Transaction ce498cd896600c0a5175a5b7521416597bafffc99110aa80d37f2de9c37650ac

1 Input
  • 41bef025fcf52770fbc5b9478ebbfc8d114c8ffde7e4503f56bc58f1f9c89fea:0
    OP_DATA_32(32) 7fb85092d38b489e0f7d1d9207fd469179d1236ef219f01469f067f69e3a19c3
    OP_CHECKSIG(172)
    OP_0(0)
    OP_IF(99)
    OP_DATA_3(3) ord
    OP_DATA_1(1) 
    OP_DATA_23(23) text/html;charset=utf-8
    OP_0(0)
    OP_PUSHDATA2(77) <!DOCTYPE html> <html lang="en"> <head> <meta charset="utf-8" /> </head> <style> html, body { margin: 0; padding: 0; } canvas { display: block; } #upload{ --width: 0px; --height: 0px; position: fixed; top: 0; left: 0; width: 100vw; height: 100vh; zIndex: 9; } .upload_inner{ position: relative; } #upload input{ opacity:1; width: var(--width); height: var(--height); border: 1px solid blue; position: relative; opacity: 0; } </style> <body> <main> </main>
    OP_PUSHDATA2(77) <div id="upload"> <input id="inputUpload" type="file"> </div> </div> <script> function e(e){"use strict";return new function e(t){let n="global"==t?window:this;n.canvas=document.createElement("canvas");let r=n.canvas.getContext("2d");n.width=100,n.height=100,n.canvas.width=n.width,n.canvas.height=n.height,"offscreen"!=t&&(document.body?document.body.appendChild(n.canvas):window.addEventListener("load",(function(){document.body.appendChild(n.canvas)}))),g(),n.MAGIC=161533525,n.RGB=0,n.HSV=1,n.H
    OP_PUSHDATA2(77) SB=1,n.CHORD=0,n.PIE=1,n.OPEN=2,n.RADIUS=1,n.CORNER=2,n.CORNERS=3,n.ROUND="round",n.SQUARE="butt",n.PROJECT="square",n.MITER="miter",n.BEVEL="bevel",n.CLOSE=1,n.BLEND="source-over",n.REMOVE="destination-out",n.ADD="lighter",n.DARKEST="darken",n.LIGHTEST="lighten",n.DIFFERENCE="difference",n.SUBTRACT="subtract",n.EXCLUSION="exclusion",n.MULTIPLY="multiply",n.SCREEN="screen",n.REPLACE="copy",n.OVERLAY="overlay",n.HARD_LIGHT="hard-light",n.SOFT_LIGHT="soft-light",n.DODGE="color-dodge",n.BURN="color-burn",n.NORMAL="nor
    OP_PUSHDATA2(77) mal",n.ITALIC="italic",n.BOLD="bold",n.BOLDITALIC="italic bold",n.CENTER="center",n.LEFT="left",n.RIGHT="right",n.TOP="top",n.BOTTOM="bottom",n.BASELINE="alphabetic",n.LANDSCAPE="landscape",n.PORTRAIT="portrait",n.ALT=18,n.BACKSPACE=8,n.CONTROL=17,n.DELETE=46,n.DOWN_ARROW=40,n.ENTER=13,n.ESCAPE=27,n.LEFT_ARROW=37,n.OPTION=18,n.RETURN=13,n.RIGHT_ARROW=39,n.SHIFT=16,n.TAB=9,n.UP_ARROW=38,n.HALF_PI=Math.PI/2,n.PI=Math.PI,n.QUARTER_PI=Math.PI/4,n.TAU=2*Math.PI,n.TWO_PI=2*Math.PI,n.THRESHOLD=1,n.GRAY=2,n.OPAQUE=3,n.INVE
    OP_PUSHDATA2(77) RT=4,n.POSTERIZE=5,n.DILATE=6,n.ERODE=7,n.BLUR=8,n.ARROW="default",n.CROSS="crosshair",n.HAND="pointer",n.MOVE="move",n.TEXT="text",n.VIDEO={video:!0,audio:!1},n.AUDIO={video:!1,audio:!0},n.SHR3=1,n.LCG=2,n.HARDWARE_FILTERS=!0,n.hint=function(e,t){n[e]=t},n.frameCount=0,n.mouseX=0,n.mouseY=0,n.pmouseX=0,n.pmouseY=0,n.mouseButton=null,n.keyIsPressed=!1,n.mouseIsPressed=!1,n.key=null,n.keyCode=null,n.pixels=null,n.accelerationX=0,n.accelerationY=0,n.accelerationZ=0,n.rotationX=0,n.rotationY=0,n.rotationZ=0,n.relRotat
    OP_PUSHDATA2(77) ionX=0,n.relRotationY=0,n.relRotationZ=0,n.pAccelerationX=0,n.pAccelerationY=0,n.pAccelerationZ=0,n.pRotationX=0,n.pRotationY=0,n.pRotationZ=0,n.pRelRotationX=0,n.pRelRotationY=0,n.pRelRotationZ=0,n.touches=[],n._styleCache=[{colorMode:n.RGB,noStroke:!1,noFill:!1,ellipseMode:n.CENTER,rectMode:n.CORNER,curveDetail:20,curveAlpha:0,textFont:"sans-serif",textSize:12,textLeading:12,textStyle:"normal"}],n._style=n._styleCache[n._styleCache.length-1],n._noLoop=!1,n._pixelDensity=1,n._frameRate=null,n._tint=null;let i=null
    OP_PUSHDATA2(77) ,o=!0,a=[],l=null,s=0,h={},c=0,u=null,f=null,d=null;Object.defineProperty(n,"deviceOrientation",{get:function(){return 90==Math.abs(window.orientation)?n.LANDSCAPE:n.PORTRAIT}}),Object.defineProperty(n,"windowWidth",{get:function(){return window.innerWidth}}),Object.defineProperty(n,"windowHeight",{get:function(){return window.innerHeight}}),Object.defineProperty(n,"drawingContext",{get:function(){return r}}),n.createCanvas=function(e,t){return n.width=e,n.height=t,n.canvas.width=e,n.canvas.height=t,g(),n.canvas},n
    OP_PUSHDATA2(77) .resizeCanvas=function(e,t){n.width=e,n.height=t,n.canvas.width=e,n.canvas.height=t},n.createGraphics=n.createImage=function(t,n){let r=new e("offscreen");return r.createCanvas(t,n),r.noLoop(),r},n.pixelDensity=function(e){return null==e||(n._pixelDensity=e,n.canvas.width=Math.ceil(n.width*e),n.canvas.height=Math.ceil(n.height*e),n.canvas.style.width=n.width+"px",n.canvas.style.height=n.height+"px",r.scale(n._pixelDensity,n._pixelDensity),g()),n._pixelDensity},n.map=function(e,t,n,r,i,o){let a=r+1*(e-t)/(n-t)*(i-r)
    OP_PUSHDATA2(77) ;return o?r<i?Math.min(Math.max(a,r),i):Math.min(Math.max(a,i),r):a},n.lerp=function(e,t,n){return e*(1-n)+t*n},n.constrain=function(e,t,n){return Math.min(Math.max(e,t),n)},n.dist=function(){return 4==arguments.length?Math.hypot(arguments[0]-arguments[2],arguments[1]-arguments[3]):Math.hypot(arguments[0]-arguments[3],arguments[1]-arguments[4],arguments[2]-arguments[5])},n.norm=function(e,t,r){return n.map(e,t,r,0,1)},n.sq=function(e){return e*e},n.fract=function(e){return e-Math.floor(e)},n.degrees=function(e){ret
    OP_PUSHDATA2(77) urn 180*e/Math.PI},n.radians=function(e){return e*Math.PI/180},n.abs=Math.abs,n.ceil=Math.ceil,n.exp=Math.exp,n.floor=Math.floor,n.log=Math.log,n.mag=Math.hypot,n.max=Math.max,n.min=Math.min,n.round=Math.round,n.sqrt=Math.sqrt,n.sin=Math.sin,n.cos=Math.cos,n.tan=Math.tan,n.asin=Math.asin,n.acos=Math.acos,n.atan=Math.atan,n.atan2=Math.atan2,n.Vector=function(e,t,r){let i=this;i.x=e||0,i.y=t||0,i.z=r||0;let o=null,a=null;function l(e,t,n){return null!=e.x?e:null!=t?{x:e,y:t,z:n||0}:{x:e,y:e,z:e}}function s(){null==a&
    OP_PUSHDATA2(77) &(a=i.x*i.x+i.y*i.y+i.z*i.z,o=Math.sqrt(a))}function h(){a=null,o=null}i.set=function(e,t,n){i.x=e||0,i.y=t||0,i.z=n||0},i.copy=function(){return new n.Vector(i.x,i.y,i.z)},i.add=function(){let e=l.apply(null,arguments);return i.x+=e.x,i.y+=e.y,i.z+=e.z,h(),i},i.rem=function(){let e=l.apply(null,arguments);return i.x%=e.x,i.y%=e.y,i.z%=e.z,h(),i},i.sub=function(){let e=l.apply(null,arguments);return i.x-=e.x,i.y-=e.y,i.z-=e.z,h(),i},i.mult=function(){let e=l.apply(null,arguments);return i.x*=e.x,i.y*=e.y,i.z*=e.z,h
    OP_PUSHDATA2(77) (),i},i.div=function(){let e=l.apply(null,arguments);return i.x/=e.x,i.y/=e.y,i.z/=e.z,h(),i},i.mag=function(){return s(),o},i.magSq=function(){return s(),a},i.dot=function(){let e=l.apply(null,arguments);return i.x*e.x+i.y*e.y+i.z*e.z},i.dist=function(){let e=l.apply(null,arguments),t=i.x-e.x,n=i.y-e.y,r=i.z-e.z;return Math.sqrt(t*t+n*n+r*r)},i.cross=function(){let e=l.apply(null,arguments),t=i.y*e.z-i.z*e.y,n=i.z*e.x-i.x*e.z,r=i.x*e.y-i.y*e.x;return i.x=t,i.y=n,i.z=r,h(),i},i.normalize=function(){s();let e=o;retu
    OP_PUSHDATA2(77) rn i.x/=e,i.y/=e,i.z/=e,o=1,a=1,i},i.limit=function(e){s();if(o>e){let t=e/o;i.x*=t,i.y*=t,i.z*=t,o=e,a=e*e}return i},i.setMag=function(e){s();let t=e/o;return i.x*=t,i.y*=t,i.z*=t,o=e,a=e*e,i},i.heading=function(){return Math.atan2(i.y,i.x)},i.rotate=function(e){let t=Math.cos(e),n=Math.sin(e),r=i.x*t-i.y*n,o=i.x*n+i.y*t;return i.x=r,i.y=o,i},i.angleBetween=function(){let e=l.apply(null,arguments);const t=i.dot(e)/(i.mag()*e.mag());let n;return n=Math.acos(Math.min(1,Math.max(-1,t))),n*Math.sign(i.cross(e).z||1)},
    OP_PUSHDATA2(77) i.lerp=function(e,t){return i.x=i.x*(1-t)+e.x*t,i.y=i.y*(1-t)+e.y*t,i.z=i.z*(1-t)+e.z*t,h(),i},i.reflect=function(e){return e.normalize(),i.sub(e.mult(2*i.dot(e)))},i.array=function(){return[i.x,i.y,i.z]},i.equals=function(e,t){return null==t&&null==(t=Number.EPSILON)&&(t=0),Math.abs(e.x-i.x)<t&&Math.abs(e.y-i.y)<t&&Math.abs(e.z-i.z)<t},i.fromAngle=function(e,t){return null==t&&(t=1),o=t,a=t*t,i.x=t*Math.cos(e),i.y=t*Math.sin(e),i.z=0,i},i.fromAngles=function(e,t,n){null==n&&(n=1),o=n,a=n*n;const r=Math.cos(t),l=Ma
    OP_PUSHDATA2(77) th.sin(t),s=Math.cos(e),h=Math.sin(e);return i.x=n*h*l,i.y=-n*s,i.z=n*h*r,i},i.random2D=function(){return o=1,a=1,i.fromAngle(Math.random()*Math.PI*2)},i.random3D=function(){return o=1,a=1,i.fromAngles(Math.random()*Math.PI*2,Math.random()*Math.PI*2)},i.toString=function(){return`[${i.x}, ${i.y}, ${i.z}]`}},n.Vector.add=function(e,t){return new n.Vector(e.x+t.x,e.y+t.y,e.z+t.z)},n.Vector.rem=function(e,t){return new n.Vector(e.x%t.x,e.y%t.y,e.z%t.z)},n.Vector.sub=function(e,t){return new n.Vector(e.x-t.x,e.y-t.y,e.
    OP_PUSHDATA2(77) z-t.z)},n.Vector.mult=function(e,t){return null==t.x?new n.Vector(e.x*t,e.y*t,e.z*t):new n.Vector(e.x*t.x,e.y*t.y,e.z*t.z)},n.Vector.div=function(e,t){return null==t.x?new n.Vector(e.x/t,e.y/t,e.z/t):new n.Vector(e.x/t.x,e.y/t.y,e.z/t.z)},n.Vector.dist=function(e,t){return Math.hypot(e.x-t.x,e.y-t.y,e.z-t.z)},n.Vector.cross=function(e,t){return new n.Vector(e.y*t.z-e.z*t.y,e.z*t.x-e.x*t.z,e.x*t.y-e.y*t.x)},n.Vector.lerp=function(e,t,r){return new n.Vector(e.x*(1-r)+t.x*r,e.y=e.y*(1-r)+t.y*r,e.z=e.z*(1-r)+t.z*r)},n.
    OP_PUSHDATA2(77) Vector.equals=function(e,t,n){return e.equals(t,n)};for(let e of["fromAngle","fromAngles","random2D","random3D"])n.Vector[e]=function(t,r,i){return(new n.Vector)[e](t,r,i)};function x(e,t,n){let r,i,o,a,l,s,h,c,u;if(0==t)return[255*(r=n),255*(i=n),255*(o=n)];switch((a=e)>360&&(a=0),h=n*(1-t),c=n*(1-t*(s=(a/=60)-(l=~~a))),u=n*(1-t*(1-s)),l){case 0:r=n,i=u,o=h;break;case 1:r=c,i=n,o=h;break;case 2:r=h,i=n,o=u;break;case 3:r=h,i=c,o=n;break;case 4:r=u,i=h,o=n;break;default:r=n,i=h,o=c}return[255*r,255*i,255*o]}functio
    OP_PUSHDATA2(77) n g(){r.fillStyle="white",r.strokeStyle="black",r.lineCap="round",r.lineJoin="miter"}function p(e){if(0<=e&&e<2*Math.PI)return e;for(;e<0;)e+=2*Math.PI;for(;e>=Math.PI;)e-=2*Math.PI;return e}function m(e,t,i,o,a,l,s,h){if(n._style.noFill&&n._style.noStroke)return;let c=p(a),u=p(l);r.beginPath();for(let a=0;a<h+1;a++){let l=a/h,s=n.lerp(c,u,l),f=Math.cos(s)*i/2,d=Math.sin(s)*o/2;r[a?"lineTo":"moveTo"](e+f,t+d)}s==n.CHORD?r.closePath():s==n.PIE&&(r.lineTo(e,t),r.closePath()),n._style.noFill||r.fill(),n._style.noStrok
    OP_PUSHDATA2(77) e||r.stroke()}function b(e,t,i,o){n._style.noFill&&n._style.noStroke||(r.beginPath(),r.ellipse(e,t,i/2,o/2,0,0,2*Math.PI),n._style.noFill||r.fill(),n._style.noStroke||r.stroke())}function y(e,t,i,o,a,l,s,h){if(n._style.noFill&&n._style.noStroke)return;if(null==a)return function(e,t,i,o){n._style.noFill||r.fillRect(e,t,i,o),n._style.noStroke||r.strokeRect(e,t,i,o)}(e,t,i,o);if(null==l)return y(e,t,i,o,a,a,a,a);const c=Math.min(Math.abs(o),Math.abs(i))/2;a=Math.min(c,a),l=Math.min(c,l),h=Math.min(c,h),s=Math.min(c,s)
    OP_PUSHDATA2(77) ,r.beginPath(),r.moveTo(e+a,t),r.arcTo(e+i,t,e+i,t+o,l),r.arcTo(e+i,t+o,e,t+o,s),r.arcTo(e,t+o,e,t,h),r.arcTo(e,t,e+i,t,a),r.closePath(),n._style.noFill||r.fill(),n._style.noStroke||r.stroke()}function w(){a=[]}n.createVector=function(e,t,r){return new n.Vector(e,t,r)},n.curvePoint=function(e,t,n,r,i){const o=i*i*i,a=i*i;return e*(-.5*o+a-.5*i)+t*(1.5*o-2.5*a+1)+n*(-1.5*o+2*a+.5*i)+r*(.5*o-.5*a)},n.bezierPoint=function(e,t,n,r,i){const o=1-i;return Math.pow(o,3)*e+3*Math.pow(o,2)*i*t+3*o*Math.pow(i,2)*n+Math.pow(i,
    OP_PUSHDATA2(77) 3)*r},n.curveTangent=function(e,t,n,r,i){const o=i*i;return e*(-3*o/2+2*i-.5)+t*(9*o/2-5*i)+n*(-9*o/2+4*i+.5)+r*(3*o/2-i)},n.bezierTangent=function(e,t,n,r,i){const o=1-i;return 3*r*Math.pow(i,2)-3*n*Math.pow(i,2)+6*n*o*i-6*t*o*i+3*t*Math.pow(o,2)-3*e*Math.pow(o,2)},n.Color=function(e,t,n,r){let i=this;i.MAGIC=786698,i._r=e,i._g=t,i._b=n,i._a=r,i._h=0,i._s=0,i._v=0,i._hsvInferred=!1,i.setRed=function(e){i._r=e,i._hsvInferred=!1},i.setGreen=function(e){i._g=e,i._hsvInferred=!1},i.setBlue=function(e){i._b=e,i._hsvInf
    OP_PUSHDATA2(77) erred=!1},i.setAlpha=function(e){i._a=e/255,i._hsvInferred=!1},i._inferHSV=function(){i._hsvInferred||([i._h,i._s,i._v]=function(e,t,n){let r,i,o,a,l;return r=e<t?e<n?e:n:t<n?t:n,0==(l=100*(i=e>t?e>n?e:n:t>n?t:n)/255)?[o=0,a=0,l]:0==(a=100*(i-r)/i)?[o=0,a,l]:(o=i==e?0+60*(t-n)/(i-r):i==t?120+60*(n-e)/(i-r):240+60*(e-t)/(i-r),[o,a,l])}(i._r,i._g,i._b),i._hsvInferred=!0)},i.toString=function(){return`rgba(${Math.round(i._r)},${Math.round(i._g)},${Math.round(i._b)},${~~(1e3*i._a)/1e3})`}},n.colorMode=function(e){n._st
    OP_PUSHDATA2(77) yle.colorMode=e},n.color=function(){if(1==arguments.length&&786698==arguments[0].MAGIC)return arguments[0];if(n._style.colorMode==n.RGB){if(1==arguments.length)return new n.Color(arguments[0],arguments[0],arguments[0],1);if(2==arguments.length)return new n.Color(arguments[0],arguments[0],arguments[0],arguments[1]/255);if(3==arguments.length)return new n.Color(arguments[0],arguments[1],arguments[2],1);if(4==arguments.length)return new n.Color(arguments[0],arguments[1],arguments[2],arguments[3]/255)}else{if(1==argume
    OP_PUSHDATA2(77) nts.length)return new n.Color(...x(0,0,arguments[0]/100),1);if(2==arguments.length)return new n.Color(...x(0,0,arguments[0]/100),arguments[1]/255);if(3==arguments.length)return new n.Color(...x(arguments[0],arguments[1]/100,arguments[2]/100),1);if(4==arguments.length)return new n.Color(...x(arguments[0],arguments[1]/100,arguments[2]/100),arguments[3])}return null},n.red=function(e){return e._r},n.green=function(e){return e._g},n.blue=function(e){return e._b},n.alpha=function(e){return 255*e._a},n.hue=function(e){re
    OP_PUSHDATA2(77) turn e._inferHSV(),e._h},n.saturation=function(e){return e._inferHSV(),e._s},n.brightness=function(e){return e._inferHSV(),e._v},n.lightness=function(e){return 100*(.2126*e._r+.7152*e._g+.0722*e._b)/255},n.lerpColor=function(e,t,r){return n._style.colorMode==n.RGB?new n.Color(n.constrain(n.lerp(e._r,t._r,r),0,255),n.constrain(n.lerp(e._g,t._g,r),0,255),n.constrain(n.lerp(e._b,t._b,r),0,255),n.constrain(n.lerp(e._a,t._a,r),0,1)):(e._inferHSV(),t._inferHSV(),new n.Color(n.constrain(function(e,t,r){var i=[[Math.abs(t-
    OP_PUSHDATA2(77) e),n.map(r,0,1,e,t)],[Math.abs(t+360-e),n.map(r,0,1,e,t+360)],[Math.abs(t-360-e),n.map(r,0,1,e,t-360)]];return i.sort(((e,t)=>e[0]-t[0])),(i[0][1]+720)%360}(e._h,t._h,r),0,360),n.constrain(n.lerp(e._s,t._s,r),0,100),n.constrain(n.lerp(e._v,t._v,r),0,100),n.constrain(n.lerp(e._a,t._a,r),0,1)))},n.strokeWeight=function(e){n._style_noStroke=!1,r.lineWidth=e},n.stroke=function(){if(n._style.noStroke=!1,"string"==typeof arguments[0])return void(r.strokeStyle=arguments[0]);let e=n.color.apply(null,arguments);e._a<=0?n._s
    OP_PUSHDATA2(77) tyle.noStroke=!0:r.strokeStyle=e},n.noStroke=function(){n._style.noStroke=!0},n.fill=function(){if(n._style.noFill=!1,"string"==typeof arguments[0])return void(r.fillStyle=arguments[0]);let e=n.color.apply(null,arguments);e._a<=0?n._style.noFill=!0:r.fillStyle=e},n.noFill=function(){n._style.noFill=!0},n.blendMode=function(e){r.globalCompositeOperation=e},n.strokeCap=function(e){r.lineCap=e},n.strokeJoin=function(e){r.lineJoin=e},n.ellipseMode=function(e){n._style.ellipseMode=e},n.rectMode=function(e){n._style.rect
    OP_PUSHDATA2(77) Mode=e},n.curveDetail=function(e){n._style.curveDetail=e},n.curveAlpha=function(e){n._style.curveAlpha=e},n.curveTightness=function(e){n._style.curveAlpha=e},n.clear=function(){r.clearRect(0,0,n.width,n.height)},n.background=function(){if(arguments[0]&&arguments[0].MAGIC==n.MAGIC)return n.image(arguments[0],0,0,n.width,n.height);r.save(),r.resetTransform(),r.scale(n._pixelDensity,n._pixelDensity),r.fillStyle="string"==typeof arguments[0]?arguments[0]:n.color(...Array.from(arguments)),r.fillRect(0,0,n.width,n.height
    OP_PUSHDATA2(77) ),r.restore()},n.line=function(e,t,i,o){n._style.noStroke||(r.beginPath(),r.moveTo(e,t),r.lineTo(i,o),r.stroke())},n.arc=function(e,t,r,i,o,a,l,s){if(o==a)return n.ellipse(e,t,r,i);null==s&&(s=25),null==l&&(l=n.PIE),n._style.ellipseMode==n.CENTER?m(e,t,r,i,o,a,l,s):n._style.ellipseMode==n.RADIUS?m(e,t,2*r,2*i,o,a,l,s):n._style.ellipseMode==n.CORNER?m(e+r/2,t+i/2,r,i,o,a,l,s):n._style.ellipseMode==n.CORNERS&&m((e+r)/2,(t+i)/2,r-e,i-t,o,a,l,s)},n.ellipse=function(e,t,r,i){null==i&&(i=r),n._style.ellipseMode==n.CENTER
    OP_PUSHDATA2(77) ?b(e,t,r,i):n._style.ellipseMode==n.RADIUS?b(e,t,2*r,2*i):n._style.ellipseMode==n.CORNER?b(e+r/2,t+i/2,r,i):n._style.ellipseMode==n.CORNERS&&b((e+r)/2,(t+i)/2,r-e,i-t)},n.circle=function(e,t,r){return n.ellipse(e,t,r,r)},n.point=function(e,t){e.x&&(t=e.y,e=e.x),r.beginPath(),r.ellipse(e,t,.4,.4,0,0,2*Math.PI),r.stroke()},n.rect=function(e,t,r,i,o,a,l,s){n._style.rectMode==n.CENTER?y(e-r/2,t-i/2,r,i,o,a,l,s):n._style.rectMode==n.RADIUS?y(e-r,t-i,2*r,2*i,o,a,l,s):n._style.rectMode==n.CORNER?y(e,t,r,i,o,a,l,s):n._styl
    OP_PUSHDATA2(77) e.rectMode==n.CORNERS&&y(e,t,r-e,i-t,o,a,l,s)},n.square=function(e,t,r,i,o,a,l){return n.rect(e,t,r,r,i,o,a,l)},n.beginShape=function(){w(),r.beginPath(),o=!0},n.beginContour=function(){r.closePath(),w(),o=!0},n.endContour=function(){w(),o=!0},n.vertex=function(e,t){w(),o?r.moveTo(e,t):r.lineTo(e,t),o=!1},n.bezierVertex=function(e,t,n,i,o,a){w(),r.bezierCurveTo(e,t,n,i,o,a)},n.quadraticVertex=function(e,t,n,i){w(),r.quadraticCurveTo(e,t,n,i)},n.bezier=function(e,t,r,i,o,a,l,s){n.beginShape(),n.vertex(e,t),n.bezierV
