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strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use 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strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use 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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABMAAAAUCAMAAABYi/ZGAAABWVBMVEX//////f/9/fz/+////Pvn0suEhISLgn+CZjf8//+CgoL///yAYjz5//+Gg4eKgH99fn6IfnmDZDX6+v//+fL/9vCHiIiJhYT/6nB/ZDP9//j/+/b/9+vf0szx07uDfX3/7W5fYmLx1Fnt01WFYk58ZU2FX0CDYTX6/fz//PTx6+///u7/+e3q7e3z5e3t7Onz7ub+5+Le29bg2cbr077/5Le0tLW8sqienZX/6pLou5GMiIaIhIGEgoH/63uwl3SNgG1pX1/rzl700lZlYVWCYUyCZkSCXEGDaTB+Yyr4+vXx7vXr7/Dx8O7y6eL46uHx59vk3dX/6tPw0MH/4cDMwb28vr25uL27urX/6rS4r7DVwK3Ova2jop2bm5vKtZjTu5exoJbhwZKjmJLjt5Dbu4qlmIiumn+FhH/xzHSSgHTlym+yi27/6G1kY2l/YVdxX1OAa0xlWUu8YEI7AAABTklEQVQY0z2QRXfDQAyEpd1tbNeOY4eTBhsqU5ibNFhmZmb6/4fKl44uep80b/QEKDhyRKFOALqQCwSSrarretT3XDUdDsmU6qMAdoPRHHHhN5ns7s6oYDEvY+CC+c55ev9emw5aDIwgU+zr8ePH90pFm1bAxgBtwCZm44el7Ug/fRVUrD3h43zt8+hyfufmu7jA0GJqlM+1Du42ly5ap1NI8gIwnc+dNZtPpXhhinNOt1FGnS/2Hm6vO4VZ5AguRl40F5P5k/xPcUMgwqpq7THpq5/JaLktIYSqTrqFAaDUQnuRSC7k8XjcoRmPW4wSM1OaMxCQZWfGKcvprptycXnw0hiPJfzj/pVYuzzMGozYsNz2J2KEPhKNt0GWMsZeUz0tIFtm8mqpsJeYOTYZHvlXeMmwfqr7fFGHJEkOKqlmo7/YFbuCgIzSSADU/AFv5Sojnj/D6QAAAABJRU5ErkJggg=="},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAADICAYAAACtWK6eAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAjiSURBVHgB7d3LbhvXHcfx/5C6WBJVUxfXkqrGcmIDtjexN0G6crkp0EXRGsimqzZv0D5B0TdoXqDtAxR1u0mBAIESFG0Do0DURSIbtmNFkWPXutGSIomSSHb+Y6uRZc4hOTdrzvl+AEKmhofyYn48589z5owIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAt5nb5wdnZ+xv/xC5HmVf/nVQHypaqP/v7euVrt4L1K5fJCJ43aBmR29kFZZOc3/j9/JYA9flepXPl1uxcZA/I8HLNCjwE7zYkMVCqV89WwFxTM7YOeg3DAVlefn+OhQnuQZzVH84EA1vP8XuTyR62OGHqQhjFZgD2aPws7YhpiMbSCK34adsAQEI+AwBUzYQd6JAXl8mDwqFa3g0fWbbe2dmVlZUuAuBIPyMzMuP848//n9+79V5aW1lJvOz09IhcuTERqC4QpSMLGx4dfeK6f6FHbTkyUpVPHX9tNWyBM4gE5OGi88LynpyidOt724KAunYrTFgiTeEB0aLO7ux/8W3/evv115m01LN20BcIYJgo/b0oMpdIp/4Tde+mT/SS3hbsqlSsts5DKt1hKv0nKW1vguMSHWIBNCAhgQEAAAwICGBAQwICAAAahX/NOTY0I4LrQicKtrVqsiUIgT0ql/pZZYIgFGBAQwICAAAYEBDAgIIABAQEMCAhgQEAAAwICGBAQwICAAAYEBDAgIIABAQEMCAhgQEAAAwICGBAQwICAAAYEBDBIbfPqPFhd3ZK1tU3Z2dmTev3k7gZfKNTlzTcvCLLnZED29g7kyy+Xc7MT/K1bn0uttidvvXVFkC0nA3L37qMgJHmiIVGEJFvO1SCPHq3nLhyHNCSHQUE2nAvI2lq+bw9NSLLlVEA2N3dz23scRUiy41RA6nV77nxLSLLhWEDs2m6YkKSPicKcIyTpIiAW0IDMzy8IkkdALPHhh/8mJCkgIBYhJMkjIJYhJMkiIDkwNDTY1es1JA8fLgvic3o1bydKpVMyNjYsSdB5mCdPNrqerBwbK8vaWrWrNu+//0+5ceO6jI+XBdE5dY9CXd6+uNj5J+voaEnOnTsjSdIVxLpYslt37y744Vrtqk1/fy8h6RD3KIwgqZ7jKO2R+vq677gvXpyRycnvdtWmVtuXmzc/lpWV7noffIshlsH2di04oZMW9eKs11//vrz22pR88812V+20x6IXiYaAGDx+XPUDMiCDg32SBA3G0tJqrKsXe3qKcvp08j0bWiMgBnoi37nzUIrFQvCIy4aVxK4hIB3QoJzka9aRHop0wICAAAYEBDAgIIABAQEM+BYLbXnz98X716fiPV4W2a0Fv2vOTEvz2pXgYTMCglBedUO8P38g3sLSy8f83wW/n/1EGu++I82R74iNGGKhJc/vKQq//1PLcLzAD1HhD/7r1jfERgQELXl/+zg4+TuiPc3ND8RGBAQvCYZWn3a3U0ow5HqwJLahBjHQ9Vd6PYiu6E1iLVZUusxleXkj2Fc4Czq0ikSL+PPTYhN6EIOJibKcPj34SsOh9O/r/yWNpffHeX7R3fHQ6njbx/Zd5ktADPSKvJMk7YDo0Krgf52LbxEQg83NHTlJ0t6ZPug9ns9zRNEs2/dVLzWIgY77dfw/OvpqL1B6VoM8TfV6Ei3Kuy3MXzJjV/2hCEgb+qmd93uKtBPMeWjvEUMws25Zga4YYkFE645qvIm+xo0fiY0IiOOCwjxu71F5W4SlJrBR5DmPQ35h3vjBNbEVAXFYUJTHHVpp73GqX2xFQByVyNDKgeXuBMRRcWbMA36v0fjh22I7AuIgXVQYd86jqXWHpYX5UQTEQYW4S9O1MK/Y33soAuKY2EMrX/3dd8QVBMQhSRXmLgytDrHUpA1daj4wkMzm1Yd0TdWr2KfXixmOYGjlQGF+FAEx0Pt4XLr0vcSvB9HFh3pLgp2dPclKEosRGxbPmIdhiGUwOVlO5WIpfc/p6THJSt/2dvyh1aU3rJ/zaIWAGBSLRUlLM8Mb3J2990X8GfMfXxcXERCDJ0+eSlr0+o4saO9x9v59icPmxYjtUIMY6A03P/vsq8QvddUCXd87C5f+/g+JxaE5j1YISBt6Muf1gqmz9+4HPUgcrg6tDjHEstSzodUXEkewGPHyG+IyAmKpqfk78XoPB+c8WiEgFhpfXAwecbg459EKAbGQ9h6x+L2Hi3MerRAQy0zN345dmLu0GLEdAmIRDcbU7Xi9hyvXeXSKgFjkwie3JBbH5zxaISCW0KJ88Gm82XnbN2CIgoBYIBhaxSzMXdiAIQoCYoHYcx6ObMAQBQHJOR1WxZ3zoDAPR0ByjsI8XQQkx5KY82j8/CeCcAQkpxKZ89DCfPKMIBwByakklpNQmLdHQHJIew8WI2bDqYDoLiU2GPn6kcQR3A2KOY+OOBWQwcFk97d6VYZXViUOW+8GlQanAqLb7WRxr/G0Fff3JSqXN2CIwrka5Ny5M6nsdZULzHl0zbkzReuQixcnc12P1Ht7JQrC0T0nP0p1r10NyehoSfLooLf7cLMYMRpnt/3RHkSHW7oFaJZ75CZh8OGoyOJXnTdgziMy5/fFymPh7g0NdP5iPxzBJbQU5pGwcVwedXhRk67S5SKoeAhIHk0Y1k/5YQiCoUvYCUZsBCSHmueng/mMozfECWbH/VDoMYKRHC/swNZWLcMN+hFJdUO89Y1n+1hRY8RSKvW3zAI9SJ5pMMoEI02s5gUMCAhgQEAAAwICGBAQwICAAAYEBDAgIIABAQEMCAhgQEAAAwICGBAQwMAQkOaCAG6YCzsQGpBmU/4qgBO87gPiR+QvAjigWKz/NuxYaECGhwc+ajab7wlgMT3HBwYGFsKOe6bG6+vNcm/v/qz/NlcFsI43NzTUW/E8rxr2CuO3WCMjXrVU6rtGTwLb6DndLhzK2IMctbOzM3NwUPil/4bX/adl/0+UBcgRz5O5RqPxn54e+aNpWAUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAev8DBFEByFlegRwAAAAASUVORK5CYII="},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use 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"},function(e,t,n){"use 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strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use 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this.markVertices=[],this.populateMainMarkVertices(),t=(this.ar[2].ar[0]+this.ar[3].ar[0])/2,n=(this.ar[2].ar[1]+this.ar[3].ar[1])/2,i=(this.ar[2].ar[2]+this.ar[3].ar[2])/2,this.markVertices.push(new U([t,n,i])),t=(this.ar[6].ar[0]+this.ar[7].ar[0])/2,n=(this.ar[6].ar[1]+this.ar[7].ar[1])/2,i=(this.ar[6].ar[2]+this.ar[7].ar[2])/2,this.markVertices.push(new U([t,n,i])),(e=Math.random())<.2?(this.type=39,this.addMark([7,0,1,2,8,9])):e<.4?(this.type=39,this.addMark([8,3,4,5,6,9])):e<.7?(this.type=40,this.addMark([0,1,2,2,3,4,5,6,7])):this.type=41},t.prototype.clone=function(){var e;return e=new t(0,0),this.copyTo(e),e},t}(m),q=function(t){function n(){var e,t;this.moveSlide=Ut(this.moveSlide,this),n.__super__.constructor.apply(this,arguments),this.allowedRotations=function(){for(t=[],e=0;e<=23;e++)t.push(e);return t}.apply(this),this.disallowedPairs=[],this.folds=[],this.currentPace=10,this.stepsExecuted=0,this.choices=[],this.correctChoice=ht(4),this.answer="z",this.boundingCube=[],this.workingCopy={},this.mainOffset=8,this.horizPentAxes=[],this.vertPentAxes=[],this.vertTriangleAxes=[],this.horizTriangleAxes=[],this.sliding=!1,this.slidePosition=0}return zt(n,t),n.prototype.clone=function(){var e,t,i,r,o,a;for(i=[],r=0,o=(a=this.ar).length;r=n;t=0<=n?++r:--r)this.workingCopy.ar[t].normal.facing(this.pov)&&(e.push(this.workingCopy.ar[t].clone()),this.workingCopy.ar[t].explication=!0);return(i=new a(e)).pov=this.pov,i},n.prototype.populateChoices=function(){var e,t,n,i,r,o,a,s,c,d,l,u,h,p,b,m,f,g,x;for(o=[],i=s=0,3;s<=3;i=++s)o[i]=i!==this.correctChoice?this.getPovn():this.povn;for(e=this.workingCopy.toArray(),n=[],x=this,a=function(e){var t,i,r,o,a;for(t=[],r=0,o=(a=x.workingCopy.ar).length;r=b;i=0<=b?++c:--c)n[i]=[],Ht.call(o,i)>=0&&a(i);for(i=d=0,m=this.allowedRotations.length-1;0<=m?d<=m:d>=m;i=0<=m?++d:--d)if(this.allowedRotations[i]>0){for(this.workingCopy.rotate(this.allowedRotations[i],1),this.workingCopy.reposition(),r=l=0,f=dt.length-1;0<=f?l<=f:l>=f;r=0<=f?++l:--l)Ht.call(o,r)>=0&&a(r);this.workingCopy.restoreFromArray(e)}for(this.rotation>0&&this.workingCopy.rotate(this.rotation,1),this.workingCopy.reposition(),this.choices=[],i=h=0,3;h<=3;i=++h)i===this.correctChoice?this.choices.push(this.getCorrectAnswer()):(this.workingCopy.pov=dt[o[i]],this.choices.push(this.getFalseCandidate(n[o[i]])));for(t=!0,p=0,u=(g=this.choices[this.correctChoice].ar).length;p0&&(t=!1);if(t)return this.postInit()},n.prototype.getTypes=function(){var e,t,n,i,r;for(e=[],t=0;t<=42;++t)e.push(0);for(n=0,i=(r=this.ar).length;n=t;e=0<=t?++n:--n)i.push(this.printFaceArray(e+1,this.choices[e],c,this.offset));return i},n.prototype.describe=function(){var e,t,n,i,r;for(r=[],t=0,n=(i=this.ar).length;t=this.totalSteps&&(Fe=!1),this.stepsExecuted<=0&&(Fe=!0),a=this.stepsExecuted,(a+=Fe?1:0)<=this.currentPace*this.folds.length)for(t=Math.floor((a-1)/this.currentPace),o=(i=this.folds[t]).degrees/this.currentPace,Fe||(o=-o),s=0,c=(l=i.faces).length;s=this.totalSteps||this.stepsExecuted<=0)&&!this.sliding)return console.log("Here"),Ne=setTimeout((function(){return Ue=!0}),2e3),Ue=!1,Fe=!Fe,Ve(e),this.explicate(e,d,this.mainOffset)},n.prototype.moveSlide=function(t,n){if(n&&(this.slidePosition=n.value),!this.sliding)return Ue=!1,e("#pause").text("Play"),this.sliding=!0,this.slideLoop()},n.prototype.executeStep=function(e,t){var n=this;0!=t&&(this.slidePosition=this.stepsExecuted+(e?1:-1),this.slidePosition=Math.max(this.slidePosition,0),this.slidePosition=Math.min(this.slidePosition,this.totalSteps),this.moveSlide(),setTimeout((function(){return n.executeStep(e,t-1)}),30))},n.prototype.slideLoop=function(){var e;for(e=[];this.sliding;)this.stepsExecuted===this.slidePosition?e.push(this.sliding=!1):(Fe=this.stepsExecuted=C;h=0<=C?++f:--f)n[h]=this.workingCopy.ar[h];for(s=-1,p=this.workingCopy.ar.length,m=this.workingCopy.getTypes();;)if(r=!1,l=ht(p),!(s>=0&&this.workingCopy.ar[l].type!==s)){for(this.workingCopy.ar[l]=this.workingCopy.ar[l].imposter(),s=-1,h=g=0,I=(o=this.workingCopy.getTypes()).length-1;0<=I?g<=I:g>=I;h=0<=I?++g:--g)o[h]>m[h]&&(s=h);if(!(s>=0)){for(d=[],i=!0,x=0,v=(T=this.workingCopy.ar).length;x0&&(i=!1));if(!i){for(j=0,y=e.length;j=O;l=0<=O?++b:--b)n[l]=this.workingCopy.ar[l];for(;;)if(i=!1,(c=ht(6))!==(d=ht(6))){for(h=this.workingCopy.ar[c].type,p=this.workingCopy.ar[d].type,this.workingCopy.ar[c]=this.workingCopy.ar[c].clone(),this.workingCopy.ar[c].marks=[],this.workingCopy.ar[c].addDieSpots(p),this.workingCopy.ar[d]=this.workingCopy.ar[d].clone(),this.workingCopy.ar[d].marks=[],this.workingCopy.ar[d].addDieSpots(h),o=[],m=0,x=(k=this.workingCopy.ar).length;ms&&(s=e[1][0]),e[1][1]>d&&(d=e[1][1]),e[1][2]>u&&(u=e[1][2]);return(n=d-c)>(r=t=s-a)&&(r=n),(i=u-l)>r&&(r=i),a-=o=(r-t)/2,s+=o,d+=o=(r-n)/2,[[a,c-=o,l-=o=(r-i)/2],[s,d,u+=o]]},n.prototype.getHorizPentAxes=function(e,t){var n,i,r,o,a,s,c,d,l,u,h,p;for(h=(t[0][0]+t[1][0])/2,l=[],s=p=0;p<=4;s=++p)n=[],u=this.ar[e].ar[s].ar,(c=s+2)>4&&(c-=5),(d=s+3)>4&&(d-=5),i=this.ar[e].ar[c].ar,r=this.ar[e].ar[d].ar,o=(i[1]+r[1])/2,a=(i[2]+r[2])/2,n.push([h,u[1],u[2]]),n.push([h,o,a]),l.push(n);return l},n.prototype.getVertPentAxes=function(e,t){var n,i,r,o,a,s,c,d,l,u,h,p;for(h=(t[0][1]+t[1][1])/2,l=[],s=p=0;p<=4;s=++p)n=[],u=this.ar[e].ar[s].ar,(c=s+2)>4&&(c-=5),(d=s+3)>4&&(d-=5),i=this.ar[e].ar[c].ar,r=this.ar[e].ar[d].ar,o=(i[0]+r[0])/2,a=(i[2]+r[2])/2,n.push([u[0],h,u[2]]),n.push([o,h,a]),l.push(n);return l},n.prototype.getVertTriangleAxes=function(e,t){var n,i,r,o,a,s,c,d,l,u,h,p;for(h=(t[0][1]+t[1][1])/2,l=[],s=p=0;p<=2;s=++p)n=[],u=this.ar[e].ar[s].ar,(c=s+1)>2&&(c-=3),(d=s+2)>2&&(d-=3),i=this.ar[e].ar[c].ar,r=this.ar[e].ar[d].ar,o=(i[0]+r[0])/2,a=(i[2]+r[2])/2,n.push([u[0],h,u[2]]),n.push([o,h,a]),l.push(n);return l},n.prototype.getHorizTriangleAxes=function(e,t){var n,i,r,o,a,s,c,d,l,u,h,p;for(h=(t[0][0]+t[1][0])/2,l=[],s=p=0;p<=2;s=++p)n=[],u=this.ar[e].ar[s].ar,(c=s+1)>2&&(c-=3),(d=s+2)>2&&(d-=3),i=this.ar[e].ar[c].ar,r=this.ar[e].ar[d].ar,o=(i[1]+r[1])/2,a=(i[2]+r[2])/2,n.push([h,u[1],u[2]]),n.push([h,o,a]),l.push(n);return l},n.prototype.getRadians=function(e){switch(e-1){case-1:return 0;case 0:return Math.PI/2;case 1:return Math.PI;case 2:return-Math.PI/2;case 3:return Math.PI/2;case 4:return Math.PI;case 5:return-Math.PI/2;case 6:return Math.PI/2;case 7:return Math.PI;case 8:return-Math.PI/2;case 9:case 10:case 11:case 12:case 13:case 14:return Math.PI;case 15:return 2*Math.PI/3;case 16:return 2*-Math.PI/3;case 17:return 2*Math.PI/3;case 18:return 2*-Math.PI/3;case 19:return 2*Math.PI/3;case 20:return 2*-Math.PI/3;case 21:return 2*Math.PI/3;case 22:return 2*-Math.PI/3;case 23:return 2*Math.PI/5;case 24:return 4*Math.PI/5;case 25:return 2*-Math.PI/5;case 26:return 4*-Math.PI/5;case 27:return Math.PI/3;case 28:return 2*Math.PI/3;case 29:return-Math.PI/3;case 30:return 2*-Math.PI/3;case 31:return Math.PI/3;case 32:return-Math.PI/3;case 33:case 34:case 35:case 36:case 37:return Math.PI;case 38:return 2*Math.PI/5;case 39:return 4*Math.PI/5;case 40:return 2*-Math.PI/5;case 41:return 4*-Math.PI/5;case 42:case 43:case 44:case 45:case 46:case 47:case 48:case 49:case 50:return Math.PI;case 51:return 2*Math.PI/3;case 52:return-2*Math.PI/3;case 53:case 54:case 55:case 56:case 57:case 58:return Math.PI;case 59:return 2*Math.PI/3;case 60:return-2*Math.PI/3}},n.prototype.rotate=function(e,t,n){var i,r,o,a,s,c,d,l,u,h,p;switch(r=n||this.getRadians(e),o=this.boundingCube[0][0],c=this.boundingCube[0][1],u=this.boundingCube[0][2],s=((a=this.boundingCube[1][0])+o)/2,l=((d=this.boundingCube[1][1])+c)/2,p=((h=this.boundingCube[1][2])+u)/2,i=e-1,Math.min(a,o),Math.min(d,c),Math.max(a,o),Math.max(d,c),i){case 0:case 1:case 2:return this.spin([[s,l,u],[s,l,h]],r/t);case 3:case 4:case 5:case 31:case 32:case 38:case 39:case 40:case 41:case 59:case 60:case 99:return this.spin([[o,l,p],[a,l,p]],r/t);case 6:case 7:case 8:case 23:case 24:case 25:case 26:case 27:case 28:case 29:case 30:case 51:case 52:case 199:return this.spin([[s,c,p],[s,d,p]],r/t);case 9:return this.spin([[o,l,u],[a,l,h]],r/t);case 10:return this.spin([[o,l,h],[a,l,u]],r/t);case 11:return this.spin([[s,c,u],[s,d,h]],r/t);case 12:return this.spin([[s,c,h],[s,d,u]],r/t);case 13:return this.spin([[o,c,p],[a,d,p]],r/t);case 14:return this.spin([[o,d,p],[a,c,p]],r/t);case 15:case 16:return this.spin([[o,c,u],[a,d,h]],r/t);case 17:case 18:return this.spin([[a,c,u],[o,d,h]],r/t);case 19:case 20:return this.spin([[o,c,h],[a,d,u]],r/t);case 21:case 22:return this.spin([[a,c,h],[o,d,u]],r/t);case 33:return this.spin(this.horizPentAxes[0],r/t);case 34:return this.spin(this.horizPentAxes[1],r/t);case 35:return this.spin(this.horizPentAxes[2],r/t);case 36:return this.spin(this.horizPentAxes[3],r/t);case 37:return this.spin(this.horizPentAxes[4],r/t);case 42:return this.spin(this.vertPentAxes[0],r/t);case 43:return this.spin(this.vertPentAxes[1],r/t);case 44:return this.spin(this.vertPentAxes[2],r/t);case 45:return this.spin(this.vertPentAxes[3],r/t);case 46:return this.spin(this.vertPentAxes[4],r/t);case 47:return this.spin([[s,l,p],[s+1,l,p+H]],r/t);case 48:return this.spin([[s,l,p],[s+H,l,p+1]],r/t);case 49:return this.spin([[s,l,p],[s-1,l,p+H]],r/t);case 50:return this.spin([[s,l,p],[s-H,l,p+1]],r/t);case 53:return this.spin(this.vertTriangleAxes[0],r/t);case 54:return this.spin(this.vertTriangleAxes[1],r/t);case 55:return this.spin(this.vertTriangleAxes[2],r/t);case 56:return this.spin(this.horizTriangleAxes[0],r/t);case 57:return this.spin(this.horizTriangleAxes[1],r/t);case 58:return this.spin(this.horizTriangleAxes[2],r/t)}},n.prototype.postInit=function(){return this.totalSteps=this.currentPace*this.folds.length,this.setPov(),this.rotation>0&&(this.totalSteps+=Math.round(4*this.currentPace*Math.abs(this.getRadians(this.rotation))/Math.PI)),this.screenBounds=et(this.ar,this.pov),this.workingCopy=this.clone(),this.workingCopy.fold(),this.boundingCube=this.workingCopy.getBoundingCube(),this.workingCopy.reposition(),this.workingCopy.boundingCube=this.workingCopy.getBoundingCube(),this.populateChoices()},n}(z),$=function(e){function t(){var e,n,i,r,o,a;for(e=[];;){for(i=0,r=0,o=0,a=(e=[new K(2,0),new K(0,1),new K(1,1),new K(2,1),new K(1,2),new K(1,3)]).length;o1&&r<2)break}t.__super__.constructor.call(this,e),this.currentPace=30,this.offset=42,this.folds=[],this.folds.push(new f([0],-Math.PI/2,[[0,1,0],[10,1,0]])),this.folds.push(new f([5],Math.PI/2,[[0,3,0],[10,3,0]])),this.folds.push(new f([4,5],Math.PI/2,[[0,2,0],[10,2,0]])),this.folds.push(new f([1],Math.PI/2,[[1,0,0],[1,10,0]])),this.folds.push(new f([0,3],-Math.PI/2,[[2,0,0],[2,10,0]])),this.postInit()}return zt(t,e),t}(q),le=function(e){function n(){var e,i,r,o;for(e=[];;){for(i=0,r=0,o=(e=[new t(0,4),new t(1,4),new t(4,6),new t(4,7),new Me(0,0),new K(0,2),new qe(1,2),new T(2,4),new De(4,5),new K(4,5)]).length;r1)break}n.__super__.constructor.call(this,e),this.currentPace=30,this.offset=20,this.folds=[],this.folds.push(new f([4,5,6],-Math.PI/2,[[0,4,0],[10,4,0]])),this.folds.push(new f([2,3,8,9],Math.PI/2,[[0,5,0],[10,5,0]])),this.folds.push(new f([9,2,3],-Math.PI/2,[[4,5,0],[4,5,10]])),this.folds.push(new f([2,3],-Math.PI/2,[[4,0,1],[4,10,1]])),this.folds.push(new f([3],Math.PI/2,[[3,0,1],[3,10,1]])),this.folds.push(new f([0,1],Math.PI/2,[[2,0,0],[2,10,0]])),this.folds.push(new f([0],-Math.PI/2,[[2,0,1],[2,10,1]])),this.folds.push(new f([4,5],-Math.PI/2,[[1,4,0],[1,4,10]])),this.folds.push(new f([4],Math.PI/2,[[1,0,2],[1,10,2]])),this.postInit()}return zt(n,e),n}(q),ge=function(e){function n(){var e,i,r,o;for(e=[];;){for(i=0,r=0,o=(e=[new t(4,7),new t(6,5),new u(6,6),new G(2,0),new B(0,3),new B(3,3),new V(4,7),new K(6,4),new K(3,7)]).length;r1)break}n.__super__.constructor.call(this,e),this.disallowedPairs=[[4,3],[6,0],[12,1],[13,2],[16,2],[19,0],[21,3],[22,1]],this.currentPace=30,this.offset=20,this.folds=[],this.folds.push(_e(0,[0],2,[4])),this.folds.push(new f([0,8],-Math.PI/2,[[0,7,0],[10,7,0]])),this.folds.push(new f([1,2,7],Math.PI/2,[[6,0,0],[6,10,0]])),this.folds.push(new f([1,2],Math.PI/2,[[6,5,0],[6,5,10]])),this.folds.push(new f([2],-Math.PI/4,[[5,5,0],[5,5,10]])),this.folds.push(new f([3,4],-Math.PI/2,[[3,0,0],[3,10,0]])),this.folds.push(new f([3],Math.PI/2,[[3,3,0],[3,3,10]])),this.folds.push(new f([0,1,2,6,7,8],-Math.PI/2,[[0,4,0],[10,4,0]])),this.postInit()}return zt(n,e),n}(q),xe=function(e){function t(){var e,n,i,r;for(e=[];;){for(n=0,i=0,r=(e=[new Ie(2,0),new Ie(6,0),new S(0,2),new S(4,2),new g(4,3),new Re(8,3),new Te(11,5),new Re(8,7),new Te(11,9)]).length;i1)break}t.__super__.constructor.call(this,e),this.currentPace=30,this.offset=20,this.folds=[],this.folds.push(_e(1,[0,1],2,[2])),this.folds.push(_e(0,[0,2],-2,[4])),this.folds.push(_e(1,[0,1,2,3],2,[3])),this.folds.push(_e(0,[6,8],2,[9])),this.folds.push(_e(1,[7,8],-2,[7])),this.folds.push(_e(0,[5,6,7,8],2,[8])),this.postInit()}return zt(t,e),t}(q),je=function(e){function t(){var e,n,i,r,o,a,s,c,d,l,u,h,p;for(e=[];;){for(i=0,u=0,p=(e=[new L(1,2),new K(0,2),new K(1,2),new F(2,3),new K(2,3),new K(2,4),new K(2,5)]).length;u1)break;kt}for(t.__super__.constructor.call(this,e),this.allowedRotations=[0,24,25,26,27,43,44,45,46,47],n=h=4;h<=6;n=++h)this.ar[n].preSpin([[2,3,0],[2,3,10]],-Math.PI/10);this.currentPace=30,this.offset=20,this.folds=[],o=this.ar[3].ar[0].ar[0],c=this.ar[3].ar[0].ar[1],l=this.ar[3].ar[0].ar[2],a=this.ar[3].ar[4].ar[0],d=this.ar[3].ar[4].ar[1],this.folds.push(new f([4,5,6],Math.PI/2,[[o,c,l],[a,d,l]])),r=this.ar[3].ar[4].ar[0],s=this.ar[3].ar[4].ar[1],this.folds.push(_e(2,[5,6],2.5,[r,s])),r=this.ar[3].ar[3].ar[0],s=this.ar[3].ar[3].ar[1],this.folds.push(_e(2,[6],2.5,[r,s])),this.folds.push(_e(1,[3,4,5,6],-2,[3])),this.folds.push(_e(1,[0],2,[2])),this.folds.push(_e(0,[1],-2.5,[1])),this.totalSteps=this.currentPace*this.folds.length,this.setPov(),this.rotation>0&&(this.totalSteps+=Math.round(4*this.currentPace*Math.abs(this.getRadians(this.rotation))/Math.PI)),this.screenBounds=et(this.ar,this.pov),this.workingCopy=this.clone(),this.workingCopy.fold(),this.boundingCube=this.workingCopy.getBoundingCube(),this.vertPentAxes=this.workingCopy.getVertPentAxes(0,this.boundingCube),this.workingCopy.reposition(),this.workingCopy.boundingCube=this.workingCopy.getBoundingCube(),this.workingCopy.vertPentAxes=this.workingCopy.getVertPentAxes(0,this.workingCopy.boundingCube),this.populateChoices()}return zt(t,e),t}(q),ve=function(e){function t(){var e,n,i,r,o,a;for(e=[];;){for(i=0,r=0,o=0,a=(e=[new K(0,0),new K(1,0),new K(1,1),new K(1,2),new K(2,2),new K(1,3)]).length;o1&&r<2)break;kt}t.__super__.constructor.call(this,e),this.currentPace=30,this.offset=20,this.folds=[],this.folds.push(_e(1,[5],-2,[3])),this.folds.push(_e(0,[4],2,[2])),this.folds.push(_e(1,[3,4,5],-2,[2])),this.folds.push(_e(0,[0],-2,[1])),this.folds.push(_e(1,[0,1],2,[1])),this.postInit()}return zt(t,e),t}(q),ye=function(e){function t(){var e,n,i,r;for(e=[new h(2,0),new h(1,1),new h(2,1),new h(0,2),new h(1,2),new h(1,3)],t.__super__.constructor.call(this,e),i=yt([1,2,3,4,5,6]),n=r=0;r<=5;n=++r)this.ar[n].addDieSpots(i[n]);this.currentPace=30,this.offset=20,this.folds=[],this.folds.push(_e(1,[5],-2,[3])),this.folds.push(_e(0,[3],-2,[1])),this.folds.push(_e(1,[3,4,5],-2,[2])),this.folds.push(_e(1,[0],2,[1])),this.folds.push(_e(0,[0,2],2,[2])),this.postInit()}return zt(t,e),t.prototype.getFalseCandidate=function(e){return this.getDieFalseCandidate(e)},t}(q),Ae=function(e){function t(){var e,a,s,c;for(e=[];;){for(a=0,s=0,c=(e=[new n(5,0),new S(3,2),new o(0,5),new Re(2,3),new r(5,5),new o(5,5),new i(5,5),new n(5,5),new Re(7,3),new i(10,5),new S(3,7),new r(5,10)]).length;s1)break;kt}t.__super__.constructor.call(this,e),this.currentPace=30,this.offset=20,this.folds=[],this.folds.push(_e(1,[0],2,[2])),this.folds.push(_e(1,[0,1],2,[3])),this.folds.push(_e(0,[2],-2,[2])),this.folds.push(_e(0,[2,3],-2,[3])),this.folds.push(_e(1,[11],-2,[8])),this.folds.push(_e(1,[10,11],-2,[7])),this.folds.push(_e(0,[9],2,[8])),this.folds.push(_e(0,[8,9],2,[7])),this.postInit()}return zt(t,e),t}(q),Oe=function(e){function n(){var e,i,r,o,a,s,c,d,l;for(e=[];;){for(r=0,s=0,l=(e=[new x(7,1),new v(7,1),new y(7,1),new A(7,1),new O(7,1),new k(7,1),new t(1,2),new t(2,2),new t(3,2),new t(4,2),new t(5,2),new t(6,2),new x(1,4),new v(1,4),new y(1,4),new A(1,4),new O(1,4),new k(1,4)]).length;s1)break;kt}for(n.__super__.constructor.call(this,e),this.allowedRotations=[0,2,5,8,28,29,30,31,48,49,50,51],o=this.ar[11].ar[1].ar[0]-this.ar[1].ar[1].ar[0],a=this.ar[11].ar[1].ar[1]-this.ar[1].ar[1].ar[1],i=c=0;c<=5;i=++c)this.ar[i].preTranslate(o,a,0);for(o=this.ar[12].ar[2].ar[0]-this.ar[6].ar[3].ar[0],a=this.ar[6].ar[3].ar[1]-this.ar[12].ar[2].ar[1],i=d=12;d<=17;i=++d)this.ar[i].preTranslate(o,a,0);this.currentPace=30,this.offset=20,this.folds=[],this.folds.push(_e(1,[12,13,14,15,16,17],-2,[3])),this.folds.push(_e(0,[6,12,13,14,15,16,17],-3,[2])),this.folds.push(_e(0,[6,7,12,13,14,15,16,17],-3,[3])),this.folds.push(_e(0,[6,7,8,12,13,14,15,16,17],-3,[4])),this.folds.push(_e(1,[0,1,2,3,4,5],2,[2])),this.folds.push(_e(0,[0,1,2,3,4,5,11],3,[6])),this.folds.push(_e(0,[0,1,2,3,4,5,10,11],3,[5])),this.postInit()}return zt(n,e),n}(q),ee=function(e){function t(){var e,n,i,r,o,a,s,c,d,l,u;for(e=[];;){for(i=!1,r=!1,l=0,u=(e=[new C(2,2),new _(2,1),new w(3,1),new _(1,2),new _(3,0)]).length;l0&&(this.totalSteps+=Math.round(4*this.currentPace*Math.abs(this.getRadians(this.rotation))/Math.PI)),this.screenBounds=et(this.ar,this.pov),this.workingCopy=this.clone(),this.workingCopy.fold(),this.boundingCube=this.workingCopy.getBoundingCube(),this.horizTriangleAxes=this.workingCopy.getHorizTriangleAxes(0,this.boundingCube),this.workingCopy.reposition(),this.workingCopy.boundingCube=this.workingCopy.getBoundingCube(),this.workingCopy.horizTriangleAxes=this.workingCopy.getHorizTriangleAxes(0,this.workingCopy.boundingCube),this.populateChoices()}return zt(t,e),t}(q),te=function(e){function t(){var e,n,i,r;for(e=[];;){for(n=0,i=0,r=(e=[new W(0,0),new W(0,1),new W(1,1),new W(1,2),new W(2,2),new 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R(6,5)]).length;b0&&u>0&&a>0&&l>0&&c>0&&s>0)break}for(t.__super__.constructor.call(this,n),this.allowedRotations=[0,24,25,26,27],this.disallowedPairs=[[0,0],[0,1],[24,0],[24,1],[25,0],[25,1],[26,0],[26,1],[27,0],[27,1]],this.mainOffset=3,this.currentPace=30,this.offset=20,A=this,i=function(e,t,n,i){var r,o,a,s,c,d,l,u,h,p;for(s=[],r=[],o=[],c=0,l=(h=A.ar[e].ar[t].ar).length;c1&&r<2)break}t.__super__.constructor.call(this,e),this.currentPace=30,this.offset=42,this.folds=[],this.folds.push(_e(1,[0],2,[1])),this.folds.push(_e(0,[0,1],-2,[1])),this.folds.push(_e(0,[0,1,2],-2,[2])),this.folds.push(_e(1,[5],-2,[2])),this.folds.push(_e(0,[4,5],2,[3])),this.postInit()}return zt(t,e),t}(q),oe=function(e){function n(){var e,i,r,o,a;for(e=2-Math.sqrt(2),i=[];;){for(r=0,o=0,a=(i=[new u(0,e),new t(0,2),new t(2,8),new K(0,3),new G(3,1),new B(1,4),new J(1,6),new Qe(4,5),new 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Score distribution of last 1000 games:

