0x9155…6b8d

All memos sent from and to 0x9155…6b8d.

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const CAN=document.getElementById('c'), G=CAN.getContext('2d'); const N=BFRAMES.length,RUNFPS=20,CX=250,VPY=305,FOCAL=205,brun=[];let bready=0; for(let i=0;i<N;i++){const im=new Image();im.onload=()=>bready++;im.src=BFRAMES[i];brun.push(im);} let SCALE=2; function resize(){const w=CAN.clientWidth||500,dpr=Math.min(window.devicePixelRatio||1,2.5);CAN.width=Math.round(w*dpr);CAN.height=Math.round(w*dpr);SCALE=CAN.width/500;} window.addEventListener('resize',resize); const wrap=document.getElementById('wrap'); CAN.addEventListener('click',()=>{const fs=document.fullscreenElement||document.webkitFullscreenElement;if(fs){(document.exitFullscreen||document.webkitExitFullscreen).call(document);}else{(wrap.requestFullscreen||wrap.webkitRequestFullscreen).call(wrap);}}); document.addEventListener('fullscreenchange',()=>setTimeout(resize,60)); document.addEventListener('webkitfullscreenchange',()=>setTimeout(resize,60)); function proj(wx,wy,z){const s=FOCAL/z;return [CX+wx*s,VPY+wy*s,s];} function frame(t){ G.setTransform(SCALE,0,0,SCALE,0,0); const r=G.createRadialGradient(CX,VPY,4,CX,VPY,340);r.addColorStop(0,'#0a3d24');r.addColorStop(.4,'#06170f');r.addColorStop(1,'#03060a');G.fillStyle=r;G.fillRect(0,0,500,500); const lanes=9,col='#39ff9e',lw=2.4,glow=9,spd=3.4,amp=0.15; for(const w of ['t','b','l','r']){for(let L=0;L<lanes;L++){const lp=-1+2*(L+0.5)/lanes;G.beginPath();let st=false; for(let zi=0;zi<=54;zi++){const z=0.42+(zi/54)*9.4;const wob=Math.sin(z*2.4 + t*spd + L*1.7)*amp;let wx,wy; if(w==='t'){wx=lp;wy=-1+Math.abs(wob);}else if(w==='b'){wx=lp;wy=1-Math.abs(wob);}else if(w==='l'){wx=-1+Math.abs(wob);wy=lp;}else{wx=1-Math.abs(wob);wy=lp;} const p=proj(wx,wy,z);if(!st){G.moveTo(p[0],p[1]);st=true;}else G.lineTo(p[0],p[1]);} G.strokeStyle=col;G.shadowColor=col;G.shadowBlur=glow;G.lineWidth=lw;G.stroke();G.shadowBlur=0;}} if(bready>=N){const idx=Math.floor(t*RUNFPS)%N,im=brun[idx],bs=452,bx=CX-bs/2,FLOOR=506,by=FLOOR-bs*0.97; const 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resize();frame(0); </script></body></html>
