/sh/vwgEhBuDAXdMVCuGhldfadZ+NNxBbJLIzWwu7jW3udMYZfg8sCkBSnGJRg8ajd6UIJyyIT5PQyTgciQk823e8mZO2UFNNQcJx/5lR6n+67mA/LsLLIHP8I/0CXeePD7UbKEESVV360i0BbKVGoAaHwZods2+Tx/v9Wm04fHuMwpywk7J+8upXzMGfFmJutAwK5eLcvN+PBMDpY7q6B+b0mK2/2qRGbpQEw6EamdkeQhORlxabOgVvBfWOjsU8PFSklumeK16pEwYDXfJedrHI5M/rX5Fodrn3zqwjbjawZdxF45zkc1jBr5DV6hryvuXihY4is0Rh0zWNLjWKGHBmSYSZ9KQ09F7KPXknU44XN/JCLVSPEEEHT+xvdjb0369UOjMjVnT0QKhm0lPeR1Gxhm8+XW9jS1O4pUOj/+6km9YNPDG1uobzQbrDzk64YONQllBSf3Tl6IkytzpyP8hFapul/NLbY/RR0/u6CPcEvuwfXRyGXpEeW/gtmeatbDBy8xG3ifldQGP6ovRaK6uf1akEbPsVKc+eCcXVdJnY7AtIKwyyOeegtbFjYG31DohKLwSKsGcBXNY7A16+XVbrtpYJkjCrO3xxTJcnY9nn435Zwc96IjN5bVw/JDXG1vUx18cF8Ura2vxe+AhnyXkU136q4n2l1Hbv2qkc9xv6w933IseokUYu07VC8bMFbGtT6AO+IZYOpQ0t1SlR2C+VtjKApCdQqBTxXccF60CExow7R0LBLrKg6jfOEJ3E1AwC+Cp/cbjAhTeNEIRsO3vWuFYEKO33LtPL6qfhwxskYEfEpdnDmktwxgZUwZJAa23bAiE8cd6T0qEVP8IYo/qu/cQi5ffKxNEWd9+UPpUxHoJ3ueXBMrElXvPOSnWPdH6TccvoLmprMnaoFUzIf1W5CIab1rqphe0t78uXyuwvPuGYJUsCJzpwaEu03QL8TTVBPeeVsbnargnZwZMY+o48F5AGgLDD51ee+ywCGAehIZtO1VNmjH5FapClejWNeXwpciwx6ndcyK+mOijvWISnN8+GiHzZc3/BfvNIZn8MFheFil21hWLbayNX93Fk3sLPkp6AbGvL/LlSp9Im2dnVEnYtsCZFTqbIFJvGRmtkg/EKg+K+O/OsUIVTdmVcQhaVj0M8blLUB4vWuzp7VenNn1FIags7fLCACAwKPyV6F78oTs3JKY4+4npTNU+MFE21M95wfC3fpPns6UqkgM2MR+IMZAYZZZcgfyVp1dwtdBCG8neHKB+7vXhEMVSOo9D2iKaQMuDSLrXJg3Y8S+0V6gBSlCrcdcAXH1NWwX9ylBFbypA2p/0KOrzHCPJYYH/8jB8PShaBquqgcz0KpcVTG4Yq+cHS+UD4DjDJf26GM4iP9euZ4Dsqq6q7RmnY1UnnstG79IqbgrEFDH57X9lTFinEubFim1vwozI/vHuyMWKDcPShB2YcftRdlPSrjIzJWEbJcvoF+d1FXdOaWba9cHvvc5r7vZr67WV0onmWIb9mIN6A3N0fpa/P/4FpWK/kqyU1OyT3k96PUAEoySzVhyXXj6ZFD5IyVLNQ6VMUpXlYxJLE6YZo+5q6SgLb3X0BKvN5O+xgizPTlSATu77ccbhQR9YEVSX9n/PLCbGfktBZScYV0j4kxvtIZ/OYKzEdS1KduX1GNf6oflhc5wx47k3OFv0cmJrsLZjIdWc5+fC9+obyTKymiHFLL0i/FEVRQWtc3Rm4GZUk300UlOI7mMvtY9sDs1aH4vFeBqFh112IzWhh4ignG8gXDaUSMvq8ta2g38RTorohCJIy4FBMbWvrzLtxlb2fKxDhYQNswLNO9FJNTjof7h/A89m3ab7vLzrYLcdoJKGtph6/LrrzVYPmFYv+nnlVHEKwLkpipr8BNiJoGncYalFOfzQ5ZUV6pB5Yx6uF4M7ePvz06TTnBWoYbm2+vIfSdkwgHF7r1srQGeGjaKsgLJmiuoOP2p98xzOvsqoW78HYNza5wh8xgw0xpo8APoUTFDnrUUrl4+GScKg/AMVTszpICJWiqff16PpNF56AFpJGc5tVKPwM1Q8dbuEcHDMQqhmWFOvLwsvI6RCrDTLDHFoTqNDKzNAr13NcHa2oREKMIgQxcctQUz2g+Faj4MQ02YWv+OKy++h+kxuS1Y/z7VKWEoZ0alGMFzpkpOWMub18cPlEkmPsP8w/LnxGGtR/QLNWh7tM9fNPjF5vQoCN11jb+an0QtQg5t6kyfACp7bCLnNECxDgiqOhiPQN/Ugr5mkPQR+aItNnHPLWOqdV0uDyBcX1ArtY2vaPIrevRQ+HwafQprRyYtpYaTvFMXQEt7Gv1k3rGuq9sv+hk3odMRCnvtRbt0r5qptBuNjM5uFt/48wlM9sDg/b5xx+yE1jn42viGF7sNSEqtl/pyJgD/+UD1GjUmPOrZFKYLMYTqRP3HCuGoj+iofLO40GgzuTaH/Q1sx2WeJamGbq2f6Qzt8auRI7LeukNcMbIJHyH0W2ZDktxhxTVJHqX17Q1u+vQbGg71Cfjs2woxZ89pY0BBgQCqTEGbut3ddkDOTlsKzu4StKTbUHKfNSicIIRT4jwq0m3N9oemY/bCHAkT8xnMq1pN/7Gv/UIBaKYDvpbPtTLjpnT5J0rOjNG8xeK3MuDEzBuRACVWy1c82g3QRyVjYO6GYfIDJ/mo6cxB+6NzZPL2QubkYPyt2WqDrOyAWVFMcwVI0TG/eKN2tIlWMrqgApVrf1QzXAcANcPgOBTVQIme38u+GKQp7xFPOQqxHzBCHjwJ3kzreMYB/fqCf6fQdvsApCMJEMHo61vz0rqqTBUbggGYvOk+AMBTJsK9BRyGOllrYBMxk9QARoOAi1aMYEVsR69oHfHGsyFW2dw7EwmppZDP3Rck+J1+at54eRHXixmFlfkUrvG5D7InknTNtzq+Z8VgQLODqmLUkp71qW70qx9T1zpsJYdGqW4SdZEKnCNl2alAcGoHxwwZA9kbheRr6aQoKftHOnNSNKnDJHfY48+e+bNO3WVjO1XUPNqmEcQfoi7CGVdEt+wG10X/vz47Nd5k+luGYddxIw/o6bLGpW/nlIX+6E1KDKcsjVfv45EkqerUcJCOL+M8j0M2pwnFZkRVT0gCnurarPw9LVh0ZyhitUPo7RZA21Uu7CL4SeSeEkr0s6U1rj+UYDXKpUeH+Q+nhByNUpAedJ4tfSdO8WH6KTryv3qPO3hKJkCD4sxN+21hDQ+YveGoMO85duWSeA4GktNUn3tPHOHeytLTvNjTwhQw8SahnX+p6h2eYDL6uFBGzvoFJMCrk3gbfrH+K4MoRAtZgd43uEUbYmVkdU0dm1obboA39mMOQEUWUmlX/Ktr2MBXELD2gu7rqridk1PyRowdjiOePi3Q+8eYCXcuaSdcDpRDOEMxXqeIRgw0jXrdb2krP9QflufhxuFbkcmZ9oVueXwPaEIRISXqEzN+6rGtofGkSfxIRhDZkMaTpgjd3pD4wwvTsR+Vm/Z2iD2IAEiHzIZQCoBwrtMoN5lvy4tPeqqCX6lv8dBbf+YQ/uzlXV8LOWi8CP0Mv3qgG2Q77pBeHgjfFsVwF3rlOFG05MScYXVXoi7RsZTVPmIk95wRLU97A9i+01WJ/sqBX9dprDT6OR5MkmnqrhMJGJCmOpu5hF4RNHc6462Jk9KqsoKqfS26LXtNx4PbLzJcACzhQwHYrfmHDDhbyxITBEnoqXApsm81TXHnD2m0PV+KEsevNuHHD9aIsF4Df1WFrE+szlWeJrKlv4CmVFEcOZah3qGAGQueYUl5Z7CiMbWa1Vsiljdc9PuT8U3ddDAHFis0s8BRaACKlWe+j2cXgdFzxEroLT3tWkvpGvJKc/bCb6LUkSQ91vFDiUzLI6COE6IJplaw1qoW4iSqZxzBaexBa0NHaFBFpR9czem7jFv3MOjCgoW1V5LT6Cd4LSNdywtFBfga449u8E0oJBQskHlVoRUo19pIQtRVu98H3oYBrMh1X0tOUQsoxuoPgqvePbIk4xhKao6FO5ypfHviVxQcZ/PTYgFz6VZ6klhAy46yVk0W5k72fRpSdrf8PnBe65CclIS5WCGRJZx52E67Wkfueeshgc+g8BFB9qFPJ+CRsDE7kSqKG3u8zIoaZa6037Y1/MXRjhg2x5vyjLCSaszRIFaCPd7kkKjWUWCj4iGcZAOBPidz7+rcjOhSwDP334/obKEWQuPEI8UdQ8FTjszT3unJWTxUiIiiczpMEse0FL50IoomU9tKnNhgZfsxmJGKovvvgKXpoSuZGl7KQxF0BCChB7aEbCaHcDkTvtlohdfCDcCdEkATqMQt2kQqYadQ7uiP/HZpovi23pbK6UL55BT6kkYT6WECGJhU6M/1hyOjTxj0+jre9a9E3YY6amHuI7Np35pcXt9mexhE+vZO6TiJZD2Dt9wk2+ABpfo8Fm491vUhT42K2rHZhcpeZRmUEsU9pTaP1RcPdkDT0Xjqaq3ZxdBJUJ2mnqF2PE2zJL+xOlgjNTBV+/GhFEXg5vKPqN/3NtZvYyAE+4VGQ6yAbCdcP27HXSIYzbg8BDY9+bP7W99zb+lURc4iNNbsaNwe1SMb1uwkOVKysF9Yd+2Fwb/+0lADG6rsqKxkiepaJydhMMtBeWB/W/+gcYIWI/P/zNsuk7boR/hpvvSSKhOucnZpUq7Oy6xc5m5ZlmK04U4ei4yXaGz/8zHT8jiW4M3ObyVY1swvhYz1LnDpdQ3V7pj1TAstOXt5bs44G+cRXkj7KWFKLCGtJ2XQPOvtAZDMXPv8qd9UGl9uaJpyRyeK60camTCT9kbQRLNUbTluAUX8vbCJnd8FLhtVnL4WVMxQWnJmYviehd6fmQxffkKcWQi66NxFKJt2SZ4eglZFn3N2VJrbNYDpFjcsBacLIHgbq0YbX0pDN2WhBWMfkmX7JwYjDRRde67+NsMG3QhkDAFUkaoPPmrQYJ5YclhhbFJyQmPK1fgGLslmS6GJQyUTb5321xSpuW8tqWXhDcmJSw3BunI8mlj5+qnM5ufw/ZHUATFc7q1+w2u3kW2+PnjW0MKRQXDESBdldyLTKGxwkWMjUyxs8Hgxas1zKzoRKzuCk5XRLF96iXpBj/0nxNClfvmYUBLC8foHu7zrpAmPgCKpIUSWG63cOEf+RUQWuIsCBesetUS2Z3dsf4OChGcPyaaAi0dkPq7vf5u0R0OLnqx58rvOlyCHYjzBiTfT02tDHr+dryP03wbSB793pO+UZi10mr2o8K+nOkBFqur9ZKneFYMa9LdGFb7caGxHDS5G6uE2uXWhaiZK2Ur6Cwrwr6d2XhQyhHJQcWVT9KeEL0CngCrjMFSOrARZxqN/Df2Mj/pdda+HJNuJmcGu/VOjDjMyr5d2mvapRT0FyvxXlJd5s76/khaJJC3uDF9XwAivHYMWLWfZomAmP/1Vew58pkD4PmouBetfCLAb3/ibpFItwiFBeoJXEOevpnmuu6ohV/c6ayoUEBztwt2krMztY8tO01ibhGSnKNENvoncvcmitnLJJkeIeXfbuNfzZYUdMp3+oPvuKJci3iL4F+RnTYmW5jIiA5dAWIGmwj6ELddgjfqTVtJR9ajwIg4HKEexQtiel0vH5ns+x3p7p4p0kaz1UA9WIb7iTNwlCz0oTtsS2K0bWyw4UjFR9d+ZTSekyWpuZjdzxDa3gmtLfc7nApCzUQ+ctmPXHQkfXcVHlLWYPDZA7kKI2kn1D60yWkBrAi9eNSEZoo+8xKpIq4Ej3Soi8SYesLYqkyuOrlv6S0L4ObuqBlkPN4btPah+x7J+m+COoSkyMuhgRxURcKueN+wDWKDzTguB1i+2qJ8fYb3Ydn4b3DwiEq3gGUNc/NoS0U9wvBQOLwlEsI2QWm55RtygK4c1+QIl1mKHRHZkv6eBFdLqeQEyJWwbez2HvVrDp0QKZuPq8vsQxEk7FusXDDu1h9afvHCSB7/f4A+MW8EQtNfBljV7b6Ok8d5ke4R4nZrwVk+2klOCOF6AXSWVu2QUiG+Q8Z9qy+s49yhC/ii1j4855G9zywjVpg24tf7BPR7nMzXLeWhjifXpon/ba9vjM41FpJDnmSIqcXHZMW+CUe5MRmMCBUsiDaXc5lDFaaUt7GP7N258im0FjKVXFwYyeAdm45Zo0gmWTgcH70fL0WmTvti0RNRYo6Qb1StkPWUp4fjGjB7BuEV4q/KmANFU8KFBqjl5tcRGNLCowTdv61aLyCRXTDOtuIyBp4JKaIX+82oLKfrozXonotXh7lmOQsYCBkg32NrVm9Zib7CDEakHmUvBYNG1I7MtLmiX6MpsXGCZl14HwWaJmWfZRwDxD1rx+9NolBTNUHZLWCu09sg75ZzL2/4iJNEunOUPmlD5SREsyeT6e8zokR9XztvKV7R/re13B1XNbPtEno/Dm9EeWjP9+78sam0nJnsaxDSsKo7zaX9pqMMvBbqppxTUhbSfA2tPqzJ24DvWPx5Pl1ZoyAUNelpnciAU9+bJSGVEjw1vcONk/FsMt8oL+YLhjfWWecrrFoRp4cxXUbqYOP7HT8ueDvs/oli3Zjinh91NiRFgzvqEY3EdnB9JbTdERLv8AvU30JFlShua/GBF3/vnGFwEDxcO4Wi0wR+LMW7O+IWtb+WbsoF0euSTkZxYuWWA226ONQVoQlJRNaVi/1s3O92FUHfHVzaD+FOvek4OYZCyQ/Fzr13IkqJjUA+EMaZG4k/4MdmrRcEv7+GaJLJg6FNo4TOEvLMO3LGOce0vm6wQlOjkUAi7IbXW+mTp2qVFjYCCJ6eetU6+vAuo7KYwV2yxkxIMDliRyvXs4qSv9m+IOnbBemtMUJ5O9lINLcqQwQvea/sy7UPYoXSTL77d5JrBrq36YX2b3YJOysKFpRZTnPvIp0tlFqW1ZjZFyoYYutZfdloIYxk/x8BNFVgEKKygHZzWWKE5TGGbSxLD3Hwo1ZyprH63B/o6ekbzPNHx7awecmFWU958KRhIcaE0/3X2M6zllWRMZFMs92zeATPDNUGTaaWd+JFivsLSJ8oSshCRafKxMcV806kpDZpRrJ/s9D58Pd+r9fSCfleionyRwI4vkk2C4I+fud2NLQD4JlCEhsS5TIF8eb07B62equp2Afc7h6z7mXtgz2Ji2UtMM8l06i/G7pzAAaNqFmTI/cRg0BVk4HAp3zpNMw2zeSTWcHFhap6LHmSZdqah2s1St6J+zAWhoudW3BenlU3js2MAK8Ya7dgYcI/inki8DzjRRGyOgKNzqSSw+jtMwgP3JeALNRcNuKGuf5uTWJos45P20gVUu0EgQAyELhZW62QeD57zFCooFXiDOvafg2mjkvzs5uzke2RO/ADhx/gpE36zKqiSaGvSIWumx/W5a9sHJe0bdcUH8PIfS9BxTrw/r497+ryjbq8Efhk+E/VZGSeeblaDZGSaSgrFOHSdYIMeJjKkJg9kAzCyIo/A3mZKfe2EjyyWZg0SGsku58scZ7xBwRmyzYki9bscyjr9ebEhCVopWyhqlYw0lgf3L+97i4a1xYi6quLy6kMi07078h33mv2M2Z6dK4RNEr7vkgNgx+J8l05JV5C8sFY5vhyNrVuS5G8wk+Uwim09xgg5Vjac5vYMxM3iWfo5KXmsqqvTTS8J8bv3z+Z+M+hBa0c3+SDAdUmDZzeRGRjO2b49M0zT7nro+NXHxH+b9ON/dSYbMT5g4l+b7BpT2E6rBnj6rvAe2xDKd6zV02jEJvsLpXRQg13Qt/yhAPOsvz0FtNhmxx/nrDjbvZi6GIiEL9kVmLziG5751fhLEHaVu/Cwi8bfkDiXi0/FVuhwylGtfVigu7rLR5DIJeJLqBVzIOmofUuT+hsZycEe3izuiZ+02r9VgXRJG6LUhXjTNxMGThHlNtw4ZEhmQHanGn2YFlw52+MpcOvdDhGj5dvtGekMnXxU42IXgx5bUNuh7XkEFDmtVLfO9mzI/GGoYTF3cY8ZRm0OJ8KLr1Ba4mV1KhrAy4oIWeBaH40Djj6eyXLm+iMxX69i4QRPIiurvDMfNA/CSoRCa8Xkzlvm7A3hgaK1Tw1ryZFMTGY9qrkG4gOg2OW3KfrJ0JG9z/9SzSH4w5JP+V9bCNIdcUnD9QPYkiCjV+qFoOdovNbmlUaRefnN6C7enPgypyBZHshoGTEzRDiFfRgNa0iIXPiawRoWj7oEYfaYtBw84dY+6WWv7kDgtVW5ytbmW9PeaM03ecmg1Xt4wYvMCqs55edmVrxNp8LfnwisrqkJQnodVD05xOwcGzTEHo4Ns+veHqZ5EIXoumHFqr+F/RWO5FgBa2wUeqgTNbtGrr3kbHk+Q6pg/y6/CgyQKnnmBvm1J83vjpeHeHCm2GY1h4v+Meri3WT08al2pKpNyexe/+uTf+uX1bK5qzzWMVixboFTia4CjVd2vGDyfCcosIGv/TM+vkoOwJpG2J/0JxUg0a0aIONUG+ziAlNuIXP0+/TVFiN1lZNGig2yp5ZCEgK86T57mxrwtd/oXI7pnaZN/lyOuogXl1AcXS/cw5gdbW7M0qYZ5k0l4YFM3NyBpXv3l2+Xu2NA+eaKk7X52uIQlQWV2heTlfBXYnipdBwzNrrhmUjrAlpi68s4QEQjzH0SyVufBq/C7AQ651hSXmTtJUSGOBoiRmeKZS+nw+jmpSLQHyTT6WHuAx+4sgo0ZNDrIvGXa+i69rZCXdrNSd1tuKzQdjvOeXNGNXvnvA39xbzD21ZM5ZReTMKuaKA4A178oaEtik2jW9SAcg2yL5OrqSp72HOQlt5V3QdM9Y18ukB67hjQvPH/x0j1RAVUGog24QvkNrCyBeby5bRa3jqK/aKrvOz2a2tqnSz7aWQeDSGp3PkvO3nEk7qD/WO5+g4VTFRwTLjvvvbaY+YRUKm4/2HC92k3/BpWWwrbLJoCEV2+oSszeeFrGrAPw1Fh7kv4yGK+TdcVdrs7PYB/WGHSjFxnRwkTfzpbOzj/iclvp9tjtqbdbpLWKcG6PcOOKCGUOKibmy3fh8LAmcnIZS9CudV08FRPchlieKD9sldTw3rBurMd/Ql5dxtWgRPE4mQTKgak+jDM9E5QoD2Z+HgVYJXFwqVjkviahOkc1YHqEWETQOEGWxSPfK68rWCN3M+0dh8SzPgOqf1ogSaFb4ABH5kLjdAIDPfAt/JH/DbF9e5AJ6a5UjsTlQDut7Rf8XJP2wcDhPVOb+Oel1UqpkqITXEWoNmQ4ba8f6oHOzCOh1llrfhaJjM96GHJtOef8okxxI0BiSSUpAIF0MKuqtD3NaeTSmu6z1pnzdgh51qeKOn8ywnj2X995iN2S3ogMcf6GtQ7b0T7AAtb4m5PlVob9rFAkxi+JxsRgowO8Jci7zyhuvHX690qGIWthU4IePxk/+SjW+ZV13DxvsTfIPanLAfOuVsfxTmYs6QFjzzbSiA+B780HraNGUEp5N9S4CpJ86CqUghyXdq3JGEHa1zZxtWtXl0PbBnUV/s6mbdE+stjBtnUIJoq5hwWrSWLPoCP7alZ05gLROmJ+3Y4s1L4snJwfuNor1/+fiyJWV6bMYZCHBkxY3nzr6/qnsULcybgXvut8F4bFmmJAOYDF4dumKzSOMXIDqdHZeT8kgKZ/K+PZViNTBKjdMhf9g8E5P3nh9soIptTmTW4dNKYSPvctw4sKzSPDmQ7lT3AbNwOiJ08pfA68JzdWqU5ZtPffaM0k9CK2VW5mg50kwRYNDmmWiyjPGnuH1hXsQGiTImFVsFkncmDC+FmkiKKPvh95UMbhke9pJWnc1BRGCcu9z27dN5VHEhqNdGx3Umh6+OXNI35QtrHV1gO3GkjDC+ybwzA3P8kQLJCpALlff4KIeKkzhowcUT4HeGAzpu7th42atNHONeCyUREbwy/SncgoUKjlT+j3h9mE7wGNaLOGQJcttoM/9eJXROFv7cbwZwNP4f6pPDOvCT8tZpm70XFrnDxJ8kNJCIER1kfr0BipHIE1OgrgTv4UDeLmA1rSpxKMgmFRulAvJtGKnzLaeN6q3oYsDOqYcTwHjSJaygBV+g64+ieaz87oYjFn0cVWpW2iRC+dwr92kX+G8wFrGcFfB0aagAnbg3vS+MrohCPxxf0GMduu8+bm8Nypw1wOB80yPPnr5eVu7R5yUi6niwNOPlh5EfdEVS2zxph9eQS69OAIcoRwWAX3XmZdPzD7PQ33K3jb9/ZT6G4ewxBTtQ/PR5KJhXasb6DeBtWgb2EgVrNpT6mR+lC6cQru57eEIo6ruYw8X8R5ycGR9Edrv6Ox7x2YGLUIY1YUZSXLVFi7Ix1W8Rg6b59AR/FmGFgByhseLRQIMz7AYGxLzfwNXzxFfSAK139nqd9LsrYThPwdTVho6zluOM9ZBwQGF+KJLZycQdQCeQSYMtaxEGVHspik5V/gmztkfRNv4c4MH4lJy2YDi3EkXCBscsyga7LUDO7QJ7PafiRcKhcbcrlxUsO4vuTSbWwb3+oveXf7G5t44EWBYzJiSClP+2D7079L7mdUiDyIlMEfZrKWMcn9xChOEfdm8VDvZa1Q8LvQJNapX34rMrW0/JWuGGtqTnDnDXNdUnLgYLTsHtc4Cbcml6LPWwHrA8stpE1MPD+N1+HNgbN0Gl/LAAA+zsBlAwclZHZi7VVlub8zrKbRb2LFac6H2fM44kVBFSumzjZ9u6a4q6Bewe7CZTz4wbB6ij4FF65opsUag+47C4m8CG3mmxlrkCB22t/xU38FYu2Ir3p7ixFE2/+TSWCnRDJI/Y3hFjoKysB/8G/dWt3sfbiszBA2yODep5BX+7/DWN29hj59f9iAh1HJA1djZcLNDIvlyth8Yjtls1Co7kzOHNXXl663nZNAMP4ktwkmGdcR91STGvsPlnQqz4pVOtT03JV+dgdmK/U7fs9S4iKTFiuXeKOyDhDJovKBgjaiYKi6+ZPrrSJDtSQ5qegriqrFYEAtlxdXnYZO/ooiku7TSvPNaZhiORyDzKMbTyk9kZ6Lm5aiSTbKFSF3DYUZuQnAktYqiixKEXYFgmM+0BmRa+Ws7fXmzC2ihw3opObU6505WH4tlgjeeSmiO9NuFcmuZ92tF1R5bdR/t2cgdN9Mw5hrDJF62s3HtwUJILkn7YavfvqOjjImlRp7VNHp905Av/5lZkhM9vBhM4Y2HNAH24yhGB+mH0KcAerO6QfMeRUhb3I+vKdb8GYrtFvkkwvnnMSXLk272Y99O9G58QzhwCjhCB8B3Oa4JAFDVtwlq8Nkkgw+Px59bAQfE8IOQASKIqi8bZhXrYs77sxaj/DUUUd6rw51V41srt1K+eNBeeAxOuUSsKJc9+X/p4vCr0dLLzW3LXbM2KJh1CTrCzfCrNcTJTnwcewwzb0ezuRMa2ffjBwqhFVtv7d/YMQZ9Xe1nUuqD+SOEkrebgn9F7hVsTAFj+gbhQQqQQ4F6jgHbSCnVRhyY8m6p8MPyTz+1MEfsnzr3zKRyupFrS6644UNmjCOO2cj/lqCe832u1F8gwgvGg+Sq5rRWaabQ0FucntZ6AtnId/cNJEO1y+JA5vwe5LR9IKwqXKLEarweU0DkUASDShBDf8InM4/eBmYYfNUiKlmpYILYiBTh2Jry35cWHbabuzJKCrvHHEB7hoZbmh4SC7OaDg9MeesAt0jS5RIldkNP1ja/DV5/bVyAdPCCTK4KB1/U01X5TnEEE2Ks5Z4qwlOl8SUkYZpO+qEs9cZU+0zzzHu+4/RwlvDEPT0VS+gyfcA1M/3n+frpRxuZ+wAu9lTrUqKGCYIPhf2QvGKEQ9k9Utiog4a0gaHXyRIcUIfCZi0B2I6rLLL8+B5Qfw5uiNNm3dHzNWSdlRE5X8D2vqj2og3rWgHGd5h1mEysasRF/iga7dlYSK6lvvrXQeHlXRMrkgStd4iT8kTxRjksMhtVnv40sMBnPlNsKK7eAFfGadvi3O9NZ6Ju/Ne6Nw2vD/GTn5WqxT/1rYZUSAA+emKWjUkuNw/KjyibGv9eysMPPXOq8DTONzzYNQE4xOaaB0aVifUp4eFXZDeK/EiQPYisgf5ryRF4ywSfZYW6J2a4ecI5QuvENCXx3GQepVFJdpKz7mWRWCSSM7JWZCqPoQQ8uy4cDcE4iBl0EQziD/+A3sAOnUManjYNzbCrHqqSDs8Zg/LZWOT10sUrvKt+SwrofyouF8MCsyInAbsUrw3Wmj1YQ75AgenufLIRkpJBpHm3kxgLXo1Y3RVKfNuqlyqr1wAKLE3ibw8vUfcPPLEupW7LerC9rBEfqRwSmWOnEI6C7duOg9gvBGaKbqyyt6GDUHWWvlXdYcPx0htOJkIPZNBABF8PKEo2Iq8mTIX4gdry8L0Dyntt1l8mJnhvcFAWASG6ktBuNUj0qzcQFls2QuB89bnIm/FEWtYvKxSDGp0nZUEDIUM0hjBAU+cWCoHPmkXzuz53gdstCEjRzfwaC0fzaJFHY87xj3m08FpcahkKJrYcJ+SZdX1lHVI0/0Dd0LLWUlUzni6il00SeOcc402Of/Ts5t6Ww15xhDzRRIeWLuYbbUPGDUG225hmJ/FCMmOE9+qCwoKpU1gx7tr9BZ3dLwPMK43xJKhUckdgsAr+UdxSGKdVon6Qy+sv6ZltNh+xxHP2aTLk1BHURO7ADrFbTPbRd/cYr7xICG7EVJkgBCSFp4+BQwFi1K60gSp8bRky1CpngjmRIOxK+7RgabBI+GH1hVyyNLYR2SnGHtpQ+p+aFwU8dWmGI/xBwgEyAhTZ7IK4vmVHcArHFIZEjQjD1F71k7wmWIjikW2nzsW50lIUzwqxO2H3hx3kLs+QkhEiYK4oyrtP/MFp7sRheq2vB168HW3coe0w8u5hVSkvi1U9iSWVOLr7ovq4/dlCDb3hYA+00SY7Pc18jLP4UVCCC7Ho1s9kyroUXLUIAuGGYAHZOLXQx9FNhPiZgN5yZCgLxA585Y00Z7V6r2RwIGDdvueor2jlDxwWRHc5PgJyLqSEsRPDKoQ3LOpaX7XvTnX7vrO2f2nK/nHThZU3gVRmmg7iL2TlQxgxG8J+dd/kMT1DePeVS/se3xMWpzIIOjJfSk4pCoMvnPJoYT8U/bUa6qT3drkAjQFknx/Qxf5odOLdwqknd9TOyXXKRwE8BSw9xo+9Njr06qaKT4AkgHRUHuJXFVsKnFoHeQNnJAuXEWygOVHYxMkJ2hL78TDU23ihND4ZtrHUsUgXCkCRwLNBipBfhHgW87n5CRYU1XBWTXtStl+ur/X/mbf6rKlCWXmao8C+mugoNamoHJ+pNi1b8vP3IxJXScwce/85oOJm+1p9TzjNzny3ACAFMrH9S/wrfUZmlErdSFcWUYEK00GqqsrcgLDCAz2NISWa7d2cMQbKpZWDMX4IGFUTMlM0rMmGek0Gzp/CPzJePaBP+Bl2aDV2uqdUap01DWiLPbPMWvLJ4ao6Mbv8GPdw22eiE+qlY3knd/A6RxO1x81ELQ+9rJ+4Wq6bJySAbJJp5OOwqyARF3CBs3nmmeQrXMpphqUHr0viNEC4N90viCCWI4OPiHhOITjRI+r4SiTpWXQjUA/0grFjMF2yUACtOsAuayYpeZpxVun78Z+IqodIPQspXr/ca6Il92As7wyCOEdjQWNfnzfQpEbD6Z9ZEON6rRl+iKlZ/FLDIMtlCKZ/KFvT9CroEs737GRYBrv5oHixaBxy8S4cHrCYuAFE/cvxpb3U0hxE+hVgIuRfmmh+OOEHTFz39m0z0ywF44PupRhS4xE38yFaFCdDSXjWhlEMPLSkiDLYYrNClFdNiY0jkimjSYxzS2b6r6yo7jve7sdoq2SuYnKTJCLNaIvEC3Gy2H737oTjTXEhiTTyp+iCYIMOZNBYD323SccVBMfXENkxvgXRGF+sU97KPv5GpErz0s5X5ooGRJr0UQahL62+3AEjeCRs4lp/NhLC4tpOgJ9sRMsttizubkTh3wsxaGJweKYJk6e23dvO+l7MhTjnDoKE4/bMyYi8dN1N7C6TJt037BSIKed8EGbw760VwQX+3kk1FiW7eivdxpuL6OJhXEJ/J5Cxefio92MWcuEnkiN7ynnSz4bIpB99lxcvnIn69UgY9Qdf0j0U+2NMCbSY5ulbUfw7+zdJ3qQqPs5OUDO5SQx36CHXIMa4HmRzfijpvb6vAZR3TVBx2irwYBqIPMMpVxeoKLIfaj1MnVlspuSNgWuqOPfrqHj7Nhr10xE4tnw7q5825C3SjW6ZhWrUSsT5PX+ytUXZIGy8roDCTguqfq24j+ZnPcTHJiEykhp9j9A+hw+doSB3YqaEJXoPJl8VtZyTTtaC8xOWmKQLCdJ+MlEtNwHYYo4onOMMYV9trSWWArljZije7kW5ARoWduqeNlcrVk5aDrVMBFXise8A1qRfTiGgWPOmjMw2NzqXEQqdP3zN5NRKsbnkornEdaivnfSn5SYrCPGh+zRTzFVNL6n9jPwRSUpl3ksqIEiaUFIW7hVtZukcJLHZvmpbSWXFmQ/QyWWETQlt4D0aBp/Amkcj43+OVZ9Z+uAI4NywlM/6C4O7J+6k9MgqpGgGP+C+15UHH4BQFK0pop+KuZPi5M8u6vqp09eK26Lm6WInGBnK8kNQHLaFKgxNVD/PHn1wwpYdmrJD254LGN9sXVMun2Gwk6uCSteApBD/bq/F/WpT7tvdC2Dm9XemEKILI0Fp+tKfkyqjYn59bk3MZ2mnSvi13f4CLMOcur10K2WdgEqbPxYBWv5TeznMgArV9It+uuEu/lB0Vap58XC7dHMthNkCLcIXRtxoHawkock3dFziVpNhY1FSGbJsg/NB1zI/nGHC5bl+ckHAgxvY/19NiDA8IJW1pEcteNaOwE/lRMGMoqdB4kDtOe94b9jav95qAfCiMl8RIu+3dNthQJSw8srdwuaWUQJYjuPluC+mVIfE2zPXrH0Ws4a6wqUbEvELrdrHoVLaENJ05MP99OE1F5m/84mFTpx7kqDmjUKbYmD1gD/gap5gOkedTo4ZB2do2AY9ZWf4c+ewwRmBKxq3kTWhkUHVaOIUYLuJinxKKxRYLptwXSOvjoiD37qKJXPl1eXZDvQgZuATzWEZJdrvySyo/OP1gqfajrmbjWoMQ56EPjCL9DVNE8OaudeW0wQS3R6b32L14OhgSGVI9AMU+mmdoaItBpnwXOPMAp55hRNEoMXjVVAJfAQsLGDa8esqHSthUcGjPZhFll7a9f3I1F8GIpu20mw4JL/7CjDJBwFiGo79oF5nXQH7RPls/zkZMxzH6UJGLGPXCmyVLTbAEy7oxsztRReLsxqdPlE7/H/1vwmSfYC4uYGkbxTaK31B9TENK5/O/bXQXQAaow7zeHjcqMFjXLoRAUnIgr1X/ctK7unEDQh6F7Mhg6g8SBvvBw1NPVy7eCf9MKiIq9qUwOC1YR2ODS4kac1GCGOlGnpBLjbO4FAF3XJmz1NjkakdhGETDWM2XLqzjdsCSddkbvaHQJ9Cx0PoKmUsj1JepPgEakwWBqTzDRM3Td+lo45uwn9ytjnSb9ZFMkW1E7pIhKFGHZ2KS6eCyMeqcGDn0ur96TRIfwIQSkBXozILHHSXHvv9aAenUc2LI/3DJuJERDtGaP8Pzj/5/qhp8K/H3daRhv+1gzWerD3s+T5NX52btZRPWAJTCV3KrfSmvAt+nuS3n34nUXtODPTZR2TQRA5wfR0/vJTag9FTivvmUhprox2xneV+MVelGVCAqfTqO8nKierrmFOijsGZHYm4SdozhqCKoSFXS3FBsTSwn4ymhNTk1+ev9Nnweza3wMTgND//u8UrOI/l1RAcqD+iIqnvLxOOirYb16XkFPf3fErlKb/7BbY5VjlYIymA5qrq8NS+ZPOl2ax6PK0htE4QZRgAEDdgWasoETyXy1Dxids67pMRVdlzx2pJ0MKbmnXW9kd1mgjyo2di32xr8Z5qoWPem2r46tpPMBhTaP/NPPpvIBsCvCeNYPQfou4haI0LDuAFx50WWRCf4D/h0g/vPsGF/nME5+pHIymmyQvRfhxFEmgjsKsyUZkKQRHzo7WSJbNldeRZ3YeuiDMOb84/9Q5mchZWdvbE/Z+2pz1snmWaRgIEVQTUxLHdQrw5ccWixh7AzM0qbIkzs7ZsmiO+/HoAvXkmoQYVKnmPFwcqXUKcs42XlvvPtiEz+UZVU5pGosgVZeHKdTvrC8iakVMRbC940xaOfdQvCdHc+i0gz4nwS+meorCaOKqBEgrErsFm9tM1nN/SRT7ydwSojC/ig6KtwBAQJWIXd+/FLupnzqcqQhvbHc942CrwKo7teoss/CAlzU7fofuUSxiL7oIlvFiQ8gr400F1Ukm4JY61PfWbJlH2ek4F6pQXLgk3jpismQwHyAE638liP586ki/qNM2nCP6FeAtlcuZqoDBSNFoAoNnO6Rf7/DPGYZQBe0QLbVu+0Uagx4PaByUrHHBqH91jASMvOOvhd596zMXtSlL73r1M944fjbq4NGzpfCyFnjZQBgqIfOE90jQlKgshWJm+gSD3ZEJC8exn/sAXqp65LBIBKUA9bh9IZt2jXUy3u9FgiAXivFYcq/y8eEeIJCYoKKZc/LYzAQzoO2PbvE5gM2xebgWcSbdhYCcfsEOREifxryDu8ESKhygFgSonAXpKeF3zdyFSgYTjYTYx/hB5F2W9C6usZaleyCyoTGFka+Z1k1U8TBjyw+HNDEmL7FqxIRlaAhjdtNwm5aOKufshjhxbj6D7Lp8p+RW3Of8dh8MHsAGWRQhUBafS0wSO1nmb/Yt0C+r1m4DeX5UIYffqzMccnpgYuWvaMtzo/OI61RbYg5/EoVYmynbQMkh13jxPgF6P+FDu0wdbQzLKhcb9ekMAp5viWYiPHImQKCnIvAvycDGmHIQckuxZxKVRamOxN9yOUwEpPcthCMAlf0MugbEm1AFaQRWU/xLXiu/44KyO8sHjUVHqfYQAdUiQC6tulA5xC7TLM2oarxy7am3m3vcHP41IezNtyxAI15jXdEVLujoN3ptauG82bzzmziQn+8AkDAazuU86Ke64ewCahgGlc7ChpeUOlEtWv7YopGCeAf88f/mv1ayR6X2jWE192EfF7qIV2wZ2FwUIIKmaG1dbpX1SgYP1F+ZcR/lp6SNeXbc7J/VDbv2HCGE7v6fARUWd7N5/0r3Nf890f4PemEjEROSSnEXvCaYxkqT1BkQi4mRKqqOuVjRjSav6SQDCchAkXSlPFbwdJMWWYMzLKRTkSsZ0H1VOCieeITzbCp/eMPZN945w3l501YNlmPeKXnMNfJ3b94CFyk3SpYXNLlLUk/U/gXmq3YNXYJZ4sqD26NyYf1wekhwBGKPVutpwtehtJkRlArrkOOSAFEMXIEDcdpZyn8wBE2MsTHiwQFBECEGCGCy02GdwGHyNpchwk2WAsQlN6OU+52JvTP6Neu8BRJWggkWP+7aJrPjikgK6uxCKD+2jY8P4B6NxV3PkyVONf/OnxZs4yU0pl8xJcoGfXzlq5jjIDFwJk5v8i9Ckf8UDrSCTr5j58NWUSHPWqy1RCh5LEMDyKlHRN6gNcqkfkUuOONqw+E323NfwHyskYaMcoBfMlw0hfL86lLnvJItbvdhioQANHRvk5PEcdd7+Ua0u/LCxpGfOCDIeCaXMfROlGCMtizvshklYDzJzqrljWxViSkgo4yg8S52m4AMJYGYgZObdXxNAbtDA2hEZ4Q31Zu+/fdjHqw5h2wTlDw7gJLvZNxG1thZSn/7OWqGsT4e18xB4aw0t4KSdZTz14wUMvGyORhLHbl4ZMoAtg8+hc/1iuf21gV1m90CtcTupvN9Cifrv4KRKbFAEb3Cp8ADdZl5pw9RmNSOcia+o8jOOebEySxJPgq8H3NA1ZojlCVAaCenb9OqGDB384rP3EOgszQkkpph/GsutK28ESjtLHOHfk3xIXhMpqtAG8MnKpLNx1IRQQHg4GeTB6skiG97D3eIRvLw8bTmii1B567usLvyx4YnztkAyzDz3PgjvKHIGn/2NTtAL5d97rAcPlIGL/PW7twRZMtTRlX83YsPxgfv54pLn8OmxeF4lyIhzUaOP91Uwb26JWDN6yqRr/JVHcVnsBMzcL9lO4yjGbUi/7rYvShEcmTOeGWVYGY+RcoA3N7GzWOGv53N6mEghBaCyuWOEK8vNGcG7cwn+wjwCGOlqedEgrDZqqkxqLvzt0P/TLUcWqnYSiCL8vbmL/yhZtruLNaVpgYgQSM/rxiO+VcFGP/owQfGSrA6ubzTAFYtsBaZjAUPq+JWSaqyO2YCm02+quFf8+oG06IuLKL6igm1cAaLAb0N8JqVeuOkeZsEQao73f/VZDqjraXaC5HszGkg4IgwVSWj5OfE8JaxjZuE3qC4QLZ56LaXYD9t4FzwcymvzViMcqfxQHo4Trcdf9d7JgFofkdMQgoxjO2ikpZRIsWraVfdM7yhj+LlhKIvw0vqU5xD8kgQKT9fNjBVJiqXeOkYu6O6XipC6/cHHGaqmZE45+rwqjy05rcD9IEUoNqzzP4QMg60ZG9yOgnjJzsqxT9ROuxyrYHNRIlN2RuxcurbOe0ROwIle4fNNgcEHHFxw/4sKqxb3QWMca9j7HGY5pqwsTJsSURQsJLtQwnKGRZ9EY8YkjB9lj5HEXhjVXliltwwlDoAp2oejW5H2GblCVvwI9bb7A9YXCUzYIMH1U8Yu/UHMwPpyLfCjOrIJi+foivsLvgwSb6Wb3H3KKAHjVa5ZsZVH8zmlChUhzoU08PRc+ukXNwG8JbOimBK8MbhkT9T6W+MP8KpuS9paL13UvypV3tsg6Ff+elxDf5kepB1jqG0uIxyqVI/xMQabNAUuH1o6agMZCBGhbkZ5+EzZtPc3D79TPZv5JTsZ45ZT+vV3nA4+AhwmG3uZSy1j61p56Jx63KeU7pFEkuD9KOiV7SRFrppEt5ZdF1s7iq2N3fEvbgxe3tHjdB45H/sTjjMyeXO3CXyK0uv5p1Iraih0abVUn+kwRHKlp1WVTwsubiv7CXKUd2+UUdXDzsbhVbZ6wkqdxbqSFrdgNH683wIDTMIcMPu6bYHwUOvJo3j9KeFyNoiTwWg9r1vUrB+HWiVqgq3CVFdyuO7vNKHerEpsdEMkR8iNNysTX1snoGLa0i9vlmsMT8qWoS/9Tol0K51dz0FiIYZvq/seW383xvOTmG4D+lHwml0CeuT1Q12agZ0/gO590r4ObXBRcenePmLJxkVazH2IIIYJQDu47minl7BLI30eJFqsgRr1OaadP8SycKq4ydXqn5/4lYi5zmYdIqUXYr7VzbRAcRK/96GILY6jv1EsMXU8lOXftKA0w+lB2seQ7WoXwWvSxqL3B3rQILoSuRmNZ/0wNrtLGLRc3vAF4herLbLhzPD0bpH/uLsU0UpwpGEjEFV5QVGmlat4vZNg0RQwveFMpjcuN121mFQ6KLYXCADMuMhQ6tag8HYn2fYtdrCh1+yqpPzcYMEbcNwbqg4ySizEB12rex6TTemuCzV6iQkehQeKvOIxQH46tuKo8QimUAIObPdD8utqG1VgaTNeGF36S4mVkFvcKb4QsCQ1H6Ogw8jmjc+rx7i9yUlWEpdPrlqXScI9i05A4Cm7seS4eyAfnFDiZ+V3MnQZNHUgHD7riZKV7vTKs4vINeEzslibqG6H5yb4/SSOOzNSxv+4Eo4xEufog51gAEKX+CD8G9clSyaMQr/h6JchEVIP/6aj2ym9oZzH68edtSRTaQHRl6Pghh4SHTDnDybNchG9jNMLZkHr+dfgmAOOMFO0VqGsKPrPtigmxc10b067npJyFrEisVJoCUZ65EjoUAkD8GHxtvrb/nKcMFo7euuq4HCOBj8QzpwQhnNwXg7QQteGO+5qGKXRetTP6RIg9hzLSBletDmk0Tkq3kEyoMXIX1pma+gB+bvP28uP39xNFRH0IA6FK7rJAc3AycsG5zJ7rXGns9oV/1IkZI4Z2kxJEKhXm1NMCJ84QK8zDM1LC85ujYUXc3ubfc2Gw+2/llyJ/Q7pB9Nh4C6t/m/H+9h1HAxgr+j9R7HeqtPRzf9eeqzYld+qlkMdGUe+o+SGFxVWjEGT7FcrTLMW26RgK0Kl2qdBjnNzymi2bY7bFjMbSU46r5cIvwNgF+b7X0MimcegzZ5DpDBu/WVSpH7LzJIis6HoCeW1LElzJb5qVEa7rmeIk+Qv4I19w0NQPaopRCyFw89s+V4jfO/EgzdxrwzFQOJpAN+G7bBlWkPbnxKTV5XeS+e1g4fGCPPJwbKiWZ9196HplnWXLw2BFntTsUuC6oW6WqF+iZraFcrL2KM7OVNqSZArZYUzl7xVShvPagO0YCseYcSYYfCe4LbV2uXugDyi79oXfCCC8gfR34lLGrctIRUFv1WgTCwSTEBrLiITZoTfBYkWaKlYwz+gXJbRW3JCtw0aTwsisg0g6576zxpv5StUQ+qlkrGUKp4CbSYA/pyofK11mampJy9//44Alb9h7GJphLHPbnsPKbjrzUBCl8m7Knh/+LXWuJ/GvBZHnTwWyWZIqeEhzoo1ALzfcxjcGoai1gTDxRQEv3+E4n8Z2yJlZpnrlITPmkCdgUlJ51Dp7VuNGuFGcY3lBAOhIEFzM/veqsfF1MzyV6mvWflUYfZp0rkIqVOl2K/tZbjCUrj6XSlGx2YLFD8hb+8oPWFAb44fmL5rDCEn5N1LBonQBQwWmaMR4+3CUjFXX2KFcO2pnNwrfnnGatiKdVlP9gk27Co2y+htE+X+rUCxOgJB9Fy5tMoA2aSDh9/Aczo7IRI2mqEp42AV9KJdhkMWD6+R8GVxR1ME0UKTCnwOF+ERpK1Q4ce1s9PsTLEX8zXH+YacMSR0MyNkXt/l2i/2/9sQNgruI4pzz3K14LwymYrjwsrbgDyRQtcR4APHVPVD9x1UAdtqkK9pSN6ok01AkY6Q/V9j4sRpz1GBmv8dDXba+pwy3zJy8zLWFsdwMon27W7VT1f335jYQoMsnSKNEq/LRZbCGeZUe8nyxdDBCF2IXqPWgxQlFHRn6fTW9dctL3bl14Tc0kswwOj9f9R7u9lz5bIRM8jdLCnuukenBvG6xSyDdN7CS/1VQZviCCWaEDbjH1UDd2hlrSb/XWqfYNFxUFVacQeeZYnCfT+iN27eymMhmd+2IAkEPPH6YJffSYr7bpxFhJqajyjolLHNo7W4erAiavbK/94IfkuWoJ0AjMs/ZWW208jsrHSLQnzcOAfFu0R8akGpFZbnSxY9YrMZqPXDUy/TubJKIvtaJ8T5ynWWCqi3C8aA0FiycC/bI3L8blcydoIJOXFK9Hfu/+F58Brj8CyMutLYOH2oIK1vuwYqc/7/I0Htn1qKEjjor8PLXg/4NMkpfNTiWLAdpvV570QN+F8ouA2pb2VqzT+tuVETA6+SZdKw0hyBUHtQjvwocU64nzPL57Pyiy5tXFcZTvh5C+KPQ0HWCeGQ4ubYAIkgdwl8DyCnPIRvYp7hT5aBvRm7kUEVHnErU7/SnTRGMUlEPB5HbE2VQUOHnW+uAvcBVnNWkHmL8kdXPULeav1ONxpIMIrifoPNjQeM+jX3xo/6B8jx/WyxxLWNNNl9ih8Mp2hpOy4se6IL6RoNA8MNE3DZb0+MxbptzRmxrliEWihd0lZoZDcOYcx14mtOMCL9fUrpKloQsxRV2dinJT9c0uMUtGh0d1Jpm5/e/XkTxbcpa9m8CbcytwIFx2NopmIIXH1RyiLGL8xqgeHa18+Sza/+o9a4Ih/9aMTgveMhKjLh7etO+LCSkGyEwv//OeOvso8WhKECwRKlfrnRKoZ0FwgW57zbcYvzgOxnkqRo4wfnm6thrTYMOaJeqDtDAJVJAukCCjpQxqQCG3vDHc19JzC5FmfTnaFi54aHtaXcYg2j76y6HQ8PUeATVbT3WXqPVpXQ0vROJrymV2MM/sXc87ZD28LPYOS7WxAtXUA/lCSiVBjFEfgnH1drHrqwefk27DYx/2z+MLhRAtaU9UiBNkc6mhszjbysCv+F75Gu+C3Vi936BChCUbuAblEfWuP0Hm2fWfYTKtCUxqn1kiC5Ceenj8OL2slyUMcOeJnVtgfCAnkbsCDykMEYo/mZKtdwelqnfclz4OPUYzNiTGtBRi2Rv1hsfKuy/9sp2AntCxz4FclklnJ6EQyvDDbSE/lVCbLcpIsGoewZl/uxjnU1QRnwnWhWHZ52MnmJyWHZibHQ9pjqY0mFaRhZ9TtvHcUgG2bfLJV2zYRHXvMdcUfFJChMi04/grZK4T2KwMTPam33qCubVQdNmoM3UJicXiXjopcOcts3efoLM2m8wVsWT/ghd1kuXfy8npRStHEti43IzgwYquzTjjPaRbWHl7cZ6BiLYad8fWMnFI3XQ1gJiYAFL2Ok+bbaCY2WeAfymk4ZhBbWpQ2XF2mVq7yov7G1ugv1wSSDttKATIcPBo05NoRvTIaVtduyYe99gI5+HAkXmEOuS9Hh4jlamBRRFjh5OZqPaMfPa6OfEDxvDYPj3u5GcBmn5YQLgw5pA9avZ2C2rDEOVCwbeyhCfpPkWbe5qK9Fti++KG2LKAE/m2IY1fyHOAEyzImsG95TEf0yE7qL9hPmSSd14faw/65o/8YmVBBauw3L9TfKbh0E/9BDCPQxgHM5KYn0pw7uG6gWLKTn0X2s4TBt785x+JE800z7ZOSDWdOCPjTYL6jBnIuUGZN7lQSN/1/qYDaFzS0ueAC6jc+kfly4lKH8mIUn4fXfNuKFzbaa23dZUyYsCDU0OBX0oTuVGiZCcJHanNaQM0SmKXkX/fqZzQO+9Q6HUSCXd+ooKtD6VIQLT0BjhXD9Of+acJvr0wrD8zae0J/OX6WC8kiHkcE4QstmD6Du3G9UDsCDOSXwllC1Babt3bpYDfqlVywTY8KHsfVcf05944VRCUaZHn7m1S0uVCtIRmyBuPHUOUg0gJ8ngUVKz3BMX3FJMGS13xPRMwSNZZM2FRNJY/FW9hRXPAr9xEJCcD9yiu6kMH1Y59KeemdZNr6G9NfIzeg0QD7zjvhSPtXftihZklNm4VkVuTUm4T1flAd0lfHxKw7dp8rpuibJoF5/GIfREcge/bYXwRhfNtXJpAWovgqKHQXGvjbn26vUkX58/W891Fg3SXQRwIn6OcDzfhTv5XWborIlXIVUputCAVH1jg95lKmfccLyrzEP0O3qtHlOnD6urT0+/mcugi+brex2kdZPZOFc6F7TqFrg16m57WIRIPk9EglnviuPui7VmIhlGxd//LFjaE9HeF001JaPLoq0FzDMEs13fwGlQIaJIM5J3D3s2xdCAJIEQvwIsdrk9ZgtEv/If7RxLHOyRd2D/H63srgPZ9D+hCbbW9swSwlXOscGsQJZYF6ZOBUyQ/hT4YOrR3NSoXiyqvTG7cuE/+8NJJcWBs3WKme9zWMPIBLByPrn3J2QQJYo0KWCfLhjHVzqqIfiY+v86VjAKBDYQ9vwD+GDb8aRTKCVXgG7TQbLcEulSZEvUqE9J0/vIW1ZMhUkd6agJDbkicBbszZKupul8city1R2IhqlSGbRUlFMRW7/mRgASNnQOONvluophz5xFHgMJfwjZJOTN1ygN6NAVFW+HX+Qt7rVFIp8BKKC8NqYpgVA9W9S8coBhm+uQXJQiwJtjsiJGx7yRTZiiDyKSQNnh/w2ux1UgAMU9XE49Jq3MY/y5xaWg1diKoUh/VT9b7L4UPiujN4LoQ4mUQlJJ61S921+TH6DA4sHvERrVMLQQm7lm/mrbhEwiBtNn9PwGY576A0jwQMGCO6tD86dDE59KmHMsqCWGLNYIFcL+8b+KQi98f4X/+80LYBvDC77OtoYPG597EuMI5ao63QLFS7YZ42pI7TDzi06dNY8eeoNihRUUthGMxx3YW5pYxi1XLd10IHU23c9V6hSTiavGOxtGs+5lWlvJSetDZDDI0dmr9J2FP4FFyJKiE3TZ1l/mRfGbts2rTGRZwtfp9JCXkK++CTfBWLgTu7uoURjdgoJsVPC0P2MPZujfNww2EJwKbpdreNkV6Xy3Y2Araupd691bUWh7N1zj/EsGLDxOKh5yooSrm743WWnhzsH1KRoGNIJCrPwXa380gbXtvs++mJeRPa1tGyTTTACc79PoRkwbL+MnYbkNhkbkXByOuSTRHmo7OmfKW8e9DhlK3Ug6H6KRMdyxL83oiiO5rTSFWN/R+iwwBxuZpD7Yy4sglZF3x9mflS1Pgw79ZuetjNqObgaNVLlrK9MRaaTNd59CcpFpLEzUuehb2sgRKHv1XiEaKo5MzbQmiwUu3Nm5SdvJdt8P1KmuknTaWP/MfdBUz8bOLRgIXZBtTHoZNfWpfysOK+gxeBHf2l0GmE10glxqBSJN03C+Oo8i8Bl/LA3VkaWzrPEeJlhIyEpM31iU8hUJ215MayF1Lapp5NRu1UJCUpPXzt6hFhF0fsVgTGIQG8JRwVgiFkWp7QrykTyIQ9Z1tkOtVW0V5TT7voRbmS6LpTwwciXXle2dbuUhdl4dLu18gIlLmR9g59G9nm8XsrKR0oZTSjRopdAoAVHlgdzRx+jZ4fgY0Vw1lTjzxYjaUIqqZKR0reKQK6gDAhkUHDkPWzPVJwYQ/aWfnGrsh8Mzs42QEqAcMh/CfMA6GQLl6mEHQUsBg7rrZyDNzFlTM5qTIGmflJnK7CB/fGOAoXA/dE1lPVUjRcf2FLxY7EZPaVRekYCiFn5/KdLcIUi1Rej8mF3kyK4bTKqiOdJFpX5mxOz58IPCMEC62TOZAj1a7Tx4ExAnoYFNd4ZRaz38ifNK/AaM6hd5V/LbhwXfPaIvy+Yh/UKxNnxbKCQspDlfNoVv+igNFYHpVr+c0RqmIE0jKEP0kRb0pHlkmGxZk8wYi/bKnshAEA9SCvDjvq5/3zmn4kFXFDq48VK8mj+5ypKz8FHhgDlX465jU53NG70oyy56b0vQNkMp++pRvEaZIGTnhrBX8zJR7S5put89TzEZLJnfYNch+CkEzwXAGYXRMLGxRKZ+UgYif6fqSEuu3J3noPWCDKl7IuC9TBSYFPKn8ckUkAzMx48vJbUFp8G3khHeSMjVp9SFuZvLDCyA35XU49EHskl7f1yJSnXTD7QT7LG2iBxViTaR6/WYEQfAN9QM+BkQPQuejf9m5LL0HS1Q2rqPn9W0QbFWpNas7fhHxn5kUzX5LGacTNj8RfwmIVkyZywRoQcDrVt09nEDcnlqBuvSocpV+ZplOUIy2GurIRlhjrHnZivqpNIv0EVtITgEBpYlqQmbwabY+2RnHgg/04+vdVxbYMi5NSTTS/QJeS9vFqPqNvHhYx/uEEW6Vb2XtGMjiKa/9Z4M+ch20Uf24b9wMcb8hutDSM0Q4RRE4YjPcSh4dDumFb9rDURWHA0O78sl9V1lvmItZY9odgpYuBQKnjO4PhAfkfCk+fesWoXcgfqt8MtqBbhKy/9P05M0+GWM+QLuyets9L8zVON3ThAWHYGDVUMmcvUwdyM55y7VTqplqJ+m7Jl44rcdX6KjJXdOExpe2G/LFNWccWdW+M+BKVLviSReX+zY5qiikaXYXDos0IOdKfBgLt2BUGqGR8hzSOCTySiiCejtZA4xzD7lgrtR056k6YVQGwfPnUbxThZCr1v+mI4cqPuCNB94YrBhLqYTBuf9/8V4XNV1JkcOe3I9TLc2qeJ/oVRuX2xzjVyMwHRzswTfFe5Z74uDfa+nYbuB4FnPo20Dc0sDBdT00WKl/ubBFd3ZKHsJ7dNqxq9Wsk82SJXQA7eyiLR3MIjyIv/MuKm8s2DG3wxMFr3qvCmroWxEPpDYdpvMcFQxP40OmrncgWOZ2m6qtT6gtep0IX1OA8iKeOJZIsJpHIbULGbepj4EzKMCZq2rt8rJuXp5yJ2sUWvimHX4VYqHeKcDkK3a9IjuglxBkGeHUZb8zRmP06Bz7q/ArVYVww+E3idxQD7IhbJykPTyeEPg5cNeVnfbIBPCvRtA1m4O6lJsffDp9E9tHe+ZmoCzTKAvLDy3Kn7qyc/g22ERUqBGaa0fHWXL03/KKvUqlJz+XQ2FJagmP3HUlR0T6m7cdfjODE2HZt8HhiS2rPf7HFlzxeIMamswdmqG762+1HBFWiV7QVLU7dz32eiG9192Mjj/mqvAHo+jG1ngqJf6dI18L5/IJNfpAMEO8n3LIdHpyH2vqsfNj4U0eMe6hftWiBh5kXy3Ng5x3JCbaNkGVRLwxzrPeOsUH4pOXdNzHvF2W7CeHJfq09ZNGO/9rZ41cv+BNpRYvxwYaoq8bDfVJiJvQDgBmhoZ5xYggakAs4EK6g/pEinzFOnY5VIHx0brtj5nSWcoFLM+GweG7u7MCcFbS/NgpqXg+4Ii78sQgl8naoMZ/tc3OrDTzPvJ5HGJah75U1JoppsuWX5z44v5/jvfaSmDrzUV7hR83mYc4OGMOHZra7ICh7s1IwYochCcRzExQrv7dcIKWufbGs1snBuWmiPxPU08DYCjJ5GjjbUwaYRD/7646G4eMeoTps6BuAWEcdRLpNROA8BGVHLC8Xa2FV9eQZIwGB73lcyNC4eDCegMV9g/hQEKDWst0hG/zU0j6PPX7p/9JVRf6SXTgcU8lIYfE5uDzvfyvKd9YOwgEM8vxVSufaAGmQ/JQ+Nb1wbEPu88HsdbIL9r48/2T3mvJkJSDTl4VgdVIgTh2PZpNpYlSvPXDjASuhRznzKhweSOcQTugHtiZHaQUqCFdBLhE9w5MxfUyCWh1nu2m+4DDuGAIQyJPFhV3ovmxNEceNc4Z8o0rQNwD1ZlIpJTYzuh/xsfVmGRzelLg8XaJncLUDMlQtkh2AKuZi+HQi/onMO0N/UoXef0dgxB/BiUYoeA2MHJc84mJlZX3XYgJpLl3vaicQGK5Ts+8GkzE0aI4hakPmBozCqwtqMe2gnX9Suf2Kr05JUCbwly6cZrtOF/XS2jA+z1uZwLLMa0Is9hwa76VwM2MuQFoy/KCcaBClEtyw1ttmd5wz1aKHuFrO+aySbNu026JQeStCsmaF+zTiNJ20ti8QGv5JQVNKaln3+b6zKdDOMm7z2ffinMyhrMtJQs2EFyPGlL7h9JZsyKlrJ4V5nHOCmS5z89FfCIYJXM90s2dRb3dBtfL3lIQBhdrxxHsU2Z/CaHmAbMJjP5uF1J8sDtfvTxik8ipxtvYI1UHe04m1nqngF4vs/dgkrQjsPdCph7u/RFdwARgCZwI2MM04HchK3bzTwUX3nNV5axeGwMA4IQAVA3LDHlqw18uAw17sOHsO8Cdjjj3BL6Rqif0xiVe7wUrlsIbWTXSKS8Ne9S3rnUk6shy1SuoLyX2StCkF2KMlK+tdzhv4+5w4zZET8nMB0BWhbhrOhWE0laNYR7HtnDzleI6xcFiqM2W3IeDPZUYq4TRIFGFb1yfkwmLNCX+WmJVjl9IXbRK+4rn9iITJ5/+D7TyYnpn/WI+IZO5r5eyqjoRTxQBUFlxY+37fvXL/3BDQGBHhF649r9C4MxBLPh2MspIBDA+AMKaUkWZwDa+W19kJDr0Fhy64dYBcqpxVryE7LkERBoOnBPw9pnreuj0pRv3sGbMnyEER5gzuXVbmBBmSYDr/ZHhkFarSKYSpaynvyFPQSSQDRFuDsCMIgR0T8wc9KLuk8NKo8V6bRT/zWZ4BX+q+hfPVndofWEgWqX8HkeCiQvF/Y6vrAYjoH2tV4hY7e8MxkfUQiAdN/x8scTAcXA11Bu/gDEYWpGxlE0yFwBTjip6v5437AMKvEcXe+b/JZLKRLDLnxz4tUcVsUAMbAvHKjnc/yrRNHHJOCyf7Fzt8be6R9Al9XLq4sdIxIVubQHAkwX4xPSKc1XuiqJRhwG+1vTQvmwYINITRcMGyZEFTYi1u59kUEKMMARvKXEuE07wriShYuWcsPPXD/NYxlfs8Z+/sjU47y3UDgyImz3ccv/Ufr4yopLja7qMAp5bNRlQb8/wELQPutSlP4WGA60EyzUfOuV8SUmAIcnNpnKsOLiOeJtd/mZgSlaZa7bUvDApKPU8xTJ9i4ox1QtW4G81Wv1uoXbujCD2B1gs/QnqnEVSWFTsqx3xPZD6VTN7MDLYxOL0dUuGSazjdzBY2K9CLy53jmG6cJfuFy7oaKtJ6XAVAFf/z/rIcmk9u8E7UgIqPGQ6q3BssBBcWmY5Y78nzW5xXTc9LHo87BGT86qA5+Z2RB833dDPEy63yn/dkWCZvCj7tClmFg+X2zXlRpr1QJ3hRtqUCxCKYbXuUjfXB0/jlQpRUdII3HQtiIyxUv7WH8eXy29AzDDrMJUQsDxKCljsAsGGnE0XSS9Ie1P0Tt2bpfSwGRZDJh1T8tPyBhqk6dyWLo7BuEEg0NYQgmzj4CNxxp3qvuFUqCgb152FHoiKJ1IB1uYFR2DaS5a4/HnmUarcFRngHI/pMFJRmvOEP8nKhakYZDVa/KoItQpk0r2EL8WJYZwd0u/3i+kJzhEVYO8Mo0PY19wllus7N7Vj1spSAlV6xR4XOOUnIWj0LVjCaG6ipqVHd8EA2CoUSxOXony4NIn56OyQVdbfXgmTSTWsg2RKry7OCoiuUeCqdkQVVbqE0IsHotai78dU4V4/LU7Cd5vkr72a5Wq4dv3HvPgkC7KKtO4aKUGyMnAfwprLgj+2fQXAMCyKwSHPmhKxee6i+zaHGA7g3WzzhM5hJoo8aLuTJz7VKi7bHXNaMJvYejWnxKwqt0jRy98pPQ/vVkQV9A/sOixCD+dgNLCl0Ggr8cKTFNb6v0Iq1B+aoiYToNLgZUFuKs4yby7ANmsENySnowQd+1IlySBN2rPqFyXDU7aCn8uWxVWbRczqhK8xZP1Mln5XZbGoMQs4XoJyZdK33S6Ilhxa6XuuAPOG3Sf4dCy8DsLEJUFjs2BMAve81jNmZ2PozK0M5mEW/J4O2JCpYa84OMEC7rvqRjoY4ceZHX91uIjbL7JEzQw2eX/CG2EQt4ekPY0HgOWxefZNTYkNx2UHWSNHFdzBRgTALhL7/FZ0rZmci48HzqQJ2wdKXHMzUQ4gWX0vba944xsBBsEXIVWX5NwHI8oSrYpPAxc9iEmc4+YkiYQAp4L2KWaixCD3EpR4E2yx0fYyfRtt2Uezr/FqL3qlOW/1404bVp7SjzPw1I22QMJ46SZoG2KC04h9Itfd+QJ6TvqUIPwndWJIV+Uz1FZM/p6ueb3S7W+MqDIGdJK9huEJr2KG2LPcklCW3PGOT/fpoN4+rUV9Mgakzn9Fu8B1/mJknrLK0BlooJqWdg0VOjUCIXH6dd6kLYx9fUJweoQCbHEAio+5OL+A9Wwva09dLQccaQ9OM6S2zKu13yW6YhlQGcr73UBHon7YaTNFc9yD7tncclwo6e8i5DaEhRcKqkzhEZ1ddp21X6OUmT+eGpWP3ysCed92IOsHiapZRAvvlpmNGPWvg+yedgNyeh5LW2/y9FU+iG5HDGQTqr6+aO+8W6nJF1UWeeZT4NYIqkt3QMmOyWpKkKYHQGKPdGF4EAdHjA24YYUwwPugZYBtRVtgDf23Dg78C5IrClEOkB82VQXIUDRpnt4QXYlG3FA27gWhOp1cn0BoAM8EaLpRVf9PDUIbhlEVmq7hbkGNyPokbaH4PIu7u163Nkq3zjyDsDeFJ2krrS3KChK+BhWLpZIGSAl9WDbQtZe3Hm1Fzefl8IjFtW3qy5ZHibdteWLXYF/CsMl8GThJNpMMI55PQAtPRFdNaKH8KkrxHYq93Scy38p6uWSHEqO3CGArrA0qHlnjDhKS0sN7m9Da7J6IGam3JAKpTFSFOD3BFYk+Y45ESUcUndt0nn/pIlX2Pu5XGQNt0V6NcASbynvz4dfxkNyAcXCVXJoOaApSGX0EhCivM2jgtNg2J8FXrNy875ahKiyFl5/x4xqCtFwOS6264aInCddIEMO41hb3vXTffanvRl2V4Aj+MPtHqRvga7I1kZX97oi8Kloajxrdu4yvsCmW26PBcvALeJimNpz5qVWuYCkcJZv7yuGUXuiXN8XCX0j4vOTWgVICJAB7dRuWLBwZmisrHid96ZI8zji2IuNLkMLcUclzI6mBCAJU7H9pTHsEfssAqpkCXhSd8KZZXCdiFJNkx2h/maqOfqdJY8knJDCu3xzwi2aVYM5ICMQ8EVHUvKTB80X9fiFTG8GFC5vm9XMArv2+2f42qi1xLHyb2lmQIs7J5xLf/PPFm+LLfJa0lqGkR1qTiub2WftjYRUVCG6Hh5Gjkz8jWTeIStcOD88CWHIRLvld89qi5+kFNyGx9/15RU0LrKMaAE+0KvYYNGo1X48RpSm5wVIFmr6XjCjifBGGpbtUUII7881oV2IX31t6DuKtmaAX4yvkEzpPn0tv+pLoLIq5sJA/2HW2Pdzs4gogfNotVKHAeTS3rO0Z1+cZxGDFHZyRDGZqHBO0bwaDpmfWQRu3hyzlX4LqiMuTuHss8q6xzOM+7LXZbLafjlbw0djPymsi1VRJ1ZPcpcpumZqe3SZF4xSJoUKX0qq4ZWy5NbSObQ+xZ7RXeNKsTDi+TGGb+3EmNcc4uUVgb3or8QP9hSJ3KV2LkQPCVGlr+AdygKJhPrnOfpIUbdSfPvFK3cdYqBubmIKNvAdLoITmrJa2EeVr7Kp1EHx3wfmLQqkQNJmvLIHPCTKiBHcDjPQqX2X8J/ZFBMCDd/Su8j13Y7fYeSv6yTQ6x1pTsU6ZEN0Hst1l2N0eNV2Zq4jRPpwWToEbnQ7bSMR8KNVKl/+eUagXEVrkXN0gtRIkB5KjWD3g31qXaDEm1x12mmU2K+vMcwT0b7JfXZdZALtZaODk2jSMATBpiMQX8QDNJ9MYbZaI1isMdOLCKYM+2uyUrjbJC3fUtvRncUqAw4qD5adtVM6AiRC22B3isNH+98iDtL9JyIMp+eVVdm634QrKUv2d0sLeN4ngl2W9mfEtqhmdsJGD4iAYakfj+tbLOoGWYPsHeVJtBpIaZ7GXZ1zdj/8Bo8pgVaAQUdf7O+EVErCxiqKQxsqnWbP9dEIAHosu3R+wPdVFOORqkRipOgCFmIOM4zmNsYG/NGO3+TOaXeRazRFcmWSIU+teyErEBLhNAMgCqKaMEsaDPwOQ68hVGzOLQmBOXYaqQMfJwx42pKBNGl3UliLbCOqwih9N8CgC6wmawdjM3EjP9Rr6oUVWSuxCIfQnAJ88k22IcpWuoQskdXw30AWslys/n8uZzbuTFEBdTJdAYo+wEBmRMoGEGuIhakI8sG6a5aZjwtAAi2oGYqdzrOy/Ft81ITJwfuXSmFtjWRHqJiqbtY0zhKbg2wlSPwwMJ8mDuppIAsw4kozAwarCbCZMhiliXFw084xtbquqZ1VcITmyVPdw1dGywIv2h65uMlN3wIqkkiFUSXikiiYowKtxaggggF0B0lsceiKAhsNP9veALrDdsaOmTwjPlaEbshc2AsFBJqn8+ouSUIDjHG597R0mcwFLT7cSQhk2HucXKumfQCL2pjELBzxmnGOqFGG20FPL51m6oJV5L9inMeouzDGLoovsNuVnwJ9NDfJ2qbv4+rU/D8S10v6Uv3Z8E6ZiV5jxw8AwjeEWnc790sKKICLxZbg9ZYspIhGz+2IKBI5Xg6HqZZMq3OtkJ4guCp1OGFepHfhiVCLNoLXV1w3UyRLDhaQyQx9NOwkU6bJYo3q0x6UrZNyoszpuKUyLKRWXsdecNTMMGvKFgZHLxGa3buc0R0s6zQWWt1hKUXZzBDcDeMdUz6xTII4hBrzmdi0gPg7CX5gsjBR9ocff75R5Q8xbLeymDbt2b40OxIGX1cG6gHrm0QgzOpS48diQblod0Sw1O1L8iQe4L41avS1S0KLnKHOmJtci9Pia4XNxL6mtR44WxeW9//xOLgtdi7gC5mIF1Z4t4Mjk2n+5XDUa705B88gyFXbVptVNmJV3UTBDJ1BDouOaB9+gUe2WE5AX8h1jYAPSR2it3bWsDva2irbDhRYe6r4D42jTxC11fg+nyUonLjrJQNHzl8XDR8+OxjtwEIDc9NadkOz/WtfxAnwAoXDpsBbQeX7ko80hLYdKKa/ykgNwPP4bIJWyZJriuWRv4RWV5L+52JcfJnzgxvTXsg/Uq2O/YmI7Jm0cOsxQ/Fax5ObRAweC0ecjO6J+UYrZ+IRIYOJOUPEMuaSq46kmwOM2OPp1x02zi2YfEgsi/HYVatgWf58bf4VgL8MRmGvZoKsjJvIqEJJxSa6WS/fRid9O5D0I/dQsiPEoZqSQqn+t5u4k6R/ic2RK+9zyLGCLTmvoiJqeS+Tg4Tt8RBJFAqapmUhur65lblfDs8ZbXzCW88JMSfsaBegVADixPGo+6TZ6EEhHDRMY4lZtslEjCp/+HgErg1marzAIt4g71DiBUa2/78c5G0qh1MAUHje0m1GqkD17tZfEnw6ZpnZ9SxFBQaQ8uxCcj6Iv9+ER5KA3EQ4Xy1/Oc5nythOFbzKndm+busollFF2hgrs4KuT4SDnTGUO/18fmPh5X7+4ZT7kj0B47xssnH4a1VKW9qDDTq57SaNVgB/ZK4KXQILsGKCS44R3g0OoTmOE77BfyXnrD41gtjQ3ww9hdl4xTkiIgRMa+4E9eFAAITj199DZjH4sMgqY30HdEziEQx5hsfhPkTPAOwLaS9iLl91iUIkdu06ypipSSnXDmQrLbL7DcmG57xms1oAPIWEoSv6ZNVNrm9ihuuez9rce4mz5fRsVRCGEvU7XDL0ReAp7zxDmlUBUDirLSX445OfkGBsDhJ1ZJq7qNOfKA728vD4aseFrswUIF5nwhHVBgm6GFs4gQfMbtUVRjAHesbbv2JanwfO54qSfymDpATgzvIjgErmNEG38XW4nbkjoHrKCf3VxPuUmp/l+iAwxJANv3AOssvZeEvPOYiQkmSRFht0azPSkG/nQ62cA6IliN1ts+UAZzNDGkZlx3j4TurRMNw2F6CnkqD6VxOKRPVQkEtzhDgc00eFufsZKTgKqHd0sBUZxUypLgjtL2bG2L8h3EeGgzEIL1uQNvmCeKCNwhAS/znvJ//e8xEQ14zQNmZv5PDBUvahBTk8Dvk6lEcDY1bub6249L/Tp8UvSmlsTPGhHVrLHGRriQ622Tl7cDA9hyk8P2dEmC6VXfrgoIuMwgQMtGV5fAjiLLwgnsB34e/P4kB/2Jwa91suo54NDi2iBIFVgQhq3eO7HTtxXHsQW+8F8bF83UY7vBdFNljPSr3+AnlKx3iKtFKfcZdJzPM/vKJvEVUZmox4COh1czVwOeAwldmVAWFL4n0E/WEMEi2zEqBySn5gAaJFyXeTue2OwgX/n0lz/Vr/hwDW4OQSKrD44qgXcbwA3CjOMMPggybf0o+wKOd/QkBgcDPQoeo9XUXh1HgdgxE+vIJEF807ukTLW3VYZAVRzihtieprfCPaPjV+emn2A7E0h02J7H88B3/U5sSQhzkHDIvHIKkev9UxJ4uIOTmhwNpfftKCyKkBK2EO2VQCn6V7QYCpmSJ+S712TD/8p6qWa5eL9TqEiGO4UDyeTAOofE8mylw1dkNYtVyK6SSeeUufuayhakYpJS2y9WMWRrZISyDheUb+Y53BAYZvV+2cOTeFSTSQ8r81DfGJTl40eKNOkAFgdf25L1xYG5oiBD/yWlxTGBa1jIsXwjkn9kAc2ycrjPX2YS0R6eONKbeAdv7P9pnLqjPOzIw2oKtaBl0JxGjoNJ5h7fy39z9GvAuYZiZ8biE3Uu/JQovpxq6Zlp+WAsmAn6ql02P+Vv/qn7F+GrwmdjnvotdU589Kizw40WDiTmkAWO3Au0X3loF76H/gYnWRMPUmwuNuonNQuH2RTm18xi/deDJMBahwEMtK0CuD4D2YwPAo08AojRieXeTZm1LDE/1Lfx3IMVRRA/01eKUSzby0QwgD9Rosstt+mnZrNdb7Ki4iBUhEJ0KrD2VrjxjvNkuQ8nf4Ep5Au5qaSkEEf82Q0ln+oH6491XEUoqX6MDIkNkty/EV+xtmRlmmybuyUo/0tlQhskF6Xb9okG1NsrHe6XJx4UN/9KQOM9W0572GiLLlyYpWH5EbqZI8eLL4eipQS5oAX+ai77bX2376zNwqHIsomsfhomHGwklExjB4Z4zF0+diwg64TfUiCt+LScOA0+gFfjH65Ab8l8d5Ky7wb2nGFC+4adPiCwDJTsenIqLg0o39AHocBCSRvH98311D/jECS0mGJCZRSNXwWn3GCZzxqPIG3jeWIrRCfwdBE4Epe47lQ4KmXm4Eidsy7hZGLC7tl7dK0EyNHYQs8899GpY8Ktt0j0wH0X2i1wUpGK0RHArydPpOFh48EnjdTyiTW1Ira5OxKTXw504HqenoYS85gfQxHNGxBMIbdzbTr0PVYXnxeb5cNvDdETkS5yI8FBOwPdJ2wFs4QKvgta2xhS2uLrDsnV7PKFDkQSyEP02T0ror/KtW9b5MHFfFtqX1A0gaMq8bF12+g8xf6/28Tnn57QKH+N++JHy/p7fsHIluek0+WR1EBHGc55hY4dtyFKgzdfkmGsofq5310ayO/GKNGd8Zdk2kV2ZUcXR41EUjGvZYymIRT/d8amSv1eC8SOxVCFlwHQk1mBILC7THa+m7gumOazctegREwmHrsCI66Z1em1Hh49/bfcphc6gxaFzjGrb6aogSg5DRq4r0DlONZAdEtpPuh8dFFslBEQKbiUWqCm2QYN6S1JRSYVmjvhbhhc6awL/2DfoJgERRE8EKfmFb7w1b0hm4plhPYQjDuGXaj8b3RNnFUjs4W4gq3GXmHi+/QEcMHDarJyB3fGYIpwwJfdggmYuSVt5ualGgvSlEHb24W5o/FDFw/UwoXOzdh1ATf/COaFsYILOMaW1WzWEosTzGNRMmczfp0wCO3IPAZWcHH72roeSzSbzAyE/kVAlAfLHru7Tn39mh9hMR36Ae4qBEcRF4tJPIG6H4o3i6AaOUTeX3frKTZTF7oQaw930fkU49eJFsl12RZPkUV25UMbwmH/WXFiV4joPWhM5hFtRVi2xdtRgvu0SvAfOmkAllJwBzwzpiXec/1mjXXlf68hCvd61OncPxZMD7/zmvU/hTil/idDOTGZnxDOl6GrkSefn1oj0K5wqbHG3cjhT9BApAIuzvgKf8mLL+w/3PoFMHNuIVi/pLZFF2TAb4UTwmFWU2v12pfEhIbb4urCXf0WwrSnOkm9IYg778ujYuR6+X8UP8GNrwgzFJbuKIsIskyTB9jFbBajPCeYTA1X3GdRHjr/r6t5RxXUt/7l4khh7tJv/YgG57h5JW3GkXcH2DjiXzEdDs7W5s1eDj/mBYq5l2L+8oagi0Bo7xUUpsLEm0A6dcne9oi1bk51vQRwiQexCY8O3xGW8mWrc+0ksecVPI9RwYbXdSTe/MabGjDqqGZt+Hnn6LiKWROOQVJQxrzH05ZSB/rZw0S8iTtdep6XDK+aqaSkWkg6rzaseQvwcPzZ1QCXZGoGvQuIPUE7J+MuLrdTOMA29lDezJLuEc1UHOpb1Wt3BAsnrKSHN9/m/rDrLqAW5NqebbzMyqu/10bmGm0BLiP8Nux8ErZJ63z0jCiMceOt0lSFplofHC2oQd1nbti2AOMkRHcChwaHOcRbQZmfTTTuywzR1oIAk8vPm7NPprCKn7tRAluYpyaHCnMR7JYw+uN2Z57h+y7LGJYui1hamKROgoEcfw2iph3gvd1B8S7WEf87r/YXs9uNSTKtrcBkLEUaauZdgGP7ZpTYb02uZ7WZlScJ5aBTDJTVgb7hQygwfSDjjX7A/DDHqybK1ZYofCidX6P7QU/mfx2WyY3SNC5UN27UxFbIFeXUTQzKL0lgYo0Q3kCvRvmfkI9lXVfllg+0wLg27BEiXrG5+JcroKgOLvCJQueu58SkmF1d6Vol4HvESMhVnoXZQ2g9SQnMTe6fq1xdIvz8psz9Dc3vws0FnCdgDmn9twc2ABSfqZ5i/gYssLgyCPwMXOLn0BaUx3Ae1hMzk8SMaGF7DsTQXb5RVpErm2jeEmjOLRTPUrECEy/57cV/plVva3Zj8Qyn6qSDgnlHwaLSvDALjaHSaFqADA5Zby8Xzr03t0pzy7jA5iBe4J+2r0arW+rcU2jnHuOpXmDjehVDQtQpaUgrS2d/44xglx5QrLiN7dzv77pL+8I+Zx6Ni4l4nsPqzEpSCjBw1/Nl7ogumbMM7utRkSiUwKZ/yYYmVhjXjuzQzD4ix0pJEjHod4k7xR5p8+DOR8HAl8+z5Ko9eNsDi3LLnQzB6zlKkZq68ky+Ci5Vx5KRizVZNygMGspSJ6Bcd0lVJnvBNuW6aUm2RSJaGycHJddphj3wyEvR+jIgkIGZiuyl1hxj9obFsMqokvGMycDgYEEzsS0H4CuSmyo05ldD8K9q1SfD/ro1cJC2Kz/9LUF8/qBBo8Jyiz/Tided/D37p42jaTZdySogT2p3TX9WslkYMQYL2P/IZo47gVWIjfj/CwAFZ9QwPij0hLNhJsWTXR+JYqrOVG42iNn+CeVcCFnZipK5AL3t61rqjretpKUBFzW7rFAZ9GZl62VnaKV1FsOgvKNe6PuHb27iTPFI/koy6NEaS05pxdA2UmLHN5vHdDOIg5aFXD150ytpyaiFMKBe+6/Nh0kzYgbPH65xA0sWFXREjvflgmsGgRy+rIubUyYsUL8QAKRj2SMrR/HBhis9blrTlo2wiCrjjqJrQsUhwWdWmzsS0nBcIvA9u16FZytO8Fi/cSLuU/bKq8bX2U4bNfMI06n8GvarFPhrlqNgFtnaDg3v0qgQAbdRB8AWRMvADY5Au0aGQchvzUyLt1YAflpBzHeeyOqk0WAoRiYR24ZRJVO55bEe5MT7swCrV2cXcpMQDBXEyffTJR6dPlxR0SXPSCfpdPgbyAj81Pe6oprtAmgA4abMKvMCG91Dw7J5pzRWO0S+QpSk+BvSw2wT/buCJPOAOl/kVbH8V02SwEg1wW1Q8KJ1t+XelhqA0Kh4jsLmR8XRdj+1uFfmANKiTnTx0Jll8p5jSUi2GyRqxdotyig3H2FTOmLkHcbKFL/X+QcsvWp6mCdc0sw8luFFFsfxEXq1Iqae0AhGIIGQhmVnwLJNvxvtm93mh+HarNnRcT6OIQQGjKjMwxNAtKMtPKrEwkeLpZZctUfHaOxx6Fyv7Pwbr8wMUu5hzx2qJlJV3phZSn55rwj07t5oAJjfvBjzScCMJeEKstguoch7Ykn1GoATIvDUAmIf987A4WpddMJT+Fq7LoGdaw3QYXjTy0AjQSKeT4Czw0Lh9jQfx3RzFSxchUxAbCMDxfOqy88mDeiD8gW8ckJySKAMEaj8Puf2Y0vS8tvC9Rp6qh3dj3Dj5Y6t0ZST8rT2L8RJL523mC3d8McC4C/1fY3HWd+