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250 lines
1.7 MiB
250 lines
1.7 MiB
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Disjunction and conjunction",data:[{value:"\\bigvee"},{value:"\\bigvee_{a}^{b}"},{value:"\\bigwedge"},{value:"\\bigwedge_{a}^{b}"}]}]},{name:"\u62EC\u53F7\u53D6\u6574",value:"\\left [ \\left ( \\right ) \\right ] ",children:[{name:"\u62EC\u53F7 Brackets",data:[{value:"\\left ( \\right )"},{value:"\\left [ \\right ]"},{value:"\\left \\langle \\right \\rangle "},{value:"\\left | \\right | "},{value:"\\left \\lfloor \\right \\rfloor "},{value:"\\left \\lceil \\right \\rceil "}]}]}],b=[{name:"\u4EE3\u6570",value:"\\sqrt{a^2+b^2}",children:[{data:[{value:"\\left(x-1\\right)\\left(x+3\\right) "},{value:"\\sqrt{a^2+b^2}"},{value:"\\left ( \\frac{a}{b}\\right )^{n}= \\frac{a^{n}}{b^{n}}"},{value:"\\frac{a}{b}\\pm \\frac{c}{d}= \\frac{ad \\pm bc}{bd} "},{value:"\\frac{x^{2}}{a^{2}}-\\frac{y^{2}}{b^{2}}=1 "},{value:"\\frac{1}{\\sqrt{a}}=\\frac{\\sqrt{a}}{a},a\\ge 0\\frac{1}{\\sqrt{a}}=\\frac{\\sqrt{a}}{a},a\\ge 0 "},{value:"\\sqrt[n]{a^{n}}=\\left ( \\sqrt[n]{a}\\right )^{n} "},{value:"x ={-b \\pm \\sqrt{b^2-4ac}\\over 2a} "},{value:"y-y_{1}=k \\left( x-x_{1}\\right) "},{value:`\\left\\{\\begin{matrix} \r
|
|
x=a + r\\text{cos}\\theta \\ \r
|
|
y=b + r\\text{sin}\\theta \r
|
|
\\end{matrix}\\right. `},{value:`\\begin{array}{l} \r
|
|
\\text{\u5BF9\u4E8E\u65B9\u7A0B\u5F62\u5982\uFF1A}x^{3}-1=0 \\ \r
|
|
\\text{\u8BBE}\\text{:}\\omega =\\frac{-1+\\sqrt{3}i}{2} \\ \r
|
|
x_{1}=1,x_{2}= \\omega =\\frac{-1+\\sqrt{3}i}{2} \\ \r
|
|
x_{3}= \\omega ^{2}=\\frac{-1-\\sqrt{3}i}{2} \r
|
|
\\end{array} `},{value:`\\begin{array}{l} \r
|
|
a\\mathop{{x}}\\nolimits^{{2}}+bx+c=0 \\ \r
|
|
\\Delta =\\mathop{{b}}\\nolimits^{{2}}-4ac \\ \r
|
|
\\left\\{\\begin{matrix} \r
|
|
\\Delta \\gt 0\\text{\u65B9\u7A0B\u6709\u4E24\u4E2A\u4E0D\u76F8\u7B49\u7684\u5B9E\u6839} \\ \r
|
|
\\Delta = 0\\text{\u65B9\u7A0B\u6709\u4E24\u4E2A\u76F8\u7B49\u7684\u5B9E\u6839} \\ \r
|
|
\\Delta \\lt 0\\text{\u65B9\u7A0B\u65E0\u5B9E\u6839} \r
|
|
\\end{matrix}\\right. \r
|
|
\\end{array} `},{value:`\\begin{array}{l} \r
|
|
a\\mathop{{x}}\\nolimits^{{2}}+bx+c=0 \\ \r
|
|
\\Delta =\\mathop{{b}}\\nolimits^{{2}}-4ac \\ \r
|
|
\\mathop{{x}}\\nolimits_{{1,2}}=\\frac{{-b \\pm \r
|
|
\\sqrt{{\\mathop{{b}}\\nolimits^{{2}}-4ac}}}}{{2a}} \\ \r
|
|
\\mathop{{x}}\\nolimits_{{1}}+\\mathop{{x}}\\nolimits_{{2}}=-\\frac{{b}}{{a}} \\ \r
|
|
\\mathop{{x}}\\nolimits_{{1}}\\mathop{{x}}\\nolimits_{{2}}=\\frac{{c}}{{a}} \r
|
|
\\end{array} `}]}]},{name:"\u51E0\u4F55",value:"\\Delta A B C ",children:[{data:[{value:"\\Delta A B C "},{value:"a \\parallel c,b \\parallel c \\Rightarrow a \\parallel b "},{value:"l \\perp \\beta ,l \\subset \\alpha \\Rightarrow \\alpha \\perp \\beta"},{value:`\\left.\\begin{matrix} \r
|
|
a \\perp \\alpha \\ \r
|
|
b \\perp \\alpha \r
|
|
\\end{matrix}\\right\\}\\Rightarrow a \\parallel b`},{value:"P \\in \\alpha ,P \\in \\beta , \\alpha \\cap \\beta =l \\Rightarrow P \\in l "},{value:`\\alpha \\perp \\beta , \\alpha \\cap \\beta =l,a \\subset \\alpha ,a \\perp l \r
|
|
\\Rightarrow a \\perp \\beta `},{value:`\\left.\\begin{matrix} \r
|
|
a \\subset \\beta ,b \\subset \\beta ,a \\cap b=P \\ \r
|
|
a \\parallel \\partial ,b \\parallel \\partial \r
|
|
\\end{matrix}\\right\\}\\Rightarrow \\beta \\parallel \\alpha `},{value:"\\alpha \\parallel \\beta , \\gamma \\cap \\alpha =a, \\gamma \\cap \\beta =b \\Rightarrow a \\parallel b "},{value:"A \\in l,B \\in l,A \\in \\alpha ,B \\in \\alpha \\Rightarrow l \\subset \\alpha "},{value:`\\left.\\begin{matrix} \r
|
|
m \\subset \\alpha ,n \\subset \\alpha ,m \\cap n=P \\ \r
|
|
a \\perp m,a \\perp n \r
|
|
\\end{matrix}\\right\\}\\Rightarrow a \\perp \\alpha `},{value:`\\begin{array}{c} \r
|
|
\\text{\u76F4\u89D2\u4E09\u89D2\u5F62\u4E2D,\u76F4\u89D2\u8FB9\u957Fa,b,\u659C\u8FB9\u8FB9\u957Fc} \\ \r
|
|
a^{2}+b^{2}=c^{2} \r
|
|
\\end{array}`}]}]},{name:"\u4E0D\u7B49\u5F0F",value:"a > b",children:[{data:[{value:"a > b,b > c \\Rightarrow a > c "},{value:"a > b,c > d \\Rightarrow a+c > b+d "},{value:"a > b > 0,c > d > 0 \\Rightarrow ac bd "},{value:`\\begin{array}{c} \r
|
|
a \\gt b,c \\gt 0 \\Rightarrow ac \\gt bc \\ \r
|
|
a \\gt b,c \\lt 0 \\Rightarrow ac \\lt bc \r
|
|
\\end{array}`},{value:"\\left | a-b \\right | \\geqslant \\left | a \\right | -\\left | b \\right | "},{value:"-\\left | a \\right |\\leq a\\leqslant \\left | a \\right | "},{value:"\\left | a \\right |\\leqslant b \\Rightarrow -b \\leqslant a \\leqslant \\left | b \\right | "},{value:"\\left | a+b \\right | \\leqslant \\left | a \\right | + \\left | b \\right | "},{value:`\\begin{array}{c} \r
|
|
a \\gt b \\gt 0,n \\in N^{\\ast},n \\gt 1 \\ \r
|
|
\\Rightarrow a^{n}\\gt b^{n}, \\sqrt[n]{a}\\gt \\sqrt[n]{b} \r
|
|
\\end{array}`},{value:`\\left( \\sum_{k=1}^n a_k b_k \\right)^{\\!\\!2}\\leq \r
|
|
\\left( \\sum_{k=1}^n a_k^2 \\right) \\left( \\sum_{k=1}^n b_k^2 \\right) `},{value:`\\begin{array}{c} \r
|
|
a,b \\in R^{+} \\ \r
|
|
\\Rightarrow \\frac{a+b}{{2}}\\ge \\sqrt{ab} \\ \r
|
|
\\left( \\text{\u5F53\u4E14\u4EC5\u5F53}a=b\\text{\u65F6\u53D6\u201C}=\\text{\u201D\u53F7}\\right) \r
|
|
\\end{array}`},{value:`\\begin{array}{c} \r
|
|
a,b \\in R \\ \r
|
|
\\Rightarrow a^{2}+b^{2}\\gt 2ab \\ \r
|
|
\\left( \\text{\u5F53\u4E14\u4EC5\u5F53}a=b\\text{\u65F6\u53D6\u201C}=\\text{\u201D\u53F7}\\right) \r
|
|
\\end{array}`},{value:`\\begin{array}{c} \r
|
|
H_{n}=\\frac{n}{\\sum \\limits_{i=1}^{n}\\frac{1}{x_{i}}}= \\frac{n}{\\frac{1}{x_{1}}+ \\frac{1}{x_{2}}+ \\cdots + \\frac{1}{x_{n}}} \\ G_{n}=\\sqrt[n]{\\prod \\limits_{i=1}^{n}x_{i}}= \\sqrt[n]{x_{1}x_{2}\\cdots x_{n}} \\ A_{n}=\\frac{1}{n}\\sum \\limits_{i=1}^{n}x_{i}=\\frac{x_{1}+ x_{2}+ \\cdots + x_{n}}{n} \\ Q_{n}=\\sqrt{\\sum \\limits_{i=1}^{n}x_{i}^{2}}= \\sqrt{\\frac{x_{1}^{2}+ x_{2}^{2}+ \\cdots + x_{n}^{2}}{n}} \\ H_{n}\\leq G_{n}\\leq A_{n}\\leq Q_{n} \r
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\\end{array}`}]}]},{name:"\u79EF\u5206",value:"\\frac{\\mathrm{d}\\partial}{\\partial x}",children:[{data:[{value:"\\frac{\\mathrm{d}}{\\mathrm{d}x}x^n=nx^{n-1} "},{value:"\\frac{\\mathrm{d}}{\\mathrm{d}x}e^{ax}=a\\,e^{ax} "},{value:"\\frac{\\mathrm{d}}{\\mathrm{d}x}\\ln(x)=\\frac{1}{x} "},{value:"\\frac{\\mathrm{d}}{\\mathrm{d}x}\\sin x=\\cos x "},{value:"\\frac{\\mathrm{d}}{\\mathrm{d}x}\\cos x=-\\sin x "},{value:"\\int k\\mathrm{d}x = kx+C "},{value:"\\frac{\\mathrm{d}}{\\mathrm{d}x}\\tan x=\\sec^2 x "},{value:"\\frac{\\mathrm{d}}{\\mathrm{d}x}\\cot x=-\\csc^2 x "},{value:"\\int \\frac{1}{x}\\mathrm{d}x= \\ln \\left| x \\right| +C "},{value:"\\int \\frac{1}{\\sqrt{1-x^{2}}}\\mathrm{d}x= \\arcsin x +C "},{value:"\\int \\frac{1}{1+x^{2}}\\mathrm{d}x= \\arctan x +C "},{value:"\\int u \\frac{\\mathrm{d}v}{\\mathrm{d}x}\\,\\mathrm{d}x=uv-\\int \\frac{\\mathrm{d}u}{\\mathrm{d}x}v\\,\\mathrm{d}x "},{value:"f(x) = \\int_{-\\infty}^\\infty \\hat f(x)\\xi\\,e^{2 \\pi i \\xi x} \\,\\mathrm{d}\\xi "},{value:"\\int x^{\\mu}\\mathrm{d}x=\\frac{x^{\\mu +1}}{\\mu +1}+C, \\left({\\mu \\neq -1}\\right) "}]}]},{name:"\u4E09\u89D2",value:"e^{i \\theta}",children:[{name:"\u6C42\u548C Summation",data:[{value:"e^{i \\theta} "},{value:"\\left(\\frac{\\pi}{2}-\\theta \\right ) "},{value:"\\text{sin}^{2}\\frac{\\alpha}{2}=\\frac{1- \\text{cos}\\alpha}{2} "},{value:"\\text{cos}^{2}\\frac{\\alpha}{2}=\\frac{1+ \\text{cos}\\alpha}{2} "},{value:"\\text{tan}\\frac{\\alpha}{2}=\\frac{\\text{sin}\\alpha}{1+ \\text{cos}\\alpha} "},{value:"\\sin \\alpha + \\sin \\beta =2 \\sin \\frac{\\alpha + \\beta}{2}\\cos \\frac{\\alpha - \\beta}{2} "},{value:"\\sin \\alpha - \\sin \\beta =2 \\cos \\frac{\\alpha + \\beta}{2}\\sin \\frac{\\alpha - \\beta}{2} "},{value:"\\cos \\alpha + \\cos \\beta =2 \\cos \\frac{\\alpha + \\beta}{2}\\cos \\frac{\\alpha - \\beta}{2} "},{value:"\\cos \\alpha - \\cos \\beta =-2\\sin \\frac{\\alpha + \\beta}{2}\\sin \\frac{\\alpha - \\beta}{2} "},{value:"a^{2}=b^{2}+c^{2}-2bc\\cos A "},{value:"\\frac{\\sin A}{a}=\\frac{\\sin B}{b}=\\frac{\\sin C}{c}=\\frac{1}{2R} "},{value:"\\sin \\left ( \\frac{\\pi}{2}-\\alpha \\right ) = \\cos \\alpha "},{value:"\\sin \\left ( \\frac{\\pi}{2}+\\alpha \\right ) = \\cos \\alpha "}]}]},{name:"\u7EDF\u8BA1",value:"C_{r}^{n}",children:[{data:[{value:"C_{r}^{n} "},{value:"\\frac{n!}{r!(n-r)!} "},{value:"\\sum_{i=1}^{n}{X_i} "},{value:"\\sum_{i=1}^{n}{X_i^2} "},{value:"X_1, \\cdots,X_n "},{value:"\\frac{x-\\mu}{\\sigma} "},{value:"\\sum_{i=1}^{n}{(X_i - \\overline{X})^2} "},{value:`\\begin{array}{c} \r
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\\text{\u82E5}P \\left( AB \\right) =P \\left( A \\right) P \\left( B \\right) \\\\ \r
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\\text{\u5219}P \\left( A \\left| B\\right. \\right) =P \\left({B}\\right) \r
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\\end{array}`},{value:"P(E) ={n \\choose k}p^k (1-p)^{n-k} "},{value:"P \\left( A \\right) = \\lim \\limits_{n \\to \\infty}f_{n}\\left ( A \\right ) "},{value:"P \\left( \\bigcup \\limits_{i=1}^{+ \\infty}A_{i}\\right) = \\prod \\limits_{i=1}^{+ \\infty}P{\\left( A_{i}\\right)} "},{value:`\\begin{array}{c} \r
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P \\left( \\emptyset \\right) =0 \\\\ \r
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|
P \\left( S \\right) =1 \r
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\\end{array}`},{value:`\\begin{array}{c} \r
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\\forall A \\in S \\\\ \r
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|
P \\left( A \\right) \\ge 0 \r
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\\end{array}`},{value:"P \\left( \\bigcup \\limits_{i=1}^{n}A_{i}\\right) = \\prod \\limits_{i=1}^{n}P \\left( A_{i}\\right) "},{value:`\\begin{array}{c} \r
|
|
S= \\binom{N}{n},A_{k}=\\binom{M}{k}\\cdot \\binom{N-M}{n-k} \\\\ \r
|
|
P\\left ( A_{k}\\right ) = \\frac{\\binom{M}{k}\\cdot \\binom{N-M}{n-k}}{\\binom{N}{n}} \r
|
|
\\end{array}`},{value:`\\begin{array}{c} \r
|
|
P_{n}=n! \\\\ \r
|
|
A_{n}^{k}=\\frac{n!}{\\left( n-k \\left) !\\right. \\right.} \r
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\\end{array}`}]}]}],y=ce=>{a.current.setValue(a.current.getValue()+" "+ce.value+" 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qe||(qe="figure"),Sn(Oe.bn,{width:32,height:32,scale:.5,fill:"lightgray",figure:at,margin:1,background:"transparent",mouseEnter:(un,$n)=>$n.fill="dodgerblue",mouseLeave:(un,$n)=>$n.fill="lightgray",click:Zt(qe,at),contextClick:Zt(qe,at)})}mt.current.nodeTemplate.contextMenu=Sn("ContextMenu",Sn("ContextMenuButton",Sn(Oe.s_,"Horizontal",Ro("Rectangle"),Ro("RoundedRectangle"),Ro("Ellipse"),Ro("Diamond"))),Sn("ContextMenuButton",Sn(Oe.s_,"Horizontal",Ro("Parallelogram2"),Ro("ManualOperation"),Ro("Procedure"),Ro("Cylinder1"))),Sn("ContextMenuButton",Sn(Oe.s_,"Horizontal",Ro("Terminator"),Ro("CreateRequest"),Ro("Document"),Ro("TriangleDown"))),Qo(),Dr(),Go()),mt.current.groupTemplate=Sn(Oe.ZA,"Spot",{layerName:"Background",ungroupable:!0,locationSpot:Oe.z6.Center,selectionObjectName:"BODY",computesBoundsAfterDrag:!0,handlesDragDropForMembers:!0,mouseDrop:(at,qe)=>{var un=qe.addMembers(qe.diagram.selection,!0);un||qe.diagram.currentTool.doCancel()},avoidable:!1},new Oe.KX("location","loc",Oe.E9.parse).makeTwoWay(Oe.E9.stringify),Sn(Oe.s_,"Auto",{name:"BODY"},Sn(Oe.bn,{parameter1:10,fill:ur.white,strokeWidth:2,cursor:"pointer",fromLinkable:!0,toLinkable:!0,fromLinkableDuplicates:!0,toLinkableDuplicates:!0,fromSpot:Oe.z6.AllSides,toSpot:Oe.z6.AllSides},new Oe.KX("fill"),new Oe.KX("stroke","color"),new Oe.KX("strokeWidth","thickness"),new Oe.KX("strokeDashArray","dash")),Sn(Oe.Vm,{background:"transparent",margin:20})),Sn(Oe.al,{alignment:Oe.z6.Top,alignmentFocus:Oe.z6.Bottom,font:"bold 12pt sans-serif",editable:!0},new Oe.KX("text"),new Oe.KX("stroke","color"))),mt.current.groupTemplate.selectionAdornmentTemplate=Sn(Oe.uz,"Spot",Sn(Oe.s_,"Auto",Sn(Oe.bn,{fill:null,stroke:"dodgerblue",strokeWidth:3}),Sn(Oe.Vm,{margin:1.5})),vo({alignment:Oe.z6.TopRight,alignmentFocus:Oe.z6.BottomRight})),mt.current.groupTemplate.contextMenu=Sn("ContextMenu",Qo(),Dr(),Go()),mt.current.linkTemplate=Sn(Oe.rU,{layerName:"Foreground",routing:Oe.rU.AvoidsNodes,corner:10,fromShortLength:10,toShortLength:15,relinkableFrom:!0,relinkableTo:!0,reshapable:!0,resegmentable:!0},new Oe.KX("fromSpot","fromSpot",Oe.z6.parse),new Oe.KX("toSpot","toSpot",Oe.z6.parse),new Oe.KX("fromShortLength","dir",at=>at>=1?10:0),new Oe.KX("toShortLength","dir",at=>at>=1?10:0),new Oe.KX("points").makeTwoWay(),Sn(Oe.bn,{strokeWidth:2},new Oe.KX("stroke","color"),new Oe.KX("strokeWidth","thickness"),new Oe.KX("strokeDashArray","dash")),Sn(Oe.bn,{segmentIndex:0,segmentOffset:new 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Oe.z6(0,1,-4,0),editable:!0},new Oe.KX("text").makeTwoWay(),new Oe.KX("stroke","color"))),mt.current.linkTemplate.selectionAdornmentTemplate=Sn(Oe.uz,Sn(Oe.bn,{isPanelMain:!0,stroke:"transparent",strokeWidth:6,pathPattern:Zo(2)},new Oe.KX("pathPattern","thickness",Zo)),vo({alignmentFocus:new Oe.z6(0,0,-6,-4)}));function Zo(at){return Sn(Oe.bn,{stroke:"dodgerblue",strokeWidth:2,strokeCap:"square",geometryString:"M0 0 M4 2 H3 M4 "+(at+4).toString()+" H3"})}function Fo(at){var qe="M0 0 M8 16 M0 8 L16 8 M12 11 L16 8 L12 5";return at===0?qe="M0 0 M16 16 M0 8 L16 8":at===2&&(qe="M0 0 M16 16 M0 8 L16 8 M12 11 L16 8 L12 5 M4 11 L0 8 L4 5"),Sn(Oe.bn,{geometryString:qe,margin:2,background:"transparent",mouseEnter:(un,$n)=>$n.background="dodgerblue",mouseLeave:(un,$n)=>$n.background="transparent",click:Zt("dir",at),contextClick:Zt("dir",at)})}function xo(at){var qe=(un,$n)=>{un.handled=!0,un.diagram.model.commit(Ma=>{var 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"nodeDataArray": [
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{"text":"Find Problem","key":-9,"loc":"-20 -140","color":"#3358ff","fill":"white","figure":"Procedure","thickness":3},
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{"text":"What do we want?","key":-10,"loc":"-65 -324.305","group":-16,"figure":"Ellipse","fill":"white"},
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{"text":"What do our users want?","key":-11,"loc":"105 -334.305","group":-20,"figure":"Ellipse","fill":"#ffffff","color":"black"},
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{"text":"Meetings","key":-12,"loc":"-65 -444.305","group":-16,"figure":"TriangleDown","fill":"#ffffff"},
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{"text":"Reviews","key":-13,"loc":"105 -454.305","group":-20,"figure":"TriangleDown","fill":"#ffffff","color":"black"},
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{"text":"Can we solve it?","key":-14,"loc":"190 -140","color":"#7d33ff","fill":"#ffffff","figure":"Diamond","size":"140 80","thickness":3},
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{"isGroup":true,"text":"Internal","key":-16,"loc":"-65 -384.305","fill":"#d5ebff","dash":null,"thickness":1,"group":-22},
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{"isGroup":true,"text":"External","key":-20,"loc":"105 -394.305","fill":"#d5ebff","dash":null,"thickness":1,"group":-22},
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{"isGroup":true,"text":"Sources","key":-22,"loc":"20 -400","fill":"#a5d2fa","dash":[4,4],"color":"#3358ff"}
