https://www.toc.mn/_next/static/chunks/pages/about-72dd28ba528d180f.js

1(self.webpackChunk_N_E=self.webpackChunk_N_E||[]).push([[2521],{74806:function(i,e,a){(window.__NEXT_P=window.__NEXT_P||[]).push(["/about",function(){return a(54413)}])},6558:function(i,e,a){"use strict";a.d(e,{w:function(){return LazyImage}});var t=a(52676);let imageSource=i=>{var e,a,t,r,n,s,o,A,l;if(!(null==i?void 0:i.asset))return;let x=i&&(null==i?void 0:null===(e=i.asset)||void 0===e?void 0:e.url),c=null==i?void 0:null===(t=i.asset)||void 0===t?void 0:null===(a=t.metadata)||void 0===a?void 0:a.lqip,m=null==i?void 0:null===(s=i.asset)||void 0===s?void 0:null===(n=s.metadata)||void 0===n?void 0:null===(r=n.dimensions)||void 0===r?void 0:r.width,g=null==i?void 0:null===(l=i.asset)||void 0===l?void 0:null===(A=l.metadata)||void 0===A?void 0:null===(o=A.dimensions)||void 0===o?void 0:o.height;return{url:x,blur:c,width:m,height:g}};var r=a(71202),n=a.n(r);let LazyImage=i=>{let{image:e,className:a,priority:r}=i,s=imageSource(e);return(0,t.jsx)(t.Fragment,{children:(null==s?void 0:s.url)&&(null==s?void 0:s.blur)&&(0,t.jsx)(n(),{src:null==s?void 0:s.url,fill:!0,className:a,placeholder:"blur",blurDataURL:null==s?void 0:s.blur,alt:"alt",priority:r,unoptimized:!0})})}},43560:function(i,e,a){"use strict";a.d(e,{_:function(){return PaginationTabular},t:function(){return Pagination}});var t=a(52676),r=a(69375),n=a(29383),s=a(97058);let PaginationTabular=i=>{let{active:e,total:a,decrease:r,increase:n}=i;return(0,t.jsxs)("div",{className:"flex px-12 py-8 rounded-full bg-gray-20 w-fit",children:[(0,t.jsx)("button",{onClick:r,disabled:0===e,children:(0,t.jsx)(s.e0,{theme:0===e?"disabled":"default"})}),(0,t.jsx)("button",{onClick:n,className:"rotate-180",disabled:e===a-1,children:(0,t.jsx)(s.e0,{theme:e===a-1?"disabled":"default"})})]})},Pagination=i=>{let{active:e,total:a,decrease:o,increase:A,setPagination:l}=i,x=(0,r.b)(),c=[];for(let i=0;i<a;i++)c.push(i);return(0,t.jsx)("div",{className:"w-full",children:(0,t.jsx)(n.W,{children:(0,t.jsxs)("div",{className:"flex items-center justify-between",children:[(0,t.jsxs)("button",{className:"flex items-center justify-center px-16 py-8 rounded-full bg-gray-20",onClick:o,disabled:0===e,children:[(0,t.jsx)(s.e0,{theme:0===e?"disabled":"default"}),(0,t.jsx)("p",{className:"".concat(0===e?"text-gray-50":"text-primary"," translate-y-1 f-ui-3 hidden lg:block"),children:"mn"===x?"Өмнөх":"Prev"})]}),(0,t.jsx)("div",{className:"flex space-x-8",children:c.map((i,a)=>(0,t.jsx)("button",{onClick:()=>null==l?void 0:l(i),children:(0,t.jsx)("div",{className:"".concat(e===a&&"border border-black"," flex items-center justify-center w-40 h-40 rounded-full transition-all f-ui-3"),children:i+1})},a))}),(0,t.jsxs)("button",{className:"flex items-center justify-center px-16 py-8 rounded-full bg-gray-20",onClick:A,disabled:e===a-1,children:[(0,t.jsx)("p",{className:"".concat(e===a-1?"text-gray-50":"text-primary"," translate-y-1 f-ui-3 hidden lg:block"),children:"mn"===x?"Дараах":"Next"}),(0,t.jsx)("div",{className:"rotate-180",children:(0,t.jsx)(s.e0,{theme:e===a-1?"disabled":"default"})})]})]})})})}},69272:function(i,e,a){"use strict";a.d(e,{Q:function(){return r}});var t=a(75271);let r=(0,t.createContext)({})},54413:function(i,e,a){"use strict";a.r(e),a.d(e,{__N_SSG:function(){return I},default:function(){return About}});var t=a(52676),r=a(75271),n=a(6048),s=a(12569),o=a(71202),A=a.n(o),l=a(59108),x=a(29383),c=a(71598),m=a(88072),g=a(34165),d=a(17425),p=a(62494),k=a(69375);let ParallaxMobile=()=>(0,t.jsxs)("div",{className:"absolute top-0 left-0 block w-screen h-screen overflow-hidden lg:hidden",children:[(0,t.jsx)("div",{className:"w-[528px] aspect-square absolute -bottom-[188px] z-30 flex justify-center",children:(0,t.jsx)("div",{className:"absolute top-0 w-[340px] aspect-square z-40",children:(0,t.jsx)(A(),{src:"/hero-images/wind-turbine.png",fill:!0,className:"object-contain",alt:"bg-sky"})})}),(0,t.jsx)(c.E.div,{className:"w-[528px] aspect-square -bottom-[188px] bg-cyan-80 absolute flex justify-center items-center",style:{WebkitMaskImage:"url(/hero-images/wave-mobile.svg)",WebkitMaskRepeat:"no-repeat",maskImage:"url(/hero-images/wave-mobile.svg)",maskRepeat:"no-repeat"},children:(0,t.jsx)("div",{className:"w-[245px] aspect-square relative",children:(0,t.jsx)(A(),{src:"/hero-images/bg-sky.png",f

1ill:!0,className:"object-cover object-center",alt:"bg-sky",style:{WebkitMaskImage:"url(/hero-images/mask-mobile.svg)",maskImage:"url(/hero-images/mask-mobile.svg)"}})})}),(0,t.jsx)("div",{className:"w-[528px] aspect-square absolute -bottom-[188px] bg-cyan-70 -z-20"})]}),Parallax=()=>{let{scrollY:i}=(0,m.v)(),{width:e,height:a}=(0,p.i)();a>900&&(a=900);let n=(0,r.useRef)(null),s=(0,r.useRef)(null),o=(0,r.useRef)(-(e/2)),l=(0,r.useRef)(-(a/2)),x=(0,r.useRef)(-1e4),k=(0,r.useRef)(1e4),u=(0,r.useRef)(null);(0,r.useEffect)(()=>(addEventListeners(),()=>removeEventListeners()));let addEventListeners=()=>{var i,e,a;null===(i=s.current)||void 0===i||i.addEventListener("mousemove",onMouseMove),null===(e=s.current)||void 0===e||e.addEventListener("mouseover",onMouseEnter),null===(a=s.current)||void 0===a||a.addEventListener("mouseout",onMouseLeave),animateGradient()},removeEventListeners=()=>{var i,e,a;null===(i=s.current)||void 0===i||i.removeEventListener("mousemove",onMouseMove),null===(e=s.current)||void 0===e||e.removeEventListener("mouseover",onMouseEnter),null===(a=s.current)||void 0===a||a.removeEventListener("mouseout",onMouseLeave),cancelAnimationFrame(u.current)},animateGradient=()=>{null!==n.current&&(x.current+=(o.current-x.current)/10,k.current+=(l.current-k.current)/10,n.current.style.top=k.current+"px",n.current.style.right=e-x.current+"px",u.current=requestAnimationFrame(animateGradient))},onMouseMove=i=>{null!==n.current&&(o.current=i.clientX,l.current=i.clientY)},onMouseEnter=()=>{null!==n.current&&(n.current.style.opacity="100")},onMouseLeave=()=>{null!==n.current&&(n.current.style.opacity="0")};return(0,t.jsxs)("div",{className:"absolute top-0 left-0 hidden w-screen h-screen max-h-[900px] overflow-hidden lg:flex",children:[(0,t.jsx)("div",{ref:n,className:"opacity-0 absolute w-[750px] translate-x-full -translate-y-1/2 rounded-full z-0 aspect-square",style:{backgroundImage:"radial-gradient(circle at left, #82CFFF66, #003A6D)",transitionProperty:"transform, opacity"}}),(0,t.jsx)("div",{ref:s,className:"w-[1549px] aspect-square absolute -right-[428px] z-30 flex justify-center",children:(0,t.jsx)(c.E.div,{className:"absolute top-0 w-[1000px] aspect-square z-40",children:(0,t.jsx)(A(),{src:"/hero-images/wind-turbine.png",fill:!0,className:"object-contain",alt:"bg-sky"})})}),(0,t.jsx)(c.E.div,{className:"w-[1549px] aspect-square absolute -right-[428px] bg-cyan-80 flex justify-center items-center z-0",style:{WebkitMaskImage:"url(/hero-images/wave.svg)",WebkitMaskRepeat:"no-repeat",maskImage:"url(/hero-images/wave.svg)",maskRepeat:"no-repeat",y:(0,g.H)(i,[0,900],[0,300],{ease:d.mZ})},children:(0,t.jsx)(c.E.div,{className:"w-[720px] aspect-square relative",children:(0,t.jsx)(A(),{src:"/hero-images/bg-sky.png",fill:!0,className:"object-cover object-center",alt:"bg-sky",style:{WebkitMaskImage:"url(/hero-images/mask.svg)",maskImage:"url(/hero-images/mask.svg)"}})})}),(0,t.jsx)("div",{className:"w-[1549px] aspect-square absolute -right-[428px] bg-cyan-70 -z-20"})]})},Hero=()=>{let{height:i}=(0,p.i)(),e=(0,k.b)();return(0,t.jsxs)("div",{className:"relative w-screen max-h-[900px] h-screen",children:[(0,t.jsx)(Parallax,{}),(0,t.jsx)(ParallaxMobile,{}),(0,t.jsx)("div",{className:"absolute top-0 left-0 w-full h-full -z-50 bg-cyan-80"}),(0,t.jsxs)("div",{className:"absolute top-0 left-0 pt-[280px] lg:pt-[322px] w-full h-full",children:[(0,t.jsx)(x.W,{children:(0,t.jsxs)("div",{className:"space-y-40 w-4-cols lg:w-6-cols text-cyan-20",children:[(0,t.jsx)("p",{className:"f-expressive-heading-4",children:"mn"===e?"Бидний тухай":"About us"}),(0,t.jsx)("p",{className:"f-heading-3",children:"mn"===e?"Эерэг өөрчлөлтийг санхүүжүүлье!":"Financing the Future We Want!"})]})}),(0,t.jsx)("div",{className:"absolute bottom-40 lg:bottom-[129px] left-outer z-[75]",children:(0,t.jsx)(l.z,{handleClick:()=>window.scrollTo({top:i}),type:"primary",color:"cyan",label:"Scroll",withIcon:!0,iconRight:!1,iconDown:!0,icon:"arrow"})})]})]})},TabTracker=i=>{let{tabs:e}=i,a=(0,k.b)(),[n,s]=(0,r.useState)(0);return(0,r.useEffect)(()=>{e[0].inView?s(0):e[1].inView?s(1):e[2].inView?s(2):s(3)},[e]),(0,t.jsx)("div",{className:"sticky top-0 z-50 w-full border-b bg-primary border-gray-20",children:(0,t.jsx)(x.W,{children:(0,t.jsx)("div",{className:"flex space-x-36",children:e.map((i,e)=>(0,t.jsx)("div",{className:"f-ui-4 py-24 -mb-1 transition-all ".concat(n===e?"text-primary border-b":"text-secondary"),children:(0,t.jsx)("button",{onClick:()=>{var e;null===(e=i.ref.current)||void 0===e||e.scrollIntoView()},children:"mn"===a?i.mn:i.en})},e))})})})},TextHover=i=>{let{content:e,photo:a}=i,n=(0,r.useRef)(null),s=(0,r.useRef)(null);(0,r.useRef)(null),(0,r.useRef)(-200),(0,r.useRef)(-200),(0,r.useRef)(0),(0,r.useRef)(0),(0,r.useEffect)(()=>(addEventListeners(),()=>removeEventListeners()));let addEventListeners=()=>{var i,e,a;null===(i=n.current)||void 0===i||i.addEventListener("mousemove",onMouseMove),null===(e=n.current)||void 0===e||e.addEventListener("mouseover",onMouseEnter),null===(a=n.current)||void 0===a||a.addEventListener("mouseout",onMouseLeave)},removeEventListeners=()=>{var i,e,a;null===(i=n.current)||void 0===i||i.removeEventListener("mousemove",onMouseMove),null===(e=n.current)||void 0===e||e.removeEventListener("mouseover",onMouseEnter),null===(a=n.current)||void 0===a||a.removeEventListener("mouseout",onMouseLeave)},onMouseMove=i=>{null!==s.current&&(s.current.style.top="".concat(i.layerY,"px"),s.current.style.left="".concat(i.layerX,"px"))},onMouseEnter=()=>{null!==s.current&&(s.current.style.opacity="100")},onMouseLeave=()=>{null!==s.current&&(s.current.style.opacity="0")};return(0,t.jsxs)("div",{className:"relative w-fit",children:[(0,t.jsx)("div",{ref:n,className:"w-fit",children:(0,t.jsx)("p",{className:"f-expressive-heading-5 text-interactive",children:e})}),(0,t.jsx)("div",{ref:s,style:{transform:"translate(-50%, -50%, 0)"},className:"hidden lg:block opacity-0 absolute -z-10 top-0 left-1/2 -translate-x-1/2 -translate-y-1/2 w-[360px] aspect-square bg-cyan-100 transition-opacity",children:(0,t.jsx)(A(),{src:a,fill:!0,className:"object-cover",alt:"hover",priority:!0})})]})};

1var u=a(73042),B=a.n(u),h=JSON.parse('{"v":"5.7.1","fr":25,"ip":0,"op":100,"w":512,"h":512,"nm":"solar_panel","ddd":0,"assets":[],"layers":[{"ddd":0,"ind":1,"ty":4,"nm":"panel 2","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":1,"k":[{"i":{"x":0.833,"y":0.833},"o":{"x":0.167,"y":0.167},"t":0,"s":[256,389.747,0],"to":[3,0,0],"ti":[-3,0,0]},{"i":{"x":0.833,"y":0.833},"o":{"x":0.167,"y":0.167},"t":42,"s":[274,389.747,0],"to":[0,0,0],"ti":[0,0,0]},{"i":{"x":0.833,"y":0.833},"o":{"x":0.167,"y":0.167},"t":51,"s":[274,389.747,0],"to":[-3,0,0],"ti":[3,0,0]},{"t":99,"s":[256,389.747,0]}],"ix":2},"a":{"a":0,"k":[0,133.747,0],"ix":1},"s":{"a":0,"k":[100,100,100],"ix":6}},"ao":0,"shapes":[{"ty":"gr","it":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0.295,-0.021],[0.237,-5.779],[0,0],[0,0],[-6.851,0],[0,0],[-0.204,6.597],[0,0],[-6.569,0]],"o":[[0,0],[-0.3,0],[-5.987,0.42],[0,0],[0,0],[-0.204,6.597],[0,0],[-6.851,0],[0,0],[0.195,-6.325],[0,0]],"v":[[-36.939,45.172],[-56.764,45.172],[-57.656,45.204],[-68.453,56.352],[-70.275,100.849],[-70.504,108.298],[-58.361,120.349],[-38.537,120.349],[-50.68,108.298],[-49.082,56.528],[-36.939,45.173]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 1","np":1,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[-2.148,12.187],[0,0],[-5.925,0],[0,0],[0.992,-5.627],[0,0],[-14.582,0],[0,0]],"o":[[0,0],[0.992,-5.627],[0,0],[-5.925,0],[0,0],[-2.148,12.188],[0,0],[-14.582,0]],"v":[[-211.18,199.184],[-205.152,164.999],[-193.175,155.255],[-212.999,155.255],[-224.977,164.999],[-231.004,199.184],[-207.398,222.324],[-187.574,222.324]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 2","np":1,"cix":2,"bm":0,"ix":2,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[1.742,-9.882],[0,0],[-7.522,0],[0,0],[-1.259,7.145],[0,0],[-11.822,0],[0,0]],"o":[[0,0],[-1.26,7.144],[0,0],[-7.522,0],[0,0],[1.742,-9.882],[0,0],[-11.822,0]],"v":[[-206.881,62.369],[-214.695,106.687],[-202.717,120.35],[-182.892,120.35],[-194.87,106.687],[-187.057,62.369],[-163.451,45.172],[-183.276,45.172]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 3","np":1,"cix":2,"bm":0,"ix":3,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[-6.976,0],[0,0],[-0.39,-6.709],[-0.694,-12.015],[-6.448,0],[0,0],[0.358,6.201],[0.725,12.502]],"o":[[0,0],[-6.976,0],[0.725,12.502],[0.358,6.201],[0,0],[-6.447,0],[-0.694,-12.015],[-0.389,-6.709]],"v":[[106.639,155.255],[86.814,155.255],[74.684,167.604],[77.214,211.275],[89.344,222.322],[109.168,222.322],[97.038,211.275],[94.508,167.604]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 4","np":1,"cix":2,"bm":0,"ix":4,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[-6.851,0],[0,0],[-0.203,6.596],[-0.373,12.128],[-6.57,0],[0,0],[0.195,-6.326],[0.38,-12.391]],"o":[[0,0],[-6.85,0],[0.38,-12.391],[0.195,-6.326],[0,0],[-6.57,0],[-0.373,12.128],[-0.203,6.596]],"v":[[-61.502,222.323],[-41.678,222.323],[-53.821,210.275],[-52.478,166.605],[-40.335,155.254],[-60.159,155.254],[-72.302,166.605],[-73.646,210.275]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 5","np":1,"cix":2,"bm":0,"ix":5,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0.297,-0.02],[-0.301,-5.948],[0,0],[0,0],[-6.446,0],[0,0],[0.36,6.2],[0,0],[-6.976,0]],"o":[[0,0],[-0.302,0],[-6.166,0.434],[0.564,11.141],[0,0],[0.36,6.199],[0,0],[-6.446,0],[0,0],[-0.391,-6.709],[0,0]],"v":[[100.238,45.172],[80.414,45.172],[79.516,45.204],[69.106,56.944],[70.803,100.848],[71.295,109.3],[83.425,120.349],[103.249,120.349],[91.119,109.3],[88.108,57.53],[100.238,45.173]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 6","np":1,"cix":2,"bm":0,"ix":6,"mn":"ADBE Vector Group","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 2","np":6,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.941176533699,0.937254965305,0.964705944061,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false}],"ip":0,"op":100,"st":0,"bm":0},{"ddd":0,"ind":2,"ty":4,"nm":"panel","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[256,389.747,0],"ix":2},"a":{"a":0,"k":[0,133.747,0],"ix":1},"s":{"a":0,"k":[100,100,100],"ix":6}},"ao":0,"shapes":[{"ty":"gr","it":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[2.601,16.822],[0,0],[14.314,0],[0,0],[-2.109,-13.638],[0,0],[17.654,0],[0,0]],"o":[[0,0],[-2.109,-13.638],[0,0],[14.314,0],[0,0],[2.601,16.822],[0,0],[17.654,0]],"v":[[255.679,224.062],[226.474,35.229],[197.894,11.495],[157.717,11.495],[186.297,35.229],[215.502,224.062],[186.922,256],[227.099,256]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":9,"k":{"a":0,"k":[0,0.004,0.749,0.98,0.127,0.063,0.684,0.984,0.254,0.122,0.62,0.988,0.413,0.186,0.549,0.99,0.572,0.251,0.478,0.992,0.702,0.29,0.435,0.996,0.833,0.329,0.392,1,0.916,0.343,0.376,1,1,0.357,0.361,1],"ix":9}},"s":{"a":0,"k":[125.683,398.529],"ix":5},"e":{"a":0,"k":[0,0],"ix":6}