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Time Used: '+E+"

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e.lineWidth=3,e.stroke()},e.prototype.fill=function(e,t){var n;return n=t/1.7,e.beginPath(),e.arc(this.x*t+1.5,this.y*t+1.5,n,0,2*Math.PI),e.fill()},e.prototype.outline=function(e,t){var n;return n=t/1.7,e.beginPath(),e.arc(this.x*t+1.5,this.y*t+1.5,n,0,2*Math.PI),e.stroke()},e.prototype.valid=function(){return this.x>=0&&this.x<=8&&this.y>=0&&this.y<=8},e.prototype.mirror=function(t){var n,i,r;switch((i=g[t]).angle){case 0:return r=this.y+2*(i.v1.y-this.y),new e(this.x,r);case 1:return new e(this.x+2*(i.v1.x-this.x),this.y);case 2:return n=i.v1.mode[i.angle]-this.mode[i.angle],new e(this.x+n,this.y-n);case 3:return n=i.v1.mode[i.angle]-this.mode[i.angle],new e(this.x-n,this.y-n);default:return!1}return!1},e.prototype.identical=function(e){return this.x===e.x&&this.y===e.y},e}(),l=function(e){function t(e){t.__super__.constructor.call(this,e.x,e.y),this.members=[],this.members[0]=e}return D(t,e),t.prototype.addSpot=function(e){return this.members.push(e)},t.prototype.clear=function(){return this.members=[]},t}(u),r=function(e,t){this.v1=e,this.v2=t,e.y===t.y?this.angle=0:e.x===t.x?this.angle=1:e.x-t.x===e.y-t.y?this.angle=2:this.angle=3},a=function(){function e(){this.queue=[],this.key=[],this.antiKey=[]}return e.prototype.mirror=function(t){var n,i,r,o,a;for(i=new e,r=0,o=(a=this.queue).length;r0)return(t=document.createElement("canvas")).width=91,t.height=91,(n=t.getContext("2d")).strokeStyle="black",n.lineWidth=2,n.lineCap="round",n.globalCompositeOperation="source-over",this.outline(n),n.fillStyle="white",n.globalCompositeOperation="destination-over",this.fill(n),e.drawImage(t,0,0)},e.prototype.fill=function(e){var t,n,i,r,o;if(t=1.5,this.queue.length>0){for(e.beginPath(),e.moveTo(this.queue[0].x*d+t,this.queue[0].y*d+t),i=0,r=(o=this.queue).length;i0){for(e.lineCap="round",a=[],n=r=0,o=this.queue.length-1;0<=o?r<=o:r>=o;n=0<=o?++r:--r)(i=n+1)>=this.queue.length&&(i=0),e.beginPath(),e.moveTo(this.queue[n].x*d+t,this.queue[n].y*d+t),e.lineTo(this.queue[i].x*d+t,this.queue[i].y*d+t),a.push(e.stroke());return a}},e.prototype.outlineAroundHoles=function(e,t,n){var i,r,o,a,s,c,l,u,h;for(!1===t&&(t=[]).push(F[n.holeSpot]),i=[],r=[],s=0,l=(h=[0,1]).length;s1?(e.mode[t]>this.key[t].mode[t]&&(this.key[t]=e),e.mode[t]=l;o=0<=l?++s:--s){for((a=o+1)>=this.queue.length&&(a=0),i=!1,r=!1,c=0,d=t.length;c=this.queue.length&&(t=0),this.queue[e].identical(this.queue[t])?n.push(this.queue.splice(t,1)):n.push(e++);return n},e}(),c=function(e){function t(){t.__super__.constructor.call(this)}return D(t,Array),t.prototype.generateOptionObject=function(){var e,t,n,i,r,a;for(t=new o,r=0,a=this.length;r=r;e=0<=r?++n:--n)for(this.answerSpots[e]=new Array(4),t=i=0,o=this.answerSpots[e].length-1;0<=o?i<=o:i>=o;t=0<=o?++i:--i)this.answerSpots[e][t]=!1}return e.prototype.checkUniqueness=function(e){var t,n,i,r,o,a;for(t=i=0,o=e.answerSpots.length-1;0<=o?i<=o:i>=o;t=0<=o?++i:--i)for(n=r=0,a=e.answerSpots[t].length-1;0<=a?r<=a:r>=a;n=0<=a?++r:--r)if(this.answerSpots[t][n]!==e.answerSpots[t][n])return!0;return!1},e.prototype.print=function(e,t){var n,i,r,o,a,s,c,d;for(e.fillStyle="black",d=[],n=s=0,c=this.answerSpots.length-1;0<=c?s<=c:s>=c;n=0<=c?++s:--s)d.push(function(){var s,c,d;for(d=[],i=s=0,c=this.answerSpots[n].length-1;0<=c?s<=c:s>=c;i=0<=c?++s:--s)o=t+n*t*2,a=t+i*t*2,r=t/1.7,e.beginPath(),e.arc(o,a,r,0,2*Math.PI),this.answerSpots[n][i]&&e.fill(),e.lineWidth=2,d.push(e.stroke());return d}.call(this));return d},e}(),j=function(){var e,t;return(e=new a).addVertex(new u(0,0)),e.addVertex(new u(8,0)),e.addVertex(new u(8,8)),e.addVertex(new u(0,8)),(t=[])[0]=e,t},v=function(){var e,t,n,i,r,o,a,s;for(i=[],e=0,t=a=0;a<=3;t=++a)for(n=s=0;s<=3;n=++s)r=2*t+1,o=2*n+1,i[e]=new l(new u(r,o)),e++;return i},T=function(){var e,t,n,i,o,a,s,c,d,l;for(l=[],e=d=0;d<=4;e=++d)n=new u(e+2,0),a=new u(e+2,8),t=new r(n,a),g[e]=t,n=new u(0,e+2),a=new u(8,e+2),t=new r(n,a),g[e+5]=t,(i=2*e-4)<0&&(i=0),(o=4-2*e)<0&&(o=0),(s=4+2*e)>8&&(s=8),(c=12-2*e)>8&&(c=8),n=new u(i,o),a=new u(s,c),t=new r(n,a),g[e+10]=t,(i=2*e-4)<0&&(i=0),(o=4+2*e)>8&&(o=8),(s=4+2*e)>8&&(s=8),(c=2*e-4)<0&&(c=0),n=new u(i,o),a=new u(s,c),t=new r(n,a),l.push(g[e+15]=t);return l},O=function(e){var t,n,i,r,o;if(n=2,Math.random()<.4)for(i=0,r=F.length;in&&(n=t);for(o=[];e.holeSpot=E(16),!(F[e.holeSpot].members.length>=n);)o.push(void 0);return o},N.prototype.punchHole=function(e){return F[this.holeSpot].print(e,"white",d,!1)},N.prototype.falseMirror=function(){for(var e,t,i,r,o,a,s,c,d,l,u,h;;){for(i=new U,o=c=0,u=x.length-1;0<=u?c<=u:c>=u;o=0<=u?++c:--c)i.folds[o]=x[o];for(i.holeSpot=this.holeSpot,e=E(3),a=i.folds[e].location+E(3)-1,s=i.folds[e].orientation,Math.random()<.5&&(s=!s),a<0&&(a=1),a>19&&(a=18),i.folds[e]=new n,i.folds[e].location=a,i.folds[e].orientation=s,d=0,l=(h=i.folds).length;d=r;e=0<=r?++i:--i)e!==this.correctOption&&o.push(function(){var i,r,o;for(o=[];;){for(n=!0,this.options[e]=(Math.random(),this.falseRelocate()),t=i=0,r=this.options.length-1;0<=r?i<=r:i>=r;t=0<=r?++i:--i)if(t!==e&&!this.options[e].checkUniqueness(this.options[t])){n=!1;break}if(n)break;o.push(void 0)}return o}.call(this));return o},N.prototype.copyOfPunchedHoles=function(){var e,t,n,i,r;for(e=new c,i=0,r=(n=F[this.holeSpot].members).length;i=i;t=0<=i?++n:--n)e=document.getElementById(h[t]).getContext("2d"),r.push(this.options[t].print(e,11));return r},N}(l),i=function(t){var n,i,r;function o(){var t,n,i,o,a,c,d,l,u,h;for(this.handleIncorrect=R(this.handleIncorrect,this),this.handleCorrect=R(this.handleCorrect,this),S(),this.structure=new r,this.answer="z",this.options=[],this.paintQuery(),this.sequentialQuestions(),this.setTitle("How many cubes have "+y(this.sidesQty)+" painted?"),e("#display-area").html('