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],
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"linkDataArray": [
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{"from":-12,"to":-10,"points":[-65,-414.305,-65,-404.305,-65,-384.305,-65,-384.305,-65,-364.305,-65,-354.305],"dash":null,"dir":1},
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{"from":-13,"to":-11,"points":[105,-424.305,105,-414.305,105,-394.305,105,-394.305,105,-374.305,105,-364.305],"dash":null,"color":"#000000","dir":1},
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{"from":-10,"to":-9,"points":[-65,-294.305,-65,-284.305,-65,-232.1525,-40,-232.1525,-40,-180,-40,-170],"dir":2,"dash":[4,4]},
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{"from":-11,"to":-9,"points":[105,-304.305,105,-294.305,105,-237.1525,0,-237.1525,0,-180,0,-170],"dash":[4,4],"dir":2},
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{"from":-9,"to":-14,"points":[40,-150,58,-150,80,-150,80,-153.33333333333331,102,-153.33333333333331,120,-153.33333333333331],"dir":1,"color":"#3358ff"},
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{"from":-14,"to":-9,"points":[190,-100,190,-90,-20,-90,-20,-95,-20,-100,-20,-110],"fromSpot":"BottomSide","toSpot":"BottomSide","text":"No","color":"#ff3333","thickness":2,"dir":1},
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{"from":-9,"to":-14,"points":[40,-130,58,-130,80,-130,80,-126.66666666666666,102,-126.66666666666666,120,-126.66666666666666]}
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<div style="display: flex; align-items: center;">
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<div style="width: 12px; height: 12px; border-radius: 50%; background: ${Kt[pn==null?void 0:pn.componentIndex]}; margin-right: 4px;"></div>
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<span style="width: 144px; color: rgba(43,49,63,0.5); font-size: 12px;">${Be[pn==null?void 0:pn.componentIndex]}</span>
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</div>
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<div style="color: #393971; font-size: 13px; font-weight: 600;">${pn.value>0?pn.value.toFixed(5):pn.value==0?0:"--"} ${on==0?"Cores":"MiB"}</div>
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</div>`}),`<div>
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<div style="color: #333333; padding-top: 6px;">${(zt=Pt[0])==null?void 0:zt.name}</div>
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${ct}
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</div>`}},grid:{right:"5%",bottom:"20%",top:"10%"},dataZoom:[{show:!0,start:0,end:100},{type:"inside",start:20,end:100}],xAxis:[{type:"category",gridIndex:0,boundaryGap:!0,axisTick:{show:!1,alignWithLabel:!1},axisLine:{show:!0,lineStyle:{color:"#F0F0F0",type:"solid"}},axisLabel:{show:!0,color:"#9096A3"},splitLine:{show:!1},data:Ut(nn)}],yAxis:[{type:"value",gridIndex:0,axisTick:{show:!1},axisLine:{show:!1},axisLabel:{show:!0,color:"#9096A3",formatter:on==1?"{value} MiB":"{value} Cores"},splitLine:{show:!0,lineStyle:{color:"#EDEDED",type:"dashed"}}}],series:Et};ze.setOption(yt)};return 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|
iconfont
|
|
${(Jt==null?void 0:Jt.type)=="CPU"?Xn?"icon-tuichuquanping2":"icon-quanping2":oa?"icon-tuichuquanping2":"icon-quanping2"}
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`,onClick:()=>oo(Jt.type,Vn)})),Xt.createElement(Qe.Z,{spinning:Pt},Gn(Jt.type)?Xt.createElement("div",{style:{marginTop:(Jt==null?void 0:Jt.type)=="CPU"?Xn?"7%":"":oa?"7%":""}},Xt.createElement(ce,{dataInfo:{y:$a(ct,Jt==null?void 0:Jt.type,1)||[],x:$a(ct,Jt==null?void 0:Jt.type,0)||[]},startAndEndTime:lt,colors:Tr,indexKey:Vn,valueName:ct.map(ta=>ta.name),imageTypeName:ct.map(ta=>{var Na;return(Na=ta==null?void 0:ta.promQueryResult)==null?void 0:Na.imageTypeName}),key:`${Vn}-${Qa}`}),Xt.createElement("div",{className:de.info_con},Xt.createElement("div",{className:de.info_top},Xt.createElement("div",null,"\u6700\u5927\u503C"),Xt.createElement("div",null,"\u6700\u5C0F\u503C"),Xt.createElement("div",null,"\u5E73\u5747\u503C")),ct.map((ta,Na)=>{var Ye;let ht=ta==null?void 0:ta.promQueryResult;return 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",Lo=ue(64165),Hr=ue(22061),au=Object.defineProperty,so=Object.defineProperties,rr=Object.getOwnPropertyDescriptors,lu=Object.getOwnPropertySymbols,Oo=Object.prototype.hasOwnProperty,tl=Object.prototype.propertyIsEnumerable,iu=(oe,le,re)=>le 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xt;if((xt=practiceSetting==null?void 0:practiceSetting.sideBar)!=null&&xt.confirmLeave){showExitmodel(Le.key);return}setMenuSelectKey(Le.key),parseInt(Le.key)===1?(setIsShowSetting(!0),handleInitState()):setIsShowSetting(!1)}},React.createElement(antd__WEBPACK_IMPORTED_MODULE_11__.default.Item,{key:1},"\u8BBE\u7F6E"),React.createElement(antd__WEBPACK_IMPORTED_MODULE_11__.default.Item,{key:2},"\u5173\u4E8E\u5B9E\u8BAD"))),isShowSetting&&((_e=shixunsDetail==null?void 0:shixunsDetail.detail)==null?void 0:_e.is_jupyter_lab)&&React.createElement(_components_Permission__WEBPACK_IMPORTED_MODULE_4__.Z,null),isShowSetting&&!((_f=shixunsDetail==null?void 0:shixunsDetail.detail)!=null&&_f.is_jupyter_lab)&&React.createElement("div",{style:{width:"calc(100% - 24%)",overflow:"auto"}},React.createElement("div",{style:{padding:"40px 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> ${kt}-item:last-child,
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> ${kt}-item:last-child ${kt}-header
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pe=ge.prefixCls,he=ge.generateConfig,We=ge.viewDate,Ve=ge.onPrevDecade,it=ge.onNextDecade,Lt=ge.onDecadeClick,fn=de.useContext(aa),hn=fn.hideHeader;if(hn)return null;var Mn="".concat(pe,"-header"),fa=he.getYear(We),Kn=Math.floor(fa/ia)*ia,Jn=Kn+ia-1;return de.createElement(xo,(0,se.Z)({},ge,{prefixCls:Mn,onSuperPrev:Ve,onSuperNext:it}),de.createElement("button",{type:"button",onClick:Lt,className:"".concat(pe,"-decade-btn")},Kn,"-",Jn))}var So=fr,Do=3,hr=4;function Fr(ge){var pe=ge.prefixCls,he=ge.value,We=ge.viewDate,Ve=ge.locale,it=ge.generateConfig,Lt=ge.cellRender,fn=de.useContext(Zt),hn=fn.rangedValue,Mn=fn.hoverRangedValue,fa="".concat(pe,"-cell"),Kn=it.getYear(We),Jn=Math.floor(Kn/ia)*ia,va=Jn+ia-1,ma=it.setYear(We,Jn-Math.ceil((Do*hr-ia)/2)),En=it.getNow(),Zn=function(Er){var Sr=it.getYear(Er);return Jn<=Sr&&Sr<=va},Ea=Vr({cellPrefixCls:fa,value:he,generateConfig:it,rangedValue:hn,hoverRangedValue:Mn,isSameCell:function(Er,Sr){return 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de.createElement("div",{className:fa},de.createElement(So,(0,se.Z)({},ge,{prefixCls:pe,onPrevDecade:function(){Kn(-1)},onNextDecade:function(){Kn(1)},onDecadeClick:function(){Mn("decade",Lt)}})),de.createElement(Lr,(0,se.Z)({},ge,{prefixCls:pe,onSelect:function(va){Mn(fn==="date"?"date":"month",va),hn(va,"mouse")}})))}var yo=La;function Lo(ge,pe,he){return he?de.createElement("div",{className:"".concat(ge,"-footer-extra")},he(pe)):null}function Hr(ge){var pe=ge.prefixCls,he=ge.components,We=he===void 0?{}:he,Ve=ge.needConfirmButton,it=ge.onNow,Lt=ge.onOk,fn=ge.okDisabled,hn=ge.showNow,Mn=ge.locale,fa,Kn;if(Ve){var Jn=We.button||"button";it&&hn!==!1&&(fa=de.createElement("li",{className:"".concat(pe,"-now")},de.createElement("a",{className:"".concat(pe,"-now-btn"),onClick:it},Mn.now))),Kn=Ve&&de.createElement("li",{className:"".concat(pe,"-ok")},de.createElement(Jn,{disabled:fn,onClick:Lt},Mn.ok))}return!fa&&!Kn?null:de.createElement("ul",{className:"".concat(pe,"-ranges")},fa,Kn)}var 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pe,he=ge.prefixCls,We=ge.popupElement,Ve=ge.popupStyle,it=ge.visible,Lt=ge.dropdownClassName,fn=ge.dropdownAlign,hn=ge.transitionName,Mn=ge.getPopupContainer,fa=ge.children,Kn=ge.range,Jn=ge.popupPlacement,va=ge.direction,ma="".concat(he,"-dropdown"),En=function(){return Jn!==void 0?Jn:va==="rtl"?"bottomRight":"bottomLeft"};return de.createElement(lu.Z,{showAction:[],hideAction:[],popupPlacement:En(),builtinPlacements:Oo,prefixCls:ma,popupTransitionName:hn,popup:We,popupAlign:fn,popupVisible:it,popupClassName:et()(Lt,(pe={},(0,Oe.Z)(pe,"".concat(ma,"-range"),Kn),(0,Oe.Z)(pe,"".concat(ma,"-rtl"),va==="rtl"),pe)),popupStyle:Ve,getPopupContainer:Mn},fa)}var iu=tl;function Xo(ge){var pe=ge.prefixCls,he=ge.presets,We=ge.onClick,Ve=ge.onHover;return he.length?de.createElement("div",{className:"".concat(pe,"-presets")},de.createElement("ul",null,he.map(function(it,Lt){var fn=it.label,hn=it.value;return de.createElement("li",{key:Lt,onClick:function(){return We==null?void 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&:hover:not(${he}-selected):not(${he}-range-start):not(${he}-range-end):not(${he}-range-hover-start):not(${he}-range-hover-end)`]:{[We]:{background:hn}},[`&-in-view${he}-today ${We}`]:{"&::before":{position:"absolute",top:0,insetInlineEnd:0,bottom:0,insetInlineStart:0,zIndex:1,border:`${Mn}px ${fa} ${Kn}`,borderRadius:Lt,content:'""'}},[`&-in-view${he}-in-range`]:{position:"relative","&::before":{background:Jn}},[`&-in-view${he}-selected ${We},
|
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&-in-view${he}-range-start ${We},
|
|
&-in-view${he}-range-end ${We}`]:{color:va,background:Kn},[`&-in-view${he}-range-start:not(${he}-range-start-single),
|
|
&-in-view${he}-range-end:not(${he}-range-end-single)`]:{"&::before":{background:Jn}},[`&-in-view${he}-range-start::before`]:{insetInlineStart:"50%"},[`&-in-view${he}-range-end::before`]:{insetInlineEnd:"50%"},[`&-in-view${he}-range-hover-start:not(${he}-in-range):not(${he}-range-start):not(${he}-range-end),
|
|
&-in-view${he}-range-hover-end:not(${he}-in-range):not(${he}-range-start):not(${he}-range-end),
|
|
&-in-view${he}-range-hover-start${he}-range-start-single,
|
|
&-in-view${he}-range-hover-start${he}-range-start${he}-range-end${he}-range-end-near-hover,
|
|
&-in-view${he}-range-hover-end${he}-range-start${he}-range-end${he}-range-start-near-hover,
|
|
&-in-view${he}-range-hover-end${he}-range-end-single,
|
|
&-in-view${he}-range-hover:not(${he}-in-range)`]:{"&::after":{position:"absolute",top:"50%",zIndex:0,height:ma,borderTop:`${Mn}px dashed ${En}`,borderBottom:`${Mn}px dashed ${En}`,transform:"translateY(-50%)",transition:`all ${it}`,content:'""'}},"&-range-hover-start::after,\n &-range-hover-end::after,\n &-range-hover::after":{insetInlineEnd:0,insetInlineStart:Zn},[`&-in-view${he}-in-range${he}-range-hover::before,
|
|
&-in-view${he}-in-range${he}-range-hover-start::before,
|
|
&-in-view${he}-in-range${he}-range-hover-end::before,
|
|
&-in-view${he}-range-start${he}-range-hover::before,
|
|
&-in-view${he}-range-end${he}-range-hover::before,
|
|
&-in-view${he}-range-start:not(${he}-range-start-single)${he}-range-hover-start::before,
|
|
&-in-view${he}-range-end:not(${he}-range-end-single)${he}-range-hover-end::before,
|
|
${pe}-panel
|
|
> :not(${pe}-date-panel)
|
|
&-in-view${he}-in-range${he}-range-hover-start::before,
|
|
${pe}-panel
|
|
> :not(${pe}-date-panel)
|
|
&-in-view${he}-in-range${he}-range-hover-end::before`]:{background:Ea},[`&-in-view${he}-range-start:not(${he}-range-start-single):not(${he}-range-end) ${We}`]:{borderStartStartRadius:Lt,borderEndStartRadius:Lt,borderStartEndRadius:0,borderEndEndRadius:0},[`&-in-view${he}-range-end:not(${he}-range-end-single):not(${he}-range-start) ${We}`]:{borderStartStartRadius:0,borderEndStartRadius:0,borderStartEndRadius:Lt,borderEndEndRadius:Lt},[`&-range-hover${he}-range-end::after`]:{insetInlineStart:"50%"},[`tr > &-in-view${he}-range-hover:first-child::after,
|
|
tr > &-in-view${he}-range-hover-end:first-child::after,
|
|
&-in-view${he}-start${he}-range-hover-edge-start${he}-range-hover-edge-start-near-range::after,
|
|
&-in-view${he}-range-hover-edge-start:not(${he}-range-hover-edge-start-near-range)::after,
|
|
&-in-view${he}-range-hover-start::after`]:{insetInlineStart:(vr-Ve)/2,borderInlineStart:`${Mn}px dashed ${En}`,borderStartStartRadius:Lt,borderEndStartRadius:Lt},[`tr > &-in-view${he}-range-hover:last-child::after,
|
|
tr > &-in-view${he}-range-hover-start:last-child::after,
|
|
&-in-view${he}-end${he}-range-hover-edge-end${he}-range-hover-edge-end-near-range::after,
|
|
&-in-view${he}-range-hover-edge-end:not(${he}-range-hover-edge-end-near-range)::after,
|
|
&-in-view${he}-range-hover-end::after`]:{insetInlineEnd:(vr-Ve)/2,borderInlineEnd:`${Mn}px dashed ${En}`,borderStartEndRadius:Lt,borderEndEndRadius:Lt},"&-disabled":{color:tr,pointerEvents:"none",[We]:{background:"transparent"},"&::before":{background:Er}},[`&-disabled${he}-today ${We}::before`]:{borderColor:tr}}},Oi=ge=>{const{componentCls:pe,pickerCellCls:he,pickerCellInnerCls:We,pickerYearMonthCellWidth:Ve,pickerControlIconSize:it,cellWidth:Lt,paddingSM:fn,paddingXS:hn,paddingXXS:Mn,colorBgContainer:fa,lineWidth:Kn,lineType:Jn,borderRadiusLG:va,colorPrimary:ma,colorTextHeading:En,colorSplit:Zn,pickerControlIconBorderWidth:Ea,colorIcon:vr,textHeight:tr,motionDurationMid:Er,colorIconHover:Sr,fontWeightStrong:Ne,cellHeight:nr,pickerCellPaddingVertical:_o,colorTextDisabled:Xr,colorText:No,fontSize:To,cellHoverWithRangeBg:du,motionDurationSlow:Su,withoutTimeCellHeight:Jo,pickerQuarterPanelContentHeight:Mo,colorLink:fo,colorLinkActive:qo,colorLinkHover:Eu,cellRangeBorderColor:Au,borderRadiusSM:mu,colorTextLightSolid:Bu,cellHoverBg:ml,timeColumnHeight:nl,timeColumnWidth:gl,timeCellHeight:Uu,controlItemBgActive:Fl,marginXXS:Mu,pickerDatePanelPaddingHorizontal:al}=ge,fl=Lt*7+al*2,Ol=(fl-hn*2)/3-Ve-fn,El=(fl-hn*2)/4-Ve;return{[pe]:{"&-panel":{display:"inline-flex",flexDirection:"column",textAlign:"center",background:fa,border:`${Kn}px ${Jn} ${Zn}`,borderRadius:va,outline:"none","&-focused":{borderColor:ma},"&-rtl":{direction:"rtl",[`${pe}-prev-icon,
|
|
${pe}-super-prev-icon`]:{transform:"rotate(45deg)"},[`${pe}-next-icon,
|
|
${pe}-super-next-icon`]:{transform:"rotate(-135deg)"}}},"&-decade-panel,\n &-year-panel,\n &-quarter-panel,\n &-month-panel,\n &-week-panel,\n &-date-panel,\n &-time-panel":{display:"flex",flexDirection:"column",width:fl},"&-header":{display:"flex",padding:`0 ${hn}px`,color:En,borderBottom:`${Kn}px ${Jn} ${Zn}`,"> *":{flex:"none"},button:{padding:0,color:vr,lineHeight:`${tr}px`,background:"transparent",border:0,cursor:"pointer",transition:`color ${Er}`,fontSize:"inherit"},"> button":{minWidth:"1.6em",fontSize:To,"&:hover":{color:Sr}},"&-view":{flex:"auto",fontWeight:Ne,lineHeight:`${tr}px`,button:{color:"inherit",fontWeight:"inherit",verticalAlign:"top","&:not(:first-child)":{marginInlineStart:hn},"&:hover":{color:ma}}}},"&-prev-icon,\n &-next-icon,\n &-super-prev-icon,\n &-super-next-icon":{position:"relative",display:"inline-block",width:it,height:it,"&::before":{position:"absolute",top:0,insetInlineStart:0,display:"inline-block",width:it,height:it,border:"0 solid currentcolor",borderBlockStartWidth:Ea,borderBlockEndWidth:0,borderInlineStartWidth:Ea,borderInlineEndWidth:0,content:'""'}},"&-super-prev-icon,\n &-super-next-icon":{"&::after":{position:"absolute",top:Math.ceil(it/2),insetInlineStart:Math.ceil(it/2),display:"inline-block",width:it,height:it,border:"0 solid currentcolor",borderBlockStartWidth:Ea,borderBlockEndWidth:0,borderInlineStartWidth:Ea,borderInlineEndWidth:0,content:'""'}},"&-prev-icon,\n &-super-prev-icon":{transform:"rotate(-45deg)"},"&-next-icon,\n &-super-next-icon":{transform:"rotate(135deg)"},"&-content":{width:"100%",tableLayout:"fixed",borderCollapse:"collapse","th, td":{position:"relative",minWidth:nr,fontWeight:"normal"},th:{height:nr+_o*2,color:No,verticalAlign:"middle"}},"&-cell":Object.assign({padding:`${_o}px 0`,color:Xr,cursor:"pointer","&-in-view":{color:No}},wc(ge)),[`&-date-panel ${pe}-cell-in-view${pe}-cell-in-range${pe}-cell-range-hover-start ${We},
