commit e6f2bad6c1545f97a8c14eab6ec7539f7032ae42 Author: Amit Dutta <mail@amit.is-a.dev> Date: Wed, 23 Sep 2026 20:45:51 +0530 Initial vault sync Diffstat:
47 files changed, 11655 insertions(+), 0 deletions(-)
diff --git a/.obsidian/app.json b/.obsidian/app.json @@ -0,0 +1,4 @@ +{ + "promptDelete": false, + "showInlineTitle": false +} +\ No newline at end of file diff --git a/.obsidian/appearance.json b/.obsidian/appearance.json @@ -0,0 +1,3 @@ +{ + "cssTheme": "Catppuccin" +} +\ No newline at end of file diff --git a/.obsidian/community-plugins.json b/.obsidian/community-plugins.json @@ -0,0 +1,3 @@ +[ + "advanced-pdf-export" +] +\ No newline at end of file diff --git a/.obsidian/core-plugins.json b/.obsidian/core-plugins.json @@ -0,0 +1,33 @@ +{ + "file-explorer": true, + "global-search": true, + "switcher": true, + "graph": true, + "backlink": true, + "canvas": true, + "outgoing-link": true, + "tag-pane": true, + "footnotes": false, + "properties": true, + "page-preview": false, + "daily-notes": true, + "templates": true, + "note-composer": true, + "command-palette": true, + "slash-command": false, + "editor-status": true, + "bookmarks": true, + "markdown-importer": false, + "zk-prefixer": false, + "random-note": false, + "outline": true, + "word-count": true, + "slides": false, + "audio-recorder": false, + "workspaces": false, + "file-recovery": true, + "publish": false, + "sync": true, + "bases": true, + "webviewer": false +} +\ No newline at end of file diff --git a/.obsidian/graph.json b/.obsidian/graph.json @@ -0,0 +1,22 @@ +{ + "collapse-filter": true, + "search": "", + "showTags": false, + "showAttachments": false, + "hideUnresolved": false, + "showOrphans": true, + "collapse-color-groups": true, + "colorGroups": [], + "collapse-display": true, + "showArrow": false, + "textFadeMultiplier": 0, + "nodeSizeMultiplier": 1, + "lineSizeMultiplier": 1, + "collapse-forces": true, + "centerStrength": 0.518713248970312, + "repelStrength": 10, + "linkStrength": 1, + "linkDistance": 250, + "scale": 1, + "close": true +} +\ No newline at end of file diff --git a/.obsidian/hotkeys.json b/.obsidian/hotkeys.json @@ -0,0 +1,11 @@ +{ + "advanced-pdf-export:open-panel": [ + { + "modifiers": [ + "Mod", + "Shift" + ], + "key": "P" + } + ] +} +\ No newline at end of file diff --git a/.obsidian/plugins/advanced-pdf-export/data.json b/.obsidian/plugins/advanced-pdf-export/data.json @@ -0,0 +1,78 @@ +{ + "pageSize": "A4", + "orientation": "portrait", + "preset": "default", + "name": "Default", + "fontFamily": "Georgia, serif", + "fontSize": 14, + "lineHeight": 1.4, + "paragraphSpacing": 0.65, + "headingScale": 1, + "accentColor": "#000000", + "bodyColor": "#1a1a2e", + "boldColor": "#1a1a2e", + "headingColor": "#0d0d1a", + "h1BorderBottom": false, + "h2BorderBottom": true, + "centerH1": false, + "blockquoteBg": "transparent", + "blockquoteBorderColor": "#000000", + "codeBackground": "#f0f0f8", + "codeFontSize": 0.85, + "codeFontFamily": "'JetBrains Mono', monospace", + "codeTheme": "github-light", + "tableHeaderBg": "#f0f0f8", + "tableStriped": true, + "pageBackground": "#ffffff", + "marginTop": 15, + "marginBottom": 15, + "marginLeft": 18, + "marginRight": 15, + "headerText": "", + "footerText": "", + "showHeader": true, + "showFooter": true, + "showHeaderBorder": false, + "showFooterBorder": false, + "showPageNumbers": true, + "pageNumberPosition": "right", + "pageNumberStart": 1, + "pageNumberFormat": "{{current}} / {{total}}", + "showHeaderOnFirstPage": true, + "showFooterOnFirstPage": true, + "headerAlignment": "right", + "footerTextAlignment": "left", + "headerFontSize": 9, + "headerFontColor": "#999999", + "footerFontSize": 15, + "footerFontColor": "#3d3d3d", + "linkUnderline": true, + "frameEnabled": true, + "frameColor": "#000000", + "frameThickness": 1.5, + "frameMargin": 40, + "frameStyle": "solid", + "hideFrontmatter": false, + "customFontName": "", + "customCodeFontName": "", + "codeFontLigatures": false, + "autoBreakH1": false, + "autoBreakH2": false, + "includeFilenameAsTitle": false, + "previewScale": 1, + "customPageWidth": 210, + "customPageHeight": 297, + "headerHeight": 0, + "footerHeight": 0, + "headerImagePath": "", + "headerImageMargin": 0, + "footerImagePath": "", + "footerImageMargin": 0, + "backgroundImageEnabled": false, + "backgroundImagePath": "", + "backgroundImageSize": "cover", + "backgroundImageScope": "full-page", + "backgroundImageOpacity": 1, + "includeOutline": true, + "presetSnapshots": {} +} +\ No newline at end of file diff --git a/.obsidian/plugins/advanced-pdf-export/main.js b/.obsidian/plugins/advanced-pdf-export/main.js @@ -0,0 +1,323 @@ +var wd=Object.create;var Qo=Object.defineProperty;var Sd=Object.getOwnPropertyDescriptor;var Pd=Object.getOwnPropertyNames;var Cd=Object.getPrototypeOf,Dd=Object.prototype.hasOwnProperty;var He=(e,t)=>()=>(t||e((t={exports:{}}).exports,t),t.exports),kd=(e,t)=>{for(var r in t)Qo(e,r,{get:t[r],enumerable:!0})},Ls=(e,t,r,n)=>{if(t&&typeof t=="object"||typeof t=="function")for(let o of Pd(t))!Dd.call(e,o)&&o!==r&&Qo(e,o,{get:()=>t[o],enumerable:!(n=Sd(t,o))||n.enumerable});return e};var 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r=e.max_chain_length,n=e.strstart,o,i,a=e.prev_length,s=e.nice_match,f=e.strstart>e.w_size-mt?e.strstart-(e.w_size-mt):0,l=e.window,c=e.w_mask,u=e.prev,d=e.strstart+Jt,h=l[n+a-1],p=l[n+a];e.prev_length>=e.good_match&&(r>>=2),s>e.lookahead&&(s=e.lookahead);do if(o=t,!(l[o+a]!==p||l[o+a-1]!==h||l[o]!==l[n]||l[++o]!==l[n+1])){n+=2,o++;do;while(l[++n]===l[++o]&&l[++n]===l[++o]&&l[++n]===l[++o]&&l[++n]===l[++o]&&l[++n]===l[++o]&&l[++n]===l[++o]&&l[++n]===l[++o]&&l[++n]===l[++o]&&n<d);if(i=Jt-(d-n),n=d-Jt,i>a){if(e.match_start=t,a=i,i>=s)break;h=l[n+a-1],p=l[n+a]}}while((t=u[t&c])>f&&--r!==0);return a<=e.lookahead?a:e.lookahead}function Cr(e){var t=e.w_size,r,n,o,i,a;do{if(i=e.window_size-e.lookahead-e.strstart,e.strstart>=t+(t-mt)){Xe.arraySet(e.window,e.window,t,t,0),e.match_start-=t,e.strstart-=t,e.block_start-=t,n=e.hash_size,r=n;do o=e.head[--r],e.head[r]=o>=t?o-t:0;while(--n);n=t,r=n;do o=e.prev[--r],e.prev[r]=o>=t?o-t:0;while(--n);i+=t}if(e.strm.avail_in===0)break;if(n=Wh(e.strm,e.window,e.strstart+e.lookahead,i),e.lookahead+=n,e.lookahead+e.insert>=fe)for(a=e.strstart-e.insert,e.ins_h=e.window[a],e.ins_h=(e.ins_h<<e.hash_shift^e.window[a+1])&e.hash_mask;e.insert&&(e.ins_h=(e.ins_h<<e.hash_shift^e.window[a+fe-1])&e.hash_mask,e.prev[a&e.w_mask]=e.head[e.ins_h],e.head[e.ins_h]=a,a++,e.insert--,!(e.lookahead+e.insert<fe)););}while(e.lookahead<mt&&e.strm.avail_in!==0)}function Vh(e,t){var r=65535;for(r>e.pending_buf_size-5&&(r=e.pending_buf_size-5);;){if(e.lookahead<=1){if(Cr(e),e.lookahead===0&&t===Dr)return Oe;if(e.lookahead===0)break}e.strstart+=e.lookahead,e.lookahead=0;var n=e.block_start+r;if((e.strstart===0||e.strstart>=n)&&(e.lookahead=e.strstart-n,e.strstart=n,Le(e,!1),e.strm.avail_out===0)||e.strstart-e.block_start>=e.w_size-mt&&(Le(e,!1),e.strm.avail_out===0))return Oe}return e.insert=0,t===_t?(Le(e,!0),e.strm.avail_out===0?Pr:tn):(e.strstart>e.block_start&&(Le(e,!1),e.strm.avail_out===0),Oe)}function Ca(e,t){for(var r,n;;){if(e.lookahead<mt){if(Cr(e),e.lookahead<mt&&t===Dr)return Oe;if(e.lookahead===0)break}if(r=0,e.lookahead>=fe&&(e.ins_h=(e.ins_h<<e.hash_shift^e.window[e.strstart+fe-1])&e.hash_mask,r=e.prev[e.strstart&e.w_mask]=e.head[e.ins_h],e.head[e.ins_h]=e.strstart),r!==0&&e.strstart-r<=e.w_size-mt&&(e.match_length=$l(e,r)),e.match_length>=fe)if(n=at._tr_tally(e,e.strstart-e.match_start,e.match_length-fe),e.lookahead-=e.match_length,e.match_length<=e.max_lazy_match&&e.lookahead>=fe){e.match_length--;do e.strstart++,e.ins_h=(e.ins_h<<e.hash_shift^e.window[e.strstart+fe-1])&e.hash_mask,r=e.prev[e.strstart&e.w_mask]=e.head[e.ins_h],e.head[e.ins_h]=e.strstart;while(--e.match_length!==0);e.strstart++}else e.strstart+=e.match_length,e.match_length=0,e.ins_h=e.window[e.strstart],e.ins_h=(e.ins_h<<e.hash_shift^e.window[e.strstart+1])&e.hash_mask;else n=at._tr_tally(e,0,e.window[e.strstart]),e.lookahead--,e.strstart++;if(n&&(Le(e,!1),e.strm.avail_out===0))return Oe}return e.insert=e.strstart<fe-1?e.strstart:fe-1,t===_t?(Le(e,!0),e.strm.avail_out===0?Pr:tn):e.last_lit&&(Le(e,!1),e.strm.avail_out===0)?Oe:Yn}function $r(e,t){for(var r,n,o;;){if(e.lookahead<mt){if(Cr(e),e.lookahead<mt&&t===Dr)return Oe;if(e.lookahead===0)break}if(r=0,e.lookahead>=fe&&(e.ins_h=(e.ins_h<<e.hash_shift^e.window[e.strstart+fe-1])&e.hash_mask,r=e.prev[e.strstart&e.w_mask]=e.head[e.ins_h],e.head[e.ins_h]=e.strstart),e.prev_length=e.match_length,e.prev_match=e.match_start,e.match_length=fe-1,r!==0&&e.prev_length<e.max_lazy_match&&e.strstart-r<=e.w_size-mt&&(e.match_length=$l(e,r),e.match_length<=5&&(e.strategy===kh||e.match_length===fe&&e.strstart-e.match_start>4096)&&(e.match_length=fe-1)),e.prev_length>=fe&&e.match_length<=e.prev_length){o=e.strstart+e.lookahead-fe,n=at._tr_tally(e,e.strstart-1-e.prev_match,e.prev_length-fe),e.lookahead-=e.prev_length-1,e.prev_length-=2;do++e.strstart<=o&&(e.ins_h=(e.ins_h<<e.hash_shift^e.window[e.strstart+fe-1])&e.hash_mask,r=e.prev[e.strstart&e.w_mask]=e.head[e.ins_h],e.head[e.ins_h]=e.strstart);while(--e.prev_length!==0);if(e.match_available=0,e.match_length=fe-1,e.strstart++,n&&(Le(e,!1),e.strm.avail_out===0))return Oe}else 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e.insert=0,t===_t?(Le(e,!0),e.strm.avail_out===0?Pr:tn):e.last_lit&&(Le(e,!1),e.strm.avail_out===0)?Oe:Yn}function Dt(e,t,r,n,o){this.good_length=e,this.max_lazy=t,this.nice_length=r,this.max_chain=n,this.func=o}var en;en=[new Dt(0,0,0,0,Vh),new Dt(4,4,8,4,Ca),new Dt(4,5,16,8,Ca),new Dt(4,6,32,32,Ca),new Dt(4,4,16,16,$r),new Dt(8,16,32,32,$r),new Dt(8,16,128,128,$r),new Dt(8,32,128,256,$r),new Dt(32,128,258,1024,$r),new Dt(32,258,258,4096,$r)];function Xh(e){e.window_size=2*e.w_size,Yt(e.head),e.max_lazy_match=en[e.level].max_lazy,e.good_match=en[e.level].good_length,e.nice_match=en[e.level].nice_length,e.max_chain_length=en[e.level].max_chain,e.strstart=0,e.block_start=0,e.lookahead=0,e.insert=0,e.match_length=e.prev_length=fe-1,e.match_available=0,e.ins_h=0}function Zh(){this.strm=null,this.status=0,this.pending_buf=null,this.pending_buf_size=0,this.pending_out=0,this.pending=0,this.wrap=0,this.gzhead=null,this.gzindex=0,this.method=pi,this.last_flush=-1,this.w_size=0,this.w_bits=0,this.w_mask=0,this.window=null,this.window_size=0,this.prev=null,this.head=null,this.ins_h=0,this.hash_size=0,this.hash_bits=0,this.hash_mask=0,this.hash_shift=0,this.block_start=0,this.match_length=0,this.prev_match=0,this.match_available=0,this.strstart=0,this.match_start=0,this.lookahead=0,this.prev_length=0,this.max_chain_length=0,this.max_lazy_match=0,this.level=0,this.strategy=0,this.good_match=0,this.nice_match=0,this.dyn_ltree=new Xe.Buf16(jh*2),this.dyn_dtree=new Xe.Buf16((2*zh+1)*2),this.bl_tree=new Xe.Buf16((2*Lh+1)*2),Yt(this.dyn_ltree),Yt(this.dyn_dtree),Yt(this.bl_tree),this.l_desc=null,this.d_desc=null,this.bl_desc=null,this.bl_count=new Xe.Buf16(Hh+1),this.heap=new Xe.Buf16(2*Da+1),Yt(this.heap),this.heap_len=0,this.heap_max=0,this.depth=new Xe.Buf16(2*Da+1),Yt(this.depth),this.l_buf=0,this.lit_bufsize=0,this.last_lit=0,this.d_buf=0,this.opt_len=0,this.static_len=0,this.matches=0,this.insert=0,this.bi_buf=0,this.bi_valid=0}function ef(e){var t;return!e||!e.state?Qt(e,st):(e.total_in=e.total_out=0,e.data_type=Rh,t=e.state,t.pending=0,t.pending_out=0,t.wrap<0&&(t.wrap=-t.wrap),t.status=t.wrap?vi:Sr,e.adler=t.wrap===2?0:1,t.last_flush=Dr,at._tr_init(t),kt)}function tf(e){var t=ef(e);return t===kt&&Xh(e.state),t}function Yh(e,t){return!e||!e.state||e.state.wrap!==2?st:(e.state.gzhead=t,kt)}function rf(e,t,r,n,o,i){if(!e)return st;var a=1;if(t===Dh&&(t=6),n<0?(a=0,n=-n):n>15&&(a=2,n-=16),o<1||o>Oh||r!==pi||n<8||n>15||t<0||t>9||i<0||i>Eh)return Qt(e,st);n===8&&(n=9);var s=new Zh;return e.state=s,s.strm=e,s.wrap=a,s.gzhead=null,s.w_bits=n,s.w_size=1<<s.w_bits,s.w_mask=s.w_size-1,s.hash_bits=o+7,s.hash_size=1<<s.hash_bits,s.hash_mask=s.hash_size-1,s.hash_shift=~~((s.hash_bits+fe-1)/fe),s.window=new Xe.Buf8(s.w_size*2),s.head=new Xe.Buf16(s.hash_size),s.prev=new Xe.Buf16(s.w_size),s.lit_bufsize=1<<o+6,s.pending_buf_size=s.lit_bufsize*4,s.pending_buf=new Xe.Buf8(s.pending_buf_size),s.d_buf=1*s.lit_bufsize,s.l_buf=3*s.lit_bufsize,s.level=t,s.strategy=i,s.method=r,tf(e)}function Jh(e,t){return rf(e,t,pi,Bh,Mh,Ah)}function Qh(e,t){var r,n,o,i;if(!e||!e.state||t>Yl||t<0)return e?Qt(e,st):st;if(n=e.state,!e.output||!e.input&&e.avail_in!==0||n.status===Zn&&t!==_t)return Qt(e,e.avail_out===0?Pa:st);if(n.strm=e,r=n.last_flush,n.last_flush=t,n.status===vi)if(n.wrap===2)e.adler=0,ce(n,31),ce(n,139),ce(n,8),n.gzhead?(ce(n,(n.gzhead.text?1:0)+(n.gzhead.hcrc?2:0)+(n.gzhead.extra?4:0)+(n.gzhead.name?8:0)+(n.gzhead.comment?16:0)),ce(n,n.gzhead.time&255),ce(n,n.gzhead.time>>8&255),ce(n,n.gzhead.time>>16&255),ce(n,n.gzhead.time>>24&255),ce(n,n.level===9?2:n.strategy>=ci||n.level<2?4:0),ce(n,n.gzhead.os&255),n.gzhead.extra&&n.gzhead.extra.length&&(ce(n,n.gzhead.extra.length&255),ce(n,n.gzhead.extra.length>>8&255)),n.gzhead.hcrc&&(e.adler=Xt(e.adler,n.pending_buf,n.pending,0)),n.gzindex=0,n.status=ka):(ce(n,0),ce(n,0),ce(n,0),ce(n,0),ce(n,0),ce(n,n.level===9?2:n.strategy>=ci||n.level<2?4:0),ce(n,qh),n.status=Sr);else{var a=pi+(n.w_bits-8<<4)<<8,s=-1;n.strategy>=ci||n.level<2?s=0:n.level<6?s=1:n.level===6?s=2:s=3,a|=s<<6,n.strstart!==0&&(a|=Uh),a+=31-a%31,n.status=Sr,Xn(n,a),n.strstart!==0&&(Xn(n,e.adler>>>16),Xn(n,e.adler&65535)),e.adler=1}if(n.status===ka)if(n.gzhead.extra){for(o=n.pending;n.gzindex<(n.gzhead.extra.length&65535)&&!(n.pending===n.pending_buf_size&&(n.gzhead.hcrc&&n.pending>o&&(e.adler=Xt(e.adler,n.pending_buf,n.pending-o,o)),Zt(e),o=n.pending,n.pending===n.pending_buf_size));)ce(n,n.gzhead.extra[n.gzindex]&255),n.gzindex++;n.gzhead.hcrc&&n.pending>o&&(e.adler=Xt(e.adler,n.pending_buf,n.pending-o,o)),n.gzindex===n.gzhead.extra.length&&(n.gzindex=0,n.status=ui)}else n.status=ui;if(n.status===ui)if(n.gzhead.name){o=n.pending;do{if(n.pending===n.pending_buf_size&&(n.gzhead.hcrc&&n.pending>o&&(e.adler=Xt(e.adler,n.pending_buf,n.pending-o,o)),Zt(e),o=n.pending,n.pending===n.pending_buf_size)){i=1;break}n.gzindex<n.gzhead.name.length?i=n.gzhead.name.charCodeAt(n.gzindex++)&255:i=0,ce(n,i)}while(i!==0);n.gzhead.hcrc&&n.pending>o&&(e.adler=Xt(e.adler,n.pending_buf,n.pending-o,o)),i===0&&(n.gzindex=0,n.status=di)}else n.status=di;if(n.status===di)if(n.gzhead.comment){o=n.pending;do{if(n.pending===n.pending_buf_size&&(n.gzhead.hcrc&&n.pending>o&&(e.adler=Xt(e.adler,n.pending_buf,n.pending-o,o)),Zt(e),o=n.pending,n.pending===n.pending_buf_size)){i=1;break}n.gzindex<n.gzhead.comment.length?i=n.gzhead.comment.charCodeAt(n.gzindex++)&255:i=0,ce(n,i)}while(i!==0);n.gzhead.hcrc&&n.pending>o&&(e.adler=Xt(e.adler,n.pending_buf,n.pending-o,o)),i===0&&(n.status=hi)}else n.status=hi;if(n.status===hi&&(n.gzhead.hcrc?(n.pending+2>n.pending_buf_size&&Zt(e),n.pending+2<=n.pending_buf_size&&(ce(n,e.adler&255),ce(n,e.adler>>8&255),e.adler=0,n.status=Sr)):n.status=Sr),n.pending!==0){if(Zt(e),e.avail_out===0)return n.last_flush=-1,kt}else if(e.avail_in===0&&Ql(t)<=Ql(r)&&t!==_t)return Qt(e,Pa);if(n.status===Zn&&e.avail_in!==0)return Qt(e,Pa);if(e.avail_in!==0||n.lookahead!==0||t!==Dr&&n.status!==Zn){var f=n.strategy===ci?Kh(n,t):n.strategy===Th?Gh(n,t):en[n.level].func(n,t);if((f===Pr||f===tn)&&(n.status=Zn),f===Oe||f===Pr)return e.avail_out===0&&(n.last_flush=-1),kt;if(f===Yn&&(t===Sh?at._tr_align(n):t!==Yl&&(at._tr_stored_block(n,0,0,!1),t===Ph&&(Yt(n.head),n.lookahead===0&&(n.strstart=0,n.block_start=0,n.insert=0))),Zt(e),e.avail_out===0))return n.last_flush=-1,kt}return t!==_t?kt:n.wrap<=0?Jl:(n.wrap===2?(ce(n,e.adler&255),ce(n,e.adler>>8&255),ce(n,e.adler>>16&255),ce(n,e.adler>>24&255),ce(n,e.total_in&255),ce(n,e.total_in>>8&255),ce(n,e.total_in>>16&255),ce(n,e.total_in>>24&255)):(Xn(n,e.adler>>>16),Xn(n,e.adler&65535)),Zt(e),n.wrap>0&&(n.wrap=-n.wrap),n.pending!==0?kt:Jl)}function _h(e){var t;return!e||!e.state?st:(t=e.state.status,t!==vi&&t!==ka&&t!==ui&&t!==di&&t!==hi&&t!==Sr&&t!==Zn?Qt(e,st):(e.state=null,t===Sr?Qt(e,Ch):kt))}function $h(e,t){var r=t.length,n,o,i,a,s,f,l,c;if(!e||!e.state||(n=e.state,a=n.wrap,a===2||a===1&&n.status!==vi||n.lookahead))return st;for(a===1&&(e.adler=_l(e.adler,t,r,0)),n.wrap=0,r>=n.w_size&&(a===0&&(Yt(n.head),n.strstart=0,n.block_start=0,n.insert=0),c=new Xe.Buf8(n.w_size),Xe.arraySet(c,t,r-n.w_size,n.w_size,0),t=c,r=n.w_size),s=e.avail_in,f=e.next_in,l=e.input,e.avail_in=r,e.next_in=0,e.input=t,Cr(n);n.lookahead>=fe;){o=n.strstart,i=n.lookahead-(fe-1);do n.ins_h=(n.ins_h<<n.hash_shift^n.window[o+fe-1])&n.hash_mask,n.prev[o&n.w_mask]=n.head[n.ins_h],n.head[n.ins_h]=o,o++;while(--i);n.strstart=o,n.lookahead=fe-1,Cr(n)}return n.strstart+=n.lookahead,n.block_start=n.strstart,n.insert=n.lookahead,n.lookahead=0,n.match_length=n.prev_length=fe-1,n.match_available=0,e.next_in=f,e.input=l,e.avail_in=s,n.wrap=a,kt}Tt.deflateInit=Jh;Tt.deflateInit2=rf;Tt.deflateReset=tf;Tt.deflateResetKeep=ef;Tt.deflateSetHeader=Yh;Tt.deflate=Qh;Tt.deflateEnd=_h;Tt.deflateSetDictionary=$h;Tt.deflateInfo="pako deflate (from Nodeca project)"});var Ta=He(rn=>{"use strict";var mi=zt(),of=!0,af=!0;try{String.fromCharCode.apply(null,[0])}catch{of=!1}try{String.fromCharCode.apply(null,new Uint8Array(1))}catch{af=!1}var Jn=new mi.Buf8(256);for(jt=0;jt<256;jt++)Jn[jt]=jt>=252?6:jt>=248?5:jt>=240?4:jt>=224?3:jt>=192?2:1;var jt;Jn[254]=Jn[254]=1;rn.string2buf=function(e){var t,r,n,o,i,a=e.length,s=0;for(o=0;o<a;o++)r=e.charCodeAt(o),(r&64512)===55296&&o+1<a&&(n=e.charCodeAt(o+1),(n&64512)===56320&&(r=65536+(r-55296<<10)+(n-56320),o++)),s+=r<128?1:r<2048?2:r<65536?3:4;for(t=new mi.Buf8(s),i=0,o=0;i<s;o++)r=e.charCodeAt(o),(r&64512)===55296&&o+1<a&&(n=e.charCodeAt(o+1),(n&64512)===56320&&(r=65536+(r-55296<<10)+(n-56320),o++)),r<128?t[i++]=r:r<2048?(t[i++]=192|r>>>6,t[i++]=128|r&63):r<65536?(t[i++]=224|r>>>12,t[i++]=128|r>>>6&63,t[i++]=128|r&63):(t[i++]=240|r>>>18,t[i++]=128|r>>>12&63,t[i++]=128|r>>>6&63,t[i++]=128|r&63);return t};function sf(e,t){if(t<65534&&(e.subarray&&af||!e.subarray&&of))return String.fromCharCode.apply(null,mi.shrinkBuf(e,t));for(var r="",n=0;n<t;n++)r+=String.fromCharCode(e[n]);return r}rn.buf2binstring=function(e){return sf(e,e.length)};rn.binstring2buf=function(e){for(var t=new mi.Buf8(e.length),r=0,n=t.length;r<n;r++)t[r]=e.charCodeAt(r);return t};rn.buf2string=function(e,t){var r,n,o,i,a=t||e.length,s=new Array(a*2);for(n=0,r=0;r<a;){if(o=e[r++],o<128){s[n++]=o;continue}if(i=Jn[o],i>4){s[n++]=65533,r+=i-1;continue}for(o&=i===2?31:i===3?15:7;i>1&&r<a;)o=o<<6|e[r++]&63,i--;if(i>1){s[n++]=65533;continue}o<65536?s[n++]=o:(o-=65536,s[n++]=55296|o>>10&1023,s[n++]=56320|o&1023)}return sf(s,n)};rn.utf8border=function(e,t){var r;for(t=t||e.length,t>e.length&&(t=e.length),r=t-1;r>=0&&(e[r]&192)===128;)r--;return r<0||r===0?t:r+Jn[e[r]]>t?r:t}});var Ea=He((bg,lf)=>{"use strict";function ep(){this.input=null,this.next_in=0,this.avail_in=0,this.total_in=0,this.output=null,this.next_out=0,this.avail_out=0,this.total_out=0,this.msg="",this.state=null,this.data_type=2,this.adler=0}lf.exports=ep});var df=He($n=>{"use strict";var Qn=nf(),_n=zt(),Ra=Ta(),Oa=fi(),tp=Ea(),uf=Object.prototype.toString,rp=0,Aa=4,nn=0,ff=1,cf=2,np=-1,op=0,ip=8;function kr(e){if(!(this instanceof kr))return new kr(e);this.options=_n.assign({level:np,method:ip,chunkSize:16384,windowBits:15,memLevel:8,strategy:op,to:""},e||{});var t=this.options;t.raw&&t.windowBits>0?t.windowBits=-t.windowBits:t.gzip&&t.windowBits>0&&t.windowBits<16&&(t.windowBits+=16),this.err=0,this.msg="",this.ended=!1,this.chunks=[],this.strm=new tp,this.strm.avail_out=0;var r=Qn.deflateInit2(this.strm,t.level,t.method,t.windowBits,t.memLevel,t.strategy);if(r!==nn)throw new Error(Oa[r]);if(t.header&&Qn.deflateSetHeader(this.strm,t.header),t.dictionary){var n;if(typeof t.dictionary=="string"?n=Ra.string2buf(t.dictionary):uf.call(t.dictionary)==="[object ArrayBuffer]"?n=new Uint8Array(t.dictionary):n=t.dictionary,r=Qn.deflateSetDictionary(this.strm,n),r!==nn)throw new Error(Oa[r]);this._dict_set=!0}}kr.prototype.push=function(e,t){var r=this.strm,n=this.options.chunkSize,o,i;if(this.ended)return!1;i=t===~~t?t:t===!0?Aa:rp,typeof e=="string"?r.input=Ra.string2buf(e):uf.call(e)==="[object ArrayBuffer]"?r.input=new Uint8Array(e):r.input=e,r.next_in=0,r.avail_in=r.input.length;do{if(r.avail_out===0&&(r.output=new _n.Buf8(n),r.next_out=0,r.avail_out=n),o=Qn.deflate(r,i),o!==ff&&o!==nn)return this.onEnd(o),this.ended=!0,!1;(r.avail_out===0||r.avail_in===0&&(i===Aa||i===cf))&&(this.options.to==="string"?this.onData(Ra.buf2binstring(_n.shrinkBuf(r.output,r.next_out))):this.onData(_n.shrinkBuf(r.output,r.next_out)))}while((r.avail_in>0||r.avail_out===0)&&o!==ff);return i===Aa?(o=Qn.deflateEnd(this.strm),this.onEnd(o),this.ended=!0,o===nn):(i===cf&&(this.onEnd(nn),r.avail_out=0),!0)};kr.prototype.onData=function(e){this.chunks.push(e)};kr.prototype.onEnd=function(e){e===nn&&(this.options.to==="string"?this.result=this.chunks.join(""):this.result=_n.flattenChunks(this.chunks)),this.chunks=[],this.err=e,this.msg=this.strm.msg};function Ba(e,t){var r=new kr(t);if(r.push(e,!0),r.err)throw r.msg||Oa[r.err];return r.result}function ap(e,t){return t=t||{},t.raw=!0,Ba(e,t)}function sp(e,t){return t=t||{},t.gzip=!0,Ba(e,t)}$n.Deflate=kr;$n.deflate=Ba;$n.deflateRaw=ap;$n.gzip=sp});var pf=He((xg,hf)=>{"use strict";var gi=30,lp=12;hf.exports=function(t,r){var n,o,i,a,s,f,l,c,u,d,h,p,g,y,b,x,P,S,F,C,D,k,A,M,E;n=t.state,o=t.next_in,M=t.input,i=o+(t.avail_in-5),a=t.next_out,E=t.output,s=a-(r-t.avail_out),f=a+(t.avail_out-257),l=n.dmax,c=n.wsize,u=n.whave,d=n.wnext,h=n.window,p=n.hold,g=n.bits,y=n.lencode,b=n.distcode,x=(1<<n.lenbits)-1,P=(1<<n.distbits)-1;e:do{g<15&&(p+=M[o++]<<g,g+=8,p+=M[o++]<<g,g+=8),S=y[p&x];t:for(;;){if(F=S>>>24,p>>>=F,g-=F,F=S>>>16&255,F===0)E[a++]=S&65535;else if(F&16){C=S&65535,F&=15,F&&(g<F&&(p+=M[o++]<<g,g+=8),C+=p&(1<<F)-1,p>>>=F,g-=F),g<15&&(p+=M[o++]<<g,g+=8,p+=M[o++]<<g,g+=8),S=b[p&P];r:for(;;){if(F=S>>>24,p>>>=F,g-=F,F=S>>>16&255,F&16){if(D=S&65535,F&=15,g<F&&(p+=M[o++]<<g,g+=8,g<F&&(p+=M[o++]<<g,g+=8)),D+=p&(1<<F)-1,D>l){t.msg="invalid distance too far back",n.mode=gi;break e}if(p>>>=F,g-=F,F=a-s,D>F){if(F=D-F,F>u&&n.sane){t.msg="invalid distance too far back",n.mode=gi;break e}if(k=0,A=h,d===0){if(k+=c-F,F<C){C-=F;do E[a++]=h[k++];while(--F);k=a-D,A=E}}else if(d<F){if(k+=c+d-F,F-=d,F<C){C-=F;do E[a++]=h[k++];while(--F);if(k=0,d<C){F=d,C-=F;do E[a++]=h[k++];while(--F);k=a-D,A=E}}}else if(k+=d-F,F<C){C-=F;do E[a++]=h[k++];while(--F);k=a-D,A=E}for(;C>2;)E[a++]=A[k++],E[a++]=A[k++],E[a++]=A[k++],C-=3;C&&(E[a++]=A[k++],C>1&&(E[a++]=A[k++]))}else{k=a-D;do E[a++]=E[k++],E[a++]=E[k++],E[a++]=E[k++],C-=3;while(C>2);C&&(E[a++]=E[k++],C>1&&(E[a++]=E[k++]))}}else if((F&64)===0){S=b[(S&65535)+(p&(1<<F)-1)];continue r}else{t.msg="invalid distance code",n.mode=gi;break e}break}}else if((F&64)===0){S=y[(S&65535)+(p&(1<<F)-1)];continue t}else if(F&32){n.mode=lp;break e}else{t.msg="invalid literal/length code",n.mode=gi;break e}break}}while(o<i&&a<f);C=g>>3,o-=C,g-=C<<3,p&=(1<<g)-1,t.next_in=o,t.next_out=a,t.avail_in=o<i?5+(i-o):5-(o-i),t.avail_out=a<f?257+(f-a):257-(a-f),n.hold=p,n.bits=g}});var Ff=He((Fg,xf)=>{"use strict";var vf=zt(),on=15,mf=852,gf=592,bf=0,Ma=1,yf=2,fp=[3,4,5,6,7,8,9,10,11,13,15,17,19,23,27,31,35,43,51,59,67,83,99,115,131,163,195,227,258,0,0],cp=[16,16,16,16,16,16,16,16,17,17,17,17,18,18,18,18,19,19,19,19,20,20,20,20,21,21,21,21,16,72,78],up=[1,2,3,4,5,7,9,13,17,25,33,49,65,97,129,193,257,385,513,769,1025,1537,2049,3073,4097,6145,8193,12289,16385,24577,0,0],dp=[16,16,16,16,17,17,18,18,19,19,20,20,21,21,22,22,23,23,24,24,25,25,26,26,27,27,28,28,29,29,64,64];xf.exports=function(t,r,n,o,i,a,s,f){var l=f.bits,c=0,u=0,d=0,h=0,p=0,g=0,y=0,b=0,x=0,P=0,S,F,C,D,k,A=null,M=0,E,B=new vf.Buf16(on+1),N=new vf.Buf16(on+1),I=null,X=0,re,H,ue;for(c=0;c<=on;c++)B[c]=0;for(u=0;u<o;u++)B[r[n+u]]++;for(p=l,h=on;h>=1&&B[h]===0;h--);if(p>h&&(p=h),h===0)return i[a++]=1<<24|64<<16|0,i[a++]=1<<24|64<<16|0,f.bits=1,0;for(d=1;d<h&&B[d]===0;d++);for(p<d&&(p=d),b=1,c=1;c<=on;c++)if(b<<=1,b-=B[c],b<0)return-1;if(b>0&&(t===bf||h!==1))return-1;for(N[1]=0,c=1;c<on;c++)N[c+1]=N[c]+B[c];for(u=0;u<o;u++)r[n+u]!==0&&(s[N[r[n+u]]++]=u);if(t===bf?(A=I=s,E=19):t===Ma?(A=fp,M-=257,I=cp,X-=257,E=256):(A=up,I=dp,E=-1),P=0,u=0,c=d,k=a,g=p,y=0,C=-1,x=1<<p,D=x-1,t===Ma&&x>mf||t===yf&&x>gf)return 1;for(;;){re=c-y,s[u]<E?(H=0,ue=s[u]):s[u]>E?(H=I[X+s[u]],ue=A[M+s[u]]):(H=96,ue=0),S=1<<c-y,F=1<<g,d=F;do F-=S,i[k+(P>>y)+F]=re<<24|H<<16|ue|0;while(F!==0);for(S=1<<c-1;P&S;)S>>=1;if(S!==0?(P&=S-1,P+=S):P=0,u++,--B[c]===0){if(c===h)break;c=r[n+s[u]]}if(c>p&&(P&D)!==C){for(y===0&&(y=p),k+=d,g=c-y,b=1<<g;g+y<h&&(b-=B[g+y],!(b<=0));)g++,b<<=1;if(x+=1<<g,t===Ma&&x>mf||t===yf&&x>gf)return 1;C=P&D,i[C]=p<<24|g<<16|k-a|0}}return P!==0&&(i[k+P]=c-y<<24|64<<16|0),f.bits=p,0}});var rc=He(gt=>{"use strict";var nt=zt(),Ha=wa(),Et=Sa(),hp=pf(),eo=Ff(),pp=0,Xf=1,Zf=2,wf=4,vp=5,bi=6,Tr=0,mp=1,gp=2,lt=-2,Yf=-3,Ua=-4,bp=-5,Sf=8,Jf=1,Pf=2,Cf=3,Df=4,kf=5,Tf=6,Ef=7,Af=8,Rf=9,Of=10,Fi=11,Ht=12,Na=13,Bf=14,Ia=15,Mf=16,Nf=17,If=18,zf=19,yi=20,xi=21,Lf=22,jf=23,Hf=24,Uf=25,qf=26,za=27,Wf=28,Vf=29,be=30,qa=31,yp=32,xp=852,Fp=592,wp=15,Sp=wp;function Gf(e){return(e>>>24&255)+(e>>>8&65280)+((e&65280)<<8)+((e&255)<<24)}function Pp(){this.mode=0,this.last=!1,this.wrap=0,this.havedict=!1,this.flags=0,this.dmax=0,this.check=0,this.total=0,this.head=null,this.wbits=0,this.wsize=0,this.whave=0,this.wnext=0,this.window=null,this.hold=0,this.bits=0,this.length=0,this.offset=0,this.extra=0,this.lencode=null,this.distcode=null,this.lenbits=0,this.distbits=0,this.ncode=0,this.nlen=0,this.ndist=0,this.have=0,this.next=null,this.lens=new nt.Buf16(320),this.work=new nt.Buf16(288),this.lendyn=null,this.distdyn=null,this.sane=0,this.back=0,this.was=0}function Qf(e){var t;return!e||!e.state?lt:(t=e.state,e.total_in=e.total_out=t.total=0,e.msg="",t.wrap&&(e.adler=t.wrap&1),t.mode=Jf,t.last=0,t.havedict=0,t.dmax=32768,t.head=null,t.hold=0,t.bits=0,t.lencode=t.lendyn=new nt.Buf32(xp),t.distcode=t.distdyn=new nt.Buf32(Fp),t.sane=1,t.back=-1,Tr)}function _f(e){var t;return!e||!e.state?lt:(t=e.state,t.wsize=0,t.whave=0,t.wnext=0,Qf(e))}function $f(e,t){var r,n;return!e||!e.state||(n=e.state,t<0?(r=0,t=-t):(r=(t>>4)+1,t<48&&(t&=15)),t&&(t<8||t>15))?lt:(n.window!==null&&n.wbits!==t&&(n.window=null),n.wrap=r,n.wbits=t,_f(e))}function ec(e,t){var r,n;return e?(n=new Pp,e.state=n,n.window=null,r=$f(e,t),r!==Tr&&(e.state=null),r):lt}function Cp(e){return ec(e,Sp)}var Kf=!0,La,ja;function Dp(e){if(Kf){var t;for(La=new nt.Buf32(512),ja=new nt.Buf32(32),t=0;t<144;)e.lens[t++]=8;for(;t<256;)e.lens[t++]=9;for(;t<280;)e.lens[t++]=7;for(;t<288;)e.lens[t++]=8;for(eo(Xf,e.lens,0,288,La,0,e.work,{bits:9}),t=0;t<32;)e.lens[t++]=5;eo(Zf,e.lens,0,32,ja,0,e.work,{bits:5}),Kf=!1}e.lencode=La,e.lenbits=9,e.distcode=ja,e.distbits=5}function tc(e,t,r,n){var o,i=e.state;return i.window===null&&(i.wsize=1<<i.wbits,i.wnext=0,i.whave=0,i.window=new nt.Buf8(i.wsize)),n>=i.wsize?(nt.arraySet(i.window,t,r-i.wsize,i.wsize,0),i.wnext=0,i.whave=i.wsize):(o=i.wsize-i.wnext,o>n&&(o=n),nt.arraySet(i.window,t,r-n,o,i.wnext),n-=o,n?(nt.arraySet(i.window,t,r-n,n,0),i.wnext=n,i.whave=i.wsize):(i.wnext+=o,i.wnext===i.wsize&&(i.wnext=0),i.whave<i.wsize&&(i.whave+=o))),0}function kp(e,t){var r,n,o,i,a,s,f,l,c,u,d,h,p,g,y=0,b,x,P,S,F,C,D,k,A=new nt.Buf8(4),M,E,B=[16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15];if(!e||!e.state||!e.output||!e.input&&e.avail_in!==0)return lt;r=e.state,r.mode===Ht&&(r.mode=Na),a=e.next_out,o=e.output,f=e.avail_out,i=e.next_in,n=e.input,s=e.avail_in,l=r.hold,c=r.bits,u=s,d=f,k=Tr;e:for(;;)switch(r.mode){case Jf:if(r.wrap===0){r.mode=Na;break}for(;c<16;){if(s===0)break e;s--,l+=n[i++]<<c,c+=8}if(r.wrap&2&&l===35615){r.check=0,A[0]=l&255,A[1]=l>>>8&255,r.check=Et(r.check,A,2,0),l=0,c=0,r.mode=Pf;break}if(r.flags=0,r.head&&(r.head.done=!1),!(r.wrap&1)||(((l&255)<<8)+(l>>8))%31){e.msg="incorrect header check",r.mode=be;break}if((l&15)!==Sf){e.msg="unknown compression method",r.mode=be;break}if(l>>>=4,c-=4,D=(l&15)+8,r.wbits===0)r.wbits=D;else if(D>r.wbits){e.msg="invalid window size",r.mode=be;break}r.dmax=1<<D,e.adler=r.check=1,r.mode=l&512?Of:Ht,l=0,c=0;break;case Pf:for(;c<16;){if(s===0)break e;s--,l+=n[i++]<<c,c+=8}if(r.flags=l,(r.flags&255)!==Sf){e.msg="unknown compression method",r.mode=be;break}if(r.flags&57344){e.msg="unknown header flags set",r.mode=be;break}r.head&&(r.head.text=l>>8&1),r.flags&512&&(A[0]=l&255,A[1]=l>>>8&255,r.check=Et(r.check,A,2,0)),l=0,c=0,r.mode=Cf;case Cf:for(;c<32;){if(s===0)break e;s--,l+=n[i++]<<c,c+=8}r.head&&(r.head.time=l),r.flags&512&&(A[0]=l&255,A[1]=l>>>8&255,A[2]=l>>>16&255,A[3]=l>>>24&255,r.check=Et(r.check,A,4,0)),l=0,c=0,r.mode=Df;case Df:for(;c<16;){if(s===0)break e;s--,l+=n[i++]<<c,c+=8}r.head&&(r.head.xflags=l&255,r.head.os=l>>8),r.flags&512&&(A[0]=l&255,A[1]=l>>>8&255,r.check=Et(r.check,A,2,0)),l=0,c=0,r.mode=kf;case kf:if(r.flags&1024){for(;c<16;){if(s===0)break e;s--,l+=n[i++]<<c,c+=8}r.length=l,r.head&&(r.head.extra_len=l),r.flags&512&&(A[0]=l&255,A[1]=l>>>8&255,r.check=Et(r.check,A,2,0)),l=0,c=0}else r.head&&(r.head.extra=null);r.mode=Tf;case Tf:if(r.flags&1024&&(h=r.length,h>s&&(h=s),h&&(r.head&&(D=r.head.extra_len-r.length,r.head.extra||(r.head.extra=new 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e;s--,l+=n[i++]<<c,c+=8}e.adler=r.check=Gf(l),l=0,c=0,r.mode=Fi;case Fi:if(r.havedict===0)return e.next_out=a,e.avail_out=f,e.next_in=i,e.avail_in=s,r.hold=l,r.bits=c,gp;e.adler=r.check=1,r.mode=Ht;case Ht:if(t===vp||t===bi)break e;case Na:if(r.last){l>>>=c&7,c-=c&7,r.mode=za;break}for(;c<3;){if(s===0)break e;s--,l+=n[i++]<<c,c+=8}switch(r.last=l&1,l>>>=1,c-=1,l&3){case 0:r.mode=Bf;break;case 1:if(Dp(r),r.mode=yi,t===bi){l>>>=2,c-=2;break e}break;case 2:r.mode=Nf;break;case 3:e.msg="invalid block type",r.mode=be}l>>>=2,c-=2;break;case Bf:for(l>>>=c&7,c-=c&7;c<32;){if(s===0)break e;s--,l+=n[i++]<<c,c+=8}if((l&65535)!==(l>>>16^65535)){e.msg="invalid stored block lengths",r.mode=be;break}if(r.length=l&65535,l=0,c=0,r.mode=Ia,t===bi)break e;case Ia:r.mode=Mf;case Mf:if(h=r.length,h){if(h>s&&(h=s),h>f&&(h=f),h===0)break e;nt.arraySet(o,n,i,h,a),s-=h,i+=h,f-=h,a+=h,r.length-=h;break}r.mode=Ht;break;case Nf:for(;c<14;){if(s===0)break e;s--,l+=n[i++]<<c,c+=8}if(r.nlen=(l&31)+257,l>>>=5,c-=5,r.ndist=(l&31)+1,l>>>=5,c-=5,r.ncode=(l&15)+4,l>>>=4,c-=4,r.nlen>286||r.ndist>30){e.msg="too many length or distance symbols",r.mode=be;break}r.have=0,r.mode=If;case If:for(;r.have<r.ncode;){for(;c<3;){if(s===0)break e;s--,l+=n[i++]<<c,c+=8}r.lens[B[r.have++]]=l&7,l>>>=3,c-=3}for(;r.have<19;)r.lens[B[r.have++]]=0;if(r.lencode=r.lendyn,r.lenbits=7,M={bits:r.lenbits},k=eo(pp,r.lens,0,19,r.lencode,0,r.work,M),r.lenbits=M.bits,k){e.msg="invalid code lengths set",r.mode=be;break}r.have=0,r.mode=zf;case zf:for(;r.have<r.nlen+r.ndist;){for(;y=r.lencode[l&(1<<r.lenbits)-1],b=y>>>24,x=y>>>16&255,P=y&65535,!