1

2

3

4

5

'),a=375,c=375,e("#display-area > div").first().css({float:"left"}),e("#display-area > div").first().width(125),e("#display-area > div").first().height(a),e("#display-area > div").first().find("canvas").each((function(){return e(this).width(125),e(this).height(125),e(this).attr("width","125"),e(this).attr("height","125")})),e("#puzzle").height(a),e("#puzzle").width(c),e("#puzzle + div").width(s),e("#puzzle + div").height(125),e("#puzzle + div > h1").width(90),e("#puzzle + div > h1").css({display:"inline-block"}),e("#puzzle + div > h1").css({textAlign:"center"}),e("#puzzle + div > h1").css({border:"thin solid #EEE"}),e("#puzzle + div > h1").css({marginLeft:"6px"}),e("#puzzle + div > h1").css({borderRadius:"6px"}),e("#puzzle + div > h1").css({cursor:"pointer"}),e("#puzzle + div > h1").hover((function(){return e(this).css({backgroundColor:"#EEE"})}),(function(){return e(this).css({backgroundColor:"transparent"})})),i=l=0,u=(h=this.options).length;l h1").eq(""+i)).text(o),o===this.tally?d.on("click",this.handleCorrect):d.on("click",this.handleIncorrect);(t=document.getElementById("puzzle")).width=c,t.height=a,n=t.getContext("2d"),this.structure.printCubes(n)}return D(o,t),3,2,3,100,100,o.prototype.paintQuery=function(){for(var e,t,n,i,r;;){for(t=!0,this.sidesQty=A(5)+1,n=0,i=(r=this.structure.paintQueries).length;nthis.structure.cubes.length)){for(i=!0,r=0,o=t.length;r5&&(e=5),this.correctOption=A(e),i=[],t=n=0;n<=4;t=++n)i.push(this.options.push(this.tally-this.correctOption+t));return i},o.prototype.displayQuestions=function(){var e,t;for(document.getElementById("query").innerHTML=F(this.sidesQty),e=0,t=[];e div").first().find("canvas").each((t=this,function(e,n){var i,r,o,a,s,c,d;for(r=n.getContext("2d"),d=[],a=0,s=(c=t.structure.cubes).length;ae?(i="#EEE",d.push(o.print(r,t.structure.solutionScale,t.structure.perspective,i,t.structure.xOff,t.structure.yOff))):d.push(void 0);return d}));var t},o.prototype.handleResult=function(t,n){var i,r;return e("#puzzle + div > h1").unbind(),e("#puzzle + div > h1").css({cursor:"inherit"}),this.explicate(),clearInterval(M),e("#single-result").text(n),i=e("table")[0].rows[B].cells[k],e(i).text(t),C.push(t),r=0,C.length>0&&(r=C.reduce((function(e,t){return e+t}))/C.length,r=Math.round(100*r)/100),e("#average").text(r),e("#position").text('Click "Next" Button to Continue')},o.prototype.handleCorrect=function(){return this.handleResult(0,"Correct, 0 points")},o.prototype.handleIncorrect=function(){return this.handleResult(5,"Incorrect: The correct answer is "+this.tally+", 5 points")},i=function(){function e(e,t,n){this.x=e,this.y=t,this.z=n}return e.prototype.screenPoint=function(e,t,n){var i,r;return r=[],i=.42*this.z,e>=1&&(i=1.5-i),r[0]=this.x-i+t,r[1]=this.y-.38*this.z+n,r},e}(),n=function(){function e(e,t,n){this.x=e,this.y=t,this.z=n,this.painted=5}return e.prototype.print=function(e,t,n,i,r,o){return e.fillStyle=i,this.fill(e,t,n,r,o),this.outline(e,t,n,r,o)},e.prototype.fill=function(e,t,n,r,o){return e.beginPath(),T(e,new i(this.x,this.y,this.z).screenPoint(n,r,o),t),I(e,new i(this.x+1,this.y,this.z).screenPoint(n,r,o),t),I(e,new i(this.x+1,this.y+1,this.z).screenPoint(n,r,o),t),I(e,new i(this.x,this.y+1,this.z).screenPoint(n,r,o),t),e.closePath(),e.fill(),e.beginPath(),T(e,new i(this.x,this.y,this.z).screenPoint(n,r,o),t),I(e,new i(this.x+1,this.y,this.z).screenPoint(n,r,o),t),I(e,new i(this.x+1,this.y,this.z+1).screenPoint(n,r,o),t),I(e,new i(this.x,this.y,this.z+1).screenPoint(n,r,o),t),e.closePath(),e.fill(),0===n?(e.beginPath(),T(e,new i(this.x,this.y,this.z).screenPoint(n,r,o),t),I(e,new i(this.x,this.y,this.z+1).screenPoint(n,r,o),t),I(e,new i(this.x,this.y+1,this.z+1).screenPoint(n,r,o),t),I(e,new i(this.x,this.y+1,this.z).screenPoint(n,r,o),t),e.closePath(),e.fill()):(e.beginPath(),T(e,new i(this.x+1,this.y,this.z).screenPoint(n,r,o),t),I(e,new i(this.x+1,this.y,this.z+1).screenPoint(n,r,o),t),I(e,new i(this.x+1,this.y+1,this.z+1).screenPoint(n,r,o),t),I(e,new i(this.x+1,this.y+1,this.z).screenPoint(n,r,o),t),e.closePath(),e.fill())},e.prototype.outline=function(e,t,n,r,o){return e.lineCap="round",e.lineWidth=1,e.beginPath(),T(e,new i(this.x,this.y,this.z).screenPoint(n,r,o),t),I(e,new i(this.x+1,this.y,this.z).screenPoint(n,r,o),t),e.stroke(),e.beginPath(),T(e,new i(this.x+1,this.y,this.z).screenPoint(n,r,o),t),I(e,new i(this.x+1,this.y+1,this.z).screenPoint(n,r,o),t),e.stroke(),e.beginPath(),T(e,new i(this.x+1,this.y+1,this.z).screenPoint(n,r,o),t),I(e,new i(this.x,this.y+1,this.z).screenPoint(n,r,o),t),e.stroke(),e.beginPath(),T(e,new i(this.x,this.y+1,this.z).screenPoint(n,r,o),t),I(e,new i(this.x,this.y,this.z).screenPoint(n,r,o),t),e.stroke(),e.beginPath(),T(e,new i(this.x+1,this.y,this.z+1).screenPoint(n,r,o),t),I(e,new i(this.x,this.y,this.z+1).screenPoint(n,r,o),t),e.stroke(),0===n?(e.beginPath(),T(e,new i(this.x,this.y+1,this.z+1).screenPoint(n,r,o),t),I(e,new i(this.x,this.y,this.z+1).screenPoint(n,r,o),t),e.stroke()):(e.beginPath(),T(e,new i(this.x+1,this.y+1,this.z+1).screenPoint(n,r,o),t),I(e,new i(this.x+1,this.y,this.z+1).screenPoint(n,r,o),t),e.stroke()),e.beginPath(),T(e,new i(this.x+1,this.y,this.z).screenPoint(n,r,o),t),I(e,new i(this.x+1,this.y,this.z+1).screenPoint(n,r,o),t),e.stroke(),e.beginPath(),T(e,new i(this.x,this.y,this.z+1).screenPoint(n,r,o),t),I(e,new i(this.x,this.y,this.z).screenPoint(n,r,o),t),e.stroke(),0===n?(e.beginPath(),T(e,new i(this.x,this.y+1,this.z).screenPoint(n,r,o),t),I(e,new i(this.x,this.y+1,this.z+1).screenPoint(n,r,o),t),e.stroke()):(e.beginPath(),T(e,new i(this.x+1,this.y+1,this.z).screenPoint(n,r,o),t),I(e,new i(this.x+1,this.y+1,this.z+1).screenPoint(n,r,o),t),e.stroke())},e}(),r=function(){function e(){for(this.xOff=0,this.yOff=0,this.perspective=A(2),this.paintQueries=[];this.cubes=[],this.seed(),this.createPattern(),!this.visible(););this.scale(),this.tallySides(),this.order()}return e.prototype.visible=function(){var e,t,n,i,r,o,a,s,c,d,l,u,h;for(i=c=0,2;c<=2;i=++c)for(r=d=0,2;d<=2;r=++d){if((n=this.height(i,r))<2)for(l=0,u=(h=this.cubes).length;lt?s:t,this.height(i,r+1)<=o&&(this.height(i,r-1)=o&&this.height(a,r-2)>=o)))return!1}return!0},e.prototype.height=function(e,t){var n,i,r,o,a;for(i=2,r=0,o=(a=this.cubes).length;r=0;){for(i=[],o=d=0,2;d<=2;o=++d)i.push([]);for(l=0,h=(b=n[r]).length;l=0;)0===this.perspective?i[o].sort((function(e,t){return t.x-e.x})):i[o].sort((function(e,t){return e.x-t.x})),a=a.concat(i[o]),o--;r--}return this.cubes=a},e.prototype.seed=function(){var e,t;return e=A(3),t=A(3),this.push(new n(e,1,t))},e.prototype.scale=function(){var e,t,n,r,o,a,s,c,d,l,u,h,p,b;for(d=1e4,t=-1e4,s=-1e4,o=1e4,h=0,p=(b=this.cubes).length;ht&&(t=e),0===this.perspective?((a=new i(n.x+1,n.y,n.z).screenPoint(this.perspective,this.xOff,this.yOff)[0])>s&&(s=a),(r=new i(n.x,n.y,n.z+1).screenPoint(this.perspective,this.xOff,this.yOff)[0])s&&(s=a),(r=new i(n.x,n.y,n.z).screenPoint(this.perspective,this.xOff,this.yOff)[0])u?100/(t-d):100/(s-o),this.multiplier=40,this.xOff=0-o,this.yOff=0-d},e.prototype.createPattern=function(){var e,t,i,r,o,a,s,c,d,l,u,h,p,b;for(o=[];;){switch(e=A(this.cubes.length),s=this.cubes[e].x,c=this.cubes[e].z,A(4)){case 0:s--;break;case 1:s++;break;case 2:c++;break;default:c--}if(!(s>=3||s<0||c>=3||c<0)){for(a=!0,d=0,u=(p=this.cubes).length;d6)break;if(!(this.cubes.length<2+A(3)+A(3)+A(3)+A(3)))break}}for(;;){for(o=[],l=0,h=(b=this.cubes).length;l15))break}return this.cubes=this.cubes.concat(o)},e.prototype.testStructure=function(){var e,t,i,r,o;for(this.cubes=[],o=[],e=r=0,2;r<=2;e=++r)o.push(function(){var r,o;for(o=[],t=r=0,1;r<=1;t=++r)o.push(function(){var r,o;for(o=[],i=r=0,2;r<=2;i=++r)o.push(this.push(new n(e,t,i)));return o}.call(this));return o}.call(this));return o},e}(),o}(l),p=function(t){function n(){var t,n,i;for(this.handleIncorrect=R(this.handleIncorrect,this),this.handleCorrect=R(this.handleCorrect,this),S(),250,this.setTitle("Click on the Largest Angle"),e("#display-area").html('
'),n=i=1;i<=2;n=++i)(t=document.getElementById("screen-"+n)).width=250,t.height=a;e("#screen-1").add("#screen-2").hover((function(){return e(this).css({"background-color":"#F9F9F9"})}),(function(){return e(this).css({"background-color":"transparent"})})),this.getBaseStructure(),this.initialDisplay()}return D(n,t),n.prototype.getBaseStructure=function(){var t,n,i,r,o;for(t=0;this.x0=this.getRandomPoint(250),this.y0=this.getRandomPoint(a),this.x1=this.getRandomPoint(250),this.y1=this.getRandomPoint(a),this.x2=this.getRandomPoint(250),this.y2=this.getRandomPoint(a),f(this.x0,this.y0,this.x1,this.y1)<2e4||f(this.x2,this.y2,this.x1,this.y1)<2e4||(t=j(this.x0,this.y0,this.x1,this.y1,this.x2,this.y2))<.2*Math.PI||t>.8*Math.PI;);for(;this.x3=this.getRandomPoint(250),this.y3=this.getRandomPoint(a),this.x4=this.getRandomPoint(250),this.y4=this.getRandomPoint(a),f(this.x3,this.y3,this.x4,this.y4)<2e4||(n=this.getRandomPoint(360)+120,(r=Math.atan2(this.y3-this.y4,this.x3-this.x4))<0&&(r=2*Math.PI+r),(i=r+t-.0175)>2*Math.PI&&(i-=2*Math.PI),this.x5=n*Math.cos(i)+this.x4,this.y5=n*Math.sin(i)+this.y4,this.x5<5||this.x5>245||this.y5<5||this.y5>495););return o=Math.random(),this.correctOnRight=o<.5,this.correctOnRight?(e("#screen-2").on("click",this.handleCorrect),e("#screen-1").on("click",this.handleIncorrect)):(e("#screen-1").on("click",this.handleCorrect),e("#screen-2").on("click",this.handleIncorrect))},n.prototype.handleCorrect=function(){return this.handleResult(0,"Correct, 0 points")},n.prototype.handleIncorrect=function(){return this.handleResult(5,"Incorrect: The selected angle is smaller, 5 points")},n.prototype.handleResult=function(t,n){var i,r;return e("#screen-1").add("#screen-2").unbind(),clearInterval(M),e("#single-result").text(n),i=e("table")[0].rows[B].cells[k],e(i).text(t),C.push(t),r=0,C.length>0&&(r=C.reduce((function(e,t){return e+t}))/C.length,r=Math.round(100*r)/100),e("#average").text(r),e("#position").text('Click "Next" Button to Continue')},n.prototype.initialDisplay=function(){var e;return(e=document.getElementById(this.correctOnRight?"screen-2":"screen-1").getContext("2d")).strokeStyle="black",e.lineWidth=1,e.beginPath(),e.moveTo(this.x0,this.y0),e.lineTo(this.x1,this.y1),e.lineTo(this.x2,this.y2),e.stroke(),(e=document.getElementById(this.correctOnRight?"screen-1":"screen-2").getContext("2d")).strokeStyle="black",e.lineWidth=1,e.beginPath(),e.moveTo(this.x3,this.y3),e.lineTo(this.x4,this.y4),e.lineTo(this.x5,this.y5),e.stroke()},n}(l),r=function(t){function n(){this.mouseUp=R(this.mouseUp,this),this.mouseMove=R(this.mouseMove,this),this.mouseDown=R(this.mouseDown,this),n.__super__.constructor.apply(this,arguments),e("#display-area").html('
'),w(),this.getBaseStructure(),this.initialDisplay(),e("#screen").on("mousedown",this.mouseDown)}return D(n,t),n.prototype.getCursor=function(e){var t;return t=document.getElementById("screen").getBoundingClientRect(),this.mouseX=Math.round(e.clientX-t.left),this.mouseY=Math.round(e.clientY-t.top)},n.prototype.mouseDown=function(t){return this.getCursor(t),e("#screen").unbind("mousedown"),e("#screen").css("cursor","none"),this.drawDynamic(),e("#screen").on("mousemove",this.mouseMove),e("#screen").on("mouseup",this.mouseUp)},n.prototype.mouseMove=function(e){return this.getCursor(e),this.drawDynamic()},n.prototype.mouseUp=function(t){return this.getCursor(t),e("#screen").css("cursor","default"),e("#screen").unbind(),this.drawFinal(),this.handleResult(this.getResult())},n.prototype.squarePointer=function(e,t,n,i){var r,o;return 16,r=e-8+.5,o=t-8+.5,n.strokeStyle=i,n.lineWidth=1,n.strokeRect(r,o,16,16)},n.prototype.crosshairPointer=function(e,t,n,i){var r,o;return 10,r=e-5+.5,o=t-5+.5,n.strokeStyle=i,n.lineWidth=1,n.beginPath(),n.moveTo(r,t+.5),n.lineTo(r+10,t+.5),n.moveTo(e+.5,o),n.lineTo(e+.5,o+10),n.stroke()},n.prototype.dotPointer=function(e,t,n,i){return n.fillStyle=i,n.beginPath(),n.arc(e,t,5,0,2*Math.PI),n.fill()},n.prototype.drawDynamic=function(){var e;return e=document.getElementById("screen").getContext("2d"),this.drawBase(e)},n.prototype.initialDisplay=function(){var e;return e=document.getElementById("screen").getContext("2d"),this.mouseX=Math.round(this.solutionX-15),this.mouseY=Math.round(this.solutionY-15),this.drawBase(e)},n.prototype.getResult=function(){return Math.sqrt(f(this.solutionX,this.solutionY,this.mouseX,this.mouseY))},n.prototype.handleResult=function(t){var n,i,r,o;return clearInterval(M),r="Accurate to "+(i=Math.round(100*t)/100)+" units",e("#single-result").text(r),n=e("table")[0].rows[B].cells[k],e(n).text(i),C.push(i),o=0,C.length>0&&(o=C.reduce((function(e,t){return e+t}))/C.length,o=Math.round(100*o)/100),e("#average").text(o),e("#position").text('Click "Next" Button to Continue')},n}(l),n=function(e){function t(){t.__super__.constructor.apply(this,arguments),this.setTitle("Find Center of Circle")}return D(t,e),t.prototype.getBaseStructure=function(){var e;for(e=[];this.solutionX=this.getRandomPoint(s),this.solutionY=this.getRandomPoint(a),this.radius=Math.random()*a/2,this.radius<40||this.solutionX-this.radius<20||this.solutionY-this.radius<20||this.solutionX+this.radius>s||this.solutionY+this.radius>a;);return e},t.prototype.drawBase=function(e){return g(e),e.strokeStyle="black",e.lineWidth=h,e.beginPath(),e.arc(this.solutionX,this.solutionY,this.radius,0,2*Math.PI),e.stroke(),this.crosshairPointer(this.mouseX,this.mouseY,e,"blue"),this.squarePointer(this.mouseX,this.mouseY,e,"blue")},t.prototype.drawFinal=function(){var e;return e=document.getElementById("screen").getContext("2d"),g(e),this.drawBase(e),this.crosshairPointer(this.solutionX,this.solutionY,e,"green"),this.squarePointer(this.solutionX,this.solutionY,e,"green")},t}(r),t=function(e){function t(){t.__super__.constructor.apply(this,arguments),this.setTitle("Bisect Angle")}return D(t,e),t.prototype.getBaseStructure=function(){var e,t,n,i,r,o,c;for(c=[];;)if(this.x0=this.getRandomPoint(s),this.y0=this.getRandomPoint(a),this.x1=this.getRandomPoint(s),this.y1=this.getRandomPoint(a),this.x2=this.getRandomPoint(s),this.y2=this.getRandomPoint(a),!(f(this.x0,this.y0,this.x1,this.y1)<2e4)&&!(f(this.x2,this.y2,this.x1,this.y1)<2e4)&&!((e=j(this.x0,this.y0,this.x1,this.y1,this.x2,this.y2)/Math.PI)<.2)&&!(e>.8)){o=Math.sqrt(f(this.x0,this.y0,this.x1,this.y1))/Math.sqrt(f(this.x2,this.y2,this.x1,this.y1)),t=(this.x2-this.x1)*o,n=(this.y2-this.y1)*o,i=this.x1+t,r=this.y1+n,this.solutionX=Math.round((this.x0+i)/2),this.solutionY=Math.round((this.y0+r)/2);break}return c},t.prototype.drawBase=function(e){return g(e),e.strokeStyle="black",e.lineWidth=h,e.beginPath(),e.moveTo(this.x0,this.y0),e.lineTo(this.x1,this.y1),e.lineTo(this.x2,this.y2),e.stroke(),e.strokeStyle="blue",e.beginPath(),e.moveTo(this.x1,this.y1),e.lineTo(this.mouseX,this.mouseY),e.stroke(),this.squarePointer(this.mouseX,this.mouseY,e,"blue")},t.prototype.drawFinal=function(){var e;return e=document.getElementById("screen").getContext("2d"),g(e),this.drawBase(e),e.lineWidth=h,e.beginPath(),e.moveTo(this.x1,this.y1),e.lineTo(this.solutionX,this.solutionY),e.strokeStyle="green",e.stroke(),this.squarePointer(this.solutionX,this.solutionY,e,"green")},t.prototype.getResult=function(){var e,t;return t=100*j(this.x0,this.y0,this.x1,this.y1,this.x2,this.y2),e=200*j(this.x0,this.y0,this.x1,this.y1,this.mouseX,this.mouseY),Math.abs(t-e)},t}(r),c=function(e){function t(){t.__super__.constructor.apply(this,arguments),this.setTitle("Locate Midpoint of Line Segment")}return D(t,e),t.prototype.getBaseStructure=function(){var e,t,n;for(n=[];;)if(this.x0=this.getRandomPoint(s),this.y0=this.getRandomPoint(a),this.x1=this.getRandomPoint(s),this.y1=this.getRandomPoint(a),!(f(this.x0,this.y0,this.x1,this.y1)<2e4)&&(e=this.x1-this.x0,t=this.y1-this.y0,e%2===0&&t%2===0)){this.solutionX=this.x0+e/2,this.solutionY=this.y0+t/2;break}return n},t.prototype.drawBase=function(e){return g(e),this.dotPointer(this.x0,this.y0,e,"black"),this.dotPointer(this.x1,this.y1,e,"black"),e.strokeStyle="blue",e.lineWidth=h,e.beginPath(),e.moveTo(this.x0,this.y0),e.lineTo(this.mouseX,this.mouseY),e.lineTo(this.x1,this.y1),e.stroke(),this.crosshairPointer(this.mouseX,this.mouseY,e,"blue"),this.squarePointer(this.mouseX,this.mouseY,e,"blue")},t.prototype.drawFinal=function(){var e;return e=document.getElementById("screen").getContext("2d"),g(e),this.drawBase(e),e.lineWidth=h,e.beginPath(),e.moveTo(this.x1,this.y1),e.lineTo(this.solutionX,this.solutionY),e.lineTo(this.x0,this.y0),e.strokeStyle="green",e.stroke(),this.crosshairPointer(this.solutionX,this.solutionY,e,"green"),this.squarePointer(this.solutionX,this.solutionY,e,"green")},t}(r),d=function(e){function t(){t.