Oj1NbbcZWc6/ZJM96fCG9u7xJcUey10fxtBZkzY6u+Cncn/eBQVmNJ55VmFCLHPEG2A92CTj/UnH7IiyQeBiu35XcGPa5GkRI0zLJi9M+P4dIgp7YTcXD5WwDc2J1H4GkPmlL4e4jz87xSq5yiT6J6c6dwBb+KOLczxzsnr9oN+hEcaIst7SP2F4AteUbz1V0rQpEHN4p7SUN3t3fgaDz/o88UZYTM9uPFxrCEHn75/XpAO8ofBDq7JlBwC9+GRwnYz2x/RJuFdQSUK6/ozptbXOxinU2o+NFyfDlxKLDkH3Fr/GkEu1P8S3oKOFZ/4AXwys73hS16RF7p8AiLT07UtdipVUgiX5nhFIojEFXfz/vamA/stC60SrwCWEHopclVItae6m/TSM6LUyFVN+FpR1das+3gBCbj3laljyeJDQnHQNJbB/BD81aMenQaL+qSM5xW5rHuJs1HZE1qMLDqc0HjbYMx7FqXZfLRfeu7RswHqdY4O0+R8flL2s68wmyhyoHzo8qzCG7il3gGpVXGH/G4/jNSDu2WaYL+w9daRp7C2me0Oq0dp2Smxi8tsVRFj5pXPjYCX+YG/myBkeZt3K35hprR9hLH8y9CxfSTdgmwlbJjAHeLF8k6uoJZeHt4SaKZP3T6x4j/AJ/KgHSAJjauOydKKOV22huBHWcFbF/gH8bQDhiH0kfIl3XUfCHAEZ6HBg/tgiGZPxEauz2pl7Kh1kk4W3XhNCrUR5GHn97ktdf74Gu6czOUVwxuG4gKvRUbuka3klakjKEhIcIpH+FEBLX+97JmzSmM6D2JrCmlNEVo6YhrUe9T3dvwQQJfZYGxxlv/aQI5O5Cc3QlwM2j5ZYTkb7kiKUFMGOG3/3zOwJw/pi1Xq8oVvbIcp2DH09sbOfpqREZz28duRVT6DpprX+a2mYEMJL1nAxSaBnFGkBUoEX0jxJyfjzC1YCTWGzJCPeLYhlkmMDHB0CLj+2T3GUwHYx9GZfjl2WjNL9wqYgnr5VzmhhuvmgWIrYL5Yi/s2h0IVrPCgctQh27Xjp4zD5pa1WbKFi9RKfLx3j2Sx7PYf2xdxEtam9EFpttuA6Cf7h4zqgAPrHqw4gc5ujgY+HswozmESqCImDrdUeipDgAb/Y1h6eP/3BE9Vxr88D5fL9rBZUTSHx3gs1mOSKs9J29o37+1ra6NoDFOqBdy6CLcfKLQC+Ky4tWKJo2VqLmpdh9C72ITGjDHqnkQ/CKy2h7v5UNA5HHCajhlx36QkwCwjCRA/i9sIvcR5fbuarT8BJiqabKP5mtfm9MtPI4dIWhIbqJj5gDYI9MKg5p1BIaT5Fo/Jai+QOMD/sJCQjxowlKVaiduy6I4TYDFLW4QVIRxFAUjlPO9M3dxn/WUHhZ9E9ZuAYjuxg16r1MBEbRsF6lwMQRL8+ddEypM7sR/i+bxjbuCpmu7uI+gbBAwk3h7g0MPjcMVxttv0zUbZB1284dIFasQwxWFpOK3SQfwbQSBE4P3B5BZ2YjCO65+1FOdOqRSW1poHnFEu2MEi1tZCgxJ+9TVFjU+Qw8dNgC1W1SQqhjRdoQHYxJmyeeObkl0Bpf9z6X3vJ7TkEPk4+PRpEOSznfIPtg73dCjtZnSJicVoJXQUA4p8GBOLNjNYk6lWQ8r8BnOqX2y5v+bDclqWjEyRovGbeb11H/VHXPJX7hqoXqfFGbPyfhR2P5pMfX9ujCjtWJAAPjMjyzCz+R5NgyVzi9oNdXjtpzWFg+AUJhmVuxqCmkNYCyDZrm9+aboIQwpx4IIM5BuZoPOZIUuUCorNkOSYfiG7Sb/iX5EJ85buIIM1wtoMV/luRl3QvUT5DvfDHynGcJCSgdoKoS6jm/B8IM2/xcbnlKil3n+uJzxTUMt6BwGNLYhiMZaGoTNK3CHrJJEnSNUbfYW3NPzHLm5TFLnfef8PY7ntOvxU796Hsd7A5QvPb+9kXsanyRY8KVSPVToH5c9QGr0GhvRJzvHOCInApc1OMdl6atRxvQyYPD6xmzKkS+2NBS3ZUwFLTaU8c6FDiuM4T30b4ejge5jLYDhmK0Hgj5qe/heXbnTMO2SBIETJWVQWFtZmGFazvy1Ec9hpgM+yDhz2Ui8z7o9oNoNXytfBMH0BZ4j5Z8ugGOBZmVBVhcOPv7InqxuvMVugGV4rKQ7NPJQXkTIIm3850+2wB3MWv01pg7PhKLrCARln/baTIvtov0p70S931FImg66972rqBF0/bLMErnH22S+InKGvEA8x75Ha0VOmJirjCo34ZgtdoPJUg8dOKGmQSePWcrKefbqPaz9PNWiArv7Fbilj+Dil00QBRQX+yKzjg4mEMp63YCI5iEVjiWF5n+4zPhKVZ7Rebyw5tmEslBwo/VwobvEpMia5W5e7FXAqP4cxZgLe/qKcs0C/nQ29YLfSEFA8YpTbC1/WoUMp0KdYi/9WAgCsdr77HIJSuLW7gUzo2xCni0SwaNjpYfueAkU7TBXKMpgPWTjwdYLG23nLs2zIgGnmfXbPMVWBcbRFOVS9dCZ9TFePa0DPgOOP+eXRJB51KOLKAgRdPOZzB8s8pzbFn5+nVOdfrmbx0cv37CHP7wWsR2STFVQICqJhdfsLLddpuSKXC3M7/K5aFxM895aAUh5UlBxvdqKO+e23Yw8/h9id4UP9ns9pi18pRZW3j0TCiAkh2ifZJiq5JI50SyStUC2TthVrUbc0kPMw38tpqGWWT7beYzZtwyTcL6D5/i1Ccw5RHi9Mw714VH9rfRoaS5BgfMEOfVCreEsa9jIT59YN8T++99ePzQFhy+z8zwHwWyGLBMOxQnHcNeGkV3qDGPMc0J54x9C1gWW39jvf3U4R1CZGcNgDlYuCF3BBFoQtS99lRubTtT+M/t0QSagZd9AMQGgdUsJ6ZMzdmYZ+KBbZs2sCNFt/WXdYz2avvzI8bH4FR9RzPlZ5o0TPHVOSvV5zGBP4GTLyjHwvZ5NCNkm+IgnChxtOCvZYmqT5YaDCFyGxKeQUnWvzdLyTKbVdWq7edMAYVnDQbBffo7IGo0mYCp/PMgoH9urgqLtmdZWYj2rzxMHn82vB/f2nVWHUiNs3UBMYVDoex5ZRx5h9iuJFZvKhDR0udIi2o5V6M7AfT1aaD+O2zNS87ZDTPjVpnTQdRFn0Z/PQSGOnT4FDeU/y1KH0fE2x5tKfIxishi7csuRAMHltKmptCly0WJYZdAre+Xow5px5MPlC0Jtt4KO6Mhomj7Q6j70xYrKVRTRJpJ6JSFGP0vhW2IahKNZwnja0xN314PoVq+DgVrGfSMMBgcZxeDWxTg17wtVoIzwip2A6aRxpUosfg2rO8X1uGxIjfFAwTeUWylT29wqPldNEBmnt0Nks7eXn8WuwThfrxDNmwSmAOGDO/PLI+rHceMk3PkAqnwTNSWUJo7mo8KGqwjmq1cQmxGtAHCj94B+8gPtJ84O1VGPT0PldrhKFRrmuBUC/MmoKS6yt8bU5Fe2ksQ5+XBI8BgBAEPOOrTTyoxYfA6HhJak3rrMyZsyWwacwLaK6e9PiYvi667eJACpgcORE7s45fmjjB6Ou/YYxlLwKZ4mmDFKXB5JRoiAJo/tfBSrnox+SqCBEX239QG8d65R8j5eR5rV1TgHzreAJxZygdmjdIkoq8DuKaHFMwb6yPXpYbTlNOWxouKJlD6AXVN2fSPMsBSJI8wK7jWu6J+wTl64dvTxvAntDjStO1571aoqVcn/jzZzsLIriQdHzQxkJmQHT+CW6KgR5a5mEfFjbu1K4SASUwyeixwbLfIDSdHXz6R79MmiWWJCVR1fFiW5l13P7D2z65WAF2hJl5MFs0lbyWHbCGEq7yfjCNCnQkb4rkdTZSoCsuzOW1x0/4X9JjkN8dmifcbkRPR8KdsEc/EWdHeqBrluaMTeSxOXBhDe+PfzJHQOaF0tfHJOwphB0940x8B7F3YIDQtv6OmN7GeEsLxloaVV3P9PvuFZh6rp4vRODBP2en1R8h2U1eliy6VXfi+vVkYRaelEBJFtr5krRPBp0CvEGzgW8kNOvLI4sOZoWSg2ezvt/vmWPZN03zU37p9xVxtiqwxedqQXgjpb6TiVScRRrquLVjvpeGXaFLMS7iPzTSc15GEpq9QNYNTu9W+FPrjq8k28x/Z/QAYrWqTlEwzJK/pC5YQXwLUmBnFg6tzIOhuJ6Fj0G6YSFf12kl/dlfJayODpzGF7hYWvxwLI95ZXjrqQ8O1iBZJnLudX5WjYy6eMKt77osULGQ5bnei78A3pbyWrCpKVv64GsVuQGUQBsG/Oq4UdFHfHt6oB3pdSYPkzV6/QY5yCthsBfZqtMCqIpgo7S7VWPvJFSU9ZaCixq/BrClVSJDAaH1CTcM+kePNQZS47AAmbLgarGzJw3AsDH47Sd160Sd+riYuu96XZatACRSWtNpA62PFfTQ2J+YLI4o86LIkw0Htd5FdrTUBJ/IGRtJ1WAULmlIMkgRf1rW6CSMDF7FvOfDkAQlhLuHU5UP5WJqXzUPCDxIC0l1kD61H/C8IeIIG9DzxpOp+TVxAH8melBAJtv0LokZPcmArBES1DL//o9u5BFmBQsftyCeh6untEY5P64PwV4WXI/qE/CXVcYEfF2csy6zejEA4poHqcun9WFXNvI97INJcZx+6cB9Jl7aCwP1zRVsuWlylx+YLasq4Em2hVeQGjU6w3cMv6EyCLEdrCfYja7TriJhzENBmYXa8eofBMqNJpuDXUKyLgVE3Dok0UOqALEW4DFq71vg1Fp9I54TtRk1A8JBLESqz1x26plYGyRruTZKSLOHrymOAqIYe3seoaHdrpzafvlkFOPMwagzzx6Jdu0cAPh7om5aNZ8Fi/M23ASoA/uz5SXVksr/m8DvjSZ9BrEEC+TEGffvwbKK/lnrulvaXGgHwisr98eI54sWS6/55eE9FSltm8WdLqh6V1+i2DSTfX3G73nmvRLlAjTCAMAcFkkEBAmYdkvREwtQzukx6mCn9r8gGIFKhfqb8h0wC5XZfbqdYAACjzXM0Xxo1j/K8ABqMenZCpAxCpvX9kCUf19EpqHCKMH1zVw0/oAYNyP1KQatL5LdSN1jWrKikdfPmymH/UL6frTjC4nxKpaxZ78tHyfoP+2qMdc35jQmuTXVNo6lQ4UAHQuMHpflUZ177M7JdPxrxsB6Wl1ZncTfDcXXSM+Y1jSGpwz4RXfuWbmh4wxI31ObDC03k+X+BWvuOxj7y2PktFqa4fDuPzlstFlx5onc3dTDxCPBvn9HElECvI5j+1RsIAfr5m0x/t+ZAPZc1EfqyIsZGP/D52weZP2572rDjDeTNlFrIeHsZQXGeXIIYVX3YxpE5F5h+MsA3Wd4FbnKoE7M62AgHLmnoVl1IWggT7mGmMcSokFjEMZ6DEtyvQH4htnvN+EyaL+Zf6/W5Ubzu9FNk2yJjw1XxP358brKuRTOSq4uKKzznOw/VyVkNuKQl7um3wQxyB5tTNKHHUsyiR+c0AIINJDJT7tdJ3sh0xR0FLHjs+OiYydd2rdJ02HD/1yS/kYFq+eEltv+4VnbDDGvZc9/tJkiJAvyr8yiE2qV3cRZoqB1ZRevdAtLzFG0NV8zG8qURuk3WCgA2N6QTxdXDv3bzQ2aNjBaXdFQbp+/gcZGMP+fpOjr9kdxmcvYOvGb0xyymOUsvPIupdVO16HukTqa/bvCcv0DWrT7yWeac36uLjwNK4R5z9qgNzN0AADYHwKQIHK2Zlw6BDWDa1GXLV8ZllG/XLTD4mhvHwV9Che0nZvDFKEUlXsJoVRHtlNCNmFxCHHINwMnitYnVieo3ojsQYWudkNlFY/aUGHUMp5TGGzLMG8EarpzmEw6jPulGtbx8djEmUrAXxnJoQkYlU5JTYQFJ4rNWbq0QQoEyGt8CnmrT6S4Jti+pEm/B61ytMxzzhWJ9Nxfc2izAbWuveOR+SDn74U758MxMYTWcdawBFCUepOHZbgGS2WHHvr0KG3CKTiZ9X8xQHOLnuNAfhifP7UfczhKOgVRpvgie4V3vbEPmaeB+Jw6jj/l3uPOz7ktf3k0CLFd3ktACIR2Y2Ndt7NZHuTqRKPrr2mi/BjpoozyfrJHWqZUN1d3MhwpmgoJrWoaanRQZaTF5n4Eg32nCO+OuG2nnBgOjS1tmNSMTpkdtTAuiW2Z3MT+xIgVAYhunbLv6VRKMTT6a0c+8Ezy/IvVFPnGaeOMKmum8ZwzNvRZLkETtgRsRNt4B26XCibBjnNFH5sxcJGBmT3dAUkX6ahvR9tl9uikDZcQgvnZ0uuxwIOiXeo09BJuO6d81VDmSlDppvm5IN2J6Oul90/idn2qmwDBMlxtTyEb2lzJtXcjtux6g6TlbFQqEz74Ywvx3X7akK8J+/CYOTQs8aZTRK0ha1BCA6hsZyjE99qH4XRb+7K6kfrnJUg6H5W4Pa0t0mcSNDNDTI6NE7s3FjQdN8tYkYmSZvjPAyXQrwbpmQDSMKogwQwFq44hwgpjBFXsXs+O3uDEz+/CGZQlhZMCVTx/xRzssC8TV8JTYO/j1H/87TOHLg5qCJ+mby+cVgbbbXJOUOYPOxI/+HKrXKLHBITGVlVn0fpHTMrDkvcoxFlwEWlEK2QKLFUiQKsEgo7wHuu9oKBTrQ5mnpqR7tfzp9SEZZaQzggauxpr3DJrqm7xwFnG321vHy4hH53rcU3HP91Y+WjjUGoxfRAD/fas8UWRtsp7C+iqMgVv6haLbu1OwpvBvIdr+gqm7V5q+B1DRzVZOAySOC90B3D2KpX4eX1a2KK3Y+/pdJQMAKpezSAx0gp++OEYiC5In6ePm2rBjQPkDwor1X1s7khLKU4ObT8bi7zZSMzUJ+OXu8a1+Dg4RCJgA/Z0QIHZOUfXAa2BMaKCyjYoOSJYdXvJypEWYcJ4977XNDXfGR7eagMTYtq+A3XIi7CZHJdQ5Jp+eXVZOZVAycu6Fy8qy8PDyLBIQYwbgrS1onFW3U8zbkXe9GCB0PjvmqgSPvVxwhiGIjdyM31xgggxSZxRRD1fqDTB/8+LPuLqaGBXV6m2sN3eaWcyz7NzPZnLvtO7vIQwQSYByRvlOZLlCHIeMqy05krT4GGu750xIoEHyZcDAotomkISc33odRYT5KgDRnoUuMaEXAXZTnk7rIp0rgt6AbYtdvjxCD9nKD2K3KAg0TeUISn4lN3PxbSS3wkcrb7LXI5FLvqhAmNyFHAONu78+CeIMl0rbPOlAvEH3JIL0oKGEwUuD1SXW1o2fLNJeCqrsREwCCF5j1jvQV+ruHi3SqrS/7Fq5pFt5dwPPwwzolaHZOseQL0GvhCTIbgA7gGpOBc97crk+nwdlWgwva/o1de+lCO+87v9zr3rDblXnW4OSkdkrj9vbQoPFjxTKjLa+uZrYDbiCUFBahPpjfVvBZCsRAtOh9gYPxzDd983QTEYiL7zPOjxsMhmjbi87jIXTUoFYZNfyXYOgNVKnWPdSRNXh0l7tJosY9b2gwu95e6dqEoiaJVEV1aLeSwehxcvU0cuMOXbfPP1rVBpVCjutVm1aPPDZhEgi60GHiiEUIXo2pqtJj3+/+P1seIMw2sXIzhktyU59D3LZa2Tpf0XA8m1MPOUuWl3TRRAX3+95flsFI4tOlGI4il6ow51z4rOB7TtbCHRXP+b7tswaomhflREgWcqDSgDU6ircpyMhch1dffBHSL26kLJT2YU3TaKHOfn2bjHt99aTtgN/84xuyCV0Tp6/F6gBlk2vbyfbBuVuwEuyPdSTLZjYMUdXGzCZdN9OT7FrsdNv0LK/FeIzSfh40joaPq4rnPkZ72mNIhz2uV4yw04s0QIPI7JBciQn49IxMfEUqwNrZq3sBizM5LmCWzHEjcyGZSJL4JJzgYrj/8S47pPgLT1ufHQ+OowCD44Uq5X6r5ys1vdh59l9+8z1Rl8bSTGem34yJ9s4/oVu9ctXI8NT4ITtBoCe/DOTv6M+4nK2C+Rl5eisnlt5uRlYWqoXTdFwnQeRswgqIUEsb4plKI4+jgqCY4n1j9e8fbsw8gcmiGTYL/8Wrf8SFlbDecLo9b99/7+HEM7CtAjbVK8fBiynwk5cbxEZ7P7Py5qFoYDq5EKE8AQRjbWvFbo+ByfsnvSOOwNVr/eWkWA3jXdtzN/+f0dmZpPM7AA5tSKeTXFr1ZHkJgUuM7ECGdf2DvkWBUF/ZajKGXWzd4xPQkt9A/ffAFKWuXEr7ZfGVJ2OZL3K3Trm5gomT2AVbN2orhdK5E19+HEL2RO40gC0uJihE/Z2w9rvkOnpYR1UJ/UaFvHiMXSRsTGTcl134Ubljs1aq5ECu7U8mH/XqwEaRRO4jauSFb07FNfcM2xi3rZq00spFKjRf6Wwbf9gIoFQA4q7X1YuHvuM0Zxyu/HZ3hrIQRDG5dXrjFEuEpD1GpXSIKJIsEOgUxVTY1E8lG8OUW/l7SZ0Svd4JTgyPbYVdmmY40m1ugLd4g0thfySPZcZrAOyX59iYFW+9a/YjJjVEjC8Ol8al1fn+47CigwKi0yGAMO6ZYSU4BCJ4jfgLPHrBeM+qgAZGtTHGOMH8VLaUldT4RAN0nDxSJrO1uGQ6hqh7NlV8hlqh8NbikptW/dMG7qSzBjo4MWXYzM58fTl1jKQHb9QgIgBz6Kge6Dxvk9iSGayc+iuYYM/D+7mbEgDzNSbSnP9ITBJN6N8xGZ2Tu5765PirjRQOd6ySJ/2dsDNiM8/LLu970MJVE3I3MIUqvTfgeX2ULAl9cNtvY6nu7TSLBRe8FymXhx8Zy3i4MQdPQVn2WTqPj2dsSh5aNxoW2s3hbuQgVQMGtIs9XLIC9Z6ahFCeqz4/ltYQ6Jyno7dKrfD+/Klq6Dz2JwixByqcurMf9zEHE22xSweM5LQll4rFjmHlN9IlhJZEMjOwDZb3LVk0CoyHpWYqYD8xReDUL1snLU3OVTQj8HieJ3ITRgQO8a4GpGZ1w3gCYEgA9jwvAZ+oKNZbpRvvhfeIrZENwF5RYtOlxmAYdA0C3gXgs7L+iwjsm+96kekDv4KtOlVEBt2qyhf6VVJtX88sj3RoAPiVgKw4jHdQmFe8JT1Sq4344kb7h4Uv9EKgx8aQ1Dw8WO2rluF8ASxAZMQx34qiXRvTTXjxJRCtJoadJ9yun7ES/E90Yo5uFGtBJokGxAgVCfeLlV0HbLJAn6BUo3xccJToTHSx4AsgCKRKLbPp1T2tBoemK0e3zYU7XPpSI5B7+f7M8DXgnIldVo0wK6hyg2f36VPxD0l3WSYhhFz+eshDqDHLRF7uMviCRZMurftYa66N03xgEPOaxbRJtJC6kLX3MhNij2V9caOp6BxsjmeSjVs4jLWReSYxvg4j2KuTZQ/+6u653rnP1jKkauQNGAGwbuLRc2xe+kv3KxuvGfjxdI2Cx6nUMSbhYOVgx4zNIvdfHfV4xLBLC9GxRVvpoHZztZr+/vZ5vb1gjKKkcL4rlxFE2YNDdNXK8fgNzuKhgN643TcFRG8l3HpL6/INn703zv8LOv5/tx0tVt6U3HY1YyebtfD7dgZpsvaXRzxA3rr1mOr9WX0dbWg1/tYDSSdO8vOWbn0Laa3QmXa6qZPjMCrWY2AV+JV0qib44yBcZi60a+LRqPX5WrpSjGlBJi25Vji8wjU2rRAQxsp1dcFHANPxn4Lol7kj2ZHhVWZNilPL6jddyak/1qKioKX1qqjAPPEjqiXqwzk1SBWdxF8PsgftU0MCT0MNDwhlRR7jLqX3DSiGqwebTLz4PZjEF13P2y2/TUG+adWa0bt6K3SDZV2OjkrNxPCGy0TmDXXVkkzEkd0M0dL079EntlMChjPkwJfde8LhSjbYdI0JgCltT89QNpATIlXspiph5hyHxTrcryRy2SPCFnnk06aVXnMEEaSJGhsJPSvu9G69sfSMFB1QUmSiQjJ+MuNhENDBOPd8IBC34rIIigobmwDsq3GzbKYb3tarKBU9zaZxX1mVUWHiBkaWK4MWVrKo814hQyS6TnyCRZP/PpIJOqvCRQL1r1MIIhKX80v/ZdS1cF6MRG8Q1DLdy3aYXqDic7Vor2FgV273rG7++624mBrpCOFP9Q2aULrw9BII8ue5d6nPAdwPnCBiUhiunyb/+/a44JtrFKUccPVTSmZS+nJO4d3vhJXYS78QOWXRZP6tqEwiYeCv4+bt6TAdKRQMKhqJNwbwGKQ8JSKJRSb0ISP+9Z7TPXDuyYPOSk54Mu+nemr/R14McocRu1d/+b1momUxp5XsCfxYNFIjgA5X2yX/6UKKgu1Ar98QzZf2UCs1HsyJj+qey6YlU5DpmXTZpKVExu+mYTc0wBdaZ7Gwsbovl/4FOurYfMcLdrtR8LyC/g714guNqAu1sfVAJBsKGdYFsml4JdvSxe0dlS21yEgD0eP/KOykXy7opMdRSAX8FmFlSgHfmiEo3nPYSn/1DMRxlQ4Uh+REUd4hpn39H199a6kEPS84n3sWDKPLTPUdj6L8gQoLTRN0zXGXT/kw94PaD8TaXYdH0v7P002M4cbHHu9mObc0tbqsWaiTLSStnPaTvuo62obqbbQNIqv/7qiOj1INukGTW2zJkycQ28IVnWMTD9D4wOnJnRkopfNQ4PocSRALU5ud57MXSfSlezXtHjITcaaXSmaJPE3Fk95fsiIED0yWDzBdvsVe43pKpDjQiqeYLNbVJrqDb7pTjVdJZNdyO03koIpD4ixv98tnbdNDrXZlR3INmanUjaNRixOYPrsvzGt2R0fobSm6BTQu5GptsiyLEbBuT7vgKYlgkzEqx9vlEyFYZmmpBd2NdMzADo/yOrYSvxLumujfUJqZBq8ABnsR7EdGDW6FD7aQ5XkY0DXbNLVJ12+aIL+HLsuLPL1lh76hsSRylg7Vp7BY6BmhCKVGGpszQYbLjqmggLnPwv/oGY9fXHXQphGzV42wMSpGPUmOB/GYSnKOXAiMCqRA/zhb1v12VrbrsEMrnA3wMWdG9MkXZdI5Y/JrlVh544oPQTCk7xoZMhFlXiO86qzHRyNcIPED2z6bsqyh4V82BvNv5xYv/au3zycBxjL6eNdDwbMdQRoMWDJcSX/bxwZTMaO+vY8psRegmmrApsui1NVM+wH5XygjpZCZ1+Mm9A1JMVE3T66bcHQhazP5WOaIr78WICekVlOScwTe+wENAumfy5erxdyxJCiHVl4iPX4eNUICJFxTRYMm/mhE7veEfK+J7BjaYpY82xLnVc5JTl6b3fc8DR76F25pW7OVFLgOq3+oRvDUHsGbx+Rru9hk71ZL5NjOkX5XKWo0oXH9zCrKPWyI4Hw2ln9EkJopO8byGigNmtYzPpHAX62aXc9sJe78NYi0/KA+JRbWGMrGPIk5B0ySOWsLQpcS9YLXHB1FmA7BiY6ReVjxcrqMCd6dhonL/u2/mUOjRuA3DyXmNSztDA+ilZjk5c4eRl1TI3dtLhK9TLkCq1QIomMcoygAvd11WRZvSF2P0ukctUNwgisd7b8VRPf+6SQvhV3PIZdYxBXlGkp4+8E5eKiSSm2dQV0ZdbgO4sNLjnI0tB1QSpKjWUKV1mUDPKyxWLotEKtcLt0RYDuJq116QtTnXtzwcQ6WEvW2aNuF7xm7A/1U5NfLMvm6ZioGt3PIK4BNCmghUVY6JX7MHR1q8Zif/01VnUFdunTDpY/ts7QdeTTpcG2vsjZ4SrZTI99+5C3e27286OfGHyIsPH8UYVJvycZs6zBzAwKVsLtJ5XglgBTtiZTSV4cQJv55/38ZNYtRzlKEKnNSlcLTX5t1RrOKMrWh2IzuXNTElVQQTbF3+VJpGtL2OkFOABeEbunaE5kmYosTj5MMGJRQEQ0JrqaJ+WK8ZS3E9iQmdpNBxLxvYr/0zuwAIi+zx9rgTxQ4ucwnBNh9C4uW7egruTtcn5tX1kqkJ5DcfiNtKp3TIHIQM6oYUdHXUL1EyDAA59FLDuGtXWZNJCqofAwFuagsitbPqfe9zzU0+Fyf8hL3qhJ/O2MV7VJ4LbjYdH+vW7JFtIAllVCNPYNcj4MjVVhiuo+/39O1NHVjqrFolVTc+WXmjL4G38+um6s12qbkcb6lJbGkmv5mSurfIMAQOxNT4LJ2xUeGx0Zx3zlMxJn9WZKRXeqhnQZFoWakBRjh11UDbT+JL0alDOwlFGQn/68A+SpG+9qbhNR4IxtVr8CPZIVjhv5+GGJOjk2COLenEKERKAvmDAGeYzzeerIniiA7bJkwyC6BWjTY2o4om5guGi2oEuytbvnm5kw5/pALoipem0lN5GVnUjmqJdkTe7UuIyBZka+2LkVxiSY3ZIklieQmjWdJ/QdI8HBbRs1vCNM91KuijLGTNwz97qnT3FCVmnNx8U9uh4GwImr90IKGtTSvjOs6XipHrPnMXFjZ+M/2ZxXAZnjXCnVw+BHe5TJD7RsvU5AjBu1BSOLuFeAcL2vs+0yKZcgjowFE6jo10zHiRsyWbvgMzYrHpSmHzQnJAaA9nsS3SHyoEueXGhTFdKm1JZWuCj07HKDHvQa9r4bFRmxzavgoSgRXNqJWrLCkWOUCdWy6flA8hyDa6N04sMP/Ablf7uc0L9DgCtCXicT5mkNxD2qD7nEExx5DLFrbntz+AWjgv9NBz1yUpwbLCdQLj0LeM/i7FZPOT+2lIL7nUiGvCIrfBuFGzmi8sEJ3MtjzITJBamSxc7LUQdbcvRCBOQ3jh1GhVa2hQ9SbyIyX5v8Wwov5MrnmMNCYr0r5uvg7VgfHU+uArPojZbzyYWEEKl+DbjPFCZr0CG608VaAsMeX+Vs0lxT0VcsiHGm/nGdLrXeGpKFhqP1HaQzijuRFMNvQat1CgclZuu96q75e00cc4CdqHAkxzqDMcS/iVVuprwkqG0pZYNgA8X1yRtEAEc6e8LCB5uqNJQtYh2v7NfHlyzAb0G702GVpUXShZn6WbIB9Ffl6tYsufDBvff/pIHNMVFfdLPxxIb9xPA6O4IXANxTcu5PkdLom3yGqlIFcoFu9Rupv46lbNqhGMCz1RzOf+z1vNwypMQs5yzfxCsgYoHJKTr6zI5UGPNBCsI9zshhgoo4vCyx4DPg5Nl+KyKzOf6Hxv4+ecKuk8BygqJDoh4JS4v3IuuEuCbipKW0Z5MCoGxr1LSezStyZL9rNi7TlV8wU6DbsEZMK3Vqv6yR1hI0qDKAcx4zCWKpBkDvOh1k39EBpgIiS3FefcaHZWEdu6LsVnJS1jK1/paPqw91BDnvN6YEh/ENXHLyZ56NbyUvHQT0eoGUcvTY4ogHmBrJGMaI8R7oMmWEiUGjk41w5TVhc6R//tHpeYIDyC4v475aqsGoCbCV2BZ99cnVyZOSE/W8NsEERM6MwfBs04yscq9nmd2bf4iU0PWnKGLjc6sGcXjlSNYbIk5vKTYhBw3xMODxG6ED3NbEYDzHvh/g7bQObD6DGGlp6BkDB575PDZ/xWKKhcoybtD1KiXhxXfdUBJf6l04mW48roGPIapQlKlv0ZlKtTHkuemRWsXLYFqPM51D+eWLxNpmBQLVYJg++wbjmPEekOx2rAVT46AZb8Hw7XbX4AOcoAB3LAsx1k0GkBl1MLePN7ImegI3K6k6/O6MOXl2NmEHAC8xoUqQ5dQSqvMSBygujgaQ+B6LUDk2yR1DZEH4xTCrNxIPO5ar4/Y74/FdH5NC36Y6j6bQdYUgnweStZcdIMyWtiry4YZYyg1e51Cf1zkBVGxzV4sIXQq4Lb34A8u/sc+XaeLnOQwK35X43cF616vuFv3rNunn5dHeKsnP6q7XLJGb9099cWh+RSSTrqOTsIjje1hBVlVHyaQK61CRIEKdtudrr1DcYqFf8gQaUm8B21a2n2RM/tBSdPhu3xkcwmnuO1qB2etubmm8xBWgGpBsZEI82gdZlbt2u2eGGL4Tp0KzrTPnaelmfIbFD8qLzpIi51Wm69G+iAhwKXrTcwzxSXlqZdjR1V0i7lhyoJoahcAxC51kAAd7Q3Ex2Lexc7A8W+zf80xXXhEyNZacJoebHETkuOXiMImT3+wznvGWyohjEhssNrCs6UcP+2uLKKFJBqCP1Xi9bn6NFRREaed146TIJ40QQGO1dHUnw71uOImNCaYdozaHLMLZ9PuXj49K6SzHjKZTW/vptFwTjHBKv7FJsYy7PfW8Pqlzb4c6dtI5Q5HhpH5HbetUGvqJhgs2wjXNqxnqXDE6UBKKntmmo6sMId90Ch7iaYbJP6SYev8CY9Vtu0uCgE/lHacuAsq3pDfmQAwHFHl1EMzDiv6+yTz2U1/Qj3Ziy+5BpckO6q9XWgmb0EvTjw5ngWUJ5dXCSY65/cMAuny2jOwIhBUhi+LkTjgy18yOMNbOGRswY2CbAC9E4xrm5GP4NzAQyjXQoumR2iWUsMZtkvzElUh2hqbR9pZO1maiRdTKMB1deU/xDUam1I6BVGHrt85BA0jaOL6BVzlSimdz2YCCZB2CGeuA+WtENdoWbvECU3pNEBRPxqTVrIkZdDczLwvr3W1nBy6KBrJyufDyn62M5xofrFJw9ttFrgG27rDTE9c6tXre9BwpmfqfJjGzcmTyrP+Pn1iOqIa1vmR+qmqWDEWTdMTpQ4h7RAXz3W4go5Yk+Uz0XNas3tNky4gbCLS6LpqhUhNnTWu/20clUbVFm8T8z2frwD+Gg2M/NIzyg3oLDdfETX1jbDC1u8t0bQCHh77c7i//e36tPKdIdBSAm5XzJFVXO3dkmeztbRGJZBgiF3NPzChVOWuTjE8LzUq+j8CCUM21Vobr05Tyr+RERZHa6gDpxP7EtKpDXFFAQFVU5/Q2uW7VzjnHfIlAGh0bMou6YDtGchHLC5fuyqOLqUyghOavKqTi0S2EI42hwM8xqRWW2Nw9lKLnxn92f+nG+sv60UykrhA6PfFGmy8R+qxqupmnJXPVqlgkwbl2g359gXBn+qYc9KlB71FMgzQJ7kGAcDlEHhsQBkIqVh0gGMtLO+TIsDNib7t9SluqqWp7kTseojog3JuN7kdo0d+xDqroekiYLgR5Qxc70VSck1z0gU4UJbWL9tITxJK6kvbjxWBrRVZ0MQQE3vV29LQHE2jwkaJ54MUk1dEFQqUPCpa+7I9BolxT08vb//wBoZBZ/gzT1n+n3yIM2jk3+lhyql0dodQl61r6IIOiSD7+KaqtVkkopegBfutS+BwniwPpuJYkiHfVMJBM89WRxDdfeKS55A48rE2/fXaI+xSBw/JXoJzbAI+wlVH5peVeKxYiZ64LxoIn+JRijBWg1s0h24AVWix6Dz52YnBvkPMQbXPvnc6OCY14Wh/pZNFJ1HUhcnH/+5sYiJULYGg0+p6uiF3qsaiU7WAOokYivHBF5wzrw/j4st1UvENHZ7AbbzBcIT+s6b+Xn474Mk78Nj3+UXhUEaAQzPIKS9lpYP07/2nZX+uFYe/h1IXn5iUFJDTZNoK6Y1XTM41Mii41HABbpqaI8YE/KS6I8nDs8PTwb0vR+Bqz/Fj7oPaNLoUG37puL2zm7y/9I0j3fHtymGYwF0WhQPLuC9aXqRdBOAI+uJrtURPQhruqo6+FVYSjjO4b6gXKSeaaT5cyt32LtY5ID6jnl8RO0ASCabZA5srqF1ietqFj5/NK4zEmtm7gC9l3OX+wUTuekq2X826NUoCA8X5W0rMYyxqTqIPTE/HxgeVxg1BBvcknTy9Zg3aTW8hK5mZkCU5mgkC50DDLz0qTOnM27p0pN2ZJXafL+jjMxcncXOpvED+ziaxa4aIWkCFGysmT3ZGbr3SwMk9YbcLGnRAIsX1F2J6/3Slu7TnWYP0D8R/cXmQq1KD1OuSPpRduZR7nNbvMetkt53fZUjC7tn9s2qOYyA4GjkhoBaapyqqlFCjK6TpCPo2nIkh3Tg2rP/FbqnG/K8CP1NFZWwHH17Pb6cWN9dssiAVIqH11wQVSJ/jPqmyOxR6sFtq7UxUAiolyWHZ8p9HDXxpSOu0BT/46i/ilFulT2RHtu+fHaoX4GtA9ic/BZHlF7G55wbMgeqbSTUDS5GOptSkQPy1tIaQ3LGPnathFl8qcj0IvSrLYwFOFgNjYOjrxDKlPXtP9hD5sgFmIqydsvTNJjkF1oW3yB1dAtyroq4QAVcXDuVHSiVcx6AlYl+ViWWTY6nu/chWW5nVBGG3OvCKoYllwN58o2wlGSEZaHNV9T1Rs+JT1yEguR7d42cYPqrrWNd01hB1HI7syoUkusFpM3+sDcqE/KPkX6zBdh7mT4jU+Lb2mcXM0y58dK5IPgCdZr5I+B7psECe7mBuF6PHiUVjT9693pK/GhYOoiwvZkUwkhW75Y25wGFcqTUAi/OuZRMwBoSeyvw1H8MVSfpwCmoRbqhzREFf0MKzT4i/8qyxzY0hkuy5ogOeLKI+0K8DA5YNGD13vGTGKiTFW3DxRDMYWA7P8tmxnLWfDicOzbjGp8sc47S5GkKA/51mK0M5fxvtl6JQKFRivnb/gXFFntXciZRdagn8gVNBxQLGaDleeOx6hQfZ+G+2O3qqmruIapv8lCJjGgU1aplEdnosyOLQXaH07eNB2Oixxq8kuotYUdP0IzWXwJ7t/tyKO/4ZTpjrhsRavxdnuwUmzVnfXPwFF1cm5+Djsqv/dpSEvjhu49g5ngyW75kyhSIzadjPcPeP91zhisypP6E7HtZuTmGQIOOiOPJwz+irOT2dAyV1j4VdleuchmlCfz6fzdQxuReMnXeTWluB8FlX/sIeSFRjjLJU2TQBhHVRv5VsuzjbwT8VE+MYmAF4oeH/KjNmQwPJnnjOBbbFkEmw3l7BaLDzi1M3bqTR4cmoUyxQ6PHr/Jh5tzSUWCMiVuvQ/h6qx3/E2KWy5HSMraJY7v9H1Sg/cVLa2fxTNT9SgSJyoeNgRtahlClsULM2TXFrLWQld1P8fUxIKQnifzkyQ3RECwV8ew32d+eUq1EpUlR3byaJa0ewlXgTU7bCA3U3Rk6TxK76xYHBMnRbHLoe2SdFttmiGvTozAAO/6eOiro3aXOYzG2FPabsKxAJzTQpyhRLwzujw/7GJK5uzOogohyLxuaNQrFhzXCSW7UJA5wEXn4UIl226tmks6uRnFDQzauKDvRSFHDHdYOUCRbRDuGtO7GWNntByGG5c8G/L96k2QLZqr0GK0cEi3tRytiNOgfTuhUQaN+IxgO47sryv2k9AMDTRYbQsWYj75B49vxvnCz9eoHvKztHnaCuUW+n5CTyUM7TgJihGiFM1DmQrcLOr9kBBT3j6qnIIxvrc+fZozqlr51IVxLq4fAKTNG9cDWqyRUhzX149mzM3426CMG95i9ZAEGr4zmLpcba6ZYp44bbR8vL8X4zJQN2u6BvovmyNfZaMVVjCeX+rB1ShqgPnVdJ3fD2qv21gd2jnfRkemacgRYc6gZaQCLIpUIeXf9cdPEDUry8bjCXqAhWMY8vBtD4Mc5PHereJqmbPtK/A7h8arkv7/SYTSq3lozKWaQ+XToKryKOO3quTX11pWzKu6Z68k6lO8AG0U20L4/eqyMeDMF9g00yrqqI01Uhf9aMezZhKXdFDtx4mwRPLG/wE/cp6Cp4gCyKoOxolc/k2/CsH1Xt4iFWm87l1Ago+/YjuxV11yypUiB8tplQprVYfPQV+1oAuWIyCTAFO0dXTi5aO12uJ2YTCoCjEQvfwGJreHRM7yfGBdbx8DMC4GZQ7lgF/AbWaYuYXYNXHhNIpxYxFcsBaTUcqPQ5ootG+8PFPaj2cpZEfY+Vg48Q1r/PShX5B+2tvzfU8aaoYt5Pb5qCXtztHZV2RtGr/VckO0jA7by91w1/TbHJhcBi4BQ38hIj//m7BwwlBk7Gxn/PiLCeIhfNTCfyeTi/yBrm2/unLQM4GqE0188TxDqD3gOZuDbfQMHbdMBxAX0iWsRLTPspN0ig8VedIOKylDgfv0IAIFnmWfP2MfaggvhKbUGn8EsmeH/JCsr/kEKOTjQv6oorLl6cPb5BG1E50sHCiPQ1XqDVhOon2eNCmiDzzAgWuAM7nktMxMA7fm8WzhgkMa+UswUffQganlMUnK92J1yBshy/bGn5iwr/P9nJ5kYT4otxj7kaRkKjdfUF48Hp1RVm5N9DUO/zeo4BsmiieMiqTtW/KCyax6t/psqBsQrtLOha60vYUFf41fu23QN26dFOtzB1PQKdTE5Dt75ARf8sDDeIFrFPZeQj0gviBniC4foMByX3szocct977YHrRh4toyiKfrR50vKncJ0yaZAdA3br2MZtWWKXXAFL0y9PgBSOrvK8OVjjdOy4gavoPkDQDc8AtrN5apqfIGowM4Y45l2TbzZafyl2f8Xsvz9w6tO5l03TJ76Vae/QehY35284Oc1rSBjK/Lj0L3U4TvFVQUpfWV/gUUHPqeARgox2/NsTJMcLab1+mb7/Et0qstESaL8uE2mYjWQOtI231FzhpCB82YFxllOo8FuPJlbEEm8VoVAbBIBMJYHWTpsIaALBfKU0m7ATiUDvXakW0R677T0XQ/ryYpmwJOTTBCy9YQw/ek8LXlBW31E4FULP5vgbL06T1zxyUQtmHhC8I64ALtcrOfONlQ3VFluvawPhWwKQ/wk8mlDvDNi4Gr5mIRvWd3+rxCmLjoSnoHeodfNt8esmKj7uFyP4fJfPzcptSQtyH88/q2c70OmPFYPcZ7RTdeQX5IYPxFASapg3hlEDjR7zNTPrgYncjSCW8cKNby7iTb1FswoYihFqkcQLqkDlMgRBOfdFxYc8DqUkDi0Zom38rjzbTL0vhtjRUOhrzzI+AIe4wUegACwau0o/eqcicpQ0DdKQNr8RajlHu37RdNX2mjIodGvaiY+uzDj4VA4ASfVDkypUuXrZ+PJShSKImzyNYr2Iig8u+YB7DFrU17IeiKMZMgBhviGUWD73J3Wz8VQl+8mCFai83NKEMbLOR6LFUQOFX6vC+Cg2oAnXSIZTr5RQ62hTNA54CUXl9MJMELVXiOZfKRzb8cIZ4i4oMEVGrvYBAK2KUmZZd4WmkaYgh3IZ0uYFQ/Hme7ByndxtcC/In25FRp5/vW+ngOJDA+feAPo97gfXB4cugcryqhmFZ6avT+dkRFskpbQvIGY7i6PsGbljzYzAMvNitEPMCs3ObUvfQj7p1Hchz7vhpFPFGxefOTYphMVCGx+VNiZqxgfkvI+wU5k0KF5OTUE0/g7RM8Z5DPUCoAi/xqQRNg1cksXotLoXjWClJlv4uuJMkAW+BoOEY4lmb2+3OPX3pvcSv0CKmo6gF9oVfSpz4u6FFPDUeoWDLVAxcR7gWTEFzx9VZSaydGOJ/DV7AK7j/C6bw5CQBeNok5NJrRmmKimatK1OLkaFzFApk1PYO90oilbDwr+dgO/bcjlRFoqc1zyqGS4TyE6QnEuiYcPetsU0ihwxwaAc/Sn12sANIgJu9upaUrRIcbrumHdmHLXx3pFBsjWGX6otSovrtjy+GimVlgqZ0SPOvr8mXWcNYJv27gKRMbU1ZZxdL4iXM2WqNeLI6LrV9fl+dcaciSSWzK0jxS4xxTyk8UmpVARH5nJ06uEyY51QEURWolgzhFRUSnH19498lYb8fLAwf53hDiAgFoyA9wgH+7lOvkEwMK30mMp3eIsLyJ9rg+bwNvL07KqAdIfpdaKlMqt/CHE7nsZhMnJxbFE57tmlqRKDezNCcWoAmJDP8MLHTGYitPeT862/3wT29H8Yb/KOSuxSFx44E0tjxXdqd3YiwTSQ1sI4d2ZZFlIthTuhFoMYKr3AGd7NwKox/Q/6WoYc8pHaxZaTVObfcSb81a834WKCQvXigMapkr1RnIsVpeCcl709jcWUNzu0NsizqFyL2yZmtNAqhRSyvss9IjDFYWupzFlRS8DW+WnCzHzS2yT7ycakE9NX6aNcLm3SRXMUI9UBoCQ4neLhwZUrzSeBxeIhnOLMbPmABG8sESK1oOAkIm3V5fmGK+GOVz4gD9anVtSb8ymzLan74TLc9N5xCYOIVgKg9Tn8EOiDlKVE3xX1hBlGzlqFNWZ3+UBf+iFmRRMtWBDcdU3pcI2AUYa+2IBA1whuqSNKgQToOOeGVrUdqWrIKgtC87Kzo8tBq0l132iDiWEJfI0uW9JIsn2S3T9tLb2vEIcuTAJhUkzgJKGeE95U1eNY+ajIwgh2Kpmm7eJxLUPeTum8S8HU4bQneT8ERiTSBlaNpb/gbXyHpwsy4mMaR0C1Hi9pd8nGNsdEoAUTv/coKRXqwnWNjxa/jw9PgkxNAw0RAvZc0kq+Rhs2iInPLTKOQQb701uH9A8pOf5Lg6YEu0HszC3JU7xHaXiF8ENWjJBTs5CMacdhRMEHFA+zbEvKQdc8mc6qhfa1kLqOIogNRNH5ib2Gat85DbKwizs9Hf++G96sLPUXQ9idkHi/9i7meoqZP8zuXnDR2jhBjQYhdWidqhrlpgK2am/5vUlz0cpn5pyYGfwFFS6PSGdf7yY87LzglThITJvcR3BxP67nMib74RYCS6xYAMH4NVPDJ+27PMgY8j8VlA0JGUJx24J9NZNoGXEaxrKus/UzRWBnt9W198rVhPqTmCAsTspO38tEciIziAb/EvdI3oAC9YWNxEKeOYIpbzVvm5zlmotSOlEQ2NuUkl3wmwezylvIVAjzlhaDF9iNVt/TAhARaRhnBy9C7XLZYMlwvCGkelWyveIeirlupte7S1f2MtDpJTLXs8VGHqQARIVv/LYgGYaV4cUQl+AQMQBYQ6ZK4E6oy9pJkFyLWButQZjkjWJ6cBN/p1CMHfi7maxWO+f3NXLFpsEXZ2Z5KfdqidsYzYuw5K0alemzmTMP8+i1A2ak92vxXlMmIba8QHu2evzvRQHKlCFNmS1ez+acrG34NBi1CUp9ywd2iZiuOhBHLLBYBhaF4uY+7EYzcQNhAdZT24/kEe+VnwFY60QfZBnPhNT7anB8igGQqvTHL1QntmCLV59xmmCBsVGWxpJ8q0szaZ9XN6FqdwOMaKO7a3PIFhwknf17DGdUUYsEOf7AfnFmnyjZBXRPvCk4p6kHwOYyouu8HVKmB+iERhBwk41GsWJWulQsAr5GEGktGtcxHtR9X36XvM8aWogQDILEYMtEGnD51tG+LU/i2XbECCJA1rBn02+CAD56T0S6YIxjUT/hD6XfBMaCi2bloL55eAhqf/G9xcMLH3yZ+qo8YpGK1BHqacbo0UnY/kMA0K6GyUSgKT4sKKnTHllFWt3z6mBvSB8C9HQyoivcAwahcIkvcNY8r3x8snD3ZDVCD5C4QnAQHhor9IPlxs46FwCgY/+pBhN8Rrjs1wVDmsL3MZrcNmSyE84CEYUgYLqiZHaHviMNlrd1hvcKMnpKH6Sd3q0jWS1EPhiDRIpKE66vGS9b/Z1Tq5/QrSXajNBeZlIBVm85b59FD7+8QR6IekJvyR+N/Q8L8tzG19QI6RLhkavtqObihma1ySuaBfJJh8i6UEXI3DV9T/OPgvcwFk/bSeyeM+MzsqIhsSZ8nFgZ8P4vFasEtKWfuRBel6gFq5yTEFR8sMxUIyY3TUuR7cJbFq5MUIKf0sPxCNTkItKYRYpbaCayZ5gJ5O5lhOcOXqUsuyw+iBjJegwn5svTPGu7nS/T0ZTfkLXeE8JlrUzMWWcbT2gdh3mq0XcwZJ+6TKexiYVQAAEfuJtLBLspVrOnEBaosUN0xYXEyM5VMcG1458v52/OO8avc+fpReRPZ8OaU9HrMyDzUYvhrNBE0xx9nwiTNHcOJewHWgNp6273XsDNQrmBJzsEOffs1ERIJ6Rx85xooT+DaD6gVUe6VJDBkJVi8pUWZDVDFcC4XRF38p6vDwRuvxAE1fEXnjirkIm1zyE6uvrjetkVcWVB2q6kYUM5bohiA5PIQZAeTyMu9eOj5tuBl1E25dPhRy+OHWJuX6/ubZDhYts9msWXEqzYUaukalCaf8Xjl/wMW1jp67evjrQPoH+pn/4mrAjRS9A+D0X/2QgpQpsu1h6EffhmAale4FyY2jw+rX3bqxKDR6DDeeGFkoAuwCtU9sFjgAIYlN6HrqwoSvUh4+r9vi7lckMhAZkSuUq0frmcnATOC57fCDRHMbGZYL+JINGlEhsKYtsPfd48osPECTUxTnbzVk6s0NO99siX1JAjI0GVq/9hCP9Qr8keTJUOkJ0jGAtUPJcmXekyAy3fC1Gr1po5BHXHifEcSqWJo8fYe9sxwnYFRIwGRydttzPBQ23X74ntQ0alss9DhgRzmIx8gZuV79gtV/RBTyq++5GzqIvxgwDKeNTEw+NHsDv4ywK6jhrvKcayDVSOXe+IevSBaNDFYEOMhXQfbPASExec1fiB6ywgiPyQku82+og6dyhA0mnAaWOjEs3BQbEZ5foq1aM9MLpvq9ebg9QbMN3niyPTcnQs/iW3OwjWQlZxRzXZOXgGjJDBzHR/G7LO1lPrdHfxyzVfiQPsKp+qumnK8Zvcck25CPYa+ysP1CKvw6kFFinMurCGUSoFcYitRWG5HNDoQW/479y0yX1mTdmo1oLfViHylNlSevNpu9Oq/ZakOWx7V5WNmDGCGpuUqemZmbQV20ckBjY1EaMqHPOez9Tttk234pYHWFhjuJorApFfKTN25Yw1ieINGb8DAyt4m5iS6cFnh56UmpMw3r7FJeml1DEVShyipKYB/VfG86QEfCQht1p0TTkyQGsIcWwG8D+NeiON3+BQ8DchjnS5SZ2aofywEYFPKTjG1B3oZ/ron+9SI8y8ywhbZRCSd5UXUeKiN5EqW0CsmWsb9A4e1ysBrpzyYctFqKIpyxfYHnU3pJUBKI3RnN/f7Xe33Rdce6okCy4o5jLqu+lAvRBw4v8+lgFs5LrLVMLEvLM5x6UCnc5ocdyWSVOHZaNJkzi9R+zLaiJtD/IRDOwOIqvDHwKoU/UUbcAVDzUQH6OmUGibjQONjPeU183aY8Hb8VjqK0IC99WHN12R4dhPZFFj58YKrXw0XDEZCsOeU0PtuJVGGMuBTel5oqLx9p2zwBEvpD7Z2RnDhAOSaKq9mqiQXzRAFv9tscFK0SiNmJs/Ms9oklmSO8ElLLXypw+Kf/MdecKsQTGNGlYwodFM/b4oEiTjEBNIdbd+dl9/1WyQO6+Jeji4TJs785vsFmlaMDstjHuMpWlCnNEHfEnLgpWyngcXf7a3Nwg+RNWXVokqF7f54DnhIY2iqwC3Vinmu9WJqu3bHZtPdqHzuTeN9wBaL2E5hIkPZMjj29ZH58LQ7yVIpHKnIq0y6dHGY8FTyOWGDBGkGidmteJltZJPIwQ7Dvus/MNpTU9EjGPxeFzHClzgnEZCOtVofu3qOBZzWVPYPqdR064H0lwFXIiT9dgThfBD86t8QS1Y6kqUgAK9FI4SeAk/E6nh0u+w5OLccDsRaUDgRO0+7G8onvITXuwXc0CWM3xvvmjaAOI+kfTUbPW3WoQJ3nP+Tn9ujHc7g2tIJfvoiZdk/R2Wl31Ex6xWkP/GNRyTBdim8pl75Kg7Gs9TTpitnc8F55AWgand+7mYtL2wYFP/6rzCmppnFI/eKp2373E8zUkgmrjaiPpE0GC2yJ+IT5Iu6D89Wl8gQ7kcnYNp56EAtBcdqWvaGee6o/IcL6+nZp+VjYd7zNSGOecftpuAZ60pz3USlenPq/sNh/e/sWKpqE2AdR4aAUsXfju/I4zWPRFzCtdeBa4tHl1FS6vB08lhzoDQdNEW9CT5fyxFqoz8G4FTPQOZjqrVES8WoyaLIu1jImdioEVFWKcbOkIy4QB3wkC26o8Gy+s14h6lq4weu/VC2YQSBxu3RyUj5mBfVrKLA+RNga+AVlZb8CxR+haLn79if74XR/8MRI3SCPjOMe4iKPGy6Y0UiWnZ5hSGiY17fYy9dFoAPAV+g+X9QZ35txgeJ3T+nRCAk/WM00nn8CCHza1d9UQYrp8eOh/M1TGAbt0RWMCryBoPlm2nLc9+tit45xTEzUkEoJ5lgWAIRc6e0lTgoMPwdE50GE3ktHOBx8N9cegVStR40obrVpWW6K+8Tun1EOS57Z4p2MV1/WM+a0+ImRNR0dE7wEuBpIo8nTvpy9X0CoRNZdNZ1EmqNl1PX1q2IjCbiYDOmqrjtS7uAQGFZWEGRns9vVtSH0U1wFXbiXzvc+s7hr3d+y+W+uwb7NWEWj01n8RjEEtw9ySdTuZsFgdYFIevEPxL1SPhZG0i6tHgiGJ4b6fj096K64eSMDuteK86gscllNiuijo11S+D5XqJzKOqNAlHWtBNbXyceGNGslKUzEUcNRkKi5uRhoP/oKgFXc1LPlQyUKEXTK3R2GowS3FCn3OnOmZRDMZCdDcyWDw7p1W8BBk3BrNyV3QY3zyaFj+5+UHioxQEsrzM/fyAhIMkUACiOliE3wDL7cpheZyPv/GG5Q5+tqMYooVL0HgS5XVxrwLkXZ5UpKV85rQN3ndAXWTd1w8gDHwCQLtAzpC3VNvCzexhyZBKnKnZte9ZOIkANG8YjRI24NByKcPzJuE5y74Ug3b+ZIUnLmEmWiEuBq6Us0wopKq6+KL4StdxiDjq/Yyo4iFg5Go+mpOTgU5nFCxiniWaFVeCK7ZV6x2F2lCEjE6Dq3Mi4q/GvH+2MMybbsacoQGbN7zdMBpTaFN1evLNg7vzqzCLNCjMZMymEuGAurxxOC++YJe4OQVWwwu6gZPV30zPp4OivbhYBZolBV0z/W/HXRCdTPG/EimxWxoL5xgePWevxLG5Vioz4C68nYUBFDflykWJB10GoF/hdlgLMVKtSIsclorw8dic6rSLkjfXOo+uwkFJeRRIW/PWZmjjJFYL6eFbRKdaTeFov5MwWWWdlCAO6dHnQE8hIzLBVhVNneuBHIy3tbRrnWJ5vOk/Sa+4ThwY5gOGVeJZwl6cs7llpSC/42m6YYoTqlmGhlsFb0nko6rX1wgZ5v5hoXUYGriFg+fe/0mLIix3O1led4ca/CIx0gfHYLI/LOmOeI4uWWR2Z/AumPKic7eVotvTx6m2ztpVYaS/GR9num8X+yCDFJM7/j9LTG2B2dyJIjZET3NKnh4tLsaom1oBrgM8WaotQKRsCF3w6i5xlz1k1q8JUh99WGQIjqfGBtyNVMorvfWkTyn6Tq64K7jNJvrzSdTxm+2MEslSsC3qdYDlsU99I7FkbRwRnitGQyNqgSMupKwvDjpa8LgD3HAfckTFdIEG9WcP6jXuwdpPio282iRORU+gHhjsbVtROUgd4o+PQPT6oIvAipv1GIl86HU2xRhVs0WCMOi3iKXefpLargSDmdubsgDU4DIuBExMp2VMRj08IElkDhdE53Y1d+b9fkBgkdsd3w5KZxwJyovRWRVREmTqq6HHnNBixAo8V/T4+oCz47VE4K7jjSDHI0lgn8YvUEABGlynSYIeL+AYOn6JiLjlbYLUxTv3RRPa5GrRJpFVQmMlYsLzItfChCCqoNHqrXDsDvJ3K7ZuxYYKvefYYxnbQdeRHpsIfFA/1eQDzy5Tdc8u+gtRxEv7XbCG/b1AMca4u6Q0NrBZzoCqpegwkUg48z+GA7QqtyA9dN/KA+0pF1qgzxLm8cJNi4DQB0X1p9lbVdw+7D/qlD7rsIp+rW/tp5DKSOzjfzyU1KpxahCpyhwfKWPvve++50b95unskPQi6nUcpzGKKHQpkz1i1DO2HYwO37aZuQyrVBBe8KlPg8jve2HEk1mOIinrLEi//soi/LqzsjodVX9IJCxke4Eq4NsqQWThS7s+6Qd+StTaWcJ1p+nSHU0pDFYeCr/bPQjuEi/id4UUCKOdjQF9DncTnnszz3b7yp6SS61KkbCcvI3XpNNJpS08fqFXyseZcEsQU3SQvnaFTgiqMXhPsBtfAsBKmiFvdoaIhf/INO8SU086zUm4iY1bZ33uOumOwGLtRKz03VpzTsD0jHA/mzH37SjP9a5Dc+AisAMVl6/YTPLvVFC6zuCfM+VQsGpi06RyFudXlF/I6WaEIBF8xj0lpx0wZiLNaGx7kKFuGihwsaoGwjgalMgjXjydBXRktscIKT+wQ1RNu6fuCvNw3Lde+iiiqZ1UX8IDluaQBYbPixFatX+X7aDMdlKi+xpeSZR5LaiityTBQjkIAAu7E+UuwgKz75TKp1V5TWVjXTYk8EklviB3O6OvvnocvrQaImm4YYPfWh3QhPLGp6YvB0amOt6Z3nlJucEkPXw5nZFVZ4vFng5HH1BUcBh0F2pGLi0bY2mBT5N4H0vYQOKJtWipxDI1O4UYk62RDpNqDIo75TiituhHUnaY+P/aHUMHQeUMgcQeornyz9LWVXLCxzNPYHBF6ZpbRzsRsZFxvhlzrJFRKFZiQT+tXt0lShL8pUYGYsdXkYH2MKVN8X1aR0zKPJ5uRR2cigBqmQeisQQARRFz0wMvBn98nHFNKc8Jec5wTgAiiCUPfapRzpeRMZ+niU2yU/fNILo/KODIMJSuUfII203UnQUHHpb5PyU35tMXLeKHUBkNjXgVGV5lL8dgvgGYKx78actreltkUioaAY2QO0vdKT3DcDLxcatl68uKGum0w2NbGD/IspVVAUwud8zBHinExFNPmr16EJ18uvbNpNDuGkF+Df6ajkTgZgHcdS+/dBvu+BJljeefAmrbZPoE4hfczkgTn/pcNLvt5RhpAmgFEUbYjUx2Bkt4q0GOn8GKmaEJBO4lwv5dB2e2WMXNbdNjxPkR701T4mhmrpP/VwWbk1J1Q5HCiZQEjcgvqoB0GXivn/mMxXJAXRKAYICyQ8fGcE9+a7uudPmwLu27LL/RhrRWD+rXDBoDoo2dDc5s5XZTaZsF/qzlnSZUUpCe4qAOwTf1+YDwAlJFW8X9+R+SKA6igiuhQ95oNF0bzu0Y+ycgYLjfbZaEBEbVDQB0379xgmVVHiyVvYjro8w5CpjoG7F+K9SPim25WZjzP6fjTvtjLfWAYM6G7PvzTyHtpmths56ELnAEeKoMZNaOGptGQQIXX2DdE/mdfNTHlnBZhXnhBH7grDEnGorZAY3meFdRrbShvjChKdrrfg9GIU1mgQeVWzYRjPzsTfxSsiEH1TSeZShqKPk4dpQ5ISlitSg5L3mbo1URwGuA0Y7GQtx/6cApnKRMMgIV1oZEKTFIxzdNiUasCnRF45rQhqEFupgp8UK91r25YLWkjyLuO3yp7cKQTYNLVEQR4RrFFkTm0Rz1/cj0rmIBqwQhI7FmS2sLqfuMczqUOiWe4E7h0M66hHtIPScb13Vl+u2eMZQ0Qy1XPzUAhtXbn+Ee2f9CnbUAlubbS4GXC49oyq8RvRFA8c4aSe5xn70X2musFr8P6IaWTVhOdf2SCiISLmVNgb07YuBVdTEzqXyHRiGI2+r66zPZdrSjYXdhu3S9fpbGHks1R1jORngfNbGccT191/w5oPWBU40DH/3FF8bvIm5MM3cqWLWb+UWzC5RoOjOel8X8wqJD6e+rtczPhb+VWYwGk2BfrS0apYGUK7QegRdoFKUh2p20jTDzFXpP8kc+iIDFBeM5VZDaEHwub8c9YAvEPj5SJal0gYCMAw7HGbx1VQSATPZiGV8ZOaHfWjHGKmVw2QDdPU7CZZ8aIJu8MvUqw18QfXXTT4g5IrFzzTIrup81FCrAcFPvSIxI20JzNlYgRPgEdSS4ibLp1HK5otyqj9sCJJJDlk7B7D1bw/iXOpFjFiQ6tfWyFZ+P2Ilko1gAOt9H4qsak98EoC0bhLJe/a8BYLWqwADOd7/r7hq5VfA1SUJkVggln6DKwNNAR2lzvIaaky2vmd00+6VYZsdWahtLuE6kzTknDY/qfd9E5W4ljbY+mXM4wa0/7M1eF5LN/6UrXJ014AUvPZl7rokh3sZnNMS6Yt1RxqrPzoSnFcE09cMWSD/9aiZoIP+FAbubQdI4tQcrqAsqK8aFFH1pu7yTPMUvTWRaOXjZq+Yy9oKnSx6+A+/mBwdYLpBQpd1iwTVdvGHiuBLn37tuOf66Q1CEkq83oS9dfOyXdI4GVfffko361+3BDPLtlYxEN/hq3SI0WOep0BnDT6tdXvMly69co92rpnQXrUulYgpcNG+E1wmSJiLtiP8H38l8CNJC+4h2kA10yiI0XrIje5/aOVRF2kJlDhLN2+smdSntloMumGNE7rdQgc8K38I9LUtYpDdsqmZgC0YWqsGHeGr3gdKrVCX4lFCc6GcRe61clfJKvM+UVGUotnXye3xtllHuKFIVsZ2wcpwZmSOL/MkzhCC4UCKZQGAM8+yAsh/VcHvcmFf0xEA7xJQ0Hl1HBQS8yF55/RVOh1lws6fu7mmxkVPN6SIQ+BWMitWaGfru3TGRZqoghyECbFduY5sW5BV31dJBCGVKIvWQ10u8c6CuVOUEdmDjg6A9aEgFRrvEjua09Gp6jMpUmQo6TkI2MO8lj6ZjJAXtZj+v2YnJcA/+y6fJa+lHM+Um709VFWRULewfJ+CxUR5Iz1/EOb0Pu+Y5gpOwyWkcpeS9J/qZoiBcwnGqMXTNOKqyY9CQjQukw6aox8dwInofdnR6cK56a9DKzkZm4o3Tmca40yhmnhummYh5j/9B6NMggCqk2Ezbpfbx93NoLSvCh4SoHK1ebj5K48//g1G4pDe6plUJ/GTntesmwSJo690nxGWdGC4fdunujRbexOaC89o8bnf24L6z+z/S9QxjFPTg8Yxanx4yhqHXO4PwpOWGSgdBfBPayT+Iuypg7ccTfh0J10LkZ28gbnQLZ/tfstR8NtAckRFbOFgSXUCEQILZIrCRXIaANa+xfkQEafZ5LVxA9e5MWKFKsDYVADGyN0fn4gzhvVZB5y1xktvop2uDmddifBj1RKRv2EFb0Vi9pQF5nT1A6cEHrR8vF+6L/AnaqGlGy/bs/D7SnssSFoym7vBwp7RDxkgeVpg18KRPvlwDdFEQQUb/DHefGl7d1jzTootzovrNOum/s85SJDISqXng7MRWm5sWxVVV5cu1McYvGRfNSsq8F94VkheFmDleK41lXm0CPmjRwUOF6ArdzQpH/d8/C0C/F4Ntdd+PpJGsiUjRKqGjU9JB3frMWfCjlKrLAFIElqQi1yXNnwHnOtItoLEdKxRYbA06SD2BvjY678eoy9BXXVgTzXJn9fANQS5GrU2gwXevLZX8Ai/qCwFER5NhoMjl4Jh4AAvdJCJR8Wf8VJ5yXsbZ92vitDfeh1LeCNDTRMmFazEh8tAn9NTyR4CAtMgM4i5P8MptZQzDr6p7+ovGIYmhbHG6BZAa/loePlp4wZOEfTD6jRLB050xAzjlK/nSfRDJPdvMeIOcHnjGwMz8HfyxuQeknqPZK/RVEp0fUIoo/lbWLePo2F35Zo6vp0bLSf6TFoOtjW7xqj3AFdUdzdHrZrscjdYgqADasBoA3hDkb/G3uWELLRk4ZyPl0coDR+NrNbxJWhEtIrklmin51RIOKlV/VDKs8OfYNSjqt7sQCi6EGUBieeCjBiqUpOwR5rAF7wcPLrIsyKKd1dPtVgSJhB2/nTV/6Lr+tsS3PmfknfvILmj6tmSu9Ft5eL1LsP9oupdBBNTPpu4/3kWYeKIqHYVToM862eq/tT7vhylC+fHEyhSfSYKpkI7l4WfdBloCP6sT8+E1cDq/4OG7QK2F8MwR1Jv4qOGfMeYHNC4xmG0O/+BKZ5fg0qehJwaVA8re68Hnv7MrcQtvxpl32iSPFWwkzGjZW50KVKTPEAeNVNSpCxMf83qaB0zWyhSfRUHTCkcsMZ58B6KWAvCPI9x6EW9cK4FwpvC5wy/pAV3zD5k5C8Kf5pB7KNbumyfJ/a2ZeATBHHQJyId5k1U4Q47afzk2/YZCgHDnFUE+RzMX1iN3Bll1pLAvysmHwAoPSX5hVKuOPOs0UOhwuHF8Uiz7IlfgKuz+2CCvP7irFL0GOzfc3SW7HVEPxaJoxS+NoGqK3rrTmWg8gF8N1S9ro18082dMLr3MSQdga3Sbiw+nEMVSLly2IJKs8BqpW2FiRCpkHtMFMGTz684WBLzxXKqpE/Ezk2P7nbg7X6eLGy82uaBWZ/hRbNTbLNtSZdSRQI+IWeyjIS/Z77hISHjp6RNkZ8UHv/+kjEdxPEWsdMtLF4myfOG/ZhJhsmEk+ku7v2EUqiyZmA0QHb0WKSiKHtDiA5mp0f9umoVE7IHgqBYoagFWW8kJWeLljT7JsgZegeTnFYILEVO0m+CPXrCk1HHficYtxy/Y1dB6W9/utP4hIQpoOAYDzY7X2lXu2hv7tBlAMxVVmIBzGf6igX5qoozFWe1eZESqo6y43AAWmgTSOOlSkNrQAQ5w64zG/VslD8n9K50H7sOMRjv3lSR/X9Yruouf+YuCTQ8m/xJoOxygjG2shGQuGFYJHxaTQ8Et63Hpi1gYTkqTa3jtH/HfYGsW9xExnQSZm/SUUurAvMa3AkmCtwU/laBvOjrRt035PkMa7lWlB05bfN4bJyBF5L3h3k31QLYBKPPFmmH5O6KwsjFYHdFHUraeZpB3ouPRi6NgCPvLF7LuMtBUM/Hiq5CF3Aafqje8blmSrf/scf5e51kzDihh/SwjfM8tmUo9ABGC4vbpBVELox832yqXOAStG6PBNBO8WUbFEDoZRgqrWTl83EmJoXs+uXrIbTOk2+HWWNHpo4QFAM4SfUX1Aahlw1Ml3Uum/fmMmiYXP19/VRq+QqZ1VvZUpO0pzEgh3Bz0wxeh92+4dX9udXS30s5rLagAhB9IzIe764WBrXJBjQut11e4ru6B14yj9i+Nh0aXaWq0ytubh0ZNiJnz2zcMJ9GN2rqp77BiyCDYSTrx5K6X2OT3xBfVh5uTRMfNVr0VgUuL3wkWqKwURmE/hX5G38QJMkb30EGVYq9bDPdHGrcnhBGvFmP7E3s9xebqANnMXaSbgx1oaWyA8YH5f03mNU08vpJk2aHgkZ9vulwB1Y5yerEX3SjnkLEeyTe+5cc66nQWWUNGOuO5ugj/hggvcGisKc6crgMER/dW05tePVdpvccOcqIVZq8OpUO9NWIjlBKFFGzOK3Q1B0MLVqV9ntgVDVCWFQnnbgd2+T8Goei+tpZIeEcHT1sAEzNO3p49Q8vNQCr2TR98VgP/aUhn2/azaUoAD083Keul2HGiDI3Z0DiDonW+d0U0UFTvT3Qmg11z43i4QhCWHf7fda/Y3xbHfsk9lVWfQo1JxkTsmJMlT0ljqznn2ucAA5TqTFnTqYA55RUpVouIoGVEVUWrcHzbTi9KS8bZbP5T9AnEqGZKfWBSCka8lTzQAu7iqRGGzZ0bXTP1ko9TmRBeT0yq8AasnIgGFwE7njlNYXMQ+6bgXU3RqiXQ0A8tzBRJEGFGY1LlB/fgJkPFSS53lDIQgaZHQehCu3EzW3nmzq7YJ31yAWdkWkaYdIklgkJfk0aK5kp0nsjYFwMlRJq5/suSvoprLCFSRKOA+G2EgDf2MMlWTiccIX3fjue0EJsls4LYLNXt6QJ0xbi+CJcidMrH0Dk7WUNNyXcKXDyQZMMkSGSPDsUpk0EXZrrItcL4BMZ2ghPsynwHSsP3/CL6iq9OUjdDcka+wmRgh/IR4SjRdIPMp40ClghE8DAL/Dg6/yXDYp65c8hXAacZzgf6Rgcm/kUbR1b1+51Ig+R+PgMaDmHIjN+I9SiBNHGTCFA0hBKUidIo/MOE5isPoaXmaUMzOs5/zeFpj+5M9E7x5CTHG6uGThNqZxYulS/dHsg4Pjv5R3SynfG3cbpzGrQaEIIylm9qryMg5aj6GCr917t+lrI0XCetWPRagtq1/d1nYLzVru3iq32aPgwszn0RqzJqJeAK6WupTB3YgAChAQLl0vv3Iuxb5LZ0Rz5IiG2YeAyxPFSd7Yyn4nfiteYvTSwjxCbmUWc1Awt853leYAkmdGaz7uFaIWq/chZ7nemhP5KhQjCE2v4OG2dRDTVBCLxGW0gH+Fee1NMSV/lLlPhtxoe0oR1oQWC7G0t0TN+NMPoErJKLdJR6NGbbAOo4Gag9svUBWwhx6tY4iXRkvByTynFC6L0M2U/bfcni6fboSLgExnblSusEj6d21lfMvxqd+e2CQ9MRICSoPTlSK/4FyBQTkReqzQOa7HjrAuqB15ZdxUpg7MzbdlkIrCL1vZLlNepX1WNRW//IiSFgGk0UfJHhh5k7oBWJpRfy6StyiSsOFHjaXksB/wI0Qi+alpkvgKyxkJHNyaQmJOCMfTJ3A7Hb1l5x/3saYNbDPGB7f0mE6s0+V8Y/+BDCtWWAMPiIhGLiTGfnK3dWi7hBIBHt4V3s2eYy9EfWp239fpvJPho8cV+2vh5cp6ZUowljmXqLDgYtOyfMh7yJDLIQ2N9MYSRPhUYHeuo6Hz9gorMXVG6RCYox2LU/saGzMWTlVGTuv/Z/94EKG2lN3a+MDqzQbOMNbuhF9zl7GGa8FGXf5JTgyrS/2EFdHZhKH707GdCeHddJxRUxK6/eMGhY8PBlXKa+spY5W5Y8XrUWBMNwbAjLHUU5dhP9WEJWUUK/n+lnWHpsq6P4NDAnDIs1pymJW7l8OYHpwdwmDntiVJpV94ru+FlsEt4pU/00Ji/bFE4tE3bCl5cGd6dOk3wqVuEyzzY5+y18TJhedtMaKmSlWXQRvEW0AZX6ysuopdTvgNjN1NCy7q+7AaA0+1Q126VDZb4haK1QU6A3Hy0nr3z9lOP14K/sdNIOcP5rpg9d7dVFPi8iQE4tTEMXwaTTsopwKU/Wcsw432awKoDt9Xn955GCW2W/TKA4AgAhN70S0/1GSkkZede1aV1bPQlNWzesmMaQ/Z09JCTBTt/HdQnnIDL7PKButFKsGSNlNgMnCqSQDuXl/zZ5pVoRnk13Ji70GAUJJLN0ai3poyVbskE8lNlrtJgCZj6FeSvDq78Z3SHZ4OCzBWzFpc5WcgI4NJssMHZy7T8HVJriTqGh5RiFlLpIxuOeRorHnfbApXktrVPaP37mEzKdeOoknYPiO3tfRTLzU59X+ZlGp+VMTnTeWBVAGsm1xH6XrbY/qWLkwMmzCn8qhS6tVCr7v9EOYbEI2+SbDmi51tPVY+7wO7Or7l2CBtvyIjb8uICSiVKeKWBWStMqK2s//CcwXW9scjnaG71+0YTIpyndOh467LIeDhU61NUpR+5eGr+hemyMlinW2CSHPzCCJT30QI62jHpImSN0X64zEXRx7+yEZh/yyOTUnzspvZ5Qr483CPpMA7QsTEaQitQJbnfQ8YvzrxnhC3mMvx9CTPZAf1HHMFqQCtBwPN21Can/W3HTr2eX1w/4e0u15r5QmPcKy4nYr65iK+HJzBrENZ4K6hROCuMHTGhcuN+Ng5tVviTMEgSMW8ujZyNQmCvFrufJM/+PFB6fqeHdBwIB4wBxFP7qVUq0uawgIYugkIZKbghgjCHcHiFG9yKcIIjSoPL1IBNizIZ9ex48D7Gksonm+nFbD10SX6dwxVir5Tp/bqlPKvL4GyhwvSQGSjpWCnrnJIad/3fLqIA8xTZg7NgCw5RTwf7cV/Jy6YuZdWx6ybh9u6ViPJff9YCJLG5Jdr/J1SEN2YVac8ydNXYjC+3dXzN9tRlI1ODkIStrvc+PcOYmkjkL6PLfTcNPsw1bhPw2Z9zbLlZZN9swV/3NZTd8ZyMyTNaPun+5ye8TlCjFFZ+sKxChkPgPxQW746AvBvPmK2kzzzXVLnn28cYLL/9tvgtnwdNf8rQG3sy746BcKDC9hSYhFZeqsTF9LrVVMm3htT51UD5H2UANZo9kDz3FlFwInUGjOFJSinvuClirPIEA9ZbXQ/6iU4UMuYTYZYTpT/GCQJudo+8TgEkAhr6EdN0XobTnP5Q4QDro5sLPgD/IRTllwCFEMCQRHZCUNhontpm55UarV4q0iI3CpVpSsv//u2DFfgK2sY8d6RV4vCQvhoWD37YwXJE/ZPKMFcmMdbV2QUoyl5ZV4TAf534ACaGu82SRvcd1WfQot82DuTlHRgU1sN9hMKESjRr4nP+WENeHaGSAtaa34V0ALUZ3rzhP8hR9UOvaxmBS3xfZBVYJa/cbduHPVujmq1CwxDXW73s4MJo138KbHmKHKkH+4lG19QXyMLz96sJr+nfq+WS4fwDNKMQbJZAfb/jzks2XpaGZVtaDsGK0Zdx56UYfuXtoHjGq3cHFoWYLHsx6WmyxKJODTm4MNnpR+IhcwGTnXvVwkyKnia6efkvXXM8FsMxB4ZvJHoRTnYaAedoqLKVqgaHAfY19gec1bPd1zv25wIovlpkivqmsLDmO46PkpK6a9BlrWxMqV+w29K9QaXP8PYB2EOyfc5bAf4Od7P/OVLXvHe66yIvEMbeoPKQgIxsZLK6KJe9GwdZayKH0FIifGPWh1kF31UToXr/FJ8hX6o1Y1NC8N2k8yy3aLb5lNpkvie4b6qRy6oxh/0j666G3hzhoRGD/1LKOUUxBVdWhagwJtjBW30TQ0SSN+htX5dT6LunMvD3gbaGdUb+veRddC+rtYlIJ/fhIF2RBzkQLJY2f85r+6lAcIYukf/Wr0w29aDeLg76hl2F014AIJddNYMQZnhLphnhh/HGa5HE/cViry5Gu1Tj7ZglAZHJzPjq9oeXFcKCuv/SloDXxC0imZLyZ003gIf/zzu3tXlKq8X6NmbAZq3jALvknPi/bD7hzapX4zGdHQcILDwbTf0mvlJSGume34bF5l334xu6xmR0vfhvNiZpioqa09hzWVFTVlBuydBqTFP2rUi54MrQ/0ziNqr6ZHOKa2PtD2Uvxkd7lQeDlHAT5vxvvWgLQ4T2HTm9cY73WT2aU7Katl2ZcBe68u+a2wMoXNL4aeEiyNyhyEpf+Hebbh5AQAp+xP6qI0nZ22EThDJuSoSmu4HKmj1hrwBokqXIuZbTfZ/hMdRpqfA7ZX2cGhpcMAwv/85ZGbIn1I58CtU/VACfyS4sM1rZQE8kfA1x/zrKPv4oNENXMYlnb2FSRDggyX1miI+Asam/s8SG2RD3lVGwq/9vFuQh3zeD8YyaWoC3ZtB/KEyh2B0R8Xaz+Ga7LPk0IuNEOIIE+G117rjIqcQs0N7QIieyamMYElK0rERZ1vU7g8+k7iB4VJEuTOFQ1GfW5lPAnWdtQx05/SCMHiPlBoaeDHRF1jMM8fAaJp3Y0E9kDCHd2sZMmOhVJHbZ1fjGYFrnHC1tGE7iO+bqLybvrIovJLY0UcYHiOvCwW380nFmJK7FNN2H6rfCskocV2NyBX/klInfxmhsSUF3Tfbk01T+LtpQEObe4C6wZwv5fEcmSJj8jsJTLop5iT2bC6J/aitHbNw/US4SZbzWvJL5n4BMa1NzR7Wz1NlWA3bei/1ZBqLN/tBPTBFXFOoRoMyRLBMZUZ0m4cSc7gkA52zQP+wYH9eYWsM8buRdhFebSxVq63Mp3UXiVDk0JqJp/gNZb14oYPTHGmUbkZLGo8BdyZziHQP1XVY4vjKUGDQPRW+2zV4PM8nWwS2QPl8iehIrglDhoGTtciVFNWvkI9i6YeWmSW/nU+yyvgsmpVW/p+QncUu7srIAMRsT0bNesm4FRPaL8yTEB3tRreN8dcUPNgtiGXkTHxkvUj5y5+wkoshKeMlIskGdk2Q2Dg9GaFs83kq+bhRh7xFLcmuq/VXLku9ew5FP2ZxvCG9jY4Rj67Thzul33/5Qy4LJmqrOq8p8a24+bMJWbCFgYldcayV7olWXdgh33hIUPbZcGmUjyVjRNqwswNjT3FuQK38Nx1sdPstp6YslbQ7Mc7+rEsn5yF8f/DMF4lo59cix8qYV5fYDjEHzREP62wnNNRcSIBGa/098xquwpb5/uns2unrls82K2yXqAspTG0W/xs9PlLosxWVmf+tq0YTsITLR9JTlll0Ti/6BdxgZZLnNfmu8nHgYFYSaHw13hahzeZamRYHncHnMTTkhRPfdfveX7CpWciWRg8nFbWA01GET/uTcSs3vIoo7T6rVrm8krQRcbT1YPLUDMpH7RImuk+G7eXjbw95IPQVxzsOeNpc+249nsGc34ZRDGWcrzjJMFdxmAVPN5DUUv9FKOkrF6DYLis0ZtveO8l4BLaxlvRO4+ecMIRzgpQkof9k+9a/CP2BYjei7FcxNt0k/rqgo6LpTDpwVZFLpM01VBKvxZs64bZDOfzlhF3t2D8dcyNfjaCjhcuJivAOv1A50953q0dwgbFDnXeu+vSbv/boLtFisIFKXuc9OPFm7uAsFsx0tLacJgTTpDCIQgYTsq2unCCruO9qYtitWtU3tWuU40YDoWUsL337lQ6Wc4na+Jil7qg1RxZXbz8GvQriuRFp378rpLwYj2eLaPL3sKII3Fcr5+5LQpiWogn29E71xqh8VcgkBSOW3l1aHBKrkFNNMZ8YezKRf4OUIgYdeKcAWTtxRjJ0PHHA3YNJPvBeyq+eQ5w+1fxwinoY6fPpECDpHdZVrfXrAaQbS6rtugGVbzCjo7SYT+6smEk3ghvKNYsGbq25+VIoOH672de6CCgLFg02XhjBLdwKgEcsfjVPHAvCMnzmUqqkFx8Zo0UevCFgHvJgJ30xaETkONmu1YpqI2q8xIwbrDkcrKyDmjYD6T9q23pbThBXGlGVCHR97Vhnbqry7GNaxoQOMEQF1QABw12uzK7CnuVzJHWDIm5D8jbwXNeD7BulCmLqB4oeXdXz8EYwhlZlonW4m8pTWEZ+qPnuR3CjJgTzTNTvO0tUgIiG3jcgSgyJMTPfnSwf63jChcRN3gZxjw7iM7ahIIRCdlo56B6rOUWewq073uQ9c/tABaPN52A8VdKEnwgG5fnUPZUl9vH5hjNXz9wKPvdyyMHy48hzupCg/tUSlq5NAnV3Oj+DFDkTTlP4kNI3cLvTDQRXyNzjZzS37mpT8YD3P2R7vrXjl2i7xrx5NHPZyGNa00BZqBt+rD4aOz1dAKx4qMTrj1XZB4iKbnPmOj6nujP8Vbn97ToJC2VC7V7Bow+jzhkFQ75ZqAwfly431/5J69EpvU6Oia3kr1ZCnBDxHmMrSwHPnFYlsA22VpvwGH8Cnu7yuudijHvEQDro5I6ohwV8hi4Sm6Vpbdv2VOULTjDQ2iaHyIeMz/e3kpFzmUKZHtUEHQYkZKh00BCAQGXB6R9jnOHn4rWSYSvB/FZ3zPkNh4/ip8D5lZ5L02bMElFTLB3U4Zw7GfNLV8Buu8golWKuvgKZEzKKn4r7XUS1ORc3IrpWHeG8jsGhsHJ0akxP4aUX5ulOdqA5tItkG3qsFVEb5v6DebrQd5yG0yRQyD8PMgTZatHh/F/BpQPHm1rysBTwTr5YQ9GU+HVVqHdQVjCEgNJL9aZhsGkKN2zBh/mBexdpOIeXjg+RyW3XDLQrIRqjw1+FEdJRH3ciPPVYIKWjThNnQwV+qpSgyOQpuRKkZ2bf65Jb5j1+OQrASfEUFRMmUJE9AEzA0H7jKpWkFSXHD4U33ma1+QFvL07tGL2qn1Ft5D+08Hq8T4rOsrWIiGKWUzBGpdT/9B7wKCcZOERpCZKuZgUMZCMuPGaVH6QXO5KT3l044ochc8yb4/ImJ/cV72lD5cPkyUupZxXKBzPU3tWePHE9jK7BNFgj7F0uIooMIbN6tcx1KanlX9G+42QkCtgjtx7wRIW9V7NNS4W7/LG94mZQCz68b9nrLMbOO+YJKt1O1UtY+hUnqCLqj7mvZ5S68s9+yhMQN2Rmdp6ioP8szb0OyB7qLE4nVeXNydA0ZdMilgWvQzPaTxKdIEt0ybODg0P916zTn8inWf7ohvcvcf+v9mfM4E6p7d/uBON3dbxoo6ZadyqjLle776gZ+JvKrLvrp5mPHQTDj4XbxtCAoVEQDZjtxPLB48wOqBdPLPgkrP89GXJVmdwPpb3mpAUccg9GoE8YHj8lbUaRPmjiHS9tDXpNq1xzjwJW+1EjCzGkyxFBfLESQUxQf9h9m2Wv6/LzGf6MCkwFdxghPyRBrIHbno3yI+vNwzKQtMYcoX3MgZQWrGYaGa7GMgp3EZuL4BbQbx6oSp9nfF8pIBr/pVOSCrLZmCpzb+yHnpDuTSeMTia9cyWxUulCUIED3p0l6XYZgzlZ02eC1cF8VQrDhiJFfkCG1xHKCdcaY2FdaNbXZ/vsa4TAr7XF1HxCAW8Znu/7xpVPg5qWx6XpYdq9ZjKX9ea3ucsZj+wwwyzfhxRvYf/OexYtkhXs17Y9t9vIiU57vpPMgCq5PD8s7iT30VOQag7t+AtMDIkeZvL+W05R2tuxJvm2y3e1FjFEXt29rIXmmFnwbIzD02zX7DPKInrx/M7IC7KfnjuKUDp9SZaX2ym5u4uwUlxjWvDFKJ8E7X+UPybFr4eE4s5JddNvvHn63bljD5/mqEzhv6hJcezMJ2zqFVlxkRPYLl7so4nomXvyva1x7X0iPzpTeK1aaV4WqJ8nWz3BDtjFr9oBxRwXLd1JePzJCz9t6Kz5ic3quq1+geEzPOled/SQnPdNXwt6sbQQ97P2VJeIT4G2iy3Vs6lc1yWV7dweuteb+OU3uQO25G0sxi0Ni3/SsLQLBybRAu+Wt9iTHpqL2XiHu0jz5trrjdubaTYe7v2WNSC4RCoM/+3sTSrXPRFVCudGJHDsQeReoIGi7d0EDpVTgw7zePtSPAg5z4KsiFPHg3uaDpQJyN+dxyInz3sw3N2Q68vW7/dVQydatYGu51irK3kDwy6ctWFMAYsrxaigi5BMafLYjQzIRS3ndxlF5ASRwnquk96zbQq23z+X5ijPmjg5i0fN0CCuA922ZfhPZw6gUrgOTDM5w9q+47hiaT/YJBSHpEqqf6ZePEK3aoHGh+ic/rEIZzrLQifJpTFwiuQ+XJHSt0Fwuqrd7z/fjuTirVA0lCrJdA7P1HxNHgNgpvBqej7TxLVJsMbPMdthFjuftOhLa89AxOIFU/igTOPUGI2rRBMOS+ay5K4jUglE6KafHzh89Vj+IMwHU76v4e0ZjailEdoAYCe3Kx7oHQ3XP+zBD3A48PcXwU0lnbdEnXWyHyJa2H6gDjUij+QV3hT+v1RrpqjBwsDO0jIcLmpXlON7xe0sULx/hKwF92d0hVh/sT7Yi+YW5RpStRt+86+TrpHL57OJ6+FzCDVvtztHB4WtC7Zc02JpROnm+oLzkIZYLhVM/jm+i/B/49dhVm3iNg8FK6RPW03aAHzvphrYXjk2Uwa/r0vQ9LcN1sjaAerKrF7CO20dxGbifRWBI8T/48kuz5QEioQhy7kKYUPqnr4gcBnt37vcOt1N5amDPr1R8vf8tdBC8qRAZl9KseYRGHP9pKnOxxUwq5B8muF5n9IDx0vRQ9OLOTTg+NnzfSwNJ1s5F/yBXudy557HjqSofNJHffaPbT8GAJJpuihqKNbFVscNJAjw23E6p4p9YhosQWggUNvpKkfKJl+NvG6D5An/a8MRo6IUSQxFjXAmx1l912vsgoJ317Ai/FDUkuyNl6op9rMpupOEyXt8fTcbnDyzQ3Tb0K5CiDcSi6WynwkWYqr2cHerHgebE9HwQl50qjdPYhw8aODhN5jLcIX5cxKuzfXftpOltL5aho5tgqYNb7AQiyDjce1WaQcQO0pdG7raUGBhZndaHqC0MJQS+dxbXlvctPM/1JZC7nmuINCh7/U15ElHLQ9+o2HwCXIRIVOFaBtDCtBazvy4YGKP78/L6/UErLchGLEThA8XWRAPr6Vil6XGCtvoSh7tJBMwc327QXzmc9EOC5bQihV85tomexJzUwkEHdJ/8D8pC96SrRzm/nDwmG3DQ7DECSeEUdRs+iFqJzoE4urG69hVGUrN1AdieKybuYtAzf/cp0M1ewbTpS41CyCmKKH+m7XKrTtBQY1D4w9MoPNsDr30gdZltAdyjajrieplIcsOEvvRyoXdMN7BXarW8KCstwZCg/CpfP7AzlU0yiibnTjSzSXizhFdWcjayxGGaP+pNZbjW5GS3dbq+fMDBAxFZVlzRDVZbTiNdM5qz+bvfbX5wDF8ebsApoNJybpo9N2WBtbUpAyEyOejEpZTCler8umM3A9H9m4tGjUTo/wwiZlwb5+b4mK6YVKik7q+LFfvZFRE/2e+p4LfQin0r2nO8tGgNmUsLmZGehisYfs2toNKPK6gPEe+XyCGRKAWy1LQV6E12TDv7bZcSOnu+vyBcGU/V+aoM+JNhMY5Ibq5zZF3GpTcjZ0Hs9vWSY6J08Cyh9+zZA2DzS3j00xpNvhxtUL13ZaLNw9QiMXlCaDOe5LutZUCgat3WRBfVnYTCVEXTS/MVbSm5MY1KacyabNh0ecyDzDntH+gaF4iqmYLyZuhU82ebrXkQfqH39zCkEp73w6/RtYMAHDgT6hyUYu/yMvbP/YmGH43uRve/AfIy3te+JwwR+ghbkXiabmKfj4PmSaYqM5taaJ/BbFVzLyBe0f42jrHMPQ0KLZiCAGK9Mxv/axmnDI2R9uxeRc20xqHz9ycz0pt6juf4Uh407P/08pLlDj8rNCgiwH9GvWyrXChA2V8fqhgGGBwZiHGMIfPMEUAJbcQ39JTYPcDpqkH5oFb+drcdwrAGebE4HGG+rvh5NcjBOfIivtKGoX4jC/bg23EMqoZB+uTmR/b+V8od2USceOyZahS7S0n3d+aSKjqZyYFU9zOaY+Tmf8ieka0tgo1VPmBY0JpH6gdg8VYP8LH7mYo/vOcTwAXUGQoV4XI5WNsgh8UwfL56nO2QnM8kkhqAUVRV548c5mdj5qWslGmxORijJwEeJjz+OF9+XKBWrRpFFWvZBs1oVcOua6PdbfyvuH+BwrxMV20XJGVyjXogWfSFVSYmtZcQJhwBLdnb214VTC3nJBHFj5thtbU2gwSYX0INmS8JPdj+Z66g+i+fDXCvYI37prhpsKfpN5LCwsIdFVO+x3ru3Mv1KaNiiSsEBMMMV9ygh1LiLCfk3DjpfcRpv4aoAJp78o4mNKFTXwPeU6sDYJzbmpS9gJbTemDAuBHHnMxydAtfavYiADJhZqJOZcU6lMF7gAEwwLuP4luJGKww1AgwDM1x1pmd0kl9IPX+NJcNtZ3IcMNS4JFbfoGq2xC/5qJ3rF67pghIfNC+PXp0vm8wPT1SkqVJwOf2BoMOjxDJjGzTgepBYGVCFGM5I/Gxz3MEd+64Rezb02nj8mPbHMPPnvztv+FeB41Z7C8WMXGK40o4GNPipZDL9VUd7zXbk9/kk7nyCUv8UoZwkBK5GA0bAMw5jZDhm7N+BFH9khsGSAMbkOFFF5LK5U4z8Z8m1sXDONBkD3so5l8ct2U8sDxfN08G75pZoUZQSCt0nWd6K56CiWDag36/JyVRzWHS1InGo97M4ShCqXKJIDwceBy/rYKO5kisER/rM5Kin5IoWCsJUIj6Sdep5LZDyNJQYdsM14JALA4KI9lYfwdMNMGzbF4XLiPSsOt7DsfW5kNActbAM/lXo3Fi1++6thJ/ffGdAZ6/T0k1eNv+3/zSFAYmCaFlpaaR4WKqjzD+Aax5kokkBa8f+gcYla5qiyLQfyDHQFRjls/0SUxlqvPaeJOXasdTgTCqrff2QYRbru2LaRFpjeKpgfFRtLCDzdMxwJQbeIDMuFfB9U5j3CGoyKzllU7ES82zmxK9ZEfoUQHO2etj/Gh5u6BUYFAfW6aPtQHL2yJMTrruNj/qC3NptpJUp2Omxmt6OpoM4ZAccxz6RJrLLkwTMdOJHfVZd9w4HoeVNdHE5BY6br/dPx3+ArGT8aFcSMPQ2Oe13ktjZq3lTCXxx0LiejFGH7+oX9pQRdL9nxAwH9u0S9fmdTgXAGBMAiHdnxhlM39Yg10BNz2nkoYDkuVj+5DPWhXn1/B8gR4DGjLE/1lSgVseBwQwq6YRl5HbAqIu7Tf5sjRCKQW+0kxON20lBJOVGv3ULAG2ssUdv4dLZq3rHxC4DS3DUuVF6Q2XOlebifPF/upWDd7wJEwiSF5PUjUQzhRMNhqxJbIgNUqTqYnO8918hDz9Wn3e7BDVhBfMHIcvVaJ6KsXiVvghxg2V3rILNtQaAEPdntBzlAsq3vFuJrjpz6vZgPyCdnCWeN/QiUDbmIk7EDjcozTaRiy4BkjwfevyGgeuXdBt0JX2Ol0oyyONPM4qAu05Z2pvG4cQKFCgQK4/CjkgK2VHNjQCE+hEzajQENqm3zARBOxyt6xFk1PsJapzwfUkHo4dke4Z9V3GauHuWDKD5haSBJRpKGz5BPedeEM4WytIJsvPT58t304F2/6Iqq8vKA3rhgSy4+ztDuTurEuiFfwjXRE45MM0z0GMF3ONA3DhT7/T+hbNn+Xf4la+lOhxaC8kaYTiPyabz4UMvLZF8NSQLexmn6etn5YWdxmVVRcW++zSW9wSuRZIA3W5wJUM7MvhZZ8SU2DijRdPaWd6/puJBeT1ZDciuqRRTnEACbetpsOmNdy8OGY6l/lA++F7ZP7cdeIcZEhAZEeoMQDnaoU2vi6obcvbcNJRLKt574AT8TDrEYz8APx5GGz6L2ffsni3zNH4C9NhghshRQ2SB4pYaciuuNXEyHu4pOc91xGMJdhsY5IVLMJnrOzJfHVWsIWxvoO7+FdVWCVxA5dn31ToqgLXcrCMW+xK1aaFcFudoELJLBX+lJTIOC+HXvjKr2+zqxLAXDaay7dkn8nbHmnIEZfVQ/PgnRdb3l+YMQYAab8ezxkSrZJI9nKAg9a6LObDilBvdVkSYR6S8FM0k8onq3lFOn6/gIdOy5fYltmBwJWHGsRt/F5dQA+a/EAux9dG0cKZZat9FJTME+5IvJpKdhE3c36svKL5CeR09ZwS1AtqAiRxbjVh2PXGuokKuhv8bqxbKBvq9ACvgBHtUq68k6zZk6c4dOQJRN5+Jn9dq6IobE019jINN1OyIgiuZEppZ6McihTJJXKubkpdk/yjzaTmuOK6KLtv6KVjh+DKQO0PuIET8w7RjZiKEozI2/hD6ejoiiCxUSZlHMEM+4Qz2eT0TDy8g7TnkRfO1LOLwi03FzQKEjZ/LCDBpISbBKlL0U39aNu0pXEj54bX5cyYGjalQdrhkPUm2C/l9tqfcJ9tAvw3TR18poKzXwnZGJaq22o2VXo4CnmiQe6UMuODdJD4mLb1Pfnh0GylbgM4ehUESYvR+FroRLT9nLo4jPkGgUm9yPPPx/qAKlU1U/gYSjOueXzC8d305ErAalTg0qr54BY5NYGg63bnNJAsZszjO/WkotwrmjnNtXhkGFPMUOZ3BumPtxnmCOtymnuObO38mUCajnpkkCczfjG+8FIpdphFjGIn8vCcUx7QQILUyzjr0oMcNgfs53UVjUwJpKG4DdKJQFczKlFdvf8I3MCOD7kwW0NKFu50CNN45RsB31C5mO3rDuH75VYgTEe5D2l1StvXMCQksgFHAachXXaIRGVG+JBRUOUKlJ77n3mdw0/bDYQuKQNxyK/0scgUoLzh3d+7ja+5L3OGu0q/IbLArbfUug7TGwcDgydZOsK04PavO/NVjRiJvxhSDqGO+UDjpwX22+s7NncI7Hw5oSm4qgw18OBHEQ8hXyWuskuHkH/GNkloN39ZlFwrRirxOqEMu1Q2m2QpvxZKobtfkN/qcG4qx8AUpzlJtl/cz21C0ENKuhEccOt/5/kpieolUE56F4M9MuNT+q0DxVh4XQ40aXHyCz5ndVwiZkYViDNyrnZ8BEnMzVLaovJxow7dT371XkkYz4bjM+i9Aa1wTmkTwdusDhg1B7WuZEaiKZDZYTh5j8YdNY7roF00jGDdaJo9KgTA62ToR4kUA4xobAh5qGuYME7pUgSwroVogc3co8GJruIMidWprJbcvuFpNQ8/9gG8iOM/mu8NoepQQEpvxHT04dPcUG3iexe3mdGkSIYE50nJjNLnDA/JFD4r9f5uLlzNWRkBaQORSfm8pjaXB7gcwJxLhDuGYHLu3NGmFKLCn8ZGEDpo1bo4OT20jocen5jtsi/gfsa4uq4NLZ8IszNptcldavrwZzF//6UkeHn7nZHKTDlE0mA5bkhl5npBGpkPgYOPen6uidPhbyv8DSmG/aqUf1bgcDus8cTZ0/h+OlAco47/xKf+A9oUFqudA2uzG4NEc6xRKHzuk7bKb5pu5MUWIuNELHEM/sGoqLu5OshQRN72tD2ZxLxpmSWQCzJbZcorr2TLQFarabF7E45WB9FT2JqpqjdDPoFVKVh8R+sGew5lnEmCYayw2nuJJPVmKJqdpiMa2dxZifEXLf7qzErLd5Vr5tchzFqUcsa4oSXIMZNwvYwjXTSScEHruDabaTuqf/4WXf4oZcEQmyGt9FiCk6DhGfCTAwGgP4X92fYXYfsCNOUwgSdN7iWEdNxzF74wbsK+kKEXgH6LLHmQk6e1ijfzEFzUDkmoNQTiNS7mh0njuogMpWgvmuE/eUqz23xsHOyx8YBIv4Jgf59KxkIY9OkXUMdKNrhnA303+Id4dYTF5dgbwQIq4wsawwj8un6TQQZnR1I6ef+M65yJcSaSK8rgH6nOa3rLnk8R3wMIR5OiraqJ8islY7/GuQys0mpdknV/PLz7vNTcT6nDsU7Ksqv4Ai0jMo6DWxPPa2AAiDIYajztWrq1N+lNHN6ou7G+qabOghy0yf90GyRVjdEFIPXMpvPhhujobPFNNrBipxafSOvfvQ8FyBa7M20pOPnmFYXOBqcsI8DMZjCPpWfDM6l6lAOHF0FZflsQaLlaZ2p7k8ZM5fLsCxW/XDlTWWjF6b1r1pypgp3dAu0S4nkyuctaIapDFyQbciZ/9pheKMzwKHyjstib9DP2FamitnmJ/F5JZCHQ0x21Ufy7O5Xj6rIv7nimysKlDLVNg7v9uMT0UyBbi9nadLqBMmM/RXKhaPt79PMEprTGpEbNEJsq72JFfK80f19siBs3mAUcLGUxEibCVSpwvjCtzcFYBIxJYFpuZhYpRObmvlXcB3YiXZKyvVj9WAGOu9/Ng57ifhL4HD9q3KI76SrMvqwvYudzYv1fTkzBjfu3q6bLb7FcCad2vuOOtjw7TToN8znrU3ir2mxiI+aHo9XlK18ax7A4qGeGICpqW+DiVTqOAiZ0L/nIL0UI42z2euEsy69Wpg8tGjEelQ2Y1OhhlCAwss2jRY22QsyV+Ej1EHMsZvTwToHpp+CPedbjik85R+3bByWKpMqqv6t5bwjFZCycdfZm6FND8rVc1QYCus7tvd/66QccaAimRYKLrZN2t8ulEMCWg1S+zm4gGqLhnINOlEBuovZGQnfVaV7nHuFiEh9jVjEdxB8voIoHghcylDzPUlq3zrlXBohekCdtE+jlXfo3waPjOGEKMtwGUA2YuBNPbjLesmPnJCYmC9Vc95CBNHoed3p9iRU9UNw3I9O02UsCEMUT4WDaZV75TiY8ZdKvVMVKOufYOF7R3Do9JcUupHoxBqTbOP0a6s21jhUa0tKqN1UAPavJ9g9bSfmsO1rBd1xWIwzNgekv4FTGJ8IXy7bQ+/dFu6vCwNKHA+SJ8W2qoGsO/vI2Ugff70oFiJPxT2QBwQaJnDsY8q9Za9eyU76zVGX4rSbAYHj/XWbZ7b0fNesDFB/ocxDSDRUTcjIHwg+DbGnV5oR1TNJJWPYYJ30nml0RHnO8jR833rK3Yiv0BbRuYt115KJUqSI6DaCmx7NWrDWGC644u/A1vN2kmN4NkZ/b3ib6CBczAmQWr7/L0EiT88RYw0ZOi6R9kqo4GbRRE00PbsqjiRNLtcfjTTa+bYlaQkF298/PARwIRdeSUzSmnHSjJlepFzRPQce3kqXVFKZY/37tEJgMCpmJ3NF0xdUN7sIz5JD/9jv1e/mc/Wza7N6oquQ2rKy4y51GZU0M1fC4jRsgJFTIrOou3P1nkOWdg9tETm4JgGRQGAJF1zsaCYVVYvnPZS9+QCbXOYMovv1eBxeJ7Gf8KXpWwur0IOSakTMkpQxcEOadN/pGKZyBfSCVr3OEFt0Dp1oIH8XoxKOU/5PJUZtEAT+4RIJ5kFNJPG7zp3nTlwX7Ci136n1Sw/iaMmadNgEP/hm7rbuZlzB1slXP0FXw4KY+FCRbNR1XGw3SkfcEDIaduXdqKUexWhc3b1cqfNgyk4WTdn4gXrRxTEK/0f6FkBy8hTJwDp6dLKwRMksZEtkc4s4Gf19u/RenSsdOsvByvafgMrAmA4rpq0umF10zeLVYnErZQvhE0R5Xt67lQYs+kmZin7VW4O0oOzYpVZkWXxy2jRxVUC8W8tUeDwLJjVpf/ecWzUnfq/05kjxtt+igtJ9dG2LMptP9IWOJ/3Ote24CiagK0w0vDl1/PcTqTPno5mvTed1R/F/2MWCZd5D+PDQABK7EyYQgp28O5gUuwPg6JNUX4ZaMR4PzBaOgxsURsnEE2BohouZqcdEsRRg5Li58dLdh/7LgPlJ5iwDuy70m6RtqbwJxqJ7fZeQvEb+lfPjUxy1jwMuWujjPja8tsd9VZigbxYD+Wrs8C7mBKtz2+G8dqeJNhlANkDQnr98h+ngLR6dchHlH3G1bIRjKtrLOwcy9wllfyfrtgMOvZ/bBGoMJAsIgTL79MxsltYuB1o/+6K7iDh9UDP9s943Mw0uDrK8AUkGVGpzcMsYPS9dlyRYHk1peJ3O8cchN02pQToeAM6ddzcLb20i0smy2URoJ2Al388zGyU4bQ/D1qJ57vQT7VxXuI0nniqvgjT+6BYLab/l0oSi6x6bneMcQz2ojouXLUJyrQ5gky5c7I41lgzQGDJ577SS6tx7Ds42bcrXnQMR3YrBCoj91clKJ2dIfxZ5MMylaXqNKVT8zZbWZ3E9VLbriGLaUiiAJnSePaRtqZgrr/+Shmb3UHbWOR8XJxvdTft5/fJBZ5o6udebKolexhZMFwS0cnRspWSWp+4ww7AifLHYYvplENm2K5YQM8+93gMAjPJzlNUi4irRJzupWgjuJ0Px1VWgJGcVb75At6MP6IIfyEZRSPOlQcQ/HhrNdM6/txsVL4hwPr34PCyL8rHmGNbtBWX0VYWwpJkiURG1/ozMqlqP+HVd9dNNifM4AtOSFIji+YNaKkgdibywoNy32ljLDkf317KWu3aWJKL6UQLPKFYrkbKgnZxkso0WaXlvVVnqWL1w5eNAB79VlrS6Ccl31JYkWOsarO7wTp+ppQTLQQRXU1ucOIrSHsbbkFQhe5OSpNFlnJT6eiZL4NSTpxcSoxJxA2cjcecg8+TreRwknbZzJmmgvwnnB+NRsNH6UNYSUzLbOGdU42DQGZQoJnlQx7feFL7k67my7DHxtWTU55T/0bAsakCIFVDp5mTPSh99m/3l2q4UM7x8KPtmjjzCxz/dkR7SoEjQ5e23UTESl+DwVbR6sM7BJy+Edu9BwwIbY6YXxRqo7GbpyQ8Om2h4NptgyyOUBLu6UwJaug1L0WaXxRkagm2LbfQfCzwMfxKxNic8v3hD8vMYHJ9CKkttMgd6U06FZ5oY9gkOplIbDgctxMNhcsx/XqMZlN/4WOrNrul62uCPTIfJU3a5IIC05d47TFpQ++OcDpXTRtsyspzh6SGehu93UfARH/e8hbyhowDd/2RBSEQ0Ab+HXZxTMTWsz5pTL3hirTCsb1K0RoRUMBv46yOvl+38Mbg2/4TyJ+tthVaVtOe8B7D4ApY12P28jHT01ijUZjkaAcQT8Jh3CybFO/gSndwEctEuFjml6NDK/Rgl7MzjshLpqq085ZiADH+Nmj7uBiaQqz7Q7xGn68KTriSzApADiurfwPNUtfpf8+rBzkvi+aQ5+lFqr88K1mXb2j5hh/HmPXZoaoI7PL70Je9H3hTS7FlttXNTKDELEveQp3PcxPIvpvHENK/dAUHFXK00EqFztoorZzOYzqFJsBigKedKCM3X13XdkKtArwwraZi8hmMMe4L5siP+s9p5KvfNcGHlk5ZxXozjnD8Dm+jblRp7vYPVDNgFsIdy1A72LT1pEu2IkOY7LjYV8qGNOm7p+euO0noMTYkMlpasZ/HU/SBEJrO/hJwZ390i+YzE4DIwMB52J4WkDIH6my6leVK9IHvi4UnI/1nGW97bGrddXOV1Xye+9mnBKTvuG0zDEE15GrL1ruYEleSmvSr8UKBh5fOAG31ZPovT030LP78J7CiQy0/yl8HBR4khKEHSqjNZGfd61heosvAT6Fpc5S/OpWJarwqli2bWe1TpLP7rf6Epx3UPTjQSTRHCLXIw2F7Y07/cNCsebP1tun7w8pGgy/V7BIQdXCy4w6jViCLZhU+aF7i06S1QJcCxwCz3SAgmdgktfiR823dlVjO1PzUQSrdMc+xQ69ixdltz5tyXB+WV5XCkDVk8AYffFvee4ApEALh2YWXSav1Cg6ZybT7y/go0zD+iQCSTYWHiSdlYMWqHCl1bU2imjPJp2hobcdacKMfgRiTJnDvBjUTACwgKqrP5+FyBxEV7C6ciZKQT5iy6VK5PhiMOvT7ynwahhjJi3n0oJN22Aqjhj8ArLx9IUHh9MkjzHhR/+gh3A/SXFJ+chkh/3kuW2iJozd9auUEOHkJejEZpugz84O6i2bjRUoo+Lm5Rqfhwy06kZMo+1vXCNMvHGi2Retbc7T74Z8dmlYOmKlYmNMgR+7L6qmxQEU9Zv32zAxmQtqTZMGV3pIFP9+R3ShK54nGrD4ux2g5/vCdkAfowS7jf9XWZ26cHiFnDpI8WcQY5mW7nfoHpzJtJ6ZOjKls1EWBNKt19Hw0UWSY3w5ZLZqj136WgGQ3lk12bc6AhbFQo3ERTAnb5VRPDplERyFjLE3ZdpDbKKqSgpOSQzdn8DS3Bl/L1lGrceX9melETB/eAccmhIdXVc9RxLn5vYxFQC2+YPMl3T6OD5VUxTZB1cX8nxfk1iTKq6W6ok7aLok/l9qpn71ehmnbMAQTX9i50MihlZN9q8aMRq6OtYM4uT3LhN3MvVNBFttJZc5WUTD5P95gXjuRjnYwq+aadTl8mBfD2Kh9LtASdTyg6e3cFLG0/sznIGKWlE8DyVAU1A9K/CjX8HT8p37r4MwhLwJNlIf8K4rKh10YuO590mdaBZQrGG5qumvsMcU6+TZ6/O6PDGb4jfqHw+BsFktwNT1VwMsLkSI6Np5tKpvJno9Xly0ZMUXxtO81hxZ9vyjnmWD5dH7jT5aHO4dxK/uX6XHFex7Ip6kC+4R3GzTj0S6i0idiTPudE/uiibbHnBexxUd8M0whX8fSOg5Hx/Vr779TyHsvON4XphTv3cYPovfjMb7LjPX53GyaPXGPkIO8mNp03a+xKNwr9JPVad78xewaHEbQ7BuYNtZdd7WrSe6s+N5gTWpdYXZhxzBef8z5jztIdaxGWYfFIFz0a9wGi7DlL4/2ZWNcNNXpOEqTlFYyw7Ya0Oa4BAd3X1EWD1j2H7Q2WizEkMIHzK9UkipYzJV4UuuhpjDEoozfrOAVGDCIqSEVJnwFJftJ11z0l8HtMH3pjihV5/BmHgtvYApUGc/xjCqZaStVfwA2oA/QzbOFckbkHlL8z8/So/p5gKtLSSqyn4brJ8I9k/oV2oCK32CGXhMwX3edBNRwP/nA8ahP0dMzevScJu/iQPXshKCSnefoGZGv3SlwoZTnt8xo0nVYXXLnUmKWP2pZb66gd3QHBkDosg3NqcPfceRWymoUX8X5zmxi8kOirSGhIoEgQuQp1nnDlj0MdTqrB6j4Lq1jkMpMvslLVTu6NI2NCHeuF5UD9JraZZkPzTU9tDolQ2+7iOpvo9ic5B9oBtUxgrk3fPtLF55Ngs5MF/GEZiKDu2nglKY7FsAJ/QbSKz+SxGhm9SBJ9BICSFTnGHVIyn8VYR4RADg9h/GCLvDNH1y23voWZ/ui4UFj3dEv6SlBFAtWWRvDTnJPxy+sSnITYLQQpIDAKsTpcFzkqw0Zz/csq7xa+/qq5T9dYOPUDMrEUAkfaoohZgxVaxuO0JNxYko4vwne2c1AmMcsRyvOIJtWOMFdUabwVwvy0e4es//tNbHJlF6ViUj5LnqD63qEPONVbAC6uMUIcp2deCfUuO3o/nwUhffCMKdeuauf0egOufX8mmjLre/qoTw3TD4tCyTMPlyDqG48ARQUNNbrBcXIQXN1I+l8dxE1otBL0bgIlOuWDNPHR9GHa6be9s5PSvyGabKDg7LZUAJSZJ2OHcMKYWwxb33qEWcNKaVfEMZEd11510ga+YIM//W9RVye8N9Sjb3v2vK3FLPBm9viJwdKWe/CZyzntjvcwReAGPiHZWYnnkTftdVXkzndvmJYtHYSoSL1rmA+SVfBiwRIdyTKraPDtlk3Q8S66MSCtP+Iaa8sTnIXVI37rnaOBIFeCPNYLJ05/dLcxrNSdq76dZOTvR8WZGnvI6+gGTfmyWn6JxwPdMFzEkZCDg5ZDZWd/EkvSFn/lxuxINlUtyksqeHRlNoQc+IuCISfqYpOjKAT9y+IQWlUawLr06o2FlFV3JG3u+Y7goocLBLyA/U2pai1a/FkfwLF0ZZABMS/Cru8ldlhrzFMPgKF9SvEuybUj1bn76EjwKwx0fbRgvb/FWRvN1Cw2yzdb2CXO1rpn6BnRvNEDsg8mOjQwDR0C4P2rwg7AxLS1UooeN0+4hN4fxdkfgKLQNzubk1w1Q+t9ZYwmXGbYevuDav08mxI1cd6uvRaWOjUmfQFssuOURrB9SG6hSFloKOdGf5jrUG5aFxMQ8XgiiMGNvgb6oo53VRYVZinqV5v6S+Qw7drIBH660TyQvjmm8NOYlfqAIlcpT/XRMa+KTdnWvV9ikGLrTp1qkgxYrOe1YDMTJlrXo8t+tE/cGI5NZ7JSlft6hxYkhukUFA+vSgoxTG8vxb1dzE8Ve6ci97zWlSU4igbOJr2NNEaYmH3Si9PyfDXX9QBP78TpPxqxf0iL5wJbDNzK0acOh7OeqJihl3c5w0QFz/U1VIt9E01VDX/88jtV34OtT3RcBYT8Oq3G0eHC2eUjTKKcsvCJ7dZZh5gbKS0OnT+uJVeg9JUDIwG9A29zVfo3eeAx8crl7b9VQDl/j/kUODONnMzaMOH4Uf4cNayQoBQYIeJ0+aFQoPz8a+ColfgHEBmEKNLEMcqFL/skhp9kKpFUeJX1bCCImLPVPI6g0DhY93bH5BrTVvy6jLhRO1I0QIKJubfXcvHEJi5zz9qh3vWc1xdduFBYWjkF9YA61z7ilbZQowgDpaae80afkB0gWd9XM/NgL9aLR4TmAOiR+XjBYmwqZxTb3JWBaLCKNPMzLiiiy2XYdAheWwTn2v+EBbCUb96waLCdiN0Zd3xQfBHUl8tR/yJmWHe4shmD57ACxnlW93+aTyLljbDswCcliMrgH8n+V5N3o1uPirWGjnjHwC9Xkidtc0tKzS34keavZjFmQu8+gdethZpoSXku2aYaLp+wYaTxEg03++SA/Hnz+YJRVp6vxAW2IFGrCMjjadCt2ybhVq0cgsXbO+ZuA8/yxRBj+gl3sdacl+WsBuH9YVBC6tGzH28b8vWPzVI5c71NbgRFMgBRKnuDCsSHu9KUeiwkMertdx1H0ahVNRih99j5JsQcxu0X8N/IIzQXZTdwSLu+bODNcHoCIVJxYjVh3l2OoovCO/ZtUEuIMwOlkgPXzrXuDbThcsrdgj4yMGcu7Pn24JVbc0n1PrhkFrnIB/9vCmvdQJG8j+xeg5yV3r3R3qjnwUv2HtukyRFDz72jEiw9x8Xj8w30ILbREePBnyGA1r8idyQuc8jxSoUQCKdwZpyu0NBvayHAFl5Mgzhoqz8y/AWFmgFE3Qhh0BQ39lqYs0pygiwNzUyrdJ0v/rvuEtdm0orfng6gKydFY+Kq02Xo2IPPYMuw/FHTUejtvhpGat+Dgy+4d+T0w3z/4m/XF1UK+X2Ioq0ukXUj5Qq9DTtxfazKKxaD7lk2uRgS8q6PZrfQ3d2de4M4TcWjJn/dfdTnNyaRQICFLgoDrTRVbWTCWH7iWGvCQL0p92O1rc16HqJwt5dGNKu0bsW4t6CIB4hrEWYL/30UFGGmp0jPQ6KyQzmio82FzwvVH6ueA8VNqGMHJNe+fXQsJKaQVwa4MXi9DqVpiwHQo7DQ2rwd1D88AGriuh1FUpOE9Oc+oDC/FcBzpbA4NiQeWk5fi/g5jlfuy5irklEvB/9rNpcu8Q1VvpQVoQE1/CqVWjhXOHxuP7E5PIEijiqM4rkRFzL93Y87zN+HW/huK08p37SMuf7z5rV1eVzR9C6dHxhTFKyyRfNZljv4OBJ0UvhSDluYBB3SDx9s5rh3Hh5uSgwFDdpsLTRSMob4ACCYn9vH9q/dPPdoitpwzOhfu/ltH8rcWuWZwX2otBJZuKJw5EnWFeDP2JPDTaHRL+jHe6bLMByzT39rckwuNsG1ERCbDtNFxNIzGAtokRsVJFOUs5XWZmjfULA436pj/5alugQjmY39E92aLRyHVfzEaa+BqppSLQ+7sFUj2zQS64oBPbEaO1szebLR/3uuJNo6gLQqEwqti7QPY4ifC1tzxKUaVIEkmeb8eD09RbeyL+lSn0i4BdARUAoygHsaZ5XT0z1NigiyT/++02DgtnpzIXxpq2aI0k3TZAwPAbnO1JLLALnpoTwAgtOh1ZAQfifWrxX5LWZnbJWdU1/oAHPExMmDvPG2nDDwGL2pzoY45AD1T0DvaVQ6oBZhidWqwDWepFpGUlOlRTEto22I5V1hcfDIRh+FH+o3SMJgk7C1w4KIuVLHZ0Mu4QkKrP6Dxbkd8vuJiRWbeGKMJDyhuz3lNvFkCAuruhi748IC5ZyTRmELXY5vi+hEFK6ntMRTxQ41Aga8oc2DNbeBBQg4VWpuH1OlBD6iDz0rtKD0ftgzfP0MLGlNxmQu6uXBd/Jp+dPBQpG9rxT1+37n301SdhzKgWhMc4ZkK5nHi2tjlJ1BEFdlzHkvNul9p1UyGsai0H/Am8C4QblbTzdeLeIx9uQ3SwGxQicvR8lbdNo6HuQ9hu25zK+tf5lpdHaC89U4fALbiCcMbkd/fi11r0FyAxsR/vL4hRamD3Xk1f61LJZKy2YVJQQa7/PhkhV+QVJCKPSOZL0mISzGvVokykypBaFxDj7C2/fujAtMQB8Hf5Dj84du4JHTVtX5dg9/ZD8Yg+ddgIqWmYhJURMOEyVlr64Gg++fB1hgo6+whtm723soXGbM2Pgkt/2uwiDGELPY4Zt9JPeAJZiTJ0+EMwplsPLHkFMfhDA5O3OckD2IqX1GhVz2y3UOl70wXLGvbYpgrfjWua0lfmnC34vNV5WOC9WBvgnBskZIxKp8Kp6yT1Da9nfriQrDOX4zDOp+lUTi4g8SCc0ZZClVXhBlNj6ftbmsMY7hSKWOwxR7kYY9Cfq1bX9hnLsN8UgKXy2wcA1gs1DL+aobEH2vPZ6SWNN0TliyGMOkv87gI/+Jug3ZDMvjWmf6Y0Lkrek979UD3sDDIhT5FYHARpMmh90ZbyosSoc6/PH/EZcvUOix0QExQ+wQTTJfovY6mzzobb0W2Vfmc/oJ6EqTa1V7esYp7f3fWI6Lmer58CgNThSRUD4ciOLew9WfEcQE3GKpMSI0SIT5ylBvC9jMRupmeTGxkH0JkvVSw11yprLNgBxY6WucCPg3MgSZu1fgod765DmVgCEpqz0kXq+2d0ub3gF6Kxks1ft/B2J6OVA2yAKIrrE/W3OrVBJQZCOWAuOsYeYPswk0OGsnS8KON9mMv2OjDhvG9pF+6eGoWR7mpOmeJ2J/XNMWp7hfN9oaV8stMwmIzzo1Vkldl/UxNYdjlX3l7UdsLP/PB+v8rJxsaoJYmaY6ysTeC5G35FSlNtY1l3hdmHuJUJ39Kvc23uv6cgI6MjWkXdbrMUZ3fbXppePC2drVAlEFZDB4NHbmMgdl4hlXuMHM5BTsb4RKxvwyXU5r+keeWEi8wzIr/ccDgOzHWHCYhg5KJ+H+QGz4tAQ77yDZnhuru1dNzIyBkg5a7IIg2vijyugRF/6O2FoSBerw10laPognuBAbdIRcV0ZM/o/+TPSMADiQHK00qLXyGi/f5oVEjOsaKydplzCAjPybOz50tzKKW0hkNxou8Rr/Rc8G6CHUd4/P/RqCJUlFrtiwdug5aextLVvrbZxpZ7NkuW8Sg5miaInWSIqb10OA2wNWpmvsewIH01MK3VZFIh7p2Xnox6YyM8rX62nZIQYKrd5DniIVD93DDloCEfHO9778DrnEWrp52UY7RtIw6hovp1+a1GqyM4EZED/J1n++VpZp8uV7E9dqvmTTfj1q0xnevIXIRKB24msHoHAUPfccgVVGRz8pBg/ambn6pi9dkET2nESYW8DgF/r4tPfVvntHml+O/C3zNHuz3AohmXcZ8WMCiuiaXw0ZWklaPmNNLcOQJRhPyxzTQIn5h0SOX1gE0oj8PUaUDWoqRvmRzyJOdRXyL6LrEv/pdYFYQpDu3og63qL2Ho2WiaQCotdDw3GXYDsqzPCFhIXtCzHsDQlV687diMPv0lWS2wpKLt33vLvBWK9bO1UwQ9O/V4pC/hbjHRhKGYBkGfP/bvqPGGs7VQsZK77TjC5tFvxgynyTEb7Hq76GIKQwKU6vCS+M5l13mtVr3h6I6kmfM4ou83o+//kOoT/rk6iEMzvgKI3uHNcdJjJq7yOdkbvW1M39BMeUCu8qv0Wj2RS+A+G+LmI9FOu8ALT3hoI/CLyA1a6nQX22oitE1VMKSIcnMfGTuvISqcu5jKnVRjbmp+DtQ7VExIR9z+ptrk8+d3ZerWVZ5pgEXiB+pWgVJpvZcjJ0mMEiNTcnKmAqwXxmxulsOGwHgbIJ9phK3Dnv6/EAiT7WYKqUrt81ASWSK3w+qXtgfHZHGiAnDUjOothQfv8MSTiaxsLF5d4onMzpJTG7VPGUDZrlImNMJJzmoOsOtOtb6IorFqsqEttetvb8haPV16CzPZiW0ZFTr5/dbrwEnqvnmgTLTBmrbre5KRyDTin/eiLt2V7+vYONa5w7flqwpqf/AwtQogVaCT2vynszPvuM3XxlHSlKY8Lj4W5zQsqV8URdhew0VdTWe8wYhGJs9g7BX682Tz1s2JOFOaji2H/G6gjarom4IFkXdWBb+v7VuzLOMpWPsxLgVA0XQNujbsRy4l5B6nndXVN1L0YWKTEu03XTOBC4YynDNPjxTO+/D0uhgUJZoY+1nUW7gbr6xLpWK4a5Bdearq+M17PH0mNbugAfPayVuAlSkhiZX+xhbWHj5GMs73FCTo0HMcpX0N93kSANzXXZAx/GroblFzAeM7QfLGbJXGVCV36wUY+OkkBOVVvdupuJaTmemtW0ImAMMGkM15OSAlzw5hXwwJO+JLF/2qhxzntr2u2tmUJC+2gN+kYhZNMJ6zgDIw0il9Srucn1INsbxkrfTwbhZyOBmtsPiO6bfn0jon5HifIRpsZRDEd6zZr9zqA2rehRLqspY53AiOOlvNy1jyKwNqzGxapY4SuIL/qotXdxILVJ/qfYEZ48Eh/Ma+PkcXnQksNhJ0jfB49TqInaiHXHlqc18t/fp4KEnoupogai2MwflcQt97Q/yyMPDm/Dwjqc1dNBudfRO4w8zB5bBJyihRu2lejAfXK8yBo7aj6hw7yZlls/ObA2PGM0my1gNapbPY/8jqR+a250gZsGUVYilyslPpvTkRQpE6zF6i5CC/0sHUYPSE62iRuKRII5r1IkOORpNBUgBMK/Yh3XA9CacpIW+IE+BpnIR6IR9mRQYBVGf2hD7W4swolBSUOPHsDe2Z5yyPHYS+RpeKbenKZJIrgEgt/TxslCF0cEGpC3gIp/TJ3LVzN/BH/YMetLYA0VEMCq3o8mkMCIZJBWDzGprSLxG+y10F205vgwJBg4pFXh/7uun6k5KJiSE0HlgwJ4UwxDSexnjQsW4ZFDzvSyDW5IBkPAjYlolVLAYyrx51y2l2Of7QVIZINyHwfxvYx135ss2xll3loKJwbbefS8C/dOYM51A7kJTgUTwmzzBNLB3moG2iMwG7Mb0DBGzN7FbEovmwm0hniSvEUWYRebspP9cKOBljXTUwfS8Ix1eU+TPAdWPllLRf8noappVlAvCaW3MVdpmEMfTPn5JdDM0h+eWaVQ5k7C1NKZKFdDr5x/fK2QyNBwBI2s+dF5RmrlO5wLXtOqlS5zymxt1InAILtbtlGimXgJ2R38k32khT8wtu+We/tOit4a0fW5fdtvw5w73GxpNOTlbPrkFF2IhGzds50jR6uxSGYZFuXqX+4SC971K8cRI1IjBEIKe+itO6LrQp1ILtb3DO/wrYufQTxDvLMnGwwZiGquR3KKZt2kGo7WAuyujV3xTt598rq5hUa2WzlGhr33hzL8XaNtaW18MCyxvyZ2PzzVv+V3lelToytJmIfY0Lhfw+ljtAUCFEjbqm0TOTeIkl152Hy+MqfhDTrEPb64PmsJ2LGJC4X8CYVNo40UH0Yer6OokiG+Ufg7Nw4gHP0/MR5TMNirx2WvIJ79dP7Spz0L1sNnfkWDbiAKjBugo+/QEpSx/US0CX+LDY2VfnHBhhk8yKjnza/aBAgbwuogtyFcUUmLU+S3XXhPS0I9wc0/LQLzwmJOHVasBjdF8osYl8dDtSmE5MgfGgWYFe79k6h3djScU8068GV8wMYBmDTrUr4tD6VUKAk2sLYXv1NhTQRbZ5wEp2PessjWF/zdM3obYEKcas6wjsYi4XO3e70C+mEOgQXKQbH1FkSt7qn4wY62/aWPVMUkEjNV7Ci8hWdP6i/4EJX6ZJ8xUEpsyzmn06ytZcVDXFZS3YeryHvH2SA6MEZltFVvywYeDULU4mqFXv48xYjL1/L3SMD0pwZukz8fTWhrLQ9A3apCasMdvFOtmAvEsnKR7tNFA4sV4ybFm4gBJ9nQsKxRdJW99wyGNO89GdWFX83eSJwuQgwV5x7IIZuFKcr96vEbRUiG5c6TkgTJtlwNxTb+PIc07pplEloF2q7X3/t8VrX5zVk2kUR9MbfP8EKL1YpyFlpnvfhJDAzBqN+I1BwEtaq0HULg/tVdT7QRaRnk+2mbcjfXmKk3x9J2OrQ1mnUSPHH0ssvxThvYyAV9lWFQ/Ov5PiakTMbnVhabh6eRsS26u8dTrdAHW1Op7aFOoekoy3ygbdG8Eh3DY0pfyteMCGlInuE14nG2PSWfN7x2f8c+HCHZGyGb6GQpEHavx9pB6JpaEkTR7G5wKlIkA+QId2Z9Pt7Lj+iEscsbRZdYLiWsJIKC/8pQH2ALizKm4wL0uFBLDz9aYGXLm+zdeqd55IVIqfVEgCuLmHch1+O2ESpnKyn6fFJ/n3ER1JYnUkv2DjiG7y9l57QtO/4DbmYZsNnEq/uTYGPByJslwnEyjPHFhNH6ZrNBA3hL5pG5AcD5U9yfr6IfzAlWc1uAOwW84loTFgxiXyeNsbNLxbkFZ8B3pVxVGEfKplVWxMF44FG6D5YdQSiQJfyfL2atTeE0dBxw2I2wQ9iV3weadzr2YPE3btd/jIjlQ6qu0TpxF7pHhhD2IzJDgK2eBGclGcr1W040ZlprnNxeKwm5+Bo3jG7Q0hUdSpBu2xjFeIKTqjXlIslrJiflHRfhqZ3MiJzA17RHmNCL0Q9vO4Z/Xpj5WA8jINxqZB1sBHyrzE3hHxXPw4XeR8LR/qtIg1VYSCrtdk+/LxeWazrhrXsd7e6gyvlPK9n3oHXYbevVKXzpRW40pfksyUWlg6SRWE7fckVlo0S+cfZ8Kz5iAdwzPDX5Y8RFJ7JNpi/88g07kgfhLh6AymLc9Nbw9Cx2Yffg5Fal13foCxtws0e4S37JDk8G9YdSHBjHLbDnmcsIxKjcgqgJbtn5Mcw/8q/0eTUFHIeMy+Tu3BpEpKVQ3FUU392/Kmmm/IKnpDHz5Ehhr2gFYG6hhxLC5+m9FrIP6QvMSwO/Xw7mDkSUJlLgo6EfmY6DoN8at06zdBzs++r/IrwGPfLcIh4sgzz6OuBwLFijkvkLUQOVzzloO5/xYDEakm5qCJGtRJT7BsthzYn3+NHs0MZkoISY99d2RSPhDSbZmShVgPEtqCRBpST4kbhG2jOc2vcZVV0tcgJ2B9QO/YdfqQ9n+BhSezJ5Yn2H/YZLJKsHO0/p0rottNpOoPrjDjEu1eYHlFfjDUvbDyC9LsshYApawTjv+N4Kz96HuXg4rKdhwePlimTvHJ/wt8YBGbQTVHiMXM6xuZudXh8uX2aSuzWGuG5Mk6s3dfhezkm29N/hrSL3Nzw5nta8m7L3Tuz4M3upNwZgF1QEQ2bwjg//fFjHq2dVmAFBbMnIep/B+v7vyTr4tejcZsEkThlyxAIQ20TaRa2LfW0AHYBb4SOBmRBOqkiWRMcS84YQxCgG8XzVEcdkWoz971uVwYgCGI9s21K+cdYMd66DTjKA1VlCg3iTGAloHv1cJly+1Z8Isve9b/oEjB7QKH+Ovlhe6Cch4MeMXWGgXa8Y153PVqim3vMExL0pZWOQNqd9M3E+fS0pkxF1qZ/RoeLbLjnrSErCpj3PcaINDJBLrc/F75AgO0ScTmL3I2lvzXKEgN28UePvV46A1e4/7KP97bqspUDytDbn/1/U+UOZbv2y4191IjRTINTRP/6t0A1kWyrEbJtALPiPC2T1u7OqlsSwRz4swoLQPWNZT2V+pdrPg0clU6r3GCUeXzJAWft8vJkbYuhcvaxlWiH4FlP278AN3Sb0xQM8lp+qLoXlIwI472QkLsmE6SZDY+3KiXZoe8Yuat+sY+o8Gio+jXgvJPNci/q+nUF2x1mbHe+phxh5z2C01CnblQl3uISz9hU6/SRT7QFxrJFbEmmhVCkEWts1+qnPBMBMmbno3gCl8Z8G2ZYFHTDWwvDJEXUMLedo/XjlATCi6IJOUVRFO97kSaBBJsdAg2t0NvFJTSICK6+diU9nqjxZOtNjvmYcKEKs7CcM6zJQvmqV8W80HcMAjzoa2F2jmse6xD0YrMkLHDVO330z3GOjBKsMTTj0ZcpDzr6hK6vmU9pM613Fh+YZy2Vlj71ZmYhTxPzQad3sqTqrsQ2Yrp+dhtFKsh4G5UZuJQdO2YiWRYPrVDn6wJf4gn9ySH2Vy/wJlTumCjuOjB+Bvluwx6m7TE++TFlc4IUR9Df/JJSCIwXyd3SiXeVSR9/8hHMzMmYHY4ONpuqXbQ8Puyw3fGxkQ3//94FlvWwUsGX1U7J8mv4mxhPdb2f1hcDACLdyxfr7uM84KOQ8aqUJDKMHFRk8Ed37oDGp00h0p5R0fB164gRaeou9T4EZQBG6wKYy54yspEgiQYcmVZZzQypULEhdX3Re5CQbdwYivJZAlZVkzO0IG4eEFwHak62qpDW5GuqNu2slGrDHM3vjT9stZx24kpbCvQWKnGAlX3fAMc+5ap7jIhhcURU7Hh2Z/vbfWbSwEhI+zjadYlngW30VtODj47x5ZkBkhGaDInVle46DTLu4lrR09i0BG90owQIMX0/FhcUf8n0CvG7RfQR0Lhi3qQEoShP/VM/gpNTXxuGwXqQfFpblue90BgW0RQ3hAzGfoMtGoKnORCg8LvtjIF9ixA/jHNmfU1V/kvjNMySmQoqz87r158y5e51kzhPu3Pg/7/aGo4rcogl42hVlVNn/DnP8IHyOPCnxAFTJt/V95tZSSLcv6lGPEGU3LD6i7cXqpFUaooStZPk0p/rZ0H4skLcpysdEV2Px2iqNTXVEHQ/kur/gtHHax1hzL0SUsNgDQfdc9ILT66F0Vy9qv0sUj1ebVy0atDXrzjVkqoDOF0fTH3scTGwIVWWUudtnhzgg4TRlFvKB8ff9Ev+Du2madaMjOVbnhbf3j8QnM8nOfioF4tewl5M68Ur47QxXc5qwsTMbZv5uiABeT5hnHpohrA6Y1HvkhCaVPOS4TEoEtayqOB7gLz5FuGb6fvkxCo1N3IPwIoTp9ErpX6d9ZdQ9Qion7E2SX9DdOk+5x/UCsAdmmKxbjOsB309xP6Kmm0Uy8iMfIY4mjBWhqyvYuvbAyP373NuIOF/SlpzrcDbwHefnGuH1zDlcedLoEMMuPS64T2QwCXQvcRQFcuxwxowdLcsgtSYVPfZEiu3q7x+sxg4itsmxt7iBh2EduKnlOa5WHLesk9BNjn1I7EkWhBHe98QMfMEObBvP66XaWPvWZBwrZqkztPh2ICTiYtK+W3iv/HST36av5JMgSPe8/r0bFYe8I8G3AkvBlaGWih9PoUBCxUVLoZiZaOnjn3bkAbINCpeUNIMaS9DbvT1iETFjja0JQ50eHphM5jvGngdz6j5yiGAt29R80o92u3AX67Fo3nyb//zw/NDVZipOGUJ8BzFEYqokuSzCMYHwgJ033mau4fS4kRmZuHxYVaodsswVCRUeYWyyiKPUUGFou+ISnGftBeiwMe+GFwGw7fjV6Su0lQuMO0ShZ47P0ZQOhF0g35kz5ZH6bzsCmWrA07N6ROEmScaTzcGG2I0mwH1T2rX9CCWLZHRyqmeH/V2bD7r/1/49jaX0qdE1EPssHpoDcdXgZ3Tdbuegk6qV9lxoN2rHn4jMHpBIT2Kdy3+aAM3E5ZLuk19WcEr9q9kro5XjOtBBTuGLrik6ZARqUuAwn4PKaYZKSeCaG6CJr8j7vr+j+ToMpG8819c8N57g6/5FHvThqSHtcVmvwnG+rEL1oJ7dEnx7OuKQUJw7dH+mgG/S9S0y3FgSaviF+Eb3NmMSCvDeGT08pNudxWDpp8E/vIcj/31umAwgTDrfspKW7b+WfRZ7ZpJdJbAIeSABCXa9IOdYC6W8/fBc2ZKqluQgfknwfNIPWKKWmiwVURzGml2ey5/Us92jsmjNie9z3ofjGJVVa1Eh275DkWIvc13eBrvf5PjMx0JmZphyu4m1J0W/+TupZIQaXrcmaO5R0jngMC5jiB1Tgp6i2nezkyyG6wf8dMTb29nE5B5eO7gfsstxDpTdyLjzxdpWJRrRAbKHwLCriD2PfQ5sF0RtbvKF71W370g06AHqU8ux0bQpyw7zuMtbL+rgyZuQFgBbQpPvAdOWxFkVRUVsc93dEGeuKuttjrayf0X5TWji7/00z/6xScW4jWCamuiIR9lahYdvxxSHXhAuBtxJzRPw4jhT53yJg0KBGTKJUWec8OZC6WI93AMjyOxyBzYUEE+bo5XUfuhJCQbr6wcgdgSzxWIzb21MlMSR1BXBOpEfadLdVbeS8VVj/1CQ47dRyG1Jjam/z5dKlail6LTuEacdwa9KFNJB7YaH9YJSA77jjTdmitU1FdcvE27Hs1iWYBPt8B1klRCmFy+jUv7jtAndFipWxt7ladZB/8uoSnstyDlYCvCW+kW1yijt0Tz4jKI4ybtp3iUjID4r0A3uQ0cJ0ZZcjU4de+Og0aDXHh//r0N6DvXt1/IhUEbsjw86IgMsn4qfIFpm0O33HNEZitaZWjduP33lkoNPfDEPruW3pAfdpBlX8jrbkH8ZBhJPBekDGXwKd/ZKUn34aQYKejRJaZXAbluyZE31SovFqgmFOTseMUtDKb+3nvY41GezjhqynrjLte1BgDR9w53Qpk8z9wh6xHNxFs+iuP1uBqw40kOuF+02BvdbCRO1uupkJFrB0NQRNt1av/6eXkzG0PW1q9crq8CSBaW47U+D1GtCMwQKMFA5RZEAzdwk/Zt4UuPN9ekdBSW+g0mWmI2yVFvFKsMFUbzQtyGbTy5fcXIsK7OJOGd34tPDQwZCvIqYlRMfyjImvMsv+tXwqtcs17nPp9R1FnbX0KM6CEOYxejy2KR3J6nt+RKDaWV40/Z/bPuVQRmsconQGm3jbKNGbGeO14nhx9tXjsDHJhTOKNH5TVDQlg0KcgybFcNmDt/hBbwbG8nyDhAeYGrCYEctjE4G+gba/3xP65hBLYuveS8CGv4wvRDKd0lZFhD7iGpyn9eLc6xMswC6Ub1yjEsi/6qkSGDsDgSdyIj9OUfWl5VP/7+czgwRoCZME3CVy760kNV8vfdwXigOrPwr40h2sWoEorRHKwRFmoUewBBrPJo5+od9HC7zjnCA3CSjSLf/7s74MInXpvGzn/EesiUn23/6UM5QXDIojsfG7USLkDo06nUqZMigauJDoS3BE/Z86KuoCOLLHzuwTTLBIE9fII3whFHISmCjbCd7I68+JHX/h0aeq0EmxwB7nrJj/HXKnQTw5lNqOBhHMxx7jVMW62nnssOOhj/KdzYCgcK4demvtUabSspJqNOD6vFvV4gfTvPaeRwRJSRdFk00IQsiARVp1u3CkgGAoXgNis4yoJ5JhcQ4IYhMG+GFk7hpe0DxJ28toVOgxOcSJchill51LOS6luNgKiVAhG//SKOikHO2QV6lNoPdXX7DVNRoNAu+9Mec0Q19ExHRylb4XLCxKJxoNI/KhwD9sI2GtVy+019H+qylAT5gVo4KIjYMyAZOkI2tLi24feZAfx6SFsOgAo039RY+lNQqGdn58LVEiXnjcITDyzBBwSyKvtHjNlJT4v1A8DWuRDlH9r3wke7K7wqYXywewyXYd80URKnhDYK9gLcGoR5J/stfw5UuOpNODIbowKJfGYFC2rJo3VPdvQc+DyaLK0GzZ9IsxcjAHJm+uMwMHBXK6s+nLgsUkz4bhWAOGscDBZdmwMFRs+TkHCOMAoJy7z6GcbnMlvvH4uBqNE5yb21upAgZhpZh5W28ohw8Pk7i5wCIACbfsw0QmFspErU1nxqRQgWKD0/gXxImL8SbtJoXxvPUhGg9OGBJduijK30N5g5LDajtUyZMT5AFR5TZRIgJmA15d2WGfbjFvewFjKVDiPjDZVYBooxwq/kdNvJTQYKsuMPoGZ9RwIcjnPB7/TIgwKM5mGy967mOpLZdW+dZTYhhcdXt+ld71SFyNkAAdhxsZSZ3WL6j9uRZrikcrA5nj0UXerSWFnDiugiSKW50/6CUn0EWV96o7mO8UOeVg8sXNc7C9I9elo3ZiCsIZZ6GBfkpSH/x4UQSzUKEObBhuy0y9y6x6se2QtkyVWxthLVpy5eYIikjYv37YAB7AAHd9jBBWN63PpVnIC3UuGnO/H/zezbPWz+X5ntbi4oHZINnZGAEMkpEHFGkGkOy5SjsTYaWqw+eARyjFAfcWEVDbcXBBKKRRP7QF1ctVn6ePDcuqmvqOw1JWvCZg4G6weFqzTupz6Bd+g/tchlLbjQ1/mJ749qexphoWX1DEifcVVe71S1fvtogwW43JrVpoTob46cup+W/PYjJ9HWzfzj4SfAm71mnNJAlxqZiVnCav57zzDaJuFBk02fkkbRDDreGVBqbRZ8Tvpuzk/wJbIMQZ2oywrBBwIHje5hzlfJj41fkJAtmt+7jU/50mOI7Z3fyfpvEeAhepG5YjsEEXWgIiGfBn4WxRF/b3L1qj0ap1G462oSR0gea/6aczH+bG5HhUfnE/ynOMCphPrT+4csxhbXmm8Gm/rthEe1xNC0bOy5s4a6hrDPZkGk3GTyXzIUBv68ui1QaThBax6wnBQ0J07N55Fe0F1jCjbygPMTm9m+cKphHEpAi0ZYtoiP5ri0023ofgoaSkvM64ufXHzG4SUrb/YMzcv8nIRBLLzdsPhvglRqLCD1BE6Ie112ikZkzzPENgfP8JZHZUzdfLK6DzWpcYXsBaDu3BB0g8iU3amRqjuwzGRCO1ZxdCDEbZotXe37IDeH+POW5IHV1BQjfQAslpJuJ9aiKeb6H9yh66H4m8dIg6Laoe9HXPiaxUG3C3iK8K9LnNKeJn/f/yEe7333DslKjnaYf30L7Ex+WycfT2kyDDjzNt+zxOuen4VABCYIQRnJzepao3yZggJZaUwV4k0YQ+Gk00YFB5+Su8ZP6UUijRUrAizYRLzAqmOMC9cnm6k388jmERncgMbIjdTkYJArly22OuJug+PMIKGrlAsDi/JIJF8JZW83ngTmnuMeSlOeaC14Qv+RMEIr3KO3AL0iSQzbe2wiiRTKPx8S8Y2sjo/On3E/iiwG/84NWrI7Kyr9kLfrwXuEJXnvWOsrwy9t9HbySNBDhJHWzgtSMRgAtDnvUdydBQUKNrLp9JYFf5fd9HaGcw2Pl86YEZ+YxHJCC0l8ynTgnxWNPPEStd+ow/CSpctFqUlDLiuLrS3RvBX7y2ahjUtpSHMDAhI4sQinZ2s2qdXcvMPHeuQytrk2AVkz3SIgFFP79O2MTkXRDWfTXiz2ShGPUtqMVpaW6f94PeY/pskqmeZVAEP2hK7sJReNQ4/Edg9HBbbj+OM0yNd04kATp3t4JZC0rsZL2crdd3w2heme0JyLi5WWFfds8yHctHT2QRBSctsrgC4uRIA4NiZhLOVLvN7NyN1qYEGch56jfQ7R4DmvM/2kpTMgTAk41BuPShuzlVT7xJMHrRMYIJZh25UZzf11wx+5dsYX4q46va+6jRdA91lHQDMHpRESBItABpMdceCD7b5/mVwkwqqaWIHOw8CxuVHAD/fEXF4Dl4v5hVMIFJRdcmTFMP8BYf+9fOTRQdgZw33hkq1DcaoPxoW9cGTjRbaGnjIglgAqE5z3/mglvVeXLm+Mrjo/54iMfPAjSumCwWO9dcQG+EjT07run08I26S7+aifA3QTK6Dz9HH3Ms2Qiww91Uz4ouDyDtTLsm2/rc4eJVuKM5Oxrjus1j8MkQVLa8bEErKWkizl2maMN2shCSJuqQHa86Yypk8eu2UhlUD3KdaaUydiGoeEV+4y4snJ/gTNe2vc88OSMaG+zeUL/4XtNY5RkZVwPaHuyloh1oq/AQOPEbAT7lj8S8nHvXiiEyPjZNvNBLQ4wpTjGjLgR3rwVy+EppNBN0ERlBIP0qxvebmxPKPM8JjBB/uu1wUOKvq9RuPjcOQs1D+/jXyxRYVyBV3m/UGUgioAR9u2Wv3FsX9b3EiDkKA7+rZDxZTyIomAWnvFZUAdzFUXEP1cC0XlpU5jVBdiI4ySRRxZ5HGx3FCGnoCOdKe2aRAtItcuGNnAnkYdfK9udR9XLA+kdyNfHRzso899cI3NE4XkcnKPc2VW+Edo4KrcCn89Lmp6XqxzUUTmwoloBqkF+7WPj5z8kHkXJRe1JgCQje+3IZ721NtP8hF6uIaDT2KXszuXM22qCgPiD8t7vn4E6SzKl66z5gx/EF8K73rL47nqlO174kCMJt8fqlVJqDeUAiqDW9Fk/9EDAKoOG1YOOzQIjnT7DhNJeMRnw3bNDM9tMflWSRaD7brdZ3vfW4gQs7Fq+B057+WrIlfouwOEzy6dtw/B6dL9fBigNkfc5KJF44IRQEDsSou0msfGCj1BMG/btJEPJywxtl7RwYTVjrSDsUlhXWnXbEaripg5yXxOxUYmpEkHQDL3315wQR+SVJv2sLNUsp9kTyqBinlPiylOV9UKO3ypQ39zfF2ozYAlXs16HbWnIiE66uHI6ww0M2lunmqKWYSQTh0TXlmfnhp6RUcRc0y5LwQxXEAYKxpiAJYgM9TFVp+e9NIO9QkLScSHidEbxWuIcUqStnUCAE3Ca72aOK+v5UeavWZTo+drFFKQBRy0UzI3t1uoOPwY7JlK5JViY0hRQieKbW4j4EPW4HymEUhhl8d7YZtXlnNb/OAExMn+nFSWZwzCHONcuE15dR0bTK0hXHtuyjNqVdjUkY1wSpZcLNrS2Fl+HzJZlMhpW1+iHJvCL1BZRJKyoz47GO+ngEPGEirNSF7iyjoanj/f8LHmNVrVdTeq1kmlxNHnbHfh3qDvBAa15LiYYt9J4S4dyAWpLZS9Nj6onKE4hO9perukC94VYCj+I/yBEr72jS1x+fEf3Zd+Aqj8oSSM8rfZjS28Kq1RtZvaq0eU9BPPdz1GBH3rL8AuC1bVr6/Syi0w462eyeB0MV6+W1hssrnDV/ch+BU1RMNULYWBBPYhqUjKHvm6GRkLrhJBqM7o0h1ycJLsGkgPJYShnhvE57x/TI3uMYxK4hWDuyNBi7feNmBS3tEQozTJ3pWcrz6l7dtCArEmiMbmdOqxCVSQD94jo+0SGOk1WdFFf5TlgjtCo1eX2DHFw8jy9aZod1bQ9V3t9DyGqKSPIdCla9kFem6hc8JRjJPU+crVvns9itkD4pd+sO7jmqXbUcXAfjYd7ANZLfTPRHM+16NenI4PlkTTG7OJFvF3dik9BsNlUl/ky0oHGp4QVqrC335DsmNGImdxDlhok9iAbfyrcoV7GpRkMKEUode4V0UxRdlRkqEMoAf2tI3Cv3r+K7SsA716qQUiVFoeJWBPphb+zc6ehUTYt3Xcsc44GyZl+UVJaLDiepMVwVs2JM4ay9muFMp2GE1dzBrH45UJmAVMVpL9kKP2tVW2TuJBGvkjR9BXEXvthUes8bPDSbEMmuuxHFrvrw94jtmuJ9zsT7jFhC1J4Xjh6pfxpRbc4N3wghX01l8pb1HQCFF9vpmCJWRxV559kPpExWZv3SEIwAeizCe/2HD/qGxJQ29pO8G9SdZE+AL4gGmL0qBAM+aa3sJBhWKSkHNZF20jm1V3o+NDuUn0yQBTo3S8yBDzjLLIZQaKJjmxtO9s24/AGhuiEp+jM9mUDt2p9uMGAG4gW8xGp5cd/nSB+doouskNQNyJM0mlyTuFIr+/MYaR6D6KLs4OMJLefH+b+hIOUgC0gmKsHfY/seVEFTtZ6w+1F/whdezh0cFLWC43u7wu8Zcd3af2IyWZn0lWEH4606z7DQqZ1ncumgVGSkl/e9WdlbTd5Yph+gRxbeyu4IH3rJJBt4cGDNw4kVD/Ms9h76VeIYHuPlKNqrR8Y0Gtpe6JTexe3VLjEiOryPNwaUM3BkTeaS6Dpnd9wbWIYUX75y0X21jf9zS7J6zvV4qOBhXyJtltlmMG5oswcd7uMqEEMUqMfukUG4krZtdZZo0ScMvnpVSy9ygQ5jvd1KO1wPI19d6n7DqswzLqCZcMBVnBrs5IU9GEUW91GAzixbQZsc0Ct0j9EXwwv0FkhcKNHSQN5siY0OG/nExxBM+PVKnl6J0TmuzNa4iHP59l/WBOG3N63a6Eo4jUrsprvjoqryEeWD/gBboXSCO+oGdCLT38CXOzi0VwhZMwl0lbHIsZYYekJL13vKk/TkRUG3NqWBggwUGpxhh+VrQBA06hXmc8m9jd1wOLjO7w84GfrJCbpplKGOP7sgQ0NzOG/iRcGcFg8AeUkaqrGYxzJPRPIzIfOkGZbfZua3MXXA27hCW5hwOlBOAJ9sAfilQ6ERxNYJ3cG9TaxCy7GBO8+3DMHNFeN4gH/gJUYJfAPVro1y3MpTvSN3q+41vXCvLBZMP1c1Q8NcaJUAL0HbSIJ2ZxkuHQvVIhGG9mAc2gUYqrJx99U8LGHyjX/cyqcTN0CbOryyJBqMaL4wVgRey56NIM4kg/Lb4VGLAFUBFnu8a860SQ+eYORVQ7YMZfb5V/TqbOENpcm6ehckMNfwIsSNkJDqEF3RkYq6RvQZ185fm+J1V1/2HfI//2OftP5tUD2+Cct66pbji1tYy4j2lO8MVW8Wg6oxzoTKD9kfz3VHxQ9X7EgQXC8TH50lR4MldqN8n/+5MMaWDCmbHtSCyfhTJ1Z2UdNag5dBLIRMMLkGNeMqUPhdkvKyGgEk8/tLkayd0MUejrhI7/oVuV0rN9xvcEr7Ub31vtjMh6bEzFy2tDSO8HQeZqGAlc17RSo2EyxNg+KGMQuTLIdzbQE7ieXzEsoK1WOP8Lwre/Latiazheyv+G0gGNeyS5fSwFDpdDSdPlkDrNjRDMh8DL/f67Bwnvvv20cRZgNL324C2PGRrjFAqG01WgU268eb1BCxY8zsqi6Q1Sffd/cF3udsELz9UvvOlz1kj2HotZ/nEDPWaxWMquMl75BiGAopjZ5Ubor/ONu2uiSmSrqY+PgYSjyTl3NReEx0rcfZm28OcPrGPINM6ES1XD+idMZewuhWfVlO4Gv7Gtno+OVkMmlrYNGJUcYZWZRi3kQXmqhLYIlO1hEzAuNSLeIXv0psDXqPilOrI8VrX974IXRFtBNhSKHpQd9Uu4lfo5QXd0G5/42miJWQweGfDgjTKMYNsAD0ccf/GfDFQb/k/7EZGyc429OUub98X6UcYuLtWuP2HwNVRNhCW1wBpqAKIl4zUggPm79Pj8lsX4K8cDVc+8UGVearDrRLuh7FY0IygRndiRsam5n7nGT/9IcRSG2Qrwjwp1/m9VRiUlsP10jBjWlhGupt5mBJSCCH/A6GBPI55YUDXIjYSsnrO10QVRG70qt1ZS5kHC18zONji6RwQQwVu+SBUSeUkdXtbNmIpSBJUd3f8+P2v3oJXMIX4K5ApjZwvwxxIxSDUlNW+I9iJoI9dWFRnf9ooR379FIzFHK8QhdkuKnR9YXXUkIkK+ZQ/+C5Re5ce4c5+M/LHi5ttqz6IcsqRpuQ8J4MSXTtGbzmGota4UVh9vk1qO1g9xVesKlpws3EiEhUMC8Pfhf05T8IFGmUAip2ze4SR3N9ACFOE/W4t7ViGz5WM1nZnfBDXuL2pAL2GvLgUf1Cu/OjlPlAnb++1LKQdA6nc4p6CMqOwqfK8e47+yuGSvilahTpXdCE0BfnP+ZMgbM2osebTolkXwweDDDfJDch/pEGyFn/0MgdEaoMnv2nf2fw2OZtOkra3ucacn0ywHQraMgkX0/7pC8qR2/c7M3OBzGtC8N/MT/eZ+D08ypu2YZlbvGIaEM4ZikdJXJAtrTIbF9gRsnD7KnGHc9qfHj8peU8gkKZ8sSSl5zFDHm35GXMd8TkzUUoRgjr1uzxfafWXr0J6iLMSlx9f2L8zjfo05Is9LFd/4y1qasstcEhCZaaWr8vzHOcE1rzlB8LS/bhwExEB4v7Dfc6kC3zkj+RsPk02+Kcm8dd8fwlrWCynJs5g4Mlf72Vc55KWBg1o2DbX0IwiF9y78m4sRgPsfXZUss4PbLe8a6khWv1gDCpF8wjZdVVmb6UujhxtDcU1p9USsIm4QRIj/5YlmIyjoLPolu8gKz0wk19xfi2Ryo1V7yVBOq6jgCchkOt2UCqIwxGl01tGQux1Cl4VvPneepThm+9b7gx8bpLMy2uPNd5p/NMmftG3eFici+h1bPbHOP4gGWxLM2sw1GF6t9LK8KW30d7fLbzsv9jv5uJtgEJ5KQUhpJeVdQsxCtNNuFldPrkc7JFeDGX1X4elyYbYU2HO1V1OamSlq5y6E3rI33e3BMDmsnxccN2gm6v39aXzhTEmhvBbXRXZqYxT9v61TTfuhWsWHsdJE/tglzcF7IRCfFRGnkrvYVj45E6WuX0b/4GH8v0WjPRjF+uUG4EZtDee/bnkJKa1qhHmMRKrcZH/kitZYGO7QjDNPTEnoJlVqKSkqdLTG1yHu5R88CbyuW5G4B/ni7oaHy8Ys8PU6ae6ivnpFoXyC04FAOQ6uoxPOssdJvkc606IVFXj1OBgWp02UULtDFRArRdZE7zxVdbk04EyiYPcPNgBZGZxqe5nj15kR03/gQHVWlYHZW5BmsR3nrIa4WkkdE9zpcBsfLP8jZfvsUGtGvpJVp5TS7H7ELiK+qPnxzOuOWp4ofSHQ+e4RrqlhMN+AQfAPNRiib6B0fvCq0U/e1hDg2mkQUwYp0JwaSGE/uOw6CG7SNyaokwfD9WL/drUOpeH/DegBa7xIoQvMvzv7ROIzcaybb+PjqYekxBloMoi8getjkD12PPUrrVhoAZBmCvVZTagx0bz9cOf8ro6ESDCHbFdcrwbXiZ6Bkqd2BTGaDIS0dxlO3p5NHMuxcVmeQVXFDj3Fw2WN3JQ1lQjoENmyR65z6ISk28y+GznRASxG2cKPOR9BibTrkJd5vNECaDGlxrC52XLW3JpN+1535hUsSPBkxzdbSHPVt2ZlPPC5j4nx8BeAeJnkW436TmmIFUxiZsuKL6iyd1y3VUjRpNq04G2E2j015sgKsZ2fQZQyl/HDAtCnaZ5169h/QjSTRHDRdGaF7bgbOOlMSN+yEMdZXhipFg/STAZIAmf2WUwvOJZ0d0qeBdjiIOYx6rE/5zeRb4p88EQfFSOmHpJY0K5Y0bOYQgkiDZA2aSv40VcEmZVLWSN+4HLQOPXxSzUmRliX8RvU11uNrxu09IzFj1Ct/BJXKIp/mlbB2MAZAxuHUvXla/TS3mhrVUXgbNIEcRqG6r6W8YTaBKaKgctSsFnSTF6/m1XJtt0D05zeNIxD06fUugwENkjneSQRr6hthZYWEx3BsoVDXA+uUAngDjL+HPW6KhWyiuAfyyY2AXrq+xwN9l91Wo76y4Xt9ItUnn9qwnCjraJ5LVgevB/eUal/e+IBdY3Rxg+nrwPGP00YoGVN0i2WHYzrKzh57OYlm+SYIesokhwEL7Wm7ekyzh1C9pSNhqUO6L5W8qRZH0ikSpmejxwMN1PZse7bnaz+ow557unQmqJRjSy//LdpEWBAblACCKPMX0yP4kFaEg9u/HIV2xWLyx5+JAW0L4nlvgg7cm6poSqjqjyT2b2DnbIZ3VkARc2exYS8b/5Z1pvf8m7JdVdkIF89i03JZq2l0BPi4xQsfEAwrBiCNZgSaNQuMVrOrgdRio676e1jDGBMtf9rg5rWNF83ZRibLdl7u5RlSjaemitu6zqbIyFp1l5fgRKRegcEs74EQVJhZ4FORtNYrOfgACVFY3X2SsOo+xvVTN3pcSJW3hiKezEaKm2uQ3GjPS2SxIPt/F0A7GhPeWDbBt6RgnXv81TxMaWdW5DTt7nXY87KmcR6chFkU36FMACXw2g0UO/qQRqQp4xsoG4JPXubVekAkpZQxhjZkUFY3i1vZnD9b9gZ7YzI8CrEpNxrPJb1wUQbvIUNJcjKcGsPOKVcsm0Ga3dQfSZ6fvTmarM2jCoSA0MGUcmDv3KLGtB9eFjQjz1v0Sf1NiS79rg09a1TN+3tb//kK0IXf7vv4VIdTUBkG1++v74rXIkJENfI9VPiYuh7D0CZzw/71sgpDl4rhskzt6D0ZaNJIfwc44gzH8dRAnFtVb6+Spj1bKmYjA0T6ZbZJeyrXmOI82D+nOS+Xteu8g1Tw3Ua/KiI7ohm4lQUyjc/BqI8fnDHSI4m7juQWkEWCMD5hlI18GxlOOHs1dCYiZLrVaitWeVvA6iL1xwRFAMgfbeC8ty0yspBpNqSubVOeAeknosBRDigHjei0kVEgB4AE1nRYOGMP8Hl4jdG6QqMrUfjdfNyhQpbdB23wNdQwhaM8VTKJcBSjfit2GZPJ+A9e601PMrreDocPepFGwxjnHfhqB4ILlPVT0lh617RGw2xjCncaf40KrowHn4eTjApB191fdI27zzt45Dt09be53viUVEUQWOlfFOUCZEPhjNw1bGUBcDMx0S7oK1CKgTifIu1cZa104s777dxEUdyvl9YNtCyLPAwx1syop2+WAePI1VcJ7UmCgcvh7lI+ttmuybdLzcfN7W7YhOtrQvs969Qtse2Ud71zKb6pgUpx+pDbnIAoStQMj1KvZ53yXzui3O1QsX9hCwskpDcseXqPkJGPHuhcdnbGxmRyABaQ/BZgOlAIAnm/OKUvfNaerLNbk4DBHxtHfSpxQpLoS66KalYxHvCR14gWnd41QzOaWprZS+hsst3SEHJtZooSH32+FTERcxb6pIMZ6qYThMPE9vuTSHM3NldlVYfu9Y614cLSWzKUG3ESq7TT5kw31qTb9ya9IEzjGcZX6C9u94q3+4bVKj/Rgl+7h/bphQxK+9t5+TmbgYpfG+g8/7OnF6YWJhne0ozc35b2Vlr+oTmp0Wghqr/r129L81TtjV1byEbSCRq2SgFNtQZ4Z8GPi292DEuLftkcAf1Skk7wQRee5LYRAg1+sDLZuFGDkgxiywMk5PydAqPhN4qxAjhoJF6hqZESM1h9MS35JE2T2QLmmuoifG4K9h1W+ozMfycyIl6jSFfn2SCeCOmaR1ezGII0J5prYp/4Kgl4RrikVeIGQTUKJ/De3U/zfrhRkEeDDeGio7n/00205lsu15/KIVMPPa62COmmIOYE4XNYkGt7IoyQKx3Pi2gkuL3vs2b8O7XD7y1IywcGmfWtcUfC/ynRK0QopJcZhG8czW+5PK3ErxuVyGhJ1xtrLcYeTnyV0tLKxMHNuigzMJkVk9iNdG7Mpdy3+cE7GV3g5B31sK1RSYQum1lxaWoR0CdPS/mEdN5Y7X/ikupK/fct2FTENIoX3qtix65vR0aqkVJk35EcLEfuhPMLNs17/WwT6aYIxMNMeFPrH0ikFvlGR9h2MxpuL6n+sfVndiCcwn1ajYaJGel21HLl8SAOLEYUPR90bgNCo5MStdROhxQWbqhezb589TCCIB/XpjFNQyGU4cSpAsEx5rXEXnWUPfufmByuKITCcxoi6cDGihGzSrT3anyJD/hZ38Q3iPiccUc+zV0NW398Z2eG0r25QA+VdhZyiq/LQneMolFioLk2GuZG4UftEESF33Hdn6T6FK6HnVe9SFSw+EilFAW5HZHwwUNqeP9A7F3Yuo9PRKHvcfR4XBNnHEYdXDB+H9m/8g+12OQ6cehBhMyz333R5mu/rFFD+Wvac/VRvm7G23k+g02xqnOPvOU/GB+7GsJuWWwJqBbOXOikigB4rE4r43Y3JBbIZ7DAj4sLZlipTZHDtLqZ6rQKPtSqXS9Vyd6H0XhaWgeXrX+oFA4jziopRiNWJQcgztwm1aySDt0SHCns5KzTpAxoHwsau8GqTmqyTcnHfLtY/oOR7tf+/zH7yKb37lh2xPNCxAlm62iFcO7QZbCwHnS+QrVZR7yMiWJM9W8c94PBf0jGF+uKww/RdV/UYMNrN1a5/YBlNg0FyGtYgvK7rRvtenvVHVzvlKUhD1SltjqunnMy8ab2bKObISpRm0RybRFhGCZrLmG3NDpriXuDRsFVDmDmAqtXnfBVU/L2VHntxg/ncNntC7V46wzxaJ/Wkev1xH4fVSK3tO5qfogUGlAU73MJziCIsjtv+kJy5AnHRB0HoY/9LCbvGAlJq9T4ADgulsKeItll3dQ8UoG9lA9jitdT1hFtJXbIOEwsRqUkWuV0RW5yhNKHJbjtqboTxjTXpNrt2PYnN7/7iJbSAA7sg4jYVEZEGYHgbvPDuv9QN72bSXRyyfT/m6wu3Owql30oBrV37gh8WU55/i8M9yjJCFas+XsFXX5cSxYH21rhqz39jzy3+6Sw+da86bOlEc7PmklFt5pDulz3h24KQrDn7yZNG0jFaydPiOhIxEuedMJhNhcMbtxznxNvbligxy/3lu4WTYiFlnkssSlHEz4YNzeSz6+GVLaBqvNCb17vxlhFYwbJqOyyO8e4HWn+6x+1bwAJRC4yK5luKSui1pitlhvF1U4SwM2OWKRve7hUwR6oYi0gfyEbPmkGJUSW9cny2y9PWHOqgkYz+vw+Lh71x5u2RHjHle//2Jv1MIwmZD9IdPLMhZpc1JNikfpFDvcp0JFr4z1qayrPgfdyE4khFJ/QQyxmPrV16WLKGIJljt7tt477qaPzquoEd1ZMxCOzrgNTnEYhGdHxheVF0Wgr/XUKADPbMDHML+P3r9K3gPGx88pkQLhSTFGHawVO8D4EB8tlyLUwBzUy80e1BTZ5g55/mkvX+QhyuRI1PHmlQ6gb2ofFiAr2zywmblmRsRgg8DZARUJfbnP8h/pH6snpEas+hIIVAyKPkRrNTlXs2d6tAk60e9++s9CrPq2tahqd8BXjcrVscWCylVktpcrSid3+pMAVKriXzGURi4YyhzCHDQEhPPQueuBYwpAkrQ4VZpldBwbrGs5ZuCUGtyioa6qVZRf5cBx2n2eWgWmc1t6/N5KU7SpnMUJGOVnaHjGZKGq0xVNpmkI9gwdzAiSobWdqPFxM2hYFJ0n9YltbzzV+e4cp/FmivwWUBk3c292f8JEgJBLgrTGtORDcqSo8CZQAcCQMvusrcVfvk5eHEzffV8EYy3/Gny2T79yaYRSkvfc9i+W9nTkmJM9OHj9/jCS1fAxIAb8jwsVLzDyqBycDOOZFsJr+ztvNVMgygBq5NjeYhahewakxgFagX+HpNSgLhnmZIVbDMcJ5vPn9WwyiKzffKkYdxDIjYF4fTlg16FY08IU+jt+3ybUmNx9T1T53EcK/PzWVZnNL8lGomCd51QT/6Xth2xX+q1bkKRIq0nSIvtTDFJ2oR31Fcmb+GoI6+UEXFkIHaF9ZrJdel84LyricBSbnVlFlbOaPpSk9sJUFmfZjSXVv/sD/cbTIqdWkoaZpeqHJysB3V1AUY3Ghqq+Z0ooE1+OdRad2CfLQv29sJSh4lACS3h2xdbC8WhBAOCxtHRDS881ema+AuJgH9YZ5fYby+jHoxkQXhlA/Kl9kn0nYjuxJP5pxWNX7M4vqZbuv9/ss8O2fc+JClMRa+F5jfd01+LH0l6e3VoMAON71mwBjlPn+NtcO344lFsK68BT1srwbl5oku8HBB3EIKoFcb/UNVoypG3D32ADo/FYg93e8MuU5oP8cG7o5+zr7RxGBT05D3y+hSrmd47DrLZYMe8TGrS6Yyj824CWM3eI495UTOiPokEDr/BgpGyxseXlaTcAW2Y3Nw1o3qbRosOwncVhV9ZJzQOI/YCTpOKbBd4B5oqNUOBFn4L7dKijQSUttlnh+R3gX+CJhIGCeTlSiUNpkb9jsE5AoMNVgqfgsRZNYFd0FJDap8JHlhPRSifuIo+MImiZjsT39EwZf2KrMGbMMMFqZ/Rx/Wr6j16x4c7TF16KczCsDnWOtSf32gtxUxqDOfvLUB66V3TI5XPkLtcnLQcw0FeAdxo66b7ydAE3/polikECtCujNUpFbh0BWZZnAHHuYuBrH0CsQBUUkhfL7HWSh7lK++dJwPwnk1/Q6OdqWWs7b+vkCijiTRFaSBGDM/LPnx9rFlZjYd9b63ZFcKiO/k4OKOzmEMbNG+1Ku8JshiOEm93jWo1BJbRTMTaKlHB/FLqotIJvGyhh3C+iySfNnkjt5ZTqFp384DJhQDC526LnZDD+GPOkqN6Z4ae52Xp/d1mn5mT0YlZy5F4IJsKUvSiXgpAmX7uNMxmiAj6caWK4pIGxNC4aGi7W5XJz0ItuWLif1K1UdjsEhlnVO6W9gg74cAlxF7+SZN/it3ibhlgN07tn5a6jtMBcFfWXqPMP7urFsglmTf1UA+p9QKvipUSR8GFcuoKBLygdn48Bn/92UUj/DQAe0PMl2G3Kb9BPhkQLP0AWLG20Cvf43UPzJh/USDFxGZn8U8U4oL62HAETFAt7NNc8AQYwScfKfgxwAYGWzFwrZOCDuXA13roI+yXPAh5AuZdwXzA4kT4T3RUSI30ylCpEQZAr8VaHlZmwt9lqYU4n/JzCwkQm/mPFVmDNIBTdz2SNzu75IoPUHrQIjwXZ++9hMkXQXklMQOfFaIcXPw0dhsGyfCZYsGxrHTsysUb6UfPCh5B+5EkL06geEffVmnkV/rqzL4CcWLJ6IHWSQG2OyC/aqr/rGRkZFJZmDX6bbHMBx7gpwTZCi7hV3Pr7Re0mAkYl1MmBrJ3Pu1MrgipEU0ZCEMtl9nkvqNeMtrBR462RVh7W0zpVqdSaExc2IEzx8wzfF8q3Zu7vf8pnJ5fvlu1CUQFDCxYRrrAKIGV2aT0Zohgh75Tc1cd4SJvUjEwMObi+g5dhZubR6ZTpu/0Hc9VkCJdBVQAd7iQx0u9EF/h/FWbFD6+1ozXl5idfUzGQBoHQaDChMb4KtTsQapyi8BfzK2tl8VnTkIsu08NR3d7b4+cTyliOr+Am4e31uWDBVXhsXi0XBAYVmJSfW1NjnzKYZvIneZsPD+zZRwcx4aiF05Kt7RJeHEovFpey2pGqq2cRQ1sy0R0+7Er5At9JEp/MQBvClf487LNLichVBZWglrOlXRHyQVd5J+lYQ7L8mErVKevZzi5b3Yc5OAh6/KV0XjP/oqF12ZeqUYR6TSKML1/tlugp4ej4XUFmiUdu9iqsNmRFXYaXvQeRvoi8TOrXQ3/p+MiRwjXIPAb34xTx1+KK4v3XiGm8WDuVLFadU2t0nA4bQu5OsQYsD6NPOna5UitK4Fz/Y7SjBtTroKMHbDGDXd4PLtvpw8yz+rkV9idcFZPrwdTNZrgHUwHxCkH4SAwM7OQuuxsUsyXIA/UfqhNiGsNePnxLGNxvv4yXt1RRthfGXO4emxrij/7ZpjJ0nzlvmAJOs91s7pP8OQS5IPTzLQrRWeZ9FHKWYkb/ARZUEkbIK72YqFqH7E3BREo6VMPDt+I2QtWyxj9UA8otAyYkT7n4CnW1Q9isNP5hgJa39sNy6xEgN6Kb+gnjdCVhcAJBPo3VKlLgO8fVBY/BMCwkWB9SxFLYPXb39I8RSzArDx/veAVLg1zIYKOQmNUs1viUJ4ofj4kE4QN/0H+3iKCWgR+W1wadUkpsOCh0xE26JAHEvdzMYCnKSGxmUnnaMSUQ0HHgAtum+/EN7DidvKTHA+Ko3TYvw2v2JscVtdqBahS6a465TCtmY7AJb3ZYE63IRJ374rN6efzR96OfRkz9OixFhQbXt81cBsbeuy1ZNP788d+VD49+EjVQ5mp/l4TEHwGf1hNpDyrZgd8kmJepjiGQpv+nt41kUmYdzsg9vKZytPC+5bokRblIPuUKLtexNBPT8MbE22LdoYsS/yuUmo8sULNoh1n6qE5Sx7gRKx8MMI6c2dUdJvgqH/4Rz5F5T7rBvC/m3Et7+1oTEMPtZre9uNmoccyUZCGjVovQ9nsUhVTP0dp3pFsv7Kzjl3ZqGCSTJsmSV3FCYRzBlb6rr88DjX1g+DSQPIv0rQW5QPYSynlX4ObBbDJpBQ5wGchZ9Wm73Jt3QA8Dhmt5fteUnjn55si9d2lqR1vpee48p8KqwOjaMns9r9qNdnSQljP8/35oLAsxA2A597+WBpm4kPwNzba2pzl8w33q4MiUu2k7IK416vIAAnlieYi8pphI0LwvEfqODWp9zX5aeNVh6+NcJ7Fi00p4Bkf9xzzPQE/4lvH5w4vtBCJ2+xLoVb5f1gTOh77J1iQQuEFaXRroEPP4XmS1zb18rzfl83gM/tyoTdaLnTiP639O5To3d+m3D+P+ucRHWrpW+R0tVD/DDS8XHNRa4Kiu15FXPsDiL4g49rH+ThpV7WiAKCgvxmU2jG5FTKD68q43HiLaDpmtWZT1/ItwVoO8GueWVNBHNddDX3bw688W3JiA9wtzCEl0ZHXbmfbjIL+Qnbfm6ylKzKOnWYBaMS9t5LfcAZ/b2z+xyMD+y3iRqRrKcYgI2EqlMVmScSWAS+XiG/2aVfzG7BIhnQ64DkFVLdLqDBpqIA9VUxkOZ6V+OPNCUqzOkCxErVWWk9Li9wxpKQo3aTNgwH6x6uzQklq16YPmbS1b3CwB4k9NcvdvIbIBUui2ykUvq8xRQBxEjbfA63aTDT698YvC8Y8rnqdfKcHcWpDlyH36csZY+bWnMpIhmkelCbpL+F7QCRsRCkB1yFM0blyijvBl8tzyhZ1Ir+DCRFLZR2NaT6gwt3th95OhNKeKCf4waz1DBNXc/HeZsy51csRVLOOI7VwuqX4oWYFvr3rnmepes4JrLy/lqlJr+ip3TenUoMuFNpxQHho44WPLsaO3YkS9tVdfgfSvZWwEITtM2/S8btLwWASnBQQHS2CwlhgPD2ut6oAcj8kaM06h6GMQ/UKkIwAR6dvj4N9R2Y1edJ1q4nfanLJsOsU7es9HTKKPYTegpcecNM6tnJ1bFc2j/itPM18T/yt+iV/I3I6VnHJKut/EqV5v60Hx7UTTQy8d2+Usj3h8erVkdRiGC7tDld4B3Zs7L7qqDvCQfEAMf2x8AxtlVf+9I7eRs/Jh+C0afcpgGXsLZwJMW91itSOpv4aeDQE1CRD5ZWDMw4xtjNHcE7+zwO8/938eZygenwYTpzxx3q4nKtcGxEww9vbztPX2m9LuUkx2mkcFs8l7+Yf2CGB8qr3UcntUJIq1Go0+Z+684uPqKG0d/6UR3iiJumvYRbm6Y584MBAyeDi5znQOFLuhaoKzRP/QCQAq8wztmSq4y0VRr+pEmjhJ9trzcUs62JKd6KfscVm1u9+E2JqwyIAKFIXdButLFP7UVO7GSQcWwEl27cE+UvbhmO5JRlnTy0z1VkhdY4FNjmMpUzmSUdWpiNg3MFWwm2oAzWJbypKZCey7eh/bSt0fVxk8MQV5CNxnwZvHsi2sahB5qB0dQTOGocnvHnIGC8rBh2Y2PNZ2+IkBqvdZGdcw+mlTvHsTvG3NROUTY/Y51PD/BtHNuGw1VZMUiq2Xag9JsgUa0nqnKdwin4wtA4Yu9TXNga975Jq28LI/94klgM+Fe5DD1LPQRRfPhhWNnchbM/Txj2HvASosZUh/rL8MC/Rcp8bJuSkvGTTTO0Kfv+jP8PzHbtxADpkfXvw4uCrsTYeFlpmncjBSGPUw5y/tZF4SuM3oDbe3eEGw71pvRHeY782nb//Hm2W2dxRKu05YckzGW1snis6sNmRkYiMYMsIXXzzRpTwCd5ln4qKar6iuJQM/fHQdzdEpDs6tDAMRZjfQ6Br7L6S71IpDKGWJe4KNOw5S6XvF7rAFcqeUqH2NRqqtpWUW2PFduA3ZWFmrStL4ds4BxjZbZCAoupJ7/0Wr85PazHNkdyiVhDhjg1Olt/P0guESNNV1T9qYdKF4n9nQVGAJzVzg7Z3DvntuY/jjQJOAa1E+l3iafYVT3d8L9heYhmGEdt0xLWcD9lLtXO7PyXtHTepvtWoyEVC9a6Pm0XKlQkNQ23RyDRpaXLogBLGQlJu+BSuMwlDVe83wOEqT9tkNh/58yBBVkV7iE/ivd5KD8r5icTaM5nAYuxjbUamKNxRsT5NUhnm2hoinSTaiE6G9n7yhc5PiaIBTJuplfIpLIZ6fvSL+nG+WKyToqSuwhjwC0HRnou8nM+JS1eMQNnVCE43WaKcMWilmmbLGVovscBdoxXfZ+GoaCSDig8dT8sUu5+/SxzkeTFBuSIJyqeBa8X9h2ShuCoVJ4+Th0x23Q7IpM51WRczMrNjw79tB5KczmORbjus61qKja6qF6KY37VLhEyRTvi5MZKlBMaynDXW7rdH/fF//syXwlp7fpnF5Q0qixO2sXC6BuFnijDTD50WgjVG2KMF6q+nphxWjOxSBKR/0i2YgVZ6jJtNcIygJ5ho06fCNp00WdqicdtKs9mRDl9qB+2ZzVhMoKJesFFd/rwKjccthqniTi+mWoZOUeJBXB5goEOT8zldvtSqqrbL5tsMLyDDyqflIk5UNrIXpxHcU2nPVuwfgkEutRb193ioqYDLd8FXr8JMgixA5CNLRg5MlZRMeBzfty3EJbyvY++9H29LZDVN857Q5iqCrY8T7plGpls9V5ywyDcKhqgg0FUotdO8kNt1dqbB+ClQugVZQPIPzRk/W2NaqGzfwguitqCpnVOJmxTLFP0lSyAooG0gCyQCkKBySuXPw+zp/9H66iLLdHNLyzNdlEdGDWw2zvha8gjyGgWgUz9VMHN/GXJlIvYjZiyJOdptFFEz21AP5IVVwVjz7FRKoYpORcMDvTn4IZB5VqpyXiI+C7sjvSpqiDcz9MGIEG1u20nZAjug95hYlvU3iuEsHIFkvAsvnm7RqytI/nAcL/H/Vn4yrrqv5Gj5azLiO856KTyRVTNAZtFczSL56bLC3tAAY4o3YZDmBLE8A76RaTgx//GfIKG9EPS+MULSBE61bi48L8/pQGIIfAqEoSV0vXtUgO0ybV3+D/tYd6Lt7iJ3LTciD8/QKjf9Z2u3KLXN4fRgQu/ZCNVcra0t//TFMLkbqe/Px29N1g07s14ff0ViyMNCKHAuw+qhhmBqbvZfGmyCJBxhzxZWUOyYG1PqnNLly06tVi3+aOWw2ySO677DRJZ71SJxSTv/bK2ktipIGXkUav+hcpUS7wjNfEdbWLAs8qPj0g3yHKjLOLhfxmnmX0w9Fd188/IbcsrMBvq030TfvuKJkPyZfYUgyQb0XHtqWDclTqurKBbArpy7JgsEXluRD7DQMfk1Lyl8NbPkCCfPpnpr3rrissNGZGn3xqFumdlZy0IERJN77mQF6hi9QbGaEQxS5d/sKRrgFThCc6CLmLF8hc6gEERDmsprHBRjozrUuHpq32D3phMza9+FEMIDZtTr9HXUy5ch6ZIUi6g+rhOp7sYdLc+m52IHpc2KbrRsyxX9qkGq9Tm6tVoBRe8ul0vABdZeAwwrdBD4SHSgKVNOt3p6ix1DPD+FaDDq8WyaescwOMMKE9ZpP6YlmhlxWM5m+kf2ZKsK0iIwvEo319faTuROIuHgIoNcc0lHHH5e+MQX4m+mfx848z1v/S50Y1AbGJ4vzrlv5NbwntxZbS30DeOykBLvFJewYV3+GkzDyDdH6mu4jZTfNQpt1g9huLoyiViCA6bJWrLr8QrtzLofqKLd71QpGrwcTxIClT0p8r49YPS4jP4y3RNI3He5DFz1APZulO5cLlfI6L9Kh0jZ7SU7Bptsi3B81OjsVnoxBXH3G9aEG8CneOwo7ZmTlDmi0DsUutt1UtKIaSIFttDnjWzN8zdGXPDwLJfIhPlhG0LIAASxX8AcG6DVcpFv7NrtQ41JbEBsGGFBhxLGvJ5aHD+wZde5g079QQH8w+j5eL9WHQY7OEuqwhdJtk9fc/LzJJ6/XVkgiU3MmHJpdC4dfD15YmVaLEYj2ZZII8JGSFQ2vkPYkYIvgZYx4zF2GPSmAg+e2jQBv+KwKKMby9K1XHn1EVELmyGl2VWILJosI0Ye7M7l0jx9Q2wknDGGNGngYyqZp6Tqq8NnkFa/Cg2pkwX/GXhxCYpOCwxlqJmSe119kehQs73nD9lwBwEgYGovYhGgqcyvTYESpSkTDts+OdLU7VsNAevvT6tKS7HH+Z+qaJbwFuFUkqtmTlz2nPy/zb2cJakP4PmOdwic8nZsCuEmF82Bd1dubQzqTcvKVDeeotNasj7VKD1TWkNDgY2wPzuSDTELYc5sYKxYsMRVvcEUDAWayeefwDPgOluGKbSOLD5lP4hvRjcudR/jB1mbq2vWKeTujJL5vqtNTe1wDSv9Yqsono7jZZUjiJIgB7N/HPiC1Oz0zAvcrxozW2mEKHD/HIn//Zv+FcuGVdPTs0wPAWmaggMsBtokqK/v0Dyenl8FbbvmFFaVxET/BniM0YPGsFHXiEP6dPJRrjTGIg2LtOBYUyWPYjek7gfGVFKXX5WQWkR7weD5uEzhCv0Vmgnls7pIbGx3WxqmEZTAI7RSda+wzZx9k2232wsVpu4X0bxbUCwlUvzjRdkfqWkOrJsYm0Z13eTU+wBLMlUI2ZBdDca3VJAI+IO1/4f4NNTI4kgBLba6UJqbK0SOQtV3hjctE2BRZC8mg2MzYlzX1n5TqpJWFJdGSO1n++IRMhgsUnrvHG6XkyIka9QEK8fpPVDitNbEMr4EQfDHfuhvpUsMA0hih6zSzHPkwr9YUtJsrXHOFyi4QPnEDkYCEN2vYRSwAAAl1LOKPs7LWO8HmB2hhs7/bLlMTLe82UrevgPP6W3T8OYQXV1re51DEEXDl69g+c7UIc3xqNeUNtwEmL13rh2QQSuilTwOLubOE6AJXMOPEXDLWKjECe0DGN1xFBWGqwrjGRCXgBVo3YRwBZ0e/4cgQm6V8baizhVh5SJNc3SyB9ylVZc9M3heaaSNvHn+o8PIlJh87J4XJkYK/V6rHQ0MINmAXZXVLXrK2j02pXJfYsqurHZUdrHqCv8aj7TgFa0jNQboLZnVN+SasAzWdWcH67vVNgBzI+wYZzgF0rr4MwvPPaPaUk6IgrQzXtyCcPzUWx49AchxTQuQMhqM41E8hxJrAg9EfdfC8Hp4O+T74Jd0KU74CP19KFl2Cvy9vwz5CLyQA6UAgLP6epkpbZKNXGDVY9p5tBLqDBCHgI7YB4WzMkZkG7moBCh0s/FoXXPdh+daHNFPGFDhk/lPe5GSPUBZlKrVg2UHV+6qEVnXqvzytjGuP+zPnhVrTNkI0E/HUKuI4gmbI3bkh8pmX7bsVqKe1nV381Rt2yXQp4ytoC+BTtZIiSMXgUE3VhenpDR0Ce/sK2GmHm8X5dZqd6QQRhj01kf4Tp8/7j2Gm9DXzFleVLcHkoXruIebdS1X5qopsVpmBLuuT6oAxEHCB/Et3pz7adnGNsoQfDbWDYfcOBbdjCnw8CiDZr+Bhu60a7dJjZrjRGuMdNYbnIH0ENkaT/rB6Z0B+t7qIDrDcdhZRHrHaoGLYA+70tt8ShUebe0gzwxpABuCkHjE35dgHbD/o9jDv3nbo0giIYow8UloZBScqzA5d3ZiNG2SbYMaNOR7X27e1dBjGFbmPDqCBzChur4jiwiJXj2MUhexjCcM6OsbTrodR2S50+Z9yfGYQUjpvn7z7gGpp387OrpqWCjm820s5hPgoUNCULryKJwa28iDDw84goAXbsUpiK9XIlG88qLzyVX+75xmdEa374kVRhp8zInIdWrvEiLv7doWxphLNo0D6PZscqxFRxxGDuD8aGE7M4C8C1Ilp4gzGN21rPdemgeMOIsNdny96b5+7yUbxJT6kgqO9Jp664cLWv7x0egQZQZtUS3y+ovEXYl06G7QlAmE8E+PnjXh3kNayjsBDihBFDNaRKQHD1b9j6BzwyAeeXc9+aBYqdjH1tNikreSgvz06iCw6vf5jgbZ4ujPtQgUCceXOaimFZqPiUxtnnOdNkOJi60Nahmfc995TI64nF5F/2VBO4ynyahlXzYybn8ufkuEvle2l/kCO1iFaHbcbK2FYBbtJgkWEsflLB8uS16yoyAVSijR4rBQsHCBV2fY8ihSaQp8orgjmuOHo7nAqPm1f6WlYWOz8qRo+lk9n5ovdqM6T+HSfYsk2nsLxaCa5LLw8GJoDHP2X7MQCEqfLkIYbCBJ01jlSeUodJs0ToSIvvcQifVLXsYVh1lzhfKMOnAJLvPMBvyCpCIP83Ir/OtJvONtqyDbx8//wpLf3cmKHeqy/udS2kiu2PIjxGev8mgey94l2+Ykj7BzNXGi2BTHVAt5AmU45SxL6TTvflye94Z1r+mzauBpfxHQZ+qM4vAQ8cKebeSj7nicKEw2TXldWeTP9Vfby1hXQd3oZMSDfNE/o3EppSPP7Y5qgRNZAPFN1rCWvg0T1vWzK3ugWnBvhTQZpSmPkP9XPZXBd3VgCMbLeaaz0hopAuUGqYnaU7xo0mVfdijaIhmXyL3XV/L4RPrsDnp9t0Ovi4uaMzQb8Ds/YdjMXhm2Iypy5W9j6g5cpni51dYi9p5wZJzS4x56p+4f7bwIsXdGy6Ito1ctQMNA+UzvFLU+RzfkLFBz7fwZbP1bt6fCSyvkMTEBsCIn3+Nj8sz2RBp+wpii3lkbs1e0Rvg4Czcq5mKIb+Vn3p4uVifycPhYeIMW547xS5yBGeKr3QTwGEr8na0Q0ubZEw1v/5VRJvUg6BWPsw5sbekb/vybWYh31VRRnPvZLPlSpku8436Vm5HpeEDzctrlCHJizLkLWyS6+ruZ1ZD6su9DTw9CXCruXFxngzdmWiipANFJVo/0m6Qz1HQCZ17IlX4XY3mF89I5wfRx0i8bNVl/xlnvuIBBLrXhzL/W0YBw1xVrdIsKi9y2cuLEC/IjTseI2FWaVurQ/On7kl2Bq3/S84d8E1ylISgAifxinHf+Stzk09/gpPwyTR4li6W/K0Mq58V8LlwkAtc8FcnaFmHIoWIrzEK70GYzeuExeLZVNVIru5zPKzxLqrW6dKjrvQOJ/L+x+GCi+CjZMomWZNgyn6sz71LdSf1pBykHAS5JtAcJwHkRlCvxaygYuU4STp95tzhUprkrunUQEqenzbVo24R9FxxgJw1r/WgsURVcD8azJKqKuq6/i+4m+zW38SUY000Qz5ORZBIKRmMRYU0WqZrquFWVBJ8WnFkY2Ydhgy8Pl25YOAl6ktxNNpuojE+YrWQrR6USfSkR4KwbVMQ/UPChHfIXgH/3Xnqd13voXixNAK9XQszj1diQEiFRSb/XbEf7IdFu4xpWTHpg9GxW7NhzzotG1+UCpq+c+FKrk+6knpIYcbPDhAvnXpy1G3Eo25Y0n8t/80IUS93lfZbcPia8B1Wh1v97vmew1zwmu9y8ZpwBV15O01Gu+En6wh023CpiVe/n/t6mreCxE9wYXKKpLK843p5Fm91CueuYeUcOPa2n8i0xXgihTWfYLwZiQ2t/lpQzcme0/dgOG49+KLDEHxY5Bl2hV2UZqMkZ3PiTQ/bP8aV4KOAuHQu25KUdiFVCM0yVVC3Pw873RpA03eWOqAtpPrcswzK5OxGMFHmOPz8J+xI+01oAT4UwPeNqzX2cYhz4YhKvOXzNQfydjFGFxeLgZXlksDygYhcGF0rYYYJYb1hWOGCcGqMLH8IC5XwGV+40PiEKlQCG4NEiIu+wym5T/gAICx1z497cdLf063BMKurK9UWmK+yjkkzYh14DyXvAl7zAwd7U7lxTTALY6dsfaX8EMicNLT6SRbzUwTHXwnq3BZwiULeGxLAuF86PtiwdL81Ht8m4zOpIME8J4iV1p6G3Hv+TdCf6hECGdu5XFH3xU30iw6dS7QS75iTvKuW9zh1plrKEFHnS5gcFD/3dXTQ+BAfdgeLfGJE8MBVzXL4OAPNeGCfLgzZK/Ovhr/HHSLeal4kBuf2WyvtMOwQMMkZM1c/anjghkEFg5KRKoT7DqEfrK1NmhaKUDfyQ0B75YhUjT8iWyCn5mm7nfIyXSiJeXXMjpX7TYFQRndefbl0cDpg6GK4u4uRRrJBMJL53RfSplpnsH42GDhXwTsRk+CEZe2TQaP7t0OfCX25BpORD5RnBNK5qiKKOJas3d0kf/sKYp9991Vy81Ra1D8iUpoIlYDjpGdctRAVUMA061fXWUTWfdTQAoDowDVg4KKQUE24n8LeYZIQx684iU2VCc27cjjZ3DlXX/eWqdTaD2So1igYc5ufLEzpUPwdGm3vumTl9+LC1xkSGp9fAFBmqMJXiNEMmiwfKGcbM7ILAGYGpxBXBFDN1Qrbu51rzcso2AO9i7R1g4u+H2JD+JvzZIqialM5hFAFjF5N18OXmuSUJNmBpJMqh1Goj3nFwN7Dpk1QIBnvcTOeDsGx4edTb8rY5OgM2EeIfBKEWfzSpjw4tOO5syfUbI1rpoenwmUVi3p1i9mL50tRWjMa2hmAN5WvxWPjhHHXmDGh2OUsq40KDAgZauqESBKkV2kGmyaEqAZpmo3RpQwatCu7Ua7l1eMlKjUXX/g949mmB31u216rKDj4P6yhchEIC8l07ezwueGewNfGfYNoiOZlKPndjF9BLOD9HQer0rgYxjZCNYCSICPkKuzWr3LWOjhyUJhJoX80SlFFj72IMRCG6GW0/NnWJOuX7df4cC8+6YxDaC88AbfHRiTvKglawVdvhOGpwwq9E1sC/6WPj3doL0I5nT4ay+iB7VeKDX/AnCtZoFKoAAK+atRMn/od8PcBiT1uONUXOwNpmiv/gqal99AXNgIrfycGcqHlrdYbqn12bJbXqyYDV5XG0e8uliwUSoAKRUEMc8olQGoP7xBN6IqM96BhO41/oK8WNO2SEj3OmoXHMDZPjn0CBZHrjhcF16xw9IjpyiQRCgeZEH802gSFdAUtAf050XLe3MjOiIbUsX+sKNFd9CWc78ZT+tcrMVrIXmuCsaZrX1hrp5SvOs8Rc5kPTqxuho9fu64ujoyF+oNPuBJ4HFO6JW26uEF2H3QJdyr82D5VcXnrXp+gjm5gkcxspO0310n+HUYnVRsJAEdsvWt+asw0l6hoBRHYvsMT6Y+Ph+HGm5Q4zAm5Q07M00LMnsATiSLpIfAGEUgwshEVtU2ysjCB3SvCHt3T4b1cENUQrICJbLgtxLmNymmrj1CkwZOLSfe5tst/CGl8MPFnfz164lhs1sZD/8+5t8l78Mhhb5bJYlSjlLs4SItJEd6LbyQipPHWvlUTInQuTDY5GD80XzC8xqQ7//2I4n99N0ucLHNExoFyDPKLyUrYp2wxCOVyQJKNyQAlNZAy9nrLOGLrp7rnWQDqwtn3bA4XrwZktMLarfv74aucFBHyC+rFffjpSb/TrAFOwMje8aIbB7nkoG2V8ToUD7bw7j2gmIlZloEebzfANNVPaKWZX0eHypHxCCNWEbjpX/xZN10R3HnGmikOpHDmqze+TAOMYesMm0j9+WX4yTR18Vb12Be98B5Xs9uyTshAdXmreT0dXtEWiNuNpEXSyHqRFYBIxfyAXK29peEFdPcbJS4uu0c1GCOrHXGyspiIlxU+dDXj86hTSvTfUeK7V43Kmhe/8+NxrT9IhnYCLytDpEdzL4VkOSR+84yySKiJKyki4FB0KPZjWBcS8Fw5qAcmfSfEfpJB2Sss9q1c8Vbzxb8Tq3DE0d805SJlmjIS97qqp2SG91FD0rH4mhhUD8KWOZ8sT8V2gQRHKhfGzJBXnuoFRvWZ9UALr7sQuQFnDsgLVvnR93ZouGJV+3JZiwiSfwfLY7Vqa5PVgqv62KM7mfX3USqjEJHyjd6u2mYUBFaT9DaAnEvZR1peSwVEtRqeNP0s8X7fJEmtBHuaPbjRA8Mm/8IeKZL6DZLzPhYMIPHX4glflB4qjtLRph+7ZgNEm9WzBu2rHMzyYR5h5Ssm1Wnzf5bwH40t4GR4CNsCmYR82EVtjtQKwmq/BUPb9F2oSvsjWM/eZOCJR3+pWCW9vGqKZ33yOGtPTcrdp9ydpcsSH+IPKJqUx7WNnPQr5KOSntdeTRroTgGahV83+/+9WjWlYvxQj29sevo9EL7P8YC5rxxys6uEvDTXOftJgDhxwVNgCMoxH+OmYodRPM1vfyhiZfMDdBYZHcc6gusxlW0TUVH6Jkx80v0SoW7VzsWYyQ+oWDr6fM+sysTRtsLIgq65vqGN9y8wtNOvBkXecJ6cyTLrQixAfjVutnF3J0vM00Bq6i7AN7o1wYR0K7HKbiHep+em9pklPCfTlkxJdFSQqeQeBFgERZDxWVURyZdbrWffvazUin9XpQTEi67BHPNmylReSbBuA0QTeYPkPg1Rb5B6/mF7jUUG+Ls26T/ia4nmrfyzqOzP4p5q4JN+UbARfIuJmdYGPZm7OjW36xhX74hhNuIsLNajkgukHBUO4EP6dlVy7PR/ycv5hQS1Zn66msfHQiyH+CtWMyFSZRUfTFJl/H0vS/Yn4LetSMiyRL9SuHHT7XsCeNlwElkaZ3l1s8JugH4dPgDi3qFJ931KNNXkQeL4RoVOB6ju+WsEUGKpmoY/uo4fSIBokaL2oyVhgqeD9Igl0czUkDR6JLEpC6CZCBlusFznZnb0owoCZpgWsQHfEAo5bXnQ8ESGTWfP+OcJQMpWmiZVhdXzHLsFw2KBSVgqcvtJGmBe2LfPHDekgd++VxvPzKt6/GuciaExQrvYW2loUU/lRGbvfXiIArzbUtJaMEVDBLjVkG5lMDjYvKT9CtgcRgvVQbKRmTD6F1jEZ/vQRsW5JRkl8RU8obZ+FmBqaT5G3QvED3VJetWX5CQ4xwq0an90OicIfFHMT4ZE17Zy/owOmDqwCCs8TQeeGIhD4GwJsENwdmOLaAJ8Ly4SuWiXwYD7YXxIfBC6BfH7Kf0/A4kiHa0lRObUPZIW0XZYg1CH9ePyzFF11Q3YEUmfmyLuOHVUVasFLK/u1mFoBAI0dJRfVRjnYWfl/uM0pTQQhFbQRrKbnMpvawHgDl800pFDi2bcoKgwv9Ht9IhwlTDk5b+ag0l/dDxeTFcz2k8niIIF8Ia+jjaEbx3HmrdcZg5D+O0Jn3kkoLGyyrFj5Y9VPQr1a9J+jV19Z8CPJXPv8F6b4MDuZu7hwOkOhH/F9TnobhAm5umpSBjpZAQYJZHBpLbrwRdDk+0KqCCawgkKDyjfl79dhXp9xCgqngt2E07qHpNQssPdfZl3G1MvusGwlpGC6yJk04qe2lnGDa1JRvmx9Vn5Cpnzyd3Kz+T/VguIXb3sm/4ux6l8P8wDCGe63djqfugAniIw5U4C764wKdpRNksHVNQQy4RP1KabEz7qPUaQqX1jwITHaQFtxR8zOE2NqBi/A+XUZsSxDrqfpB+wykST46wxWF3zyxzZ+1I0+C1bj5//sh3L5ns2pNBhjcOze6oOdUrAL/0l/K3T2T5UTJP+lbj6K3Kzh09qDME9JlGRR6c9UELZcQwvAHZ/9QH9SwoFBDLAcNNJP+u3Gx/1biPYtNDdKtuzXY7znKGWV22HOKktD/uULCJfxJTwCBd/+fTTwfo+bI0IjMFniDMOyG++E3zFcZMtFdUpY3f8B3dnrVufQ1+MNDgvko73XjC1eRE+Z/eKK3cEuckcqEBLoN/tffq24qmVCRm+hxLFC8kcK0njLWRH+5F7Gg3702FQxCBxnzUKg/vlRTDPzhigMoVoGlluThUEjUqj8moaKqFcI1eRlAzXtBYPXkSX+3BbUIYcduwPVOkmm739ZhzZmch+5qiK/qGV8hADGqBhqkmVIK0uai9eTG0ZaEvSAY1SFepk1APG20hrOB5atay3/+sUydXyKqlUcx4n94YRiZiox7mF47TPpAE5F102v9mg3zKGUBEKt+Ggndy7GKJpHYBkwYpq0IwbtgRq3daEowx823WWrURtlPO9WxoJFIhwVA2t+qyr5AltMGK2iDRy6Mfg29ioKDGMLM79Bayl2EwYLaRDmUxErSi211dhJJidXv16sydWKaFPr2DbAMZWTTmI21VT0WycQvMu7oVPsZqIWPRl8f1o+OlDqlE2HCP4wbEuid/IuVSvjVd6sZ/xzaphBPqL5jhDTAEeYyou+ZNR7KsvBEHk6LccpKQ1aJxW8Z2kWHcnxpE63oGcyiGHznSpc8JR5lxU/YlPfX+eqYeCtz1CI6QCm8iqS4eKyaRWS259IzINw64nD5oG2yqWfhBwFugGOBSiYL7hxeRKiZ6ZGUTdxpUISYZb1PSsSJAxoaJpdmOj8wyM0teKYeaTsQmjAwkpKCtlHXMgjCj6LL/zcwXezl1CiAhG2PS06YswR0LW3I1/jRqW9y8+j3BTELREBoKzQG/n5Hk6CRtdmeNQuszFErjQfrCfqcpC9SF0KJ5CTbmKRFasIR8zztQ4bmJq2HuIgmjRlBlooxK2N/ob3Hd0+hxn9JmI3BuGFQvcbU0+P4Ct9VTybAhcTiwsniTY0GFp2luCk05Jo6hNXGolEJaEUpdSG5MV1iDwd8Dn8mrLWBvbR20OzKbYjwePXONvZmFWAi7YMWxAFmkdT7E2+DsIOmGCzb1blqpmlcFJ2w5cvTIRRHEJXsYUoNDrojh/lH8+lD9ld5HgAtnPxEyxQ3cTsYYUxyO0f2iit3hxh8bC3wm1zNYvg68xx4JTVQAuzkPLlNoLKHiJzoaz50dkUANmTftaHjz2A6bwXiA1j/R49rqC+lpcAb5rq2Jksmw+Tirtg1YtC02PjGERukGA+d62w8woz29RdwG4665AGJ/BqK1I63VtWjfKbbpyYNkLsp2Zan8r4t0NgKYVgnLXNbvL8vgDW9dP8Sipzq6s+dQhppt5fVMmifEsheTuod6i1pkE22JwoYpJ+UbOYTsrCy73aGYx5eH55UBDGZzeOI6O5FHqRJxkChtDRTOwP76KXEBewbAN7B3ztDPLRr84SjoBKeV9GhCruq8O8KkAOyi/mpX20YYP6+zaTJMgjLFhEU3c6ULfTyBvhlBilx1RhX1QVdk5rW4wy9oei88OCHPzgz/lFwzpwJl2hv6MU2oLgzP6i0IVdnEeRJZTLuzXTDU+WJGDDEjLeE2dN3m/Lggm3EseuPihJLqNRBKejVfYmfZb61iAoIaT8tHe9MPgcaq1iN8Uu2B2H6y5mu4RFnZUTCqO4wTfVL6nmI1YCOdSDHoPSD1QgkUBZO2R/NyzxndwUmxnssXVHfR7ZPt97+aQoR/jFtoTAHHf4sR1gyswUdX9E0aa04mc9xgIWLGZ6Ba7IY1NYn2N99v/09T4oaowWL6TMYY2NEStKp1fqSvIug8MIEyrDnMEx4ICbZZArPxh3TS1tOtHUaHhS9f4AYwMImA1mw9iVmkjZQBFq64mtx5HpgwbtN6lvhoVaFNWKvsTddf+sVHuLHVLSuTi/WCiuSKJ5mtbA9BhC5Hh0+K15XHIxRGbaByBEqWmLTDMz9TXlOEeiBrM6kDQaegmAHYKysmgo7mffjM7ZRjOhD54tN9nzJNVp3KCLEb1B5i1vULhiqxlZc8SQlFKOHVsws7aQaNAibc3BNvZo8MwtPH5hvt/+rrhUvyXXa9ldza4CWk0oFr83YrSqJc55upo9xV8kr7WpM9MF5Y/ODe8UmLvE7abGTNp1nnC9UXGnTCIZ2tfpW6h7uaz/1dBOAknMCUxS26WourXL2Wxzuzjib0Lh4BwInqA/fQMDVGFJWylAqWtcyKAC2CKNwC1uQMZpdGWmbYutIHWhd3eiop2ae8Wj80mu66YrDAINnXf9tw0sp0ZT/8x62AITA1BXSQCT61zZC1v9Fb+diykXEIunpZGhqDIQpAFzHgA57+IjWBUCUbRe6b6D3qhC+zmMbQRxP2scKAVhWuOSjR92Wva4hctzbrMHf66yIwczBcjjw6Vhyi0mhvVaOlj/DpQYBbZGscCRwrzkeZnsSu2XlhfKUSQHGmHOCWLL6JIjadNneTJH1somvMNfMIU0OmBHzKlxEAOBhAuYuMvBD1DxIDAtlBhy9GsZcLmkOZUYoD51VoSOgKfBxwG5b9vtIf+S6rI0lF2fb1/UwYWtTOSEtE9rneOBX3dPIPpDLfysjMzGRoW774ytr6i5hzZl+a7auZUheM09QQQS0jgHlM6ErHdWemtDawK4PNZ4iVd1r1WOvk6mstdh4cOo0EXqy8KSgRagj2TQmp9uyUMQLBK2SSfjzr7KqIRvgQJr7igmRzNGrfkTaj66B5UJo7YccK1shiazOKKMCSOsT0ztDbkjnsnmH/5dUPl4zu2CKhqFpcB3y/M9cmotpzgJAu/rl1wkmbWxw41mDOdiZwns3NtsMO0uen0lXBbXNa5gLhvjGg26xy+/iKjCHwODDQBh1WEjelJnTAu5+MxYJQEHJbIX3br4slE+P6PUiLMFtxmlT2qYbpMJsJRFFIB9wJzKfB9wzPIUw8khw4MYj0N+TR2YqPgvNFlfmYpjd75CqEl2DGeDihEcEpj4wV/AqH6d/XXEH+tVDXC23h+W+IU1/KkqDJVMzZYhwBrG6EFpn1a4xREh0i5OJYKOgokanINWeOzlv/w+JmCF2cjafaC/JHgcdgQWQoA8tqFSLQWcC48bhAhVFOxmAgccdFuBczi4xQCwbouhPZAAUCC5wqUPNtmR5PMakzvVosD+iba60kPIuFanWoCqvlPHGlIf89p9aE7cNNxm4Nwo3wjnqMcfgvfvKsczPbQNcs3SslfVkbvEITcwlAmYWC+7sth1KX4/jpYXJADOArYvQCW0K2+kMRs3xyJo91TNVXmI2SDezLttJ4KZPvIs3ZNJms5enMyspGJnmc2kZVVLtX8xA1W5tvEWAt40/VU79OWeeZbVjUlQdxU3vdXmwYLoHxyz4e4MS89LNL5zENxojkq/ICTPVISJM46MFpqKy8AISbPrGgMUNJnyhIQPgxnirsK7rkSxdsa0pUaOPC20vZJrVW/fXPlCD38oHfUFIglBLKQrM+VxQwNnj27esKmUCqavBTNhvNp386V6qT8OVDM9AePJRKmOmhSjpREd4nmFA3ZiTcyj+U1sgjna9fZufBbjO9RzcrjvXkv9pztcYC7f47FvriEMMwVaKbhXar9vchd0v5SICCW8NlygzMG2/99mXQE3D0ECsaOI/P8SZ8wT63ErR86uVA7bCIXA2DZ+EdpzjnHqaGHsEwViLDrCZfuOFZ5heJjUuWmheSZak54Ex7GKP3t0fTAuEleM7v434JkPSft6yCCFAF9nrw8PhG6sQ7wCV7Rq8n5uq2PvC9fLYMDYhg3Z9cR744UchJA/43YwVBnz36PUzFyH122EMG+p5EG6upS/6nZXPLraZNgibPQWxWQSvJqZYleAc/X0U7sWnDN4yE+YJI3JVE9WAmxXlWIF6raZDpyrjxzbwa3zeAEYgiB9YEuq0aJzOKtpny+aN+Cwde77AbTsz+ytotqVUGyNYADIy6S/gAL8ePmkzIABWQyDac4BaAVerVLSvFXTAWghjCKz3OjRjH/NkthkSughR72uuB4esBv+O0kb8R3DBUgzBncNCzmUUr/XKa2ABk0AD5niB4xss0UHeIlZr8H6b6fR6eyMNx+GB7VjZQCTqhAX6XkNwGIte+2R6Gad1SvMdAB5QpyJcDd64bc7pSr006mk/We1AR+fIXIIswhdAMIapqEvl0+aVAAA" alt="Racehorse and jockey surging forward through electric light and track smoke"><div class="hero-result reveal"><span>FULLY PROOFED</span><strong id="hero-total">+994</strong><b>POINTS PROFIT</b></div><div class="wrap hero-command reveal"><p class="eyebrow">Horse racing at full voltage</p><h1 class="display">The market<br><span class="electric">can't keep up.</span></h1><div class="hero-strap"><div><span>01</span><b>Fast alerts.</b></div><div><span>02</span><b>Bigger prices.</b></div><div><span>03</span><b>Serious racing profit.</b></div><a class="btn" href="#pricing"><span>Get Supersonic Access ⚡</span></a></div><p class="hero-small" id="hero-proof-line">Level stakes. Every winner and loser recorded. Nine profitable months from nine.</p></div></section>