|
|
&-date-panel ${pe}-cell-in-view${pe}-cell-in-range${pe}-cell-range-hover-end ${We}`]:{"&::after":{position:"absolute",top:0,bottom:0,zIndex:-1,background:du,transition:`all ${Su}`,content:'""'}},[`&-date-panel
|
|
${pe}-cell-in-view${pe}-cell-in-range${pe}-cell-range-hover-start
|
|
${We}::after`]:{insetInlineEnd:-(Lt-nr)/2,insetInlineStart:0},[`&-date-panel ${pe}-cell-in-view${pe}-cell-in-range${pe}-cell-range-hover-end ${We}::after`]:{insetInlineEnd:0,insetInlineStart:-(Lt-nr)/2},[`&-range-hover${pe}-range-start::after`]:{insetInlineEnd:"50%"},"&-decade-panel,\n &-year-panel,\n &-quarter-panel,\n &-month-panel":{[`${pe}-content`]:{height:Jo*4},[We]:{padding:`0 ${hn}px`}},"&-quarter-panel":{[`${pe}-content`]:{height:Mo},[`${pe}-cell-range-hover-start::after`]:{insetInlineStart:El,borderInlineStart:`${Kn}px dashed ${Au}`,[`${pe}-panel-rtl &`]:{insetInlineEnd:El,borderInlineEnd:`${Kn}px dashed ${Au}`}},[`${pe}-cell-range-hover-end::after`]:{insetInlineEnd:El,borderInlineEnd:`${Kn}px dashed ${Au}`,[`${pe}-panel-rtl &`]:{insetInlineStart:El,borderInlineStart:`${Kn}px dashed ${Au}`}}},[`&-panel ${pe}-footer`]:{borderTop:`${Kn}px ${Jn} ${Zn}`},"&-footer":{width:"min-content",minWidth:"100%",lineHeight:`${tr-2*Kn}px`,textAlign:"center","&-extra":{padding:`0 ${fn}px`,lineHeight:`${tr-2*Kn}px`,textAlign:"start","&:not(:last-child)":{borderBottom:`${Kn}px ${Jn} ${Zn}`}}},"&-now":{textAlign:"start"},"&-today-btn":{color:fo,"&:hover":{color:Eu},"&:active":{color:qo},[`&${pe}-today-btn-disabled`]:{color:Xr,cursor:"not-allowed"}},"&-decade-panel":{[We]:{padding:`0 ${hn/2}px`},[`${pe}-cell::before`]:{display:"none"}},"&-year-panel,\n &-quarter-panel,\n &-month-panel":{[`${pe}-body`]:{padding:`0 ${hn}px`},[We]:{width:Ve},[`${pe}-cell-range-hover-start::after`]:{borderStartStartRadius:mu,borderEndStartRadius:mu,borderStartEndRadius:0,borderEndEndRadius:0,[`${pe}-panel-rtl &`]:{borderStartStartRadius:0,borderEndStartRadius:0,borderStartEndRadius:mu,borderEndEndRadius:mu}},[`${pe}-cell-range-hover-end::after`]:{borderStartStartRadius:0,borderEndStartRadius:0,borderStartEndRadius:mu,borderEndEndRadius:mu,[`${pe}-panel-rtl &`]:{borderStartStartRadius:mu,borderEndStartRadius:mu,borderStartEndRadius:0,borderEndEndRadius:0}}},"&-year-panel,\n &-month-panel":{[`${pe}-cell-range-hover-start::after`]:{insetInlineStart:Ol,borderInlineStart:`${Kn}px dashed ${Au}`,[`${pe}-panel-rtl &`]:{insetInlineEnd:Ol,borderInlineEnd:`${Kn}px dashed ${Au}`}},[`${pe}-cell-range-hover-end::after`]:{insetInlineEnd:Ol,borderInlineEnd:`${Kn}px dashed ${Au}`,[`${pe}-panel-rtl &`]:{insetInlineStart:Ol,borderInlineStart:`${Kn}px dashed ${Au}`}}},"&-week-panel":{[`${pe}-body`]:{padding:`${hn}px ${fn}px`},[`${pe}-cell`]:{[`&:hover ${We},
|
|
&-selected ${We},
|
|
${We}`]:{background:"transparent !important"}},"&-row":{td:{"&:before":{transition:`background ${Er}`},"&:first-child:before":{borderStartStartRadius:mu,borderEndStartRadius:mu},"&:last-child:before":{borderStartEndRadius:mu,borderEndEndRadius:mu}},"&:hover td":{"&:before":{background:ml}},"&-range-start td,\n &-range-end td,\n &-selected td":{[`&${he}`]:{"&:before":{background:ma},[`&${pe}-cell-week`]:{color:new Ll.C(Bu).setAlpha(.5).toHexString()},[We]:{color:Bu}}},"&-range-hover td:before":{background:Fl}}},"&-date-panel":{[`${pe}-body`]:{padding:`${hn}px ${al}px`},[`${pe}-content`]:{width:Lt*7,th:{width:Lt,boxSizing:"border-box",padding:0}}},"&-datetime-panel":{display:"flex",[`${pe}-time-panel`]:{borderInlineStart:`${Kn}px ${Jn} ${Zn}`},[`${pe}-date-panel,
|
|
${pe}-time-panel`]:{transition:`opacity ${Su}`},"&-active":{[`${pe}-date-panel,
|
|
${pe}-time-panel`]:{opacity:.3,"&-active":{opacity:1}}}},"&-time-panel":{width:"auto",minWidth:"auto",direction:"ltr",[`${pe}-content`]:{display:"flex",flex:"auto",height:nl},"&-column":{flex:"1 0 auto",width:gl,margin:`${Mn}px 0`,padding:0,overflowY:"hidden",textAlign:"start",listStyle:"none",transition:`background ${Er}`,overflowX:"hidden","&::after":{display:"block",height:nl-Uu,content:'""'},"&:not(:first-child)":{borderInlineStart:`${Kn}px ${Jn} ${Zn}`},"&-active":{background:new Ll.C(Fl).setAlpha(.2).toHexString()},"&:hover":{overflowY:"auto"},"> li":{margin:0,padding:0,[`&${pe}-time-panel-cell`]:{marginInline:Mu,[`${pe}-time-panel-cell-inner`]:{display:"block",width:gl-2*Mu,height:Uu,margin:0,paddingBlock:0,paddingInlineEnd:0,paddingInlineStart:(gl-Uu)/2,color:No,lineHeight:`${Uu}px`,borderRadius:mu,cursor:"pointer",transition:`background ${Er}`,"&:hover":{background:ml}},"&-selected":{[`${pe}-time-panel-cell-inner`]:{background:Fl}},"&-disabled":{[`${pe}-time-panel-cell-inner`]:{color:Xr,background:"transparent",cursor:"not-allowed"}}}}}},[`&-datetime-panel ${pe}-time-panel-column:after`]:{height:nl-Uu+Mn*2}}}},rd=ge=>{const{componentCls:pe,colorBgContainer:he,colorError:We,errorActiveShadow:Ve,colorWarning:it,warningActiveShadow:Lt}=ge;return{[`${pe}:not(${pe}-disabled)`]:{[`&${pe}-status-error`]:{"&, &:not([disabled]):hover":{backgroundColor:he,borderColor:We},[`&${pe}-focused, &:focus`]:Object.assign({},(0,rs.M1)((0,Wi.TS)(ge,{activeBorderColor:We,activeShadow:Ve}))),[`${pe}-active-bar`]:{background:We}},[`&${pe}-status-warning`]:{"&, &:not([disabled]):hover":{backgroundColor:he,borderColor:it},[`&${pe}-focused, &:focus`]:Object.assign({},(0,rs.M1)((0,Wi.TS)(ge,{activeBorderColor:it,activeShadow:Lt}))),[`${pe}-active-bar`]:{background:it}}}}},od=ge=>{const{componentCls:pe,antCls:he,controlHeight:We,fontSize:Ve,paddingInline:it,colorBgContainer:Lt,lineWidth:fn,lineType:hn,colorBorder:Mn,borderRadius:fa,motionDurationMid:Kn,colorBgContainerDisabled:Jn,colorTextDisabled:va,colorTextPlaceholder:ma,controlHeightLG:En,fontSizeLG:Zn,controlHeightSM:Ea,paddingInlineSM:vr,paddingXS:tr,marginXS:Er,colorTextDescription:Sr,lineWidthBold:Ne,lineHeight:nr,colorPrimary:_o,motionDurationSlow:Xr,zIndexPopup:No,paddingXXS:To,paddingSM:du,textHeight:Su,cellActiveWithRangeBg:Jo,colorPrimaryBorder:Mo,sizePopupArrow:fo,borderRadiusXS:qo,borderRadiusOuter:Eu,colorBgElevated:Au,borderRadiusLG:mu,boxShadowSecondary:Bu,borderRadiusSM:ml,colorSplit:nl,cellHoverBg:gl,presetsWidth:Uu,presetsMaxWidth:Fl,boxShadowPopoverArrow:Mu,colorTextQuaternary:al}=ge;return[{[pe]:Object.assign(Object.assign(Object.assign({},(0,Zi.Wf)(ge)),zi(ge,We,Ve,it)),{position:"relative",display:"inline-flex",alignItems:"center",background:Lt,lineHeight:1,border:`${fn}px ${hn} ${Mn}`,borderRadius:fa,transition:`border ${Kn}, box-shadow ${Kn}`,"&:hover, &-focused":Object.assign({},(0,rs.pU)(ge)),"&-focused":Object.assign({},(0,rs.M1)(ge)),[`&${pe}-disabled`]:{background:Jn,borderColor:Mn,cursor:"not-allowed",[`${pe}-suffix`]:{color:al}},[`&${pe}-borderless`]:{backgroundColor:"transparent !important",borderColor:"transparent !important",boxShadow:"none !important"},[`${pe}-input`]:{position:"relative",display:"inline-flex",alignItems:"center",width:"100%","> input":Object.assign(Object.assign({},(0,rs.ik)(ge)),{flex:"auto",minWidth:1,height:"auto",padding:0,background:"transparent",border:0,borderRadius:0,"&:focus":{boxShadow:"none"},"&[disabled]":{background:"transparent"}}),"&:hover":{[`${pe}-clear`]:{opacity:1}},"&-placeholder":{"> input":{color:ma}}},"&-large":Object.assign(Object.assign({},zi(ge,En,Zn,it)),{[`${pe}-input > input`]:{fontSize:Zn}}),"&-small":Object.assign({},zi(ge,Ea,Ve,vr)),[`${pe}-suffix`]:{display:"flex",flex:"none",alignSelf:"center",marginInlineStart:tr/2,color:va,lineHeight:1,pointerEvents:"none","> *":{verticalAlign:"top","&:not(:last-child)":{marginInlineEnd:Er}}},[`${pe}-clear`]:{position:"absolute",top:"50%",insetInlineEnd:0,color:va,lineHeight:1,background:Lt,transform:"translateY(-50%)",cursor:"pointer",opacity:0,transition:`opacity ${Kn}, color ${Kn}`,"> *":{verticalAlign:"top"},"&:hover":{color:Sr}},[`${pe}-separator`]:{position:"relative",display:"inline-block",width:"1em",height:Zn,color:va,fontSize:Zn,verticalAlign:"top",cursor:"default",[`${pe}-focused &`]:{color:Sr},[`${pe}-range-separator &`]:{[`${pe}-disabled &`]:{cursor:"not-allowed"}}},"&-range":{position:"relative",display:"inline-flex",[`${pe}-clear`]:{insetInlineEnd:it},"&:hover":{[`${pe}-clear`]:{opacity:1}},[`${pe}-active-bar`]:{bottom:-fn,height:Ne,marginInlineStart:it,background:_o,opacity:0,transition:`all ${Xr} ease-out`,pointerEvents:"none"},[`&${pe}-focused`]:{[`${pe}-active-bar`]:{opacity:1}},[`${pe}-range-separator`]:{alignItems:"center",padding:`0 ${tr}px`,lineHeight:1},[`&${pe}-small`]:{[`${pe}-clear`]:{insetInlineEnd:vr},[`${pe}-active-bar`]:{marginInlineStart:vr}}},"&-dropdown":Object.assign(Object.assign(Object.assign({},(0,Zi.Wf)(ge)),Oi(ge)),{position:"absolute",top:-9999,left:{_skip_check_:!0,value:-9999},zIndex:No,[`&${pe}-dropdown-hidden`]:{display:"none"},[`&${pe}-dropdown-placement-bottomLeft`]:{[`${pe}-range-arrow`]:{top:0,display:"block",transform:"translateY(-100%)"}},[`&${pe}-dropdown-placement-topLeft`]:{[`${pe}-range-arrow`]:{bottom:0,display:"block",transform:"translateY(100%) rotate(180deg)"}},[`&${he}-slide-up-enter${he}-slide-up-enter-active${pe}-dropdown-placement-topLeft,
|
|
&${he}-slide-up-enter${he}-slide-up-enter-active${pe}-dropdown-placement-topRight,
|
|
&${he}-slide-up-appear${he}-slide-up-appear-active${pe}-dropdown-placement-topLeft,
|
|
&${he}-slide-up-appear${he}-slide-up-appear-active${pe}-dropdown-placement-topRight`]:{animationName:Ps.Qt},[`&${he}-slide-up-enter${he}-slide-up-enter-active${pe}-dropdown-placement-bottomLeft,
|
|
&${he}-slide-up-enter${he}-slide-up-enter-active${pe}-dropdown-placement-bottomRight,
|
|
&${he}-slide-up-appear${he}-slide-up-appear-active${pe}-dropdown-placement-bottomLeft,
|
|
&${he}-slide-up-appear${he}-slide-up-appear-active${pe}-dropdown-placement-bottomRight`]:{animationName:Ps.fJ},[`&${he}-slide-up-leave${he}-slide-up-leave-active${pe}-dropdown-placement-topLeft,
|
|
&${he}-slide-up-leave${he}-slide-up-leave-active${pe}-dropdown-placement-topRight`]:{animationName:Ps.ly},[`&${he}-slide-up-leave${he}-slide-up-leave-active${pe}-dropdown-placement-bottomLeft,
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${ze}-mark-text,
|
|
${ze}-dot
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Cn+1},0),Fe=Pe[1],Ae=useMemo(function(){return createSubscription(ie,me)},[ie,me]),be=useRef(),Xe=useRef(),St=useRef(),vt=useRef(),Je=ie.getState(),$e;try{if(te!==Xe.current||Je!==St.current||be.current){var It=te(Je);vt.current===void 0||!ne(It,vt.current)?$e=It:$e=vt.current}else $e=vt.current}catch(Cn){throw be.current&&(Cn.message+=`
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The error may be correlated with this previous error:
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`+be.current.stack+`
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|
|
`),Cn}return useIsomorphicLayoutEffect(function(){Xe.current=te,St.current=Je,vt.current=$e,be.current=void 0}),useIsomorphicLayoutEffect(function(){function Cn(){try{var Ra=ie.getState();if(Ra===St.current)return;var Ka=Xe.current(Ra);if(ne(Ka,vt.current))return;vt.current=Ka,St.current=Ra}catch(Ja){be.current=Ja}Fe()}return Ae.onStateChange=Cn,Ae.trySubscribe(),Cn(),function(){return Ae.tryUnsubscribe()}},[ie,Ae]),$e}function nt(te){te===void 0&&(te=ReactReduxContext);var ne=te===ReactReduxContext?useDefaultReduxContext:function(){return useContext(te)};return function(me,Pe){Pe===void 0&&(Pe=wt);var Fe=ne(),Ae=Fe.store,be=Fe.subscription,Xe=_t(me,Pe,Ae,be);return useDebugValue(Xe),Xe}}var lt=null,nn=ue(4676);Re(nn.unstable_batchedUpdates);function Et(te,ne){if(te.length!==ne.length)return!1;for(var ie=0;ie<te.length;ie++)if(te[ie]!==ne[ie])return!1;return!0}function yt(te,ne){var ie=(0,z.useState)(function(){return{inputs:ne,result:te()}})[0],me=(0,z.useRef)(!0),Pe=(0,z.useRef)(ie),Fe=me.current||!!(ne&&Pe.current.inputs&&Et(ne,Pe.current.inputs)),Ae=Fe?Pe.current:{inputs:ne,result:te()};return(0,z.useEffect)(function(){me.current=!1,Pe.current=Ae},[Ae]),Ae.result}function Pt(te,ne){return yt(function(){return te},ne)}var zt=yt,ct=Pt,pn=!0,Xn="Invariant failed";function tn(te,ne){if(!te){if(pn)throw new Error(Xn);var ie=typeof ne=="function"?ne():ne,me=ie?"".concat(Xn,": ").concat(ie):Xn;throw new Error(me)}}var oa=function(ne){var ie=ne.top,me=ne.right,Pe=ne.bottom,Fe=ne.left,Ae=me-Fe,be=Pe-ie,Xe={top:ie,right:me,bottom:Pe,left:Fe,width:Ae,height:be,x:Fe,y:ie,center:{x:(me+Fe)/2,y:(Pe+ie)/2}};return Xe},ar=function(ne,ie){return{top:ne.top-ie.top,left:ne.left-ie.left,bottom:ne.bottom+ie.bottom,right:ne.right+ie.right}},Cr=function(ne,ie){return{top:ne.top+ie.top,left:ne.left+ie.left,bottom:ne.bottom-ie.bottom,right:ne.right-ie.right}},pr=function(ne,ie){return{top:ne.top+ie.y,left:ne.left+ie.x,bottom:ne.bottom+ie.y,right:ne.right+ie.x}},Qa={top:0,right:0,bottom:0,left:0},zr=function(ne){var ie=ne.borderBox,me=ne.margin,Pe=me===void 0?Qa:me,Fe=ne.border,Ae=Fe===void 0?Qa:Fe,be=ne.padding,Xe=be===void 0?Qa:be,St=oa(ar(ie,Pe)),vt=oa(Cr(ie,Ae)),Je=oa(Cr(vt,Xe));return{marginBox:St,borderBox:oa(ie),paddingBox:vt,contentBox:Je,margin:Pe,border:Ae,padding:Xe}},wr=function(ne){var ie=ne.slice(0,-2),me=ne.slice(-2);if(me!=="px")return 0;var Pe=Number(ie);return isNaN(Pe)&&tn(!1),Pe},Tr=function(){return{x:window.pageXOffset,y:window.pageYOffset}},Ar=function(ne,ie){var me=ne.borderBox,Pe=ne.border,Fe=ne.margin,Ae=ne.padding,be=pr(me,ie);return zr({borderBox:be,border:Pe,margin:Fe,padding:Ae})},br=function(ne,ie){return ie===void 0&&(ie=Tr()),Ar(ne,ie)},qa=function(ne,ie){var me={top:wr(ie.marginTop),right:wr(ie.marginRight),bottom:wr(ie.marginBottom),left:wr(ie.marginLeft)},Pe={top:wr(ie.paddingTop),right:wr(ie.paddingRight),bottom:wr(ie.paddingBottom),left:wr(ie.paddingLeft)},Fe={top:wr(ie.borderTopWidth),right:wr(ie.borderRightWidth),bottom:wr(ie.borderBottomWidth),left:wr(ie.borderLeftWidth)};return zr({borderBox:ne,margin:me,padding:Pe,border:Fe})},oo=function(ne){var ie=ne.getBoundingClientRect(),me=window.getComputedStyle(ne);return qa(ie,me)},$a=Number.isNaN||function(ne){return typeof ne=="number"&&ne!==ne};function Ct(te,ne){return!!(te===ne||$a(te)&&$a(ne))}function Nn(te,ne){if(te.length!==ne.length)return!1;for(var ie=0;ie<te.length;ie++)if(!Ct(te[ie],ne[ie]))return!1;return!0}function Gn(te,ne){ne===void 0&&(ne=Nn);var ie,me=[],Pe,Fe=!1;function Ae(){for(var be=[],Xe=0;Xe<arguments.length;Xe++)be[Xe]=arguments[Xe];return Fe&&ie===this&&ne(be,me)||(Pe=te.apply(this,be),Fe=!0,ie=this,me=be),Pe}return Ae}var Jt=Gn,Vn=function(ne){var ie=[],me=null,Pe=function(){for(var Ae=arguments.length,be=new Array(Ae),Xe=0;Xe<Ae;Xe++)be[Xe]=arguments[Xe];ie=be,!me&&(me=requestAnimationFrame(function(){me=null,ne.apply(void 0,ie)}))};return Pe.cancel=function(){me&&(cancelAnimationFrame(me),me=null)},Pe},ta=Vn,Na=!0,Ye=/[ \t]{2,}/g,ht=/^[ \t]*/gm,mt=function(ne){return ne.replace(Ye," ").replace(ht,"").trim()},na=function(ne){return mt(`
|
|
%creact-beautiful-dnd
|
|
|
|
%c`+mt(ne)+`
|
|
|
|
%c\u{1F477}\u200D This is a development only message. It will be removed in production builds.