__super__.constructor.apply(this,arguments),this.setTitle("Create a Parallelogram")}return D(t,e),t.prototype.getBaseStructure=function(){var e,t,n,i;for(i=[];this.x0=this.getRandomPoint(s),this.y0=this.getRandomPoint(a),this.x1=this.getRandomPoint(s),this.y1=this.getRandomPoint(a),this.x2=this.getRandomPoint(s),this.y2=this.getRandomPoint(a),f(this.x0,this.y0,this.x1,this.y1)<2e4||f(this.x2,this.y2,this.x1,this.y1)<2e4||(t=this.x1-this.x0,n=this.y1-this.y0,this.solutionX=this.x2-t,this.solutionY=this.y2-n,this.solutionX<50||this.solutionX>450||this.solutionY<50||this.solutionY>450||(e=j(this.x0,this.y0,this.x1,this.y1,this.x2,this.y2)/Math.PI)<.25||e>.75&&e<1.25||e>1.75););return i},t.prototype.drawBase=function(e){return g(e),e.strokeStyle="black",e.lineWidth=h,e.beginPath(),e.moveTo(this.x0,this.y0),e.lineTo(this.x1,this.y1),e.lineTo(this.x2,this.y2),e.stroke(),e.strokeStyle="blue",e.beginPath(),e.moveTo(this.x2,this.y2),e.lineTo(this.mouseX,this.mouseY),e.lineTo(this.x0,this.y0),e.stroke(),this.squarePointer(this.mouseX,this.mouseY,e,"blue")},t.prototype.drawFinal=function(){var e;return e=document.getElementById("screen").getContext("2d"),g(e),this.drawBase(e),e.lineWidth=h,e.beginPath(),e.moveTo(this.x2,this.y2),e.lineTo(this.solutionX,this.solutionY),e.lineTo(this.x0,this.y0),e.strokeStyle="green",e.stroke(),this.squarePointer(this.solutionX,this.solutionY,e,"green")},t}(r),u=function(e){function t(){t.__super__.constructor.apply(this,arguments),this.setTitle("Create a Right Angle")}return D(t,e),t.prototype.getBaseStructure=function(){var e,t,n;for(n=[];this.x0=this.getRandomPoint(s),this.y0=this.getRandomPoint(a),this.x1=this.getRandomPoint(s),this.y1=this.getRandomPoint(a),f(this.x0,this.y0,this.x1,this.y1)<2e4||(e=this.x1-this.x0,t=this.y1-this.y0,this.solutionX=this.x0-t,this.solutionY=this.y0+e,this.solutionX<20||this.solutionX>480||this.solutionY<20||this.solutionY>480););return n},t.prototype.drawBase=function(e){return g(e),e.strokeStyle="black",e.lineWidth=1,e.beginPath(),e.moveTo(this.x0,this.y0),e.lineTo(this.x1,this.y1),e.stroke(),e.strokeStyle="blue",e.beginPath(),e.moveTo(this.x0,this.y0),e.lineTo(this.mouseX,this.mouseY),e.stroke(),this.squarePointer(this.mouseX,this.mouseY,e,"blue")},t.prototype.drawFinal=function(){var e;return e=document.getElementById("screen").getContext("2d"),g(e),this.drawBase(e),e.lineWidth=1,e.beginPath(),e.moveTo(this.x0,this.y0),e.lineTo(this.solutionX,this.solutionY),e.strokeStyle="green",e.stroke(),this.squarePointer(this.solutionX,this.solutionY,e,"green")},t.prototype.getResult=function(){var e;return(e=j(this.x1,this.y1,this.x0,this.y0,this.mouseX,this.mouseY))>Math.PI&&(e=2*Math.PI-e),100*Math.abs(Math.PI/2-e)},t}(r),m=function(e){switch(e){case 0:return new d;case 1:return new c;case 2:return new t;case 3:return new n;case 4:return new u;case 5:return new p;case 6:return new i;case 7:return new o}},j=function(e,t,n,i,r,o){var a,s,c,d,l,u,h;return 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strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default=n.p+"static/media/embryo.cbcfbb9d.png"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use 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"},function(e,t,n){"use 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ZVNNLHtKlL8JciIlGqpcCPMGR5fw/FqRE/g0Uv7N2YCGPrwRGtWWFhCyFkMiqGrhrVCIMCUPwvpu1NSN//id5qoWcLsK11KUwoewOIb7Y35/wzGl8BfmRCAAsM7g5qITEwBzOGvOcsBmUoU5MxTiVWHvtuB3tBiEF+vU38WnXTZfkkRxRtFqTiqgfIrP1dKGCdzeyRRxrxD6n5GIgv2m5TteDMKTqDsf6Hd79X6SCBTiWBoa93Z5WA6oFZ6dQFoQitZCRaZqjtpxnCEObI00Vq1potJ4fjcg/NGnFBb4VNJa9LSWMqkfglUUU6n7ZYXhtjBefQ7lz0kUYohG33d6rDCjoj5/XhisUfteLPrjKTKfKQr/iLjC4PgsDx77oVlEKVULwvptnCAb5cBp4Ej3cA3PP4qzKLQAoWdieoMFsJNzEIj/0EWoU6dOnTp16tSpU+f/jP8BI//kIYCw0IEAAAAASUVORK5CYII="},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use 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"},function(e,t,n){"use 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"},function(e,t,n){"use 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"},function(e,t,n){"use 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strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use 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"},function(e,t,n){"use 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strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use strict";n.r(t),t.default="data:image/png;base64,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"},function(e,t,n){"use 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"},function(e,t,n){"use 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s(this.x,this.y,this.z+1).screenPoint(n,i,r),t),e.stroke(),0===n?(e.beginPath(),R(e,new s(this.x,this.y+1,this.z+1).screenPoint(n,i,r),t),M(e,new s(this.x,this.y,this.z+1).screenPoint(n,i,r),t),e.stroke()):(e.beginPath(),R(e,new s(this.x+1,this.y+1,this.z+1).screenPoint(n,i,r),t),M(e,new s(this.x+1,this.y,this.z+1).screenPoint(n,i,r),t),e.stroke()),e.beginPath(),R(e,new s(this.x+1,this.y,this.z).screenPoint(n,i,r),t),M(e,new s(this.x+1,this.y,this.z+1).screenPoint(n,i,r),t),e.stroke(),e.beginPath(),R(e,new s(this.x,this.y,this.z+1).screenPoint(n,i,r),t),M(e,new s(this.x,this.y,this.z).screenPoint(n,i,r),t),e.stroke(),0===n?(e.beginPath(),R(e,new s(this.x,this.y+1,this.z).screenPoint(n,i,r),t),M(e,new s(this.x,this.y+1,this.z+1).screenPoint(n,i,r),t),e.stroke()):(e.beginPath(),R(e,new s(this.x+1,this.y+1,this.z).screenPoint(n,i,r),t),M(e,new s(this.x+1,this.y+1,this.z+1).screenPoint(n,i,r),t),e.stroke())},e}(),d=function(){function e(){for(this.xOff=0,this.yOff=0,this.perspective=T(2),this.paintQueries=[];this.cubes=[],this.seed(),this.createPattern(),!this.visible(););this.scale(),this.tallySides(),this.order()}return e.prototype.visible=function(){var e,n,r,o,a,s,d,l,u,h,p,b,m,f,g;for(o=u=0,m=t-1;0<=m?u<=m:u>=m;o=0<=m?++u:--u)for(a=h=0,f=c-1;0<=f?h<=f:h>=f;a=0<=f?++h:--h){if((r=this.height(o,a))n?l:n,this.height(o,a+1)<=s&&(this.height(o,a-1)=s&&this.height(d,a-2)>=s)))return!1}return!0},e.prototype.height=function(e,t){var n,r,o,a,s;for(r=i,o=0,a=(s=this.cubes).length;o=m;o=0<=m?++d:--d)n.push([]);for(l=0,p=(f=this.cubes).length;l=0;){for(r=[],a=u=0,g=c-1;0<=g?u<=g:u>=g;a=0<=g?++u:--u)r.push([]);for(h=0,b=(x=n[o]).length;h=0;)0===this.perspective?r[a].sort((function(e,t){return t.x-e.x})):r[a].sort((function(e,t){return e.x-t.x})),s=s.concat(r[a]),a--;o--}return this.cubes=s},e.prototype.seed=function(){var e,r;return e=T(t),r=T(c),this.push(new n(e,i-1,r))},e.prototype.scale=function(){var e,t,n,i,a,c,d,l,u,h,p,b,m,f;for(u=1e4,t=-1e4,d=-1e4,a=1e4,b=0,m=(f=this.cubes).length;bt&&(t=e),0===this.perspective?((c=new s(n.x+1,n.y,n.z).screenPoint(this.perspective,this.xOff,this.yOff)[0])>d&&(d=c),(i=new s(n.x,n.y,n.z+1).screenPoint(this.perspective,this.xOff,this.yOff)[0])d&&(d=c),(i=new s(n.x,n.y,n.z).screenPoint(this.perspective,this.xOff,this.yOff)[0])p?o/(t-u):r/(d-a),this.multiplier=40,this.xOff=0-a,this.yOff=0-u},e.prototype.createPattern=function(){var e,r,o,a,s,d,l,u,h,p,b,m,f,g;for(s=[];;){switch(e=T(this.cubes.length),l=this.cubes[e].x,u=this.cubes[e].z,T(4)){case 0:l--;break;case 1:l++;break;case 2:u++;break;default:u--}if(!(l>=t||l<0||u>=c||u<0)){for(d=!0,h=0,b=(f=this.cubes).length;h20))break}return this.cubes=this.cubes.concat(s)},e.prototype.testStructure=function(){var e,r,o,a,s,d;for(this.cubes=[],d=[],e=a=0,s=t-1;0<=s?a<=s:a>=s;e=0<=s?++a:--a)d.push(function(){var t,a,s;for(s=[],r=t=0,a=i-1;0<=a?t<=a:t>=a;r=0<=a?++t:--t)s.push(function(){var t,i,a;for(a=[],o=t=0,i=c-1;0<=i?t<=i:t>=i;o=0<=i?++t:--t)a.push(this.push(new n(e,r,o)));return a}.call(this));return s}.call(this));return d},e}(),a=function(){function e(e){this.structure=e,this.answer="z",this.options=[],this.paintQuery(),this.sequentialQuestions()}return e.prototype.paintQuery=function(){for(var e,t,n,i,r;;){for(t=!0,this.sidesQty=T(5)+1,n=0,i=(r=this.structure.paintQueries).length;nthis.structure.cubes.length)){for(i=!0,r=0,o=t.length;r5&&(e=5),this.correctOption=T(e),i=[],t=n=0;n<=4;t=++n)i.push(this.options.push(this.tally-this.correctOption+t));return i},e.prototype.displayQuestions=function(){var e,t;for(document.getElementById("query").innerHTML=A(this.sidesQty),e=0,t=[];en&&(e="#EEE",i.print(t,this.structure.solutionScale,this.structure.perspective,e,this.structure.xOff,this.structure.yOff));s.push(n++)}return s},e}(),x=function(){return G=!1,clearInterval(H),Q=[],O=0,y(),L()},z=function(){return U=60,document.getElementById("time-display").innerHTML=U},g=function(){return document.getElementById("solution").innerHTML="",h(),p(),b(),m(),clearInterval(H),z(),D()},h=function(){var e,t,n,i;for(i=[],t=0,n=l.length;t(i=e.maxY-e.minY)?o:i),xOff:(t-o*r)/2-e.minX*r,yOff:(t-i*r)/2-e.minY*r}},We=function(e,t){var n,i,r,o,a,s,c;if(e.length!==t.length)return!1;for(o=0,s=e.length;on&&(n=a[0]),a[1]i&&(i=a[1]);return{minX:r,maxX:n,minY:o,maxY:i}},_e=function(e,t,n,i){var r,o;return o=Math.PI/n,r=function(){if(1!==i.length)return[[i[0],i[1],0],[i[0],i[1],10]];switch(e){case 0:return[[i[0],0,0],[i[0],10,0]];case 1:return[[0,i[0],0],[10,i[0],0]]}}(),new f(t,o,r)},jt=function(e){var t,n,i;for(t=e.length;--t>0;)i=e[n=~~(Math.random()*(t+1))],e[n]=e[t],e[t]=i;return e},U=function(t){function n(e){this.changeAngle=St(this.changeAngle,this),n.__super__.constructor.call(this,e),this.ar.length<3&&this.ar.push(0)}return Pt(n,t),n.prototype.clone=function(){return new n([this.ar[0],this.ar[1],this.ar[2]])},n.prototype.compare=function(e){var t,n,i;for(.001,n=i=0;i<=2;n=++i)if(t=this.ar[n]-e.ar[n],(t=Math.abs(t))>.001)return!1;return!0},n.prototype.line=function(e,t,n,i){var r,o,a;return r=this.screenPoint(t),o=n.xOff+r[0]*n.scale,a=n.yOff+r[1]*n.scale,i?e.lineTo(o,a):e.moveTo(o,a)},n.prototype.screenPoint=function(e){var t;return t=this.ar[2]/(this.ar[2]-e[2]),[this.ar[0]+(e[0]-this.ar[0])*t,this.ar[1]+(e[1]-this.ar[1])*t]},n.prototype.translate=function(e,t,n){return this.ar[0]+=e,this.ar[1]+=t,this.ar[2]+=n},n.prototype.describe=function(){return e("#log").append("
"+this.ar[0]+" "+this.ar[1]+" "+this.ar[2]+"
")},n.prototype.sanitize=function(){var e,t,n,i,r;for(r=[],t=0,n=(i=[0,1,2]).length;to&&(i[0]=0-r.getAngle(0,1),r.changeAngle(i[0],0,1),this.changeAngle(i[0],0,1)),Math.abs(r.ar[0])>o&&(i[1]=Math.PI/2-r.getAngle(0,2),this.changeAngle(i[1],0,2)),this.changeAngle(t,0,1),Math.abs(i[1])>o&&this.changeAngle(-i[1],0,2),Math.abs(i[0])>o&&this.changeAngle(-i[0],0,1),u=[],s=l=0;l<=2;s=++l)u.push(this.ar[s]+=e[0][s]);return u},n.prototype.distance=function(e){var t,n,i;return(t=this.ar[0]-e[0])*t+(n=this.ar[1]-e[1])*n+(i=this.ar[2]-e[2])*i},n}(z=function(e){this.ar=e}),D=function(e){function t(){return t.__super__.constructor.apply(this,arguments)}return Pt(t,e),t.prototype.facing=function(e){return this.ar[0].distance(e)0&&(this.marks=[],n=new U([this.ar[0].ar[0],this.ar[0].ar[1],this.ar[0].ar[2]+1]),this.normal=new D([this.ar[0],n]),this.explication=!1,this.type=0)}return Pt(t,e),t.prototype.clone=function(){var e;return e=new t([]),this.copyTo(e),e},t.prototype.copyTo=function(e){var t,n,i,r,o,a,s,c,d,l;for(r=[],o=0,s=(d=this.ar).length;on&&(n=t);return n},t.prototype.getTops=function(){var e,t,n,i,r,o,a;for(t=1e3,n=1e3,i=1e3,r=0,o=(a=this.ar).length;rn&&(n=e.ar[0]),e.ar[1]>r&&(r=e.ar[1]),e.ar[2]>a&&(a=e.ar[2]);return[[t,i,o],[n,r,a]]},t.prototype.imposter=function(){var e;return(e=this.clone()).marks=[],e.getMarks(),e},t.prototype.populateMainMarkVertices=function(){var e,t,n,i,r;for(r=[],t=0,n=(i=this.ar).length;t=s;e=0<=s?++a:--a)(t=e+1)>=n&&(t=0),i=(this.ar[e].ar[0]+this.ar[t].ar[0])/2,r=(this.ar[e].ar[1]+this.ar[t].ar[1])/2,o=(this.ar[e].ar[2]+this.ar[t].ar[2])/2,this.markVertices.push(new U([i,r,o]));return i=(this.ar[0].ar[0]+this.ar[2].ar[0])/2,r=(this.ar[0].ar[1]+this.ar[2].ar[1])/2,o=(this.ar[0].ar[2]+this.ar[2].ar[2])/2,this.markVertices.push(new U([i,r,o]))},t.prototype.addMark=function(e){var n,i,r,o;for(i=[],r=0,o=e.length;r=a;e=0<=a?++o:--o)n+=this.ar[e].ar[0],i+=this.ar[e].ar[1],r+=this.ar[e].ar[2];return[n/=t,i/=t,r/=t]},t.prototype.populateInnerMarkVertices=function(){var e,t,n,i,r,o,a,s,c,d;for(e=this.getCenter(),.5,r=this.ar.length-1,d=[],n=s=0;0<=r?s<=r:s>=r;n=0<=r?++s:--s){for(o=[],i=c=0;c<=2;i=++c)t=(a=this.ar[n].ar[i])-e[i],o.push(a-.5*t);d.push(this.markVertices.push(new U(o)))}return d},t}(z)),K=function(e){function t(e,n){t.__super__.constructor.call(this,e,n,1,1)}return Pt(t,e),t.prototype.getMarks=function(){return this.getRectMarks(0)},t.prototype.clone=function(){var e;return e=new t(0,0),this.copyTo(e),e},t}(N),l=function(e){function t(e,n){t.__super__.constructor.call(this,e,n,1,1)}return Pt(t,e),t.prototype.getMarks=function(){var e,t,n,i;return this.markVertices=[],this.populateMainMarkVertices(),this.populateMidRectVertices(),t=(this.ar[0].ar[0]+this.ar[2].ar[0])/2,n=(this.ar[0].ar[1]+this.ar[2].ar[1])/2,i=(this.ar[0].ar[2]+this.ar[2].ar[2])/2,this.markVertices.push(new U([t,n,i])),(e=Math.random())<.2?(this.addMark([0,4,8,7]),this.addMark([2,6,9,5]),this.type=34):e<.4?(this.addMark([4,1,5,8]),this.addMark([6,3,7,9]),this.type=34):e<.6?(this.addMark([0,1,8]),this.addMark([2,3,9]),this.type=35):e<.8?(this.addMark([1,2,8]),this.addMark([3,0,9]),this.type=35):e<.9?(this.type=3,this.addMark([0,1,1,2,3])):this.type=0},t.prototype.clone=function(){var e;return e=new t(0,0),this.copyTo(e),e},t}(N),W=function(e){function t(e,n){t.__super__.constructor.call(this,e,n,1,1)}return Pt(t,e),t.prototype.getMarks=function(){var e;return this.markVertices=[],this.populateMainMarkVertices(),this.populateMidRectVertices(),(e=Math.random())<.15?(this.addMark([0,1,8]),this.type=24):e<.3?(this.addMark([1,2,8]),this.type=24):e<.45?(this.addMark([2,3,8]),this.type=24):e<.6?(this.addMark([3,0,8]),this.type=24):e<.8?(this.type=3,this.addMark([0,1,1,2,3])):this.type=0},t.prototype.clone=function(){var e;return e=new t(0,0),this.copyTo(e),e},t}(N),h=function(e){function t(e,n){t.__super__.constructor.call(this,[new U([e,n]),new U([e+1,n]),new U([e+1,n+1]),new U([e,n+1])])}return Pt(t,e),t.prototype.getMarks=function(){return this.addDieSpots(lt(6)+1)},t.prototype.clone=function(){var e;return e=new t(0,0),this.copyTo(e),e},t.prototype.addDieSpots=function(e){var t,n,i,r,o,a,s,c,d,l,u,h,p,b,m,f,g,x,j;for(this.markVertices=[],t=this.ar[1].ar[0]-this.ar[0].ar[0],n=this.ar[1].ar[1]-this.ar[0].ar[1],i=this.ar[1].ar[2]-this.ar[0].ar[2],r=this.ar[3].ar[0]-this.ar[0].ar[0],o=this.ar[3].ar[1]-this.ar[0].ar[1],a=this.ar[3].ar[2]-this.ar[0].ar[2],s=m=0;m<=5;s=++m)for(h=this.ar[0].ar[0]+r/7*(s+1),p=this.ar[0].ar[1]+o/7*(s+1),b=this.ar[0].ar[2]+a/7*(s+1),c=f=0;f<=5;c=++f)h+=t/7,p+=n/7,b+=i/7,this.markVertices.push(new U([h,p,b]));for(u=[],s=g=0;g<=2;s=++g)for(c=x=0;x<=2;c=++x)l=12*s+2*c,u.push([l,l+1,l+7,l+6]);switch(j=this,d=function(e){var t,n,i,r;for(r=[],i=0,n=e.length;i=i;r=0<=i?++s:--s)this.ar[4-r].spin([[e,n,o],[e,n,o+10]],2*-Math.PI/5);this.reorient(),this.getMarks()}return Pt(t,e),t.prototype.reorient=function(){},t.prototype.getMarks=function(){var e,t,n,i,r,o,a;for(this.markVertices=[],this.populateMainMarkVertices(),n=0,i=0,r=0,e=o=0,a=this.ar.length-1;0<=a?o<=a:o>=a;e=0<=a?++o:--o)n+=this.ar[e].ar[0],i+=this.ar[e].ar[1],r+=this.ar[e].ar[2];return n/=5,i/=5,r/=5,this.markVertices.push(new U([n,i,r])),(t=Math.random())<.1?(this.type=18,this.addMark([0,1,5])):t<.2?(this.type=18,this.addMark([1,2,5])):t<.3?(this.type=18,this.addMark([2,3,5])):t<.4?(this.type=18,this.addMark([3,4,5])):t<.5?(this.type=18,this.addMark([4,0,5])):t<.7?(this.type=19,this.addMark([0,1,2,2,3,4])):this.type=20},t.prototype.clone=function(){var e;return e=new t(0,0),this.copyTo(e),e},t}(m),Pe=function(e){function t(e,n){var i,r,o,a,s;for(t.__super__.constructor.call(this,[new U([e,n]),new U([e,n+1]),new U([e,n+2]),new U([e,n+3]),new U([e,n+4])]),i=a=0;a<=2;i=++a)for(e=this.ar[3-i].ar[0],n=this.ar[3-i].ar[1],o=this.ar[3-i].ar[2],r=s=0;0<=i?s<=i:s>=i;r=0<=i?++s:--s)this.ar[4-r].spin([[e,n,o],[e,n,o+10]],2*-Math.PI/5);this.reorient(),this.getMarks()}return Pt(t,e),t.prototype.reorient=function(){},t.prototype.getMarks=function(){var e;return this.markVertices=[],this.populateMainMarkVertices(),this.populateMidRectVertices(),(e=Math.random())<.05?(this.type=31,this.addMark([0,1,2,7])):e<.1?(this.type=31,this.addMark([0,4,3,7])):e<.15?(this.type=31,this.addMark([1,2,3,8])):e<.2?(this.type=31,this.addMark([1,0,4,8])):e<.25?(this.type=31,this.addMark([2,3,4,9])):e<.3?(this.type=31,this.addMark([2,1,0,9])):e<.35?(this.type=31,this.addMark([3,4,0,5])):e<.4?(this.type=31,this.addMark([3,2,1,5])):e<.45?(this.type=31,this.addMark([4,0,1,6])):e<.5?(this.type=31,this.addMark([4,3,2,6])):e<.75?(this.type=19,this.addMark([0,1,2,2,3,4])):this.type=20},t.prototype.clone=function(){var e;return e=new t(0,0),this.copyTo(e),e},t}(m),Ee=function(e){function t(e,n){t.__super__.constructor.call(this,e,n)}return Pt(t,e),t.prototype.reorient=function(){var e,t,n;return e=this.ar[0].ar[0],t=this.ar[0].ar[1],n=this.ar[0].ar[2],this.spin([[e,t,n],[e,t,n+10]],Math.PI)},t}(Pe),Se=function(e){function t(e,n){var i,r,o,a,s;for(t.__super__.constructor.call(this,[new U([e,n]),new U([e+2,n]),new U([e+4,n]),new U([e+6,n]),new U([e+8,n])]),i=a=0;a<=2;i=++a)for(e=this.ar[3-i].ar[0],n=this.ar[3-i].ar[1],o=this.ar[3-i].ar[2],r=s=0;0<=i?s<=i:s>=i;r=0<=i?