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To.Damp(l.y,u),l.zimDragImmediate=function(e,t){S=t,A=E=P=I=0,zot(B=e)||v.immediate(e),zot(t)||w.immediate(t)},C=3,x=0,k=[],T=[],A=l.x,P=l.y,B=l.x,S=l.y,E=l.x,I=l.y,O=M=-1e4,l.zimDragMoving=!0,l.stage,l.zimDragTicker=function(){var e,t,o;zot(l.slideStartX)||(X=X||l,l.downCheck?(t=X.parent?X.parent.globalToLocal(l.dragMouseX,l.dragMouseY):new To.Point(0,0),x++,k.push(t.x),T.push(t.y),I=C<=x?(E=k.shift(),T.shift()):(E=k[0],T[0])):l.zimDragMoving&&(e=B+A-E,t=S+P-I,Y&&(e=(o=N(X,e,t)).x,t=o.y),d?(X.x=v.convert(e),X.y=w.convert(t),n(X,X.x,X.y,e,t)):(o=N(X,v.convert(e),w.convert(t)),X.x=o.x,X.y=o.y,n(X,X.x,X.y,X.x,X.y))))}},50),zot(l.zimMaskDynamic)||l.zimMaskApply()}function H(e,t,o){var n,r;zot(e)&&(e=X||l),e.parent&&((zot(t)||zot(o))&&(n=e.parent.localToGlobal(e.x,e.y),L=_=0,l.zimBoundary&&(i?(Y=To.boundsToGlobal(e.parent,l.zimBoundary),s&&(D=e.zimBoundary)):(Y=l.zimBoundary,s&&(D=To.boundsToGlobal(e.parent,l.zimBoundary,!0)))),t=n.x,o=n.y,c&&(B=e.x,S=e.y,X=e,v&&v.immediate(B),w&&w.immediate(S))),o=R&&R.type?e.parent.globalToLocal(t,o):e.parent.globalToLocal(t*To.scaX,o*To.scaY),c&&d?\"vertical\"==d?(r=N(e,o.x-L,o.y-_),e.x=r.x,e.y=o.y-_):\"horizontal\"==d?(r=N(e,o.x-L,o.y-_),e.x=o.x-L,e.y=r.y):(e.x=o.x-L,e.y=o.y-_):(r=N(e,o.x-L,o.y-_),e.x=r.x,e.y=r.y),!c||j||e.slideStartX==e.x&&e.slideStartY==e.y||(j=!0))}function V(e,t){var o,n=\"id\"+Math.abs(e.pointerID+1);if(delete l.pointers[n],l.downCheck&&!l.dragPaused){if(l.cursor=zot(a)?\"pointer\":a,c)X.dispatchEvent(\"slidestart\"),o=X.parent?(n=z?e.rawX:e.stageX,o=z?e.rawY:e.stageY,X.parent.globalToLocal(n/To.scaX,o/To.scaY)):new To.Point(0,0),l.downCheck=!1,A=o.x,P=o.y,B=X.x,S=X.y,t&&(E=A=0,I=P=0),v.immediate(X.x),w.immediate(X.y);else{var r,i=0;for(r in l.pointers)i++;0==i&&To.Ticker.remove(l.zimDragTicker),\"Pen\"==l.type&&(l.zimDragCheck=!1,W&&l.drawing&&l.stopCheck())}l.stage&&l.stage.update()}}function N(e,t,o){if(!e.parent)return{x:t,y:o};if(Y)if(s){var n=e.getBounds().width,r=e.getBounds().height,i=e.getBounds().x,a=e.getBounds().y;n<D.width?t=D.x+(D.width-n)/2+(e.regX-i):(t-(e.regX-i)>D.x&&(t=D.x+(e.regX-i)),t-(e.regX-i)+n<D.x+D.width&&(t=D.x+D.width+(e.regX-i)-n)),e.height<D.height?o=D.y+(D.height-r)/2+(e.regY-a):(o-(e.regY-a)>D.y&&(o=D.y+(e.regY-a)),o-(e.regY-a)+r<D.y+D.height&&(o=D.y+D.height+(e.regY-a)-r))}else{if(\"Blob\"==Y.type)return Y.shape.hitTestPoint(t,o)?