|
|
`)},aa=function(ne){return[na(ne),"color: #00C584; font-size: 1.2em; font-weight: bold;","line-height: 1.5","color: #723874;"]},wn="__react-beautiful-dnd-disable-dev-warnings";function er(te,ne){var ie;Na||typeof window!="undefined"&&window[wn]||(ie=console)[te].apply(ie,aa(ne))}var Wa=er.bind(null,"warn"),ya=er.bind(null,"error");function xa(){}function Ha(te,ne){return(0,Ce.Z)({},te,{},ne)}function Sn(te,ne,ie){var me=ne.map(function(Pe){var Fe=Ha(ie,Pe.options);return te.addEventListener(Pe.eventName,Pe.fn,Fe),function(){te.removeEventListener(Pe.eventName,Pe.fn,Fe)}});return function(){me.forEach(function(Fe){Fe()})}}var ur=!0,Vr="Invariant failed";function vo(te){this.message=te}vo.prototype.toString=function(){return this.message};function Zt(te,ne){if(!te)throw ur?new vo(Vr):new vo(Vr+": "+(ne||""))}var kr=function(te){(0,x.Z)(ne,te);function ne(){for(var me,Pe=arguments.length,Fe=new Array(Pe),Ae=0;Ae<Pe;Ae++)Fe[Ae]=arguments[Ae];return me=te.call.apply(te,[this].concat(Fe))||this,me.callbacks=null,me.unbind=xa,me.onWindowError=function(be){var Xe=me.getCallbacks();Xe.isDragging()&&Xe.tryAbort();var St=be.error;St instanceof vo&&be.preventDefault()},me.getCallbacks=function(){if(!me.callbacks)throw new Error("Unable to find AppCallbacks in <ErrorBoundary/>");return me.callbacks},me.setCallbacks=function(be){me.callbacks=be},me}var ie=ne.prototype;return ie.componentDidMount=function(){this.unbind=Sn(window,[{eventName:"error",fn:this.onWindowError}])},ie.componentWillUnmount=function(){this.unbind()},ie.componentDidCatch=function(Pe){if(Pe instanceof vo){this.setState({});return}throw Pe},ie.render=function(){return this.props.children(this.setCallbacks)},ne}(z.Component),Qo=`
|
|
Press space bar to start a drag.
|
|
When dragging you can use the arrow keys to move the item around and escape to cancel.
|
|
Some screen readers may require you to be in focus mode or to use your pass through key
|
|
`,Dr=function(ne){return ne+1},bo=function(ne){return`
|
|
You have lifted an item in position `+Dr(ne.source.index)+`
|
|
`},$r=function(ne,ie){var me=ne.droppableId===ie.droppableId,Pe=Dr(ne.index),Fe=Dr(ie.index);return me?`
|
|
You have moved the item from position `+Pe+`
|
|
to position `+Fe+`
|
|
`:`
|
|
You have moved the item from position `+Pe+`
|
|
in list `+ne.droppableId+`
|
|
to list `+ie.droppableId+`
|
|
in position `+Fe+`
|
|
`},Go=function(ne,ie,me){var Pe=ie.droppableId===me.droppableId;return Pe?`
|
|
The item `+ne+`
|
|
has been combined with `+me.draggableId:`
|
|
The item `+ne+`
|
|
in list `+ie.droppableId+`
|
|
has been combined with `+me.draggableId+`
|
|
in list `+me.droppableId+`
|
|
`},Ro=function(ne){var ie=ne.destination;if(ie)return $r(ne.source,ie);var me=ne.combine;return me?Go(ne.draggableId,ne.source,me):"You are over an area that cannot be dropped on"},Zo=function(ne){return`
|
|
The item has returned to its starting position
|
|
of `+Dr(ne.index)+`
|
|
`},Fo=function(ne){if(ne.reason==="CANCEL")return`
|
|
Movement cancelled.
|
|
`+Zo(ne.source)+`
|
|
`;var ie=ne.destination,me=ne.combine;return ie?`
|
|
You have dropped the item.
|
|
`+$r(ne.source,ie)+`
|
|
`:me?`
|
|
You have dropped the item.
|
|
`+Go(ne.draggableId,ne.source,me)+`
|
|
`:`
|
|
The item has been dropped while not over a drop area.
|
|
`+Zo(ne.source)+`
|
|
`},xo={dragHandleUsageInstructions:Qo,onDragStart:bo,onDragUpdate:Ro,onDragEnd:Fo},Tn={x:0,y:0},eo=function(ne,ie){return{x:ne.x+ie.x,y:ne.y+ie.y}},Wo=function(ne,ie){return{x:ne.x-ie.x,y:ne.y-ie.y}},Ho=function(ne,ie){return ne.x===ie.x&&ne.y===ie.y},Gt=function(ne){return{x:ne.x!==0?-ne.x:0,y:ne.y!==0?-ne.y:0}},at=function(ne,ie,me){var Pe;return me===void 0&&(me=0),Pe={},Pe[ne]=ie,Pe[ne==="x"?"y":"x"]=me,Pe},qe=function(ne,ie){return Math.sqrt(Math.pow(ie.x-ne.x,2)+Math.pow(ie.y-ne.y,2))},un=function(ne,ie){return Math.min.apply(Math,ie.map(function(me){return qe(ne,me)}))},$n=function(ne){return function(ie){return{x:ne(ie.x),y:ne(ie.y)}}},Ma=function(te,ne){var ie=oa({top:Math.max(ne.top,te.top),right:Math.min(ne.right,te.right),bottom:Math.min(ne.bottom,te.bottom),left:Math.max(ne.left,te.left)});return ie.width<=0||ie.height<=0?null:ie},Un=function(ne,ie){return{top:ne.top+ie.y,left:ne.left+ie.x,bottom:ne.bottom+ie.y,right:ne.right+ie.x}},za=function(ne){return[{x:ne.left,y:ne.top},{x:ne.right,y:ne.top},{x:ne.left,y:ne.bottom},{x:ne.right,y:ne.bottom}]},An={top:0,right:0,bottom:0,left:0},Ba=function(ne,ie){return ie?Un(ne,ie.scroll.diff.displacement):ne},po=function(ne,ie,me){if(me&&me.increasedBy){var Pe;return(0,Ce.Z)({},ne,(Pe={},Pe[ie.end]=ne[ie.end]+me.increasedBy[ie.line],Pe))}return ne},zo=function(ne,ie){return ie&&ie.shouldClipSubject?Ma(ie.pageMarginBox,ne):oa(ne)},nu=function(te){var ne=te.page,ie=te.withPlaceholder,me=te.axis,Pe=te.frame,Fe=Ba(ne.marginBox,Pe),Ae=po(Fe,me,ie),be=zo(Ae,Pe);return{page:ne,withPlaceholder:ie,active:be}},Or=function(te,ne){te.frame||Zt(!1);var ie=te.frame,me=Wo(ne,ie.scroll.initial),Pe=Gt(me),Fe=(0,Ce.Z)({},ie,{scroll:{initial:ie.scroll.initial,current:ne,diff:{value:me,displacement:Pe},max:ie.scroll.max}}),Ae=nu({page:te.subject.page,withPlaceholder:te.subject.withPlaceholder,axis:te.axis,frame:Fe}),be=(0,Ce.Z)({},te,{frame:Fe,subject:Ae});return be};function sr(te){return Number.isInteger?Number.isInteger(te):typeof te=="number"&&isFinite(te)&&Math.floor(te)===te}function Ta(te){return Object.values?Object.values(te):Object.keys(te).map(function(ne){return te[ne]})}function ao(te,ne){if(te.findIndex)return te.findIndex(ne);for(var ie=0;ie<te.length;ie++)if(ne(te[ie]))return ie;return-1}function Zr(te,ne){if(te.find)return te.find(ne);var ie=ao(te,ne);if(ie!==-1)return te[ie]}function wo(te){return Array.prototype.slice.call(te)}var mr=Jt(function(te){return te.reduce(function(ne,ie){return ne[ie.descriptor.id]=ie,ne},{})}),gr=Jt(function(te){return te.reduce(function(ne,ie){return ne[ie.descriptor.id]=ie,ne},{})}),_r=Jt(function(te){return Ta(te)}),uo=Jt(function(te){return Ta(te)}),lo=Jt(function(te,ne){var ie=uo(ne).filter(function(me){return te===me.descriptor.droppableId}).sort(function(me,Pe){return me.descriptor.index-Pe.descriptor.index});return ie});function Nr(te){return te.at&&te.at.type==="REORDER"?te.at.destination:null}function Ia(te){return te.at&&te.at.type==="COMBINE"?te.at.combine:null}var ha=Jt(function(te,ne){return ne.filter(function(ie){return ie.descriptor.id!==te.descriptor.id})}),lr=function(te){var ne=te.isMovingForward,ie=te.draggable,me=te.destination,Pe=te.insideDestination,Fe=te.previousImpact;if(!me.isCombineEnabled)return null;var Ae=Nr(Fe);if(!Ae)return null;function be(Ra){var Ka={type:"COMBINE",combine:{draggableId:Ra,droppableId:me.descriptor.id}};return(0,Ce.Z)({},Fe,{at:Ka})}var Xe=Fe.displaced.all,St=Xe.length?Xe[0]:null;if(ne)return St?be(St):null;var vt=ha(ie,Pe);if(!St){if(!vt.length)return null;var Je=vt[vt.length-1];return be(Je.descriptor.id)}var $e=ao(vt,function(Ra){return Ra.descriptor.id===St});$e===-1&&Zt(!1);var It=$e-1;if(It<0)return null;var Cn=vt[It];return be(Cn.descriptor.id)},gt=function(te,ne){return te.descriptor.droppableId===ne.descriptor.id},Rt={point:Tn,value:0},Wt={invisible:{},visible:{},all:[]},Ln={displaced:Wt,displacedBy:Rt,at:null},xn=function(te,ne){return function(ie){return te<=ie&&ie<=ne}},Kr=function(te){var ne=xn(te.top,te.bottom),ie=xn(te.left,te.right);return function(me){var Pe=ne(me.top)&&ne(me.bottom)&&ie(me.left)&&ie(me.right);if(Pe)return!0;var Fe=ne(me.top)||ne(me.bottom),Ae=ie(me.left)||ie(me.right),be=Fe&&Ae;if(be)return!0;var Xe=me.top<te.top&&me.bottom>te.bottom,St=me.left<te.left&&me.right>te.right,vt=Xe&&St;if(vt)return!0;var Je=Xe&&Ae||St&&Fe;return Je}},Hn=function(te){var ne=xn(te.top,te.bottom),ie=xn(te.left,te.right);return function(me){var Pe=ne(me.top)&&ne(me.bottom)&&ie(me.left)&&ie(me.right);return Pe}},cr={direction:"vertical",line:"y",crossAxisLine:"x",start:"top",end:"bottom",size:"height",crossAxisStart:"left",crossAxisEnd:"right",crossAxisSize:"width"},Sa={direction:"horizontal",line:"x",crossAxisLine:"y",start:"left",end:"right",size:"width",crossAxisStart:"top",crossAxisEnd:"bottom",crossAxisSize:"height"},Gr=function(te){return function(ne){var ie=xn(ne.top,ne.bottom),me=xn(ne.left,ne.right);return function(Pe){return te===cr?ie(Pe.top)&&ie(Pe.bottom):me(Pe.left)&&me(Pe.right)}}},ro=function(ne,ie){var me=ie.frame?ie.frame.scroll.diff.displacement:Tn;return Un(ne,me)},Da=function(ne,ie,me){return ie.subject.active?me(ie.subject.active)(ne):!1},ln=function(ne,ie,me){return me(ie)(ne)},Yn=function(ne){var ie=ne.target,me=ne.destination,Pe=ne.viewport,Fe=ne.withDroppableDisplacement,Ae=ne.isVisibleThroughFrameFn,be=Fe?ro(ie,me):ie;return Da(be,me,Ae)&&ln(be,Pe,Ae)},ia=function(ne){return Yn((0,Ce.Z)({},ne,{isVisibleThroughFrameFn:Kr}))},fr=function(ne){return Yn((0,Ce.Z)({},ne,{isVisibleThroughFrameFn:Hn}))},So=function(ne){return Yn((0,Ce.Z)({},ne,{isVisibleThroughFrameFn:Gr(ne.destination.axis)}))},Do=function(ne,ie,me){if(typeof me=="boolean")return me;if(!ie)return!0;var Pe=ie.invisible,Fe=ie.visible;if(Pe[ne])return!1;var Ae=Fe[ne];return Ae?Ae.shouldAnimate:!0};function hr(te,ne){var ie=te.page.marginBox,me={top:ne.point.y,right:0,bottom:0,left:ne.point.x};return oa(ar(ie,me))}function Fr(te){var ne=te.afterDragging,ie=te.destination,me=te.displacedBy,Pe=te.viewport,Fe=te.forceShouldAnimate,Ae=te.last;return ne.reduce(function(Xe,St){var vt=hr(St,me),Je=St.descriptor.id;Xe.all.push(Je);var $e=ia({target:vt,destination:ie,viewport:Pe,withDroppableDisplacement:!0});if(!$e)return Xe.invisible[St.descriptor.id]=!0,Xe;var It=Do(Je,Ae,Fe),Cn={draggableId:Je,shouldAnimate:It};return Xe.visible[Je]=Cn,Xe},{all:[],visible:{},invisible:{}})}function Lr(te,ne){if(!te.length)return 0;var ie=te[te.length-1].descriptor.index;return ne.inHomeList?ie:ie+1}function La(te){var ne=te.insideDestination,ie=te.inHomeList,me=te.displacedBy,Pe=te.destination,Fe=Lr(ne,{inHomeList:ie});return{displaced:Wt,displacedBy:me,at:{type:"REORDER",destination:{droppableId:Pe.descriptor.id,index:Fe}}}}function yo(te){var ne=te.draggable,ie=te.insideDestination,me=te.destination,Pe=te.viewport,Fe=te.displacedBy,Ae=te.last,be=te.index,Xe=te.forceShouldAnimate,St=gt(ne,me);if(be==null)return La({insideDestination:ie,inHomeList:St,displacedBy:Fe,destination:me});var vt=Zr(ie,function(Ra){return Ra.descriptor.index===be});if(!vt)return La({insideDestination:ie,inHomeList:St,displacedBy:Fe,destination:me});var Je=ha(ne,ie),$e=ie.indexOf(vt),It=Je.slice($e),Cn=Fr({afterDragging:It,destination:me,displacedBy:Fe,last:Ae,viewport:Pe.frame,forceShouldAnimate:Xe});return{displaced:Cn,displacedBy:Fe,at:{type:"REORDER",destination:{droppableId:me.descriptor.id,index:be}}}}function Lo(te,ne){return!!ne.effected[te]}var Hr=function(te){var ne=te.isMovingForward,ie=te.destination,me=te.draggables,Pe=te.combine,Fe=te.afterCritical;if(!ie.isCombineEnabled)return null;var Ae=Pe.draggableId,be=me[Ae],Xe=be.descriptor.index,St=Lo(Ae,Fe);return St?ne?Xe:Xe-1:ne?Xe+1:Xe},au=function(te){var ne=te.isMovingForward,ie=te.isInHomeList,me=te.insideDestination,Pe=te.location;if(!me.length)return null;var Fe=Pe.index,Ae=ne?Fe+1:Fe-1,be=me[0].descriptor.index,Xe=me[me.length-1].descriptor.index,St=ie?Xe:Xe+1;return Ae<be||Ae>St?null:Ae},so=function(te){var ne=te.isMovingForward,ie=te.isInHomeList,me=te.draggable,Pe=te.draggables,Fe=te.destination,Ae=te.insideDestination,be=te.previousImpact,Xe=te.viewport,St=te.afterCritical,vt=be.at;if(vt||Zt(!1),vt.type==="REORDER"){var Je=au({isMovingForward:ne,isInHomeList:ie,location:vt.destination,insideDestination:Ae});return Je==null?null:yo({draggable:me,insideDestination:Ae,destination:Fe,viewport:Xe,last:be.displaced,displacedBy:be.displacedBy,index:Je})}var $e=Hr({isMovingForward:ne,destination:Fe,displaced:be.displaced,draggables:Pe,combine:vt.combine,afterCritical:St});return $e==null?null:yo({draggable:me,insideDestination:Ae,destination:Fe,viewport:Xe,last:be.displaced,displacedBy:be.displacedBy,index:$e})},rr=function(te){var ne=te.displaced,ie=te.afterCritical,me=te.combineWith,Pe=te.displacedBy,Fe=!!