(b<=c);){if(s===0)break e;s--,l+=n[i++]<<c,c+=8}if(P<16)l>>>=b,c-=b,r.lens[r.have++]=P;else{if(P===16){for(E=b+2;c<E;){if(s===0)break e;s--,l+=n[i++]<<c,c+=8}if(l>>>=b,c-=b,r.have===0){e.msg="invalid bit length repeat",r.mode=be;break}D=r.lens[r.have-1],h=3+(l&3),l>>>=2,c-=2}else if(P===17){for(E=b+3;c<E;){if(s===0)break e;s--,l+=n[i++]<<c,c+=8}l>>>=b,c-=b,D=0,h=3+(l&7),l>>>=3,c-=3}else{for(E=b+7;c<E;){if(s===0)break e;s--,l+=n[i++]<<c,c+=8}l>>>=b,c-=b,D=0,h=11+(l&127),l>>>=7,c-=7}if(r.have+h>r.nlen+r.ndist){e.msg="invalid bit length repeat",r.mode=be;break}for(;h--;)r.lens[r.have++]=D}}if(r.mode===be)break;if(r.lens[256]===0){e.msg="invalid code -- missing end-of-block",r.mode=be;break}if(r.lenbits=9,M={bits:r.lenbits},k=eo(Xf,r.lens,0,r.nlen,r.lencode,0,r.work,M),r.lenbits=M.bits,k){e.msg="invalid literal/lengths set",r.mode=be;break}if(r.distbits=6,r.distcode=r.distdyn,M={bits:r.distbits},k=eo(Zf,r.lens,r.nlen,r.ndist,r.distcode,0,r.work,M),r.distbits=M.bits,k){e.msg="invalid distances set",r.mode=be;break}if(r.mode=yi,t===bi)break e;case yi:r.mode=xi;case xi:if(s>=6&&f>=258){e.next_out=a,e.avail_out=f,e.next_in=i,e.avail_in=s,r.hold=l,r.bits=c,hp(e,d),a=e.next_out,o=e.output,f=e.avail_out,i=e.next_in,n=e.input,s=e.avail_in,l=r.hold,c=r.bits,r.mode===Ht&&(r.back=-1);break}for(r.back=0;y=r.lencode[l&(1<<r.lenbits)-1],b=y>>>24,x=y>>>16&255,P=y&65535,!(b<=c);){if(s===0)break e;s--,l+=n[i++]<<c,c+=8}if(x&&(x&240)===0){for(S=b,F=x,C=P;y=r.lencode[C+((l&(1<<S+F)-1)>>S)],b=y>>>24,x=y>>>16&255,P=y&65535,!(S+b<=c);){if(s===0)break e;s--,l+=n[i++]<<c,c+=8}l>>>=S,c-=S,r.back+=S}if(l>>>=b,c-=b,r.back+=b,r.length=P,x===0){r.mode=qf;break}if(x&32){r.back=-1,r.mode=Ht;break}if(x&64){e.msg="invalid literal/length code",r.mode=be;break}r.extra=x&15,r.mode=Lf;case Lf:if(r.extra){for(E=r.extra;c<E;){if(s===0)break e;s--,l+=n[i++]<<c,c+=8}r.length+=l&(1<<r.extra)-1,l>>>=r.extra,c-=r.extra,r.back+=r.extra}r.was=r.length,r.mode=jf;case jf:for(;y=r.distcode[l&(1<<r.distbits)-1],b=y>>>24,x=y>>>16&255,P=y&65535,!(b<=c);){if(s===0)break e;s--,l+=n[i++]<<c,c+=8}if((x&240)===0){for(S=b,F=x,C=P;y=r.distcode[C+((l&(1<<S+F)-1)>>S)],b=y>>>24,x=y>>>16&255,P=y&65535,!(S+b<=c);){if(s===0)break e;s--,l+=n[i++]<<c,c+=8}l>>>=S,c-=S,r.back+=S}if(l>>>=b,c-=b,r.back+=b,x&64){e.msg="invalid distance code",r.mode=be;break}r.offset=P,r.extra=x&15,r.mode=Hf;case Hf:if(r.extra){for(E=r.extra;c<E;){if(s===0)break e;s--,l+=n[i++]<<c,c+=8}r.offset+=l&(1<<r.extra)-1,l>>>=r.extra,c-=r.extra,r.back+=r.extra}if(r.offset>r.dmax){e.msg="invalid distance too far back",r.mode=be;break}r.mode=Uf;case Uf:if(f===0)break e;if(h=d-f,r.offset>h){if(h=r.offset-h,h>r.whave&&r.sane){e.msg="invalid distance too far back",r.mode=be;break}h>r.wnext?(h-=r.wnext,p=r.wsize-h):p=r.wnext-h,h>r.length&&(h=r.length),g=r.window}else g=o,p=a-r.offset,h=r.length;h>f&&(h=f),f-=h,r.length-=h;do o[a++]=g[p++];while(--h);r.length===0&&(r.mode=xi);break;case qf:if(f===0)break e;o[a++]=r.length,f--,r.mode=xi;break;case za:if(r.wrap){for(;c<32;){if(s===0)break e;s--,l|=n[i++]<<c,c+=8}if(d-=f,e.total_out+=d,r.total+=d,d&&(e.adler=r.check=r.flags?Et(r.check,o,d,a-d):Ha(r.check,o,d,a-d)),d=f,(r.flags?l:Gf(l))!==r.check){e.msg="incorrect data check",r.mode=be;break}l=0,c=0}r.mode=Wf;case Wf:if(r.wrap&&r.flags){for(;c<32;){if(s===0)break e;s--,l+=n[i++]<<c,c+=8}if(l!==(r.total&4294967295)){e.msg="incorrect length check",r.mode=be;break}l=0,c=0}r.mode=Vf;case Vf:k=mp;break e;case be:k=Yf;break e;case qa:return Ua;case yp:default:return lt}return e.next_out=a,e.avail_out=f,e.next_in=i,e.avail_in=s,r.hold=l,r.bits=c,(r.wsize||d!==e.avail_out&&r.mode<be&&(r.mode<za||t!==wf))&&tc(e,e.output,e.next_out,d-e.avail_out)?(r.mode=qa,Ua):(u-=e.avail_in,d-=e.avail_out,e.total_in+=u,e.total_out+=d,r.total+=d,r.wrap&&d&&(e.adler=r.check=r.flags?Et(r.check,o,d,e.next_out-d):Ha(r.check,o,d,e.next_out-d)),e.data_type=r.bits+(r.last?64:0)+(r.mode===Ht?128:0)+(r.mode===yi||r.mode===Ia?256:0),(u===0&&d===0||t===wf)&&k===Tr&&(k=bp),k)}function Tp(e){if(!e||!e.state)return lt;var t=e.state;return t.window&&(t.window=null),e.state=null,Tr}function Ep(e,t){var r;return!e||!e.state||(r=e.state,(r.wrap&2)===0)?lt:(r.head=t,t.done=!1,Tr)}function Ap(e,t){var r=t.length,n,o,i;return!e||!e.state||(n=e.state,n.wrap!==0&&n.mode!==Fi)?lt:n.mode===Fi&&(o=1,o=Ha(o,t,r,0),o!==n.check)?Yf:(i=tc(e,t,r,r),i?(n.mode=qa,Ua):(n.havedict=1,Tr))}gt.inflateReset=_f;gt.inflateReset2=$f;gt.inflateResetKeep=Qf;gt.inflateInit=Cp;gt.inflateInit2=ec;gt.inflate=kp;gt.inflateEnd=Tp;gt.inflateGetHeader=Ep;gt.inflateSetDictionary=Ap;gt.inflateInfo="pako inflate (from Nodeca project)"});var Wa=He((Sg,nc)=>{"use 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t=this.options;t.raw&&t.windowBits>=0&&t.windowBits<16&&(t.windowBits=-t.windowBits,t.windowBits===0&&(t.windowBits=-15)),t.windowBits>=0&&t.windowBits<16&&!(e&&e.windowBits)&&(t.windowBits+=32),t.windowBits>15&&t.windowBits<48&&(t.windowBits&15)===0&&(t.windowBits|=15),this.err=0,this.msg="",this.ended=!1,this.chunks=[],this.strm=new Op,this.strm.avail_out=0;var r=an.inflateInit2(this.strm,t.windowBits);if(r!==Pe.Z_OK)throw new Error(Va[r]);if(this.header=new Bp,an.inflateGetHeader(this.strm,this.header),t.dictionary&&(typeof t.dictionary=="string"?t.dictionary=wi.string2buf(t.dictionary):ac.call(t.dictionary)==="[object ArrayBuffer]"&&(t.dictionary=new Uint8Array(t.dictionary)),t.raw&&(r=an.inflateSetDictionary(this.strm,t.dictionary),r!==Pe.Z_OK)))throw new Error(Va[r])}Er.prototype.push=function(e,t){var r=this.strm,n=this.options.chunkSize,o=this.options.dictionary,i,a,s,f,l,c=!1;if(this.ended)return!1;a=t===~~t?t:t===!0?Pe.Z_FINISH:Pe.Z_NO_FLUSH,typeof 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i===Pe.Z_STREAM_END&&(a=Pe.Z_FINISH),a===Pe.Z_FINISH?(i=an.inflateEnd(this.strm),this.onEnd(i),this.ended=!0,i===Pe.Z_OK):(a===Pe.Z_SYNC_FLUSH&&(this.onEnd(Pe.Z_OK),r.avail_out=0),!0)};Er.prototype.onData=function(e){this.chunks.push(e)};Er.prototype.onEnd=function(e){e===Pe.Z_OK&&(this.options.to==="string"?this.result=this.chunks.join(""):this.result=to.flattenChunks(this.chunks)),this.chunks=[],this.err=e,this.msg=this.strm.msg};function Ga(e,t){var r=new Er(t);if(r.push(e,!0),r.err)throw r.msg||Va[r.err];return r.result}function Mp(e,t){return t=t||{},t.raw=!0,Ga(e,t)}ro.Inflate=Er;ro.inflate=Ga;ro.inflateRaw=Mp;ro.ungzip=Ga});var no=He((Dg,fc)=>{"use strict";var Np=zt().assign,Ip=df(),zp=sc(),Lp=Wa(),lc={};Np(lc,Ip,zp,Lp);fc.exports=lc});var Wm={};kd(Wm,{default:()=>_i});module.exports=Td(Wm);var $i=require("obsidian");var vr={A4:{w:794,h:1123},A3:{w:1123,h:1587},Letter:{w:816,h:1056},Legal:{w:816,h:1344},A5:{w:559,h:794}},St={default:{name:"Default",fontFamily:"Georgia, 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font-size: ${e.codeFontSize}em; + background: ${e.codeBackground}; + padding: 1px 4px; + border-radius: 3px; + color: ${e.accentColor}; + } + ${Ad(e)} + .mpdf-doc hr { + border: none; + border-top: 0.5px solid ${e.accentColor}44; + margin: ${e.paragraphSpacing*1.5}em 0; + } + .mpdf-doc img { max-width: 100%; height: auto; display: block; margin: ${e.paragraphSpacing}em auto; } + .mpdf-doc a { color: ${e.accentColor}; ${e.linkUnderline?"":"text-decoration: none;"} } + /* postProcessRenderedHTML removes the external-link class, but some themes + re-inject it at render time. This rule is cheap defense-in-depth. */ + .mpdf-doc a.external-link::after { display: none !important; content: none !important; } + /* Hide copy-code buttons that survive postProcessRenderedHTML (e.g. re-injected by themes). */ + .mpdf-doc .copy-code-button { display: none !important; } + .mpdf-doc table { width: 100%; border-collapse: collapse; margin: 0 0 ${e.paragraphSpacing}em; font-size: 0.92em; } + .mpdf-doc th { + background: ${e.tableHeaderBg}; + color: ${o}; + padding: 6px 10px; + text-align: start; + font-weight: 600; + border: 0.5px solid ${e.accentColor}33; + font-size: 0.9em; + } + .mpdf-doc td { padding: 5px 10px; border: 0.5px solid ${e.bodyColor}22; vertical-align: top; } + ${e.tableStriped?`.mpdf-doc tbody tr:nth-child(even) { background: ${e.tableHeaderBg}55; }`:""} + + /* Callouts \u2014 override theme styles with !important so preview and export are + * identical regardless of the active Obsidian theme. */ + .mpdf-doc .callout { + border-inline-start: 4px solid ${e.accentColor} !important; + border-start-start-radius: 0 !important; + border-start-end-radius: 5px !important; + border-end-end-radius: 5px !important; + border-end-start-radius: 0 !important; + background: ${e.accentColor}12 !important; + margin: ${e.paragraphSpacing*1.2}em 0 !important; + padding: 0 !important; + overflow: hidden !important; + box-shadow: inset 0 0 0 1px ${e.accentColor}22 !important; + font-style: normal !important; + } + .mpdf-doc .callout-title { + display: flex !important; + align-items: center !important; + gap: 7px !important; + padding: 7px 12px !important; + background: ${e.accentColor}28 !important; + border-bottom: 1px solid ${e.accentColor}33 !important; + font-family: ${n} !important; + font-size: 0.8em !important; + font-weight: 800 !important; + font-style: normal !important; + letter-spacing: 0.08em !important; + text-transform: uppercase !important; + color: ${e.accentColor} !important; + line-height: 1.3 !important; + } + .mpdf-doc .callout-icon { + display: inline-flex !important; + align-items: center !important; + flex-shrink: 0 !important; + width: 15px !important; + height: 15px !important; + color: ${e.accentColor} !important; + } + .mpdf-doc .callout-icon svg { + width: 15px !important; + height: 15px !important; + stroke: ${e.accentColor} !important; + fill: none !important; + stroke-width: 2 !important; + } + .mpdf-doc .callout-title-inner { + flex: 1 !important; + min-width: 0 !important; + } + .mpdf-doc .callout-fold { display: none !important; } + .mpdf-doc .callout-content { + padding: 9px 14px !important; + color: ${e.bodyColor} !important; + font-style: normal !important; + background: transparent !important; + } + .mpdf-doc .callout-content > p:first-child { margin-top: 0 !important; } + .mpdf-doc .callout-content > p:last-child { margin-bottom: 0 !important; } + /* Nested blockquotes inside callout content keep a subtler indent */ + .mpdf-doc .callout-content blockquote { + border-inline-start-color: ${e.accentColor}66 !important; + background: transparent !important; + } + + /* Mermaid diagrams \u2014 centre the SVG and prevent it overflowing the content + * column. The <style> block inside the SVG is intentionally left untouched; + * mermaid embeds its own theme CSS there. */ + .mpdf-doc .mermaid { + display: flex; + justify-content: center; + margin: ${e.paragraphSpacing}em 0; + overflow: hidden; + } + .mpdf-doc .mermaid svg { + max-width: 100%; + height: auto; + display: block; + } + `.trim()}function Bn(){let t=Array.from(activeDocument.head.querySelectorAll("style[id^='MJX-']")).map(n=>{try{if(n.sheet?.cssRules)return Array.from(n.sheet.cssRules).map(o=>o.cssText).join(` +`)}catch{}return n.textContent??""}).join(` +`),r="";try{r=(activeDocument.adoptedStyleSheets??[]).map(o=>{try{return Array.from(o.cssRules).map(i=>i.cssText).join(` +`)}catch{return""}}).filter(Boolean).join(` +`)}catch(n){console.warn("[advanced-pdf-export] adoptedStyleSheets read failed:",n)}return r?`${t} +${r}`:t}function Vs(e){return e.replace(/@font-face\s*\{[^{}]*(?:\{[^{}]*\}[^{}]*)?\}/g,"")}var Hs=/url\(\s*["']?([^"')]+)["']?\s*\)/g;async function Gs(){let 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34pu+gPGHZDw1h8o7kCjo/4Q4g7Mugts7C6QaJs/jCXvW9OwtSv0575VRwcIuux0/3tsdXJ3ZPzJNUOj/2L4DFEMjVMgjatomphDahLF1TgH1wSOsAkxzIYp1pVfZDTNCEJviOJvPE9ClWgmKk7TUV4IjNNREU9H5TwdlcvpqKKYjirxdFSepqMKaTqqQNNRMU/HyC8ymmaE01ERT0flYjpGiadjxDQdfx1n4oVv1V0BqvEHFEIPHDoEtAYckMUamIUZ2BhhIDW4jnbjPPatOgJAdQSAwgiAwwiA1hEAshEAsxEAG0cApI7AUZ2tJ48N2UyN7Kdxqo59Kw70J5wqQGKgP9FUAY0D/SlMFTAa6E8wVUDiQH+CgTqxcTraxK08zE1jTBs5pk0eEx+SgSJGuxGj3YTR/jzZn/Kc+FY8LipIHAQVng6CCo0HQQXJA8mi0OFRYfV8BlA8Ftqhctzy1LbsWMhRPYFBFA6PnOPhEVB7TTRgO2py5MdGzvzYyNhyNwLfskg7ipF2jpF2apF2xJF2xSPtzCLtyCJtaBPivsn5oc47fp6oU46fJ+ls42eR1aCI/ODTi58nfGaxI70tUGUrLtEFpYU2vIsf6oIECgGpKhrUJAeGGlCMSNXhokYcOZKpyEileosqJD8JVIWkUkGyKmqTmuQy5Qa5YqkFFS+pXMckc0lHGaqbBCp0UlXNU5Nc/tSAnIBUbQrUiP2BZLIKUsk1orppJRJ7CalfLyThMNTgYCE1fIcaHS6k5EYkR2OKIngUCWRXpCbn+mWC1/DKVrx8t0fiyt1O2B3ej5eddptTO0bdbZULWce+aSUODOvScfwFzUE6jZLgfo3nl0m6vPPLRF3Z+SW/o+qIgnDwHVVTMRz4BueLiDAw+Q1OFkSIqtaKU9BbYp8DwWFrv/X4S8wriCAJFEdWVTRjG4xpVCCyUcD4ksJRJlnEOrZoRVy0Otykb4WS56BdwGOD0V5xDgxR9J2ruFcVI14ZxLoijLIxjq8JIrJVa8U06C2xz4HgCBpPsRuO08oJ5lPfirccCop3gwoSNyAKT/ceCo23HQqiWwqF0d2EwsKNhELqeunorZn5Gc45ojDdLlyE75mGrXdhy6/QnE3SxZmzibous6P13Nd3aee+I6oWA9NgiObCOE2IcTUrJuapMYnmxzhPkgk8UybE6TJMc4brDoWBZ6+x7pB6kb97mtG7jGBa00LEPE9wlWiWK+apDi9TwXxHTpMeRZr5KKrpjy1yDkSdEiGKnA1R5ZSIasyLqFFypPc6VfQ4TQ6916maXDT2N23wdw0O+aNfb5RizqSgUzoFjXMKXkSBjEJK+YQSZRNKKpdQz5mEKuURSpxFqHEOoRYzCBXKH3qHLceJc6f9DltucCH3M5X0naSQMerVLiHlbAGVcgUUzpT6pgCkiSHKEeOUIMZVdpiYU8MkygvjnBQmcEaYENPBMOUCvuxDYeAsaLzsQ+pF/u5pRu8ygmlP78YwzxNeJZrtinmq47k5zjgrNPEs0/yzrNKA2+Rs4BaUFCxzbrDOKcJ6zBRWKWFIftuMKadPklUWUaOL5n6nTeVdU4EMY4USjeWcb9SC0o5Uzj57uh/yzhllnAuUay6oLHM155drlFkucE65wtnkSswj55RB4UUejghnTetFHpYvxPdPBXsnGORFft8lCTkXTKMsMM7zX083YfoN0ewbp8k3rubexDz1JtHMG+eJN4Hn3YQ47YZp1vEaBIWB57xxDYLUi/zd04zeZQTTnS5KMM+TXSWa64p5qutTYzDVhmiqjdNUG1dTbWKeapNoqo3zVJvAU21CnGrDNNX44CeFgae68eAnqRf5u6cZvcsIpjo9J8k8T3WVaKorpqn+bZzl8cmE33CGkdXZRUZP1rkQHq1z7M/WOYNH6BzCM3QO7SE6R3UGgflzMmUrXjErKD7RWJC4q1J4uq5WaLx/UhDdDymMboIUFu58FBLvKv4G8zZeTdyh2KDLg7L7iIj0oDo5qHCbEHAeayfG2omxLkOK2f0+QOKRr8LTrZxC44NeBcmHw4tCT38VFh8JLyg+2/UbVscY/dcTfMS0bMVHTAsSj5gWnh4xLTQ+YlqQfMS0KPSIaWH0iGlh4RHT155GPow6tD15M9nfzYet+GxOQeLZnMLTszmFxmdzCpLP5hSFns0prE4RoPjY0ZvRn2GrZj6i4MounMetPN7zxnjP5XjP83h5IkER4z2nZ5HewEQ68WXkzQQfMnwzrhSuXcal+Q2tDyOtVzFh9g1RSIyruJiYg2MSRci4DpPJHCsTKEGMU5bgdWhGlC+N69CkngvUiJXMIRPbseJsMn44VimvTODkMiFmWL7UbghyDa+rUyvOOnVdfZTqg8SQeoYonMZVOE3M4TSJwmlch9NkDqcJlHrGKfUqfysQpZ5zlXpVPReoESuZeia2Y8WpZ/xwrFLqmcCpZ0JMPXy0nTIEUg8fbadWnHrq0fYqpefYjqXAoT3wHJtuIsKsn2PTaiPkjefYtMypqp9jk+rbpsDJe+h5B9nmvCkcjLlO6tjkazFPCR7V/5+Y52SPckr5KFPipwdBZJZiEaTnQOQnUkE0nwLZNximu5z9vfSt+g2A6hkToDApwGEPQGv4AVk4gVkMgY2BA1Lz15G/oPoWSxiQONV4S8UKNJ5qvBVlCQqdarzFAgQUTzV2aHeO98K34rsaBcV3NQoS72oUnt7VKDS+q1EQvatRGL2rUVh4V6OQ+K7GDl0tFzTyeu7qbXafeOZbdZSAqrEgwlECh1EihVNXwHXwgGzwwGzwzj72nz925Zzr2NgyjGqZZ2vZmJqlnJplnho+nQVFTJqdzgLKM2Sns45WcSsPZBW93IV1dzvPU74JpbjJ9rFpeMVGesUmewU/kgqKcJGNcJFNcpFtmPA+buUk7XPm4buILwlRENK7iMxVhNS7iCxRrPK7iCxwbPhdRMbktXj8fkqIXFcfv7OY/TcdvzPXTpyP31kgT07H78TBxQxRrRgnnzauHMHEbAsmkTcYZxswgQ3chOjihsko/LXPhQodmXrFXa4Ftnfj5PHOhdGb2K45Zfmmke8bZ/M3gVeAKqRloArLHAxeEIwfygGxNJjUyIHGImFyK0V4uTDeSAVeOCpfCdQYul5HqioWkyrBimKo4ahybTGx7Zy8yhjXS43JLWNNi44J2li3Odt6gRrlpFajcKCPa1IUOI5R5fUpqjLWsYmIeGzAcY9qCm+UU5CjTKGOIq9k6XLAqRR4VTtwOUA3ESucvhyg1cZq17gcoGVe+fTlAKmi7UeBiz6qvCJGVXpibCKcMTZgf4xqssEop/UyyrRqRpENM6jsaCTGdTS+SNeq5bSmRpVXVlLV+hqbfM1L5FobW/CKG9W07kY5rb5BzmtwfMmuFc60Hkf16xmo1ubY4GAGttbp2OhwmqY1O6oHEzGt30FdNYWDYWus6KGNWtdDA1zdo3BwbdIrfWzytdUnrfpRbaz9sdHhJSofB0T50BK1bdVA3xQOWkM+Sjif4BM953g8ACg+x3OeVn7g6XriOa7xgOiZnfOwmgMLT+qc47rtqNroiRH6IZR6PRnH2nj1xjmN+tCrNy7m8TdevXHOkWi9euNCjEnj1RvjFJ30ysrIG6+sEKdgHXplhUQVtq+8skI6BfDgKyukcigPvLJCGgVVvr2hIsjhlW9vBEqhbb+9ESQV1oNvbwSVQnrg7Y2gcTibb28EhUIpXm3IseIw5lcbHFEAG682OFeha7/a4BIFrfVqgwscLv1qg2MKFL8SQKHgEDVfCUgKBezwKwFJVuH76isBqQUF8yuvBCSdQ3vwlYCkUqAbz8LruHLYxbPwwCjUrWfhQVDhPfAsPGgU0uaz8KBwGBvPwgOn0KVHxzkqHC77iW0IlzMKlwsULhdUuFzN4XKNwuUCh8sVDpcrMVzOKVwmULiMc7jGXw6GYFVCoaqYAlWxClPVcpCqQiGqmANUOYen8hicSik0I6bAjJTCcjGG5IVvxdOVCwwFIHG2d0EhABrP6y7C0IHRNYQLGDKQeJK2Q/6zzGUrzlxB8SzLhbO4FVOhIDHfhae5LjTOc0Hy94KLQrNfWD0/BRSnd4d20/rMt+IpS0E1BIDEdYvC0ylNofH6Q0F00aEwutJQ2DhjQOoIHMXT2YtJekR7h+Kguzw5dqUGkZ6vTs5XuBADOE9jJyarozLdMbu44tm5u6Dy0rfiKXlB4jy88HTyXWg84y5InmYXhc6tC6s5Biheyr2Y5Ke2dyxfiNjRTZjZTc7GTSP1NjL1Njn1+DICKCIpNyIpNyEpp6PrwVbs9RRdD5AYyJRcD2gcyDS4HjDq7hRcD0isoekEH7iboncBEo95Tcm7gMYHuqbCu0ChR7em6F2A4oNx09G7Tn0r3gyYoncBEjcFpuRdQOPl/2nwLmD0q7VT8C4g8Vr+FLzrCRC8Cj0drWv/I2VTtC5A9nYJoPwLbVOyLqT4donj+BNt02BdwPztEmNmXT7UZUi4ZS6SZaMilrIilrki2LpAEbVi1gUoFwZdqJ2Sc/m87Zzr1MZvzgUoJp5zTDynlniO+GaTK56SzjwlndWUNNKHeupz3fepvi9Hwxt/qekSHQ+ZvZEGLL6IAwK+iQPYXsUB5m/cAPRXbgDWd24A2RtpznbW99y34ot8l8n6gKd3+y7R+gDRxIFigwFW8xJQ7bajmS2wl2h9gOLN4stkfcDTscElWh8gOgK4DNYHLFxHv0Trc1RL6CmQW/xl5svR+174VjyfuETvQ5TPJy7J+5CC9wGOpxmXwfuA0WnG5Wh0MARzOmTq1cxL8jrE9GrmpXA7lPitzUv0O2T0hublJP8Y9iVZns/XJjbaiIFuWgPd6IFuxEDZ91BSA3XnQxhfT7206/RgBukmRBLY0/RtiKQKd0s3IpKQfC7fikgKOV66GcECeF96x4y5ckH1jhlL5Ietd8xYZmdM75gxJ4+sHIzSELmlcbJM48o3TczmaRI5qHG2URPYS02IhmqYXNVvMoVS5XtPXANgc4bIaY2T3ToXnmtiNl6XsvuaRhZsnH3YBDbjKizFoJMtmyAty1ThW6axeZnQcDDTk42ZwqZtAjt3upPIgvDwKm1E8+TmJhyMj/J101rxaTm86c34ZK83hQyfbvlVJ1T3/JTGzt+866caCP9X9/2UllYBeedPibQWqHt/QoMVASktCiipdQH1vDSgSqsDSnqBwBa8RqBGywRKtFKABIsFUlovUKIlAyW1aqCeFw5Uae1AiZcP1HgFQS0uIqjQOhJuBgfHELeJRYGBaSOlNQUlWlaCJFYW1PPiEtS8vqBMSwxKvMqgxgsNaEsdkrTcoCYdFRsIU0WZfRW1hrVik+SuKPIChBqvQepRAaGJlQjUjf5QWo9Q+1oA1aqE8oEAttYmbHIogHmFQjEuUkM5TfxXQsqW/66PoXj/yYXd3yTc/5WH3dY2bPl1nrIVr/MUlK7zVNfDHhmibhmXfasqdLCibUZ97gH313ju9Ngx7LQh6rRx2emqQqcr2mbU5x5wp43nTodnlaDnkVP3oyjHEJrAQALfNnjf6B+PK4p5cJDuMDSkNDCU5LCgAQwK6FbSXvaJh4NSHkx9zAdGYoiGYVyOoaowgIq2GfW5B9xv47nT9tgH9NoZddsF2W+ToePGtoL1oh/cdxdy5+0hDOi8M+q8C7Lz4c/Tjx0Nf56eWS/6wZ2Xf55+1MYHJaDrlVDHK5bdhr96PXYQ/up1JH3aN3dX/NXrUam/QAe9NUTdNS77i38kd+we/pFcQn3uAfdZ/ZHcvfR+oAvbc9ny4wRDqpdF8IObijbhq+nv4b1PxxrAZd/o7+G9FwcUoNCN0Pfh8AFY+LWK92OkfauPW3kMOY5XA/VA7LY+Be2T+gGRqzH4sBX3dZWDD0K8xXs1dtx70MeZvKKOj7QeC3zMCIZgSPamqguBaETGD38RjQ2PbaiTPEp1bDNK9uJrRjBUQ7KHVV0IREM1fviLaKj4viR1koeq3pes0nBat1jMaLAGcbgOdT9NX0jIg3bla1/HAzelV11Og3clD39/cjRZf55d7T5yOtJywp3/bM1xlhta/MLh9GxybTstW1f7v10LyE38Ovj3dR2ob9kIHeHQ9nTcA+7YEO298of86W1GvUDUI+OpW7uKG4O03zleSj028hA+sA1bX8JWH7diR1J97yldpx87whd2jyN+yJ/fZvQlo14g6qb0or1EPz4w9pVfTz+O+CF/fpvRl4x6gaiv0kxGSbwmUjus3hI5FtpD4+u2Df6lwfsW5+G0zqpGPV+IG0ckrsEcJ+VBftFW0i+S9prSKBonU1X1a3M8CFB4FCA96O/aavxF476BeSio5bHQayHjOPitkOOIH/Lntxl9yagXiPqrzgdHiV8PGDub3g44Jv4gvmIr2BfBesWoy/I0cNT4Gf2xz+kR/WPiD+IrtoJ9EaxXjPosz/722ocJXiSvpItb8aigoHotHFH+AePC05HDnuKflHUcf9e4IPr14sLo14t3bGlHOWUrHjIVJE6KCk8nGoXGk6KC5ElRUeikqLB46FVQfDr0wyRcgq6IDp1OohDozX6unvjGOGwg40whgTgA9jAg9GkCOsYGSA0AoDpHjvykXVxeaF5aqO1gpEbicA3HMTvOAzctjd6VFAKTYhwMUzCMU0TyZeCbxmXgm4OXgSOEMOkfgdBiDNmBn4DQLVL42j8AoRvEUDZ+/kGrFNao3rTCxCEmVQW6/knNY9+KNsN/SHNPP43utHfcT+hOgKJ9Ok+W/QndCRDfA3LFHdSZXVVyZHfK9ij/SoYWaCyHfiVDN8kjbPxKhlb1uFu/kqFlikbjVzL26iKszouwBi/y6ruQ6+4inwct8knPonHSs2if9MQrAvj1+QchtEC7av8gxNig/v2XbUa9QPT16u/P7qXbCV7pLFux2goSi3rhqQoLjYt6QXJRLwot6oXRlc7CwpXO2wn+2d1bHDEg6N2e3k3qTWXbikddd2mwwNMh1t0k3DA2JP9GxN0k3h42RkdZdxO8GVzJ7uD11LbcHsU9FH335C4+4RURBaH1fFcUczjE012R68CoZ7uiwCHKT3YFDMHKt5LvUrUzz7HD37t7Qohip3/vjsUcu/R7d8x17PLv3bHAsePfuyMMscNLLhQIjp265FKl9JtCT6TAcTzwm0K6iYip/k0hrTbi2/hNIS2nWMvfFJIixj0tITKUaQ6aS8jYoN47gzkwRNE3ruJuYo64SRRr4zrKJnN8TeDImhBjivcbTyPqcyA4gu2bi8sJ3llbhnV4t+V/uGkZdrXMe1nqHaB3EYJd4UXck9iqzx/kPbcdbpmucCoOHUlXOE9E+77xPdyvrzw3Aoeu2DV5uRIpdEs++xEodengsx9LvGpHCLqCV+1OYqs+f5B70H6Kg47FsRekQGdIgT6R0je/jXvIcu5ouF7IDDoXrheeULtefJa7cuCxkXrWgX3IB9OGoAd4fE0f5P2r4+tRQksiBLuvCHafjWvZMK5l27g+T/D84DN+FlA6K6gXzFp3GKPeEuM9RvoqU1+4uug+3Ncv3f//m9NnptYPXscPGa73DIXmN3wjjnGMmrrpG1vEa49BC3ERY1jFsBiuHVJavRostdBZ0WI3t88ErjtUWvzFUtLqTWuthu6oFnnyq+SFMgRp96wHbsUJK6j2EpF1DuB4/f2ZkeugW/o4urF6KFt2KcsRXb8ywV569y9bxq08EHXlvPBU1IXGk+yC5El2Uegku7CYvQXFK+c7ZFfOPWx/hAbrMO51NJcVZhEimx+EjVje11s5ZSO0cv5QL0yu9oYHG+GC7Cra3QjtdrsPzRBNlHFKO+ece3Qvv0ay4uvcklPRnqn2uBiipDQuo2lPSFF6Vr4UqDF+ma0m5pQ1ifLWuE5ekzmDTaA0Nk65zM9O8DT8kZuuc+A4v41TkjvnTHfl0AR5bhtRiQ8nDZTJfSaxDsS5wKjY8xweEUOUDMapGJxzMfBfqngW8XVuycVQORSDISoG4zLW6Y9H0A6WAjXGL4tB/e0IlqgYWn87gmUuhvS3I5hTMaS/HUHT8Eduus6B42IwTsXgnIvBlUMT5PluRBUDXMGiTO4zicUgLl9VJVxUwZKIAidGVLk8SE1FEnUqlSBetz6Vyibfr3uqBC6hg/frVJtUTukGlxYORlAXWPMGl27AxXbwBpdulApP3+DSKhdhUFMpBvWP1sfWrWlIxRlVLlFSU6GS/vU0gLqMXJYuXwqV1de3OBVz6zroXo/Xi2qYEOUHEj0gATbuAcJLjXQKPG6Vv905vuhnyJ/1IU63yIN6YadQlUwT2f0JyvHM3JAlB3G8EBClevY+npa/yOKo7PN3mMOJO1rZigVeUDUbQKLQC0/VXWgs6YKoRAuj+4mFhfuJhcT6fADrfWFk518nvhVvOj4kpwKebkY+oCcBIiMCxX9xzVm1HEB1HI7op8u2MLRTI27N2+zH24YJb6XzbrPdbpseuxXGus1uus0WusWh7Qeyu4Ls9x3KVry1UVB8rm6P8o2OwtM9jj1Nz9UVHO96FER3NAqjmxn9WCsnvhXzqsdaASRSradaARpTrQ+1Asx/ws/ZWCtAYo71qVb6MA99noc+z0PfmIdezkOv56HP89CLeegb81CK4KltWRE4ikXgHIvAqRWBIy4CV7wInFkROLIiMET1XRdEzCpDlFrGKb+MqyQzMWeaSZRuxjnnTODEMyFmn2FKQb7MQqGAdDBEGWmc0tK5yE0Tc4K6lLPUNEpV45yvJnDShms3TyOi9G1cuyExJ3K+dkNcp7S4dkMCJXe+dhM5pzncpINMR0rJjhLlO0oq5VHPWY8qJT5KnPuocfqjFisAFSqC/C6IiBWkG1KqBpSoIIIkagL1XBZBzZWBMhUHSlwfqHGJgAZVgpQKBSVVK6jnckGVKgYlXTTYgusGNSodlKh6xGtAY1L8OYHnmP+EHAASnlj+k2ccMJ9n/UnzCzQ8hfwnziag+Lzxn+DjTGKn2cUTzt0XHp6UNBB2cMY0pOTfI68nm10mcVyG47gc53GZlsblShqXSXFchmlcxmlc+JJUp2kcX5DiGKOUxxn0NNaopvEGOY45SDTuoMHY//O//w/7Vd1G";var bc="eJyNnVtzG0eyrf8KA0/7RMhzRIq6+U2+zMX2mJYsEuJMzANEtihsgYQMEITaO/Z/P41CV+bKlaug86JQf6uArsrKXNVX8H8m3y9vb7u7+8m3k4t/btazm+7o+PT0xcnRsxdPXzybPJr8dXl3/+vsthsa/L1bPHT386vZN98tF9dn7xfzPzbdrslmseAmR7smR9Bmdjtf9NxqEKbd/Objbve7Dwzb/7ifLeZXr+5uFkPLb45PBrL+6/xLd/3b/P7q4+Tb+9WmezT5/uNsNbu671a/d7vP/vjlvru77q7fLG9nd2Onv/tu+WXy7b+/OX5++uibk5MXj46Pj08fvXx28p9Hk/Oh8Woxv+t+W67n9/Pl3W5Xjx+D8Pbj/OrTXbdeT759OvCLbrUuzSaPH5/85fHjx8NOfl0OQ9gN5/vl5361G8XRf139n6Pjly+ePtr9+7z8+3L378vH5d/nR6+ul++7o9/79X13uz76x93VcvV5uZrdd9d/OTp6tVgcvdl9z/roTbfuVg8D9YDO10ezo/vV7Lq7na0+HS0/HP0yv1ve95+7b4ZGi6NXfzua3V3/3+XqaD58wXrzfj2/ns9W8279l6GzPw67up7f3fx+9bErc1B68vv98JHZ6rqqQ8PvZ5//Pk7J8+MXjybv6tbTJ8NcvFpf7QK9GsUfOtv+5uTx80eT3++v/z6dfHu8E4f/X+z+f/p4P1//7O5X86shoP/+n8n03eTbk+dDo1+Hrqw/z4Y4/u+jPX7y5Mked1+uFrNb46fDPBb+x2Y5xOv9wpSnT5/tlbvN7fvdRN3cZe16uVjMVsZfDBNT+OdudbXL/yo8PznZC7PbQVoP8THJOlx6UGY89/rzbNXdLboPLYk+VrsxW+++cf3JO/5iHO7nxWadu3A1lO0s7+Jj//ljd5ebD0OZL8VI1ovZ+mMO1p/dapnp8q7L8H4rWt5/XHWi7YflZiXo/EG0Xc+/CNg9dGJuuxBTT4f5nUirq+VieZfxurudR8lmYLGzgUS7PzazRcY3q24oZx/ms+PjmjTdulhNVV4+fzrOvci+Vxl9l9H3Gf3ge372fI9+zJ35q3+wpsLf8nf9PSfMP3KYf8of/Dnv8RcvvRryf+YP/pr7dZYH9Ftu9Tp/15v8wd9zv97mD57nD174rJ2OEz3Nrd5ldJn3+K+cfO+HxexTdx9sw0L+ftBinfLnoqdYKs7WV/P51Xx1tbnNs7bZ2fZ6WH+6vMfib6Ez9rFZHs/73Ooqt7rOrURxfsgfvMnoY+7yPKP/znv8lFt5CduScJv3eJfRMqPPouqz1QsLXOdI3Ofv2uQPPuRK2OZWwkl7R7vjnmL6uau7/IqJcPLicc3KVaP9oWy8ny+um0v99XIrzD2szh6x+3Kc5slxXCvuw+7AEH3Wx6zWjg+L5Wou+LprfMvVZjUs41cewJMnWDbreTl0TdGtRy26rG4280G5Xd7rI4edXL74K3IMvSXOh7lg4vhpOJSThwPXs5ubTqTtnuOhGB1w7OauW3Wi9odjodnNavYZTO1pzazhdKITPujhfT9bH4jwYXWljxVsAqI+nBSMnx8Oseef1/O1kIax3n9cbsKxYlr2Q3L7zK1mD6IeZlebe3XoUrz8w6L7krVGZd3OrlbqcOf9qlM7vl7ez65Cxbk0H2YSA2DKCuvQO9tdDyFVx6ibu5vZanO7mG3EbpY3w2HmJ/F1MxwHzMttyFkXXvlhz5PnI1uurj8Mx3nhwNCPUOIi6wcgkfsezmAPz57aHm4Hp9sscBe2sszEYnu9K/r1Wixgi7hjX3kityOSpRjUUJ/DKfGQ9+Ic4h9pSt0JYgb68h/zxpcmOan+dXH2/Ogo96AuF9fzhzkktH8k9swPmEVxeLcbHzo/9KG+EYN1OfeiMoGh5q/0/YVScdyeiBnVg38m9s5ngj7gZwFpJ37OMHgEnIScVCdWA33+5HkVx6seYlfkOr52xjzwUeq4/Ko64OXRytFoqn6kL4djp1Ktb4vGCuFMVgkZooe5Zk/0w9e499OX9dRz+Wd3dyMy903chZ/FqUF6chwskkOZ+4oXEjuabYz1isfq5z85chbVtx+XKzGqM9q7h4GqwE70qOBP6yJGYbNqoh14xPTiVi5wrDflKGcl+htT0KPY4tFWzQRvN4v7+edFL/rVKP+3cYCWSMPx1v18trief/iQ56pvW8OvcT+esCJZvDYOptmBVactXTXGe9eywVbG/BoD5Ish1T9efhuOGPAanJ0CrZafujs8ETJzXHU383U89PUSjZMNy3Gui3qosd4MVR3ORzzYdAxphdmIzLKV6v9qfOBfVOGnL+uxa7nSFa+DWZx/vP+Y4fdNA1wo37Kx3DdMpmuuji3hVevw4UBWxgD7+XKrNHjf5gqtGWktPa1ldN3ac65j2/fBwxJeMetxQbe4FwZ+H0zaPXG7POCIqWv2dbcbMZLGGr6Ux5leC3zwY1ef4hHOiyen4ONDAq+GRF7n7/ud8/W0Tv6isZD8fHD9/SVOnJ9K2H0dZYrJFtwyYpict2r8l9hti8MQtY+zBSwNtch3pyaxwn0u1BJgvhwPmzzVvjKBjVLoWgO6iWaKAxqnVc2qPhv5XR4gWgbLnltCXA820amMbSz531MnbOEitzk1O7+eXymj/SF+ERyYHTrc/ZUOa627jXl7czivD+7rVeM7XzVNOp4O2AzE73EjPnBA+WNruad9+yVieXZnB2TxSMC+7WAp0ASZXx7c02J5s5vvu6UI97Jtppu8jtUMGr6qUck3Bye3g5XcY95I3zu5jtvFnbt80Oye31ruftzs7kb+59Hk525199tsvtrdQ/735NXubvXk0Tenj//zaNzau0dA+35GNJo6wr8NW099a+8qAeHAUDgL33OWu4BLb+A2VYHu6z+g4DxBGUMW2P7qUED7wkH0Omy9HbZe+laNGaIwehfOQyzO6+gBhdEDh9EDraMHRKMHxUYPbKzrwIqdILkYtl7Y1nTYemZbl8PW8bFv1iEhg74D3gybT3yrfhBQiAVw+D6gNRaAKBagWCyAWSyAjbFw8hAyYRu0Pm7lEfW552MjLE1DVBzGqUidc6VWBcrVENWscVm4VT3L380lbFzVsYm5mE2iijauy9pkrm0TqMCNU5VX/jojqHdDVPTOVeVX9TxHlD3AuDICE7MbmESWYFz7gslsDiawQ5gQbaJi8IqKwDAqQtcwxtZhgvCPqoGJGKK6M67sxMR2ZbKxGNfuYjJbjAnsMyZEs6n4ISfkNrfqBWoEQrjQaAboQoaovo2TCzlnF6oKuJAhciHj0oWqepa/m13IuHIhE7MLmUQuZFy7kMnsQiaQCxknF6r8dUbgQobIhZwrF6rqeY4ou5Bx5UImZhcyiVzIuHYhk9mFTGAXMiG6UMXgQhWBC1WELmSMXcgE4UJVAxcyRMVnXLmQie3KZBcyrl3IZHYhE9iFTIguVPFDTshtbtUL1AiEcCEMDVpR5FTpUSRTIpGdKchgT5GTR0VRGlVoctbYH1tWFJVvxRbZvKJODhZFbWOxDXtZVMnQokiuFsTXDQ7+FjmZHInK6UKT88a8sOdFURlfbJHdL+pkgVHUPhjbsBlGlR0xqtEWgwbeGDgYZODoklFgq4yq8MvQAEwzcjKMKCr7jC2+4itspFHUbhrbsKVGlX01qtFcg/bQqItto33f4ofiJ1zXCXouUjIqlMhvg8RuCyJ4LVJyWpSkz0KDM7kf9liUlMOinv0VVXJXlLS3Ygt2VtTIV1EiVwXptaTgqEjJT4Ok3BQanMvYs5OipHwU9eyiqJKHoqQdFFuwf6LG7ola9E5QwDmBgm8CRddEzJ6JmnBMkMEvkVK1o6S8EvWDXsA+iZJ2SWzBHokaOyRq0R9BeZAZvpVte03bkRKuOI4eLdEQmYpxMkPn7IRVARs0RB5oXBpgVc/yd7P1GVe+Z2I2PZPI8YxruzOZvc4EMjrj5HKVv84I/M0QmZtz5WxVPc8RZU8zrgzNxOxmJpGVGdc+ZjKbmAnsYCZE+6oYvKsiMK6K0LWMsWWZIPyqamBWhqj+jCubMrFdmWxQxrU7mczWZAL7kgnRlCp+yAm5za16gRqBEC5U+4o25Iwq3AUyIhDYiUwCK3JGXuSCNCOTz8T3sx25oPzI1WxIrpEjuaAtyXX2JFfIlFwgVzLhtWDgS87ImEBQzmTyuYgve5MLypxcze7kGtmTC9qfXGeDcoUdypVoUcbBo4yBSRlDl3LINuWK8CkTwaicUYG6oKzK1QP1y2blgnYr19muXGG/ciUalvEHkatb0a5XrBUT4Vq1Y+hazsgIXCDXAoFdyyRwLWfkWi5I1zL5THw/u5YLyrVcza7lGrmWC9q1XGfXcoVcywVyLRNeCwau5YxcCwTlWiafi/iya7mgXMvV7FqukWu5oF3LdXYtV9i1XImuZRxcyxi4ljF0LYfsWq4I1zIRXMsZVagLyrVcPVC/7FouaNdynV3LFXYtV6JrGX8QuboV7XrFWjERrrUaf9HDd1cJmUDF5FeG2a1GAbyqEnKqiqVPjeJZ+l72qIqVQ1Ut+1NVyJ0q1t5UVXamysmXKiZXGvHrRMCRKiE/MqzcaBTPUwzZiSpWPlS17EJVIQ+qWDtQVdl/Kmf3qTx6z0jBeUYCvjMSdJ2K2HMqF44zSuA3lVBlVay8pmrNmmOfqVi7TFXZYypnh6k8+stIH1LWbVObPhM9euEqY66jrRiiwjVOxuKcnaUqYC2GyFuMS3Op6ln+brYX48pfTMwGYxI5jHFtMSazx5hAJmOcXKby1xmBzxgio3GunKaq5zmi7DXGldmYmN3GJLIb49pvTGbDMYEdx4RoORWD51QEplMRuo4xth0ThO9UDYzHENWecWU9JrYrk83HuHYfk9l+TGD/MSEaUMUPOSG3uVUvUCMQ2YW+G+iruBU/W1B1DEAipIXrPcRAFkRBKoziU1gITSG1fB3tquvYtyydHIXuAscEc1q7C4imHBQbCDAbCLBxIHvywxj3U9+KbvoDxh2Q8NYfKO5Ao6P+EOIOzLoLbOwukGibP4wl71vTsLUr9Oe+VUcHCLrsdP97bHVyd2T8yTVDo/9i+AxRDI1TII2raJqYQ2oSxdU4B9cEjrAJMcyGKdaVX2Q0zQhCb4jibzxPQpVoJipO01FeCIzTURFPR+U8HZXL6aiimI4q8XRUnqajCmk6qkDTUTFPx8gvMppmhNNREU9H5WI6RomnY8Q0HX8dZ+KFb9VdAarxBxRCDxw6BLQGHJDFGpiFGdgYYSA1uI524zzxrToCQHUEgMIIgMMIgNYRALIRALMRABtHAKSOwFGdrePHhmymRvbTOFUnvhUH+hNOFSAx0J9oqoDGgf4UpgoYDfQnmCogcaA/wUCd2DgdbeJWHuamMaaNHNMmj4kPyUARo92I0W7CaH+e7E95nvhWPC4qSBwEFZ4OggqNB0EFyQPJotDhUWH1fAZQPBbaoXLc8tS27FjIUT2BQRQOj5zj4RFQe000YDtqcuTHRs782MjYcjcC37JIO4qRdo6RdmqRdsSRdsUj7cwi7cgibWgT4r7J+aHOO36eqFOOnyfpbONnkdWgiPzg04ufJ3xmsSO9LVBlKy7RBaWFNryLH+qCBAoBqSoa1CQHhhpQjEjV4aJGHDmSqchIpXqLKiQ/CVSFpFJBsipqk5rkMuUGuWKpBRUvqVzHJHNJRxmqmwQqdFJVzVOTXP7UgJyAVG0K1Ij9gWSyClLJNaK6aSUSewmpXy8k4TDU4GAhNXyHGh0upORGJEdjiiJ4FAlkV6Qm5/plgtfwyla8fLdH4srdTtgd3o+XnXabUztG3W2VC1knvmklDgzr0nH8Bc1BOo2S4H6N55dJurzzy0Rd2fklv6PqiIJw8B1VUzEc+Abni4gwMPkNThZEiKrWilPQW2KfA8Fha7/1+EvMK4ggCRRHVlU0YxuMaVQgslHA+JLCUSZZxDq2aEVctDrcpG+FkuegXcBjg9FecQ4MUfSdq7hXFSNeGcS6IoyyMY6vCSKyVWvFNOgtsc+B4AgaT7EbjtPKCeZT34q3HAqKd4MKEjcgCk/3HgqNtx0KolsKhdHdhMLCjYRC6nrp6K2Z+RnOOaIw3S5chO+Zhq13Ycuv0JxN0sWZs4m6LrOj9dzXd2nnviOqFgPTYIjmwjhNiHE1KybmqTGJ5sc4T5IJPFMmxOkyTHOG6w6FgWevse6QepG/e5rRu4xgWtNCxDxPcJVolivmqQ4vU8F8R06THkWa+Siq6Y8tcg5EnRIhipwNUeWUiGrMi6hRcqT3OlX0OE0Ovdepmlw09jdt8HcNDvmjX2+UYs6koFM6BY1zCl5EgYxCSvmEEmUTSiqXUM+ZhCrlEUqcRahxDqEWMwgVyh96hy3HiXOn/Q5bbnAh9zOV9J2kkDHq1S4h5WwBlXIFFM6U+qYApIkhyhHjlCDGVXaYmFPDJMoL45wUJnBGmBDTwTDlAr7sQ2HgLGi87EPqRf7uaUbvMoJpT+/GMM8TXiWa7Yp5quO5Oc44KzTxLNP8s6zSgNvkbOAWlBQsc26wzinCeswUVilhSH7bjCmnT5JVFlGji+Z+p03lXVOBDGOFEo3lnG/UgtKOVM4+e7of8s4ZZZwLlGsuqCxzNeeXa5RZLnBOucLZ5ErMI+eUQeFFHo4IZ03rRR6WL8T3TwV7JxjkRX7fJQk5F0yjLDDO819PN2H6DdHsG6fJN67m3sQ89SbRzBvniTeB592EOO2GadbxGgSFgee8cQ2C1Iv83dOM3mUE050uSjDPk10lmuuKearrU2Mw1YZoqo3TVBtXU21inmqTaKqN81SbwFNtQpxqwzTV+OAnhYGnuvHgJ6kX+bunGb3LCKY6PSfJPE91lWiqK6ap/m2c5fHJhN9whpHV2UVGT9a5EB6tc+zP1jmDR+gcwjN0Du0hOkd1BoH5czJlK14xKyg+0ViQuKtSeLquVmi8f1IQ3Q8pjG6CFBbufBQS7yr+BvM2Xk3codigy4Oy+4iI9KA6OahwmxBwHmsnxtqJsS5Ditn9PkDika/C062cQuODXgXJh8OLQk9/FRYfCS8oPtv1G1bHGP3XE3zEtGzFR0wLEo+YFp4eMS00PmJakHzEtCj0iGlh9IhpYeER09eeRj6MOrQ9eTPZ382HrfhsTkHi2ZzC07M5hcZncwqSz+YUhZ7NKaxOEaD42NGb0Z9hq2Y+ouDKLpzHrTze88Z4z+V4z/N4eSJBEeM9p2eR3sBEOvFl5M0EHzJ8M64Url3GpfkNrQ8jrVcxYfYNUUiMq7iYmINjEkXIuA6TyRwrEyhBjFOW4HVoRpQvjevQpJ4L1IiVzCET27HibDJ+OFYpr0zg5DIhZli+1G4Icg2vq1Mrzjp1XX2U6oPEkHqGKJzGVThNzOE0icJpXIfTZA6nCZR6xin1Kn8rEKWec5V6VT0XqBErmXomtmPFqWf8cKxS6pnAqWdCTD18tJ0yBFIPH22nVpx66tH2KqXn2E6kwKE98BybbiLCrJ9j02oj5I3n2LTMqaqfY5Pq26bAyXvoeQfZ5rwpHIy5TurY5GsxTwke1f+fmOdkj3JK+ShT4qcHQWSWYhGk50DkJ1JBNJ8C2TcYpruc/b30rfoNgOoZE6AwKcBhD0Br+AFZOIFZDIGNgQNS89eRv6D6FksYkDjVeEvFCjSearwVZQkKnWq8xQIEFE81dmh3jvfCt+K7GgXFdzUKEu9qFJ7e1Sg0vqtREL2rURi9q1FYeFejkPiuxg5dLRc08nru6m12n3jmW3WUgKqxIMJRAodRIoVTV8B18IBs8MBs8M4+9p8/duWc68TYMoxqmWdr2ZiapZyaZZ4aPp0FRUyanc4CyjNkp7OOVnErD2QVvdyFdXc7z1O+CaW4yfaxaXjFRnrFJnsFP5IKinCRjXCRTXKRbZjwPm7lJO1z5uG7iC8JURDSu4jMVYTUu4gsUazyu4gscGz4XUTG5LV4/H5KiFxXH7+zmP03Hb8z106cj99ZIE9Ox+/EwcUMUa0YJ582rhzBxGwLJpE3GGcbMIEN3ITo4obJKPy1z4UKHZl6xV2uBbZ34+TxzoXRm9iuOWX5ppHvG2fzN4FXgCqkZaAKyxwMXhCMH8oBsTSY1MiBxiJhcitFeLkw3kgFXjgqXwnUGLpeR6oqFpMqwYpiqOGocm0xse2cvMoY10uNyS1jTYuOCdpYtznbeoEa5aRWo3Cgj2tSFDiOUeX1Kaoy1rGJiHhswHGPagpvlFOQo0yhjiKvZOlywKkUeFU7cDlANxErnL4coNXGate4HKBlXvn05QCpou1HgYs+qrwiRlV6YmwinDE2YH+MarLBKKf1Msq0akaRDTOo7GgkxnU0vkjXquW0pkaVV1ZS1foam3zNS+RaG1vwihvVtO5GOa2+Qc5rcHzJrhXOtB5H9esZqNbm2OBgBrbW6djocJqmNTuqBxMxrd9BXTWFg2FrrOihjVrXQwNc3aNwcG3SK31s8rXVJ636UW2s/bHR4SUqHwdE+dAStW3VQN8UDlpDPko4n+ATPed4PAAoPsdznlZ+4Ol64jmu8YDomZ3zsJoDC0/qnOO67aja6BMj9EMo9XoyjrXx6o1zGvWhV29czONvvHrjnCPRevXGhRiTxqs3xik66ZWVkTdeWSFOwTr0ygqJKmxfeWWFdArgwVdWSOVQHnhlhTQKqnx7Q0WQwyvf3giUQtt+eyNIKqwH394IKoX0wNsbQeNwNt/eCAqFUrzakGPFYcyvNjiiADZebXCuQtd+tcElClrr1QYXOFz61QbHFCh+JYBCwSFqvhKQFArY4VcCkqzC99VXAlILCuZXXglIOof24CsBSaVAN56F13HlsItn4YFRqFvPwoOgwnvgWXjQKKTNZ+FB4TA2noUHTqFLj45zVDhc9hPbEC5nFC4XKFwuqHC5msPlGoXLBQ6XKxwuV2K4nFO4TKBwGedwjb8cDMGqhEJVMQWqYhWmquUgVYVCVDEHqHIOT+UxOJVSaEZMgRkpheViDMkL34qnKxcYCkDibO+CQgA0ntddhKEDo2sIFzBkIPEkbYf8Z5nLVpy5guJZlgtncSumQkFivgtPc11onOeC5O8FF4Vmv7B6fgooTu8O7ab1mW/FU5aCaggAiesWhadTmkLj9YeC6KJDYXSlobBxxoDUETiKp7MXk/SI9g7FQXd5cuxKDSI9X52cr3AhBnCexk5MVkdlumN2ccWzc3dB5aVvxVPygsR5eOHp5LvQeMZdkDzNLgqdWxdWcwxQvJR7MclPbe9YvhCxo5sws5ucjZtG6m1k6m1y6vFlBFBEUm5EUm5CUk5H14Ot2Ospuh4gMZApuR7QOJBpcD1g1N0puB6QWEPTCT5wN0XvAiQe85qSdwGND3RNhXeBQo9uTdG7AMUH46ajd536VrwZMEXvAiRuCkzJu4DGy//T4F3A6Fdrp+BdQOK1/Cl41zEQvAo9Ha1r/yNlU7QuQPZ2CaD8C21Tsi6k+HaJ4/gTbdNgXcD87RJjZl0+1GVIuGUukmWjIpayIpa5Iti6QBG1YtYFKBcGXaidknP5vO2c69TGb84FKCaec0w8p5Z4jvhmkyueks48JZ3VlDTSh3rqc933qb4vR8Mbf6npEh0Pmb2RBiy+iAMCvokD2F7FAeZv3AD0V24A1nduANkbac521vfct+KLfJfJ+oCnd/su0foA0cSBYoMBVvMSUO22o5ktsJdofYDizeLLZH3A07HBJVofIDoCuAzWByxcR79E63NUS+gpkFv8ZebL0fte+FY8n7hE70OUzycuyfuQgvcBjqcZl8H7gNFpxuVodDAEczpk6tXMS/I6xPRq5qVwO5T4rc1L9Dtk9Ibm5ST/GPYlWZ7P1yY22oiBbloD3eiBbsRA2fdQUgN150MYX0+9tOv0YAbpJkQS2NP0bYikCndLNyKSkHwu34pICjleuhnBAnhfeseMuXJB9Y4ZS+SHrXfMWGZnTO+YMSePrByM0hC5pXGyTOPKN03M5mkSOahxtlET2EtNiIZqmFzVbzKFUuV7T1wDYHOGyGmNk906F55rYjZel7L7mkYWbJx92AQ24yosxaCTLZsgLctU4VumsXmZ0HAw05ONmcKmbQI7d7qTyILw8CptRPPk5iYcjI/yddNa8Wk5vOnN+GSvN4UMn275VSdU9/yUxs7fvOunGgj/V/f9lJZWAXnnT4m0Fqh7f0KDFQEpLQooqXUB9bw0oEqrA0p6gcAWvEagRssESrRSgASLBVJaL1CiJQMltWqgnhcOVGntQImXD9R4BUEtLiKo0DoSbgYHxxC3iUWBgWkjpTUFJVpWgiRWFtTz4hLUvL6gTEsMSrzKoMYLDWhLHZK03KAmHRUbCFNFmX0VtYa1YpPkrijyAoQar0HqUQGhiZUI1I3+UFqPUPtaANWqhPKBALbWJmxyKIB5hUIxLlJDOU38V0LKlv+uj6F4/8mF3d8k3P+Vh93WNmz5dZ6yFa/zFJSu81TXwx4Zom4Zl32rKnSwom1Gfe4B99d47vTYMey0Ieq0cdnpqkKnK9pm1OcecKeN506HZ5Wg55FT96MoxxCawEAC3zZ43+gfjyuKeXCQ7jA0pDQwlOSwoAEMCuhW0l72iYeDUh5MfcwHRmKIhmFcjqGqMICKthn1uQfcb+O50/bYB/TaGXXbBdlvk6HjxraC9aIf3HcXcuftIQzovDPqvAuy8+HP048dDX+enlkv+sGdl3+eftTGByWg65VQxyuW3Ya/ej12EP7qdSR92jd3V/zV61Gpv0AHvTVE3TUu+4t/JHfsHv6RXEJ97gH3Wf2R3L30fqAL23PZ8uMEQ6qXRfCDm4o24avp7+G9T8cawGXf6O/hvRcHFKDQjdD34fABWPi1ivdjpH2rj1t5DDmOVwP1QOy2PgXtk/oBkasx+LAV93WVgw9CvMV7NXbce9DHmbyijo+0Hgt8zAiGYEj2pqoLgWhExg9/EY0Nj22okzxKdWwzSvbia0YwVEOyh1VdCERDNX74i2io+L4kdZKHqt6XrNJwWrdYzGiwBnG4DnU/TV9IyIN25WtfxwM3pVddToN3JQ9/f3I0WX+eXe0+cjrScsKd/2zNSZYbWvzC4fRscm07LVtX+79dC8hN/Dr493UdqG/ZCB3h0PZ03APu2BDtvfKH/OltRr1A1CPjqVu7ihuDtN85Xko9MfIQPrANW1/CVh+3YkdSfe8pXacfO8IXdk8ifsif32b0JaNeIOqm9KK9RD8+MPaVX08/ifghf36b0ZeMeoGor9JMRkm8JlI7rN4SORHaQ+Prtg3+pcH7FufhtM6qRj1fiBtHJK7BnCTlQX7RVtIvkvaa0igaJ1NV9WtzPAhQeBQgPejv2mr8ReO+gXkoqOWx0Gsh4zj4rZCTiB/y57cZfcmoF4j6q84HR4lfDxg7m94OOCH+IL5iK9gXwXrFqMvyNHDU+Bn9sc/pEf0T4g/iK7aCfRGsV4z6LM/+9tqHCV4kr6SLW/GooKB6LRxR/gHjwtORw57in5R1HH/XuCD69eLC6NeLd2xpRzllKx4yFSROigpPJxqFxpOiguRJUVHopKiweOhVUHw69MMkXIKuiA6dnkQh0Jv9XB37xjhsIONMIYE4APYwIPRpAjrGBkgNAKA6R478pF1cXmheWqjtYKRG4nANxzE7zgM3LY3elRQCk2IcDFMwjFNE8mXgm8Zl4JuDl4EjhDDpH4HQYgzZgZ+A0C1S+No/AKEbxFA2fv5BqxTWqN60wsQhJlUFuv5JzRPfijbDf0hzTz+N7rR33E/oToCifTpPlv0J3QkQ3wNyxR3UmV1VcmR3yvYo/0qGFmgsh34lQzfJI2z8SoZW9bhbv5KhZYpG41cy9uoirM6LsAYv8uq7kOvuIp8HLfJJz6Jx0rNon/TEKwL49fkHIbRAu2r/IMTYoP79l21GvUD09ervz+6l2wle6SxbsdoKEot64akKC42LekFyUS8KLeqF0ZXOwsKVztsJ/tndWxwxIOjdnt5N6k1l24pHXXdpsMDTIdbdJNwwNiT/RsTdJN4eNkZHWXcTvBlcye7g9dS23B7FPRR99+QuPuEVEQWh9XxXFHM4xNNdkevAqGe7osAhyk92BQzByreS71K1M8+xw9+7OyZEsdO/d8dijl36vTvmOnb59+5Y4Njx790RhtjhJRcKBMdOXXKpUvpNoWMpcBwP/KaQbiJiqn9TSKuN+DZ+U0jLKdbyN4WkiHFPS4gMZZqD5hIyNqj3zmAODFH0jau4m5gjbhLF2riOsskcXxM4sibEmOL9xtOI+hwIjmD75uJygnfWlmEd3m35H25ahl0t816WegfoXYRgV3gR90ls1ecP8p7bDrdMVzgVh46kK5xPRPu+8T3cr688NwKHrtg1ebkSKXRLPvsRKHXp4LMfS7xqRwi6glftnsRWff4g96D9FAcdi2MvSIHOkAJ9IqVvfhv3kOXc0XC9kBl0LlwvfELtevFZ7sqBx0bqWQf2IR9MG4Ie4PE1fZD3r46vRwktiRDsviLYfTauZcO4lm3j+jzB84PP+FlA6aygXjBr3WGMekuM9xjpq0x94eqi+3Bfv3T//29On5laP3gdP2S43jMUmt/wjTjGMWrqpm9sEa89Bi3ERYxhFcNiuHZIafVqsNRCZ0WL3dw+E7juUGnxF0tJqzettRq6o1rkya+SF8oQpN2zHrgVJ6yg2ktE1jmA4/X3Z0aug27p4+jG6qFs2aUsR3T9ygR76d2/bBm38kDUlfPCU1EXGk+yC5In2UWhk+zCYvYWFK+c75BdOfew/REarMO419FcVphFiGx+EDZieV9v5ZSN0Mr5Q70wudobHmyEC7KraHcjtNvtPjRDNFHGKe2cc+7RvfwayYqvc0tORXum2uNiiJLSuIymPSFF6Vn5UqDG+GW2mphT1iTKW+M6eU3mDDaB0tg45TI/O8HT8Eduus6B4/w2TknunDPdlUMT5LltRCU+nDRQJveZxDoQ5wKjYs9zeEQMUTIYp2JwzsXAf6niWcTXuSUXQ+VQDIaoGIzLWKc/HkE7WArUGL8sBvW3I1iiYmj97QiWuRjS345gTsWQ/nYETcMfuek6B46LwTgVg3MuBlcOTZDnuxFVDHAFizK5zyQWg7h8VZVwUQVLIgqcGFHl8iA1FUnUqVSCeN36VCqbfL/uqRK4hA7er1NtUjmlG1xaOBhBXWDNG1y6ARfbwRtculEqPH2DS6tchEFNpRjUP1ofW7emIRVnVLlESU2FSvrX0wDqMnJZunwpVFZf3+JUzK3roHs9Xi+qYUKUH0j0gATYuAcILzXSKfC4Vf525/iinyF/1oc43SIP6oWdQlUyTWT3JyjHM3NDlhzE8UJAlOrZ+3ha/iKLo7LP32EOJ+5oZSsWeEHVbACJQi88VXehsaQLohItjO4nFhbuJxYS6/MBrPeFkZ1/PfGteNPxITkV8HQz8gE9CRAZESj+i2vOquUAquNwRD9dtoWhnRpxa95mP942THgrnXeb7Xbb9NitMNZtdtNtttAtDm0/kN0VZL/vULbirY2C4nN1e5RvdBSe7nHsaXquruB416MguqNRGN3M6MdaeeJbMa96rBVAItV6qhWgMdX6UCvA/Cf8nI21AiTmWJ9qpQ/z0Od56PM89I156OU89Hoe+jwPvZiHvjEPpQie2pYVgaNYBM6xCJxaETjiInDFi8CZFYEjKwJDVN91QcSsMkSpZZzyy7hKMhNzpplE6Wacc84ETjwTYvYZphTkyywUCkgHQ5SRxiktnYvcNDEnqEs5S02jVDXO+WoCJ224dvM0IkrfxrUbEnMi52s3xHVKi2s3JFBy52s3kXOaw006yHSklOwoUb6jpFIe9Zz1qFLio8S5jxqnP2qxAlChIsjvgohYQbohpWpAiQoiSKImUM9lEdRcGShTcaDE9YEalwhoUCVIqVBQUrWCei4XVKliUNJFgy24blCj0kGJqke8BjQmxZ8TeI75T8gBIOGJ5T95xgHzedafNL9Aw1PIf+JsAorPG/8JPs4kdppdPOHcfeHhSUkDYQdnTENK/j3yerLZZRLHZTiOy3Eel2lpXK6kcZkUx2WYxmWcxoUvSXWaxvEFKY4xSnmcQU9jjWoab5DjmINE4w4ajP0///v/AGoZ428=";var