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<!doctype html>
<html lang="en">
<head>
<meta charset="utf-8">
<meta name="viewport" content="width=device-width, initial-scale=1, viewport-fit=cover">
<title>DroidDeck boot animation</title>
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<style>
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box-sizing:border-box;
padding-top:env(safe-area-inset-top,0px);
padding-bottom:env(safe-area-inset-bottom,0px);
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--page:#0D1319; --panel:#151D25; --ink:#DCE5ED; --muted:#8A98A6; --line:rgba(220,229,237,.12);
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--track:rgba(220,229,237,.16); --accent-ink:#5CB8FF; --stage-edge:rgba(0,0,0,.5);
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body.render{background:#000;margin:0}
body.render main{display:none}
</style>
</head>
<body>
<main>
<header>
<div class="head-l">
<h1>DroidDeck boot animation</h1>
<p class="meta" id="meta">6.3 s at 60 fps, with sound</p>
</div>
<div class="version" role="group" aria-label="Version">
<button data-v="light" aria-pressed="true">Light</button>
<button data-v="dark" aria-pressed="false">Dark</button>
</div>
</header>
<div class="stage" id="stage">
<canvas id="cv" aria-label="DroidDeck boot animation: three logo pieces stack into a little droid balancing a bowl on its head, then jump and lock into the DroidDeck mark"></canvas>
<div class="hint" id="hint">Tap to replay</div>
</div>
<div class="controls">
<button class="play" id="play" aria-label="Pause">
<svg viewBox="0 0 24 24" aria-hidden="true"><path id="playIcon" fill="currentColor" d="M7 5h4v14H7zM13 5h4v14h-4z"/></svg>
<span id="playLabel">Pause</span>
</button>
<div class="scrub">
<input type="range" id="scrub" min="0" max="1000" step="1" value="0" aria-label="Timeline">
<div class="beats" id="beats"></div>
</div>
<div class="right">
<span class="time" id="time">0.00 / 6.30</span>
<div class="speed" role="group" aria-label="Playback speed">
<button data-s="1" aria-pressed="true">1×</button>
<button data-s="0.5" aria-pressed="false">½×</button>
<button data-s="0.25" aria-pressed="false">¼×</button>
</div>
<button class="snd" id="snd" aria-pressed="false" aria-label="Sound">
<svg viewBox="0 0 24 24" aria-hidden="true"><path fill="currentColor" d="M3 9.5h4l5-4.2v13.4l-5-4.2H3z"/><path id="sndMark" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" d="M16 9.5l5 5M21 9.5l-5 5"/></svg>
<span>Sound</span>
</button>
<button class="fs" id="fs" aria-label="Full screen" hidden>
<svg viewBox="0 0 24 24" aria-hidden="true"><path fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" d="M4 9V4h5M20 9V4h-5M4 15v5h5M20 15v5h-5"/></svg>
</button>
</div>
</div>
<section class="install">
<div>
<h2>Use it as the Steam startup movie</h2>
<ol>
<li>Put the <code>.webm</code> file in <code>~/.steam/<wbr>root/<wbr>config/<wbr>uioverrides/<wbr>movies/</code>. Create the folders if they don’t exist.</li>
<li>In Steam, open Settings &gt; Customization &gt; Startup Movie and pick it.</li>
</ol>
</div>
<div>
<h2>Which file to ship</h2>
<p>Ship the dark version if your Steam UI is dark: it hands off to the library without a bright flash. The 1280×800 cut matches Steam Deck and is the safe default. The 1920×1080 cut is sharper on phones and TVs. Steam needs the <code>.webm</code>; the <code>.mp4</code> files are for sharing. Everything is drawn and synthesized in code, so the included scripts can output any other size.</p>
</div>
</section>
</main>
<script>
/* =====================================================================
DroidDeck boot animation engine
Every frame is a pure function of time t, so the live preview and the
offline video render draw exactly the same thing.
Units: logo units from droiddeck-mark.svg. World origin = frame centre,
y points down. The frame is always 690 units tall.
===================================================================== */
const DD = (() => {
'use strict';
const deg = Math.PI / 180;
const clamp = (x, a = 0, b = 1) => Math.min(b, Math.max(a, x));
const smooth = (a, b, x) => { const t = clamp((x - a) / (b - a)); return t * t * (3 - 2 * t); };
const eio = t => { t = clamp(t); return t < .5 ? 4 * t * t * t : 1 - Math.pow(-2 * t + 2, 3) / 2; };
const eInQ = t => { t = clamp(t); return t * t; };
const eOutC = t => { t = clamp(t); return 1 - Math.pow(1 - t, 3); };
// ---- 2D affine helpers. m = [a,b,c,d,e,f] (canvas setTransform order)
const mul = (m, n) => [
m[0]*n[0] + m[2]*n[1], m[1]*n[0] + m[3]*n[1],
m[0]*n[2] + m[2]*n[3], m[1]*n[2] + m[3]*n[3],
m[0]*n[4] + m[2]*n[5] + m[4], m[1]*n[4] + m[3]*n[5] + m[5]];
const T = (x, y) => [1, 0, 0, 1, x, y];
const R = a => { const c = Math.cos(a), s = Math.sin(a); return [c, s, -s, c, 0, 0]; };
const S = (x, y) => [x, 0, 0, y, 0, 0];
const chain = (...ms) => ms.reduce(mul);
const ap = (m, p) => ({ x: m[0]*p.x + m[2]*p.y + m[4], y: m[1]*p.x + m[3]*p.y + m[5] });
const rv = (a, x, y) => { const c = Math.cos(a), s = Math.sin(a); return { x: c*x - s*y, y: s*x + c*y }; };
// ---- Geometry straight from the SVG
const G = { L: -31.98, B: 223.72, slotL: 56.055, slotR: 71.885, cy: 111.86,
dcx: 63.97, dR: 111.86, hcx: 63.98, hR: 71.81, ocx: 63.98, oR: 55.98 };
const ORB = '#1A9FFF';
const THEMES = {
light: { ink: '#1b1b1b', bg: ['#EDF3F8', '#DCE6EE', '#B6C7D6'], shadow: '22,40,58', shadowK: 1, ringA: 1, ringGlow: 0, glow: 0, noise: 3 },
// Keep the shipped Steam render black between and around the animated pieces.
dark: { ink: '#FFFFFF', bg: ['#000000', '#000000', '#000000'], shadow: '0,0,0', shadowK: 2.3, ringA: 1.5, ringGlow: 14, glow: .34, noise: 0 },
};
let TH = THEMES.light, THN = 'light';
const setTheme = n => { THN = THEMES[n] ? n : 'light'; TH = THEMES[THN]; };
const ORB_C = { x: G.ocx, y: G.cy };
function archPath() { // left piece: the "bridge"
const p = new Path2D();
const dx = G.slotL - G.hcx, hy = Math.sqrt(G.hR*G.hR - dx*dx);
p.moveTo(G.L, 0); p.lineTo(G.slotL, 0); p.lineTo(G.slotL, G.cy - hy);
p.arc(G.hcx, G.cy, G.hR, Math.atan2(-hy, dx), Math.atan2(hy, dx), true);
p.lineTo(G.slotL, G.B); p.lineTo(G.L, G.B); p.closePath();
return p;
}
function domePath() { // right piece: the curve of the D
const dxo = G.slotR - G.dcx, hyo = Math.sqrt(G.dR*G.dR - dxo*dxo);
const dxi = G.slotR - G.hcx, hyi = Math.sqrt(G.hR*G.hR - dxi*dxi);
const p = new Path2D();
p.moveTo(G.slotR, G.cy - hyo);
p.arc(G.dcx, G.cy, G.dR, Math.atan2(-hyo, dxo), Math.atan2(hyo, dxo), false);
p.lineTo(G.slotR, G.cy + hyi);
p.arc(G.hcx, G.cy, G.hR, Math.atan2(hyi, dxi), Math.atan2(-hyi, dxi), true);
p.closePath();
return p;
}
function orbPath() { const p = new Path2D(); p.arc(G.ocx, G.cy, G.oR, 0, Math.PI*2); return p; }
const PATH = { arch: archPath(), dome: domePath(), orb: orbPath() };
// centroids (numerical, symmetric in y)
function centroid(path, x0, x1) {
const c = document.createElement('canvas').getContext('2d');
let n = 0, sx = 0;
for (let x = x0; x <= x1; x += .5) for (let y = 0; y <= G.B; y += .5)
if (c.isPointInPath(path, x, y)) { n++; sx += x; }
return { x: sx / n, y: G.cy };
}
const CEN = { arch: centroid(PATH.arch, G.L, G.slotL), dome: centroid(PATH.dome, G.slotR, 176) };
// anchors: the point of each piece that touches whatever it stands on
const ANC = { arch: { x: G.slotL, y: G.cy }, ball: { x: G.ocx, y: G.cy + G.oR }, dome: { x: G.hcx + G.hR, y: G.cy } };
const HA = G.slotL - G.L; // arch height when standing (88.035)
const WA = G.cy; // arch half width (111.86)
const FOOT_HALF = (G.cy - (G.cy - Math.sqrt(G.hR*G.hR - (G.slotL-G.hcx)**2))) ; // unused helper
const FEET = [{ x: G.slotL, y: 20.24 }, { x: G.slotL, y: G.B - 20.24 }]; // foot centres (piece coords)
// ---- Scene constants
const VIEW_H = 690; // world units visible vertically
const FLOOR = 150;
const GRAV = 6500;
const DUR = 6.30;
const T_L = 4.00; // lift-off
// ------------------------------------------------------------------
// Drops: exact ballistic bounces (height above whatever you land on)
// ------------------------------------------------------------------
function drop(o) {
const g = GRAV, segs = [], impacts = [];
let t = o.t0, v = o.v0;
let tau = (-v + Math.sqrt(v*v + 2*g*o.h0)) / g;
segs.push({ ts: t, te: t + tau, h0: o.h0, vu: -v });
t += tau; v = v + g*tau; impacts.push({ t, v });
for (;;) {
const vu = o.e * v; if (vu < o.minV) break;
const d = 2*vu / g; segs.push({ ts: t, te: t + d, h0: 0, vu });
t += d; v = vu; impacts.push({ t, v });
}
const rest = t;
const seg = tt => { for (const s of segs) if (tt < s.te) return s; return null; };
return {
o, impacts, rest, land: impacts[0].t,
h(tt) { if (tt <= o.t0) return o.h0; const s = seg(tt); if (!s) return 0; const u = tt - s.ts; return Math.max(0, s.h0 + s.vu*u - .5*g*u*u); },
v(tt) { if (tt <= o.t0 || tt >= rest) return 0; const s = seg(tt); return s ? s.vu - g*(tt - s.ts) : 0; },
air(tt) { return tt > o.t0 && tt < rest; }
};
}
const archDrop = drop({ t0: 0.10, h0: 520, v0: 250, e: 0.20, minV: 300 });
const ballDrop = drop({ t0: 0.50, h0: 440, v0: 250, e: 0.45, minV: 170 });
const domeDrop = drop({ t0: 1.15, h0: 330, v0: 250, e: 0.24, minV: 250 });
// ------------------------------------------------------------------
// The balancing act: one master sway curve, everything else follows it
// through springs so the parts lag, overshoot and settle on their own.
// ------------------------------------------------------------------
const SWAY = [[1.60, 0], [1.90, .42], [2.24, -.70], [2.62, .95], [2.82, 1.10],
[3.08, -.44], [3.30, .16], [3.50, 0]];
function sway(t) {
if (t <= SWAY[0][0] || t >= SWAY[SWAY.length-1][0]) return 0;
for (let i = 0; i < SWAY.length - 1; i++) {
const [ta, va] = SWAY[i], [tb, vb] = SWAY[i+1];
if (t < tb) { const p = (t - ta)/(tb - ta); return va + (vb - va)*(.5 - .5*Math.cos(Math.PI*p)); }
}
return 0;
}
// legs hop sideways to get back under the bowl on the big wobble
const HOP = { t: 2.70, d: .19, dx: 26, h: 16 };
const hopX = t => HOP.dx*eio((t - HOP.t)/HOP.d);
const hopH = t => (t > HOP.t && t < HOP.t + HOP.d) ? HOP.h*Math.sin(Math.PI*(t - HOP.t)/HOP.d) : 0;
// crouch before the jump (added straight onto squash)
function crouch(t, amt, a, b, hold) {
if (t < a || t >= T_L) return 0;
if (t < b) return amt * eio((t - a)/(b - a));
if (t < hold) return amt;
return amt * (1 - eInQ((t - hold)/(T_L - hold)));
}
const crouchA = t => crouch(t, .17, 3.56, 3.84, 3.91);
const crouchB = t => crouch(t, .12, 3.60, 3.86, 3.91);
const crouchD = t => crouch(t, .09, 3.64, 3.88, 3.91);
const PHI_FALL = 5*deg, PSI_FALL = -6*deg, U0 = 12;
const ROLL = G.oR/G.dR; // bowl radius is 2x the ball: it turns 1.5x as it rolls
const DT = 1/1200, N = Math.ceil((DUR + .2)/DT);
const SIG = { phi: new Float32Array(N), u: new Float32Array(N), psi: new Float32Array(N),
qA: new Float32Array(N), qB: new Float32Array(N), qD: new Float32Array(N) };
function peakFactor(w, z) { // peak of a unit-velocity kick