(ne.visible[me]||ne.invisible[me]);return Lo(me,ie)?Fe?Tn:Gt(Pe.point):Fe?Pe.point:Tn},lu=function(te){var ne=te.afterCritical,ie=te.impact,me=te.draggables,Pe=Ia(ie);Pe||Zt(!1);var Fe=Pe.draggableId,Ae=me[Fe].page.borderBox.center,be=rr({displaced:ie.displaced,afterCritical:ne,combineWith:Fe,displacedBy:ie.displacedBy});return eo(Ae,be)},Oo=function(ne,ie){return ie.margin[ne.start]+ie.borderBox[ne.size]/2},tl=function(ne,ie){return ie.margin[ne.end]+ie.borderBox[ne.size]/2},iu=function(ne,ie,me){return ie[ne.crossAxisStart]+me.margin[ne.crossAxisStart]+me.borderBox[ne.crossAxisSize]/2},Xo=function(ne){var ie=ne.axis,me=ne.moveRelativeTo,Pe=ne.isMoving;return at(ie.line,me.marginBox[ie.end]+Oo(ie,Pe),iu(ie,me.marginBox,Pe))},ol=function(ne){var ie=ne.axis,me=ne.moveRelativeTo,Pe=ne.isMoving;return at(ie.line,me.marginBox[ie.start]-tl(ie,Pe),iu(ie,me.marginBox,Pe))},Eo=function(ne){var ie=ne.axis,me=ne.moveInto,Pe=ne.isMoving;return at(ie.line,me.contentBox[ie.start]+Oo(ie,Pe),iu(ie,me.contentBox,Pe))},su=function(te){var ne=te.impact,ie=te.draggable,me=te.draggables,Pe=te.droppable,Fe=te.afterCritical,Ae=lo(Pe.descriptor.id,me),be=ie.page,Xe=Pe.axis;if(!Ae.length)return Eo({axis:Xe,moveInto:Pe.page,isMoving:be});var St=ne.displaced,vt=ne.displacedBy,Je=St.all[0];if(Je){var $e=me[Je];if(Lo(Je,Fe))return ol({axis:Xe,moveRelativeTo:$e.page,isMoving:be});var It=Ar($e.page,vt.point);return ol({axis:Xe,moveRelativeTo:It,isMoving:be})}var Cn=Ae[Ae.length-1];if(Cn.descriptor.id===ie.descriptor.id)return be.borderBox.center;if(Lo(Cn.descriptor.id,Fe)){var Ra=Ar(Cn.page,Gt(Fe.displacedBy.point));return Xo({axis:Xe,moveRelativeTo:Ra,isMoving:be})}return Xo({axis:Xe,moveRelativeTo:Cn.page,isMoving:be})},Gu=function(te,ne){var ie=te.frame;return ie?eo(ne,ie.scroll.diff.displacement):ne},oi=function(ne){var ie=ne.impact,me=ne.draggable,Pe=ne.droppable,Fe=ne.draggables,Ae=ne.afterCritical,be=me.page.borderBox.center,Xe=ie.at;return!Pe||!Xe?be:Xe.type==="REORDER"?su({impact:ie,draggable:me,draggables:Fe,droppable:Pe,afterCritical:Ae}):lu({impact:ie,draggables:Fe,afterCritical:Ae})},Ju=function(te){var ne=oi(te),ie=te.droppable,me=ie?Gu(ie,ne):ne;return me},ci=function(te,ne){var ie=Wo(ne,te.scroll.initial),me=Gt(ie),Pe=oa({top:ne.y,bottom:ne.y+te.frame.height,left:ne.x,right:ne.x+te.frame.width}),Fe={frame:Pe,scroll:{initial:te.scroll.initial,max:te.scroll.max,current:ne,diff:{value:ie,displacement:me}}};return Fe};function pi(te,ne){return te.map(function(ie){return ne[ie]})}function Bi(te,ne){for(var ie=0;ie<ne.length;ie++){var me=ne[ie].visible[te];if(me)return me}return null}var Va=function(te){var ne=te.impact,ie=te.viewport,me=te.destination,Pe=te.draggables,Fe=te.maxScrollChange,Ae=ci(ie,eo(ie.scroll.current,Fe)),be=me.frame?Or(me,eo(me.frame.scroll.current,Fe)):me,Xe=ne.displaced,St=Fr({afterDragging:pi(Xe.all,Pe),destination:me,displacedBy:ne.displacedBy,viewport:Ae.frame,last:Xe,forceShouldAnimate:!1}),vt=Fr({afterDragging:pi(Xe.all,Pe),destination:be,displacedBy:ne.displacedBy,viewport:ie.frame,last:Xe,forceShouldAnimate:!1}),Je={},$e={},It=[Xe,St,vt];Xe.all.forEach(function(Ra){var Ka=Bi(Ra,It);if(Ka){$e[Ra]=Ka;return}Je[Ra]=!0});var Cn=(0,Ce.Z)({},ne,{displaced:{all:Xe.all,invisible:Je,visible:$e}});return Cn},co=function(te,ne){return eo(te.scroll.diff.displacement,ne)},mo=function(te){var ne=te.pageBorderBoxCenter,ie=te.draggable,me=te.viewport,Pe=co(me,ne),Fe=Wo(Pe,ie.page.borderBox.center);return eo(ie.client.borderBox.center,Fe)},Vo=function(te){var ne=te.draggable,ie=te.destination,me=te.newPageBorderBoxCenter,Pe=te.viewport,Fe=te.withDroppableDisplacement,Ae=te.onlyOnMainAxis,be=Ae===void 0?!1:Ae,Xe=Wo(me,ne.page.borderBox.center),St=Un(ne.page.borderBox,Xe),vt={target:St,destination:ie,withDroppableDisplacement:Fe,viewport:Pe};return be?So(vt):fr(vt)},Tu=function(te){var ne=te.isMovingForward,ie=te.draggable,me=te.destination,Pe=te.draggables,Fe=te.previousImpact,Ae=te.viewport,be=te.previousPageBorderBoxCenter,Xe=te.previousClientSelection,St=te.afterCritical;if(!me.isEnabled)return null;var vt=lo(me.descriptor.id,Pe),Je=gt(ie,me),$e=lr({isMovingForward:ne,draggable:ie,destination:me,insideDestination:vt,previousImpact:Fe})||so({isMovingForward:ne,isInHomeList:Je,draggable:ie,draggables:Pe,destination:me,insideDestination:vt,previousImpact:Fe,viewport:Ae,afterCritical:St});if(!$e)return null;var It=Ju({impact:$e,draggable:ie,droppable:me,draggables:Pe,afterCritical:St}),Cn=Vo({draggable:ie,destination:me,newPageBorderBoxCenter:It,viewport:Ae.frame,withDroppableDisplacement:!1,onlyOnMainAxis:!0});if(Cn){var Ra=mo({pageBorderBoxCenter:It,draggable:ie,viewport:Ae});return{clientSelection:Ra,impact:$e,scrollJumpRequest:null}}var Ka=Wo(It,be),Ja=Va({impact:$e,viewport:Ae,destination:me,draggables:Pe,maxScrollChange:Ka});return{clientSelection:Xe,impact:Ja,scrollJumpRequest:Ka}},Nu=function(ne){var ie=ne.subject.active;return ie||Zt(!1),ie},Zl=function(te){var ne=te.isMovingForward,ie=te.pageBorderBoxCenter,me=te.source,Pe=te.droppables,Fe=te.viewport,Ae=me.subject.active;if(!Ae)return null;var be=me.axis,Xe=xn(Ae[be.start],Ae[be.end]),St=_r(Pe).filter(function(Je){return Je!==me}).filter(function(Je){return Je.isEnabled}).filter(function(Je){return!!Je.subject.active}).filter(function(Je){return Kr(Fe.frame)(Nu(Je))}).filter(function(Je){var $e=Nu(Je);return ne?Ae[be.crossAxisEnd]<$e[be.crossAxisEnd]:$e[be.crossAxisStart]<Ae[be.crossAxisStart]}).filter(function(Je){var $e=Nu(Je),It=xn($e[be.start],$e[be.end]);return Xe($e[be.start])||Xe($e[be.end])||It(Ae[be.start])||It(Ae[be.end])}).sort(function(Je,$e){var It=Nu(Je)[be.crossAxisStart],Cn=Nu($e)[be.crossAxisStart];return ne?It-Cn:Cn-It}).filter(function(Je,$e,It){return Nu(Je)[be.crossAxisStart]===Nu(It[0])[be.crossAxisStart]});if(!St.length)return null;if(St.length===1)return St[0];var vt=St.filter(function(Je){var $e=xn(Nu(Je)[be.start],Nu(Je)[be.end]);return $e(ie[be.line])});return vt.length===1?vt[0]:vt.length>1?vt.sort(function(Je,$e){return Nu(Je)[be.start]-Nu($e)[be.start]})[0]:St.sort(function(Je,$e){var It=un(ie,za(Nu(Je))),Cn=un(ie,za(Nu($e)));return It!==Cn?It-Cn:Nu(Je)[be.start]-Nu($e)[be.start]})[0]},di=function(ne,ie){var me=ne.page.borderBox.center;return Lo(ne.descriptor.id,ie)?Wo(me,ie.displacedBy.point):me},hi=function(ne,ie){var me=ne.page.borderBox;return Lo(ne.descriptor.id,ie)?Un(me,Gt(ie.displacedBy.point)):me},Fu=function(te){var ne=te.pageBorderBoxCenter,ie=te.viewport,me=te.destination,Pe=te.insideDestination,Fe=te.afterCritical,Ae=Pe.filter(function(be){return fr({target:hi(be,Fe),destination:me,viewport:ie.frame,withDroppableDisplacement:!0})}).sort(function(be,Xe){var St=qe(ne,Gu(me,di(be,Fe))),vt=qe(ne,Gu(me,di(Xe,Fe)));return St<vt?-1:vt<St?1:be.descriptor.index-Xe.descriptor.index});return Ae[0]||null},bl=Jt(function(ne,ie){var me=ie[ne.line];return{value:me,point:at(ne.line,me)}}),Du=function(ne,ie,me){var Pe=ne.axis;if(ne.descriptor.mode==="virtual")return at(Pe.line,ie[Pe.line]);var Fe=ne.subject.page.contentBox[Pe.size],Ae=lo(ne.descriptor.id,me),be=Ae.reduce(function(vt,Je){return vt+Je.client.marginBox[Pe.size]},0),Xe=be+ie[Pe.line],St=Xe-Fe;return St<=0?null:at(Pe.line,St)},wl=function(ne,ie){return(0,Ce.Z)({},ne,{scroll:(0,Ce.Z)({},ne.scroll,{max:ie})})},ki=function(ne,ie,me){var Pe=ne.frame;gt(ie,ne)&&Zt(!1),ne.subject.withPlaceholder&&Zt(!1);var Fe=bl(ne.axis,ie.displaceBy).point,Ae=Du(ne,Fe,me),be={placeholderSize:Fe,increasedBy:Ae,oldFrameMaxScroll:ne.frame?ne.frame.scroll.max:null};if(!Pe){var Xe=nu({page:ne.subject.page,withPlaceholder:be,axis:ne.axis,frame:ne.frame});return(0,Ce.Z)({},ne,{subject:Xe})}var St=Ae?eo(Pe.scroll.max,Ae):Pe.scroll.max,vt=wl(Pe,St),Je=nu({page:ne.subject.page,withPlaceholder:be,axis:ne.axis,frame:vt});return(0,Ce.Z)({},ne,{subject:Je,frame:vt})},Es=function(ne){var ie=ne.subject.withPlaceholder;ie||Zt(!1);var me=ne.frame;if(!me){var Pe=nu({page:ne.subject.page,axis:ne.axis,frame:null,withPlaceholder:null});return(0,Ce.Z)({},ne,{subject:Pe})}var Fe=ie.oldFrameMaxScroll;Fe||Zt(!1);var Ae=wl(me,Fe),be=nu({page:ne.subject.page,axis:ne.axis,frame:Ae,withPlaceholder:null});return(0,Ce.Z)({},ne,{subject:be,frame:Ae})},td=function(te){var ne=te.previousPageBorderBoxCenter,ie=te.moveRelativeTo,me=te.insideDestination,Pe=te.draggable,Fe=te.draggables,Ae=te.destination,be=te.viewport,Xe=te.afterCritical;if(!ie){if(me.length)return null;var St={displaced:Wt,displacedBy:Rt,at:{type:"REORDER",destination:{droppableId:Ae.descriptor.id,index:0}}},vt=Ju({impact:St,draggable:Pe,droppable:Ae,draggables:Fe,afterCritical:Xe}),Je=gt(Pe,Ae)?Ae:ki(Ae,Pe,Fe),$e=Vo({draggable:Pe,destination:Je,newPageBorderBoxCenter:vt,viewport:be.frame,withDroppableDisplacement:!1,onlyOnMainAxis:!0});return $e?St:null}var It=ne[Ae.axis.line]<=ie.page.borderBox.center[Ae.axis.line],Cn=function(){var Ka=ie.descriptor.index;return ie.descriptor.id===Pe.descriptor.id||It?Ka:Ka+1}(),Ra=bl(Ae.axis,Pe.displaceBy);return yo({draggable:Pe,insideDestination:me,destination:Ae,viewport:be,displacedBy:Ra,last:Wt,index:Cn})},nd=function(te){var ne=te.isMovingForward,ie=te.previousPageBorderBoxCenter,me=te.draggable,Pe=te.isOver,Fe=te.draggables,Ae=te.droppables,be=te.viewport,Xe=te.afterCritical,St=Zl({isMovingForward:ne,pageBorderBoxCenter:ie,source:Pe,droppables:Ae,viewport:be});if(!St)return null;var vt=lo(St.descriptor.id,Fe),Je=Fu({pageBorderBoxCenter:ie,viewport:be,destination:St,insideDestination:vt,afterCritical:Xe}),$e=td({previousPageBorderBoxCenter:ie,destination:St,draggable:me,draggables:Fe,moveRelativeTo:Je,insideDestination:vt,viewport:be,afterCritical:Xe});if(!$e)return null;var It=Ju({impact:$e,draggable:me,droppable:St,draggables:Fe,afterCritical:Xe}),Cn=mo({pageBorderBoxCenter:It,draggable:me,viewport:be});return{clientSelection:Cn,impact:$e,scrollJumpRequest:null}},Ll=function(te){var ne=te.at;return ne?ne.type==="REORDER"?ne.destination.droppableId:ne.combine.droppableId:null},rs=function(ne,ie){var me=Ll(ne);return me?ie[me]:null},Zi=function(te){var ne=te.state,ie=te.type,me=rs(ne.impact,ne.dimensions.droppables),Pe=!!me,Fe=ne.dimensions.droppables[ne.critical.droppable.id],Ae=me||Fe,be=Ae.axis.direction,Xe=be==="vertical"&&(ie==="MOVE_UP"||ie==="MOVE_DOWN")||be==="horizontal"&&(ie==="MOVE_LEFT"||ie==="MOVE_RIGHT");if(Xe&&!Pe)return null;var St=ie==="MOVE_DOWN"||ie==="MOVE_RIGHT",vt=ne.dimensions.draggables[ne.critical.draggable.id],Je=ne.current.page.borderBoxCenter,$e=ne.dimensions,It=$e.draggables,Cn=$e.droppables;return Xe?Tu({isMovingForward:St,previousPageBorderBoxCenter:Je,draggable:vt,destination:Ae,draggables:It,viewport:ne.viewport,previousClientSelection:ne.current.client.selection,previousImpact:ne.impact,afterCritical:ne.afterCritical}):nd({isMovingForward:St,previousPageBorderBoxCenter:Je,draggable:vt,isOver:Ae,draggables:It,droppables:Cn,viewport:ne.viewport,afterCritical:ne.afterCritical})};function os(te){return te.phase==="DRAGGING"||te.phase==="COLLECTING"}function ad(te){var ne=xn(te.top,te.bottom),ie=xn(te.left,te.right);return function(Pe){return ne(Pe.y)&&ie(Pe.x)}}function Ps(te,ne){return te.left<ne.right&&te.right>ne.left&&te.top<ne.bottom&&te.bottom>ne.top}function qu(te){var ne=te.pageBorderBox,ie=te.draggable,me=te.candidates,Pe=ie.page.borderBox.center,Fe=me.map(function(Ae){var be=Ae.axis,Xe=at(Ae.axis.line,ne.center[be.line],Ae.page.borderBox.center[be.crossAxisLine]);return{id:Ae.descriptor.id,distance:qe(Pe,Xe)}}).sort(function(Ae,be){return be.distance-Ae.distance});return Fe[0]?Fe[0].id:null}function Wi(te){var ne=te.pageBorderBox,ie=te.draggable,me=te.droppables,Pe=_r(me).filter(function(Fe){if(!Fe.isEnabled)return!1;var Ae=Fe.subject.active;if(!Ae||!Ps(ne,Ae))return!1;if(ad(Ae)(ne.center))return!0;var be=Fe.axis,Xe=Ae.center[be.crossAxisLine],St=ne[be.crossAxisStart],vt=ne[be.crossAxisEnd],Je=xn(Ae[be.crossAxisStart],Ae[be.crossAxisEnd]),$e=Je(St),It=Je(vt);return!$e&&!It?!0:$e?St<Xe:vt>Xe});return Pe.length?Pe.length===1?Pe[0].descriptor.id:qu({pageBorderBox:ne,draggable:ie,candidates:Pe}):null}var ju=function(ne,ie){return oa(Un(ne,ie))},zi=function(te,ne){var ie=te.frame;return ie?ju(ne,ie.scroll.diff.value):ne};function wc(te){var ne=te.displaced,ie=te.id;return!!(ne.visible[ie]||ne.invisible[ie])}function Oi(te){var ne=te.draggable,ie=te.closest,me=te.inHomeList;return ie?me&&ie.descriptor.index>ne.descriptor.index?ie.descriptor.index-1:ie.descriptor.index:null}var rd=function(te){var ne=te.pageBorderBoxWithDroppableScroll,ie=te.draggable,me=te.destination,Pe=te.insideDestination,Fe=te.last,Ae=te.viewport,be=te.afterCritical,Xe=me.axis,St=bl(me.axis,ie.displaceBy),vt=St.value,Je=ne[Xe.start],$e=ne[Xe.end],It=ha(ie,Pe),Cn=Zr(It,function(Ka){var Ja=Ka.descriptor.id,Za=Ka.page.borderBox.center[Xe.line],Mr=Lo(Ja,be),jr=wc({displaced:Fe,id:Ja});return Mr?jr?$e<=Za:Je<Za-vt:jr?$e<=Za+vt:Je<Za}),Ra=Oi({draggable:ie,closest:Cn,inHomeList:gt(ie,me)});return yo({draggable:ie,insideDestination:Pe,destination:me,viewport:Ae,last:Fe,displacedBy:St,index:Ra})},od=4,Jd=function(te){var ne=te.draggable,ie=te.pageBorderBoxWithDroppableScroll,me=te.previousImpact,Pe=te.destination,Fe=te.insideDestination,Ae=te.afterCritical;if(!Pe.isCombineEnabled)return null;var be=Pe.axis,Xe=bl(Pe.axis,ne.displaceBy),St=Xe.value,vt=ie[be.start],Je=ie[be.end],$e=ha(ne,Fe),It=Zr($e,function(Ra){var Ka=Ra.descriptor.id,Ja=Ra.page.borderBox,Za=Ja[be.size],Mr=Za/od,jr=Lo(Ka,Ae),jo=wc({displaced:me.displaced,id:Ka});return jr?jo?Je>Ja[be.start]+Mr&&Je<Ja[be.end]-Mr:vt>Ja[be.start]-St+Mr&&vt<Ja[be.end]-St-Mr:jo?Je>Ja[be.start]+St+Mr&&Je<Ja[be.end]+St-Mr:vt>Ja[be.start]+Mr&&vt<Ja[be.end]-Mr});if(!It)return null;var Cn={displacedBy:Xe,displaced:me.displaced,at:{type:"COMBINE",combine:{draggableId:It.descriptor.id,droppableId:Pe.descriptor.id}}};return Cn},ud=function(te){var ne=te.pageOffset,ie=te.draggable,me=te.draggables,Pe=te.droppables,Fe=te.previousImpact,Ae=te.viewport,be=te.afterCritical,Xe=ju(ie.page.borderBox,ne),St=Wi({pageBorderBox:Xe,draggable:ie,droppables:Pe});if(!St)return Ln;var vt=Pe[St],Je=lo(vt.descriptor.id,me),$e=zi(vt,Xe);return Jd({pageBorderBoxWithDroppableScroll:$e,draggable:ie,previousImpact:Fe,destination:vt,insideDestination:Je,afterCritical:be})||rd({pageBorderBoxWithDroppableScroll:$e,draggable:ie,destination:vt,insideDestination:Je,last:Fe.displaced,viewport:Ae,afterCritical:be})},ac=function(te,ne){var ie;return(0,Ce.Z)({},te,(ie={},ie[ne.descriptor.id]=ne,ie))},ku=function(ne){var ie=ne.previousImpact,me=ne.impact,Pe=ne.droppables,Fe=Ll(ie),Ae=Ll(me);if(!Fe||Fe===Ae)return Pe;var be=Pe[Fe];if(!be.subject.withPlaceholder)return Pe;var Xe=Es(be);return ac(Pe,Xe)},qd=function(te){var ne=te.draggable,ie=te.draggables,me=te.droppables,Pe=te.previousImpact,Fe=te.impact,Ae=ku({previousImpact:Pe,impact:Fe,droppables:me}),be=Ll(Fe);if(!be)return Ae;var Xe=me[be];if(gt(ne,Xe)||Xe.subject.withPlaceholder)return Ae;var St=ki(Xe,ne,ie);return ac(Ae,St)},us=function(te){var ne=te.state,ie=te.clientSelection,me=te.dimensions,Pe=te.viewport,Fe=te.impact,Ae=te.scrollJumpRequest,be=Pe||ne.viewport,Xe=me||ne.dimensions,St=ie||ne.current.client.selection,vt=Wo(St,ne.initial.client.selection),Je={offset:vt,selection:St,borderBoxCenter:eo(ne.initial.client.borderBoxCenter,vt)},$e={selection:eo(Je.selection,be.scroll.current),borderBoxCenter:eo(Je.borderBoxCenter,be.scroll.current),offset:eo(Je.offset,be.scroll.diff.value)},It={client:Je,page:$e};if(ne.phase==="COLLECTING")return(0,Ce.Z)({phase:"COLLECTING"},ne,{dimensions:Xe,viewport:be,current:It});var Cn=Xe.draggables[ne.critical.draggable.id],Ra=Fe||ud({pageOffset:$e.offset,draggable:Cn,draggables:Xe.draggables,droppables:Xe.droppables,previousImpact:ne.impact,viewport:be,afterCritical:ne.afterCritical}),Ka=qd({draggable:Cn,impact:Ra,previousImpact:ne.impact,draggables:Xe.draggables,droppables:Xe.droppables}),Ja=(0,Ce.Z)({},ne,{current:It,dimensions:{draggables:Xe.draggables,droppables:Ka},impact:Ra,viewport:be,scrollJumpRequest:Ae||null,forceShouldAnimate:Ae?!1:null});return Ja};function ld(te,ne){return te.map(function(ie){return ne[ie]})}var zs=function(te){var ne=te.impact,ie=te.viewport,me=te.draggables,Pe=te.destination,Fe=te.forceShouldAnimate,Ae=ne.displaced,be=ld(Ae.all,me),Xe=Fr({afterDragging:be,destination:Pe,displacedBy:ne.displacedBy,viewport:ie.frame,forceShouldAnimate:Fe,last:Ae});return(0,Ce.Z)({},ne,{displaced:Xe})},Lc=function(te){var ne=te.impact,ie=te.draggable,me=te.droppable,Pe=te.draggables,Fe=te.viewport,Ae=te.afterCritical,be=Ju({impact:ne,draggable:ie,draggables:Pe,droppable:me,afterCritical:Ae});return mo({pageBorderBoxCenter:be,draggable:ie,viewport:Fe})},Vs=function(te){var ne=te.state,ie=te.dimensions,me=te.viewport;ne.movementMode!