<section class="launch-window" aria-labelledby="launch-offer-title"><div class="wrap launch-window-grid"><div class="offer-seal reveal" aria-label="Extended quarterly offer"><span class="offer-seal-top">Extended</span><div class="offer-seal-lockup"><strong>Friday</strong><div class="offer-seal-copy"><em>8PM</em></div></div></div><div class="launch-meter reveal"><div class="launch-meter-head"><div><span class="launch-meter-kicker">Quarterly offer extended</span><h2 class="display" id="launch-offer-title">Three months for £45.</h2><p class="launch-clarifier"><strong>Pay for one month and get the next two completely free.</strong> We have extended the £45 introductory quarterly offer until Friday at 8pm.</p></div><strong class="launch-clock" id="launch-clock">Ends Friday at 8pm</strong></div><div class="launch-track" role="progressbar" aria-label="Launch offer time remaining" aria-valuemin="0" aria-valuemax="100" aria-valuenow="100"><div class="launch-fill" id="launch-fill"></div></div><div class="launch-meter-foot"><span id="launch-status">Offer extended — final chance to claim two months free</span><b id="launch-deadline">Ends Friday 9 October at 8pm UK</b></div></div></div></section>
<section class="british-service"><div class="british-wordmark" aria-hidden="true">BRITISH RACING</div><div class="british-mark" aria-hidden="true"><img src="data:image/svg+xml;base64,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" alt=""></div><div class="wrap"><div class="british-heading reveal"><p class="eyebrow">Premium British racing. Every day.</p><h2 class="display">The best British racing tips <span class="electric">money can buy.</span></h2></div><div class="service-deck reveal"><p>Supersonic Racing is built for punters who want quality without an inbox full of speculative bets. Every selection must pass the same strict value test before it reaches members.</p><div class="service-facts"><article><strong>3</strong><span>No more than three fully vetted premium tips</span></article><article><strong>7</strong><span>Days a week across British racing</span></article><article><strong>5PT</strong><span>Level stakes on every advised selection</span></article><article><strong>VALUE</strong><span>The price matters as much as the horse</span></article></div><a class="btn" href="#pricing"><span>Get the premium tips ⚡</span></a></div></div></section>
<section class="results-grid"><div class="wrap"><div class="section-head reveal"><div><p class="eyebrow live-label" id="live-status">Live from the proofing sheet</p><h2 class="display" id="month-headline">Nine months.<br><span class="electric">Nine profits.</span><br>No off switch.</h2></div><p>Every calendar month on the sheet has finished in front. Some were strong. Some were enormous. Together, they have built one of the hardest-hitting result lines in racing tipping.</p></div><div class="month-wall reveal" id="month-wall"><div class="month"><span>January from 17th</span><strong>+39pts</strong></div><div class="month"><span>February</span><strong>+83pts</strong></div><div class="month"><span>March</span><strong>+121pts</strong></div><div class="month"><span>April</span><strong>+49pts</strong></div><div class="month featured"><span>May — fully charged</span><strong>+204pts</strong></div><div class="month"><span>June</span><strong>+51pts</strong></div><div class="month"><span>July</span><strong>+118pts</strong></div><div class="month august"><span style="color:#050606!important">August</span><strong>+162pts</strong></div><div class="month latest"><span>September to 22nd</span><strong>+164pts</strong></div></div></div></section>
<div class="shock" aria-hidden="true"><div class="shock-line">Huge. Supercharged. <span>Winners.</span> Huge. Supercharged. Winners.</div></div>
<section class="winner-wall"><div class="wrap"><div class="winner-layout"><article class="winner-main reveal" id="winner-main"><p class="eyebrow">Biggest verified winner</p><h2 class="display"><span class="electric" id="winner-odds">25/1</span><br>Winner.</h2><div class="result-name" id="winner-name">Milliedram — Fontwell</div><p id="winner-copy">Advised at 25/1. Returned 8/1 SP. A single 5pt win bet generated <strong>+125pts profit</strong>.</p></article><div class="winner-stack reveal" id="winner-stack"><article class="winner-mini"><div><b>Digger One</b><span>22/1 win bet</span></div><strong>+110pts</strong></article><article class="winner-mini"><div><b>Red Rifle</b><span>20/1 win bet</span></div><strong>+100pts</strong></article><article class="winner-mini"><div><b>Sixcor</b><span>12/1 win bet</span></div><strong>+60pts</strong></article><article class="winner-mini"><div><b>Pyleigh Court</b><span>12/1 win bet</span></div><strong>+60pts</strong></article><article class="winner-mini"><div><b>Looking As You Are</b><span>12/1 win bet</span></div><strong>+60pts</strong></article><article class="winner-mini"><div><b>Grand Clermont</b><span>20/1 each-way winner</span></div><strong>+60pts</strong></article></div></div></div></section>
<section class="market"><div class="wrap"><div class="market-head reveal"><h2 class="display">The market moved.<br>Members were <span class="outlined-light">already on.</span></h2><p class="market-note">Big-price winning examples where members secured stronger odds than the eventual starting price.</p></div><div class="price-list reveal" id="price-list"><div class="price-row"><span class="horse">Milliedram</span><strong>25/1</strong><i>→</i><strong>8/1 SP</strong><b>WON</b></div><div class="price-row"><span class="horse">Digger One</span><strong>22/1</strong><i>→</i><strong>16/1 SP</strong><b>WON</b></div><div class="price-row"><span class="horse">Red Rifle</span><strong>20/1</strong><i>→</i><strong>12/1 SP</strong><b>WON</b></div><div class="price-row"><span class="horse">Sixcor</span><strong>12/1</strong><i>→</i><strong>4/1 SP</strong><b>WON</b></div></div><div class="alert-panel reveal"><div class="alert-seal"><span>INSTANT</span><strong>BET</strong><b>ALERTS</b></div><div class="alert-copy"><span>PRICE WINDOW OPEN</span><h3>Move when the selection lands.</h3><p>Every advised horse, price and 5pt stake is sent directly to members. Open the alert, place the bet and get on before the market has finished reacting.</p></div><div class="alert-channels"><span>EMAIL</span><i>+</i><span>TELEGRAM</span><b>7 DAYS A WEEK</b></div></div></div></section>
<section class="proof" id="proof"><div class="wrap proof-grid"><div class="reveal"><p class="eyebrow">The full power curve</p><h2 class="display">Zero to<br><span class="electric" id="proof-total">+994pts.</span></h2><p>The line is built from every result on the proofing sheet. Winners, placed horses and losing bets all stay exactly where they belong.</p><div class="proof-meta"><div><strong id="bsp-total">+362</strong><span>BSP points after commission</span></div><div><strong id="sp-total">+151</strong><span>Points even at SP</span></div><div><strong id="bog-roi">53%</strong><span>BOG ROI on stakes</span></div><div><strong id="selection-count">385</strong><span>Recorded selections</span></div></div><a class="btn" href="https://docs.google.com/spreadsheets/d/1diW9FWtL_LEspY_IX-QchLcr-6kcbHeSSN8s0mh2bcc/edit?gid=0#gid=0" target="_blank" rel="noopener"><span>Inspect every result →</span></a></div><div class="chart-frame reveal"><div class="chart-title"><span id="chart-heading">Cumulative BOG profit</span><span id="chart-period">Jan–Sep 2026</span></div><div class="chart-controls" aria-label="Choose profit graph"><button type="button" id="chart-prev" aria-label="View previous month">‹</button><button type="button" id="chart-view">Overall results</button><button type="button" id="chart-next" aria-label="View next month" disabled>›</button></div><svg id="profit-chart" viewBox="0 0 720 340" preserveAspectRatio="xMidYMid meet" role="img" aria-label="Cumulative BOG profit rising from 39.75 points in January to 994.90 points in September"><defs><linearGradient id="fill" x1="0" y1="0" x2="0" y2="1"><stop offset="0" stop-color="#f4ff21" stop-opacity=".38"/><stop offset="1" stop-color="#f4ff21" stop-opacity="0"/></linearGradient><filter id="glow"><feGaussianBlur stdDeviation="4" result="blur"/><feMerge><feMergeNode in="blur"/><feMergeNode in="SourceGraphic"/></feMerge></filter></defs><g stroke="rgba(255,255,255,.10)" stroke-width="1"><path d="M30 50H700M30 125H700M30 200H700M30 275H700"/></g><path id="chart-area" d="M30 316 L30 304 L112 280 L194 245 L276 231 L358 172 L440 157 L522 123 L604 76 L690 34 L690 316 Z" fill="url(#fill)"/><path id="chart-line" d="M30 304 L112 280 L194 245 L276 231 L358 172 L440 157 L522 123 L604 76 L690 34" fill="none" stroke="#f4ff21" stroke-width="6" stroke-linejoin="round" filter="url(#glow)"/><g id="chart-points" fill="#f4ff21"><circle cx="30" cy="304" r="5"/><circle cx="112" cy="280" r="5"/><circle cx="194" cy="245" r="5"/><circle cx="276" cy="231" r="5"/><circle cx="358" cy="172" r="5"/><circle cx="440" cy="157" r="5"/><circle cx="522" cy="123" r="5"/><circle cx="604" cy="76" r="5"/><circle cx="690" cy="34" r="8"/></g></svg><div class="chart-total"><strong id="chart-total">+994</strong><span id="chart-total-label">Final proofed position</span></div></div></div></section>
<section class="cash"><div class="wrap"><div class="cash-banner reveal"><p class="eyebrow" style="color:#031015">The fixed-stake cash generator</p><h2 class="display" id="cash-headline">£2,000 became<br>£11,949.</h2><p id="cash-copy">Starting with a 200-point bank and betting £10 per point, the proofed selections would have generated £9,949 profit — without increasing the point value once.</p></div><div class="scenario-grid reveal" id="scenario-grid"><article class="scenario"><span>Betting £10 per point</span><strong>+£9,949</strong><b>Final bank £11,949</b></article><article class="scenario"><span>Betting £20 per point</span><strong>+£19,898</strong><b>Final bank £23,898</b></article><article class="scenario"><span>Betting £30 per point</span><strong>+£29,847</strong><b>Final bank £35,847</b></article></div><div class="cash-cta"><a class="btn" href="#pricing"><span>Turn on the cash generator ⚡</span></a></div></div></section>
<section class="compound"><div class="wrap"><div class="compound-board reveal"><div class="compound-intro"><div><p class="eyebrow">The compounding experiment</p><h2 class="display">Profit powers<br><span class="electric">the next month.</span></h2></div><p>Point value is recalculated from the available bank after each recorded month. These are mathematical illustrations using the proofed BOG results, not guaranteed future returns.</p></div><div class="compound-results"><article class="compound-model featured"><span>More protective model</span><b>£4,000 / 400 POINTS</b><strong id="compound-400">£34,109</strong><small id="compound-400-copy">Theoretical final bank · £85.27 final point value</small></article><article class="compound-model"><span>Higher-voltage model</span><b>£2,000 / 200 POINTS</b><strong id="compound-200">£90,869</strong><small id="compound-200-copy">Theoretical final bank · £454.35 final point value</small></article><aside class="compound-assumptions"><b>THE SET-UP</b><span>5pt total stakes</span><span>Monthly recalculation</span><span>BOG prices obtained</span><span>Membership costs excluded</span></aside></div></div></div></section>
<section class="access" id="pricing"><div class="wrap"><div class="access-head reveal"><p class="eyebrow">Choose your access</p><h2 class="display">Switch on<br><span class="electric">Supersonic Racing.</span></h2></div><div class="access-panel reveal"><div class="plans"><article class="plan"><span class="plan-label">Flexible access</span><h3>Monthly</h3><div class="price"><sup>£</sup>45</div><p>One month of full access. Renews at £45 each month.</p><a class="btn thrivecart-button" href="https://bfsmarketing.thrivecart.com/318/?plan=1" data-thrivecart-account="bfsmarketing" data-thrivecart-tpl="v2" data-thrivecart-product="318" data-thrivecart-querystring="plan=1"><span>Choose monthly</span></a></article><article class="plan featured"><span class="plan-label">⚡ Two months free</span><h3>Quarterly offer</h3><div class="price"><sup>£</sup>45</div><p>Your first three months for the price of one. Renews at £90 quarterly.</p><a class="btn thrivecart-button" href="https://bfsmarketing.thrivecart.com/318/?plan=2" data-thrivecart-account="bfsmarketing" data-thrivecart-tpl="v2" data-thrivecart-product="318" data-thrivecart-querystring="plan=2"><span>Claim quarterly offer</span></a></article><article class="plan"><span class="plan-label">Maximum saving</span><h3>Six months</h3><div class="price"><sup>£</sup>127</div><p>Six months of full access. Save £143 against paying monthly.</p><a class="btn thrivecart-button" href="https://bfsmarketing.thrivecart.com/318/?plan=3" data-thrivecart-account="bfsmarketing" data-thrivecart-tpl="v2" data-thrivecart-product="318" data-thrivecart-querystring="plan=3"><span>Choose six months</span></a></article></div><div class="includes"><span>Fast member alerts</span><span>Email and Telegram delivery</span><span>Level staking</span><span>Transparent proofing</span></div></div></div></section>
<section class="final-cta"><div class="wrap reveal"><h2 class="display">The market won't wait.<br>Why should you?</h2><p>Get the selections, take the available price and follow every result through the official proofing record.</p><a class="btn" href="#pricing"><span>Get Supersonic Access ⚡</span></a></div></section>
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<footer><div class="wrap footer-grid"><div class="footer-intro"><div class="footer-brand">Supersonic Racing</div><p>Part of The Bet Professionals. Fast alerts, bigger prices and fully transparent horse-racing proofing.</p><p><strong>18+ only.</strong> Never bet more than you can afford to lose. Never chase losses.</p></div><div><h3>Useful links</h3><a href="https://tbptermsandcondiions.gr8.com/" target="_blank" rel="noopener">Terms & Conditions</a><a href="https://tbpearningsdisclaimer.gr8.com/" target="_blank" rel="noopener">Earnings Disclaimer</a><a href="https://tbpprivacypolicy.gr8.com/" target="_blank" rel="noopener">Privacy Policy</a><a href="https://tbpaffiliates.gr8.com/" target="_blank" rel="noopener">Affiliates</a><a href="https://bfsmarketing.thrivecart.com/updateinfo/" target="_blank" rel="noopener">Members Area</a><a href="https://tbptipsterapplication.gr8.com/" target="_blank" rel="noopener">Tipsters Wanted</a><a href="https://tbptipsters.gr8.com/" target="_blank" rel="noopener">Our Tipsters</a></div><div><h3>BFS Marketing Ltd</h3><p>Registered Office<br>Suite A<br>82 James Carter Road<br>Mildenhall<br>Suffolk<br>IP28 7DE<br>United Kingdom</p><p><a href="mailto:admin@bfsmarketing.co.uk">admin@bfsmarketing.co.uk</a></p></div></div><div class="wrap refund-bar"><p><strong>Refunds:</strong> Please note that all refunds are subject to a 5% charge, with a minimum fee of £1. This covers administrative costs we incur, which may include charges from financial institutions and payment platforms, together with associated staff costs.</p><p>Historical results and hypothetical illustrations are not guarantees of future performance. Betting involves risk and you may lose money.</p><span>© 2026 BFS Marketing Ltd. All rights reserved.</span></div></footer>
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document.getElementById('winner-odds').textContent=advised;
document.getElementById('winner-name').textContent=`${main.horse} — ${main.course}`;
const copy=document.getElementById('winner-copy');
copy.replaceChildren(document.createTextNode(`Advised at ${advised}. Returned ${sp} SP. A single ${main.stake}pt ${main.type.toLowerCase()} bet generated `),makeElement('strong','',`${signedWhole(main.bogProfit)}pts profit`),document.createTextNode('.'));
document.getElementById('winner-main').style.setProperty('--winner-odds',`'${advised}'`);
const stack=document.getElementById('winner-stack');
stack.replaceChildren(...winners.slice(1).map(winner=>{const card=makeElement('article','winner-mini');const detail=makeElement('div');detail.append(makeElement('b','',winner.horse),makeElement('span','',`${fraction(winner.odds)} ${winner.type.toLowerCase()} bet`));card.append(detail,makeElement('strong','',`${signedWhole(winner.bogProfit)}pts`));return card}));
}
function renderMarketMoves(rows){
const simplePrice=value=>Number(fraction(value).split('/')[1])===1;
const moves=rows.filter(row=>row.result.toLowerCase()==='win'&&row.odds>row.sp&&row.odds>=10&&row.sp>=5&&simplePrice(row.odds)&&simplePrice(row.sp)).sort((a,b)=>b.bogProfit-a.bogProfit).slice(0,4);
if(moves.length<4)return;
const list=document.getElementById('price-list');
list.replaceChildren(...moves.map(move=>{const row=makeElement('div','price-row');row.append(makeElement('span','horse',move.horse),makeElement('strong','',fraction(move.odds)),makeElement('i','','→'),makeElement('strong','',`${fraction(move.sp)} SP`),makeElement('b','','WON'));return row}));
}
function renderCash(total,months){
const fixedProfit=total*10;const fixedFinal=2000+fixedProfit;
document.getElementById('cash-headline').innerHTML=`£2,000 became<br>${money(fixedFinal)}.`;
document.getElementById('cash-copy').textContent=`Starting with a 200-point bank and betting £10 per point, the proofed selections would have generated ${money(fixedProfit)} profit — without increasing the point value once.`;
const grid=document.getElementById('scenario-grid');
grid.replaceChildren(...[10,20,30].map(unit=>{const card=makeElement('article','scenario');card.append(makeElement('span','',`Betting £${unit} per point`),makeElement('strong','',`+${money(total*unit)}`),makeElement('b','',`Final bank ${money(200*unit+total*unit)}`));return card}));
const compound=(start,points)=>months.reduce((bank,month)=>bank*(1+month.bogMonth/points),start);
[[400,4000],[200,2000]].forEach(([points,start])=>{const bank=compound(start,points);document.getElementById(`compound-${points}`).textContent=moneyFloor(bank);document.getElementById(`compound-${points}-copy`).textContent=`Theoretical final bank · ${money2(bank/points)} final point value`;});
}
const redrawInteractiveChart=()=>{
const months=availableChartMonths();
renderGraph(months,months.at(-1).bogTotal,availableChartRows());
};
document.getElementById('chart-prev').addEventListener('click',event=>{
event.preventDefault();
const months=availableChartMonths();
chartView=chartView==='cumulative'?months.length-1:Math.max(0,chartView-1);
redrawInteractiveChart();
});
document.getElementById('chart-next').addEventListener('click',event=>{
event.preventDefault();
const months=availableChartMonths();
if(chartView==='cumulative')return;
chartView=chartView>=months.length-1?'cumulative':chartView+1;
redrawInteractiveChart();
});
document.getElementById('chart-view').addEventListener('click',event=>{
event.preventDefault();
chartView='cumulative';
redrawInteractiveChart();
});
updateLaunchWindow();
setInterval(updateLaunchWindow,60*1000);
redrawInteractiveChart();
loadSheetData();
setInterval(loadSheetData,15*60*1000);
document.addEventListener('visibilitychange',()=>{if(document.visibilityState==='visible'&&Date.now()-liveData.lastLoad>60000)loadSheetData()});
})();
</script>
</body>
</html>