++s:--s)this.ar[4-r].spin([[e,n,o],[e,n,o+10]],2*-Math.PI/5);this.getMarks()}return Pt(t,e),t.prototype.getMarks=function(){return this.type=26},t.prototype.clone=function(){var e;return e=new t(0,0),this.copyTo(e),e},t}(m),x=function(e){function t(e,n){var i;t.__super__.constructor.call(this,[new U([e,n]),new U([e+1,n]),new U([e+2,n])]),e=this.ar[1].ar[0],n=this.ar[1].ar[1],i=this.ar[1].ar[2],this.ar[2].spin([[e,n,i],[e,n,i+10]],2*-Math.PI/3),this.reorient(),this.getMarks()}return Pt(t,e),t.prototype.reorient=function(){},t.prototype.clone=function(){var e;return e=new t(0,0),this.copyTo(e),e},t.prototype.getMarks=function(){return this.markVertices=[],this.populateMainMarkVertices(),Math.random()<.5?(this.type=21,this.addMark([0,1,1,2])):this.type=22},t}(m),ke=function(e){function t(e,n){var i;t.__super__.constructor.call(this,[new U([e,n]),new U([e+2,n]),new U([e+4,n])]),e=this.ar[1].ar[0],n=this.ar[1].ar[1],i=this.ar[1].ar[2],this.ar[2].spin([[e,n,i],[e,n,i+10]],2*-Math.PI/3),this.reorient(),this.getMarks()}return Pt(t,e),t.prototype.reorient=function(){},t.prototype.clone=function(){var e;return e=new t(0,0),this.copyTo(e),e},t.prototype.getMarks=function(){var e;return this.markVertices=[],this.populateMainMarkVertices(),this.populateMidRectVertices(),(e=Math.random())<.2?(this.type=32,this.addMark([0,3,5])):e<.4?(this.type=32,this.addMark([1,4,3])):e<.6?(this.type=32,this.addMark([2,5,4])):e<.8?(this.type=21,this.addMark([0,1,1,2])):this.type=22},t}(m),we=function(e){function t(){return t.__super__.constructor.apply(this,arguments)}return Pt(t,e),t.prototype.reorient=function(){return this.twist(Math.PI)},t}(ke),v=function(e){function t(){return t.__super__.constructor.apply(this,arguments)}return Pt(t,e),t.prototype.reorient=function(){return this.twist(1*Math.PI/3)},t}(x),y=function(e){function t(){return t.__super__.constructor.apply(this,arguments)}return Pt(t,e),t.prototype.reorient=function(){return this.twist(2*Math.PI/3)},t}(x),A=function(e){function t(){return t.__super__.constructor.apply(this,arguments)}return Pt(t,e),t.prototype.reorient=function(){return this.twist(Math.PI)},t}(x),O=function(e){function t(){return t.__super__.constructor.apply(this,arguments)}return Pt(t,e),t.prototype.reorient=function(){return this.twist(1*-Math.PI/3)},t}(x),k=function(e){function t(){return t.__super__.constructor.apply(this,arguments)}return Pt(t,e),t.prototype.reorient=function(){return this.twist(2*-Math.PI/3)},t}(x),w=function(e){function t(){return t.__super__.constructor.apply(this,arguments)}return Pt(t,e),t.prototype.reorient=function(){return this.twist(Math.PI/2)},t.prototype.getMarks=function(){var e,t,n,i,r,o,a;for(this.markVertices=[],this.populateMainMarkVertices(),e=a=0;a<=2;e=++a)t=e+1,2===e&&(t=0),i=(this.ar[e].ar[0]+this.ar[t].ar[0])/2,r=(this.ar[e].ar[1]+this.ar[t].ar[1])/2,o=(this.ar[e].ar[2]+this.ar[t].ar[2])/2,this.markVertices.push(new U([i,r,o]));return(n=Math.random())<.1?(this.type=15,this.addMark([0,1,4])):n<.2?(this.type=15,this.addMark([0,4,2])):n<.3?(this.type=15,this.addMark([0,3,2])):n<.4?(this.type=15,this.addMark([3,1,2])):n<.5?(this.type=15,this.addMark([1,2,5])):n<.6?(this.type=15,this.addMark([0,1,5])):n<.8?(this.type=16,this.addMark([0,1,1,2])):this.type=17},t.prototype.clone=function(){var e;return e=new t(0,0),this.copyTo(e),e},t}(x),C=function(e){function t(){return t.__super__.constructor.apply(this,arguments)}return Pt(t,e),t.prototype.reorient=function(){return this.twist(-Math.PI/2)},t}(w),I=function(e){function t(){return t.__super__.constructor.apply(this,arguments)}return Pt(t,e),t.prototype.reorient=function(){},t}(w),j=function(e){function t(){return t.__super__.constructor.apply(this,arguments)}return Pt(t,e),t.prototype.reorient=function(){return this.twist(Math.PI)},t}(w),F=function(e){function t(e,n){t.__super__.constructor.call(this,e,n)}return Pt(t,e),t.prototype.reorient=function(){var e,t,n;return e=this.ar[0].ar[0],t=this.ar[0].ar[1],n=this.ar[0].ar[2],this.spin([[e,t,n],[e,t,n+10]],Math.PI)},t}(L),qe=function(e){function t(e,n){t.__super__.constructor.call(this,[new U([e,n]),new U([2+e,n]),new U([2+e,1+n]),new U([3+e,1+n]),new U([3+e,2+n]),new U([1+e,2+n]),new U([1+e,1+n]),new U([e,1+n])]),this.reorient(),this.getMarks()}return Pt(t,e),t.prototype.reorient=function(){},t.prototype.getMarks=function(){return this.markVertices=[],this.populateMainMarkVertices(),Math.random()<.5?(this.type=9,this.addMark([0,1,2,2,3,4,5,6,7])):this.type=10},t.prototype.clone=function(){var e;return e=new t(0,0),this.copyTo(e),e},t}(m),De=function(e){function t(e,n){t.__super__.constructor.call(this,e,n)}return Pt(t,e),t.prototype.reorient=function(){var e,t,n,i;return t=this.ar[0].ar[0],n=this.ar[0].ar[1],i=this.ar[0].ar[2],this.spin([[t,n,i],[t,n+10,i]],Math.PI),e=new U([this.ar[0].ar[0],this.ar[0].ar[1],this.ar[0].ar[2]+1]),this.normal=new D([this.ar[0],e])},t}(qe),G=function(e){function t(e,n){t.__super__.constructor.call(this,[new U([e,n]),new U([e+1,n]),new U([e+1,n+3]),new U([e-2,n+3]),new U([e-2,n+2]),new U([e-1,2+n]),new U([e,1+n])]),this.reorient(),this.getMarks()}return Pt(t,e),t.prototype.reorient=function(){},t.prototype.getMarks=function(){var e,t,n,i;return this.markVertices=[],this.populateMainMarkVertices(),t=(this.ar[5].ar[0]+this.ar[6].ar[0])/2,n=(this.ar[5].ar[1]+this.ar[6].ar[1])/2,i=(this.ar[5].ar[2]+this.ar[6].ar[2])/2,this.markVertices.push(new U([t,n,i])),(e=Math.random())<.25?(this.type=11,this.addMark([0,1,2,7,6])):e<.5?(this.type=11,this.addMark([2,3,4,5,7])):e<.75?(this.type=12,this.addMark([0,1,2,2,3,4,5,6])):this.type=13},t.prototype.clone=function(){var e;return e=new t(0,0),this.copyTo(e),e},t}(m),p=function(e){function t(e,n){t.__super__.constructor.call(this,[new U([e,n]),new U([e+1,n]),new U([e+1,n+2]),new U([e-1,n+2]),new U([e-1,n+1]),new U([e,n+1])]),this.getMarks()}return Pt(t,e),t.prototype.getMarks=function(){return this.markVertices=[],this.populateMainMarkVertices(),Math.random()<.5?(this.addMark([0,1,1,2,3,4,5]),this.type=42):this.type=25},t.prototype.clone=function(){var e;return e=new t(0,0),this.copyTo(e),e},t}(m),b=function(e){function t(e,n){t.__super__.constructor.call(this,[new U([e,n]),new U([e+1,n]),new U([e+1,n+1]),new U([e+2,n+1]),new U([e+2,n+2]),new U([e,n+2])]),this.getMarks()}return Pt(t,e),t.prototype.getMarks=function(){return this.markVertices=[],this.populateMainMarkVertices(),Math.random()<.5?(this.addMark([0,1,1,2,3,4,5]),this.type=42):this.type=25},t.prototype.clone=function(){var e;return e=new t(0,0),this.copyTo(e),e},t}(m),V=function(e){function t(e,n){t.__super__.constructor.call(this,e,n)}return Pt(t,e),t.prototype.reorient=function(){var e,t,n;return e=this.ar[0].ar[0],t=this.ar[0].ar[1],n=this.ar[0].ar[2],this.spin([[e,t,n],[e,t,n+10]],Math.PI)},t}(G),Y=function(e){function t(e,n){t.__super__.constructor.call(this,e,n)}return Pt(t,e),t.prototype.reorient=function(){var e,t,n;return e=this.ar[0].ar[0],t=this.ar[0].ar[1],n=this.ar[0].ar[2],this.spin([[e,t,n],[e,t,n+10]],-Math.PI/2)},t}(G),J=function(e){function t(e,n){t.__super__.constructor.call(this,e,n)}return Pt(t,e),t.prototype.reorient=function(){var e,t,n;return e=this.ar[0].ar[0],t=this.ar[0].ar[1],n=this.ar[0].ar[2],this.spin([[e,t,n],[e,t,n+10]],-Math.PI/2)},t}(G),P=function(e){function t(e,n){t.__super__.constructor.call(this,[new U([e,n]),new U([e+1,n]),new U([e+1,n+1]),new U([e+2,n+1]),new U([e+2,n]),new U([e+3,n]),new U([e+3,n+2]),new U([e,n+2])]),this.reorient(),this.getMarks()}return Pt(t,e),t.prototype.reorient=function(){},t.prototype.getMarks=function(){var e,t,n,i;return this.markVertices=[],this.populateMainMarkVertices(),t=(this.ar[2].ar[0]+this.ar[3].ar[0])/2,n=(this.ar[2].ar[1]+this.ar[3].ar[1])/2,i=(this.ar[2].ar[2]+this.ar[3].ar[2])/2,this.markVertices.push(new U([t,n,i])),t=(this.ar[6].ar[0]+this.ar[7].ar[0])/2,n=(this.ar[6].ar[1]+this.ar[7].ar[1])/2,i=(this.ar[6].ar[2]+this.ar[7].ar[2])/2,this.markVertices.push(new U([t,n,i])),(e=Math.random())<.2?(this.type=36,this.addMark([0,1,2,8,9,7])):e<.4?(this.type=36,this.addMark([8,3,4,5,6,9])):e<.7?(this.type=37,this.addMark([0,1,2,2,3,4,5,6,7])):this.type=38},t.prototype.clone=function(){var e;return e=new t(0,0),this.copyTo(e),e},t}(m),E=function(e){function t(){return t.__super__.constructor.apply(this,arguments)}return Pt(t,e),t.prototype.reorient=function(){var e,t,n;return e=this.ar[0].ar[0],t=this.ar[0].ar[1],n=this.ar[0].ar[2],this.spin([[e,t,n],[e,t,n+10]],Math.PI/2)},t}(P),s=function(e){function t(e,n){var i,r,o,a,s,c,d,l;for(t.__super__.constructor.call(this,[new U([e,n]),new U([e+2,n]),new U([e+4,n]),new U([e+6,n]),new U([e+8,n]),new U([e+10,n]),new U([e+12,n]),new U([e+12,n+2])]),r=s=1;s<=4;r=++s)for(e=this.ar[r].ar[0],n=this.ar[r].ar[1],a=this.ar[r].ar[2],o=c=0,l=r-1;0<=l?c<=l:c>=l;o=0<=l?++c:--c)this.ar[o].spin([[e,n,a],[e,n,a+10]],2*-Math.PI/6);for(e=this.ar[5].ar[0],n=this.ar[5].ar[1],a=this.ar[5].ar[2],o=d=0;d<=4;o=++d)this.ar[o].spin([[e,n,a],[e,n,a+10]],Math.PI/6);i=new U([this.ar[0].ar[0],this.ar[0].ar[1],this.ar[0].ar[2]+1]),this.normal=new D([this.ar[0],i]),this.getMarks()}return Pt(t,e),t.prototype.getMarks=function(){var e,t,n,i;return this.markVertices=[],this.populateMainMarkVertices(),t=(this.ar[2].ar[0]+this.ar[3].ar[0])/2,n=(this.ar[2].ar[1]+this.ar[3].ar[1])/2,i=(this.ar[2].ar[2]+this.ar[3].ar[2])/2,this.markVertices.push(new U([t,n,i])),t=(this.ar[6].ar[0]+this.ar[7].ar[0])/2,n=(this.ar[6].ar[1]+this.ar[7].ar[1])/2,i=(this.ar[6].ar[2]+this.ar[7].ar[2])/2,this.markVertices.push(new U([t,n,i])),(e=Math.random())<.2?(this.type=39,this.addMark([7,0,1,2,8,9])):e<.4?(this.type=39,this.addMark([8,3,4,5,6,9])):e<.7?(this.type=40,this.addMark([0,1,2,2,3,4,5,6,7])):this.type=41},t.prototype.clone=function(){var e;return e=new t(0,0),this.copyTo(e),e},t}(m),q=function(t){function n(){var e,t;this.moveSlide=St(this.moveSlide,this),n.__super__.constructor.apply(this,arguments),this.allowedRotations=function(){for(t=[],e=0;e<=23;e++)t.push(e);return t}.apply(this),this.disallowedPairs=[],this.folds=[],this.currentPace=10,this.stepsExecuted=0,this.choices=[],this.correctChoice=lt(4),this.answer="z",this.boundingCube=[],this.workingCopy={},this.mainOffset=8,this.horizPentAxes=[],this.vertPentAxes=[],this.vertTriangleAxes=[],this.horizTriangleAxes=[],this.sliding=!1,this.slidePosition=0}return Pt(n,t),n.prototype.clone=function(){var e,t,i,r,o,a;for(i=[],r=0,o=(a=this.ar).length;r=n;t=0<=n?++r:--r)this.workingCopy.ar[t].normal.facing(this.pov)&&(e.push(this.workingCopy.ar[t].clone()),this.workingCopy.ar[t].explication=!0);return(i=new a(e)).pov=this.pov,i},n.prototype.populateChoices=function(){var e,t,n,i,r,o,a,s,c,d,l,u,h,p,b,m,f,g,x;for(o=[],i=s=0,3;s<=3;i=++s)o[i]=i!==this.correctChoice?this.getPovn():this.povn;for(e=this.workingCopy.toArray(),n=[],x=this,a=function(e){var t,i,r,o,a;for(t=[],r=0,o=(a=x.workingCopy.ar).length;r=b;i=0<=b?++c:--c)n[i]=[],Et.call(o,i)>=0&&a(i);for(i=d=0,m=this.allowedRotations.length-1;0<=m?d<=m:d>=m;i=0<=m?++d:--d)if(this.allowedRotations[i]>0){for(this.workingCopy.rotate(this.allowedRotations[i],1),this.workingCopy.reposition(),r=l=0,f=st.length-1;0<=f?l<=f:l>=f;r=0<=f?++l:--l)Et.call(o,r)>=0&&a(r);this.workingCopy.restoreFromArray(e)}for(this.rotation>0&&this.workingCopy.rotate(this.rotation,1),this.workingCopy.reposition(),this.choices=[],i=h=0,3;h<=3;i=++h)i===this.correctChoice?this.choices.push(this.getCorrectAnswer()):(this.workingCopy.pov=st[o[i]],this.choices.push(this.getFalseCandidate(n[o[i]])));for(t=!0,p=0,u=(g=this.choices[this.correctChoice].ar).length;p0&&(t=!1);if(t)return this.postInit()},n.prototype.getTypes=function(){var e,t,n,i,r;for(e=[],t=0;t<=42;++t)e.push(0);for(n=0,i=(r=this.ar).length;n=t;e=0<=t?++n:--n)i.push(this.printFaceArray(e+1,this.choices[e],c,this.offset));return i},n.prototype.describe=function(){var e,t,n,i,r;for(r=[],t=0,n=(i=this.ar).length;t=this.totalSteps&&(Fe=!1),this.stepsExecuted<=0&&(Fe=!0),a=this.stepsExecuted,(a+=Fe?1:0)<=this.currentPace*this.folds.length)for(t=Math.floor((a-1)/this.currentPace),o=(i=this.folds[t]).degrees/this.currentPace,Fe||(o=-o),s=0,c=(l=i.faces).length;s=this.totalSteps||this.stepsExecuted<=0)&&!this.sliding)return Ne=setTimeout((function(){return Ue=!0}),2e3),Ue=!1,Fe=!Fe,Ve(e),this.explicate(e,d,this.mainOffset)},n.prototype.moveSlide=function(t,n){if(this.slidePosition=n.value,!this.sliding)return Ue=!1,e("#pause").text("Play"),this.sliding=!0,this.slideLoop()},n.prototype.slideLoop=function(){var e;for(e=[];this.sliding;)this.stepsExecuted===this.slidePosition?e.push(this.sliding=!1):(Fe=this.stepsExecuted=C;h=0<=C?++f:--f)n[h]=this.workingCopy.ar[h];for(s=-1,p=this.workingCopy.ar.length,m=this.workingCopy.getTypes();;)if(r=!1,l=lt(p),!(s>=0&&this.workingCopy.ar[l].type!==s)){for(this.workingCopy.ar[l]=this.workingCopy.ar[l].imposter(),s=-1,h=g=0,I=(o=this.workingCopy.getTypes()).length-1;0<=I?g<=I:g>=I;h=0<=I?++g:--g)o[h]>m[h]&&(s=h);if(!(s>=0)){for(d=[],i=!0,x=0,v=(T=this.workingCopy.ar).length;x0&&(i=!1));if(!i){for(j=0,y=e.length;j=O;l=0<=O?++b:--b)n[l]=this.workingCopy.ar[l];for(;;)if(i=!1,(c=lt(6))!==(d=lt(6))){for(h=this.workingCopy.ar[c].type,p=this.workingCopy.ar[d].type,this.workingCopy.ar[c]=this.workingCopy.ar[c].clone(),this.workingCopy.ar[c].marks=[],this.workingCopy.ar[c].addDieSpots(p),this.workingCopy.ar[d]=this.workingCopy.ar[d].clone(),this.workingCopy.ar[d].marks=[],this.workingCopy.ar[d].addDieSpots(h),o=[],m=0,x=(k=this.workingCopy.ar).length;ms&&(s=e[1][0]),e[1][1]>d&&(d=e[1][1]),e[1][2]>u&&(u=e[1][2]);return(n=d-c)>(r=t=s-a)&&(r=n),(i=u-l)>r&&(r=i),a-=o=(r-t)/2,s+=o,d+=o=(r-n)/2,[[a,c-=o,l-=o=(r-i)/2],[s,d,u+=o]]},n.prototype.getHorizPentAxes=function(e,t){var n,i,r,o,a,s,c,d,l,u,h,p;for(h=(t[0][0]+t[1][0])/2,l=[],s=p=0;p<=4;s=++p)n=[],u=this.ar[e].ar[s].ar,(c=s+2)>4&&(c-=5),(d=s+3)>4&&(d-=5),i=this.ar[e].ar[c].ar,r=this.ar[e].ar[d].ar,o=(i[1]+r[1])/2,a=(i[2]+r[2])/2,n.push([h,u[1],u[2]]),n.push([h,o,a]),l.push(n);return l},n.prototype.getVertPentAxes=function(e,t){var n,i,r,o,a,s,c,d,l,u,h,p;for(h=(t[0][1]+t[1][1])/2,l=[],s=p=0;p<=4;s=++p)n=[],u=this.ar[e].ar[s].ar,(c=s+2)>4&&(c-=5),(d=s+3)>4&&(d-=5),i=this.ar[e].ar[c].ar,r=this.ar[e].ar[d].ar,o=(i[0]+r[0])/2,a=(i[2]+r[2])/2,n.push([u[0],h,u[2]]),n.push([o,h,a]),l.push(n);return l},n.prototype.getVertTriangleAxes=function(e,t){var n,i,r,o,a,s,c,d,l,u,h,p;for(h=(t[0][1]+t[1][1])/2,l=[],s=p=0;p<=2;s=++p)n=[],u=this.ar[e].ar[s].ar,(c=s+1)>2&&(c-=3),(d=s+2)>2&&(d-=3),i=this.ar[e].ar[c].ar,r=this.ar[e].ar[d].ar,o=(i[0]+r[0])/2,a=(i[2]+r[2])/2,n.push([u[0],h,u[2]]),n.push([o,h,a]),l.push(n);return l},n.prototype.getHorizTriangleAxes=function(e,t){var n,i,r,o,a,s,c,d,l,u,h,p;for(h=(t[0][0]+t[1][0])/2,l=[],s=p=0;p<=2;s=++p)n=[],u=this.ar[e].ar[s].ar,(c=s+1)>2&&(c-=3),(d=s+2)>2&&(d-=3),i=this.ar[e].ar[c].ar,r=this.ar[e].ar[d].ar,o=(i[1]+r[1])/2,a=(i[2]+r[2])/2,n.push([h,u[1],u[2]]),n.push([h,o,a]),l.push(n);return l},n.prototype.getRadians=function(e){switch(e-1){case-1:return 0;case 0:return Math.PI/2;case 1:return Math.PI;case 2:return-Math.PI/2;case 3:return Math.PI/2;case 4:return Math.PI;case 5:return-Math.PI/2;case 6:return Math.PI/2;case 7:return Math.PI;case 8:return-Math.PI/2;case 9:case 10:case 11:case 12:case 13:case 14:return Math.PI;case 15:return 2*Math.PI/3;case 16:return 2*-Math.PI/3;case 17:return 2*Math.PI/3;case 18:return 2*-Math.PI/3;case 19:return 2*Math.PI/3;case 20:return 2*-Math.PI/3;case 21:return 2*Math.PI/3;case 22:return 2*-Math.PI/3;case 23:return 2*Math.PI/5;case 24:return 4*Math.PI/5;case 25:return 2*-Math.PI/5;case 26:return 4*-Math.PI/5;case 27:return Math.PI/3;case 28:return 2*Math.PI/3;case 29:return-Math.PI/3;case 30:return 2*-Math.PI/3;case 31:return Math.PI/3;case 32:return-Math.PI/3;case 33:case 34:case 35:case 36:case 37:return Math.PI;case 38:return 2*Math.PI/5;case 39:return 4*Math.PI/5;case 40:return 2*-Math.PI/5;case 41:return 4*-Math.PI/5;case 42:case 43:case 44:case 45:case 46:case 47:case 48:case 49:case 50:return Math.PI;case 51:return 2*Math.PI/3;case 52:return-2*Math.PI/3;case 53:case 54:case 55:case 56:case 57:case 58:return Math.PI;case 59:return 2*Math.PI/3;case 60:return-2*Math.PI/3}},n.prototype.rotate=function(e,t){var n,i,r,o,a,s,c,d,l,u;switch(n=this.getRadians(e),i=this.boundingCube[0][0],a=this.boundingCube[0][1],d=this.boundingCube[0][2],o=((r=this.boundingCube[1][0])+i)/2,c=((s=this.boundingCube[1][1])+a)/2,u=((l=this.boundingCube[1][2])+d)/2,e-1){case 0:case 1:case 2:return this.spin([[o,c,d],[o,c,l]],n/t);case 3:case 4:case 5:case 31:case 32:case 38:case 39:case 40:case 41:case 59:case 60:return this.spin([[i,c,u],[r,c,u]],n/t);case 6:case 7:case 8:case 23:case 24:case 25:case 26:case 27:case 28:case 29:case 30:case 51:case 52:return this.spin([[o,a,u],[o,s,u]],n/t);case 9:return this.spin([[i,c,d],[r,c,l]],n/t);case 10:return this.spin([[i,c,l],[r,c,d]],n/t);case 11:return this.spin([[o,a,d],[o,s,l]],n/t);case 12:return this.spin([[o,a,l],[o,s,d]],n/t);case 13:return this.spin([[i,a,u],[r,s,u]],n/t);case 14:return this.spin([[i,s,u],[r,a,u]],n/t);case 15:case 16:return this.spin([[i,a,d],[r,s,l]],n/t);case 17:case 18:return this.spin([[r,a,d],[i,s,l]],n/t);case 19:case 20:return this.spin([[i,a,l],[r,s,d]],n/t);case 21:case 22:return this.spin([[r,a,l],[i,s,d]],n/t);case 33:return this.spin(this.horizPentAxes[0],n/t);case 34:return this.spin(this.horizPentAxes[1],n/t);case 35:return this.spin(this.horizPentAxes[2],n/t);case 36:return this.spin(this.horizPentAxes[3],n/t);case 37:return this.spin(this.horizPentAxes[4],n/t);case 42:return this.spin(this.vertPentAxes[0],n/t);case 43:return this.spin(this.vertPentAxes[1],n/t);case 44:return this.spin(this.vertPentAxes[2],n/t);case 45:return this.spin(this.vertPentAxes[3],n/t);case 46:return this.spin(this.vertPentAxes[4],n/t);case 47:return this.spin([[o,c,u],[o+1,c,u+H]],n/t);case 48:return this.spin([[o,c,u],[o+H,c,u+1]],n/t);case 49:return this.spin([[o,c,u],[o-1,c,u+H]],n/t);case 50:return this.spin([[o,c,u],[o-H,c,u+1]],n/t);case 53:return this.spin(this.vertTriangleAxes[0],n/t);case 54:return this.spin(this.vertTriangleAxes[1],n/t);case 55:return this.spin(this.vertTriangleAxes[2],n/t);case 56:return this.spin(this.horizTriangleAxes[0],n/t);case 57:return this.spin(this.horizTriangleAxes[1],n/t);case 58:return this.spin(this.horizTriangleAxes[2],n/t)}},n.prototype.postInit=function(){return this.totalSteps=this.currentPace*this.folds.length,this.setPov(),this.rotation>0&&(this.totalSteps+=Math.round(4*this.currentPace*Math.abs(this.getRadians(this.rotation))/Math.PI)),this.screenBounds=et(this.ar,this.pov),this.workingCopy=this.clone(),this.workingCopy.fold(),this.boundingCube=this.workingCopy.getBoundingCube(),this.workingCopy.reposition(),this.workingCopy.boundingCube=this.workingCopy.getBoundingCube(),this.populateChoices()},n}(z),$=function(e){function t(){var e,n,i,r,o,a;for(e=[];;){for(i=0,r=0,o=0,a=(e=[new K(2,0),new K(0,1),new K(1,1),new K(2,1),new K(1,2),new K(1,3)]).length;o1&&r<2)break}t.