=="SNAP"&&Zt(!1);var Pe=ne.impact,Fe=me||ne.viewport,Ae=ie||ne.dimensions,be=Ae.draggables,Xe=Ae.droppables,St=be[ne.critical.draggable.id],vt=Ll(Pe);vt||Zt(!1);var Je=Xe[vt],$e=zs({impact:Pe,viewport:Fe,destination:Je,draggables:be}),It=Lc({impact:$e,draggable:St,droppable:Je,draggables:be,viewport:Fe,afterCritical:ne.afterCritical});return us({impact:$e,clientSelection:It,state:ne,dimensions:Ae,viewport:Fe})},$d=function(te){return{index:te.index,droppableId:te.droppableId}},id=function(te){var ne=te.draggable,ie=te.home,me=te.draggables,Pe=te.viewport,Fe=bl(ie.axis,ne.displaceBy),Ae=lo(ie.descriptor.id,me),be=Ae.indexOf(ne);be===-1&&Zt(!1);var Xe=Ae.slice(be+1),St=Xe.reduce(function(It,Cn){return It[Cn.descriptor.id]=!0,It},{}),vt={inVirtualList:ie.descriptor.mode==="virtual",displacedBy:Fe,effected:St},Je=Fr({afterDragging:Xe,destination:ie,displacedBy:Fe,last:null,viewport:Pe.frame,forceShouldAnimate:!1}),$e={displaced:Je,displacedBy:Fe,at:{type:"REORDER",destination:$d(ne.descriptor)}};return{impact:$e,afterCritical:vt}},sd=function(te,ne){return{draggables:te.draggables,droppables:ac(te.droppables,ne)}},Gs=function(ne){},js=function(ne){},em=function(te){var ne=te.draggable,ie=te.offset,me=te.initialWindowScroll,Pe=Ar(ne.client,ie),Fe=br(Pe,me),Ae=(0,Ce.Z)({},ne,{placeholder:(0,Ce.Z)({},ne.placeholder,{client:Pe}),client:Pe,page:Fe});return Ae},cd=function(te){var ne=te.frame;return ne||Zt(!1),ne},Nm=function(te){var ne=te.additions,ie=te.updatedDroppables,me=te.viewport,Pe=me.scroll.diff.value;return ne.map(function(Fe){var Ae=Fe.descriptor.droppableId,be=ie[Ae],Xe=cd(be),St=Xe.scroll.diff.value,vt=eo(Pe,St),Je=em({draggable:Fe,offset:vt,initialWindowScroll:me.scroll.initial});return Je})},tm=function(te){var ne=te.state,ie=te.published;Gs();var me=ie.modified.map(function(Mr){var jr=ne.dimensions.droppables[Mr.droppableId],jo=Or(jr,Mr.scroll);return jo}),Pe=(0,Ce.Z)({},ne.dimensions.droppables,{},mr(me)),Fe=gr(Nm({additions:ie.additions,updatedDroppables:Pe,viewport:ne.viewport})),Ae=(0,Ce.Z)({},ne.dimensions.draggables,{},Fe);ie.removals.forEach(function(Mr){delete Ae[Mr]});var be={droppables:Pe,draggables:Ae},Xe=Ll(ne.impact),St=Xe?be.droppables[Xe]:null,vt=be.draggables[ne.critical.draggable.id],Je=be.droppables[ne.critical.droppable.id],$e=id({draggable:vt,home:Je,draggables:Ae,viewport:ne.viewport}),It=$e.impact,Cn=$e.afterCritical,Ra=St&&St.isCombineEnabled?ne.impact:It,Ka=ud({pageOffset:ne.current.page.offset,draggable:be.draggables[ne.critical.draggable.id],draggables:be.draggables,droppables:be.droppables,previousImpact:Ra,viewport:ne.viewport,afterCritical:Cn});js();var Ja=(0,Ce.Z)({phase:"DRAGGING"},ne,{phase:"DRAGGING",impact:Ka,onLiftImpact:It,dimensions:be,afterCritical:Cn,forceShouldAnimate:!1});if(ne.phase==="COLLECTING")return Ja;var Za=(0,Ce.Z)({phase:"DROP_PENDING"},Ja,{phase:"DROP_PENDING",reason:ne.reason,isWaiting:!1});return Za},Ni=function(ne){return ne.movementMode==="SNAP"},Vi=function(ne,ie,me){var Pe=sd(ne.dimensions,ie);return!Ni(ne)||me?us({state:ne,dimensions:Pe}):Vs({state:ne,dimensions:Pe})};function Ql(te){return te.isDragging&&te.movementMode==="SNAP"?(0,Ce.Z)({phase:"DRAGGING"},te,{scrollJumpRequest:null}):te}var Us={phase:"IDLE",completed:null,shouldFlush:!1},Ca=function(te,ne){if(te===void 0&&(te=Us),ne.type==="FLUSH")return(0,Ce.Z)({},Us,{shouldFlush:!0});if(ne.type==="INITIAL_PUBLISH"){te.phase!=="IDLE"&&Zt(!1);var ie=ne.payload,me=ie.critical,Pe=ie.clientSelection,Fe=ie.viewport,Ae=ie.dimensions,be=ie.movementMode,Xe=Ae.draggables[me.draggable.id],St=Ae.droppables[me.droppable.id],vt={selection:Pe,borderBoxCenter:Xe.client.borderBox.center,offset:Tn},Je={client:vt,page:{selection:eo(vt.selection,Fe.scroll.initial),borderBoxCenter:eo(vt.selection,Fe.scroll.initial),offset:eo(vt.selection,Fe.scroll.diff.value)}},$e=_r(Ae.droppables).every(function(Yc){return!Yc.isFixedOnPage}),It=id({draggable:Xe,home:St,draggables:Ae.draggables,viewport:Fe}),Cn=It.impact,Ra=It.afterCritical,Ka={phase:"DRAGGING",isDragging:!0,critical:me,movementMode:be,dimensions:Ae,initial:Je,current:Je,isWindowScrollAllowed:$e,impact:Cn,afterCritical:Ra,onLiftImpact:Cn,viewport:Fe,scrollJumpRequest:null,forceShouldAnimate:null};return Ka}if(ne.type==="COLLECTION_STARTING"){if(te.phase==="COLLECTING"||te.phase==="DROP_PENDING")return te;te.phase!=="DRAGGING"&&Zt(!1);var Ja=(0,Ce.Z)({phase:"COLLECTING"},te,{phase:"COLLECTING"});return Ja}if(ne.type==="PUBLISH_WHILE_DRAGGING")return te.phase==="COLLECTING"||te.phase==="DROP_PENDING"||Zt(!1),tm({state:te,published:ne.payload});if(ne.type==="MOVE"){if(te.phase==="DROP_PENDING")return te;os(te)||Zt(!1);var Za=ne.payload.client;return Ho(Za,te.current.client.selection)?te:us({state:te,clientSelection:Za,impact:Ni(te)?te.impact:null})}if(ne.type==="UPDATE_DROPPABLE_SCROLL"){if(te.phase==="DROP_PENDING"||te.phase==="COLLECTING")return Ql(te);os(te)||Zt(!1);var Mr=ne.payload,jr=Mr.id,jo=Mr.newScroll,Bo=te.dimensions.droppables[jr];if(!Bo)return te;var cu=Or(Bo,jo);return Vi(te,cu,!1)}if(ne.type==="UPDATE_DROPPABLE_IS_ENABLED"){if(te.phase==="DROP_PENDING")return te;os(te)||Zt(!1);var sl=ne.payload,vu=sl.id,Qu=sl.isEnabled,Al=te.dimensions.droppables[vu];Al||Zt(!1),Al.isEnabled===Qu&&Zt(!1);var ql=(0,Ce.Z)({},Al,{isEnabled:Qu});return Vi(te,ql,!0)}if(ne.type==="UPDATE_DROPPABLE_IS_COMBINE_ENABLED"){if(te.phase==="DROP_PENDING")return te;os(te)||Zt(!1);var Ai=ne.payload,Ii=Ai.id,bi=Ai.isCombineEnabled,vi=te.dimensions.droppables[Ii];vi||Zt(!1),vi.isCombineEnabled===bi&&Zt(!1);var Ul=(0,Ce.Z)({},vi,{isCombineEnabled:bi});return Vi(te,Ul,!0)}if(ne.type==="MOVE_BY_WINDOW_SCROLL"){if(te.phase==="DROP_PENDING"||te.phase==="DROP_ANIMATING")return te;os(te)||Zt(!1),te.isWindowScrollAllowed||Zt(!1);var Ms=ne.payload.newScroll;if(Ho(te.viewport.scroll.current,Ms))return Ql(te);var qi=ci(te.viewport,Ms);return Ni(te)?Vs({state:te,viewport:qi}):us({state:te,viewport:qi})}if(ne.type==="UPDATE_VIEWPORT_MAX_SCROLL"){if(!os(te))return te;var Uc=ne.payload.maxScroll;if(Ho(Uc,te.viewport.scroll.max))return te;var Is=(0,Ce.Z)({},te.viewport,{scroll:(0,Ce.Z)({},te.viewport.scroll,{max:Uc})});return(0,Ce.Z)({phase:"DRAGGING"},te,{viewport:Is})}if(ne.type==="MOVE_UP"||ne.type==="MOVE_DOWN"||ne.type==="MOVE_LEFT"||ne.type==="MOVE_RIGHT"){if(te.phase==="COLLECTING"||te.phase==="DROP_PENDING")return te;te.phase!=="DRAGGING"&&Zt(!1);var Rs=Zi({state:te,type:ne.type});return Rs?us({state:te,impact:Rs.impact,clientSelection:Rs.clientSelection,scrollJumpRequest:Rs.scrollJumpRequest}):te}if(ne.type==="DROP_PENDING"){var $i=ne.payload.reason;te.phase!=="COLLECTING"&&Zt(!1);var Ts=(0,Ce.Z)({phase:"DROP_PENDING"},te,{phase:"DROP_PENDING",isWaiting:!0,reason:$i});return Ts}if(ne.type==="DROP_ANIMATE"){var zd=ne.payload,Ru=zd.completed,Kc=zd.dropDuration,Hc=zd.newHomeClientOffset;te.phase==="DRAGGING"||te.phase==="DROP_PENDING"||Zt(!1);var Ac={phase:"DROP_ANIMATING",completed:Ru,dropDuration:Kc,newHomeClientOffset:Hc,dimensions:te.dimensions};return Ac}if(ne.type==="DROP_COMPLETE"){var Vd=ne.payload.completed;return{phase:"IDLE",completed:Vd,shouldFlush:!1}}return te},Fs=function(ne){return{type:"BEFORE_INITIAL_CAPTURE",payload:ne}},ge=function(ne){return{type:"LIFT",payload:ne}},pe=function(ne){return{type:"INITIAL_PUBLISH",payload:ne}},he=function(ne){return{type:"PUBLISH_WHILE_DRAGGING",payload:ne}},We=function(){return{type:"COLLECTION_STARTING",payload:null}},Ve=function(ne){return{type:"UPDATE_DROPPABLE_SCROLL",payload:ne}},it=function(ne){return{type:"UPDATE_DROPPABLE_IS_ENABLED",payload:ne}},Lt=function(ne){return{type:"UPDATE_DROPPABLE_IS_COMBINE_ENABLED",payload:ne}},fn=function(ne){return{type:"MOVE",payload:ne}},hn=function(ne){return{type:"MOVE_BY_WINDOW_SCROLL",payload:ne}},Mn=function(ne){return{type:"UPDATE_VIEWPORT_MAX_SCROLL",payload:ne}},fa=function(){return{type:"MOVE_UP",payload:null}},Kn=function(){return{type:"MOVE_DOWN",payload:null}},Jn=function(){return{type:"MOVE_RIGHT",payload:null}},va=function(){return{type:"MOVE_LEFT",payload:null}},ma=function(){return{type:"FLUSH",payload:null}},En=function(ne){return{type:"DROP_ANIMATE",payload:ne}},Zn=function(ne){return{type:"DROP_COMPLETE",payload:ne}},Ea=function(ne){return{type:"DROP",payload:ne}},vr=function(ne){return{type:"DROP_PENDING",payload:ne}},tr=function(){return{type:"DROP_ANIMATION_FINISHED",payload:null}};function 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function(ie){ie.type==="INITIAL_PUBLISH"&&te.dragging(),ie.type==="DROP_ANIMATE"&&te.dropping(ie.payload.completed.result.reason),(ie.type==="FLUSH"||ie.type==="DROP_COMPLETE")&&te.resting(),ne(ie)}}}},_o={outOfTheWay:"cubic-bezier(0.2, 0, 0, 1)",drop:"cubic-bezier(.2,1,.1,1)"},Xr={opacity:{drop:0,combining:.7},scale:{drop:.75}},No={outOfTheWay:.2,minDropTime:.33,maxDropTime:.55},To=No.outOfTheWay+"s "+_o.outOfTheWay,du={fluid:"opacity "+To,snap:"transform "+To+", opacity "+To,drop:function(ne){var ie=ne+"s "+_o.drop;return"transform "+ie+", opacity "+ie},outOfTheWay:"transform "+To,placeholder:"height "+To+", width "+To+", margin "+To},Su=function(ne){return Ho(ne,Tn)?null:"translate("+ne.x+"px, "+ne.y+"px)"},Jo={moveTo:Su,drop:function(ne,ie){var me=Su(ne);return me?ie?me+" scale("+Xr.scale.drop+")":me:null}},Mo=No.minDropTime,fo=No.maxDropTime,qo=fo-Mo,Eu=1500,Au=.6,mu=function(te){var ne=te.current,ie=te.destination,me=te.reason,Pe=qe(ne,ie);if(Pe<=0)return Mo;if(Pe>=Eu)return 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Fe=ne(),Ae=Pe.payload.reason;if(Fe.phase==="COLLECTING"){ie(vr({reason:Ae}));return}if(Fe.phase!=="IDLE"){var be=Fe.phase==="DROP_PENDING"&&Fe.isWaiting;be&&Zt(!1),Fe.phase==="DRAGGING"||Fe.phase==="DROP_PENDING"||Zt(!1);var Xe=Fe.critical,St=Fe.dimensions,vt=St.draggables[Fe.critical.draggable.id],Je=ml({reason:Ae,lastImpact:Fe.impact,afterCritical:Fe.afterCritical,onLiftImpact:Fe.onLiftImpact,home:Fe.dimensions.droppables[Fe.critical.droppable.id],viewport:Fe.viewport,draggables:Fe.dimensions.draggables}),$e=Je.impact,It=Je.didDropInsideDroppable,Cn=It?Nr($e):null,Ra=It?Ia($e):null,Ka={index:Xe.draggable.index,droppableId:Xe.droppable.id},Ja={draggableId:vt.descriptor.id,type:vt.descriptor.type,source:Ka,reason:Ae,mode:Fe.movementMode,destination:Cn,combine:Ra},Za=Bu({impact:$e,draggable:vt,dimensions:St,viewport:Fe.viewport,afterCritical:Fe.afterCritical}),Mr={critical:Fe.critical,afterCritical:Fe.afterCritical,result:Ja,impact:$e},jr=!Ho(Fe.current.client.offset,Za)||!!Ja.combine;if(!jr){ie(Zn({completed:Mr}));return}var 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ne=!1,ie=!1,me=setTimeout(function(){ie=!0}),Pe=function(Ae){ne||ie||(ne=!0,te(Ae),clearTimeout(me))};return Pe.wasCalled=function(){return ne},Pe},Ol=function(){var te=[],ne=function(Fe){var Ae=ao(te,function(St){return St.timerId===Fe});Ae===-1&&Zt(!1);var be=te.splice(Ae,1),Xe=be[0];Xe.callback()},ie=function(Fe){var Ae=setTimeout(function(){return ne(Ae)}),be={timerId:Ae,callback:Fe};te.push(be)},me=function(){if(te.length){var Fe=[].concat(te);te.length=0,Fe.forEach(function(Ae){clearTimeout(Ae.timerId),Ae.callback()})}};return{add:ie,flush:me}},El=function(ne,ie){return ne==null&&ie==null?!0:ne==null||ie==null?!1:ne.droppableId===ie.droppableId&&ne.index===ie.index},$o=function(ne,ie){return ne==null&&ie==null?!0:ne==null||ie==null?!1:ne.draggableId===ie.draggableId&&ne.droppableId===ie.droppableId},ui=function(ne,ie){if(ne===ie)return!0;var me=ne.draggable.id===ie.draggable.id&&ne.draggable.droppableId===ie.draggable.droppableId&&ne.draggable.type===ie.draggable.type&&ne.draggable.index===ie.draggable.index,Pe=ne.droppable.id===ie.droppable.id&&ne.droppable.type===ie.droppable.type;return me&&Pe},Io=function(ne,ie){Gs(),ie(),js()},Zu=function(ne,ie){return{draggableId:ne.draggable.id,type:ne.droppable.type,source:{droppableId:ne.droppable.id,index:ne.draggable.index},mode:ie}},Iu=function(ne,ie,me,Pe){if(!ne){me(Pe(ie));return}var Fe=fl(me),Ae={announce:Fe};ne(ie,Ae),Fe.wasCalled()||me(Pe(ie))},Sl=function(te,ne){var ie=Ol(),me=null,Pe=function($e,It){me&&Zt(!1),Io("onBeforeCapture",function(){var Cn=te().onBeforeCapture;if(Cn){var Ra={draggableId:$e,mode:It};Cn(Ra)}})},Fe=function($e,It){me&&Zt(!1),Io("onBeforeDragStart",function(){var Cn=te().onBeforeDragStart;Cn&&Cn(Zu($e,It))})},Ae=function($e,It){me&&Zt(!1);var Cn=Zu($e,It);me={mode:It,lastCritical:$e,lastLocation:Cn.source,lastCombine:null},ie.add(function(){Io("onDragStart",function(){return Iu(te().onDragStart,Cn,ne,xo.onDragStart)})})},be=function($e,It){var Cn=Nr(It),Ra=Ia(It);me||Zt(!1);var Ka=!ui($e,me.lastCritical);Ka&&(me.lastCritical=$e);var Ja=!El(me.lastLocation,Cn);Ja&&(me.lastLocation=Cn);var Za=!