1,"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 3","np":1,"cix":2,"bm":0,"ix":2,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[14.582,0],[0,0],[0.358,6.201],[0.725,12.502],[-6.976,0],[0,0],[-0.992,-5.627],[0,0]],"o":[[0,0],[-6.447,0],[-0.694,-12.015],[-0.39,-6.71],[0,0],[5.925,0],[0,0],[2.148,12.186]],"v":[[187.574,222.324],[109.168,222.324],[97.038,211.276],[94.508,167.605],[106.639,155.256],[193.175,155.256],[205.152,165],[211.18,199.185]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[-2.148,12.187],[0,0],[-5.925,0],[0,0],[0.39,-6.709],[0.694,-12.015],[6.448,0],[0,0]],"o":[[0,0],[0.992,-5.627],[0,0],[6.976,0],[-0.725,12.502],[-0.358,6.201],[0,0],[-14.582,0.001]],"v":[[-211.18,199.184],[-205.152,164.999],[-193.175,155.255],[-106.639,155.255],[-94.508,167.604],[-97.038,211.275],[-109.168,222.322],[-187.574,222.322]],"c":true},"ix":2},"nm":"Path 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":2,"ty":"sh","ix":3,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0.39,-6.71],[0,0],[6.446,0],[0,0],[-1.259,7.145],[0,0],[-11.823,0]],"o":[[0,0],[6.977,0],[0,0],[-0.36,6.199],[0,0],[-7.522,0],[0,0],[1.743,-9.882],[0,0]],"v":[[-163.451,45.172],[-100.238,45.172],[-88.107,57.531],[-91.118,109.301],[-103.248,120.35],[-182.893,120.35],[-194.871,106.687],[-187.058,62.369],[-163.451,45.173]],"c":true},"ix":2},"nm":"Path 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":3,"ty":"sh","ix":4,"ks":{"a":0,"k":{"i":[[-0.204,6.597],[0,0],[-6.569,0],[0,0],[-0.195,-6.325],[0,0],[6.851,0],[0,0]],"o":[[0,0],[0.195,-6.326],[0,0],[6.569,0],[0,0],[0.204,6.597],[0,0],[-6.853,0]],"v":[[-50.68,108.298],[-49.082,56.528],[-36.938,45.172],[36.939,45.172],[49.083,56.528],[50.681,108.298],[38.538,120.349],[-38.536,120.349]],"c":true},"ix":2},"nm":"Path 4","mn":"ADBE Vector Shape - Group","hd":false},{"ind":4,"ty":"sh","ix":5,"ks":{"a":0,"k":{"i":[[6.85,0],[0,0],[-0.203,6.596],[-0.373,12.128],[-6.57,0],[0,0],[-0.195,-6.326],[-0.38,-12.391]],"o":[[0,0],[-6.851,0],[0.38,-12.391],[0.195,-6.326],[0,0],[6.57,0],[0.373,12.128],[0.201,6.596]],"v":[[41.679,222.324],[-41.678,222.324],[-53.821,210.275],[-52.478,166.605],[-40.335,155.255],[40.337,155.255],[52.48,166.605],[53.823,210.275]],"c":true},"ix":2},"nm":"Path 5","mn":"ADBE Vector Shape - Group","hd":false},{"ind":5,"ty":"sh","ix":6,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[7.522,0],[0,0],[0.361,6.2],[0,0],[-6.977,0],[0,0],[-1.743,-9.882]],"o":[[0,0],[1.26,7.144],[0,0],[-6.446,0],[0,0],[-0.391,-6.71],[0,0],[11.822,0],[0,0]],"v":[[187.058,62.369],[194.871,106.687],[182.893,120.35],[103.249,120.35],[91.119,109.301],[88.108,57.531],[100.239,45.172],[163.452,45.172],[187.058,62.369]],"c":true},"ix":2},"nm":"Path 6","mn":"ADBE Vector Shape - Group","hd":false},{"ind":6,"ty":"sh","ix":7,"ks":{"a":0,"k":{"i":[[2.601,16.822],[0,0],[14.314,0],[0,0],[2.109,-13.638],[0,0],[-17.654,0],[0,0]],"o":[[0,0],[-2.109,-13.638],[0,0],[-14.314,0],[0,0],[-2.601,16.822],[0,0],[17.655,0]],"v":[[255.679,224.062],[226.474,35.229],[197.894,11.495],[-197.894,11.495],[-226.474,35.229],[-255.679,224.062],[-227.099,256],[227.098,256]],"c":true},"ix":2},"nm":"Path 7","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":9,"k":{"a":0,"k":[0,0.004,0.749,0.98,0.127,0.063,0.684,0.984,0.254,0.122,0.62,0.988,0.413,0.186,0.549,0.99,0.572,0.251,0.478,0.992,0.702,0.29,0.435,0.996,0.833,0.329,0.392,1,0.916,0.343,0.376,1,1,0.357,0.361,1],"ix":9}},"s":{"a":0,"k":[0,0],"ix":5},"e":{"a":0,"k":[100,0],"ix":6}

1,"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 4","np":8,"cix":2,"bm":0,"ix":3,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[-2.566,16.196],[0,0],[-14.117,0],[0,0],[-2.08,-13.132],[0,0],[17.412,0]],"o":[[0,0],[-17.412,0],[0,0],[2.08,-13.131],[0,0],[14.117,0],[0,0],[2.566,16.196],[0,0]],"v":[[223.982,251.458],[-223.982,251.458],[-252.169,220.707],[-223.365,38.889],[-195.177,16.037],[195.177,16.037],[223.365,38.889],[252.169,220.707],[223.982,251.458]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[1,1,1,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 5","np":2,"cix":2,"bm":0,"ix":4,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":100,"st":0,"bm":0},{"ddd":0,"ind":4,"ty":4,"nm":"sun","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[256,256,0],"ix":2},"a":{"a":0,"k":[0,0,0],"ix":1},"s":{"a":0,"k":[100,100,100],"ix":6}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[-87.89,0],[0,-87.89],[87.89,0],[0,87.89]],"o":[[87.89,0],[0,87.89],[-87.89,0],[0,-87.89]],"v":[[0,-159.14],[159.14,0],[0,159.14],[-159.14,0]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":5,"k":{"a":0,"k":[0,1,0.976,0.875,0.296,1,0.929,0.671,0.593,1,0.882,0.467,0.796,0.998,0.788,0.341,1,0.996,0.694,0.216],"ix":9}},"s":{"a":0,"k":[-161.631,-4.016],"ix":5},"e":{"a":0,"k":[0,0],"ix":6},"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":100,"st":0,"bm":0},{"ddd":0,"ind":5,"ty":4,"nm":"rays 3","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":1,"k":[{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"t":0,"s":[0]},{"t":99,"s":[360]}],"ix":10},"p":{"a":0,"k":[256.635,267.33,0],"ix":2},"a":{"a":0,"k":[0.635,9.33,0],"ix":1},"s":{"a":0,"k":[100,100,100],"ix":6}},"ao":0,"shapes":[{"ty":"gr","it":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[3.926,-3.926],[0,-2.573],[-1.963,-1.964],[0,0],[-3.926,3.926],[3.925,3.926]],"o":[[-3.926,-3.926],[-1.963,1.963],[0,2.573],[0,0],[3.926,3.926],[3.925,-3.926],[0,0]],"v":[[-166.801,-181.019],[-181.019,-181.019],[-183.964,-173.909],[-181.019,-166.8],[-147.552,-133.333],[-133.334,-133.333],[-133.334,-147.551]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":5,"k":{"a":0,"k":[0,1,0.976,0.875,0.296,1,0.929,0.671,0.593,1,0.882,0.467,0.796,0.998,0.788,0.341,1,0.996,0.694,0.216],"ix":9}},"s":{"a":0,"k":[-242.333,-475.596],"ix":5},"e":{"a":0,"k":[0,0],"ix":6},"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,-2.573],[-1.964,-1.964],[-3.926,3.926],[0,0],[3.926,3.926],[3.926,-3.926]],"o":[[0,0],[-1.964,1.963],[0,2.573],[3.926,3.926],[0,0],[3.926,-3.926],[-3.926,-3.926],[0,0]],"v":[[166.801,-181.019],[133.335,-147.552],[130.39,-140.444],[133.336,-133.334],[147.554,-133.334],[181.02,-166.801],[181.02,-181.019],[166.801,-181.019]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":5,"k":{"a":0,"k":[0,1,0.976,0.875,0.296,1,0.929,0.671,0.593,1,0.882,0.467,0.796,0.998,0.788,0.341,1,0.996,0.694,0.216],"ix":9}},"s":{"a":0,"k":[-243.565,-475.597],"ix":5},"e":{"a":0,"k":[0,0],"ix":6},"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 2","np":2,"cix":2,"bm":0,"ix":2,"mn":"ADBE Vector Group","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,-5.553],[0,0],[-5.553,0],[0,5.553],[0,0],[5.553,0]],"o":[[-5.553,0],[0,0],[0,5.553],[5.553,0],[0,0],[0,-5.553],[0,0]],"v":[[0,-256],[-10.054,-245.946],[-10.054,-198.617],[0,-188.563],[10.054,-198.617],[10.054,-245.946],[0,-256]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":5,"k":{"a":0,"k":[0,1,0.976,0.875,0.296,1,0.929,0.671,0.593,1,0.882,0.467,0.796,0.998,0.788,0.341,1,0.996,0.694,0.216],"ix":9}},"s":{"a":0,"k":[-242.949,-671.317],"ix":5},"e":{"a":0,"k":[0,0],"ix":6},"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 4","np":2,"cix":2,"bm":0,"ix":4,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":100,"st":0,"bm":0},{"ddd":0,"ind":6,"ty":4,"nm":"rays 2","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":1,"k":[{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"t":0,"s":[-180]},{"t":99,"s":[180]}],"ix":10},"p":{"a":0,"k":[255.135,267.31,0],"ix":2},"a":{"a":0,"k":[-1.865,-9.65,0],"ix":1},"s":{"a":0,"k":[100,100,100],"ix":6}},"ao":0,"shapes":[{"ty":"gr","it":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[3.926,-3.926],[0,-2.573],[-1.963,-1.964],[0,0],[-3.926,3.926],[3.925,3.926]],"o":[[-3.926,-3.926],[-1.963,1.963],[0,2.573],[0,0],[3.926,3.926],[3.925,-3.926],[0,0]],"v":[[-166.801,-181.019],[-181.019,-181.019],[-183.964,-173.909],[-181.019,-166.8],[-147.552,-133.333],[-133.334,-133.333],[-133.334,-147.551]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":5,"k":{"a":0,"k":[0,1,0.976,0.875,0.296,1,0.929,0.671,0.593,1,0.882,0.467,0.796,0.998,0.788,0.341,1,0.996,0.694,0.216],"ix":9}},"s":{"a":0,"k":[-242.333,-475.596],"ix":5},"e":{"a":0,"k":[0,0],"ix":6},"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,-2.573],[-1.964,-1.964],[-3.926,3.926],[0,0],[3.926,3.926],[3.926,-3.926]],"o":[[0,0],[-1.964,1.963],[0,2.573],[3.926,3.926],[0,0],[3.926,-3.926],[-3.926,-3.926],[0,0]],"v":[[166.801,-181.019],[133.335,-147.552],[130.39,-140.444],[133.336,-133.334],[147.554,-133.334],[181.02,-166.801],[181.02,-181.019],[166.801,-181.019]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":5,"k":{"a":0,"k":[0,1,0.976,0.875,0.296,1,0.929,0.671,0.593,1,0.882,0.467,0.796,0.998,0.788,0.341,1,0.996,0.694,0.216],"ix":9}},"s":{"a":0,"k":[-243.565,-475.597],"ix":5},"e":{"a":0,"k":[0,0],"ix":6},"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 2","np":2,"cix":2,"bm":0,"ix":2,"mn":"ADBE Vector Group","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,-5.553],[-5.553,0],[0,0],[0,5.553],[5.553,0]],"o":[[0,0],[-5.553,0],[0,5.553],[0,0],[5.553,0],[0,-5.553],[0,0]],"v":[[245.947,-10.054],[198.618,-10.054],[188.564,0],[198.618,10.054],[245.947,10.054],[256.001,0],[245.947,-10.054]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":5,"k":{"a":0,"k":[0,1,0.976,0.875,0.296,1,0.929,0.671,0.593,1,0.882,0.467,0.796,0.998,0.788,0.341,1,0.996,0.694,0.216],"ix":9}},"s":{"a":0,"k":[-243.821,-4.016],"ix":5},"e":{"a":0,"k":[0,0],"ix":6},"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 2","np":2,"cix":2,"bm":0,"ix":2,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,-5.553],[-5.553,0],[0,0],[0,5.553],[5.553,0]],"o":[[0,0],[-5.553,0],[0,5.553],[0,0],[5.553,0],[0,-5.553],[0,0]],"v":[[-198.618,-10.054],[-245.946,-10.054],[-256,0],[-245.946,10.054],[-198.618,10.054],[-188.564,0],[-198.618,-10.054]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":5,"k":{"a":0,"k":[0,1,0.976,0.875,0.296,1,0.929,0.671,0.593,1,0.882,0.467,0.796,0.998,0.788,0.341,1,0.996,0.694,0.216],"ix":9}},"s":{"a":0,"k":[-242.077,-4.016],"ix":5},"e":{"a":0,"k":[0,0],"ix":6},"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 3","np":2,"cix":2,"bm":0,"ix":3,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,-5.553],[0,0],[-5.553,0],[0,5.553],[0,0],[5.553,0]],"o":[[-5.553,0],[0,0],[0,5.553],[5.553,0],[0,0],[0,-5.553],[0,0]],"v":[[0,-256],[-10.054,-245.946],[-10.054,-198.617],[0,-188.563],[10.054,-198.617],[10.054,-245.946],[0,-256]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":5,"k":{"a":0,"k":[0,1,0.976,0.875,0.296,1,0.929,0.671,0.593,1,0.882,0.467,0.796,0.998,0.788,0.341,1,0.996,0.694,0.216],"ix":9}},"s":{"a":0,"k":[-242.949,-671.317],"ix":5},"e":{"a":0,"k":[0,0],"ix":6},"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 4","np":2,"cix":2,"bm":0,"ix":4,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":100,"st":0,"bm":0}],"markers":[]}'),y=JSON.parse('{"v":"5.7.1","fr":25,"ip":0,"op":100,"w":512,"h":512,"nm":"plastic_bag","ddd":0,"assets":[],"layers":[{"ddd":0,"ind":1,"ty":4,"nm":"leaf","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":1,"k":[{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.167],"y":[0.167]},"t":24,"s":[0]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":30,"s":[-12]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":39,"s":[14]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":48,"s":[-7]},{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.333],"y":[0]},"t":56,"s":[5]},{"t":60,"s":[0]}],"ix":10},"p":{"a":0,"k":[258,448.852,0],"ix":2},"a":{"a":0,"k":[2,192.852,0],"ix":1},"s":{"a":1,"k":[{"i":{"x":[0.455,0.455,0.667],"y":[1,1,1]},"o":{"x":[0.167,0.167,0.167],"y":[0.167,0.167,0]},"t":24,"s":[0,0,100]},{"t":63,"s":[100,100,100]}],"ix":6}},"ao":0,"shapes":[{"ty":"gr","it":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,-12.811],[0,0],[3.89,0],[3.747,0.365],[0,0],[9.064,9.064],[0,0],[-4.024,4.586],[-4.657,-4.648],[0,0],[0,0],[13.748,13.749],[0,0],[-5.023,4.407],[-4.318,-4.309],[0,0],[0,0],[-6.673,-0.437],[0,-6.103],[0,0],[0,0],[-4.407,-5.032],[4.318,-4.309],[0,0],[0,-19.449],[0,0],[0,0],[-4.586,-4.033],[4.657,-4.648]],"o":[[0,0],[-9.064,9.064],[0,0],[-3.792,0.374],[-3.845,0],[0,0],[0,-12.811],[0,0],[-4.318,-4.309],[4.416,-5.023],[0,0],[0,0],[0,-19.449],[0,0],[-4.657,-4.648],[4.586,-4.033],[0,0],[0,0],[0,-6.575],[6.085,0.393],[0,0],[0,0],[4.648,-4.648],[4.033,4.577],[0,0],[-13.748,13.748],[0,0],[0,0],[4.318,-4.309],[5.022,4.407],[0,0]],"v":[[63.441,89.662],[25.667,127.436],[11.518,161.605],[11.518,189.529],[0,190.092],[-11.402,189.547],[-11.402,161.722],[-25.551,127.552],[-63.164,89.939],[-63.967,74.023],[-47.239,73.461