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<!doctype html><html lang="en"><head> <meta charset="utf-8"><meta name="viewport" content="width=device-width,initial-scale=1"> <title>FRONTRUN: HONOURS — Bull Run (1/9)</title> <style> html,body{margin:0;height:100%;background:#000;overflow:hidden} #wrap{position:fixed;inset:0;display:flex;align-items:center;justify-content:center;background:#000} canvas{width:min(100vw,100vh);height:min(100vw,100vh);display:block;cursor:pointer} </style></head><body> <div id="wrap"><canvas id="c"></canvas></div> <script> const 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"]; const CAN=document.getElementById('c'), G=CAN.getContext('2d'), GC='#2bff92'; const KN=KFRAMES.length,FPS=30,UPL=0.75,kfull=[];let kready=0; for(let i=0;i<KN;i++){const b=new Image();b.onload=()=>kready++;b.src=KFRAMES[i];kfull.push(b);} const RX=-0.53, CAMH=2.5, ZOOM=220, CAMD=3.2, TOWERS=4, SPEED=1, FLOORSPD=1, CURVE=0.12, BSIZE=500, BYPOS=46; let SCALE=2; function resize(){const w=CAN.clientWidth||500,dpr=Math.min(window.devicePixelRatio||1,2.5);CAN.width=Math.round(w*dpr);CAN.height=Math.round(w*dpr);SCALE=CAN.width/500;} window.addEventListener('resize',resize); const wrap=document.getElementById('wrap'); CAN.addEventListener('click',()=>{const fs=document.fullscreenElement||document.webkitFullscreenElement;if(fs){(document.exitFullscreen||document.webkitExitFullscreen).call(document);}else{(wrap.requestFullscreen||wrap.webkitRequestFullscreen).call(wrap);}}); document.addEventListener('fullscreenchange',()=>setTimeout(resize,60)); document.addEventListener('webkitfullscreenchange',()=>setTimeout(resize,60)); function rnd(s){s=Math.sin(s*127.1)*43758.5;return s-Math.floor(s);} function P(x,y,z){let cy=Math.cos(RX),sy=Math.sin(RX);let Y=y*cy-z*sy,Z=y*sy+z*cy;let X=x,Z2=Z+CAMD;if(Z2<0.25)Z2=0.25;const s=ZOOM/Z2;const px=250+X*s;return [px,250+(Y+CAMH)*s + CURVE*(px-250)*(px-250)/250,s,Z2];} function frame(t){ G.setTransform(SCALE,0,0,SCALE,0,0); G.fillStyle='#04060e';G.fillRect(0,0,500,500); for(let i=0;i<130;i++){const x=rnd(i)*500,y=rnd(i*3+1)*300,b=0.25+rnd(i*7)*0.75;G.globalAlpha=b;G.fillStyle='#cdd6ff';G.fillRect(x,y,rnd(i*5)>0.9?2:1,1);}G.globalAlpha=1; {const mx=250,my=88,mr=44; const gl=G.createRadialGradient(mx,my,mr*0.6,mx,my,mr*2.4);gl.addColorStop(0,'rgba(190,255,215,.22)');gl.addColorStop(1,'rgba(190,255,215,0)');G.fillStyle=gl;G.beginPath();G.arc(mx,my,mr*2.4,0,7);G.fill(); const