    OP_PUSHDATA2(77) ertex(r,i,o,a,l,s),n.endShape()},n.triangle=function(e,t,r,i,o,a){n.beginShape(),n.vertex(e,t),n.vertex(r,i),n.vertex(o,a),n.endShape(n.CLOSE)},n.quad=function(e,t,r,i,o,a,l,s){n.beginShape(),n.vertex(e,t),n.vertex(r,i),n.vertex(o,a),n.vertex(l,s),n.endShape(n.CLOSE)},n.endShape=function(e){w(),e&&r.closePath(),n._style.noFill||r.fill(),n._style.noStroke||r.stroke(),n._style.noFill&&n._style.noStroke&&(r.save(),r.fillStyle="none",r.fill(),r.restore())},n.curveVertex=function(e,t){if(a.push([e,t]),a.length<4)return;
    OP_PUSHDATA2(77) let i=function(e,t,n,r,i,o,a,l,s,h){function c(e,t,n,r,i,o){let a=Math.pow(r-t,2)+Math.pow(i-n,2);return Math.pow(a,.5*o)+e}let u=[],f=c(0,e,t,n,r,h),d=c(f,n,r,i,o,h),x=c(d,i,o,a,l,h);for(let h=0;h<s;h++){let c=f+h/(s-1)*(d-f),g=[(f-c)/(f-0),(c-0)/(f-0),(d-c)/(d-f),(c-f)/(d-f),(x-c)/(x-d),(c-d)/(x-d),(d-c)/(d-0),(c-0)/(d-0),(x-c)/(x-f),(c-f)/(x-f)];for(let e=0;e<g.length;e+=2)isNaN(g[e])&&(g[e]=1,g[e+1]=0),isFinite(g[e])||(g[e]>0?(g[e]=1,g[e+1]=0):(g[e]=0,g[e+1]=1));let p=e*g[0]+n*g[1],m=t*g[0]+r*g[1],b=n*g[2]+i*g[
    OP_PUSHDATA2(77) 3],y=r*g[2]+o*g[3],w=i*g[4]+a*g[5],v=o*g[4]+l*g[5],z=p*g[6]+b*g[7],V=m*g[6]+y*g[7],_=b*g[8]+w*g[9],M=y*g[8]+v*g[9],E=z*g[2]+_*g[3],S=V*g[2]+M*g[3];u.push([E,S])}return u}(...a[a.length-4],...a[a.length-3],...a[a.length-2],...a[a.length-1],n._style.curveDetail,n._style.curveAlpha);for(let e=0;e<i.length;e++)o?r.moveTo(...i[e]):r.lineTo(...i[e]),o=!1},n.curve=function(e,t,r,i,o,a,l,s){n.beginShape(),n.curveVertex(e,t),n.curveVertex(r,i),n.curveVertex(o,a),n.curveVertex(l,s),n.endShape()},n.translate=function(e,t){r.t
    OP_PUSHDATA2(77) ranslate(e,t)},n.rotate=function(e){r.rotate(e)},n.scale=function(e,t){null==t&&(t=e),r.scale(e,t)},n.applyMatrix=function(e,t,n,i,o,a){r.transform(e,t,n,i,o,a)},n.shearX=function(e){r.transform(1,0,Math.tan(e),1,0,0)},n.shearY=function(e){r.transform(1,Math.tan(e),0,1,0,0)},n.resetMatrix=function(){r.resetTransform(),r.scale(n._pixelDensity,n._pixelDensity)},n.pushMatrix=n.push=function(){n._styleCache.push({...n._style}),n._style=n._styleCache[n._styleCache.length-1],r.save()},n.popMatrix=n.pop=function(){n._styl
    OP_PUSHDATA2(77) eCache.length-1&&(n._styleCache.pop(),n._style=n._styleCache[n._styleCache.length-1],r.restore())},n.image=function(e,t,i,o,a,l,s,h,c){let u=e.MAGIC==n.MAGIC?e.canvas:e;function d(){if(e.MAGIC!=n.MAGIC||!n._tint)return;let t=e.canvas.getContext("2d");t.save(),t.resetTransform(),t.clearRect(0,0,t.canvas.width,t.canvas.height),t.drawImage(f.canvas,0,0),t.restore()}return e.MAGIC==n.MAGIC&&null!=n._tint&&(function(e,t){null==f&&(f=document.createElement("canvas").getContext("2d")),null==e&&(e=r.canvas.width,t=r.canvas
    OP_PUSHDATA2(77) .height),f.canvas.width==e&&f.canvas.height==t||(f.canvas.width=e,f.canvas.height=t)}(e.canvas.width,e.canvas.height),f.drawImage(e.canvas,0,0),e.tinted(n._tint)),o?l?(h||(h=u.width),c||(c=u.height),r.drawImage(u,l,s,h,c,t,i,o,a),void d()):(r.drawImage(u,t,i,o,a),void d()):(e.MAGIC==n.MAGIC||e.width?r.drawImage(u,t,i,e.width,e.height):r.drawImage(u,t,i,e.videoWidth,e.videoHeight),void d())},n.loadPixels=function(){l=r.getImageData(0,0,n.canvas.width,n.canvas.height),n.pixels=l.data},n.updatePixels=function(){null!=
    OP_PUSHDATA2(77) l&&r.putImageData(l,0,0)},n.loadImage=function(e,t){s++;let r=n.createGraphics(100,100),i=r.canvas.getContext("2d"),o=new Image;return o.src=e,o.crossOrigin="Anonymous",o.onload=function(){i.canvas.width=o.width,i.canvas.height=o.height,r.width=o.width,r.height=o.height,i.drawImage(o,0,0),s--,t&&t(r)},r};let v={};function z(e,t){null==u&&(u=document.createElement("canvas").getContext("2d")),null==e&&(e=r.canvas.width,t=r.canvas.height),u.canvas.width==e&&u.canvas.height==t||(u.canvas.width=e,u.canvas.height=t)}func
    OP_PUSHDATA2(77) tion V(){let e=r.canvas.width*r.canvas.height*4;null!=d&&e==d.length||(d=new Uint8ClampedArray(e))}function _(e){u.clearRect(0,0,u.canvas.width,u.canvas.height),u.filter=e,u.drawImage(r.canvas,0,0),r.save(),r.resetTransform(),r.clearRect(0,0,r.canvas.width,r.canvas.height),r.drawImage(u.canvas,0,0),r.restore()}v[n.THRESHOLD]=function(e,t){null==t?t=127.5:t*=255;for(let n=0;n<e.length;n+=4){const r=.2126*e[n]+.7152*e[n+1]+.0722*e[n+2];e[n]=e[n+1]=e[n+2]=r>=t?255:0}},v[n.GRAY]=function(e){for(let t=0;t<e.length;t+=4)
    OP_PUSHDATA2(77) {const n=.2126*e[t]+.7152*e[t+1]+.0722*e[t+2];e[t]=e[t+1]=e[t+2]=n}},v[n.OPAQUE]=function(e){for(let t=0;t<e.length;t+=4)e[t+3]=255},v[n.INVERT]=function(e){for(let t=0;t<e.length;t+=4)e[t]=255-e[t],e[t+1]=255-e[t+1],e[t+2]=255-e[t+2]},v[n.POSTERIZE]=function(e,t){let n=t-1;for(let r=0;r<e.length;r+=4)e[r]=255*(e[r]*t>>8)/n,e[r+1]=255*(e[r+1]*t>>8)/n,e[r+2]=255*(e[r+2]*t>>8)/n},v[n.DILATE]=function(e){V(),d.set(e);let[t,n]=[r.canvas.width,r.canvas.height];for(let r=0;r<n;r++)for(let i=0;i<t;i++){let o=4*Math.max(i-
    OP_PUSHDATA2(77) 1,0),a=4*Math.min(i+1,t-1),l=4*Math.max(r-1,0)*t,s=4*Math.min(r+1,n-1)*t,h=4*r*t,c=4*i;for(let t=0;t<4;t++){let n=t+l,r=t+s,i=t+h;e[h+c+t]=Math.max(d[n+c],d[i+o],d[i+c],d[i+a],d[r+c])}}},v[n.ERODE]=function(e){V(),d.set(e);let[t,n]=[r.canvas.width,r.canvas.height];for(let r=0;r<n;r++)for(let i=0;i<t;i++){let o=4*Math.max(i-1,0),a=4*Math.min(i+1,t-1),l=4*Math.max(r-1,0)*t,s=4*Math.min(r+1,n-1)*t,h=4*r*t,c=4*i;for(let t=0;t<4;t++){let n=t+l,r=t+s,i=t+h;e[h+c+t]=Math.min(d[n+c],d[i+o],d[i+c],d[i+a],d[r+c])}}},v[n.BLUR
    OP_PUSHDATA2(77) ]=function(e,t){t=t||1,t=Math.floor(t*n._pixelDensity),V(),d.set(e);let i=2*t+1,o=function(e){let n=new Float32Array(e),r=.3*t+.8,i=r*r*2;for(let t=0;t<e;t++){let o=t-e/2,a=Math.exp(-o*o/i)/(2.5066282746*r);n[t]=a}return n}(i),[a,l]=[r.canvas.width,r.canvas.height];for(let n=0;n<l;n++)for(let r=0;r<a;r++){let l=0,s=0,h=0,c=0;for(let e=0;e<i;e++){let i=4*(n*a+Math.min(Math.max(r-t+e,0),a-1));l+=d[i]*o[e],s+=d[i+1]*o[e],h+=d[i+2]*o[e],c+=d[i+3]*o[e]}let u=4*(n*a+r);e[u]=l,e[u+1]=s,e[u+2]=h,e[u+3]=c}d.set(e);for(let n
    OP_PUSHDATA2(77) =0;n<l;n++)for(let r=0;r<a;r++){let s=0,h=0,c=0,u=0;for(let e=0;e<i;e++){let i=4*(Math.min(Math.max(n-t+e,0),l-1)*a+r);s+=d[i]*o[e],h+=d[i+1]*o[e],c+=d[i+2]*o[e],u+=d[i+3]*o[e]}let f=4*(n*a+r);e[f]=s,e[f+1]=h,e[f+2]=c,e[f+3]=u}},n.filter=function(e,t){if(n.HARDWARE_FILTERS&&null!=r.filter)if(z(),e==n.THRESHOLD){null==t&&(t=.5),t=Math.max(t,1e-5),_(`saturate(0%) brightness(${Math.floor(.5/t*100)}%) contrast(1000000%)`)}else if(e==n.GRAY)_("saturate(0%)");else if(e==n.OPAQUE)u.fillStyle="black",u.fillRect(0,0,u.canva
    OP_PUSHDATA2(77) s.width,u.canvas.height),u.drawImage(r.canvas,0,0),r.save(),r.resetTransform(),r.drawImage(u.canvas,0,0),r.restore();else if(e==n.INVERT)_("invert(100%)");else if(e==n.BLUR)_(`blur(${Math.ceil(t*n._pixelDensity/1)||1}px)`);else{let n=r.getImageData(0,0,r.canvas.width,r.canvas.height);v[e](n.data,t),r.putImageData(n,0,0)}else{let n=r.getImageData(0,0,r.canvas.width,r.canvas.height);v[e](n.data,t),r.putImageData(n,0,0)}},n.resize=function(e,t){z(),u.drawImage(r.canvas,0,0),n.width=e,n.height=t,r.canvas.width=e*n._pix
    OP_PUSHDATA2(77) elDensity,r.canvas.height=t*n._pixelDensity,r.save(),r.resetTransform(),r.clearRect(0,0,r.canvas.width,r.canvas.height),r.drawImage(u.canvas,0,0,r.canvas.width,r.canvas.height),r.restore()},n.get=function(e,t,i,o){if(null!=e&&null==i){let i=r.getImageData(e,t,1,1).data;return new n.Color(i[0],i[1],i[2],i[3]/255)}e=e||0,t=t||0,i=i||n.width,o=o||n.height;let a=n.createGraphics(i,o);a.pixelDensity(n._pixelDensity);let l=r.getImageData(e*n._pixelDensity,t*n._pixelDensity,i*n._pixelDensity,o*n._pixelDensity);return a.ca
    OP_PUSHDATA2(77) nvas.getContext("2d").putImageData(l,0,0),a},n.set=function(e,t,i){if(i.MAGIC==n.MAGIC){let r=n._tint;return n._tint=null,n.image(i,e,t),void(n._tint=r)}let o=4*(t*n._pixelDensity*r.canvas.width+e*n._pixelDensity);n.pixels[o]=i._r,n.pixels[o+1]=i._g,n.pixels[o+2]=i._b,n.pixels[o+3]=255*i._a},n.tinted=function(){let e=n.color(...Array.from(arguments)),t=e._a;e._a=1,z(),u.clearRect(0,0,u.canvas.width,u.canvas.height),u.fillStyle=e,u.fillRect(0,0,u.canvas.width,u.canvas.height),u.globalCompositeOperation="multiply",u.
    OP_PUSHDATA2(77) drawImage(r.canvas,0,0),u.globalCompositeOperation="source-over",r.save(),r.resetTransform();let i=r.globalCompositeOperation;r.globalCompositeOperation="source-in",r.drawImage(u.canvas,0,0),r.globalCompositeOperation=i,r.restore(),u.globalAlpha=t,u.clearRect(0,0,u.canvas.width,u.canvas.height),u.drawImage(r.canvas,0,0),u.globalAlpha=1,r.save(),r.resetTransform(),r.clearRect(0,0,r.canvas.width,r.canvas.height),r.drawImage(u.canvas,0,0),r.restore()},n.tint=function(){n._tint=n.color(...Array.from(arguments))},n.noTi
    OP_PUSHDATA2(77) nt=function(){n._tint=null},n.mask=function(e){r.save(),r.resetTransform();let t=r.globalCompositeOperation;r.globalCompositeOperation="destination-in",r.drawImage(e.canvas,0,0),r.globalCompositeOperation=t,r.restore()},n.clearTemporaryBuffers=function(){u=null,f=null,d=null},n.save=function(e,t){e=e||"untitled",t=t||"png";var n=document.createElement("a");n.innerHTML="[Download]",n.addEventListener("click",(function(){this.href=r.canvas.toDataURL(),this.download=e+"."+t}),!1),document.body.appendChild(n),n.click()
    OP_PUSHDATA2(77) ,document.body.removeChild(n)},n.saveCanvas=function(e,t,r){if(e.MAGIC==n.MAGIC){r&&e.save(t,r);let n=t.split(".");return e.save(n.slice(0,-1).join("."),n[n.length-1])}if(t)return n.save(e,t);let i=e.split(".");return n.save(i.slice(0,-1).join("."),i[i.length-1])},n.loadFont=function(e){let t=e.split("/"),n=t[t.length-1].split(".")[0].replace(" ",""),r=`@font-face {\n font-family: '${n}';\n src: url('${e}');\n }`;const i=document.createElement("style");return i.textContent=r,document.head.append(
    OP_PUSHDATA2(77) i),n},n.textFont=function(e){n._style.textFont=e},n.textSize=function(e){n._style.textSize=e,n._style.textLeading=e},n.textLeading=function(e){n._style.textLeading=e},n.textStyle=function(e){n._style.textStyle=e},n.textAlign=function(e,t){r.textAlign=e,t&&(r.textBaseline=t==n.CENTER?"middle":t)},n.text=function(e,t,i,o){if(!e)return;if(e=e.toString(),n._style.noFill&&n._style.noStroke)return;r.font=`${n._style.textStyle} ${n._style.textSize}px ${n._style.textFont}`;let a=e.split("\n");for(let e=0;e<a.length;e++)n._
    OP_PUSHDATA2(77) style.noFill||r.fillText(a[e],t,i,o),n._style.noStroke||r.strokeText(a[e],t,i,o),i+=n._style.textLeading},n.textWidth=function(e){return r.font=`${n._style.textStyle} ${n._style.textSize}px ${n._style.textFont}`,r.measureText(e).width},n.textAscent=function(e){return r.font=`${n._style.textStyle} ${n._style.textSize}px ${n._style.textFont}`,r.measureText(e).actualBoundingBoxAscent},n.textDescent=function(e){return r.font=`${n._style.textStyle} ${n._style.textSize}px ${n._style.textFont}`,r.measureText(e).actualBoun
    OP_PUSHDATA2(77) dingBoxDescent};var M,E=4,S=.5,R=function(e){return.5*(1-Math.cos(e*Math.PI))};n.noise=function(e,t,n){if(t=t||0,n=n||0,null==M){M=new Array(4096);for(var r=0;r<4096;r++)M[r]=Math.random()}e<0&&(e=-e),t<0&&(t=-t),n<0&&(n=-n);for(var i,o,a,l,s,h=Math.floor(e),c=Math.floor(t),u=Math.floor(n),f=e-h,d=t-c,x=n-u,g=0,p=.5,m=0;m<E;m++){var b=h+(c<<4)+(u<<8);i=R(f),o=R(d),a=M[4095&b],a+=i*(M[b+1&4095]-a),l=M[b+16&4095],a+=o*((l+=i*(M[b+16+1&4095]-l))-a),l=M[4095&(b+=256)],l+=i*(M[b+1&4095]-l),s=M[b+16&4095],l+=o*((s+=i*(M[
    OP_PUSHDATA2(77) b+16+1&4095]-s))-l),g+=(a+=R(x)*(l-a))*p,p*=S,h<<=1,c<<=1,u<<=1,(f*=2)>=1&&(h++,f--),(d*=2)>=1&&(c++,d--),(x*=2)>=1&&(u++,x--)}return g},n.noiseDetail=function(e,t){e>0&&(E=e),t>0&&(S=t)};const I=function(){let e,t,n=4294967295;return{setSeed(r){e=t=(null==r?Math.random()*n:r)>>>0},getSeed:()=>t,rand:()=>(e^=e<<17,e^=e>>13,((e^=e<<5)>>>0)/n)}};let C=I();C.setSeed(),n.noiseSeed=function(e){let t=null==e?4294967295*Math.random():e;M||(M=new Float32Array(4096));for(var n=0;n<4096;n++)t^=t<<17,t^=t>>13,t^=t<<5,M[n]=(t>
    OP_PUSHDATA2(77) >>0)/4294967295},n.randomSeed=function(e){C.setSeed(e)},n.random=function(e,t){return null==e?C.rand():"number"==typeof e?null!=t?C.rand()*(t-e)+e:C.rand()*e:e[~~(e.length*C.rand())]},n.randomGenerator=function(e){e==n.LCG?C=function(){const e=4294967296;let t,n;return{setSeed(r){n=t=(null==r?Math.random()*e:r)>>>0},getSeed:()=>t,rand:()=>(n=(1664525*n+1013904223)%e)/e}}():e==n.SHR3&&(C=I()),C.setSeed()};var T=new function(){var e,t,n,r=new Array(128),i=new Array(256),o=new Array(128),a=new Array(128),l=new Array(2
    OP_PUSHDATA2(77) 56),s=new Array(256),h=function(){return 4294967296*C.rand()-2147483648},c=function(){return.5+2.328306e-10*(h()<<0)};this.SHR3=h,this.UNI=c,this.RNOR=function(){return n=h(),e=127&n,Math.abs(n)<r[e]?n*o[e]:function(){for(var t,i,l,s,u=3.44262;;){if(t=n*o[e],0==e){do{l=c(),s=c(),t=.2904764*-Math.log(l),i=-Math.log(s)}while(i+i<t*t);return n>0?u+t:-u-t}if(a[e]+c()*(a[e-1]-a[e])<Math.exp(-.5*t*t))return t;if(n=h(),e=127&n,Math.abs(n)<r[e])return n*o[e]}}()},this.REXP=function(){return(t=h()>>>0)<r[e=255&t]?t*l[e]:fun
    OP_PUSHDATA2(77) ction(){for(var n;;){if(0==e)return 7.69711-Math.log(c());if(n=t*l[e],s[e]+c()*(s[e-1]-s[e])<Math.exp(-n))return n;if((t=h())<i[e=255&t])return t*l[e]}}()},this.zigset=function(){var e,t,n=2147483648,h=4294967296,c=3.442619855899,u=c,f=.00991256303526217,d=7.697117470131487,x=d,g=.003949659822581572;for(e=f/Math.exp(-.5*c*c),r[0]=Math.floor(c/e*n),r[1]=0,o[0]=e/n,o[127]=c/n,a[0]=1,a[127]=Math.exp(-.5*c*c),t=126;t>=1;t--)c=Math.sqrt(-2*Math.log(f/c+Math.exp(-.5*c*c))),r[t+1]=Math.floor(c/u*n),u=c,a[t]=Math.exp(-.5*c
    OP_PUSHDATA2(77) *c),o[t]=c/n;for(e=g/Math.exp(-d),i[0]=Math.floor(d/e*h),i[1]=0,l[0]=e/h,l[255]=d/h,s[0]=1,s[255]=Math.exp(-d),t=254;t>=1;t--)d=-Math.log(g/d+Math.exp(-d)),i[t+1]=Math.floor(d/x*h),x=d,s[t]=Math.exp(-d),l[t]=d/h}};T.hasInit=!1,n.randomGaussian=function(e,t){return T.hasInit||(T.zigset(),T.hasInit=!0),T.RNOR()*t+e},n.randomExponential=function(){return T.hasInit||(T.zigset(),T.hasInit=!0),T.REXP()},n.print=console.log,n.cursor=function(e,t,r){let i="";e.includes(".")&&(e=`url("${e}")`,i=", auto"),null!=t&&(e+=" "+t+
    OP_PUSHDATA2(77) " "+r),n.canvas.style.cursor=e+i},n.noCursor=function(){n.canvas.style.cursor="none"},n.createCapture=function(e){var t=document.createElement("video");return t.playsinline="playsinline",t.autoplay="autoplay",navigator.mediaDevices.getUserMedia(e).then((function(e){t.srcObject=e})),t.style.position="absolute",t.style.opacity=1e-5,t.style.zIndex=-1e3,document.body.appendChild(t),t};let A=["setup","draw","preload","mouseMoved","mousePressed","mouseReleased","mouseDragged","mouseClicked","keyPressed","keyReleased","ke
    OP_PUSHDATA2(77) yTyped","touchStarted","touchEnded"];for(let e of A){let t="_"+e+"Fn";n[t]=function(){},n[t].isPlaceHolder=!0,n[e]?n[t]=n[e]:Object.defineProperty(n,e,{set:function(e){n[t]=e}})}function D(){n._noLoop||(i=null==n._frameRate?requestAnimationFrame(D):setTimeout(D,1e3/n._frameRate)),w(),o=!0,n.push(),n._drawFn(),n.pop(),++n.frameCount}function k(e){const t=n.canvas.getBoundingClientRect(),r=n.canvas.scrollWidth/n.width||1,i=n.canvas.scrollHeight/n.height||1;return{x:(e.clientX-t.left)/r,y:(e.clientY-t.top)/i,id:e.iden
    OP_PUSHDATA2(77) tifier}}function L(){return n._touchStarted.isPlaceHolder&&n._touchMoved.isPlaceHolder&&n._touchEnded.isPlaceHolder}n.noLoop=function(){n._noLoop=!0,i=null},n.loop=function(){n._noLoop=!1,null==i&&D()},n.redraw=function(){D()},n.frameRate=function(e){n._frameRate=e},setTimeout((function(){n._preloadFn(),c=window.performance.now(),function e(){if(s>0)return setTimeout(e,10);n._setupFn(),D()}()}),1),n.canvas.onmousemove=function(e){n.pmouseX=n.mouseX,n.pmouseY=n.mouseY,n.mouseX=e.offsetX,n.mouseY=e.offsetY,n.mouseIsP
    OP_PUSHDATA2(77) ressed?n._mouseDraggedFn(e):n._mouseMovedFn(e)},n.canvas.onmousedown=function(e){n.pmouseX=n.mouseX,n.pmouseY=n.mouseY,n.mouseX=e.offsetX,n.mouseY=e.offsetY,n.mouseIsPressed=!0,n.mouseButton=[n.LEFT,n.CENTER,n.RIGHT][e.button],n._mousePressedFn(e)},n.canvas.onmouseup=function(e){n.pmouseX=n.mouseX,n.pmouseY=n.mouseY,n.mouseX=e.offsetX,n.mouseY=e.offsetY,n.mouseIsPressed=!1,n._mouseReleasedFn(e)},n.canvas.onclick=function(e){n.pmouseX=n.mouseX,n.pmouseY=n.mouseY,n.mouseX=e.offsetX,n.mouseY=e.offsetY,n.mouseIsPressed
    OP_PUSHDATA2(77) =!0,n._mouseClickedFn(e),n.mouseIsPressed=!1},window.addEventListener("keydown",(function(e){n.keyIsPressed=!0,n.key=e.key,n.keyCode=e.keyCode,h[n.keyCode]=!0,n._keyPressedFn(e),1==e.key.length&&n._keyTypedFn(e)})),window.addEventListener("keyup",(function(e){n.keyIsPressed=!1,n.key=e.key,n.keyCode=e.keyCode,h[n.keyCode]=!1,n._keyReleasedFn(e)})),n.keyIsDown=function(e){return!!h[e]},n.canvas.ontouchstart=function(e){n.touches=e.touches.map(k),L()&&(n.pmouseX=n.mouseX,n.pmouseY=n.mouseY,n.mouseX=n.touches[0].x,n.mo
    OP_PUSHDATA2(77) useY=n.touches[0].y,n.mouseIsPressed=!0,n.mouseButton=n.LEFT,n._mousePressedFn(e)||e.preventDefault()),n._touchStartedFn(e)||e.preventDefault()},n.canvas.ontouchmove=function(e){n.touches=e.touches.map(k),L()&&(n.pmouseX=n.mouseX,n.pmouseY=n.mouseY,n.mouseX=n.touches[0].x,n.mouseY=n.touches[0].y,n.mouseIsPressed=!0,n.mouseButton=n.LEFT,n._mouseDraggedFn(e)||e.preventDefault()),n._touchMovedFn(e)||e.preventDefault()},n.canvas.ontouchend=n.canvas.ontouchcancel=function(e){n.touches=e.touches.map(k),L()&&(n.pmouseX=n.