1],[-11.401,109.299],[-11.401,93.883],[-32.874,42.039],[-63.44,11.465],[-62.887,-5.254],[-46.961,-4.46],[-11.401,31.101],[-11.401,-66.787],[0.822,-78.215],[11.519,-66.394],[11.519,30.993],[47.241,-4.737],[63.96,-4.175],[63.166,11.741],[32.984,41.923],[11.519,93.766],[11.519,109.192],[46.964,73.737],[62.89,72.943],[63.441,89.662]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":3,"k":{"a":0,"k":[0,0.035,0.655,0.427,0.5,0.022,0.531,0.341,1,0.008,0.408,0.255],"ix":9}},"s":{"a":0,"k":[-21.082,164.274],"ix":5},"e":{"a":0,"k":[0,0],"ix":6},"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,-23.999],[36.4,-37.408],[0.011,-0.011],[2.804,-0.398],[1.847,-0.169],[3.89,0],[3.747,0.365],[1.856,0.264],[1.982,2.025],[0.011,0.011],[9.894,23.901],[-4.229,0],[0,68.713],[0.285,3.462]],"o":[[0,48.863],[-0.011,0.011],[-1.981,2.025],[-1.818,0.258],[-3.792,0.374],[-3.845,0],[-1.884,-0.176],[-2.806,-0.399],[-0.011,-0.011],[-19.493,-20.029],[4.122,0.411],[68.722,0],[0,-3.533],[9.546,21.778]],"v":[[82.194,53.565],[24.472,185.167],[24.438,185.2],[17.015,188.887],[11.517,189.529],[-0.001,190.092],[-11.403,189.547],[-17.012,188.888],[-24.439,185.2],[-24.473,185.167],[-69.018,118.934],[-56.483,119.558],[67.946,-4.862],[67.501,-15.354]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":3,"k":{"a":0,"k":[0,0.635,0.902,0.18,0.5,0.322,0.733,0.273,1,0.008,0.565,0.365],"ix":9}},"s":{"a":0,"k":[-119.493,258.406],"ix":5},"e":{"a":0,"k":[0,0],"ix":6},"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 2","np":2,"cix":2,"bm":0,"ix":2,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[36.4,-37.399],[0.011,-0.011],[2.813,-0.401],[5.769,0],[5.55,0.789],[1.988,2.031],[0.011,0.012],[0,48.864],[-15.461,26.943],[-13.399,13.766],[-13.426,-13.802],[-8.992,-15.701],[0,-30.878]],"o":[[0,48.863],[-0.011,0.011],[-1.988,2.031],[-5.55,0.789],[-5.769,0],[-2.814,-0.401],[-0.011,-0.011],[-36.4,-37.399],[0,-30.878],[8.993,-15.702],[13.426,-13.802],[13.4,13.766],[15.462,26.944],[0,0]],"v":[[82.194,53.565],[24.472,185.167],[24.438,185.201],[16.988,188.894],[0,190.092],[-16.988,188.894],[-24.439,185.201],[-24.473,185.167],[-82.195,53.565],[-58.222,-33.724],[-24.473,-78.037],[24.471,-78.037],[58.22,-33.724],[82.194,53.565]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":5,"k":{"a":0,"k":[0,0.635,0.902,0.18,0.377,0.335,0.778,0.304,0.754,0.035,0.655,0.427,0.877,0.02,0.569,0.367,1,0.004,0.482,0.306],"ix":9}},"s":{"a":0,"k":[-86.337,149.087],"ix":5},"e":{"a":0,"k":[0,0],"ix":6},"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 3","np":2,"cix":2,"bm":0,"ix":3,"mn":"ADBE Vector Group","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 1","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":100,"st":0,"bm":0},{"ddd":0,"ind":2,"ty":4,"nm":"circle","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[256,306.852,0],"ix":2},"a":{"a":0,"k":[0,50.852,0],"ix":1},"s":{"a":1,"k":[{"i":{"x":[0.477,0.477,0.667],"y":[1,1,1]},"o":{"x":[0.769,0.769,0.333],"y":[-0.101,-0.101,0]},"t":0,"s":[0,0,100]},{"t":25,"s":[100,100,100]}],"ix":6}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[-65.98,0],[0,-65.98],[65.98,0],[0,65.98]],"o":[[65.98,0],[0,65.98],[-65.98,0],[0,-65.98]],"v":[[0,-48.843],[119.467,70.624],[0,190.091],[-119.467,70.624]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":3,"k":{"a":0,"k":[0,0.973,0.965,0.969,0.5,0.896,0.886,0.945,1,0.82,0.808,0.922],"ix":9}},"s":{"a":0,"k":[-233.914,208.787],"ix":5},"e":{"a":0,"k":[0,0],"ix":6}

1,"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 2","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":100,"st":0,"bm":0},{"ddd":0,"ind":3,"ty":4,"nm":"Capa 2","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[264.739,256,0],"ix":2},"a":{"a":0,"k":[8.739,0,0],"ix":1},"s":{"a":0,"k":[100,100,100],"ix":6}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[17.7,0],[0,0],[4.165,-2.236],[0,-12.451],[0,0],[17.7,0],[0,0],[0,17.7],[0,0]],"o":[[0,0],[-5.059,0],[10.373,5.306],[0,0],[0,17.7],[0,0],[17.699,0],[0,0],[0,-17.7]],"v":[[143.638,-256],[132.016,-256],[118.032,-252.493],[135.509,-223.952],[135.509,223.952],[103.461,256],[143.638,256],[175.686,223.952],[175.686,-223.952]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":3,"k":{"a":0,"k":[0,0.973,0.965,0.969,0.5,0.896,0.886,0.945,1,0.82,0.808,0.922],"ix":9}},"s":{"a":0,"k":[-13.598,-4.016],"ix":5},"e":{"a":0,"k":[0,0],"ix":6},"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[-16.356,0],[0,0],[0,16.356],[0,0],[16.356,0],[0,0],[4.372,-2.237],[0,-11.298]],"o":[[0,0],[0,16.356],[0,0],[-16.356,0],[0,0],[0,-16.356],[0,0],[-5.249,0],[9.303,4.993],[0,0]],"v":[[-142.577,-226.384],[-142.577,-173.176],[-112.961,-143.561],[-72.784,-143.561],[-102.4,-173.176],[-102.4,-226.384],[-132.016,-256],[-143.638,-256],[-158.208,-252.493],[-142.577,-226.384]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":3,"k":{"a":0,"k":[0,0.973,0.965,0.969,0.5,0.896,0.886,0.945,1,0.82,0.808,0.922],"ix":9}},"s":{"a":0,"k":[-160.175,-604.14],"ix":5},"e":{"a":0,"k":[0,0],"ix":6},"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 2","np":2,"cix":2,"bm":0,"ix":2,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":100,"st":0,"bm":0},{"ddd":0,"ind":4,"ty":4,"nm":"Capa 1","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[254,444,0],"ix":2},"a":{"a":0,"k":[-2,188,0],"ix":1},"s":{"a":0,"k":[100,100,100],"ix":6}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[17.7,0],[0,0],[0,-16.356],[0,0],[16.356,0],[0,0],[0,7.208],[7.208,0],[0,0],[0,-7.208],[7.208,0],[0,0],[0,16.356],[0,0],[16.356,0],[0,0],[0,-17.7],[0,0],[-17.7,0],[0,0],[0,17.7],[0,0]],"o":[[0,0],[-16.356,0],[0,0],[0,16.356],[0,0],[-7.208,0],[0,-7.208],[0,0],[-7.208,0],[0,7.208],[0,0],[-16.356,0],[0,0],[0,-16.356],[0,0],[-17.7,0],[0,0],[0,17.7],[0,0],[17.699,0],[0,0],[0,-17.7]],"v":[[143.638,-256],[132.016,-256],[102.4,-226.384],[102.4,-173.176],[72.784,-143.561],[55.771,-143.561],[42.72,-156.612],[29.669,-169.663],[-29.669,-169.663],[-42.72,-156.612],[-55.771,-143.561],[-72.784,-143.561],[-102.4,-173.176],[-102.4,-226.384],[-132.016,-256],[-143.638,-256],[-175.686,-223.952],[-175.686,223.952],[-143.638,256],[143.638,256],[175.686,223.952],[175.686,-223.952]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":5,"k":{"a":0,"k":[0,0.973,0.965,0.969,0.089,0.973,0.965,0.969,0.179,0.973,0.965,0.969,0.589,0.939,0.933,0.965,1,0.906,0.902,0.961],"ix":9}},"s":{"a":0,"k":[-176.69,-4.016],"ix":5},"e":{"a":0,"k":[0,0],"ix":6},"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":100,"st":0,"bm":0}],"markers":[]}'),f=JSON.parse('{"v":"5.5.7","meta":{"g":"LottieFiles AE 0.1.20","a":"","k":"","d":"","tc":""},"fr":29.9700012207031,"ip":0,"op":300.00001221925,"w":1080,"h":1080,"nm":"ideoo iceon svg 2","ddd":0,"assets":[{"id":"image_0","w":206,"h":486,"u":"","p":"data:image/png;base64,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","e":1},{"id":"image_1","w":936,"h":457,"u":"","p":"data:image/png;

1base64,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

1UFyYXAUQwdcD1DcQ0dnJrUjkvHwFcv9BV8x5ofz7cScUSIYCANRk1BNyGRMFFq3a2MNsqyktDOymbFBAveuSjlCraVi1PDUyQZ/ZfDj/da0AVaT7yUVtdL4WPOm/5aBJkn9snFx8ZUAVQonIvh9cmKEzDMfQeEI+up/T95/P0hH72FSzO7V3bQosqB6mj1jM6hm6eNammHQTyEatFEAE31opi3ShABSAArFSAIAaq+pAZuKswKJVGwcYo+vyAKDjV4MC6qo3ttOctnAX1LA6E5bUb2w94kGEc5lk7isnSJK+p1ekIdx9b106LZCNvWOcfr1/grYczNJj+x3/2DgDqifPW+ZY9Kfzwq2pAk7XPCci/QYkVTRIC6C6qA5IjXPnWa28IYJvtZREOlAACkCBWCsAQI119SBzcVBAROjNEg0RE+ea+jlKiwX1os5mumbxNBsERyc4/fbAhBsQydFCfN813eyb+s2tR2jdS+NVi+JrAlSRh0+fPcW4H1VuP1tey9HTr2VJ/CugVf7k0dWwyKBbOvMLFPa1ahequ9vK6QY6W/didc+yk7qwpl59cmFr6k/2cntv6hHvRBrtZUkToDo1wUYsxmBJjUOnWas82BF86RQaWAGX7lppjHShABSAAjFQAIAag0pAFuKrwKJVjw2Qfa5p0J0yLYDqYdjZs5psONWiqdr8JiL6/v0SB2LljwDazzxxmHbaEX5rY0EVyV5xcgtdMb8lckMazXJ6WoCqC6y7Rt39sjEBVK8gb5mToT+dZ4XuTd0/TrRmd462HfL3+/oAHWihgcNnZYuyfrVpb2vYAoFumpbZPZBuPoN+dRVcIHAboKndBRYZGI1YBEiN/CIk6UIngu92WrkC85Yk1RvyCgWgABQoQwF09GWIhlsaX4HTv72x2yI+xBid45KVzleS7UylGtUiZn7FkhQkyQNUPxaU2Wp4yvQMffac6QFI3XE4SwObDztBk2rg4utUDNEHulrpj09oLqtxCmB9/FUXWA/maJ8bYEmudL0mnaLUxoIqo5tjTbUK7k0V1tR7nldNqSm0oHrVAUgt6y2I+U2I4BvzCkL2oAAUgALVUwCAWj0tkVKDKLDolscGuCWspjJ+wIJaDFCFXks7W+jvlkwNtISH9ozZkX1rCaiitua0MrrguCa64LhMUZffQs1V7F99+mCOHn81S1sOchIAWy9A9drhm+29qeHW1N1HOa15jtPuI1704lRaUL1qBaQ2SH+cL8Y/PtRPjHXTyhV9jVY0lAcKQAEoAAVUBQCoaBFQwFVg0U0bu3iGiwi9y7STY4wRU9Pm4hsFUAUkfvC0NnrHScFjacR+1PUvH8u3N9m9tNhigHdTYRdTdxHBvVi4G58106Kz2jN0/qwm6mwtv7v76d4sDT8/QQJc/byoubZ/0x5R7h5U/6VUyzS7lVHfgnBrqgigJCypj77KKcUWVB9SGesbetOsYXRyDaDAtQ8NErEDtHLFQAOUBkWAAlAACkCBAgqUP2ODrFCggRQ4c9Vj/cSZmPi028UK7EWEBTUqoAr5vnrBdOqapgZOEvtRr3tilITLr4J2EbQuB1BVkCSa02rZVtXFM51/ywHWH7yUpbt2OZA9WS6+Jq1EpN93nxgeWfnnr3K65wXuHkcT2HrqL7jkRSrsLRBNfz+nddyDqvRKIh+M2NVDF88SC0/4JFkBRPBNcu0h71AACkCBkhQAoJYkFy5uNAW6Vm/saDmWHSJi71SCsESAJlhQndagWg0dVU6ZkaHPvt4cNOlvNh6mV47mAke+BILpGHqnUiyoOqDqx8wsnCpA1YHVRTMtmpqJ1h16kFpPQBU5XWzeHJYAACAASURBVDDFoqsWMJo/xZzv3UeJbtmZo33j6QZUu41a7OqhNwJSE91/X7v2ADVRNyL4JroWkXkoAAWgQCQFos3IIiWFi6BAshQ445Zf9xIxcXyMbTUFoMogowX/cQRygLRgYCDf0rz8+Bb62JlTAo3CDpr0xKh9ZI2boPyP0Z3ah01DvvJ5U91hiwGqnDFRJgGri1wL66IZhc99/ZsnxmjfuMi/lp8au/iqln1GUzNEfzLPoj/qNHflwuX3lp2cnjmsap2PSp0XqXEtqN4qCmMESE1WF+3nduCBDppoexURfJNagcg3FIACUKA0BQCopemFqxtAAWE1bR7ng4z4VSogSa8DLKhKTasum4WgTHWFvvp15v2oAlKvf2LUjeyrcGrdAFWH5fNnZeiyeU1kglWxH/XB5yfqDqg2mzOic2YyumpBeACl23dzEm6/xuNgXMCv3ILtr2LEycXXA1RXK0BqEvtwRPBNYq0hz1AACkCBshUAoJYtHW5MogKn3fSrHsuyhjjRwnzjN1kGAahVAVSRyP86cwr1HB88o1RYUIUldceotifVcOasl5lquvjKBSx0Duf7FrbQZcer+2lF0KTbdoi9qPW1oHqAKv6d3UL0kS6L5reZu/V1eznd+6IX5EmzNrPGt6Dm8RmW1OR13Yjgm7w6Q46hABSAAhUoAECtQDzcmiwFzhDHxxDZx8fkJ6vSD3Dxra6Lr6fztCZG158zLRA0SXwvIPWbzxyhX+2bCJwrq0fEdWCsdi6+cqOQnzK1yaKbzlOjEosjaL64dTxWgCryPyVD9J4TLXrDLHPX/vMDnIQ1NY0uvto7D0tqkrpvRPBNUm0hr1AACkCBihUAoFYsIRKIuwLi+Jgsyw4TY+fIeYUFVd9NWhtAFZpPb2I0EAKp4vuHnh+nNb8/qiwdxAVQhQ/tmgvblGYeV0D1Min2pIZF+X3mMNEtu5wIv/I7kAoXX7UDAKTGvfP28ocIvkmpKeQTCkABKFAVBQCoVZERicRVgdNueayfce4cH1PQ+oYgSaqFqfIgSfpigLCkfuzMqXTh7CZjc9l5OEvf2naUdhzO2d8DUP0aCS6mSN+F9OLd7RZ9YD6zrar6Z89Rohu2czrqeFfbpJpCQCXidDnOSY1r7y3lCxF8E1BJyCIUgAJQoHoKAFCrpyVSipECIhBS05g4Pobe6U/uC7mHAlBrDagedX7sDLEntTm0tdy7a9y2qI5mvf2S/qX1cPFNogXVAXxG89uIPn6qOXiSgNTB7e5ZqWkFVKIRylHP0MWzNsWo+0JWZAUQwRftAQpAASiQOgUAqKmr8sYvsAiERIwN21ZTeZcgLKhq5bPJc/HVFwkEoApQDfuIvalrto/RhpdFIKL6A+rnlrTSyVPV7vJjG8fIje+Uz6Bu9ZWDLwU6W/di+e9Bq3EwmJHfptWIybqWHswLSBURfk9SvZTty/OQmkupBdU5NmmE5zggNa5DgxPBd5BWruiOaxaRLygABaAAFKiuAgDU6uqJ1OqswOtu+vUgEV0jT/RhQXUqxQRI+t8KapWPbFwocq0ZmkzpnjItQ3+7ZArNaQ0/c3TvWI7u2TWeB9V6WVCvOb2FzutQ8ymOmRl+3vORdTXWBI0DoIqcifNShSU1FFJ3SO6+ZUdR1tA53168TsEM285d6sXBtlrs/F33+4D+7rMNiwHaub6A1Dr33aGPFxF8LdZDn1vRG9csIl9QAApAAShQXQUAqNXVE6nVSYHTv/nLbu4cH2MHQgKgRpn018+C6qGM2Jf67oWt9PYTg8fQyE1JgOr6lydo7QvH7Mi/KvJ49K0BkMomMgYFaL0gIDFGl3Rm6MOnqG7JIsjQP28dp12jUn5iCqgiW2IvaiFIvXGH6+6bTkAVrQWQWqf+u+Bjr10rYggQrVzh/IsPFIACUAAKNLwCANSGr+LGL+DrbvplHxETltP2/PEZUsuGBdVpA3GzoPr1QvYRNH2nttFZ7YaIPlITFvtS/3W7ZFFVSLV2gDo1w+hr57QGAg7pkBpHF1+57qc0EX38FLMl9RcHiO7YIx1BYxgdCluw/SfZtybLguq1pBGe4T1DS7EnNTYjhx3Blw/SyreLbRv4QAEoAAWgQAoUAKCmoJIbtYhdN2zsyLRN2IGQ/DIGXUwBqPEHVI9nxN7UK09uLej2K67deThHNz17lHa5EX8dGKodoIrU33Z8E7335GAEYgGpt24/Ro8fyAUiD8fFxVdeDLAtqQUh1W0v6QRUUYcjOQuQGptx49q1OyiX66V/egcCWcWmUpARKAAFoEBtFQCg1lZfpF4jBUQgpBynIcZoofoIAKqnR/F9ffV38bXzarC0CVB998kt1Flgf6q49fbtY7bb72QAqsjmXxv2onp6bzyQo7ufm6C947ILsl84kwVbKr4jhWnzpRLoS15sCLZ1+V2QrZ0yoIprpmQYffwUZtyTesceImFNLf2YH22RIJkWVK/cgNQa9d0lJ3vtWk4rV2CuUrJwuAEKQAEokFwF0Oknt+5Sm/NTv/mrAWJ0XcEJPVx8IwSeiS+genW7bG5xUH345Qm6+XdHa25BFU1KuPr+w6IWWqBF9PVeRmFN/c