{x:t,y:o}:{x:l.x,y:l.y};r=e.parent.localToGlobal(t,o);t=Math.max(Y.x,Math.min(Y.x+Y.width,r.x)),o=Math.max(Y.y,Math.min(Y.y+Y.height,r.y)),t=(r=e.parent.globalToLocal(t,o)).x,o=r.y}return{x:t,y:o}}} bad argument stage","level":"log","timestamp":1723923513761},{"text":"%c Z  background: #ebcb35; border:thin solid black; color: black function(l,r,a,o,e,t,i,n,s,c,u,d,h,g,p,f,m,z){if(y=zob(To.drag,arguments,\"obj, boundary, overCursor, dragCursor, all, swipe, localBounds, onTop, surround, slide, slideDamp, slideSnap, reg, removeTweens, startBounds, rect, currentTarget, offStage\"))return y;if(z_d(\"31\"),!zot(l)&&l.on){var y=To.DRAGALL;if(null!=window.DRAGALL&&(y=window.DRAGALL),zot(e)&&zot(m)&&(e=y),zot(e)&&zot(m)?m=!1:zot(e)?zot(m)&&(m=!1):m=e,\"Tag\"!=l.type&&\"TextArea\"!=l.type&&\"Loader\"!=l.type||(m=!0),r&&r.getBounds&&l.numChildren&&1<l.numChildren&&1==l.mouseChildren&&!e){var b=Array.prototype.slice.call(arguments);return b[4]=!0,l.loop(function(e){b[0]=e,To.drag.apply(null,b)}),l}l.zimDown&&l.noDrag(),l.cursor=zot(a)?\"pointer\":a,zot(t)&&(t=!1),zot(i)&&(i=!1),zot(n)&&(n=!0),zot(s)&&(s=!1),zot(c)&&(c=!1),zot(u)&&(u=.3),zot(d)&&(d=!0);var v,w,C,x,k,T,A,P,B,S,E,I,M,O,j;!0!==d&&[\"horizontal\",\"vertical\",\"auto\"].indexOf(d)<0&&(d=!1),zot(h)&&(h=!1),zot(g)&&(g=!0),zot(p)&&(p=!0),zot(r)&&!zot(f)&&(r=f),l.dragPaused=!1,c||(l.zimDragTicker=function(){}),l._draggable=!0,To.setSwipe(l,t),l.zimBoundary=r,l.zimLocalBounds=i;var L,_,Y,D,X,R,W=l.downCheck=!1;return l.zimAdded=l.on(\"added\",F,null,!0),l.zimRemoved=l.on(\"removed\",function(){l.zimDragTicker&&To.Ticker.remove(l.zimDragTicker)},null,!0),l.parent&&F(),l.pointers={},l.zimDown=l.on(\"mousedown\",function(e){var t;l.stage&&!l.dragPaused&&(R=l.stage,l.zmu||(l.zmu=R.frame.on(\"mouseupplus\",function(e){l.downCheck&&(c||(l.downCheck=!1),V(e,!0))})),l.dragMouseX=Math.round(e.stageX/To.scaX)+R.x,l.dragMouseY=Math.round(e.stageY/To.scaY)+R.y,t=\"id\"+Math.abs(e.pointerID+1),l.pointers[t]=!0,X=m?e.currentTarget:e.target,!l.zimBoundary||X.getBounds()?(l.downCheck=!0,l.stage.mouseMoveOutside=!0,To.Ticker.has(l.zimDragTicker)||To.Ticker.add(l.zimDragTicker,l.stage),g&&createjs.Tween.removeTweens(X),X.parent&&(n&&(t=X.parent.numChildren-1,\"Keyboard\"==X.parent.getChildAt(t).type&&t--,X.parent.setChildIndex(X,t),X.ZIMoutlineShape&&X.outline()),e=X.parent==l.stage?new To.Point(e.stageX/To.scaX,e.stageY/To.scaY):X.parent.globalToLocal(e.stageX/To.scaX,e.stageY/To.scaY),h&&(X.x=e.x,X.y=e.y),L=e.x-X.x,_=e.y-X.y,l.zimBoundary&&(i?