0x5596…1928

All memos sent from and to 0x5596…1928.

<!DOCTYPE html> <html> <head> <meta charset="utf-8"> <meta name="viewport" content="width=device-width,initial-scale=1"> <title>BANKR-PURR</title> <style> :root{--trait:#c3ff00} *{box-sizing:border-box} html,body{margin:0;width:100%;height:100%;background:#050704;display:grid;place-items:center;font-family:monospace;color:#c3ff00} .card{width:400px;max-width:100vw;aspect-ratio:1;position:relative;overflow:hidden;background:#000;border:1px solid #2f501c;box-shadow:0 0 26px #c3ff0033;image-rendering:pixelated} .art{position:absolute;inset:0;width:100%;height:100%;object-fit:cover;image-rendering:pixelated} .baseTint,.foil,.sparkles,.matrix,.rainbow,.scan,.vignette,.innerFrame{position:absolute;inset:0;pointer-events:none} .baseTint{mix-blend-mode:screen;opacity:.45;background:linear-gradient(135deg,hsla(299,100%,55%,.12),#c3ff0033,hsla(79,100%,55%,.14))} .foil{background:linear-gradient(120deg,transparent 0 18%,rgba(255,255,255,.18) 23%,transparent 31%),linear-gradient(45deg,rgba(255,211,77,.12),rgba(195,255,0,.08),rgba(255,56,212,.12));background-size:220% 220%;mix-blend-mode:screen;opacity:.75;animation:foilMove 5s linear infinite} .sparkles{mix-blend-mode:screen} .spark{position:absolute;background:currentColor;color:#ffd34d;box-shadow:0 0 8px currentColor;animation:twinkle 1.8s ease-in-out infinite} .matrix{opacity:.42;mix-blend-mode:screen} .drop{position:absolute;width:2px;background:linear-gradient(#c3ff00,transparent);animation:fall linear infinite} .rainbow{opacity:0;mix-blend-mode:color-dodge;background:linear-gradient(90deg,#ff004c,#ffea00,#00ff7b,#00e5ff,#8b5cff,#ff38d4);animation:rainbowPulse 1.2s steps(2,end) infinite} .scan{background:repeating-linear-gradient(0deg,rgba(0,0,0,.24) 0 2px,rgba(195,255,0,.045) 2px 4px);opacity:.7} .vignette{box-shadow:inset 0 0 60px #000,inset 0 0 20px #000} .innerFrame{inset:8px;border:3px solid var(--trait);box-shadow:inset 0 0 0 1px #000,0 0 16px var(--trait)} .nameTag{position:absolute;top:14px;left:14px;max-width:285px;padding:6px 8px;background:rgba(3,6,3,.78);border:1px solid var(--trait);color:var(--trait);font-size:11px;font-weight:700;text-shadow:0 0 8px currentColor} .sig{position:absolute;right:14px;bottom:14px;z-index:4;padding:5px 7px;color:#c3ff00;background:rgba(3,6,3,.72);border:1px solid rgba(195,255,0,.65);font:bold 10px monospace;letter-spacing:.12em;text-transform:uppercase;text-shadow:0 0 6px #c3ff00,0 0 14px #00ffe1;box-shadow:0 0 10px rgba(195,255,0,.22),inset 0 0 8px rgba(0,255,225,.12)} .infoBtn{position:absolute;left:14px;bottom:14px;z-index:5;width:28px;height:28px;border:1px solid #c3ff00;background:rgba(3,6,3,.82);color:#c3ff00;border-radius:50%;font:bold 16px/1 monospace} .infoBox{position:absolute;left:14px;bottom:50px;z-index:4;width:calc(100% - 28px);max-height:178px;overflow:auto;padding:10px;display:none;background:rgba(3,6,3,.91);border:1px solid #c3ff00;color:#bfff8c;font-size:10px;line-height:1.45} .infoBox.open{display:block} .clean .baseTint,.clean .foil,.clean .sparkles,.clean .matrix,.clean .rainbow,.clean .scan{display:none} .clean .vignette{box-shadow:inset 0 0 18px #000} .clean .innerFrame{border:1px solid var(--trait);box-shadow:none} .desat .art{filter:saturate(.04) contrast(1.2) brightness(.86)} .invert .art{filter:invert(1) saturate(1.8) contrast(1.15)} .darkMatrix .art{filter:brightness(.48) contrast(1.35) saturate(.8)} .flicker .art{animation:flicker 1s steps(2,end) infinite} .flicker .rainbow{opacity:.32} .gold .foil{opacity:.95} @keyframes foilMove{from{background-position:0 0}to{background-position:220% 220%}} @keyframes twinkle{0%,100%{transform:scale(.5);opacity:.25}50%{transform:scale(1.8);opacity:1}} @keyframes fall{from{transform:translateY(-40px)}to{transform:translateY(450px)}} @keyframes