const wd = w*Math.sqrt(1 - z*z), ts = Math.atan(wd/(z*w))/wd;
return Math.exp(-z*w*ts)*Math.sin(wd*ts)/wd;
}
const SPR = { A: [40, .32], B: [34, .28], D: [36, .34] };
const kick = (k, peak) => peak / peakFactor(SPR[k][0], SPR[k][1]);
(function simulate() {
const K = [];
const v1a = archDrop.impacts[0].v, v1b = ballDrop.impacts[0].v, v1d = domeDrop.impacts[0].v;
archDrop.impacts.forEach(i => K.push({ t: i.t, k: 'A', dv: kick('A', .13 * i.v/v1a) }));
ballDrop.impacts.forEach(i => { const r = i.v/v1b;
K.push({ t: i.t, k: 'B', dv: kick('B', .24*r) }); K.push({ t: i.t, k: 'A', dv: kick('A', .06*r) });
K.push({ t: i.t, k: 'phi', dv: .55*r }); });
domeDrop.impacts.forEach(i => { const r = i.v/v1d;
K.push({ t: i.t, k: 'D', dv: kick('D', .11*r) }); K.push({ t: i.t, k: 'B', dv: kick('B', .17*r) });
K.push({ t: i.t, k: 'A', dv: kick('A', .07*r) }); });
K.push({ t: HOP.t + HOP.d, k: 'A', dv: kick('A', .07) }); K.push({ t: HOP.t + HOP.d, k: 'B', dv: kick('B', .06) });
K.push({ t: HOP.t + HOP.d, k: 'D', dv: kick('D', .04) });
K.sort((a, b) => a.t - b.t);
let phi = PHI_FALL, phiV = 0, phiA = 0, u = U0, uV = 0, psi = PSI_FALL, psiV = 0;
const q = { A: [0, 0], B: [0, 0], D: [0, 0] };
let ki = 0, crossings = 0, lastSign = 1;
for (let i = 0; i < N; i++) {
const t = i*DT;
while (ki < K.length && K[ki].t <= t) {
const k = K[ki++];
if (k.k === 'phi') phiV += k.dv; else q[k.k][1] += k.dv;
}
const s = sway(t);
// arch rocking on its feet
if (t < archDrop.land) { phi = PHI_FALL; phiV = 0; phiA = 0; }
else {
const w = 20, z = .38, tgt = 5.6*deg*sway(t - .10);
phiA = -w*w*(phi - tgt) - 2*z*w*phiV; phiV += phiA*DT; phi += phiV*DT;
const sg = Math.sign(phi) || lastSign;
if (sg !== lastSign && crossings < 2 && t < 1.0) { q.A[1] += kick('A', .035); crossings++; }
lastSign = sg;
}
// ball rolling along the arch top
if (t < ballDrop.rest) { u = U0; uV = 0; }
else { const w = 13, z = .5, tgt = 24*sway(t - .12); const a = -w*w*(u - tgt) - 2*z*w*uV; uV += a*DT; u += uV*DT; }
// dome: floppy hat with inertia (it lags the body)
if (t < domeDrop.land) { psi = PSI_FALL; psiV = 0; }
else { const w = 13, z = .22, tgt = 11*deg*s; const a = -w*w*(psi - tgt) - 2*z*w*psiV - .6*phiA; psiV += a*DT; psi += psiV*DT; }
// squash springs; falling pieces stretch along their velocity
const tgA = archDrop.air(t) ? -Math.min(.12, Math.abs(archDrop.v(t))*4.6e-5) : 0;
const tgB = ballDrop.air(t) ? -Math.min(.14, Math.abs(ballDrop.v(t))*6.5e-5) : 0;
const tgD = domeDrop.air(t) ? -Math.min(.10, Math.abs(domeDrop.v(t))*4.0e-5) : 0;
for (const [k, tg] of [['A', tgA], ['B', tgB], ['D', tgD]]) {
const [w, z] = SPR[k]; const st = q[k];
const a = -w*w*(st[0] - tg) - 2*z*w*st[1]; st[1] += a*DT; st[0] += st[1]*DT;
}
SIG.phi[i] = phi; SIG.u[i] = u; SIG.psi[i] = psi;
SIG.qA[i] = q.A[0]; SIG.qB[i] = q.B[0]; SIG.qD[i] = q.D[0];
}
})();
const sig = (name, t) => {
const x = clamp(t/DT, 0, N - 1.001), i = Math.floor(x), f = x - i, a = SIG[name];
return a[i] + (a[i+1] - a[i])*f;
};
// ------------------------------------------------------------------
// Standing pose: a kinematic chain floor → arch → ball → dome
// ------------------------------------------------------------------
function standPose(t) {
const hA = archDrop.h(t) + hopH(t), hx = hopX(t), phi = sig('phi', t), u = sig('u', t), psi = sig('psi', t);
const qA = sig('qA', t) + crouchA(t), qB = sig('qB', t) + crouchB(t), qD = sig('qD', t) + crouchD(t);
const hB = ballDrop.h(t), hD = domeDrop.h(t);
const sxA = 1 + .55*qA, syA = 1 - qA;
const side = phi >= 0 ? 1 : -1; // rock on the outer corner of one foot
const piv = { x: hx + side*WA*sxA, y: FLOOR - hA };
const off = rv(phi, -side*WA*sxA, 0);
const A = { x: piv.x + off.x, y: piv.y + off.y };
const mA = chain(T(A.x, A.y), R(phi), S(sxA, syA), R(90*deg), T(-ANC.arch.x, -ANC.arch.y));
const top = rv(phi, u, -HA*syA);
const cB = { x: A.x + top.x, y: A.y + top.y - hB };
const sxB = 1 + .8*qB, syB = 1 - qB;
const mB = chain(T(cB.x, cB.y), R(phi), S(sxB, syB), T(-ANC.ball.x, -ANC.ball.y));
const bc = rv(phi, 0, -G.oR*syB), O = { x: cB.x + bc.x, y: cB.y + bc.y };
// bowl: outer curve resting on the ball, rolling without slipping
const ang = phi + psi, dd = rv(ang, 0, -G.oR*syB);
const cD = { x: O.x + dd.x, y: O.y + dd.y - hD };
const sxD = 1 + .6*qD, syD = 1 - qD;
const mD = chain(T(cD.x, cD.y), R(ang), S(sxD, syD), T(0, -G.dR), R(psi*ROLL), R(90*deg), T(-G.dcx, -G.cy));
return { arch: mA, ball: mB, dome: mD, O, hA };
}
// ------------------------------------------------------------------
// Flight: lift-off, unfold around the orb, magnetic clack, hover settle
// ------------------------------------------------------------------
const FL = { TR: .34, APEX: -108, TC: .44, X: 48, ROT: .40 };
const H0 = (() => {
const p = standPose(T_L), O = p.O, h = { O };
for (const k of ['arch', 'dome']) {
const c = ap(p[k], CEN[k]), m = p[k];
const fin = { x: CEN[k].x - ORB_C.x, y: 0 };
h[k] = { a0: Math.atan2(c.y - O.y, c.x - O.x), r0: Math.hypot(c.x - O.x, c.y - O.y),
th0: Math.atan2(m[1], m[0]), aF: k === 'arch' ? Math.PI : 0, rF: Math.abs(fin.x) };
}
return h;
})();
const damp = (s, w, z) => { const wd = w*Math.sqrt(1 - z*z); return Math.exp(-z*w*s)*Math.sin(wd*s)/wd; };
const fromRest = (x0, s, w, z) => { const wd = w*Math.sqrt(1 - z*z);
return Math.exp(-z*w*s)*(x0*Math.cos(wd*s) + (z*w*x0/wd)*Math.sin(wd*s)); };
function flightPose(t) {
const tau = t - T_L, sC = tau - FL.TC;
const done = tau > 1.7;
let Oy = tau < FL.TR ? H0.O.y + (FL.APEX - H0.O.y)*(1 - (1 - tau/FL.TR)**2)
: fromRest(FL.APEX, tau - FL.TR, 9.5, .75);
let Ox = H0.O.x*(1 - eio(tau/.4));
if (done) { Ox = 0; Oy = 0; }
const O = { x: Ox, y: Oy };
const st = -Math.sin(Math.PI*clamp(tau/.30))*.085; // stretch on the way up
const gs = sC > 0 && !done ? 1 + .05*Math.exp(-6*sC)*Math.sin(20*sC) : 1;
const G_ = chain(T(O.x, O.y), S(gs, gs), T(-O.x, -O.y));
const piece = (k, jsign, kq) => {
const h = H0[k];
const a = h.a0 + (h.aF - h.a0)*eio(tau/FL.ROT);
let r = h.rF + (h.r0 - h.rF)*(1 - smooth(0, .30, tau));
r += FL.X*smooth(0, .22, tau)*(1 - eInQ((tau - .30)/(FL.TC - .30)));
if (sC > 0 && !done) r += 3.6*Math.exp(-14*sC)*Math.abs(Math.sin(38*sC)); // hard stop, tiny rebound
let th = h.th0 + (0 - h.th0)*eio((tau - .02)/FL.ROT);
if (done) { r = h.rF; th = 0; }
const q = st*kq, c = CEN[k];
const C = { x: O.x + r*Math.cos(done ? h.aF : a), y: O.y + r*Math.sin(done ? h.aF : a) };
return mul(G_, chain(T(C.x, C.y), S(1 + .6*q, 1 - q), R(th), T(-c.x, -c.y)));
};
const qb = st*1.1;
const ball = mul(G_, chain(T(O.x, O.y), S(1 + .8*qb, 1 - qb), T(-ORB_C.x, -ORB_C.y)));
return { arch: piece('arch', 1, .8), dome: piece('dome', -1, .8), ball, O, tau };
}
function pose(t) {
t = clamp(t, 0, DUR);
const p = t < T_L ? standPose(t) : flightPose(t);
// contact shadows
const fade = t < T_L ? 1 : 1 - smooth(0, .2, t - T_L);
const sh = [];
if (fade > 0) {
let lowest = Infinity, cx = 0;
for (const f of FEET) {
const w = ap(p.arch, f), hf = Math.max(0, FLOOR - w.y);
lowest = Math.min(lowest, hf); cx += w.x/2;
sh.push({ x: w.x, rx: 30 + hf*.35, ry: 5.5 + hf*.05, a: .34*Math.exp(-hf/22)*fade });
}
sh.unshift({ x: cx, rx: 150 + lowest*.35, ry: 15 + lowest*.03, a: .17*Math.exp(-lowest/210)*fade });
}
p.shadows = sh;
// shock ring when the pieces lock
const sC = t - (T_L + FL.TC);
p.sC = sC;
p.ring = sC > 0 && sC < .8 ? { O: p.O, r: 118 + 210*eOutC(sC/.8), a: .34*(1 - sC/.8)**2, w: 4*(1 - .7*sC/.8) } : null;
return p;
}
// ------------------------------------------------------------------
// Drawing
// ------------------------------------------------------------------
function makeBG(W, H, noise) {
const c = document.createElement('canvas'); c.width = W; c.height = H;
const g = c.getContext('2d');
const cx = W/2, cy = H*.47, R = Math.hypot(W, H)*.6;
const gr = g.createRadialGradient(cx, cy, 0, cx, cy, R);
gr.addColorStop(0, TH.bg[0]); gr.addColorStop(.42, TH.bg[1]); gr.addColorStop(1, TH.bg[2]);
g.fillStyle = gr; g.fillRect(0, 0, W, H);
if (noise) { // static dither: kills banding in the video
const id = g.getImageData(0, 0, W, H), d = id.data; let s = 1337;
for (let i = 0; i < d.length; i += 4) {
s = (s*1664525 + 1013904223) >>> 0; const n = ((s >>> 24)/255 - .5)*noise;
d[i] += n; d[i+1] += n; d[i+2] += n;
}
g.putImageData(id, 0, 0);
}
return c;
}
function draw(ctx, W, H, t, bg) {
const px = H/VIEW_H, base = [px, 0, 0, px, W/2, H/2];
ctx.setTransform(1, 0, 0, 1, 0, 0);
ctx.drawImage(bg, 0, 0, W, H);
const p = pose(t);
for (const s of p.shadows) {
if (s.a < .003) continue;
ctx.setTransform(...mul(base, [s.rx, 0, 0, s.ry, s.x, FLOOR]));
const g = ctx.createRadialGradient(0, 0, 0, 0, 0, 1);
const a = Math.min(.9, s.a*TH.shadowK), c = TH.shadow;
g.addColorStop(0, `rgba(${c},${a})`); g.addColorStop(.55, `rgba(${c},${a*.45})`); g.addColorStop(1, `rgba(${c},0)`);
ctx.fillStyle = g; ctx.beginPath(); ctx.arc(0, 0, 1, 0, Math.PI*2); ctx.fill();
}
if (p.ring) {
ctx.setTransform(...base);
ctx.strokeStyle = `rgba(26,159,255,${Math.min(1, p.ring.a*TH.ringA)})`; ctx.lineWidth = p.ring.w;
if (TH.ringGlow) { ctx.shadowColor = `rgba(26,159,255,${Math.min(1, p.ring.a*2)})`; ctx.shadowBlur = TH.ringGlow*px; }
ctx.beginPath(); ctx.arc(p.ring.O.x, p.ring.O.y, p.ring.r, 0, Math.PI*2); ctx.stroke();
ctx.shadowBlur = 0; ctx.shadowColor = 'transparent';
}
if (TH.glow && p.sC > 0 && p.sC < 1.4) { // dark only: the orb flashes on at lock, light leaks through the halo gap
const ga = TH.glow*Math.min(1, p.sC/.03)*Math.exp(-p.sC/.32)*(1 - smooth(1.0, 1.4, p.sC));
ctx.setTransform(...base);
const g = ctx.createRadialGradient(p.O.x, p.O.y, G.oR*.9, p.O.x, p.O.y, G.oR*2.6);
g.addColorStop(0, `rgba(26,159,255,${ga})`); g.addColorStop(.35, `rgba(26,159,255,${ga*.45})`); g.addColorStop(1, 'rgba(26,159,255,0)');
ctx.fillStyle = g; ctx.beginPath(); ctx.arc(p.O.x, p.O.y, G.oR*2.6, 0, Math.PI*2); ctx.fill();
}
ctx.fillStyle = TH.ink;
ctx.setTransform(...mul(base, p.arch)); ctx.fill(PATH.arch);
ctx.setTransform(...mul(base, p.dome)); ctx.fill(PATH.dome);
ctx.fillStyle = ORB;
ctx.setTransform(...mul(base, p.ball)); ctx.fill(PATH.orb);
ctx.setTransform(1, 0, 0, 1, 0, 0);
}
// how far (px) things move during an exposure: drives motion-blur sample count
const PROBE = { arch: [{x:G.L,y:0},{x:G.L,y:G.B},{x:G.slotL,y:0},{x:G.slotL,y:G.B}],
dome: [{x:G.slotR,y:0},{x:G.slotR,y:G.B},{x:176,y:G.cy}],
ball: [{x:G.ocx-G.oR,y:G.cy},{x:G.ocx+G.oR,y:G.cy},{x:G.ocx,y:G.cy-G.oR},{x:G.ocx,y:G.cy+G.oR}] };
function motionPx(t0, t1, H) {
const a = pose(t0), b = pose(t1), px = H/VIEW_H; let m = 0;
for (const k of ['arch', 'dome', 'ball']) for (const q of PROBE[k]) {
const p0 = ap(a[k], q), p1 = ap(b[k], q); m = Math.max(m, Math.hypot(p1.x - p0.x, p1.y - p0.y));
}
if (b.ring) m = Math.max(m, Math.abs(b.ring.r - (a.ring ? a.ring.r : 116)));
return m*px;
}
// Offline render with real motion blur (180° shutter, adaptive samples)
let RC = null;
function renderFrame(i, fps = 60, shutter = .5) {