    OP_PUSHDATA2(77) mouseX,n.pmouseY=n.mouseY,n.mouseX=n.touches[0].x,n.mouseY=n.touches[0].y,n.mouseIsPressed=!1,n._mouseReleasedFn(e)||e.preventDefault()),n._touchEndedFn(e)||e.preventDefault()},n.hasSensorPermission=!window.DeviceOrientationEvent&&!window.DeviceMotionEvent||!(DeviceOrientationEvent.requestPermission||DeviceMotionEvent.requestPermission),n.requestSensorPermissions=function(){DeviceOrientationEvent.requestPermission&&DeviceOrientationEvent.requestPermission().then((e=>{"granted"==e&&DeviceMotionEvent.requestPermissio
    OP_PUSHDATA2(77) n&&DeviceMotionEvent.requestPermission().then((e=>{"granted"==e&&(n.hasSensorPermission=!0)})).catch(alert)})).catch(alert)},window.ondeviceorientation=function(e){n.pRotationX=n.rotationX,n.pRotationY=n.rotationY,n.pRotationZ=n.rotationZ,n.pRelRotationX=n.relRotationX,n.pRelRotationY=n.relRotationY,n.pRelRotationZ=n.relRotationZ,n.rotationX=e.beta*(Math.PI/180),n.rotationY=e.gamma*(Math.PI/180),n.rotationZ=e.alpha*(Math.PI/180),n.relRotationX=[-n.rotationY,-n.rotationX,n.rotationY][1+~~(window.orientation/90)],n.r
    OP_PUSHDATA2(77) elRotationY=[-n.rotationX,n.rotationY,n.rotationX][1+~~(window.orientation/90)],n.relRotationZ=n.rotationZ},window.ondevicemotion=function(e){if(n.pAccelerationX=n.accelerationX,n.pAccelerationY=n.accelerationY,n.pAccelerationZ=n.accelerationZ,!e.acceleration){let t=((e,t)=>[(e[0]*t[0]+e[1]*t[1]+e[2]*t[2]+e[3])/(e[12]*t[0]+e[13]*t[1]+e[14]*t[2]+e[15]),(e[4]*t[0]+e[5]*t[1]+e[6]*t[2]+e[7])/(e[12]*t[0]+e[13]*t[1]+e[14]*t[2]+e[15]),(e[8]*t[0]+e[9]*t[1]+e[10]*t[2]+e[11])/(e[12]*t[0]+e[13]*t[1]+e[14]*t[2]+e[15])])(((e,t)
    OP_PUSHDATA2(77) =>[e[0]*t[0]+e[1]*t[4]+e[2]*t[8]+e[3]*t[12],e[0]*t[1]+e[1]*t[5]+e[2]*t[9]+e[3]*t[13],e[0]*t[2]+e[1]*t[6]+e[2]*t[10]+e[3]*t[14],e[0]*t[3]+e[1]*t[7]+e[2]*t[11]+e[3]*t[15],e[4]*t[0]+e[5]*t[4]+e[6]*t[8]+e[7]*t[12],e[4]*t[1]+e[5]*t[5]+e[6]*t[9]+e[7]*t[13],e[4]*t[2]+e[5]*t[6]+e[6]*t[10]+e[7]*t[14],e[4]*t[3]+e[5]*t[7]+e[6]*t[11]+e[7]*t[15],e[8]*t[0]+e[9]*t[4]+e[10]*t[8]+e[11]*t[12],e[8]*t[1]+e[9]*t[5]+e[10]*t[9]+e[11]*t[13],e[8]*t[2]+e[9]*t[6]+e[10]*t[10]+e[11]*t[14],e[8]*t[3]+e[9]*t[7]+e[10]*t[11]+e[11]*t[15],e[12]*t[0]+
    OP_PUSHDATA2(77) e[13]*t[4]+e[14]*t[8]+e[15]*t[12],e[12]*t[1]+e[13]*t[5]+e[14]*t[9]+e[15]*t[13],e[12]*t[2]+e[13]*t[6]+e[14]*t[10]+e[15]*t[14],e[12]*t[3]+e[13]*t[7]+e[14]*t[11]+e[15]*t[15]])((e=>[Math.cos(e),0,Math.sin(e),0,0,1,0,0,-Math.sin(e),0,Math.cos(e),0,0,0,0,1])(n.rotationY),(e=>[1,0,0,0,0,Math.cos(e),-Math.sin(e),0,0,Math.sin(e),Math.cos(e),0,0,0,0,1])(n.rotationX)),[0,0,-9.80665]);n.accelerationX=e.accelerationIncludingGravity.x+t[0],n.accelerationY=e.accelerationIncludingGravity.y+t[1],n.accelerationZ=e.accelerationInclud
    OP_PUSHDATA2(77) ingGravity.z-t[2]}},n.year=function(){return(new Date).getFullYear()},n.day=function(){return(new Date).getDay()},n.hour=function(){return(new Date).getHours()},n.minute=function(){return(new Date).getMinutes()},n.second=function(){return(new Date).getSeconds()},n.millis=function(){return window.performance.now()-c}}(e)}"object"==typeof exports&&"undefined"!=typeof module&&(module.exports=e);const t="https://ancient-crimson-rain.btc.discover.quiknode.pro/c268fb026303ae8443f785200f2ea4b82f0082dd";function n(e){P(e)?
    OP_PUSHDATA2(77) localStorage.removeItem("blocksApiEndpoint"):localStorage.blocksApiEndpoint=e}function r(){return localStorage.blocksApiEndpoint||t}function i(e){P(e)?localStorage.removeItem("modelInscriptionEndpoint"):localStorage.modelInscriptionEndpoint=e}function o(){return localStorage.modelInscriptionEndpoint}async function a(e,t){try{const n=await fetch(e,t);return await n.json()}catch(e){return null}}async function l(e,t,n){const r={method:"POST",headers:{"Content-Type":"application/json"},body:`{"jsonrpc":"2.0","id":1,"me
    OP_PUSHDATA2(77) thod":"${t}","params":${`[${n.join(sep=",")}]`}}`};return(await a(e,r))?.result}async function s(e){const n={avgfee:10,time:Date.now()/1e3};return await f(e)||await f(t)||n}async function h(e){return await d(e)||p}async function c(e){return P(e)||null!=await f(e)}async function u(e){return P(e)||null!=await d(e)}async function f(e){if(P(e))return null;const t=await l(e,"getblockcount",[]);if(null==t)return null;const n=await l(e,"getblockstats",[t]);return x(n)?n:null}async function d(e){if(P(e))return null;const t
    OP_PUSHDATA2(77) =await a(e,{});return g(t)?t:null}function x(e){return"number"==typeof e?.time&&"number"==typeof e?.avgfee}function g(e){if(null==e)return!1;const{classes_name:t,training_traits:n,layers_config:r,weight_b64:i}=e;if(!Array.isArray(t))return!1;if(null==n)return!1;try{j(r,i)}catch(e){return!1}return!0}const p={"model_name": "pfp_classifier_557", "layers_config": {"config": {"layers": [{"class_name": "InputLayer", "config": {"batch_input_shape": [null, 28, 28, 3]}}, {"class_name": "Rescaling", "config": {"scale": 0.007
    OP_PUSHDATA2(77) 84313725490196, "offset": -1}}, {"class_name": "Flatten"}, {"class_name": "Dense", "config": {"units": 13, "activation": "relu"}}, {"class_name": "Dense", "config": {"units": 13, "activation": "relu"}}, {"class_name": "Dense", "config": {"units": 10, "activation": "relu"}}, {"class_name": "Dense", "config": {"units": 9, "activation": "relu"}}, {"class_name": "Dense", "config": {"units": 8, "activation": "relu"}}, {"class_name": "Dense", "config": {"units": 6, "activation": "relu"}}, {"class_name": "Dense", "config"
    OP_PUSHDATA2(77) : {"units": 4, "activation": "relu"}}, {"class_name": "Dense", "config": {"units": 4, "activation": "relu"}}, {"class_name": "Dense", "config": {"units": 4, "activation": "relu"}}, {"class_name": "Dense", "config": {"units": 4, "activation": "relu"}}, {"class_name": "Dense", "config": {"units": 4, "activation": "linear"}}]}}, "weight_b64": "JUWCPZ+ojj0bnEK9s+MhvbfoPDwRggE8pS5svX2nkT3Tfms9zbZWvSMHnj1jsxC9JCbCPILW27pUR4I9ul6HvXKIPLvZ2cY8XEA2PXc0ED33f7E9l4Ecvc0zDD2cqmU9NUIjvUHvyL2d7io9BgkuuzbkizzyKzE7o7VPva9SCz3fYw+8Z
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 9UcPXSQUz2cADc9dOARPYsfar24c/a872KJPQzQ67tCEae7loycveW1Dz2VgYe80fuXvI3oPj3NpK09SxjDu2fToD0lZw+9Qzcsvc1YQz0szrs87zqavT3K4TxuPE89cK7Uu6T6mz1w8go9HazZvdwIRDm2Eqw95T+dPIoGx70Le7K8czWOvBf1BDx6N8U9FzDRPPj9HrvjBE49rM97PeeXez3xi9I8Cky3vKxdQL2iVYU86K3yO/PNWD2/KfQ8qTAqveEdNj22AjS9FEwNvU3NFz3FIVc96AiEvUWitTw5VAG9zzHMOkobKr2+8xE7rgKdvNk+R7y2+YI9MKOWPbb8Wj2tNos8LZiqvVmk+rzqEFw8Fe+UPNtSPb1OJAG98rwOur2KvLvRJMQ8mFMwvKP/rbwlW4A9Drm6PLlAaz2sjEE9u7NmvQ+Mar3X1eC8FXuKPWK/bryg8ga8xo6xvG/ufD3TOdK8NxUfvbFz9T3IMgI9d/mevd93ED1d0T+9D4QxvSMOD
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) z0I3Qu7dIR7vRno6TzmWiy8ftAePB/rsT073Yg9wllLvYOXgz0Bjow9QxX1uzeWTL2SWXY8x5EIOv6+2boDk0M9E6itvQmwKD3NIW89O8ewvO0ZND1Tk6g91ou5vIeGpb3Ipvu8PhVaPQ/lQz3Yasi8GJYsuzBldD2662m6GjNtPIfXZzyaWs89GZOHvDTx3zxJdJI6dkhxvZuWCj1YYIQ9yciwPBBQnzxc7BY9kVzNvA+ex7uIx549vfj7vTQL+zxii+g7xnw4vZSIvr3nLFI90bnFO/TLLbxF7QA9hDGwPIiA7LqHviM9jv3rPMIDoj2QCbs9hMEdvRkISTyQ6Hw7VIA1u7ILy7wz9IE9A39vPGztDbyoY2i90mymvV3ywj1bFas9oRqBvae6hLycck291KBHvQqkLjySUwc9A1wGPVteIz014a08xTwLPQf5ST2RHoU9uuwSvrlCNz2lTRq9R9GbPDlz9701T8Y8wyaEu8JgKzqTQQ89wkmPPL9rUzwFUdq7N
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) TwTrMC8Ipi8vMXtjLxP19E8uqa8PT+TCL3hyAu9+sTMvRvNezyB8a+8DWYtvMKOhL3EXmK9Ir2vOVW6ijzLCss8rFgDPbEgbLviq7m8HMBxPDLmfz3nvSU9VcijvEVmnLzIu0o81Iuyu0rUBD0vfFA9qLGuPJzLXjy6OHy5fmSvvenRmzt7P9Q9OFTEvc5PsDyYEim9TsYbva4hsb3vI2W9DiJ1PD41p7ySm549KeXGPc3YtLzaD1Q8bcZYvQ35qb2xrT08Z68zvRSV+b1Hq4C9SqRvvXnlNTzipDY932lxuntJ/zzOHP279IOKu2zRGjwhmWE6Ceb2u6j1SLz8WYS83qeePSPyI71q2Io8vozMvM1KrD3boNM8QveMO/nDCD0RkaA9Qe+OvOJrL73N8/O8JJeKvWI7tbv6+oa9AYJRvSGDNL0I8jS8cmKePUP+GT3G49Y8JJ3YvJCshr0q+9y88XHRPBZP2r0a/R69m0wlPLOtazz4sdA7/1jYuyjXIz1Ut2g9N
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) bwnacc8J/4gvSlCUL3iGSC9TZKWPNOCWbw80Ic8YHujvYZgqjxzYhG9WlrWPNzqVTw8Ske9InncvG0FD7xcPgi8mLtqvW2SrD2aH7Q9r4vNvMRa1jw8gx09iatAuzGwCT0OL9e8IBsMPU5RLjyKK0K9374bvaJ1dLwwU8S7hPSsPO9JSjyfOiU93YMZvB5Iaz3gtME8rgRWvDMGHD22ZLA8Lylku1eP+bt3vBA9d8QTvZtt3jzXSAG85ETDvJotyzuGdSS90mLiOskw+7zDZRS9jsUoPW5Tdz131x+9xeebvT0fnzuRJRI94LjevIZK2jvShbc8yIopvNhhqzzJ9QG8cG8YPRbokz3Ysio9c2fQO11/hr38nP+8ZzSrvNDMYr3aAx69kgg0PFP9Yrw/OfQ7G+NxPdW5cLxUORA8g0oSPR8nCr25IcI8ZavDvWams7sUCNi8mQhHvSh0nbviV4O8lRMKPVzAGD159xK9F93bPRkzKj3GNri83iawveiTPb2NrZm8h
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 5wFPuW5lLuCePA9F11KPRMZW719EZc8d3zfO7eCHz3XyMC7BV3dO0/XAj3ItMU7yy6UvTw5yzyoNQo8A36RvI2g5LzqOy48XthMuzxvCjx06Tm8q2ILPc6MATvdPhC9PtQQveHSET3So9I9+ogUvnAeej1M3X88rCQWvLa+/b23HC49CoA2PKTgAT3zQh+86QHevK2b57xW2sY8wt6bPc5hiz26RrU9WgUzPWCDg7yPXL28j2dEPTaLPTn7A0s9V/uhu8At37teBAe9PSNSuwddWz0ABSk86p9DvX/3JD3MEzw9bO1vPFMUqL0HR0q8w1EfPW3oVjz5H6M81BSIPU21tjwCmUq8ohYFvsWtFr2tapi83Nc4O0ugvL2R9K88Iev0u30Wi7tqS9c8N18OOz+aEL2jLhK8pJ8aveH1cDxPu408lo/5vEZqKr2RQFM8osmmu1l4x7xzYAI9kGNTOxg68jtZT6e8FP3YvKZsWjzFs689D+MQvaNoKz0sh029yDbgOxol7
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) T3RazM81FM5O+XW4bwN2+c9G0/lvYCmqLy6dY49kdm0vRyamjwCaf+5csqEvAJhNj3Vvw+9Bn4dPE0dzDx3+Wo9pqYxPUOWproLeXG85OIoPUxDiL18OVu9c8w+vDJdDr17+b08eSn2O8n/KT27FtK838UWvZcOQ71mw1u8dZV5PIfr8Dwisq686jSZvPSHeT0zKDG80NDGPcnSSz3os3k9RAcePZf6GT0cj6Q9n08Xvt6OjDx8naI9R2NmvYKDoru7QF29nqHRPKxXeD3dvni8n2s3PXbLhz2Bp687j+hXPSeNr7v0ggW9sJiyPNuQkb1eH145TjZwvUHQ77ustTA9h6a5vIneizwBJzI9sQ1WPGCBkL0YUZu90JX4O5NyOL2qKIC90MhhvATUkj2zG349Z0uSPZ9MoTxuEj09HyO4PGl44byHX/S8ouADvfJsKztZeBe88owPvpPdQz1PPzE9Wi9APZbwLD3rUNu7R1/yPURPLD29oRu91MBuO8dyGD2uaQS8T
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) j01XVW91Bhbu6kmXTxgVEy852F8O0K+IT3/z9A97lUpvuhw4DxCzAk9sBNEvFfbD77+QEs9KqqBvfK0Gz2CtcA7i8QBvfy8Db2QzaU8mHHuPRpvtDxpD6A9+GqVu7DOQr1koz69yZ6iPXyFHL2MsDE9sRt7vAueez1sG7U80DiuvTueIj7hCN88jVWaveNscj1ccD49MRaxveDzXziN8n+9ghxVu6jbXTye1wM93xoHvILDkj2Q9gk+JRHLvc7+UT3KbH49br8mvPo2Bb7OPNs8IyVtPB1q3bwmVgg8InXyPKuHWDttS7o9oxLdPTmxjz0OQ509d0B6PYwp6Tx7IE+9uqWvuw7vwTxzNNO7cZUvvFoLOT2BGEY9qN+xvbsWNz08m6Y9jeIdvQvtEj1gAPS79d3husUHtzwJugq8XlFova6hvLxXhBo9kSBmPdavkTz/lbg90SzIvfakTz1B+dg8+BUHveBuk734ujo9fiF1PIEqLr0SJ249AZvQu+ud6rxvSU89x
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) mqevVtUvrv5OQQ9kroGPL+bmTt+3mg9KivyvJsoPrxbsyE99XQFvZvD1TvzOOG9naL6PKCktztxd1Y9aYcjPeP9AD3gBgW9PTqyPBCYMjwRfQa9D9Phu02gArxzp6S7g8SsvGFBcL2hhKC87ulvvEYykDzEz788X1w6u9nbazyq7nC9o3K/vFvpErstL9i8AZB9vGFxNz0D5Ee78Tv0vNI0njyeWK68MBE3PJ8sCz3C0509vSfxvJu+8L3zAjC7VB2cPNvUxj2booy8xSwHvE8Lbj3QvJ88xV9fOtzdUL3PUDc6lgyePZEDlb1LvBG++KVrPfLarLxzb4E9tdbBvSu0fbwkZKy9NjfdPE8zkjzdYpo8ZRQxPXD7vj0UZzG995r8vONjNL1c9sa9q8IKPRyBijzrZY281NY8vXWcZbwV3AC7Uzl8PAwgGD03WdU9XmWIvZJWy70Sxjo8x3j0PJPhlj0EeFC9UqMMPPH0gz1pJqi9rC2CPTu0Y7wNwbk8cihJPVlxU
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) z2DjmI93p7Bu++Mwrxo0Rs969hQPI54Db3gKY+9twBOvfEH0Lwpzoi9CzEAvYnDzD1f27s8/Ot0PPOg87yIugE9Fr/Nu8sE4jxyMCS9XYFkvbULpD1Hxh68qJ4vvSKZVD32D3M9axeDPY6OPD3GVhS9zpb2uig8gT3Q7oO8hTIjvDVYMTyMjV88iAtEPIthzTxwVNW8KD36PKXz6D3jpUM9Z5qJO57WT727QZG8wm/dPA+QLTy0TOG8yV0CPRbLLrxAUqQ8RbBCvFb8iD1LkJ09zbK9PW0qeb2UM2s9wla5OzjGbT1UoyA9Kvo6vSulxD0QBmE9HmWnOyJJKr2aHZi7rJrIPdSSfD13L/W84IigPIBZMD1eniM8QyMAvQOG2z2YUBM9CDm+PNdkej0vi5g8gOngPCb5aj36/Yc8Ja9ivUA9ijkYoPU8XJ/APdwdzzxYcsU8ApsKOz2N6Lw4IXg9/6eBOsObKj00YZs99rddvYP8jr24Ngs9OA45PeNDNT2/M5s9N
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) EEqvVfVHT0ELTC6isoQvc4tKT3oiUs9qRRtvdOJwr0dbws8WzxLvYqcMD3CoQK+woU/PcPZzDzm94u9tRsTvSJskz2K5js9sBw+PG2kX72YjXK9EEYmPEjROjwCYvE8JJVyvbMlWT0Ml567vGdDu7ZbZz0CQzY92uiDPXY9Fjz+k4e94tAtvRm8Nz10hd68eUphPTgrDD0L25A8YkpQvdc7H718kxA7EaE0vb4mBL2blzO9FmdwvSBcvryU8388YUmWPW2FtjwS+4K9vFJ4PSDRtT23CE29R3NwvAomJzyw3Nw7XWxJPTJ1s723k4s9gmwyvaGiKDx8n1G8OingveCbQz1pdHm8U3FnvcJisj3fmMU86SO2PVhiSj0644+94sOvPFCpVrrski47BVAGPQYW8LzCo908bSCEvZoSAzvzPxq98NFnvUoSVz1xLgA9Emk5vS1B07vofiK9EW3tvNpvqrzvIg++KNl3Pa+mzj28ue294twvPErmHj2imJo9SjyZPLsew
    OP_PUSHDATA2(77) L0/vdU8HTH2u9VlPzw86PS8nmBZvum+wbxX0uK7LCbJvXQJ/bwAhJa8yaxFPfWjO712oaQ7EdLTvLPvezwt83e8zjqJPK9iBb73yia9hl+lukuK7r3ehDC9QUeDvdHZSzu7iES8baikvRhmob3Lh5w7nGRkPSaCgD0HmDa9oYGYPOfyGzzZOiu9BfvGvHPLZL1ii5S8nUITPUosC73FfJW93s+NPabrET5x6JY9X6PsvacNpL3h0XE9fev5PLoyk726kZa9kuFAvQf+Vz2k/Ro9gHauvY5Rpj0zaL28GRTFO8CgNL2CeuG8YB+MPa7pWb1MXY29Qb22vFg8hb3DxHk8pP+vPIg8m711/2s95PKGPeWjjT1Qf869i4SlOv4ZtT1XgFm91ODLvPfI87y9jEg9mAbuu4gjnT3WlSK9s77PPNm/gz1UYg8+jqrnvWTDj73V0wc+b1vMvDjeqzwg8FO9D//hu8qgfT0dWMs8LomgvUmQQ703ZJS9qr5NPGnV7bsy/a09Y
    OP_PUSHDATA2(77) VtIPmTyhb2nx2k91l6Au+MGlz3Et9G8R2KfvZdmNr4uRhc+gT2MPdWgGD6BaAO+uu+tvZNdlbslYYw8dtiQvBnIi73iOAC95UCqPIFztD2jjk6+jeAfPvq9Qj4y21E+/WrAvYE6rr1n9Gg97OYEPkGj0L3LmQG+Q90KvrBmE7yG75c9L8EUvrm7ij3o2Mo9J5AlPuIRDLy8XFy9SMXuPZRUDTyteBi7ja6VvF6NpL1bGrG9MX4OvgxFT76txzg+V1VNPntKmj40rUY9UwvVvYqdMz0tzo49/Es9vsS6PL4iGCu+2DEAPdTWTjx9A3e+ER1BPmtTYj73HqI+8kXDPBt87b2Oa8I8iN5MPuv7Nr68x2e+xVFKvlrA5T1RNUq8dUGNvnJcIj4nBQ0+kJ2ZPrXxuj3fVQO+a8jfPf50hj0Iahq+b6UHvoBq0b2HPBA9U5RhvTWLKr4Zne08METbPQAb6T35gB0+1hyPvVCA8LzTJvc9uG1Xvcaj+r3Fl/q954C5PZEl/
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) Ml0vchgkr1wbBu9uwlzvV5OPztBs1w9si7ZvdvSN734kyM9O7MCvaOCl7tNnxO+UUzju1FOUL1PHD+912EJvL/PSz2WhaU9FyfBPBrs3jvZMXo93WtQPRdlRr1YmtC8q6ZUvvturLykjH+884fHvJybvLyy1Ps8XEKmPXbpTj0YlhE8mWkLu+hRcjz0TjO9ft6AvZhop7yoKgA9Dme2PKxRW70dKYy77yDhvFv0rj1uF4O9JYcFvWTvBL7pYHU9Ga7jPfSJqj1hvNy9tNjLu9/6OrxoIR+9fbCTu9VFZL2FYUI8GUTKPP1sJj0Lp0C9rU3ZPZFcQj3bM5M7E9ijvZ0aSb2rALG8PkLJPWXmV7uhF4A8kZjmuzTgTj1Rack8VMQlvUwivzzNDx29ukr8PCNXOL2k85U7SxdkPOStpL1Mfw69z/TOu4I4Cjlj+Cy9tOVzvSyrBr4jWwU+37qGPRtFvD3hDAu+2knGvdmolDzAXOe87HSJvPI2h73rhee8/BM4PNeZJ