$o(me.lastCombine,Ra);if(Za&&(me.lastCombine=Ra),!(!Ka&&!Ja&&!Za)){var Mr=(0,Ce.Z)({},Zu($e,me.mode),{combine:Ra,destination:Cn});ie.add(function(){Io("onDragUpdate",function(){return Iu(te().onDragUpdate,Mr,ne,xo.onDragUpdate)})})}},Xe=function(){me||Zt(!1),ie.flush()},St=function($e){me||Zt(!1),me=null,Io("onDragEnd",function(){return Iu(te().onDragEnd,$e,ne,xo.onDragEnd)})},vt=function(){if(me){var $e=(0,Ce.Z)({},Zu(me.lastCritical,me.mode),{combine:null,destination:null,reason:"CANCEL"});St($e)}};return{beforeCapture:Pe,beforeStart:Fe,start:Ae,update:be,flush:Xe,drop:St,abort:vt}},Dl=function(te,ne){var ie=Sl(te,ne);return function(me){return function(Pe){return function(Fe){if(Fe.type==="BEFORE_INITIAL_CAPTURE"){ie.beforeCapture(Fe.payload.draggableId,Fe.payload.movementMode);return}if(Fe.type==="INITIAL_PUBLISH"){var Ae=Fe.payload.critical;ie.beforeStart(Ae,Fe.payload.movementMode),Pe(Fe),ie.start(Ae,Fe.payload.movementMode);return}if(Fe.type==="DROP_COMPLETE"){var be=Fe.payload.completed.result;ie.flush(),Pe(Fe),ie.drop(be);return}if(Pe(Fe),Fe.type==="FLUSH"){ie.abort();return}var Xe=me.getState();Xe.phase==="DRAGGING"&&ie.update(Xe.critical,Xe.impact)}}}},Wu=function(te){return function(ne){return function(ie){if(ie.type!=="DROP_ANIMATION_FINISHED"){ne(ie);return}var me=te.getState();me.phase!=="DROP_ANIMATING"&&Zt(!1),te.dispatch(Zn({completed:me.completed}))}}},ul=function(te){var ne=null,ie=null;function me(){ie&&(cancelAnimationFrame(ie),ie=null),ne&&(ne(),ne=null)}return function(Pe){return function(Fe){if((Fe.type==="FLUSH"||Fe.type==="DROP_COMPLETE"||Fe.type==="DROP_ANIMATION_FINISHED")&&me(),Pe(Fe),Fe.type==="DROP_ANIMATE"){var Ae={eventName:"scroll",options:{capture:!0,passive:!1,once:!0},fn:function(){var Xe=te.getState();Xe.phase==="DROP_ANIMATING"&&te.dispatch(tr())}};ie=requestAnimationFrame(function(){ie=null,ne=Sn(window,[Ae])})}}}},mi=function(te){return function(){return function(ne){return function(ie){(ie.type==="DROP_COMPLETE"||ie.type==="FLUSH"||ie.type==="DROP_ANIMATE")&&te.stopPublishing(),ne(ie)}}}},Wl=function(te){var ne=!1;return function(){return function(ie){return function(me){if(me.type==="INITIAL_PUBLISH"){ne=!0,te.tryRecordFocus(me.payload.critical.draggable.id),ie(me),te.tryRestoreFocusRecorded();return}if(ie(me),!!ne){if(me.type==="FLUSH"){ne=!1,te.tryRestoreFocusRecorded();return}if(me.type==="DROP_COMPLETE"){ne=!1;var Pe=me.payload.completed.result;Pe.combine&&te.tryShiftRecord(Pe.draggableId,Pe.combine.draggableId),te.tryRestoreFocusRecorded()}}}}}},Nl=function(ne){return ne.type==="DROP_COMPLETE"||ne.type==="DROP_ANIMATE"||ne.type==="FLUSH"},Gi=function(te){return function(ne){return function(ie){return function(me){if(Nl(me)){te.stop(),ie(me);return}if(me.type==="INITIAL_PUBLISH"){ie(me);var Pe=ne.getState();Pe.phase!=="DRAGGING"&&Zt(!1),te.start(Pe);return}ie(me),te.scroll(ne.getState())}}}},ls=function(te){return function(ne){return function(ie){if(ne(ie),ie.type==="PUBLISH_WHILE_DRAGGING"){var me=te.getState();me.phase==="DROP_PENDING"&&(me.isWaiting||te.dispatch(Ea({reason:me.reason})))}}}},is=ut.qC,Ml=function(te){var ne=te.dimensionMarshal,ie=te.focusMarshal,me=te.styleMarshal,Pe=te.getResponders,Fe=te.announce,Ae=te.autoScroller;return(0,ut.MT)(Ca,is((0,ut.md)(nr(me),mi(ne),Ne(ne),nl,Wu,ul,ls,Gi(Ae),al,Wl(ie),Dl(Pe,Fe))))},yl=function(){return{additions:{},removals:{},modified:{}}};function fu(te){var ne=te.registry,ie=te.callbacks,me=yl(),Pe=null,Fe=function(){Pe||(ie.collectionStarting(),Pe=requestAnimationFrame(function(){Pe=null,Gs();var vt=me,Je=vt.additions,$e=vt.removals,It=vt.modified,Cn=Object.keys(Je).map(function(Ja){return ne.draggable.getById(Ja).getDimension(Tn)}).sort(function(Ja,Za){return Ja.descriptor.index-Za.descriptor.index}),Ra=Object.keys(It).map(function(Ja){var Za=ne.droppable.getById(Ja),Mr=Za.callbacks.getScrollWhileDragging();return{droppableId:Ja,scroll:Mr}}),Ka={additions:Cn,removals:Object.keys($e),modified:Ra};me=yl(),js(),ie.publish(Ka)}))},Ae=function(vt){var Je=vt.descriptor.id;me.additions[Je]=vt,me.modified[vt.descriptor.droppableId]=!0,me.removals[Je]&&delete me.removals[Je],Fe()},be=function(vt){var Je=vt.descriptor;me.removals[Je.id]=!0,me.modified[Je.droppableId]=!0,me.additions[Je.id]&&delete me.additions[Je.id],Fe()},Xe=function(){Pe&&(cancelAnimationFrame(Pe),Pe=null,me=yl())};return{add:Ae,remove:be,stop:Xe}}var Ei=function(te){var ne=te.scrollHeight,ie=te.scrollWidth,me=te.height,Pe=te.width,Fe=Wo({x:ie,y:ne},{x:Pe,y:me}),Ae={x:Math.max(0,Fe.x),y:Math.max(0,Fe.y)};return Ae},Pi=function(){var te=document.documentElement;return te||Zt(!1),te},ei=function(){var te=Pi(),ne=Ei({scrollHeight:te.scrollHeight,scrollWidth:te.scrollWidth,width:te.clientWidth,height:te.clientHeight});return ne},$u=function(){var te=gl(),ne=ei(),ie=te.y,me=te.x,Pe=Pi(),Fe=Pe.clientWidth,Ae=Pe.clientHeight,be=me+Fe,Xe=ie+Ae,St=oa({top:ie,left:me,right:be,bottom:Xe}),vt={frame:St,scroll:{initial:te,current:te,max:ne,diff:{value:Tn,displacement:Tn}}};return vt},Xl=function(te){var ne=te.critical,ie=te.scrollOptions,me=te.registry;Gs();var Pe=$u(),Fe=Pe.scroll.current,Ae=ne.droppable,be=me.droppable.getAllByType(Ae.type).map(function(Je){return Je.callbacks.getDimensionAndWatchScroll(Fe,ie)}),Xe=me.draggable.getAllByType(ne.draggable.type).map(function(Je){return Je.getDimension(Fe)}),St={draggables:gr(Xe),droppables:mr(be)};js();var vt={dimensions:St,critical:ne,viewport:Pe};return vt};function gi(te,ne,ie){if(ie.descriptor.id===ne.id||ie.descriptor.type!==ne.type)return!1;var me=te.droppable.getById(ie.descriptor.droppableId);return me.descriptor.mode==="virtual"}var xi=function(te,ne){var ie=null,me=fu({callbacks:{publish:ne.publishWhileDragging,collectionStarting:ne.collectionStarting},registry:te}),Pe=function(It,Cn){te.droppable.exists(It)||Zt(!1),ie&&ne.updateDroppableIsEnabled({id:It,isEnabled:Cn})},Fe=function(It,Cn){ie&&(te.droppable.exists(It)||Zt(!1),ne.updateDroppableIsCombineEnabled({id:It,isCombineEnabled:Cn}))},Ae=function(It,Cn){ie&&(te.droppable.exists(It)||Zt(!1),ne.updateDroppableScroll({id:It,newScroll:Cn}))},be=function(It,Cn){ie&&te.droppable.getById(It).callbacks.scroll(Cn)},Xe=function(){if(ie){me.stop();var It=ie.critical.droppable;te.droppable.getAllByType(It.type).forEach(function(Cn){return Cn.callbacks.dragStopped()}),ie.unsubscribe(),ie=null}},St=function(It){ie||Zt(!1);var Cn=ie.critical.draggable;It.type==="ADDITION"&&gi(te,Cn,It.value)&&me.add(It.value),It.type==="REMOVAL"&&gi(te,Cn,It.value)&&me.remove(It.value)},vt=function(It){ie&&Zt(!1);var Cn=te.draggable.getById(It.draggableId),Ra=te.droppable.getById(Cn.descriptor.droppableId),Ka={draggable:Cn.descriptor,droppable:Ra.descriptor},Ja=te.subscribe(St);return ie={critical:Ka,unsubscribe:Ja},Xl({critical:Ka,registry:te,scrollOptions:It.scrollOptions})},Je={updateDroppableIsEnabled:Pe,updateDroppableIsCombineEnabled:Fe,scrollDroppable:be,updateDroppableScroll:Ae,startPublishing:vt,stopPublishing:Xe};return Je},Jl=function(te,ne){return te.phase==="IDLE"?!0:te.phase!=="DROP_ANIMATING"||te.completed.result.draggableId===ne?!1:te.completed.result.reason==="DROP"},ti=function(te){window.scrollBy(te.x,te.y)},Cl=Jt(function(te){return _r(te).filter(function(ne){return!(!ne.isEnabled||!ne.frame)})}),Ku=function(ne,ie){var me=Zr(Cl(ie),function(Pe){return Pe.frame||Zt(!1),ad(Pe.frame.pageMarginBox)(ne)});return me},Il=function(te){var ne=te.center,ie=te.destination,me=te.droppables;if(ie){var Pe=me[ie];return Pe.frame?Pe:null}var Fe=Ku(ne,me);return Fe},zl={startFromPercentage:.25,maxScrollAtPercentage:.05,maxPixelScroll:28,ease:function(ne){return Math.pow(ne,2)},durationDampening:{stopDampeningAt:1200,accelerateAt:360}},vl=function(te,ne){var ie=te[ne.size]*zl.startFromPercentage,me=te[ne.size]*zl.maxScrollAtPercentage,Pe={startScrollingFrom:ie,maxScrollValueAt:me};return Pe},Vl=function(te){var ne=te.startOfRange,ie=te.endOfRange,me=te.current,Pe=ie-ne;if(Pe===0)return 0;var Fe=me-ne,Ae=Fe/Pe;return Ae},ll=1,eu=function(te,ne){if(te>ne.startScrollingFrom)return 0;if(te<=ne.maxScrollValueAt)return zl.maxPixelScroll;if(te===ne.startScrollingFrom)return ll;var ie=Vl({startOfRange:ne.maxScrollValueAt,endOfRange:ne.startScrollingFrom,current:te}),me=1-ie,Pe=zl.maxPixelScroll*zl.ease(me);return Math.ceil(Pe)},Fi=zl.durationDampening.accelerateAt,li=zl.durationDampening.stopDampeningAt,ou=function(te,ne){var ie=ne,me=li,Pe=Date.now(),Fe=Pe-ie;if(Fe>=li)return te;if(Fe<Fi)return ll;var Ae=Vl({startOfRange:Fi,endOfRange:me,current:Fe}),be=te*zl.ease(Ae);return Math.ceil(be)},ji=function(te){var ne=te.distanceToEdge,ie=te.thresholds,me=te.dragStartTime,Pe=te.shouldUseTimeDampening,Fe=eu(ne,ie);return Fe===0?0:Pe?Math.max(ou(Fe,me),ll):Fe},Si=function(te){var ne=te.container,ie=te.distanceToEdges,me=te.dragStartTime,Pe=te.axis,Fe=te.shouldUseTimeDampening,Ae=vl(ne,Pe),be=ie[Pe.end]<ie[Pe.start];return be?ji({distanceToEdge:ie[Pe.end],thresholds:Ae,dragStartTime:me,shouldUseTimeDampening:Fe}):-1*ji({distanceToEdge:ie[Pe.start],thresholds:Ae,dragStartTime:me,shouldUseTimeDampening:Fe})},Ss=function(te){var ne=te.container,ie=te.subject,me=te.proposedScroll,Pe=ie.height>ne.height,Fe=ie.width>ne.width;return!Fe&&!Pe?me:Fe&&Pe?null:{x:Fe?0:me.x,y:Pe?0:me.y}},Ui=$n(function(te){return te===0?0:te}),Co=function(te){var ne=te.dragStartTime,ie=te.container,me=te.subject,Pe=te.center,Fe=te.shouldUseTimeDampening,Ae={top:Pe.y-ie.top,right:ie.right-Pe.x,bottom:ie.bottom-Pe.y,left:Pe.x-ie.left},be=Si({container:ie,distanceToEdges:Ae,dragStartTime:ne,axis:cr,shouldUseTimeDampening:Fe}),Xe=Si({container:ie,distanceToEdges:Ae,dragStartTime:ne,axis:Sa,shouldUseTimeDampening:Fe}),St=Ui({x:Xe,y:be});if(Ho(St,Tn))return null;var vt=Ss({container:ie,subject:me,proposedScroll:St});return vt?Ho(vt,Tn)?null:vt:null},Br=$n(function(te){return te===0?0:te>0?1:-1}),ko=function(){var te=function(ie,me){return ie<0?ie:ie>me?ie-me:0};return function(ne){var ie=ne.current,me=ne.max,Pe=ne.change,Fe=eo(ie,Pe),Ae={x:te(Fe.x,me.x),y:te(Fe.y,me.y)};return Ho(Ae,Tn)?null:Ae}}(),Hu=function(ne){var ie=ne.max,me=ne.current,Pe=ne.change,Fe={x:Math.max(me.x,ie.x),y:Math.max(me.y,ie.y)},Ae=Br(Pe),be=ko({max:Fe,current:me,change:Ae});return!be||Ae.x!==0&&be.x===0||Ae.y!==0&&be.y===0},ni=function(ne,ie){return Hu({current:ne.scroll.current,max:ne.scroll.max,change:ie})},Ks=function(ne,ie){if(!ni(ne,ie))return null;var me=ne.scroll.max,Pe=ne.scroll.current;return ko({current:Pe,max:me,change:ie})},ss=function(ne,ie){var me=ne.frame;return me?Hu({current:me.scroll.current,max:me.scroll.max,change:ie}):!1},rc=function(ne,ie){var me=ne.frame;return!me||!ss(ne,ie)?null:ko({current:me.scroll.current,max:me.scroll.max,change:ie})},ys=function(te){var ne=te.viewport,ie=te.subject,me=te.center,Pe=te.dragStartTime,Fe=te.shouldUseTimeDampening,Ae=Co({dragStartTime:Pe,container:ne.frame,subject:ie,center:me,shouldUseTimeDampening:Fe});return Ae&&ni(ne,Ae)?Ae:null},il=function(te){var ne=te.droppable,ie=te.subject,me=te.center,Pe=te.dragStartTime,Fe=te.shouldUseTimeDampening,Ae=ne.frame;if(!Ae)return null;var be=Co({dragStartTime:Pe,container:Ae.pageMarginBox,subject:ie,center:me,shouldUseTimeDampening:Fe});return be&&ss(ne,be)?be:null},Ao=function(te){var ne=te.state,ie=te.dragStartTime,me=te.shouldUseTimeDampening,Pe=te.scrollWindow,Fe=te.scrollDroppable,Ae=ne.current.page.borderBoxCenter,be=ne.dimensions.draggables[ne.critical.draggable.id],Xe=be.page.marginBox;if(ne.isWindowScrollAllowed){var St=ne.viewport,vt=ys({dragStartTime:ie,viewport:St,subject:Xe,center:Ae,shouldUseTimeDampening:me});if(vt){Pe(vt);return}}var Je=Il({center:Ae,destination:Ll(ne.impact),droppables:ne.dimensions.droppables});if(Je){var $e=il({dragStartTime:ie,droppable:Je,subject:Xe,center:Ae,shouldUseTimeDampening:me});$e&&Fe(Je.descriptor.id,$e)}},Cs=function(te){var ne=te.scrollWindow,ie=te.scrollDroppable,me=ta(ne),Pe=ta(ie),Fe=null,Ae=function(vt){Fe||Zt(!1);var Je=Fe,$e=Je.shouldUseTimeDampening,It=Je.dragStartTime;Ao({state:vt,scrollWindow:me,scrollDroppable:Pe,dragStartTime:It,shouldUseTimeDampening:$e})},be=function(vt){Gs(),Fe&&Zt(!1);var Je=Date.now(),$e=!1,It=function(){$e=!0};Ao({state:vt,dragStartTime:0,shouldUseTimeDampening:!1,scrollWindow:It,scrollDroppable:It}),Fe={dragStartTime:Je,shouldUseTimeDampening:$e},js(),$e&&Ae(vt)},Xe=function(){Fe&&(me.cancel(),Pe.cancel(),Fe=null)};return{start:be,stop:Xe,scroll:Ae}},ii=function(te){var ne=te.move,ie=te.scrollDroppable,me=te.scrollWindow,Pe=function(St,vt){var Je=eo(St.current.client.selection,vt);ne({client:Je})},Fe=function(St,vt){if(!ss(St,vt))return vt;var Je=rc(St,vt);if(!Je)return ie(St.descriptor.id,vt),null;var $e=Wo(vt,Je);ie(St.descriptor.id,$e);var It=Wo(vt,$e);return It},Ae=function(St,vt,Je){if(!St||!ni(vt,Je))return Je;var $e=Ks(vt,Je);if(!$e)return me(Je),null;var It=Wo(Je,$e);me(It);var Cn=Wo(Je,It);return Cn},be=function(St){var vt=St.scrollJumpRequest;if(vt){var Je=Ll(St.impact);Je||Zt(!1);var $e=Fe(St.dimensions.droppables[Je],vt);if($e){var It=St.viewport,Cn=Ae(St.isWindowScrollAllowed,It,$e);Cn&&Pe(St,Cn)}}};return be},si=function(te){var ne=te.scrollDroppable,ie=te.scrollWindow,me=te.move,Pe=Cs({scrollWindow:ie,scrollDroppable:ne}),Fe=ii({move:me,scrollWindow:ie,scrollDroppable:ne}),Ae=function(St){if(St.phase==="DRAGGING"){if(St.movementMode==="FLUID"){Pe.scroll(St);return}St.scrollJumpRequest&&Fe(St)}},be={scroll:Ae,start:Pe.start,stop:Pe.stop};return be},Gl="data-rbd",Ki=function(){var te=Gl+"-drag-handle";return{base:te,draggableId:te+"-draggable-id",contextId:te+"-context-id"}}(),Hi=function(){var te=Gl+"-draggable";return{base:te,contextId:te+"-context-id",id:te+"-id"}}(),oc=function(){var te=Gl+"-droppable";return{base:te,contextId:te+"-context-id",id:te+"-id"}}(),uc={contextId:Gl+"-scroll-container-context-id"},Oc=function(ne){return function(ie){return"["+ie+'="'+ne+'"]'}},Yi=function(ne,ie){return ne.map(function(me){var Pe=me.styles[ie];return Pe?me.selector+" { "+Pe+" }":""}).join(" ")},Yu="pointer-events: none;",Jr=function(te){var ne=Oc(te),ie=function(){var be=`