yc="eJyNnVtzG8mxrf+KAk/nRGh8eBWleZPnItsaD0dXWNvhB5BsUdgC0TLAFgjt2P/9AI2uzJUrV7X8olB/q4CuyspaVX0p8H8mP7V3d83yfvLj5P3fu/Xstnl0fPbsydGjJ89Oz55MHk9+bZf3v8/uml2BvzSLr839/Hr2w+XVYv7vrtnL3WLB8iOQZ3fzxZYL7IRpM7/9tD/r35ubeXe3I3+9ny3m18+Xt4td2R+OT3Zk/ev8obn5Y35//Wny4/2qax5Pfvo0W82u75vVm2b/6V8e7pvlTXPzur2bLYfa/vnP7cPkx3/+cHxx9PiHk5Pzx8fHx08ePzs9/tfjybtd4dVivmz+aNfz+3m73J/q6AiEt5/m15+XzXo9+fF8x983q3VfbHJ0dPKno6Oj3Ul+b3eN2Dfop/bLdrVvx6P/c/1/Hx0/e3r+eP/vRf/vs/2/z476fy8ePb9pr5pHb7br++Zu/eivy+t29aVdze6bmz89evR8sXj0ev8960evm3Wz+rqjHs35+tHs0f1qdtPczVafH7UfH/02X7b32y/ND7tCi0fPXzyaLW/+X7t6NN99wbq7Ws9v5rPVvFn/aVfZX3anupkvb99cf2r6Xuhr8uZ+95HZ6qaou4I/zb78ZeiUi+Onjyf/KEfnJ6ePJ8/X1/tArwbx58aOfzg5ung8eXN/85fpTnzS//f97r9Pnx566+/N/Wp+vQvnP/9nMv3H5MeTi53w+64i6y+zXRT/9zHh5uF6Mbszfnp+fuD/7tpdtK4WppyfPzkoy+7uat9Nt8us3bSLxWxl/OmuW3r+pVld79O+CE+eXByE2d1OWu+i4zU7OYEa9P3ttTs9Hb5vtmqWi+ZjTaKPlWrM1vtvXH/2ij89Gz616NY5ONe70TrLp/i0/fKpWebiu6bM25vM14vZ+lMO1rdm1WbaLpsM7zei5P2nVSPKfmy7laDzr6Lsev4gYPO1EX3bhJh6OsyXIq2u20UrIrRu7uZRsh5Y7E0g0ebf3WyR8e2q2Q1m0cydD657oynK8dHxkNEzkX7PM/qzoYuSiT9l9HP+4C+Ojo8P6Ff/YInAi/xdf8lx+qu3bG+Xe/S3fMaXuf2/+dgr2fr3fMbfc70u89f/kUu9yt/1On/wTY7E2/zBd/mD7w09Oxt6eppL/SOjD/mM/5WjerWbyz4398E3XNxpcaDy56KpnD0xU7mez6/nq+vuLvdHt3ft9W76gTESDC5Uxj42y+gqp8S1MGAxbnODPuZStxl9ylWeZ/TfuV6fc6lFzksRLeE6wve+iGGfTXqV6yUcXsS+yx/8mrN3k0s9ZLTN6BtU9czzKybCyZOjkpWrSvmYjeaMfTbezxc3TQ7JYa6/aTcizmF69qngvl+meXIclxH3cb8uRKO1z2zV5PFx0a7mgq+byrdcd6vdPH7tATx+dgzDZj3vV66piWXZoofVbTffKXftvV467OX+i78jU+hLz36cCyYWULuVnFwP3Mxub9WcduC4FqMVx77vmlUDY//0whZDs9vV7Iuf7fS8ZNbuUqKBjAuu1DfzarYeifC4utKLBeuAqO+uCYZa7VbY8y/r+VpIu7bef2q7sFg0ty/zfkhu77nV7Kuo7Oy6uxf44OUfF81D1ioj6252vWrFia9WjTrxTXs/uw4jzqX5ricxAG5oOA69srsLut2aWyxSu+XtbNXdLWadOE17u1tnfhZfN1uFxZP1y13IWRee+7Ln9GJg7erm426hF1aGvkKJk6wvQCL3M1zCGZ6c2xnudk7XLfAUdrUxE1PezX7Qr9diAlvEE1tKtZHbiqRtctnd+NxdEe/yXkwxf01d6k4QM9Cn/5g3PjXJTvWvi73nq6NcgzJd3My/ziGh/SOxZr5gFoPDqx0/5Cs99SGbIikGNln3F180TKCp+Sv9fGGoOK53xIzGg3+m0kMdfcCvAtJJ/Jph5xFwEXJSnFg19KI4+HW56SFORa7j68KYB95KHZffVQV8eNRyNJqqr/Rlc+xSqvZt0VghnMkqIUNmsvlr9kQbivN49rOLoc6L9luzvBWZ+zqewq/iRpOzGx0kQvThVZtIVpW2XnNb/fonR85O8/ZTuxKtuqSzexgqbvCG+FmZxChsNpo4Yy1ienLr73Csu36VsxL1pRS0KNY42WoxwbtucT//stiKelEDPclDA88uyqXJbHU/ny1u5h8/5r7a1q3h93geT9ixZPllNM1GZp0sWTpVhueyZoO1jPk9BsgnQ/oivP+2WzHgTTi7BFq1n5slXgiZOa6a2/k6Ln19iMbOhuk4jwtzjm43qsP1iAe7soZcVSLTUmR8XFZS6r9ohJ89K2vX/lZXvBFmcf7l/lOGPyUDNDNXvnV6PLTxvjJvNNXZsTYLPq8tH0ayMgbYr5dpaNitCK6UuUKtR2pTT20aXdcGZR7Hdu7RZQnPmGVd0CzuxQ2f+2DS7ombdsQR6/G960RLKOYWKrnO9LFAofcr1bjCeVpuWPQ+vkvg1S6R1/n73qR8ffas5Kte0b4cnX9/ix3nlxL2WEeZYrIFt4wYJue16ey3WG2Lwy5qn2YLmBrKIN9fmtCtbuuLMZdfxmWTp9p3OrAyFJpag26jmWKDhm5Vvar77o1cIFoGy5qflR682dmEeujRxi4CK9SW1sXyZ+dm5zfza2W0P8cvgoXZ2HL399g/Xt1Kv70ez2ulurdWltDPqyYdLwesB6jOZsQjC8pfatM9O4XdIpYNtQVZXAnYt40OhUoV7kfPtGhv9/29bEW427qZdlkqQ3n3VZWRfDt+RQszuce8kr5LOY/bzZ1lXjS759fG+C/d/nHkvx5PXjar5R+z+Wr/EPmfk+f7h9WTxz+cHv3r8XB0cI+ADvWMaDB1hC/i0cFVAsKGoXAZj3IVcOoN3Loq0MP4Dyg4T1CGkAV2uDsU0GHgIHoVjt7ujo5P/LAELbDQflDe7Q7P/agEAFAIAHAIANASAEAUAFAsAMCGoR1Y7yhI3u+OLuxoGrQP+wYe+WFpEjKoO+AuhLXLydBVkqGTydDlZOiqydCJZOgsFsCGWDj5ujs6s6NNONrGo9IiQFDzgQ6FcHQaopAYp3HqnAdrUV4IRMPWuBy7Rb0UqFJLOZRNzF1oEvWjcd2ZJnOPmkBj3DgN9MJfZYRD3hiPexfk4C8yOIAhsgHjygtMzIZgErmCcW0NJrM/mMAmYUJ0ioLBLgqa5lJoHMbYPUwQFlK0LncYm4nxsZwUtmJSJScrBmNyLSeT1ZgQ/aZgMJ2CNhltBSIPMp6NaPADNCJDFE7jZETO2YiK8kIgMiLj0oiKeilQpZbSiEzMnW4Sdbpx3ekmc6ebQEZknIyo8FcZoREZYyNyQRpRkcGIDJERGVdGZGI2IpPIiIxrIzKZjcgENiITohEVDEZU0DSXQiMyxkZkgjCionW5w9iIjI/lpDAikyo5WTEik2s5mYzIhGhEBYMRFbTJaCsQGZHxbEQYGnSjyCmwUSRfIpHNKcgvapxsKorSq0KRyxofa4i0rlgi50rUKWGiqLMmluHUiSp5WhTJ2IL4qsLR4qLAPkeqNLtQBhwvcrK9KCrviyWyAUadXDCK2gpjGfbDqLIpRjU6Y9DAHgOfVsqjUUaB3TKqwjJDga6SCmyeUfzu0BA2GvWxoVEx1FhmdGgka41q9NeggckGvqnwbY2T50YxG68TtF2k1CEokeUGiQ0XxBeaktmiJK0WClxqWq+6NFnUcx6hSlmEks4hLMEZhBpZK0pkrCC9khRNFTFbatCkoUIJsFOkZKYoKStFPRspqmSjKGkTxRJsoaixgaIW7RMUME+gU1kWjRMx2yZqwjRB7mQ3s2Gi9J0kF2aJaj3JK0aJJUaSPJkkatEiQQGDBLqRdKspWSNK2RiH1qMrGqKQGyc/dM5mWJQXApENGpceWNRLgSq1lNZnYk4JkygfjOtkMJkzwQTyOuNkdIW/yggtzhj7mwvS3IoMzmaIbM248jQTs6GZRG5mXFuZyexjJrCJmRAdrGCwr4KmuRQalzF2LROEZRWtyx3GZmV8LCeFTZlUycmKQZlcy8lkTSZEXyoYTKmgTUZbgciLjGcjKnVFJ3JGAXWBvAgENiOTXihGduSC9COTLxWrVVZakqu5/12jBHBBZ4DrnAKukC+5QMZkwivB0JocsjeBIs3JdHAnZ2RPLih/cjUblGvkUC5oi3KdPcoVNilXoksZB5syNhXl0KgcslO5IqzKxE50IZuVC6PpKuzKtVq6VgzL9Wq6JstyJXqWcTAtYxvBtoqRb7mQjatUDI3LGQXXBTIuENi4THqhGBmXC9K4TL5UrFZZaVyu5kxwjTLBBZ0JrnMmuELG5QIZlwmvBEPjcsjGBYo0LtPBuJyRcbmgjMvVbFyukXG5oI3LdTYuV9i4XInGZRyMy9hUlEPjcsjG5YowLhM70YVsXC6MpqswLtdq6VoxLter6ZqMy5VoXMbBuIxtBNsqRsblQjau1fBDH16FQiiwBZNlGWbDGoQXmZBZFSytahAvM9HVkyZVtNznRaEeL1j3d1G5twsnayqYjGnArxJBUyqILcm4NKRBBTsqhMyoYGVFRctGVBSyoYK1CRWVLahwNqDCo/0MFMxnINNUBo2nILadwoXpDFKXuocNp+CRxBNmUxSdeBWjKWol8ZLJFB4tZqBgMAPZJLLNhKyl4GwsQ7qjsxiiEBonb3HO5lKUFwKRvRiX/lLUS4EqtZQWY2LuapOor43rzjaZe9sE8hnjZDSFv8oIrcYYe40L0myKDG5jiOzGuPIbE7PhmESOY1xbjsnsOSaw6ZgQXadgsJ2CprkUGo8xdh4ThPUUrcsdxuZjfCwnhf2YVMnJigGZXMvJZEEmRA8qGEyooE1GW4HIh4wnI/rzkJvHfuSdYSjED3joHqMlaoAoYKBYrIBZmIANEXJy+F2vxz+cGBl+uqugn6DQqRErNKDyShyVLJiLD8OfixecihdrTh8wgT7y8w49t+7pj2Jn9qi4OKDQR8BTl/e09BEg6wlg1hPAhp4AUizVkXvBz4MNuLZ3gGd+VFoHCKrstATQv9YiN6DSCRA+QxRD4xRI4yqaJuaQmkRxNc7BNYEjbEIMs2GKdeHvcximuRSE3hDF33juBM59Ol/qjn4fYeyOgrg7CufuKFx2RxFFdxSJu6Pw1B1FSN1RBOqOgrk7Bv4+h2GaS2F3FMTdUbjojkHi7hgwdcevQ0889aNyKkAl/oBC6IFDhYCWgAOyWAOzMAMbIgykBNfRzBYU/VFcQfWotACQWE/1PC2lehpXUT2iFVLPaHHUs7Au6klpgaPSW8eOfIXRH8VFTI/iyv+A8pKm52k1c6C27S/guL7pEa1dekbLlj1r41Guc1upYCsr2OaatHKR1Suijm1c7vcorvR/xTEB0V/tx+W5HZkzOSrRRxQW+wfhb8MIO6w+/oYjDFDJT0AhUsAhUkBLpABZPIBZnwEb8hNICZGjWTzKLZjlFswqLZjJFsxyC2aiBTPRgllqwSy3IK60/paXWHvUhY90uZldpU2dbFOX28QXCaCI1naitV1o7cvJ4Tr83I+i/fVIeF3Pk9f1NHpdj+TFYq+QC/asjDpA0fJeDv525kdx7n+J/oYoz/gvyd+Qgr8BjtP/y+BvwGjSfzn4GxzlOreVCraygm2uCfsbKKKO5m+A4trj5QSviV9O0uXwy5TVwJMrv5yk69+XIqtBIVd+OckXvC8nfK27J9uQLduc1ducvcGAcVyQQF9GqhotVOS7p6YxRKoeTlSIRxbJNMhIpfEWVUgPEiijSaUByapIfSqSRwEXyCOWStCQIZXHCMk8pKPcVoXRsMgxT0W+13B2AlK1KVCh8bazVZBKrhFVMBASyEtIVbZCRbLDUAEyG1K171AhtiCS2Y1IjsYUxW1thLFdkZrs47fJcGP52A/tnjKyeDvZlffxcH9ZeWFH/d3VMz+0e3nA8Kad4/ijr1ky/sT41oL1GwYCUOrz38Ke6mNiHIfanmqS3wsGYQk7js+IcYDkjmPSaqEKOscLd+lSLDhyapfuIJV7LRg+Yxw+F2T48NYRMwgf3jsqLU03j5Igwle0WviCzuEr4jbHgsNnXIQvDM4QxKikUJKsAxoKva8qGNwghBBHJQU6yircoUQ16LlUCn0yQhnN1A1VIxwKDNNU6AZj3AEuyNAX+b1gEO6CMNDGOMQmiOAWrRbWoHNAi7jNseAgGk/h2y154W5DfxQvYnsUr9V7JK5re56ua3sar2t7RFevPaOr156Fq9eexGv1y6Hvz/woLjsvc3+78N5m1Muhjz0u/9gdPbGjD9b/l9jNgKDpTsttBD+l3UYYUPFp6AZD1BfGqUOMq14xMXeNSdQ/xrmTTOCeMiF2l2HqM5y/KQzce5XZm1ToR5y7TyOCHsXp/IIQ9a2azEmiXk6P/QYe9k5Cf0dOnR5F6vkoqu6PJXIORJ0SIYqcDVHllIhqzIuoUXKkndwqepwmY/u4VRFImLRt+VRwSJ20nflCcUqi6mZmpVM6BY1zCjadQUYhpXxCibIJJZVLqOdMQpXyCCXOItQ4h1CLGYQK5Q9tWc1x4typb1jNBSBvaMfmaaKQM7SP8yJTypfKLs6sUq6AwplStgRBmhiiHDFOCWJcZYeJOTVMorwwzklhAmeECTEdDFMu4MY+CgNnQWVbH6nQ/7jl7TQi6HncBXdBiPpc7YEjiXq7YO7qeJsDe5wV6niWqf9ZVmnAZXI2cAlKCpY5N1jnFGE9ZgqrlDAkv63GlNMnySqLqBAkEymQU6RAapECGcYKJRrLOd+oBKUdqZx9tocH8s4ZZZwLlGsuqCxzNeeXa5RZLnBOucLZ5ErMI+eUQWHHHkeEs6a2X49lyJSwhe2UGGRH2NZ2wYwyQm5qY42ywDj3f7nchO43RL1vnDrfuOp7E3PXm0Q9b5w73gTudxNitxumXsfbEBQG7vPKTQhSocfxFsRpRNDfeFfighD1tronQRL1dcHc1eWVUOhqQ9TVxqmrjauuNjF3tUnU1ca5q03grjYhdrVh6mp8sZvCwF1dea2bVOhqfOX5NCLoanwL+oIQdbV6B5ok6uqCqav/GHp5eCX9D+xhZKV3kcUXf0HAe2KA7dVfYP6GL0B/xRdgeccXUOlBYLPQMntDBVB8i7BH4sldz9Pjup7GZ3Q9omduPaOHjD0L7wn2JD5w+wP67fipocYyqT+KD5V6VBIUUX583fP00OlA4Ykr4Pj8ukf0PLpn9L7bnrXxKNe5rVSwlRVsc034cSgooo724BNQfDr+B46OIfqvJvgGfH8U34DvkXgDvufpDfiexjfgeyTfgO8VegO+Z/QGfM/CG/CvJ4e3Hk78KLp2j4Qx9zx5ck+jHfdIvsPUK+TRPSvxBxQd+PVgvqd+FF9tfJ0t14V3NoheYy8BEqP8NfUS0DjKX4teAoXG/+vQS8DC+H8d5ojXYXp4PUwDrn2II+g1mf9Ayy1K6H1DlALGVR6YmJPBJMoI4zotTObcMIESxDhlCd5kPiVE+VK5yUwqZI4hSh/jKodMzIlkEmWTcZ1SJnNemcDJZULMsHwf3dA0B+JDLsVZp26aD1J5sgqpZ4hSz7hKPRNz6plEqWdcp57JnHomUOoZp9TDB+ynhCj1Ko/XSYXUM0SpZ1ylnok59Uyi1DOuU89kTj0TOPVMiKmHLxBQhkxzID7kUpx66u2BIqX3/U6kwGk48r6fLiJSUr/vp9VKelbe99Myp6p+30+qmLb6jYaKKlM4lMFEjgKnc1RlUsciIrVjAU7wqFbSPBZKyR7llPJRpsRPL3rILJ3WQvmh9ok0IKpveRwKvJnwPsg3k7QP8g0/6yTMxXmbF+FUPG1xTEL6SGgWfyyI9NFdfuO1bH9I17I9o2vZnqlr2V7I17I9pmvZnvG1bA/5WraH8Vq2R3Qt+3YwsjM/iiPpbbIs4GnMvEVzAiRHx9tgQ8Diu6Nv0XAczWIjZqIH7Br8iaNaB8x0B8xEB/hlOHyviv8sx98uxP2j1+0CfPgtJCN8jqrQiNbaxXlgleY2urnh+hx5CYNXuxFRaFQUPm2/fGr6ennntbFIK5rT1qre6qq3oqf40h0lUX27dsdyucP84t2LrehQNGgl+of2cIGybu7mOTO6WKgTp+lqcet03DoRN37RGSURt051e5eTfxMPt3QoGoOvnA3nww3WpWTaYZ0E9mK9xzqpImRpl3USkj/nfdZJoWClndYsgGenqx/myr3V1Q9L5OO1qx+W2dHT1Q9z8vbCZ6LZyeVNIKs3Ptq/yvRNq/Vvsn8Tqt3LE4FxMhdf9YSBz4sh/hpVyzRDmMA25MJYqNSE4ZqYNUykqcN4LYx5EilKmkmK0IrCaU4xYbSdanYxrZYStXnG9Fpb04xjQiUz0txThJVitRCkqcgFOR8VWUxKRepE8TQ9mTDaBWqiMq3WBbUpy/RaF+TJy5TKqN0ItlWs1nw1q4ULjjC3RSV9Z5TTPBdlHfdYRkU/lkh9EOU8/0U9BzzqHPaophkx3ZQ5kwLPjiM3ZXQRMVPqmzJarcyalZsyWuYZVN+UkeqsGrI8p0aZZ9ao/gcZJWfZWGI8o/KMG+XvJFSafaPKTkv3BaLbyZsG+ovr7clzc5STO5P8/ZDL2ZpKqDk7FuGZO6rjnSJm8aDnuTzIbfWDeV6P8n8QHTnHxxLjCVmd72Op8QjluT/Ko3mZ1wFBXtWV8fDllQHJen0QCqlVQijQVT+aVwxR/g86V64eYonxzq2uJGKp8c4Vq4qoj3rSpqps68p46PKa492w0DjzozhHvsMFBSAxV76jhQPQOCu+CwsEYHTv+x0sBIDEKe7dhF8/ejdJbx6VJwPY1rRDijm1Wu+QYjG3P+2QYs6RyDukWIgxSTukiFN0KjuLwuMRjJPeWSRFitjIziJZIsdO7yySIkexsrNIqjGeemeREimyY5ts4NESBldtshESBba6yUboOahqk42QOKByk43QYjDVJpssUSDrO1DKAziMYdqBwpyip3egsJjjlnagMOeI5R0oLMRYpR0oxClKlZ0b73h7Ql2hgNV2blRkFb6RnRuVEhTM6s6Nis6hrezcqKgU6NEtC6xy2MOWhcQo1HnLQhJUeOWWhaRRSMWWhaRwGNOWhcQpdJU3/J1zuOyPHTxXjMLlAoXLBRUuV3O4XKNwucDhcoXD5UoMl3MKlwkULuMcruEH3J9nQqEqmAJVsApT0XKQikIhKpgDVDiHp/AYnEIpNAOmwAyUwvJ+CMlTPyrhABR/S/R9CgPw9Fui77H5gOi3RN+HZgMLvyX6Hpvr6EVoz4vYcz2KV1wuXMajmAo9Ev3d89TXPY393CN5y6pXqPd7Fm9O9Sh27x75b8T2R3G7QY9KCACFhgBPmxJ6WhoCyKoLzHoM2NBjQEoLHJUr2zMg5TbQeUGxk5ucmHaPB5FOzEYmZrh/AzjnayPytRH5andkHLXxKDejrdS5lXVuc+X4Tgoootp2ywRQHlNwb8Q6BO9JeM91oWe7nI1dJfU6mXpdTj2+mQCKSMpOJGUXknI6uN65H8XXtaboeoDELogpuR7QuAtiGlwPGO3HmILrAYnbH6YTfHVyit4FSLwkOSXvAhpfh5wK7wKFXnyconcBiq84Tie452eK3gUo2vc0eRfwZMJT9C5AZLXT4F3AwgQ7Re9yVJzqqZG9fupHpU2A4jub02RUwNPvA03ZqADHX9qbBqMCRj+XN0Wj8oa1oUCbm6F+CXpKRgU0V07/EvQ0GBWw+EvQUzQqR2ZU3h9dKNDlhqhfOZySIwHNDdE/YjgNjgRMxD/+RuGebMM42ebxvE3j9sNgZMMPZX1AJ0NmDzSBxbvAIOCtX8B2vxeYP6QE6DdtAZY7tYDsGaSzvaU9PbcjmyodxanSOU6VTm2qdMRTpSs+VTqzqdKRTZWG+mXLmTXCHwUCiwuyD8nUsGz+lbIPaGvIaPr7EHwNC5b4A7L4OyuT+xMgw7LMC9FnGtFcf/iGrNLeRrc3PlsDLuLQiDg0Kg78wGzP5mE4zeO46xFtVv4weCV8RyuC0NYa3OoGt6Jh6RkZSD74ANrjMGCio3115wxXd54AXRyhnbCXrmYlnbaSTlhJel4EknKZTrlMRy6DDy0S44akxxZJkM1UDy6Sxg3Ojy6SktrHDy8SZz/F7YWDWaXthcyVvarthSyR0da2F7LMlpu2FzIn8y0cHcoYD0kTyIuNy/Fqqhi0pvHINYF9yYRkTqaQUxuPF9HGacTyMyv+GlXL5OAmsI27MBYqZeiuCVc3sRbH5O8mVOOYnL4IYPeGyPONs/EXoRXfm6YAE0aDpSYD02rxqE0LptfileYHE3iSSE85WRDTRZFwzjBW81s9e5g6YqtpHjGhMpmYXrXdPK2YQrZLjyMV5harB5JKkwGpPJJUModFPpRUYmq8eCypJJ55QIPJBynNPyipKQj1PAuhShMRSnouwhI8HaFGMxJKNCmBhA6MmK0CNZqdUJJGggWEl6DMdoIaOwZqyWRRpPkKJZqywvPqYBziSbb4vkrV0/SFGs9gQftOONU8FmQxlaE+Eu40oaE2Fu40rYEGMxtSmtxQ4vkNtFafI81yqH0voGquQ3kkYLUZD4ukCyIUeeJDjec+9fqE0MQMCCpOgohHZgU9FWKBcedPEyJqlTkRi4xNDnlmRDFODvudwl8tq/ZHm3DkP5feH8X7cz1K9+GKZeL3FrTJaJs/yKcxns81WDCeq6BNRtv8QT6X8Xyu8M4TnDDwTYVvK9/D549irgR0JVQB6EbSrfwGPjlK+dTlJRw4b0GbjLb5g3w64/lc9i4FnMzYRrCt+Cyfz4V8QnsbAU5obCPYVnyWT+hCPiH8zfuTQDaJbNOn+ETib94PCv5Z65OINhlt8wf5VOrPWh+kqx292luLHcUXG/ZkYefsj+KE16P4/B+E+MzqapLekLia4J8YvEIHBySetF2RXwONT9quhDuDQk/aroIXAws/nHgVOudqgk8XrjD+gFJdr3E5dl7I56B/VpG9TnchzgP+nEvq70l7Ns8D/pxLVr4n/bJF+SYTPqvS+tsOU/5k/WV2vQ/h+UD7L85/R+Qoy6TlSMULb0NfbVTEkbY/egjaNmjU2zzQBqo7zTDXByfk0/gNm/ylD7nUNpfiiqo5epB0ahjm2hYOtcWdiPSlD7nUNpfi2qqdiUVSbz2Xqsm3npWIldfLg8gfKuW3lfKpQbVlw6Cry7ZzVrhFtNY4TV+1kSd4kGW3siy3o7ICKapfxqVmgJTaARo2BPBGn+RBl97q0qkxqOXW8LvOQ23Tu87EoQV5+WXoIZfa5lJcY7UiG6T01utQrfzWKwtQYbGEc/Ygym1FOa60XNYNWnr5dKhcfvmUBai1WAc6exDltqIc11quDQ/ax8nhftSpH8VFWI/K3SdA4l2JnqelWk/juxI9ojciekZvRPQsvBHRk/i2x0eIuJPdeFg063V/8+NpgfFDTW4ovZFzQLqh+Y2cA01v5PQ4t5/fyOmZaH8bj3Kd1es3PZcVbHNN9Os3vSLqSK/f9Ch3CP1F7o95CfQkCgM9rJr21xf9Nks/svsjjuwmHqC4hfIglMvslUD0tcbpu52rE4j9oVKgk9V2h2pVnDj+jTnx5+X0X5b7PIyEEz+KfvEZRwKifDnzmUYCUhgJgONVzucwEoDRtcznYSTAUa5zW6lgKyvY5prwSABF1LGNV4mfcSQMKO9a1wK1pbJnvaKKRtd3rFcK5L6q7FfXKkentl9dym1VGA2L7O36ZnRdYLRZlXSo7UTXMiVJZSP6Qb2bDDeI/Sh6Ro/ET5X3HO8CO40/Vd4j+VPlvUI/Vd4z+qnynoWfKr8bbOiwqrlDGwKEtevpMjR2mRu7rDR2KRu7zI1dVhu7FI1disYuU2PjfcJlaPoyN52XigMNj8SPIqIgVB6Ik5jDkR+HE9eBEQ/DSeAQpUfhEUOw8BKfAsFhU5f4gxR+FekoIopd5TeRSMyxy7+IRFzHLv8eEgscu/RzSBFD7MKPIcVAcOzUDYci5d+KOFICx3HslyJkERHTyu9ESLUS38qvRGg5xVr/SIQSMe75JyJUKFMfVH8gYihQbm1DHxii6BtXcTcxR9wkirVxHWWTOb4mcGRNiDHNjwOWeO+fAsERVPf+D9JuvUB3+/eEbtC3w4n9I5tw5NdKbVhFt3kV3cpVdFmccFXSjVHiUCm8MUroIZ9nKxBVtP7wspW3Gs+ExvVOtxqHmqZbjYo/VCqwrXFq0HeeUML6jtukbjVmCdpDtxozfZCn3WpK7Rh92NnyzbmziLn+eHNuqCbenCP0kM+zFYgqXH9c2o7u5meV604yNIGUTVV5qFZlW1eoeSznVlY23rf5FiQL0KZwC5LZgzjZVjGq+8iT5XKx0d/ROz+PqHwNc9vQSDzuaiQRTs2S7W8k7pscSfCdjiSU7Y6Ebc9j5FcZXQtUCUN5VJh5eeyXlCExnkV8k0ve7Bo+u89cVKOpVK+pVK8Z66Wm3kvxj4WRVunBptaDTa0HP2YkOvS2koHxFhirnzKaC1SJ53wsbvN63OaV2MxrsZnXYvPfGYlSn0djsBCo0uDF+BfZX1aL/C4j0cZl5ZzLStIuR+uyrIzvVqDKidux3m3rvdtWejf9mTqSa53fVsLaVpr4RaAyzZDN/DsXXQlUCdCq0jOr0Z4REVtXTrCunGBdtdP16KkVGv1AJ1Clrt1YtnT1bOkq2cLXVSzXsqWrWUWnJ8L9QuMizvubjPx9eUPbXMoWGcyh+SR9yzX6Vonwt0o2fBOzkP7bp4Z52YUXmcfxGzYZwZorv4bWVl5Da+uvoX2Bip6eF+IPvwxtw0foBF/0dw/fUnt3KOo1sbyOdHjcRl9l6pmri+bjffnSw/9/OL8wtXywX+UcZWwrnayFaoqvXOmPuYUJzfJKadEecol1BY+ccD1yQrQ2pX63OkNfHIbZaljFH/tRvC20wrU7IHGTaEUrdqDx1tAqrNOB0R2fFazOgdgL84aGl+JOARwGy7mR3aLtMEhXsFwDgu0B7M0BOLQGSGkMoNIWR/EgdJTzRThI9VzUPjZ4nZPdmurEDpbhYPhWIEO+IcHzAB+C7+QLxt0syQMP+xS83O47z/wgnMt5h83pUig63WWd6rIudRnNniDkvuxyXw5zpYOv2LxtOBhqDsSrOMByRw2GoiEaj8ZpUBpXI9PEPDxNojFqnAeqCTxaTYhD1jCNW7+xicnBtzvPI/ZhbCQmhmGRHaalFDEl5olhygnjlBjwijETNW6LuMhEN0qOfhOjBRTsPlDIMpPoCIajLTgW3mBiNAi7TZ06mK2i8OwXRXFzMKKcAx56Uig6HVVlJOKJJys6VbSvpMedzCuJFG0G7u1TaLaZRNcRt+wHJfytJkJkPekvNTFX1iP/UBNJZD35zzSxwNaT/koTYbIe+iNNp0yD9RTs1mMk5pNhkU+mpXwyJeaTYcoY45QxsCuBiTKNIi4y0Y2S1mNitJ6C3XoKWWYSrcdwtB7HwnpMjNZjL+OnDmbrEX8biT7h7mJEWQ+8M0Ch6HRUlfWIFwZY0amirSe9LcC8kkjReuBVAQrNNpNoPeI9gaKEp9doQFFgG4oqm1FUpSXFIsKYYgG2p6gmk4pysqook2FFkW0rqJSppEULCyIYWeSUo1FUmRpL5HyNOmVtFDk7o8o5GtQql5YViixqfCwU2gpjETLEIIItBr6scbLIKJJRkqjsMhYh0wzil0p6JQMNqrDRoINfRi4tlV8lkiFle62/SKRLfCd12XDH3iLSZUbTO1mweoVIal8rId7WOFlz7fWhg563VoktVeVNhuEjfP02FEqrfuLwDXpv3TpN3sTxGyobLtfiT4knBb9Hemr5hB4RUoXv9LFBWziHo/3fzGUS7wY6Frf6ivg+kandfy1k/+fjn0VSZlrCMENGpdzoHe7gnmZxUA73hb8O0/zBbL7i3A6oTOiA4jvYzvHFa6f2trUjf3vamb8u7qzsY3Zir04bKonw1NoU9Sa3yd+tB6Tb1Mg2xVfnHeemNqKpjWhqG49yndtKBVtZwTbXJL3X7oqoo7/B7ijHnn5vd1PWjed2FN/v24QVoqO4LHSe3gLchAWgI1/1OfOlnrOyvnNiizpDJaGeWJt80bfBhAIUt/FsUkIBT+vbDScU4LjW3YSEAkar2s2QUHCU69xWKtjKCra5JulneFwRdfQf3XEUF9QbTKhD8B8muH3vAYMPKG7fe0jBB56etz1w8AHHTXMPIfjAaPvetriqH9lodmSu6kjsbNmyqzqNe1i20VWd0SacLbqqk7ghZYvT65GhWKDJjaItS9tsq85lo8SOpG2wVUeirbzhaFts1Y9yndV+oi3bqtNcE71daBtt1VncGLQNtmrIly9D9PGBxAkhalN6IMFcNVg9kGCJmp4fSLDA3cEPJBhTHNLSlWIhinJOGqfEdD4SC5GiLuU8Na0Sp5SxJtTi1ApUaaDMYhPrDeF8Nq6T2uRaWzi9jVf6NiU6vDINuY6UIoASZTxKKj6o5xChSlFCiSOBGncsanEMoEKhUr+rkYOlP8DjASUaEkEaD5YYGEHNYwPleizTCEFtJJatpvW2y9GC+mgDecygpIcNlhhpIw8elOpJwUPoW1mvnttRXIN/C+tVQHkN/o3Xq0Bxveo4Ls2/xfWqM1qafyvrVT/KdW4rFWxlBdtck7RedUXU0derjuK1wjeciRhR/dNMlLhonJqJkpT7Ic1EzLm1eSYioRWo0kDZS2omYqlS2Uqn5ZmIBeq+NBMNvNyvUoiaaJz60Llouom56S7lPjSNwmKc220C92ERWoEqDZR9aGK9IdyHxnUfmlxrC/ehcepD/BWkGqamBo36M2oiFKFADkeUc98GnUIWNI5LELmfUWwreCQIss9DgfGGct8HTfd/KDLWVs6DoEEu/Ot//z8nhUqv";var xc="eJyNnVtzG8mxrf+KAk/nRGh8eBWleZPnItsaj0ZXWNvhB5BsUdgE0TLAFgjt2P/9AI2uzJUrV7X8olB/q4CuyspaVX0p8H8mP7V3d83yfvLj5MPfu/Xspnl0enH05Nmjs6dHz84mjye/tsv732d3za7AX5rF1+Z+fjXb426xUHh2N19shTBt5jef92f5e3M97+525K/3s8X86vnyZrEre7Q7Xv86f2iu/5jfX32e/Hi/6prHk58+z1azq/tm9bbZf/aXh/tmed1cv2nvZsuhbn/+c/sw+fGfPxw/efL4h5OT88fHR0dHj5+dHv/r8eT9rvBqMV82f7Tr+f28XU5+/GEng/Du8/zqdtms15Mfz3f8Q7Na98UmR0cnf9p90e4kv7e7Juyb81P7Zbvat+LR/7n6v4+Onz09f7z/96L/99n+32dH/b8Xj55ft5fNo7fb9X1zt3701+VVu/rSrmb3zfWfHj16vlg8erP/nvWjN826WX3dUQvVo/n60ezR/Wp23dzNVreP2k+Pfpsv2/vtl+aHXaHFo+cvHs2W1/+vXT2a775g3V2u59fz2WrerP+0q+wvu1Ndz5c3b68+N30f9DV5e7/7yGx1XdRdwZ9mX/4ydMnF8dPHk3+Uo/OT08eT5+urfaBXg/hzY8c/nBxdPJ68vb/+y3QnPun/+2H336dPD7319+Z+Nb/ahfOf/zOZ/mPy48nFTvh9V5H1l9kuiv/7mHDzcLWY3Rk/PT8/8H937S5alwtTzs+fHJRld3e576abZdau28VitjL+dNctPf/SrK72SV6EJ08uDsLsbietd9Hxmp2cQA36/vbanZ4O3zdbNctF86km0cdKNWbr/Teub73iT8+GTy26dQ7O1W5szvIpPm+/fG6WufiuKfP2OvP1Yrb+nIP1rVm1mbbLJsP7jSh5/3nViLKf2m4l6PyrKLuePwjYfG1E3zYhpp4O86VIq6t20YoIrZu7eZSsBxZ7E0i0+Xc3W2R8s2p2g1k0899ds+6NpijHR8dDRs9E+j3P6M+GLkom/pTRz/mDvzg6Pj6gX/2DJQIv8nf9Jcfpr96yvV3u0d/yGV/m9v/mY69k69/zGX/P9XqVv/6PXOp1/q43+YNvcyTe5Q++zx/8YOjZ2dDT01zqHxl9zGf8rxzVy91cdtvcB99wcafFgcqfi6Zy9sRM5Wo+v5qvrrq73B/d3rXXu+kHxkgwuFAZ+9gso8ucElfCgMW4zQ36lEvdZPQ5V3me0X/net3mUouclyJawnWE730Rwz6b9CrXSzi8iH2XP/g1Z+8ml3rIaJvRN6jqmedXTISTJ0clK1eV8jEbzRn7bLyfL66bHJLDXH/dbkScw/TsU8F9v0zz5DguI+7Tfl2IRmuf2arJ49OiXc0FXzeVb7nqVrt5/MoDePzsGIbNet6vW1MTy7JFD6ubbr5T7tp7vXTYy/0Xf0em0Jee/TQXTCygdis5uR64nt3cqDntwHEtRiuOfd81qwbG/umFLYZmN6vZFz/b6XnJrN0FRAMZF1ypb+blbD0S4XF1pRcL1gFR7y8ZDrFZLOZf1vO1kHZtvf/cdmGxaG5f5v2Q3N5zq9lXUdnZVXcv8MHLPy2ah6xVRtbd7GrVihNfrhp14uv2fnYVRpxL811PYgDc0HAcemV3l3O7NbdYpHbLm9mqu1vMOnGa9ma3zrwVXzdbhcWT9ctdyFkXnvuyZ3fdOnz56vrTbqEXVoa+QomTrC9AIvczvIIzPDm3M9ztnK5b4CnsamMmprzr/aBfr8UEtogntpRqI7cVSdvksrvxubsi3uW9mGL+mrrUnSBmoE//MW98apKd6l8Xe89XR7kGZbq4nn+dQ0L7R2LNfMEsBodXO37IV3rqQzZFUgxssu4vvmiYQFPzV/r5wlBxXO+IGY0H/0ylhzr6gF8FpJP4NcPOI+Ai5KQ4sWroRXHwq3LTQ5yKXMfXhTEPvJU6Lr+rCvjwqOVoNFVf6cvm2KVU7duisUI4k1VChsxk89fsiTYU5/HsZxdDnRftt2Z5IzL3TTyFX8WNJmc3OkiE6MOrNpGsKm294rb69U+OnJ3m3ed2JVr1is7uYai4wVviZ2USo7DZaOKMtYjpya2/w7Hu+lXOStSXUtCiWONkq8UE77rF/fzLYivqRQ30JA8NPLsolyaz1f18trief/qU+2pbt4bf43k8YceS5ZfRNBuZdbJk6VQZnsuaDdYy5vcYIJ8M6Yvw/ttuxYA34ewSaNXeNku8EDJzXDU383Vc+voQjZ0N03EeF+Yc3W5Uh+sRD3ZlDbmqRKalyPi4rKTUf9EIP3tW1q79ra54I8zi/Mv95wx/SgZoZq586/R4aON9Zd5oqrNjbRZ8Xls+jGRlDLBfL9PQsFsRXClzhVqP1Kae2jS6rg3KPI7t3KPLEp4xy7qgWdyLGz73waTdEzftiCPW43vXiZZQzC1Ucp3pY4FC71eqcYXztNyw6H18l8CrXSKv8/e9Tfn67FnJV72ifTk6//4WO84vJeyxjjLFZAtuGTFMzmvT2W+x2haHXdQ+zxYwNZRBvr80oVvd1hdjLr+MyyZPte90YGUoNLUG3UQzxQYN3ap6VffdW7lAtAyWNT8rPXi9swn10KONXQRWqC2ti+XPzs3Or+dXymh/jl8EC7Ox5e7vsX+8upV+ezOe10p1b60soZ9XTTpeDlgPUJ3NiEcWlL/Upnt2CrtFLBtqC7K4ErBvGx0KlSrcj55p0d7s+3vZinC3dTPtslSG8u6rKiP5ZvyKFmZyj3klfZdyHrebO8u8aHbPr43xX7r948h/PZ68bFbLP2bz1f4h8j8nz/cPqyePfzg9+tfj4ejgHgEd6hnRYOoIX8Sjg6sEhA1D4VU8ylXAqTdw66pAD+M/oOA8QRlCFtjh7lBAh4GD6HU4erc7Oj7xwxK0wEL7QXm/Ozz3oxIAQCEAwCEAQEsAAFEAQLEAABuGdmC9oyD5sDu6sKNp0D7uG3jkh6VJyKDugLsQ1i4nQ1dJhk4mQ5eToasmQyeSobNYABti4eTr7ujMjjbhaBuPSosAQc0HOhTC0WmIQmKcxqlzHqxFeSEQDVvjcuwW9ZVAlVrKoWxi7kKTqB+N6840mXvUBBrjxmmgF/46IxzyxnjcuyAHf5HBAQyRDRhXXmBiNgSTyBWMa2swmf3BBDYJE6JTFAx2UdA0l0LjMMbuYYKwkKJ1ucPYTIyP5aSwFZMqOVkxGJNrOZmsxoToNwWD6RS0yWgrEHmQ8WxEgx+gERmicBonI3LORlSUFwKRERmXRlTUVwJVaimNyMTc6SZRpxvXnW4yd7oJZETGyYgKf50RGpExNiIXpBEVGYzIEBmRcWVEJmYjMomMyLg2IpPZiExgIzIhGlHBYEQFTXMpNCJjbEQmCCMqWpc7jI3I+FhOCiMyqZKTFSMyuZaTyYhMiEZUMBhRQZuMtgKRERnPRoShQTeKnAIbRfIlEtmcgvyixsmmoii9KhR5VeNjDZHWFUvkXIk6JUwUddbEMpw6USVPiyIZWxBfVzhaXBTY50iVZhfKgONFTrYXReV9sUQ2wKiTC0ZRW2Esw34YVTbFqEZnDBrYY+DTSnk0yiiwW0ZVWGYo0FVSgc0zit8dGsJGoz42NCqGGsuMDo1krVGN/ho0MNnANxW+rXHy3Chm43WCtouUOgQlstwgseGC+EJTMluUpNVCgVea1qsuTRb1nEeoUhahpHMIS3AGoUbWihIZK0ivJUVTRcyWGjRpqFAC7BQpmSlKykpRz0aKKtkoStpEsQRbKGpsoKhF+wQFzBPoVJZF40TMtomaME2QO9nNbJgofSfJhVmiWk/yilFiiZEkTyaJWrRIUMAggW4k3WpK1ohSNsah9eiKhijkxskPnbMZFuWFQGSDxqUHFvWVQJVaSuszMaeESZQPxnUymMyZYAJ5nXEyusJfZ4QWZ4z9zQVpbkUGZzNEtmZceZqJ2dBMIjczrq3MZPYxE9jETIgOVjDYV0HTXAqNyxi7lgnCsorW5Q5jszI+lpPCpkyq5GTFoEyu5WSyJhOiLxUMplTQJqOtQORFxrMRlbqiEzmjgLpAXgQCm5FJLxQjO3JB+pHJrxSrVVZakqu5/12jBHBBZ4DrnAKukC+5QMZkwmvB0JocsjeBIs3JdHAnZ2RPLih/cjUblGvkUC5oi3KdPcoVNilXoksZB5syNhXl0KgcslO5IqzKxE50IZuVC6PpKuzKtVq6VgzL9Wq6JstyJXqWcTAtYxvBtoqRb7mQjatUDI3LGQXXBTIuENi4THqhGBmXC9K4TH6lWK2y0rhczZngGmWCCzoTXOdMcIWMywUyLhNeC4bG5ZCNCxRpXKaDcTkj43JBGZer2bhcI+NyQRuX62xcrrBxuRKNyzgYl7GpKIfG5ZCNyxVhXCZ2ogvZuFwYTVdhXK7V0rViXK5X0zUZlyvRuIyDcRnbCLZVjIzLhWxcq+GHPrwKhVBgCybLMsyGNQgvMiGzKlha1SC+ykRXT5pU0XKfF4V6vGDd30Xl3i6crKlgMqYBv04ETakgtiTj0pAGFeyoEDKjgpUVFS0bUVHIhgrWJlRUtqDC2YAKj/YzUDCfgUxTGTSegth2ChemM0hd6h42nIJHEk+YTVF04lWMpqiVxEsmU3i0mIGCwQxkk8g2E7KWgrOxDOmOzmKIQmicvMU5m0tRXghE9mJc+ktRXwlUqaW0GBNzV5tEfW1cd7bJ3NsmkM8YJ6Mp/HVGaDXG2GtckGZTZHAbQ2Q3xpXfmJgNxyRyHOPackxmzzGBTceE6DoFg+0UNM2l0HiMsfOYIKynaF3uMDYf42M5KezHpEpOVgzI5FpOJgsyIXpQwWBCBW0y2gpEPmQ8GdGfh9w89iPvDEMhfsBD9xgtUQNEAQPFYgXMwgRsiJCTw+96Pf7hxMjw010F/QSFTo1YoQGVV+KoZMFcfBj+XLzgVLxYc/qACfSRn3fouXVPfxQ7s0fFxQGFPgKeurynpY8AWU8As54ANvQEkGKpjtwLfh5swLW9Azzzo9I6QFBlpyWA/rUWuQGVToDwGaIYGqdAGlfRNDGH1CSKq3EOrgkcYRNimA1TrAv/kMMwzaUg9IYo/sZzJ3Du0/lSd/T7CGN3FMTdUTh3R+GyO4oouqNI3B2Fp+4oQuqOIlB3FMzdMfAPOQzTXAq7oyDujsJFdwwSd8eAqTt+HXriqR+VUwEq8QcUQg8cKgS0BByQxRqYhRnYEGEgJbiOZrag6I/iCqpHpQWAxHqq52kp1dO4iuoRrZB6RoujnoV1UU9KCxyV3jp25CuM/iguYnoUV/4HlJc0PU+rmQO1bX8Bx/VNj2jt0jNatuxZG49yndtKBVtZwTbXpJWLrF4RdWzjcr9HcaX/K44JiP5qPy7P7cicyVGJPqKw2D8IfxtG2GH18TccYYBKfgIKkQIOkQJaIgXI4gHM+gzYkJ9ASogczeJRbsEst2BWacFMtmCWWzATLZiJFsxSC2a5BXGl9be8xNqjLnyky83sKm3qZJu63Ca+SABFtLYTre1Ca19ODtfh534U7a9Hwut6nryup9HreiQvFnuFXLBnZdQBipb3cvC3Mz+Kc/9L9DdEecZ/Sf6GFPwNcJz+XwZ/A0aT/svB3+Ao17mtVLCVFWxzTdjfQBF1NH8DFNceLyd4Tfxyki6HX6asBp5c+eUkXf++FFkNCrnyy0m+4H054WvdPdmGbNnmrN7m7A0GjOOCBPoyUtVooSLfPTWNIVL1cKJCPLJIpkFGKo23qEJ6kEAZTSoNSFZF6lORPAq4QB6xVIKGDKk8RkjmIR3ltiqMhkWOeSryvYazE5CqTYEKjbedrYJUco2ogoGQQF5CqrIVKpIdhgqQ2ZCqfYcKsQWRzG5EcjSmKG5rI4ztitRkH79NhhvLx35o95SRxdvJrnyIh/vLygs76u+unvmh3csDhjftHMcffc2S8SfGtxas3zAQgFKf/xb2VB8T4zjU9lST/EEwCEvYcXxGjAMkdxyTVgtV0DleuEuXYsGRU7t0B6nca8HwGePwuSDDh7eOmEH48N5RaWm6eZQEEb6i1cIXdA5fEbc5Fhw+4yJ8YXCGIEYlhZJkHdBQ6ENVweAGIYQ4KinQUVbhDiWqQc+lUuiTEcpopm6oGuFQYJimQjcY4w5wQYa+yB8Eg3AXhIE2xiE2QQS3aLWwBp0DWsRtjgUH0XgK327JC3cb+qN4EdujeK3eI3Fd2/N0XdvTeF3bI7p67RldvfYsXL32JF6rvxr6/syP4rLzVe5vFz7YjPpq6GOPyz92R0/s6KP1/yvsZkDQdKflNoKf0m4jDKj4NHSDIeoL49QhxlWvmJi7xiTqH+PcSSZwT5kQu8sw9RnO3xQG7r3K7E0q9CPO3acRQY/idH5BiPpWTeYkUS+nx34DD3snob8jp06PIvV8FFX3xxI5B6JOiRBFzoaockpENeZF1Cg50k5uFT1Ok7F93KoIJEzatnwqOKRO2s58oTglUXUzs9IpnYLGOQWbziCjkFI+oUTZhJLKJdRzJqFKeYQSZxFqnEOoxQxChfKHtqzmOHHu1Des5gKQN7Rj8zRRyBnax3mRKeVLZRdnVilXQOFMKVuCIE0MUY4YpwQxrrLDxJwaJlFeGOekMIEzwoSYDoYpF3BjH4WBs6CyrY9U6H/c8nYaEfQ87oK7IER9rvbAkUS9XTB3dbzNgT3OCnU8y9T/LKs04DI5G7gEJQXLnBusc4qwHjOFVUoYkt9VY8rpk2SVRVQIkokUyClSILVIgQxjhRKN5ZxvVILSjlTOPtvDA3nnjDLOBco1F1SWuZrzyzXKLBc4p1zhbHIl5pFzyqCwY48jwllT26/HMmRK2MJ2SgyyI2xru2BGGSE3tbFGWWCc+79cbkL3G6LeN06db1z1vYm5602injfOHW8C97sJsdsNU6/jbQgKA/d55SYEqdDjeAviNCLob7wrcUGIelvdkyCJ+rpg7urySih0tSHqauPU1cZVV5uYu9ok6mrj3NUmcFebELvaMHU1vthNYeCurrzWTSp0Nb7yfBoRdDW+BX1BiLpavQNNEnV1wdTVfwy9PLyS/gf2MLLSu8jii78g4D0xwPbqLzB/wxegv+ILsLzjC6j0ILBZaJm9oQIovkXYI/HkrufpcV1P4zO6HtEzt57RQ8aehfcEexIfuP0B/Xb81FBjmdQfxYdKPSoJiig/vu55euh0oPDEFXB8ft0jeh7dM3rfbc/aeJTr3FYq2MoKtrkm/DgUFFFHe/AJKD4d/wNHxxD91xN8A74/im/A90i8Ad/z9AZ8T+Mb8D2Sb8D3Cr0B3zN6A75n4Q34N5PDWw8nfhRdu0fCmHuePLmn0Y57JN9h6hXy6J6V+AOKDvxmMN9TP4qvNr7JluvCextEb7CXAIlR/oZ6CWgc5W9EL4FC4/9N6CVgYfy/CXPEmzA9vBmmAdc+xhH0hsx/oOUWJfS+IUoB4yoPTMzJYBJlhHGdFiZzbphACWKcsgRvMp8Sonyp3GQmFTLHEKWPcZVDJuZEMomyybhOKZM5r0zg5DIhZli+j25omgPxMZfirFM3zQepPFmF1DNEqWdcpZ6JOfVMotQzrlPPZE49Eyj1jFPq4QP2U0KUepXH66RC6hmi1DOuUs/EnHomUeoZ16lnMqeeCZx6JsTUwxcIKEOmORAfcylOPfX2QJHS+34nUuA0HHnfTxcRKanf99NqJT0r7/tpmVNVv+8nVUxb/UZDRZUpHMpgIkeB0zmqMqljEZHasQAneFQraR4LpWSPckr5KFPipxc9ZJZOa6H8WPtEGhDVtzwOBd5OeB/k20naB/mWn3US5uK8zYtwKp62OCYhfSQ0iz8WRProLr/xWrY/pGvZntG1bM/UtWwv5GvZHtO1bM/4WraHfC3bw3gt2yO6ln03GNmZH8WR9C5ZFvA0Zt6hOQGSo+NdsCFg8d3Rd2g4jmaxETPRA3YN/sRRrQNmugNmogP8Mhy+V8V/luNvF+L+0at2AT78DpIRPkdVaERr7eI8sEpzG93ccH2OvITBq92IKDQqCp+3Xz43fb2889pYpBXNaWtVb3XVW9FTfOmOkqi+XbtjudxhfvHuxVZ0KBq0Ev1De7hAWTd385wZXSzUidN0tbh1Om6diBu/6IySiFunur3Lyb+Jh1s6FI3BV86G8+EG61Iy7bBOAnux3mOdVBGytMs6Ccmf8z7rpFCw0k5rFsCz09UPc+Xe6uqHJfLx2tUPy+zo6eqHOXl74TPR7OTyJpDVGx/tX2X6ptX6N9m/CdXu5YnAOJmLr3rCwOfFEH+NqmWaIUxgG3JhLFRqwnBNzBom0tRhvBbGPIkUJc0kRWhF4TSnmDDaTjW7mFZLido8Y3qtrWnGMaGSGWnuKcJKsVoI0lTkgpyPiiwmpSJ1oniankwY7QI1UZlW64LalGV6rQvy5GVKZdRuBNsqVmu+mtXCBUeY26KSvjPKaZ6Lso57LKOiH0ukPohynv+ingMedQ57VNOMmG7KnEmBZ8eRmzK6iJgp9U0ZrVZmzcpNGS3zDKpvykh1Vg1ZnlOjzDNrVP+DjJKzbCwxnlF5xo3ydxIqzb5RZael+wLR7eRNA/3F9fbkuTnKyZ1J/n7I5WxNJdScHYvwzB3V8U4Rs3jQ81we5Lb6wTyvR/k/iI6c42OJ8YSszvex1HiE8twf5dG8zOuAIK/qynj48sqAZL0+CIXUKiEU6KofzSuGKP8HnStXD7HEeOdWVxKx1HjnilVF1Ec9aVNVtnVlPHR5zfF+WGic+VGcI9/jggKQmCvf08IBaJwV34cFAjC69/0eFgJA4hT3fsKvH72fpDePypMBbGvaIcWcWq13SLGY2592SDHnSOQdUizEmKQdUsQpOpWdReHxCMZJ7yySIkVsZGeRLJFjp3cWSZGjWNlZJNUYT72zSIkU2bFNNvBoCYOrNtkIiQJb3WQj9BxUtclGSBxQuclGaDGYapNNliiQ9R0o5QEcxjDtQGFO0dM7UFjMcUs7UJhzxPIOFBZirNIOFOIUpcrOjfe8PaGuUMBqOzcqsgrfyM6NSgkKZnXnRkXn0FZ2blRUCvTolgVWOexhy0JiFOq8ZSEJKrxyy0LSKKRiy0JSOIxpy0LiFLrKG/7OOVz2xw6eK0bhcoHC5YIKl6s5XK5RuFzgcLnC4XIlhss5hcsECpdxDtfwA+7PM6FQFUyBKliFqWg5SEWhEBXMASqcw1N4DE6hFJoBU2AGSmH5MITkqR+VcACKvyX6IYUBePot0Q/YfED0W6IfQrOBhd8S/YDNdfQitOdF7LkexSsuF17Fo5gKPRL93fPU1z2N/dwjecuqV6j3exZvTvUodu8e+W/E9kdxu0GPSggAhYYAT5sSeloaAsiqC8x6DNjQY0BKCxyVK9szIOU20HlBsZObnJh2jweRTsxGJma4fwM452sj8rUR+Wp3ZBy18Sg3o63UuZV1bnPl+E4KKKLadssEUB5TcG/EOgTvSXjPdaFnu5yNXSX1Opl6XU49vpkAikjKTiRlF5JyOrjeuR/F17Wm6HqAxC6IKbke0LgLYhpcDxjtx5iC6wGJ2x+mE3x1coreBUi8JDkl7wIaX4ecCu8ChV58nKJ3AYqvOE4nuOdnit4FKNr3NHkX8GTCU/QuQGS10+BdwMIEO0XvclSc6qmRvX7qR6VNgOI7m9NkVMDT7wNN2agAx1/amwajAkY/lzdFo/KGtaFAm5uhfgl6SkYFNFdO/xL0NBgVsPhL0FM0KkdmVN4fXSjQ5YaoXzmckiMBzQ3RP2I4DY4ETMQ//kbhnmzDONnm8bxN4/bjYGTDD2V9RCdDZg80gcW7wCDgrV/Adr8XmD+kBOg3bQGWO7WA7Bmks72lPT23I5sqHcWp0jlOlU5tqnTEU6UrPlU6s6nSkU2Vhvply5k1wh8FAosLso/J1LBs/pWyj2hryGj6+xh8DQuW+AOy+Dsrk/sTIMOyzAvRZxrRXH/4hqzS3ka3Nz5bAy7i0Ig4NCoO/MBsz+ZhOM3juOsRbVb+OHglfEcrgtDWGtzqBreiYekZGUg++ADa4zBgoqN9decMV3eeAF0coZ2wl65mJZ22kk5YSXpeBJJymU65TEcugw8tEuOGpMcWSZDNVA8uksYNzo8ukpLaxw8vEmc/xe2Fg1ml7YXMlb2q7YUskdHWtheyzJabthcyJ/MtHB3KGA9JE8iLjcvxaqoYtKbxyDWBfcmEZE6mkFMbjxfRxmnE8jMr/hpVy+TgJrCNuzAWKmXorglXN7EWx+TvJlTjmJy+CGD3hsjzjbPxF6EV35umABNGg6UmA9Nq8ahNC6bX4pXmBxN4kkhPOVkQ00WRcM4wVvNbPXuYOmKraR4xoTKZmF613TytmEK2S48jFeYWqweSSpMBqTySVDKHRT6UVGJqvHgsqSSeeUCDyQcpzT8oqSkI9TwLoUoTEUp6LsISPB2hRjMSSjQpgYQOjJitAjWanVCSRoIFhJegzHaCGjsGaslkUaT5CiWassLz6mAc4km2+L5K1dP0hRrPYEH7TjjVPBZkMZWhPhLuNKGhNhbuNK2BBjMbUprcUOL5DbRWnyPNcqh9L6BqrkN5JGC1GQ+LpAsiFHniQ43nPvX6hNDEDAgqToKIR2YFPRVigXHnTxMiapU5EYuMTQ55ZkQxTg77ncJfLav2R5tw5D+X3h/F+3M9SvfhimXi9xa0yWibP8inMZ7PNVgwnqugTUbb/EE+l/F8rvDOE5ww8E2Fbyvfw+ePYq4EdCVUAehG0q38Bj45SvnU5SUcOG9Bm4y2+YN8OuP5XPYuBZzM2Eawrfgsn8+FfEJ7GwFOaGwj2FZ8lk/oQj4h/M37k0A2iWzTp/hE4m/eDwr+WeuTiDYZbfMH+VTqz1ofpMsdvdxbix3FFxv2ZGHn7I/ihNej+PwfhPjM6nKS3pC4nOCfGLxEBwcknrRdkl8DjU/aLoU7g0JP2i6DFwMLP5x4GTrncoJPFy4x/oBSXa9wOXZeyG3Qb1Vkr9JdiPOAb3NJ/T1pz+Z5wLe5ZOV70i9blG8y4VaV1t92mPIn6y+zq30Izwfaf3H+OyJHWSYtRypeeBv6aqMijrT90UPQtkGj3uaBNlDdaYa5Pjghn8Zv2OQvfciltrkUV1TN0YOkU8Mw17ZwqC3uRKQvfciltrkU11btTCySeuu5VE2+9axErLxeHkT+UCm/rZRPDaotGwZdXbads8ItorXGafqqjTzBgyy7lWW5HZUVSFH9Mi41A6TUDtCwIYA3+iQPuvRWl06NQS23ht91Hmqb3nUmDi3Iyy9DD7nUNpfiGqsV2SClt16HauW3XlmACoslnLMHUW4rynGl5bJu0NLLp0Pl8sunLECtxTrQ2YMotxXluNZybXjQPk0O96NO/SguwnpU7j4BEu9K9Dwt1Xoa35XoEb0R0TN6I6Jn4Y2InsS3PT5BxJ3sxsOiWa/7mx9PC4wfanJD6Y2cA9INzW/kHGh6I6fHuf38Rk7PRPvbeJTrrF6/6bmsYJtrol+/6RVRR3r9pke5Q+gvcn/KS6AnURjoYdW0v77ot1n6kd0fcWQ38QDFLZQHoVxmrwSirzVO3+1cnUDsD5UCnay2O1Sr4sTxb8yJPy+n/7Lc7TASTvwo+sUtjgRE+XLmlkYCUhgJgONVzm0YCcDoWuZ2GAlwlOvcVirYygq2uSY8EkARdWzjVeItjoQB5V3rWqC2VPasV1TR6PqO9UqB3FeV/epa5ejU9qtLua0Ko2GRvV3fjK4LjDarkg61nehapiSpbEQ/qHeT4QaxH0XP6JH4qfKe411gp/Gnynskf6q8V+inyntGP1Xes/BT5XeDDR1WNXdoQ4Cwdj1dhsYuc2OXlcYuZWOXubHLamOXorFL0dhlamy8T7gMTV/mpvNScaDhkfhRRBSEygNxEnM48uNw4jow4mE4CRyi9Cg8YggWXuJTIDhs6hJ/kMKvIh1FRLGr/CYSiTl2+ReRiOvY5d9DYoFjl34OKWKIXfgxpBgIjp264VCk/FsRR0rgOI79UoQsImJa+Z0IqVbiW/mVCC2nWOsfiVAixj3/RIQKZeqD6g9EDAXKrW3oA0MUfeMq7ibmiJtEsTauo2wyx9cEjqwJMab5ccAS7/1TIDiC6t7/QdqtF+hu/57QDfp2OLF/ZBOO/FqpDavoNq+iW7mKLosTrkq6MUocKoU3Rgk95PNsBaKK1h9etvJW45nQuN7pVuNQ03SrUfGHSgW2NU4N+s4TSljfcZvUrcYsQXvoVmOmD/K0W02pHaMPO1u+OXcWMdcfb84N1cSbc4Qe8nm2AlGF649L29Hd/Kxy3UmGJpCyqSoP1aps6wo1j+XcysrG+zbfgmQB2hRuQTJ7ECfbKkZ1H3myXC42+jt65+cRla9hbhsaicddjSTCqVmy/Y3EfZMjCb7TkYSy3ZGw7XmM/DKjK4EqYSiPCjMvj/2SMiTGs4ivc8nrXcNn95mLajSV6jWV6jVjvdTUeyn+sTDSKj3Y1HqwqfXgp4xEh95UMjDeAmP1c0ZzgSrxnI/FbV6P27wSm3ktNvNabP47I1HqdjQGC4EqDV6Mf5H9ZbXI7zISbVxWzrmsJO1ytC7LyvhuBaqcuB3r3bbeu22ld9OfqSO51vltJaxtpYlfBCrTDNnMv3PRlUCVAK0qPbMa7RkRsXXlBOvKCdZVO12Pnlqh0Q90AlXq2o1lS1fPlq6SLXxdxXItW7qaVXR6ItwvNC7ivL/JyN+XN7TNpWyRwRyaT9K3XKNvlQh/q2TDNzEL6b99apiXXXiReRy/YZMRrLnya2ht5TW0tv4a2heo6Ol5If7wy9A2fIRO8EV/9/AttXeHol4Ty+tIh8dt9FWmnrm6aD7dly89/P+H8wtTywf7Vc5RxrbSyVqopvjKlf6YW5jQLK+UFu0hl1hX8MgJ1yMnRGtT6nerM/TFYZithlX8sR/F20IrXLsDEjeJVrRiBxpvDa3COh0Y3fFZweociL0wb2h4Ke4UwGGwnBvZLdoOg3QFyzUg2B7A3hyAQ2uAlMYAKm1xFA9CRzlfhINUz0XtY4PXOdmtqU7sYBkOhm8FMuQbEjwP8CH4Tr5g3M2SPPCwT8HL7b7zzA/CuZx32JwuhaLTXdapLutSl9HsCULuyy735TBXOviKzduGg6HmQLyKAyx31GAoGqLxaJwGpXE1Mk3Mw9MkGqPGeaCawKPVhDhkDdO49RubmBx8u/M8Yh/GRmJiGBbZYVpKEVNinhimnDBOiQGvGDNR47aIi0x0o+ToNzFaQMHuA4UsM4mOYDjagmPhDSZGg7Db1KmD2SoKz35RFDcHI8o54KEnhaLTUVVGIp54sqJTRftKetzJvJJI0Wbg3j6FZptJdB1xy35Qwt9qIkTWk/5SE3NlPfIPNZFE1pP/TBMLbD3przQRJuuhP9J0yjRYT8FuPUZiPhkW+WRayidTYj4ZpowxThkDuxKYKNMo4iIT3ShpPSZG6ynYraeQZSbRegxH63EsrMfEaD32Mn7qYLYe8beR6BPuLkaU9cA7AxSKTkdVWY94YYAVnSraetLbAswriRStB14VoNBsM4nWI94TKEp4eo0GFAW2oaiyGUVVWlIsIowpFmB7imoyqSgnq4oyGVYU2baCSplKWrSwIIKRRU45GkWVqbFEzteoU9ZGkbMzqpyjQa1yaVmhyKLGx0KhrTAWIUMMIthi4MsaJ4uMIhklicouYxEyzSB+qaRXMtCgChsNOvhl5NJS+VUiGVK21/qLRLrEd1KXDXfsLSJdZjS9kwWrV4ik9rUS4m2NkzXXXh866HlrldhSVd5kGD7C129DobTqJw7foPfWrdPkTRy/obLhci3+lHhS8Hukp5ZP6BEhVfhOHxu0hXM42v/NXCbxbqBjcauviB8Smdr910L2fz7+WSRlpiUMM2RUyo3e4Q7uaRYH5XBf+OswzR/M5ivO7YDKhA4ovoPtHF+8dmpvWzvyt6ed+evizso+Zif26rShkghPrU1Rb3Kb/N16QLpNjWxTfHXecW5qI5raiKa28SjXua1UsJUVbHNN0nvtrog6+hvsjnLs6fd2N2XdeG5H8f2+TVghOorLQufpLcBNWAA68lWfM1/qOSvrOye2qDNUEuqJtckXfRtMKEBxG88mJRTwtL7dcEIBjmvdTUgoYLSq3QwJBUe5zm2lgq2sYJtrkn6GxxVRR//RHUdxQb3BhDoE/2GC2/ceMPiA4va9hxR84Ol52wMHH3DcNPcQgg+Mtu9ti6v6kY1mR+aqjsTOli27qtO4h2UbXdUZbcLZoqs6iRtStji9HhmKBZrcKNqytM226lw2SuxI2gZbdSTayhuOtsVW/SjXWe0n2rKtOs010duFttFWncWNQdtgq4Z8+TJEHx9InBCiNqUHEsxVg9UDCZao6fmBBAvcHfxAgjHFIS1dKRaiKOekcUpM5yOxECnqUs5T0ypxShlrQi1OrUCVBsosNrHeEM5n4zqpTa61hdPbeKVvU6LDK9OQ60gpAihRxqOk4oN6DhGqFCWUOBKocceiFscAKhQq9bsaOVj6AzweUKIhEaTxYImBEdQ8NlCuxzKNENRGYtlqWm+7HC2ojzaQxwxKethgiZE28uBBqZ4UPIS+lfXquR3FNfi3sF4FlNfg33i9ChTXq47j0vxbXK86o6X5t7Je9aNc57ZSwVZWsM01SetVV0Qdfb3qKF4rfMOZiBHVP81EiYvGqZkoSbkf0kzEnFubZyISWoEqDZS9pGYiliqVrXRanolYoO5LM9HAy/0qhaiJxqkPnYumm5ib7lLuQ9MoLMa53SZwHxahFajSQNmHJtYbwn1oXPehybW2cB8apz7EX0GqYWpq0Kg/oyZCEQrkcEQ5923QKWRB47gEkfsZxbaCR4Ig+zwUGG8o933QdP+HImNt5TwIGuTCv/73/wO+9kRf";var Fc="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";var wc="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";var Sc="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";var Pc="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uo?p.getObjectsCount():1,this.shouldWaitForTick(b)?