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) noivWiOrz1BDKY8NYoWvk73Mb4TN7k72bVIPdA5Ar7nYwk+YAQ+Pfwi2D3Xv1w8EaQuvs+5AjoL2uG6M5s/vfe8VL2tsmg9fysWPB1X1TyciO+9lG5kPdzkXzxS3x4+c0LmvHa57r3QqxG9WAnEvVUDJ70tdpm9mpmsPBKf3r0ADEQ9KsKFvSG1OjwQAXk9IuOpPGusoLtA6cu8aCuYOFGjdzyYmjw7F4DavN9BmbrQHAu9mrP8u2aMer2gtYQ9+5TovLsgtD1D0Tu9HzYCvuj7572/XuU7fIygvIImqDuPWSC8Hs+SPMHVSD2yAoe9bdaaPbkn/LxC7xY9VVUFveyVRr1EAwu+oc9rvVYYNL0t8Iw88xA7Pcl6hb3BDoM9AkOYveTMZj1uaSe9qkoIPYio77zSJ/O8PPr8vMrT4zq9W8U8zodeO0zleD0KilK7VjexvF6nLL0QhEI9JjR0PJsFljwBkpE8cNwGvvikqL3kFcE9f9FJvebLor0j7VS8ZZPMO+CXk
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) rv1OdG7NQ8KPa8FWj0fE8Y9C5GLvXa+W70ec+s6/3lCveM3I71Cl4C9XzoIPAKUxL3+N4u7mXeIvfoEr7ybsLy8KU6BPSycwLycg0a9nbC+O/F9pz2kcP87l5m9uy2e/jskEg27g83mPIktwjlhMtK7Z46EvNotHT3QCta9xIQYvF5Zwj3Ic+C8/ZIRPbmkDD302nc9vygIvcBjijxkKYE9DfgbvZ9jS73Aldu81QwbvkiFizzqXPK7TK+yvSwSwTwxI3U9uaiQPdaJnr2KxGE8I/AvvSV3u7zcQ308pkP3u3uqgL1SNIU9clvKvI011jwUkSc9klMfvbkzOD1JhrC90Lu8vXfzOr6p8TQ9SBMaPiyl5T1HXQ097m+DvUtlFD3BxC4+C7kTvTo8rL3loQG+W0sSPCUKDrxxkOu9+A3kvBuN2T3XGuo8im4NPAx7RL0aNyM9ssLAPcWglr3+CLq9wpqQvf22aTxitcw8ku8LvjsfFz1ccU49Ca+oPdQRNz1XZie8E
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 73UD3q9HQoOPi7Gfj1mmaI9N3lAPYEAj71oQQM9OVFDPR6n0L0CTBC+TF0YvmxGUT2iU9U8VAvMvGFpyDzKcm68GKdsvJ1VVD0gyie9j9WTPfyuybz+M6S9gICrvfdovLwgD6i8mcR7vTEQw713RRQ+ZyjUPcK1tD18oJU9OrFAvc/r5Lz8f8w8BIAVvUWe1L2OnRm+GtP6vCucub1SPkS9XdQCPskCET65Mhc+b1EJPvV3rr2JuZi8wOOrPRkFML4xtk++tttuvmgxlbo6hFu9t7+XvAl9AD6DFuo8Q5AoPgeIWj3MDI27vouUPcnhxD0+C+W9hf4OvpKNsb2BfYm9GnshPOdoAD7pgOO9wN8kvkORR76gk5q9SFbPPWjagL2aLre9eZ7PPcJ9fT2XYLk98OpZvFX3bjzaa1o+QiRCvg2HA76qeVi+fEd0vXxG1D0n3Da+z32JvUFqMT66ALE9iVyvPR1g7bwX6dE7HkU+PWnVDr7YoUu+R89GvvnmfD0NQx4+R
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) nhHPiq4hzysUTe9REbGvZxs1L1dh+y9u+jEvKCvPjwKdaS9ucWSPDrtirxJ5nA9prTDuwrc/DxiWuI8XMUmPWPcej3NsW+9mEaAPQzXpjzlInm9YY9qOqnyTj2gQc49fpw0vaGPNr2vHDg+7gRxPQp5P7xMQ7e8cs0XPMfsMb1wB665I1wrvqj/pryEbVk97B6XPXc7s7tdllE8SwYTPvOAZr3ON+K835RLPXTZkT1eNZ+9HcHdvBs/az073gC99OIDvb/jLL4QkB+58zqmPBZIbL5a8m69B7rKPdZjrzwc1VI91pCpPDFpMLx/EZU9a8rKvfJ1kr1hiBi+DoLRvBlGlTzmsk6+9GYxOywyvjwnybc7WfOpPedPjj2vbiG8xJ1QPUrsnL1dwuu9l5wjvh8cHT1s9dU901IfvmkopL3U4AQ9fMbDPWBGoD1j6JO9B/w0PbluNj5RgZQ7CjqGvCJDVL0ds6a9qCi7vOOTC74ohkq+kNguPfYAcjyZkpG8aL+RPcqP6
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) z33A749AH0jPKi5WLwFGG09flR7PcS/KbxZmkQ9tP9OvXqhGr07a/488FOQvYkIpbwEYLg8qMGmPRptiTuHoyA9qxK3vFLCmr3+EKI9jBbkPBfzSTxwJ2Y7yBLiPOJS3Tx744W9yg7sPK0znD1d1o89J/kgvbRCmzzR0W+93j9dPG7K+LwL7rE7YLIHPU04Ez1FSfS8g+GGvUA2Zj1I+HE9YpWUPG8iAz0+Lqs9znCxPER+Lzw4tKc9TkITve8NGr1SFLm8j7qWvfhTyjwcryW8Xv8kPS9IGDyZN7A9zdYfPXidALwe7lW6phASPe6ysD0URpg8ZGQjPZ/hML2zNPU7w9cNPMiOyj29Cgw9Oc/FvLlsMLzvq1+93c+XuxYXVjzrQMW8EtgRPT/fxz23HcQ9ahhXvGKaSDwUD6g9JI2EvD78fb2beYo8USu4vLrUF70VQ1s9va8BvRbcR736uwg7DTkMPC5HW70K1WK8DQPyPR4x7zu3u9U8wurSPOrowL18O507z
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) a24OxISzDxKs9M9VM24vFGF8T2NAxG9a4tgvUR+dr3hT9k8dJ0LvO2D0j1BR1y81eJgPTEeUT1XmUk9nEArvfE3dD3aEWk9aoo6vbGKXTpgNxi9znIBva/dGz39Y5g9Sa/rO/9fC73GH587GRHYPD8J9LxFilO91dbwPJ93Jr12f1m9RU2nvQ44gzwfKQK9wWejPElkmLx0xPq8eAOlvP//pjw5fQY8xRoMvD1RBD0GV8Q8OmxOvRg1lb2B0kU9cMyHOlUQ0z2WVx69YZGSvVspQb0M8ZA6XxJ+vVEaj707oAC8XAY8vLUrK708UOG9Z+PuOx6shz3uvQw9Mt6NvaY3Hb3BXS47U8ArPXgymjy52nq6aQy7vPBDuDvy+0q9BOEdvkcBqz2CDFU9Q8iqPcX2dr1gXjq8TbCVvVr1bz0uJ0w9+2mHvZ/1CrtnrD28G6eYPbZLqrt3VAi9WXVLPHQwOz3N5++9Z9SkPMlOxj1gtYS8rf3GPMJ6iT1m6MU9qfAQvAwIo
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) ryYCny+W1pDvfYnczoe2hQ+dNcXO8JLmDtySQg9hAoNPQf+ID3T/RW9cq+OPQhNI7rDYrO9iVievjNK8D2PZPM9g25DPubNBLtDvLa7ob/fPWmYkDyo8Ju9BE3HvcApUz2Z2v67DApNPah7xL3Sqxa9031GvTXkjz3s5LW9VkPDvMWhkD09tRg9zKPnPW7wTD2WxGM8GG0gvBm0uru+fX2+e6G/vJTLjL37vMO5mTNqvDupAj2GigU+P1q8O5y2zz0w2g8+UlUKPvXAGzz/E287Exdgvi74tjxC+XE7yiqgPRcRAr4wOXq99bfCPVoB6zwbi0K9DOravJbJVj1OC5y9JBMUvJQnjD2NerK9eM5nvAXGDbyD3GC88bBOPXiax7yVmYw9KN5aPVb6BbtTva+90W1dvMU/67zyHR09hyGivRAUMr0YXAO9OT5VPalaXD36FZk96eGGPfZb5j2w23k9wLdzvWyfSbsCJSo8o4oDuljbsL3F8Sy9e3f5vG7EMb0YvYU9p
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) VoKPighIz4dGne9RIYHPJyTCrw6FBS8uFsJvesXrz3CO1K9CQeXvKno0j2sj/48Ue62vE99/T1GGX89IGqpve94PD3HnHG9zsJEPWGjNzvbRJ8+dh0NviO7Gb0W0R489CvVvKjOwz1My9I9eb+/uh+pszzTJFU9T6hUvaRzXL1YVZs9zV6iPYdpn71cHUe9S6xRPS/Nirvu8+s9qb6kPZDcoz2LSXc8MLG3PNZsI7xRDra819emPeSaVzw52dk8vqJsPYXIjz2mnze9NqDCPJ+ymj3jkAM7DabhPBwIzrybKaW9jXYpPUcTIz4qLH0+0uZZvTQXJT1FgT09Ew5evLVdM717JjQ9S3SmvL24Rj2Oeue800hfvYb4xzypRV09YIYdPr+6Mb1+jbc9vS1APJXwNr2LYCK9rpOXPTcvUbwPYoW95/mmvOQQBr6XPvg8/EiAu5uAjj3Cy/G9TFoDvVxxjj3xCTI7qb8pPd+StzygxG49fkvuPYp2OD30M1y8kHJZPSoOO
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) D2rSoa9cs/wvYKK4b1mahW+U7rmu16OFj0N/7S92tbrvRTuqj1tJ1W8XTHIPF8yPLs9fWU8he8Evi5wEr05m7y9L/QavKA/mL1ktQ69OyePPaAzwb2N9yG9yAs4vMKN2jz8Rpu90n2mvA/sgb1N8CG9vg0GPcBmRj3xhAE+VoBJvbi8xj2ffQc+PSwrPVScBb14s5q9VlCOPcyklrgUT9S9+8fGvbx06Lwyi5S9BwjDPbQHuTz0R8Y99bOKPMycQz0YETg88esHPWe8gD3qank7jc46vgCQJb1c0wE9JLAMPLo8xL2ijHc9xP4TPsEYorx8tIq9ZAv+u8Ep2Tydd0g9upm7PB6JX74YhZW97WCHPXfXAz71Ric+4bKIPdW7Mj4WhVI+mquJPZIiCb1Kh/q9NpXhPQmYhj02TnS+M1MAvphiUD3bdca7rcknPg0foT1MiQM+m6kJPl58mT1O4xU84jI5PKMyaz2zP/A8eId6vhWgcbyoz6Q91SHgPTs20js5kvE8N
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 73H7Aw9/VrnPK2EQj1otBE9l7t9PAvKh7wSWNO9ta5CvaEtyr3KSIS9wa+HvdmaNr0/h408LuOkPblImD3U30I94xvbvLsDjLqE2F88m0t6vP8A8zz7Emc8E32AvdiBKD21VSk6sqKTvdevAzyyn0Q9q0+PuxFKQT2COBQ9gBOAvasNVL0TWMU9XC7CvBM2Eb0Fj7q9JxIzvdkjkb3vfT892E02PIsTvD3RE0A8g8ZPPcotU71VVGa9MHsOPdymaL0Jkfe9+ScKvuoUGLxMW6479+NRPeUFtT3zYAU9RvtNPNBF2TssV7y7Aq3jvOXJ+j0iHHM8I7RivVDCXr2W5EU86nE5PJc437uTAQ+8QRK2vb4f0Dwk2NE8UFwTPdEgGb1Ok9s9ygTWOz4dMrvFyGA95i4vvL7ZRT24k6u9WP3aPIzkQr11LLe8FhhMPf9YbT0NBeO7Ijb7PH88fD33oe+8KeJIPZm0l70YFbk6uOyAPDX5BbwqeBG9t7MGvZHhdr3MaLM8D
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 7wn1Z69DCB+veElUj2LZN0845yNPEgOuj2s19k83kDKvU54sTzfmxC9uyEZO8PPIrx7WaW8X0MCvne2ejx0QXo9IjqtPb6ASDzqWl681ULsPVMlBL1dLuM86IvevMZNKj1bARe7/8PqvV8fbL30ss88wgvCO90jvT1H5IU96RcJvQ5TOz1BuB+8KRiqvTNllLwLHqW8/lbGPalW3rxbsMg8Q6jUPINGRj3FYUs9WfVAPbg6/LwtbKu8AG8xPWxOZb1Mdqe9xKxRvBpJjDye2NC9+6G2vdTRPz2qmD09861SPTaxeDwJWdO8I2VRO0mYErxqqpO9FHmpvVndH7x2rI08PJKkO3ptjj2tPwO9TGUovXtV7Twetea8fFTGvJq7yrmYcpW6EnRiOw0+dz1VaT29KlxhvOdXjr3ZvqA8g4CFvNSGrTzncXo9uA4DPfKSsby3DZw8vCnnvEhCdL3nxGm8fCVJvWq+Eb0x+M2951NIPbS7X7wkCsY831ikPWXBnb33h6o8L
    OP_PUSHDATA2(77) Qq7vBeG7rwvl7K87yhSvcTnB7oGnM26QX8ovXEdej08+te8QZZpvO5mNr3NCdq8r0jIOzKBeLzuJqg8NvmlPPiZ6jxedEk9DSeCvNGxoTxcGQc9GEQ+uedS6Lu+qiw7Jf8CPZQtwbzI8408csifvc9gwr22nJa7InrevEdEHL2JLoe93soyO3QMOr3jYEc9xiIvPTHlm73P5sG8poMqO9Ron7xkxhE8cEGYO2HKKz0b5y69/eyIPDnehjzMKZa9OOnBvYPGHb4/Cga+f/cfPskwaD1Q5w09DvELPQVAKj74nxQ+yZBlvAri2DwMmo49Et9uve/8J712osC95ruSvff6KT1/yNc8CfGJvfpWyDu4cZs9ENhMPcokBL1XyOS8otSJPQQDprzkOR292G89vf9tUb7MofY8r2cOvQX2kL31jrs9K/6VPefntz0VSgy9OyXoPB8y6j2OCnW9Z2YGvn5MBL7K8Dy90u7nPVFvGL3O2TS8Z3PyvDpAID5KbwQ+aQJDPIQOe
    OP_PUSHDATA2(77) j2cSQI+jazYvRm+nL1AV6i9a/vYvWgHTT3dDfS8y0uRve6Ccj1TyHM98UODPZROBL3WpP68uAWrPR6sib2oBAa++5u8vWxVOL6iV1A8Owwmvapg4L1FFa09WlKlPc6EIz42KxA9J+RNvWSVuDzr1/68DDfGveMNmb0d1JU8D2LePOUjmb0lV/M9h3hpvf5/zz0d4MM82dPAO+G/gTxQVvw9eikAvZths70KRU29HyLxvDaOBb3d/i69LtMXvXKEXr11YVQ9WQ+7Paa3gL25jjy9e1gHPnBV3bxvH7i9vA3AvfXUCb4mIuy8JoSFvVpFpr0Qigg96mORubFE0jyJKIc9plwwvayuoD0X+lC8gf1DvMu6OzoIUwU7L9FRPBAwob3KCrI99/iRvYf3XD0Zujk9v+yRPIA0k70sjbs8OEH8PM2WEDzKSA49wooXPZ2Ogry7lv698SGTPBp+m71pFfk6votGvWoVubsHBfg7h9GoPZIoArx5mMo8fpIfvQ+ocb3di4E71
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) +zJvBlJnbxtONY9As8mvCFgnz0bHZs8sc1GvTKm+bu5xLi8zB15vYIeGzr0/MU94Q2BPQuvLLzrThg9CIUzPfniAD0dxA89mvQUPcgNsbxRFZu9LaMBPHGOk71wIbS8CUyePbXjxbprG5697vcmvW/GIT03OeO7r0YoPTWuqLv2ip85AuwvPbK00TycvYQ7ECEMvm2WRDzcyBs8Ek/2ulhTR7w2Yqo9mdj4PEKtdj36hds9E6nZvPgcjr2lmeq8Yn3SvNKKmL2gunU91T40vPUfr71zt8Y8RaALPfv6OT1je+Y9f1wKPB830LwThZS7ZRHUu4Fk07zqJyi9QDe3PfRGqjwm6329Pb9aPJVJhT1J8a65J9DcPAWuTr0WZYC9sZRjvduOfTwKgZo8XZwWvTsQzDx5MTe9VrgcvVvb9jw9dM08ck+Du3ESmj2YRlc9Rq6bvcJ0cbvkngA86NgvvR+vIr0w1OM9y1aTPeHwML3Mqrg9fg26vJZSQj3GEAs9WsMZPauEi
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) zuJdbK8ScU9vTODuTxu1ck9+0MevSO+wjzU4Mg9AqHfvHNdtb073Sc9YcnivJCtzr3T+oq9hXIuPcbZ0DzpKlc94EaxupSOa73cbom7ZdGvPZCj+L0rKH68gzZRPd7H4TzW1rW8tAWLvJQEoD1mT1y9S1PvvQ97E76WLzG+0Yy6PWI8bj2ERt27zR/fvL3yOj67MrY9RbjsvJZ+gT22GTE9rk4rvd+itb3gQHO9tlw8vos30T1mT7U9ZzIgvgr6krzw4Ew9nSW7PZqhs73xHek6lODEPUtVpr0Ykte9ZwW4vBLwX74Ljxk9TmtIPIMFob35oym8Lk6jPVWD8j0+9pG7iBc/vYEJ0j1oOEm9eurQvfNsir2xycy9MzqFPdgSTbrZDgq9cSvBut9psj244sg92je7Oz9bHD1kewU+SGqmvTHZ673YZca9qockvraKuz24adM5KF6uvaMHOj2/0lg9pm3WPUA6C76Jy4A9ZNwWPtd15rsJh5W9+GkVvqbiQL6cFBY9U
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) W4nvckLFr2877U87hUCvS+6kLx1OJ49jwhMPeN7OT3booK8qpW6vX3GzLxdUli93hiDPfXh6jymQTg9z4asvTGQgD0ru9M9CXnevN1Ilzs3n5Y8LxYcvGUInLwNtiG9HcYgveIlQr0IkeW7werJvQNBiL1+Lhu9IWHdPL1Jwbzmwsu8W4XiPStVOT3FR3S8ClpyvXYXir0a+5g8vfsWveRavb0KSkU9+bIRPdGNWj060yq8NzOnPLGAgD07C2E8pbvgvUPl4L2ZgiA9c7NRPaKA5DtOEEq9luQCPYskRz3xTIk9dSqHu9KEmj31LB09fuOavfZSnbuvepu9YraTuj7LJj0g+kG9FkOjvYMxjT14GqY9FoxAPQIVrL0ShG49XEWRPVH3pjy2xWy9cServanAHL1qdNo8PRabvOJ8fLz0+OA9V9NDPQb0iz3X04G8i/YlvBAFCDxnMzO9beHgvSv6C72Q+LG8d0OfPUczcjzwM1Q7I2BHPWIIcj3geA8+QnBgvKkb2
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) b1g8go8RuKsPRB1hD3vC6E9neKLPQggrL1wwmk9+GVKvbVW9L0B/nS9TghAvA6jJrwQxqa90WG2u/odsz1Ulrg9qjZYPXbV6zwJqo69IUL1PC8eFr2S/5m9cnIEvRA3ELpCW7c82pZavdsDyD2rDjQ9fMmmvDtEWDwI4jC9CHoDPTB7FD2C7T29eusWvS/hCz2F3mu7i/AovbNxwzwzvnQ9bV+IPUZndz2yZ9c9Jd4iPcKGmL1eu+E9ZvO5vbrC3b1Db6W9Cb9fvQ3ziL0/JeS8qG2HPfYYkz3FA/Q91RG/PZ6xmr0b1Zm8zrQBPhrvxL1j3oC9mAW7vaEpxrx1gAk9fXU/vPw/kz3UMiQ8LVPVPGo/djxAlhW9LeunuwsC5T0Etby9hknOvKIkAT0HG089Oie0vZ9ZzbyUySk9H8ekPOO4azvTZZQ9dCrJvHGJQjzkfcw9wwaevdum8L3taOU83BAEvQ64t71tz0m8F1hTPVmZCz36pr28gD1KPfpFo71oV7682
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) DzmmfA9ATiDPeGXPL24uIq8Aa9NvSalHL3j6sQ5dLMzvSD6mr2qc5i9R1KpPHY4er2tIOS8ENkrPdzTOj1PSFO81fFePIBwjb0yVYi9DgGEu4PB6L1vq4W80IG0PPPkSD1x04k9GKsLPW1TDT2JYTs9+uKavDroAL1Q3Fq3Jd0LPdEPNb2Zv2w8DMSYvW/LRT1U0sw77CZCPT95az3l+SI9px5nPQpnizwgQrc7Xn2EvKHvBDzcjAC8Un2kveYPmbzzJOa868Y0vfyEE73AIK68A0QePTwoIj2iHh28puqoPImlib2k8xq8VwqsPFbPjr190Sm8Mv+pvBK17zxa31I9CY5dvRfxRb1K4QW7lqKOOsb1lDw6ghw9sj/YvMv3m72yBN273G6AvRpHoz3ar989fnctPexjhT3I5Ha9NGr8PGnQHTuV8yw8ED2Bvau6drw7Qnu96hjivRJlhT0nhZm7rFcaPLbylr3R1W89XmWPO4SbSjuI25K99IRsveqUWLyTGaQ8/
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) jwId2w8djdavZjlj7zlPq48WCwNvejERDzxGQs9fFGVvQwnzTwn0YQ9kaebPN4Kur2Y87m8srAJPW34XT2ClzC8vEqRvScL8L3614682h2BvOlDVb3bzMg9nRKBPcfIcD2KLV09DqBDPIrSuT2tX9k8K+rWvaoldbzxXAW9R9q9PU9yRT15ugq93HlkvayrAj5cJvg9nk62vKoX7rsLcho91BBJPaeodL2+fri8oo9wvdsgEb2ofMG8++DpvRPT9bw87T68yxdsPIZsor3aqqe8sivlPfTPNz18Tyc8qd7Zumw3mL2P3Bs9+JFyO+w12b3RQ0U9Yn4KPfLCTT1YAVA9IuUKvcRE1zzovvO8yeGMvCMijbyX4ry9f1KbPVxevj0daBG9LEDTvY7jGD1Wb1c9Stp7vPg5BD1zPvg8POIiO9ehSL17DEK92gWAvSkC9Dws27W7YzoQvifTN73W/q86sbaNPRjTrb1KF0O9oFmJPau/FD0RAmI6JcOxvRKmp73PCTg9U
    OP_PUSHDATA2(77) hFnvClzQL1cXCy8nP/2PN8U2z2fWBw9m8pCvQGqjT3G/MC36NwGvWSz+bzvYdm863LUOXE7nD3vxZK9niOZvWbJzD3z09o9axo5vPpfFb0bLLY9j6pDOgLphr1ikpS8LWB3vYHA0TwVPVk90oUmvkvtPb0D0GQ8hWPXPQjha73fD3y96xbAPXG1D70tieK7xFiSvcNyl73YHoU9BsorvIwDHL4Oqy89wGc9PJkr+D1eAEs8fa00vK+HHD4aX6i9nuT+vCsBfb1FwwW+t11NPX75CLzoPpC7yPfMvRqfAj5tqLk9lr/bvCcDSzuJSs49+/Z3vSeRzbxUnb29OmgWvmwLIjxtcFC8kKf4vbVaD73D4gk9c/X2PfcT/r3in1O9O7EKPjpevLu1Ptu8yNz9vUqIAL49KIa8c4ZAPEe/mb0Rktk8k+DIPda5AT5qowg9A1QuO0djhT3badS6ZxqyvRSjJb1VBOm9tirLPK5gKzypImy92l+dvY3WBryolcw8SNF/vJ71J
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) HWEvVkvhr1MiZu6kL9ePS650T0ol5E9Cy9FvB9SrT1+VWi7wz3vvNhmUb0nG529P5PRuj6Hor2rmoA94/TRvNb1Dj2hr7M9ASkYPZ0AETzZrzA9kM6JPL8OCr2SpCy9/awiO01RIr3tAUu+gL0CvnuXOzw3EOc62Y2ePYWdbb1CpYy8qLnbPZJ7kz0q8oK9TjyuvdPe5b2RpDm8tOifvSL5Yr1T+Dm85MepvOhbNj0sDFs9tf4LvV0bsDuwGA49TrIIvFg7Z73j/om9pn8WPdLW1b0WpFY83S++vUYpJT30Hcc9nbEDPEUKHb3S+tS7Lcx5PVes1Ly7Cr29ERKCvLIBTDuPPwK+tr5pvfmmRryICAe9My/PPNbKi73tKsC8OOmfPemVXD3NUs08dhR1vTO4rb2+dV69iZWYvccryLwfy8I6DpDUPCgDEz12IZs9JeyJvQ/gsj0fnpQ8dzK7vDdJIL0U7469TkLmvIPpaL1H/rU9TUPdveOdJbxoLjY9RyWtul17C
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) TkUb7k9pb9lPXQ2jT3LZ7Q9M2iOvcvyS70OYUi94I+1vUJCQL08jIC9gTb3vd01B74+6hI9tea2PZcqzj1Xor89qcINPJkmur2cC7+96soPPVS5sr0K0Bs8+5WYvVOtL72BOhk9an81vUHuNz1VVmg99mkXPPCkrLviZi091iy4PD1Pxzw0BgE9T5/ZvW5mLD2oDoO9b2w3vRQruj1/eQE+NI6yPVbfvzz5ZIg9JAcXvWhIj72R3Ym8aeVbvd84EL00rTy9o9XIvd5M8rwg0hC9MboIPjR63jzKwKU83GpXPJ4xqb2n1se7BfbkPBjB670xvcW8GzsQPJvZqr18TFo7NYiTvdbj5D16z4g96JvSPbnoKj0z1ck9uupCPJo8zb3WQns9bQRkvY0fr7ypOwC+Qq2GuVHRGb2Qri0+2JsaPcWhmj0Z6Ug92zC1Pb80Z71NNWE8/HguPHBip73rljy9tNMHvl7gmL2jYdg8Vp27PeSwqD3ZQiM9MLo4PV+tJL2010K9R
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) jgLPEqDGb181F88p3+LOzlGGD0ku6g9oAg5vXblmr3JqTq8HzQ/POYGqrw2x3g9LjiBvYMTh7pVKoA9eyLuveNBLr3KlJq8DAyEvIdXhr35G3e9F5bPvFOtEr22QLG9Wr2QPQDIU715I/C82kiLvUGB0jz+2Su9+7btPCGowb1l15u8PwZDvVgWF72ZH2C91+rivftVtr2kA6u8n9LRux+ChzyH3nk8g2YgvHayEjowrhW7RuLyvaeLlb1IW5Y91yc8vFq8PL20P8Y98gYhvcrbzb3Jvg8+s3oAvp6RiTysJiY9U8iWvIf8u70qnru9aqULPGqeG7skl7O96BGsPdWcnL3Gl/+8S9AovX0P5jyG+/W8ZozuPA8Dwr1I7py9jSUavBjGKz2g7NG8AhyDvdScxrxwKB28B9+VvPQyPz0TZUM9QdL8u/MSoDw0geM8jOiIvXMj37ykOOk9rMAMPYAbET1ljTs9P61Ivf1fP7305KY9l/7WvaQXX72b+5g8zmcCvd/uj