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

1+djchYlEdqC0NuFAvp9QhdWTY/mgeurKdLms6jo5PAG1OgF117qo7N/Za/eYVrG31NnkhNPW+DhTCwQQQKBpBQioTdt0FBwBBBCovsCJ0cTY5FxxT2ohoDrPZofVy/mw+vPLi2HVbfUyAuryA+qWNWG5r3+tfPkjG2Rrd7j6jb54RMJpLXU5NgIIIICALwECqi8mdkIAAQTaQ0AN9/3gprwZT+cWnkkNmSKm+wxEkspk7R7VfO+qM6wumhFQKwuoqnf0c/0x+f2P3CK71hc9HlzLC/EhhvXWkpdjI4AAAgj4ESCg+lFiHwQQQKCNBN64mnzw3anMc4UqhwJu/aL5PYKmIYH5u0mhZ/XU2LS9fE1hI6DqA6qa7OiTm7vtZ0pr8Fyp7gr+DhMi6Yh4HQEEEEBgNQQIqKuhzDkQQACBJhP4+djckbGZ7F5V7EoCamk1VUhVYfXc9bhcm00VvcwyMyIfXheVT23ulgM7161mT2lpMw0bhjHYZJcoxUUAAQQQaFEBAmqLNizVQgABBFYi8PPRRP9oPPduJmcZocJCqS4HDNpDgN3PFjANCRoiI9Nz8ub4jN2z+uZEvGRd1fIHcF/aZun+zbIO6mdvWyuf2tIt+7b1iOo19boRqzqFvXBX0sj592Ym52SwN2qMrPxQHAEBBBBAAIGVCxBQV27IERBAAIGWFHh1dO7IBzcze1ccUI38MGDnpoYCq5B6biJuh9b3bibLGrZCQL17U7d8fFOXfLxP/dlt1zOiErvPLVIYP+1z/wp347nTCsHYHQEEEECgtgL+75C1LQdHRwABBBBoMIHTV9N73pqYOxYNmJ49pCprefegigQ9JllSL6WzOXljIi4XpxLyxnjcDq9qa7aA2hUKyN19XXL7uqgdRguBtLRpO4L5pXvcNidXh6YH1YPW9fhZS2QmlT0aiwT3NdhlR3EQQAABBNpcgIDa5hcA1UcAAQS8BJ47N3PDtCSmZvJ121T49AyohkjA4/1uw1jfm56TkamEqD8v3Zyzhwirntd8cK3/EN9NnWE1NlYGYhEZiEVlMBaRTV1hseuj6fUMa3pQ1fv9juztmF+ntpIreSqZy/zyemrw01uiDO2tBI59EUAAAQRqLkBArTkxJ0AAAQSaV+DFi7OHphK5/fUIqE61QuBTAfXi1GJYVX9X/6bCayKTD69Lt8VbXaWzCe/oiUhXOGAH0O6QKTtiUVkbDogatuu2NUNATWTloc6g8XzzXpmUHAEEEECgVQUIqK3astQLAQQQqILA8dHEnvcmM8dCJXcLw1hcWkb19HndTNQaql4dhirQeQVgVQ3VS+i1hRy9iGqIsHO7qMJrOmf3bKpN/ek82l0buor239wdlr6usOvpAtr6GPbMx16bGuKrq4/fHlS7t9XjYMq/cKwTV5LSEw68cPu60IEqXB4cAgEEEEAAgaoLEFCrTsoBEUAAgdYS+Lvz8dnZdC7qrJXKi2ryJD+b2leFOretKgFVzTTsURznWq26Mgc1w2tVfXTP1Ops/ARUv8+W2kN8PequylLI9y9eTAz/5oc6WVJGdxHwOgIIIIBA3QT8/XRRt+JxYgQQQACBegu8cmnu0Hs30/sJqHmBJg6oidfG5u74OM+d1vsjxfkRQAABBDwECKhcHggggAACngInryb2vHE1fcy5k+o81fUiOtfv1M1YG9J0F4Y1Q2bVEF+vYa5qLVavUcJ2fRw9wp5Dls2ly+Y4bexnULX10QzxDerrY85XWHcjP3klKZMpK7GjyySc8llHAAEEEGh4Ad19reErQAERQAABBGovcOj8zOx0cnGYrzag+nhutFBqdSPSDYnVBlRTM5OwJqDavaJ+hyybalZijyHLIuIM5+VaRzfLrx24Pe7QduD2SuSOk/5iPD1pmtYQM/bW/nPCGRBAAAEEVi5AQF25IUdAAAEEWl7gyKW5Q8OTqf2FTKQLdOrmogtpCwFV9ThqwqGaRMnrhuWcJKlcYwRVqPTo1SztQS09hjp34e1qX8+A6uP5XFVfbX08n6n1LsNc1pKbqZysCZtHt3Sz1mnLf0CpIAIIINBCAgTUFmpMqoIAAgjUSuCV0UT/qcupi5H5obZ+AqquV7RQVhX4dAFV97odYFcwSZKfgKrr9XQGbhWYvbYObSD3MemTRw/qaDybmkxn/+TeWzufqdU1wXERQAABBBCohQABtRaqHBMBBBBoQYG/fWtm7Ppctk9VjYDq3sD2rMR1CqimIZlQwPjLWCTwaAteglQJAQQQQKANBAiobdDIVBEBBBCohsDhS4mn3hxPfW0xoHqFNEO7tmlhkiV1I9I9/qldB1UzZDY/xNe9vPZarR49kmrd17DmmU/nM6yFCYzczric+txMWzJyM2Mf0l57dr7LOBIwMj0d5i86Q/KNO9d3PF+NtuYYCCCAAAII1EuAgFovec6LAAIINKHA985Op2fSlp3FPAOdegZV04uoG7br5IlojqWGE3vd0NSEQl6H8NUjrOsV1bzurE84qJnFV036VHJ9XJnNypnraau3w5xaGzZfj4aMn4QC8qM9W6LHm/BSosgIIIAAAgiUFSCgcmEggAACCPgWePGd2SPnJ9N7CahLyXS9ossNqNGgcTkUMH6USFnf618XIoz6vlrZEQEEEECgGQUIqM3YapQZAQQQqJPA8dHEnp+OJo+pzkKvtUvt5zA1Q2J1gU4NAdYN/S0wqEmHPCdJ0hxL1cdr2RZ7bVNNYXQ9xs4m09X97PW0bOoKHO0OGw+zPEydLnZOiwACCCBQFwECal3YOSkCCCDQvALPnZsZG4tn+jwDqlrbdH7GX7ea6kJaJQFVhUfPdUMNQ/MMahWGLFcwxNer7h1BIzGTla98so/nSZv3U0LJEUAAAQSWK0BAXa4c70MAAQTaVOClkdnHz4ynng54PPVZjR7U/Nqn7rcpdY7Cq+qhWK8OW7uHVLsOqnuDVqMH1Rmgyy3Bo9YuNU1JbOqUO3b0Rkfa9PKi2ggggAACbS5AQG3zC4DqI4AAAssR+MG5mRtjM5mY23vVzUW31mdY08OqQtxKekWdZVPH8p7FV6Qwq3C5Oqn6rLhHWFOf8WQu0xs1BxnSu5wrkvcggAACCLSKAAG1VVqSeiCAAAKrKPDSSOKp164l7SVn3AIdAbVYxu7l9bjrdgSNJ+7uizyzis3IqRBAAAEEEGg4AQJqwzUJBUIAAQSaQ+BbZ/JLzqQtS3KWVVRodXPRTSqkC7BqiK+2B9Vr7VJZ7DW11w31YFXroHpN6mT3oGonSfI+h1dAjUXM4bs2Rgabo+UpJQIIIIAAArUTIKDWzpYjI4AAAi0tcPj92cfPXE0/rZ6dzCwjoEY0gU+ts+q1iwp8Kxm262wce1Zij5P5DaheDe41ZHnrmtBnBlhCpqU/L1QOAQQQQMCfAAHVnxN7IYAAAgiUEXju3MyNkZuZGAFVZLnP1PZGzOGPbqL3lA8YAggggAACSoCAynWAAAIIILBsAdWL+uPR1NPJbJkhvrplZnRDZnVrl5pqZl73oqvDr7RXtHB0e9InzTIyuiHN5XqE4xlLbukyH9qztfP5ZTcCb0QAAQQQQKCFBAioLdSYVAUBBBCoh8DfvB1/7RcTqSHnue1nUAmoRc1RLqAappH4te2dnfVoN86JAAIIIIBAIwoQUBuxVSgTAggg0EQCr4wm+n88mno3mbWMdM4S1Zeqbi4qkHltqsfR6yZkT5LksYc6/kp6UFXZdL2ehU7efH28b5m6SZ/KBdT1XYEX7umLHGii5qaoCCCAAAII1FSAgFpTXg6OAAIItIfA4UuJp85cS33tRionueLRvq4AHbp1UDVDfNW6pUHNEF+vkJzv5fW+Daohwn5vlBHNsVR5SzPu1jXBh4b6Ohje2x4fE2qJAAIIIOBDwO9918eh2AUBBBBAoJ0F/n44/tqpa6khAmr5q6A0oEZCRua+7Z2hdr5mqDsCCCCAAAKlAgRUrgkEEEAAgaoJfPeX07MTiVxUzZk0mcotOa4zpGlGzNrrknouM2N4LzOjOmj9rF3qVXl7GLLPO6VuuLB63VmfDZ2B4V+9Ncrap1W7+jgQAggggEArCPi87bZCVakDAggggECtBdTzqOcm0hcmk1bwylx2yelUYNSMhF14z0oDqgqDYY90aa9tqhlmrIYA+71RVhpQ+3uC3/l4X+TRWrcJx0cAAQQQQKCZBPzed5upTpQVAQQQQKCOAkc/mH3wzNXMX78fzyzcYwqPpVYzoKqgq3pk3TY1R5M2NFYxoOqeV3XWXXns7A099NGNPH9ax0uVUyOAAAIINKAAAbUBG4UiIYAAAs0uoELqyGT22RvJXHQ6nZOJZH64b7mJgpx1VZMe6WbLLezvaxZfTQ+qbuZd1cPqPdPw0omP3NrOWffJtGV9dfdazTzHzX4VUH4EEEAAAQQqFyCgVm7GOxBAAAEEfAio4b6XprOnz0+lYwTU4nBumMbkQ7u6e30wsgsCCCCAAAJtJUBAbavmprIIIIDA6gv8aDh+6LWJ9ANqnVTVZeg18ZF6zfQ5K5FlWbJ0GqbF+qlzeU2SpG6Auh7UsKYHNb+2qfcw48LLakhy4YnW3mjg6G/t6Ny3+q3BGRFAAAEEEGhsAQJqY7cPpUMAAQRaQkD1pk7NWX85cjPz2VTW8n3v6Q4ZmXWRwE

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","e":1},{"id":"image_2","w":167,"h":203,"u":"","p":"data:image/png;base64,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

1hv6rYCzDZ0cfMXw1H3DZDWDaV4yNr9VBbz/bpWdahER/nAuf8BLV9IWcHJ62OA9fzN137AlAmDGhH3wU4+Q5EkqDHZVCqpphJo4nr5OPBV14YCGunpw6nwcXncXcBoET1UUwBRBMAMP+cM+kE6nChkKQpWI5mXzkHMBUN2nArWHQyYR2S6cSd9XLJlTEWXod4BJLphxY+v9hv+eZslY9Qk4K279kgKg+xw+mLJonp2K6iJI9+Cl874CTkPwxRUDMKWghvPTYtOFPNwriE5RQABE/hCQnulUuNpOhYnBEZyomwdnQnt6dqehvEmc+rYBg/y94q8dVe4HMwhAYI7c/XmFkNTH6NUTUhBUfEIAtJ7DO3q5UlPW1Xpwdirs4/F6xN8GQXRop6GUiIxuzB84WdcIYJKgB/jgLIIKOFcwehXS6Y8K2zNs8DkSNvic3zGL6zu0ouLWSeX5x/TN7om1m5H+O/XF6MbU7+iqAgAmVLnKxooCB3Cq1Lr37O9t4UgpB7gYz9/fgZx6Be9BnTgDjQ+mFmpuaKykkrT1k8XWYPPMfyBCYnKA8CQa7u23POTi67ggiaDeW8oPIYkvxZvfWdZQ6QtyUV6qPP/Gx9lyo9j4qSKpglk4PTCDparADBvE0xy7U+0Z445X7NaFcypYdUCF1OQE3vE5AU49s6FVoiLG+WlDh2lxpL1ZCnJYGsBs9srDK8kFFcHuM5jSE3YnJCgbOA31Dyi5JgbA5EwQqCTqp9eZ2RYc9pHkEJ1sq/RXU2MDgmwsFHZ2SKoA5Np/r7Zs6mFUHR47bM+4cqPsW5WdCqkJta66IP9OGghtSUGzn1l7j7H028tacgJMApi+rbuNDnH/hwtrmBPyKoZqBzhztrXoGAX3G0WQpVL9kJowLzgXJgQWvXSe1gj/kMXef1q3CccZGrmWLZwAU7pgKlVqQlDPsmyWlwzVDsnV+iGEx1KVdrEgx+btZSKC9+vOpYd/tHLrZwx56stWrW+YGusv1cFUZuFoUakaoEJycmw+OCPH7Ga3JS2op1u88BHMCk+lq7SE6iMWgjZ+xpCnvizhBJgWE0zVYHiiLmpQYe+dyXSMoNrD5rTD1WeruvbXgTOF6n10CGWlnUv3yqrapTN3GTybfdmp9Y1T97sJW+NVpkqKcCXqayyb5ZRgrj3olCg/DrcSwWDUqxULT7y6Q2L75/j572u2F5znBM1+1qAztOwkJ8BEprdW7zc7ULF0juMYQb36Vbv2x+E2CnPoXEcIUrPiNl3l+UdGDBqcir3/bNAZWlZwbsDsDwnfCqOQr9/5Jz1Q4zoRgCHm+doSb8boJVe1q8CMk3CnMyU1WnncDWGpPH+WRBVy9F8MbGrzj8qyUOsbpsY2SJJfYnVyQ1V63aQHa9g7XgtgGD39CkO1x4GLBR6nM8NH85IZ2wy8MKoZ0rbX7BoydwbRspCcG6bGBmySoXvLubAu3pcMVKhZeM+qCzbn8ZCQklql1u/ArBQ36A6pGRU+ipNeEep/7oF19/Sr2qf7O+N71i0yP/fDM6+RxIliF6RRleGDxQcVqv11DNUOr/l3ipBSFKiwNV/NlJqYqmx2hJLHU+v1EXt3GbY3l7zk/ItH74fEXDwCmhmjzEKiAk7OttwXaxbVmPX0gwowuQuK4Xg1luoFZAlntX8QHCHl6K6h9EkUgmJtyUrOPz94/zYSdFeUpFHFKCOfa7FJXdnR6NlwKdRvSWfTm+qas0XrMjoFrIAeISvOhf1LYVtEwiQVF1RLmrc3l6zkvAVbLCTHM28mLUvVDzDPZNidmEr0vOhQcyIEVEhNLPLgXC/7pGYcAK19Ean65/510Ly9uSThvAWLOWTdAQqXBs1D2KI6mCo1TuWEQQ7pdk4pag5osU5YPufZnUrzQpDjAGEOn3NBaiIiEKUVlO9rfMuLoEpJuz83dI+RbRlLWq3DAZqX8ogguiBssLQlo+8B7WdD1P+5pZrS7gRmv6lZ7KV7UOeYruRcx5yge/1mE+1xypF0678NbcLkhvGL2Szj782kwJsfvX+PIHIyC0dJh7jfVAOW1k59nWWzVsgDTr8sjKoXHKDXMEwFtBnL4oKLS7gSNA6SHmkZnU/njl0mAGVV6M0H79sihfiYCjC+6mquqQn1jzgkJ9zzoi0aWUHi2gN1riM1vW0YYZIzyUcrBB363LpNg1mN6ZKQnDdPjQ1KSVO6U4/tBhVz7ByvGjZnfRFIdPwR6zXPYkpN2LFwhPz6XPURc6SqkDT670ObUufhjIK76+EcnBrr75V0tNUB4gfJ4ySJahB1JCo8aqh21YVZouMuTIvlN7cHU6Kc5A1410s29imFOEJM5y8KVCmtVf8xNIq+z+TqejhvfHRsj3TtzGiQ6gMLaXOqwGIM6ajN3zOdA44UCQU8MPiwEc9lwon1nWFlokhAzvXQIYFftltX2be0SR/UmQcHNw1kQqVbaFfDef3BsRES9cOo4iQchvmNpVrLqnQ4Cb+uWU1Z31SSMjGobiVXMsJJkJwenGG2IMfr9557PuBcsbQEA1QhxfYHh+4eKeAM6YEbsAfIpu82/RTRqW8q1SJnZ6Bkn3MBVYEZ9yVzn11ZVsc653xwBsvFIhKO3Yp+QUD/mGJnp9LujujTkrTWfH5oFOsWMru6UnLCzizZ5OwBipJknihF9g2VKsWi2+dqCJNnb6euYsKJsE9wcFBDSE1OkgT0C0JS/k+B+wEFaWs8twjq7BcGNxnbAhxFd1fCee3BMXiIkfPm/ka9oVSjMxhe7U9rJSdAHeWApB5YdwTezIATwfKgWsf7EYo6gzlNCamJxctJ2xOn/i2i0S9k6KVHCpzMZLShggcPjA0KC2GjxSsOHKhR1oILKeg3jvQMK9eMRIVD9kbG0jmoYidg7lOpmKbkSk2YKr+uwe1rvZLC6u/jEmXrpXclnFDnZFPo+syoBp1bstk22rOu9AyTGiYGFduE36ADp48tbPXg7EXCIyqHqrWv+B+fIJr5r6FsvfSuhHPtI2N7hKD3q1Ssv3FwIDhOCJ6BI/KrWklj3pk/qCgf4R/OyiR42P7cnQgd4SPjXLgLbYharxk18Bof3+h/t0Glx5kVnH5o6z3XPDK2QQhq2QfEARVOCGdHIgb0J5Vy3YlghFOaO1ANKgDj1APhLThp3gVTgLuQGLNL5uK3rW2qkXXmHoN70+Mg6gqHCOrcthdngdRff/0Or3EAguMl45kXbIuwGr3pYoIaByus2bcwnCGU8Wx10fbFHvSzGYF7PIftxb9w7WbVR6sMIbkd4JeogmjvF4fM5UJSSbeugPPqg2PbhOud63dqvQsuLleJc9QJ9nH/uNq8TazlnUxY/QMLlc6ZC8fM1S/cjwOfyAVlvdBRU2IG7XqGfpONf7RIbPzi0OgeFVSmfs89nFcfGBsk1ztXSYM4iYq0MBxPGWX8vFZykrqG2T1JQAVkbylXWfFJeOovulOXmD/H9g7OBShhDkT1gb6Z0vLW2T1Dd2ce2/S/NddwQp1XHO9c+HZP1gcrrOIqqQrpyVliBkCgHlUfAxdUmBXnM6Yt6x9GfToVYac3MZ0g74Oqetk7AlwF62mJ+ukafe7ZRMgjCqzxb1ggcsLJuFxfU+qT/lv3DG3awvlQTN2TazivPDC2RQjxsXj7LxzWsIadU7Lp9Uz77WnPMWqxver/oALXL6kgAfFHdWGu/2euvXl+yWZlqEOZ2BTnSduwdsOC9Q5SwEkfHOcKkP62aZemWLUnwxVIYX2TWziv3D82QJZomjtXS6p4UDEob2c6JbD7TK0cR0IFLDxRXXDGsO4SJgjXCQLyR6utAXcneaxVz5vEiRCE1Q2mwvN1E2Pv/wzdbSwprKofIk0T7oNZ3/eeg2PTJEVjz7mOpKrXLRzUVczpTOyAnPXNGKlMhqgOxXNIE/NWxUcByJ51HTGufYp3Ah7PPsbfEeiHh89NS6Max1/ZFi1Ia+P/ttERyjWc7z44NkwaW3t1JCrm2QEo5/q+q9qVH0aE6ver/7NL8dLwl3DCpHCmKLnz54iFep49oEQ0gJOsltN2757na9bz/zm06RydZ0zdmzu1PjA11t9Xs44Kks7W3uClAoUD6mU9VeUuSLwXS+ka2xt8FVHVIerLD5tK9XZbYqHHqZakC5gfDt4xW7OcxSrIJsLZm5QEmt/VrInPD226PcmzaZ/JHZzvemRsm0WiseLIL31MgYoFv5w1kXA0jkYuBqnXRhdUqHiAVBI4JKDuFUOOI7K6ihmLxXvx0WCKk7sYJCkoJ4hWf3bt5ieTPp/muVzB+e6psZV2TfzM3yDdwec8izWenKVrgOZ7lTL/jKDASOjYqSq17y8a0hbTlFynKSkgJyQ9/dl1my9J+nza53IF57t0naAUp+4O9FZYqv2H1VLTPLcOcHEfil/1I8zDndrEc8h1lNQD5wKDUNLxilz94PWdkZpxGpPbBmP3vRMzQUI46zSzACAIClYqcTaJ/ca2GjMvSaW46jl48txcR4CGE6dMMjAI/kMqwzE7bovdk9fenUmaGW7dciM5r3hk7GjzTFC4TeeXOBwVHmWnIijOWUoHRwXrPH0zJYlszah6v75ks7YLe88DHu42jSgIUAbsVWQ3hsePeGbzbJBzjPHQvqFRbIXp2JULOC93Q0cqCWNSomJ6EF676oLdObPgHhToViApqEGtgLDPhcxJATyL7Rv9zG0awXZBKmK9ah3KxRYE24LnJNGh/dfenVkmD1WfR33I3OeM3YfQkVW1jpJoDh21A9TVPZhrVy+sgFPkJcBqNNxXwaSwXqShzr2FHdylf149EXF4QdZDTtw+FYI6LjVzYXNefmD7FknSmT9vdF6gF7mdGqXCo77Et5VrrLPRf1gtqw9P1ZSqOvP8qP9PqiXHgePCiVkj2MvV4IGrLfVsMZ8O7b92tONSs+NwQmoSpCbRGZHSJyNQ0XjMd5/HWPnzq5rlbH3g2ruty9Oap1KhziE1uRcWdXjL4S5hTCD80l0XoPqoQ5fRCbr1wNBoJikNue3NhVofcKQmxWSGC8yPK0AN+9ri7FTMQb+9rLY7sacHazw55be8L0SiXlxuzT4SNXBIwoXFzx7KmDyIW5cKMBGgV4IZFhURNPvItaNtXbMZB2zHHKKBybGVsmw1BdyjRHlWUhVO0RqGU4TQyjOV1kNUVACEgQppzUnm5Q0atmwE9wRh1RJ2cfo3MgNeJFEIm27lflSC6NYD1+VDanZUrV+2f/suEmFH/TV/S9EA6EnVqHLe3YtVlPEXPNynXDjTRAywdO5ChqT2aoMldDApoi7/yiMArPpYFGbJ7MHr8iM1OwY