mg=G.createRadialGradient(mx,my-6,3,mx,my,mr);mg.addColorStop(0,'#f6fff8');mg.addColorStop(.55,'#e2f6ea');mg.addColorStop(.85,'#bfe9cf');mg.addColorStop(1,'rgba(170,225,195,0)');G.fillStyle=mg;G.beginPath();G.arc(mx,my,mr,0,7);G.fill();} if(!frame.ss)frame.ss=[]; if(Math.random()<0.006&&frame.ss.length<1){frame.ss.push({x:Math.random()*360+70,y:Math.random()*130+15,vx:(Math.random()*2.2+2.8)*(Math.random()<.5?-1:1),vy:Math.random()*1.3+0.6,life:1});} for(const s of frame.ss){s.x+=s.vx*3.2;s.y+=s.vy*3.2;s.life-=0.02; const a=Math.min(1,s.life*1.4);G.globalAlpha=a;G.strokeStyle='#cbb8ff';G.shadowColor='#b48aff';G.shadowBlur=12;G.lineWidth=2.2; G.beginPath();G.moveTo(s.x,s.y);G.lineTo(s.x-s.vx*10,s.y-s.vy*10);G.stroke();G.shadowBlur=0;G.globalAlpha=1;} frame.ss=frame.ss.filter(s=>s.life>0&&s.y<260&&s.x>-40&&s.x<540); const dist=t*SPEED*FLOORSPD*(FPS/KN)*UPL, off=dist%1; for(let x=-6;x<=6;x++){G.beginPath();let st=false;for(let z=-3;z<=30;z+=0.5){const 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", 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", 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", 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Cok4RODSR0SvNORPyPuzQYk4RODSR0SvVWRPw2dRDUwSx3gPld6leUk8wZjfvQAabzRX/NvLtP/WMNzZQkdIBxdA9p+Ue/NkJ3jfwDM9uZkyF3gHE8EBFP9c9I7ypzmJUKHWAcf4yIr/uZ64bXmZ1Z7tTALHdy0V0r/2tE/Dl1ILRHQqcGEjq5zmTvrqW/mzoQ2uAaOsA0zkfEWY3LXFxDB5jmenq3aMyXGpe5SOgAm+sewPK/GpKUJHSA4d6LiP/ScOTENXRqeUQlzOE3/WRiyZzsSOjUMpsYptYl8vc1M7ly2xq1cOsaU9NfkjUVOsD+JHOyJ6EDQAUkdGrxeOoAqJbqnCI4UKmJ6+hMQT9JEVToALuTzCmGhE5NHkodAEAqzj6pjWF3xqJ/pCgqdGpckhOgOc5AqZEqnU3pGymOCh3gx09Og+I4C6VG5yLindRBUCz9IkVSoVOjd1MHQLF+nzoAWJczUWr1dkQ8mjoIiqNPpFgOXmpmchxD1zH4WJNRKgmdmknoDKE/pGiuoVOzm6kDoBiXUgcAm5LQqZnJcazKZDiKJ6FTs/dTB0AR3OJIFVwzomZHDLuzAv0gVXAgUzsT49iPfpAqGHIHWvZ46gBgLM5MqZ0Knb3oA6mGCh0AKiChA616IXUAMCbDTdTOkDu70f9RFRU6tbuROgCAOUjo1O5a6gDI0qepA4CxSejU7oPUAZCl/04dAIzNNSRqZ7U4ltH3UR0HNS0wMY6d9H1Ux5A70JoTqQOAKThLpQUqdBbp96iSCh1oyfXUAcBUnKnSAhU62/R5VEuFDgAVkNBpgcVl6JzVDNTM8BMteNC1U/R31E6FTgs+Th0AyT2aOgCYmgqdVpgY1zZ9HdVToQO1c+2cJjhrpRUq9Hbp52iCCp1WPJw6AJKQzGmGg52WqNLbcjgivksdBMxFhQ7U6D3JnNao0GmJCr0d+jaao0IHaiOZ0yQJHaiJZE6zJHRa8lLqAJjUQ9qXljmbpTWuo9fpqYj4S+ogICUVOlDDyItkTvNU6LRGhV6XSxHx+9RBQA4kdFojoddFHwY9Q+5AqSRzWCChAyWSzGEHCR0ozW9SBwA5cpZLa1xDL59+C5ZQodOat1IHADAFZ7q05khE3EwdBBvRb8ESPhi0yLB72fRbsIQhdygrkR3oJ4W9kzoYAMihQi9tu7rPPr2cQYxzbcASKnQow419/v8PCxX8S5U/hAUA/mmrwO3NNd+7bzKIXXUOM1Ch06JrUZ6Ta/7cz/qq/YU1f94ENACy1uq14xfXeL2a9h+q5eybVm01/nm9HBFnV3ytXNpKfwV7MOQObfp1nyB/t+T54jkmzhxjgqz4kNCqbyPicJQl1ec1dYV+OyLuSxwDZE+FTqvua2hiXOlKfK9gdhI6lOPTBK95PtJ6JfHrQzEMudOy1EPJJXxmU7eRPgpWpEKnZY+mDoA9PaB9AFjVVmHbnEPgqfcVAIpJWjknupT7+OyM+wlABS5kkKBzTOjfN7CPUBUTTqC8BHKg8jb5IiJ+nvD1oUgmxQHLloVNSTKHNUjoUJ6pry/vtcY7AGRrq7Cte8b5VM5ksH/AGlxDhzKTyIFK26IbHfh74higSBI6pE9i66g1oeuTYE2uoQPbjmgKKJezYUhfleby2c2hHfRJsCYVOpCL66kDgJJJ6LTusdQB8G+vawtYn4RO69xznY/3UwcAJZPQad211AHwbx9rC1ifCSi0rpvZfTPKU+OkOP0RbECFTutuRXkupQ4AyI8zYkhfmQ51dKITkdTtoD+CDfgAQfpENpRV4oAfMeQOTmyBCkjoUJZXUgcA5MmQO5Q17D7lZ/ZKRDwcadyJiJ8mem2oggod/jPRrHW/Tvja7yZ8baiChA7l3r42trsJX9s67rAhCR3KWQa25vvPb6cOAEonocN//D3zxqh5QpwREtiQhA4/dLjxtc4fjTRU6LAhCR1+6Lt+xnWrUk1O+zrR60I1JHT4MbdPze9ggteEqkjoUMYaDc9E3R5IHQAA9S84k8M2p5MJ9u/yzPsI1cmtCoHcPJjJPdIHGlg5T38EGzDkDvvPLP+lRgJyJ6HD/q5FxInGGupG6gCAYSR0WM2XEfFWQ43189QBAMCUvm1kYlwk2L/zCfYRqmESCpT1qNUvZqyeTYyDghhyh+FOJH7tUp7dDsxIQof1rqen9nbUyYpxAMzqTAaLzZybeB9T7JMFZmBNrqHD+rYq/wx/nujygn4J1mDIHcqfdT/lBDygEBI6lG3K57ffijS6kQFgIAkdyvfNRL/3WKTR2qp8MArXqqDsa+hTfpa/j4hDkW7k4btErw1FUqFDHY5M8DtTJfPO7YSvDUVSoUMdFfoUn+fU+6d/ggFU6ABQAQkd1mNFMyArEjqs526GDeckAxomoUM9To74u54Y8XcBM5DQYX3XMmu8MWelvxppPZr49QFozFZG25i3rqXcj4sj7gcArDzMvZXJNqbU+3LF8QfDuM8TxjF2Qk35ee4m192J9LoYfpo6CCiFa+gwXjJ9vZLGzCGZp16pDgCSDFE/X9Fw++L2keMJVmPIHaZxfObniR+o7PLBIv0UrMCQO0zjyxkT0SsVJ3NgRc58YR5TJsqaq/Pt56N3J0jAHlToUPbJ86FMV5ob0/nUAQDATm9met95ZDABbrftK4cR7M+QO8xvrGRc2/PP96Kvgn0YcodyXRjxd30/4u8CEnDWC/MaexW2Aw1U5x19FexDhQ7zSv0Us2VOR97eSx0AAOyU4wpxW5lvZxxGsD/DWDCvrQw/x4bboQKG3AGgAhI6lM+QNCChQwUuRr3Opg4ASuEaOtTxBLYDlV5D10fBigy5w3xeyLCxrZMOAANNeWvXurYy3s45wmB1hrNgPlsZfpYNt0MlDLlDHU5Vlsw/TB0AlEaFDvN4MCKuZ/R5HntN+bHpm2AgFTrM9xz0nOSczK3dDkC25phE9vmKsZzMYMLbFBP8oGmGtWB63bPGD2X0mc45aZ6IiC9TBwElMuQO05srmeeerPfTzTGQzGFNKnSoL8EeKDTp649gAyp0mM69iRp3a5/Z9jlOgpPMYUP3bPoLgF29nmHbvBp5kcgByF7KmeLPZhgTMCFnxzCdrQw/3yljMoMdJiShw3QkdH0OzMakOACogIQO7chxhjswEgkd2vF46gAi4nzqAAAgBj7NLPWa6Gd2xPRNBjF95DACoCSPZZA8L++IaSuTDZiAWe4wja8i4v7MPuO5JFP9DkzANXSYRg7JfFkivZQ4hqOJXx+q5UwZplF7NdzNETi88Pc7/dfvJno9YB/Wcod6TbmW/N2IuDXh7weALGwyaexiRBzrq+CnI+LbNX9Pqqe9AUA1jg9IvFcj4rU+ia/6u5/uf+ZKfzvat/3v6U4GLCADDXINHeZ1sB+u3tYl8Yf6JHx44dr04vXpw/3w9s3+792fv46I2/2f7/Z/vt3/O9AgCR3G0SXiIxFxqv96ZCFBH+r/vJ28u6eOTamboPZuRFzvk/zHEXFt4f9MXIMKSegwru1kfqz/emhH1b39f/cvnATcv6MiX8WNvjq/tVD1b//9zo4K/lb//dF/352Fqv67/lr73R0jBwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACxh/8Hg2dTGuOg3WwAAAAASUVORK5CYII=", 