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) 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
    OP_PUSHDATA2(77) FiavmKOj773dS0/aYZYP//WMD/4xV4/ruAAv1zQib5l+1C/mdpWP0rXpj4SuTq/uLiBvZ7Loz4/9BE/CykVv4byeD9L5eu/0WHvPw==", "training_traits": {"structure_gen": "Triangle", "n_layers": 10, "max_nodes": 13, "activation_func": "ReLU", "epoch_num": 5}, "classes_name": ["Cryptoadz", "Cryptopunks", "Moonbirds", "Nouns"]},m=25,b=50,y=59+11/12,w=59+11.5/12,v=60;function z(e,t){const n=Math.log(1-t)/Math.log(1-e);return e=>1-Math.pow(1-e,n)}class V{constructor(e,t,n){const{model:r,inputDim:i}=j(t,n);this.model=r,this.inputDim=i,this.iterati
    OP_PUSHDATA2(77) on=0,this.stage=0;const o=new Date(parseInt(e.birthYear),0,1).getTime(),a=new Date(parseInt(e.birthYear)+1,0,1).getTime();this.birthDate=new Date(Math.floor((o+a)/2));const l=zr.filter((t=>t[0]==e.lifeCycle))[0][2];this.growSpeed=365/l,this.cycleLength=60*l*24*3600*1e3,this.growthFunc=z(.4,.8)}updateAge(e){const t=(e.getTime()-this.birthDate.getTime())/31536e6*this.growSpeed;this.iteration=Math.floor(t/60);const n=t-60*this.iteration;let r;this.age=n;let i,o=0;if(n<25){let e=map(n,0,25,0,1);o=this.growthFunc(e),r=(
    OP_PUSHDATA2(77) 25-n)/60,this.stage=1,this.stageRatio=map(n,0,25,0,1)}else n<50?(o=1,r=(50-n)/60,this.stage=2,this.stageRatio=map(n,25,50,0,1)):n<y?(o=map(n,50,y,1,0),r=(y-n)/60,this.stage=3,this.stageRatio=map(n,50,y,0,1)):n<w?(o=0,r=(w-n)/60,this.stage=4,this.stageRatio=map(n,y,w,0,1)):n<60&&(o=0,r=(60-n)/60,this.stage=5,this.stageRatio=map(n,w,60,0,1));n<50?i=map(n,0,50,0,780/880):n<w?i=map(n,50,w,780/880,800/880):n<60&&(i=map(n,w,60,800/880,1)),this.nextStateTimestamp=Math.round(e.getTime()+this.cycleLength*r),this.statePercen
    OP_PUSHDATA2(77) tage=round(100*i);let a=(25-n)/60;a<0&&(a+=1),this.nextStableTimestamp=Math.round(e.getTime()+this.cycleLength*a),this.growth=o,this.model.updateNeurons(o,this.iteration)}getBrainStatus(){return{totalNeurons:this.model.getTotalNeurons(),neuronsLife:this.model.getNeuronsLife(),stage:this.stage,inputDim:this.inputDim,stageRatio:this.stageRatio,age:this.age,growth:this.growth,nextStateTimestamp:this.nextStateTimestamp,nextStableTimestamp:this.nextStableTimestamp,rebirthCount:max(this.iteration,0),statePercentage:this.
    OP_PUSHDATA2(77) statePercentage}}classifyImage(e){const t=new G(e,1,e.length);return this.model.forward(t).mat[0]}}class M{constructor(e,t,n,r,i){this.p=e,this.v=t,this.size=n,this.shape=i,this.col=r}getRadius(){return 1==Oe?1*this.size/2:2==Oe?7*this.size/16:3==Oe||4==Oe?4*this.size/7:0}update(){this.p.add(this.v)}draw(e,t,n,r){const i=this.p.x*r,o=this.p.y*r,a=this.size*r,{col:l,shape:s}=this;let h,c;1==n?h=c=l:2==n?(h=dr(t,1),c=l):(h=dr(t,0),c=dr(l,1));e.stroke(dr(c,map(1,0,1,.25,1))),e.fill(dr(h,map(1,0,1,.15,1))),3==n&&e.fill
    OP_PUSHDATA2(77) (dr(h,0)),1==s?e.ellipse(i,o,a,a):2==s?e.rect(i,o,7*a/8,7*a/8):3==s&&(e.beginShape(),e.vertex(i-4*a/7,o),e.vertex(i,o-4*a/7),e.vertex(i+4*a/7,o),e.vertex(i,o+4*a/7),e.endShape(CLOSE))}}class E{constructor(e,t,n,r,i,o,a){this.center=e,this.len=t,this.angle=n,this.v=r,this.angV=i,this.c1=o,this.c2=a}getEndpoints(){const e=createVector(this.len/2*cos(this.angle),this.len/2*sin(this.angle));return[Vector.add(this.center,e),Vector.sub(this.center,e)]}update(){this.center.add(this.v),this.angle+=this.angV}draw(e,t){const
    OP_PUSHDATA2(77) [n,r]=this.getEndpoints(),i=n.x*t,o=n.y*t,a=r.x*t,l=r.y*t,s=this.c1,h=this.c2;var c=e.drawingContext.createLinearGradient(i,o,a,l);c.addColorStop(0,s),c.addColorStop(1,h),e.drawingContext.strokeStyle=c,e.drawingContext.globalAlpha=1,e.line(i,o,a,l),e.drawingContext.globalAlpha=1}}function S(e,t){const n=random(TAU),r=random(e,t);return createVector(r*cos(n),r*sin(n))}class R{constructor(e,t,n,r,i){this.wall=n,this.maxR=i;const o=t.length;this.nodes=[];for(let a=0;a<o;++a){const o=[],l=.25*t[a];for(let t=0;t<l;++t){
    OP_PUSHDATA2(77) const t=createVector(random(n.xLeft,n.xRight),random(n.yTop,n.yBottom)),l=S(.02*i,.05*i),s=random(10,25)*i;o.push(new M(t,l,s,e[a],r))}this.nodes.push(o)}const a=A(e);a.unshift(e[0]),a.push(e[e.length-1]),this.lines=[];for(let e=0;e<=o;++e){const r=[],l=(0==e?1:t[e-1])*(e==o?1:t[e])*1.5;for(let t=0;t<l;++t){const t=createVector(random(n.xLeft,n.xRight),random(n.yTop,n.yBottom)),o=random(5*i,10*i),l=random(TAU),s=S(.02*i,.05*i),h=random(2e-4,.001);r.push(new E(t,o,l,s,h,a[e],a[e+1]))}this.lines.push(r)}}reflectNode(
    OP_PUSHDATA2(77) e){const{xLeft:t,yTop:n,xRight:r,yBottom:i}=this.wall,{p:o,v:a}=e,l=e.getRadius();(o.x-l<t&&a.x<0||o.x+l>r&&a.x>0)&&(a.x=-a.x),(o.y-l<n&&a.y<0||o.y+l>i&&a.y>0)&&(a.y=-a.y)}reflectLine(e){const{xLeft:t,yTop:n,xRight:r,yBottom:i}=this.wall,[o,a]=e.getEndpoints(),l=e.v;(min(o.x,a.x)<t&&l.x<0||max(o.x,a.x)>r&&l.x>0)&&(l.x=-l.x),(min(o.y,a.y)<n&&l.y<0||max(o.y,a.y)>i&&l.y>0)&&(l.y=-l.y)}update(){for(const e of this.lines)for(const t of e)t.update(),this.reflectLine(t);for(const e of this.nodes)for(const t of e)t.update(
    OP_PUSHDATA2(77) ),this.reflectNode(t)}draw(e,t,n,r,i){const o=i/this.maxR;for(const t of this.lines){const n=t.length*r;for(let r=0;r<n;++r)t[r].draw(e,o)}for(const i of this.nodes){const a=i.length*r;for(let r=0;r<a;++r)i[r].draw(e,t,n,o)}}}function I(e,t){re(e),e.fill(0),e.rect(0,0,500,500),ie(e),e.noStroke(),e.fill(dr(cr("#000000"),.5)),e.push(),e.translate(250,250),e.scale(t),e.translate(-250,-250),e.beginShape(),e.vertex(235.2,24.9),e.bezierVertex(215,24.6,185,11.4,164.8,11),e.bezierVertex(147.2,10.7,129.3,10.4,112.2,14.7),e.
    OP_PUSHDATA2(77) bezierVertex(95.1,19,78.5,28.5,69.6,43.8),e.bezierVertex(57.699,64.199,61.599,90.199,70.199,112.2),e.bezierVertex(78.799,134.2,91.6,154.6,97.199,177.5),e.bezierVertex(102.499,199.2,100.899,222.5,92.799,243.2),e.bezierVertex(83,268,64.6,288.3,48.9,310),e.bezierVertex(33.2,331.7,24.5,337.5,26.599,364.1),e.bezierVertex(28.2,384.1,61.399,404.2,75.7,418.3),e.bezierVertex(90,432.4,73.7,488.2,91.9,496.7),e.bezierVertex(124.2,511.6,159,472.5,194.3,468.1),e.bezierVertex(211.6,465.9,267.4,501.5,283.9,495.9),e.bezierVertex(34
    OP_PUSHDATA2(77) 0.7,476.7,298.599,428.9,355.4,409.7),e.bezierVertex(370.799,404.5,454.5,407.6,464.4,394.8),e.bezierVertex(478.599,376.3,474.7,349.3,464.299,328.4),e.bezierVertex(453.9,307.5,438.099,289.5,428.699,268.2),e.bezierVertex(412,230,419,182.6,446.1,150.9),e.bezierVertex(449.7,146.7,453.6,142.7,455.8,137.6),e.bezierVertex(459.4,129.299,457.5,119.6,454.8,111),e.bezierVertex(443.2,73.4,417.3,40.4,383.6,20.299),e.bezierVertex(358.1,5,343.2,-.4,313.5,0),e.bezierVertex(287.5,.4,261.6,25.4,235.2,24.9),e.endShape(),e.pop()}functi
    OP_PUSHDATA2(77) on C(e,t,n,r,i,o){let a,l,s;re(t),t.fill(0),t.rect(0,0,500,500),ie(t),t.noStroke(),t.fill(dr(n,.5)),1==i?(l=0,s=25,a=map(o,0,25,500,0)):a=0,t.rect(0,a,500,500),e.noStroke(),e.fill(r),e.rect(0,0,500,500),e.beginShape(),e.vertex(435.2,373.8),e.bezierVertex(433.7,384.1,433.3,393.7,430.8,402.7),e.bezierVertex(424.1,426.3,408.9,442.9,386.3,452.5),e.bezierVertex(383.2,453.8,381,455.5,379,458.3),e.bezierVertex(348.6,501.7,285,502.4,253.5,459.8),e.bezierVertex(252.5,458.4,251.4,457.1,250.3,455.6),e.bezierVertex(246.2,460.3
    OP_PUSHDATA2(77) ,242.7,465.1,238.5,469.1),e.bezierVertex(203.8,502.8,148.8,497.4,120.7,457.8),e.bezierVertex(119.3,455.8,117,453.9,114.7,452.9),e.bezierVertex(84.9,440.6,66.2,412.9,66.4,380.7),e.bezierVertex(66.4,376.3,65.3,373.7,61.7,371.1),e.bezierVertex(33.5,350.4,25.3,313.2,41.8,282.4),e.bezierVertex(43.2,279.9,43.6,278,42.1,275.1),e.bezierVertex(28.2,247.7,30.4,221.6,49.6,197.3),e.bezierVertex(51.7,194.6,51.7,192.3,51.2,189.4),e.bezierVertex(46.8,164.8,53.5,143.7,71.1,126.1),e.bezierVertex(77.699,119.6,85.399,114.8,94,111.5),
    OP_PUSHDATA2(77) e.bezierVertex(96.1,110.7,98.3,109.9,100.7,109),e.bezierVertex(100.2,106,99.8,103.2,99.4,100.4),e.bezierVertex(96.6,79.7,107.1,58.7,125.2,48.2),e.bezierVertex(129.4,45.8,133.4,43.2,137.3,40.3),e.bezierVertex(154.2,28,172.3,18,192.5,12.1),e.bezierVertex(202.7,9.1,213.1,7.2,223.8,8.8),e.bezierVertex(233.8,10.3,242.4,14.9,249.7,22.4),e.bezierVertex(250.7,21.7,251.6,21.2,252.3,20.5),e.bezierVertex(263.8,9.9,277.5,6.8,292.6,9),e.bezierVertex(316.9,12.6,338.1,23.5,358.1,37.1),e.bezierVertex(364.3,41.3,370.5,45.5,376.9,49
    OP_PUSHDATA2(77) .5),e.bezierVertex(395,61,404.3,82.9,400,104.5),e.bezierVertex(399.7,105.9,399.5,107.3,399.2,108.9),e.bezierVertex(402.7,110.3,406,111.4,409.3,112.9),e.bezierVertex(438.5,125.8,455.1,157.3,449,188.7),e.bezierVertex(448.3,192.4,448.6,195.2,451.3,198.4),e.bezierVertex(469,219.5,471.6,249.7,458.1,274.9),e.bezierVertex(456.7,277.5,456.5,279.4,458,282.2),e.bezierVertex(475.1,314.2,466.5,351.1,437,372.3),e.bezierVertex(436.2,373.1,435.1,373.8,435.2,373.8),e.endShape(),e.fill(n),e.beginShape(),e.vertex(435.2,373.8),e.bezi
    OP_PUSHDATA2(77) erVertex(433.7,384.1,433.3,393.7,430.8,402.7),e.bezierVertex(424.1,426.3,408.9,442.9,386.3,452.5),e.bezierVertex(383.2,453.8,381,455.5,379,458.3),e.bezierVertex(348.6,501.7,285,502.4,253.5,459.8),e.bezierVertex(252.5,458.4,251.4,457.1,250.3,455.6),e.bezierVertex(246.2,460.3,242.7,465.1,238.5,469.1),e.bezierVertex(203.8,502.8,148.8,497.4,120.7,457.8),e.bezierVertex(119.3,455.8,117,453.9,114.7,452.9),e.bezierVertex(84.9,440.6,66.2,412.9,66.4,380.7),e.bezierVertex(66.4,376.3,65.3,373.7,61.7,371.1),e.bezierVertex(33.5,
    OP_PUSHDATA2(77) 350.4,25.3,313.2,41.8,282.4),e.bezierVertex(43.2,279.9,43.6,278,42.1,275.1),e.bezierVertex(28.2,247.7,30.4,221.6,49.6,197.3),e.bezierVertex(51.7,194.6,51.7,192.3,51.2,189.4),e.bezierVertex(46.8,164.8,53.5,143.7,71.1,126.1),e.bezierVertex(77.699,119.6,85.399,114.8,94,111.5),e.bezierVertex(96.1,110.7,98.3,109.9,100.7,109),e.bezierVertex(100.2,106,99.8,103.2,99.4,100.4),e.bezierVertex(96.6,79.7,107.1,58.7,125.2,48.2),e.bezierVertex(129.4,45.8,133.4,43.2,137.3,40.3),e.bezierVertex(154.2,28,172.3,18,192.5,12.1),e.bezier
    OP_PUSHDATA2(77) Vertex(202.7,9.1,213.1,7.2,223.8,8.8),e.bezierVertex(233.8,10.3,242.4,14.9,249.7,22.4),e.bezierVertex(250.7,21.7,251.6,21.2,252.3,20.5),e.bezierVertex(263.8,9.9,277.5,6.8,292.6,9),e.bezierVertex(316.9,12.6,338.1,23.5,358.1,37.1),e.bezierVertex(364.3,41.3,370.5,45.5,376.9,49.5),e.bezierVertex(395,61,404.3,82.9,400,104.5),e.bezierVertex(399.7,105.9,399.5,107.3,399.2,108.9),e.bezierVertex(402.7,110.3,406,111.4,409.3,112.9),e.bezierVertex(438.5,125.8,455.1,157.3,449,188.7),e.bezierVertex(448.3,192.4,448.6,195.2,451.3,1
    OP_PUSHDATA2(77) 98.4),e.bezierVertex(469,219.5,471.6,249.7,458.1,274.9),e.bezierVertex(456.7,277.5,456.5,279.4,458,282.2),e.bezierVertex(475.1,314.2,466.5,351.1,437,372.3),e.bezierVertex(436.2,373.1,435.1,373.8,435.2,373.8),e.endShape(),re(e),e.fill(r),e.beginShape(),e.vertex(184.3,473.2),e.bezierVertex(164,473.2,144.7,462.099,134,444.3),e.bezierVertex(131.7,440.5,129.1,438.5,125,437.1),e.bezierVertex(97.3,428.1,80.5,400.6,85.2,371.8),e.bezierVertex(86.3,365.1,85.8,364.1,79.9,361.2),e.bezierVertex(57.2,349.8,46.2,323.3,54.3,299.7)
    OP_PUSHDATA2(77) ,e.bezierVertex(54.7,298.599,55.1,297.7,55.5,296.9),e.bezierVertex(55.6,296.599,55.8,296.4,55.9,296.099),e.vertex(57.9,291.499),e.vertex(62.5,293.599),e.bezierVertex(64.9,294.7,67.3,295.799,69.5,296.9),e.bezierVertex(74.5,299.299,79.1,301.599,83.9,303.099),e.bezierVertex(89.8,304.9,96.5,305.499,102.7,305.9),e.bezierVertex(102.8,305.9,102.9,305.9,103,305.9),e.bezierVertex(106.6,305.9,108.9,302.799,109,299.799),e.bezierVertex(109.1,296.199,106.6,293.4,102.7,292.799),e.bezierVertex(101.3,292.599,99.9,292.4,98.4,292.29
    OP_PUSHDATA2(77) 9),e.bezierVertex(94.3,291.799,90.1,291.299,86,289.9),e.bezierVertex(68.9,284,56.5,270.2,52.7,252.799),e.bezierVertex(48.9,235.499,54.5,217.7,67.6,205.299),e.bezierVertex(71.9,201.299,72.7,198.1,70.8,192.399),e.bezierVertex(64.2,172.2,68.8,153.99,84.2,139.599),e.bezierVertex(94.2,130.199,105.5,125.399,117.8,125.399),e.bezierVertex(124.3,125.399,131.1,126.799,137.8,129.599),e.bezierVertex(157,137.399,167.9,152.799,169.4,173.99),e.vertex(169.4,174.399),e.bezierVertex(169.5,175.899,169.6,177.2,169.9,178.299),e.bezierV
    OP_PUSHDATA2(77) ertex(170.7,181.2,173.2,183.2,176.1,183.2),e.bezierVertex(176.299,183.2,176.5,183.2,176.7,183.2),e.bezierVertex(180.1,182.899,182.6,180.299,182.7,177),e.bezierVertex(183.1,162,178.299,148.2,168.399,136.1),e.bezierVertex(158.2,123.5,144.899,115.8,128.799,113.199),e.bezierVertex(123.499,112.299,120.399,109.799,118.899,104.99),e.bezierVertex(113.899,89.699,120.699,72.299,134.899,64.499),e.bezierVertex(139.99,61.699,145.799,60.199,151.7,60.199),e.bezierVertex(162.2,60.199,171.899,64.799,178.1,72.699),e.bezierVertex(179
    OP_PUSHDATA2(77) .6,74.6,180.799,76.6,181.9,78.499),e.vertex(182.2,79.099),e.bezierVertex(183.2,80.699,185.2,83.299,188.4,83.299),e.bezierVertex(189.5,83.299,190.6,82.99,191.7,82.399),e.bezierVertex(195.1,80.599,196,76.99,194,72.799),e.bezierVertex(190.1,64.799,184.1,58.499,175.6,53.299),e.bezierVertex(174.6,52.699,173.7,52.099,172.5,51.499),e.vertex(170.5,50.299),e.vertex(163,45.899),e.vertex(170.5,41.599),e.bezierVertex(182,34.99,193.1,30.799,204.4,28.599),e.bezierVertex(208.6,27.799,212.9,27.399,217.2,27.399),e.bezierVertex(217.