__super__.constructor.call(this,e),this.currentPace=30,this.offset=42,this.folds=[],this.folds.push(new f([0],-Math.PI/2,[[0,1,0],[10,1,0]])),this.folds.push(new f([5],Math.PI/2,[[0,3,0],[10,3,0]])),this.folds.push(new f([4,5],Math.PI/2,[[0,2,0],[10,2,0]])),this.folds.push(new f([1],Math.PI/2,[[1,0,0],[1,10,0]])),this.folds.push(new f([0,3],-Math.PI/2,[[2,0,0],[2,10,0]])),this.postInit()}return Pt(t,e),t}(q),le=function(e){function n(){var e,i,r,o;for(e=[];;){for(i=0,r=0,o=(e=[new t(0,4),new t(1,4),new t(4,6),new t(4,7),new Me(0,0),new K(0,2),new qe(1,2),new T(2,4),new De(4,5),new K(4,5)]).length;r1)break}n.__super__.constructor.call(this,e),this.currentPace=30,this.offset=20,this.folds=[],this.folds.push(new f([4,5,6],-Math.PI/2,[[0,4,0],[10,4,0]])),this.folds.push(new f([2,3,8,9],Math.PI/2,[[0,5,0],[10,5,0]])),this.folds.push(new f([9,2,3],-Math.PI/2,[[4,5,0],[4,5,10]])),this.folds.push(new f([2,3],-Math.PI/2,[[4,0,1],[4,10,1]])),this.folds.push(new f([3],Math.PI/2,[[3,0,1],[3,10,1]])),this.folds.push(new f([0,1],Math.PI/2,[[2,0,0],[2,10,0]])),this.folds.push(new f([0],-Math.PI/2,[[2,0,1],[2,10,1]])),this.folds.push(new f([4,5],-Math.PI/2,[[1,4,0],[1,4,10]])),this.folds.push(new f([4],Math.PI/2,[[1,0,2],[1,10,2]])),this.postInit()}return Pt(n,e),n}(q),ge=function(e){function n(){var e,i,r,o;for(e=[];;){for(i=0,r=0,o=(e=[new t(4,7),new t(6,5),new u(6,6),new G(2,0),new B(0,3),new B(3,3),new V(4,7),new K(6,4),new K(3,7)]).length;r1)break}n.__super__.constructor.call(this,e),this.disallowedPairs=[[4,3],[6,0],[12,1],[13,2],[16,2],[19,0],[21,3],[22,1]],this.currentPace=30,this.offset=20,this.folds=[],this.folds.push(_e(0,[0],2,[4])),this.folds.push(new f([0,8],-Math.PI/2,[[0,7,0],[10,7,0]])),this.folds.push(new f([1,2,7],Math.PI/2,[[6,0,0],[6,10,0]])),this.folds.push(new f([1,2],Math.PI/2,[[6,5,0],[6,5,10]])),this.folds.push(new f([2],-Math.PI/4,[[5,5,0],[5,5,10]])),this.folds.push(new f([3,4],-Math.PI/2,[[3,0,0],[3,10,0]])),this.folds.push(new f([3],Math.PI/2,[[3,3,0],[3,3,10]])),this.folds.push(new f([0,1,2,6,7,8],-Math.PI/2,[[0,4,0],[10,4,0]])),this.postInit()}return Pt(n,e),n}(q),xe=function(e){function t(){var e,n,i,r;for(e=[];;){for(n=0,i=0,r=(e=[new Ie(2,0),new Ie(6,0),new S(0,2),new S(4,2),new g(4,3),new Re(8,3),new Te(11,5),new Re(8,7),new Te(11,9)]).length;i1)break}t.__super__.constructor.call(this,e),this.currentPace=30,this.offset=20,this.folds=[],this.folds.push(_e(1,[0,1],2,[2])),this.folds.push(_e(0,[0,2],-2,[4])),this.folds.push(_e(1,[0,1,2,3],2,[3])),this.folds.push(_e(0,[6,8],2,[9])),this.folds.push(_e(1,[7,8],-2,[7])),this.folds.push(_e(0,[5,6,7,8],2,[8])),this.postInit()}return Pt(t,e),t}(q),je=function(e){function t(){var e,n,i,r,o,a,s,c,d,l,u,h,p;for(e=[];;){for(i=0,u=0,p=(e=[new L(1,2),new K(0,2),new K(1,2),new F(2,3),new K(2,3),new K(2,4),new K(2,5)]).length;u1)break;At}for(t.__super__.constructor.call(this,e),this.allowedRotations=[0,24,25,26,27,43,44,45,46,47],n=h=4;h<=6;n=++h)this.ar[n].preSpin([[2,3,0],[2,3,10]],-Math.PI/10);this.currentPace=30,this.offset=20,this.folds=[],o=this.ar[3].ar[0].ar[0],c=this.ar[3].ar[0].ar[1],l=this.ar[3].ar[0].ar[2],a=this.ar[3].ar[4].ar[0],d=this.ar[3].ar[4].ar[1],this.folds.push(new f([4,5,6],Math.PI/2,[[o,c,l],[a,d,l]])),r=this.ar[3].ar[4].ar[0],s=this.ar[3].ar[4].ar[1],this.folds.push(_e(2,[5,6],2.5,[r,s])),r=this.ar[3].ar[3].ar[0],s=this.ar[3].ar[3].ar[1],this.folds.push(_e(2,[6],2.5,[r,s])),this.folds.push(_e(1,[3,4,5,6],-2,[3])),this.folds.push(_e(1,[0],2,[2])),this.folds.push(_e(0,[1],-2.5,[1])),this.totalSteps=this.currentPace*this.folds.length,this.setPov(),this.rotation>0&&(this.totalSteps+=Math.round(4*this.currentPace*Math.abs(this.getRadians(this.rotation))/Math.PI)),this.screenBounds=et(this.ar,this.pov),this.workingCopy=this.clone(),this.workingCopy.fold(),this.boundingCube=this.workingCopy.getBoundingCube(),this.vertPentAxes=this.workingCopy.getVertPentAxes(0,this.boundingCube),this.workingCopy.reposition(),this.workingCopy.boundingCube=this.workingCopy.getBoundingCube(),this.workingCopy.vertPentAxes=this.workingCopy.getVertPentAxes(0,this.workingCopy.boundingCube),this.populateChoices()}return Pt(t,e),t}(q),ve=function(e){function t(){var e,n,i,r,o,a;for(e=[];;){for(i=0,r=0,o=0,a=(e=[new K(0,0),new K(1,0),new K(1,1),new K(1,2),new K(2,2),new K(1,3)]).length;o1&&r<2)break;At}t.__super__.constructor.call(this,e),this.currentPace=30,this.offset=20,this.folds=[],this.folds.push(_e(1,[5],-2,[3])),this.folds.push(_e(0,[4],2,[2])),this.folds.push(_e(1,[3,4,5],-2,[2])),this.folds.push(_e(0,[0],-2,[1])),this.folds.push(_e(1,[0,1],2,[1])),this.postInit()}return Pt(t,e),t}(q),ye=function(e){function t(){var e,n,i,r;for(e=[new h(2,0),new h(1,1),new h(2,1),new h(0,2),new h(1,2),new h(1,3)],t.__super__.constructor.call(this,e),i=jt([1,2,3,4,5,6]),n=r=0;r<=5;n=++r)this.ar[n].addDieSpots(i[n]);this.currentPace=30,this.offset=20,this.folds=[],this.folds.push(_e(1,[5],-2,[3])),this.folds.push(_e(0,[3],-2,[1])),this.folds.push(_e(1,[3,4,5],-2,[2])),this.folds.push(_e(1,[0],2,[1])),this.folds.push(_e(0,[0,2],2,[2])),this.postInit()}return Pt(t,e),t.prototype.getFalseCandidate=function(e){return this.getDieFalseCandidate(e)},t}(q),Ae=function(e){function t(){var e,a,s,c;for(e=[];;){for(a=0,s=0,c=(e=[new n(5,0),new S(3,2),new o(0,5),new Re(2,3),new r(5,5),new o(5,5),new i(5,5),new n(5,5),new Re(7,3),new i(10,5),new S(3,7),new r(5,10)]).length;s1)break;At}t.__super__.constructor.call(this,e),this.currentPace=30,this.offset=20,this.folds=[],this.folds.push(_e(1,[0],2,[2])),this.folds.push(_e(1,[0,1],2,[3])),this.folds.push(_e(0,[2],-2,[2])),this.folds.push(_e(0,[2,3],-2,[3])),this.folds.push(_e(1,[11],-2,[8])),this.folds.push(_e(1,[10,11],-2,[7])),this.folds.push(_e(0,[9],2,[8])),this.folds.push(_e(0,[8,9],2,[7])),this.postInit()}return Pt(t,e),t}(q),Oe=function(e){function n(){var e,i,r,o,a,s,c,d,l;for(e=[];;){for(r=0,s=0,l=(e=[new x(7,1),new v(7,1),new y(7,1),new A(7,1),new O(7,1),new k(7,1),new t(1,2),new t(2,2),new t(3,2),new t(4,2),new t(5,2),new t(6,2),new x(1,4),new v(1,4),new y(1,4),new A(1,4),new O(1,4),new k(1,4)]).length;s1)break;At}for(n.__super__.constructor.call(this,e),this.allowedRotations=[0,2,5,8,28,29,30,31,48,49,50,51],o=this.ar[11].ar[1].ar[0]-this.ar[1].ar[1].ar[0],a=this.ar[11].ar[1].ar[1]-this.ar[1].ar[1].ar[1],i=c=0;c<=5;i=++c)this.ar[i].preTranslate(o,a,0);for(o=this.ar[12].ar[2].ar[0]-this.ar[6].ar[3].ar[0],a=this.ar[6].ar[3].ar[1]-this.ar[12].ar[2].ar[1],i=d=12;d<=17;i=++d)this.ar[i].preTranslate(o,a,0);this.currentPace=30,this.offset=20,this.folds=[],this.folds.push(_e(1,[12,13,14,15,16,17],-2,[3])),this.folds.push(_e(0,[6,12,13,14,15,16,17],-3,[2])),this.folds.push(_e(0,[6,7,12,13,14,15,16,17],-3,[3])),this.folds.push(_e(0,[6,7,8,12,13,14,15,16,17],-3,[4])),this.folds.push(_e(1,[0,1,2,3,4,5],2,[2])),this.folds.push(_e(0,[0,1,2,3,4,5,11],3,[6])),this.folds.push(_e(0,[0,1,2,3,4,5,10,11],3,[5])),this.postInit()}return Pt(n,e),n}(q),ee=function(e){function t(){var e,n,i,r,o,a,s,c,d,l,u;for(e=[];;){for(i=!1,r=!1,l=0,u=(e=[new C(2,2),new _(2,1),new w(3,1),new _(1,2),new _(3,0)]).length;l0&&(this.totalSteps+=Math.round(4*this.currentPace*Math.abs(this.getRadians(this.rotation))/Math.PI)),this.screenBounds=et(this.ar,this.pov),this.workingCopy=this.clone(),this.workingCopy.fold(),this.boundingCube=this.workingCopy.getBoundingCube(),this.horizTriangleAxes=this.workingCopy.getHorizTriangleAxes(0,this.boundingCube),this.workingCopy.reposition(),this.workingCopy.boundingCube=this.workingCopy.getBoundingCube(),this.workingCopy.horizTriangleAxes=this.workingCopy.getHorizTriangleAxes(0,this.workingCopy.boundingCube),this.populateChoices()}return Pt(t,e),t}(q),te=function(e){function t(){var e,n,i,r;for(e=[];;){for(n=0,i=0,r=(e=[new W(0,0),new W(0,1),new W(1,1),new W(1,2),new W(2,2),new W(2,3)]).length;i0&&r>0)break}t.__super__.constructor.call(this,e),this.allowedRotations=[0,14],this.currentPace=30,this.offset=20,this.folds=[],this.folds.push(_e(0,[6],2,[6])),this.folds.push(_e(1,[0],2,[1])),this.folds.push(_e(1,[0,2],2,[2])),this.folds.push(_e(0,[0,2,5,6],2,[4])),this.folds.push(_e(1,[7],-2,[4])),this.folds.push(_e(1,[1],2,[3])),this.folds.push(_e(0,[1,3],-2,[2])),this.postInit()}return Pt(t,e),t}(q),ie=function(e){function t(){var e,n,i,r,o,a,s,c,d,l,u,h,p,b,m,g,x,j,v,y,A;for(e=4.13916062725,.92729522,3.565368245885,n=[];;){for(a=0,u=0,s=0,c=0,d=0,l=0,b=0,j=(n=[new Se(4,4),new M(5,0),new Q(7,0),new M(0,4),new M(2,4),new M(4,4),new M(6,4),new R(0,5),new R(2,5),new R(4,5),new 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"}),Object(z.jsx)(Sr,{children:Object(z.jsx)(Br,{})})]}),Object(z.jsxs)(vr,{children:[Object(z.jsx)(yr,{children:"Deepali 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#11":["30","27","25","24","23","22","21","20","19","19","18","18","18","16","13"],"Reading Comprehension Test #12":["30","27","26","25","24","23","22","21","20","19","19","18","18","16","13"],"Reading Comprehension Test #13":["30","27","26","25","24","23","22","21","20","19","19","18","18","16","13"],"Reading Comprehension Test #14":["30","27","26","25","24","23","22","21","20","19","19","18","18","16","13"],"Reading Comprehension Test #15":["30","27","26","25","24","23","22","21","20","19","19","18","18","16","13"],"Quantitative Reasoning Test #1":["30","25","24","22","21","20","20","19","19","18","18","17","16","16","14"],"Quantitative Reasoning Test #2":["30","25","24","22","21","20","20","19","19","18","18","17","16","16","14"],"Quantitative Reasoning Test #3":["30","25","24","22","21","20","20","19","19","18","18","17","16","16","14"],"Quantitative Reasoning Test #4":["30","25","24","22","21","20","20","19","19","18","18","17","16","16","14"],"Quantitative Reasoning Test #5":["30","25","24","22","21","20","20","19","19","18","18","17","16","16","14"],"Quantitative Reasoning Test #6":["30","25","24","22","21","20","20","19","19","18","18","17","16","16","14"],"Quantitative Reasoning Test #7":["30","25","24","22","21","20","20","19","19","18","18","17","16","16","14"],"Quantitative Reasoning Test #8":["30","25","24","22","21","20","20","19","19","18","18","17","16","16","14"],"Quantitative Reasoning Test #9":["30","25","24","22","21","20","20","19","19","18","18","17","16","16","14"],"Quantitative Reasoning Test #10":["30","25","24","22","21","20","20","19","19","18","18","17","16","16","14"]};function wW(e,t,n){var i,r=(null===(i=t.match(/#(.*)/))||void 0===i?void 0:i[1])||1,o=function(e){switch(e){case"Biology":case"General Chemistry":case"Organic Chemistry":case"Physics":return[96.6,93.3,90,86.6,83.3,80,76.6,73.3,70,63.3,56.6,50,43.3,36.6,0];case"Perceptual Ability":return[98,97,96,94,92,90,86,82,76,71,64,57,50,43,0];case"Reading 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You're ready to conquer the ".concat(t," section."),"Congratulations, this is very impressive! You're ready to conquer the ".concat(t," section."),"Congratulations, this is very impressive! You're ready to conquer the ".concat(t," section."),"Congratulations, this is very impressive! You're ready to conquer the ".concat(t," section."),"Congratulations, this is very impressive! You're ready to conquer the ".concat(t," section."),"Don't stop now, review these explanations carefully to see where you made your mistakes. ".concat(t," is an important score, so try to score as high as possible!"),"Don't stop now, review these explanations carefully to see where you made your mistakes. ".concat(t," is an important score, so try to score as high as possible!"),"Don't stop now, review these explanations carefully to see where you made your mistakes. ".concat(t," is an important score, so try to score as high as possible!"),"Review these explanations carefully and see which topics you're making mistakes in. Then, review your notes and practice with the question bank to refresh your mind on those concepts.","Review these explanations carefully and see which topics you're making mistakes in. Then, review your notes and practice with the question bank to refresh your mind on those concepts.","Review these explanations carefully and see which topics you're making mistakes in. Then, review your notes and practice with the question bank to refresh your mind on those concepts.","Review these explanations carefully and learn from your mistakes. I'm confident you'll bring up this score with continued hard work and practice.","Review these explanations carefully and learn from your mistakes. I'm confident you'll bring up this score with continued hard work and practice. ","Keep your head up! Review these explanations carefully and learn from your mistakes. I'm confident you'll bring this score up with hard work and practice. ","Keep your head up! Review these explanations carefully and learn from your mistakes. I'm confident you'll bring this score up with hard work and practice. "];case"Organic Chemistry":return["Congratulations, this is very impressive! You're ready to conquer the O-Chem section.","Congratulations, this is very impressive! You're ready to conquer the O-Chem section.","Congratulations, this is very impressive! You're ready to conquer the O-Chem section.","Congratulations, this is very impressive! You're ready to conquer the O-Chem section.","Awesome! Don't stop now, review these explanations carefully to see where you made your mistakes. O-Chem is an important score, so try to score as high as possible!","Review these explanations carefully and learn which topics you're making mistakes in. Then, review your notes and practice with the question bank to refresh your mind on these concepts. You've almost mastered O-Chem, keep going!","Review these explanations carefully and see which topics you're making mistakes in. Then, review your notes and practice with the question bank to refresh your mind on those concepts.","Review these explanations carefully and see which topics you're making mistakes in. Then, review your notes and practice with the question bank to refresh your mind on those concepts.","Review these explanations carefully and learn from your mistakes. I'm confident you'll improve this score with hard work.","Review these explanations carefully and learn from your mistakes. I'm confident you'll improve this score with hard work.","Keep your head up! Review these explanations carefully and learn from your mistakes. I'm confident you'll bring up this score with hard work and practice.","Keep your head up! Review these explanations carefully and learn from your mistakes. I'm confident you'll bring up this score with hard work and practice.","Keep your head up! Review these explanations carefully and learn from your mistakes. I'm confident you'll bring up this score with hard work and practice.","Keep your head up! Review these explanations carefully and learn from your mistakes. I'm confident you'll bring up this score with hard work and practice.","Keep your head up! Review these explanations carefully and learn from your mistakes. I'm confident you'll bring up this score with hard work and practice."];case"Perceptual Ability":return["Congratulations, this is very impressive! You're ready to conquer the PAT section.","Congratulations, this is very