[4,Pt()]:[3,4]):[3,5];case 3:x.sent(),x.label=4;case 4:return c++,[3,2];case 5:return i&&(f+=i.copyBytesInto(l,f),l[f++]=m.Newline),a&&(f+=a.copyBytesInto(l,f),l[f++]=m.Newline,l[f++]=m.Newline),f+=s.copyBytesInto(l,f),[2,l]}})})},e.prototype.computeIndirectObjectSize=function(t){var r=t[0],n=t[1],o=r.sizeInBytes()+3,i=n.sizeInBytes()+9;return o+i},e.prototype.createTrailerDict=function(){return this.context.obj({Size:this.context.largestObjectNumber+1,Root:this.context.trailerInfo.Root,Encrypt:this.context.trailerInfo.Encrypt,Info:this.context.trailerInfo.Info,ID:this.context.trailerInfo.ID})},e.prototype.computeBufferSize=function(){return U(this,void 0,void 0,function(){var t,r,n,o,i,a,s,f,l,c,u;return q(this,function(d){switch(d.label){case 0:t=Ut.forVersion(1,7),r=t.sizeInBytes()+2,n=co.create(),o=this.context.enumerateIndirectObjects(),i=0,a=o.length,d.label=1;case 1:return i<a?(s=o[i],f=s[0],n.addEntry(f,r),r+=this.computeIndirectObjectSize(s),this.shouldWaitForTick(1)?[4,Pt()]:[3,3]):[3,4];case 2:d.sent(),d.label=3;case 3:return i++,[3,1];case 4:return l=r,r+=n.sizeInBytes()+1,c=ts.of(this.createTrailerDict()),r+=c.sizeInBytes()+2,u=Br.forLastCrossRefSectionOffset(l),r+=u.sizeInBytes(),[2,{size:r,header:t,indirectObjects:o,xref:n,trailerDict:c,trailer:u}]}})})},e.forContext=function(t,r){return new e(t,r)},e}(),ho=N0;var I0=function(e){T(t,e);function t(r){var n=e.call(this)||this;return n.data=r,n}return t.prototype.clone=function(){return t.of(this.data.slice())},t.prototype.toString=function(){return"PDFInvalidObject("+this.data.length+" bytes)"},t.prototype.sizeInBytes=function(){return this.data.length},t.prototype.copyBytesInto=function(r,n){for(var o=this.data.length,i=0;i<o;i++)r[n++]=this.data[i];return o},t.of=function(r){return new t(r)},t}(pe),po=I0;var tr;(function(e){e[e.Deleted=0]="Deleted",e[e.Uncompressed=1]="Uncompressed",e[e.Compressed=2]="Compressed"})(tr||(tr={}));var z0=function(e){T(t,e);function t(r,n,o){o===void 0&&(o=!0);var i=e.call(this,r,o)||this;return i.computeIndex=function(){for(var a=[],s=0,f=0,l=i.entries.length;f<l;f++){var c=i.entries[f],u=i.entries[f-1];f===0?a.push(c.ref.objectNumber):c.ref.objectNumber-u.ref.objectNumber>1&&(a.push(s),a.push(c.ref.objectNumber),s=0),s+=1}return a.push(s),a},i.computeEntryTuples=function(){for(var a=new Array(i.entries.length),s=0,f=i.entries.length;s<f;s++){var l=i.entries[s];if(l.type===tr.Deleted){var c=l.type,u=l.nextFreeObjectNumber,d=l.ref;a[s]=[c,u,d.generationNumber]}if(l.type===tr.Uncompressed){var c=l.type,h=l.offset,d=l.ref;a[s]=[c,h,d.generationNumber]}if(l.type===tr.Compressed){var c=l.type,p=l.objectStreamRef,g=l.index;a[s]=[c,p.objectNumber,g]}}return a},i.computeMaxEntryByteWidths=function(){for(var a=i.entryTuplesCache.access(),s=[0,0,0],f=0,l=a.length;f<l;f++){var c=a[f],u=c[0],d=c[1],h=c[2],p=Hn(u),g=Hn(d),y=Hn(h);p>s[0]&&(s[0]=p),g>s[1]&&(s[1]=g),y>s[2]&&(s[2]=y)}return s},i.entries=n||[],i.entryTuplesCache=qe.populatedBy(i.computeEntryTuples),i.maxByteWidthsCache=qe.populatedBy(i.computeMaxEntryByteWidths),i.indexCache=qe.populatedBy(i.computeIndex),r.set(v.of("Type"),v.of("XRef")),i}return t.prototype.addDeletedEntry=function(r,n){var o=tr.Deleted;this.entries.push({type:o,ref:r,nextFreeObjectNumber:n}),this.entryTuplesCache.invalidate(),this.maxByteWidthsCache.invalidate(),this.indexCache.invalidate(),this.contentsCache.invalidate()},t.prototype.addUncompressedEntry=function(r,n){var o=tr.Uncompressed;this.entries.push({type:o,ref:r,offset:n}),this.entryTuplesCache.invalidate(),this.maxByteWidthsCache.invalidate(),this.indexCache.invalidate(),this.contentsCache.invalidate()},t.prototype.addCompressedEntry=function(r,n,o){var i=tr.Compressed;this.entries.push({type:i,ref:r,objectStreamRef:n,index:o}),this.entryTuplesCache.invalidate(),this.maxByteWidthsCache.invalidate(),this.indexCache.invalidate(),this.contentsCache.invalidate()},t.prototype.clone=function(r){var n=this,o=n.dict,i=n.entries,a=n.encode;return t.of(o.clone(r),i.slice(),a)},t.prototype.getContentsString=function(){for(var r=this.entryTuplesCache.access(),n=this.maxByteWidthsCache.access(),o="",i=0,a=r.length;i<a;i++){for(var s=r[i],f=s[0],l=s[1],c=s[2],u=yr(xr(f)),d=yr(xr(l)),h=yr(xr(c)),p=n[0]-1;p>=0;p--)o+=(u[p]||0).toString(2);for(var p=n[1]-1;p>=0;p--)o+=(d[p]||0).toString(2);for(var p=n[2]-1;p>=0;p--)o+=(h[p]||0).toString(2)}return o},t.prototype.getUnencodedContents=function(){for(var r=this.entryTuplesCache.access(),n=this.maxByteWidthsCache.access(),o=new Uint8Array(this.getUnencodedContentsSize()),i=0,a=0,s=r.length;a<s;a++){for(var f=r[a],l=f[0],c=f[1],u=f[2],d=yr(xr(l)),h=yr(xr(c)),p=yr(xr(u)),g=n[0]-1;g>=0;g--)o[i++]=d[g]||0;for(var g=n[1]-1;g>=0;g--)o[i++]=h[g]||0;for(var g=n[2]-1;g>=0;g--)o[i++]=p[g]||0}return o},t.prototype.getUnencodedContentsSize=function(){var r=this.maxByteWidthsCache.access(),n=ul(r);return n*this.entries.length},t.prototype.updateDict=function(){e.prototype.updateDict.call(this);var r=this.maxByteWidthsCache.access(),n=this.indexCache.access(),o=this.dict.context;this.dict.set(v.of("W"),o.obj(r)),this.dict.set(v.of("Index"),o.obj(n))},t.create=function(r,n){n===void 0&&(n=!0);var o=new t(r,[],n);return o.addDeletedEntry(Y.of(0,65535),0),o},t.of=function(r,n,o){return o===void 0&&(o=!0),new t(r,n,o)},t}(Or),rs=z0;var L0=function(e){T(t,e);function t(r,n,o,i){var a=e.call(this,r,n)||this;return a.encodeStreams=o,a.objectsPerStream=i,a}return t.prototype.computeBufferSize=function(){return U(this,void 0,void 0,function(){var r,n,o,i,a,s,f,l,p,g,c,b,u,d,y,h,p,g,y,b,x,P,S,F;return q(this,function(C){switch(C.label){case 0:r=this.context.largestObjectNumber+1,n=Ut.forVersion(1,7),o=n.sizeInBytes()+2,i=rs.create(this.createTrailerDict(),this.encodeStreams),a=[],s=[],f=[],l=this.context.enumerateIndirectObjects(),p=0,g=l.length,C.label=1;case 1:return p<g?(c=l[p],b=c[0],u=c[1],d=b===this.context.trailerInfo.Encrypt||u instanceof me||u instanceof po||b.generationNumber!==0,d?(a.push(c),i.addUncompressedEntry(b,o),o+=this.computeIndirectObjectSize(c),this.shouldWaitForTick(1)?[4,Pt()]:[3,3]):[3,4]):[3,6];case 2:C.sent(),C.label=3;case 3:return[3,5];case 4:y=Zr(s),h=Zr(f),(!y||y.length%this.objectsPerStream===0)&&(y=[],s.push(y),h=Y.of(r++),f.push(h)),i.addCompressedEntry(b,h,y.length),y.push(c),C.label=5;case 5:return p++,[3,1];case 6:p=0,g=s.length,C.label=7;case 7:return p<g?(y=s[p],b=f[p],x=uo.withContextAndObjects(this.context,y,this.encodeStreams),i.addUncompressedEntry(b,o),o+=this.computeIndirectObjectSize([b,x]),a.push([b,x]),this.shouldWaitForTick(y.length)?[4,Pt()]:[3,9]):[3,10];case 8:C.sent(),C.label=9;case 9:return p++,[3,7];case 10:return P=Y.of(r++),i.dict.set(v.of("Size"),z.of(r)),i.addUncompressedEntry(P,o),S=o,o+=this.computeIndirectObjectSize([P,i]),a.push([P,i]),F=Br.forLastCrossRefSectionOffset(S),o+=F.sizeInBytes(),[2,{size:o,header:n,indirectObjects:a,trailer:F}]}})})},t.forContext=function(r,n,o,i){return o===void 0&&(o=!0),i===void 0&&(i=50),new t(r,n,o,i)},t}(ho),ns=L0;var j0=function(e){T(t,e);function t(r){var n=e.call(this)||this;return n.value=r,n}return t.prototype.asBytes=function(){for(var r=this.value+(this.value.length%2===1?"0":""),n=r.length,o=new Uint8Array(r.length/2),i=0,a=0;i<n;){var s=parseInt(r.substring(i,i+2),16);o[a]=s,i+=2,a+=1}return o},t.prototype.decodeText=function(){var r=this.asBytes();return ai(r)?ii(r):Di(r)},t.prototype.decodeDate=function(){var r=this.decodeText(),n=ri(r);if(!n)throw new ki(r);return n},t.prototype.asString=function(){return this.value},t.prototype.clone=function(){return t.of(this.value)},t.prototype.toString=function(){return"<"+this.value+">"},t.prototype.sizeInBytes=function(){return this.value.length+2},t.prototype.copyBytesInto=function(r,n){return r[n++]=m.LessThan,n+=ve(this.value,r,n),r[n++]=m.GreaterThan,this.value.length+2},t.of=function(r){return new t(r)},t.fromText=function(r){for(var n=gl(r),o="",i=0,a=n.length;i<a;i++)o+=It(n[i],4);return new t(o)},t}(pe),L=j0;var H0=function(){function e(t,r){this.encoding=t===Ar.ZapfDingbats?ao.ZapfDingbats:t===Ar.Symbol?ao.Symbol:ao.WinAnsi,this.font=Tc.load(t),this.fontName=this.font.FontName,this.customName=r}return e.prototype.encodeText=function(t){for(var r=this.encodeTextAsGlyphs(t),n=new Array(r.length),o=0,i=r.length;o<i;o++)n[o]=Gt(r[o].code);return 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Array(r.length),o=0,i=r.length;o<i;o++){var a=rl(r[o]);n[o]=this.encoding.encodeUnicodeCodePoint(a)}return n},e.for=function(t,r){return new e(t,r)},e}(),Mr=H0;var ou=function(e,t){for(var r=new Array(e.length),n=0,o=e.length;n<o;n++){var i=e[n],a=nu(Ai(t(i))),s=nu.apply(void 0,i.codePoints.map(q0));r[n]=[a,s]}return U0(r)},U0=function(e){return`/CIDInit /ProcSet findresource begin +12 dict begin +begincmap +/CIDSystemInfo << + /Registry (Adobe) + /Ordering (UCS) + /Supplement 0 +>> def +/CMapName /Adobe-Identity-UCS def +/CMapType 2 def +1 begincodespacerange +<0000><ffff> +endcodespacerange +`+e.length+` beginbfchar +`+e.map(function(t){var r=t[0],n=t[1];return r+" "+n}).join(` +`)+` +endbfchar +endcmap +CMapName currentdict /CMap defineresource pop +end +end`},nu=function(){for(var e=[],t=0;t<arguments.length;t++)e[t]=arguments[t];return"<"+e.join("")+">"},Ai=function(e){return It(e,4)},q0=function(e){if(bl(e))return Ai(e);if(yl(e)){var t=ca(e),r=ua(e);return""+Ai(t)+Ai(r)}var 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f=this.value[a],l=J(f),c=this.value[a+1];o?l===m.Newline||l===m.CarriageReturn?i():l===m.n?i(m.Newline):l===m.r?i(m.CarriageReturn):l===m.t?i(m.Tab):l===m.b?i(m.Backspace):l===m.f?i(m.FormFeed):l===m.LeftParen?i(m.LeftParen):l===m.RightParen?i(m.RightParen):l===m.Backspace?i(m.BackSlash):l>=m.Zero&&l<=m.Seven?(n+=f,(n.length===3||!(c>="0"&&c<="7"))&&(i(parseInt(n,8)),n="")):i(l):l===m.BackSlash?o=!0:i(l)}return new Uint8Array(r)},t.prototype.decodeText=function(){var r=this.asBytes();return ai(r)?ii(r):Di(r)},t.prototype.decodeDate=function(){var r=this.decodeText(),n=ri(r);if(!n)throw new ki(r);return n},t.prototype.asString=function(){return this.value},t.prototype.clone=function(){return t.of(this.value)},t.prototype.toString=function(){return"("+this.value+")"},t.prototype.sizeInBytes=function(){return this.value.length+2},t.prototype.copyBytesInto=function(r,n){return r[n++]=m.LeftParen,n+=ve(this.value,r,n),r[n++]=m.RightParen,this.value.length+2},t.of=function(r){return new t(r)},t.fromDate=function(r){var n=rt(String(r.getUTCFullYear()),4,"0"),o=rt(String(r.getUTCMonth()+1),2,"0"),i=rt(String(r.getUTCDate()),2,"0"),a=rt(String(r.getUTCHours()),2,"0"),s=rt(String(r.getUTCMinutes()),2,"0"),f=rt(String(r.getUTCSeconds()),2,"0");return new t("D:"+n+o+i+a+s+f+"Z")},t}(pe),te=V0;var G0=function(){function e(t,r,n,o){var i=this;this.allGlyphsInFontSortedById=function(){for(var a=new Array(i.font.characterSet.length),s=0,f=a.length;s<f;s++){var l=i.font.characterSet[s];a[s]=i.font.glyphForCodePoint(l)}return cl(a.sort(fl),function(c){return c.id})},this.font=t,this.scale=1e3/this.font.unitsPerEm,this.fontData=r,this.fontName=this.font.postscriptName||"Font",this.customName=n,this.fontFeatures=o,this.baseFontName="",this.glyphCache=qe.populatedBy(this.allGlyphsInFontSortedById)}return e.for=function(t,r,n,o){return U(this,void 0,void 0,function(){var i;return q(this,function(a){switch(a.label){case 0:return[4,t.create(r)];case 1:return i=a.sent(),[2,new 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0,function(){var n,o,i;return q(this,function(a){switch(a.label){case 0:return[4,this.embedCIDFontDict(t)];case 1:return n=a.sent(),o=this.embedUnicodeCmap(t),i=t.obj({Type:"Font",Subtype:"Type0",BaseFont:this.baseFontName,Encoding:"Identity-H",DescendantFonts:[n],ToUnicode:o}),r?(t.assign(r,i),[2,r]):[2,t.register(i)]}})})},e.prototype.isCFF=function(){return this.font.cff},e.prototype.embedCIDFontDict=function(t){return U(this,void 0,void 0,function(){var r,n;return q(this,function(o){switch(o.label){case 0:return[4,this.embedFontDescriptor(t)];case 1:return r=o.sent(),n=t.obj({Type:"Font",Subtype:this.isCFF()?"CIDFontType0":"CIDFontType2",CIDToGIDMap:"Identity",BaseFont:this.baseFontName,CIDSystemInfo:{Registry:te.of("Adobe"),Ordering:te.of("Identity"),Supplement:0},FontDescriptor:r,W:this.computeWidths()}),[2,t.register(n)]}})})},e.prototype.embedFontDescriptor=function(t){return U(this,void 0,void 0,function(){var r,n,o,i,a,s,f,l,c,u,d,h,p,g,y;return q(this,function(b){switch(b.label){case 0:return[4,this.embedFontStream(t)];case 1:return r=b.sent(),n=this.scale,o=this.font,i=o.italicAngle,a=o.ascent,s=o.descent,f=o.capHeight,l=o.xHeight,c=this.font.bbox,u=c.minX,d=c.minY,h=c.maxX,p=c.maxY,g=t.obj((y={Type:"FontDescriptor",FontName:this.baseFontName,Flags:iu(this.font),FontBBox:[u*n,d*n,h*n,p*n],ItalicAngle:i,Ascent:a*n,Descent:s*n,CapHeight:(f||a)*n,XHeight:(l||0)*n,StemV:0},y[this.isCFF()?"FontFile3":"FontFile2"]=r,y)),[2,t.register(g)]}})})},e.prototype.serializeFont=function(){return U(this,void 0,void 0,function(){return q(this,function(t){return[2,this.fontData]})})},e.prototype.embedFontStream=function(t){return U(this,void 0,void 0,function(){var r,n,o;return q(this,function(i){switch(i.label){case 0:return o=(n=t).flateStream,[4,this.serializeFont()];case 1:return r=o.apply(n,[i.sent(),{Subtype:this.isCFF()?"CIDFontType0C":void 0}]),[2,t.register(r)]}})})},e.prototype.embedUnicodeCmap=function(t){var r=ou(this.glyphCache.access(),this.glyphId.bind(this)),n=t.flateStream(r);return t.register(n)},e.prototype.glyphId=function(t){return t?t.id:-1},e.prototype.computeWidths=function(){for(var t=this.glyphCache.access(),r=[],n=[],o=0,i=t.length;o<i;o++){var a=t[o],s=t[o-1],f=this.glyphId(a),l=this.glyphId(s);o===0?r.push(f):f-l!==1&&(r.push(n),r.push(f),n=[]),n.push(a.advanceWidth*this.scale)}return r.push(n),r},e}(),Nr=G0;var K0=function(e){T(t,e);function t(r,n,o,i){var a=e.call(this,r,n,o,i)||this;return a.subset=a.font.createSubset(),a.glyphs=[],a.glyphCache=qe.populatedBy(function(){return a.glyphs}),a.glyphIdMap=new Map,a}return t.for=function(r,n,o,i){return U(this,void 0,void 0,function(){var a;return q(this,function(s){switch(s.label){case 0:return[4,r.create(n)];case 1:return a=s.sent(),[2,new t(a,n,o,i)]}})})},t.prototype.encodeText=function(r){for(var n=this.font.layout(r,this.fontFeatures).glyphs,o=new Array(n.length),i=0,a=n.length;i<a;i++){var s=n[i],f=this.subset.includeGlyph(s);this.glyphs[f-1]=s,this.glyphIdMap.set(s.id,f),o[i]=It(f,4)}return this.glyphCache.invalidate(),L.of(o.join(""))},t.prototype.isCFF=function(){return this.subset.cff},t.prototype.glyphId=function(r){return r?this.glyphIdMap.get(r.id):-1},t.prototype.serializeFont=function(){var r=this;return new Promise(function(n,o){var i=[];r.subset.encodeStream().on("data",function(a){return i.push(a)}).on("end",function(){return n(ll(i))}).on("error",function(a){return o(a)})})},t}(Nr),os=K0;var vo;(function(e){e.Source="Source",e.Data="Data",e.Alternative="Alternative",e.Supplement="Supplement",e.EncryptedPayload="EncryptedPayload",e.FormData="EncryptedPayload",e.Schema="Schema",e.Unspecified="Unspecified"})(vo||(vo={}));var X0=function(){function e(t,r,n){n===void 0&&(n={}),this.fileData=t,this.fileName=r,this.options=n}return e.for=function(t,r,n){return n===void 0&&(n={}),new e(t,r,n)},e.prototype.embedIntoContext=function(t,r){return U(this,void 0,void 0,function(){var n,o,i,a,s,f,l,c,u;return q(this,function(d){return n=this.options,o=n.mimeType,i=n.description,a=n.creationDate,s=n.modificationDate,f=n.afRelationship,l=t.flateStream(this.fileData,{Type:"EmbeddedFile",Subtype:o??void 0,Params:{Size:this.fileData.length,CreationDate:a?te.fromDate(a):void 0,ModDate:s?te.fromDate(s):void 0}}),c=t.register(l),u=t.obj({Type:"Filespec",F:te.of(this.fileName),UF:L.fromText(this.fileName),EF:{F:c},Desc:i?L.fromText(i):void 0,AFRelationship:f??void 0}),r?(t.assign(r,u),[2,r]):[2,t.register(u)]})})},e}(),is=X0;var au=[65472,65473,65474,65475,65477,65478,65479,65480,65481,65482,65483,65484,65485,65486,65487],hn;(function(e){e.DeviceGray="DeviceGray",e.DeviceRGB="DeviceRGB",e.DeviceCMYK="DeviceCMYK"})(hn||(hn={}));var Z0={1:hn.DeviceGray,3:hn.DeviceRGB,4:hn.DeviceCMYK},Y0=function(){function e(t,r,n,o,i){this.imageData=t,this.bitsPerComponent=r,this.width=n,this.height=o,this.colorSpace=i}return e.for=function(t){return U(this,void 0,void 0,function(){var r,n,o,i,a,s,f,l,c,u;return q(this,function(d){if(r=new DataView(t.buffer),n=r.getUint16(0),n!==65496)throw new Error("SOI not found in JPEG");for(o=2;o<r.byteLength&&(i=r.getUint16(o),o+=2,!au.includes(i));)o+=r.getUint16(o);if(!au.includes(i))throw new Error("Invalid JPEG");if(o+=2,a=r.getUint8(o++),s=r.getUint16(o),o+=2,f=r.getUint16(o),o+=2,l=r.getUint8(o++),c=Z0[l],!c)throw new Error("Unknown JPEG channel.");return u=c,[2,new e(t,a,f,s,u)]})})},e.prototype.embedIntoContext=function(t,r){return U(this,void 0,void 0,function(){var n;return q(this,function(o){return n=t.stream(this.imageData,{Type:"XObject",Subtype:"Image",BitsPerComponent:this.bitsPerComponent,Width:this.width,Height:this.height,ColorSpace:this.colorSpace,Filter:"DCTDecode",Decode:this.colorSpace===hn.DeviceCMYK?[1,0,1,0,1,0,1,0]:void 0}),r?(t.assign(r,n),[2,r]):[2,t.register(n)]})})},e}(),mo=Y0;var su=_o(no()),O={};O.toRGBA8=function(e){var t=e.width,r=e.height;if(e.tabs.acTL==null)return[O.toRGBA8.decodeImage(e.data,t,r,e).buffer];var n=[];e.frames[0].data==null&&(e.frames[0].data=e.data);for(var o=t*r*4,i=new Uint8Array(o),a=new Uint8Array(o),s=new Uint8Array(o),f=0;f<e.frames.length;f++){var l=e.frames[f],c=l.rect.x,u=l.rect.y,d=l.rect.width,h=l.rect.height,p=O.toRGBA8.decodeImage(l.data,d,h,e);if(f!=0)for(var g=0;g<o;g++)s[g]=i[g];if(l.blend==0?O._copyTile(p,d,h,i,t,r,c,u,0):l.blend==1&&O._copyTile(p,d,h,i,t,r,c,u,1),n.push(i.buffer.slice(0)),l.dispose!=0){if(l.dispose==1)O._copyTile(a,d,h,i,t,r,c,u,0);else if(l.dispose==2)for(var g=0;g<o;g++)i[g]=s[g]}}return n};O.toRGBA8.decodeImage=function(e,t,r,n){var o=t*r,i=O.decode._getBPP(n),a=Math.ceil(t*i/8),s=new Uint8Array(o*4),f=new Uint32Array(s.buffer),l=n.ctype,c=n.depth,u=O._bin.readUshort,d=Date.now();if(l==6){var h=o<<2;if(c==8)for(var p=0;p<h;p+=4)s[p]=e[p],s[p+1]=e[p+1],s[p+2]=e[p+2],s[p+3]=e[p+3];if(c==16)for(var p=0;p<h;p++)s[p]=e[p<<1]}else if(l==2){var g=n.tabs.tRNS;if(g==null){if(c==8)for(var p=0;p<o;p++){var y=p*3;f[p]=255<<24|e[y+2]<<16|e[y+1]<<8|e[y]}if(c==16)for(var p=0;p<o;p++){var y=p*6;f[p]=255<<24|e[y+4]<<16|e[y+2]<<8|e[y]}}else{var b=g[0],x=g[1],P=g[2];if(c==8)for(var p=0;p<o;p++){var S=p<<2,y=p*3;f[p]=255<<24|e[y+2]<<16|e[y+1]<<8|e[y],e[y]==b&&e[y+1]==x&&e[y+2]==P&&(s[S+3]=0)}if(c==16)for(var p=0;p<o;p++){var S=p<<2,y=p*6;f[p]=255<<24|e[y+4]<<16|e[y+2]<<8|e[y],u(e,y)==b&&u(e,y+2)==x&&u(e,y+4)==P&&(s[S+3]=0)}}}else if(l==3){var F=n.tabs.PLTE,C=n.tabs.tRNS,D=C?C.length:0;if(c==1)for(var k=0;k<r;k++)for(var A=k*a,M=k*t,p=0;p<t;p++){var S=M+p<<2,E=e[A+(p>>3)]>>7-((p&7)<<0)&1,B=3*E;s[S]=F[B],s[S+1]=F[B+1],s[S+2]=F[B+2],s[S+3]=E<D?C[E]:255}if(c==2)for(var k=0;k<r;k++)for(var A=k*a,M=k*t,p=0;p<t;p++){var S=M+p<<2,E=e[A+(p>>2)]>>6-((p&3)<<1)&3,B=3*E;s[S]=F[B],s[S+1]=F[B+1],s[S+2]=F[B+2],s[S+3]=E<D?C[E]:255}if(c==4)for(var k=0;k<r;k++)for(var A=k*a,M=k*t,p=0;p<t;p++){var S=M+p<<2,E=e[A+(p>>1)]>>4-((p&1)<<2)&15,B=3*E;s[S]=F[B],s[S+1]=F[B+1],s[S+2]=F[B+2],s[S+3]=E<D?C[E]:255}if(c==8)for(var p=0;p<o;p++){var S=p<<2,E=e[p],B=3*E;s[S]=F[B],s[S+1]=F[B+1],s[S+2]=F[B+2],s[S+3]=E<D?C[E]:255}}else if(l==4){if(c==8)for(var p=0;p<o;p++){var S=p<<2,N=p<<1,I=e[N];s[S]=I,s[S+1]=I,s[S+2]=I,s[S+3]=e[N+1]}if(c==16)for(var p=0;p<o;p++){var S=p<<2,N=p<<2,I=e[N];s[S]=I,s[S+1]=I,s[S+2]=I,s[S+3]=e[N+2]}}else if(l==0)for(var b=n.tabs.tRNS?n.tabs.tRNS:-1,k=0;k<r;k++){var X=k*a,re=k*t;if(c==1)for(var H=0;H<t;H++){var I=255*(e[X+(H>>>3)]>>>7-(H&7)&1),ue=I==b*255?0:255;f[re+H]=ue<<24|I<<16|I<<8|I}else if(c==2)for(var H=0;H<t;H++){var I=85*(e[X+(H>>>2)]>>>6-((H&3)<<1)&3),ue=I==b*85?0:255;f[re+H]=ue<<24|I<<16|I<<8|I}else if(c==4)for(var H=0;H<t;H++){var I=17*(e[X+(H>>>1)]>>>4-((H&1)<<2)&15),ue=I==b*17?0:255;f[re+H]=ue<<24|I<<16|I<<8|I}else if(c==8)for(var H=0;H<t;H++){var I=e[X+H],ue=I==b?0:255;f[re+H]=ue<<24|I<<16|I<<8|I}else if(c==16)for(var H=0;H<t;H++){var I=e[X+(H<<1)],ue=u(e,X+(H<<p))==b?0:255;f[re+H]=ue<<24|I<<16|I<<8|I}}return s};O.decode=function(e){for(var t=new Uint8Array(e),r=8,n=O._bin,o=n.readUshort,i=n.readUint,a={tabs:{},frames:[]},s=new Uint8Array(t.length),f=0,l,c=0,u=[137,80,78,71,13,10,26,10],d=0;d<8;d++)if(t[d]!=u[d])throw"The input is not a PNG file!";for(;r<t.length;){var h=n.readUint(t,r);r+=4;var p=n.readASCII(t,r,4);if(r+=4,p=="IHDR")O.decode._IHDR(t,r,a);else if(p=="IDAT"){for(var d=0;d<h;d++)s[f+d]=t[r+d];f+=h}else if(p=="acTL")a.tabs[p]={num_frames:i(t,r),num_plays:i(t,r+4)},l=new Uint8Array(t.length);else if(p=="fcTL"){if(c!=0){var g=a.frames[a.frames.length-1];g.data=O.decode._decompress(a,l.slice(0,c),g.rect.width,g.rect.height),c=0}var y={x:i(t,r+12),y:i(t,r+16),width:i(t,r+4),height:i(t,r+8)},b=o(t,r+22);b=o(t,r+20)/(b==0?100:b);var x={rect:y,delay:Math.round(b*1e3),dispose:t[r+24],blend:t[r+25]};a.frames.push(x)}else if(p=="fdAT"){for(var d=0;d<h-4;d++)l[c+d]=t[r+d+4];c+=h-4}else if(p=="pHYs")a.tabs[p]=[n.readUint(t,r),n.readUint(t,r+4),t[r+8]];else if(p=="cHRM"){a.tabs[p]=[];for(var d=0;d<8;d++)a.tabs[p].push(n.readUint(t,r+d*4))}else if(p=="tEXt"){a.tabs[p]==null&&(a.tabs[p]={});var P=n.nextZero(t,r),S=n.readASCII(t,r,P-r),F=n.readASCII(t,P+1,r+h-P-1);a.tabs[p][S]=F}else if(p=="iTXt"){a.tabs[p]==null&&(a.tabs[p]={});var P=0,C=r;P=n.nextZero(t,C);var S=n.readASCII(t,C,P-C);C=P+1;var D=t[C],k=t[C+1];C+=2,P=n.nextZero(t,C);var A=n.readASCII(t,C,P-C);C=P+1,P=n.nextZero(t,C);var M=n.readUTF8(t,C,P-C);C=P+1;var F=n.readUTF8(t,C,h-(C-r));a.tabs[p][S]=F}else if(p=="PLTE")a.tabs[p]=n.readBytes(t,r,h);else if(p=="hIST"){var E=a.tabs.PLTE.length/3;a.tabs[p]=[];for(var d=0;d<E;d++)a.tabs[p].push(o(t,r+d*2))}else if(p=="tRNS")a.ctype==3?a.tabs[p]=n.readBytes(t,r,h):a.ctype==0?a.tabs[p]=o(t,r):a.ctype==2&&(a.tabs[p]=[o(t,r),o(t,r+2),o(t,r+4)]);else if(p=="gAMA")a.tabs[p]=n.readUint(t,r)/1e5;else if(p=="sRGB")a.tabs[p]=t[r];else if(p=="bKGD")a.ctype==0||a.ctype==4?a.tabs[p]=[o(t,r)]:a.ctype==2||a.ctype==6?a.tabs[p]=[o(t,r),o(t,r+2),o(t,r+4)]:a.ctype==3&&(a.tabs[p]=t[r]);else if(p=="IEND")break;r+=h;var B=n.readUint(t,r);r+=4}if(c!=0){var g=a.frames[a.frames.length-1];g.data=O.decode._decompress(a,l.slice(0,c),g.rect.width,g.rect.height),c=0}return a.data=O.decode._decompress(a,s,a.width,a.height),delete a.compress,delete a.interlace,delete a.filter,a};O.decode._decompress=function(e,t,r,n){var s=Date.now(),o=O.decode._getBPP(e),i=Math.ceil(r*o/8),a=new Uint8Array((i+1+e.interlace)*n);t=O.decode._inflate(t,a);var s=Date.now();return e.interlace==0?t=O.decode._filterZero(t,e,0,r,n):e.interlace==1&&(t=O.decode._readInterlace(t,e)),t};O.decode._inflate=function(e,t){var r=O.inflateRaw(new Uint8Array(e.buffer,2,e.length-6),t);return r};O.inflateRaw=function(){var e={};return e.H={},e.H.N=function(t,r){var n=Uint8Array,o=0,i=0,a=0,s=0,f=0,l=0,c=0,u=0,d=0,h,p;if(t[0]==3&&t[1]==0)return r||new n(0);var g=e.H,y=g.b,b=g.e,x=g.R,P=g.n,S=g.A,F=g.Z,C=g.m,D=r==null;for(D&&(r=new n(t.length>>>2<<3));o==0;){if(o=y(t,d,1),i=y(t,d+1,2),d+=3,i==0){(d&7)!=0&&(d+=8-(d&7));var k=(d>>>3)+4,A=t[k-4]|t[k-3]<<8;D&&(r=e.H.W(r,u+A)),r.set(new n(t.buffer,t.byteOffset+k,A),u),d=k+A<<3,u+=A;continue}if(D&&(r=e.H.W(r,u+(1<<17))),i==1&&(h=C.J,p=C.h,l=511,c=31),i==2){a=b(t,d,5)+257,s=b(t,d+5,5)+1,f=b(t,d+10,4)+4,d+=14;for(var M=d,E=1,B=0;B<38;B+=2)C.Q[B]=0,C.Q[B+1]=0;for(var B=0;B<f;B++){var N=b(t,d+B*3,3);C.Q[(C.X[B]<<1)+1]=N,N>E&&(E=N)}d+=3*f,P(C.Q,E),S(C.Q,E,C.u),h=C.w,p=C.d,d=x(C.u,(1<<E)-1,a+s,t,d,C.v);var I=g.V(C.v,0,a,C.C);l=(1<<I)-1;var X=g.V(C.v,a,s,C.D);c=(1<<X)-1,P(C.C,I),S(C.C,I,h),P(C.D,X),S(C.D,X,p)}for(;;){var re=h[F(t,d)&l];d+=re&15;var H=re>>>4;if(!(H>>>8))r[u++]=H;else{if(H==256)break;var ue=u+H-254;if(H>264){var ke=C.q[H-257];ue=u+(ke>>>3)+b(t,d,ke&7),d+=ke&7}var de=p[F(t,d)&c];d+=de&15;var Ie=de>>>4,Re=C.c[Ie],ze=(Re>>>4)+y(t,d,Re&15);for(d+=Re&15;u<ue;)r[u]=r[u++-ze],r[u]=r[u++-ze],r[u]=r[u++-ze],r[u]=r[u++-ze];u=ue}}}return r.length==u?r:r.slice(0,u)},e.H.W=function(t,r){var n=t.length;if(r<=n)return t;var o=new Uint8Array(n<<1);return o.set(t,0),o},e.H.R=function(t,r,n,o,i,a){for(var s=e.H.e,f=e.H.Z,l=0;l<n;){var c=t[f(o,i)&r];i+=c&15;var u=c>>>4;if(u<=15)a[l]=u,l++;else{var d=0,h=0;u==16?(h=3+s(o,i,2),i+=2,d=a[l-1]):u==17?(h=3+s(o,i,3),i+=3):u==18&&(h=11+s(o,i,7),i+=7);for(var p=l+h;l<p;)a[l]=d,l++}}return i},e.H.V=function(t,r,n,o){for(var i=0,a=0,s=o.length>>>1;a<n;){var f=t[a+r];o[a<<1]=0,o[(a<<1)+1]=f,f>i&&(i=f),a++}for(;a<s;)o[a<<1]=0,o[(a<<1)+1]=0,a++;return i},e.H.n=function(t,r){for(var n=e.H.m,o=t.length,i,a,s,f,l,c=n.j,f=0;f<=r;f++)c[f]=0;for(f=1;f<o;f+=2)c[t[f]]++;var u=n.K;for(i=0,c[0]=0,a=1;a<=r;a++)i=i+c[a-1]<<1,u[a]=i;for(s=0;s<o;s+=2)l=t[s+1],l!=0&&(t[s]=u[l],u[l]++)},e.H.A=function(t,r,n){for(var o=t.length,i=e.H.m,a=i.r,s=0;s<o;s+=2)if(t[s+1]!=0)for(var f=s>>1,l=t[s+1],c=f<<4|l,u=r-l,d=t[s]<<u,h=d+(1<<u);d!=h;){var p=a[d]>>>15-r;n[p]=c,d++}},e.H.l=function(t,r){for(var n=e.H.m.r,o=15-r,i=0;i<t.length;i+=2){var a=t[i]<<r-t[i+1];t[i]=n[a]>>>o}},e.H.M=function(t,r,n){n=n<<(r&7);var o=r>>>3;t[o]|=n,t[o+1]|=n>>>8},e.H.I=function(t,r,n){n=n<<(r&7);var o=r>>>3;t[o]|=n,t[o+1]|=n>>>8,t[o+2]|=n>>>16},e.H.e=function(t,r,n){return(t[r>>>3]|t[(r>>>3)+1]<<8)>>>(r&7)&(1<<n)-1},e.H.b=function(t,r,n){return(t[r>>>3]|t[(r>>>3)+1]<<8|t[(r>>>3)+2]<<16)>>>(r&7)&(1<<n)-1},e.H.Z=function(t,r){return(t[r>>>3]|t[(r>>>3)+1]<<8|t[(r>>>3)+2]<<16)>>>(r&7)},e.H.i=function(t,r){return(t[r>>>3]|t[(r>>>3)+1]<<8|t[(r>>>3)+2]<<16|t[(r>>>3)+3]<<24)>>>(r&7)},e.H.m=function(){var t=Uint16Array,r=Uint32Array;return{K:new t(16),j:new t(16),X:[16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15],S:[3,4,5,6,7,8,9,10,11,13,15,17,19,23,27,31,35,43,51,59,67,83,99,115,131,163,195,227,258,999,999,999],T:[0,0,0,0,0,0,0,0,1,1,1,1,2,2,2,2,3,3,3,3,4,4,4,4,5,5,5,5,0,0,0,0],q:new t(32),p:[1,2,3,4,5,7,9,13,17,25,33,49,65,97,129,193,257,385,513,769,1025,1537,2049,3073,4097,6145,8193,12289,16385,24577,65535,65535],z:[0,0,0,0,1,1,2,2,3,3,4,4,5,5,6,6,7,7,8,8,9,9,10,10,11,11,12,12,13,13,0,0],c:new r(32),J:new t(512),_:[],h:new t(32),$:[],w:new t(32768),C:[],v:[],d:new t(32768),D:[],u:new t(512),Q:[],r:new t(32768),s:new r(286),Y:new r(30),a:new r(19),t:new r(15e3),k:new t(65536),g:new t(32768)}}(),function(){for(var t=e.H.m,r=32768,n=0;n<r;n++){var o=n;o=(o&2863311530)>>>1|(o&1431655765)<<1,o=(o&3435973836)>>>2|(o&858993459)<<2,o=(o&4042322160)>>>4|(o&252645135)<<4,o=(o&4278255360)>>>8|(o&16711935)<<8,t.r[n]=(o>>>16|o<<16)>>>17}function i(a,s,f){for(;s--!=0;)a.push(0,f)}for(var n=0;n<32;n++)t.q[n]=t.S[n]<<3|t.T[n],t.c[n]=t.p[n]<<4|t.z[n];i(t._,144,8),i(t._,112,9),i(t._,24,7),i(t._,8,8),e.H.n(t._,9),e.H.A(t._,9,t.J),e.H.l(t._,9),i(t.$,32,5),e.H.n(t.$,5),e.H.A(t.$,5,t.h),e.H.l(t.$,5),i(t.Q,19,0),i(t.C,286,0),i(t.D,30,0),i(t.v,320,0)}(),e.H.N}();O.decode._readInterlace=function(e,t){for(var r=t.width,n=t.height,o=O.decode._getBPP(t),i=o>>3,a=Math.ceil(r*o/8),s=new Uint8Array(n*a),f=0,l=[0,0,4,0,2,0,1],c=[0,4,0,2,0,1,0],u=[8,8,8,4,4,2,2],d=[8,8,4,4,2,2,1],h=0;h<7;){for(var p=u[h],g=d[h],y=0,b=0,x=l[h];x<n;)x+=p,b++;for(var P=c[h];P<r;)P+=g,y++;var S=Math.ceil(y*o/8);O.decode._filterZero(e,t,f,y,b);for(var F=0,C=l[h];C<n;){for(var D=c[h],k=f+F*S<<3;D<r;){if(o==1){var A=e[k>>3];A=A>>7-(k&7)&1,s[C*a+(D>>3)]|=A<<7-((D&7)<<0)}if(o==2){var A=e[k>>3];A=A>>6-(k&7)&3,s[C*a+(D>>2)]|=A<<6-((D&3)<<1)}if(o==4){var A=e[k>>3];A=A>>4-(k&7)&15,s[C*a+(D>>1)]|=A<<4-((D&1)<<2)}if(o>=8)for(var M=C*a+D*i,E=0;E<i;E++)s[M+E]=e[(k>>3)+E];k+=o,D+=g}F++,C+=p}y*b!=0&&(f+=b*(1+S)),h=h+1}return s};O.decode._getBPP=function(e){var t=[1,null,3,1,2,null,4][e.ctype];return t*e.depth};O.decode._filterZero=function(e,t,r,n,o){var i=O.decode._getBPP(t),a=Math.ceil(n*i/8),s=O.decode._paeth;i=Math.ceil(i/8);var f=0,l=1,c=e[r],u=0;if(c>1&&(e[r]=[0,0,1][c-2]),c==3)for(u=i;u<a;u++)e[u+1]=e[u+1]+(e[u+1-i]>>>1)&255;for(var d=0;d<o;d++)if(f=r+d*a,l=f+d+1,c=e[l-1],u=0,c==0)for(;u<a;u++)e[f+u]=e[l+u];else if(c==1){for(;u<i;u++)e[f+u]=e[l+u];for(;u<a;u++)e[f+u]=e[l+u]+e[f+u-i]}else if(c==2)for(;u<a;u++)e[f+u]=e[l+u]+e[f+u-a];else if(c==3){for(;u<i;u++)e[f+u]=e[l+u]+(e[f+u-a]>>>1);for(;u<a;u++)e[f+u]=e[l+u]+(e[f+u-a]+e[f+u-i]>>>1)}else{for(;u<i;u++)e[f+u]=e[l+u]+s(0,e[f+u-a],0);for(;u<a;u++)e[f+u]=e[l+u]+s(e[f+u-i],e[f+u-a],e[f+u-i-a])}return e};O.decode._paeth=function(e,t,r){var n=e+t-r,o=n-e,i=n-t,a=n-r;return o*o<=i*i&&o*o<=a*a?e:i*i<=a*a?t:r};O.decode._IHDR=function(e,t,r){var n=O._bin;r.width=n.readUint(e,t),t+=4,r.height=n.readUint(e,t),t+=4,r.depth=e[t],t++,r.ctype=e[t],t++,r.compress=e[t],t++,r.filter=e[t],t++,r.interlace=e[t],t++};O._bin={nextZero:function(e,t){for(;e[t]!