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GqnIuKb1EHAKlro1EQyZ2q3FTG50kKnFka3Mxf1JllyYlILK8MxF/UmWdLlDjDMZQVGjlxpUgstdOak7iQ7WujUwCMugea5yqQGWufMTd1JdrTQAYa7qNDIjatMaqCFztzuRcSP
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UoNDLezSZaCpQiG3CndgdQBUL03UgcAQ+ihU7qrfQ8KNkmuJHt66JROMWcOZzUzuVPQKdljqQOgGRaZIXuGkSjZrYg4mjoImiFfkjU9dEqmmDOnk5qbnCnoAMOY7U7WFHRK9UrqAGjO46kDgL24JkSpLCZDCtZ2J1t66ADDXdJY5EoPnVLpoZPC7Yj4laYnR3rolOh06gBoesgdsqSgU6LXUgcAkBsFnRKZbUxKz2h+cqSgA4zzvAYjRybFUSIT4khN7iQ7eugAUAEFndJYT5scHEsdAGynoFOaE6kDAI/uJUcKOqUxw50cPJk6ANjOxA5K80VEnEodBMif5EYPndIcSR0AQI4UdEpzIHUAADky5E5p3INOLuRPsqKHDrAal3/IioIOsBq3UJIVBR1gNRaXISsKOsBqTms4cqKgA6zGeghkRUEHWI1JcWRFQac0n6YOAHp66GRFQac0X6UOAHqHtQQ5UdApzdupAwDIkZWOKJHV4siFHEo29NABoAIKOgBUQEEHgAoo6ACr+VzDkRMFHWA172k4cmKGJiUyy50cHI+If6YOAhYUdEqkoJMD+ZOsGHIHgAoo6ABQAQWdEt1LHQBAbhR0SnQldQA079XmW4DsmNRBic5GxEepg6BpcifZcVBSKjPdSUnuJDuG3AHGuanByJGCDjDOixqMHBk2olSG3ElF3iRLeuiU6vXUAQDkxJkmJdNLZ26PesoauVLQKZmCztzkTLJlyB1gGI9LJWvONinZ5Yh4MnUQNEO+JGsOUEpn2J25yJdkzZA7wP4Uc7KnoFO6a6kDAMiBs05qYNidTXooIr7VxOROQacGCjqbJE9SBEPu1EDCZVNe0rSUQiKkFnrpbIIcSTH00KmFxMvUntWklEQSpCZ66UxJfqQoeujUxPVOpqKYUxwFnZq8nToAqvBl6gBgFc5CqY1hd9YlL1IkPXRqczt1ABTtaOoAYFUKOrX5j9QBULTvUwcAq1LQqc3nqQOgWE+nDgDW4VoRNboeEcdTB0Fx5EOK5gCmVibHMca9iHhQk1EyQ+4AEf+uESidgk6t/pA6AIpi7gXFM+ROzQy7M5RcSPH00KnZtdQBUASz26mCs1JqdshCMwwgD1IFBzK1M+zOXsxupxqG3Knd46kDIGtmt1MNPXRaoJfObuRAqqGHTgvckgRUT0GnBY+mDoAsvZ46AJiS4SZacTciDqYOgqzIf1TFAU1LXEtnmfxHVQy5Ay26kjoAmJqCTkteSh0A2Xg+dQAwNUNOtMawOx25j+rooQNABRR0WvNi6gBIzjFAlQw70SLD7m2T96iSHjoAVEBBp0XPpg6AZNzpQLUMPdEqw+5tkvOolh46AFRAQadVX6YOgNk9pM2pmeEnWmbYvS3yHVXTQwda8ELqAGDTnLHSshMRcS11EMxCrqN6eui07OvUATALvXOaoKDTOsm+fu+kDgDmYBgKTI6rmRxHM/TQIeKeRgBK5+wVfuIWtvrIbzRFDx2o0ZXUAcDcnMHCT45FxE2NUQ25jeY46OFfDLvXQV6jSYbc4V9e1BjFezJ1AJCKM1m4n1562eQ0mqWHDvd7QoMUSzGnaQo63O+TDItUt72UOpDMKeYA/Mxz/dB76u3kLu/NHK+9cCiDdthve8YxDMBuUhep5aK6m+szvO5bGbTDuu0EQMPOFVSoPt7ga6ZuA8UcgLWlLFQnEsR7LrM2UMwBmMTpAovVmYlfcyvT7eIabQRAg0or6KvG/dgOf+ODDAr3ptoHgAaVWrDOr/l6qYu2Yg7ApEovWqu81qUMCvem2wWABpVeuHa7t/5QJvurmAMwi1qK1zMDX2Mrs+3WBtsEqmC5RBhuk4U2p8/mnPs5lFwF+7CWO+Rpt6FwgB