rainbowPulse{0%,100%{filter:hue-rotate(0deg)}50%{filter:hue-rotate(180deg)}} @keyframes flicker{0%{filter:hue-rotate(0deg) saturate(1.8)}50%{filter:hue-rotate(150deg) saturate(2.5)}100%{filter:hue-rotate(300deg) saturate(1.8)}} </style> </head> <body> <div class="card darkMatrix" id="card"> <img class="art" id="art"> <div class="baseTint"></div> <div class="foil"></div> <div class="rainbow"></div> <div class="matrix" id="matrix"></div> <div class="sparkles" id="sparkles"></div> <div class="scan"></div> <div class="vignette"></div> <div class="innerFrame"></div> <div class="nameTag">BANKR-PURR // EthmojiPunks // 0xbeb3...1c65d</div> <div class="sig">By META8.ETH</div> <button class="infoBtn" id="infoBtn">i</button> <div class="infoBox" id="infoBox"> <b>DNA RECIPE</b><br> Source cat tx: 0x6441...e4b87<br> Minter: 0xbeb3...1c65d<br> Recipient: 0x5596...f1928<br> Roll: BANKR-PURR-AAB13AD-A28A4889<br> Seed: B4558EF3<br> Rarity: MATRIX PURR<br> Effect: MATRIX PURR </div> </div> <script> const D={tx:"0x64410da185b8ee487ae720ec6b7337f25290c0c7fa33a606d89cbb48abfe4b87",x:"EthmojiPunks",minter:"0xbeb3cac71ff7bbc8e773904ce08863adb401c65d",to:"0x559697154b4cecbd349949fbb2d3980d04df1928",roll:"BANKR-PURR-AAB13AD-A28A4889",seed:3026095859,seedHex:"B4558EF3",hue:299,rarity:"MATRIX PURR",effectName:"MATRIX PURR",effectClass:"darkMatrix",traitColor:"#c3ff00",power:2}; function rng(seed){let x=seed>>>0;return()=>((x^=x<<13,x^=x>>>17,x^=x<<5)>>>0)/4294967296} function bits(){if(D.power<1)return;let s=document.getElementById("sparkles"),m=document.getElementById("matrix"),r=rng(D.seed+77);for(let i=0;i<35+D.power*28;i++){let e=document.createElement("i");e.className="spark";e.style.left=r()*98+"%";e.style.top=r()*98+"%";e.style.width=e.style.height=1+r()*3+D.power*.35+"px";e.style.animationDelay=-r()*2+"s";e.style.animationDuration=1.1+r()*2.4+"s";s.appendChild(e)}r=rng(D.seed+313);for(let i=0;i<22+D.power*8;i++){let e=document.createElement("i");e.className="drop";e.style.left=r()*100+"%";e.style.height=10+r()*34+"px";e.style.opacity=.18+r()*.52;e.style.animationDuration=2.2+r()*4.8+"s";e.style.animationDelay=-r()*6+"s";m.appendChild(e)}} const img=document.getElementById("art");img.onerror=()=>{img.onerror=null;img.src="https://ethscriptions.com/ethscriptions/"+D.tx+"/data"};img.src="https://api.ethscriptions.com/v2/ethscriptions/"+D.tx+"/data";bits();document.getElementById("infoBtn").onclick=()=>document.getElementById("infoBox").classList.toggle("open"); </script> </body> </html>
data:audio/mpeg;base64,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
load full (89,826 bytes) →
🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏽🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏽🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏾🫵🏽🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏾🫵🏿🫵🏿🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏽🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏽🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏾🫵🏿🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏾🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏽🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏿🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏾🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏾🫵🏿🫵🏿🫵🏿🫵🏾🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏽🫵🏾🫵🏾🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏽🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏾🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏽🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏾🫵🏾🫵🏿🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏽🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏿🫵🏾🫵🏿🫵🏿🫵🏾🫵🏾🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏽🫵🏾🫵🏾🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏾🫵🏾🫵🏿🫵🏾🫵🏿🫵🏿🫵🏿🫵🏾🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏾🫵🏾🫵🏿🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏾🫵🏾🫵🏿🫵🏾🫵🏿🫵🏿🫵🏿🫵🏾🫵🏽🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏾🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏾🫵🏿🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏽🫵🏾🫵🏾🫵🏿🫵🏿🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏿🫵🏾🫵🏿🫵🏿🫵🏾🫵🏿🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏾🫵🏾🫵🏿🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏿🫵🏾🫵🏿🫵🏿🫵🏾🫵🏾🫵🏽🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏼🫵🏼🫵🏻🫵🏻🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏿🫵🏾🫵🏿🫵🏿🫵🏾🫵🏾🫵🏽🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏿🫵🏾🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏿🫵🏾🫵🏿🫵🏿🫵🏿🫵🏾🫵🏽🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏽🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏾🫵🏿🫵🏾🫵🏽🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏾🫵🏿🫵🏾🫵🏽🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏻🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏾🫵🏾🫵🏿🫵🏾🫵🏽🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏾🫵🏾🫵🏾🫵🏽🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏿🫵🏾🫵🏿🫵🏾🫵🏾🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏾🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏾🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏿🫵🏿🫵🏾🫵🏾🫵🏽🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏼🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏾🫵🏾🫵🏾🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏿🫵🏾🫵🏾🫵🏾🫵🏽🫵🏼🫵🏼🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏽🫵🏾🫵🏿🫵🏿🫵🏾🫵🏾🫵🏽🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏾🫵🏿🫵🏾🫵🏾🫵🏾🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏿🫵🏿🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏼🫵🏼🫵🏽🫵🏽🫵🏾🫵🏽🫵🏽🫵🏼🫵🏽🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏼🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏿🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏽🫵🏽🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏾🫵🏾🫵🏽🫵🏼🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏽🫵🏿🫵🏾🫵🏾🫵🏾🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏾🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏽🫵🏾🫵🏾🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏽🫵🏽🫵🏾🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏽🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏽🫵🏾🫵🏿🫵🏿🫵🏾🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏾🫵🏾🫵🏿🫵🏾🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏽🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏼🫵🏽🫵🏽🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏽🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏽🫵🏽🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏽🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏼🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏽🫵🏼🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏼🫵🏾🫵🏽🫵🏼🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏾🫵🏽🫵🏾🫵🏽🫵🏼🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏼🫵🏾🫵🏽🫵🏽🫵🏾🫵🏼🫵🏽🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏾🫵🏼🫵🏾🫵🏽🫵🏼🫵🏾🫵🏽🫵🏼🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏾🫵🏼🫵🏽🫵🏽🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏿🫵🏾🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏼🫵🏾🫵🏽🫵🏽🫵🏾🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏿🫵🏾🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏽🫵🏽🫵🏼🫵🏽🫵🏽🫵🏼🫵🏾🫵🏽🫵🏽🫵🏾🫵🏽🫵🏼🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏽🫵🏾🫵🏾🫵🏽🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏽🫵🏽🫵🏼🫵🏾🫵🏾🫵🏼🫵🏾🫵🏾🫵🏼🫵🏼🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏿🫵🏾🫵🏽🫵🏾🫵🏾🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏾🫵🏼🫵🏽🫵🏾🫵🏼🫵🏽🫵🏾🫵🏼🫵🏽🫵🏾🫵🏽🫵🏼🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏿🫵🏿🫵🏽🫵🏽🫵🏾🫵🏽🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏽🫵🏼🫵🏽🫵🏾🫵🏾🫵🏼🫵🏽🫵