=0;)t++;return t},readUshort:function(e,t){return e[t]<<8|e[t+1]},writeUshort:function(e,t,r){e[t]=r>>8&255,e[t+1]=r&255},readUint:function(e,t){return e[t]*(256*256*256)+(e[t+1]<<16|e[t+2]<<8|e[t+3])},writeUint:function(e,t,r){e[t]=r>>24&255,e[t+1]=r>>16&255,e[t+2]=r>>8&255,e[t+3]=r&255},readASCII:function(e,t,r){for(var n="",o=0;o<r;o++)n+=String.fromCharCode(e[t+o]);return n},writeASCII:function(e,t,r){for(var n=0;n<r.length;n++)e[t+n]=r.charCodeAt(n)},readBytes:function(e,t,r){for(var n=[],o=0;o<r;o++)n.push(e[t+o]);return n},pad:function(e){return e.length<2?"0"+e:e},readUTF8:function(e,t,r){for(var n="",o,i=0;i<r;i++)n+="%"+O._bin.pad(e[t+i].toString(16));try{o=decodeURIComponent(n)}catch{return O._bin.readASCII(e,t,r)}return o}};O._copyTile=function(e,t,r,n,o,i,a,s,f){for(var l=Math.min(t,o),c=Math.min(r,i),u=0,d=0,h=0;h<c;h++)for(var p=0;p<l;p++)if(a>=0&&s>=0?(u=h*t+p<<2,d=(s+h)*o+a+p<<2):(u=(-s+h)*t-a+p<<2,d=h*o+p<<2),f==0)n[d]=e[u],n[d+1]=e[u+1],n[d+2]=e[u+2],n[d+3]=e[u+3];else if(f==1){var g=e[u+3]*.00392156862745098,y=e[u]*g,b=e[u+1]*g,x=e[u+2]*g,P=n[d+3]*(1/255),S=n[d]*P,F=n[d+1]*P,C=n[d+2]*P,D=1-g,k=g+P*D,A=k==0?0:1/k;n[d+3]=255*k,n[d+0]=(y+S*D)*A,n[d+1]=(b+F*D)*A,n[d+2]=(x+C*D)*A}else if(f==2){var g=e[u+3],y=e[u],b=e[u+1],x=e[u+2],P=n[d+3],S=n[d],F=n[d+1],C=n[d+2];g==P&&y==S&&b==F&&x==C?(n[d]=0,n[d+1]=0,n[d+2]=0,n[d+3]=0):(n[d]=y,n[d+1]=b,n[d+2]=x,n[d+3]=g)}else if(f==3){var g=e[u+3],y=e[u],b=e[u+1],x=e[u+2],P=n[d+3],S=n[d],F=n[d+1],C=n[d+2];if(g==P&&y==S&&b==F&&x==C)continue;if(g<220&&P>20)return!1}return!0};O.encode=function(e,t,r,n,o,i,a){n==null&&(n=0),a==null&&(a=!1);var s=O.encode.compress(e,t,r,n,[!1,!1,!1,0,a]);return O.encode.compressPNG(s,-1),O.encode._main(s,t,r,o,i)};O.encodeLL=function(e,t,r,n,o,i,a,s){for(var f={ctype:0+(n==1?0:2)+(o==0?0:4),depth:i,frames:[]},l=Date.now(),c=(n+o)*i,u=c*t,d=0;d<e.length;d++)f.frames.push({rect:{x:0,y:0,width:t,height:r},img:new Uint8Array(e[d]),blend:0,dispose:1,bpp:Math.ceil(c/8),bpl:Math.ceil(u/8)});O.encode.compressPNG(f,0,!0);var h=O.encode._main(f,t,r,a,s);return h};O.encode._main=function(e,t,r,n,o){o==null&&(o={});var i=O.crc.crc,a=O._bin.writeUint,s=O._bin.writeUshort,f=O._bin.writeASCII,l=8,c=e.frames.length>1,u=!1,d=33+(c?20:0);if(o.sRGB!=null&&(d+=13),o.pHYs!=null&&(d+=21),e.ctype==3){for(var h=e.plte.length,p=0;p<h;p++)e.plte[p]>>>24!=255&&(u=!0);d+=8+h*3+4+(u?8+h*1+4:0)}for(var g=0;g<e.frames.length;g++){var y=e.frames[g];c&&(d+=38),d+=y.cimg.length+12,g!=0&&(d+=4)}d+=12;for(var b=new Uint8Array(d),x=[137,80,78,71,13,10,26,10],p=0;p<8;p++)b[p]=x[p];if(a(b,l,13),l+=4,f(b,l,"IHDR"),l+=4,a(b,l,t),l+=4,a(b,l,r),l+=4,b[l]=e.depth,l++,b[l]=e.ctype,l++,b[l]=0,l++,b[l]=0,l++,b[l]=0,l++,a(b,l,i(b,l-17,17)),l+=4,o.sRGB!=null&&(a(b,l,1),l+=4,f(b,l,"sRGB"),l+=4,b[l]=o.sRGB,l++,a(b,l,i(b,l-5,5)),l+=4),o.pHYs!=null&&(a(b,l,9),l+=4,f(b,l,"pHYs"),l+=4,a(b,l,o.pHYs[0]),l+=4,a(b,l,o.pHYs[1]),l+=4,b[l]=o.pHYs[2],l++,a(b,l,i(b,l-13,13)),l+=4),c&&(a(b,l,8),l+=4,f(b,l,"acTL"),l+=4,a(b,l,e.frames.length),l+=4,a(b,l,o.loop!=null?o.loop:0),l+=4,a(b,l,i(b,l-12,12)),l+=4),e.ctype==3){var h=e.plte.length;a(b,l,h*3),l+=4,f(b,l,"PLTE"),l+=4;for(var p=0;p<h;p++){var P=p*3,S=e.plte[p],F=S&255,C=S>>>8&255,D=S>>>16&255;b[l+P+0]=F,b[l+P+1]=C,b[l+P+2]=D}if(l+=h*3,a(b,l,i(b,l-h*3-4,h*3+4)),l+=4,u){a(b,l,h),l+=4,f(b,l,"tRNS"),l+=4;for(var p=0;p<h;p++)b[l+p]=e.plte[p]>>>24&255;l+=h,a(b,l,i(b,l-h-4,h+4)),l+=4}}for(var k=0,g=0;g<e.frames.length;g++){var y=e.frames[g];c&&(a(b,l,26),l+=4,f(b,l,"fcTL"),l+=4,a(b,l,k++),l+=4,a(b,l,y.rect.width),l+=4,a(b,l,y.rect.height),l+=4,a(b,l,y.rect.x),l+=4,a(b,l,y.rect.y),l+=4,s(b,l,n[g]),l+=2,s(b,l,1e3),l+=2,b[l]=y.dispose,l++,b[l]=y.blend,l++,a(b,l,i(b,l-30,30)),l+=4);var A=y.cimg,h=A.length;a(b,l,h+(g==0?0:4)),l+=4;var M=l;f(b,l,g==0?"IDAT":"fdAT"),l+=4,g!=0&&(a(b,l,k++),l+=4),b.set(A,l),l+=h,a(b,l,i(b,M,l-M)),l+=4}return a(b,l,0),l+=4,f(b,l,"IEND"),l+=4,a(b,l,i(b,l-4,4)),l+=4,b.buffer};O.encode.compressPNG=function(e,t,r){for(var n=0;n<e.frames.length;n++){var o=e.frames[n],i=o.rect.width,a=o.rect.height,s=new Uint8Array(a*o.bpl+a);o.cimg=O.encode._filterZero(o.img,a,o.bpp,o.bpl,s,t,r)}};O.encode.compress=function(e,t,r,n,o){for(var i=o[0],a=o[1],s=o[2],f=o[3],l=o[4],c=6,u=8,d=255,h=0;h<e.length;h++)for(var p=new Uint8Array(e[h]),g=p.length,y=0;y<g;y+=4)d&=p[y+3];var b=d!=255,x=O.encode.framize(e,t,r,i,a,s),P={},S=[],F=[];if(n!=0){for(var C=[],y=0;y<x.length;y++)C.push(x[y].img.buffer);for(var D=O.encode.concatRGBA(C),k=O.quantize(D,n),A=0,M=new Uint8Array(k.abuf),y=0;y<x.length;y++){var E=x[y].img,B=E.length;F.push(new Uint8Array(k.inds.buffer,A>>2,B>>2));for(var h=0;h<B;h+=4)E[h]=M[A+h],E[h+1]=M[A+h+1],E[h+2]=M[A+h+2],E[h+3]=M[A+h+3];A+=B}for(var y=0;y<k.plte.length;y++)S.push(k.plte[y].est.rgba)}else for(var h=0;h<x.length;h++){var N=x[h],I=new Uint32Array(N.img.buffer),X=N.rect.width,g=I.length,re=new Uint8Array(g);F.push(re);for(var y=0;y<g;y++){var H=I[y];if(y!=0&&H==I[y-1])re[y]=re[y-1];else if(y>X&&H==I[y-X])re[y]=re[y-X];else{var ue=P[H];if(ue==null&&(P[H]=ue=S.length,S.push(H),S.length>=300))break;re[y]=ue}}}var ke=S.length;ke<=256&&l==!1&&(ke<=2?u=1:ke<=4?u=2:ke<=16?u=4:u=8,u=Math.max(u,f));for(var h=0;h<x.length;h++){var N=x[h],de=N.rect.x,Ie=N.rect.y,X=N.rect.width,Re=N.rect.height,ze=N.img,Vm=new Uint32Array(ze.buffer),Rn=4*X,ea=4;if(ke<=256&&l==!1){Rn=Math.ceil(u*X/8);for(var wt=new Uint8Array(Rn*Re),Zo=F[h],Yo=0;Yo<Re;Yo++){var y=Yo*Rn,Jo=Yo*X;if(u==8)for(var xe=0;xe<X;xe++)wt[y+xe]=Zo[Jo+xe];else if(u==4)for(var xe=0;xe<X;xe++)wt[y+(xe>>1)]|=Zo[Jo+xe]<<4-(xe&1)*4;else if(u==2)for(var xe=0;xe<X;xe++)wt[y+(xe>>2)]|=Zo[Jo+xe]<<6-(xe&3)*2;else if(u==1)for(var xe=0;xe<X;xe++)wt[y+(xe>>3)]|=Zo[Jo+xe]<<7-(xe&7)*1}ze=wt,c=3,ea=1}else if(b==!1&&x.length==1){for(var wt=new Uint8Array(X*Re*3),Fd=X*Re,y=0;y<Fd;y++){var E=y*3,ta=y*4;wt[E]=ze[ta],wt[E+1]=ze[ta+1],wt[E+2]=ze[ta+2]}ze=wt,c=2,ea=3,Rn=3*X}N.img=ze,N.bpl=Rn,N.bpp=ea}return{ctype:c,depth:u,plte:S,frames:x}};O.encode.framize=function(e,t,r,n,o,i){for(var a=[],s=0;s<e.length;s++){var f=new Uint8Array(e[s]),l=new Uint32Array(f.buffer),c,u=0,d=0,h=t,p=r,g=n?1:0;if(s!=0){for(var y=i||n||s==1||a[s-2].dispose!=0?1:2,b=0,x=1e9,P=0;P<y;P++){for(var N=new Uint8Array(e[s-1-P]),S=new Uint32Array(e[s-1-P]),F=t,C=r,D=-1,k=-1,A=0;A<r;A++)for(var M=0;M<t;M++){var E=A*t+M;l[E]!=S[E]&&(M<F&&(F=M),M>D&&(D=M),A<C&&(C=A),A>k&&(k=A))}D==-1&&(F=C=D=k=0),o&&((F&1)==1&&F--,(C&1)==1&&C--);var B=(D-F+1)*(k-C+1);B<x&&(x=B,b=P,u=F,d=C,h=D-F+1,p=k-C+1)}var N=new Uint8Array(e[s-1-b]);b==1&&(a[s-1].dispose=2),c=new Uint8Array(h*p*4),O._copyTile(N,t,r,c,h,p,-u,-d,0),g=O._copyTile(f,t,r,c,h,p,-u,-d,3)?1:0,g==1?O.encode._prepareDiff(f,t,r,c,{x:u,y:d,width:h,height:p}):O._copyTile(f,t,r,c,h,p,-u,-d,0)}else c=f.slice(0);a.push({rect:{x:u,y:d,width:h,height:p},img:c,blend:g,dispose:0})}if(n)for(var s=0;s<a.length;s++){var I=a[s];if(I.blend!=1){var X=I.rect,re=a[s-1].rect,H=Math.min(X.x,re.x),ue=Math.min(X.y,re.y),ke=Math.max(X.x+X.width,re.x+re.width),de=Math.max(X.y+X.height,re.y+re.height),Ie={x:H,y:ue,width:ke-H,height:de-ue};a[s-1].dispose=1,s-1!=0&&O.encode._updateFrame(e,t,r,a,s-1,Ie,o),O.encode._updateFrame(e,t,r,a,s,Ie,o)}}var Re=0;if(e.length!=1)for(var E=0;E<a.length;E++){var I=a[E];Re+=I.rect.width*I.rect.height}return a};O.encode._updateFrame=function(e,t,r,n,o,i,a){for(var s=Uint8Array,f=Uint32Array,l=new s(e[o-1]),c=new f(e[o-1]),u=o+1<e.length?new s(e[o+1]):null,d=new s(e[o]),h=new f(d.buffer),p=t,g=r,y=-1,b=-1,x=0;x<i.height;x++)for(var P=0;P<i.width;P++){var S=i.x+P,F=i.y+x,C=F*t+S,D=h[C];D==0||n[o-1].dispose==0&&c[C]==D&&(u==null||u[C*4+3]!=0)||(S<p&&(p=S),S>y&&(y=S),F<g&&(g=F),F>b&&(b=F))}y==-1&&(p=g=y=b=0),a&&((p&1)==1&&p--,(g&1)==1&&g--),i={x:p,y:g,width:y-p+1,height:b-g+1};var k=n[o];k.rect=i,k.blend=1,k.img=new Uint8Array(i.width*i.height*4),n[o-1].dispose==0?(O._copyTile(l,t,r,k.img,i.width,i.height,-i.x,-i.y,0),O.encode._prepareDiff(d,t,r,k.img,i)):O._copyTile(d,t,r,k.img,i.width,i.height,-i.x,-i.y,0)};O.encode._prepareDiff=function(e,t,r,n,o){O._copyTile(e,t,r,n,o.width,o.height,-o.x,-o.y,2)};O.encode._filterZero=function(e,t,r,n,o,i,a){var s=[],f=[0,1,2,3,4];i!=-1?f=[i]:(t*n>5e5||r==1)&&(f=[0]);var l;a&&(l={level:0});for(var c=a&&UZIP!=null?UZIP:su.default,u=0;u<f.length;u++){for(var d=0;d<t;d++)O.encode._filterLine(o,e,d,n,r,f[u]);s.push(c.deflate(o,l))}for(var h,p=1e9,u=0;u<s.length;u++)s[u].length<p&&(h=u,p=s[u].length);return s[h]};O.encode._filterLine=function(e,t,r,n,o,i){var a=r*n,s=a+r,f=O.decode._paeth;if(e[s]=i,s++,i==0)if(n<500)for(var l=0;l<n;l++)e[s+l]=t[a+l];else e.set(new Uint8Array(t.buffer,a,n),s);else if(i==1){for(var l=0;l<o;l++)e[s+l]=t[a+l];for(var l=o;l<n;l++)e[s+l]=t[a+l]-t[a+l-o]+256&255}else if(r==0){for(var l=0;l<o;l++)e[s+l]=t[a+l];if(i==2)for(var l=o;l<n;l++)e[s+l]=t[a+l];if(i==3)for(var l=o;l<n;l++)e[s+l]=t[a+l]-(t[a+l-o]>>1)+256&255;if(i==4)for(var l=o;l<n;l++)e[s+l]=t[a+l]-f(t[a+l-o],0,0)+256&255}else{if(i==2)for(var l=0;l<n;l++)e[s+l]=t[a+l]+256-t[a+l-n]&255;if(i==3){for(var l=0;l<o;l++)e[s+l]=t[a+l]+256-(t[a+l-n]>>1)&255;for(var l=o;l<n;l++)e[s+l]=t[a+l]+256-(t[a+l-n]+t[a+l-o]>>1)&255}if(i==4){for(var l=0;l<o;l++)e[s+l]=t[a+l]+256-f(0,t[a+l-n],0)&255;for(var l=o;l<n;l++)e[s+l]=t[a+l]+256-f(t[a+l-o],t[a+l-n],t[a+l-o-n])&255}}};O.crc={table:function(){for(var e=new Uint32Array(256),t=0;t<256;t++){for(var r=t,n=0;n<8;n++)r&1?r=3988292384^r>>>1:r=r>>>1;e[t]=r}return e}(),update:function(e,t,r,n){for(var o=0;o<n;o++)e=O.crc.table[(e^t[r+o])&255]^e>>>8;return e},crc:function(e,t,r){return O.crc.update(4294967295,e,t,r)^4294967295}};O.quantize=function(e,t){for(var r=new Uint8Array(e),n=r.slice(0),o=new Uint32Array(n.buffer),i=O.quantize.getKDtree(n,t),a=i[0],s=i[1],f=O.quantize.planeDst,l=r,c=o,u=l.length,d=new Uint8Array(r.length>>2),h=0;h<u;h+=4){var p=l[h]*.00392156862745098,g=l[h+1]*(1/255),y=l[h+2]*(1/255),b=l[h+3]*(1/255),x=O.quantize.getNearest(a,p,g,y,b);d[h>>2]=x.ind,c[h>>2]=x.est.rgba}return{abuf:n.buffer,inds:d,plte:s}};O.quantize.getKDtree=function(e,t,r){r==null&&(r=1e-4);var n=new Uint32Array(e.buffer),o={i0:0,i1:e.length,bst:null,est:null,tdst:0,left:null,right:null};o.bst=O.quantize.stats(e,o.i0,o.i1),o.est=O.quantize.estats(o.bst);for(var i=[o];i.length<t;){for(var a=0,s=0,f=0;f<i.length;f++)i[f].est.L>a&&(a=i[f].est.L,s=f);if(a<r)break;var l=i[s],c=O.quantize.splitPixels(e,n,l.i0,l.i1,l.est.e,l.est.eMq255),u=l.i0>=c||l.i1<=c;if(u){l.est.L=0;continue}var d={i0:l.i0,i1:c,bst:null,est:null,tdst:0,left:null,right:null};d.bst=O.quantize.stats(e,d.i0,d.i1),d.est=O.quantize.estats(d.bst);var h={i0:c,i1:l.i1,bst:null,est:null,tdst:0,left:null,right:null};h.bst={R:[],m:[],N:l.bst.N-d.bst.N};for(var f=0;f<16;f++)h.bst.R[f]=l.bst.R[f]-d.bst.R[f];for(var f=0;f<4;f++)h.bst.m[f]=l.bst.m[f]-d.bst.m[f];h.est=O.quantize.estats(h.bst),l.left=d,l.right=h,i[s]=d,i.push(h)}i.sort(function(p,g){return g.bst.N-p.bst.N});for(var f=0;f<i.length;f++)i[f].ind=f;return[o,i]};O.quantize.getNearest=function(e,t,r,n,o){if(e.left==null)return e.tdst=O.quantize.dist(e.est.q,t,r,n,o),e;var i=O.quantize.planeDst(e.est,t,r,n,o),a=e.left,s=e.right;i>0&&(a=e.right,s=e.left);var f=O.quantize.getNearest(a,t,r,n,o);if(f.tdst<=i*i)return f;var l=O.quantize.getNearest(s,t,r,n,o);return l.tdst<f.tdst?l:f};O.quantize.planeDst=function(e,t,r,n,o){var i=e.e;return i[0]*t+i[1]*r+i[2]*n+i[3]*o-e.eMq};O.quantize.dist=function(e,t,r,n,o){var i=t-e[0],a=r-e[1],s=n-e[2],f=o-e[3];return i*i+a*a+s*s+f*f};O.quantize.splitPixels=function(e,t,r,n,o,i){var a=O.quantize.vecDot;n-=4;for(var s=0;r<n;){for(;a(e,r,o)<=i;)r+=4;for(;a(e,n,o)>i;)n-=4;if(r>=n)break;var f=t[r>>2];t[r>>2]=t[n>>2],t[n>>2]=f,r+=4,n-=4}for(;a(e,r,o)>i;)r-=4;return r+4};O.quantize.vecDot=function(e,t,r){return e[t]*r[0]+e[t+1]*r[1]+e[t+2]*r[2]+e[t+3]*r[3]};O.quantize.stats=function(e,t,r){for(var n=[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],o=[0,0,0,0],i=r-t>>2,a=t;a<r;a+=4){var s=e[a]*.00392156862745098,f=e[a+1]*(1/255),l=e[a+2]*(1/255),c=e[a+3]*(1/255);o[0]+=s,o[1]+=f,o[2]+=l,o[3]+=c,n[0]+=s*s,n[1]+=s*f,n[2]+=s*l,n[3]+=s*c,n[5]+=f*f,n[6]+=f*l,n[7]+=f*c,n[10]+=l*l,n[11]+=l*c,n[15]+=c*c}return n[4]=n[1],n[8]=n[2],n[9]=n[6],n[12]=n[3],n[13]=n[7],n[14]=n[11],{R:n,m:o,N:i}};O.quantize.estats=function(e){var t=e.R,r=e.m,n=e.N,o=r[0],i=r[1],a=r[2],s=r[3],f=n==0?0:1/n,l=[t[0]-o*o*f,t[1]-o*i*f,t[2]-o*a*f,t[3]-o*s*f,t[4]-i*o*f,t[5]-i*i*f,t[6]-i*a*f,t[7]-i*s*f,t[8]-a*o*f,t[9]-a*i*f,t[10]-a*a*f,t[11]-a*s*f,t[12]-s*o*f,t[13]-s*i*f,t[14]-s*a*f,t[15]-s*s*f],c=l,u=O.M4,d=[.5,.5,.5,.5],h=0,p=0;if(n!=0)for(var g=0;g<10&&(d=u.multVec(c,d),p=Math.sqrt(u.dot(d,d)),d=u.sml(1/p,d),!(Math.abs(p-h)<1e-9));g++)h=p;var y=[o*f,i*f,a*f,s*f],b=u.dot(u.sml(255,y),d);return{Cov:l,q:y,e:d,L:h,eMq255:b,eMq:u.dot(d,y),rgba:(Math.round(255*y[3])<<24|Math.round(255*y[2])<<16|Math.round(255*y[1])<<8|Math.round(255*y[0])<<0)>>>0}};O.M4={multVec:function(e,t){return[e[0]*t[0]+e[1]*t[1]+e[2]*t[2]+e[3]*t[3],e[4]*t[0]+e[5]*t[1]+e[6]*t[2]+e[7]*t[3],e[8]*t[0]+e[9]*t[1]+e[10]*t[2]+e[11]*t[3],e[12]*t[0]+e[13]*t[1]+e[14]*t[2]+e[15]*t[3]]},dot:function(e,t){return e[0]*t[0]+e[1]*t[1]+e[2]*t[2]+e[3]*t[3]},sml:function(e,t){return[e*t[0],e*t[1],e*t[2],e*t[3]]}};O.encode.concatRGBA=function(e){for(var t=0,r=0;r<e.length;r++)t+=e[r].byteLength;for(var n=new Uint8Array(t),o=0,r=0;r<e.length;r++){for(var i=new Uint8Array(e[r]),a=i.length,s=0;s<a;s+=4){var f=i[s],l=i[s+1],c=i[s+2],u=i[s+3];u==0&&(f=l=c=0),n[o+s]=f,n[o+s+1]=l,n[o+s+2]=c,n[o+s+3]=u}o+=a}return n.buffer};var as=O;var J0=function(e){if(e===0)return Ir.Greyscale;if(e===2)return Ir.Truecolour;if(e===3)return Ir.IndexedColour;if(e===4)return Ir.GreyscaleWithAlpha;if(e===6)return Ir.TruecolourWithAlpha;throw new Error("Unknown color type: "+e)},Q0=function(e){for(var t=Math.floor(e.length/4),r=new Uint8Array(t*3),n=new Uint8Array(t*1),o=0,i=0,a=0;o<e.length;)r[i++]=e[o++],r[i++]=e[o++],r[i++]=e[o++],n[a++]=e[o++];return{rgbChannel:r,alphaChannel:n}},Ir;(function(e){e.Greyscale="Greyscale",e.Truecolour="Truecolour",e.IndexedColour="IndexedColour",e.GreyscaleWithAlpha="GreyscaleWithAlpha",e.TruecolourWithAlpha="TruecolourWithAlpha"})(Ir||(Ir={}));var lu=function(){function e(t){var r=as.decode(t),n=as.toRGBA8(r);if(n.length>1)throw new Error("Animated PNGs are not supported");var o=new Uint8Array(n[0]),i=Q0(o),a=i.rgbChannel,s=i.alphaChannel;this.rgbChannel=a;var f=s.some(function(l){return l<255});f&&(this.alphaChannel=s),this.type=J0(r.ctype),this.width=r.width,this.height=r.height,this.bitsPerComponent=8}return e.load=function(t){return new e(t)},e}();var _0=function(){function e(t){this.image=t,this.bitsPerComponent=t.bitsPerComponent,this.width=t.width,this.height=t.height,this.colorSpace="DeviceRGB"}return e.for=function(t){return U(this,void 0,void 0,function(){var r;return q(this,function(n){return r=lu.load(t),[2,new e(r)]})})},e.prototype.embedIntoContext=function(t,r){return U(this,void 0,void 0,function(){var n,o;return q(this,function(i){return n=this.embedAlphaChannel(t),o=t.flateStream(this.image.rgbChannel,{Type:"XObject",Subtype:"Image",BitsPerComponent:this.image.bitsPerComponent,Width:this.image.width,Height:this.image.height,ColorSpace:this.colorSpace,SMask:n}),r?(t.assign(r,o),[2,r]):[2,t.register(o)]})})},e.prototype.embedAlphaChannel=function(t){if(this.image.alphaChannel){var r=t.flateStream(this.image.alphaChannel,{Type:"XObject",Subtype:"Image",Height:this.image.height,Width:this.image.width,BitsPerComponent:this.image.bitsPerComponent,ColorSpace:"DeviceGray",Decode:[0,1]});return t.register(r)}},e}(),go=_0;var $0=function(){function e(t,r,n){this.bytes=t,this.start=r||0,this.pos=this.start,this.end=r&&n?r+n:this.bytes.length}return Object.defineProperty(e.prototype,"length",{get:function(){return this.end-this.start},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,"isEmpty",{get:function(){return this.length===0},enumerable:!1,configurable:!0}),e.prototype.getByte=function(){return this.pos>=this.end?-1:this.bytes[this.pos++]},e.prototype.getUint16=function(){var t=this.getByte(),r=this.getByte();return t===-1||r===-1?-1:(t<<8)+r},e.prototype.getInt32=function(){var t=this.getByte(),r=this.getByte(),n=this.getByte(),o=this.getByte();return(t<<24)+(r<<16)+(n<<8)+o},e.prototype.getBytes=function(t,r){r===void 0&&(r=!1);var n=this.bytes,o=this.pos,i=this.end;if(t){var s=o+t;s>i&&(s=i),this.pos=s;var a=n.subarray(o,s);return r?new Uint8ClampedArray(a):a}else{var a=n.subarray(o,i);return r?new Uint8ClampedArray(a):a}},e.prototype.peekByte=function(){var t=this.getByte();return this.pos--,t},e.prototype.peekBytes=function(t,r){r===void 0&&(r=!1);var n=this.getBytes(t,r);return this.pos-=n.length,n},e.prototype.skip=function(t){t||(t=1),this.pos+=t},e.prototype.reset=function(){this.pos=this.start},e.prototype.moveStart=function(){this.start=this.pos},e.prototype.makeSubStream=function(t,r){return new e(this.bytes,t,r)},e.prototype.decode=function(){return this.bytes},e}(),Ri=$0;var ev=new Uint8Array(0),tv=function(){function e(t){if(this.pos=0,this.bufferLength=0,this.eof=!1,this.buffer=ev,this.minBufferLength=512,t)for(;this.minBufferLength<t;)this.minBufferLength*=2}return Object.defineProperty(e.prototype,"isEmpty",{get:function(){for(;!this.eof&&this.bufferLength===0;)this.readBlock();return this.bufferLength===0},enumerable:!1,configurable:!0}),e.prototype.getByte=function(){for(var t=this.pos;this.bufferLength<=t;){if(this.eof)return-1;this.readBlock()}return this.buffer[this.pos++]},e.prototype.getUint16=function(){var t=this.getByte(),r=this.getByte();return t===-1||r===-1?-1:(t<<8)+r},e.prototype.getInt32=function(){var t=this.getByte(),r=this.getByte(),n=this.getByte(),o=this.getByte();return(t<<24)+(r<<16)+(n<<8)+o},e.prototype.getBytes=function(t,r){r===void 0&&(r=!1);var n,o=this.pos;if(t){for(this.ensureBuffer(o+t),n=o+t;!this.eof&&this.bufferLength<n;)this.readBlock();var i=this.bufferLength;n>i&&(n=i)}else{for(;!this.eof;)this.readBlock();n=this.bufferLength}this.pos=n;var a=this.buffer.subarray(o,n);return r&&!(a instanceof Uint8ClampedArray)?new Uint8ClampedArray(a):a},e.prototype.peekByte=function(){var t=this.getByte();return this.pos--,t},e.prototype.peekBytes=function(t,r){r===void 0&&(r=!1);var n=this.getBytes(t,r);return this.pos-=n.length,n},e.prototype.skip=function(t){t||(t=1),this.pos+=t},e.prototype.reset=function(){this.pos=0},e.prototype.makeSubStream=function(t,r){for(var n=t+r;this.bufferLength<=n&&!this.eof;)this.readBlock();return new Ri(this.buffer,t,r)},e.prototype.decode=function(){for(;!this.eof;)this.readBlock();return this.buffer.subarray(0,this.bufferLength)},e.prototype.readBlock=function(){throw new je(this.constructor.name,"readBlock")},e.prototype.ensureBuffer=function(t){var r=this.buffer;if(t<=r.byteLength)return r;for(var n=this.minBufferLength;n<t;)n*=2;var o=new Uint8Array(n);return o.set(r),this.buffer=o},e}(),Rt=tv;var fu=function(e){return e===32||e===9||e===13||e===10},rv=function(e){T(t,e);function t(r,n){var o=e.call(this,n)||this;return o.stream=r,o.input=new Uint8Array(5),n&&(n=.8*n),o}return t.prototype.readBlock=function(){for(var r=126,n=122,o=-1,i=this.stream,a=i.getByte();fu(a);)a=i.getByte();if(a===o||a===r){this.eof=!0;return}var s=this.bufferLength,f,l;if(a===n){for(f=this.ensureBuffer(s+4),l=0;l<4;++l)f[s+l]=0;this.bufferLength+=4}else{var c=this.input;for(c[0]=a,l=1;l<5;++l){for(a=i.getByte();fu(a);)a=i.getByte();if(c[l]=a,a===o||a===r)break}if(f=this.ensureBuffer(s+l-1),this.bufferLength+=l-1,l<5){for(;l<5;++l)c[l]=117;this.eof=!0}var u=0;for(l=0;l<5;++l)u=u*85+(c[l]-33);for(l=3;l>=0;--l)f[s+l]=u&255,u>>=8}},t}(Rt),cu=rv;var nv=function(e){T(t,e);function t(r,n){var o=e.call(this,n)||this;return o.stream=r,o.firstDigit=-1,n&&(n=.5*n),o}return t.prototype.readBlock=function(){var r=8e3,n=this.stream.getBytes(r);if(!n.length){this.eof=!0;return}for(var o=n.length+1>>1,i=this.ensureBuffer(this.bufferLength+o),a=this.bufferLength,s=this.firstDigit,f=0,l=n.length;f<l;f++){var c=n[f],u=void 0;if(c>=48&&c<=57)u=c&15;else if(c>=65&&c<=70||c>=97&&c<=102)u=(c&15)+9;else if(c===62){this.eof=!0;break}else continue;s<0?s=u:(i[a++]=s<<4|u,s=-1)}s>=0&&this.eof&&(i[a++]=s<<4,s=-1),this.firstDigit=s,this.bufferLength=a},t}(Rt),uu=nv;var du=new Int32Array([16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15]),ov=new Int32Array([3,4,5,6,7,8,9,10,65547,65549,65551,65553,131091,131095,131099,131103,196643,196651,196659,196667,262211,262227,262243,262259,327811,327843,327875,327907,258,258,258]),iv=new Int32Array([1,2,3,4,65541,65543,131081,131085,196625,196633,262177,262193,327745,327777,393345,393409,459009,459137,524801,525057,590849,591361,657409,658433,724993,727041,794625,798721,868353,876545]),av=[new Int32Array([459008,524368,524304,524568,459024,524400,524336,590016,459016,524384,524320,589984,524288,524416,524352,590048,459012,524376,524312,589968,459028,524408,524344,590032,459020,524392,524328,59e4,524296,524424,524360,590064,459010,524372,524308,524572,459026,524404,524340,590024,459018,524388,524324,589992,524292,524420,524356,590056,459014,524380,524316,589976,459030,524412,524348,590040,459022,524396,524332,590008,524300,524428,524364,590072,459009,524370,524306,524570,459025,524402,524338,590020,459017,524386,524322,589988,524290,524418,524354,590052,459013,524378,524314,589972,459029,524410,524346,590036,459021,524394,524330,590004,524298,524426,524362,590068,459011,524374,524310,524574,459027,524406,524342,590028,459019,524390,524326,589996,524294,524422,524358,590060,459015,524382,524318,589980,459031,524414,524350,590044,459023,524398,524334,590012,524302,524430,524366,590076,459008,524369,524305,524569,459024,524401,524337,590018,459016,524385,524321,589986,524289,524417,524353,590050,459012,524377,524313,589970,459028,524409,524345,590034,459020,524393,524329,590002,524297,524425,524361,590066,459010,524373,524309,524573,459026,524405,524341,590026,459018,524389,524325,589994,524293,524421,524357,590058,459014,524381,524317,589978,459030,524413,524349,590042,459022,524397,524333,590010,524301,524429,524365,590074,459009,524371,524307,524571,459025,524403,524339,590022,459017,524387,524323,589990,524291,524419,524355,590054,459013,524379,524315,589974,459029,524411,524347,590038,459021,524395,524331,590006,524299,524427,524363,590070,459011,524375,524311,524575,459027,524407,524343,590030,459019,524391,524327,589998,524295,524423,524359,590062,459015,524383,524319,589982,459031,524415,524351,590046,459023,524399,524335,590014,524303,524431,524367,590078,459008,524368,524304,524568,459024,524400,524336,590017,459016,524384,524320,589985,524288,524416,524352,590049,459012,524376,524312,589969,459028,524408,524344,590033,459020,524392,524328,590001,524296,524424,524360,590065,459010,524372,524308,524572,459026,524404,524340,590025,459018,524388,524324,589993,524292,524420,524356,590057,459014,524380,524316,589977,459030,524412,524348,590041,459022,524396,524332,590009,524300,524428,524364,590073,459009,524370,524306,524570,459025,524402,524338,590021,459017,524386,524322,589989,524290,524418,524354,590053,459013,524378,524314,589973,459029,524410,524346,590037,459021,524394,524330,590005,524298,524426,524362,590069,459011,524374,524310,524574,459027,524406,524342,590029,459019,524390,524326,589997,524294,524422,524358,590061,459015,524382,524318,589981,459031,524414,524350,590045,459023,524398,524334,590013,524302,524430,524366,590077,459008,524369,524305,524569,459024,524401,524337,590019,459016,524385,524321,589987,524289,524417,524353,590051,459012,524377,524313,589971,459028,524409,524345,590035,459020,524393,524329,590003,524297,524425,524361,590067,459010,524373,524309,524573,459026,524405,524341,590027,459018,524389,524325,589995,524293,524421,524357,590059,459014,524381,524317,589979,459030,524413,524349,590043,459022,524397,524333,590011,524301,524429,524365,590075,459009,524371,524307,524571,459025,524403,524339,590023,459017,524387,524323,589991,524291,524419,524355,590055,459013,524379,524315,589975,459029,524411,524347,590039,459021,524395,524331,590007,524299,524427,524363,590071,459011,524375,524311,524575,459027,524407,524343,590031,459019,524391,524327,589999,524295,524423,524359,590063,459015,524383,524319,589983,459031,524415,524351,590047,459023,524399,524335,590015,524303,524431,524367,590079]),9],sv=[new Int32Array([327680,327696,327688,327704,327684,327700,327692,327708,327682,327698,327690,327706,327686,327702,327694,0,327681,327697,327689,327705,327685,327701,327693,327709,327683,327699,327691,327707,327687,327703,327695,0]),5],lv=function(e){T(t,e);function t(r,n){var o=e.call(this,n)||this;o.stream=r;var i=r.getByte(),a=r.getByte();if(i===-1||a===-1)throw new Error("Invalid header in flate stream: "+i+", "+a);if((i&15)!==8)throw new Error("Unknown compression method in flate stream: "+i+", "+a);if(((i<<8)+a)%31!==0)throw new Error("Bad FCHECK in flate stream: "+i+", "+a);if(a&32)throw new Error("FDICT bit set in flate stream: "+i+", "+a);return o.codeSize=0,o.codeBuf=0,o}return t.prototype.readBlock=function(){var r,n,o=this.stream,i=this.getBits(3);if(i&1&&(this.eof=!0),i>>=1,i===0){var a=void 0;if((a=o.getByte())===-1)throw new Error("Bad block header in flate stream");var s=a;if((a=o.getByte())===-1)throw new Error("Bad block header in flate stream");if(s|=a<<8,(a=o.getByte())===-1)throw new Error("Bad block header in flate stream");var f=a;if((a=o.getByte())===-1)throw new Error("Bad block header in flate stream");if(f|=a<<8,f!==(~s&65535)&&(s!==0||f!==0))throw new Error("Bad uncompressed block length in flate stream");this.codeBuf=0,this.codeSize=0;var l=this.bufferLength;r=this.ensureBuffer(l+s);var c=l+s;if(this.bufferLength=c,s===0)o.peekByte()===-1&&(this.eof=!0);else for(var u=l;u<c;++u){if((a=o.getByte())===-1){this.eof=!0;break}r[u]=a}return}var d,h;if(i===1)d=av,h=sv;else if(i===2){var p=this.getBits(5)+257,g=this.getBits(5)+1,y=this.getBits(4)+4,b=new Uint8Array(du.length),x=void 0;for(x=0;x<y;++x)b[du[x]]=this.getBits(3);var P=this.generateHuffmanTable(b);n=0,x=0;for(var S=p+g,F=new Uint8Array(S),C=void 0,D=void 0,k=void 0;x<S;){var A=this.getCode(P);if(A===16)C=2,D=3,k=n;else if(A===17)C=3,D=3,k=n=0;else if(A===18)C=7,D=11,k=n=0;else{F[x++]=n=A;continue}for(var M=this.getBits(C)+D;M-- >0;)F[x++]=k}d=this.generateHuffmanTable(F.subarray(0,p)),h=this.generateHuffmanTable(F.subarray(p,S))}else throw new Error("Unknown block type in flate stream");r=this.buffer;for(var E=r?r.length:0,B=this.bufferLength;;){var N=this.getCode(d);if(N<256){B+1>=E&&(r=this.ensureBuffer(B+1),E=r.length),r[B++]=N;continue}if(N===256){this.bufferLength=B;return}N-=257,N=ov[N];var I=N>>16;I>0&&(I=this.getBits(I)),n=(N&65535)+I,N=this.getCode(h),N=iv[N],I=N>>16,I>0&&(I=this.getBits(I));var X=(N&65535)+I;B+n>=E&&(r=this.ensureBuffer(B+n),E=r.length);for(var re=0;re<n;++re,++B)r[B]=r[B-X]}},t.prototype.getBits=function(r){for(var n=this.stream,o=this.codeSize,i=this.codeBuf,a;o<r;){if((a=n.getByte())===-1)throw new Error("Bad encoding in flate stream");i|=a<<o,o+=8}return a=i&(1<<r)-1,this.codeBuf=i>>r,this.codeSize=o-=r,a},t.prototype.getCode=function(r){for(var n=this.stream,o=r[0],i=r[1],a=this.codeSize,s=this.codeBuf,f;a<i&&(f=n.getByte())!==-1;)s|=f<<a,a+=8;var l=o[s&(1<<i)-1];typeof o=="number"&&console.log("FLATE:",l);var c=l>>16,u=l&65535;if(c<1||a<c)throw new Error("Bad encoding in flate stream");return this.codeBuf=s>>c,this.codeSize=a-c,u},t.prototype.generateHuffmanTable=function(r){var n=r.length,o=0,i;for(i=0;i<n;++i)r[i]>o&&(o=r[i]);for(var a=1<<o,s=new Int32Array(a),f=1,l=0,c=2;f<=o;++f,l<<=1,c<<=1)for(var u=0;u<n;++u)if(r[u]===f){var d=0,h=l;for(i=0;i<f;++i)d=d<<1|h&1,h>>=1;for(i=d;i<a;i+=c)s[i]=f<<16|u;++l}return[s,o]},t}(Rt),hu=lv;var fv=function(e){T(t,e);function t(r,n,o){var i=e.call(this,n)||this;i.stream=r,i.cachedData=0,i.bitsCached=0;for(var a=4096,s={earlyChange:o,codeLength:9,nextCode:258,dictionaryValues:new Uint8Array(a),dictionaryLengths:new Uint16Array(a),dictionaryPrevCodes:new Uint16Array(a),currentSequence:new Uint8Array(a),currentSequenceLength:0},f=0;f<256;++f)s.dictionaryValues[f]=f,s.dictionaryLengths[f]=1;return i.lzwState=s,i}return t.prototype.readBlock=function(){var r=512,n=r*2,o=r,i,a,s,f=this.lzwState;if(f){var l=f.earlyChange,c=f.nextCode,u=f.dictionaryValues,d=f.dictionaryLengths,h=f.dictionaryPrevCodes,p=f.codeLength,g=f.prevCode,y=f.currentSequence,b=f.currentSequenceLength,x=0,P=this.bufferLength,S=this.ensureBuffer(this.bufferLength+n);for(i=0;i<r;i++){var F=this.readBits(p),C=b>0;if(!F||F<256)y[0]=F,b=1;else if(F>=258)if(F<c)for(b=d[F],a=b-1,s=F;a>=0;a--)y[a]=u[s],s=h[s];else y[b++]=y[0];else if(F===256){p=9,c=258,b=0;continue}else{this.eof=!0,delete this.lzwState;break}if(C&&(h[c]=g,d[c]=d[g]+1,u[c]=y[0],c++,p=c+l&c+l-1?p:Math.min(Math.log(c+l)/.6931471805599453+1,12)|0),g=F,x+=b,n<x){do n+=o;while(n<x);S=this.ensureBuffer(this.bufferLength+n)}for(a=0;a<b;a++)S[P++]=y[a]}f.nextCode=c,f.codeLength=p,f.prevCode=g,f.currentSequenceLength=b,this.bufferLength=P}},t.prototype.readBits=function(r){for(var n=this.bitsCached,o=this.cachedData;n<r;){var i=this.stream.getByte();if(i===-1)return this.eof=!0,null;o=o<<8|i,n+=8}return this.bitsCached=n-=r,this.cachedData=o,o>>>n&(1<<r)-1},t}(Rt),pu=fv;var cv=function(e){T(t,e);function t(r,n){var o=e.call(this,n)||this;return o.stream=r,o}return t.prototype.readBlock=function(){var r=this.stream.getBytes(2);if(!r||r.length<2||r[0]===128){this.eof=!0;return}var n,o=this.bufferLength,i=r[0];if(i<128){if(n=this.ensureBuffer(o+i+1),n[o++]=r[1],i>0){var a=this.stream.getBytes(i);n.set(a,o),o+=i}}else{i=257-i;var s=r[1];n=this.ensureBuffer(o+i+1);for(var f=0;f<i;f++)n[o++]=s}this.bufferLength=o},t}(Rt),vu=cv;var mu=function(e,t,r){if(t===v.of("FlateDecode"))return new hu(e);if(t===v.of("LZWDecode")){var n=1;if(r instanceof j){var o=r.lookup(v.of("EarlyChange"));o instanceof z&&(n=o.asNumber())}return new pu(e,void 0,n)}if(t===v.of("ASCII85Decode"))return new cu(e);if(t===v.of("ASCIIHexDecode"))return new uu(e);if(t===v.of("RunLengthDecode"))return new vu(e);throw new Bc(t.asString())},bo=function(e){var t=e.dict,r=e.contents,n=new Ri(r),o=t.lookup(v.of("Filter")),i=t.lookup(v.of("DecodeParms"));if(o instanceof v)n=mu(n,o,i);else if(o instanceof K)for(var a=0,s=o.size();a<s;a++)n=mu(n,o.lookup(a,v),i&&i.lookupMaybe(a,j));else if(o)throw new Rr([v,K],o);return n};var uv=function(e){var t=e.MediaBox(),r=t.lookup(2,z).asNumber()-t.lookup(0,z).asNumber(),n=t.lookup(3,z).asNumber()-t.lookup(1,z).asNumber();return{left:0,bottom:0,right:r,top:n}},dv=function(e){return[1,0,0,1,-e.left,-e.bottom]},hv=function(){function e(t,r,n){this.page=t;var o=r??uv(t);this.width=o.right-o.left,this.height=o.top-o.bottom,this.boundingBox=o,this.transformationMatrix=n??dv(o)}return e.for=function(t,r,n){return U(this,void 0,void 0,function(){return q(this,function(o){return[2,new e(t,r,n)]})})},e.prototype.embedIntoContext=function(t,r){return U(this,void 0,void 0,function(){var n,o,i,a,s,f,l,c,u,d;return q(this,function(h){if(n=this.page.normalizedEntries(),o=n.Contents,i=n.Resources,!o)throw new Mc;return a=this.decodeContents(o),s=this.boundingBox,f=s.left,l=s.bottom,c=s.right,u=s.top,d=t.flateStream(a,{Type:"XObject",Subtype:"Form",FormType:1,BBox:[f,l,c,u],Matrix:this.transformationMatrix,Resources:i}),r?