(Y=To.boundsToGlobal(X.parent,l.zimBoundary),s&&(D=l.zimBoundary)):(Y=l.zimBoundary,s&&(D=To.boundsToGlobal(X.parent,l.zimBoundary,!0)))),l.cursor=zot(o)?\"pointer\":o,c&&(l.slideStartX=l.x,l.slideStartY=l.y,j=l.zimDragMoving,x=0,k=[e.x],T=[e.y],O=M=-1e4,l.zimDragMoving=!0),\"Pen\"==l.type&&(l.zimDragCheck=!0,W=!1))):zog(\"zim.drag() - drag object needs bounds set\"))},!0),l.zimMove=l.on(\"pressmove\",function(e){var t;l.downCheck&&!l.dragPaused&&(t=(z?e.rawX:e.stageX)/To.scaX+R.x,e=(z?e.rawY:e.stageY)/To.scaY+R.y,l.dragMouseX=Math.round(t),l.dragMouseY=Math.round(e),H(X,t,e),X.ZIMoutlineShape&&X.outline(),\"Pen\"==l.type&&!W&&l.drawing?W=!0:\"Tag\"!=l.type&&\"TextArea\"!=l.type&&\"Loader\"!=l.type||l.resize())},!0),l.zimPosition=H,l.zimUp=l.on(\"pressup\",function(e){V(e)},!0),l}function F(){var e,t,o,n;l.off(\"added\",l.zimAdded),(r=l.zimBoundary)&&r.getBounds&&\"Blob\"!=r.type&&(l.zimLocalBounds=!1,r=\"Stage\"!=r.type&&\"StageGL\"!=r.type?r.boundsToGlobal():new To.Boundary(0,0,r.width,r.height),e=l.boundsToGlobal(),t=l.localToGlobal(l.regX,l.regY),o=new To.Point(t.x-e.x,t.y-e.y),n=l.borderWidth||0,r.x+=o.x+n/2,r.y+=o.y+n/2,r.width-=e.width+n,r.height-=e.height+n,l.zimBoundary=r),_=L=0,l.zimBoundary&&\"Blob\"!=l.zimBoundary.type&&(i?(Y=To.boundsToGlobal(l.parent,l.zimBoundary),s&&(D=l.zimBoundary)):(Y=l.zimBoundary,s&&(D=To.boundsToGlobal(l.parent,l.zimBoundary,!0)))),Y&&p&&(t=l.parent.localToGlobal(l.x,l.y),H(l,t.x,t.y)),c&&setTimeout(function(){function n(e,t,o,n,r){Math.abs(e.x-M)<.1&&Math.abs(e.y-O)<.1?(l.zimDragMoving=!1,e.x=n,e.y=r,e.slideStartX=null,e.slideStartY=null,j&&(e.dispatchEvent(\"slidestop\"),To.Ticker.remove(l.zimDragTicker)),\"Pen\"==l.type&&(l.zimDragCheck=!1,W&&l.drawing&&l.stopCheck())):(M=t,O=o)}v=new To.Damp(l.x,u),w=new To.Damp(l.y,u),l.zimDragImmediate=function(e,t){S=t,A=E=P=I=0,zot(B=e)||v.immediate(e),zot(t)||w.immediate(t)},C=3,x=0,k=[],T=[],A=l.x,P=l.y,B=l.x,S=l.y,E=l.x,I=l.y,O=M=-1e4,l.zimDragMoving=!0,l.stage,l.zimDragTicker=function(){var e,t,o;zot(l.slideStartX)||(X=X||l,l.downCheck?(t=X.parent?X.parent.globalToLocal(l.dragMouseX,l.dragMouseY):new To.Point(0,0),x++,k.push(t.x),T.push(t.y),I=C<=x?