🏾🫵🏽🫵🏽🫵🏾🫵🏽🫵🏼🫵🏾🫵🏽🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏿🫵🏿🫵🏾🫵🏽🫵🏽🫵🏾🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏾🫵🏽🫵🏽🫵🏼🫵🏾🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏽🫵🏾🫵🏼🫵🏾🫵🏾🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏾🫵🏼🫵🏾🫵🏾🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏾🫵🏽🫵🏽🫵🏼🫵🏽🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏽🫵🏾🫵🏽🫵🏼🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏾🫵🏽🫵🏾🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏻🫵🏽🫵🏾🫵🏽🫵🏼🫵🏾🫵🏽🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏽🫵🏾🫵🏿🫵🏾🫵🏽🫵🏽🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏼🫵🏼🫵🏽🫵🏼🫵🏽🫵🏾🫵🏾🫵🏽🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏾🫵🏾🫵🏼🫵🏽🫵🏿🫵🏼🫵🏽🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏽🫵🏽🫵🏾🫵🏾🫵🏼🫵🏾🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏽🫵🏽🫵🏼🫵🏽🫵🏼🫵🏽🫵🏾🫵🏽🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏾🫵🏼🫵🏼🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏾🫵🏽🫵🏼🫵🏼🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏾🫵🏽🫵🏽🫵🏾🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏾🫵🏾🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏾🫵🏼🫵🏽🫵🏾🫵🏽🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏽🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏾🫵🏽🫵🏾🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏼🫵🏽🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏼🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏾🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏾🫵🏽🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏽🫵🏾🫵🏽🫵🏼🫵🏾🫵🏽🫵🏼🫵🏼🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏾🫵🏿🫵🏽🫵🏾🫵🏽🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏽🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏾🫵🏾🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏾🫵🏽🫵🏾🫵🏼🫵🏼🫵🏽🫵🏾🫵🏼🫵🏽🫵🏾🫵🏽🫵🏼🫵🏾🫵🏾🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏽🫵🏾🫵🏽🫵🏾🫵🏾🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏻🫵🏻🫵🏼🫵🏽🫵🏽🫵🏼🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏼🫵🏼🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏽🫵🏾🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏾🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏻🫵🏾🫵🏾🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏻🫵🏽🫵🏾🫵🏽🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏼🫵🏽🫵🏽🫵🏽🫵🏿🫵🏽🫵🏽🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏻🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏻🫵🏾🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏿🫵🏽🫵🏾🫵🏼🫵🏽🫵🏾🫵🏽🫵🏼🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏾🫵🏼🫵🏾🫵🏼🫵🏽🫵🏾🫵🏽🫵🏼🫵🏾🫵🏽🫵🏼🫵🏼🫵🏾🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏽🫵🏽🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏽🫵🏾🫵🏽🫵🏻🫵🏽🫵🏾🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏽🫵🏽🫵🏽🫵🏾🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏾🫵🏽🫵🏼🫵🏽🫵🏽🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏾🫵🏽🫵🏼🫵🏼🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏾🫵🏽🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏾🫵🏽🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏽🫵🏼🫵🏼🫵🏾🫵🏼🫵🏼🫵🏽🫵🏽🫵🏻🫵🏼🫵🏾🫵🏼🫵🏼🫵🏾🫵🏾🫵🏼🫵🏽🫵🏿🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏼🫵🏾🫵🏾🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏾🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏽🫵🏽🫵🏼🫵🏼🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏼🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏽🫵🏾🫵🏼🫵🏾🫵🏽🫵🏼🫵🏼🫵🏾🫵🏼🫵🏼🫵🏾🫵🏼🫵🏼🫵🏽🫵🏽🫵🏼🫵🏼🫵🏾🫵🏽🫵🏻🫵🏽🫵🏾🫵🏼🫵🏼🫵🏿🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏽🫵🏾🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏾🫵🏾🫵🏼🫵🏽🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏼🫵🏽🫵🏽🫵🏼🫵🏾🫵🏾🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏾🫵🏼🫵🏾🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏼🫵🏻🫵🏽🫵🏾🫵🏼🫵🏻🫵🏽🫵🏾🫵🏻🫵🏼🫵🏾🫵🏽🫵🏻🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏻🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏾🫵🏾🫵🏽🫵🏾🫵🏾🫵🏽🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏽🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏾🫵🏽🫵🏽🫵🏾🫵🏼🫵🏼🫵🏽🫵🏾🫵🏼🫵🏽🫵🏽🫵🏻🫵🏼🫵🏾🫵🏽🫵🏼🫵🏼🫵🏾🫵🏼🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏼🫵🏼🫵🏽🫵🏾🫵🏽🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏽🫵🏽🫵🏾🫵🏾🫵🏽🫵🏾🫵🏽🫵🏼🫵🏽🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏽🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏽🫵🏼🫵🏼🫵🏾🫵🏽🫵🏽🫵🏽🫵🏼🫵🏾🫵🏽🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏾🫵🏽🫵🏼🫵🏾🫵🏽🫵🏼🫵🏼🫵🏾🫵🏼🫵🏽🫵🏽🫵🏼🫵🏾🫵🏼🫵🏼🫵🏽🫵🏾🫵🏼🫵🏽🫵🏾🫵🏼🫵🏻🫵🏾🫵🏽🫵🏻🫵🏼🫵🏾🫵🏽🫵🏻🫵🏽🫵🏾🫵🏼🫵🏻🫵🏾🫵🏽🫵🏽🫵🏾🫵🏾🫵🏽🫵🏾🫵🏾🫵🏿🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏾🫵🏾🫵🏽🫵🏾🫵🏽🫵🏼🫵🏽🫵🏽🫵🏼🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏾🫵🏽🫵🏼🫵🏼🫵🏾🫵🏼🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏽🫵🏾🫵🏼🫵🏽🫵🏾🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏽🫵🏾🫵🏼🫵🏽🫵🏼🫵🏾🫵🏽🫵🏼🫵🏼🫵🏾🫵🏽🫵🏽🫵🏽🫵🏼🫵🏻🫵🏽🫵🏾🫵🏼🫵🏼🫵🏽🫵🏽🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏾🫵🏽🫵🏿🫵🏾🫵🏿🫵🏾🫵🏽🫵🏽🫵🏾🫵🏿🫵🏾🫵🏽🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏾🫵🏼🫵🏾🫵🏾🫵🏼🫵🏼🫵🏽🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏽🫵🏽🫵🏼🫵🏽🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏽🫵🏾🫵🏽🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏽🫵🏼🫵🏾🫵🏽🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏾🫵🏼🫵🏾🫵🏽🫵🏼🫵🏼🫵🏾🫵🏽🫵🏻🫵🏽🫵🏽🫵🏼🫵🏼🫵🏾🫵🏾🫵🏾🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏾🫵🏽🫵🏽🫵🏾🫵🏿🫵🏾🫵🏽🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏾🫵🏼🫵🏾🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏽🫵🏼🫵🏽🫵🏼🫵🏽🫵🏽🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏼🫵🏾🫵🏼🫵🏼🫵🏽🫵🏼🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏼🫵🏽🫵🏿🫵🏼🫵🏼🫵🏾🫵🏼🫵🏼🫵🏽🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏾🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏾🫵🏼🫵🏾🫵🏽🫵🏼🫵🏼🫵🏽🫵🏽🫵🏻🫵🏽🫵🏾🫵🏽🫵🏽🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏽🫵🏾🫵🏾🫵🏽🫵🏾🫵🏾🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏾🫵🏾🫵🏾🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏾🫵🏼🫵🏾🫵🏼🫵🏾🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏽🫵🏽🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏾🫵🏼🫵🏼🫵🏾🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏼🫵🏼🫵🏾🫵🏾🫵🏽🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏽🫵🏼🫵🏾🫵🏼🫵🏼🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏾🫵🏿🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏻🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏾🫵🏼🫵🏼🫵🏽🫵🏾🫵🏼🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏾🫵🏽🫵🏼🫵🏾🫵🏽🫵🏽🫵🏽🫵🏼🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏾🫵🏽🫵🏼🫵🏽🫵🏼🫵🏼🫵🏾🫵🏼🫵🏼🫵🏽🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏼🫵🏼🫵🏽🫵🏾🫵🏻🫵🏽🫵🏾🫵🏽🫵🏾🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏿🫵🏿🫵🏾🫵🏿🫵🏿🫵🏾🫵🏾🫵🏾🫵🏾🫵🏽🫵🏾🫵🏾🫵🏾🫵🏽🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏽🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏽🫵🏼🫵🏽🫵🏼🫵🏽🫵🏽🫵🏼🫵🏽🫵🏽🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏽🫵🏾🫵🏼🫵🏽🫵🏽🫵🏼🫵🏽🫵🏼🫵🏼🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻 🫵🏼🫵🏾🫵🏾🫵🏼🫵🏽🫵🏼🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏼🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏽🫵🏼🫵🏼🫵🏾🫵🏽🫵🏿🫵🏼🫵🏽🫵🏾🫵🏼🫵🏼🫵🏾🫵🏾🫵🏾🫵🏾🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏿🫵🏾🫵🏿🫵🏿🫵🏾🫵🏾🫵🏿🫵🏾🫵🏾🫵🏿🫵🏾🫵🏼🫵🏾🫵🏾🫵🏽🫵🏽🫵🏾🫵🏽🫵🏼🫵🏼🫵🏽🫵🏾🫵🏿🫵🏾🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏼🫵🏼🫵🏼🫵🏼🫵🏽🫵🏼🫵🏾🫵🏽🫵🏼🫵🏾🫵🏽🫵🏼🫵🏽🫵🏾🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏽🫵🏼🫵🏽🫵🏾🫵🏽🫵🏽🫵🏼🫵🏾🫵🏼🫵🏼🫵🏾🫵🏼🫵🏽🫵🏾🫵🏼🫵🏽🫵🏼🫵🏽🫵🏽🫵🏽🫵🏼🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻🫵🏻