(t.assign(r,d),[2,r]):[2,t.register(d)]})})},e.prototype.decodeContents=function(t){for(var r=Uint8Array.of(m.Newline),n=[],o=0,i=t.size();o<i;o++){var a=t.lookup(o,me),s=void 0;if(a instanceof At)s=bo(a).decode();else if(a instanceof Wt)s=a.getUnencodedContents();else throw new Nc(a);n.push(s,r)}return sl.apply(void 0,n)},e}(),yo=hv;var Oi=function(e,t){if(e!==void 0)return t[e]},pn;(function(e){e.UseNone="UseNone",e.UseOutlines="UseOutlines",e.UseThumbs="UseThumbs",e.UseOC="UseOC"})(pn||(pn={}));var vn;(function(e){e.L2R="L2R",e.R2L="R2L"})(vn||(vn={}));var mn;(function(e){e.None="None",e.AppDefault="AppDefault"})(mn||(mn={}));var xo;(function(e){e.Simplex="Simplex",e.DuplexFlipShortEdge="DuplexFlipShortEdge",e.DuplexFlipLongEdge="DuplexFlipLongEdge"})(xo||(xo={}));var pv=function(){function e(t){this.dict=t}return e.prototype.lookupBool=function(t){var r=this.dict.lookup(v.of(t));if(r instanceof qt)return r},e.prototype.lookupName=function(t){var r=this.dict.lookup(v.of(t));if(r instanceof v)return r},e.prototype.HideToolbar=function(){return this.lookupBool("HideToolbar")},e.prototype.HideMenubar=function(){return this.lookupBool("HideMenubar")},e.prototype.HideWindowUI=function(){return this.lookupBool("HideWindowUI")},e.prototype.FitWindow=function(){return this.lookupBool("FitWindow")},e.prototype.CenterWindow=function(){return this.lookupBool("CenterWindow")},e.prototype.DisplayDocTitle=function(){return this.lookupBool("DisplayDocTitle")},e.prototype.NonFullScreenPageMode=function(){return this.lookupName("NonFullScreenPageMode")},e.prototype.Direction=function(){return this.lookupName("Direction")},e.prototype.PrintScaling=function(){return this.lookupName("PrintScaling")},e.prototype.Duplex=function(){return this.lookupName("Duplex")},e.prototype.PickTrayByPDFSize=function(){return this.lookupBool("PickTrayByPDFSize")},e.prototype.PrintPageRange=function(){var t=this.dict.lookup(v.of("PrintPageRange"));if(t instanceof K)return t},e.prototype.NumCopies=function(){var t=this.dict.lookup(v.of("NumCopies"));if(t instanceof z)return t},e.prototype.getHideToolbar=function(){var t,r;return(r=(t=this.HideToolbar())===null||t===void 0?void 0:t.asBoolean())!==null&&r!==void 0?r:!1},e.prototype.getHideMenubar=function(){var t,r;return(r=(t=this.HideMenubar())===null||t===void 0?void 0:t.asBoolean())!==null&&r!==void 0?r:!1},e.prototype.getHideWindowUI=function(){var t,r;return(r=(t=this.HideWindowUI())===null||t===void 0?void 0:t.asBoolean())!==null&&r!==void 0?r:!1},e.prototype.getFitWindow=function(){var t,r;return(r=(t=this.FitWindow())===null||t===void 0?void 0:t.asBoolean())!==null&&r!==void 0?r:!1},e.prototype.getCenterWindow=function(){var t,r;return(r=(t=this.CenterWindow())===null||t===void 0?void 0:t.asBoolean())!==null&&r!==void 0?r:!1},e.prototype.getDisplayDocTitle=function(){var t,r;return(r=(t=this.DisplayDocTitle())===null||t===void 0?void 0:t.asBoolean())!==null&&r!==void 0?r:!1},e.prototype.getNonFullScreenPageMode=function(){var t,r,n=(t=this.NonFullScreenPageMode())===null||t===void 0?void 0:t.decodeText();return(r=Oi(n,pn))!==null&&r!==void 0?r:pn.UseNone},e.prototype.getReadingDirection=function(){var t,r,n=(t=this.Direction())===null||t===void 0?void 0:t.decodeText();return(r=Oi(n,vn))!==null&&r!==void 0?r:vn.L2R},e.prototype.getPrintScaling=function(){var t,r,n=(t=this.PrintScaling())===null||t===void 0?void 0:t.decodeText();return(r=Oi(n,mn))!==null&&r!==void 0?r:mn.AppDefault},e.prototype.getDuplex=function(){var t,r=(t=this.Duplex())===null||t===void 0?void 0:t.decodeText();return Oi(r,xo)},e.prototype.getPickTrayByPDFSize=function(){var t;return(t=this.PickTrayByPDFSize())===null||t===void 0?void 0:t.asBoolean()},e.prototype.getPrintPageRange=function(){var t=this.PrintPageRange();if(!t)return[];for(var r=[],n=0;n<t.size();n+=2){var o=t.lookup(n,z).asNumber(),i=t.lookup(n+1,z).asNumber();r.push({start:o,end:i})}return r},e.prototype.getNumCopies=function(){var t,r;return(r=(t=this.NumCopies())===null||t===void 0?void 0:t.asNumber())!==null&&r!==void 0?r:1},e.prototype.setHideToolbar=function(t){var r=this.dict.context.obj(t);this.dict.set(v.of("HideToolbar"),r)},e.prototype.setHideMenubar=function(t){var r=this.dict.context.obj(t);this.dict.set(v.of("HideMenubar"),r)},e.prototype.setHideWindowUI=function(t){var r=this.dict.context.obj(t);this.dict.set(v.of("HideWindowUI"),r)},e.prototype.setFitWindow=function(t){var r=this.dict.context.obj(t);this.dict.set(v.of("FitWindow"),r)},e.prototype.setCenterWindow=function(t){var r=this.dict.context.obj(t);this.dict.set(v.of("CenterWindow"),r)},e.prototype.setDisplayDocTitle=function(t){var r=this.dict.context.obj(t);this.dict.set(v.of("DisplayDocTitle"),r)},e.prototype.setNonFullScreenPageMode=function(t){bt(t,"nonFullScreenPageMode",pn);var r=v.of(t);this.dict.set(v.of("NonFullScreenPageMode"),r)},e.prototype.setReadingDirection=function(t){bt(t,"readingDirection",vn);var r=v.of(t);this.dict.set(v.of("Direction"),r)},e.prototype.setPrintScaling=function(t){bt(t,"printScaling",mn);var r=v.of(t);this.dict.set(v.of("PrintScaling"),r)},e.prototype.setDuplex=function(t){bt(t,"duplex",xo);var r=v.of(t);this.dict.set(v.of("Duplex"),r)},e.prototype.setPickTrayByPDFSize=function(t){var r=this.dict.context.obj(t);this.dict.set(v.of("PickTrayByPDFSize"),r)},e.prototype.setPrintPageRange=function(t){Array.isArray(t)||(t=[t]);for(var r=[],n=0,o=t.length;n<o;n++)r.push(t[n].start),r.push(t[n].end);Pi(r,"printPageRange",["number"]);var i=this.dict.context.obj(r);this.dict.set(v.of("PrintPageRange"),i)},e.prototype.setNumCopies=function(t){Ue(t,"numCopies",1,Number.MAX_VALUE),Oc(t,"numCopies");var r=this.dict.context.obj(t);this.dict.set(v.of("NumCopies"),r)},e.fromDict=function(t){return new e(t)},e.create=function(t){var r=t.obj({});return new e(r)},e}(),Bi=pv;var vv=/\/([^\0\t\n\f\r\ ]+)[\0\t\n\f\r\ ]*(\d*\.\d+|\d+)?[\0\t\n\f\r\ ]+Tf/,mv=function(){function e(t,r){this.dict=t,this.ref=r}return e.prototype.T=function(){return this.dict.lookupMaybe(v.of("T"),te,L)},e.prototype.Ff=function(){var t=this.getInheritableAttribute(v.of("Ff"));return this.dict.context.lookupMaybe(t,z)},e.prototype.V=function(){var t=this.getInheritableAttribute(v.of("V"));return this.dict.context.lookup(t)},e.prototype.Kids=function(){return this.dict.lookupMaybe(v.of("Kids"),K)},e.prototype.DA=function(){var t=this.dict.lookup(v.of("DA"));if(t instanceof te||t instanceof L)return t},e.prototype.setKids=function(t){this.dict.set(v.of("Kids"),this.dict.context.obj(t))},e.prototype.getParent=function(){var t=this.dict.get(v.of("Parent"));if(t instanceof Y){var r=this.dict.lookup(v.of("Parent"),j);return new e(r,t)}},e.prototype.setParent=function(t){t?this.dict.set(v.of("Parent"),t):this.dict.delete(v.of("Parent"))},e.prototype.getFullyQualifiedName=function(){var t=this.getParent();return t?t.getFullyQualifiedName()+"."+this.getPartialName():this.getPartialName()},e.prototype.getPartialName=function(){var t;return(t=this.T())===null||t===void 0?void 0:t.decodeText()},e.prototype.setPartialName=function(t){t?this.dict.set(v.of("T"),L.fromText(t)):this.dict.delete(v.of("T"))},e.prototype.setDefaultAppearance=function(t){this.dict.set(v.of("DA"),te.of(t))},e.prototype.getDefaultAppearance=function(){var t=this.DA();return t instanceof L?t.decodeText():t?.asString()},e.prototype.setFontSize=function(t){var r,n=(r=this.getFullyQualifiedName())!==null&&r!==void 0?r:"",o=this.getDefaultAppearance();if(!o)throw new jc(n);var i=Ln(o,vv);if(!i.match)throw new Hc(n);var a=o.slice(0,i.pos-i.match[0].length),s=i.pos<=o.length?o.slice(i.pos):"",f=i.match[1],l=a+" /"+f+" "+t+" Tf "+s;this.setDefaultAppearance(l)},e.prototype.getFlags=function(){var t,r;return(r=(t=this.Ff())===null||t===void 0?void 0:t.asNumber())!==null&&r!==void 0?r:0},e.prototype.setFlags=function(t){this.dict.set(v.of("Ff"),z.of(t))},e.prototype.hasFlag=function(t){var r=this.getFlags();return(r&t)!==0},e.prototype.setFlag=function(t){var r=this.getFlags();this.setFlags(r|t)},e.prototype.clearFlag=function(t){var r=this.getFlags();this.setFlags(r&~t)},e.prototype.setFlagTo=function(t,r){r?this.setFlag(t):this.clearFlag(t)},e.prototype.getInheritableAttribute=function(t){var r;return this.ascend(function(n){r||(r=n.dict.get(t))}),r},e.prototype.ascend=function(t){t(this);var r=this.getParent();r&&r.ascend(t)},e}(),Fo=mv;var gv=function(){function e(t){this.dict=t}return e.prototype.W=function(){var t=this.dict.lookup(v.of("W"));if(t instanceof z)return t},e.prototype.getWidth=function(){var t,r;return(r=(t=this.W())===null||t===void 0?void 0:t.asNumber())!==null&&r!==void 0?r:1},e.prototype.setWidth=function(t){var r=this.dict.context.obj(t);this.dict.set(v.of("W"),r)},e.fromDict=function(t){return new e(t)},e}(),Mi=gv;var bv=function(){function e(t){this.dict=t}return e.prototype.Rect=function(){return this.dict.lookup(v.of("Rect"),K)},e.prototype.AP=function(){return this.dict.lookupMaybe(v.of("AP"),j)},e.prototype.F=function(){var t=this.dict.lookup(v.of("F"));return this.dict.context.lookupMaybe(t,z)},e.prototype.getRectangle=function(){var t,r=this.Rect();return(t=r?.asRectangle())!==null&&t!==void 0?t:{x:0,y:0,width:0,height:0}},e.prototype.setRectangle=function(t){var r=t.x,n=t.y,o=t.width,i=t.height,a=this.dict.context.obj([r,n,r+o,n+i]);this.dict.set(v.of("Rect"),a)},e.prototype.getAppearanceState=function(){var t=this.dict.lookup(v.of("AS"));if(t instanceof v)return t},e.prototype.setAppearanceState=function(t){this.dict.set(v.of("AS"),t)},e.prototype.setAppearances=function(t){this.dict.set(v.of("AP"),t)},e.prototype.ensureAP=function(){var t=this.AP();return t||(t=this.dict.context.obj({}),this.dict.set(v.of("AP"),t)),t},e.prototype.getNormalAppearance=function(){var t=this.ensureAP(),r=t.get(v.of("N"));if(r instanceof Y||r instanceof j)return r;throw new Error("Unexpected N type: "+r?.constructor.name)},e.prototype.setNormalAppearance=function(t){var r=this.ensureAP();r.set(v.of("N"),t)},e.prototype.setRolloverAppearance=function(t){var r=this.ensureAP();r.set(v.of("R"),t)},e.prototype.setDownAppearance=function(t){var r=this.ensureAP();r.set(v.of("D"),t)},e.prototype.removeRolloverAppearance=function(){var t=this.AP();t?.delete(v.of("R"))},e.prototype.removeDownAppearance=function(){var t=this.AP();t?.delete(v.of("D"))},e.prototype.getAppearances=function(){var t=this.AP();if(t){var r=t.lookup(v.of("N"),j,me),n=t.lookupMaybe(v.of("R"),j,me),o=t.lookupMaybe(v.of("D"),j,me);return{normal:r,rollover:n,down:o}}},e.prototype.getFlags=function(){var t,r;return(r=(t=this.F())===null||t===void 0?void 0:t.asNumber())!==null&&r!==void 0?r:0},e.prototype.setFlags=function(t){this.dict.set(v.of("F"),z.of(t))},e.prototype.hasFlag=function(t){var r=this.getFlags();return(r&t)!==0},e.prototype.setFlag=function(t){var r=this.getFlags();this.setFlags(r|t)},e.prototype.clearFlag=function(t){var r=this.getFlags();this.setFlags(r&~t)},e.prototype.setFlagTo=function(t,r){r?this.setFlag(t):this.clearFlag(t)},e.fromDict=function(t){return new e(t)},e}(),ss=bv;var yv=function(){function e(t){this.dict=t}return e.prototype.R=function(){var t=this.dict.lookup(v.of("R"));if(t instanceof z)return t},e.prototype.BC=function(){var t=this.dict.lookup(v.of("BC"));if(t instanceof K)return t},e.prototype.BG=function(){var t=this.dict.lookup(v.of("BG"));if(t instanceof K)return t},e.prototype.CA=function(){var t=this.dict.lookup(v.of("CA"));if(t instanceof L||t instanceof te)return t},e.prototype.RC=function(){var t=this.dict.lookup(v.of("RC"));if(t instanceof L||t instanceof te)return t},e.prototype.AC=function(){var t=this.dict.lookup(v.of("AC"));if(t instanceof L||t instanceof te)return t},e.prototype.getRotation=function(){var t;return(t=this.R())===null||t===void 0?void 0:t.asNumber()},e.prototype.getBorderColor=function(){var t=this.BC();if(t){for(var r=[],n=0,o=t?.size();n<o;n++){var i=t.get(n);i instanceof z&&r.push(i.asNumber())}return r}},e.prototype.getBackgroundColor=function(){var t=this.BG();if(t){for(var r=[],n=0,o=t?.size();n<o;n++){var i=t.get(n);i instanceof z&&r.push(i.asNumber())}return r}},e.prototype.getCaptions=function(){var t=this.CA(),r=this.RC(),n=this.AC();return{normal:t?.decodeText(),rollover:r?.decodeText(),down:n?.decodeText()}},e.prototype.setRotation=function(t){var r=this.dict.context.obj(t);this.dict.set(v.of("R"),r)},e.prototype.setBorderColor=function(t){var r=this.dict.context.obj(t);this.dict.set(v.of("BC"),r)},e.prototype.setBackgroundColor=function(t){var r=this.dict.context.obj(t);this.dict.set(v.of("BG"),r)},e.prototype.setCaptions=function(t){var r=L.fromText(t.normal);if(this.dict.set(v.of("CA"),r),t.rollover){var n=L.fromText(t.rollover);this.dict.set(v.of("RC"),n)}else this.dict.delete(v.of("RC"));if(t.down){var o=L.fromText(t.down);this.dict.set(v.of("AC"),o)}else this.dict.delete(v.of("AC"))},e.fromDict=function(t){return new e(t)},e}(),wo=yv;var xv=function(e){T(t,e);function t(){return e!==null&&e.apply(this,arguments)||this}return t.prototype.MK=function(){var r=this.dict.lookup(v.of("MK"));if(r instanceof j)return r},t.prototype.BS=function(){var r=this.dict.lookup(v.of("BS"));if(r instanceof j)return r},t.prototype.DA=function(){var r=this.dict.lookup(v.of("DA"));if(r instanceof te||r instanceof L)return r},t.prototype.P=function(){var r=this.dict.get(v.of("P"));if(r instanceof Y)return r},t.prototype.setP=function(r){this.dict.set(v.of("P"),r)},t.prototype.setDefaultAppearance=function(r){this.dict.set(v.of("DA"),te.of(r))},t.prototype.getDefaultAppearance=function(){var r=this.DA();return r instanceof L?r.decodeText():r?.asString()},t.prototype.getAppearanceCharacteristics=function(){var r=this.MK();if(r)return wo.fromDict(r)},t.prototype.getOrCreateAppearanceCharacteristics=function(){var r=this.MK();if(r)return wo.fromDict(r);var n=wo.fromDict(this.dict.context.obj({}));return this.dict.set(v.of("MK"),n.dict),n},t.prototype.getBorderStyle=function(){var r=this.BS();if(r)return Mi.fromDict(r)},t.prototype.getOrCreateBorderStyle=function(){var r=this.BS();if(r)return Mi.fromDict(r);var n=Mi.fromDict(this.dict.context.obj({}));return this.dict.set(v.of("BS"),n.dict),n},t.prototype.getOnValue=function(){var r,n=(r=this.getAppearances())===null||r===void 0?void 0:r.normal;if(n instanceof j)for(var o=n.keys(),i=0,a=o.length;i<a;i++){var s=o[i];if(s!==v.of("Off"))return s}},t.fromDict=function(r){return new t(r)},t.create=function(r,n){var o=r.obj({Type:"Annot",Subtype:"Widget",Rect:[0,0,0,0],Parent:n});return new t(o)},t}(ss),gn=xv;var Fv=function(e){T(t,e);function t(){return e!==null&&e.apply(this,arguments)||this}return t.prototype.FT=function(){var r=this.getInheritableAttribute(v.of("FT"));return this.dict.context.lookup(r,v)},t.prototype.getWidgets=function(){var r=this.Kids();if(!r)return[gn.fromDict(this.dict)];for(var n=new Array(r.size()),o=0,i=r.size();o<i;o++){var a=r.lookup(o,j);n[o]=gn.fromDict(a)}return n},t.prototype.addWidget=function(r){var n=this.normalizedEntries().Kids;n.push(r)},t.prototype.removeWidget=function(r){var n=this.Kids();if(n){if(r<0||r>n.size())throw new fn(r,0,n.size());n.remove(r)}else{if(r!==0)throw new fn(r,0,0);this.setKids([])}},t.prototype.normalizedEntries=function(){var r=this.Kids();return r||(r=this.dict.context.obj([this.ref]),this.dict.set(v.of("Kids"),r)),{Kids:r}},t.fromDict=function(r,n){return new t(r,n)},t}(Fo),it=Fv;var wv=function(e){T(t,e);function t(){return e!==null&&e.apply(this,arguments)||this}return t.prototype.Opt=function(){return this.dict.lookupMaybe(v.of("Opt"),te,L,K)},t.prototype.setOpt=function(r){this.dict.set(v.of("Opt"),this.dict.context.obj(r))},t.prototype.getExportValues=function(){var r=this.Opt();if(r){if(r instanceof te||r instanceof L)return[r];for(var n=[],o=0,i=r.size();o<i;o++){var a=r.lookup(o);(a instanceof te||a instanceof L)&&n.push(a)}return n}},t.prototype.removeExportValue=function(r){var n=this.Opt();if(n)if(n instanceof te||n instanceof L){if(r!==0)throw new fn(r,0,0);this.setOpt([])}else{if(r<0||r>n.size())throw new fn(r,0,n.size());n.remove(r)}},t.prototype.normalizeExportValues=function(){for(var r,n,o,i,a=(r=this.getExportValues())!==null&&r!==void 0?r:[],s=[],f=this.getWidgets(),l=0,c=f.length;l<c;l++){var u=f[l],d=(n=a[l])!==null&&n!==void 0?n:L.fromText((i=(o=u.getOnValue())===null||o===void 0?void 0:o.decodeText())!==null&&i!==void 0?i:"");s.push(d)}this.setOpt(s)},t.prototype.addOpt=function(r,n){var o;this.normalizeExportValues();var i=r.decodeText(),a;if(n)for(var s=(o=this.getExportValues())!==null&&o!==void 0?o:[],f=0,l=s.length;f<l;f++){var c=s[f];c.decodeText()===i&&(a=f)}var u=this.Opt();return u.push(r),a??u.size()-1},t.prototype.addWidgetWithOpt=function(r,n,o){var i=this.addOpt(n,o),a=v.of(String(i));return this.addWidget(r),a},t}(it),zr=wv;var Sv=function(e){T(t,e);function t(){return e!==null&&e.apply(this,arguments)||this}return t.prototype.setValue=function(r){var n,o=(n=this.getOnValue())!==null&&n!==void 0?n:v.of("Yes");if(r!==o&&r!==v.of("Off"))throw new cn;this.dict.set(v.of("V"),r);for(var i=this.getWidgets(),a=0,s=i.length;a<s;a++){var f=i[a],l=f.getOnValue()===r?r:v.of("Off");f.setAppearanceState(l)}},t.prototype.getValue=function(){var r=this.V();return r instanceof v?r:v.of("Off")},t.prototype.getOnValue=function(){var r=this.getWidgets()[0];return r?.getOnValue()},t.fromDict=function(r,n){return new t(r,n)},t.create=function(r){var n=r.obj({FT:"Btn",Kids:[]}),o=r.register(n);return new t(n,o)},t}(zr),rr=Sv;var Te=function(e){return 1<<e},ct;(function(e){e[e.ReadOnly=Te(0)]="ReadOnly",e[e.Required=Te(1)]="Required",e[e.NoExport=Te(2)]="NoExport"})(ct||(ct={}));var We;(function(e){e[e.NoToggleToOff=Te(14)]="NoToggleToOff",e[e.Radio=Te(15)]="Radio",e[e.PushButton=Te(16)]="PushButton",e[e.RadiosInUnison=Te(25)]="RadiosInUnison"})(We||(We={}));var ye;(function(e){e[e.Multiline=Te(12)]="Multiline",e[e.Password=Te(13)]="Password",e[e.FileSelect=Te(20)]="FileSelect",e[e.DoNotSpellCheck=Te(22)]="DoNotSpellCheck",e[e.DoNotScroll=Te(23)]="DoNotScroll",e[e.Comb=Te(24)]="Comb",e[e.RichText=Te(25)]="RichText"})(ye||(ye={}));var ae;(function(e){e[e.Combo=Te(17)]="Combo",e[e.Edit=Te(18)]="Edit",e[e.Sort=Te(19)]="Sort",e[e.MultiSelect=Te(21)]="MultiSelect",e[e.DoNotSpellCheck=Te(22)]="DoNotSpellCheck",e[e.CommitOnSelChange=Te(26)]="CommitOnSelChange"})(ae||(ae={}));var Pv=function(e){T(t,e);function t(){return e!==null&&e.apply(this,arguments)||this}return t.prototype.setValues=function(r){if(this.hasFlag(ae.Combo)&&!this.hasFlag(ae.Edit)&&!this.valuesAreValid(r))throw new cn;if(r.length===0&&this.dict.delete(v.of("V")),r.length===1&&this.dict.set(v.of("V"),r[0]),r.length>1){if(!this.hasFlag(ae.MultiSelect))throw new Lc;this.dict.set(v.of("V"),this.dict.context.obj(r))}this.updateSelectedIndices(r)},t.prototype.valuesAreValid=function(r){for(var n=this.getOptions(),o=function(f,l){var c=r[f].decodeText();if(!n.find(function(u){return c===(u.display||u.value).decodeText()}))return{value:!1}},i=0,a=r.length;i<a;i++){var s=o(i,a);if(typeof s=="object")return s.value}return!0},t.prototype.updateSelectedIndices=function(r){if(r.length>1){for(var n=new Array(r.length),o=this.getOptions(),i=function(f,l){var c=r[f].decodeText();n[f]=o.findIndex(function(u){return c===(u.display||u.value).decodeText()})},a=0,s=r.length;a<s;a++)i(a,s);this.dict.set(v.of("I"),this.dict.context.obj(n.sort()))}else this.dict.delete(v.of("I"))},t.prototype.getValues=function(){var r=this.V();if(r instanceof te||r instanceof L)return[r];if(r instanceof K){for(var n=[],o=0,i=r.size();o<i;o++){var a=r.lookup(o);(a instanceof te||a instanceof L)&&n.push(a)}return n}return[]},t.prototype.Opt=function(){return this.dict.lookupMaybe(v.of("Opt"),te,L,K)},t.prototype.setOptions=function(r){for(var n=new Array(r.length),o=0,i=r.length;o<i;o++){var a=r[o],s=a.value,f=a.display;n[o]=this.dict.context.obj([s,f||s])}this.dict.set(v.of("Opt"),this.dict.context.obj(n))},t.prototype.getOptions=function(){var r=this.Opt();if(r instanceof te||r instanceof 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q(this,function(o){switch(o.label){case 0:return r=this.parseIndirectObjectHeader(),this.skipWhitespaceAndComments(),n=this.parseObject(),this.skipWhitespaceAndComments(),this.matchKeyword(he.endobj),n instanceof At&&n.dict.lookup(v.of("Type"))===v.of("ObjStm")?[4,us.forStream(n,this.shouldWaitForTick).parseIntoContext()]:[3,2];case 1:return o.sent(),[3,3];case 2:n instanceof At&&n.dict.lookup(v.of("Type"))===v.of("XRef")?ds.forStream(n).parseIntoContext():this.context.assign(r,n),o.label=3;case 3:return[2,r]}})})},t.prototype.tryToParseInvalidIndirectObject=function(){var r=this.bytes.position(),n="Trying to parse invalid object: "+JSON.stringify(r)+")";if(this.throwOnInvalidObject)throw new Error(n);console.warn(n);var o=this.parseIndirectObjectHeader();console.warn("Invalid object ref: "+o),this.skipWhitespaceAndComments();for(var i=this.bytes.offset(),a=!0;!this.bytes.done()&&(this.matchKeyword(he.endobj)&&(a=!1),!!a);)this.bytes.next();if(a)throw new Wc(r);var s=this.bytes.offset()-he.endobj.length,f=po.of(this.bytes.slice(i,s));return this.context.assign(o,f),o},t.prototype.parseIndirectObjects=function(){return U(this,void 0,void 0,function(){var r,n;return q(this,function(o){switch(o.label){case 0:this.skipWhitespaceAndComments(),o.label=1;case 1:if(!(!this.bytes.done()&&Me[this.bytes.peek()]))return[3,8];r=this.bytes.offset(),o.label=2;case 2:return o.trys.push([2,4,,5]),[4,this.parseIndirectObject()];case 3:return o.sent(),[3,5];case 4:return n=o.sent(),this.bytes.moveTo(r),this.tryToParseInvalidIndirectObject(),[3,5];case 5:return this.skipWhitespaceAndComments(),this.skipJibberish(),this.shouldWaitForTick()?[4,Pt()]:[3,7];case 6:o.sent(),o.label=7;case 7:return[3,1];case 8:return[2]}})})},t.prototype.maybeParseCrossRefSection=function(){if(this.skipWhitespaceAndComments(),!!this.matchKeyword(he.xref)){this.skipWhitespaceAndComments();for(var r=-1,n=co.createEmpty();!this.bytes.done()&&Me[this.bytes.peek()];){var 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this.skipWhitespace(),this.matchKeyword(he.eof),this.skipWhitespaceAndComments(),this.matchKeyword(he.eof),this.skipWhitespaceAndComments(),Br.forLastCrossRefSectionOffset(r)}},t.prototype.parseDocumentSection=function(){return U(this,void 0,void 0,function(){return q(this,function(r){switch(r.label){case 0:return[4,this.parseIndirectObjects()];case 1:return r.sent(),this.maybeParseCrossRefSection(),this.maybeParseTrailerDict(),this.maybeParseTrailer(),this.skipJibberish(),[2]}})})},t.prototype.skipJibberish=function(){for(this.skipWhitespaceAndComments();!this.bytes.done();){var r=this.bytes.offset(),n=this.bytes.peek(),o=n>=m.Space&&n<=m.Tilde;if(o&&(this.matchKeyword(he.xref)||this.matchKeyword(he.trailer)||this.matchKeyword(he.startxref)||this.matchIndirectObjectHeader())){this.bytes.moveTo(r);break}this.bytes.next()}},t.prototype.skipBinaryHeaderComment=function(){this.skipWhitespaceAndComments();try{var 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r=[Fe(),t.graphicsState&&cr(t.graphicsState),bs(),Mt(t.color),Lo(t.font,t.size),Tu(t.lineHeight),xs(Ne(t.rotate),Ne(t.xSkew),Ne(t.ySkew),t.x,t.y)].filter(Boolean),n=0,o=e.length;n<o;n++)r.push(gs(e[n]),ku());return r.push(ys(),we()),r},Xi=function(e,t){return[Fe(),t.graphicsState&&cr(t.graphicsState),Ye(t.x,t.y),qr(Ne(t.rotate)),Ur(t.width,t.height),qi(Ne(t.xSkew),Ne(t.ySkew)),jo(e),we()].filter(Boolean)},Hu=function(e,t){return[Fe(),t.graphicsState&&cr(t.graphicsState),Ye(t.x,t.y),qr(Ne(t.rotate)),Ur(t.xScale,t.yScale),qi(Ne(t.xSkew),Ne(t.ySkew)),jo(e),we()].filter(Boolean)},Uu=function(e){var t,r;return[Fe(),e.graphicsState&&cr(e.graphicsState),e.color&&wn(e.color),xn(e.thickness),No((t=e.dashArray)!==null&&t!==void 0?t:[],(r=e.dashPhase)!==null&&r!==void 0?r:0),ut(e.start.x,e.start.y),e.lineCap&&Io(e.lineCap),ut(e.start.x,e.start.y),Ee(e.end.x,e.end.y),Fn(),we()].filter(Boolean)},Wr=function(e){var 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t=$(e.x),r=$(e.y),n=$(e.width),o=$(e.height),i=$(e.borderWidth),a=$(e.padding),s=t+i/2+a,f=r+i/2+a,l=n-(i/2+a)*2,c=o-(i/2+a)*2,u=[ut(s,f),Ee(s,f+c),Ee(s+l,f+c),Ee(s+l,f),Bt(),vs(),ms()],d=Wr({x:t,y:r,width:n,height:o,borderWidth:e.borderWidth,color:e.color,borderColor:e.borderColor,rotate:W(0),xSkew:W(0),ySkew:W(0)}),h=As(e.textLines,{color:e.textColor,font:e.font,size:e.fontSize,rotate:W(0),xSkew:W(0),ySkew:W(0)}),p=ee([Fs("Tx"),Fe()],h,[we(),ws()]);return ee([Fe()],d,u,p,[we()])},Wu=function(e){for(var t=$(e.x),r=$(e.y),n=$(e.width),o=$(e.height),i=$(e.lineHeight),a=$(e.borderWidth),s=$(e.padding),f=t+a/2+s,l=r+a/2+s,c=n-(a/2+s)*2,u=o-(a/2+s)*2,d=[ut(f,l),Ee(f,l+u),Ee(f+c,l+u),Ee(f+c,l),Bt(),vs(),ms()],h=Wr({x:t,y:r,width:n,height:o,borderWidth:e.borderWidth,color:e.color,borderColor:e.borderColor,rotate:W(0),xSkew:W(0),ySkew:W(0)}),p=[],g=0,y=e.selectedLines.length;g<y;g++){var b=e.textLines[e.selectedLines[g]];p.push.apply(p,Wr({x:b.x-s,y:b.y-(i-b.height)/2,width:n-a,height:b.height+(i-b.height)/2,borderWidth:0,color:e.selectedColor,borderColor:void 0,rotate:W(0),xSkew:W(0),ySkew:W(0)}))}var x=As(e.textLines,{color:e.textColor,font:e.font,size:e.fontSize,rotate:W(0),xSkew:W(0),ySkew:W(0)}),P=ee([Fs("Tx"),Fe()],x,[we(),ws()]);return ee([Fe()],h,p,d,P,[we()])};var Vu=function(e){T(t,e);function t(){var r=this,n="Input document to `PDFDocument.load` is encrypted. You can use `PDFDocument.load(..., { ignoreEncryption: true })` if you wish to load the document anyways.";return r=e.call(this,n)||this,r}return t}(Error);var Gu=function(e){T(t,e);function t(){var r=this,n="Input to `PDFDocument.embedFont` was a custom font, but no `fontkit` instance was found. You must register a `fontkit` instance with `PDFDocument.registerFontkit(...)` before embedding custom fonts.";return r=e.call(this,n)||this,r}return t}(Error);var Ku=function(e){T(t,e);function t(){var r=this,n="A `page` passed to `PDFDocument.addPage` or `PDFDocument.insertPage` was from a different (foreign) PDF document. If you want to copy pages from one PDFDocument to another, you must use `PDFDocument.copyPages(...)` to copy the pages before adding or inserting them.";return r=e.call(this,n)||this,r}return t}(Error);var Xu=function(e){T(t,e);function t(){var r=this,n="PDFDocument has no pages so `PDFDocument.removePage` cannot be called";return r=e.call(this,n)||this,r}return t}(Error);var Zu=function(e){T(t,e);function t(r){var n=this,o='PDFDocument has no form field with the name "'+r+'"';return n=e.call(this,o)||this,n}return t}(Error);var dr=function(e){T(t,e);function t(r,n,o){var i,a,s=this,f=n?.name,l=(a=(i=o?.constructor)===null||i===void 0?void 0:i.name)!==null&&a!==void 0?a:o,c='Expected field "'+r+'" to be of type '+f+", "+("but it is actually of type "+l);return s=e.call(this,c)||this,s}return t}(Error);var UD=function(e){T(t,e);function t(r){var n=this,o='Failed to select check box due to missing onValue: "'+r+'"';return n=e.call(this,o)||this,n}return t}(Error);var Os=function(e){T(t,e);function t(r){var n=this,o='A field already exists with the specified name: "'+r+'"';return n=e.call(this,o)||this,n}return t}(Error);var Yu=function(e){T(t,e);function t(r){var n=this,o='Field name contains invalid component: "'+r+'"';return n=e.call(this,o)||this,n}return t}(Error);var qD=function(e){T(t,e);function t(r){var n=this,o='A non-terminal field already exists with the specified name: "'+r+'"';return n=e.call(this,o)||this,n}return t}(Error);var Ju=function(e){T(t,e);function t(r){var n=this,o="Reading rich text fields is not supported: Attempted to read rich text field: "+r;return n=e.call(this,o)||this,n}return t}(Error);var Qu=function(e){T(t,e);function t(r,n){var o=this,i="Failed to layout combed text as lineLength="+r+" is greater than cellCount="+n;return o=e.call(this,i)||this,o}return t}(Error);var _u=function(e){T(t,e);function t(r,n,o){var i=this,a="Attempted to set text with length="+r+" for TextField with maxLength="+n+" and 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r=t.alignment,n=t.fontSize,o=t.font,i=t.bounds,a=la(br(e));(n===void 0||n===0)&&(n=rd([a],o,i));var s=o.encodeText(a),f=o.widthOfTextAtSize(a,n),l=o.heightAtSize(n,{descender:!1}),c=r===Se.Left?i.x:r===Se.Center?i.x+i.width/2-f/2:r===Se.Right?i.x+i.width-f:i.x,u=i.y+(i.height/2-l/2);return{fontSize:n,line:{text:a,encoded:s,width:f,height:l,x:c,y:u},bounds:{x:c,y:u,width:f,height:l}}};var pt=function(e){return"normal"in e?e:{normal:e}},om=/\/([^\0\t\n\f\r\ ]+)[\0\t\n\f\r\ ]+(\d*\.\d+|\d+)[\0\t\n\f\r\ ]+Tf/,hr=function(e){var t,r,n=(t=e.getDefaultAppearance())!==null&&t!==void 0?t:"",o=(r=Ln(n,om).match)!==null&&r!==void 0?r:[],i=Number(o[2]);return isFinite(i)?i:void 0},im=/(\d*\.\d+|\d+)[\0\t\n\f\r\ ]*(\d*\.\d+|\d+)?[\0\t\n\f\r\ ]*(\d*\.\d+|\d+)?[\0\t\n\f\r\ ]*(\d*\.\d+|\d+)?[\0\t\n\f\r\ ]+(g|rg|k)/,dt=function(e){var t,r=(t=e.getDefaultAppearance())!==null&&t!==void 0?t:"",n=Ln(r,im).match,o=n??[],i=o[1],a=o[2],s=o[3],f=o[4],l=o[5];if(l==="g"&&i)return Ss(Number(i));if(l==="rg"&&i&&a&&s)return oe(Number(i),Number(a),Number(s));if(l==="k"&&i&&a&&s&&f)return Ps(Number(i),Number(a),Number(s),Number(f))},ht=function(e,t,r,n){var o;n===void 0&&(n=0);var i=[Mt(t).toString(),Lo((o=r?.name)!==null&&o!==void 0?o:"dummy__noop",n).toString()].join(` +`);e.setDefaultAppearance(i)},od=function(e,t){var r,n,o,i=dt(t),a=dt(e.acroField),s=t.getRectangle(),f=t.getAppearanceCharacteristics(),l=t.getBorderStyle(),c=(r=l?.getWidth())!==null&&r!==void 0?r:0,u=yt(f?.getRotation()),d=Vt(s,u),h=d.width,p=d.height,g=xt(Z(Z({},s),{rotation:u})),y=oe(0,0,0),b=(n=Ve(f?.getBorderColor()))!==null&&n!==void 0?n:y,x=Ve(f?.getBackgroundColor()),P=Ve(f?.getBackgroundColor(),.8),S=(o=i??a)!==null&&o!==void 0?o:y;ht(i?t:e.acroField,S);var F={x:0+c/2,y:0+c/2,width:h-c,height:p-c,thickness:1.5,borderWidth:c,borderColor:b,markColor:S};return{normal:{on:ee(g,qo(Z(Z({},F),{color:x,filled:!0}))),off:ee(g,qo(Z(Z({},F),{color:x,filled:!1})))},down:{on:ee(g,qo(Z(Z({},F),{color:P,filled:!0}))),off:ee(g,qo(Z(Z({},F),{color:P,filled:!1})))}}},id=function(e,t){var r,n,o,i=dt(t),a=dt(e.acroField),s=t.getRectangle(),f=t.getAppearanceCharacteristics(),l=t.getBorderStyle(),c=(r=l?.getWidth())!==null&&r!==void 0?r:0,u=yt(f?.getRotation()),d=Vt(s,u),h=d.width,p=d.height,g=xt(Z(Z({},s),{rotation:u})),y=oe(0,0,0),b=(n=Ve(f?.getBorderColor()))!==null&&n!==void 0?n:y,x=Ve(f?.getBackgroundColor()),P=Ve(f?.getBackgroundColor(),.8),S=(o=i??a)!==null&&o!==void 0?o:y;ht(i?t:e.acroField,S);var F={x:h/2,y:p/2,width:h-c,height:p-c,borderWidth:c,borderColor:b,dotColor:S};return{normal:{on:ee(g,Wo(Z(Z({},F),{color:x,filled:!0}))),off:ee(g,Wo(Z(Z({},F),{color:x,filled:!1})))},down:{on:ee(g,Wo(Z(Z({},F),{color:P,filled:!0}))),off:ee(g,Wo(Z(Z({},F),{color:P,filled:!1})))}}},ad=function(e,t,r){var n,o,i,a,s,f=dt(t),l=dt(e.acroField),c=hr(t),u=hr(e.acroField),d=t.getRectangle(),h=t.getAppearanceCharacteristics(),p=t.getBorderStyle(),g=h?.getCaptions(),y=(n=g?.normal)!