impressive! You're ready to conquer the PAT section.","Congratulations, this is very impressive! You're ready to conquer the PAT section.","Congratulations, this is very impressive! You're ready to conquer the PAT section.","Congratulations, this is very impressive! You're ready to conquer the PAT section.","Congratulations, this is very impressive! You're ready to conquer the PAT section. Keep reviewing the explanations and practice to improve your scores!","Congratulations! Focus on the areas you're weak in and try to see why you're getting them wrong, then correct the problem. Keep reviewing the explanations and practice to improve your scores!","Congratulations! Focus on the areas you're weak in and try to see why you're getting them wrong, then correct the problem. Keep reviewing the explanations and practice to improve your scores!","Take your time to carefully review these explanations and understand the intricacies of each question. Try to visualize the question and solution in your mind. Keep reviewing the explanations and practice to improve your scores!","Take your time to carefully review these explanations and understand the intricacies of each question. Try to visualize the question and solution in your mind. Keep up the practice and review and you'll improve!","Take your time to carefully review these explanations and understand the intricacies of each question. Try to visualize the question and solution in your mind. With more practice you'll be able to reach higher scores.","Keep your head up! The PAT section can be learned and practiced. Take your time to carefully review these explanations and understand the intricacies of each question. Try to visualize the question and solution in your mind.","Keep your head up! Also, don't focus on your estimated score, they mean essentially nothing at the start. Rarely does anyone start these exams and score well immediately, if that was the case then they wouldn't even need to practice! These are 'practice' tests, meaning you're practicing to improve your skills. If you continue to work hard and study, read and understand the explanations, practice with the PAT generators daily, and give it your best effort, I promise your score will improve. Review and learn for now, and the scores will come.","Keep your head up! Also, don't focus on your estimated score, they mean essentially nothing at the start. Rarely does anyone start these exams and score well immediately, if that was the case then they wouldn't even need to practice! These are 'practice' tests, meaning you're practicing to improve your skills. If you continue to work hard and study, read and understand the explanations, practice with the PAT generators daily, and give it your best effort, I promise your score will improve. Review and learn for now, and the scores will come.","Keep your head up! Also, don't focus on your estimated score, they mean essentially nothing at the start. Rarely does anyone start these exams and score well immediately, if that was the case then they wouldn't even need to practice! These are 'practice' tests, meaning you're practicing to improve your skills. If you continue to work hard and study, read and understand the explanations, practice with the PAT generators daily, and give it your best effort, I promise your score will improve. Review and learn for now, and the scores will come."];case"Reading Comprehension":return["Congratulations, this is very impressive! You're ready to conquer the reading section.","Congratulations, this is very impressive! You're ready to conquer the reading section.","Congratulations, this is very impressive! You're ready to conquer the reading section.","Congratulations, this is very impressive! You're ready to conquer the reading section.","Congratulations, this is very impressive! You're ready to conquer the reading section.","Congratulations, this is very impressive! You're ready to conquer the reading section. Keep reviewing the explanations and practice to improve your scores!","Continue to read science articles to build up your reading speed and comprehension. Review these explanations to understand where the answer lies within the passage to each question, and build a mental map of the structure of the passage.","Continue to read science articles to build up your reading speed and comprehension. Review these explanations to understand where the answer lies within the passage to each question, and build a mental map of the structure of the passage.","Continue to read science articles to build up your reading speed and comprehension. Review these explanations to understand where the answer lies within the passage to each question, and build a mental map of the structure of the passage.","Continue to read science articles to build up your reading speed and comprehension. Review these explanations to understand where the answer lies within the passage to each question, and build a mental map of the structure of the passage.","Continue to read science articles to build up your reading speed and comprehension. Review these explanations to understand where the answer lies within the passage to each question, and build a mental map of the structure of the passage.","Continue to read science articles to build up your reading speed and comprehension. Review these explanations to understand where the answer lies within the passage to each question, and build a mental map of the structure of the passage.","Continue to read science articles to build up your reading speed and comprehension. Review these explanations to understand where the answer lies within the passage to each question, and build a mental map of the structure of the passage.","Keep your head up! Continue to read science articles to build up your reading speed and comprehension. Review these explanations to understand where the answer lies within the passage to each question, and build a mental image of the structure of the passage.","Keep your head up! Continue to read science articles to build up your reading speed and comprehension. Review these explanations to understand where the answer lies within the passage to each question, and build a mental image of the structure of the passage."];case"Quantitative Reasoning":return["Congratulations, this is very impressive! You're ready to conquer the QR section.","Congratulations, this is very impressive! You're ready to conquer the QR section.","Congratulations, this is very impressive! You're ready to conquer the QR section.","Congratulations, this is very impressive! You're ready to conquer the QR section.","Don't stop now, review these explanations carefully to see where you made your mistakes, and understand how to fix them. Your QR score makes up 1/5th of your AA score, so try to score as high as possible!","Don't stop now, review these explanations carefully to see where you made your mistakes, and understand how to fix them. Your QR score makes up 1/5th of your AA score, so try to score as high as possible!","Review these explanations carefully and learn which topics you're making mistakes in. Then, use the QR Question Bank to practice those skills.","Review these explanations carefully and learn which topics you're making mistakes in. Then, use the QR Question Bank to practice those skills.","Review these explanations carefully and learn which topics you're making mistakes in. Then, use the QR Question Bank to practice those skills.","See which topics you're making mistakes in and hone-in to understand those concepts! Then, use the QR Question Bank to practice those skills.","See which topics you're making mistakes in and hone-in to understand those concepts! Then, use the QR Question Bank to practice those skills.","Review these explanations carefully and learn from your mistakes. I'm confident you'll bring this score up with continued hard work and practice. Check out QR Academy for content review in math.","Review these explanations carefully and learn from your mistakes. I'm confident you'll bring this score up with continued hard work and practice. Check out QR Academy for content review in math.","Keep your head up! Review these explanations carefully and learn from your mistakes. I'm confident you'll bring this score up with hard work and practice. Check out QR Academy for content review in math.","Keep your head up! Review these explanations carefully and learn from your mistakes. I'm confident you'll bring this score up with hard work and practice. Check out QR Academy for content review in math."];default:return[]}}(n),s="13",c="",d=t;if(!kW[t]&&r>10)d="".concat(n," Test #",10);else if(!kW[t])return{score:s,analysis:c};return o.some((function(t,i){if(e>=t||i===o.length-1){var r=kW[d][i];return s=jW[n][r],c=a[i],!0}return!1})),{score:s,analysis:c}}var CW={"Quantitative Reasoning":[400,390,380,370,360,350,340,330,320,310,300,290,280,270,260,240,230,220,210,200],"Reading Comprehension":[400,390,380,370,360,350,340,330,320,310,300,290,280,270,260,250,240,230,220,210,200],Biology:[400,380,370,360,350,340,330,320,310,300,290,280,270,260,250,240,230,220,210,200,200],"General Chemistry":[400,390,380,370,360,350,340,330,320,310,300,290,280,270,260,250,240,220,210,200],"Organic Chemistry":[400,390,380,370,360,350,340,330,320,310,300,290,280,270,260,250,230,220,210,200],Physics:[400,350,330,330,330,320,320,320,310,300,300,290,270,260,260]};function IW(e,t,n){var 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Note how the pointer moves as your hand does."}),Object(z.jsx)("li",{children:"Point to the correct answer (A) on the sample question below and click. You can click anywhere in the answer. Notice that the open circle next to the answer you chose is now filled in."})]}),Object(z.jsx)(nYe,{children:"Sample Question"}),Object(z.jsx)(hwe,{children:Object(z.jsx)(ZVe,{prompt:"The perimeter of a square is 20. Which of the following represents the area?",answers:[["25",!0],["100",!1]]},"Mouse")}),Object(z.jsx)(kke,{})]})},aYe=function(){return Object(z.jsxs)(Oke,{children:[Object(z.jsx)(bwe,{children:"Navigating through the test"}),Object(z.jsx)(hwe,{children:"You can use the mouse to move through the test one question at a time. Buttons appear at the bottom of the screen."}),Object(z.jsxs)(hwe,{children:[Object(z.jsx)(Rke,{style:{float:"right"}}),Object(z.jsx)("strong",{children:"To move backward"}),Object(z.jsx)("br",{}),"Click the ",Object(z.jsx)("strong",{children:"Previous"})," button"]}),Object(z.jsxs)(hwe,{children:[Object(z.jsx)(Tke,{style:{float:"right"}}),Object(z.jsx)("strong",{children:"To move forward"}),Object(z.jsx)("br",{}),"Click the ",Object(z.jsx)("strong",{children:"Next"})," button"]}),Object(z.jsx)(kke,{})]})},sYe=function(){return Object(z.jsxs)(Oke,{children:[Object(z.jsx)(bwe,{children:"Using the scroll function"}),Object(z.jsx)(hwe,{children:Object(z.jsx)("table",{children:Object(z.jsxs)("tr",{children:[Object(z.jsx)("td",{children:Object(z.jsx)(cwe,{})}),Object(z.jsxs)("td",{style:{verticalAlign:"top"},children:[Object(z.jsx)(hwe,{children:"A scroll bar appears when a question doesn't fit on a single screen. Scroll bars may be horizontal or vertical."}),Object(z.jsx)(hwe,{children:"To scroll through the screen contents, click the scroll arrow that points in the appropriate direction to move a short distance. To move up or down one screen at a time, click within the scroll bar above or below the scroll box."}),Object(z.jsx)(hwe,{children:"The scroll bars in the image are not operational, but will be operational in the test."})]})]})})}),Object(z.jsx)(kke,{})]})},cYe=function(){return Object(z.jsxs)(Oke,{children:[Object(z.jsx)(bwe,{children:"Exhibit Practice"}),Object(z.jsx)(hwe,{children:"Some test items require an exhibit (image) to answer the question."}),Object(z.jsx)(hwe,{children:"Practice:"}),Object(z.jsx)(hwe,{children:Object(z.jsxs)("ol",{children:[Object(z.jsx)("li",{children:"Click the Exhibit button below"}),Object(z.jsx)("li",{children:"You may resize the window to view this screen and the exhibit at the same time"}),Object(z.jsx)("li",{children:"Click Close in the window when you have finished viewing the exhibit to return to the question"}),Object(z.jsx)("li",{children:"A calculator will be available as an exhibit for the Quantitative Reasoning portion of the test. Clicking on the \u201cCalculator\u201d button will display a calculator. The calculator is operational by using the mouse, not the numeric keypad."})]})}),Object(z.jsx)(kke,{})]})},dYe=function(){return Object(z.jsxs)(Oke,{children:[Object(z.jsx)(bwe,{children:"Marking questions for later review"}),Object(z.jsx)(hwe,{children:"Click the Exhibit button below You may resize the window to view this screen and the exhibit at the same time Click Close in the window when you have finished viewing the exhibit to return to the question. A calculator will be available as an exhibit for the Quantitative Reasoning portion of the test. Clicking on the \u201cCalculator\u201d button will display a calculator. The calculator is operational by using the mouse, not the numeric keypad."}),Object(z.jsxs)(hwe,{children:[Object(z.jsx)(zke,{style:{float:"right"}}),Object(z.jsx)("strong",{children:"To mark a question"}),Object(z.jsx)("br",{}),"Click the ",Object(z.jsx)("strong",{children:"Mark"})," button"]}),Object(z.jsxs)(hwe,{children:[Object(z.jsx)(Gke,{style:{float:"right"}}),Object(z.jsx)("strong",{children:"To unmark a question"}),Object(z.jsx)("br",{}),"Click the ",Object(z.jsx)("strong",{children:"Marked"})," button"]}),Object(z.jsx)(hwe,{children:"Unmark each question when you are satisfied with your answer choice. If you forget to unmark the question, your score will not be affected. The scoring process does not differentiate between marked and unmarked questions."}),Object(z.jsx)(hwe,{children:"You can also leave a question unanswered (incomplete). Marked and Incomplete questions will be highlighted in a Review Questions screen before you exit the test, and you will have the opportunity to go back to those if you have time remaining."}),Object(z.jsx)(kke,{})]})},lYe=function(){return Object(z.jsxs)(Oke,{children:[Object(z.jsx)(bwe,{children:"Multiple choice items"}),Object(z.jsx)(hwe,{children:"This test uses multiple choice items."}),Object(z.jsx)(hwe,{children:"To answer each multiple choice question in your test, click on your answer."}),Object(z.jsx)(hwe,{children:"Practice on the sample question by doing the following:"}),Object(z.jsx)(hwe,{children:Object(z.jsxs)("ol",{children:[Object(z.jsx)("li",{children:"Select an answer. Notice that the open circle next to the answer you chose is now filled in."}),Object(z.jsx)("li",{children:"Change your answer by selecting different choices."})]})}),Object(z.jsx)(nYe,{children:"Sample Question"}),Object(z.jsx)(hwe,{children:Object(z.jsx)(ZVe,{prompt:"What is the color of the sky?",answers:[["Purple",!1],["Yellow",!1],["Green",!1],["Blue",!0]]},"MultipleChoice")}),Object(z.jsx)(kke,{})]})},uYe=function(){var e=Ve().bootcamp;return Object(z.jsxs)(Oke,{children:[Object(z.jsxs)(hwe,{children:["In the following eight screens you will see at least one sample item from each of the four components in the ","dat"===e?"Dental":"Optometry"," Admission Test battery."]}),Object(z.jsx)(hwe,{children:"Survey of the Natural Sciences"}),Object(z.jsx)(hwe,{children:"dat"===e?"Perceptual Ability":"Reading Comprehension"}),Object(z.jsx)(hwe,{children:"dat"===e?"Reading Comprehension":"Physics"}),Object(z.jsx)(hwe,{style:{marginBottom:0},children:"Quantitative Reasoning"})]})},hYe=function(){return Object(z.jsxs)(Oke,{children:[Object(z.jsx)(bwe,{children:"Survey of the Natural Sciences - Biology"}),Object(z.jsx)(hwe,{children:Object(z.jsx)(ZVe,{prompt:"Two identical tubes of yeast are growing in a sugar solution. One tube is sealed, one is left open to the air. The sealed tube will differ from the open one in that the yeast in the sealed tube will produce more:",answers:[["acetyl CoA",!1],["ATP per glucose",!1],["ethanol",!0],["lactic acid",!1],["CO2 per glucose",!1]]},"SNSBiology")}),Object(z.jsx)(kke,{})]})},pYe=function(){return Object(z.jsxs)(Oke,{children:[Object(z.jsx)(bwe,{children:"Survey of the Natural Sciences - General Chemistry"}),Object(z.jsx)(hwe,{children:Object(z.jsx)(ZVe,{prompt:"Which of the following solutions will be the best conductor of electrical current?",answers:[["ethylene glycol, C2H6O2(aq)",!1],["glucose, C6H12O6(aq)",!1],["bromine, Br2(aq)",!1],["methyl alcohol, CH3OH(aq)",!1],["potassium chloride, KCl(aq)",!0]]},"SNSGenChem")}),Object(z.jsx)(kke,{})]})},bYe=function(){return Object(z.jsxs)(Oke,{children:[Object(z.jsx)(bwe,{children:"Survey of the Natural Sciences - Organic Chemistry"}),Object(z.jsx)(hwe,{children:Object(z.jsx)(ZVe,{prompt:"According to IUPAC rules, which functional group is given the highest priority when numbering the parent chain?",answers:[["Amines",!1],["Alkenes",!1],["Aldehydes",!1],["Amides",!1],["Acid Anhydrides",!1]]},"SNSOrgoChem")}),Object(z.jsx)(kke,{})]})},mYe="\n