<!DOCTYPE html> <html lang="en"> <head> <meta charset="UTF-8"> <title>THE PURRMINATORS | Phase 2 Living Geometry Melt</title> <style> html,body{margin:0;height:100%;display:flex;justify-content:center;align-items:center;background:#222} #box{position:relative;width:400px;height:400px;border:2px solid #666;overflow:hidden;background:#000} #phase1,#melt{position:absolute;top:0;left:0;width:400px;height:400px;border:none} #melt{z-index:2;display:none;pointer-events:none;image-rendering:pixelated} #panel{position:absolute;top:6px;left:6px;z-index:3;display:flex;gap:6px} button{font-size:13px;background:rgba(0,0,0,.55);color:#fff;border:1px solid #888;border-radius:4px;padding:4px 10px;cursor:pointer} button:disabled{opacity:.4;cursor:default} </style> <script src="https://cdn.jsdelivr.net/npm/web3/dist/web3.min.js"></script> </head> <body> <div id="box"> <iframe id="phase1"></iframe> <canvas id="melt"></canvas> <div id="panel"> <button id="meltBtn">Melt</button> <button id="reformBtn" disabled>Re-form</button> </div> </div> <script> // ── CONSTANTS & GLOBALS ───────────────────────────────────────────── const TX_PHASE1 = "0x9f1e8063c9277ddd50651472ba8a3e7fe5ea7e8df2f8722b4a0f5646492b55de"; const SIZE = 400, DPR = devicePixelRatio || 1; let web3, phase1Frame, melt, ctx; let particles = [], mode = "none", active = false; let lastTS = 0, tGlobal = 0; // ── UTILS ───────────────────────────────────────────────────────────── const rnd = (hi=1, lo=0) => Math.random()*(hi-lo) + lo; const colouredFamilies = ["red","orange","yellow","green","cyan","blue","magenta"]; const geometryPool = ["circle","fig8","triangle","squircle","spiral","ellipse","star","square","hexagon"]; const geomState = {}; // pick random geometry for each colour family function mutateAllGeometries(){ colouredFamilies.forEach(fam => { const type = geometryPool[Math.floor(Math.random()*geometryPool.length)]; switch(type){ case "circle": geomState[fam]={type,R:rnd(80,120),speed:rnd(0.3,0.1),phase:rnd(0,2*Math.PI)};break; case "fig8": geomState[fam]={type,R:rnd(60,90),speed:rnd(0.4,0.15),phase:rnd(0,2*Math.PI)};break; case "triangle": geomState[fam]={type,R:rnd(70,100),rotSpeed:rnd(0.5,0.2),phase:rnd(0,2*Math.PI)};break; case "squircle": geomState[fam]={type,R:rnd(60,100),rot:rnd(0,2*Math.PI)};break; case "spiral": geomState[fam]={type,a:rnd(4,2),b:rnd(3,1),rotSpeed:rnd(0.4,0.15)};break; case "ellipse": geomState[fam]={type,rx:rnd(60,100),ry:rnd(40,70),tilt:rnd(0,2*Math.PI),speed:rnd(0.4,0.15)};break; case "star": geomState[fam]={type,R:rnd(70,100),r:rnd(25,35),rotSpeed:rnd(0.6,0.2)};break; case "square": geomState[fam]={type,S:rnd(120,160),speed:rnd(0.35,0.15),rot:rnd(0,2*Math.PI)};break; case "hexagon": geomState[fam]={type,R:rnd(85,115),speed:rnd(0.35,0.15),rot:rnd(0,2*Math.PI)};break; } }); } // compute target geometry point for a fam + time + index function geomTarget(fam,t,idx){ const s=geomState[fam]; if(!s) return [200,200]; switch(s.type){ case "circle":{ const ang=t*s.speed+s.phase+idx*0.0008; return [200+Math.cos(ang)*s.R,200+Math.sin(ang)*s.R]; } case "fig8":{ const ang=t*s.speed+s.phase+idx*0.001; return [200+s.R*Math.sin(ang),200+s.R*Math.sin(ang)*Math.cos(ang)]; } case "triangle":{ const ang=(idx%3)*2*Math.PI/3 + s.phase + t*s.rotSpeed; return [200+Math.cos(ang)*s.R,200+Math.sin(ang)*s.R]; } case "squircle":{ const ang=t*0.8+s.rot,n=4; const x=s.R*Math.sign(Math.cos(ang))*Math.pow(Math.abs(Math.cos(ang)),2/n); const y=s.R*Math.sign(Math.sin(ang))*Math.pow(Math.abs(Math.sin(ang)),2/n); return [200+x,200+y]; } case "spiral":{ const ang=t*s.rotSpeed+idx*0.002; const r=s.a*Math.exp(s.b*ang*0.05); return [200+r*Math.cos(ang),200+r*Math.sin(ang)]; } case "ellipse":{ const ang=t*s.speed+idx*0.001; const x=s.rx*Math.cos(ang), y=s.ry*Math.sin(ang); const c=Math.cos(s.tilt),si=Math.sin(s.tilt); return [200+x*c-y*si,200+x*si+y*c]; } case "star":{ const k=5, ang=(idx%k)*2*Math.PI/k + t*s.rotSpeed; const r=((idx%k)%2===0)?s.R:s.r; return [200+Math.cos(ang)*r,200+Math.sin(ang)*r]; } case "square":{ const per=(t*s.speed+idx*0.0008)%4,half=s.S/2,rot=s.rot; let lx,ly; if(per<1){lx=-half+per*s.S;ly=-half} else if(per<2){lx=half;ly=-half+(per-1)*s.S} else