(E=k.shift(),T.shift()):(E=k[0],T[0])):l.zimDragMoving&&(e=B+A-E,t=S+P-I,Y&&(e=(o=N(X,e,t)).x,t=o.y),d?(X.x=v.convert(e),X.y=w.convert(t),n(X,X.x,X.y,e,t)):(o=N(X,v.convert(e),w.convert(t)),X.x=o.x,X.y=o.y,n(X,X.x,X.y,X.x,X.y))))}},50),zot(l.zimMaskDynamic)||l.zimMaskApply()}function H(e,t,o){var n,r;zot(e)&&(e=X||l),e.parent&&((zot(t)||zot(o))&&(n=e.parent.localToGlobal(e.x,e.y),L=_=0,l.zimBoundary&&(i?(Y=To.boundsToGlobal(e.parent,l.zimBoundary),s&&(D=e.zimBoundary)):(Y=l.zimBoundary,s&&(D=To.boundsToGlobal(e.parent,l.zimBoundary,!0)))),t=n.x,o=n.y,c&&(B=e.x,S=e.y,X=e,v&&v.immediate(B),w&&w.immediate(S))),o=R&&R.type?e.parent.globalToLocal(t,o):e.parent.globalToLocal(t*To.scaX,o*To.scaY),c&&d?\"vertical\"==d?(r=N(e,o.x-L,o.y-_),e.x=r.x,e.y=o.y-_):\"horizontal\"==d?(r=N(e,o.x-L,o.y-_),e.x=o.x-L,e.y=r.y):(e.x=o.x-L,e.y=o.y-_):(r=N(e,o.x-L,o.y-_),e.x=r.x,e.y=r.y),!c||j||e.slideStartX==e.x&&e.slideStartY==e.y||(j=!0))}function V(e,t){var o,n=\"id\"+Math.abs(e.pointerID+1);if(delete l.pointers[n],l.downCheck&&!l.dragPaused){if(l.cursor=zot(a)?\"pointer\":a,c)X.dispatchEvent(\"slidestart\"),o=X.parent?(n=z?e.rawX:e.stageX,o=z?e.rawY:e.stageY,X.parent.globalToLocal(n/To.scaX,o/To.scaY)):new To.Point(0,0),l.downCheck=!1,A=o.x,P=o.y,B=X.x,S=X.y,t&&(E=A=0,I=P=0),v.immediate(X.x),w.immediate(X.y);else{var r,i=0;for(r in l.pointers)i++;0==i&&To.Ticker.remove(l.zimDragTicker),\"Pen\"==l.type&&(l.zimDragCheck=!1,W&&l.drawing&&l.stopCheck())}l.stage&&l.stage.update()}}function N(e,t,o){if(!e.parent)return{x:t,y:o};if(Y)if(s){var n=e.getBounds().width,r=e.getBounds().height,i=e.getBounds().x,a=e.getBounds().y;n<D.width?t=D.x+(D.width-n)/2+(e.regX-i):(t-(e.regX-i)>D.x&&(t=D.x+(e.regX-i)),t-(e.regX-i)+n<D.x+D.width&&(t=D.x+D.width+(e.regX-i)-n)),e.height<D.height?o=D.y+(D.height-r)/2+(e.regY-a):(o-(e.regY-a)>D.y&&(o=D.y+(e.regY-a)),o-(e.regY-a)+r<D.y+D.height&&(o=D.y+D.height+(e.regY-a)-r))}else{if(\"Blob\"==Y.type)return Y.shape.hitTestPoint(t,o)?{x:t,y:o}:{x:l.x,y:l.y};r=e.parent.localToGlobal(t,o);t=Math.max(Y.x,Math.min(Y.x+Y.width,r.x)),o=Math.max(Y.y,Math.min(Y.y+Y.height,r.y)),t=(r=e.parent.globalToLocal(t,o)).x,o=r.y}return{x:t,y:o}}} bad argument slidesnap","level":"log","timestamp":1723923513762}],"screenshotDelay":10000},"timestamp":1723923513097},"created_at":"2024-08-17T19:38:43.930+00:00","updated_at":"2024-08-17T19:38:43.930+00:00"}