==null&&n!==void 0?n:"",b=(i=(o=g?.down)!==null&&o!==void 0?o:y)!==null&&i!==void 0?i:"",x=(a=p?.getWidth())!==null&&a!==void 0?a:0,P=yt(h?.getRotation()),S=Vt(d,P),F=S.width,C=S.height,D=xt(Z(Z({},d),{rotation:P})),k=oe(0,0,0),A=Ve(h?.getBorderColor()),M=Ve(h?.getBackgroundColor()),E=Ve(h?.getBackgroundColor(),.8),B={x,y:x,width:F-x*2,height:C-x*2},N=Vo(y,{alignment:Se.Center,fontSize:c??u,font:r,bounds:B}),I=Vo(b,{alignment:Se.Center,fontSize:c??u,font:r,bounds:B}),X=Math.min(N.fontSize,I.fontSize),re=(s=f??l)!==null&&s!==void 0?s:k;ht(f||c!==void 0?t:e.acroField,re,r,X);var H={x:0+x/2,y:0+x/2,width:F-x,height:C-x,borderWidth:x,borderColor:A,textColor:re,font:r.name,fontSize:X};return{normal:ee(D,Es(Z(Z({},H),{color:M,textLines:[N.line]}))),down:ee(D,Es(Z(Z({},H),{color:E,textLines:[I.line]})))}},sd=function(e,t,r){var n,o,i,a,s=dt(t),f=dt(e.acroField),l=hr(t),c=hr(e.acroField),u=t.getRectangle(),d=t.getAppearanceCharacteristics(),h=t.getBorderStyle(),p=(n=e.getText())!==null&&n!==void 0?n:"",g=(o=h?.getWidth())!==null&&o!==void 0?o:0,y=yt(d?.getRotation()),b=Vt(u,y),x=b.width,P=b.height,S=xt(Z(Z({},u),{rotation:y})),F=oe(0,0,0),C=Ve(d?.getBorderColor()),D=Ve(d?.getBackgroundColor()),k,A,M=e.isCombed()?0:1,E={x:g+M,y:g+M,width:x-(g+M)*2,height:P-(g+M)*2};if(e.isMultiline()){var B=Bs(p,{alignment:e.getAlignment(),fontSize:l??c,font:r,bounds:E});k=B.lines,A=B.fontSize}else if(e.isCombed()){var B=nd(p,{fontSize:l??c,font:r,bounds:E,cellCount:(i=e.getMaxLength())!==null&&i!==void 0?i:0});k=B.cells,A=B.fontSize}else{var B=Vo(p,{alignment:e.getAlignment(),fontSize:l??c,font:r,bounds:E});k=[B.line],A=B.fontSize}var N=(a=s??f)!==null&&a!==void 0?a:F;ht(s||l!==void 0?t:e.acroField,N,r,A);var I={x:0+g/2,y:0+g/2,width:x-g,height:P-g,borderWidth:g??0,borderColor:C,textColor:N,font:r.name,fontSize:A,color:D,textLines:k,padding:M};return ee(S,Rs(I))},ld=function(e,t,r){var n,o,i,a=dt(t),s=dt(e.acroField),f=hr(t),l=hr(e.acroField),c=t.getRectangle(),u=t.getAppearanceCharacteristics(),d=t.getBorderStyle(),h=(n=e.getSelected()[0])!==null&&n!==void 0?n:"",p=(o=d?.getWidth())!==null&&o!==void 0?o:0,g=yt(u?.getRotation()),y=Vt(c,g),b=y.width,x=y.height,P=xt(Z(Z({},c),{rotation:g})),S=oe(0,0,0),F=Ve(u?.getBorderColor()),C=Ve(u?.getBackgroundColor()),D=1,k={x:p+D,y:p+D,width:b-(p+D)*2,height:x-(p+D)*2},A=Vo(h,{alignment:Se.Left,fontSize:f??l,font:r,bounds:k}),M=A.line,E=A.fontSize,B=(i=a??s)!==null&&i!==void 0?i:S;ht(a||f!==void 0?t:e.acroField,B,r,E);var N={x:0+p/2,y:0+p/2,width:b-p,height:x-p,borderWidth:p??0,borderColor:F,textColor:B,font:r.name,fontSize:E,color:C,textLines:[M],padding:D};return ee(P,Rs(N))},fd=function(e,t,r){var n,o,i=dt(t),a=dt(e.acroField),s=hr(t),f=hr(e.acroField),l=t.getRectangle(),c=t.getAppearanceCharacteristics(),u=t.getBorderStyle(),d=(n=u?.getWidth())!==null&&n!==void 0?n:0,h=yt(c?.getRotation()),p=Vt(l,h),g=p.width,y=p.height,b=xt(Z(Z({},l),{rotation:h})),x=oe(0,0,0),P=Ve(c?.getBorderColor()),S=Ve(c?.getBackgroundColor()),F=e.getOptions(),C=e.getSelected();e.isSorted()&&F.sort();for(var D="",k=0,A=F.length;k<A;k++)D+=F[k],k<A-1&&(D+=` +`);for(var M=1,E={x:d+M,y:d+M,width:g-(d+M)*2,height:y-(d+M)*2},B=Bs(D,{alignment:Se.Left,fontSize:s??f,font:r,bounds:E}),N=B.lines,I=B.fontSize,X=B.lineHeight,re=[],k=0,A=N.length;k<A;k++){var H=N[k];C.includes(H.text)&&re.push(k)}var ue=oe(153/255,193/255,218/255),ke=(o=i??a)!==null&&o!==void 0?o:x;return ht(i||s!==void 0?t:e.acroField,ke,r,I),ee(b,Wu({x:0+d/2,y:0+d/2,width:g-d,height:y-d,borderWidth:d??0,borderColor:P,textColor:ke,font:r.name,fontSize:I,color:S,textLines:N,lineHeight:X,selectedColor:ue,selectedLines:re,padding:M}))};var am=function(){function e(t,r,n){this.alreadyEmbedded=!1,w(t,"ref",[[Y,"PDFRef"]]),w(r,"doc",[[Ge,"PDFDocument"]]),w(n,"embedder",[[yo,"PDFPageEmbedder"]]),this.ref=t,this.doc=r,this.width=n.width,this.height=n.height,this.embedder=n}return e.prototype.scale=function(t){return w(t,"factor",["number"]),{width:this.width*t,height:this.height*t}},e.prototype.size=function(){return this.scale(1)},e.prototype.embed=function(){return U(this,void 0,void 0,function(){return q(this,function(t){switch(t.label){case 0:return this.alreadyEmbedded?[3,2]:[4,this.embedder.embedIntoContext(this.doc.context,this.ref)];case 1:t.sent(),this.alreadyEmbedded=!0,t.label=2;case 2:return[2]}})})},e.of=function(t,r,n){return new e(t,r,n)},e}(),Go=am;var sm=function(){function e(t,r,n){this.modified=!0,w(t,"ref",[[Y,"PDFRef"]]),w(r,"doc",[[Ge,"PDFDocument"]]),w(n,"embedder",[[Nr,"CustomFontEmbedder"],[Mr,"StandardFontEmbedder"]]),this.ref=t,this.doc=r,this.name=n.fontName,this.embedder=n}return e.prototype.encodeText=function(t){return w(t,"text",["string"]),this.modified=!0,this.embedder.encodeText(t)},e.prototype.widthOfTextAtSize=function(t,r){return w(t,"text",["string"]),w(r,"size",["number"]),this.embedder.widthOfTextAtSize(t,r)},e.prototype.heightAtSize=function(t,r){var n;return w(t,"size",["number"]),R(r?.descender,"options.descender",["boolean"]),this.embedder.heightOfFontAtSize(t,{descender:(n=r?.descender)!==null&&n!==void 0?n:!0})},e.prototype.sizeAtHeight=function(t){return w(t,"height",["number"]),this.embedder.sizeOfFontAtHeight(t)},e.prototype.getCharacterSet=function(){return this.embedder instanceof Mr?this.embedder.encoding.supportedCodePoints:this.embedder.font.characterSet},e.prototype.embed=function(){return U(this,void 0,void 0,function(){return q(this,function(t){switch(t.label){case 0:return this.modified?[4,this.embedder.embedIntoContext(this.doc.context,this.ref)]:[3,2];case 1:t.sent(),this.modified=!1,t.label=2;case 2:return[2]}})})},e.of=function(t,r,n){return new e(t,r,n)},e}(),De=sm;var lm=function(){function e(t,r,n){w(t,"ref",[[Y,"PDFRef"]]),w(r,"doc",[[Ge,"PDFDocument"]]),w(n,"embedder",[[mo,"JpegEmbedder"],[go,"PngEmbedder"]]),this.ref=t,this.doc=r,this.width=n.width,this.height=n.height,this.embedder=n}return e.prototype.scale=function(t){return w(t,"factor",["number"]),{width:this.width*t,height:this.height*t}},e.prototype.scaleToFit=function(t,r){w(t,"width",["number"]),w(r,"height",["number"]);var n=t/this.width,o=r/this.height,i=Math.min(n,o);return this.scale(i)},e.prototype.size=function(){return this.scale(1)},e.prototype.embed=function(){return U(this,void 0,void 0,function(){var t,r,n;return q(this,function(o){switch(o.label){case 0:return this.embedder?(this.embedTask||(t=this,r=t.doc,n=t.ref,this.embedTask=this.embedder.embedIntoContext(r.context,n)),[4,this.embedTask]):[2];case 1:return o.sent(),this.embedder=void 0,[2]}})})},e.of=function(t,r,n){return new e(t,r,n)},e}(),Sn=lm;var Ft;(function(e){e[e.Left=0]="Left",e[e.Center=1]="Center",e[e.Right=2]="Right"})(Ft||(Ft={}));var vt=function(e){R(e?.x,"options.x",["number"]),R(e?.y,"options.y",["number"]),R(e?.width,"options.width",["number"]),R(e?.height,"options.height",["number"]),R(e?.textColor,"options.textColor",[[Object,"Color"]]),R(e?.backgroundColor,"options.backgroundColor",[[Object,"Color"]]),R(e?.borderColor,"options.borderColor",[[Object,"Color"]]),R(e?.borderWidth,"options.borderWidth",["number"]),R(e?.rotate,"options.rotate",[[Object,"Rotation"]])},fm=function(){function e(t,r,n){w(t,"acroField",[[it,"PDFAcroTerminal"]]),w(r,"ref",[[Y,"PDFRef"]]),w(n,"doc",[[Ge,"PDFDocument"]]),this.acroField=t,this.ref=r,this.doc=n}return e.prototype.getName=function(){var t;return(t=this.acroField.getFullyQualifiedName())!==null&&t!==void 0?t:""},e.prototype.isReadOnly=function(){return this.acroField.hasFlag(ct.ReadOnly)},e.prototype.enableReadOnly=function(){this.acroField.setFlagTo(ct.ReadOnly,!0)},e.prototype.disableReadOnly=function(){this.acroField.setFlagTo(ct.ReadOnly,!1)},e.prototype.isRequired=function(){return this.acroField.hasFlag(ct.Required)},e.prototype.enableRequired=function(){this.acroField.setFlagTo(ct.Required,!0)},e.prototype.disableRequired=function(){this.acroField.setFlagTo(ct.Required,!1)},e.prototype.isExported=function(){return!this.acroField.hasFlag(ct.NoExport)},e.prototype.enableExporting=function(){this.acroField.setFlagTo(ct.NoExport,!1)},e.prototype.disableExporting=function(){this.acroField.setFlagTo(ct.NoExport,!0)},e.prototype.needsAppearancesUpdate=function(){throw new je(this.constructor.name,"needsAppearancesUpdate")},e.prototype.defaultUpdateAppearances=function(t){throw new je(this.constructor.name,"defaultUpdateAppearances")},e.prototype.markAsDirty=function(){this.doc.getForm().markFieldAsDirty(this.ref)},e.prototype.markAsClean=function(){this.doc.getForm().markFieldAsClean(this.ref)},e.prototype.isDirty=function(){return this.doc.getForm().fieldIsDirty(this.ref)},e.prototype.createWidget=function(t){var r,n=t.textColor,o=t.backgroundColor,i=t.borderColor,a=t.borderWidth,s=zi(t.rotate),f=t.caption,l=t.x,c=t.y,u=t.width+a,d=t.height+a,h=!!t.hidden,p=t.page;Ci(s,"degreesAngle",90);var g=gn.create(this.doc.context,this.ref),y=Pu({x:l,y:c,width:u,height:d},a,s);g.setRectangle(y),p&&g.setP(p);var b=g.getOrCreateAppearanceCharacteristics();o&&b.setBackgroundColor(Ts(o)),b.setRotation(s),f&&b.setCaptions({normal:f}),i&&b.setBorderColor(Ts(i));var x=g.getOrCreateBorderStyle();if(a!==void 0&&x.setWidth(a),g.setFlagTo(yn.Print,!0),g.setFlagTo(yn.Hidden,h),g.setFlagTo(yn.Invisible,!1),n){var P=(r=this.acroField.getDefaultAppearance())!==null&&r!==void 0?r:"",S=P+` +`+Mt(n).toString();this.acroField.setDefaultAppearance(S)}return g},e.prototype.updateWidgetAppearanceWithFont=function(t,r,n){var o=n.normal,i=n.rollover,a=n.down;this.updateWidgetAppearances(t,{normal:this.createAppearanceStream(t,o,r),rollover:i&&this.createAppearanceStream(t,i,r),down:a&&this.createAppearanceStream(t,a,r)})},e.prototype.updateOnOffWidgetAppearance=function(t,r,n){var o=n.normal,i=n.rollover,a=n.down;this.updateWidgetAppearances(t,{normal:this.createAppearanceDict(t,o,r),rollover:i&&this.createAppearanceDict(t,i,r),down:a&&this.createAppearanceDict(t,a,r)})},e.prototype.updateWidgetAppearances=function(t,r){var n=r.normal,o=r.rollover,i=r.down;t.setNormalAppearance(n),o?t.setRolloverAppearance(o):t.removeRolloverAppearance(),i?t.setDownAppearance(i):t.removeDownAppearance()},e.prototype.createAppearanceStream=function(t,r,n){var o,i=this.acroField.dict.context,a=t.getRectangle(),s=a.width,f=a.height,l=n&&{Font:(o={},o[n.name]=n.ref,o)},c=i.formXObject(r,{Resources:l,BBox:i.obj([0,0,s,f]),Matrix:i.obj([1,0,0,1,0,0])}),u=i.register(c);return u},e.prototype.createImageAppearanceStream=function(t,r,n){var o,i,a=this.acroField.dict.context,s=t.getRectangle(),f=t.getAppearanceCharacteristics(),l=t.getBorderStyle(),c=(i=l?.getWidth())!==null&&i!==void 0?i:0,u=yt(f?.getRotation()),d=xt(Z(Z({},s),{rotation:u})),h=Vt(s,u),p=r.scaleToFit(h.width-c*2,h.height-c*2),g={x:c,y:c,width:p.width,height:p.height,rotate:W(0),xSkew:W(0),ySkew:W(0)};n===Ft.Center?(g.x+=(h.width-c*2)/2-p.width/2,g.y+=(h.height-c*2)/2-p.height/2):n===Ft.Right&&(g.x=h.width-c-p.width,g.y=h.height-c-p.height);var y=this.doc.context.addRandomSuffix("Image",10),b=ee(d,Xi(y,g)),x={XObject:(o={},o[y]=r.ref,o)},P=a.formXObject(b,{Resources:x,BBox:a.obj([0,0,s.width,s.height]),Matrix:a.obj([1,0,0,1,0,0])});return a.register(P)},e.prototype.createAppearanceDict=function(t,r,n){var o=this.acroField.dict.context,i=this.createAppearanceStream(t,r.on),a=this.createAppearanceStream(t,r.off),s=o.obj({});return s.set(n,i),s.set(v.of("Off"),a),s},e}(),Qe=fm;var cm=function(e){T(t,e);function t(r,n,o){var i=e.call(this,r,n,o)||this;return w(r,"acroCheckBox",[[rr,"PDFAcroCheckBox"]]),i.acroField=r,i}return t.prototype.check=function(){var r,n=(r=this.acroField.getOnValue())!==null&&r!==void 0?r:v.of("Yes");this.markAsDirty(),this.acroField.setValue(n)},t.prototype.uncheck=function(){this.markAsDirty(),this.acroField.setValue(v.of("Off"))},t.prototype.isChecked=function(){var r=this.acroField.getOnValue();return!!r&&r===this.acroField.getValue()},t.prototype.addToPage=function(r,n){var o,i,a,s,f,l;w(r,"page",[[Ae,"PDFPage"]]),vt(n),n||(n={}),"textColor"in n||(n.textColor=oe(0,0,0)),"backgroundColor"in n||(n.backgroundColor=oe(1,1,1)),"borderColor"in n||(n.borderColor=oe(0,0,0)),"borderWidth"in n||(n.borderWidth=1);var c=this.createWidget({x:(o=n.x)!==null&&o!==void 0?o:0,y:(i=n.y)!==null&&i!==void 0?i:0,width:(a=n.width)!==null&&a!==void 0?a:50,height:(s=n.height)!==null&&s!==void 0?s:50,textColor:n.textColor,backgroundColor:n.backgroundColor,borderColor:n.borderColor,borderWidth:(f=n.borderWidth)!==null&&f!==void 0?f:0,rotate:(l=n.rotate)!==null&&l!==void 0?l:W(0),hidden:n.hidden,page:r.ref}),u=this.doc.context.register(c.dict);this.acroField.addWidget(u),c.setAppearanceState(v.of("Off")),this.updateWidgetAppearance(c,v.of("Yes")),r.node.addAnnot(u)},t.prototype.needsAppearancesUpdate=function(){for(var r,n=this.acroField.getWidgets(),o=0,i=n.length;o<i;o++){var a=n[o],s=a.getAppearanceState(),f=(r=a.getAppearances())===null||r===void 0?void 0:r.normal;if(!(f instanceof j)||s&&!f.has(s))return!0}return!1},t.prototype.defaultUpdateAppearances=function(){this.updateAppearances()},t.prototype.updateAppearances=function(r){var n;R(r,"provider",[Function]);for(var o=this.acroField.getWidgets(),i=0,a=o.length;i<a;i++){var s=o[i],f=(n=s.getOnValue())!==null&&n!==void 0?n:v.of("Yes");f&&this.updateWidgetAppearance(s,f,r)}this.markAsClean()},t.prototype.updateWidgetAppearance=function(r,n,o){var i=o??od,a=pt(i(this,r));this.updateOnOffWidgetAppearance(r,n,a)},t.of=function(r,n,o){return new t(r,n,o)},t}(Qe),Vr=cm;var um=function(e){T(t,e);function t(r,n,o){var i=e.call(this,r,n,o)||this;return w(r,"acroComboBox",[[nr,"PDFAcroComboBox"]]),i.acroField=r,i}return t.prototype.getOptions=function(){for(var r=this.acroField.getOptions(),n=new Array(r.length),o=0,i=n.length;o<i;o++){var a=r[o],s=a.display,f=a.value;n[o]=(s??f).decodeText()}return n},t.prototype.getSelected=function(){for(var r=this.acroField.getValues(),n=new Array(r.length),o=0,i=r.length;o<i;o++)n[o]=r[o].decodeText();return n},t.prototype.setOptions=function(r){w(r,"options",[Array]);for(var n=new Array(r.length),o=0,i=r.length;o<i;o++)n[o]={value:L.fromText(r[o])};this.acroField.setOptions(n)},t.prototype.addOptions=function(r){w(r,"options",["string",Array]);for(var n=Array.isArray(r)?r:[r],o=this.acroField.getOptions(),i=new Array(n.length),a=0,s=n.length;a<s;a++)i[a]={value:L.fromText(n[a])};this.acroField.setOptions(o.concat(i))},t.prototype.select=function(r,n){n===void 0&&(n=!1),w(r,"options",["string",Array]),w(n,"merge",["boolean"]);var o=Array.isArray(r)?r:[r],i=this.getOptions(),a=o.find(function(u){return!i.includes(u)});a&&this.enableEditing(),this.markAsDirty(),(o.length>1||o.length===1&&n)&&this.enableMultiselect();for(var s=new Array(o.length),f=0,l=o.length;f<l;f++)s[f]=L.fromText(o[f]);if(n){var c=this.acroField.getValues();this.acroField.setValues(c.concat(s))}else this.acroField.setValues(s)},t.prototype.clear=function(){this.markAsDirty(),this.acroField.setValues([])},t.prototype.setFontSize=function(r){$t(r,"fontSize"),this.acroField.setFontSize(r),this.markAsDirty()},t.prototype.isEditable=function(){return this.acroField.hasFlag(ae.Edit)},t.prototype.enableEditing=function(){this.acroField.setFlagTo(ae.Edit,!0)},t.prototype.disableEditing=function(){this.acroField.setFlagTo(ae.Edit,!1)},t.prototype.isSorted=function(){return this.acroField.hasFlag(ae.Sort)},t.prototype.enableSorting=function(){this.acroField.setFlagTo(ae.Sort,!0)},t.prototype.disableSorting=function(){this.acroField.setFlagTo(ae.Sort,!1)},t.prototype.isMultiselect=function(){return this.acroField.hasFlag(ae.MultiSelect)},t.prototype.enableMultiselect=function(){this.acroField.setFlagTo(ae.MultiSelect,!0)},t.prototype.disableMultiselect=function(){this.acroField.setFlagTo(ae.MultiSelect,!1)},t.prototype.isSpellChecked=function(){return!this.acroField.hasFlag(ae.DoNotSpellCheck)},t.prototype.enableSpellChecking=function(){this.acroField.setFlagTo(ae.DoNotSpellCheck,!1)},t.prototype.disableSpellChecking=function(){this.acroField.setFlagTo(ae.DoNotSpellCheck,!0)},t.prototype.isSelectOnClick=function(){return this.acroField.hasFlag(ae.CommitOnSelChange)},t.prototype.enableSelectOnClick=function(){this.acroField.setFlagTo(ae.CommitOnSelChange,!0)},t.prototype.disableSelectOnClick=function(){this.acroField.setFlagTo(ae.CommitOnSelChange,!1)},t.prototype.addToPage=function(r,n){var o,i,a,s,f,l,c;w(r,"page",[[Ae,"PDFPage"]]),vt(n),n||(n={}),"textColor"in n||(n.textColor=oe(0,0,0)),"backgroundColor"in n||(n.backgroundColor=oe(1,1,1)),"borderColor"in n||(n.borderColor=oe(0,0,0)),"borderWidth"in n||(n.borderWidth=1);var u=this.createWidget({x:(o=n.x)!==null&&o!==void 0?o:0,y:(i=n.y)!==null&&i!==void 0?i:0,width:(a=n.width)!==null&&a!==void 0?a:200,height:(s=n.height)!==null&&s!==void 0?s:50,textColor:n.textColor,backgroundColor:n.backgroundColor,borderColor:n.borderColor,borderWidth:(f=n.borderWidth)!==null&&f!==void 0?f:0,rotate:(l=n.rotate)!==null&&l!==void 0?l:W(0),hidden:n.hidden,page:r.ref}),d=this.doc.context.register(u.dict);this.acroField.addWidget(d);var h=(c=n.font)!==null&&c!==void 0?c:this.doc.getForm().getDefaultFont();this.updateWidgetAppearance(u,h),r.node.addAnnot(d)},t.prototype.needsAppearancesUpdate=function(){var r;if(this.isDirty())return!0;for(var n=this.acroField.getWidgets(),o=0,i=n.length;o<i;o++){var a=n[o],s=((r=a.getAppearances())===null||r===void 0?void 0:r.normal)instanceof me;if(!s)return!0}return!1},t.prototype.defaultUpdateAppearances=function(r){w(r,"font",[[De,"PDFFont"]]),this.updateAppearances(r)},t.prototype.updateAppearances=function(r,n){w(r,"font",[[De,"PDFFont"]]),R(n,"provider",[Function]);for(var o=this.acroField.getWidgets(),i=0,a=o.length;i<a;i++){var s=o[i];this.updateWidgetAppearance(s,r,n)}this.markAsClean()},t.prototype.updateWidgetAppearance=function(r,n,o){var i=o??ld,a=pt(i(this,r,n));this.updateWidgetAppearanceWithFont(r,n,a)},t.of=function(r,n,o){return new t(r,n,o)},t}(Qe),Pn=um;var dm=function(e){T(t,e);function t(r,n,o){var i=e.call(this,r,n,o)||this;return w(r,"acroListBox",[[lr,"PDFAcroListBox"]]),i.acroField=r,i}return t.prototype.getOptions=function(){for(var r=this.acroField.getOptions(),n=new Array(r.length),o=0,i=n.length;o<i;o++){var a=r[o],s=a.display,f=a.value;n[o]=(s??f).decodeText()}return n},t.prototype.getSelected=function(){for(var r=this.acroField.getValues(),n=new Array(r.length),o=0,i=r.length;o<i;o++)n[o]=r[o].decodeText();return n},t.prototype.setOptions=function(r){w(r,"options",[Array]),this.markAsDirty();for(var n=new Array(r.length),o=0,i=r.length;o<i;o++)n[o]={value:L.fromText(r[o])};this.acroField.setOptions(n)},t.prototype.addOptions=function(r){w(r,"options",["string",Array]),this.markAsDirty();for(var n=Array.isArray(r)?r:[r],o=this.acroField.getOptions(),i=new Array(n.length),a=0,s=n.length;a<s;a++)i[a]={value:L.fromText(n[a])};this.acroField.setOptions(o.concat(i))},t.prototype.select=function(r,n){n===void 0&&(n=!1),w(r,"options",["string",Array]),w(n,"merge",["boolean"]);var o=Array.isArray(r)?r:[r],i=this.getOptions();Rc(o,"option",i),this.markAsDirty(),(o.length>1||o.length===1&&n)&&this.enableMultiselect();for(var a=new Array(o.length),s=0,f=o.length;s<f;s++)a[s]=L.fromText(o[s]);if(n){var l=this.acroField.getValues();this.acroField.setValues(l.concat(a))}else this.acroField.setValues(a)},t.prototype.clear=function(){this.markAsDirty(),this.acroField.setValues([])},t.prototype.setFontSize=function(r){$t(r,"fontSize"),this.acroField.setFontSize(r),this.markAsDirty()},t.prototype.isSorted=function(){return this.acroField.hasFlag(ae.Sort)},t.prototype.enableSorting=function(){this.acroField.setFlagTo(ae.Sort,!0)},t.prototype.disableSorting=function(){this.acroField.setFlagTo(ae.Sort,!1)},t.prototype.isMultiselect=function(){return this.acroField.hasFlag(ae.MultiSelect)},t.prototype.enableMultiselect=function(){this.acroField.setFlagTo(ae.MultiSelect,!0)},t.prototype.disableMultiselect=function(){this.acroField.setFlagTo(ae.MultiSelect,!1)},t.prototype.isSelectOnClick=function(){return this.acroField.hasFlag(ae.CommitOnSelChange)},t.prototype.enableSelectOnClick=function(){this.acroField.setFlagTo(ae.CommitOnSelChange,!0)},t.prototype.disableSelectOnClick=function(){this.acroField.setFlagTo(ae.CommitOnSelChange,!1)},t.prototype.addToPage=function(r,n){var o,i,a,s,f,l,c;w(r,"page",[[Ae,"PDFPage"]]),vt(n),n||(n={}),"textColor"in n||(n.textColor=oe(0,0,0)),"backgroundColor"in n||(n.backgroundColor=oe(1,1,1)),"borderColor"in n||(n.borderColor=oe(0,0,0)),"borderWidth"in n||(n.borderWidth=1);var u=this.createWidget({x:(o=n.x)!==null&&o!==void 0?o:0,y:(i=n.y)!==null&&i!==void 0?i:0,width:(a=n.width)!==null&&a!==void 0?a:200,height:(s=n.height)!==null&&s!==void 0?s:100,textColor:n.textColor,backgroundColor:n.backgroundColor,borderColor:n.borderColor,borderWidth:(f=n.borderWidth)!==null&&f!==void 0?f:0,rotate:(l=n.rotate)!==null&&l!==void 0?l:W(0),hidden:n.hidden,page:r.ref}),d=this.doc.context.register(u.dict);this.acroField.addWidget(d);var h=(c=n.font)!==null&&c!==void 0?c:this.doc.getForm().getDefaultFont();this.updateWidgetAppearance(u,h),r.node.addAnnot(d)},t.prototype.needsAppearancesUpdate=function(){var r;if(this.isDirty())return!0;for(var n=this.acroField.getWidgets(),o=0,i=n.length;o<i;o++){var a=n[o],s=((r=a.getAppearances())===null||r===void 0?void 0:r.normal)instanceof me;if(!s)return!0}return!1},t.prototype.defaultUpdateAppearances=function(r){w(r,"font",[[De,"PDFFont"]]),this.updateAppearances(r)},t.prototype.updateAppearances=function(r,n){w(r,"font",[[De,"PDFFont"]]),R(n,"provider",[Function]);for(var o=this.acroField.getWidgets(),i=0,a=o.length;i<a;i++){var s=o[i];this.updateWidgetAppearance(s,r,n)}this.markAsClean()},t.prototype.updateWidgetAppearance=function(r,n,o){var i=o??fd,a=pt(i(this,r,n));this.updateWidgetAppearanceWithFont(r,n,a)},t.of=function(r,n,o){return new t(r,n,o)},t}(Qe),Cn=dm;var hm=function(e){T(t,e);function t(r,n,o){var i=e.call(this,r,n,o)||this;return w(r,"acroRadioButton",[[sr,"PDFAcroRadioButton"]]),i.acroField=r,i}return t.prototype.getOptions=function(){var r=this.acroField.getExportValues();if(r){for(var n=new Array(r.length),o=0,i=r.length;o<i;o++)n[o]=r[o].decodeText();return n}for(var a=this.acroField.getOnValues(),s=new Array(a.length),o=0,i=s.length;o<i;o++)s[o]=a[o].decodeText();return s},t.prototype.getSelected=function(){var r=this.acroField.getValue();if(r!==v.of("Off")){var n=this.acroField.getExportValues();if(n){for(var o=this.acroField.getOnValues(),i=0,a=o.length;i<a;i++)if(o[i]===r)return n[i].decodeText()}return r.decodeText()}},t.prototype.select=function(r){w(r,"option",["string"]);var n=this.getOptions();bt(r,"option",n),this.markAsDirty();var o=this.acroField.getOnValues(),i=this.acroField.getExportValues();if(i)for(var a=0,s=i.length;a<s;a++)i[a].decodeText()===r&&this.acroField.setValue(o[a]);else for(var a=0,s=o.length;a<s;a++){var f=o[a];f.decodeText()===r&&this.acroField.setValue(f)}},t.prototype.clear=function(){this.markAsDirty(),this.acroField.setValue(v.of("Off"))},t.prototype.isOffToggleable=function(){return!this.acroField.hasFlag(We.NoToggleToOff)},t.prototype.enableOffToggling=function(){this.acroField.setFlagTo(We.NoToggleToOff,!1)},t.prototype.disableOffToggling=function(){this.acroField.setFlagTo(We.NoToggleToOff,!0)},t.prototype.isMutuallyExclusive=function(){return!this.acroField.hasFlag(We.RadiosInUnison)},t.prototype.enableMutualExclusion=function(){this.acroField.setFlagTo(We.RadiosInUnison,!1)},t.prototype.disableMutualExclusion=function(){this.acroField.setFlagTo(We.RadiosInUnison,!0)},t.prototype.addOptionToPage=function(r,n,o){var i,a,s,f,l,c,u,d,h;w(r,"option",["string"]),w(n,"page",[[Ae,"PDFPage"]]),vt(o);var p=this.createWidget({x:(i=o?.x)!==null&&i!==void 0?i:0,y:(a=o?.y)!==null&&a!==void 0?a:0,width:(s=o?.width)!==null&&s!==void 0?s:50,height:(f=o?.height)!==null&&f!==void 0?f:50,textColor:(l=o?.textColor)!==null&&l!==void 0?l:oe(0,0,0),backgroundColor:(c=o?.backgroundColor)!==null&&c!==void 0?c:oe(1,1,1),borderColor:(u=o?.borderColor)!==null&&u!==void 0?u:oe(0,0,0),borderWidth:(d=o?.borderWidth)!==null&&d!==void 0?d:1,rotate:(h=o?.rotate)!==null&&h!==void 0?h:W(0),hidden:o?.hidden,page:n.ref}),g=this.doc.context.register(p.dict),y=this.acroField.addWidgetWithOpt(g,L.fromText(r),!this.isMutuallyExclusive());p.setAppearanceState(v.of("Off")),this.updateWidgetAppearance(p,y),n.node.addAnnot(g)},t.prototype.needsAppearancesUpdate=function(){for(var r,n=this.acroField.getWidgets(),o=0,i=n.length;o<i;o++){var a=n[o],s=a.getAppearanceState(),f=(r=a.getAppearances())===null||r===void 0?void 0:r.normal;if(!(f instanceof j)||s&&!f.has(s))return!0}return!1},t.prototype.defaultUpdateAppearances=function(){this.updateAppearances()},t.prototype.updateAppearances=function(r){R(r,"provider",[Function]);for(var n=this.acroField.getWidgets(),o=0,i=n.length;o<i;o++){var a=n[o],s=a.getOnValue();s&&this.updateWidgetAppearance(a,s,r)}},t.prototype.updateWidgetAppearance=function(r,n,o){var i=o??id,a=pt(i(this,r));this.updateOnOffWidgetAppearance(r,n,a)},t.of=function(r,n,o){return new t(r,n,o)},t}(Qe),Gr=hm;var pm=function(e){T(t,e);function t(r,n,o){var i=e.call(this,r,n,o)||this;return w(r,"acroSignature",[[Lr,"PDFAcroSignature"]]),i.acroField=r,i}return t.prototype.needsAppearancesUpdate=function(){return!1},t.of=function(r,n,o){return new t(r,n,o)},t}(Qe),Ko=pm;var vm=function(e){T(t,e);function t(r,n,o){var i=e.call(this,r,n,o)||this;return w(r,"acroText",[[ir,"PDFAcroText"]]),i.acroField=r,i}return t.prototype.getText=function(){var r=this.acroField.getValue();if(!r&&this.isRichFormatted())throw new Ju(this.getName());return r?.decodeText()},t.prototype.setText=function(r){R(r,"text",["string"]);var n=this.getMaxLength();if(n!==void 0&&r&&r.length>n)throw new _u(r.length,n,this.getName());this.markAsDirty(),this.disableRichFormatting(),r?this.acroField.setValue(L.fromText(r)):this.acroField.removeValue()},t.prototype.getAlignment=function(){var r=this.acroField.getQuadding();return r===0?Se.Left:r===1?Se.Center:r===2?Se.Right:Se.Left},t.prototype.setAlignment=function(r){bt(r,"alignment",Se),this.markAsDirty(),this.acroField.setQuadding(r)},t.prototype.getMaxLength=function(){return this.acroField.getMaxLength()},t.prototype.setMaxLength=function(r){if(ot(r,"maxLength",0,Number.MAX_SAFE_INTEGER),this.markAsDirty(),r===void 0)this.acroField.removeMaxLength();else{var n=this.getText();if(n&&n.length>r)throw new $u(n.length,r,this.getName());this.acroField.setMaxLength(r)}},t.prototype.removeMaxLength=function(){this.markAsDirty(),this.acroField.removeMaxLength()},t.prototype.setImage=function(r){for(var n=this.getAlignment(),o=n===Se.Center?Ft.Center:n===Se.Right?Ft.Right:Ft.Left,i=this.acroField.getWidgets(),a=0,s=i.length;a<s;a++){var f=i[a],l=this.createImageAppearanceStream(f,r,o);this.updateWidgetAppearances(f,{normal:l})}this.markAsClean()},t.prototype.setFontSize=function(r){$t(r,"fontSize"),this.acroField.setFontSize(r),this.markAsDirty()},t.prototype.isMultiline=function(){return this.acroField.hasFlag(ye.Multiline)},t.prototype.enableMultiline=function(){this.markAsDirty(),this.acroField.setFlagTo(ye.Multiline,!0)},t.prototype.disableMultiline=function(){this.markAsDirty(),this.acroField.setFlagTo(ye.Multiline,!1)},t.prototype.isPassword=function(){return this.acroField.hasFlag(ye.Password)},t.prototype.enablePassword=function(){this.acroField.setFlagTo(ye.Password,!0)},t.prototype.disablePassword=function(){this.acroField.setFlagTo(ye.Password,!1)},t.prototype.isFileSelector=function(){return this.acroField.hasFlag(ye.FileSelect)},t.prototype.enableFileSelection=function(){this.acroField.setFlagTo(ye.FileSelect,!0)},t.prototype.disableFileSelection=function(){this.acroField.setFlagTo(ye.FileSelect,!1)},t.prototype.isSpellChecked=function(){return!this.acroField.hasFlag(ye.DoNotSpellCheck)},t.prototype.enableSpellChecking=function(){this.acroField.setFlagTo(ye.DoNotSpellCheck,!1)},t.prototype.disableSpellChecking=function(){this.acroField.setFlagTo(ye.DoNotSpellCheck,!0)},t.prototype.isScrollable=function(){return!this.acroField.hasFlag(ye.DoNotScroll)},t.prototype.enableScrolling=function(){this.acroField.setFlagTo(ye.DoNotScroll,!1)},t.prototype.disableScrolling=function(){this.acroField.setFlagTo(ye.DoNotScroll,!0)},t.prototype.isCombed=function(){return this.acroField.hasFlag(ye.Comb)&&!this.isMultiline()&&!this.isPassword()&&!this.isFileSelector()&&this.getMaxLength()!==void 0},t.prototype.enableCombing=function(){if(this.getMaxLength()===void 0){var r="PDFTextFields must have a max length in order to be combed";console.warn(r)}this.markAsDirty(),this.disableMultiline(),this.disablePassword(),this.disableFileSelection(),this.acroField.setFlagTo(ye.Comb,!0)},t.prototype.disableCombing=function(){this.markAsDirty(),this.acroField.setFlagTo(ye.Comb,!1)},t.prototype.isRichFormatted=function(){return this.acroField.hasFlag(ye.RichText)},t.prototype.enableRichFormatting=function(){this.acroField.setFlagTo(ye.RichText,!0)},t.prototype.disableRichFormatting=function(){this.acroField.setFlagTo(ye.RichText,!1)},t.prototype.addToPage=function(r,n){var o,i,a,s,f,l,c;w(r,"page",[[Ae,"PDFPage"]]),vt(n),n||(n={}),"textColor"in n||(n.textColor=oe(0,0,0)),"backgroundColor"in n||(n.backgroundColor=oe(1,1,1)),"borderColor"in n||(n.borderColor=oe(0,0,0)),"borderWidth"in n||(n.borderWidth=1);var u=this.createWidget({x:(o=n.x)!==null&&o!==void 0?o:0,y:(i=n.y)!==null&&i!==void 0?i:0,width:(a=n.width)!==null&&a!==void 0?a:200,height:(s=n.height)!==null&&s!==void 0?s:50,textColor:n.textColor,backgroundColor:n.backgroundColor,borderColor:n.borderColor,borderWidth:(f=n.borderWidth)!==null&&f!==void 0?f:0,rotate:(l=n.rotate)!==null&&l!==void 0?l:W(0),hidden:n.hidden,page:r.ref}),d=this.doc.context.register(u.dict);this.acroField.addWidget(d);var h=(c=n.font)!==null&&c!