if(per<3){lx=half-(per-2)*s.S;ly=half} else{lx=-half;ly=half-(per-3)*s.S} const c=Math.cos(rot),si=Math.sin(rot); return [200+lx*c-ly*si,200+lx*si+ly*c]; } case "hexagon":{ const per=(t*s.speed+idx*0.0008)%6,ang=per*Math.PI/3; const v1=[Math.cos(ang)*s.R,Math.sin(ang)*s.R], v2=[Math.cos(ang+Math.PI/3)*s.R,Math.sin(ang+Math.PI/3)*s.R], f=per%1; const lx=v1[0]*(1-f)+v2[0]*f, ly=v1[1]*(1-f)+v2[1]*f; const c=Math.cos(s.rot),si=Math.sin(s.rot); return [200+lx*c-ly*si,200+lx*si+ly*c]; } } return [200,200]; } // fetch on-chain HTML async function fetchHtml(tx){ try { const t = await web3.eth.getTransaction(tx); if(!t||!t.input) return null; const hex = t.input.startsWith("0x")?t.input.slice(2):t.input; const bytes = web3.utils.hexToBytes(hex); const txt = new TextDecoder().decode(new Uint8Array(bytes)); const m = txt.match(/data:text\/html;base64,([A-Za-z0-9+/=]+)/); return m? atob(m[1]) : null; } catch { return null; } } // simple hue-based classification function rgbaToFamily(r,g,b){ const M=Math.max(r,g,b)/255, m=Math.min(r,g,b)/255, d=M-m, L=(M+m)/2; if(d<0.01) return L<0.15?"black":L>0.85?"white":"grey"; let H; if(M===r/255) H=((g-b)/d)%6; else if(M===g/255) H=(b-r)/d+2; else H=(r-g)/d+4; H*=60; if(H<0) H+=360; if(H<20||H>=340) return "red"; if(H<45) return "orange"; if(H<70) return "yellow"; if(H<150) return "green"; if(H<200) return "cyan"; if(H<260) return "blue"; return "magenta"; } // ── MELT / REFORM ───────────────────────────────────────────────────── let geomTimer; function startMelt(){ if(active) return; const src = phase1Frame.contentDocument?.getElementById("mainCanvas"); if(!src){ alert("Phase-1 canvas not found"); return; } const data = src.getContext("2d").getImageData(0,0,SIZE,SIZE).data; particles = []; for(let y=0;y<SIZE;y++){ for(let x=0;x<SIZE;x++){ const i=(y*SIZE+x)*4; if(data[i+3]<10) continue; const r=data[i],g=data[i+1],b=data[i+2],a=data[i+3]/255; particles.push({ x,y, baseX:x, baseY:y, vx:(Math.random()-0.5)*40, vy:(Math.random()-0.5)*40, rgb:[r,g,b], alpha:a, fam:rgbaToFamily(r,g,b), zPhase:Math.random()*2*Math.PI, size:1, noiseMag:rnd(6,12), noiseSpeed:rnd(1.5,0.8), noisePhase:rnd(0,2*Math.PI) }); } } phase1Frame.style.visibility="hidden"; melt.style.display="block"; meltBtn.disabled = true; reformBtn.disabled = false; active=true; mode="melt"; tGlobal=0; mutateAllGeometries(); geomTimer=setInterval(mutateAllGeometries,4000); } function startReform(){ if(mode!=="melt")return; mode="reform"; clearInterval(geomTimer); particles.forEach(p=>{ p.vx+=(p.baseX-p.x)*2.2; p.vy+=(p.baseY-p.y)*2.2; }); } // ── INIT ───────────────────────────────────────────────────────────── window.addEventListener("load",async()=>{ web3=new Web3(new Web3.providers.HttpProvider( "https://mainnet.infura.io/v3/330c1ac15fc7483b8d9b6f229938d843" )); phase1Frame=document.getElementById("phase1"); phase1Frame.srcdoc=await fetchHtml(TX_PHASE1) ||"<h2 style='color:#fff;text-align:center;'>phase-1 not found</h2>"; melt=document.getElementById("melt"); melt.width = SIZE*DPR; melt.height = SIZE*DPR; melt.style.width = SIZE+"px"; melt.style.height = SIZE+"px"; ctx=melt.getContext("2d"); ctx.scale(DPR,DPR); ctx.imageSmoothingEnabled=false; document.getElementById("meltBtn") .onclick=startMelt; document.getElementById("reformBtn").onclick=startReform; requestAnimationFrame(loop); }); // ── PHYSICS & RENDER ───────────────────────────────────────────────── function physics(dt){ const B={attract:0.22,jitter:60,damping:0.85,depthFreq:4,depthAmp:4, dustJitter:55,dustAttract:0.18,wakePush:0.7}; let cX=0,cY=0,vX=0,vY=0,nC=0; particles.forEach(p=>{ if(colouredFamilies.includes(p.fam)){ cX+=p.x; cY+=p.y; vX+=p.vx; vY+=p.vy; nC++; } }); if(nC){cX/=nC;cY/=nC;vX/=nC;vY/=nC;} let settled=0; particles.forEach((p,i)=>{ if(mode==="melt"){ if(colouredFamilies.includes(p.fam)){ const [gx,gy]=geomTarget(p.fam,tGlobal,i); const