const cv = document.getElementById('cv'), W = cv.width, H = cv.height;
if (!RC || RC.W !== W || RC.H !== H || RC.theme !== THN) {
const ctx = cv.getContext('2d', { willReadFrequently: true });
RC = { W, H, theme: THN, ctx, bg: makeBG(W, H, TH.noise), acc: new Uint16Array(W*H*4) };
}
const t = i/fps, ex = shutter/fps;
const t0 = Math.max(0, t - ex/2), t1 = Math.min(DUR, t + ex/2);
const n = Math.max(1, Math.min(48, Math.ceil(motionPx(t0, t1, H)/.45)));
if (n === 1) { draw(RC.ctx, W, H, t, RC.bg); }
else {
const acc = RC.acc; acc.fill(0);
for (let k = 0; k < n; k++) {
draw(RC.ctx, W, H, t0 + (k + .5)/n*(t1 - t0), RC.bg);
const d = RC.ctx.getImageData(0, 0, W, H).data;
for (let j = 0; j < d.length; j++) acc[j] += d[j];
}
const out = RC.ctx.createImageData(W, H), o = out.data;
for (let j = 0; j < o.length; j++) o[j] = (acc[j] + (n >> 1))/n;
RC.ctx.putImageData(out, 0, 0);
}
return { url: cv.toDataURL('image/png'), samples: n };
}
return { DUR, T_L, HOP, setTheme, get theme() { return THN; }, draw, makeBG, renderFrame, pose, sig, sway, drops: { archDrop, ballDrop, domeDrop },
BEATS: [['Drop', .10], ['Wobble', 1.60], ['Jump', 3.56], ['Lock', T_L + FL.TC]],
frameCount: fps => Math.round(DUR*fps) + 1, CEN, H0 };
})();
/* =====================================================================
Preview player (or bare canvas when ?render=1)
===================================================================== */
(() => {
const qs = new URLSearchParams(location.search);
const cv = document.getElementById('cv');
if (qs.get('render')) {
document.body.classList.add('render');
DD.setTheme(qs.get('theme') || 'light');
document.body.appendChild(cv);
cv.width = +qs.get('w') || 1280; cv.height = +qs.get('h') || 800;
cv.style.width = cv.width + 'px'; cv.style.height = cv.height + 'px';
return;
}
const stage = document.getElementById('stage'), ctx = cv.getContext('2d');
const scrub = document.getElementById('scrub'), timeEl = document.getElementById('time');
const playBtn = document.getElementById('play'), playIcon = document.getElementById('playIcon'), playLabel = document.getElementById('playLabel');
const beatsEl = document.getElementById('beats'), fsBtn = document.getElementById('fs');
const reduce = matchMedia('(prefers-reduced-motion: reduce)').matches;
const sndBtn = document.getElementById('snd'), sndMark = document.getElementById('sndMark'), hint = document.getElementById('hint');
let W = 0, H = 0, bg = null, t = reduce ? DD.DUR : 0, playing = !reduce, speed = 1, last = 0, raf = 0;
// Soundtrack through Web Audio. When it's playing, the audio clock drives the picture.
const Sound = (() => {
let ctx = null, buf = null, src = null, on = false, pending = null, t0 = 0, c0 = 0, rate = 1;
const bytes = () => { const b = atob(DD_SOUND), u = new Uint8Array(b.length); for (let i = 0; i < b.length; i++) u[i] = b.charCodeAt(i); return u.buffer; };
async function ensure() { // call from a tap: browsers only allow sound after one
if (!ctx) { const AC = window.AudioContext || window.webkitAudioContext; if (!AC) return false; ctx = new AC(); }
if (ctx.state !== 'running') { try { await ctx.resume(); } catch (e) {} }
if (!buf) { pending = pending || new Promise((ok, no) => ctx.decodeAudioData(bytes(), ok, no));
try { buf = await pending; } catch (e) { pending = null; return false; } }
return ctx.state === 'running';
}
function stop() { if (src) { try { src.stop(); } catch (e) {} src.disconnect(); src = null; } }
function start(at, r) {
stop(); if (!on || !buf || !ctx || ctx.state !== 'running' || at >= buf.duration) return;
src = ctx.createBufferSource(); src.buffer = buf; src.playbackRate.value = r; src.connect(ctx.destination);
c0 = ctx.currentTime; t0 = at; rate = r; src.start(c0, at);
}
function clock() { return src ? t0 + Math.max(0, ctx.currentTime - c0 - (ctx.outputLatency || 0))*rate : null; }
return { ensure, start, stop, clock, get on() { return on; }, set on(v) { on = v; if (!v) stop(); } };
})();
// version: remembered per viewer, otherwise follows the system theme
let ver = null; try { ver = localStorage.getItem('dd-version'); } catch (e) {}
if (ver !== 'light' && ver !== 'dark') ver = matchMedia('(prefers-color-scheme: dark)').matches ? 'dark' : 'light';
function setVersion(v) {
ver = v; DD.setTheme(v); stage.classList.toggle('dark', v === 'dark');
document.querySelectorAll('.version button').forEach(b => b.setAttribute('aria-pressed', b.dataset.v === v));
if (W) bg = DD.makeBG(W, H, 0);
try { localStorage.setItem('dd-version', v); } catch (e) {}
}
document.querySelectorAll('.version button').forEach(b => b.onclick = () => { setVersion(b.dataset.v); render(); });
setVersion(ver);
function size() {
const r = stage.getBoundingClientRect(), dpr = Math.min(window.devicePixelRatio || 1, 2.5);
const w = Math.round(r.width*dpr), h = Math.round(r.height*dpr);
if (w !== W || h !== H) { W = cv.width = w; H = cv.height = h; bg = DD.makeBG(W, H, 0); }
render();
}
const ICON = { pause: 'M7 5h4v14H7zM13 5h4v14h-4z', play: 'M8 5.5v13l11-6.5z', replay: 'M12 5a7 7 0 1 1-6.6 4.7l1.9.6A5 5 0 1 0 12 7v3L7.5 6 12 2z' };
function ui() {
const ended = t >= DD.DUR - 1e-6;
const mode = playing ? 'pause' : ended ? 'replay' : 'play';
playIcon.setAttribute('d', ICON[mode]);
playLabel.textContent = mode === 'pause' ? 'Pause' : mode === 'replay' ? 'Replay' : 'Play';
playBtn.setAttribute('aria-label', playLabel.textContent);
stage.classList.toggle('ended', ended && !playing);
hint.textContent = Sound.on ? 'Tap to replay' : 'Turn on Sound to hear it';
sndBtn.setAttribute('aria-pressed', Sound.on);
sndMark.setAttribute('d', Sound.on ? 'M15.5 9.2a4 4 0 0 1 0 5.6M18.3 6.6a7.6 7.6 0 0 1 0 10.8' : 'M16 9.5l5 5M21 9.5l-5 5');
const p = t/DD.DUR; scrub.value = Math.round(p*1000); scrub.style.setProperty('--p', (p*100) + '%');
timeEl.textContent = `${t.toFixed(2)} / ${DD.DUR.toFixed(2)}`;
let cur = -1; DD.BEATS.forEach((b, i) => { if (t >= b[1]) cur = i; });
[...beatsEl.children].forEach((el, i) => el.classList.toggle('on', i === cur));
}
function render() { if (bg) DD.draw(ctx, W, H, t, bg); ui(); }
function loop(now) {
raf = 0;
if (playing) {
const heard = Sound.clock();
if (heard !== null) t = Math.min(DD.DUR, heard);
else t = Math.min(DD.DUR, t + Math.min(.05, (now - last)/1000)*speed);
if (t >= DD.DUR) playing = false;
}
last = now; render();
if (playing) raf = requestAnimationFrame(loop);
}
function play() {
if (t >= DD.DUR - 1e-6) t = 0;
playing = true; Sound.start(t, speed); last = performance.now();
if (!raf) raf = requestAnimationFrame(loop);
}
function pause() { playing = false; Sound.stop(); render(); }
sndBtn.onclick = async () => {
if (Sound.on) { Sound.on = false; ui(); return; }
Sound.on = true; ui();
if (!(await Sound.ensure())) { Sound.on = false; ui(); return; }
t = 0; play(); // replay from the top so it's heard in sync
};
playBtn.onclick = () => playing ? pause() : play();
cv.onclick = () => playing ? pause() : play();
scrub.oninput = () => { playing = false; Sound.stop(); t = scrub.value/1000*DD.DUR; render(); };
document.querySelectorAll('.speed button').forEach(b => b.onclick = () => {
speed = +b.dataset.s; document.querySelectorAll('.speed button').forEach(x => x.setAttribute('aria-pressed', x === b));
if (playing) Sound.start(t, speed);
});
DD.BEATS.forEach(([name, bt]) => {
const b = document.createElement('button'); b.className = 'beat'; b.textContent = name;
b.style.left = (bt/DD.DUR*100) + '%'; b.onclick = () => { t = bt; play(); };
beatsEl.appendChild(b);
});
addEventListener('keydown', e => {
if (e.target.closest('input,button') && e.key !== ' ') return;
if (e.key === ' ') { e.preventDefault(); playing ? pause() : play(); }
else if (e.key === 'ArrowRight' || e.key === 'ArrowLeft') {
e.preventDefault(); playing = false; Sound.stop(); t = Math.max(0, Math.min(DD.DUR, t + (e.key === 'ArrowRight' ? 1 : -1)/60)); render();
}
});
if (stage.requestFullscreen) {
fsBtn.hidden = false;
fsBtn.onclick = () => document.fullscreenElement ? document.exitFullscreen() : stage.requestFullscreen().catch(() => {});
}
new ResizeObserver(size).observe(stage);
addEventListener('resize', size);
size();
if (playing) play();
})();
</script>
<script id="dd-sound">/* soundtrack: MP3, base64. Rebuild with embed_sound.py */
const DD_SOUND = /*SOUND*/"SUQzBAAAAAAAI1RTU0UAAAAPAAADTGF2ZjYwLjE2LjEwMAAAAAAAAAAAAAAA//uUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAASW5mbwAAAA8AAAEJAAGPAAADBggLDhATFhgaHR8iJScqLS8yNDY5Oz5BQ0ZJS01QUlVYWl1gYmVnaWxucXR2eXx+gIOFiIuNkJOVmJqcn6Gkp6msr7Gztri7vsDDxsjLzc/S1Nfa3N/i5Obp6+7x8/b5+/4AAAAATGF2YzYwLjMxAAAAAAAAAAAAAAAAJAXgAAAAAAABjwC+eaeUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA//uUZAAP8AAAaQAAAAgAAA0gAAABAAABpAAAACAAADSAAAAETEFNRTMuMTAwVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVMQU1FMy4xMDBVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVV//uUZFGP8AAAaQAAAAgAAA0gAAABAAABpAAAACAAADSAAAAEVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVMQU1FMy4xMDBVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVV//uUZFGP8AAAaQAAAAgAAA0gAAABAAABpAAAACAAADSAAAAEVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVMQU1FMy4xMDBVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVV//uUZFGP8AAAaQAAAAgAAA0gAAABAAABpAAAACAAADSAAAAEVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVMQU1FMy4xMDBVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVV//uUZFGP8AAAaQAAAAgAAA0gAAABAAABpAAAACAAADSAAAAEVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVMQU1FMy4xMDBVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVV//uUZFGP8AAAaQAAAAgAAA0gAAABAAABpAAAACAAADSAAAAEVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVMQU1FMy4xMDBVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVV//uUZFGP8AAAaQAAAAgAAA0gAAABAAABpAAAACAAADSAAAAEVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVMQU1FMy4xMDBVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVV//uUZFGP8AAAaQAAAAgAAA0gAAABAAABpAAAACAAADSAAAAEVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVMQU1FMy4xMDBVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVV//uUZFGP8AAAaQAAAAgAAA0gAAABAAABpAAAACAAADSAAAAEVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVMQU1FMy4xMDBVVVVVVVVVVVVVVV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sKwBwAw+8fTVBFSRGuOy0cpqLJy9JgeD5ITX0bMUTU//d/7P//b9BSGEmFjpkHte2ZHoKnmDvGHAUqTS7oy4jMCKCIeRuLYCQcSxLxOqA4mtZxVASNwWeTSe8oHEATwdIiayz///////f//oMM8Qs0SL2DXHFSMvEIU+gEe2GRTlaIxxkDIQEDjwj9roPDsdxhHYKTiiutXL8lbaDSm3sj1NW5Pup/7/X6vuZ0//7/6aAMGtGpzSEGOU1ZkNZMOzLwTnJBMBpg2Zc6Qs1JkxI0wwhl7l0+NR/n+erOYrvTTxeavdqWb17C8O7HMQu32e5ADD+BrNc3bA0yBsjNOIvPOGj8Ik3IkGi0v+gYLGawpRhXoaGNZmWjpMPRMNi7Rzj5HzEeqhG2j0b/93+zc7q/6v+z/14MIpFrDIDLewzLsZOM//uUZEkNwgARQ4v80IBEojhxe2wWCKRDDi/xgsETCCIJ7ZhYgYJyjtMSBKtM8mYABMFFoIAKQjNQZXw4WD2cF/bvL1xysY7bKnTbWw9s2nP9v0erV/+7////V6hRWExAheTYDhZNdgLUyuRQDCAcNrhwtQ+KgAQA7kLswuD1CEzxIwLJRjMXOgoZeQVoK7xf0/yX/3WR2+/Sp61f/u6v/oUoVAMKKFxjUMXVY0+oOMMlzJyzBigEoOA+jhPjBnzLLjDGkV3UUuAigBRIqVciQGUSBZORtcVfa2Fwqgm92judHO1tJfzlv/3fr//9/rGAADCWBYMkzIczCRmzIiEdEUM2c4zKsHCB0KoA3z2jkZqmyUbiY0wdnmedLIHQQ0bgY2cIf9v/p///RUyzGFrA0plRsA+ZaAIfmKbDWhj1KYRRGUF5MHxhrAkAr+Et2lxGU8SbduXrOjCARIGjjhTpvsp9a9P/Ff9sV/bV3/9X/SQxXTqjZEaeNuEOAxdxujeC//uUZG+M0mwQQ5P6SSA7IiiCe0kWCLg/Ek/tIsDwCGHF7SRYjeaxKWZIIm4YIOg85KHONTQnRWfIfAS1sDckCUG+g6Zo//3f//////lf/Wp/zBqQcIzt5zFM+PDtTGFxKs8IUCKjHszcDjNnTHjRIJIg2mlkiRiwMvgii7FBm7s2xzw5a2pmRoPW3/+n9Ov7fouV6PVm8AMFo2ow+epjHoGcMDwnM1EVMolhEAkxwTAIKEVYpnU4F8DIW860qQROb00w3rHMHoV4t2f9v/zPp9Pd/3fSu4WvMJ9DgDJOFkQyX0LyMW8B1jvVwxgzNDHDHgFV76v00kNMIDAvIjFDNyMILsWbF/f/s/7Prs7f1fFH//Qmf1b1EMOIpg1+UHzd6B9MF0rQ2iKNMjQFAiUQCARXKok+h5WYlZXEKjdjolmzy0kKDH+pDzptn/VytH/9/+7o/i/RoVhj39kAAK3HFGmzAkAIoxyFKWMgyCVjE5wdswLYAwaCauGspkEBAMvf//uUZJgI0jINxAv6MLA+ohhxe2kWCEg/Fs/sYsEPCGGF7aRYx++7sphEOClHJG3zBSec38d9ej1qT/Tv//03/7HIs0ABWBVTAfDFMkzKE2zhTV/hMGicMyYcETEgpSrmVyU7eTkx8DVyKTyENBk5OTeEmrLk32bW9ftx37GfZ1e+9Wz/Of6NQZhaYwl4UxMupZezNFA2cxUIH2PMZTHxIzgjMpDBIJegvS41ybKqRgWr0gsBJjy39nX7/+n5J398c977Pr/d14CrRUylUkQMT0XM21gqDZ7AkMbIgo0Ks1XYv8PHRZeXnhh24TY7KYWrSExNG91YNCgavczR9aKejPaKv1+ni+n76///+n2KACs0qmAril5lZ0K2ZfaIWmMPg0Bkc+CGQxdPMaIASIl2wcAMPCo1ybvLLoxGHKkPieWen3ADT6dhayGlrRYzVar5W//76Pv99CNVaEGDiAKYvH6hovBRqG6ZhIPhoELZg4DAqBqgSRIDjA/7WWA5yDJR//uUZMCIgiURRlP4MSBDwgiGe4YICIw9Es/sYsEGiCHJ7RhgVfeJiCRoAAsSapm79Vtz/6no0GBsh2fs/2Vfu+zahIzDYw/A0Zh+0NRpEPjKXg688+0DahRM9jAzEEzBoLYGj0tUTRkRoTSCoK9dKlIMCWPUJT5EO2IRTXsmjZ/nrdCdaqHti1nlrdUfdehjRn7ulx/YAJhvEznAylAcgQFxgmi0Gnigc9OJioOKqCADKmiMVZciAlAkEpjAsgeLQiAIS6tUhp4+qjTvcqHC7DTz+hDJdP1pqZHTElsMrYx41jdzF0NakmxetCteYjAch2I0GHosNB2HqjLvQ9AwYAF2AIICczEYu6a50ZAYHP1qBtGzioWbaLdVysmhcFAsZvtL0O7nNgUUoHmd8WLVvnEOWmlqA9pHn17bvU1XTZt0X2P6VGDQBg5hfqTyenSqYqquY2FiZ8jsYHB+YBAWpqqswVm6CieHMaciODpUehyUlCAERadv0g+vmEKU/6ar//uUZOcIwlsOxDP7MLBFIchhe6kGCmw7DC/xIsFfiKEF7hhY0uux5GhVTBgslPsTSvRb3NST/0btaDDoDRNc97M2ShSTG2ENOgTTrxs1RiACmRYZsqCY4jGJCYcdmCASibQnEuQU3qm60GYt8wQJysWjQSxwLpaUPzV9YnXIl7FYo1jcDr9L+zBGIwOQsKLb/X/yMgv//tGRWP+dkw9RCDlKm9OlEPMxWhzjO6LPkBNSowsCAUD0tUeG5HvzqpOHUYsSFj5b3122SHHCqjhgw1cKhilioRk3XlwkAUmVFbQM5xxrioGtQNL3meaFB8JUmDjzzT9cVGOdUhbWuvQ81QApLJbbbI0gYrEsZ/VWZDH0Y2DUY7iyZ7K4awKSaHqecI3MbE0sbfNkbPHSahvkZSFWZTBsRMxfhLowUwECiY4gHNkZ0CSa/HCsaaYiALqN9ZDUn0w1mNXMXBMVgAqnEMd7ZttmsgByxt03UApGDEha8NROpU2WgQipoBkjCLJD//uUZPcO8rcNwgP6SSBQgghAf6YIDGRrHi9tg9mMiGCB7iRYgCKJCF+UJSKpdIHCgIoACg0AkDGR09Fzs0YMwFnjrtqzl6n/kGU9DMNRGZ1Wu0UKfl9oJicCSKMyq7rtmlmpuUS+ipquF6/qrWu4LIqv///kyIksVAFlgAldNttgAAAwIERkRmynComJPAgDY+UPX/qQAEhwAekhD9GZ7RyOG+KgApJKyukAMowBOcEcPVUxA1WmRhPHXjLmJIrmAsHmgAImCIOGNY5mJwSDoCGFwGsnTvjFdtL8dACiAuKwALDAJgEURA/1fHzhmbX9c4jYbdO4z/e3uWaTP1vWMyRYti7gnQE///oIKxp20HTFEYwJhkhbGngaZrA5ggEIDQUBFqF7FutDgmer6gKEYHgMOKtTJ0EACow9an11MMXLyzTa2iYwxLxfOLzYoTFmKcQ2LltVM+WF/DEtAxcyg4XUMZ5B3DIWy1UxfgCWMDnAGZwwIcDEAQFYYHsAxmAF//uUZO4AFro5zeu7yzYpIgodaSYZzLB7M5XXgDjOh6TCuJABgAgVqew+x0BBkTmEWieqJbwYgDs1cJwBYKBXdf2+3jnzSS7+RB4nskVNbfWecie7R0lNS2rFH3tXkCUl27bvTWE3aGmCwKAEIhx7mOsS5Ao1zADAHV7HKsHtuTC4/PbUMaF7nOEX//mv/+8AJYAAgxqnUTE3SAMmVuoyFT4zOxAxM6oi0yshSjA5AnMHcIswvwZjJpBTMAQIcwJQEFXmBcAY4I0D66jwjxhGZEQzKNzCUKwK3BEJayYZAR3o219vnkT1jrJZTcvS+W36+VLK7eWcqj1XtTuOs8Ma2HPsYX8q5Fm59KW6r9NK2fJ/y2h136tX0gBIGRWq+RheKdYcRVfuGG7wOhzGt9YaHkS1mUijaRiPoMeYSYIsGB7BBxngxCmYOMBWGBAgFioDAcQDUwAgAAMAzALjAAwEtBMBGikg0RDPGbiGFIlvqImAQg/4RAHQpqMYp5lrrrP+//uUZM8ABWgkw4Z/IACI5Iilz2AAFsyVDjn8gAIGDiKjPYAAxeWz7hPvNSKmfJ+sO5xKWXbdim1Ws51It23S47uVL26qgswWNSr3AQCLEmWOlyocPOJbGJWZCIscba4dSSfMuIJhEJJTpeKjDv////9KQAAEIBQAJDdUFNMgJQo2zzVjL8P0BMTZkWIymTmRMYEQJBiVBAmFMBOY1wW5iVAoDQJqw5goADN+SgSoNEwi1awxrUXEMagtUCRGgt8qhFFvOxPWuUsTcN9qOjlz2X8L/YKllnfaWjxpXCAiIAkI1kksQt/obuup7eO1Xf1XXs/RrQU21YzC+P7NZPds8Ce5zWMNJM94V07ThyDEwBHMJgUIyiwjgACqYVAVLIhEAi/aqi+oYjByvPxzFg9mB2JixAVu0luKtM1f1bTlrX613Y87+6dq7QcYeEEdv/9/s+5pNBDWv//6QAAVSQnLQAAYbXnZfBkHeb6NmkS50x8WmCwSDmJBt3muvI0x570n//uUZEYMEyofxx95gABEgxlt7ZgBDkRrDg/7QsEMjuRZ3Yi7qEzgM9RIwFLIH7Sb7UpbGYfkcktHnKsNCEDBHExIwr4MwMemDTTSFCTsylceHMdbC4w78aTD2H4MMlQA0SRAjALBEMdsSowOAJjqvzRCQMRQ7M4UCS1MADBRijC4RtwxoqxdCXyq0NuDK6Whpaem+htTOqHkcoo1Tfj+FOaMjSCyQxE8nVqTX2/////9P+zeAgWjCJFzPmcjP7kDE8dgAOhz0LYXGwCqBNGOg5MFudF4FhcLiMdjEpj0btxupqNVv6MnsHUtTI4zdd1q4QiGPyT//TBOFBwxx3wwN7H/DjL4DEAxkMF1OVhF1DFsQHUwXIgwMLXBcgIBnmBFA+pgR4EuFHBzBo0YMIDAAFGVWIHMkBywylwONq/AoVDuoyLAkRkVJ6VzsYqk7w2JVm0bSZZ20q+cdhOFoUU/kmGzLSKXNxAQjiYRUmYhO0B2DIta5i67ry8WSU1PcWeh//uUZESP1IshQgP6StBjQziBe0lKD0SBCg/0x8EVC6MF7aCziniqZRLpGkDAOYK5w5natimdm9eYvQzJgZGQGkufKYUgDhhZlMGRqG8BgTDosAFGMERCgFpD5QBLvZylElakWhIZy5Cd8aTmfQQXcxFIu2uw9NOjlPjfc0PjSI00BUq2f0f0f7v/3p+Kf09pghCJMaf2SyGUhdCJiLRZ2YLEXTmV2G7hhZgHqYIuPHHyiRGQB/GUK+GVo3FY4GHgTlp0n2WtEZqWUYGIQDLxLcAQCrAMhLcpytJdGal1PUqhmkimjJFyBDSMYjOd/bZjumApIyHmquJbFbn6tzH6/p6fx3c9vvbf1bzGI4GWYGiQJmuEymO2BUYBIVpnTgnG/iZkHAZCNBBYoAgBRCae2kP247aj0xOypkznoFz2EQw1x7lWWtJPZAyIIq3eC6QpzB1BLIwvWd7OOSWWDMSSEoxKALyNZMH7TDMANgwh8LmMWWADzAaATw1vcD4DPvmg//uUZBiIk7kYQwv6MlBFovkad0knTMhfG1X0gAD2jCRquoAEFn33ZVDSwDNV8xyAUU1LWcQHASVimYoQcMGBR5AwNVpCyEqTEix0qYBy0wksnTf2LbZvdV3xGt6lntyQwEN+5+1/mn9I5YAFopOIAAGJ5pGbTdG5fMGJgKA1EzF5BiAQYKw0Qw48y4xdKVbJn8LLiiKBUQsE2jUmCdMzsYw/Y/vJf0x9AhfqnefrTqCABbTjbMDRBMDIuB+U0lUq8MVYBWjBYA4Axh0LxMGHBCzBAwREwYIACMAzAFTAcwCECgA4YARwE6deYfhAfLEgoSKgqyTGW03XD3Jr5qlWhmiJXnKzwb1q/0Xbe+6U/6naP/U5H+okC5AYih+ZgwYZd6GLP6KhuEYaCggAwVmCQYBAZKKqqT00/F/C+JAluhovRJK3Rt1FSShsK3qWo8yo5FrBEgKMgEARKEDAbCPkzRgUoMrbmkzDvSAYzRgbrNBHFiTE+QsswWAB+MMwCwjA//uUZBYAA64YRbZ94ABNIqm/zbwADdhrFrn3gAEDiOh3NPACMwMUxFAIMMD7AdjAKgAliRMAZO6YA+ADNoYiEC7GSZyAFKM98T0vaMQMGt8brZ/PnNc4v5loC5ifIUN+33WN6Cn9ci1+aV9rNSQAAAHeHiIiYaOMAAAAAAADK+U78fOEaDu30zP2NJMDFg9dhfZL0WYk1iZEqGAgdcwUMds/WUghMSxBpMrhMiTloW4nj7blilLVksYZ0gQEAAAGPxibhnPJIuaAEarGbVinhlbMiYYXWVDGCRhipgbgBEYSGD7GAggTJgDIBYYCWBWGAkAALjKTcUoAF5YLST8nx+F8Vp7qrZoIOhKSKdQLZgRJo0bHmxn51j7hBO613//////3//+d7v//WAGjLbprrQLAAAAAAAAZSQSrDD+iayZNGcxGYoCz0OmMOL7wlKGkL0w8vSH3zOBIhAZOoz9mUk+iMtjbGwMO+HKqYgwUUG7NBvYvTYYSHc01YVFMJmFO//uUZAqMEz4Uw4994AA74umK7hgBy2xREDX2AADzCuOmumAFDFqhw8wfQCzMAwDVTBcAE8wDYBgMBWAEBoBTMAtAD0s0JEurWTmFOWRcbFuN+xXrK09ccUrNeaNWaoOi8Ug4PU4dJLTX3N/6LF+3/q+27/4W1awAbvcjAAAC4xMrCA1vgyqMTFglMXDotEnOUAKKsYSBU1jOst/JRLBwIRSscyzju3glAOPtVaWsOpOd39wMYZ8FyGYdI8JlcUFqZl6UOmK9grZlyIDUYJ+ANmBMBKpgDwBOYCAABoFGAMACxgEQAAlE79NdzNR1EVcEJIJ1VIqJRk07SaxX/oxE469iPs3/X/T/8l/+n//pAAEJ8DRw2DFP4j5TQDeMczCYcDiwyzAAIB4GUJacpggEaV6Bz6U9nuNiCsE5ZqQSkSWp3eypITy/RkfKOgAIDIoKlA03sUaMq1UXjAtjAw09ySqM0eEdDCiQNkwB4DjMHVB+jBLwFgw64KRMCGAIUynF//uUZBqAA80axA594ABL4jjVzyQACpQ7Ft3mAAD7i2RruoAFd+BC3rjHMSNEIGMXQsCGOAk5O4rOUrnD14V97riuv/bHxeYGB4rNsRGXCy5Jx5FyOhHdt3D5h72FKpJvoG+tzE/s//9IAlwAABm5rVGLQOUZOyJRnHEUmX+CmaqwpJhcAxFAHxguhMmBIACYpYM4QBBGtJ00rM6cUAIDZIDuggIquMCQ3vcEQzu////////+kBi3F8YvbCxxA/VHPzwKbICzpmCA6mskIeYLAJJgzA0mF6BgYGwCJgPAJFyhIA5l03FO1VoWmRMjLNL+WZLwmI1Tcy4ee2vZ7v/3f8Xbf9f6eilPxgAF1O0AAAGEQbGJskmF/gmGhAmJxmmtIyGFoAAUIDAcBmApquq5MFRqm/iwHoTixgteo6+6Ypy6J0LQywiL/WQAAwjgD6MoXVGza/kU8xc8DNMGaCfjEmQ1szJkNDMj6T4MXQE1mFCZgIW6UvDrP4qJpACRIGEJ//uUZBwNkncUxBP7STBD4liBe0kmClQ9DA/7ggDai6Nl3BidGmTEv8arZNMTWFA07Rt/////7P///9dAGBmNcAmJTOGiGMwkQwwjiSTQmJaNpFNiyFnauguJVoTpVfHoYktHgiRkQgcPFDzeytaTUQVbcBV2f///9/f/////oMCJB1zLUm7k03uhQMFfFGjGROhN/U6w562TPS2OKgsGnUyUFhCGQ4OShWiX2d0L6Q+z9zcez0By6bpxUKiUFjA86526X7+n//+n7/69n07PH7WJJ2BjCUhnN8R/CtRsMI5guSRqAiJ+Ia0FiCAxBM1t04VDPzQQOFhexWdz2SOc63q/rXVlzCZnJQEDDSw8gzOhEsNbBgGzKIhEcwZ8H7MZcC3Dah4zSMPRLAIImOnymRAADwK8i0IxBlNMiOLGVqWRR/2WoVvviqETDXLmm3f/6f/b/9vs/1f/6+ABwSpk9jbGyBGqZAIIYWDUM78M885ACFT4JzCERg2XrQnPtgjm//uUZDwM0pAVw5P7STA7QeiBe0wmCixJEk/tJMDqh+IF7SSdzUh86Pq0wTLL8+sEQYCQEcM7Nnn7KmVUwJADsMWtVWDU4h+YyUcFeMHYBqDEKAik+QwNzKDHS4woYMJHQ4AMJBGaWJVSbKGAykZKXkPLL8mBOKwuET7hf32qxhCju+7v/0f/9ux3QwwfhszCnZ1M2aPQxGQKjBkF5MLYfI8VcCijTPx4qZIUAQaCj5O5HZKGxxwgFZLeNOgyMB1dwpNoXvyqJAADBzhIUymM1vMk1Y7jIfANEwUsDyMW5B7z9S0zDEOlOzDwkZCFH1pq0RW3WmIRQpqRtlNE7ZfzzzezQghgtb2Ut2f7f02mP9X1//pAAiZuAAAAxBIM2geM/NjMz4EIxCKj2BbQoBIEQ+eMuquQBnAub3JiFk83J8zjy8NlNW/MlPW9qghuaeQoFDmHJKB5hzK+mYOmCgGAugpJhP4PQeMeYbAElkYDMhFMUmamy8/RgQYXpI9y+pZM//uUZF0AkmoUQ5P7STA3ovjad4YXScg/FM/oxMDJBqKZ7ZhlWEYFIXktm706k+Y30f729qUlj7Xd/9P/9VCAMCsAUwxEtDMqNnMS8PcybOP32TIwYtEGCA8UFrkLI828sEZytBQOKB+WxmaShK1oVSyMFPAfTLpjaAyNpqsMRvDNzBSAh8xqAHsP2CTc1AykuBxIYcUl6goAW5QT1OYswCN11t1kl2sOSipJtGgglhPc1GmtM7Vu7ea/szx82xzOV+gan3LAGQAkFIZSqCRiEOrGCQJADAbzGFCIOk8ZoNIZFkDOsFgKFWFxzjzgZkSTQDJiTCXxfvq098wtKrJgXoWcYQSrFH13H8aVxgxhyjuGM0R6OMDESw4EjkBRDME+43aw7/7yw7Q9zqAALyAAj0yaD79ifWn9/+b+j/7sm7XT//vgSBgaBEmP6rSY1bSpiOB1mg55jVsYIEhcYCIFPkBAEMugtaZA35brLSMSw0QAX/MEOs1fSjCbAgAz1Env//uUZIgIkqoOwwv7STA1gdiVeyYnSRA3Es/7QEDQhuJZ7ZhhNqQlVzE1R8cwSIGEMffApTrzIx2ZQ6BgQYWUlgHFAOll4CzfQSSYYUamTBAKmz54qPcU+7b1c2Y2kNCshtTn2pVkna+lAvqyObSt25jfSBFgDAaAMMUJCM86LY2lLAx2BE3yB8MIBBGJCA4DBFnNLceWG4scGU4MSwpg/jnak8A2C13NUYHsEemAXImZjDSTgYayJHGBJA/4VCCDGYwwsZEbeBQxJJesCVJztYSSUSSaUQIFHvE0UGWV+wj0buv1/939v0el/9HdcYJIsRj6K6GqGzUYuQOps+EbD8rkMVjy4K3QUCOo1iD+h/qI4EBQJQYEzx7HhaPATET2v////t////+uQAwqUG+M2+DlTdnzUMyZoXTMGxA2jGFgWM3vjOtPNFNNJNlqScTr39c8DMK0mnBRqNf5n79exBn7+uhfu/31fq7Ebv7e1e//Z0jQQMwkhgQiSGMShIYl//uUZLIIsrUOQoP7MTAyQdiVe6ILSRg5FS/oxMDsh6IB7YxiTQYsIiBTKfnIwsJzACPByHi6ulyhVHcNv4hHHCQkLXCCtztvs2/7f//732en//7QAA7pG5G0QAWeKkANMJsxGBAIFk90H2Js7ZYjQtM0K82a81606sE1ZNBECQJgwKV9M7DuUsbl9WG4vADOJBK3bh+cwsTbK1Ttu6ADEfNnb7CxyaTe6+zCxyd9YcHnX/Dgw5e/PSJYzoYyHnwH/+fAGEoD2ZSqVJtFJkA5Ns0g+T4lGMmDEAmkOi4hBphQHp1ORPcmVHPEIFYRRQPqmXrQjevqt///dZ/Gf////9dlAAc2sttsiQCKBlxxDqUFC5gxw1sRcM0C4ywkOLO5MXEMRsVAMdI01jTeLWssQlP1Kpt/YdeJQF8mBFvm7oOsRdVpTXZa+rWWuxBOZK4HwHNntDonbVay7VlIIz0ZJj4yVZCTaXOnoTFS17LpytgXa7Xvlk96gKjS/Nl/9dBy//uUZNmAQlQWQwv5MTA8AViWe4kWDcyfP65pifj/B2HF7gxgbNhed/nBQEAkAAwZwnTGcSxNMMrAx1ggjKpwPnGc0YMkiTMoGRXSugiHaJYcD4lq7kgRElW9vL7xV7HEC4fD7si2kdAUMBHDwDBqVAUwrljnMF0CTDBpQdgzeUElMHXAMDA3hfc6wvTNadO0WExEEwcMjLoEFgGzVGVR1XzDUEiM6esoQgZURi6rpPjnnsuAqMNTtOW4xMxC0hW6j+73f/1///t/6rY3LQHgMAoL6tFpwF+8MXQut6AN4xQvSRE1ItnRzC81jRmsCCTtQPCfaJ6nTMk3Sh0KoyOlkDv0TjOC7sI4p0szHZXVMPx5IyjBODHWK1MX8GcIAjMFMYAwagcAwJgwEQGmXQMy5WJYGUuW6AyMFHatYlQpWS2FPiLq3g2hubTqNi9oMynxIHiFNX3ed6qO/96VP0aWRmjTenmBsXrFEAAApqNuNAAACEhi7wZZAIAiUlMrJAwg//uUZO0AlCMvUutZYn48IciWe4wYDHBpEk/xJwC+i6f1l5jmRwQrYq9TrNBg+JS9r7TyWjTIiurPEh6hw0Ew1HzGjrpl12766KmOCM9q3fMgH5ENVeTTTZB2XU6qAubM2cPITiVEpAxbALgMHNEKTOmwjkwbsRgMURE5TDiguMwGMAaFgAMwEkBVBQBGYCUAQmAigBYGWIKHA44C4MCVA+URiDgCZibQueFqDhiRC0jJFQsi2FEgY5xsTguYqLaREuqNkD5knWYOo+i6CKloJqXRroIIJMmksxTXTR0mQT16nSpUmToLTd1a216LLVSpKp1rM1tEzlgjCTIQLBkMEywhtEZECCgSef//7v/+xhrzpimqE0CZbxfZpcBiGha5eYaDyBicg3FYk5mfiSmCABcYfgR5g2AxGBkAgPAPGCWA+KgMEwDoAAZNAvQA8FELYeBWHhUhosRPwqCmKZDILnBet7BMwk5ZaatGxT4hTAYLtOh2OIhppdgjYEImUKFT//uUZPEAA3caRJV54ABDgwmdrbABl9kbCBn5gAJCDaGDPPAACHTChZA1rqCQwgXWdrcm1GWAdKC60XOxwhVGVJ//6X0ZAAMDDBozGVR8Yz7pcVMbzDpTAzg54xwkYHMFUApzBEAVAwwEFEMDQA9TATgLIwB8AmMA/ADlSiQAE366l+k4HKLGqqp1b6hepyMyPbPabp9z1kn1nVK+3k5swz/////////QAAA043JAAAE/TIazgDjChAqiMwPL4qCoxQ7lep2vVYjbwEEwlNjWNtNHVMDZuv9bospaLxnmFggLJg4gruYrec4mVXMjhgyoiUYBCGTmRdh5xnWMph1KBvaARg0OohK0umhq3BWNThtllRJsjPrdLGY4QQIhA2zqe2z9q