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","e":1},{"id":"image_3","w":119,"h":212,"u":"","p":"data:image/png;base64,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","e":1}],"layers":[{"ddd":0,"ind":1,"ty":2,"nm":"pen","parent":2,"refId":"image_0","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":1,"k":[{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":0,"s":[0]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":9.609,"s":[10]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":18.016,"s":[3]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":27.625,"s":[6]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":36.033,"s":[0]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":44.44,"s":[8]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":49.245,"s":[13]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":56.451,"s":[4]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":63.658,"s":[-3]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":74.468,"s":[0]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":84.076,"s":[10]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":92.484,"s":[3]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":102.093,"s":[6]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":110.5,"s":[0]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":118.909,"s":[8]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":123.713,"s":[13]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":130.919,"s":[4]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":138.126,"s":[-3]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":145.333,"s":[0]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":152.539,"s":[0]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]}

1,"t":162.148,"s":[10]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":170.555,"s":[3]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":180.164,"s":[6]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":188.571,"s":[0]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":196.979,"s":[8]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":201.784,"s":[13]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":208.99,"s":[4]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":216.196,"s":[-3]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":227.006,"s":[0]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":236.615,"s":[10]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":245.023,"s":[3]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":254.631,"s":[6]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":263.039,"s":[0]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":271.448,"s":[8]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":276.251,"s":[13]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":283.458,"s":[4]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":290.665,"s":[-3]},{"t":297.871262132545,"s":[0]}],"ix":10},"p":{"a":1,"k":[{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":0,"s":[562.294,296.689,0],"to":[0,0,0],"ti":[6,10.5,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":23.054,"s":[510.294,289.189,0],"to":[-6,-10.5,0],"ti":[9,4.5,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":29.303,"s":[485.794,284.189,0],"to":[-9,-4.5,0],"ti":[20,-3,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":34.893,"s":[468.794,271.189,0],"to":[-20,3,0],"ti":[9,13,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":42.968,"s":[435.294,267.189,0],"to":[-9,-13,0],"ti":[-4,10.5,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":48.736,"s":[417.294,265.189,0],"to":[4,-10.5,0],"ti":[20,-2.5,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":57.961,"s":[393.294,256.189,0],"to":[-20,2.5,0],"ti":[0,0,0]},{"i":{"x":0.667,"y":0.667},"o":{"x":0.333,"y":0.333},"t":71.994,"s":[371.419,259.064,0],"to":[0,0,0],"ti":[0,0,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":74.468,"s":[371.419,259.064,0],"to":[0,0,0],"ti":[-20,2.5,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":88.5,"s":[393.294,256.189,0],"to":[20,-2.5,0],"ti":[4,-10.5,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":97.725,"s":[417.294,265.189,0],"to":[-4,10.5,0],"ti":[-9,-13,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":103.494,"s":[435.294,267.189,0],"to":[9,13,0],"ti":[-20,3,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":111.569,"s":[468.794,271.189,0],"to":[20,-3,0],"ti":[-9,-4.5,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":117.159,"s":[485.794,284.189,0],"to":[9,4.5,0],"ti":[-6,-10.5,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":123.408,"s":[510.294,289.189,0],"to":[6,10.5,0],"ti":[0,0,0]},{"i":{"x":0.667,"y":0.667},"o":{"x":0.333,"y":0.333},"t":146.461,"s":[562.294,296.689,0],"to":[0,0,0],"ti":[0,0,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":152.539,"s":[562.294,296.689,0],"to":[0,0,0],"ti":[6,10.5,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":175.593,"s":[510.294,289.189,0],"to":[-6,-10.5,0],"ti":[9,4.5,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":181.841,"s":[485.794,284.189,0],"to":[-9,-4.5,0],"ti":[20,-3,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":187.431,"s":[468.794,271.189,0],"to":[-20,3,0],"ti":[9,13,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":195.506,"s":[435.294,267.189,0],"to":[-9,-13,0],"ti":[-4,10.5,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":201.275,"s":[417.294,265.189,0],"to":[4,-10.5,0],"ti":[20,-2.5,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":210.5,"s":[393.294,256.189,0],"to":[-20,2.5,0],"ti":[0,0,0]},{"i":{"x":0.667,"y":0.667},"o":{"x":0.333,"y":0.333},"t":224.533,"s":[371.419,259.064,0],"to":[0,0,0],"ti":[0,0,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":227.006,"s":[371.419,259.064,0],"to":[0,0,0],"ti":[-20,2.5,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":241.039,"s":[393.294,256.189,0],"to":[20,-2.5,0],"ti":[4,-10.5,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":250.264,"s":[417.294,265.189,0],"to":[-4,10.5,0],"ti":[-9,-13,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":256.033,"s":[435.294,267.189,0],"to":[9,13,0],"ti":[-20,3,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":264.108,"s":[468.794,271.189,0],"to":[20,-3,0],"ti":[-9,-4.5,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":269.698,"s":[485.794,284.189,0],"to":[9,4.5,0],"ti":[-6,-10.5,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":275.946,"s":[510.294,289.189,0],"to":[6,10.5,0],"ti":[0,0,0]},{"t":299.00001217852,"s":[562.294,296.689,0]}],"ix":2},"a":{"a":0,"k":[206.09,486.198,0],"ix":1},"s":{"a":0,"k":[100,100,100],"ix":6}},"ao":0,"ip":0,"op":300.00001221925,"st":0,"bm":0},{"ddd":0,"ind":2,"ty":2,"nm":"book","refId":"image_1","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":1,"k":[{"i":{"x":0.833,"y":0.833},"o":{"x":0.167,"y":0.167},"t":0,"s":[601.17,579.231,0],"to":[0,0,0],"ti":[0,0,0]},{"i":{"x":0.833,"y":0.833},"o":{"x":0.167,"y":0.167},"t":33.223,"s":[601.17,595.231,0],"to":[0,0,0],"ti":[0,0,0]},{"i":{"x":0.833,"y":0.833},"o":{"x":0.167,"y":0.167},"t":68.659,"s":[601.17,575.231,0],"to":[0,0,0],"ti":[0,0,0]},{"i":{"x":0.833,"y":0.833},"o":{"x":0.167,"y":0.167},"t":98.559,"s":[601.17,595.231,0],"to":[0,0,0],"ti":[0,0,0]},{"i":{"x":0.833,"y":0.833},"o":{"x":0.167,"y":0.167},"t":133.996,"s":[601.17,575.231,0],"to":[0,0,0],"ti":[0,0,0]},{"i":{"x":0.833,"y":0.833},"o":{"x":0.167,"y":0.167},"t":165.004,"s":[601.17,595.231,0],"to":[0,0,0],"ti":[0,0,0]},{"i":{"x":0.833,"y":0.833},"o":{"x":0.167,"y":0.167},"t":200.441,"s":[601.17,575.231,0],"to":[0,0,0],"ti":[0,0,0]},{"i":{"x":0.833,"y":0.833},"o":{"x":0.167,"y":0.167},"t":232.555,"s":[601.17,595.231,0],"to":[0,0,0],"ti":[0,0,0]},{"i":{"x":0.833,"y":0.833},"o":{"x":0.167,"y":0.167},"t":267.993,"s":[601.17,575.231,0],"to":[0,0,0],"ti":[0,0,0]},{"t":299.00001217852,"s":[601.17,579.231,0]}],"ix":2},"a":{"a":0,"k":[467.964,228.42,0],"ix":1},"s":{"a":0,"k":[100,100,100],"ix":6}},"ao":0,"ip":0,"op":300.00001221925,"st":0,"bm":0},{"ddd":0,"ind":3,"ty":4,"nm":"bg4","parent":2,"sr":1,"ks":{"o":{"a":0,"k":60,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[752.651,288.788,0],"ix":2},"a":{"a":0,"k":[40.797,27.457,0],"ix":1},"s":{"a":0,"k":[100,100,100],"ix":6}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[37.302,63.843],[-19.881,-35.736]],"o":[[0,0],[19.879,35.734]],"v":[[-40.797,-9.541],[36.873,-12.247]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.505999995213,0.827000038297,0.964999988032,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[40.797,27.457],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":300.00001221925,"st":0,"bm":0},{"ddd":0,"ind":4,"ty":4,"nm":"bg3","parent":2,"sr":1,"ks":{"o":{"a":0,"k":60,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[694.497,314.414,0],"ix":2},"a":{"a":0,"k":[25.258,28.104,0],"ix":1},"s":{"a":0,"k":[100,100,100],"ix":6}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[60.056,-1.269],[-33.22,0]],"o":[[0,0],[33.22,0]],"v":[[-25.057,28.104],[3.698,-28.104]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.426999978458,0.760999971278,0.545000023935,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[25.258,28.104],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":300.00001221925,"st":0,"bm":0},{"ddd":0,"ind":5,"ty":4,"nm":"bg2","sr":1,"ks":{"o":{"a":0,"k":60,"ix":11},"r":{"a":1,"k":[{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":0,"s":[0]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":130,"s":[38]},{"t":299.00001217852,"s":[0]}],"ix":10},"p":{"a":0,"k":[543.97,584.287,0],"ix":2},"a":{"a":0,"k":[293.367,295.66,0],"ix":1},"s":{"a":0,"k":[100,100,100],"ix":6}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":1,"k":[{"i":{"x":0.66

17,"y":1},"o":{"x":0.333,"y":0},"t":2,"s":[{"i":[[0.565,167.947],[-361.052,144.052],[199,-159.277]],"o":[[-0.565,-167.947],[361.054,-144.052],[-199.923,160.016]],"v":[[-309.405,87.66],[10.205,-265.359],[159.03,222.99]],"c":true}]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":47.379,"s":[{"i":[[0.565,167.947],[-206.779,4.876],[199,-159.277]],"o":[[-0.565,-167.947],[293.825,-6.928],[-199.924,160.016]],"v":[[-327.405,107.66],[58.205,-261.359],[145.03,266.99]],"c":true}]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":99.479,"s":[{"i":[[0.565,167.947],[-206.779,4.876],[199,-159.277]],"o":[[-0.565,-167.947],[293.825,-6.928],[-199.924,160.016]],"v":[[-283.405,61.66],[134.205,-263.359],[191.03,266.99]],"c":true}]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":149.899,"s":[{"i":[[0.565,167.947],[-198.556,-57.936],[207,-101.277]],"o":[[-0.565,-167.947],[325.825,95.072],[-230.02,112.54]],"v":[[-261.405,-6.34],[134.205,-263.359],[161.03,226.99]],"c":true}]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":203,"s":[{"i":[[0.565,167.947],[-206.779,4.876],[199,-159.277]],"o":[[-0.565,-167.947],[293.825,-6.928],[-199.924,160.016]],"v":[[-327.405,107.66],[58.205,-261.359],[145.03,266.99]],"c":true}]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":255.1,"s":[{"i":[[0.565,167.947],[-206.779,4.876],[199,-159.277]],"o":[[-0.565,-167.947],[293.825,-6.928],[-199.924,160.016]],"v":[[-283.405,61.66],[134.205,-263.359],[191.03,266.99]],"c":true}]},{"t":297.000012097058,"s":[{"i":[[0.565,167.947],[-361.052,144.052],[199,-159.277]],"o":[[-0.565,-167.947],[361.054,-144.052],[-199.923,160.016]],"v":[[-309.405,87.66],[10.205,-265.359],[159.03,222.99]],"c":true}]}],"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.20800000359,0.705999995213,0.905999995213,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[293.367,295.66],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":300.00001221925,"st":0,"bm":0},{"ddd":0,"ind":6,"ty":4,"nm":"bg1","sr":1,"ks":{"o":{"a":0,"k":60,"ix":11},"r":{"a":1,"k":[{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":0,"s":[0]},{"i":{"x":[0.667],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":135,"s":[-22]},{"t":299.00001217852,"s":[0]}],"ix":10},"p":{"a":0,"k":[236.473,582.509,0],"ix":2},"a":{"a":0,"k":[171.13,163.116,0],"ix":1},"s":{"a":0,"k":[100,100,100],"ix":6}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":1,"k":[{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":0,"s":[{"i":[[26.299,-10.255],[94.547,199.312],[-113.965,-90.172]],"o":[[-26.299,10.255],[-94.547,-199.316],[113.966,90.173]],"v":[[70.827,159.236],[-148.927,2.799],[101.492,-104.526]],"c":true}]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":42.893,"s":[{"i":[[58.173,-21.335],[-10.353,175.185],[-113.965,-90.172]],"o":[[-90.588,33.223],[13.014,-220.219],[113.966,90.173]],"v":[[70.827,159.236],[-148.927,2.799],[101.492,-104.526]],"c":true}]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":85.785,"s":[{"i":[[58.173,-21.335],[-10.353,175.185],[-113.965,-90.172]],"o":[[-90.588,33.223],[13.014,-220.219],[113.966,90.173]],"v":[[70.827,159.236],[-157.021,27.829],[80.853,-89.626]],"c":true}]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":130.108,"s":[{"i":[[58.173,-21.335],[-25.703,173.599],[-86.389,-104.461]],"o":[[-90.588,33.223],[28.968,-195.655],[92.615,111.99]],"v":[[70.827,159.236],[-157.021,27.829],[80.853,-89.626]],"c":true}]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":173,"s":[{"i":[[58.173,-21.335],[-25.703,173.599],[-86.389,-104.461]],"o":[[-90.588,33.223],[28.968,-195.655],[92.615,111.99]],"v":[[55.05,183.133],[-143.747,15.837],[106.613,-73.121]],"c":true}]},{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":209,"s":[{"i":[[58.173,-21.335],[-10.353,175.185],[-113.965,-90.172]],"o":[[-90.588,33.223],[13.014,-220.219],[113.966,90.173]],"v":[[70.827,159.236],[-148.927,2.799],[101.492,-104.526]],"c":true}]}

1,{"i":{"x":0.667,"y":1},"o":{"x":0.333,"y":0},"t":251.893,"s":[{"i":[[58.173,-21.335],[-10.353,175.185],[-113.965,-90.172]],"o":[[-90.588,33.223],[13.014,-220.219],[113.966,90.173]],"v":[[70.827,159.236],[-157.021,27.829],[80.853,-89.626]],"c":true}]},{"t":299.00001217852,"s":[{"i":[[26.299,-10.255],[94.547,199.312],[-113.965,-90.172]],"o":[[-26.299,10.255],[-94.547,-199.316],[113.966,90.173]],"v":[[70.827,159.236],[-148.927,2.799],[101.492,-104.526]],"c":true}]}],"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.426999978458,0.760999971278,0.545000023935,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[171.128,163.116],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":300.00001221925,"st":0,"bm":0},{"ddd":0,"ind":7,"ty":2,"nm":"leaf2","parent":2,"refId":"image_2","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[290.192,41.478,0],"ix":2},"a":{"a":0,"k":[28.334,171.132,0],"ix":1},"s":{"a":0,"k":[100,100,100],"ix":6}},"ao":0,"ef":[{"ty":5,"nm":"Wiggle - rotation","np":4,"mn":"ADBE CM WiggleRotation","ix":1,"en":1,"ef":[{"ty":0,"nm":"Wiggle Speed (wigs/sec)","mn":"ADBE CM WiggleRotation-0001","ix":1,"v":{"a":0,"k":0.5,"ix":1}},{"ty":0,"nm":"Wiggle Amount (degrees)","mn":"ADBE CM WiggleRotation-0002","ix":2,"v":{"a":0,"k":7,"ix":2}}]},{"ty":5,"nm":"(Transform)","np":14,"mn":"ADBE Geometry2","ix":2,"en":1,"ef":[{"ty":3,"nm":"Anchor Point","mn":"ADBE Geometry2-0001","ix":1,"v":{"a":0,"k":[0,0],"ix":1,"x":"var $bm_rt;\\n$bm_rt = $bm_transform.anchorPoint;"}},{"ty":3,"nm":"Position","mn":"ADBE Geometry2-0002","ix":2,"v":{"a":0,"k":[0,0],"ix":2,"x":"var $bm_rt;\\n$bm_rt = $bm_transform.anchorPoint;"}},{"ty":7,"nm":"Uniform Scale","mn":"ADBE Geometry2-0011","ix":3,"v":{"a":0,"k":1,"ix":3}},{"ty":0,"nm":"Scale Height","mn":"ADBE Geometry2-0003","ix":4,"v":{"a":0,"k":100,"ix":4}},{"ty":0,"nm":"Scale Width","mn":"ADBE Geometry2-0004","ix":5,"v":{"a":0,"k":100,"ix":5}},{"ty":0,"nm":"Skew","mn":"ADBE Geometry2-0005","ix":6,"v":{"a":0,"k":0,"ix":6}},{"ty":0,"nm":"Skew Axis","mn":"ADBE Geometry2-0006","ix":7,"v":{"a":0,"k":0,"ix":7}},{"ty":0,"nm":"Rotation","mn":"ADBE Geometry2-0007","ix":8,"v":{"a":0,"k":0,"ix":8,"x":"var $bm_rt;\\n$bm_rt = wiggle(effect(\'Wiggle - rotation\')(\'Wiggle Speed (wigs/sec)\'), effect(\'Wiggle - rotation\')(\'Wiggle Amount (degrees)\'));"}},{"ty":0,"nm":"Opacity","mn":"ADBE Geometry2-0008","ix":9,"v":{"a":0,"k":100,"ix":9}},{"ty":7,"nm":"Use Composition’s Shutter Angle","mn":"ADBE Geometry2-0009","ix":10,"v":{"a":0,"k":1,"ix":10}},{"ty":0,"nm":"Shutter Angle","mn":"ADBE Geometry2-0010","ix":11,"v":{"a":0,"k":0,"ix":11}},{"ty":7,"nm":"Sampling","mn":"ADBE Geometry2-0012","ix":12,"v":{"a":0,"k":1,"ix":12}}]}],"ip":0,"op":300.00001221925,"st":0,"bm":0},{"ddd":0,"ind":8,"ty":2,"nm":"leaf1","parent":2,"refId":"image_3","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[276.762,30.27,0],"ix":2},"a":{"a":0,"k":[65.392,203.829,0],"ix":1},"s":{"a":0,"k":[100,100,100],"ix":6}},"ao":0,"ef":[{"ty":5,"nm":"Wiggle - rotation","np":4,"mn":"ADBE CM WiggleRotation","ix":1,"en":1,"ef":[{"ty":0,"nm":"Wiggle Speed (wigs/sec)","mn":"ADBE CM WiggleRotation-0001","ix":1,"v":{"a":0,"k":0.5,"ix":1}},{"ty":0,"nm":"Wiggle Amount (degrees)","mn":"ADBE CM WiggleRotation-0002","ix":2,"v":{"a":0,"k":7,"ix":2}}]},{"ty":5,"nm":"(Transform)","np":14,"mn":"ADBE Geometry2","ix":2,"en":1,"ef":[{"ty":3,"nm":"Anchor Point","mn":"ADBE Geometry2-0001","ix":1,"v":{"a":0,"k":[0,0],"ix":1,"x":"var $bm_rt;\\n$bm_rt = $bm_transform.anchorPoint;"}},{"ty":3,"nm":"Position","mn":"ADBE Geometry2-0002","ix":2,"v":{"a":0,"k":[0,0],"ix":2,"x":"var $bm_rt;\\n$bm_rt = $bm_transform.anchorPoint;"}},{"ty":7,"nm":"Uniform Scale","mn":"ADBE Geometry2-0011","ix":3,"v":{"a":0,"k":1,"ix":3}},{"ty":0,"nm":"Scale Height","mn":"ADBE Geometry2-0003","ix":4,"v":{"a":0,"k":100,"ix":4}},{"ty":0,"nm":"Scale Width","mn":"ADBE Geometry2-0004","ix":5,"v":{"a":0,"k":100,"ix":5}},{"ty":0,"nm":"Skew","mn":"ADBE Geometry2-0005","ix":6,"v":{"a":0,"k":0,"ix":6}},{"ty":0,"nm":"Skew Axis","mn":"ADBE Geometry2-0006","ix":7,"v":{"a":0,"k":0,"ix":7}},{"ty":0,"nm":"Rotation","mn":"ADBE Geometry2-0007","ix":8,"v":{"a":0,"k":0,"ix":8,"x":"var $bm_rt;\\n$bm_rt = wiggle(effect(\'Wiggle - rotation\')(\'Wiggle Speed (wigs/sec)\'), effect(\'Wiggle - rotation\')(\'Wiggle Amount (degrees)\'));"}},{"ty":0,"nm":"Opacity","mn":"ADBE Geometry2-0008","ix":9,"v":{"a":0,"k":100,"ix":9}},{"ty":7,"nm":"Use Composition’s Shutter Angle","mn":"ADBE Geometry2-0009","ix":10,"v":{"a":0,"k":1,"ix":10}},{"ty":0,"nm":"Shutter Angle","mn":"ADBE Geometry2-0010","ix":11,"v":{"a":0,"k":0,"ix":11}},{"ty":7,"nm":"Sampling","mn":"ADBE Geometry2-0012","ix":12,"v":{"a":0,"k":1,"ix":12}}]},{"ty":5,"nm":"Wiggle - rotation 2","np":4,"mn":"ADBE CM WiggleRotation","ix":3,"en":1,"ef":[{"ty":0,"nm":"Wiggle Speed (wigs/sec)","mn":"ADBE CM WiggleRotation-0001","ix":1,"v":{"a":0,"k":0.5,"ix":1}},{"ty":0,"nm":"Wiggle Amount (degrees)","mn":"ADBE CM WiggleRotation-0002","ix":2,"v":{"a":0,"k":7,"ix":2}}]}