    OP_PUSHDATA2(77) 6,27.399,217.9,27.399,218.3,27.399),e.bezierVertex(231.4,27.599,242.7,38.199,243,50.599),e.bezierVertex(243.4,64.899,243.3,78.99,243.2,93.799),e.bezierVertex(243.2,99.799,243.1,105.899,243.1,112.099),e.vertex(243.1,119.199),e.vertex(236.4,116.799),e.bezierVertex(235.7,116.499,235,116.299,234.4,115.99),e.bezierVertex(233.4,115.599,232.6,115.299,232,115.199),e.bezierVertex(230.6,114.899,229.2,114.599,227.8,114.299),e.bezierVertex(223.8,113.499,220.1,112.699,216.4,112.499),e.vertex(216.2,112.499),e.bezierVertex(212.5,
    OP_PUSHDATA2(77) 112.499,210.7,115.599,210.6,118.599),e.bezierVertex(210.4,122.399,212.7,125.099,216.4,125.399),e.bezierVertex(230.1,126.399,238.9,133.099,242.3,145.199),e.bezierVertex(243.2,148.399,243.2,151.599,243.2,154.499),e.vertex(243.2,155.099),e.bezierVertex(243.2,254.199,243.2,330,243.2,400.599),e.bezierVertex(243.2,401.99,243.2,403.4,243.2,404.9),e.bezierVertex(243.3,411.099,243.3,417.599,242.3,423.9),e.bezierVertex(238.1,449.2,219.6,467.799,194,472.5),e.bezierVertex(190.9,472.9,187.6,473.2,184.3,473.2),e.endShape(),e.beg
    OP_PUSHDATA2(77) inShape(),e.vertex(315.8,473.1),e.bezierVertex(309.3,473.1,302.8,472,296.5,469.9),e.bezierVertex(270.4,461,253.8,434.9,257.1,407.9),e.bezierVertex(260,384,273.8,366.8,297,358.3),e.bezierVertex(297.7,358.1,298.3,357.8,299,357.6),e.bezierVertex(299.8,357.3,300.6,357.1,301.2,356.8),e.bezierVertex(304.3,355.4,306,351.8,304.9,348.7),e.bezierVertex(304,345.9,301.7,344.2,299,344.2),e.bezierVertex(298.6,344.2,298.1,344.2,297.6,344.3),e.bezierVertex(288.1,346.3,279,350.9,269.7,358.3),e.bezierVertex(268.9,358.9,268.1,359.6,2
    OP_PUSHDATA2(77) 67.2,360.4),e.vertex(265.5,361.8),e.vertex(258.5,367.6),e.vertex(257.4,358.6),e.bezierVertex(257.3,358,257.3,357.5,257.2,357.1),e.bezierVertex(257,356,256.9,354.9,256.9,353.7),e.bezierVertex(256.9,334.8,256.9,316,256.9,297.1),e.bezierVertex(256.9,260.3,256.9,222.3,256.8,185),e.bezierVertex(256.8,170.7,268.3,158.8,282.5,158.4),e.bezierVertex(284.8,158.3,286.7,157.6,287.9,156.2),e.bezierVertex(289.099,154.9,289.599,153.2,289.5,151.3),e.bezierVertex(289.3,147.5,286.7,145.1,282.7,145.1),e.bezierVertex(282.5,145.1,282.2
    OP_PUSHDATA2(77) ,145.1,282,145.1),e.bezierVertex(278.8,145.3,275.5,146.1,272,146.9),e.bezierVertex(270.9,147.2,269.8,147.4,268.6,147.7),e.bezierVertex(267.9,147.9,267,148.2,265.8,148.7),e.bezierVertex(265.1,149,264.4,149.3,263.5,149.6),e.vertex(256.8,152),e.vertex(256.8,114.6),e.bezierVertex(256.8,95,256.8,75.4,256.8,55.9),e.bezierVertex(256.8,38,267.2,27.3,284.6,27.3),e.bezierVertex(285.3,27.3,285.9,27.3,286.6,27.3),e.bezierVertex(299,27.9,318.7,34.5,329.6,41.9),e.vertex(336.1,46.3),e.vertex(324.4,53.3),e.bezierVertex(316.2,58.2,
    OP_PUSHDATA2(77) 310.2,64.6,306,72.9),e.bezierVertex(304.2,76.4,305.1,78.5,306.1,80),e.bezierVertex(307.4,81.9,309.4,83,311.6,83),e.bezierVertex(313.7,83,315.7,81.9,317.1,80.1),e.bezierVertex(317.4,79.7,317.8,79,318.1,78.4),e.bezierVertex(318.4,77.9,318.7,77.3,319,76.8),e.bezierVertex(325.3,66.2,336.3,59.9,348.5,59.9),e.bezierVertex(353.2,59.9,357.8,60.8,362.1,62.7),e.bezierVertex(377.6,69.3,386,86.7,381.7,103.2),e.bezierVertex(380.7,107.1,378.5,111.8,371.1,113.1),e.bezierVertex(342.7,118.1,322.2,139.1,317.8,167.8),e.bezierVertex(3
    OP_PUSHDATA2(77) 17.4,170.3,317.3,173.2,317.4,176.5),e.bezierVertex(317.5,180,320.1,182.8,323.5,183),e.bezierVertex(323.6,183,323.8,183,323.9,183),e.bezierVertex(327.1,183,329.8,180.6,330.3,177.2),e.bezierVertex(330.6,175.7,330.7,174,330.9,172.3),e.bezierVertex(331.1,169.8,331.4,167.3,332,164.7),e.bezierVertex(337.3,141.9,357.7,125.4,380.7,125.4),e.bezierVertex(382.5,125.4,384.3,125.5,386.1,125.7),e.bezierVertex(412.8,128.9,432.6,150.9,432,176.9),e.bezierVertex(431.9,182.3,430.9,187.7,429.1,192.7),e.bezierVertex(427.2,197.9,428,201
    OP_PUSHDATA2(77) ,432.3,205),e.bezierVertex(446.8,218.7,451.8,236,446.6,255),e.bezierVertex(441.4,274,428.3,286.5,408.7,291.3),e.bezierVertex(406.1,291.9,403.6,292.1,401.1,292.3),e.bezierVertex(400,292.4,398.9,292.5,397.9,292.6),e.bezierVertex(393.6,293.1,390.9,295.7,391,299.5),e.bezierVertex(391.1,303.4,394,305.8,398.5,305.8),e.bezierVertex(409.9,305.8,420.8,302.6,431.1,296.4),e.bezierVertex(431.8,296,432.5,295.5,433.2,295.1),e.bezierVertex(433.8,294.7,434.5,294.3,435.2,293.9),e.bezierVertex(436,293.4,436.6,293.2,437.2,293.1),e.be
    OP_PUSHDATA2(77) zierVertex(437.4,293,437.7,292.9,438.1,292.8),e.vertex(442.5,291.4),e.vertex(444.2,295.7),e.bezierVertex(450.9,312.4,449.5,328.4,440,343.4),e.bezierVertex(435.3,350.8,428.7,356.7,420.2,361.1),e.bezierVertex(414.3,364.1,413.7,365.2,414.8,371.7),e.bezierVertex(419.5,400.2,403,427.6,375.6,436.9),e.bezierVertex(371,438.5,368.3,440.7,365.8,444.7),e.bezierVertex(355.2,462.5,336.4,473.1,315.8,473.1),e.bezierVertex(315.8,473.1,315.8,473.1,315.8,473.1),e.endShape(),ie(e),e.fill(n),e.beginShape(),e.vertex(120.2,279.9),e.bezi
    OP_PUSHDATA2(77) erVertex(117.9,279.9,112.4,279.299,112.2,273.599),e.bezierVertex(112,267.7,117.4,266.7,119.7,266.599),e.bezierVertex(133.1,265.799,143.1,259.499,149.3,247.899),e.bezierVertex(149.6,247.299,150.1,246.399,150.3,245.399),e.bezierVertex(150.6,244.299,150.5,243.299,150.5,242.7),e.bezierVertex(150.5,242.6,150.5,242.5,150.5,242.299),e.vertex(150.3,238.799),e.vertex(141.1,235.99),e.bezierVertex(114.6,227.799,95.6,202.499,95.9,175.799),e.bezierVertex(95.9,173.99,96.4,168.199,102.2,168.199),e.bezierVertex(102.6,168.199,103,1
    OP_PUSHDATA2(77) 68.199,103.4,168.299),e.bezierVertex(104.8,168.499,108.2,168.899,109.2,175.599),e.bezierVertex(109.3,176.599,109.5,177.599,109.6,178.499),e.bezierVertex(110.4,184.199,111.3,189.99,113.7,195.499),e.bezierVertex(121.9,213.99,139.5,225.499,159.7,225.499),e.bezierVertex(172.1,225.499,184.1,220.899,193.5,212.599),e.bezierVertex(194,212.199,194.4,211.799,194.8,211.399),e.bezierVertex(195.1,211.099,195.5,210.799,195.8,210.399),e.bezierVertex(197.4,208.99,199.2,208.2,200.9,208.2),e.bezierVertex(202.5,208.2,204,208.899,205.
    OP_PUSHDATA2(77) 3,210.1),e.bezierVertex(208,212.9,207.9,216.9,205,219.9),e.bezierVertex(196.5,228.6,186.3,234.3,174.7,236.8),e.bezierVertex(168.799,238.1,165.6,241,163.899,246.7),e.bezierVertex(158.3,265.9,139.9,279.7,120.2,279.9),e.vertex(120.2,279.9),e.endShape(),e.beginShape(),e.vertex(187.2,427.5),e.bezierVertex(183.799,427.5,181.299,425.3,180.799,422),e.bezierVertex(180.6,420.8,180.499,419.5,180.399,418.1),e.bezierVertex(180.299,417,180.2,415.8,180.099,414.7),e.bezierVertex(177.199,390.5,156.699,371.3,132.399,370.2),e.bezierV
    OP_PUSHDATA2(77) ertex(131.99,370.2,131.499,370.2,131.099,370.2),e.bezierVertex(130.699,370.2,130.299,370.2,129.799,370.2),e.bezierVertex(125.99,369.9,123.199,367.2,123.099,363.6),e.bezierVertex(122.99,360.2,125.799,357.3,129.599,356.9),e.bezierVertex(130.499,356.8,131.499,356.8,132.599,356.7),e.bezierVertex(133.199,356.7,133.799,356.7,134.399,356.6),e.vertex(138.299,356.4),e.vertex(139.1,352.6),e.bezierVertex(139.5,350.7,139.799,348.9,140.2,347),e.bezierVertex(140.899,343.4,141.5,340,142.399,336.8),e.bezierVertex(150.099,310.7,174
    OP_PUSHDATA2(77) .399,292,201.399,291.3),e.vertex(201.599,291.3),e.bezierVertex(203.699,291.3,206.299,292,208.299,293.2),e.bezierVertex(210.499,294.5,210.699,297.5,209.99,299.8),e.bezierVertex(209.499,301.5,208.199,303.9,203.299,304.7),e.bezierVertex(202.199,304.9,200.99,305,199.799,305.2),e.bezierVertex(194.499,305.9,188.99,306.599,183.799,308.9),e.bezierVertex(165.499,316.799,155.199,331.299,152.99,352),e.bezierVertex(152.399,357.8,154.499,361.7,159.699,364.5),e.bezierVertex(178.199,374.4,189.399,390,193.099,410.9),e.bezierVertex
    OP_PUSHDATA2(77) (193.699,414.299,193.899,418,193.599,422),e.bezierVertex(193.399,425.2,190.899,427.5,187.399,427.5),e.vertex(187.2,427.5),e.endShape(),e.beginShape(),e.vertex(364.3,281.1),e.bezierVertex(346.3,280.6,332.9,272.8,323.5,257),e.bezierVertex(321.6,253.9,320.4,250.2,319.2,246.7),e.bezierVertex(317.7,242.2,315,239.799,310.5,238.799),e.bezierVertex(298.5,236.299,288,230.7,279.4,222.1),e.bezierVertex(276.7,219.4,274.9,215.299,278,211.9),e.bezierVertex(279.4,210.3,281,209.6,282.6,209.6),e.bezierVertex(284.4,209.6,286.4,210.6
    OP_PUSHDATA2(77) ,288.3,212.5),e.bezierVertex(297.8,221.8,310.4,226.9,323.9,226.9),e.bezierVertex(340.2,226.9,355.1,219.3,364.8,206.2),e.bezierVertex(371,197.8,374.2,188.5,374.5,178.5),e.vertex(374.5,177.9),e.bezierVertex(374.5,177,374.5,176.1,374.7,175.4),e.bezierVertex(375.3,171.8,377.9,169.5,381.3,169.5),e.bezierVertex(381.4,169.5,381.5,169.5,381.7,169.5),e.bezierVertex(385.4,169.7,388,172.4,388,176.1),e.bezierVertex(388.1,190.7,383.4,204,374.2,215.8),e.bezierVertex(365.8,226.5,354.7,233.9,341.2,237.9),e.bezierVertex(340,238.3,3
    OP_PUSHDATA2(77) 38.7,238.6,337.3,239.1),e.bezierVertex(335.9,239.6,335.1,240.4,334.7,240.9),e.bezierVertex(334.599,241,334.5,241.1,334.4,241.2),e.vertex(331.799,243.6),e.vertex(333.199,246.8),e.bezierVertex(338.199,258,346.799,264.9,358.699,267.3),e.bezierVertex(360.199,267.6,361.599,267.7,362.99,267.9),e.bezierVertex(363.599,268,364.299,268,364.899,268.1),e.bezierVertex(369.099,268.6,371.799,271.4,371.499,275),e.bezierVertex(371.199,278.6,368.299,281.2,364.399,281.2),e.vertex(364.3,281.1),e.endShape(),e.beginShape(),e.vertex(323.
    OP_PUSHDATA2(77) 9,437),e.bezierVertex(323.7,437,323.5,437,323.299,437),e.bezierVertex(319.599,436.7,317.299,434.1,317.4,430.2),e.bezierVertex(317.9,406.099,328.299,388,349.5,375),e.bezierVertex(350.7,374.2,352,373.5,353.4,372.8),e.bezierVertex(354.099,372.4,354.7,372.1,355.299,371.7),e.vertex(357.499,370.5),e.vertex(357.799,368),e.bezierVertex(360.4,346.6,345.199,323.7,323.9,317),e.bezierVertex(319.099,315.5,314.099,314.9,309.299,314.4),e.vertex(308.199,314.299),e.bezierVertex(305.99,314.099,300.799,312.9,300.899,307.299),e.bezier
    OP_PUSHDATA2(77) Vertex(300.99,303.499,303.899,300.9,308.099,300.9),e.vertex(308.299,300.9),e.bezierVertex(327.099,301.299,343.099,308.7,355.699,322.9),e.bezierVertex(364.299,332.5,369.399,344.099,370.99,357.299),e.bezierVertex(371.099,358.4,371.299,359.4,371.499,360.499),e.bezierVertex(371.599,360.99,371.699,361.499,371.799,361.99),e.vertex(372.499,365.899),e.vertex(377.899,366.199),e.bezierVertex(378.799,366.299,379.699,366.299,380.599,366.399),e.bezierVertex(385.099,366.699,387.899,369.399,387.799,373.299),e.bezierVertex(387.699
    OP_PUSHDATA2(77) ,377.099,384.99,379.599,380.799,379.799),e.bezierVertex(369.799,380.199,359.99,383.299,351.899,389.299),e.bezierVertex(338.799,398.799,331.699,411.699,330.699,427.499),e.vertex(330.699,428.299),e.bezierVertex(330.599,429.199,330.599,430.099,330.499,430.799),e.bezierVertex(330,434.7,327.5,437,323.9,437),e.endShape()}function T(e){return e[0].map(((t,n)=>e.map((e=>e[n]))))}function A(e){return e.map((e=>Array.isArray(e)?A(e):e))}function D(e,t){return floor(random(e,t))}function k(e){let t=0;for(const n of e)t+=n[1];
    OP_PUSHDATA2(77) let n=random(t),r=0;for(const t of e)if(r+=t[1],n<r)return t[0];return null}function L(e){for(let t=1;t<e.length;++t){let n=D(0,t),r=e[t];e[t]=e[n],e[n]=r}}function P(e){return null==e||""===e}function O(e){return new Promise((t=>setTimeout(t,e)))}function F(e,t,n){let r=0;for(let i=1;i<=1e3;++i)for(let o=1;o<=1e3;++o)if(e*o%(t*i)==0){let e=1*i/o;abs(e-n)<abs(r-n)&&(r=e)}return r}function N(){let e=60*(new Date).getTimezoneOffset()*1e3;return new Date(Date.now()-e).toISOString().slice(0,-1)}function B(e,t,n){let r;
    OP_PUSHDATA2(77) if(push(),textSize(e),textWidth(t)<=n)r=t;else for(let e=0;e<t.length;++e){const i=t.slice(0,e+1)+"...";if(textWidth(i)>n){r=i;break}}return pop(),r}function Y(e){var t=e%10,n=e%100;return 1==t&&11!=n?e+"st":2==t&&12!=n?e+"nd":3==t&&13!=n?e+"rd":e+"th"}class G{constructor(e,t,n){this.n=t,this.m=n,this.mat=[];let r=0;for(let t=0;t<this.n;++t){this.mat.push([]);for(let n=0;n<this.m;++n)this.mat[t].push(r<e.length?e[r]:0),r+=1}return this}copy(){return new G(this.mat.flat(),this.n,this.m)}}class H{static __linear=e=>e
    OP_PUSHDATA2(77) ;static __relu=e=>Math.max(e,0);static __leaky_relu=e=>e>0?e:.2*e;static __sigmoid=e=>1/(1+Math.exp(-e));static __tanh=e=>Math.tanh(e);static __apply_unary_op(e,t){const n=e.copy();for(let e=0;e<n.n;++e)for(let r=0;r<n.m;++r)n.mat[e][r]=t(n.mat[e][r]);return n}static linear=e=>H.__apply_unary_op(e,H.__linear);static relu=e=>H.__apply_unary_op(e,H.__relu);static leaky_relu=e=>H.__apply_unary_op(e,H.__leaky_relu);static sigmoid=e=>H.__apply_unary_op(e,H.__sigmoid);static tanh=e=>H.__apply_unary_op(e,H.__tanh);static
    OP_PUSHDATA2(77) __add=(e,t)=>e+t;static __mul=(e,t)=>e*t;static __apply_binary_op=(e,t,n)=>{"object"!=typeof t&&(t=new G([t],1,1));const r=e.copy();for(let e=0;e<r.n;++e)for(let i=0;i<r.m;++i)r.mat[e][i]=n(r.mat[e][i],t.mat[e%t.n][i%t.m]);return r};static mul=(e,t)=>H.__apply_binary_op(e,t,H.__mul);static add=(e,t)=>H.__apply_binary_op(e,t,H.__add);static matMul(e,t){const n=new G([],e.n,t.m);for(let r=0;r<n.n;++r)for(let i=0;i<n.m;++i)for(let o=0;o<e.m;++o)n.mat[r][i]+=e.mat[r][o]*t.mat[o][i];return n}static softmax(e){const t=H.