|
|
cursor: -webkit-grab;
|
|
cursor: grab;
|
|
`;return{selector:ne(Ki.contextId),styles:{always:`
|
|
-webkit-touch-callout: none;
|
|
-webkit-tap-highlight-color: rgba(0,0,0,0);
|
|
touch-action: manipulation;
|
|
`,resting:be,dragging:Yu,dropAnimating:be}}}(),me=function(){var be=`
|
|
transition: `+du.outOfTheWay+`;
|
|
`;return{selector:ne(Hi.contextId),styles:{dragging:be,dropAnimating:be,userCancel:be}}}(),Pe={selector:ne(oc.contextId),styles:{always:"overflow-anchor: none;"}},Fe={selector:"body",styles:{dragging:`
|
|
cursor: grabbing;
|
|
cursor: -webkit-grabbing;
|
|
user-select: none;
|
|
-webkit-user-select: none;
|
|
-moz-user-select: none;
|
|
-ms-user-select: none;
|
|
overflow-anchor: none;
|
|
`}},Ae=[me,ie,Pe,Fe];return{always:Yi(Ae,"always"),resting:Yi(Ae,"resting"),dragging:Yi(Ae,"dragging"),dropAnimating:Yi(Ae,"dropAnimating"),userCancel:Yi(Ae,"userCancel")}},wu=typeof window!="undefined"&&typeof window.document!="undefined"&&typeof window.document.createElement!="undefined"?z.useLayoutEffect:z.useEffect,Bl=function(){var ne=document.querySelector("head");return ne||Zt(!1),ne},dd=function(ne){var ie=document.createElement("style");return ne&&ie.setAttribute("nonce",ne),ie.type="text/css",ie};function md(te,ne){var ie=zt(function(){return Jr(te)},[te]),me=(0,z.useRef)(null),Pe=(0,z.useRef)(null),Fe=ct(Jt(function(Je){var $e=Pe.current;$e||Zt(!1),$e.textContent=Je}),[]),Ae=ct(function(Je){var $e=me.current;$e||Zt(!1),$e.textContent=Je},[]);wu(function(){!me.current&&!Pe.current||Zt(!1);var Je=dd(ne),$e=dd(ne);return me.current=Je,Pe.current=$e,Je.setAttribute(Gl+"-always",te),$e.setAttribute(Gl+"-dynamic",te),Bl().appendChild(Je),Bl().appendChild($e),Ae(ie.always),Fe(ie.resting),function(){var It=function(Ra){var Ka=Ra.current;Ka||Zt(!1),Bl().removeChild(Ka),Ra.current=null};It(me),It(Pe)}},[ne,Ae,Fe,ie.always,ie.resting,te]);var be=ct(function(){return Fe(ie.dragging)},[Fe,ie.dragging]),Xe=ct(function(Je){if(Je==="DROP"){Fe(ie.dropAnimating);return}Fe(ie.userCancel)},[Fe,ie.dropAnimating,ie.userCancel]),St=ct(function(){Pe.current&&Fe(ie.resting)},[Fe,ie.resting]),vt=zt(function(){return{dragging:be,dropping:Xe,resting:St}},[be,Xe,St]);return vt}var Nc=function(te){return te&&te.ownerDocument?te.ownerDocument.defaultView:window};function cs(te){return te instanceof Nc(te).HTMLElement}function As(te,ne){var ie="["+Ki.contextId+'="'+te+'"]',me=wo(document.querySelectorAll(ie));if(!me.length)return null;var Pe=Zr(me,function(Fe){return 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te={draggables:{},droppables:{}},ne=[];function ie(Je){return ne.push(Je),function(){var It=ne.indexOf(Je);It!==-1&&ne.splice(It,1)}}function me(Je){ne.length&&ne.forEach(function($e){return $e(Je)})}function Pe(Je){return te.draggables[Je]||null}function Fe(Je){var $e=Pe(Je);return $e||Zt(!1),$e}var Ae={register:function($e){te.draggables[$e.descriptor.id]=$e,me({type:"ADDITION",value:$e})},update:function($e,It){var Cn=te.draggables[It.descriptor.id];Cn&&Cn.uniqueId===$e.uniqueId&&(delete te.draggables[It.descriptor.id],te.draggables[$e.descriptor.id]=$e)},unregister:function($e){var It=$e.descriptor.id,Cn=Pe(It);Cn&&$e.uniqueId===Cn.uniqueId&&(delete te.draggables[It],me({type:"REMOVAL",value:$e}))},getById:Fe,findById:Pe,exists:function($e){return!!Pe($e)},getAllByType:function($e){return Ta(te.draggables).filter(function(It){return It.descriptor.type===$e})}};function be(Je){return te.droppables[Je]||null}function Xe(Je){var $e=be(Je);return $e||Zt(!1),$e}var St={register:function($e){te.droppables[$e.descriptor.id]=$e},unregister:function($e){var It=be($e.descriptor.id);It&&$e.uniqueId===It.uniqueId&&delete te.droppables[$e.descriptor.id]},getById:Xe,findById:be,exists:function($e){return!!be($e)},getAllByType:function($e){return Ta(te.droppables).filter(function(It){return It.descriptor.type===$e})}};function vt(){te.draggables={},te.droppables={},ne.length=0}return{draggable:Ae,droppable:St,subscribe:ie,clean:vt}}function gd(){var te=zt(nm,[]);return(0,z.useEffect)(function(){return function(){requestAnimationFrame(te.clean)}},[te]),te}var ds=z.createContext(null),bs=function(){var te=document.body;return te||Zt(!1),te},fd={position:"absolute",width:"1px",height:"1px",margin:"-1px",border:"0",padding:"0",overflow:"hidden",clip:"rect(0 0 0 0)","clip-path":"inset(100%)"},ic=function(ne){return"rbd-announcement-"+ne};function sc(te){var ne=zt(function(){return ic(te)},[te]),ie=(0,z.useRef)(null);(0,z.useEffect)(function(){var Fe=document.createElement("div");return ie.current=Fe,Fe.id=ne,Fe.setAttribute("aria-live","assertive"),Fe.setAttribute("aria-atomic","true"),(0,Ce.Z)(Fe.style,fd),bs().appendChild(Fe),function(){setTimeout(function(){var Xe=bs();Xe.contains(Fe)&&Xe.removeChild(Fe),Fe===ie.current&&(ie.current=null)})}},[ne]);var me=ct(function(Pe){var Fe=ie.current;if(Fe){Fe.textContent=Pe;return}},[]);return me}var Ds=0,Mc={separator:"::"};function vd(){Ds=0}function Ic(te,ne){return ne===void 0&&(ne=Mc),zt(function(){return""+te+ne.separator+Ds++},[ne.separator,te])}function cc(te){var ne=te.contextId,ie=te.uniqueId;return"rbd-hidden-text-"+ne+"-"+ie}function dc(te){var ne=te.contextId,ie=te.text,me=Ic("hidden-text",{separator:"-"}),Pe=zt(function(){return cc({contextId:ne,uniqueId:me})},[me,ne]);return(0,z.useEffect)(function(){var Ae=document.createElement("div");return Ae.id=Pe,Ae.textContent=ie,Ae.style.display="none",bs().appendChild(Ae),function(){var Xe=bs();Xe.contains(Ae)&&Xe.removeChild(Ae)}},[Pe,ie]),Pe}var Hs=z.createContext(null),Ys={react:"^16.8.5","react-dom":"^16.8.5"},pd=/(\d+)\.(\d+)\.(\d+)/,mc=function(ne){var ie=pd.exec(ne);ie==null&&Zt(!1);var me=Number(ie[1]),Pe=Number(ie[2]),Fe=Number(ie[3]);return{major:me,minor:Pe,patch:Fe,raw:ne}},pl=function(ne,ie){return ie.major>ne.major?!0:ie.major<ne.major?!1:ie.minor>ne.minor?!0:ie.minor<ne.minor?!1:ie.patch>=ne.patch},am=function(te,ne){var ie=mc(te),me=mc(ne);pl(ie,me)},Mm=`
|
|
We expect a html5 doctype: <!doctype html>
|
|
This is to ensure consistent browser layout and measurement
|
|
|
|
More information: https://github.com/atlassian/react-beautiful-dnd/blob/master/docs/guides/doctype.md
|
|
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"},32637:function(Le){"use strict";Le.exports="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAASABIAAD/4QBMRXhpZgAATU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAAtKADAAQAAAABAAAAtAAAAAD/7QA4UGhvdG9zaG9wIDMuMAA4QklNBAQAAAAAAAA4QklNBCUAAAAAABDUHYzZjwCyBOmACZjs+EJ+/8IAEQgAtAC0AwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAMCBAEFAAYHCAkKC//EAMMQAAEDAwIEAwQGBAcGBAgGcwECAAMRBBIhBTETIhAGQVEyFGFxIweBIJFCFaFSM7EkYjAWwXLRQ5I0ggjhU0AlYxc18JNzolBEsoPxJlQ2ZJR0wmDShKMYcOInRTdls1V1pJXDhfLTRnaA40dWZrQJChkaKCkqODk6SElKV1hZWmdoaWp3eHl6hoeIiYqQlpeYmZqgpaanqKmqsLW2t7i5usDExcbHyMnK0NTV1tfY2drg5OXm5+jp6vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAQIAAwQFBgcICQoL/8QAwxEAAgIBAwMDAgMFAgUCBASHAQACEQMQEiEEIDFBEwUwIjJRFEAGMyNhQhVxUjSBUCSRoUOxFgdiNVPw0SVgwUThcvEXgmM2cCZFVJInotIICQoYGRooKSo3ODk6RkdISUpVVldYWVpkZWZnaGlqc3R1dnd4eXqAg4SFhoeIiYqQk5SVlpeYmZqgo6SlpqeoqaqwsrO0tba3uLm6wMLDxMXGx8jJytDT1NXW19jZ2uDi4+Tl5ufo6ery8/T19vf4+fr/2wBDAAICAgICAgMCAgMEAwMDBAYEBAQEBgcGBgYGBgcJBwcHBwcHCQkJCQkJCQkKCgoKCgoMDAwMDA4ODg4ODg4ODg7/2wBDAQICAgMDAwYDAwYOCggKDg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg7/2gAMAwEAAhEDEQAAAfv7bVttW21bbVttW21bbVttW21bbVttW21bbVthQLuQnq4Ou3JTXWbk1C6rc70WPVtsm221bbVttW21bbVkL8W7fMrfP/Or79Z/CPeBp5b4z7i1a+ZP/pPgPV7Dyzt/F+vsvMvQvKvQ4LWa9XreA+Q0wDxLaCei9++O7fz/AE/tTJV+Wfvm20d8yfTfzH9R8V5V9LfNn0r9J8zQVrsvj9vhXJfTIvqPF5TvCW3zXtN+t4/sPE+oIpK/O+gjQ2bN1FRblPJvEPcvDP1L8I+67GtsvyP9+22z23zF9O/MP1PxXlv0r80/S30fzfOrSfxPXbGSYbuiNlYvPZcN3HJ6BVoqPP8AbsuarHvq/JeTfQvOq6OfkPCfb/EPt/z37tsqyz/IP37bbPbfMP098w/U/F+V/SvzV9L/AEXzXPWNLHkd91XtoqZTG3HYdzwvY+P9W95ah4r0fF6B15RbfQ/B+iOPM0579p4x7Hu3g+jLPzvv/wAs/eC7bl9HfMP098wfU/F+WfUHy/8AT30HzzULxHyn6I2h1JVsUqwVct1tPv4vNsOvF6ngePNfZt6fm+KG9mnTzPFZ9B8v9r897L6c8O+h/g/3Jxtvkf0DfPH0PUep4/wj7P5dafrf4j6KjzufJ9/0OfOCw9DnzmK9f6nwSn4PS+ly/Jlqnb9Qcz5cLmz6D0DwjuOzgFynUdlvwe02XkPr353+sbbcXp7w33LwL3/j/Cvrj5N+jvrPgusVy0fE/rHSr88revyvSa/z5t08/aeB93zvv+R5F6T5z6J9r8P7c/rbT8q/WoO3Hm9qSlSh7/qPLPU/K9Tbbj798r/VFR7Hi/A7r6irP0n8k+co+jccvnAf0lmb5sR9LQT81A+nMzfJFb9jJ7fQ+U7D6dVg/wAsh+r1Q+RyfXfY879i92/G/wBe22DbbVttW21bbVttW21bbVttW21bbVttW21bbVttW21bbVttW21bbVttW21bbVttW21f/9oACAEBAAEFAv8AkSFqwR+lUv8ASqX+lEv9KIf6UQ/0olxbgmRf86SEjc/GGKx4i3WWSrVIlAVfJYu1VRcpUwqruZ5Le2/pHu7/AKR7u/6R7u/6R7u/6Rbu/wCke7v+ke7O18WbnCrbN1td0i+54y3BUFqTpb7ZuKy7yw56zuXInRdQRm1uzuItYOQLyNc1oNi3Uv8AQO6P9A7o/wBA7o/0Duj/AEBur/QG6O4t57Re0369uvQajv42/wBqNmlK7uYUjrRrW90224XcCwulHZLZVpbJcP7wd6Ojp28VpHuztNbTv43/ANqNh/j0/wC7Qhcqv0fOztsxY2qdxbbMl+5SOH94O5OIRPFI17haIui/Ff8Aijs/8U7+N/8AajYf49P+7TGJFGxfuJabJ+5xv3SEOE/SDuZEl3X0ce3bVcbjcBQp4r/xN2f+Kd/G/wDtRsP8fuP3aBGoqtdvL90sGLfbw+Vt75e3OH96O17Ly4kzqDTOXz3zqvxSrKxdn/iffxx/tRsP8euP3aDGDnt7z25ymEq7Q/vR23c4xJlBfMfNYlfiM/63h2f+Kd/HH+1Gw/x6YFSKLer1er6n1u3EvNVJHEm53nNz3HMjRf0I3ANW4Bp3Cqlb3kI7yxldnuiFoQoLT28cf7ULD/HiyHi8Hg8GlLXLHC7iC1u1/oq3Ll2Jcgk8HzFR8K7kl/0cv0tO0XMD4PmEPa51putuNbbt44/2obf/AI8fuU7Ja4o5R7jE/cY2bFL9zL92mD5d2Gme4t1b9AjlpqpWzbPcXEkUaYY+3jq1U0LKFx+KYMP6UWT/AKUWT/pRZP8ApRZP+lFk/wClFk7TfILxfvEL5sTyT23e9VYWW1b7d3t5ehPJ3m6ji23btvvblVrJGuHvfW1td2m42BsLlPh/eFJV4e3kP+ju9P8Ao7vVf6Ob0x4e3lQV4e3lKYdn8QWzm3LcbaRXiHcEuLe71TstynupN195lTtwXaXM24LlTb2cfMTPR2d1c83v4vkW5hSOL90QD2PtVeTll6ZVkjeLCdd0kgnZNsTuMsO02UB91ifIjDESXykPlodgkJV38Xke8SgmOPdbQRnd7N/pezdzvVslf6chf6agZ3e3LVudspz3MC3d8kS+HN4t7VwbxYXCvfIH77A/fYn78h/pBDt9zKF9/H1Rfpnlp7zI/eZH7yt+8LfOL5pfNL5jJBc0EUjjthAYbi8gUdw3Qv3ncVOl0pm1JcNsEyWwxt+95Y2l/HL4H2db/oHYv+gdi/6BWL/oFYv+gVi/6BWL/oFYv+gVi/6BWL/oBYF/7L/b3/sv9vf9ANvf9ArB/wBA7Fp8CbaHZeGdnsVf8iR//9oACAEDEQE/Afqk1y/3p03+M/3n03+M/wB59N/jOHqIZReM9/y/yUOg6OfVz9P94Cflvmvls5nGcv8ABGwB/rf75erzZoY92CNl6j94er94Rykh+N6/qspG+P2/n/vx+fw/KZckT0G+q/sk/wC+H9D+8n/B3/Xl/vN/QfvJ/wAHf9eX+83+7/3j/wCDn+vL/eb8D+93yPxvVDB18iYXyJeR/r8/5tf3/wD90ef+Ef7V/wBw9iP0ef8Aw/74R02fILxxcn7s9TKW6MS9L8V1OLGIbDw/Bfw5aHLAS2E8uLqMWQyGOV1wX9/x/vWJ/wCAf7R6f+FH/Bp+/wD/ALo8/wDCP9q/7h9/keb/AA/74ekxbofhB/4KpHTj/dsf8TpxRr+GP+J34A/y5PUZxhxHIfR6nrx1IqT8JjwfGwIxGyfJ/N/fyW75aUh+Q/2j0/8ACj/g0/f/AP3R5/4R/tX9wB/qPP8A4f8AfDiyZMYr27/whzZcmSO32gP8z7E/8V+D/l4ZHJx/hfmf3q6fJjl0/TDd/X/eTD94oDibH95cAPl+Y6roPlOs9zFnrgDwfR+N63D1GIe0b0/f7/dHl/hH+1f9w6/yfL/h/wB8JDsRAPynxubq/slRj+XLk/dUGO04h/mkWf7oH8pf64P+1eo/c0V/MlMD/NT8j8Nl6Pqz0xN/l/V/cX4rqOlwXm8afP8Axo6/oMnTXV/7UPxGX5bos2TF0As+tDc/31+89/wz/wASf78f76/ef/ds/wDEn+/H++v3n8+2f+JP9+OH96fkOlxX1+M/5xT/ALe2OMd04vV/vkMnSTl00DfgF+J/eKR+Pni6yRMzflPx8Op6gdTm/wAz8X1v6jH48afv7Lb8Hm/zf7V/3DDq8OIdR70gPw+f87/enR/7ux/1w5/3p6DFMw3hP729D/jf7R+U/eDoOqxHFMbh/mfjMHSjr8cuq/h/1/2FuPN8Xt/lGNf0p/XdDH+0H+9+hH9p6HrcPUA+0fGn7wfFy+Q6KXTQNFy/7h38jfEYn/O/8C7+S/xB/rv/AAL35P8AxB/rv/Av/k/8Qf66P3B+VHiI/wBdh+6HzMY7K4/wo/dP5iIqER/rhP7sfPen/oTh/c75rKazTAH+G2MaFftX/9oACAECEQE/Afqh/RZvyf0eb8n9Hm/JnjlDiXf8d0Uur6iPTx9WHw/x3R4aMR/hPlwYoSnWQ0/3PtjxF6zo44rB4l+T8LHofbl+q23/AFp/3pH+5P8AYP8AvSP9yf7B/wB6R/uT/YPyv7udL1WE5elAEvSvB1/c/wD3Uo/4C/vYf5+JE8cJVMvT/vT7eMQJHD1vyEM2U5CfL1vkJRGRFhlinCtw8v7rX/d8f87m/iHT9zv91If4C/vZ/lGL/A5J1Lz/ALC05j/jH/iVOQ/4x/1nrxyA44b5CLjwe0bD8n1OXrJAzFAeB+T+68f9QR/wlzfxDp+5/wDupD/AX97P4+L/AAM8YkfP+xY4tpuy/wCd+Q5kBF+P+EzbxkycOX4bIPRPwuUjw/G58/RYPaliv/OHq8E8czvGn7nf7qQ/wF/e/wDjY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"},64244:function(Le){"use strict";Le.exports="data:image/png;base64,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"},61860:function(Le){"use strict";Le.exports="data:image/png;base64,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"},4:function(Le){"use strict";Le.exports="data:image/png;base64,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"},10266:function(Le){"use 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