1,{"ty":5,"nm":"(Transform) 2","np":14,"mn":"ADBE Geometry2","ix":4,"en":1,"ef":[{"ty":3,"nm":"Anchor Point","mn":"ADBE Geometry2-0001","ix":1,"v":{"a":0,"k":[0,0],"ix":1,"x":"var $bm_rt;\\n$bm_rt = $bm_transform.anchorPoint;"}},{"ty":3,"nm":"Position","mn":"ADBE Geometry2-0002","ix":2,"v":{"a":0,"k":[0,0],"ix":2,"x":"var $bm_rt;\\n$bm_rt = $bm_transform.anchorPoint;"}},{"ty":7,"nm":"Uniform Scale","mn":"ADBE Geometry2-0011","ix":3,"v":{"a":0,"k":1,"ix":3}},{"ty":0,"nm":"Scale Height","mn":"ADBE Geometry2-0003","ix":4,"v":{"a":0,"k":100,"ix":4}},{"ty":0,"nm":"Scale Width","mn":"ADBE Geometry2-0004","ix":5,"v":{"a":0,"k":100,"ix":5}},{"ty":0,"nm":"Skew","mn":"ADBE Geometry2-0005","ix":6,"v":{"a":0,"k":0,"ix":6}},{"ty":0,"nm":"Skew Axis","mn":"ADBE Geometry2-0006","ix":7,"v":{"a":0,"k":0,"ix":7}},{"ty":0,"nm":"Rotation","mn":"ADBE Geometry2-0007","ix":8,"v":{"a":0,"k":0,"ix":8,"x":"var $bm_rt;\\n$bm_rt = wiggle(effect(\'Wiggle - rotation\')(\'Wiggle Speed (wigs/sec)\'), effect(\'Wiggle - rotation\')(\'Wiggle Amount (degrees)\'));"}},{"ty":0,"nm":"Opacity","mn":"ADBE Geometry2-0008","ix":9,"v":{"a":0,"k":100,"ix":9}},{"ty":7,"nm":"Use Composition’s Shutter Angle","mn":"ADBE Geometry2-0009","ix":10,"v":{"a":0,"k":1,"ix":10}},{"ty":0,"nm":"Shutter Angle","mn":"ADBE Geometry2-0010","ix":11,"v":{"a":0,"k":0,"ix":11}},{"ty":7,"nm":"Sampling","mn":"ADBE Geometry2-0012","ix":12,"v":{"a":0,"k":1,"ix":12}}]}],"ip":0,"op":300.00001221925,"st":0,"bm":0}],"markers":[]}'),Q=JSON.parse('{"v":"5.7.1","fr":25,"ip":0,"op":75,"w":550,"h":550,"nm":"earth","ddd":0,"assets":[],"layers":[{"ddd":0,"ind":1,"ty":4,"nm":"Layer 5","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[63.538,411.41,0],"ix":2},"a":{"a":0,"k":[-211.462,136.41,0],"ix":1},"s":{"a":0,"k":[100,100,100],"ix":6}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[-12.342,0],[0,-19.217],[0,0],[19.217,0],[0,12.342]],"o":[[0,0],[0,-12.342],[19.217,0],[0,0],[0,19.217],[-12.342,0],[0,0]],"v":[[-256,233.652],[-256,39.169],[-233.652,16.821],[-198.856,51.617],[-198.856,221.204],[-233.652,256],[-256,233.652]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":5,"k":{"a":0,"k":[0,0.655,0.608,0.655,0.374,0.567,0.518,0.565,0.749,0.478,0.427,0.475,0.874,0.443,0.398,0.441,1,0.408,0.369,0.408],"ix":9}},"s":{"a":0,"k":[-271.171,404.869],"ix":5},"e":{"a":0,"k":[0,0],"ix":6},"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,-22.655],[0,0],[22.654,0]],"o":[[0,0],[0,0],[22.654,0],[0,0],[0,22.655],[0,0]],"v":[[-234.289,234.033],[-234.289,38.788],[-207.943,38.788],[-166.924,79.807],[-166.924,193.014],[-207.943,234.033]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":5,"k":{"a":0,"k":[0,0.973,0.965,0.969,0.089,0.973,0.965,0.969,0.179,0.973,0.965,0.969,0.589,0.939,0.933,0.965,1,0.906,0.902,0.961],"ix":9}},"s":{"a":0,"k":[-251.198,404.869],"ix":5},"e":{"a":0,"k":[0,0],"ix":6},"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 2","np":2,"cix":2,"bm":0,"ix":2,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":75,"st":0,"bm":0},{"ddd":0,"ind":2,"ty":4,"nm":"Layer 2","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":1,"k":[{"i":{"x":[0.833],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":0,"s":[4],"e":[-4]},{"i":{"x":[0.833],"y":[1]},"o":{"x":[0.167],"y":[0]},"t":27,"s":[-4],"e":[4]},{"t":75}],"ix":10},"p":{"a":0,"k":[92.857,397.425,0],"ix":2},"a":{"a":0,"k":[-182.143,122.425,0],"ix":1},"s":{"a":0,"k":[100,100,100],"ix":6}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[-21.085,-21.085],[0,0],[-39.328,0],[0,0],[0,-21.507],[9.805,0],[0,0],[0,0],[-23.234,11.745]],"o":[[26.613,-13.453],[0,0],[27.809,27.809],[0,0],[21.507,0],[0,9.805],[0,0],[0,0],[0,-26.034],[0,0]],"v":[[-170.593,59.904],[-90.652,72.697],[-83.238,80.111],[21.614,123.543],[52.755,123.543],[91.697,162.485],[73.944,180.238],[-208.476,180.238],[-208.476,121.502],[-170.593,59.904]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":5,"k":{"a":0,"k":[0,1,0.863,0.741,0.001,1,0.863,0.741,0.003,1,0.863,0.741,0.501,1,0.763,0.718,1,1,0.663,0.694],"ix":9}},"s":{"a":0,"k":[-118.828,223.032],"ix":5},"e":{"a":0,"k":[-46.935,131.595],"ix":6}

1,"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":75,"st":0,"bm":0},{"ddd":0,"ind":3,"ty":4,"nm":"Capa 3","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":1,"k":[{"i":{"x":[0.833],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":0,"s":[4],"e":[-5]},{"i":{"x":[0.833],"y":[1]},"o":{"x":[0.167],"y":[0]},"t":33,"s":[-5],"e":[4]},{"t":75}],"ix":10},"p":{"a":0,"k":[73.094,431.578,0],"ix":2},"a":{"a":0,"k":[-201.906,156.578,0],"ix":1},"s":{"a":0,"k":[100,100,100],"ix":6}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[-66.082,26.071],[0,0],[0,17.138],[15.433,-4.652],[0,0],[57.204,31.263],[0,0],[0,-25.334]],"o":[[0,0],[0,0],[67.648,19.917],[0,0],[13.962,-5.507],[0,-18.533],[0,0],[-61.187,18.444],[0,0],[-19.722,-10.779],[0,0]],"v":[[-208.476,125.738],[-208.476,212.417],[-104.126,243.14],[100.768,233.712],[232.647,181.684],[256,143.804],[225.511,116.381],[93.666,156.124],[-89.537,136.288],[-166.086,94.454],[-208.476,125.738]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":5,"k":{"a":0,"k":[0,1,0.863,0.741,0.001,1,0.863,0.741,0.003,1,0.863,0.741,0.501,1,0.763,0.718,1,1,0.663,0.694],"ix":9}},"s":{"a":0,"k":[-210.917,516.467],"ix":5},"e":{"a":0,"k":[0,0],"ix":6},"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":75,"st":0,"bm":0},{"ddd":0,"ind":4,"ty":4,"nm":"Layer 3","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":1,"k":[{"i":{"x":[0.833],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":0,"s":[0],"e":[-14]},{"i":{"x":[0.833],"y":[1]},"o":{"x":[0.167],"y":[0]},"t":43,"s":[-14],"e":[0]},{"t":75}],"ix":10},"p":{"a":1,"k":[{"i":{"x":0.833,"y":0.822},"o":{"x":0.333,"y":0},"t":0,"s":[275.025,247.704,0],"e":[275.025,224.704,0],"to":[0,0,0],"ti":[0,0,0]},{"i":{"x":0.667,"y":1},"o":{"x":0.167,"y":0.156},"t":40,"s":[275.025,224.704,0],"e":[275.025,247.704,0],"to":[0,0,0],"ti":[0,0,0]},{"t":75}],"ix":2},"a":{"a":0,"k":[0.025,-50.296,0],"ix":1},"s":{"a":0,"k":[100,100,100],"ix":6}},"ao":0,"shapes":[{"ty":"gr","it":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[-14.315,0],[0,-14.315],[14.315,0],[0,14.315]],"o":[[14.315,0],[0,14.315],[-14.315,0],[0,-14.315]],"v":[[30.882,-233.718],[56.801,-207.799],[30.882,-181.879],[4.962,-207.799]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":5,"k":{"a":0,"k":[0,0.635,0.902,0.18,0.377,0.335,0.778,0.304,0.754,0.035,0.655,0.427,0.877,0.02,0.569,0.367,1,0.004,0.482,0.306],"ix":9}},"s":{"a":0,"k":[-239.054,-628.24],"ix":5},"e":{"a":0,"k":[0,0],"ix":6},"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[30.318,18.106],[19.669,-10.507],[16.045,-50.241],[-23.54,-14.058],[-3.474,-13.773],[-17.071,4.306],[6.978,27.668],[0,0],[-20.163,5.085],[-5.12,8.573],[0,0]],"o":[[-19.145,-11.433],[-47.788,25.53],[-8.341,26.118],[12.196,7.282],[4.306,17.071],[27.668,-6.978],[0,0],[-5.085,-20.163],[9.683,-2.442],[0,0],[18.105,-30.317]],"v":[[-34.471,-229.97],[-97.064,-231.644],[-195.982,-112.681],[-170.148,-44.078],[-145.675,-11.193],[-106.971,11.921],[-69.507,-50.812],[-72.573,-62.967],[-45.273,-108.683],[-22.155,-125.887],[-12.357,-142.293]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":5,"k":{"a":0,"k":[0,0.635,0.902,0.18,0.377,0.335,0.778,0.304,0.754,0.035,0.655,0.427,0.877,0.02,0.569,0.367,1,0.004,0.482,0.306],"ix":9}},"s":{"a":0,"k":[-238.537,-344.066],"ix":5},"e":{"a":0,"k":[0,0],"ix":6}

1,"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 2","np":2,"cix":2,"bm":0,"ix":2,"mn":"ADBE Vector Group","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[22.478,-5.163],[-2.876,-11.404],[61.666,-48.686],[-15.787,15.193],[18.709,74.18],[0.164,0.622]],"o":[[-5.876,-22.419],[4.583,10.417],[20.458,81.115],[18.378,5.597],[51.438,-49.503],[-0.157,-0.624],[0,0]],"v":[[198.93,-102.46],[147.99,-133.342],[159.234,-100.589],[87.195,111.224],[142.497,98.023],[199.411,-100.589],[198.93,-102.46]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":5,"k":{"a":0,"k":[0,0.635,0.902,0.18,0.377,0.335,0.778,0.304,0.754,0.035,0.655,0.427,0.877,0.02,0.569,0.367,1,0.004,0.482,0.306],"ix":9}},"s":{"a":0,"k":[113.606,100.181],"ix":5},"e":{"a":0,"k":[209,-89],"ix":6},"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 2","np":2,"cix":2,"bm":0,"ix":2,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[-31.119,29.948],[18.709,74.18],[0.163,0.622],[22.773,-5.743],[5.815,-9.737],[0,0],[-12.653,-7.556],[7.556,-12.652],[21.128,-5.329],[-2.516,-9.975]],"o":[[10.562,41.878],[51.438,-49.503],[-0.158,-0.625],[-5.954,-22.719],[-10.997,2.774],[0,0],[-7.556,12.652],[12.652,7.556],[-11.172,18.707],[-9.976,2.516],[0,0]],"v":[[48.901,71.044],[142.498,98.024],[199.412,-100.588],[198.931,-102.459],[147.089,-133.137],[120.833,-113.599],[93.147,-67.238],[102.376,-30.647],[111.605,5.944],[61.162,43.482],[47.655,66.099]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":5,"k":{"a":0,"k":[0,0.635,0.902,0.18,0.377,0.335,0.778,0.304,0.754,0.035,0.655,0.427,0.877,0.02,0.569,0.367,1,0.004,0.482,0.306],"ix":9}},"s":{"a":0,"k":[52.21,86.176],"ix":5},"e":{"a":0,"k":[181,-130],"ix":6},"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 3","np":2,"cix":2,"bm":0,"ix":3,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[27.777,110.132],[99.635,-9.841],[-21.797,-86.422],[110.131,-27.777],[10.079,-0.996],[-23.711,5.98]],"o":[[-25.225,-100.014],[83.868,8.285],[27.777,110.132],[-10.118,2.552],[23.01,2.273],[110.131,-27.777]],"v":[[199.412,-100.589],[-19.965,-255.001],[159.235,-100.589],[10.118,149.117],[-20.211,154.411],[50.294,149.117]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":9,"k":{"a":0,"k":[0,0.004,0.749,0.98,0.127,0.063,0.684,0.984,0.254,0.122,0.62,0.988,0.413,0.186,0.549,0.99,0.572,0.251,0.478,0.992,0.702,0.29,0.435,0.996,0.833,0.329,0.392,1,0.916,0.343,0.376,1,1,0.357,0.361,1],"ix":9}},"s":{"a":0,"k":[-23.454,-156.004],"ix":5},"e":{"a":0,"k":[0,0],"ix":6},"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 4","np":2,"cix":2,"bm":0,"ix":4,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[-113.581,0],[0,-113.581],[113.581,0],[0,113.581]],"o":[[113.581,0],[0,113.581],[-113.581,0],[0,-113.581]],"v":[[0,-255.951],[205.656,-50.294],[0,155.362],[-205.656,-50.294]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":5,"k":{"a":0,"k":[0,0.004,0.816,0.984,0.304,0.076,0.733,0.99,0.608,0.149,0.651,0.996,0.804,0.076,0.58,0.992,1,0.004,0.51,0.988],"ix":9}},"s":{"a":0,"k":[-209.82,-156.002],"ix":5},"e":{"a":0,"k":[0,0],"ix":6}