    OP_PUSHDATA2(77) __apply_unary_op(e,(e=>Math.exp(e))),n=t.mat.flat().reduce(((e,t)=>e+t));for(let r=0;r<e.n;++r)for(let i=0;i<e.m;++i)t.mat[r][i]/=n;return t}}class ${constructor(e,t){this.scale=e,this.offset=t}forward(e){return H.add(H.mul(e,this.scale),this.offset)}}class X{constructor(){}forward(e){return e.map((e=>e.flat()))}}class W{constructor(e,t,n,r){this.out_dim=e,this.activation=t,this.w=n,this.b=r}forward(e){const t=H.add(H.matMul(e,this.w),this.b);return null==this.activation?t:this.activation(t)}}class U{constructor(e,
    OP_PUSHDATA2(77) t,n){this.preprocessLayers=e,this.hiddenLayers=t,this.outputLayer=n,this.totalNeurons=this.hiddenLayers.map((e=>e.out_dim)),this.currentOrders=[],this.currentIteration=null}updateNeurons(e,t){if(t!=this.currentIteration){this.currentOrders=[];for(let e=0;e<this.totalNeurons.length;++e){randomSeed(100*(t+1)+e);const n=[];for(let t=0;t<this.totalNeurons[e];++t)n.push(t);L(n),this.currentOrders.push(n)}this.currentIteration=t}const n=A(this.totalNeurons),r=n.reduce(((e,t)=>e+t))*(1-e);for(let e=0;e<r;++e){const t=n.ma
    OP_PUSHDATA2(77) p(((e,t)=>(e-1)/this.totalNeurons[t]));n[t.map(((e,t)=>[e,t])).reduce(((e,t)=>t[0]>e[0]?t:e))[1]]-=Math.min(r-e,1)}this.neuronsLife=[];for(let e=0;e<n.length;++e){const t=this.currentOrders[e],r=Array(this.totalNeurons[e]).fill(0);for(let i=0;i<n[e];++i)r[t[i]]=Math.min(n[e]-i,1);this.neuronsLife.push(r)}}getTotalNeurons(){return A(this.totalNeurons)}getNeuronsLife(){return A(this.neuronsLife)}forward(e){for(const t of this.preprocessLayers)e=t.forward(e);for(const[t,n]of this.hiddenLayers.entries()){e=n.forward(e)
    OP_PUSHDATA2(77) ;const r=new G(this.neuronsLife[t],1,e.m);e=H.mul(e,r)}return e=this.outputLayer.forward(e),H.softmax(e)}}function q(e){switch(e){case"relu":return H.relu;case"sigmoid":return H.sigmoid;case"tanh":return H.tanh;case"leaky_relu":return H.leaky_relu;default:return H.linear}}function j(e,t){const n=[],r=[],i=Z(t);let o=null,a=0,l=[];for(const t of e.config.layers)if("InputLayer"==t.class_name)o=t.config.batch_input_shape.slice(1),l=o;else if("Rescaling"==t.class_name)n.push(new $(t.config.scale,t.config.offset));else
    OP_PUSHDATA2(77) if("Flatten"==t.class_name)o=[o.reduce(((e,t)=>e*t))];else if("Dense"==t.class_name){const e=[t.config.units],n=o[0]*e[0],l=e[0],s=i.subarray(a,a+n);a+=n;const h=i.subarray(a,a+l);a+=l;const c=new G(s,o[0],e[0]),u=new G(h,1,e[0]),f=q(t.config.activation);r.push(new W(e[0],f,c,u)),o=e}const s=r.pop();return{model:new U(n,r,s),inputDim:l}}function Z(e){const t=window.atob(e),n=t.length/Float32Array.BYTES_PER_ELEMENT,r=new DataView(new ArrayBuffer(Float32Array.BYTES_PER_ELEMENT)),i=new Float32Array(n);let o=0;for(let
    OP_PUSHDATA2(77) e=0;e<n;e++){o=4*e;for(let e=0;e<4;++e)r.setUint8(e,t.charCodeAt(o+e));i[e]=r.getFloat32(0,!0)}return i}class K{constructor(e){this.elt=e,this._events={},this.width=this.elt.offsetWidth,this.height=this.elt.offsetHeight}position(){if(0===arguments.length)return{x:this.elt.offsetLeft,y:this.elt.offsetTop};var e="absolute";return"static"!==arguments[2]&&"fixed"!==arguments[2]&&"relative"!==arguments[2]&&"sticky"!==arguments[2]&&"initial"!==arguments[2]&&"inherit"!==arguments[2]||(e=arguments[2]),this.elt.style.positi
    OP_PUSHDATA2(77) on=e,this.elt.style.left=arguments[0]+"px",this.elt.style.top=arguments[1]+"px",this.x=arguments[0],this.y=arguments[1],this}show(){return this.elt.style.display="block",this}hide(){return this.elt.style.display="none",this}size(e,t){if(0===arguments.length)return{width:this.elt.offsetWidth,height:this.elt.offsetHeight};var n=e,r=t;if(n!==te||r!==te){if(n===te?n=t*this.width/this.height:r===te&&(r=e*this.height/this.width),this.elt instanceof HTMLCanvasElement){var i,o={},a=this.elt.getContext("2d");for(i in a)o[i]
    OP_PUSHDATA2(77) =a[i];for(i in this.elt.setAttribute("width",n*this._pInst._pixelDensity),this.elt.setAttribute("height",r*this._pInst._pixelDensity),this.elt.style.width=n+"px",this.elt.style.height=r+"px",this._pInst.scale(this._pInst._pixelDensity,this._pInst._pixelDensity),o)this.elt.getContext("2d")[i]=o[i]}else this.elt.style.width=n+"px",this.elt.style.height=r+"px",this.elt.width=n,this.elt.height=r;this.width=this.elt.offsetWidth,this.height=this.elt.offsetHeight,this._pInst&&this._pInst._curElement&&this._pInst._curEleme
    OP_PUSHDATA2(77) nt.elt===this.elt&&(this._pInst._setProperty("width",this.elt.offsetWidth),this._pInst._setProperty("height",this.elt.offsetHeight))}return this}style(e,t){if(t instanceof Color&&(t="rgba("+t.levels[0]+","+t.levels[1]+","+t.levels[2]+","+t.levels[3]/255+")"),void 0===t){if(-1===e.indexOf(":"))return window.getComputedStyle(this.elt).getPropertyValue(e);for(var n=e.split(";"),r=0;r<n.length;r++){var i=n[r].split(":");i[0]&&i[1]&&(this.elt.style[i[0].trim()]=i[1].trim())}}else if(this.elt.style[e]=t,"width"===e||"hei
    OP_PUSHDATA2(77) ght"===e||"left"===e||"top"===e){var o=window.getComputedStyle(this.elt).getPropertyValue(e).replace(/[^\d.]/g,"");this[e]=Math.round(parseFloat(o,10))}return this}value(){return arguments.length>0?(this.elt.value=arguments[0],this):"range"===this.elt.type?parseFloat(this.elt.value):this.elt.value}mouseClicked(e){return this._adjustListener("click",e,this),this}isFocused(){return document.activeElement===this.elt}_adjustListener(e,t,n){return!1===t?this._detachListener(e,n):this._attachListener(e,t,n),this}_attachL
    OP_PUSHDATA2(77) istener(e,t,n){n._events[e]&&this._detachListener(e,n);var r=t.bind(n);n.elt.addEventListener(e,r,!1),n._events[e]=r}_detachListener(e,t){var n=t._events[e];t.elt.removeEventListener(e,n,!1),t._events[e]=null}}function J(e,t){var n=document.createElement("button");return n.innerHTML=e,t&&(n.value=t),ee(n)}function Q(e){var t=arguments.length>1&&void 0!==arguments[1]&&arguments[1],n=function(t){var n=!0,r=!1,i=void 0;try{for(var o,a=t.target.files[Symbol.iterator]();!(n=(o=a.next()).done);n=!0){var l=o.value;File._l
    OP_PUSHDATA2(77) oad(l,e)}}catch(e){r=!0,i=e}finally{try{n||null==a.return||a.return()}finally{if(r)throw i}}};if(window.File&&window.FileReader&&window.FileList&&window.Blob){var r=document.createElement("input");return r.setAttribute("type","file"),t&&r.setAttribute("multiple",!0),r.addEventListener("change",n,!1),ee(r)}}function ee(e){return document.body.appendChild(e),new K(e)}createImg=function(){var e,t=document.createElement("img"),n=arguments;return n.length>1&&"string"==typeof n[1]&&(t.alt=n[1]),n.length>2&&"string"==type
    OP_PUSHDATA2(77) of n[2]&&(t.crossOrigin=n[2]),t.src=n[0],e=ee(t,this),t.addEventListener("load",(function(){e.width=t.offsetWidth||t.width,e.height=t.offsetHeight||t.height;var r=n[n.length-1];"function"==typeof r&&r(e)})),e},createInput=function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:"",t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:"text",n=document.createElement("input");return n.setAttribute("value",e),n.setAttribute("type",t),ee(n,this)};const te="auto";function ne(e){re(e);const t=e._rectMod
    OP_PUSHDATA2(77) e;e.rectMode(CORNER),e.rect(0,0,e.width,e.height),e.rectMode(t),ie(e)}function re(e){e.push(),e.fill(255,255,255,255),e.blendMode(REMOVE)}function ie(e){e.blendMode(BLEND),e.pop()}File=function(e,t){this.file=e,this._pInst=t;var n=e.type.split("/");this.type=n[0],this.subtype=n[1],this.name=e.name,this.size=e.size,this.data=void 0},File._createLoader=function(e,t){var n=new FileReader;return n.onload=function(n){var r=new File(e);if("application/json"===r.file.type)r.data=JSON.parse(n.target.result);else if("text/x
    OP_PUSHDATA2(77) ml"===r.file.type){var i=(new DOMParser).parseFromString(n.target.result,"text/xml");r.data=new XML(i.documentElement)}else r.data=n.target.result;t(r)},n},File._load=function(e,t){if(/^text\//.test(e.type)||"application/json"===e.type)File._createLoader(e,t).readAsText(e);else if(/^(video|audio)\//.test(e.type)){var n=new File(e);n.data=URL.createObjectURL(e),t(n)}else File._createLoader(e,t).readAsDataURL(e)},XML=function(e){if(e)this.DOM=e;else{var t=document.implementation.createDocument(null,"doc");this.DOM=t.
    OP_PUSHDATA2(77) createElement("root")}},document.addEventListener("DOMContentLoaded",(function(){addEventListener("mousemove",(e=>{window.mouseX=e.pageX,window.mouseY=e.pageY}))})),new e("global");const oe="558";let ae,le,se,he,ce,ue,fe,de,xe,ge,pe,me,be,ye,we,ve,ze,Ve,_e,Me,Ee,Se,Re,Ie,Ce,Te,Ae,De,ke,Le,Pe,Oe,Fe,Ne,Be,Ye,Ge,He,$e,Xe,We,Ue,qe,je,Ze,Ke,Je,Qe,et,tt,nt,rt,it,ot,at,lt,st,ht,ct,ut,ft,dt,xt,gt,pt,mt,bt,yt,wt,vt,zt,Vt,_t,Mt,Et,St,Rt,It,Ct,Tt,At=!1,Dt=!1,kt=!0,Lt=!1,Pt=!1;const Ot=[" ","Growing","Stable","Decaying","Dead"
    OP_PUSHDATA2(77) ,"Rebirth"];let Ft,Nt,Bt,Yt,Gt,Ht,$t,Xt,Wt,Ut,qt,jt,Zt,Kt,Jt,Qt,en,tn,nn,rn,on,an,ln,sn,hn=0,cn=0,un=0,fn=!1,dn=!0,xn=!0,gn=null,pn=null,mn=null,bn=!1,yn=!1,wn=null,vn=null,zn=!1;async function setup(){let e=windowWidth,t=windowHeight;createCanvas(e,t),et=createGraphics(e,t),Xe=createGraphics(e,t),$e=createGraphics(e,t),We=createGraphics(e,t),Ue=createGraphics(e,t),qe=createGraphics(e,t),Qe=createGraphics(e,t),je=createGraphics(e,t),Ze=createGraphics(e,t),Ke=createGraphics(e,t),Je=createGraphics(e,t),tt=createGraph
    OP_PUSHDATA2(77) ics(500,500),nt=createGraphics(500,500),rt=createGraphics(500,500),_n(),Mn(),Sn(),await En(),Gn(),Rn(),bn=!0}function _n(){Et=parseInt(oe),randomSeed(Et),noiseSeed(Et)}function Mn(){Wt=Ir(p.training_traits),Cr(Wt)}async function En(){let e;Jt=r(),Qt=o(),[Xt,e]=await Promise.all([s(Jt),h(Qt)]),Ut=new V(Wt.visual,e.layers_config,e.weight_b64),Ut.updateAge(new Date),_n(),Wt.training=e.training_traits,Ht=e.model_name,$t=e.classes_name}function Sn(){le=min(width,height)/1024,ut=Rr.findIndex((e=>e[0]===Wt.visual.colorPal
    OP_PUSHDATA2(77) ette)),ft=[["#ffffff","#231f20","#231f20"],["#231f20","#ffffff","#ffffff"],["#104da8","#ffffff","#ffffff"],["#722F1F","#FCE1B2","#FCE1B2"],["#e88120","#f9f2e5","#f9f2e5"],["#f6b941","#2E2E2E","#2E2E2E"],["#45daaa","#012221","#012221"],["#F1F1F1","#328DFE","#328DFE"],["#111822","#D3EB8D","#D3EB8D"],["#713FF9","#D6D5E6","#D6D5E6"],["#FBDA9D","#795106","#795106"],["#8f5b62","#ead0d0","#ead0d0"],["#eae4cb","#508cac","#508cac"],["#ffc6cc","#cc313d","#cc313d"],["#60A900","#E0FE00","#E0FE00"],["#507DBE","#D0D1D3","#D0D1D3
    OP_PUSHDATA2(77) "],["#305848","#E8F2EE","#E8F2EE"],["#2a2634","#5b6988","#cb78a2","#5b6988"],["#590e29","#fd5e53","#fd5e53","#ffe373"],["#0a141d","#57d4e4","#328195","#2A9ECF","#0ab6a8","#57d4e4"],["#3a2d28","#d5c2ac","#df6338","#3d9895","#d5c2ac"],["#030706","#77c4d9","#77c4d9","#77c4d9","#ffffff","#ffffff","#e72020","#e72020"],["#3a4664","#92f5ff","#f9ff94","#eaa0a2","#55dde0"],["#fbfaff","#f04bb1","#f04bb1","#fac373","#82cef0","#8b31ce"],["#000000","#ffffff","#ff0002","#f26522","#fdff00","#00ff03","#01fffe","#0000ff","#ff00ff"]
    OP_PUSHDATA2(77) ];for(let e=0;e<ft.length;++e)for(let t=0;t<ft[e].length;++t)ft[e][t]=cr(ft[e][t]);pt=[],ct=ft[ut][0],st=ft[ut][1]}function Rn(){gn=document.querySelector("#upload"),pn=document.querySelector("#inputUpload"),gn.addEventListener("dblclick",(()=>{if(!Lt&&!yn)if(In(Ie)&&cn==Ve-1)pn.click();else{if(4!=Pe&&5!=Pe&&(In(Ie)||cn!=Ve-1))return;fn=!0,dn=!0,Bt=0,un=0}})),pn.addEventListener("click",(()=>{pn.value=null,gn.style.display="block"})),pn.addEventListener("change",(()=>{const[e]=pn.files;e?(se=null,gn.style.display="
    OP_PUSHDATA2(77) none",Tn(URL.createObjectURL(e)),mn=e):gn.style.display="block"}))}function In(e){for(let t=0;t<e.length;++t){let n=0;for(let r=0;r<e[t].length;++r)e[t][r]>0&&++n;if(0==n)return!1}return!0}function Cn(){null!=se&&(un=0,Pt=!0,he=0,ue=0,drewLineAnim=!0,ce=(ae/2+we/2)/le,loadImage(se.elt.src,(e=>{const[t,n,r]=Gt,i=createGraphics(t,n);i.image(e,0,0,t,n),i.loadPixels();const o=i.pixels.filter(((e,t)=>t%4!=3)),a=Ut.classifyImage(o);Zt=T([a,$t.map((e=>e.toUpperCase()))]).sort(((e,t)=>e[0]>t[0]?-1:1))})))}function Tn(e){se
    OP_PUSHDATA2(77) =createImg(e,""),se.hide(),Cn()}function An(){zn||(ce+=(width-ae-we)/tn/le),re(Xe),Xe.rect(ce*le,0,width,height),ie(Xe),un>=ge&&1==kt&&(kt=!1,un-=ge),kt&&(re($e),$e.strokeWeight(2*Fe),Jn(he,ze,ct,ct,$e),ie($e)),un>=ge&&0==kt&&(kt=!0,un-=ge,he+=1,he==en&&(++ue,he=0,ce=(ae/2+we/2)/le,1==ue&&(Pt=!1,Dn(),ye=millis())))}function Dn(){At=!0,pe=!1,me=!1,tryButton=br("Try Again",width/2-225*le,height/2+265*le,290*le,40*le,kn),closeResultButton=br("Close",width/2+75*le,height/2+265*le,150*le,40*le,Ln)}function kn(){At=!1,tr
    OP_PUSHDATA2(77) yButton.hide(),closeResultButton.hide(),pn.click()}function Ln(){Yt=!0,At=!1,Gn(),tryButton.hide(),closeResultButton.hide(),gn.style.display="block",se=null}function keyTyped(){bn&&!1===yn&&!1===yr()&&("i"!==key&&"I"!==key||(Dt=!Dt),"b"!==key&&"B"!==key||(xn=!xn),"s"!==key&&"S"!==key||!1!==Lt||saveCanvasAtCurrentTime(),"k"!==key&&"K"!==key||!1!==Lt||save4KCanvasAtCurrentTime(),"u"!==key&&"U"!==key||!1!==Lt||!1!==At||!1!==fn||!1!==Pt||On())}function On(){Lt=!0,wn=null,vn=null,submitButton=br("Submit",width/2-155*le,
    OP_PUSHDATA2(77) height/2+115*le,150*le,40*le,Fn),closeSettingButton=br("Close",width/2+5*le,height/2+115*le,150*le,40*le,Yn),vt=createInput(),vt.position(width/2-252.5*le,height/2-40*le),vt.size(500*le,25*le),vt.style("font-size","15px"),vt.value(Jt||""),zt=createInput(),zt.position(width/2-252.2*le,height/2+35*le),zt.size(500*le,25*le),zt.style("font-size","15px"),zt.value(Qt||"")}function Fn(){Vt=vt.value(),_t=zt.value(),submitButton.hide(),closeSettingButton.hide(),vt.hide(),zt.hide(),Lt=!1,yn=!0,Nn()}async function Nn(){[wn,vn
    OP_PUSHDATA2(77) ,_]=await Promise.all([c(Vt),u(_t),O(1e3)]),yn=!1,wn&&vn?(n(Vt),i(_t),window.location.reload()):(Lt=!0,submitButton.show(),closeSettingButton.show(),vt.show(),zt.show())}function Bn(){Je.textFont("Trebuchet MS"),Je.noStroke(),pr(Je,600*le,200*le),Je.strokeWeight(1*le),Je.stroke(xt),Je.fill(xt),Je.textSize(50*le),Je.text("update()",width/2,height/2+2.5*le)}function Yn(){wn=null,vn=null,Lt=!1,submitButton.hide(),closeSettingButton.hide(),vt.hide(),zt.hide()}function Gn(){_n(),nn=Date.now(),pe=!1,me=!1,St=Wt.training.
    OP_PUSHDATA2(77) structure_gen,Rt=Wt.visual.birthYear,It=Wt.visual.lifeCycle,Ct=Wt.training.epoch_num,Tt=Wt.training.activation_func,Ft=Mr.findIndex((e=>e[0]==Wt.visual.hardwareAcceleration))+1,1==Ft?(Nt=30,fe=40):2==Ft?(Nt=15,fe=20):(Nt=2,fe=10);const e=Ut.getBrainStatus();Gt=e.inputDim,Kt=e.stageRatio,Pe=e.stage,rn=e.growth,sn=e.rebirthCount,on=e.nextStateTimestamp,an=e.nextStableTimestamp,Mt=e.age,window.$state=Pe,window.$age=Math.ceil(Mt),window.$artworkName=`Perceptron #${Et}`,window.$statePercentage=e.statePercentage,window.$
    OP_PUSHDATA2(77) nextState=Pe%5+1,window.$nextStateTimestamp=vr(new Date(on)),window.$rebirthCount=sn,window.$introText=wr(Pe,Math.ceil(Mt),`Perceptron #${Et}`,$t),ae=100*le,ht=50*le,Oe=Sr.findIndex((e=>e[0]==Wt.visual.nodeShape))+1,dt=Er.findIndex((e=>e[0]==Wt.visual.nodeFill))+1,lt=_r.findIndex((e=>e[0]==Wt.visual.pattern))+1,de=Math.tanh(Math.log10(Xt.avgfeerate)),de=map(de,0,1,.2,.8),inputNodes=1,Ye=1,Ge=[],He=[],Ie=e.neuronsLife,Ce=[],Ae=1,ln=Ie.map((e=>e.length)).reduce(((e,t)=>e+t));for(let e=0;e<Ye;e++)Ge.push(1);for(let e=
    OP_PUSHDATA2(77) 0;e<inputNodes;e++)He.push(1);Ie.push(Ge);for(let e=0;e<Ie.length;e++)Ie[e].length>30?Ae*=0:Ae*=1;Se=[];for(let e=0;e<Ie.length;e++)Se.push(Ie[e].length);if(Ee=max(...Se),Te=ceil(Ee/30),Re=max(...Se.slice(0,-1)),0==Ae)for(let e=0;e<Ie.length;e++){Ce[e]=[];for(let t=0;t<Ie[e].length;t+=Te){let n=0,r=min(Ie[e].length-t,Te);for(let i=0;i<r;i++)n+=Ie[e][t+i]/r;Ce[e].push(n),n=0}}else Ce=Ie;if(Ce.unshift(He),1==Pe){for(let e=0;e<Ce.length;e++){let t=[];for(let n=0;n<Ce[e].length;n++)0!=Ce[e][n]&&t.push(Ce[e][n]);Ce[e]=t
    OP_PUSHDATA2(77) }for(let e=0;e<Ce.length;e++)0==Ce[e].length&&Ce[e].push(0)}Me=[];for(let e=0;e<Ce.length;e++)Me.push(Ce[e].length);_e=max(...Me),Ve=Ce.length,we=(width-ae)/Ve,ve=(height-2*ae)/_e,ze=min(we,ve)/2,De=[];for(let e=0;e<Ce.length;e++){let t=Ce[e].length;for(let n=0;n<t;n++)if(1==Ce[e][n]){const[t,r]=Hn(e,n);De.push([t,r])}}tn=2*(Ve-1)*fe;const t=map(de,.2,.8,15,2);ge=F(tn/2,1,t),en=round(tn/(2*ge)),xe=floor(De.length*de),Le=[],ke=[];for(let e=0;e<en;e++){for(let e=0;e<xe;e++){let e=floor(random(1)*De.length);ke.push(De
    OP_PUSHDATA2(77) .slice(e,e+1)[0])}Le.push(ke),ke=[]}Be=min(1/Ve,1/_e),Fe=map(Be,1/30,1,2,4)*le,Ne=map(Be,1/30,1,1,10)*le,at=.7,pt=[],xt=ft[ut][2],gt=ft[ut][ft[ut].length-1];for(let e=3;e<ft[ut].length-1;e++)pt.push(ft[ut][e]);mt=sr(xt,gt,pt,width),bt=[],wt=[],yt=width/(Ve-1);for(let e=0;e<Ve;e++)bt.push(hr(mt,yt*e/width)),wt.push(hr(mt,yt*e/width));wt.unshift(bt[0]),wt.push(bt[bt.length-1]),hn=0,cn=0,un=0,Yt=!0;const n={xLeft:ae/8,xRight:width-ae/8,yTop:ae/8,yBottom:height-ae/8},r=Ce.map((e=>e.length));jt=new R(bt,r,n,Oe,le)}funct
    OP_PUSHDATA2(77) ion Hn(e,t){let n=Ce[e].length;return[e*we+we/2+ae/2,height/2-(n-1)/2*ve+t*ve]}function $n(e,t){le=min(e,t)/1024,ae=100*le,ht=50*le,we=(e-ae)/Ve,ve=(t-2*ae)/_e,ze=min(we,ve)/2,De=[];for(let e=0;e<Ce.length;e++){let t=Ce[e].length;for(let n=0;n<t;n++)if(1==Ce[e][n]){const[t,r]=Hn(e,n);De.push([t,r])}}xe=floor(De.length*de),Le=[],ke=[],ge=floor(map(de,.2,.8,15,2));for(let e=0;e<en;e++){for(let e=0;e<xe;e++){let e=floor(random(1)*De.length);ke.push(De.slice(e,e+1)[0])}Le.push(ke),ke=[]}Be=min(1/Ve,1/_e),Fe=map(Be,1/30
    OP_PUSHDATA2(77) ,1,2,4)*le,Ne=map(Be,1/30,1,1,10)*le,mt=sr(xt,gt,pt,e),bt=[],wt=[],yt=e/(Ve-1);for(let t=0;t<Ve;t++)bt.push(hr(mt,yt*t/e)),wt.push(hr(mt,yt*t/e));wt.unshift(bt[0]),wt.push(bt[bt.length-1])}function Xn(){const e=Ut.getBrainStatus();Gt=e.inputDim,Kt=e.stageRatio,Pe=e.stage,rn=e.growth,sn=e.rebirthCount,on=e.nextStateTimestamp,an=e.nextStableTimestamp,Mt=e.age,window.$state=Pe,window.$age=Math.ceil(Mt),window.$artworkName=`Perceptron #${Et}`,window.$statePercentage=e.statePercentage,window.$nextState=Pe%5+1,window.$ne