The Threat of Comets and Asteroids

\n(1). Scientists believe that somewhere between four and five billion years ago, our solar system, the Milky Way, was formed from gases and dust that grouped together to form planetesimals. These planetesimals joined together to form planets, made of molten materials so hot that lighter, essential materials, such as water, carbon dioxide, and other gases, boiled off. As with other planets in the system, the Earth's surface then began to cool, and a solid crust formed around its circumference. Life began on Earth only after water was brought to it, later to cover two thirds of its surface. The water arrived to the young planet by cold meteors, which carried ice from the outlying regions of the solar system.\n

\n(2). Comets still inhabit the farthest edges of the Milky Way. When the system was forming, comets evolved from the matter thrown away by the planetesimals and new planets. Forming in the outlying parts of the solar system, far from the sun's heat, comets were born cold, some as cold as -260\xb0C. They still carry gases, snow, and ice as they travel throughout the Milky Way's outer regions.\n

\n(3). One well-known cluster of comets is known as the Kuiper belt, named for its discoverer. The comets of the Kuiper belt have their orbits between the orbits of Neptune and Pluto. Thirty-one comets have been seen and identified in the belt so far, and scientists now even consider Pluto to be the largest of the Kuiper comets, because its unusually elliptical orbit more closely resembles the orbit of a comet than that of a planet.\n

\n(4). The orbits of comets in the Kuiper belt are so oddly shaped that they travel both in the outlying regions of the solar system and near the sun. Orbit lengths for these comets range from ten to one hundred years. Scientists have surmised that a collision with any one of these comets would be disastrous, for several reasons. First, comets' orbits are often steeply inclined in relation to the Earth's orbit, and some comets even orbit in the opposite direction to the Earth. This means that these comets travel at a very high velocity compared to the Earth, along the order of fifty to seventy-five kilometers per second. Scientists reason that the shock from an impact caused by such a fast-moving comet would be cataclysmic for life on the Earth.\n

\n(5). Asteroids also formed from materials thrown out by early planetary activity. Unlike comets, asteroids are the leftover matter that remained within the middle parts of the system. Most asteroids today inhabit the space between the first and fifth planets, Mars and Jupiter. Since asteroids formed near the sun, they began at very hot temperatures, and their lighter gases boiled off. Today, asteroids contain mostly carbon and other heavy metals.\n

\n(6). Asteroids normally have very stable orbits. However, there are so many asteroids in the Milky Way solar system that it is possible for them to collide with one another. When this happens, debris thrown out from a collision forms a new orbit. Some of these new asteroid orbits resonate with the orbit of the giant planet Jupiter. That is, Jupiter's gravitational pull influences the new asteroid and causes the asteroid's orbit to become erratic. These erratic orbits open up the possibility of a collision with one of the other inner planets, including Earth.\n

\n(7). Some of the asteroids that penetrate the space closer to the sun from Jupiter are small, less than fifty meters across. These are small enough to be melted by the Earth's atmosphere before they ever reach the planet's surface, so danger of collision from these smaller asteroids is slim to none. Larger asteroids, measuring sixty meters and more across, do pose a threat to Earth because they are too big to be destroyed by the Earth's atmosphere.\n

\n(8). In 1908, a large asteroid did reach the Earth's surface, above Siberia in Russia. Although the sixty-five-meter asteroid did not leave a crater in the Earth's surface, its heat left a ring of burnt trees and grass fifty meters across. Because of the length of time since that asteroid collision, scientists estimate that the timing of an Earthly invasion by an asteroid is about once every hundred years. Further, since the Earth's surface is made up largely of bodies of water, it is likely that a collision would occur with a water-covered surface rather than with land. On the other hand, while scientists regard the chances of an asteroid collision as low, the likely damage from such a collision is enormous, especially if the asteroid were to hit at or near a populated area. In addition, the heavier the metals in the asteroid, the worse the impact of the collision would be. Meteor Crater, in Arizona, was caused by a relatively small, thirty-meter asteroid made of heavy metals. The crater itself is more than a kilometer across.\n

\n(9). Large asteroids, from one kilometer in diameter, pose a great danger to the Earth, although the chances that an asteroid of that size will collide with the Earth are estimated at about once every three-hundred thousand years. However, research has been devoted to studying the likely harm since it is theoretically possible.\n

\n(10). An asteroid of one kilometer or more, traveling at its average speed of twenty kilometers per second, would hit the Earth with a shock equal to millions more than the impact caused by the atomic bomb dropped on Hiroshima during World War II. While an asteroid collision would not include the nuclear radiation caused by a nuclear bomb, the physical impact alone would disrupt the Earth's atmosphere and cause large dust clouds to form and block out the sun, causing a permanent winter to descend over the Earth, marked by subzero temperatures, violent windstorms, and uninterrupted darkness.\n

\n(11). Scientists have uncovered evidence that an unusually large asteroid, probably between ten and twenty kilometers in diameter, collided with the Earth around sixty-five million years ago, touching down on Mexico's Yucatan Peninsula. This event marks the end of the Cretaceous period, when dinosaurs and other species inhabited the Earth, and the beginning of the next period, the Tertiary. The crater, measuring about one hundred seventy kilometers across, cannot be seen from the Earth's surface, but photographs taken by the space shuttle Endeavor, and information collected during oil drillings, have showed scientists where the crater lies.\n

\n(12). Scientists have surmised the following scenario from evidence of the ancient crater: first, the explosion caused rocks and steam to be cast into the Earth's atmosphere, cracking open the Earth's crust and causing massive earthquakes and tsunamis across the planet. Huge dust clouds, containing particles of Earth and asteroid, covered the Earth's surface, causing uninterrupted darkness for months. Next, acid rain fell, dropping the dust from the clouds onto the Earth's surface and forming a layer of several centimeters over the entire planet. Scientists have found dinosaur and other fossils below this layer of sediment, but none above, indicating that the collision and its aftermath wiped out about three-quarters of the Earth's species.\n

\n(13). Next came a deep freeze over the Earth, followed by a gradual warming, lasting several centuries. One twist on the theory of the demise of the dinosaurs holds that what killed these species was not the initial impact of the asteroid, or the prolonged freeze, but the intense warming of the Earth's surface that followed.\n

\n",fYe=function(){return Object(z.jsxs)(Oke,{children:[Object(z.jsx)(bwe,{children:"The next two screens are examples of Reading Comprehension items."}),Object(z.jsx)(hwe,{children:"The Reading Comprehension component of this test contains reading passages that can be viewed on the same screen as the question. The reading passages are longer than the screen, so they have been put into a window and a scroll bar will appear to the right of the window to allow you to scroll down as you read the passage."}),Object(z.jsx)(hwe,{children:"To view the reading passage, click the scroll bar attached to the passage to scroll through the passage."}),Object(z.jsx)(uwe,{dangerouslySetInnerHTML:{__html:mYe}}),Object(z.jsx)(kke,{})]})},gYe=function(){return Object(z.jsxs)(Oke,{children:[Object(z.jsx)(bwe,{children:"Reading Comprehension"}),Object(z.jsxs)(hwe,{children:[Object(z.jsx)(ZVe,{prompt:"Approximately how many millions of years ago did the dinosaurs vanish from the Earth?",answers:[["65.0",!1],["6.5",!1],["30.5",!1]]},"RCFirst"),Object(z.jsx)(uwe,{dangerouslySetInnerHTML:{__html:mYe}})]}),Object(z.jsx)(kke,{})]})},xYe=function(){return Object(z.jsxs)(Oke,{children:[Object(z.jsx)(bwe,{children:"Reading Comprehension"}),Object(z.jsxs)(hwe,{children:[Object(z.jsx)(ZVe,{prompt:"Which of the following causes an asteroid's orbit to become unstable?",answers:[["Proximity with the Earth and moon",!1],["Heat from the sun",!1],["Gravitational pull from Jupiter",!1]]},"RCSecond"),Object(z.jsx)(uwe,{dangerouslySetInnerHTML:{__html:mYe}})]}),Object(z.jsx)(kke,{})]})},jYe=function(){return Object(z.jsxs)(Oke,{children:[Object(z.jsx)(bwe,{children:"Quantitative Reasoning"}),Object(z.jsx)(hwe,{children:Object(z.jsx)(ZVe,{prompt:"If y = (x + 2)/x, then x equals which of the following?",answers:[["2/(y-1)",!1],["2/(y+1)",!1],["(2y+1)/y",!1],["2y-1",!1],["y/(y+2)",!1]]},"QR")}),Object(z.jsx)(kke,{})]})},vYe=function(){var e=Ve().bootcamp;return Object(z.jsxs)(Oke,{children:[Object(z.jsx)(bwe,{children:"Reviewing items"}),Object(z.jsx)(hwe,{children:Object(z.jsx)(dwe,{})}),Object(z.jsxs)(hwe,{children:["At the end of each of the four ","dat"===e?"DAT":"OAT"," components, you will see a scrollable listing of all the question numbers. This list displays each question number and indicates if the question has been marked for review, completed, or skipped. Keep in mind that when you complete the item review and exit each test section, you will not be able to return to that section of the test."]}),Object(z.jsxs)(hwe,{children:[Object(z.jsx)("strong",{children:"To review questions"}),Object(z.jsx)("br",{}),Object(z.jsx)(Kke,{style:{float:"right"}}),"Click on the ",Object(z.jsx)("strong",{children:"Review All"})," button. You will be moved to the first question. Clicking on the ",Object(z.jsx)("strong",{children:"Next"})," button will move you to the next question. You can also double-click on the question number in the list to move to a particular question."]}),Object(z.jsxs)(hwe,{children:[Object(z.jsx)("strong",{children:"To review marked questions"}),Object(z.jsx)("br",{}),Object(z.jsx)(Xke,{style:{float:"right"}}),"Click on the ",Object(z.jsx)("strong",{children:"Review Marked"})," button. 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Your only option is to proceed to the next test, or if it is the last test, to finish the testing process.']}),Object(z.jsx)(kke,{})]})},AYe=function(){var e=Ve().bootcamp;return Object(z.jsxs)(Oke,{children:[Object(z.jsx)(bwe,{children:"End of tutorial"}),Object(z.jsx)(hwe,{children:"This concludes the tutorial. If you need assistance during the examination, please contact the Test Center Administrator."}),Object(z.jsx)(hwe,{children:"Upon request, the Test Center Administrator will provide note boards and low-odor, fine-tip markers. All materials must be returned to the Test Center Administrator. No scratch paper is allowed in the secure testing area."}),Object(z.jsx)(hwe,{children:"Your test will consist of the following four sections:"}),Object(z.jsxs)(hwe,{children:["Survey of the Natural Sciences",Object(z.jsx)("br",{}),"dat"===e?"Perceptual Ability":"Reading Comprehension",Object(z.jsx)("br",{}),"dat"===e?"Reading Comprehension":"Physics",Object(z.jsx)("br",{}),"Quantitative Reasoning"]}),Object(z.jsx)(hwe,{children:"Detailed information will precede each section."}),Object(z.jsx)(hwe,{children:"Examinees are responsible for protecting the integrity of their responses. If cheating is detected, those involved, whether they are copiers or those copied from, will have their tests voided."}),Object(z.jsx)(hwe,{children:"Good luck with the test."}),Object(z.jsx)(nYe,{children:'Click the "End" button to begin the test.'})]})},OYe=[iYe,function(){return Object(z.jsxs)(eYe,{children:[Object(z.jsx)("p",{children:Object(z.jsx)("strong",{children:'Read the following Notice and press "Next" button at the bottom of the screen, verifying that you agree to its contents.'})}),Object(z.jsxs)(pwe,{children:["CONFIDENTIALITY AGREEMENT and",Object(z.jsx)("br",{}),"NOTICE CONCERNING IRREGULARITIES"]}),Object(z.jsx)("p",{children:"In applying to sit for the Dental Admission Test, you agreed to abide by regulations controlling the conduct of the test and abide by all instructions, whether oral or written. The DAT is a secure test and is protected by U.S. copyright law. You are required to maintain the confidentiality of the test. You may not reproduce or attempt to reproduce test material through memorization, recording, or other means. You may not provide information relating to test content to others."}),Object(z.jsxs)("p",{children:[Object(z.jsx)("strong",{children:"If a violation of test regulations is noted during the test or evidence of an irregularity is disclosed during the processing of test responses or at a later time, your test results may be withheld, voided and/or considered invalid."})," You may also be directed to leave the test center before you have completed the test. If your scores are withheld as the result of an irregularity, you may be prohibited from testing for up to two years. 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that the lines cannot be seen on the surface in some particular view are DOTTED in that view. In the problems that follow, two views will be shown, with four alternatives to complete the set. You are to select the correct one with your mouse."}),Object(z.jsx)(kke,{})]})},function(){return Object(z.jsxs)(Oke,{children:[Object(z.jsx)(BYe,{children:"Official Angle Ranking Instructions"}),Object(z.jsx)(PYe,{children:"You are to examine the four INTERIOR angles and rank each in terms of degrees from SMALL to LARGE. 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"})}),Object(z.jsxs)(PYe,{children:["The correct ranking of the angles from small to large is ","2 - 1 - 4 - 3","; therefore, choice [B] is correct."]}),Object(z.jsx)(kke,{})]})},function(){return Object(z.jsxs)(Oke,{children:[Object(z.jsx)(BYe,{children:"Official Hole Punching Instructions"}),Object(z.jsx)(PYe,{children:"A flat square sheet of paper is folded one or more times. The broken lines indicate the original position of the paper. The solid lines indicate the position of the folded paper. The paper is never turned or twisted. The folded paper always remains within the edges of the original square. There may be from one to four folds in each item. After the last fold a hole is punched in the paper. Your task is to unfold the paper mentally and determine the position of the holes on the original square. Choose the pattern of black circles that indicates the position of the holes on the original square sheet of paper. There is only one correct pattern for each item."}),Object(z.jsx)(PYe,{children:"Here's an example:"}),Object(z.jsx)(PYe,{children:Object(z.jsx)("img",{src:TYe})}),Object(z.jsx)(PYe,{children:"Figure B shows the result of the first fold. Figure C shows the position of the punched hole on the folded paper. When the paper is unfolded the pattern of the holes on the original square is shown by the dark circles in Figure D. The answer has two holes since the paper was two thicknesses when punched."}),Object(z.jsx)(kke,{})]})},function(){return Object(z.jsxs)(Oke,{children:[Object(z.jsx)(BYe,{children:"Official Cube Counting Instructions"}),Object(z.jsx)(PYe,{children:"Each figure has been made by cementing together cubes of the same size. After being cemented each figure was painted on all sides EXCEPT FOR THE BOTTOM ON WHICH IT IS RESTING. 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Angle Ranking Practice Generator

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This is the angle ranking generator. Please read the following before starting:

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1. If this is your first time, take a second to read the official angle ranking instructions.
\n\t\t\t\t\t\t\t\t\t2. If you\'re having trouble, check out the PAT Academy Angle Ranking Tutorial.
\n\t\t\t\t\t\t\t\t\t3. This generator creates entirely new, unique questions on the fly, so practice as much as you\'d like!

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Try to spend 15 minutes practicing with this generator each day to increase your speed and efficiency.

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Start Generator

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