nX=Math.sin(p.noisePhase+tGlobal*p.noiseSpeed)*p.noiseMag; const nY=Math.cos(p.noisePhase+tGlobal*p.noiseSpeed)*p.noiseMag; const dx=gx+nX-p.x, dy=gy+nY-p.y; p.vx+=dx*B.attract; p.vy+=dy*B.attract; p.vx+=(Math.random()-0.5)*B.jitter*dt; p.vy+=(Math.random()-0.5)*B.jitter*dt; p.zPhase+=dt*B.depthFreq; p.size=1+B.depthAmp*Math.sin(p.zPhase); } else { p.vx+=(Math.random()-0.5)*B.dustJitter*dt; p.vy+=(Math.random()-0.5)*B.dustJitter*dt; if(nC){ p.vx+=(cX-p.x)*B.dustAttract*dt; p.vy+=(cY-p.y)*B.dustAttract*dt; p.vx+=vX*B.wakePush*dt; p.vy+=vY*B.wakePush*dt; } p.zPhase+=dt*B.depthFreq*0.6; p.size=1+0.5*B.depthAmp*Math.sin(p.zPhase); } } else { const dx=p.baseX-p.x, dy=p.baseY-p.y; p.vx+=dx*0.25; p.vy+=dy*0.25; p.size+=(1-p.size)*6*dt; if(Math.abs(dx)+Math.abs(dy)<0.3) settled++; } p.x+=p.vx*dt; p.y+=p.vy*dt; p.vx*=B.damping; p.vy*=B.damping; if(p.x<0){p.x=0;p.vx*=-0.6;} if(p.x>SIZE-1){p.x=SIZE-1;p.vx*=-0.6;} if(p.y<0){p.y=0;p.vy*=-0.6;} if(p.y>SIZE-1){p.y=SIZE-1;p.vy*=-0.4;} }); if(mode==="reform" && settled===particles.length){ active=false; mode="none"; melt.style.display="none"; phase1Frame.style.visibility="visible"; meltBtn.disabled = false; reformBtn.disabled = true; } } function render(){ if(!active){ ctx.clearRect(0,0,SIZE,SIZE); return; } ctx.clearRect(0,0,SIZE,SIZE); particles.forEach(p=>{ // coloured families pulse their hue if(colouredFamilies.includes(p.fam)){ const hueMap={red:0,orange:30,yellow:60,green:120,cyan:180,blue:240,magenta:300}; const H = (hueMap[p.fam] + tGlobal*30) % 360; ctx.fillStyle = `hsla(${H},100%,50%,${p.alpha})`; } else { const [r,g,b] = p.rgb; ctx.fillStyle = `rgba(${r},${g},${b},${p.alpha})`; } const s = Math.max(1,Math.round(p.size)); ctx.fillRect(Math.round(p.x-s/2),Math.round(p.y-s/2),s,s); }); } function loop(ts){ requestAnimationFrame(loop); if(!lastTS) lastTS=ts; let dt=(ts-lastTS)/1000; if(dt>0.05) dt=0.05; lastTS=ts; tGlobal+=dt; if(active) physics(dt); render(); } </script> </body> </html>
STUDY NYAN CAT 😻🌈 •.,¸,.•*`•.,¸¸,.•*¯ ╭━━━━╮ •.,¸,.•*¯`•.,¸,.•*¯.|:::::::::: /\___/\ •.,¸,.•*¯`•.,¸,.•* <|:::::::::(。 ●ω●。) •.,¸,.•¯•.,¸,.•╰ * し------し--- J
STUDY META8.ETH 👀 ⬜⬜⬜🟥🟥🟥🟥🟥⬜⬜⬜️⬜️ ⬜⬜🟥🟥🟥🟥🟥🟥🟥🟥🟥⬜ ⬜⬜🟫🟫🟫🟧🟧⬛️🟧⬜⬜⬜ ⬜🟫🟧🟫🟧🟧🟧⬛️🟧🟧🟧⬜ ⬜🟫🟧🟫🟫🟧🟧🟧⬛️🟧🟧🟧 ⬜🟫🟫🟧🟧🟧🟧⬛️⬛️⬛️⬛️⬜ ⬜⬜⬜🟧🟧🟧🟧🟧🟧🟧⬜⬜ ⬜⬜🟥🟥🟦🟥🟥🟥🟥⬜⬜⬜ ⬜🟥🟥🟥🟦🟥🟥🟦🟥🟥🟥⬜ 🟥🟥🟥🟥🟦🟦🟦🟦🟥🟥🟥🟥 🟧🟧🟥🟦🟨🟦🟦🟨🟦🟥🟧🟧 🟧🟧🟧🟦🟦🟦🟦🟦🟦🟧🟧🟧 🟧🟧🟦🟦🟦🟦🟦🟦🟦🟦🟧🟧 ⬜️⬜️🟦🟦🟦⬜️⬜️🟦🟦🟦⬜⬜ ⬜️🟫🟫🟫⬜️⬜️⬜️⬜️🟫🟫🟫⬜ 🟫🟫🟫🟫⬜️⬜️⬜️⬜️🟫🟫🟫🟫
🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️-🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️-🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️-🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️-🔣️🔣️🔣️🔣️🔣️⬛️⬛️⬛️⬛️⬛️⬛️⬛️🔣️🔣️🔣️🔣️🔣️-🔣️🔣️🔣️🔣️⬛️🟧️🟧️🟧️🟧️🟧️🟧️🟧️⬛️🔣️🔣️🔣️🔣️-🔣️🔣️🔣️⬛️🟧️🟧️🟧️🟧️🟧️🟧️🟧️🟧️🟧️⬛️🔣️🔣️🔣️-🔣️🔣️⬛️🟫️🟫️🟫️🟫️🟫️🟫️🟫️🟫️🟫️🟫️🟫️⬛️🔣️🔣️-🔣️🔣️⬛️🟫️🟧️🟫️🟧️🟫️🟧️🟫️🟧️🟫️🟧️🟫️⬛️🔣️🔣️-🔣️🔣️🔣️⬛️🌫️🌫️🌫️🌫️🌫️🌫️🌫️🌫️🌫️⬛️🔣️🔣️🔣️-🔣️🔣️⬛️⬛️🌫️🌫️📘️⬛️🌫️🌫️🌫️📘️⬛️⬛️🔣️🔣️🔣️-🔣️⬛️🌫️📰️🌫️🌫️⬛️📘️🌫️🌫️🌫️⬛️📘️⬛️🔣️🔣️🔣️-🔣️🔣️⬛️🌫️📰️🌫️🌫️🌫️🌫️🌫️🌫️🌫️🌫️⬛️🔣️🔣️🔣️-🔣️⬛️🟨️⬛️🌫️📰️🌫️🌫️🌫️📘️🌫️🌫️📰️⬛️🔣️🔣️🔣️-🔣️🔣️⬛️⬛️🌫️🌫️📰️📰️📰️📁️📰️📰️🌫️⬛️🔣️🔣️🔣️-🔣️🔣️🔣️⬛️🌫️🌫️📰️📰️📰️📰️📰️📰️🌫️⬛️🔣️🔣️🔣️-🔣️🔣️🔣️⬛️🌫️🌫️📁️📰️📰️📰️📰️📁️🌫️⬛️🔣️🔣️🔣️-🔣️🔣️🔣️⬛️📰️📰️📰️📰️📰️📰️📰️📰️📰️⬛️🔣️🔣️🔣️-🔣️🔣️🔣️⬛️🌫️🌫️📰️📰️📰️📰️📰️📰️🌫️⬛️🔣️🔣️🔣️-🔣️🔣️🔣️⬛️🌫️🌫️🌫️📰️📰️📰️📰️🌫️⬛️🔣️🔣️🔣️🔣️-🔣️🔣️🔣️⬛️🌫️🌫️🌫️⬛️⬛️⬛️⬛️⬛️🔣️🔣️🔣️🔣️🔣️-🔣️🔣️🔣️⬛️🌫️🌫️🌫️⬛️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️-🔣️🔣️🔣️⬛️🌫️🌫️🌫️⬛️🔣️🔣️🔣️🔣️🔣️🔣️🔣️🔣️.eth
ITTYBITS 🆒🆒🆒⬛⬛⬛⬛⬛⬛🆒🆒🆒 🆒🆒🆒⬛⬛⬛⬛⬛⬛🆒🆒🆒 🆒🆒🆒🟥🟥🟥🟥🟥🟥🆒🆒🆒 🆒⬛⬛⬛⬛⬛⬛⬛⬛⬛⬛🆒 🆒🆒🆒⬛🟫🟫⬛🟫🟫⬛⬜🆒 🆒🆒📜⬛🟧🟧⬛🟧🟧⬛⬜🆒 🆒🆒🟨📜⬛⬛📜⬛⬛📜⬜🆒 🆒🆒🆒🏽📜📜⬛📜📜🆒⬜🆒 🆒🆒🆒📜🟫🟫🟫🟫🟫🆒🆒🆒 🆒🆒🆒🟫🟫⬜⬛🟨🟫⬜🟥🆒 🆒🆒🆒🟫🟫🟫🟫🟫🟫🟫🆒🆒 🆒🆒🆒📜🟫🟫🟫🟫🟫🟫🆒🆒
✅️✅️✅️✅️✅️✅️✅️✅️-✅️✅️✅️✅️✅️✅️✅️✅️-✅️⬜️⬜️⬜️✅️⬜️⬜️⬜️-✅️⬜️⬛️⬜️✅️⬜️⬛️⬜️-✅️⬜️⬜️⬜️✅️⬜️⬜️⬜️-✅️✅️✅️✅️✅️✅️✅️✅️-✅️✅️✅️✅️✅️✅️✅️✅️-✅️❌️❌️❌️❌️❌️❌️❌️-✅️❌️❌️❌️❌️❌️❌️❌️-✅️✅️✅️✅️✅️✅️✅️✅️.eth
image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoAQMAAAC2MCouAAAABGdBTUEAALGPC/xhBQAAAAFzUkdCAK7OHOkAAAAGUExURQAAAAAAAktp2OMAAAABdFJOUwBA5thmAAAAE0lEQVQI12NgGKzAAUQwN1DZVAA/YwDE7pjahQAAAABJRU5ErkJggg==