    OP_PUSHDATA2(77) xtStateTimestamp=vr(new Date(on)),window.$rebirthCount=sn,window.$introText=wr(Pe,Math.ceil(Mt),`Perceptron #${Et}`,$t),inputNodes=1,Ye=1,Ge=[],He=[],Ie=e.neuronsLife,Ce=[],Ae=1,ln=Ie.map((e=>e.length)).reduce(((e,t)=>e+t));for(let e=0;e<Ye;e++)Ge.push(1);for(let e=0;e<inputNodes;e++)He.push(1);Ie.push(Ge);for(let e=0;e<Ie.length;e++)Ie[e].length>30?Ae*=0:Ae*=1;Se=[];for(let e=0;e<Ie.length;e++)Se.push(Ie[e].length);if(Ee=max(...Se),Te=ceil(Ee/30),Re=max(...Se.slice(0,-1)),0==Ae)for(let e=0;e<Ie.length;e++){Ce[e]=[
    OP_PUSHDATA2(77) ];for(let t=0;t<Ie[e].length;t+=Te){let n=0,r=min(Ie[e].length-t,Te);for(let i=0;i<r;i++)n+=Ie[e][t+i]/r;Ce[e].push(n),n=0}}else Ce=Ie;if(Ce.unshift(He),1==Pe){for(let e=0;e<Ce.length;e++){let t=[];for(let n=0;n<Ce[e].length;n++)0!=Ce[e][n]&&t.push(Ce[e][n]);Ce[e]=t}for(let e=0;e<Ce.length;e++)0==Ce[e].length&&Ce[e].push(0)}Me=[];for(let e=0;e<Ce.length;e++)Me.push(Ce[e].length);_e=max(...Me),Ve=Ce.length,we=(width-ae)/Ve,ve=(height-2*ae)/_e,ze=min(we,ve)/2,De=[];for(let e=0;e<Ce.length;e++){let t=Ce[e].length;for(
    OP_PUSHDATA2(77) let n=0;n<t;n++)if(1==Ce[e][n]){const[t,r]=Hn(e,n);De.push([t,r])}}tn=2*(Ve-1)*fe;const t=map(de,.2,.8,15,2);ge=F(tn/2,1,t),en=round(tn/(2*ge)),xe=floor(De.length*de),Le=[],ke=[];for(let e=0;e<en;e++){for(let e=0;e<xe;e++){let e=floor(random(1)*De.length);ke.push(De.slice(e,e+1)[0])}Le.push(ke),ke=[]}Be=min(1/Ve,1/_e),Fe=map(Be,1/30,1,2,4)*le,Ne=map(Be,1/30,1,1,10)*le}function Wn(){jt.update();const e=4==Pe?0:Kt;jt.draw(Qe,ct,dt,e,le)}function Un(){if(!bn)return ar(),void et.image(je,0,0);if(4==Pe||5==Pe)return Wn(
    OP_PUSHDATA2(77) ),void et.image(Qe,0,0);un>=Nt&&hn<Ve&&(hn++,un=0);for(let e=0;e<hn;e++)1==dt?it=ot=bt[e]:(it=ct,ot=bt[e]),Kn(e,it,ot,$e);un>=Nt&&cn<Ve-1&&(cn++,un=0);for(let e=0;e<cn;e++)Zn(e)}function qn(){et.background(ct),Ue.background(255),Ue.rectMode(CENTER),ne(Ue),Ue.textAlign(CENTER,CENTER),Ue.textStyle(BOLD),Ue.stroke(st),Ue.strokeWeight(8*le),Ue.fill(ct),Qe.background(255),Qe.rectMode(CENTER),ne(Qe),Qe.strokeWeight(le),qe.background(255),qe.rectMode(CENTER),ne(qe),qe.textAlign(LEFT),$e.background(255),$e.rectMode(CENTER)
    OP_PUSHDATA2(77) ,ne($e),Xe.background(255),ne(Xe),Xe.strokeWeight(Ne),We.background(255),We.rectMode(CENTER),ne(We),We.fill(st),We.stroke(st),We.strokeWeight(.1*le),er(lt),We.noStroke(),xn&&(We.rect(ae/16,height/2,ae/8,height),We.rect(width-ae/16,height/2,ae/8,height),We.rect(width/2,ae/16,width,ae/8),We.rect(width/2,height-ae/16,width,ae/8)),Ze.background(255),Ze.rectMode(CENTER),ne(Ze),Ze.textAlign(CENTER,CENTER),Ze.textStyle(BOLD),Ze.stroke(st),Ze.strokeWeight(8*le),Ze.fill(ct),je.background(255),je.rectMode(CENTER),ne(je),je.t
    OP_PUSHDATA2(77) extAlign(CENTER,CENTER),je.textStyle(BOLD),Ke.background(255),Ke.rectMode(CENTER),ne(Ke),Ke.textAlign(CENTER,CENTER),Ke.textStyle(BOLD),Ke.stroke(st),Ke.strokeWeight(8*le),Ke.fill(ct),Je.background(255),Je.rectMode(CENTER),ne(Je),Je.textAlign(CENTER,CENTER),Je.textStyle(BOLD),Je.stroke(st),Je.strokeWeight(8*le),Je.fill(ct),Un(),et.image(We,0,0),Pt&&An(),et.image(Xe,0,0),et.image($e,0,0),At&&(tr(),et.image(Ue,0,0)),fn&&(lr(),et.image(Ze,0,0)),Lt&&(or(),et.image(Ke,0,0)),Dt&&(ir(),et.image(qe,0,0)),yn&&(Bn(),et.image
    OP_PUSHDATA2(77) (Je,0,0))}function draw(){const e=Date.now();bn&&(Ut.updateAge(new Date(e)),Xn()),qn(),image(et,0,0),zn||un++}function Zn(e){let t,n=Ce[e].length,r=Ce[e+1].length;for(let i=0;i<n;i++){const[n,o]=Hn(e,i);for(let a=0;a<r;a++){const[r,l]=Hn(e+1,a);t=map(min(Ce[e][i],Ce[e+1][a]),0,1,0,.5),ur(n,o,r,l,bt[e],bt[e+1],Xe,t)}}}function Kn(e,t,n,r){let i,o,a,l=Ce[e].length;for(let s=0;s<l;s++){const[l,h]=Hn(e,s);i=Ce[e][s],a=map(Be,1/30,1,3,10),o=map(Ce[e][s],0,1,2*a,0)*le,o<1.5*le&&(o=0),Qn(l,h,ze,Oe,t,n,o,i,r)}}function Jn(
    OP_PUSHDATA2(77) e,t,n,r,i){for(let o=0;o<Le[e].length;o++)Qn(Le[e][o][0],Le[e][o][1],t,Oe,n,r,0,1,i)}function Qn(e,t,n,r,i,o,a,l,s){s.stroke(dr(o,map(l,0,1,.25,1))),s.fill(dr(i,map(l,0,1,.15,1))),s.strokeWeight(Fe),fr([a],s),3==dt&&s.fill(dr(i,0)),1==r?s.ellipse(e,t,n):2==r?s.rect(e,t,7*n/8,7*n/8):3==r&&(s.beginShape(),s.vertex(e-4*n/7,t),s.vertex(e,t-4*n/7),s.vertex(e+4*n/7,t),s.vertex(e,t+4*n/7),s.endShape(CLOSE))}function er(e){if(1==e);else if(2==e){We.strokeWeight(1*le);for(let e=ht/4;e<width+ht/4;e+=ht)for(let t=ht/4;t<heigh
    OP_PUSHDATA2(77) t+ht/4;t+=ht)We.point(e,t)}else if(3==e){ht=25*le;for(let e=ht/2;e<height+ht/2;e+=ht)We.line(0,e,width,e);for(let e=ht/2;e<width+ht/2;e+=ht)We.line(e,0,e,height)}}function tr(){Ue.textFont("Trebuchet MS"),Ue.textAlign(LEFT,CENTER),Ue.noStroke(),pr(Ue,800*le,500*le),Ue.noStroke(),Ue.fill(dr(st,.75)),Ue.rect(width/2,height/2-100*le,800*le,300*le,25*le,25*le,0,0),Ue.fill(st),Ue.rect(width/2-250*le,height/2-100*le,225*le,225*le),Ue.image(se.elt,width/2-357.5*le,height/2-207.5*le,215*le,215*le);let e=100*Zt[0][0];Ue.fil
    OP_PUSHDATA2(77) l(ct),Ue.textSize(25*le),Ue.textStyle(NORMAL),1==me&&(e>=0&&e<20?Ue.text("I have a feeling this image belongs to",width/2-100*le,height/2-170*le):e>=20&&e<40?Ue.text("I have a hunch this image belongs to",width/2-100*le,height/2-170*le):e>=40&&e<60?Ue.text("I think this image belongs to",width/2-100*le,height/2-170*le):e>=60&&e<80?Ue.text("I'm almost certain this image belongs to",width/2-100*le,height/2-170*le):Ue.text("I'm positive this image belongs to",width/2-100*le,height/2-170*le));let t=e.toFixed(2);"100.00
    OP_PUSHDATA2(77) "==t&&(t="100"),1==me&&Ue.text("I'm "+t+"% confident that I'm right!",width/2-100*le,height/2-25*le),example=Zt.map((e=>e[1])),be=Ue.textWidth('"FIDENZAAAA"'),defaultPhrase=Ue.textWidth('"PERPENDICULAR INHABITATION"'),Ue.textStyle(BOLD);const n=me?example[0]:random(example);if(1===n.split(" ").length){let e=75*be/Ue.textWidth('"'+n+'"');e>75&&(e=75),Ue.textSize(e*le),Ue.text('"'+n+'"',width/2-100*le,height/2-90*le)}else nr(width/2-100*le,height/2-90*le,460*le,110*le,n,Ue);if(millis()-ye>1500&&(me=!0),C(tt,nt,st,ct,
    OP_PUSHDATA2(77) Pe,Mt),Ue.image(nt,width/2-370*le,height/2+70*le,80*le,80*le),3==Pe){let e;e=map(Mt,50,60,.25,1.3),I(rt,e),Ue.image(rt,width/2-370*le,height/2+70*le,80*le,80*le)}let r,i;Ue.image(tt,width/2-370*le,height/2+70*le,80*le,80*le),Ue.fill(xt),Ue.textSize(40*le),Ue.text("INTELLIGENCE INFO",width/2-275*le,height/2+115*le),Ue.textSize(18*le),Ue.textStyle(NORMAL),Ue.circle(width/2-360*le,height/2+180*le,7.5*le),1==Pe?r=`Your Perceptron is ${Math.ceil(Mt)} years old. It’s growing and getting smarter by the day.`:2==Pe?r=`Yo
    OP_PUSHDATA2(77) ur Perceptron is ${Math.ceil(Mt)} years old. It’s stable and it has reached peak performance.`:3==Pe&&(r=`Your Perceptron is ${Math.ceil(Mt)} years old. It’s decaying and losing its luster.`),i=2==Pe?"The Perceptron remains stable for some time before entering the decay phase.":`Wait until ${new Date(an).toLocaleString("en-US")} for your Perceptron to reach its peak performance.`,Ue.text(r,width/2-350*le,height/2+180*le),Ue.circle(width/2-360*le,height/2+210*le,7.5*le),Ue.text(i,width/2-350*le,height/2+210*le),
    OP_PUSHDATA2(77) Ue.textAlign(CENTER,CENTER),Ue.textStyle(BOLD),gr(Ue,width/2-225*le,width/2+65*le,height/2+265*le,height/2+305*le,"SELECT ANOTHER IMAGE"),gr(Ue,width/2+75*le,width/2+225*le,height/2+265*le,height/2+305*le,"CLOSE")}function nr(e,t,n,r,i,o){let a=i.split(" "),l=75*be/o.textWidth('"'+i+'"'),s=0,h=[],c=[],u=[],f="",d="";if(l>=50)l>75&&(l=75),o.textSize(l*le),o.text('"'+i+'"',e,t);else if(l<50){if(l=50*defaultPhrase/o.textWidth('"'+i+'"'),l>30){if(l>50&&(l=50),[f,d]=rr(l,n,s,h,c,a,f,d,Ue),0==c.length)return o.textSize(l
    OP_PUSHDATA2(77) *le),void o.text('"'+i+'"',e,t);for(s=0,h=[],c=[];o.textWidth(d)>n/le;)l=l*n/le/o.textWidth(d),f="",d="",[f,d]=rr(l,n,s,h,c,a,f,d,Ue)}else{l=30,o.textSize(l);for(let e=0;e<a.length;e++)s+=o.textWidth(" "+a[e]),s<=n/le?h.push(a[e]):s>n/le&&s<=n/le*2?c.push(a[e]):u.push(a[e]);for(let e=1;e<h.length;e++)f=f+" "+h[e];if(f='"'+h[0]+f,0==u.length){for(let e=0;e<c.length-1;e++)d=d+c[e]+" ";d=d+c[c.length-1]+'"'}else if(1==c.length)d="... "+u[u.length-1]+'"';else{for(let e=0;e<c.length-1;e++)d=d+c[e]+" ";d=d+"... "+u[u.len
    OP_PUSHDATA2(77) gth-1]+'"'}}o.textSize(l*le);let r=1.25*(o.textDescent()+o.textAscent());o.text(f,e,t-r/2),o.text(d,e,t+r/2)}}function rr(e,t,n,r,i,o,a,l,s){s.textSize(e);for(let e=0;e<o.length;e++)(n+=s.textWidth(" "+o[e]))<=t/le?r.push(o[e]):i.push(o[e]);for(let e=1;e<r.length;e++)a=a+" "+r[e];if(a='"'+r[0]+a,0==i.length&&(a+='"',l=""),1==i.length)l=i[i.length-1]+'"';else{for(let e=0;e<i.length-1;e++)l=l+i[e]+" ";l=l+i[i.length-1]+'"'}return[a,l]}function ir(){const e=45*le;qe.textFont("Tahoma"),qe.stroke(st),qe.strokeWeight(2*l
    OP_PUSHDATA2(77) e),qe.fill(ct),qe.rect(width/2,e/2+height-87.5*le,600*le,90*le),qe.fill(st),qe.rect(width/2-150*le,e+height-170*le,300*le,30*le),qe.fill(ct),qe.rect(width/2+150*le,e+height-170*le,300*le,30*le),qe.noStroke(),qe.fill(ct),qe.textSize(15*le),qe.textStyle(BOLD),qe.text("PERCEPTRON INFORMATION",width/2-285*le,e+height-165*le),qe.fill(xt),qe.text("ARTWORK NAME:",width/2+10*le,e+height-165*le),qe.textAlign(RIGHT),qe.textStyle(ITALIC),qe.text("Perceptron #"+Et,width/2+285*le,e+height-165*le);const[t,n]=It.split(" ");let r;
    OP_PUSHDATA2(77) "60 Years"===It?r="1 Year":"60 Months"===It?r="1 Month":"60 Weeks"===It?r="1 Week":"60 Days"===It?r="1 Day":"12 Hours"===It&&(r="12 Minutes"),data=[["AI MODEL NAME:",B(12*le,Ht,140*le)],["SCALE:","1:"+Te],["NUMBER OF CLASSES:",$t.length],["BIRTH YEAR:",Rt],["NUMBER OF REBIRTHS:",sn.toString()],["AGE:",`${Math.ceil(Mt)} Perceptron Years`],["ONE PERCEPTRON YEAR:",`${r}`],["STATE:",Ot[Pe]],["ACTIVE NEURONS:",`${round(ln*rn)} / ${ln}`],["NEXT STATE TIME:",vr(new Date(on))]],qe.fill(xt);const i=data.length/2;for(let t=0
    OP_PUSHDATA2(77) ;t<data.length;++t){const n=t<i,r=n?width/2-285*le:width/2+10*le,o=n?width/2-10*le:width/2+285*le,a=e+height-(135-t%i*15)*le;qe.textStyle(BOLD),qe.textAlign(LEFT),qe.textSize(12*le),qe.text(data[t][0],r,a),qe.textStyle(ITALIC),qe.textAlign(RIGHT),qe.textSize(12*le),qe.text(data[t][1],o,a)}}function or(){Ke.textFont("Trebuchet MS"),Ke.noStroke(),pr(Ke,600*le,200*le),gr(Ke,width/2-155*le,width/2-5*le,height/2+115*le,height/2+155*le,"UPDATE"),gr(Ke,width/2+5*le,width/2+155*le,height/2+115*le,height/2+155*le,"CLOSE"),K
    OP_PUSHDATA2(77) e.textAlign(LEFT),Ke.fill(xt),Ke.text("UPDATE BITCOIN FULL NODE ADDRESS",width/2-252.5*le,height/2-55*le),Ke.text("UPDATE MODEL ADDRESS",width/2-252.5*le,height/2+20*le),Ke.textAlign(RIGHT),Ke.textStyle(ITALIC),Ke.textSize(15*le),0==wn&&Ke.text("(*) Invalid Address",width/2+252.5*le,height/2-53*le),0==vn&&Ke.text("(*) Invalid Model",width/2+252.5*le,height/2+23*le)}function ar(){je.textFont("Trebuchet MS"),je.fill(st),je.textSize(50*le),je.stroke(st),je.strokeWeight(1*le),je.text("main()",width/2,height/2)}function
    OP_PUSHDATA2(77) lr(){un>=20&&1==dn&&(dn=!1,un=0),dn&&(Ze.textFont("Trebuchet MS"),Ze.stroke(st),Ze.fill(ct),Ze.rect(width/2,height/2,600*le,150*le,25*le),Ze.fill(xt),Ze.textSize(75*le),Ze.noStroke(),1==Pe?Ze.text("GROWING",width/2,height/2+5*le):3==Pe?Ze.text("AGING",width/2,height/2+5*le):4==Pe?Ze.text("DEAD",width/2,height/2+5*le):5==Pe&&Ze.text("BIRTH",width/2,height/2+5*le)),un>=20&&0==dn&&(dn=!0,un=0,Bt++,3==Bt&&(fn=!1))}function sr(e,t,n,r){let i=[],o=r/(n.length+1),a=color(e),l=color(t);i.push(a);for(let e=0;e<n.length;e++
    OP_PUSHDATA2(77) ){let t=color(n[e]);for(let e=1;e<=o;e++){let n=lerpColor(a,t,e/o);i.push(n)}a=t}for(let e=1;e<o;e++){let t=lerpColor(a,l,e/o);i.push(t)}if(i.push(l),i.length>r)i.splice(r);else if(i.length<r){let e=i[i.length-1];for(;i.length<r;)i.push(e)}return i}function hr(e,t){let n=e.length,r=Math.floor(t*n);return r>=n&&(r=n-1),e[r]}function cr(e){e=e.replace("#","");var t=parseInt(e,16);return color(t>>16&255,t>>8&255,255&t)}function ur(e,t,n,r,i,o,a,l){var s=a.drawingContext.createLinearGradient(e,t,n,r);s.addColorStop(0,i
    OP_PUSHDATA2(77) ),s.addColorStop(1,o),a.drawingContext.strokeStyle=s,a.drawingContext.globalAlpha=l,a.line(e,t,n,r),a.drawingContext.globalAlpha=1}function fr(e,t){t.drawingContext.setLineDash(e)}function dr(e,t){let n=color(e),r=red(n),i=green(n),o=blue(n);return color(r,i,o,255*t)}function xr(e,t,n,r){return mouseX>e&&mouseX<t&&mouseY>n&&mouseY<r}function gr(e,t,n,r,i,o){e.strokeWeight(1*le),e.stroke(st);const[a,l]=xr(t,n,r,i)?[xt,ct]:[ct,xt];e.fill(a),e.push(),e.rectMode(CORNERS),e.rect(t,r,n,i,5*le),e.pop(),e.noStroke(),e.text
    OP_PUSHDATA2(77) Size(20*le),e.fill(l),e.text(o,(t+n)/2,(46*r+54*i)/100)}function pr(e,t,n){e.fill(0,0,0,75),e.rect(width/2,height/2,width,height),e.stroke(st),e.fill(ct),e.rect(width/2,height/2,t,n,25*le)}function mr(e,t){resizeCanvas(e,t,!0),Xe.resizeCanvas(e,t,!0),$e.resizeCanvas(e,t,!0),We.resizeCanvas(e,t,!0),Ue.resizeCanvas(e,t,!0),qe.resizeCanvas(e,t,!0),Qe.resizeCanvas(e,t,!0),je.resizeCanvas(e,t,!0),Ze.resizeCanvas(e,t,!0),Ke.resizeCanvas(e,t,!0),Je.resizeCanvas(e,t,!0),et.resizeCanvas(e,t,!0)}function br(e,t,n,r,i,o){cons
    OP_PUSHDATA2(77) t a=J(e);return a.position(t,n),a.size(r,i),a.style("opacity","0"),a.mouseClicked(o),a}function yr(){return null!=vt&&vt?.isFocused()||null!=zt&&zt?.isFocused()}function wr(e,t,n,r){let i;if(e<=3){i=`Hey ${String.fromCodePoint(128075)}, I'm ${n}, ${t} years old. I can detect ${r.length} NFT collections: `;let e=0;for(let t=0;t<r.length;++t){const n=r[t];if(e+n.length>500){i+=", etc";break}t==r.length-1?i+=", and ":t>0&&(i+=", "),i+=n,e+=n.length}i+=". ",t<=5?i+="However, I am only a baby, so my recognition ability
    OP_PUSHDATA2(77) is not accurate. I'm in the state of Growing both looks and intelligence.":t<=13?i+="I am now a child. My recognition ability is becoming better, but still not very accurate. I'm in the state of Growing both looks and intelligence.":t<=25?i+="I have grown up to be a teen. My recognition ability almost reaches the peak, but I will still mess up sometimes. I'm in the state of Growing both looks and intelligence.":t<=50?i+="I finally reach adulthood. My recognition is fully functional now. I'm in the Stable state, whe
    OP_PUSHDATA2(77) re I am the most intelligent with all neurons activated.":t<=60&&(i+="I am now an old Perceptron, so my recognition ability is no longer the best. I'm in the Decaying state, meaning that my neurons are dying, and my intelligence is decreasing over time.")}else 4==e?i=`${n} is Dead. However, this is not the end to its story...`:5==e&&(i=`${n} is now in the Rebirth state, and is preparing to start a new life.`);return i}function vr(e){const t=e.getDate(),n=e.toLocaleString("en-US",{month:"long"}),r=e.getFullYear();le
    OP_PUSHDATA2(77) t i=e.getHours().toString();1==i.length&&(i="0"+i);let o=e.getMinutes().toString();return 1==o.length&&(o="0"+o),`${Y(t)} ${n} ${r} | ${i}:${o}`}saveCanvasAtCurrentTime=()=>{save(N())},save4KCanvasAtCurrentTime=()=>{const e=width,t=height,n=min(4096/min(e,t),1e4/max(e,t)),r=e*n,i=t*n;mr(r,i),zn=!0,$n(r,i),qn();let o="4K_"+N()+".png";saveCanvas(et,o),mr(e,t),$n(e,t),zn=!1};const zr=[["60 Years",3,365],["60 Months",40,30],["60 Weeks",37,7],["60 Days",20,1]],Vr=[["1943",1],["1951",1.5],["1957",2],["1969",2.5],["1970",
    OP_PUSHDATA2(77) 3],["1980",3.5],["1982",4],["1986",4.5],["1988",5],["1997",5.5],["1998",6],["2002",6.5],["2009",7],["2012",7.5],["2014",8],["2015",8.5],["2016",9],["2023",15]],_r=[["Plain",20],["Dotted",40],["Squared",40]],Mr=[["Basic",30],["Standard",60],["Advanced",10]],Er=[["MNIST",70],["CIFAR",25],["IMAGENET",5]],Sr=[["Theano",60],["Torch",30],["TensorFlow",10]],Rr=[["Whitepaper",2],["Blackboard",2],["Blueprint",2],["Nak",74/14],["Jims",74/14],["Level 10",74/14],["Flips",74/14],["Level 14",74/14],["III",74/14],["XMB",74/14],["
    OP_PUSHDATA2(77) Info",74/14],["Adventure",74/14],["Marigold",74/14],["Phoenix",74/14],["Love",74/14],["Cachet",74/14],["Human",74/14],["Twilight",3],["Sunset",3],["Aurora",3],["Liminal Space",3],["Déjà Vu",3],["Lucid Dream",3],["Parallel",1],["Multiverse",1]];function Ir(e){for(let e=0;e<100;++e)random(1);return{visual:{pattern:k(_r),hardwareAcceleration:k(Mr),nodeFill:k(Er),nodeShape:k(Sr),colorPalette:k(Rr),lifeCycle:k(zr),birthYear:k(Vr)},training:e}}function Cr(e){window.$generativeTraits={"Network Architecture":e.training.s
    OP_PUSHDATA2(77) tructure_gen,"Hidden Layers":e.training.n_layers,"Max Neurons Per Hidden Layer":e.training.max_nodes,"Activation Function":e.training.activation_func,"Training Epochs":e.training.epoch_num,Dataset:e.visual.nodeFill,"Deep Learning Framework":e.visual.nodeShape,"Hardware Acceleration":e.visual.hardwareAcceleration,"Paper Pattern":e.visual.pattern,"Life Cycle":e.visual.lifeCycle,"Birth Year":e.visual.birthYear,"Color Palette":e.visual.colorPalette}} </script> <script defer src="https://static.cloudflareinsights.
    OP_PUSHDATA2(77) com/beacon.min.js/v2b4487d741ca48dcbadcaf954e159fc61680799950996" integrity="sha512-D/jdE0CypeVxFadTejKGTzmwyV10c1pxZk/AqjJuZbaJwGMyNHY3q/mTPWqMUnFACfCTunhZUVcd4cV78dK1pQ==" data-cf-beacon='{"rayId":"7b481cf9fdf6a222","version":"2023.3.0","b":1,"token":"6c07c178c94442f695e7a0a2aaee641a","si":100}' crossorigin="anonymous"></script> </body> </html>
    OP_ENDIF(104)
1 Outputs
  • ce498cd896600c0a5175a5b7521416597bafffc99110aa80d37f2de9c37650ac:0
    • value  10000
    address  bc1pzv7c9ucu7fa8e7u9nqnsf7afh7ccmspmhzmqw2ph6qk23gzuxrzsuqzh5d