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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":1723922775220},{"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":1723922775222}],"screenshotDelay":10000},"timestamp":1723922774447},"created_at":"2024-08-17T19:26:25.193+00:00","updated_at":"2024-08-17T19:26:25.193+00:00"}