1,"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 5","np":2,"cix":2,"bm":0,"ix":5,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":75,"st":0,"bm":0},{"ddd":0,"ind":5,"ty":4,"nm":"Capa 2","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":1,"k":[{"i":{"x":[0.833],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":0,"s":[12],"e":[0]},{"i":{"x":[0.833],"y":[1]},"o":{"x":[0.167],"y":[0]},"t":45,"s":[0],"e":[12]},{"t":75}],"ix":10},"p":{"a":0,"k":[288.915,474.556,0],"ix":2},"a":{"a":0,"k":[13.915,199.556,0],"ix":1},"s":{"a":0,"k":[100,100,100],"ix":6}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[15.433,-4.652],[0,0],[16.42,-1.347],[0,0],[-18.343,7.236],[0,0],[0,17.138]],"o":[[0,0],[-16.122,4.86],[0,0],[18.941,-3.715],[0,0],[13.962,-5.508],[0,-18.533]],"v":[[193.392,97.955],[61.547,137.698],[12.63,146.979],[12.63,231.71],[68.649,215.286],[200.528,163.258],[223.882,125.378]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":7,"k":{"a":0,"k":[0,1,0.761,0.71,0.122,1,0.747,0.706,0.244,1,0.733,0.702,0.427,1,0.692,0.694,0.61,1,0.651,0.686,0.805,1,0.594,0.673,1,1,0.537,0.659],"ix":9}},"s":{"a":0,"k":[16.603,489.011],"ix":5},"e":{"a":0,"k":[0,0],"ix":6},"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":75,"st":0,"bm":0},{"ddd":0,"ind":6,"ty":4,"nm":"Capa 1","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":1,"k":[{"i":{"x":[0.833],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":0,"s":[12],"e":[0]},{"i":{"x":[0.833],"y":[1]},"o":{"x":[0.167],"y":[0]},"t":47,"s":[0],"e":[12]},{"t":75}],"ix":10},"p":{"a":0,"k":[286.951,458.33,0],"ix":2},"a":{"a":0,"k":[11.951,183.33,0],"ix":1},"s":{"a":0,"k":[100,100,100],"ix":6}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[15.433,-4.652],[0,0],[1.247,-0.353],[0,0],[-3.597,1.42],[0,0],[0,17.138]],"o":[[0,0],[-1.244,0.374],[0,0],[3.626,-1.283],[0,0],[13.962,-5.508],[0,-18.533]],"v":[[148.213,92.776],[16.368,132.52],[12.63,133.593],[12.63,214.142],[23.47,210.108],[155.349,158.08],[178.702,120.2]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"gf","o":{"a":0,"k":100,"ix":10},"r":1,"bm":0,"g":{"p":7,"k":{"a":0,"k":[0,1,0.761,0.71,0.122,1,0.747,0.706,0.244,1,0.733,0.702,0.427,1,0.692,0.694,0.61,1,0.651,0.686,0.805,1,0.594,0.673,1,1,0.537,0.659],"ix":9}},"s":{"a":0,"k":[-17.442,455.177],"ix":5},"e":{"a":0,"k":[0,0],"ix":6},"t":1,"nm":"Gradient Fill 1","mn":"ADBE Vector Graphic - G-Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":75,"st":0,"bm":0}],"markers":[]}');let q=(0,r.forwardRef)((i,e)=>{let a=(0,k.b)(),r=[{en:"Sustainable Finance",mn:"Тогтвортой санхүү",description_mn:"Гишүүн байгууллагуудын БОНЗ-ын хэрэгжилтийг сайжруулах, уур амьсгалын санхүүжилт, тайлагнал, төсөл хөтөлбөрүүдийг санаачлан хэрэгжүүлэх, сургалт уулзалт арга хэмжээ",description_en:"Improve member organisations’ ESG implementation,climate financing, reporting and disclosures, initiate and implement projects, trains, meetings and events",lottie:h},{en:"Sustainable Business",mn:"Тогтвортой бизнес",description_mn:"Тогтвортой хөгжилд нийцсэн бизнесийн үйл ажиллагаа, нөлөөллийг хэмжих тайлагнах нийтлэг аргачлал, хамтын ажиллагааг бэхжүүлэх",description_en:"Strengthen cooperation and common reporting methods for measuring business activities and impacts consistent with sustainable development",lottie:y}

1,{en:"Policy support & Research",mn:"Бодлогын дэмжлэг болон Судалгаа",description_mn:"ТоС-ийн зарчим, удирдамж, бодлого стандарт нэвтрүүлэх, хэрэгжилтэд дэмжлэг үзүүлэх, Судалгаа шинжилгээний ажлуудыг хийх",description_en:"Introduce sustainable finance standards, guidelines and policies, support its implementation",lottie:f},{en:"Public awareness & Education",mn:"Олон нийтийн ойлголт болон Боловсрол",description_mn:"Тогтвортой санхүү, ногоон бизнесийн талаар олон нийтэд эерэгээр таниулах, зөв ойлголт мэдлэг өгөх",description_en:"Increase public awareness about sustainable finance and green business and improve their understanding",lottie:Q}];return(0,t.jsxs)("div",{className:"relative",children:[(0,t.jsx)("div",{ref:e,className:"-top-[61px] xl:-top-[65px] h-full absolute"}),(0,t.jsx)("div",{className:"w-full py-40 xl:py-80 bg-gradient-cyan-2",children:(0,t.jsxs)(x.W,{children:[(0,t.jsx)("p",{className:"mb-24 f-heading-5 text-secondary",children:"mn"===a?"Алсын хараа":"Our vision"}),(0,t.jsx)("p",{className:"mb-40 xl:mb-96 w-4-cols xl:w-8-cols f-expressive-heading-3 text-primary",children:"mn"===a?"Эерэг санхүүжилтийг түгээн дэлгэрүүлье":"To become the regional knowledge hub in sustainable finance"}),(0,t.jsx)("div",{className:"breakout",children:(0,t.jsx)("div",{className:"h-[340px] xl:h-[680px] ml-outer rounded-bl-[100px] xl:rounded-bl-[335px] overflow-hidden relative",children:(0,t.jsx)(A(),{src:"/images/about/vision.jpg",fill:!0,className:"object-cover",alt:"vision"})})})]})}),(0,t.jsx)("div",{className:"w-full py-40 xl:py-80 bg-accent-3",children:(0,t.jsxs)(x.W,{children:[(0,t.jsx)("p",{className:"mb-24 f-heading-5 text-secondary-inverse",children:"mn"===a?"Эрхэм зорилго":"Our mission"}),(0,t.jsx)("p",{className:"font-semibold f-heading-5 text-secondary-inverse",children:"mn"===a?"Монгол Улсыг бүс нутагтаа тогтвортой санхүүжилтийн манлайлал, мэдлэгийн төв болгоно.":"Foster impactful financing"})]})}),(0,t.jsx)("div",{className:"w-full py-40 overflow-hidden xl:py-80 bg-gradient-cyan-1",children:(0,t.jsx)(x.W,{children:(0,t.jsxs)("div",{className:"space-y-24",children:[(0,t.jsx)("p",{className:"f-heading-5 text-secondary",children:"mn"===a?"Үнэт зүйлс":"Our values"}),(0,t.jsx)("div",{className:"flex justify-start",children:(0,t.jsx)(TextHover,{content:"mn"===a?"Хамтын ажиллагаа":"Partnership",photo:"/images/about/visions/first.jpg"})}),(0,t.jsx)("div",{className:"flex justify-start lg:justify-center",children:(0,t.jsx)(TextHover,{content:"mn"===a?"Хүртээмж":"Participation",photo:"/images/about/visions/second.jpg"})}),(0,t.jsx)("div",{className:"flex justify-start lg:justify-end",children:(0,t.jsx)(TextHover,{content:"mn"===a?"Дэвшил":"Progress",photo:"/images/about/visions/third.jpg"})})]})})}),(0,t.jsxs)("div",{className:"w-full py-40 xl:py-80 space-y-96",children:[(0,t.jsxs)(x.W,{children:[(0,t.jsx)("p",{className:"mb-64 f-heading-6 text-secondary",children:"mn"===a?"Үйл ажиллагааны чиглэл ":"Main activities"}),(0,t.jsx)("div",{className:"grid-layout",children:r.map((i,e)=>(0,t.jsx)("div",{className:"grid-col-span-4 xl:grid-col-span-3",children:(0,t.jsx)("div",{className:"h-full p-1 bg-gradient-green-1",children:(0,t.jsxs)("div",{className:"p-[23px] bg-white flex flex-col justify-between space-y-[98px] h-full",children:[(0,t.jsx)("div",{className:"w-[104px] aspect-square",children:(0,t.jsx)(B(),{animationData:i.lottie})}),(0,t.jsxs)("div",{className:"space-y-24",children:[(0,t.jsx)("p",{className:"align-bottom f-heading-4 text-primary",children:"mn"===a?i.mn:i.en}),(0,t.jsx)("p",{className:"f-ui-3 text-secondary",children:"mn"===a?i.description_mn:i.description_en})]})]})})},e))})]}),(0,t.jsx)(x.W,{children:(0,t.jsxs)("div",{className:"grid-layout",children:[(0,t.jsx)("div",{className:"grid-col-span-4",children:(0,t.jsx)("p",{className:"mb-24 xl:mb-64 f-heading-6 text-secondary",children:"mn"===a?"ТоС-ийн талаар":"About MSFA"})}),(0,t.jsx)("div",{className:"grid-col-span-6",children:(0,t.jsx)("p",{className:"f-body-1 text-primary",children:"mn"===a?"Тос Холбоо нь Монгол Улсын санхүүгийн салбар болон бизнесийн байгууллагуудад байгаль орчин, нийгэмд ээлтэй үйл ажиллагааг нэвтрүүлэх, тогтвортой санхүүжилт, ногоон зээл, хөрөнгө оруулалтын дэд бүтэц бүрдүүлж, тогтвортой хөгжил, ногоон эдийн засгийн өсөлтийг дэмжихийг зорьж ажиллаж байна.":"MSFA strives to green the financing system b

1y promoting sustainability and green growth in its member financial institutions and businesses. MSFA consists of commercial banks, mortgage corporations, non-bank financial institutions (NBFIs), asset management companies, insurance companies, research and training institutions. We closely work with our members and partners to design integrated and transformative policies, business approaches, and multi-sector initiatives that create positive change in line with the Sustainable Development Goals (SDGs), the Paris Agreement, as well as Mongolia’s Sustainable Development Vision, Nationally Determined Contributions (NDC), and Green Development Policy."})})]})})]})]})});q.displayName="Overview";var v=a(43560);let V=[{month:{mn:"7 сар",en:"July"},year:"2013",event:{mn:"Анхны Тогтвортой Санхуужилтийн Форум",en:"First Sustainable Finance Forum"}},{month:{mn:"9 сар",en:"September"},year:"2013",event:{mn:"Ажлын хэсгийн анхны уулзалт",en:"First work group meeting"}},{month:{mn:"11 сар",en:"November"},year:"2013",event:{mn:"Тунхаг бичигт гарын усэг зурах ёслол",en:"Declaration signing ceremony"}},{month:{mn:"3 сар",en:"March"},year:"2014",event:{mn:"SBN-д албан ёсоор элсэв",en:"Officially joined SBN"}},{month:{mn:"1 - 11 сар",en:"January - November"},year:"2014",event:{mn:"ТоС-ийн зарчмуудыг боловсруулав",en:"Developed ToC principles"}},{month:{mn:"11 сар",en:"November"},year:"2014",event:{mn:"ТоС-ийн Удирдах хороог байгуулав",en:"Established ToC Supervising Committee"}},{month:{mn:"11 сар",en:"December"},year:"2014",event:{mn:"Тогтвортой Санхуужилтийн Форум",en:"Sustainable Finance Forum 2014"}},{month:{mn:"12 сар",en:"December"},year:"2014",event:{mn:"МБХ, БОАЖЯ, Монголбанк, Н3Д хооронд хамтын ажиллагааны санам бичиг байгуулав",en:"Memorandum of cooperation signed between Mongolian Bankers Association, Ministry of Environment and Tourism, Mongol Bank, and the Governor of the Capitol"}},{month:{mn:"1 сар",en:"January"},year:"2015",event:{mn:"ТоС-ийн зарчмуудыг хэрэгжуулж эхлэв",en:"Started implementing ToC principles"}},{month:{mn:"7 сар",en:"July"},year:"2015",event:{mn:"ТоС-ийн сайн дурын тайлан авдаг болов",en:"Started taking Voluntary Sustainable Finance report"}},{month:{mn:"11 сар",en:"November"},year:"2015",event:{mn:"Тогтвортой Санхуужилтийн Форум 2015",en:"Sustainable Finance Forum 2015"}},{month:{mn:"11 сар",en:"November"},year:"2015",event:{mn:"Ногоон зээлийн сан төслийг санаачлав",en:"The Green Credit Fund was initiated"}},{month:{mn:"4 сар",en:"April"},year:"2016",event:{mn:"Ногоон зээлийн сангийн ажлын хэсэг байгуулав",en:"Working group issued for the Green Credit Fund"}},{month:{mn:"11 сар",en:"November"},year:"2016",event:{mn:"Тогтвортой Санхуужилтийн Форум 2016",en:"Sustainable Finance Forum 2016"}},{month:{mn:"7 сар",en:"July"},year:"2017",event:{mn:"ТоС-ийн стандарт сургалтын хөтөлбөр боловсруулж, батлав",en:"ToC standard curriculum was developed and approved"}},{month:{mn:"9 сар",en:"September"},year:"2017",event:{mn:"Тогтвортой Санхуужилтийн Форум 2017",en:"Sustainable Finance Forum 2017"}},{month:{mn:"9 сар",en:"September"},year:"2017",event:{mn:"МБХ, СЯ, БОАЖЯ, GGGI хооронд хамтын ажиллагааны санамж бичиг байгуулав",en:"Memorandum of Cooperation signed between Mongolian Bankers Association, Ministry of Finance, Ministry of Environment and Tourism, and GGGI"}},{month:{mn:"12 сар",en:"December"},year:"2017",event:{mn:"ТоС Холбоог байгуулав",en:"Established ToC Association"}},{month:{mn:"3 сар",en:"March"},year:"2018",event:{mn:"Онлайн сургалтын платформ боловсруулах тесел албан ёсоор нээлтээ хийв",en:"Online learning platform project officially launched"}},{month:{mn:"12 сар",en:"November"},year:"2018",event:{mn:"ТОС ийн үндэсний замын зургийг батла",en:"National road map of ToC approve"}}],C=(0,r.forwardRef)((i,e)=>{let a=(0,k.b)(),{width:n}=(0,p.i)(),[s,o]=(0,r.useState)(0),A=n>900?4:1;return(0,t.jsxs)("div",{className:"relative",children:[(0,t.jsx)("div",{ref:e,className:"-top-[61px] lg:-top-[65p

1x] h-full absolute"}),(0,t.jsx)("div",{className:"w-full py-40 lg:py-80 bg-gradient-green-1",children:(0,t.jsxs)(x.W,{children:[(0,t.jsxs)("div",{className:"grid-layout",children:[(0,t.jsx)("div",{className:"grid-col-span-4",children:(0,t.jsx)("p",{className:"mb-24 lg:mb-64 f-heading-6 text-secondary",children:"mn"===a?"Түүх":"History timeline"})}),(0,t.jsx)("div",{className:"mb-48 lg:mb-0 grid-col-span-6",children:(0,t.jsx)("p",{className:"f-ui-3 text-primary",children:"mn"===a?"“Монголын Тогтвортой Санхүүгийн Холбоо “ТоС Холбоо“-г Монголын Банкны Холбооноос 2017 оны 12 дугаар сард үүсгэн ГҮТББ-ын хэлбэрээр үүсгэн байгуулсан бөгөөд Монголын санхүүгийн салбарт үйл ажиллагаагаа явуулж буй бүх банк, банк бус, бизнесийн байгууллагуудыг нэгтгэн үйл ажиллагагаагаа явуулж байна.":"The Mongolian Sustainable Finance Association (“MSFA”, a.k.a “ToC Association”) was established by the Mongolian Bankers Association (MBA) in December 2017 as a member-serving NGO."})})]}),(0,t.jsx)("div",{className:"overflow-hidden",children:(0,t.jsx)("div",{className:"flex w-full transition-transform",style:{display:"-webkit-box",transform:"translateX(".concat(s>A-1&&(s-A)*(n>900?-112:-90),"px)")},children:V.map((i,e)=>(0,t.jsxs)("div",{className:"flex-grow flex-shrink w-[90px] lg:w-[112px] overflow-hidden f-ui-1 text-secondary relative pt-2",children:[(0,t.jsx)("div",{className:"".concat(s===e?"w-8 h-8 bg-green-70 -translate-y-2":"w-4 h-4 bg-gray-60"," absolute left-0 rounded-full transition-all")}),(0,t.jsx)("div",{className:"".concat(e===V.length-1?"bg-transparent":"bg-gray-20"," w-full h-4 mb-[26px]")}),(0,t.jsxs)("button",{onClick:()=>o(e),children:[(0,t.jsx)("p",{children:"mn"===a?i.month.mn:i.month.en}),(0,t.jsx)("p",{children:i.year})]})]},e))})}),(0,t.jsxs)("div",{className:"flex flex-col-reverse mt-48 lg:grid-layout lg:grid",children:[(0,t.jsx)("div",{className:"mt-40 lg:grid-col-span-4 lg:mt-0",children:(0,t.jsx)(v._,{active:s,total:V.length,decrease:()=>{s>0&&o(s-1)},increase:()=>{s<V.length-1&&o(s+1)}})}),(0,t.jsxs)("div",{className:"space-y-24 lg:grid-col-span-6 f-heading-6",children:[(0,t.jsxs)("span",{className:"text-accent",children:["mn"===a?V[s].month.mn:V[s].month.en," "]}),(0,t.jsx)("span",{className:"text-accent",children:V[s].year}),(0,t.jsxs)("p",{className:"text-primary h-[200px]",children:[" ","mn"===a?V[s].event.mn:V[s].event.en]})]})]})]})})]})});C.displayName="History";let b=[{image:"/images/about/principles/principle 1.png",en:{title:"Protect the natural environment",description:"We will manage the use of soil water, air, biodiversity, and natural resources to minimize negative impacts, and encourage the preservation and sustainable use of finite resources which are constrained or threatened."},mn:{title:"Байгаль орчноо хамгаалах",description:"Бид хөрс, ус, агаар, биологийн олон янз байдал, байгалийн сэргээгдэх болон сэргээгдэхгүй шавхагдаж буй нөөцийг хадгалан хамгаалж, тэдгээрт үзүүлэх сөрөг нөлөөллийг бага байхаар тогтвортой ашиглах хандлагыг дэмжин ажиллана."}},{image:"/images/about/principles/principle 2.png",en:{title:"Protect people and communities",description:"We will respect and uphold human rights and labour standards; and protect health and safety of people and local communities"},mn:{title:"Хүний эрх, нийгмийг хамгаалах",description:"Бид хүний ​​эрх, хөдөлмөрийн стандартыг хүндэтгэж, дэмжин, сурталчлах ба иргэдийн эрүүл мэнд, аюулгүй байдлыг хамгаалж, тэдгээрийн тэгш, хүртээмжтэй байдлыг хангаж ажиллана."}},{image:"/images/about/principles/principle 3.png",en:{title:"Protect cultural heritage",description:"We will protect and preserve the unique aspects of Mongolian culture such as tradition and language as well as historical, archaeological, palenthaeological heritage."},mn:{title:"Соёлын өвийг хамгаалах",description:"Бид Монгол Улсын түүхэн тодорхой орон зай, цаг үеийг төлөөлөх соёлын онцгой өв болох ёс заншил, хэл, бусад өв, түүнчлэн нийгэм, соёл, түүх, археологи, палентологийн түүх соёлын дурсгалыг хадгалж хамгаалан ажиллана"}},{image:"/images/about/principles/principle 4.png",en:{title:'Promote “green economy" growth',description:"We will promote projects and other activities that contribute to Mongolian green and clear economy."},mn:{title:"”Ногоон эдийн засаг”–ийн өсөлтийг дэмжих",description:"Бид Монгол Улсын ногоон, цэвэр эдийн засагт хувь нэмэр оруулах төсөл болон бусад үйл ажиллагааг дэмжин ажиллана"}},{image:"/images/about/principles/principle 5.png",en:{title:"Promote financial inclusion",description:"We will promote a more inclusive financial system in Mongolia by increasing access to financial products, and services , and providing financial education as well as ensuring consumers are protected."},mn:{title:"Санхүүгийн хүртээмжийг дэмжих",description:"Бид эмэгтэйчүүд, эмзэг бүлгийн хүмүүст очих санхүүгийн бүтээгдэхүүн, үйлчилгээний хүртээмжийг нэмэгдүүлэн, санхүүгийн боловсрол олгох, харилцагчийг хамгаалах замаар Монгол Улсад санхүүгийн өргөн хүрээтэй тогтолцоог бий болгохыг дэмжин ажиллана."}},{image:"/images/about/principles/principle 6.png",en:{title:"Promote ethical investment and corporate governance",description:"We will not finance certain ‘‘excluded’’ activities, we will not tolerate unethical and criminal behaviours, and we will support improved practices relating to ethics and corporate governance."},mn:{title:"Ёс зүйтэй санхүүжилт, компанийн засаглалыг дэмжих",description:"Бид хориглосон жагсаалтанд багтсан үйл ажиллагааг санхүүжүүлэхгүй, бид ёс суртахуунгүй, гэмт хэргийн шинж чанартай үйлдлийг үл тэвчих бодлого явуулж, ёс зүйтэй байх, компанийн засаглалтай холбоотой сайн туршлагуудыг дэмжих"}},{image:"/images/about/principles/principle 7.png",en:{title:"Promote transparency and accountability",description:"We will promote transparency, accountability and report on our progress against our sustainable finance commitment."},mn:{title:"Ил тод байдал, хариуцлагыг дэмжих",description:"Бид ил тод байдал, хариуцлагыг дэмжин, банкны тогтвортой санхүүжилтийн үүрэг хариуцлагын хүрээнд тайлагнах явдлыг дэмжин ажиллана."}},{image:"/images/about/principles/principle 8.png",en:{title:"Lead by example",description:"We will apply the consideration in our Business Operation that we are asking of our clients and will as a sector, lead by driving positive environmental, social and economic development in Mongolia."},mn:{title:"Манлайлан үлгэрлэ",description:"Бид Монгол Улсад байгаль орчин, нийгэм, эдийн засгийн эерэг хөгжлийг авчрахад шинэлэг санаачлага гарган, идэвхтэй ажиллана. Бид өөрсдийн үлгэрлэн манлайллаараа харилцагчид болон салбартаа ижил жишиг тогтоохыг эрмэлзэнэ"}}],E=(0,r.forwardRef)((i,e)=>{let a=(0,k.b)();return(0,t.jsxs)("div",{className:"relative",children:[(0,t.jsx)("div",{ref:e,className:"-top-[61px] xl:-top-[65p