0p6JBnL/F2pJFj7/xG6gCgBAo6kLtUJzdQFAUdxjk4Y4N1q74RcVgjwP4UdBjnxxkb7ErMK9cTiAOpA4ASKOhAqhOIoQy5wwAKOuQ97O7+64hvZ2xvKJaCDnkPux+d8bVydTN1AFACBR3yLzI7Pae8JZ+kDgBKYPUlWH3hl9uVfVZzvAe9I0/BAD4oUEYBPDjDUL+CDgUz5A5luDfDa3w0w2sAG6KHDuX0aFsddpenYAA9dCjHK9EexRwG8mGBsnqzDzTWQ5ejYCA9dCBXijmMoKDD6v5WYeO9lzoAAJjbY/0Q9ZzbHObep1T7CVUxpAXrMdN9M+QmGMmQO5AbxRxWoKDDej6vsAFPJXztGtsTZuFMGNZT45rukfA6tpwEK9JDh/Xc0YCT+VRbApDSuxXO/jazHQpjeAumsTXTA1oejPnMeQJxIyJ+M+PrQXUMuUM5/jvqpZjDmvTQoZwe7dyf1zl76HIRrEkPHcp6ZnmNnkgdANTAWTGU06ud+/N6PSKOz/A68hBMQA8dyvB4gtf8c4LXBFakoEMZvc1/xPxuzvAah2d4DWiCgg7s5usZmsbCPDARBR2mdbKiBjXJDwqioMO0alq+NOVDWoCRFHQo45rwhZjfQxv++y9t+O8DwMpqWMd94eMN78+BBPsE1XL/J0yrpvvQa1v5DqpmyB2m843GBFJxhgzTqa1HW9v+QNX00KEcKa6jA4VQ0KEstRT1OVahg6Yo6FCeOYr6mQ3//RRL2QLAIJu8xWvu29g2HftzjimYlh46TOfpmRvzWJTrSuoAoDYKOkzn+5kbs+Tr0N+mDgAAchly39rQw2CeKvxyATTJfaAwna1KPsdz7IfcAxMz5A7T9WoBklHQYRopZ23fnfBvGQ6HQhn2gmncioijFXyW5yrocg9MzIcK6ujZPlDYPsg9MDFD7lCHS6kDANJylgx19NDX/TzPHb/cAxPTQ4dp/FVDAikp6DCNNzUkkJJhL6hn2P2BguKWe2BieugAUAEFHQAqoKADKZzT7ADkvPxriieurfsEsxSxXp+w3QETU6CqiXElTYrrmBgHEzLkDgAVUNBhWi9oUCAFQ14wvZKGsFNeIjgVEV8lfH2oih46TO9KokZ9LMryceoAoCZ66NBuLz31ynYdOQgmoocOABVQ0KFNOfTOgQkp6DC9Swkb9VCU5YPUAQDAblKuFvf+gLflVuIYp1rhDlhiQgpMbyvzz3Xq+LaTh2AChtwBoAIKOgBUQEGHaZ3OvEH/Evk5kjoAqIGCDtM6m3mD/iHycy91AFADk1FgWncj4mDGn+vcJsR15CGYgA8STC
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<!doctype html><html lang="en"><head> <meta charset="utf-8"><meta name="viewport" content="width=device-width,initial-scale=1"> <title>FRONTRUN: HONOURS — King Bull (1/1)</title> <style> html,body{margin:0;height:100%;background:#000;overflow:hidden} #wrap{position:fixed;inset:0;display:flex;align-items:center;justify-content:center;background:#000} canvas{width:min(100vw,100vh);height:min(100vw,100vh);display:block;cursor:pointer} </style></head><body> <div id="wrap"><canvas id="c"></canvas></div> <script> const 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S6ZwxOamZq4hk6N3KrGXPSRVEOFTm2O5Q6A7iZfQhUkdGrzfu4A6MpzuQOAVRlOojaG25mbfpIqqNCpyYO5AwAolTNPaqI6J4f7I+Ivmp7SSejUREInh2FFwl9oekpnyJ1aPJU7ALp1NHcAsAoVOrVQnZM7qf/gLaBkKnSAw1k1juJJ6NTgfO4A6N6l7luA4hlypwbXIuKu3EHQPf0lRfMBpQaun1MC19EpmiF3gNXYTpWiSeiU7vbcAUByh5agZBI6pTudOwBIntQSlExCp3SP5g4AoAYmxVE6E+IoiT6TYqnQAaABEjrA6s5qLEoloVOyC7kDgF3u0yKUSkKnZJZ8pTQP5Q4A9iOhU7JbcgcAu/hMUiwJnZLd