5vI7Z7f9z///Xu//jb/uZ/9KRBxAwdB01QMI5bgwx0AYxbJY5bIkx0BMKSB+GBgSm45MEPK/b0O3TPHNTS4RqVchzTf73bedgdx6xVp5WgqIAwO8MFMekQgzaB0//uUZJ4Mkx8aRJd94AA3Avm97RgBiuRdEk/0xYD3i6Od3ZisQ8xngKNMETDlTKDA8YwQAB5MAwDQDo0gwwHNWjgiDDEBN9CUonDL0ZJmxVAoGRGTjTIjDQMpqbW37jeI5HhWzp2f/6/9Vn//q///6QAOuvwAFXCC4MM4QUElUzMnWAgow4g55yYZnom5bEorHXhi0xbjNSmnMVuiBtGdZcJh8LyleSWRAgOJtNMwOR9DIKj+OECbUyiQrTDGH0M8Yp8yQmDKOmN4FgECIBIMcAQsAkwmTw8zl0XtkdKHEjgdwJ7qXc2zGiBJ4PCjffdb/TrT/3fdkv/s+r9ZYGIRRgaRjpC2DMEIDGgazdQIAkYCbi0YyMCEuJxz4w40RmwIcCQhhN4SIORL81VCvRJVJAADBBA6Ax69M2MF+h8DCYwbIwMMGMMm/BXzQENTCVtDnATQQLxZowCBduoCA5Dm1hLJrqYMWh11BlcgIFw0RjhmLWdyuq2gUeetc1GJn/tl//uUZLQIksAWQ4v7ScA4AulpbyMtinRbGU9wRUDKCCNJ3QylvR+c06//Z20AAAAxqKAAABGgQdU8+XTQwJAJGNMJVdgAoeQKBEobBQKVYTIh0lAGrGr1LyV1g4HkYoIgjQTFFIDBFglwxlNFFMlTclzHfgfEwSkH5MEyExjB8lTDUJTmgGjAUbigWAUCYCAhfqCFdDDlgW1jsPEl0YXZBWkaSOW5WV8puhJh9m5SbdIx+dYxGv+rsxlE4QR2+r/T6b/vwuMaQTmkb48lioYaSBqkck0AVwuSUUrJWmQNAsDsN3D6QGLMExJRA5kZekJAkZfASWkFJRVTALQBsxn5RvNQqA0zLcwUYwlYA2MgaCpRbCDHUzzn4EzBolDAEPiqBANAZHWwrl0Wf217smEqa6JRYygVBFRXN/9UmSzbOMvShhWdWr3o72LJoz1l23GP6qqX/StS1tcCsSPlGChlckkgBACcYRixQ4/kYYQFxgrhFmViGQYYdmPQJ2B+FwAK//uUZNaMkssWw5P9SVA14gkNcyklC9hXDk/1JUDSC2VlvAzmEoQChQAaewWHm1p2fM0mAsilpV6tTmOYMN1hoNm7v1//9X///////262YRqBkGU1IThrpLuwZKEBjG6NkHXs5mXYWGNDmmzAigICgMLIKEEiAJkM5GYgu1NZiUGGFIwRwDlyY3cenv+Y0ukbdL31Iy9FC0XovpawT2OOVf6nV0SqnI5e+6QU1ayVgpUhTAGAADcY1Ynxl7rKgYugy2qzuTyGiyZAQJikHLeMHApHRWxMFpdG5cWrSZ7SoQCDiIpAxcLzclkMZu3////7//+3/0IwVUMYMZzcRDBvMpEwrcNDMEdBHjI1wYg0HBwwo1k1+HcFAkIRMMBQXVkQCggBFxp5MtUggnbUSoNEqYeAMSHk2U/imeWScSBJUmbQJH2qYHOEmDlULtNqi1J68NhdRwy9CZposmxgvGtYAb1HArOwkKiLNsf0tWAADAADtMQlO01ojkzIDBtOwyD0//uUZPMM01gWQxP9SVBHoiiBe2YqDJhZDC/1I4ENCyIJ7gxwMszgUIHcy8ULLmLnpMYL3YVHocnYFhdaWEosmxMzEv9KqaOZjhBD/////////pf/3fGIoQuaianp6qVBGbyBSb0qJ86SGWBWYhdYBDIkHjCAPRCTphFwWYAtG8zWvu7T6VGpAoGlLBQgNUv3fpuumX6d3tS5bLSxn/6e0WeO/d9PAoISY4A5pnUwZGJoIMYPoRRkBgLGOicy53xgoMyikc1AGvOKVBgyEjZA5bYrzWhSzaXFrwABOL///6f////+qkZGBbcxy59BOHPUKjJqBgowfUBTMVACvTEwTTGiAzVUDwAFpjYCAjA8dANezHAFJFpTFZRWHZ8yydNjlfIuZ2Z7ctAkWwtPODodBBAVaYTpfnkuDLORaczwDJuYsmR3K5ipYjDryzFKSQgQYkcgks2wCCxtBogDB7DUMT5QI1WZczJUFZMhsE7yijBBFMHDYHSpHIHBcMAqTKFC//uUZPOI07YVQYP9SVBCwtiCe2McCkRDFs9xIwD/iKIF7KSYesIfWHnShp9xiBjFccdsKIr5oXIvY06RtN5Hb/os/d7N1d6O/20U//91ffGDihCRkwAu0YBzG4mBFDBJjO/x8inJgyFhhcKpoeBYWC0wzCZsjVKRXK5Yuz1+mGQMNuKtEc5RwnFxIlRdotDC3xyYuhDmOJSJ1q76zazCZX9rZcwKnmIKKASJhDYkUt2+5tiBTMbIYMQFxk8moBnMBlXhOGEkDKZaAPxSGmLmgkPCwCFwNsDqLOjncH1gWh1FNq+dTtuYt4/fKU/1VN2J/2+n2fTVz27/sv/9dQEMCKCRjEcWnQzyaG0MdFFZDh2dOZ9QqBcxufANowQBTDQpFACkxIGVuUyeHRwJBRs5MVKRcpNQ1Ppf3drC5uv7cc1Gx/X2Gsdo/QRRY8XtV7px42nSuZWZMEYDExMzhzLJaQGh3DFpKM6VEoGgiBw8Z0IS7ioIk5saVNODKjo5aUfd//uUZPuMw6oWwYv9YTBQIjhhe4McDOg7Ci/0w4EbCyHF7ZigTTvpEBSWIMijvOe1f2a6mY/m9lPRZz1znPjXJBfU/UuxdAqyyYcwThwToxnufCGb7x1phwggmXsBGVmAJUPqhYiOmBISzlPWdBMU2iH1ZTrO1QDBIFFDohPklqTuOs2MFnOAGtZYQNPRXB8znTSu8XSg4bqaGFQvrUlE4zuh2iFJykgDBrB2MhJOEzRZlx4okwaQGjHJCUOWcMXAMQaQzLTpPwWp5wRPBAXDiYOvdf+3GYSe9i4fBhDBtmrVF60I96u2n+X0acZ2/3K/ivU+pKowWYIPMFxgxzX4IgEyccPqNwI2MdoHNGNjUag2U6DDQx0bKAUMB0gn8cOGnjmIXL87uf1d7yuEwVQoWDJIEu0mbaKixBicWCugw1tyLeNU4Wj7lmpwrYMZeWPDnNmh9Ax4uo/QxAzRiQYCBpJlCo6Gl3WHqHfG1okmvG54lUYS5gjBKJihImEwTNX///uUZO+MwrQQQov8MNBOoiiCe4kYDAQ5DE9pJME3h2GF7TCYzys2KWao3pYGQIXhISDDYHmWdF57Rx+23Szyv772/f/dq6a9bndZgiYAgZOkGAGWDwsRgggN2ZYi6cFicdleYj0cMWYc6NEFD16MHnM8IxTQ/n9YkGSbgeAxo2q13as1qemSbgYzoT+jTVp71PEdOj1KWqR5yLz/WupiqsqQg7GI6h4Z6KVRjqBIGNqh9lqYCWKHCMVULGi9U5CDYU5g0hQqbef1HfbB9o/kbB9Lmyenn9cts9zl2htWrR3bNq+r3M0vfXVRCwwicQqMP8Y1DUn2IsyEAJkPloYw6mjavjGPiOUj6FyiFrIHedWQRaF2qeVflrHdM00KzRuePPpVgGi5QgJC7ka7pyJp0uMGKeNcg88IrQTHMaaHMFH6ChFFbmsjL2qASZHzYEGBoBaZBqgJnzTmmH2JeVWUeBD4WQK8TMBTGxNUfOGYZr353UttEAZAcCBQ8KbScakn//uUZPOPQ0kPQYP92IBIgViGd3kQCoAvCg/3QgEtCCHJ7aRYOTfbmro3mj9LmBJVKOxCU7aEUp/Up6DalmPr202AUgBhfALmkGVYd6yB5n+jxmGUBSYRwDh3Fp22QfQP0YO7FNk4MOtGTRghIYORhS7SLUMYax9dDK2yOC5zJ2uQGNEJo8fMIEakZMtMnzZhuAtDoJiF6hVg4W1NMmpQWdfprYbAKZqqHAkTDMLzMchGQwuwmDJITG3DAAQCOLKvIFQbOHjsYiyOi4LvLwukyB9FiUdZYxz0mfqqRm57cnqt+1ErjNtNyUjsa/bu6/T3KgAFbbbbbY2gYsnG9Qppv8YIkG3TAZqkTWHQpkxl+mSwCaZl5EhkADgmR2B0ZuCfxm3B+mOKF0YjQaZjojxhB4ph1gbGGEB+NCnGC0BoVgOGACAwCPTTeHTiJcBmhOwHhN8IHSjwazw5cWQFjwwBVdA43ADjXNqIyHDHXACANLEQCc6Yim6dC1F/tRac01zo//uUZPkMgxsNwgv80IBQAVhRe5gQDFxjFk9pJcEviCJl7Rhgchl1l1KRVqX5A92guzEcbKypdK6lcus6sKi0ZlVDKI3GJfRTs9S0FDc3l/bFvC3zLG1ax1nh3nec1vv71vWq9QMPfUWv/1AAra7bbUAACaL+Ez75RCQz0gAI6JJxrGcWTJjUSAiyl0y0u+VjF/NqERYcaKa60qRcPpaUx3fcfcbeLBPEgkGZwngiDtq7AANId5h7dYYl6cIyaOq10QW2PK4MGNMQRCUymgFjHjE9BwtRiODWHDAoGYewMRiqEYyAJr0j58sWJg4RgXDUwNFU1IFMFAICQAdYoAVwYS06PyaV0Ft/ZuzdsU7+yKvIJRF4pRzPLQQZFQEVEYJbHVNSW/8qSAAMctskAPwIACZYlDKwMjNY2mepQW4DuN1Yu0uG1ApGYLiW//QPdlFlXw/d3OcHgAMV2TUyNF1jSKQiMYMP02V51jCJBbMGQG4ChPmZIL6b/wZBnWWRh4EZ//uUZPWBFq1Azut+ydZGYyotZ0xVzrhpS+17prC5CGm0/DDfkObB+qeJjaFBg4C7ODBVOjCwES6ZcILgICgJlV2GmvUmNCAaxo+5n7lnNIVRZCDbzJDv1WAAAAuRy6AABCeNNFET4N5jZnyrMq06SN+TNV5naZlAK9AlYzVCe5974/xPD9EOJhA1CfiMFWGI4qaZv5XBkpoeGIsHMcNzNJiVAXGBGAeYIYSRigLuGlAF+ZZBRi4UGCXuY+rBg0Plv3ZMZigMMyEDdWtJR82maGqByOM+U/fsilSaGlzkntK6rRpv/2gqAmC6brJaTMTM0toI0xZhlggrGRdKmXq/oYdebVBwmRaKEeGhth1n5leSiTBKTwu59Q8DAAMIuC5zHvR/8w8YtTMA9AgzR3xoAwaUBvMAIAKzAFQL4wNkuOMMoBkTOsbgUEphAGZ4sopmIEgQNQsBBgcQYkJQQFjREEaY1NZpXkvU8eKBGdbs237M+JqDTdf1SnLAAEMNuSTQ//uUZMONEv0YxxPdMlA0IvpNYeYdi0RlIG9wyQjIi+gplI2OAAFScCqAsvOpZRCVzFhq6o8vahTVxbRyY+uqkkZ6m4c37CDjPv6MQo4m1AzKmxzBGHAEZhi7o5uYjUX0GGSgIJt6gfMYSIAeGJyGGYYQuxlH6EGmSOiRBLGCwAuYK4RxoIjhgoGYxQmJQox23ASgQgZiQWOBIkKxiNy6xqVyePyuxTWu2t52tYzeMqiWdKK3jG45n6P7wAA2bmhhkGcPZGc+BlQicklxj4FoIEGBifiy1QANPTvAw+h5yqUkB6irN5CFy3LIbbCTDkv8t/3MqDmBQ84e5SGOA3gGARFjAID4gwSwvmM2/C7DFBgoA3es6nMH5BGDAQgH0wFwBmMO5FWAUmRGaQZmMoRGIKgmeF8GQQYmFQKFszF4FTIIEREABZZlSPsAUTMq1yUNIDF/V163+/WyH1rdHaDligLA6esNdp0DokzLCf4tv+3TZv9fTr3qUpLInvrAACZN//uUZOGNEwYYRhP9MlI1wuo9YMKDjNhhEi/7ZMESC+Vpvhh05AAAQk816ETALzJRQa/6JjMBBQNMoETDes8QHctJIWAAdOFYUp59QEKM4Zu+Bo99cH3GOWzf3r55NY5LlT5fyrrW2YP2WFGApEZBkWBiKYaWG9mqFJXRhGAJKYDGAHmBMA95hOI9CY4KB6GbAtmKYnGPQaHxDxmRAHAobwECRhgWgEBtrrX15l691AR1fyYtQKt/4u7putdts885w052f+j////+sAIElyy2gsoCQ4sUXmYuo50oZeqUaImEqRZgk7xj4nQq2Vwoa9rA5K2FCjdumk+cu0U0VytdqV2qMKTEWDFPhtUxCI8YMCkFRDIYWucwT8EIMAIGcwsQdzGakfMAIbIICdMDoC0wZQVDQfDrMIsBkaBDNgA1FCAcENAaMYWFQgGlkGPlR26rxPZKrVq//aL+fN1InfmcL1Tfu0e6v97lCn//////3+kwFgZTKQYlNwSngw4TKj5F//uUZO6OE+oYxBP9YlBGYtlKc2YrTFxjEg/1iQDgDCg1p5kn9NMmUO4wUgFjAqCPMRSY0zWwtDDIRKwaYEeRv3DmCxawswEAjE5GAwrKwOvNIRj0PXD6BcVS+MSRfpm/9T81KfOOBkybR///1/0///osYMSIkmOFDapkEI9yYOcFymPNqShgCIG+YBCBPGAugRZgoIvmYjYBHG8BGMlAwbRTBX2CpVLrJymDYmCj0EAZIhDFEiE1gPGK73SqelmGb/aeysDLq28QGDqj8Yl39JDEjM3NkqOM31TnTHeGtNij1Aw4AFTAKBMMCgGUxwGITAuCaMDlswWJTE5xOJqwxiOxYMBwhKwQYzAinn4nm/oerGAV4CET8/bd7u16UeS3R//////pBSoTBxx6UxUQUOMSqGKzBMQj4y7BPTMF6AgiYA2MA/AyzCBAy8SJ/DDAGiYIzCQPzjgbxIjQgAWHGBAkhwNPAgo0tZuEyKh8c7gtDbUvz+Mz45hNg31f/T/+//uURO0N03AYw4P+2TBdQviAe4xIC9xhEi/xiQFXjGJF7hkg392r///0AAAnJsAAAZh5y9GXRZGB4WHeRjiwINda8YoBKZSBWPBSsClKYaBeiM/7/pqtcmn9Fl/oX8o8vEM8JQ/azaYcStUvEdVu8IAweQn/MU7NYDA+Ug4wnsGvNslYsjCgwVkwMoBCEgdYwfIVOMYcB7THUOjE4NTAMrDkc7TB0EAgMWZGFAxGGIIBAFqAJpLhyoQSDEoIFE3Q2lWqzzVSQIFn0/U2ff9/+1/9P//+f7PSBSkAMCxlMCTvMvxOBQeH9pKmEIDBxCY+HGFGR4wWXMT4CwecSbJxyukIQYKwZH81C67TZlxaavdbXdRcHDRLW1RVoAwaQSzMhnH1zCUzzExJoBKODuRBTCmgKowNcBVMBaA0DA8CWAwGwFnNsnYwaBzIKFNz2hDRb4MCRhkgBAWL+FrraEfL4CnCvPlzm4173wqrVmzAkPFv/sQ29rH/9f/+2z/6gBJw//uUZNsMkwEVxRP9QkBFoyk6Z6YPTQRnDi/1KQEFC+Rp3aylAAACEJccCnMAwXcGgamiIRoYNQBtcAgIAQo1MGR4HiwdAATIkSNAl2oipguOWy4DFXVZTYNvlk79SiRSi7ZjCGAHwxPkzTMn8BDjGHwdI42sWCMMtARjAxAC0KAYBgWpHUYsqBchiCMTBIx0hj7BZJBUCQIouYnKoQWi6Sk+qmq4EhDEwHRNG8v1fUi5ACDkUrdGdnN+yz/v0f//9X73gW5UDFwmjDdDjDhdDCcTD5PATE0BhIBRGABh01RQF4GOV2CijUtIg2cwNJX+oqZMR6eJeRQ2c+w6E7UlclRAx9qqLmaTAHhIIwXAO4Mg3IvDDeAac1zobMMImAczAoQA4wHwBIMGbCkjELQHo4gZMHNwtBHavokVJGtzBwDIoMeCZU47kWHY2trX/zN3OYNKhZ9RGmRPL7PV//Z/+j9T+2ugAARjYAAADBVMjIsqDMsiTFwZzsT/DAoIwqBg//uUZOENkxoXw4v8SkBAotkHe4MrTChZDi/xCQEFDKQp3JkdUAYxBXYSdcaCAAKpoclICjcMONB6uJXEkD40D/xtqm7vsXWSahiSaspWGBsjlxhHJkQAT38wbMM+N3BSvzC+wLgwJoAiMAuApTBTxQ0xYUA8M9BMyOMDGp/Ortox6GzCQEZgYKFQ0H0R1LGcM1o86CF6kk244vjrKERd5EVJ/Z5QfR+qrZ3drvYzov6/215pcDA+IAMNcj0ykCuzDbC4MouZEwVgSjAkBTAgBDNFWgkzkvy5QIAYykGmGnphwwQDRfMMMxbixe3iwvu4dByPSnYggg+QIu/lAAALtYRMXaY+uezWESMMT8gs59rJDDABjAIHGAwgmK/PmoI4AYMUE4ECsMNSHVfMQGQORLd2o+z95br1b/0klqfUepAASDIHc17/6o1CaF0Uav9XXu+///6mgAAwUROjGcFjMQM0IwKAmTJjgEMHUJMhAQXIYPZDJjSgeByonyFQM/MY//uUZOuMkv4YxRP7MkBEIwj6d0ZHTNxXDi/xCQEfi+JJ7oyxBIM6i0DCQ4eE3nfpfLbft5KQfOrhVUsGyhQx7goLSlSYCeAWGFMEvJjoIdMYTQIvGPvqlZgBYHkQAKZeMwGIXvMEiAiBs4YMCYSIArAGer3Z+ISIYKZLIm5rWz9BZuiVi7coQIBIusAU8xf02dHo6jvUm+5Gz92NZ3O/r1BmAwnQOzHWHIMmsrkwwAyjZ2hHMEgHowKwHzBABBMI020wlwNjVAxZuZJSey8IjK2EGzI0U+3/gdw62Oic6cRQFUvLbf97PkrNJXf/96oAbULSYLSCnmLvBSpgtZfiYH+KWmPEsBxgdYLGYAgBKGAfgSpgYgmyYdAAgBh0giCB440ThpHp4wQEs8kctUNahzgOhk4n2z7JX8cuGCIOs01/X36fvciRWjt87dG6XWp17WM2X2MTNgAASsAABY3zAZwDmAFTNsiTfbWyMGcAcxGCIwdEMy8lkzaFwBA6heIR//uUZPAIkswRRsue6BhHgtiie2NJS/RZEs/oaQE2DCJZ7RkgCMjA9Wop9lxgECqLLxvwtFWDv1Mvx1Y3c1Mat+UrMqrS00YI5GZjGTvGZ5TEYeaABnrCWOYKoB5GNYdmAggGgBen0gvmHYECAAzBEDTKAbnSXc5QyBi7o9KYdW5Yys2z4GAJ4qbaLhI6wkhn/usVeoftmcchpX62u2bHJ69iaEQA+gwKBjzAfGPMLUtAwpAZjoSPrBw+JjsRjoKNxJ46wNQgriILmBQwPYNSpnLT00kkX+f2nZrrwTeQUIFIsrE4cFgG4s9VaVMCMDwzFKw5IxasRBMIuEjTe4VQwwocD1MDKAZjARQDAwYAVKMQUAvTeU4ywNRkOumVnNcVwYSIsifZ5IKhnDIUO3ACX4ZmedN4Ofc1E6ogpUG5QqE2tPNW6Klmh+cqm2XLxiGVUaqVWP0/a5stJwAYC45Zh1GQmLaiiYFAIx6ogtCRURhQAYoEAN0Qx2A4z0iMcAAY//uUZPaMsz8WRDP7MkBJAiipd90RTEw3Ek9/ogEKi2JB7gy1gmvTha+WxIKCC144/jhPyHo4UAIZZTYdU33/0atf/6u3///6P+MMF0EMzEP0ZszFg8xMHxDgjtgjuMIIaDEBCBMGIRgwUZwDB9GtNtSjOikhPj22IibkBreqACwhOtwVkc/uNLP37lSrvdZ6klBKLlj7Ul3KDRDQLlrskrs4udbl0KNWMPWvcuWT2Mi4tqZtLu8qly0eMALUzBjDpH2NIqc6vD/CYeUODswsCgxXiQ2JGNKwrA4wGEIy2DEICBnkSLnsTlkPzbn/r8v7vVgPtY5RZtCb2B6j+hVADASga0xEQVtMaBRADCkwHQ6BkXFMQFAiDDCBrMAYOoxr2kjTlCPMaFQHPMeRsmYNC3ZAoMSIQqagOsARgRQPDougLKDYUe4rite3xSpG00OdQf7WdEUWpfq97/sTVtdV9MoAAYRGIay00bVvcZEHMckLWpg/gMGDQRhAaGVIwHFo//uUZPmM04cXwxP7GkBMYXhxe7siDeRFCA/7ZEEPiCIFz3RAYJjuYYBiIZZiOkEzauKAmrRC5BjLt7/ndbrVA+ccJ27pn9P///0AEYdaHRlyduHkHmKbPxUZ0fCj8YgYB3mCmgOBgXwDIYRCA7mMHgSRvhpiRgMOm9liAM5DbGARKhcp8OflZygsbZhtsKCcDqQLn9JyittAHmbacW9LO1jlTDss+9d2bU9qVy2TsRckdSZWAwsLY3pVM2g00xPUM2iIejB8BtMOhgxAGTE/PPmmB8oGBIRMinYFAt4YUg6zSS4U87/Ms/3/26VOXOBFd2z/T/3/+v/3//tVCgw7DVjXliCPjpGM2IymjcOWaswnMEcMDMAYwgCjMDdF3zDcQOo4RHATMYwig8OQ9LdKlApQhHJKKJdri4osGwrYtRKbHob1D0kXte7S73KGX6A7VXK//pa9CUiE1/6VxaUAAMPEKMfZPNOKSMUWCMmWXEwUwiAAAiYBYCpgglCmEyDE//uUZO8M0xELwov+0RBGQgiCd90QDRw1CC9/QoEgCCIJ33BAXJDGxghYmlHiKKz5DIJYtFRTeWtZayz+eCzDrKrK3ev//pMCIAVTCyTVsw69AyMQQDOTTEIiwwRIHNMEkHIhC9MFh90wkAkjMCUEiQUPTgA4aGHcXiYCEpBM8dOCJZr6t7eGOWrQVWxhBQum96xVjllmn7Upsm2tHvozD4sOTNvFRzmxhTF4rdQnRlrBWHgFSj7zDN6jYAzj6cJTMBoTT3weBAPY4BUicYMBXZh6AGAYkyQASjCK09GXuCWigp1YTXr3v/PfN9ytjDyWpX7cRR3/92n8x/V9qP1/b/YxSnvMLcH00Zn/TZRwBMJAoYweZfvEYJwYIjKDBLM2PROnAyLUFv2WCwKu9P8EAHubKMoclvSgEA7rlxARTVMPQxjXf0a78gmzFu0Xfob/RUjXl/aIlaK2AAAxDPIxsno2KmswLMY3KIRTCYA0MJgUcCBkBvjaFGg+om9Qs63f//uUZPAM0woMQovf2KBFQfiCd9oUDgBDCA/7ZEEviGGB32hQchw072o9lfL6g4scHS5kuoHL//t////0f//0xcQQgIOMWGOdDIbibQwysTpNfLlYDB/wdUwtA3jB7D9MboGo1VAOTXQoyQtMbHDpXFnSdKA8CAiSNPKbMP0eMRYDMNUbmdhJrvXfnUuXLCtKd3W/jvX7SR7W5R7mtc+35d4m/Bax+f/jaX7ilFm7vYW/hykzHVWafvkgDAUkwvxi/HLGGqFWdWLnBiIgamKAUYDABliBC5hD3SgGtNHoJfOmAGoZiF2hpAo465jig5V3eIln7v9z/Zf///+n7zvrAABbv77GAXTGJT2MpFEgw+hdjy8qxMT4GQ/YwcoZY9B0QlioEUFTvEIcduHadLaNZ17lGgds0OclzSb2Sly99jqP+m+u+f0faO2r9Nn/79PAGE5CmOlIm2MGmigfHU4cGYegFxi8EhgMMS1A0oGUqk/UqTEAHepocCFqkoozhHoR//uUZOyM0qwMQ4vf6IBDwXiCd9wQDxwzBi/7ZEkXheHF7mCIYsSitbrp1zf/s////u6f+/9v+wTJVMYZg0ZoJx7mtxnWYNZHpurpqEYYuBOmFsBgYJIFhgeKtGBKEOEA5EwBA4AETDQKqPfDLAlRyuvSy4Im4nDzja0JF/tWmU+7r+VvVV/F9a83H+7eVdb3Z/V8PjgH0bGuf3nOffdRr/5q01slPZYk5Q7A9gL+giBPWZz+vk988OYMQswuQBAhUC4IYj5GXjL2viyAMU3tprZCAwrCtSWVkTptnq16L/Uz1ej/7v1//9X9z//MAuCMTDZjAUxF4wcMMjBjDn5A0Ew8QB+MDxAPTAkAIwwUsTuMN9AXTFSAsqOHR1rmmg7jwDoTIp6mCJmlsWIoWKIyIRVbrfrKZt1eq7u5lN1kPffIzZ2q3s7TOXtIh9DSuxO5HM7UVHdWRO12q6LMiotc0zK0+UaRUEDx6sVJAsMSssNh+8M+jzPMpiwxGATzPQYD//uUZO6Ign8LxcvZ4QBEYXiBd9wQDqAvDM9/wgj7BeJVv2xAGBkNwH+44GF/BCHiok/MASkkB4zFqeJSN62Cc5KyVD6vV6dvTZkuv//V0U4p/6U5MPUUY1Uo3D2JIkNJwbw5X043MLzAuDAsgD0EgHBgi4IYYgWAMGoUmHAA1mfXgpmxKAyAStWG+z8mKhgRAFjQWMiEc0VWI6DGMjrQsJbVjEM2mXFRomhZ76iVFLJ1z1qWSUBXNveaXkQisqaYaeLvMi1MuwACgZ2lQYWUyYUoMb47fJhYglGHCJKDGYmIfRKEsOcsDBq4ItMM5ytWs777naWUJXX7P///+///3U3UzArImM4HFI4msAzMvPbN68XojCfgXcyjJYxCCczx3k8LIwwwAdxgwGTOIDVCWhvImg8jfyuUXvx7+9dq1BS8sAhOxRdIAMrNLSRvePvWpR5MVULsCupWfWn1ThVOkqRkd5wato0hPSgDUrSfYq4AIMJKSSNopIumK2pzBkYq//uUZPiM0/pZwgv7KjBEgXhgd9sQDnwvCC9/QoDoBeIF32xAumyVsGBwEoclUyGSHOluxWCXWtz2F+qDbZlTWDSCVCqE9Of76fX/Yj/Ur/7Lupsr1vQYpwl5rYq9m/pvUYfqLBqDrnqYQ+DYGA2AQ5gGoBoYCWKmmBOgWRrhqY+CAQgOBQ10M5iTAm2j3ZReEI8VhRQaLgwBAyXeD4aFgKKcYaKMMhMw1+9sV0AAypww02nOJQhCC7NaK7FJRJrpoZcEFk1FZFL2AJRDM4kHOS3WMmGMME6dEwEAZgaE40YKmKJiXquqEOKmeN6WSj7+6LcQp4nCgdc1cU6uv/uV//o/9v+hFGFjA1CRMozAc4n3CzIcMnMRUa8jAtgUEkAgjAAQGEwJwQtMI0AaB0K3IQlTvuFA+YKowrK1cFgieoEFQmGkQabLHzzpd97g2ggRSITR1Axr+owgNj6KkTMlgQgXMxk+eZWhkfPNNlS4q8sxh1tq0AMAxsMhIQMc6xMB//uUZO2MA3gQQgvf6IBA4TkNb7oRDnQvCC9/YoDxBiHF33BA2bNYGTgwiwaTCAUAoRC0bAzUQBsoZEYBAcKjdI8VitYzDUjZziz/b/10/6v/1df/9nySAGGuK8bBiaBo7RMmLOXkaFtCjmDmAsRgJoD2CQAIwSAJdCCC0wcAGg8iAQmwij/PoqpFr1ucteGQeDQ1ATApmetKIOumX9o69L5hKBOanKZYkNnd6nMewyQFSLo0kJK59uiBXUhp14u1UGxyiiUgEADRhVi7GN0OIYGIhhvSNSmE4CEYGBpyGQPY2Gq6oHoEIFyzjMAVkHvqqyp6/4rjQw13u////q///9X6PQpAjAWwXAwQU26MJVOaDBdwW02SNi8MLHBMzIgeDFMOzSa8DygYTFcCgwLQCGxhWKKYzizSx2bzvA48irPqtLnZ8E9LB50tWGm3ZM4ivYLOe4+y62ucYzMmYycYVFLqSyAiNWadYqjHpDZ9l9MAAASzGGAzSsiDAwsTqPT4//uUZOuM03oLQpPf0KA+YWhxd9wQDcQxBi9/YoD6i6IJ7ZSgMN8CkywGAxOaFFDY6TBbqLrZPepsZVnrLl/1MTOCLMzX1//+uv/d1f9f9H41qzBkCpNOMu0wELxzNoDFN9iRVTC+ANwwMUA/MBOAWjAXhNwwOgCjNK0ABUu2eFMjW1CNoeyClDjECBySUHzqxAcUPIse9kaZaMS0lDyihpZpRUu06RfPGBVd9bR6I+TlWqIkGMVSEn34EusENsVYE3KEIJmcTvmDU+gYoDsiEZFh5R5iMMChHzEgeWSdGhBxY5NTKNSa9zd9gZ9E1Kf///1U6d//6+3/91UhzA1gmswK05HMokAaDFPwoQ5nEe0AQ3eYiABpgrgTGCCssZL4LoYAWzBJcwoAHEmKSy7jqy7gCNseUq2OnV7XgyjTdUvBC7NW/87dwy/7x+/utPu51GTnkdKHyafxXIwv9zTjeLZtK2wSBevgcf/qfFPDv8kAG6mqAoLM0UAK6wzSUDcX//uUZOwM818Vwgv9EVA84Yhxd9sQDjApCC9/QoDfheHB32xAJ1MJsAoHEKVxDLBDu/VPBCUu7v2QqeYtsu0YlAQfc5rer1U6f9P/vo/vY5qOv/9dFXRmGGBWaiwKRz20PGeUVmcEQR9GGNAQ4Q6ZkEDhofOB7SG5gUAi8ywDgqHbkVaRRqvuzje/zRnAuVTV5hnN95K5ezt33L9Cy2tO58n/ff75+g3/L5fV9G99g21FdhjuYqtu+LJqm3O6nl35X5AfJ+6mlpAOY7kRsFAmikaa9CIBg+ANhhZACZdsNxopenkDpHnaLnjCwtWgc3RmGvd6KLuv0r7P5D/xXX/3/+4AAAvq/swDwtDCZSeMTFlEwORoD6Vk1MV0GQxsC1LzNr7PQiQyBVNk5TvAcvDla3kTruaQiNAaA0IbKRkBqffFrqSAomITyxdcVYHxG2kWDOM3s2/TH1IRULPsStlNLAGEAsmcafnCDWmZKHGv2/qYN4KBhga6RiM2Bw4ta7S4//uUZPCMw6kXQYv+EVJBASimc9sQDfQxCC9/ogjxBGKJz2hATDgLGjsRuyQFEJUt5+5AtuSv///1Zv/T///2/9/SYGIAMmJlgnhlcRTEYbOKhm00PEBhIwLaYCmBDGAJASZgYYuCYQiBoGaD4FAgQDnJFSfLTrDP5PKtNZa5nCM59iQkJX8nv3//uVwh7OzelkLTxtTmZXmK+PuayAw36mH1b9K+Z10lPqNxuf7WkhtESlnZedH/NVRL7r2CgNMSINMqbKMMk/MjqdAdBpC4sQh474mKhy7ZCVQAwIFilavEKK9kB1HjC0tAlvfr/mPVRbpt3f//R9+5PdT9SklBoFmYRIK6mQMiVRhpApcZUK6qmALgtxgAQEKQABZgCQsSYMkBFG2HhDIwBwGTXEjVyYn7F1RKKbSQ8iPRCucj6Z5yKRU/55G8JyNKf3+flSCWptfD9flyrdR17QOc11D9qsBCotd0K3J/9LSLv/IZ5P/x+7oW2UFECjwzoWjnt9Mu//uUZO2I0vMKRMvcyRA+gThxd9sQD0irBA/saMkBBWGB32xAMwyxGXTA2A6AoCrgklSZEe2D26EwVJ+fBVdBYoyY0mp69Gn/3f1/+zo/t0fo/+tUjMqiPNToww4qTMGVEeTIgWXIwS0FpMOiWMQR3M4L5PFAuFgfQGFvzIEGGT4X5J9v9Y1OEZsx3HXnnHpnjhxc1cLki4uLoZn2NF4kONduYLu7TIsNnHXkutirMFR60HU0NMIDAFagZJhhm4Heg0avgJtguOGEaCKZwcCi5orYTsfOMQSnpLbHKe0J6ECj3VRjTVX7blM6vt7TCHf2f61f//nvk8vVAAAKBDATAG8waURoMUsLijA9RDo1XRmJMHYBYDHEeTBIQDO5UD34azMliqBCwU9BxtYXYlNN3us7nHPaiW52Zp0AnnI07CcPqMs3f/s+0KU3f2at37O7OGGe5mSqVL8L7q/+mP6WN0b+t6Nv3/M09f+P59CABUGmMzIaH6xoZdHFUoyYYADw//uUZO+Ow7oswYv6GjI6wTiSc9sQDLAzCE5/oED+hOHFz2hAChgQAIlwa5Z5BbVAgrS75ESdw2lwudEhpaF/6v///37v70/2W/+796QDWaVRwAHMCpCRzFSQqUwXAITNYhOwjB1wJ0x6DABDsZJb4bHDCYagEGAiFQMMJgpgqvTTNGFkO0pSeRWlzvL0iGx2DSbC8PpOxZ4lQQYLhlBMMELFGYHd2i0INUbfrNOPv3GJmXYQDNh5IdtW2RNMgKIWG5heXivpMUj04TR9gcL+PGCBMAQAcctvRQ0X7pv7KOAFaEwQGqMidwobV7+j/s/3d33L9O3///S66hVjhgKwmqY3YUNmCcgWRyXRb6YbgASGGyBSYMgThgxryGMGFmZWWGCBIcBEZkRBTyz0timdJQhUGPmIFSfDCv0PzjUTbU8uK109DryDN676N/zzv99tJt8h9BqPu4/AylrDGXKzUkJb2wX+22/DTcv02sw1ungBUYmTGia8jBg8cnJ4QUHD//uUZPGIw58MQcP90RI74Shxc9oQDfRnCy/0ZQD3hOIJz2xAMkyMBgQCyAKR25Sluaq1n9x696kMBgTPhiNgO1P/b+v/////u2EkYBcAumCAA5xhDJsQYO6EEHJOi3Zh0oEMYYwHpgVg8GG6hgZy4FZf1CcMAKmCgB0oLW2zCezoQ40t1zK/SKZtxUralDUiyB96vG8j2fz9mWtIXgz8jf0VSO7/9mdMyv7Avk7Q9rfUlhvtq75eln3B/X02X17P0GPp8c08y9PDuMAMYK44D0rzCTAmMoBC4IE3BtvLZPGUabPfrdMTWbUaQGBVr3lmIR//f3f9Kvd//u/7P/qVMnT8NTLyMeHJHzD2Ayk4JRDcMMoAyzNsQDHwGDTUuz+sOhoUVLxAChiMGa4ZPi4T34ZZXpLaUTlbWR+YfhmdF9mnqYHd9HsGth23//5XJa6rVY1w+S/t9mv9NtvfrLVVv6ephHP7gZxX/ezp3Jum+2SASGEaH0YaBDYWElNtRzgw//uUZPCM86ILQQP+2RI2YShxc9sQD1j3BC/4ZUjnhOHBz2hAeAUzHjkhTMlw3NLZ2VIVz47tHPGQtzFTaLdOS7Jyz/9//+z6KO13+tUZVMgBc6DZjGGgpEwqMJUND3QHzBYwL4xkDkoC8xxv82xGYwsBUBAczkeLN18KWDQqMUIhq2RpI4fmGOTW91raEvNJWVZgCHb1LU1wTPODLFxVtUclSiQCFrVlE2WPIWOGrMnJRyb2ghuquwQCmUspzG4ZPNGNuhuYCIEiMsGDP4s86silMe7apGxyqKU3dud/q/cj0dnsPdSvd9X9/T31qhABdmA/hYZi4J48YVUJTmlTR7BgpQPCYCeBYCAC5MA+HOTBFgNo2iEs8FlZwMSKLlRmCd3Luc9rB+KGBAQrT+k4Lq/KYRsGYD1oHP6cih27jAjY5/lmzhg++l+VDvWiHStuWZLmTIWaQUU6eef/yMxHRWv54/iB8+Kcla4RR80io8nAQQBjOTdPEg0zdIzIZgoM//uUZO6MA4MLwQO/6BI44Xhge0MmDPwlCk5/oEDkA+LZv2RIAsFMKCAhCQpNgIkhucia9e/9TYMkUVJRQlTL1Mp6Uabf7KNn3N6N35j30IGavbUERgGoAQYKwE2mH5mBZg0gcsYe04gmAhAsRgDYC+FwDswNQQ9MMSAPCIqTCwAQO0rX5L7NUSSA2ZXiwjjf3/iXPNvKPyZf59tpodQ/OJ6T7E/+HUJqU0petPvnmUuXOe/PxAu0+Yr84QuoxurDqL77m/9M3xmjWu3LLKruMDGYz5IzAKOM8BOcwSAHi47yCCCTVJZL+PeSEV73Um3CZb+lNVr3dFm1W3tUj9sn7Hf/9f32dFUhjAHAB4wHEJaMZ2EyDC6wxUzyla6MFpBBzHwbDFccTQoLTzwBxYYhIEQcARjSAaZ0Zo6gxWiGLsL6+Un51zG9uLQYU07guj6UlXudT2mT2tX53/u38Py+6bCPSoenO7T+6I39Oee6zV/+iLBR3c3/a78ehIBKExum//uUZPcKxBFMwAP6GkI/AThhc9sQDwETBK/oaIjsA6JJz2hIDLHkMon821U7jChAhASgDAxI4RnHXlldrkBjARuoJtmdyAfCYx9f//7f+vVV//aFUVYGQAEwG0DWMRVEtDCIgg40Uw4JMHAAjjGkNzB4DDGibjbQYTA8EkTUywYDkjZwqpjDsm7jSpv4bN0YMqX3Z3fIfvGYHv3n6a3e31CvKPaR35Na8s32Vfy0/e5DIPz6tP/fE7vy/3/U3/vPfEExATTasfNHCY30C0TCuAKDnZEAHKAKktKjscZLlMFySB0wBZskNMuvMt0t/+ir//Sz2f//QhUAAAmRBULAEBgFYVaYMgRamCjgzJrqJQgYS2A5mQQPBwvGEH3CEWwwShoAVpGJwHvwBggNhijzQEdZyeHKyTL2O8S6ecI/Oz2nCK9n3+WTnIf60uEUyn0ued+5eUzzyzyWbF6E3/nWyfpnnkQyoLUXdNp79MRZPnIACAEw+jTpzLNViA5CwtQ4//uUZOqI054awYv9GUI0YOhxc9oQjag/Cs/0pMjbg+HFz2hAXoeSR4KEUYiO/c51KO048oOIa4f0VjyofaBfZ7s/Zb66uc2vU36lf//jdv0lUARMEGBKjFHihAwPcBCOPOBpzDTAD4wNcArMB+AaDA/xLwwwMB/LBYtSDRx7TqfUtypccrf0eWJlIUR22bEdOwnLsIiOHT7FKf6dThcOxVf8k8j8fzWZkVOzB78DLMLN+4coOEKrafo1/LviDueMWqv2fRjoF3mulGUQFAzDA5Na54yoYTc0NKMJABcOXI0GJrB3OapY+7HO/d4VYi0G6UPOFCoehwn7en7/9ZKnQe/uq//b7fm/QkBMAPABDAVAgwxgkDaMGCBzDZpSjEwgsCAMdgtMAw0M20EO9QQNgks8KImDU8NTCSfnhv633VrAM4wdDFq3gRyBQZjQM14qlsVTGrCji21rgC8g9FbDYw2FFOirOlhhpYz2GClw6XQSDBEJHnpqqXG7RjSgIWF4//uUZPIIw7xTwkv9GTI84Phhc9sQDyy/Ag/oaQj7hOHJz2hA/V00xDBRFF0k6iITj16IW9OJT3M2CNZtb811+zoX/9qNP+z6r/p6evpBKrUwKIwxsZZjUGBmB2JCcLDQxhQAomLhgkAme/57oojjD0YFh2Q5ctDmhCIEoS0X62vbdiRdRRuLJPKDbxtr2NdEGpbVzi7tCTzHmgw1iakIHYpWilD2JOvBcBAK65QWAguyPIwMfNNhqeMCAHVWgEENgpVlF+p652xTFM6Grrb069lemq/R2/1/5FzOp7P6v9MwIwEPMCpAWzDjjnIwh0XsNbphqzCTQeowHICpMAfAJDAbRvEwNsDSNmLzKwYwIGODMWz3qJsPQ0EgS9J5AoSoQJEg54ykvABgVePXaFBdB5UVQZm5kP2ghUNFrmCnI1BoJECxHCRJZRmT5oWFT3MjhoPS65s4MqHqJKwQGyKyxkrFihm1S6fNYAEnoYlVUDiCBY05yjWscMkPgwAm9TAG//uUZOmIA2ANQYv9yRA0QPiiY6wGC2glFY17YGDdg6NlrshMBAFQC0jAaECnMx2D6Vaz1vJDTLCaCCAXNqYJ68f0++j4xstTR6HqFpFTLU+h0rS535n/W3aQ5kcdG0qOYreItmEFBqphdSpAYCwCBkg2GBoomP3Nm8goJlsoHQHMGwgidz71j7NzO0BhjnJOW9f1ZHT335W08I/3a269WvubyzfJuOt/3rx1YIpq+un8sTQdWM7W15dqcG4NiqLL7bJ5fc1PymHGKYS1phdzmeyz4YLIH5gBhdcwGsM4Q/SV2gWcPu2HRtEgODsMttQ/r1L/o56MLP936N+ijTQvt///aigAsMBBBCDGehhUwhUOSM18Z+zBYAR4wrFkDAEaCQefAAKYAgAkWnQPHasyX5XP5b5P6xurGT6/WViuu9LUyMj0MHn/gpU+kUPf6eh0gTQ6RIxFaUVvi+5X/E5KJ9HdHS/U2koX++0X2ayjTwOktGZ9YcjJLdDaxCEKOhhA//uUZP4M5H9UP4P7GiJFQOhhZ54ADawvBi5/oEjwhKGBz2hAcR6AmWNUpKUwagJgMTWIDDo+BlErmIDYhynnGlbbhhcgjb3/f/svs5nX/+pP/1VmAJADZgLIOIYPOTFGA9hH5p7KZYYQqBumOgkGJIMmeU1HWAmnyAGKgUw4aWJRG1hfxqV+wRzK49wxAthoSB4a/Ka0UM14Oz1z+uD2Wktn1CfCmTf153kns9nYNtfKWfafHmd2PTUw/djb+D/f73bx7dhpAVfYLJh4akBDs1mypjBpAFDlFJmJYPqwuxXga+5iUoZHLC0ChObW4YB7fu2WWei3+j7//nv7/9tdMZjgxVbTD1SBswnAFINigNVTCVgJgwJ8AvMBCAQDAOhBQwOYCLN+ACAorny01e9bu5fj+Fy2lpajucUs9aK9eD/VCdMRnXXP28Vf/LfqPce3+2hMo7bmJO905rxv/5F7vC0lhPsNO3yDbWXHSTN7nl0wCqxgcAGfp6YSBZtfBaiw//uUZOyPw8E7wIP9GWI0QOhxb9oQDjQvBA/3JEjmg+IJv2RAiJQnT4LGRCS+0pyeRhZY2qWk3tDwzybNCfcyjT6O7/X/6LtfT/1BaGUTANgCEwGsCzMU6A9DCtQCc1zcRaAQhONJCYWgsYQ8Qa1h2UAcvRooQTj2386EiYikIfKkLs/COOI62qo1I3aR8zPP2xfBi96eZ0Y4+Tqx8BkZykR/vsujHE+tlncyOlnxPncs/JsV8zIvtpzRTW33qnf9+g+mJdXAABPdTCEFsMGUG43PydTChASCEqVwzuGqd2thH9fqvzWf3vdQTucapordYlWz9/2d9Or8d+3t+n5C1f0KFgIMwOQE4MYnJJDDOATM4QwlyMMeAhSZvzIALjSOsj58ITBIAlgyEGDAsN6YLAASwCBOCLKr7W0Hp1T+diMmww2dX6528d9BWW/NVPQ1Puj06b86Wfab5xPOsU6IpYzGZNqan0BMnnSLmRFn7hDT0OA39tvUaugOqe6ArSAA//uUZO6I04kMQQOfyDI2QOhxc9oQD21/Bs/0ZQjuhiGBj2gIA1S3KqYwohONQTPlM+In4w+AdCptQagp/cxznk3XLipcRY5Yu7vd17/7rbUlGDn+j8Z+z/7fVAqgDxgDYCuYEePVmBHgyRplJiqYOiBJGKgTlADGUK6nH4hGEAGlpkGTD8DH/lG487ni0qj6p/s62PKlU2MhkRz0OzKxr7EejE5NXsrWZUe7obuiPvRfZvTsbtV3bTe3SuRmtu793cpAmG2SN5IWFkAeQRHB5Hqa3ZGgurGYH4FgABd4wdQ/ppsPUsCcy5chJ7qUshxwBBqzdt/0f/0e6n/9/7/t43+2ACX4kBOLaM5JEAxDR+zwU4QMQAJcwHwMAABqYJZYJhxgnGcCqZOU7gm1prNt7gogqSFpdKJUQKWl7Gn4xhtAsqyWRqDgo0VDMeFxcZeWCSSyLAXePNvXFjQWALlGVxbetrporMhBdjqgAACGWZJoAi4wHJgshzEER4HAI0nl//uUZO0Og+NaQAP9GTI4QOipb7gSDe1lBi/0RQDfBKGFv2RAGx2amFV5qZTe94wYabxrVhch+l7B/q3T9VXf/fVHt2Wfi7N937NghALzAcgHgxpUPSMJWEGDI/WkMwCkE+MAEAawuAOmAYCgZgywDkdg400ADApm/nbEF8yzwnKn92rkI86gOwVBBEkqGV9CieRHkq7ZcHZXf2hzZINY2szDK37fC26abg6+Znw5SkzMVeonIX5GaWv2GTQnPNaf6qPLGfQ+Rzw7pBywrLBZKVm08ZlkAY6CKJgMAQIJ4cJJo8ckF/kKrQEWaL1PGukSA+eV7E/0botv/Vbrue2hq9K3//zX2TBpGMCzUwowdPMEBDOTG6U/IwOcERMLhsMLxdMso/OdgaFgjTMTrARPNXvdsTvcvs4ZNkv/VQGIhs5Zehy7ayq0+WM/irTwKnqYa1faNT+Dr73J35NKv54s3fP/Lzpdpf5+1+i8vt03Xn8w93Pnh0kFR9BNJbT3fsjD//uUZO0Ig0QJQiteyDA8IOiJc9oQEAl/AA/kaQjsA6IJv2hA0FQcAmOAER9iL2M5YSKue50VkopWmhrX+n9HT/b+3/2e7VR6vvsrVQGTAUA9MA8NgyIF9jB9JiPRr18xHAxjA/A9AACxhDBtGQ4BuY4i2V8ngVJr+E0RiYcLL0ZaSFlu/plnXkOZoTytabZXMi9pxdJT41T872/kdkTJXnCiUS8N7lzLIjhdUEcOmT0ck+qcJ+b3yB7Xz7glgI6bj34LeDD4MKDhfA0pWNR4wcwaACAxNTQQMBqsSu3IzpwRUhFppwueIizXDI7QRDitO1mjX///9//Tu9P01J1KMANAEjAMgE0xIUKLMDUBxTT5zRgwZUB7McAqAwxGPmYGswrgYWhYCRCAxgwEMETda+KI3HBSlZTWdf9yKkNbnyS3U4/w/zmEk1lWmq8fZkw/+8/RBznb/viWaXadT6v0SyS8n+bZ//DmSfHpd8/MbnUIA3QAg8wzQTD4fNm8YgME//uUZOsMw2YMQQOf6BI0QOiBb7kQDwVTBk9kaIjtA+HFv2RAXGjirgZiEisLsW3vBlUWeE8w1YHDygaUKvqp//9213t0/2jde+v3K/9H2lQFwAgwBEBPMTED+waBCGywD1JEJomEeAqYIQLBgioGGIGDuYCIChZ1HIaC2XFO24iCVnhO1Y3Bfb5NxGS6eea516XbULc9mTvvy1CJ0K8KnGyI8janTKL3KO1P5rvE7sjXnzMyMprqnctS42SZzSZdpkaNicBad70/GWmemFEE0IwLTZKFaCBASI0lYFbwYriVVQA53vHoYMcARyhy2DbBoS7Kn+/1b/obs/9dNKX+zaUSdo/xJm4xYpMNyjCMRYgwLUEINYrDqTCbwCoxkBUwLDoyBnI4jA1YVfRAAphADD+5fjz8e3sNCNy3t9NGCJSR3p79bqgDhlDHyPufrJM4Bsy61unfkxb5qvzCu46srR93mt85hcLJ+e9/uZfN9t+WEa6AgEXf3VKU3DktCowO//uUZO6J04sWwQP9GUI6gOhhc9oQD01vAq/4ZQj2BeGF7RSQz2bBQpI4uEKoK345cs1ud1gila6bGXUUp/bf9vz7Pb/Ff/RT+q4ITAMwEwwDgDjMGLGXTBSAik1nAu6MIoAMzIEGjEQCDNEizq0IBYKW3EQAGFwNt5anKAPGCCZzLIhV3po28TjeyGZ3g7TdZBB5nZz0e+hUN8UMJ6CUhm1B+qpecJe/QlhLTj1Al19PtE4tsFjbY7hTfAOncLBDDeUoACEosqtxUATKqkwh1PFNKMKATQefkKij43OZSOq12lm8Ex5axb9kLv8d93++zdMGbPr09dX7nHf2JjAPAEMwHMBaMP0D5DBxwrQ0SlCVMDDAtjGoQQMExjvjJtuNRhcCoCA5posWcDgChtyFC0Nt8s96yFKezFz+gttHOEU8rfcwfAhi14XMa2Mk6vjP9WMtoEETm9wO4/oY9OO08mpT/8hzvGLxa9ax4oj+zKPCokAiGJdYyysMZrDH5TbM//uUZOqKA2EMQQN/6BIy4Oi5a7gQDyh1Aq/0ZQjmA6IZvuRIAMCxBC9QhphyZ1Z6lmCYGNDnOWSIii7u7urYto9lrZrztGmv5ZuiWYlTDlKv2f0If1X6YFGZMQcYWZaI6BiTDvmzZnwYBgZJgKgbDgFoAKFMFYDpALARUOZNP7Wxr8/er8ot77TyogHVNmDSR5Uc02hpza8CnWgKtazptZVAy1zC7z78cbMhClVjSQZAGTHJ5+ouBFHTu8QGdAwFNnNwRSmJym4YAIFoiAJ7iCuGEJXYyipgvc90gkVujsymv0eu72kdGp9/t3bL+L//6LOlltdAQYAKArmEfDmJgS4XsYdEshmBNgpRguJ4JBEyg005gCxElFssoYkAuySfsUqMgU00IMxhTTpmsZrLSmbf0kmz+YwYs1Uzg5lH7PomVdcxDzvLoTKbEXiD+sUZM5wklMylyTOrG7e917+xHmeTrYVU/Onvr3U8oE+jUwJSVQY1w1AkMZqiKpgUAMFx//uUZO+Iw6skwIP9GTJA4Ohhb9oSDIAvCK17AMDmg6GFv2hA3UAWbgxUXC+gO+1bLz6L3vdSkqt4WStp6+ptX1IS7/p376E1v1fee/6kovs5CBDAKAJMEEJQyDFJjE3H3Oq34gwXwgTFIOjDMNzLIEzjAARoMkgUxgEO7bY5TFqqIZ0WUqU8/rt1pW5e5lPfvS/Cpl96rdlamR/L9Lf6pkZe6fGNipEWTK2WYWh59fBd+A//+fP/UP7vAtcWSM/TNpNbnRUSYxmeRk5JoJlyGCmACHAKbloCuqR2K9BKOFWKwWJKNvA6gg8UCUtRkFd9r7v9iV/+3/b6f3WKBFZRICYwTAIzNzF5McwZY/nsVTHCAoMVQhMFgKMYIyNghTMDwMUBT3GAUl6nGg8Eplxq59T2OPzK3kbq/KnPEkVCG+bwszPytenk6G7Tj2HkXFXhZuSzEidsj/maQPCI1YjcijuDB9Phw51LecM34TNYVyhudYPDGCdLCKEPDgcw+U0Q//uUZPOMw8xiwAP9GUA/AXhhb9QSDj0HBC90ZQjgA6HFr2RAo0FhaQgLRC9tByYSRlV3UhYq11aEtWYskEsOa+v+z/9aP/v9f/+tBQUAKGAjgTphoAiCYOqCZmp1kZRhUIDWY0AkGCkYQcECRPCA6QNXkYiAO/FfU2Kqo2bGWx8akiVGxYvrV0JZTciNL3pwjOMp1oo2sqv5xLnySH1unf/5NzlJCLzjmXrLf5KxQ5Wn25QzSJmTauVHSG14TtmTJCMWj0IRvWif2jOBgBbHlYZkwxlALnEEjr28Pt/aogipa8kwUIkAuE4qyY0/7/rpZ//c9Cfo/7P8XgAQlelAEywACcYD5fRg3ABHZ0CeYfQFwGNZhQFGO7UbhCasjosyBwfnhJqW+PlLnFEU9EIOGFOJfBhnvAL0aJ6F5ZHSPppkxVYelfdsln1CqMx5cMiGqfTLgIE/6teSwhf6kZzpHzwNqHueYPrEWwyFuy/1KwBVSVT/JeHaYa0Z20pQOEFS//uUZPAMA9NewRPdGTIwYOiCa9kSDzV/Ai/0ZQjVg+KZnuRAT2CORFO4TPSSCPecU80KxdfZ36Pt/5RN/2dHXt29/eiv7gCpEkrpAAC0yJzEzA4DkP2dkEwxwMDJgLAoIM6pA92BAUBVhkPQCDqEQ4QoCrTaGlgmu35zPIq8onuxd0zekiMR1Ye8d9dqxGVPedh5GRH5yXMihkR8TRGB+4k/OpkOexehzet6l3Ur3PqF3l3/Nv98OD3QIVIzNDqlxnKJkYR0jIJhOBCxYaamRBUE1IYyi1+aDQoKNHUbGf7/9Eo5306s181or//V/0UbhCAHGAPgKJhsALKYF6ELmghGgxgjQHaYmhsYPAiZJwmbjiEBglYk8gsPrUb9mtnhS50VzIL9OJoxLumvlUN5wxEOmTLayBKLN85BoZtauRkuP7m2wXaPL4F7+REZ0SCAX6UbwZnCivKEWZq9KAEmE5CeqamHUZvwV2UHFx4pnneSMADaWpbSjZgswWnmwVVG//uUZPEAg6g9Q0vcGTozALimZ7gQDn15Bs9wZMDTA6JlrphQCwDsiiIrcaVj+VPVFeskxrQsgihqW9vsqfSLZW0ds+v9uSpJez79P3fSwZgEAVjgTRjOoOGBsSAcmu6ZidhoGAMBqy4wISxTBFBEPARYSwh9TLiJzzxLUuTBel7wM3RRb4TVz7mvaWlree6lZXbMjz3Q5yEd1r+pxD6VLN0bPkhwlOdZuw8sz+ka07zjFea25GVxItIWXp5tgagtp3WMm1YTo0THcDAznQsBiy4gOh/AA61Ems4lZRGbGaTxG4WnvR7/9X2UKrR5b1f0+rWqARSuuu7MAEBAwBATzDDJjMEQVEw+oljBGBDBAqAIhMRWM1sEG5vowswSBKdurkEsyaTnO8Pmcmh7BnhMXxbMyXanv9Lx6/Mq2mtQtfuRS/EQjhG0F6nJB+oakWfllT9EvHtspl/89C7Dm+ZOvCWUz8FHoUBAALQNNJIWbRWZeWbD0gYPgOWoS/EVx6FP//uUZPaMhBdSwIv9GWI4AOiWa7gSDn17BC9gaEjBg+HFrqRQh85Xe7Sja8Z3kH9P9Pv693/yv/q0flK7Lu2tyzBQHTDsXDx5mDO+RDha+jMSgHYwCQK0vjCIElByDqYzO3sKAfHsn8MN/dyo8unqxscVKskiETA8MKCPpzbFW0jeXEZ/ttDpcY3MyNXPwbHdzbkqmaiPPHS8nTzXJ4v6W3tEYsipwkpyIY6FWMIqxDUrL8XhGRGkdBPCAWAENXBJVBgDPGLKR5RXph0CCKbkJyj+bmdyv4q5BFFYzLNIYFa1HsJTCv3d+cqbou/H26EIr7BbwC+lFX1V795zAGAWMgcpIwThPzqnoeMVkH8xIHgUKzNlAOtB0OESXKVRgEEv9WnWVpuX6PxZEaF5rL7pEK83p/yama9O60vkbLM7kJuFaiJ6+tHRvPnFLjRXmzRQkxFaSdKs5Dd3WPVYyyMcXDn2Pu77cZEWbiUps7oqfPWWGBQro0N+FrEWZ/DOe7Yl//uUZPSAA5teQ0vcGTA0YOiZa7gSD6GDAi74Y8jyg+HVvuBIOpQ9ooPEIuRFd23+3+ux7I72dtH9eb+vorALBgDgGGAgDqYGiI5hVBdH30/uYngQRgpgLmA0BIYCRNxg6AkmcymLlnsT3jCq2qiIZ7FFYzmzFXX7C39DpfGJbSb2Z/l34suCRyvFwZXnEVUizhOewMk1PnpCuRQzzRATyxrlEfhklMU5Un3WHqzcd0U2pm5JoGOvrq4xgJU3U7jNkJpMAvhwTJQOwQl+Z7DVLlIPNGygmRvC7hohABxA0kOI7G62v77epP6n0f+ub/2+rb+OtHoAIMgoYPA+YjjUcycYbEg4aSGGSCwScHAcJgDYA0YA6FcGCQgE6bLTHpDAGiBXw92igvVSfMvISzwiWqgOGOb5HmIMyQYnc7x26blaVy5SLk0yzXJHQ7I9jHsbrDqHSdS8ypoZpJxnNv7xEJZSGIp1bZVZPhlTD9Q3VbJXF6AQCJqqmhlRYwNgAlDo//uUZPGJw2YvQYvcGTIzwPiCa7gSD4l3BQ9gaEjrg+GFr2RAU1wgWlYXeJZItiy62XbU73jEOK2q0v1N9GgLZjQWv7f7vR/+r7uoSFFMBcAQeCIMqMMQxbgwz9aScMV4G0MWRioEGd5MC6OpZAadwhBtwTpoW7LIZ18i3b/hF45zNZmhg7a6TY4xH/zSTIIlOn6nstc9tP2fQi3y/PdP4qa/+cmrEX6kWYuj/FdCoG9XHkcJjgK9hlpRRsgAX/a0kaaXCZp+dcPoBhlWtAqGRWCcTo6gylzn08fdKzlV6F2e+iz7ae/v+dZ/oZq6rO/7UR4AZMA5ATzCNBIcwUEGSNEBLMTCDwJYyAJS3xoeun+x0YaA6AZHUxyBofll25+q+p/DOR87vykrffI8z3aZIXxCRY0IiFMjrzPKS1H6pWMQ6ZXqMW2lkNYT5ytShoeRMrc7IxIczjqynXM4DNQwGygNKw02JCgr6OfVEBC901P64w26ZeR1/vlrnJphkZEa//uUZPOIA+xaQLO/GMI0QKipa7gQDiUzBE9wZMjUA6IVrphQW2sbFVXSneRCb5Rj9n+3V9akfd1JXtqd/W6zYBf63P6AtzC4KhiCJuDI/Z4OctGJ4DKYQhYYBBmYi2uZuigAghUGSpMLgEZqKARbeDDBnYwBLSNqrn0ttLSg2Jp7kdofOIUM3I7G8zTfQsdCnrvJDlMiddjvlFUluS3KGjGvSN+Ldi2NVUkNvs7b7nBvlp7sWuUlMeDz8yJQQUkjT5Gz4GAtmTWGA0D19NlJa2dVeaqtVe9zJ08Lio0YlSK+vZ9TUturf/0MVijUJUwfQli0fTT/1fIqVOYFACZllk2mH4SIaj/65g6BIGBQWg0DzCK9zPgOgcDKkkJgWBWMU+F3erO6K5auquQnhq0yyzhkjkxkhJahsVVieZYMj8oIVPB6lf0cToZZNQkwxqe6E0tJLKagn+MR41BNwzyfzSfYzSIZELIkhPD9xdIiiLejmgXtJLKDcMgWdMEYDXTX//uUZPWLA9ZPwAP8GWI0wOimZ5gSDwl3AK90ZNjug6HJruRITAwGFM5YQZkRlFf5IjS1rY6JGsMmRqrw4JGC93UoUQoj+b/75FVn2/qqR7271/QtVWPlUAgwEQRTIGHLMNcck0T8CjDJCvMGDQwiMTMlFO7AJEt7GnhxGg8qS04Jhk0zMoZtvqv/OPS+E5Ull0/qEsKSqMmYQvKuZnsELvMFh6ixncUTLkYJhqTVlq0Kv/+umExHFK8kySUi5GO0i45fSuSh8IxKbYPMAgQKyLLZeY8OjX1OFYsMDwBQUXegJJggH5aHc5aK4ucgMVbQOQPT0ra3/3EPR+3fsb0dWiHLf+/zNQoA+BApjDhQ6MK4hI7ztszDEDUMhjUwIBjOTUPvDEwCAl8sxMRAaiHwxax0RLE4IkyvLdr9TsN7akQ4pFZt10SUxRRH2dRZd/ndQtBmv64PdCEHESnOn5tahdfS3pkMmuZUoRdZbMzBmhSEz1aUJFmhgmpQ/TwkANUs//uUZPGMA+RdQAPdGWA7oOhhb7kSDtlvBC9wZMjmA+IlnphQzbgQ7SjUUOWFVFg8XvDiSg8BIZUE9N7fuowumL9zTE/V7/875zbmP+n+R28+2/alzwuAMFgVzFbKfLAip4HvkGFqByZABxQKjH3oNjCkODyvU9jAgHmHBZm9HP0irFMs0LGJjhvZAzFfFmy7ISJqpWkvxJtb5N70i5u/ELhtnxQUOd+vyqRdBrI8+FemZxZmtpWP6+fGzmjJf2h7PZ9DKZDVDtzjAzMYwMzPXy4IiPVY+YpMs2j52fqjHuqMNx73gCjNXadW+aX939CPRv69n8Xv0u/2qgAQipqqtrXMXwAkwHQMjpeL5MPQAMIKZgoIGD8sZfD5cJYV+isJycmoR5TblS4JzXUnX2hQ+x5tdTyZc5Lirn6+sz+Q0b57n5mjo5Ekh0eZkefvqbRT+MbmRFxJ545zr2Z1FYjZCSMaUG61DONtHw9hPMAtLIMd0MQNPwjOJiNSyaYKhYNA//uUZOsMg7ZcwAPcGTIzAgiWZ6IUDlV7BC9wZMDLA6HFruRAHNYqAJr49qrZBle9obDi0que1rqR33f/94C//bqWn93/ci7UIBgBAA2FQHgwgUOkMBtA7DTzw3Ewj0A4MUgPMBQuMdYeN6QHWFZkQACYKAk+uH75lzss/dUlMMbgkHlNTUvGS1E4zC0IyNjM1Ncp1BVOQ6lAE3VCqUw5McZNadCtsavhqRqZJh+z4RXN1zNYCTw9rQiUKKJvMIzHvTDZyZCpkJJj5zx3Y0SEZpjkpxWIfcxaAhiQpa0IZFfaXLCWpFzAqeijAZbXqvQlGvk+LWlmttiZMWlWzd71OivfmdzJKY+Rp91Z1i9LqjARAYMBoFEwNysTDuE/PXpyoxOAIzIYEBw8M6ls8eCB4AyNeBhAByb+YZ/+E7r9EsM+kXSpVCYyLnYp+RrDzsMy3uGXKnq+wv1kbIrn+fnCnd5ezyfLm6nULWlUL/vlO67SkRUyMv/kR6V7mmfO8MOO//uUZPEAw5BWQkvcGTI34hhha6IWELGA/i/0ZYkDg6FFruBANIiQAjXPsn6aRySxzhKQjAoCV3RVG8iBqfQeq51qWY0aPRYSUxCvzHzn9RVOrY3fdX9Ox9//7t7BhFEzJPejDyCyMMEVI5AY1zCFBSMCQBNJIwMRnTDVAqAwCqYU6PAfz6WPkCPh3Y9vkMvZDdbJRXCNOuRF+mOjHNqN+0yyt19zPy27grGMr33ufOParHPZ3bDw9LTbpemXJsvyZdh7lbeZvebFgtwvSjmynk7KTxJcEdAz3oswFAxnskGQfTOGpSY8OvRtGDuWpQPXuytGv2odGfR/fzH9fs6qv6OjXQAgAYSGqJh7hzGBsPSbOGnRgsBVmAKBsOgYmAAUaYMgHhd14kpQoAdDokxUS4bU+IjGMyqE2KiKhGPbdXV2MkpNs4dM1RTnHqRioc77EYhcUC1xVhNtO8jR1jh8dp7yATqjaV0BtXeciQIefcmwuAfnuaNHkDdanAKADhKq//uUZOaMg55gwIPcGWI1wOh1a6YUDkF3BEx4YUjQg+HVrphQmzbmE0mbunFgDVVGligZoGV8IZ6o9D+ciMhdImljb9tFdky11X0tumE/RyimITpdtl6dqNbdr3wKb21F5SQBQwdAYTBWHsMmDWkwEgngKJU9zKXtO0ApqLQ1hAEQYEHw/mFDRKC+7/T3xTNYh67FCSzCf0SURFTpeQKT4c28/eO2pjldTI0PrRCU9XqepqVyYvKZ7GVL03C58vk3YnCXM0OOzKDU6dKKGSsHhbdWXGFgclgUDky7zCwAljw4KbK6WL+ovpZWdY75WbHjY59sM9HqnrFu2Zfdsd01PTfci0p1fdd0U+x5LtVBoQgHmC+AWYJY2pxF4XGGeEOYsFxhsQkUEA9hGg8s1UwKI8KvX/w53c5zCAwdtr7WMcueReEnU6VeseM3g+8SFVI9S473PhJQRaPtced+5A6G9PSHHpPnFc7ltfKm8XPpmHJKvzJck0MkI2SEX9ORx6vA//uUZOyLs74vwCseKFJAoghVa6cWDjFlAA9wZMjuiCFB3AiYGlwglrvEtQzLM8zj4xLAdKxl5dwoDEHHHCXTZTdGao+MK32EmLxzI+tvLOf6a0S/p0RV9mLue+Z5tPnit3VEcx7kBf9UhgYA1mCUHccwjtphyAjGJwaAAIYsqBtoTltnBeNF6fI4ZLBPYnwGpfJyZOUM81KsxdfNGLmTc5MvB9v9a0jPyPNMj9oXfIz0fIpn59O39iPLq0jz+v/b6J5XWVOEL270cG9DnlNV1MlzemiKcAh5giYKFxM91CQGkDQGVAVsz0Ud33V7czDDzDEGVIrUt9qU1b71/37f+j6u7/o96gACkqaqmWpnGC2HbnnEabkYXICIkB4XSBArwNAPTOhM0LAK0ipWTYX+bW1SJbCII+4xam8HjmbsmuZ1sdZpFKq5wG0NmP5+Zw1YguRak7n54xLiNif0JF2Q+HpJeqhFnl0MxN1t1Qub7F6Z0w9Jo2W6H/2KveZlYC6P//uUZOeM06ZewAPcGWI/wghRa6UUDU1ZBC9wZMjWCiGFnpRQsRREhaRZeYkDBk4uQwPevIKpENb7IipKXOchttW9bbPH8km9H7bl67Kq7idLv1E++wW2BCyqqlvgMA6YMoHZhVAYnoUAkEEchyLMOBIyPpDh4ZW06K8gMI4tz9/bvdnv1AejEM5lNnhM7C4pL5kiOLa0oKXa6k1c8M4WB1SZWnldzPtGprrUDR41IoDfpqosnbkIhBF+0J0co5ECQTOv6liA31FydCeItJQWDfanZTxxKWl0gFKDEhO6FaMMABV9CBGCREC8Vw3OlyOfz8GWtWwGyT2RTqFvi3n7vs81F3rX6Y8wJzL9KbvYRIL6VQCBKKiRIKBjRD82mWOT89swyQJgEB6gKMDkEAHEBJ0u0z0v9XmhGwX7ZmqFPdP0+FkppnMzlyqyZgmmiZRYnXPI1KUvLzfp01pOdvIz5q+8IqxXbeqT5n/0vVAQUboGoeRUq5yEWDF0sAJAAgBR//uUZOsIg5haQkteGMI6IXhQZ6UUD7FrAy9wZYj1CCGVnoxQmAjHDC/RyLAZhWADOYk25MD1LaYMZ6K2P2Ld2bV0fY36tqv716kfp+MevRm0ysL3/T0+1IWlkUuUWhMCEIwwVBBTiCbiML4EUw2CAUCTHsVNwhQvy/UJIiDAt/HLHmHzn6M4isuZp9CVMOMPSMjDgjWeepgzMw7VSQ6f5RqUorDUjuWDw0g0Iy8vQX602NYZqcL/Mo7SOwIqSSLaUvoh+lSJ9UrseZRCOnsYMy8RoRoCgxFasqekuaVBObaySKL7TJCNZy0F9Fupu3UZureRT1+23/dRoZW2XSf/7P/kHf/SAQJJlFaS9QFGACDiYCYhRpfulmCiCEYICaxwTbTBoWL8tOhgt/0MJD2WCfZfZC8nI4ZLBUkKKn91BTkIi0uTYbP982M17u5J68B54I0xJsKyOk8JTpzpkedTMjylh0yRfe1+pluOZDWErvS1OkWJTvwTjxHlbgAAQLHD//uUZOUIg1ZKwbN+GMA2wXhlZ6UWD5GBBS9wZYjDiCJxzAiILPhAgQ+GBkTggAHxqEoNxgS5QLvsrd/b9AVbrMV76/p/q/dr/b10aNNFSE0XpfPbVgEFwACQBcwSAWjARGlMR62owGQgRALACKTHXZOAB5pcML7MFgKXp2wIGA6kDd93TDEhFEJiMilFJjRZrIZVTZLU3M/JkaSiqdaAlNwimXBZi4uIJmLvxCYpdCIhTnM469azquqxHi0a0aC1PjCySEcLM7k6B3t4OxKkgsAFqajoYMVMzmv8MEgNrD7gU0FkTaWq3XLyFabr7Kb996j/TQt/m//6lM9CUO5CypnYh1KaAANAVIZWSMAGGBWAIYGAkRo6QkmDMCwYDBtIY4QoeFXalc6TCCiu7z1hYznv+HK+/766KZo8pKDpw+7EayP96rAzmXhACXEBAbqzHHMuzSDn625oZXmWeud2oJlU9tqal+VgdEj0juELNtmmbgiUVpA5q7sH4gEITOdE//uUZOuAo7FewcvcGTI1woh4Z6IUD3ltAC9wZMjPg6HhnkhIGJgYHPUNmDgBKXw4w0jDczuV/cNiNmLLJZCUqAL9uMxtBJfdhVn1oe9u5yBZNVR/FGzOro5YwmqzHZshAAaIFwCzAGA3MFcQs4ZX3jCzBTMSBIBB8ydADhAPFgkv1W4LgGmEzixZWOqjbSLCqRUClNusfB+mgpKwuxwUgwJ6pT+MNPPDUAO3mS4/bny4Bzju6HiFvQE+y4RrZ6j/EmIC8dr07kvnEemle1cC3mEEtgYzePLzv1UhIW1IPOA6QOaVzRMntSVTOf32S9ru2iK2atCkK0dEUSubkJRvaP6+b2a1Maj+h/RV7N50VAQAQYKgQhyJJXmGAA4YlAJgQEAy4GNBChKazFw4FUdn8cu4cov85TPZqsm7kRAiJFpqXMtp5sTYHo6PTNZZkmbtXVoU9ilrnlS7m5laqGRX05YZHqX6Nz3ZfKsdfQmLypseZlAiFPoMjipwhHe1UufI//uUZOuIg69VwUvcGWJAIPhVZ7gSDiyRAk9wZMjnBiFFjsxI2mH4nkQYkQ4q1uoShFBtNVQO57Oiv16F326Eet/ZtT4ZZWWz22wxWK2Vi9vn6WPmKEogHqd29VztoxDUOEjBSgHlZ8wknDRUQ8ECYA4BhgOkMGHKAyuJ+HxDAQKL+OQIT0gbOIM9aIUs0RoyV0ev0jgfKIU4Il6PZizhEJpMJSna8QUL6ii2X2Urax8JVQjGMl9KePm0ilGz2bMtTVsgm9ByG/kdjHTnEI1JVlCA1FnBjliMigtLRilQCg49L8WEJtZcSgYnmtA/VNm6dB23vMMsQ0H3b36BRdvV6B3RV036v9j9r/fsbV6KoooBAAF4jAgEwU3NuhzqQMuMPQBUaBaMBAAAwSwug4jNtKFqiT9bndoBm9QuUyQjIiq/wn43WPO3bpZ1jSm6dTbvC31szpSa3JyVflDwA8Yb8T8OP7/6YOe/iTiG1e7SWfrHP/uLJLSk3PREwAAgQCNR//uUZOiMg5NWQQvcGWI84phQY6cWDxGC/g34YwjiimHZjohQEvIFgnOGmGCApadJlhitKYN2vQVvfaP/nFXa+yj3z1/qqv10ym/HNf6/2293f9VnsWADKSzVKoCW6AQEhgbhJGwKgCYO4DQGEWVGPuJ0YEXxa83EMLpelyc6PorG2/O97S9j30Qivg9KaF5kJapm5KeZHqa6rYjHqcpP0NbiI7usC4tjh4L0dMLoiR5pTsHc59sT3z4X1ytZM5h1tW3iRIRGjMBMqEYsOa60tk7M0MgFEpGpGdKbp69R1prdOPPH0ftvf0/KpV3L6Uf/3Ee/RQPWwCPZrqPrEmSqqoSgYAKYE4DxgZB8msE10YLQIZhEMAwHmD6OZTCydMPNJBwYh0UurwOz50mIKX7mEJ0NxkzwamzqZmelR1cgxFTeQ2lwZoHhfKZkWUIJ+h6FrWhzyTV7SLKOHPG8yp74JXQj7Z5MFOUmd9yhktIGDQWqTRVGGq9rcFNAAACMJqq6//uUZOYAg1I2wKt+GMI3IqhodwUiDbDVCS9sZMjkiCHZwwkIrR2XkFzFEwWSvNYJN9m2RpqQt/JRXt2N/r77DHO/9wn8UQny/sS+xSu71gABAwAMAIVBxiQ8mDcoZpdepgOg/BQBtL8wFCATCoAgEgAWLLkCgAd6/qvvLHsgwxwAZTUnLQWeCJHCAKPvVNj/D4QLi3dVNxxLJ10IgZjMTCmelnTNCpEVHjuHcebZ2IcSTKMRk8FlGzBtKcmdJCZwaezIcL4RF2u2jIdbxl5O+zn0BEMKq1ZIoaMCg19u0Ejt0hI1bg5yg3V9TdU1/xriRRiIt7nbdn2fT+Ae3xapCPo1K/+c1QAQDGU/dXRJsZACxgCPJq32xgOC4MAFuzGURuJI71tKK/NaeJ57Ss+7nbdDjrsqIryavV0ux5DuiPY1T27y9zaL6Kkq1u8tyUdkonclUdTorjmnIFe8JMASjSySmj21lcWhoAAkRCQTCnR0BvTtd0DAu4j/q2lAEHZR//uUZPAAg+tdQTPcGTIxgLisY48QEGlw/w54Y8jPCiHlzBSIHZk29dW/gxhHbQ/u+AOi1b7037P/7fXqpu3+tiYAACMC8EkwihRDk2qPMNYEwxaDyyhlhaHZhGWadFsYCDl7dAzSFASdIKlvNZP5rJLt0X0Zu4ZrutGNTZ81++p63yTkbQPa9tffWbmVrzORmEtyr01zfV/hea8dBLu2KNb9p+9fYu5T6Kc6dPffeNPznGCZj/WRLvaaLLK6OvT6e5mxiKoXMoQIwivZxY4AQfSgYsLG3liiiTIZUC9LbdOo0BV/aXq07yHSMOjX7Vf8khPi7O3a67N3IrRov6VqAAKFACQZankGAUjQU5sypADQm5MWIDjAvo2YFWdFYkkTomOm+KvQhE8K10y8c9mrlDn2f/wQZkv9Jnid3M93/TT1JxDWpCOAhYTpSuOcpplVt+7rNYWXlO6bWcnw3OU78aGXPzGXc6Zm2zuS2RJWlANHepRDwxrgg8YB5fr8mPfM//uUZOsAgxRHQ+O6ETAzAoh5Y4IUEPWG/A9wxMjdCCHljghQbQ761oMxdd+Gah5yza1K1PuYqh1aJycSwT9swtFVvCtKmVV2RJpX+9aAkIkUW1MBECgwVAxTduNNMLQBsMA6BQBhgTiJGASAC1p/XaJgDrUtaGba3+nNphQzP3Tbyvv5mExHu50TXhbG/MM7maFTM0tO5kTJa7nws7iEddlIn45ZHubGHyiIe5Qpe+mfXhmZ+5dKXO+e9ITDnErJ45HJq9hyj2prq0UvwAtObDAiAL3TiTzzmxHd+K219dDOnaUb7t138bZ15O5/u+nrVPN/43uHVQAAi992WVEAUweo8RIUwpApMV4gCEBMH0VtVZzEjLV1b2eGDeABc2ZckBahR46nvYwkLIGsOzTIpuRE0BWlXSy0MoVlt+5DnPbYSvVacGhAdWAIQKKsrSx5O8hHhtmoA4BQDUMMlJTtqZfztrPgrnq1DEdaLxHorlZNjv8nb6p3ysV+k/l7MW7V//uUZO6IA1tZQUvbGTI/IghAdSJCDwVdAK8YbYjCBiKY/ghQdn/SUgIe6mApQ/2fFOua17rj+M9td3+teFuos+zny/vrLGyhpuqZBVF84eUgwIA1kUAiE43IFSB3SRkaCtRa0mujIivalmGqshHOTUMK2gVt0DnRgq5iH3JWxgoKHWH0JRLmYUUu88adFxZwkvLTSmtW2w8vUrZIAQ2Cfire+jpt4hYdtgGL4l89EFzVTbpMK6ZbCQqFz4sVS2n6XY/NF6T5H0pmZPhZkZSefMuskhvIdJ2x8prOUsz/o/gzmIy7GISs0YAvmRgCslwp1Vy89rH2tpUBjzqGFglADgYbQTRHJguAxwWam0LgMj314+bU/TX7wque01BDZxxfxaZdEdj5+cPcvnf/OWU9TL3LOw+IKPPoO/V47+LZLXmO3rqfi2YhDlehI/xH4gCASUwUvsYDY0pmERgA8coCsMWJRW1VdjZ8tN9Yyl9FFOeVFMJPz1RTThrDjoRB3Pwg//uURPKIAosPwsNdEMBZAqhJcwImSmxlCK7gpEF6IiBBxY0xO/3fPVl3IpQNdw7hLjl6LtkAmHT8t5etUTdjENv7ajTLn3Ux9PhpO5MIC+ASHYE0JD15rxVBTQWosG0RT3U2BKKi0SqOnmpeIgF3FTK/tE9DZxc6S3cqfpbf2/efN9DoGPYKnzZjwx7d/po/2nRKkpVrvz4afqZt+4XGaPHhq1KrYhxAJsxJUGdyiVlUVp8FoAPTah3pkUmTWIiqhcVWcJnyLoLrBxrLUoMWKsFRaVbNtM7DDNR5dtrc8tfQ8aQAqXzyUkCB8UF0qgKf/VlTUBGCDTfXU2lNOKB0iGBXiRHZnZIYljOuGUIMRcMagQsoTbEVRMvJJdbZPKNci7ucQqx5MzYWNS3KO8yIlJsqXJTlJqXMuqfrJenI9dsvdU+ZfnLqqKPXpXUX5P3cXQCkwOOh2YiH7ZokFysPGPvOLgs484/LKetM8xo6mw69hm1HyKGewfMp+QCZkhEd//uUZPIIgq8lwakcGDJZwpgld0MmSrhDAgfxAokvCmGk/hRQ4ucK7ak7xZHs9VkI1iZrFzRUwqGSmvTznDKUyTrQFEgaRpWrS4UBqaoVqZXIs+SmlKCaBBoghrrSAIjdpDqMWETOJjyFS9snXSlWmyuWauxT4srPDq0+P2pQK4V1p2+lrE0WWudSu5ruoULLQRT6PBWZG07aNKwKFywt0UIzpUF5UBEdYlnmdulAZOVG6+6zMjlFl1x/4u2aby+F9unaFKsyf+mfB5oP4atnbHvP6mEfvtN+76vnpafGF+4liLMm/xqnoB0CiIcGRu2gkgOYRee/G1VdrboVfniP1AZaI7a6qGm9jaWIqG7sRZiyllKq9F93lKtn2VvmRfTk3MebTPzyt9FNGLYjBMhnzZjNSP+Ue60y9MmO+fDJJa5mGb1gkqXM42VfUAACTNVT+m4jgCNRR1JCN1BFgbSBLAvwGXNspEfcfhP0pPJSLTuyUuf1c+N6p8PPNKfdkth6//uURPcAgwhaQauFGnJl6OgAcMNoRvgXFSDuIGFTiWDVtIkJeefvgsuVqp8lJTLZk+nt+ly9PxMgpbywSDwrXXUZJLnBQuw/mE6lbBASETe9oDAe/EvTsc97aBmpr5pMwmcu3FnMCIkhGVF9oI0O9hTmsHxLiidrZ3G37vCJ5T/+5SmbXSj3vXRsT2v+jXd9taNl3WM1Go7+sr7Lk/AysfRGohJ9p0PAaFTutYDgu6kaJCoX5EzrIpUid1VaZwuA2mpT0FyGK/BCDueffkm5zbu1OANj69Lr0pbyOpfwR9PX7rJ0dLbif/lXfyuclsP3x7DJia6q9rk9dIfPYjUBBCdsN8j4c4gY8FHnkDclvmOUCceO2nBFe2aYLOu6JSFC/mtfr7ZZX9s7Xfy+5qa5/XaBrlmlp8hVCi/VeZcIrSNSZjTCmV5t0kMqrsGyofffkXJ9/dDt7p7Cf+84AAQgDanUTwAAD5TdFhQzdyAr4NJ1t5QnEtD5pnENnpcP1mO///uUZPsPgyVXwAOIG3JbCUhZcwMiCxxlAg4saQlrjOCVxI0JWM5kr4972/+9d88cm/kTkJhbek3rHJH9jW9f+9TMtY/zmMbT3ObGRp9eQz+Lut+euSuZ/AAIUD3C4FUCPnaEWpD2u1dWob8FoTW179suQKHgvbBy4doqzkg2cpuz5rsnkU6kPrmVl6fOlyHpI18/45aavhJqa0jOv3OtNnbu5S4yRBAOhWN4XUMbF8tYB7JpAMZ5cCER+EaFAqc2mCpCN1LrUD5vczsGpPnzP4+ZTLjaTmZia5Q8sfDbaaZv/y1//EWv1v/FIr0dmfvTTM/XqwTbbw5+fDS2V5FdO+dQdyT789bzuszqtUq7gsEn7DIsAxalY21JVYCvu6owtd0uqjkVlOSFPKeKRAzbwqmcSUm07g8s1X6hGrwlqGOf/XBZShXjP15i2phF+WpKvl2CsX9kQ77Ys6r47l7Rf+5Dynf0EkWaqyss6R5OSEBEmRWRVJEoSdBXYr4duc6+//uUZO8Aou1CQKuIGmJYopgocyMmS3E5BwDsYMlakGCVzAyZzH6GR/f9UKi3NOBP/s2V7Ccc5L+/kvP/MTo94n7elVmz2M9TTve936SFYj/ux9E50xgkGmspf9E3WWSOhj+m1dHLQOjeqI1wuj5Poj6WUOE/DsMecV0gst1FBBX2JX90Bb9yd59pvr+4Y6KorXgzebL1Cv0vhTHUKXeqi/v3937mq0L133SAAEgslmmS1EYMOerlCqW05IE5UUzAWjFaSDUnXUvIMJMoNzE7m1hR3lBilqii0yRcOzkzB0esKLD7MtXGAKEZdbRU6yaRYx0Rgg0Walp24jWgWte5K3jqADAAg9YsITbNbJ2bmMFwecQ7lo30dUyec/Sw3+ghQgLJKISLlI2KtUQ8isdpaeFX3SfQyLMefJtCjZ8jOMEUi94EPLFTAaIHxiEIjA6yVTKShAJTh0uT1gqPiIDowPqhndcM7MVNnXLJLK6kozLLmpYI9drIo75i7soxEhwi//uUZOiLAs8twINlGnJSwPhWcwMiSdgnBK0wRElcj+Dhwo0oIdCOxD5UDyXk+Oc1XQZ+Hl9Jf7f7bNbtNZ892qPfbztzpkPODqvafzeIBBgVn8GtqKG5rEK/s/izWDZ1zIJvke6Dbuiq8BxzsQMZwGMVeFlxO8znzXIm9snMmM4lTt4adItLPuRnoTyDOxxZHu7Q4hF5kLvMrvDJi7dnlzpWH/Ac6nwJhE0/kppmSLnFA8ZHlqVEToFVEmUQRATvRzgjSM+4kzIr28RiOn3I983bbP3tPcyLHE3X/O7w+chwGSm8EKDmt5z/fa1WOMsI7SC7zPRRToig+i6rtL/zchgGlTVLTF7CnaCmmcCgNPpKcJ0wpojYR71FkkF8i0BkmeZGFuXCeL4M3YqRKrKiucctPrn1NEosiEL5RXOpmdy/BisHtL1QoDmGIiW3Zywu857AxsERzJ53TffU7NKMz37VAZj+q8CioKabfK7llskBKW/v4rikTbhxMJAjI27F//uUZO0A8m4YwcMhGlBZ48gQcWNMS+VhBsyUacloGOBBwo0hG/mB/ODQ3qj7ui3W6XIVbXsVGYrnTQt9mWW/KpmTqjvL5WQlX63e7oO8DNW1pgkOFKllrQzLIBRx+8H2hwDxXyv8UdkzwMEFFhGq4CvfHFiUdcdoepw5dV+/c+vNuWF2c4RWTk3YvnZmZ8558Onvn588QtYvx3at8OXoMMoJsq8hr4Fzr+wOvRO0E/3d2s6R9kBB5V2LAD9xgZBFX5cuRf6dmKYvt+AxTSuWUO8axQlnOqW6XzZkUlSvVHdCOejp9Jxzu1zP4H/VuSc/o3X+Rqt5aCCT4UpY3b33blnYHW5jvYwI3PJVAACBEOdfF9j3i3zO4Khy5karptmoISWZ3gck9Ft4apyncsKxEMyXFb/nJInrSeWd7w5XZK/OHRVvLVUeRN9X/295Dxl+jfEj5NLC/q5oUlBPyXMyU/oD12/tdr52qQq+c7LlxLK3UPMuA4cyajzptQKR1O6y//uUZOqAgtgrQANxGdJUybg1bCJuCujxBq0gaYlgmOBBsZWpnblH+mtsufyYCgkY83lH25KI4MxI/1/f/qecSznO+IV/ZB59ZP3Y5+ru/fMfJrL3+5JL7fcZQo6eJdDtb2ytWoNDhWc+cKA64hsDG7TvocPSr/cqs2sgSfjpgV50E3mCHi1caU4mt6i79gesUFL0G87QiV8AW3xEp+/d/v7EXEOg2dPGy6bh9QBAtWarJQX2lADJ7KS7HmsHKlLoc7vOqkVes0KW8WliLc64xtXdWkZbtq60f2Kh1yC117J0d0eLFjFR/Kf6JPtxRrJjjOAOoi46zFqm/S9v5hbd+UcA1QQABu5KlZDdxZq7psqtHeBFbhZtLC2tv3QgjpvSJxJ3cfbTtpmin7Tp2KcL+/mbwypZL3f9W8LSNCK3Moae450zdjP51dSs1MEiuvnQlaO3o5tynGtze/k6uY53mdmwqAEKPeUNSKVHfn6op2+nbPDGGA8+lpWycRnon3jW//uUZOiIgq8awUNLGTJTQ4g1bGVMSoB/Ag0UaUlYnCBRs5UJl9SFYLzBHxL/c5IWrVKGXN1eHbeO5lmbNCUxvEGdKJnySwtjRvIvcHbDjKmS/djmb7bX/IzCv5htK819lP03ZMyATW6FsYUqles4YajZBd7pZlH7MkoWOW5Z47WilZAnZ2xnJDZQ6GkPffQ8dWma7Kbw4TOiIug69AnFjqEyQRaZ4xZqFDqg2UMAJCp8odsQAQAGC2kdTuUnFe0U9OXNkocLuRkGtfGd/TK7p2yWKqzlsksaSV5mQFEOdlY6UemkVkJFa38iul8l4DWAAAW8pYnYaiu0ynqDg5aslDoSNxvKfQfE0cg3UbD68rk9e7D7vKdQ1E80vN2OnktMdzQp9vveySq3P+/YQdkv7f3Xlv3uMLiLnI2M3SmZOKK36wmGimlqM9Rp+5F0zG5iRJaN1iDmxmxpE854XrLnMNQU9WBEH8IuYehugiJVCDJaF0lWC+vRHRUz84Z+hxxl//uUZOyDAv1cQCtIGnJeiogoD2MGSdh1BKyUSYDqg6EUPTAIU26WftW9UW50pfQavbc5Fqmp/Js+531XR2Wou5DPotq3Mz7NrZljv5ffTWPd3wAFSQm7yPyynae7Aax/w03c4p517FwlDPf3cAQiJm+iQgWUmuxKZDTX0SlZkyuJVvus8E57mUUuAkIWsdHJOGDWIzyEjtllt/Q/mkN5iuGy2tBqYs9bA6e9Puf3RnEFzQ8JTkQMShB8zIjUS/tIJEr1jKuGMWAEEUiKzO5AZj6U5FC2NithqdXosO/T1P7P8d51ORUrob09fHmdESIaVsM4RvLIu7VAEU1lZbeMlpB+mEX9Ps1KiYDu+ES2oPb6Il0JCtekyBp2scHBCTgKQvUYlM4Z03ZiuF3N4tUigyCxfvRvwJpxTCmyMgjSaFXVWfE5bueJfQjhoFimClzY94UuGbQilCNu6E/hAy643BJBHzQAmsq1Ld5uMHBjIHYQlqyV9vkv3Ps7baRjyJHE//uUZPaPA9liPqtJMnBRCPgQbWUmTQmK/g0ga8jBg6HkHJQIXE6j6ppMXaa1rAbA4lIdNLPgU+KBaOecXkp1aaupZ9BKG61UCjbq3oAihAABjnSPscsa+e/X230ZLgllZVSgcPzpAjqoNTJpEji8tG8FFB061yNva5ZzoTwVMqFCPvU4UOk2ZmIm2syIiGuRob7tPBO0p/ARoaFd8zUEsKPmgIa1lNGhPnYPR1AFeFm9Mk+24AABnnhFjw0Gz2OwTB3FK91NzUL8SkJhqf1nm3XXhiLkIRwcy3I8JmUlZ9GTsjkyJq9Ka1uZ2qaW7Hz2dmfdkl1ih7Tva8q/asbQfSUgPP+Be3V4xxh0yucpminlFLbVDXtq9DFg6AjTDs7JDSQZWMzyCjlIDZtk5Sk1NChRI1ydFLJC52mdm9q6P1R1dRTkcMjIohEpy3hO+pnuZPbtrzu4/CM6YgdtXDUX9x+lGNy8v5nltABNG0szOyZdA0AkqpMxaVTZ9aPPtR+H//uUZPIAA11dwUsoGmJGoqhpZOMoDMFdAK0kaQlcoyBVpAk5opEcpKq5dUjbL6vWg6yyCj90jKrgMkS4KZUQuOkQ48gtbmZJa1Dn3EjyxSIYUQuhoccpK0Qx57O+s9kNwUAcfatc1bmNQ2vxMmYqQiOG6CPBn+yk7C9scTIT5wkS1yPpm0PCA7S1FF87w8AcUutY6sLNZKjdP4OBLJTa3f2ljqsfv5qEDCL749bllh3Iak2CAAP1ecI44R5smDh74kZZqGZ4HSbONLxuHj3whnpR7Q5fqP8QjqqWS5uxHGKmTeDyz3JY680yIvy9VyxIpy3XLS0DnB0+GhacMkHIotBU5In4BaAE0JeiBICANfjWbGakUusohOzjw9Di96Ce9bZxmZkfDaso0gBcG6PRsK65uU4Y//ilyt4Idr9CnKG5WpPlYDn3OfAv9lvfU/KYftr46xaUVtjMxBZLBIs3EAgEQGudxpgWqRZQkMeHFfKuYK+SKR40ji1WxC2Wm/6h//uUZOgOAudOQAMvGTJHh1hpUCKeC9kNACygaYlenSBVpIywabBA/SgtgTWIIbLLAtyhWI1FQnTIxSiKj0vWuMFSTrEBNMuMvGgvYfMFzrEUtKhr2oABgAAVb5ViA4e5cAcfEF2tL1NiVmYytg1afwb4gJoXUINq/An+O+z+/kK2Sot93ZfqXVu+/WnXydQqlKl5JQI8Xeoayfg+wYvCm9n3zOTbX0PAGWV5VAI/SQW9gxNsqDHQpAlDmJbAo2mgtNtZLvRJHZMy6dGbcvKwpT/5veCu1XrfFiLIkhp8iJQ0QvL2AAzJzKWiZyFta9te4RLWlR++JHxd4Vas/SArBaq1ypTHOEj5nEoexyglq3zvjl2RvvpErNvMi88QhfzppGtAiVl5ubgqqOXSFKwTyqQUMK2I14yCEvSpQuAzU0NVWQ2hqeRlmeYJXMPx0FrdIVBX61mEsL8F9NO2d6/JT/c+8cqA87jE5o0jlzbwaRNOJCLxmrSTSOTN2B39sHb3//uUROiAQqckwTMHElJRA/g2YMMiCkx/BSwgRYlkEyAFhJiYmzy81ygvN5rVrsxfvdYrfNFvL6sP+7SvfBUtXT7fH53vLLHr6MrRVyzT7AsRbt3e7JX7o+L57vDVWutWz+v9cK1pmIBzSiIzf0oB79xRHtlSXdQEK8+lCMLL6XKJNnHCIJCgyDAqEZFx5N4FQPSl4HadalbI6crIoZ0UM0eS7UAFPH9p6sAEIFRWtFSUPzLwqrmA8kaYqTcpUoDqt0O42hIe2SNc5LHMUKOUfFTabo2lFjHl0KWiwv9SNkPxdttTfKUC1kw1CmGLCJEAbB1Sn6JKZV9G8PUXJmXJBTSVWzcqiSziWvMsSutkiRyu5JI0iAQCixKe1ORRw6YzNV2/+7MFXYMK+KFEwGiobEoK6eCx6DRUGisse4NeOeJQ0rgriKd8GagHxykUQEEbDuIjTmDoJfezFtddueWRNOQEgyN2EysqwQSoe62LK114zdOjh9cTw4pcLWg2Gfuf//uURO2OAxk8PwMJG2JbZEgBYYYmSLhdACgkRcEHDOFkF5QIRXtOrm4JkZesTn/WaZW5gToUtZgbfBq2Ri9mgKkDBSIN/d0g+tyW8rr+KBCQMCgwkCAxAOQQ2Wf9pNONKLMPMPLZyiyjzD6qqoldNNMr//+VVVVU0000A1VQZTTb///////ppppqqqqr/////////+000VVVVU0000VKOkBOgc8T7WkcDXDCjGt70ZDMGc916p6yfbFYdohnHWlQqUEtSz2UlLMjoEaap2P2ZEhZhJOaPt6qekjWraK/6q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"/*END*/;
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