1x] h-full absolute"}),(0,t.jsx)("div",{className:"w-full py-40 xl:py-80",children:(0,t.jsxs)(x.W,{children:[(0,t.jsx)("p",{className:"mb-64 f-heading-5 text-primary",children:"mn"===a?"ToC - ын 8 зарчим":"MSF 8 Principles"}),(0,t.jsx)("div",{className:"grid-layout",children:b.map((i,e)=>(0,t.jsxs)("div",{className:"group grid-col-span-4 xl:grid-col-span-3 h-[257px] xl:h-[426px] relative text-primary-inverse",children:[(0,t.jsx)("div",{className:"absolute top-0 left-0 w-full h-full transition-all duration-500 delay-150 group-hover:grayscale",children:(0,t.jsx)(A(),{src:i.image,fill:!0,className:"object-cover",alt:"principle"})}),(0,t.jsx)("div",{className:"absolute transition-opacity duration-500 delay-150 opacity-100 cursor-pointer group-hover:opacity-0 top-16 left-16",children:(0,t.jsx)("div",{className:"flex items-center justify-center w-40 h-40 border rounded-full border-inverse",children:(0,t.jsx)("span",{className:"f-heading-3",children:e+1})})}),(0,t.jsx)("div",{className:"absolute transition-opacity duration-500 delay-150 opacity-0 group-hover:opacity-100 top-16 left-16 right-16",children:(0,t.jsx)("p",{className:"f-body-1",children:"mn"===a?i.mn.description:i.en.description})}),(0,t.jsx)("div",{className:"absolute right-16 left-16 bottom-16",children:(0,t.jsx)("p",{className:"f-heading-3",children:"mn"===a?i.mn.title:i.en.title})})]},e))})]})})]})});E.displayName="Principles";var U=a(69272),F=a(60025);let SubTabTracker=i=>{let{tabs:e}=i,a=(0,k.b)(),[n,s]=(0,r.useState)(0);return(0,r.useEffect)(()=>{e[0].inView?s(0):e[1].inView?s(1):e[2].inView&&s(2)},[e]),(0,t.jsx)("div",{className:"sticky z-50 w-full border-b bg-secondary border-gray-20 top-[62px] xl:top-[66px] py-16",children:(0,t.jsx)(x.W,{children:(0,t.jsx)("div",{className:"flex space-x-16",children:e.map((i,e)=>(0,t.jsx)("div",{className:"f-ui-3 transition-all px-12 py-5 rounded-full ".concat(n===e?"text-primary-inverse bg-black":"text-secondary"),children:(0,t.jsx)("button",{onClick:()=>{var e;null===(e=i.ref.current)||void 0===e||e.scrollIntoView()},children:"mn"===a?i.mn:i.en})},e))})})})};var G=a(97058),N=a(6558),D=a(10509);let Panel=i=>{var e;let{width:a,person:n}=i,s=(0,k.b)(),{togglePanel:o}=(0,r.useContext)(U.Q);return(0,t.jsx)(c.E.div,{initial:{x:a},animate:{x:0},exit:{x:a},transition:{stiffness:260,damping:20,duration:.5},className:"fixed inset-0 z-[100] w-screen overflow-x-hidden overflow-y-scroll overscroll-contain overscroll-y-none min-h-screen",children:(0,t.jsxs)("div",{className:"grid h-full grid-cols-3",children:[(0,t.jsx)("div",{className:"hidden h-full col-span-1 xl:block",children:(0,t.jsx)("button",{className:"w-full h-full",onClick:o})}),(0,t.jsxs)("div",{className:"relative h-[calc(100%+10px)] col-span-3 xl:col-span-2 bg-primary",children:[(0,t.jsx)("div",{className:"absolute z-50 top-60 lg:top-40 right-24 lg:right-40",children:(0,t.jsx)("button",{onClick:o,children:(0,t.jsx)(G.Tw,{})})}),(0,t.jsx)("div",{className:"w-full aspect-[3/4] lg:aspect-[4/3] relative",children:(0,t.jsx)(N.w,{image:n.image,className:"object-cover object-[50%_30%]"})}),(0,t.jsxs)("div",{className:"py-48 space-y-48 container xl:pl-[136px]",children:[(0,t.jsxs)("div",{className:"space-y-8",children:[(0,t.jsx)("p",{className:"f-heading-6 text-primary",children:"mn"===s?n.name.mn:n.name.en}),(0,t.jsx)("p",{className:"f-heading-5 text-secondary",children:"mn"===s?n.role.mn:n.role.en})]}),(0,t.jsx)("p",{className:"f-body-1 text-primary",children:(0,t.jsx)(D.YI,{value:null===(e=n.introduction)||void 0===e?void 0:e[s],components:{list:{bullet:i=>{let{children:e}=i;return(0,t.jsx)("ul",{className:"ml-24 list-disc list-outside",children:e})}}}})}),(null==n?void 0:n.linkedin)!==null&&(0,t.jsxs)("a",{target:"_blank",rel:"noopener noreferrer",href:null==n?void 0:n.linkedin,className:"flex items-center justify-center px-20 w-fit py-[9px] bg-[#DDE1E6] rounded-[30px] space-x-8",children:[(0,t.jsxs)("svg",{width:"28",height:"28",viewBox:"0 0 28 28",fill:"none",xmlns:"http://www.w3.org/2000/svg",children:[(0,t.jsx)("rect",{width:"28",height:"28"}),(0,t.jsx)("path",{d:"M22.925 3.5H5.075C4.2 3.5 3.5 4.2 3.5 4.9875V22.925C3.5 23.7125 4.2 24.4125 5.075 24.4125H22.925C23.8 24.4125 24.5 23.7125 24.5 22.925V4.9875C24.5 4.2 23.8 3.5 22.925 3.5ZM9.7125 21.35H6.65V11.375H9.7125V21.35ZM8.225 9.975C7.2625 9.975 6.3875 9.1875 6.3875 8.1375C6.3875 7.0875 7.175 6.3 8.225 6.3C9.1875 6.3 10.

10625 7.0875 10.0625 8.1375C10.0625 9.1875 9.1875 9.975 8.225 9.975ZM21.4375 21.2625H18.375V16.3625C18.375 15.225 18.375 13.65 16.7125 13.65C15.05 13.65 14.875 14.9625 14.875 16.1875V21.175H11.8125V11.375H14.7V12.6875H14.7875C15.225 11.9 16.275 11.025 17.7625 11.025C20.9125 11.025 21.525 13.125 21.525 15.8375V21.2625H21.4375Z",fill:"#343A3F"})]}),(0,t.jsx)("p",{className:"font-semibold text-secondary text-base leading-[22px] translate-y-2",children:"Linkedin"})]})]})]})]})})},Quote=i=>{var e,a,r,n,s,o;let{greetings:A}=i,l={list:{bullet:i=>{let{children:e}=i;return(0,t.jsx)("ul",{className:"ml-24 list-disc list-outside",children:e})}}},c=(0,k.b)();return(0,t.jsxs)(t.Fragment,{children:[(0,t.jsx)("div",{className:"block py-40 bg-inverse lg:hidden",children:(0,t.jsx)(x.W,{children:(0,t.jsxs)("div",{className:"space-y-40",children:[(0,t.jsx)("div",{className:"w-full aspect-[337/446] relative",children:(0,t.jsx)(N.w,{image:A.photo,className:"object-cover"})}),(0,t.jsxs)("div",{className:"space-y-32 text-primary-inverse",children:[(0,t.jsx)(G.PE,{}),(0,t.jsx)("div",{className:"f-quote-1",children:(0,t.jsx)(D.YI,{value:null===(e=A.text)||void 0===e?void 0:e[c],components:l})}),(0,t.jsxs)("div",{className:"space-y-8",children:[(0,t.jsx)("p",{className:"f-heading-2",children:null===(a=A.name)||void 0===a?void 0:a[c]}),(0,t.jsx)("p",{className:"f-body-1",children:null===(r=A.role)||void 0===r?void 0:r[c]})]})]})]})})}),(0,t.jsxs)("div",{className:"hidden lg:flex items-center justify-center w-full h-[660px] overflow-hidden",children:[(0,t.jsx)("div",{className:"relative w-1/3 h-full",children:(0,t.jsx)(N.w,{image:A.photo,className:"object-cover"})}),(0,t.jsx)("div",{className:"py-[87px] bg-inverse w-2/3 h-full overflow-scroll",children:(0,t.jsxs)("div",{className:"space-y-32 text-primary-inverse ml-1-cols w-8-cols",children:[(0,t.jsx)(G.PE,{}),(0,t.jsx)("div",{className:"f-quote-1",children:(0,t.jsx)(D.YI,{value:null===(n=A.text)||void 0===n?void 0:n[c],components:l})}),(0,t.jsxs)("div",{className:"space-y-8",children:[(0,t.jsx)("p",{className:"f-heading-2",children:null===(s=A.name)||void 0===s?void 0:s[c]}),(0,t.jsx)("p",{className:"f-body-1",children:null===(o=A.role)||void 0===o?void 0:o[c]})]})]})})]})]})},PersonCard=i=>{let{handleClick:e,person:a}=i,r=(0,k.b)();return(0,t.jsxs)("button",{onClick:e,className:"w-full space-y-24 text-left",children:[(0,t.jsx)("div",{className:"relative w-full overflow-hidden aspect-square rounded-bl-3xl",children:(0,t.jsx)(N.w,{image:a.image,className:"object-cover object-top"})}),(0,t.jsxs)("div",{className:"space-y-8 text-primary",children:[(0,t.jsx)("p",{className:"f-heading-4",children:"mn"===r?a.name.mn:a.name.en}),(0,t.jsx)("p",{className:"f-body-1",children:"mn"===r?a.role.mn:a.role.en})]})]})},w=(0,r.forwardRef)((i,e)=>{let{people:a}=i,{togglePanel:n,toggleActive:s}=(0,r.useContext)(U.Q),o=(0,k.b)();return(0,t.jsxs)("div",{className:"relative",children:[(0,t.jsx)("div",{ref:e,className:"-top-[118px] xl:-top-[125px] h-full absolute"}),(0,t.jsx)("div",{className:"w-full py-40 xl:py-80",children:(0,t.jsx)(x.W,{children:(0,t.jsxs)("div",{className:"space-y-40 xl:space-y-60",children:[(0,t.jsxs)("div",{className:"grid-layout",children:[(0,t.jsx)("div",{className:"grid-col-span-4",children:(0,t.jsx)("p",{className:"f-heading-6 text-secondary",children:"mn"===o?a.mn:a.en})}),(0,t.jsx)("div",{className:"space-y-24 grid-col-span-6",children:(0,t.jsx)("p",{className:"f-body-1 text-primary",children:"mn"===o?a.descriptionMn:a.descriptionEn})})]}),(0,t.jsx)("div",{className:"grid grid-cols-2 xl:grid-cols-4 gap-x-gutter gap-y-40 xl:gap-y-60",children:a.array.map((i,e)=>(0,t.jsx)("div",{className:"w-full",children:(0,t.jsx)(PersonCard,{handleClick:()=>{null==n||n(),null==s||s(e,i.category)},person:i})},e))})]})})})]})});w.displayName="Members";let j=(0,r.forwardRef)((i,e)=>{let{people:a,greetings:s}=i,[o,A]=(0,r.useState)(!1),[l,x]=(0,r.useState)(0),[c,m]=(0,r.useState)(0),g=(0,r.useRef)(null),d=(0,r.useRef)(null),k=(0,r.useRef)(null),u=[{ref:g,en:"Board Members",mn:"ТУЗ",inView:(0,n.Y)(g,{margin:"-126px 0px 0px 0px"})}

1,{ref:d,en:"Team",mn:"Баг",inView:(0,n.Y)(d,{margin:"-126px 0px 0px 0px"})},{ref:k,en:"Professional council",mn:"Зөвлөл",inView:(0,n.Y)(k,{margin:"-126px 0px 0px 0px"})}],B=[],h=[],y=[];a.forEach(i=>{"ToC Board"===i.category?B.push(i):"ToC Team"===i.category?h.push(i):y.push(i)});let f=[{en:"Board Members",mn:"ТУЗ",array:B,descriptionMn:"ТоС-ийн Удирдах зөвлөлийн хурал улирал тутам болдог бөгөөд Удирдах зөвлөл нь гишүүн байгууллагуудын гүйцэтгэх удирдлагын төлөөллөөс бүрддэг бөгөөд Удирдах зөвлөлийн даргыг тухайн жилийн манлайлагч байгууллагаас сонгодог. ",descriptionEn:"The MSFA Board of Directors is composed of C-level executives elected from our member organisations every two years and the Chairperson of the Board is selected from the respective year’s “Lead Organisation”. The meeting of the Board is held quarterly."},{en:"Team",mn:"Баг",array:h,descriptionEn:"Apart from the MSFA secretariat below, we collaborate with various international and national experts that provide subject-specific sustainable finance expertise and insights.",descriptionMn:"Доорх ТоС-ийн ажлын албаны ажилтнуудаас гадна бид холбогдох төслүүд дээр олон улсын болон үндэсний зөвлөхүүд, мэргэжилтнүүдтэй хамтран ажилладаг."},{en:"Professional council",mn:"Мэргэжлийн Зөвлөл",array:y,descriptionEn:"The ToC Professional Council is composed of all member organizations as well as representatives of partner organizations such as the Central Bank of Mongolia, the Financial Regulatory Commission, the Ministry of Environment and Tourism, the IFC, the UNDP, and the ADB. The council meets as needed to discuss relevant sustainable finance issues and share experiences and information on selected topics.",descriptionMn:"Уг зөвлөл нь нийт гишүүн байгууллагууд болон Монголбанк, СЗХ, БОАЖЯ, ОУСК зэрэг хамтрагч байгууллагуудын төлөөллийг хамардаг бөгөөд ТоС-ийн чиглэлээр цаг үеийн асуудлуудыг хэлэлцэж, сар бүр тусгайлсан сэдвээр мэдээлэл, туршлага солилцох хэлэлцүүлгийг өрнүүлдэг."}],{width:Q}=(0,p.i)();return(0,t.jsxs)(U.Q.Provider,{value:{showPanel:o,togglePanel:()=>{A(!o)},toggleActive:(i,e)=>{"ToC Board"===e?x(0):"ToC Team"===e?x(1):x(2),m(i)}},children:[(0,t.jsxs)("div",{className:"relative ".concat(o&&"grayscale"),children:[(0,t.jsx)("div",{ref:e,className:"-top-[61px] xl:-top-[65px] h-full absolute"}),(0,t.jsxs)("div",{className:"relative w-full",children:[(0,t.jsx)(SubTabTracker,{tabs:u}),(0,t.jsx)(Quote,{greetings:s}),u.map((i,e)=>(0,t.jsx)("div",{children:(0,t.jsx)(w,{ref:i.ref,people:f[e]})},e))]})]}),o&&(0,t.jsx)("div",{className:"".concat(o?"opacity-50":"opacity-0"," fixed top-0 w-full h-screen bg-gray-100 z-[99] transition-opacity duration-500")}),(0,t.jsx)(F.M,{mode:"wait",children:o&&(0,t.jsx)(Panel,{width:Q,person:f[l].array[c]})})]})});j.displayName="People";var K=a(19826),W=a.n(K);function AboutPage(i){let{people:e,home:a}=i,o=(0,r.useRef)(null),A=(0,r.useRef)(null),l=(0,r.useRef)(null),x=(0,r.useRef)(null),c=[{ref:o,en:"Overview",mn:"Ерөнхий",inView:(0,n.Y)(o,{margin:"-66px 0px 0px 0px"})},{ref:A,en:"History",mn:"Түүх",inView:(0,n.Y)(A,{margin:"-66px 0px 0px 0px"})},{ref:l,mn:"ТоС 8 зарчим",en:"MSF 8 Principles",inView:(0,n.Y)(l,{margin:"-66px 0px 0px 0px"})},{ref:x,mn:"Хамт олон",en:"People",inView:(0,n.Y)(x,{margin:"-65px 0px 0px 0px"})}];return(0,t.jsxs)(t.Fragment,{children:[(0,t.jsx)(W(),{children:(0,t.jsx)("title",{children:"Бидний тухай | Монголын Тогтвортой Санхүүжилтийн Холбоо"})}),(0,t.jsxs)(s.A,{children:[(0,t.jsx)(Hero,{}),(0,t.jsxs)("div",{className:"relative z-50 bg-primary",children:[(0,t.jsx)(TabTracker,{tabs:c}),(0,t.jsx)(q,{ref:o}),(0,t.jsx)(C,{ref:A}),(0,t.jsx)(E,{ref:l}),(0,t.jsx)(j,{ref:x,people:e,greetings:a.greetings})]})]})]})}var I=!0;function About(i){return(0,t.jsx)(AboutPage,{...i})}}},function(i){i.O(0,[3349,6476,509,3558,3042,2569,9774,2888,179],function(){return i(i.s=74806)}),_N_E=i.O()}]);