==void 0?c:this.doc.getForm().getDefaultFont();this.updateWidgetAppearance(u,h),r.node.addAnnot(d)},t.prototype.needsAppearancesUpdate=function(){var r;if(this.isDirty())return!0;for(var n=this.acroField.getWidgets(),o=0,i=n.length;o<i;o++){var a=n[o],s=((r=a.getAppearances())===null||r===void 0?void 0:r.normal)instanceof me;if(!s)return!0}return!1},t.prototype.defaultUpdateAppearances=function(r){w(r,"font",[[De,"PDFFont"]]),this.updateAppearances(r)},t.prototype.updateAppearances=function(r,n){w(r,"font",[[De,"PDFFont"]]),R(n,"provider",[Function]);for(var o=this.acroField.getWidgets(),i=0,a=o.length;i<a;i++){var s=o[i];this.updateWidgetAppearance(s,r,n)}this.markAsClean()},t.prototype.updateWidgetAppearance=function(r,n,o){var i=o??sd,a=pt(i(this,r,n));this.updateWidgetAppearanceWithFont(r,n,a)},t.of=function(r,n,o){return new t(r,n,o)},t}(Qe),Dn=vm;var kn;(function(e){e.Courier="Courier",e.CourierBold="Courier-Bold",e.CourierOblique="Courier-Oblique",e.CourierBoldOblique="Courier-BoldOblique",e.Helvetica="Helvetica",e.HelveticaBold="Helvetica-Bold",e.HelveticaOblique="Helvetica-Oblique",e.HelveticaBoldOblique="Helvetica-BoldOblique",e.TimesRoman="Times-Roman",e.TimesRomanBold="Times-Bold",e.TimesRomanItalic="Times-Italic",e.TimesRomanBoldItalic="Times-BoldItalic",e.Symbol="Symbol",e.ZapfDingbats="ZapfDingbats"})(kn||(kn={}));var mm=function(){function e(t,r){var n=this;this.embedDefaultFont=function(){return n.doc.embedStandardFont(kn.Helvetica)},w(t,"acroForm",[[jr,"PDFAcroForm"]]),w(r,"doc",[[Ge,"PDFDocument"]]),this.acroForm=t,this.doc=r,this.dirtyFields=new Set,this.defaultFontCache=qe.populatedBy(this.embedDefaultFont)}return e.prototype.hasXFA=function(){return this.acroForm.dict.has(v.of("XFA"))},e.prototype.deleteXFA=function(){this.acroForm.dict.delete(v.of("XFA"))},e.prototype.getFields=function(){for(var t=this.acroForm.getAllFields(),r=[],n=0,o=t.length;n<o;n++){var i=t[n],a=i[0],s=i[1],f=gm(a,s,this.doc);f&&r.push(f)}return r},e.prototype.getFieldMaybe=function(t){w(t,"name",["string"]);for(var r=this.getFields(),n=0,o=r.length;n<o;n++){var i=r[n];if(i.getName()===t)return i}},e.prototype.getField=function(t){w(t,"name",["string"]);var r=this.getFieldMaybe(t);if(r)return r;throw new Zu(t)},e.prototype.getButton=function(t){w(t,"name",["string"]);var r=this.getField(t);if(r instanceof An)return r;throw new dr(t,An,r)},e.prototype.getCheckBox=function(t){w(t,"name",["string"]);var r=this.getField(t);if(r instanceof Vr)return r;throw new dr(t,Vr,r)},e.prototype.getDropdown=function(t){w(t,"name",["string"]);var r=this.getField(t);if(r instanceof Pn)return r;throw new dr(t,Pn,r)},e.prototype.getOptionList=function(t){w(t,"name",["string"]);var r=this.getField(t);if(r instanceof Cn)return r;throw new dr(t,Cn,r)},e.prototype.getRadioGroup=function(t){w(t,"name",["string"]);var r=this.getField(t);if(r instanceof Gr)return r;throw new dr(t,Gr,r)},e.prototype.getSignature=function(t){w(t,"name",["string"]);var r=this.getField(t);if(r instanceof Ko)return r;throw new dr(t,Ko,r)},e.prototype.getTextField=function(t){w(t,"name",["string"]);var r=this.getField(t);if(r instanceof Dn)return r;throw new dr(t,Dn,r)},e.prototype.createButton=function(t){w(t,"name",["string"]);var r=Tn(t),n=this.findOrCreateNonTerminals(r.nonTerminal),o=ar.create(this.doc.context);return o.setPartialName(r.terminal),En(n,[o,o.ref],r.terminal),An.of(o,o.ref,this.doc)},e.prototype.createCheckBox=function(t){w(t,"name",["string"]);var r=Tn(t),n=this.findOrCreateNonTerminals(r.nonTerminal),o=rr.create(this.doc.context);return o.setPartialName(r.terminal),En(n,[o,o.ref],r.terminal),Vr.of(o,o.ref,this.doc)},e.prototype.createDropdown=function(t){w(t,"name",["string"]);var r=Tn(t),n=this.findOrCreateNonTerminals(r.nonTerminal),o=nr.create(this.doc.context);return o.setPartialName(r.terminal),En(n,[o,o.ref],r.terminal),Pn.of(o,o.ref,this.doc)},e.prototype.createOptionList=function(t){w(t,"name",["string"]);var r=Tn(t),n=this.findOrCreateNonTerminals(r.nonTerminal),o=lr.create(this.doc.context);return o.setPartialName(r.terminal),En(n,[o,o.ref],r.terminal),Cn.of(o,o.ref,this.doc)},e.prototype.createRadioGroup=function(t){w(t,"name",["string"]);var r=Tn(t),n=this.findOrCreateNonTerminals(r.nonTerminal),o=sr.create(this.doc.context);return o.setPartialName(r.terminal),En(n,[o,o.ref],r.terminal),Gr.of(o,o.ref,this.doc)},e.prototype.createTextField=function(t){w(t,"name",["string"]);var r=Tn(t),n=this.findOrCreateNonTerminals(r.nonTerminal),o=ir.create(this.doc.context);return o.setPartialName(r.terminal),En(n,[o,o.ref],r.terminal),Dn.of(o,o.ref,this.doc)},e.prototype.flatten=function(t){t===void 0&&(t={updateFieldAppearances:!0}),t.updateFieldAppearances&&this.updateFieldAppearances();for(var r=this.getFields(),n=0,o=r.length;n<o;n++){for(var i=r[n],a=i.acroField.getWidgets(),s=0,f=a.length;s<f;s++){var l=a[s],c=this.findWidgetPage(l),u=this.findWidgetAppearanceRef(i,l),d=c.node.newXObject("FlatWidget",u),h=l.getRectangle(),p=ee([Fe(),Ye(h.x,h.y)],xt(Z(Z({},h),{rotation:0})),[jo(d),we()]).filter(Boolean);c.pushOperators.apply(c,p)}this.removeField(i)}},e.prototype.removeField=function(t){for(var r=t.acroField.getWidgets(),n=new Set,o=0,i=r.length;o<i;o++){var a=r[o],s=this.findWidgetAppearanceRef(t,a),f=this.findWidgetPage(a);n.add(f),f.node.removeAnnot(s)}n.forEach(function(h){return h.node.removeAnnot(t.ref)}),this.acroForm.removeField(t.acroField);for(var l=t.acroField.normalizedEntries().Kids,c=l.size(),u=0;u<c;u++){var d=l.get(u);d instanceof Y&&this.doc.context.delete(d)}this.doc.context.delete(t.ref)},e.prototype.updateFieldAppearances=function(t){R(t,"font",[[De,"PDFFont"]]),t=t??this.getDefaultFont();for(var r=this.getFields(),n=0,o=r.length;n<o;n++){var i=r[n];i.needsAppearancesUpdate()&&i.defaultUpdateAppearances(t)}},e.prototype.markFieldAsDirty=function(t){R(t,"fieldRef",[[Y,"PDFRef"]]),this.dirtyFields.add(t)},e.prototype.markFieldAsClean=function(t){R(t,"fieldRef",[[Y,"PDFRef"]]),this.dirtyFields.delete(t)},e.prototype.fieldIsDirty=function(t){return R(t,"fieldRef",[[Y,"PDFRef"]]),this.dirtyFields.has(t)},e.prototype.getDefaultFont=function(){return this.defaultFontCache.access()},e.prototype.findWidgetPage=function(t){var r=t.P(),n=this.doc.getPages().find(function(i){return i.ref===r});if(n===void 0){var o=this.doc.context.getObjectRef(t.dict);if(o===void 0)throw new Error("Could not find PDFRef for PDFObject");if(n=this.doc.findPageForAnnotationRef(o),n===void 0)throw new Error("Could not find page for PDFRef 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e(t,r)},e}(),Ms=mm,gm=function(e,t,r){if(e instanceof ar)return An.of(e,t,r);if(e instanceof rr)return Vr.of(e,t,r);if(e instanceof nr)return Pn.of(e,t,r);if(e instanceof lr)return Cn.of(e,t,r);if(e instanceof ir)return Dn.of(e,t,r);if(e instanceof sr)return Gr.of(e,t,r);if(e instanceof Lr)return Ko.of(e,t,r)},Tn=function(e){if(e.length===0)throw new Error("PDF field names must not be empty strings");for(var t=e.split("."),r=0,n=t.length;r<n;r++)if(t[r]==="")throw new Error('Periods in PDF field names must be separated by at least one character: "'+e+'"');return t.length===1?{nonTerminal:[],terminal:t[0]}:{nonTerminal:t.slice(0,t.length-1),terminal:t[t.length-1]}},En=function(e,t,r){for(var n=e[0],o=e[1],i=t[0],a=t[1],s=n.normalizedEntries(),f=Po("Kids"in s?s.Kids:s.Fields),l=0,c=f.length;l<c;l++)if(f[l][0].getPartialName()===r)throw new Os(r);n.addField(a),i.setParent(o)};var 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Zi;(function(e){e[e.Fastest=1/0]="Fastest",e[e.Fast=1500]="Fast",e[e.Medium=500]="Medium",e[e.Slow=100]="Slow"})(Zi||(Zi={}));var bm=function(){function e(t,r,n){this.alreadyEmbedded=!1,this.ref=t,this.doc=r,this.embedder=n}return e.prototype.embed=function(){return U(this,void 0,void 0,function(){var t,r,n,o,i;return q(this,function(a){switch(a.label){case 0:return this.alreadyEmbedded?[3,2]:[4,this.embedder.embedIntoContext(this.doc.context,this.ref)];case 1:t=a.sent(),this.doc.catalog.has(v.of("Names"))||this.doc.catalog.set(v.of("Names"),this.doc.context.obj({})),r=this.doc.catalog.lookup(v.of("Names"),j),r.has(v.of("EmbeddedFiles"))||r.set(v.of("EmbeddedFiles"),this.doc.context.obj({})),n=r.lookup(v.of("EmbeddedFiles"),j),n.has(v.of("Names"))||n.set(v.of("Names"),this.doc.context.obj([])),o=n.lookup(v.of("Names"),K),o.push(L.fromText(this.embedder.fileName)),o.push(t),this.doc.catalog.has(v.of("AF"))||this.doc.catalog.set(v.of("AF"),this.doc.context.obj([])),i=this.doc.catalog.lookup(v.of("AF"),K),i.push(t),this.alreadyEmbedded=!0,a.label=2;case 2:return[2]}})})},e.of=function(t,r,n){return new e(t,r,n)},e}(),ud=bm;var ym=function(){function e(t,r,n){this.alreadyEmbedded=!1,this.ref=t,this.doc=r,this.embedder=n}return e.prototype.embed=function(){return U(this,void 0,void 0,function(){var t,r,n,o,i,a,s;return q(this,function(f){switch(f.label){case 0:return this.alreadyEmbedded?[3,2]:(t=this.doc,r=t.catalog,n=t.context,[4,this.embedder.embedIntoContext(this.doc.context,this.ref)]);case 1:o=f.sent(),r.has(v.of("Names"))||r.set(v.of("Names"),n.obj({})),i=r.lookup(v.of("Names"),j),i.has(v.of("JavaScript"))||i.set(v.of("JavaScript"),n.obj({})),a=i.lookup(v.of("JavaScript"),j),a.has(v.of("Names"))||a.set(v.of("Names"),n.obj([])),s=a.lookup(v.of("Names"),K),s.push(L.fromText(this.embedder.scriptName)),s.push(o),this.alreadyEmbedded=!0,f.label=2;case 2:return[2]}})})},e.of=function(t,r,n){return new e(t,r,n)},e}(),Ns=ym;var xm=function(){function e(t,r){this.script=t,this.scriptName=r}return e.for=function(t,r){return new e(t,r)},e.prototype.embedIntoContext=function(t,r){return U(this,void 0,void 0,function(){var n;return q(this,function(o){return n=t.obj({Type:"Action",S:"JavaScript",JS:L.fromText(this.script)}),r?(t.assign(r,n),[2,r]):[2,t.register(n)]})})},e}(),dd=xm;var Fm=function(){function e(t,r,n){var o=this;if(this.defaultWordBreaks=[" "],this.computePages=function(){var i=[];return o.catalog.Pages().traverse(function(a,s){if(a instanceof Ze){var f=o.pageMap.get(a);f||(f=Ae.of(a,s,o),o.pageMap.set(a,f)),i.push(f)}}),i},this.getOrCreateForm=function(){var i=o.catalog.getOrCreateAcroForm();return Ms.of(i,o)},w(t,"context",[[dn,"PDFContext"]]),w(r,"ignoreEncryption",["boolean"]),this.context=t,this.catalog=t.lookup(t.trailerInfo.Root),this.isEncrypted=!!t.lookup(t.trailerInfo.Encrypt),this.pageCache=qe.populatedBy(this.computePages),this.pageMap=new Map,this.formCache=qe.populatedBy(this.getOrCreateForm),this.fonts=[],this.images=[],this.embeddedPages=[],this.embeddedFiles=[],this.javaScripts=[],!r&&this.isEncrypted)throw new Vu;n&&this.updateInfoDict()}return e.load=function(t,r){return r===void 0&&(r={}),U(this,void 0,void 0,function(){var n,o,i,a,s,f,l,c,u,d,h,p;return q(this,function(g){switch(g.label){case 0:return n=r.ignoreEncryption,o=n===void 0?!1:n,i=r.parseSpeed,a=i===void 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t=this.getInfoDict().lookup(v.Title);if(t)return pr(t),t.decodeText()},e.prototype.getAuthor=function(){var t=this.getInfoDict().lookup(v.Author);if(t)return pr(t),t.decodeText()},e.prototype.getSubject=function(){var t=this.getInfoDict().lookup(v.Subject);if(t)return pr(t),t.decodeText()},e.prototype.getKeywords=function(){var t=this.getInfoDict().lookup(v.Keywords);if(t)return pr(t),t.decodeText()},e.prototype.getCreator=function(){var t=this.getInfoDict().lookup(v.Creator);if(t)return pr(t),t.decodeText()},e.prototype.getProducer=function(){var t=this.getInfoDict().lookup(v.Producer);if(t)return pr(t),t.decodeText()},e.prototype.getCreationDate=function(){var t=this.getInfoDict().lookup(v.CreationDate);if(t)return pr(t),t.decodeDate()},e.prototype.getModificationDate=function(){var t=this.getInfoDict().lookup(v.ModDate);if(t)return pr(t),t.decodeDate()},e.prototype.setTitle=function(t,r){w(t,"title",["string"]);var n=v.of("Title");if(this.getInfoDict().set(n,L.fromText(t)),r?.showInWindowTitleBar){var o=this.catalog.getOrCreateViewerPreferences();o.setDisplayDocTitle(!0)}},e.prototype.setAuthor=function(t){w(t,"author",["string"]);var r=v.of("Author");this.getInfoDict().set(r,L.fromText(t))},e.prototype.setSubject=function(t){w(t,"author",["string"]);var r=v.of("Subject");this.getInfoDict().set(r,L.fromText(t))},e.prototype.setKeywords=function(t){w(t,"keywords",[Array]);var r=v.of("Keywords");this.getInfoDict().set(r,L.fromText(t.join(" ")))},e.prototype.setCreator=function(t){w(t,"creator",["string"]);var r=v.of("Creator");this.getInfoDict().set(r,L.fromText(t))},e.prototype.setProducer=function(t){w(t,"creator",["string"]);var r=v.of("Producer");this.getInfoDict().set(r,L.fromText(t))},e.prototype.setLanguage=function(t){w(t,"language",["string"]);var r=v.of("Lang");this.catalog.set(r,te.of(t))},e.prototype.setCreationDate=function(t){w(t,"creationDate",[[Date,"Date"]]);var r=v.of("CreationDate");this.getInfoDict().set(r,te.fromDate(t))},e.prototype.setModificationDate=function(t){w(t,"modificationDate",[[Date,"Date"]]);var r=v.of("ModDate");this.getInfoDict().set(r,te.fromDate(t))},e.prototype.getPageCount=function(){return this.pageCount===void 0&&(this.pageCount=this.getPages().length),this.pageCount},e.prototype.getPages=function(){return this.pageCache.access()},e.prototype.getPage=function(t){var r=this.getPages();return Ue(t,"index",0,r.length-1),r[t]},e.prototype.getPageIndices=function(){return dl(0,this.getPageCount())},e.prototype.removePage=function(t){var r=this.getPageCount();if(this.pageCount===0)throw new Xu;Ue(t,"index",0,r-1),this.catalog.removeLeafNode(t),this.pageCount=r-1},e.prototype.addPage=function(t){return w(t,"page",["undefined",[Ae,"PDFPage"],Array]),this.insertPage(this.getPageCount(),t)},e.prototype.insertPage=function(t,r){var n=this.getPageCount();if(Ue(t,"index",0,n),w(r,"page",["undefined",[Ae,"PDFPage"],Array]),!r||Array.isArray(r)){var o=Array.isArray(r)?r:cd.A4;r=Ae.create(this),r.setSize.apply(r,o)}else if(r.doc!==this)throw new Ku;var i=this.catalog.insertLeafNode(r.ref,t);return r.node.setParent(i),this.pageMap.set(r.node,r),this.pageCache.invalidate(),this.pageCount=n+1,r},e.prototype.copyPages=function(t,r){return U(this,void 0,void 0,function(){var n,o,i,a,s,f,l,c;return q(this,function(u){switch(u.label){case 0:return w(t,"srcDoc",[[e,"PDFDocument"]]),w(r,"indices",[Array]),[4,t.flush()];case 1:for(u.sent(),n=Ei.for(t.context,this.context),o=t.getPages(),i=new Array(r.length),a=0,s=r.length;a<s;a++)f=o[r[a]],l=n.copy(f.node),c=this.context.register(l),i[a]=Ae.of(l,c,this);return[2,i]}})})},e.prototype.copy=function(){return U(this,void 0,void 0,function(){var t,r,n,o;return q(this,function(i){switch(i.label){case 0:return[4,e.create()];case 1:return t=i.sent(),[4,t.copyPages(this,this.getPageIndices())];case 2:for(r=i.sent(),n=0,o=r.length;n<o;n++)t.addPage(r[n]);return this.getAuthor()!==void 0&&t.setAuthor(this.getAuthor()),this.getCreationDate()!==void 0&&t.setCreationDate(this.getCreationDate()),this.getCreator()!==void 0&&t.setCreator(this.getCreator()),this.getModificationDate()!==void 0&&t.setModificationDate(this.getModificationDate()),this.getProducer()!==void 0&&t.setProducer(this.getProducer()),this.getSubject()!==void 0&&t.setSubject(this.getSubject()),this.getTitle()!==void 0&&t.setTitle(this.getTitle()),t.defaultWordBreaks=this.defaultWordBreaks,[2,t]}})})},e.prototype.addJavaScript=function(t,r){w(t,"name",["string"]),w(r,"script",["string"]);var n=dd.for(r,t),o=this.context.nextRef(),i=Ns.of(o,this,n);this.javaScripts.push(i)},e.prototype.attach=function(t,r,n){return n===void 0&&(n={}),U(this,void 0,void 0,function(){var o,i,a,s;return q(this,function(f){return w(t,"attachment",["string",Uint8Array,ArrayBuffer]),w(r,"name",["string"]),R(n.mimeType,"mimeType",["string"]),R(n.description,"description",["string"]),R(n.creationDate,"options.creationDate",[Date]),R(n.modificationDate,"options.modificationDate",[Date]),$e(n.afRelationship,"options.afRelationship",vo),o=Yr(t),i=is.for(o,r,n),a=this.context.nextRef(),s=ud.of(a,this,i),this.embeddedFiles.push(s),[2]})})},e.prototype.embedFont=function(t,r){return r===void 0&&(r={}),U(this,void 0,void 0,function(){var n,o,i,a,s,f,l,c,u,d;return q(this,function(h){switch(h.label){case 0:return n=r.subset,o=n===void 0?!1:n,i=r.customName,a=r.features,w(t,"font",["string",Uint8Array,ArrayBuffer]),w(o,"subset",["boolean"]),Za(t)?(s=Mr.for(t,i),[3,7]):[3,1];case 1:return pl(t)?(f=Yr(t),l=this.assertFontkit(),o?[4,os.for(l,f,i,a)]:[3,3]):[3,6];case 2:return c=h.sent(),[3,5];case 3:return[4,Nr.for(l,f,i,a)];case 4:c=h.sent(),h.label=5;case 5:return s=c,[3,7];case 6:throw new TypeError("`font` must be one of `StandardFonts | string | Uint8Array | ArrayBuffer`");case 7:return u=this.context.nextRef(),d=De.of(u,this,s),this.fonts.push(d),[2,d]}})})},e.prototype.embedStandardFont=function(t,r){if(w(t,"font",["string"]),!Za(t))throw new TypeError("`font` must be one of type `StandardFonts`");var n=Mr.for(t,r),o=this.context.nextRef(),i=De.of(o,this,n);return this.fonts.push(i),i},e.prototype.embedJpg=function(t){return U(this,void 0,void 0,function(){var r,n,o,i;return q(this,function(a){switch(a.label){case 0:return w(t,"jpg",["string",Uint8Array,ArrayBuffer]),r=Yr(t),[4,mo.for(r)];case 1:return n=a.sent(),o=this.context.nextRef(),i=Sn.of(o,this,n),this.images.push(i),[2,i]}})})},e.prototype.embedPng=function(t){return U(this,void 0,void 0,function(){var r,n,o,i;return q(this,function(a){switch(a.label){case 0:return w(t,"png",["string",Uint8Array,ArrayBuffer]),r=Yr(t),[4,go.for(r)];case 1:return n=a.sent(),o=this.context.nextRef(),i=Sn.of(o,this,n),this.images.push(i),[2,i]}})})},e.prototype.embedPdf=function(t,r){return r===void 0&&(r=[0]),U(this,void 0,void 0,function(){var n,o,i;return q(this,function(a){switch(a.label){case 0:return w(t,"pdf",["string",Uint8Array,ArrayBuffer,[e,"PDFDocument"]]),w(r,"indices",[Array]),t instanceof e?(o=t,[3,3]):[3,1];case 1:return[4,e.load(t)];case 2:o=a.sent(),a.label=3;case 3:return n=o,i=hl(n.getPages(),r),[2,this.embedPages(i)]}})})},e.prototype.embedPage=function(t,r,n){return U(this,void 0,void 0,function(){var o;return q(this,function(i){switch(i.label){case 0:return w(t,"page",[[Ae,"PDFPage"]]),[4,this.embedPages([t],[r],[n])];case 1:return o=i.sent()[0],[2,o]}})})},e.prototype.embedPages=function(t,r,n){return r===void 0&&(r=[]),n===void 0&&(n=[]),U(this,void 0,void 0,function(){var l,c,o,i,a,s,f,l,c,u,d,h,p,g,y;return q(this,function(b){switch(b.label){case 0:if(t.length===0)return[2,[]];for(l=0,c=t.length-1;l<c;l++)if(o=t[l],i=t[l+1],o.node.context!==i.node.context)throw new Ic;a=t[0].node.context,s=a===this.context?function(x){return x}:Ei.for(a,this.context).copy,f=new Array(t.length),l=0,c=t.length,b.label=1;case 1:return l<c?(u=s(t[l].node),d=r[l],h=n[l],[4,yo.for(u,d,h)]):[3,4];case 2:p=b.sent(),g=this.context.nextRef(),f[l]=Go.of(g,this,p),b.label=3;case 3:return l++,[3,1];case 4:return(y=this.embeddedPages).push.apply(y,f),[2,f]}})})},e.prototype.flush=function(){return U(this,void 0,void 0,function(){return q(this,function(t){switch(t.label){case 0:return[4,this.embedAll(this.fonts)];case 1:return t.sent(),[4,this.embedAll(this.images)];case 2:return t.sent(),[4,this.embedAll(this.embeddedPages)];case 3:return t.sent(),[4,this.embedAll(this.embeddedFiles)];case 4:return t.sent(),[4,this.embedAll(this.javaScripts)];case 5:return t.sent(),[2]}})})},e.prototype.save=function(t){return t===void 0&&(t={}),U(this,void 0,void 0,function(){var r,n,o,i,a,s,f,l,c,u;return q(this,function(d){switch(d.label){case 0:return r=t.useObjectStreams,n=r===void 0?!0:r,o=t.addDefaultPage,i=o===void 0?!0:o,a=t.objectsPerTick,s=a===void 0?50:a,f=t.updateFieldAppearances,l=f===void 0?!0:f,w(n,"useObjectStreams",["boolean"]),w(i,"addDefaultPage",["boolean"]),w(s,"objectsPerTick",["number"]),w(l,"updateFieldAppearances",["boolean"]),i&&this.getPageCount()===0&&this.addPage(),l&&(c=this.formCache.getValue(),c&&c.updateFieldAppearances()),[4,this.flush()];case 1:return d.sent(),u=n?ns:ho,[2,u.forContext(this.context,s).serializeToBuffer()]}})})},e.prototype.saveAsBase64=function(t){return t===void 0&&(t={}),U(this,void 0,void 0,function(){var r,n,o,i,a;return q(this,function(s){switch(s.label){case 0:return r=t.dataUri,n=r===void 0?!1:r,o=_s(t,["dataUri"]),w(n,"dataUri",["boolean"]),[4,this.save(o)];case 1:return i=s.sent(),a=el(i),[2,n?"data:application/pdf;base64,"+a:a]}})})},e.prototype.findPageForAnnotationRef=function(t){for(var r=this.getPages(),n=0,o=r.length;n<o;n++){var i=r[n],a=i.node.Annots();if(a?.indexOf(t)!==void 0)return i}},e.prototype.embedAll=function(t){return U(this,void 0,void 0,function(){var r,n;return q(this,function(o){switch(o.label){case 0:r=0,n=t.length,o.label=1;case 1:return r<n?[4,t[r].embed()]:[3,4];case 2:o.sent(),o.label=3;case 3:return r++,[3,1];case 4:return[2]}})})},e.prototype.updateInfoDict=function(){var t="pdf-lib (https://github.com/Hopding/pdf-lib)",r=new Date,n=this.getInfoDict();this.setProducer(t),this.setModificationDate(r),n.get(v.of("Creator"))||this.setCreator(t),n.get(v.of("CreationDate"))||this.setCreationDate(r)},e.prototype.getInfoDict=function(){var t=this.context.lookup(this.context.trailerInfo.Info);if(t instanceof j)return t;var r=this.context.obj({});return this.context.trailerInfo.Info=this.context.register(r),r},e.prototype.assertFontkit=function(){if(!this.fontkit)throw new Gu;return this.fontkit},e}(),Ge=Fm;function pr(e){if(!(e instanceof L)&&!(e instanceof te))throw new Rr([L,te],e)}var Nt;(function(e){e.Normal="Normal",e.Multiply="Multiply",e.Screen="Screen",e.Overlay="Overlay",e.Darken="Darken",e.Lighten="Lighten",e.ColorDodge="ColorDodge",e.ColorBurn="ColorBurn",e.HardLight="HardLight",e.SoftLight="SoftLight",e.Difference="Difference",e.Exclusion="Exclusion"})(Nt||(Nt={}));var wm=function(){function e(t,r,n){this.fontSize=24,this.fontColor=oe(0,0,0),this.lineHeight=24,this.x=0,this.y=0,w(t,"leafNode",[[Ze,"PDFPageLeaf"]]),w(r,"ref",[[Y,"PDFRef"]]),w(n,"doc",[[Ge,"PDFDocument"]]),this.node=t,this.ref=r,this.doc=n}return e.prototype.setRotation=function(t){var r=zi(t);Ci(r,"degreesAngle",90),this.node.set(v.of("Rotate"),this.doc.context.obj(r))},e.prototype.getRotation=function(){var t=this.node.Rotate();return W(t?t.asNumber():0)},e.prototype.setSize=function(t,r){w(t,"width",["number"]),w(r,"height",["number"]);var n=this.getMediaBox();this.setMediaBox(n.x,n.y,t,r);var o=this.getCropBox(),i=this.getBleedBox(),a=this.getTrimBox(),s=this.getArtBox(),f=this.node.CropBox(),l=this.node.BleedBox(),c=this.node.TrimBox(),u=this.node.ArtBox();f&&lo(o,n)&&this.setCropBox(n.x,n.y,t,r),l&&lo(i,n)&&this.setBleedBox(n.x,n.y,t,r),c&&lo(a,n)&&this.setTrimBox(n.x,n.y,t,r),u&&lo(s,n)&&this.setArtBox(n.x,n.y,t,r)},e.prototype.setWidth=function(t){w(t,"width",["number"]),this.setSize(t,this.getSize().height)},e.prototype.setHeight=function(t){w(t,"height",["number"]),this.setSize(this.getSize().width,t)},e.prototype.setMediaBox=function(t,r,n,o){w(t,"x",["number"]),w(r,"y",["number"]),w(n,"width",["number"]),w(o,"height",["number"]);var i=this.doc.context.obj([t,r,t+n,r+o]);this.node.set(v.MediaBox,i)},e.prototype.setCropBox=function(t,r,n,o){w(t,"x",["number"]),w(r,"y",["number"]),w(n,"width",["number"]),w(o,"height",["number"]);var i=this.doc.context.obj([t,r,t+n,r+o]);this.node.set(v.CropBox,i)},e.prototype.setBleedBox=function(t,r,n,o){w(t,"x",["number"]),w(r,"y",["number"]),w(n,"width",["number"]),w(o,"height",["number"]);var i=this.doc.context.obj([t,r,t+n,r+o]);this.node.set(v.BleedBox,i)},e.prototype.setTrimBox=function(t,r,n,o){w(t,"x",["number"]),w(r,"y",["number"]),w(n,"width",["number"]),w(o,"height",["number"]);var i=this.doc.context.obj([t,r,t+n,r+o]);this.node.set(v.TrimBox,i)},e.prototype.setArtBox=function(t,r,n,o){w(t,"x",["number"]),w(r,"y",["number"]),w(n,"width",["number"]),w(o,"height",["number"]);var i=this.doc.context.obj([t,r,t+n,r+o]);this.node.set(v.ArtBox,i)},e.prototype.getSize=function(){var t=this.getMediaBox(),r=t.width,n=t.height;return{width:r,height:n}},e.prototype.getWidth=function(){return this.getSize().width},e.prototype.getHeight=function(){return this.getSize().height},e.prototype.getMediaBox=function(){var t=this.node.MediaBox();return t.asRectangle()},e.prototype.getCropBox=function(){var t,r=this.node.CropBox();return(t=r?.asRectangle())!==null&&t!==void 0?t:this.getMediaBox()},e.prototype.getBleedBox=function(){var t,r=this.node.BleedBox();return(t=r?.asRectangle())!==null&&t!==void 0?t:this.getCropBox()},e.prototype.getTrimBox=function(){var t,r=this.node.TrimBox();return(t=r?.asRectangle())!==null&&t!==void 0?t:this.getCropBox()},e.prototype.getArtBox=function(){var t,r=this.node.ArtBox();return(t=r?.asRectangle())!==null&&t!==void 0?t:this.getCropBox()},e.prototype.translateContent=function(t,r){w(t,"x",["number"]),w(r,"y",["number"]),this.node.normalize(),this.getContentStream();var n=this.createContentStream(Fe(),Ye(t,r)),o=this.doc.context.register(n),i=this.createContentStream(we()),a=this.doc.context.register(i);this.node.wrapContentStreams(o,a)},e.prototype.scale=function(t,r){w(t,"x",["number"]),w(r,"y",["number"]),this.setSize(this.getWidth()*t,this.getHeight()*r),this.scaleContent(t,r),this.scaleAnnotations(t,r)},e.prototype.scaleContent=function(t,r){w(t,"x",["number"]),w(r,"y",["number"]),this.node.normalize(),this.getContentStream();var n=this.createContentStream(Fe(),Ur(t,r)),o=this.doc.context.register(n),i=this.createContentStream(we()),a=this.doc.context.register(i);this.node.wrapContentStreams(o,a)},e.prototype.scaleAnnotations=function(t,r){w(t,"x",["number"]),w(r,"y",["number"]);var n=this.node.Annots();if(n)for(var o=0;o<n.size();o++){var i=n.lookup(o);i instanceof j&&this.scaleAnnot(i,t,r)}},e.prototype.resetPosition=function(){this.getContentStream(!1),this.x=0,this.y=0},e.prototype.setFont=function(t){w(t,"font",[[De,"PDFFont"]]),this.font=t,this.fontKey=this.node.newFontDictionary(this.font.name,this.font.ref)},e.prototype.setFontSize=function(t){w(t,"fontSize",["number"]),this.fontSize=t},e.prototype.setFontColor=function(t){w(t,"fontColor",[[Object,"Color"]]),this.fontColor=t},e.prototype.setLineHeight=function(t){w(t,"lineHeight",["number"]),this.lineHeight=t},e.prototype.getPosition=function(){return{x:this.x,y:this.y}},e.prototype.getX=function(){return this.x},e.prototype.getY=function(){return this.y},e.prototype.moveTo=function(t,r){w(t,"x",["number"]),w(r,"y",["number"]),this.x=t,this.y=r},e.prototype.moveDown=function(t){w(t,"yDecrease",["number"]),this.y-=t},e.prototype.moveUp=function(t){w(t,"yIncrease",["number"]),this.y+=t},e.prototype.moveLeft=function(t){w(t,"xDecrease",["number"]),this.x-=t},e.prototype.moveRight=function(t){w(t,"xIncrease",["number"]),this.x+=t},e.prototype.pushOperators=function(){for(var t=[],r=0;r<arguments.length;r++)t[r]=arguments[r];Pi(t,"operator",[[ne,"PDFOperator"]]);var n=this.getContentStream();n.push.apply(n,t)},e.prototype.drawText=function(t,r){var n,o,i,a,s,f,l;r===void 0&&(r={}),w(t,"text",["string"]),R(r.color,"options.color",[[Object,"Color"]]),ot(r.opacity,"opacity.opacity",0,1),R(r.font,"options.font",[[De,"PDFFont"]]),R(r.size,"options.size",["number"]),R(r.rotate,"options.rotate",[[Object,"Rotation"]]),R(r.xSkew,"options.xSkew",[[Object,"Rotation"]]),R(r.ySkew,"options.ySkew",[[Object,"Rotation"]]),R(r.x,"options.x",["number"]),R(r.y,"options.y",["number"]),R(r.lineHeight,"options.lineHeight",["number"]),R(r.maxWidth,"options.maxWidth",["number"]),R(r.wordBreaks,"options.wordBreaks",[Array]),$e(r.blendMode,"options.blendMode",Nt);for(var c=this.setOrEmbedFont(r.font),u=c.oldFont,d=c.newFont,h=c.newFontKey,p=r.size||this.fontSize,g=r.wordBreaks||this.doc.defaultWordBreaks,y=function(D){return d.widthOfTextAtSize(D,p)},b=r.maxWidth===void 0?ti(br(t)):al(t,g,r.maxWidth,y),x=new Array(b.length),P=0,S=b.length;P<S;P++)x[P]=d.encodeText(b[P]);var F=this.maybeEmbedGraphicsState({opacity:r.opacity,blendMode:r.blendMode}),C=this.getContentStream();C.push.apply(C,ju(x,{color:(n=r.color)!==null&&n!==void 0?n:this.fontColor,font:h,size:p,rotate:(o=r.rotate)!==null&&o!==void 0?o:W(0),xSkew:(i=r.xSkew)!==null&&i!==void 0?i:W(0),ySkew:(a=r.ySkew)!==null&&a!==void 0?a:W(0),x:(s=r.x)!==null&&s!==void 0?s:this.x,y:(f=r.y)!==null&&f!==void 0?f:this.y,lineHeight:(l=r.lineHeight)!==null&&l!==void 0?l:this.lineHeight,graphicsState:F})),r.font&&(u?this.setFont(u):this.resetFont())},e.prototype.drawImage=function(t,r){var n,o,i,a,s,f,l;r===void 0&&(r={}),w(t,"image",[[Sn,"PDFImage"]]),R(r.x,"options.x",["number"]),R(r.y,"options.y",["number"]),R(r.width,"options.width",["number"]),R(r.height,"options.height",["number"]),R(r.rotate,"options.rotate",[[Object,"Rotation"]]),R(r.xSkew,"options.xSkew",[[Object,"Rotation"]]),R(r.ySkew,"options.ySkew",[[Object,"Rotation"]]),ot(r.opacity,"opacity.opacity",0,1),$e(r.blendMode,"options.blendMode",Nt);var c=this.node.newXObject("Image",t.ref),u=this.maybeEmbedGraphicsState({opacity:r.opacity,blendMode:r.blendMode}),d=this.getContentStream();d.push.apply(d,Xi(c,{x:(n=r.x)!==null&&n!==void 0?n:this.x,y:(o=r.y)!==null&&o!==void 0?o:this.y,width:(i=r.width)!==null&&i!==void 0?i:t.size().width,height:(a=r.height)!==null&&a!==void 0?a:t.size().height,rotate:(s=r.rotate)!==null&&s!==void 0?s:W(0),xSkew:(f=r.xSkew)!==null&&f!==void 0?f:W(0),ySkew:(l=r.ySkew)!==null&&l!==void 0?l:W(0),graphicsState:u}))},e.prototype.drawPage=function(t,r){var n,o,i,a,s;r===void 0&&(r={}),w(t,"embeddedPage",[[Go,"PDFEmbeddedPage"]]),R(r.x,"options.x",["number"]),R(r.y,"options.y",["number"]),R(r.xScale,"options.xScale",["number"]),R(r.yScale,"options.yScale",["number"]),R(r.width,"options.width",["number"]),R(r.height,"options.height",["number"]),R(r.rotate,"options.rotate",[[Object,"Rotation"]]),R(r.xSkew,"options.xSkew",[[Object,"Rotation"]]),R(r.ySkew,"options.ySkew",[[Object,"Rotation"]]),ot(r.opacity,"opacity.opacity",0,1),$e(r.blendMode,"options.blendMode",Nt);var f=this.node.newXObject("EmbeddedPdfPage",t.ref),l=this.maybeEmbedGraphicsState({opacity:r.opacity,blendMode:r.blendMode}),c=r.width!==void 0?r.width/t.width:r.xScale!==void 0?r.xScale:1,u=r.height!==void 0?r.height/t.height:r.yScale!==void 0?r.yScale:1,d=this.getContentStream();d.push.apply(d,Hu(f,{x:(n=r.x)!==null&&n!==void 0?n:this.x,y:(o=r.y)!==null&&o!==void 0?o:this.y,xScale:c,yScale:u,rotate:(i=r.rotate)!==null&&i!==void 0?i:W(0),xSkew:(a=r.xSkew)!==null&&a!==void 0?a:W(0),ySkew:(s=r.ySkew)!==null&&s!==void 0?s:W(0),graphicsState:l}))},e.prototype.drawSvgPath=function(t,r){var n,o,i,a,s,f,l,c,u;r===void 0&&(r={}),w(t,"path",["string"]),R(r.x,"options.x",["number"]),R(r.y,"options.y",["number"]),R(r.scale,"options.scale",["number"]),R(r.rotate,"options.rotate",[[Object,"Rotation"]]),R(r.borderWidth,"options.borderWidth",["number"]),R(r.color,"options.color",[[Object,"Color"]]),ot(r.opacity,"opacity.opacity",0,1),R(r.borderColor,"options.borderColor",[[Object,"Color"]]),R(r.borderDashArray,"options.borderDashArray",[Array]),R(r.borderDashPhase,"options.borderDashPhase",["number"]),$e(r.borderLineCap,"options.borderLineCap",Hr),ot(r.borderOpacity,"options.borderOpacity",0,1),$e(r.blendMode,"options.blendMode",Nt);var d=this.maybeEmbedGraphicsState({opacity:r.opacity,borderOpacity:r.borderOpacity,blendMode:r.blendMode});!("color"in r)&&!("borderColor"in r)&&(r.borderColor=oe(0,0,0));var 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a=i+1,s=t.showHeaderOnFirstPage||i>0,f=t.showFooterOnFirstPage||i>0,l=t.showFooterOnFirstPage?t.pageNumberStart+i:t.pageNumberStart+(i-1),c=t.showFooterOnFirstPage?t.pageNumberStart+n-1:t.pageNumberStart+n-2,u=jm(t.pageNumberFormat,l,c,r),d="",h="",p="",g="",y="",b="";if(f&&(t.footerText&&(t.footerTextAlignment==="center"?p=t.footerText:t.footerTextAlignment==="left"?d=t.footerText:h=t.footerText),t.showPageNumbers)){let S=F=>F?F+" \u2014 "+u:u;t.pageNumberPosition==="center"?p=S(p):t.pageNumberPosition==="left"?d=S(d):h=S(h)}s&&t.headerText&&(t.headerAlignment==="center"?y=t.headerText:t.headerAlignment==="left"?g=t.headerText:b=t.headerText);let x=t.showHeader&&s&&!!(g||y||b||t.showHeaderBorder),P=t.showFooter&&f&&!!(d||h||p||t.showFooterBorder);return{pageNodes:o,pageNum:a,totalPages:n,pageShowsHeader:s,pageShowsFooter:f,hasHeader:x,hasFooter:P,headerLeft:g,headerCenter:y,headerRight:b,footerLeft:d,footerRight:h,footerCenter:p}})}function vd(e){let t=[];for(let r of e)for(let n of r.pageNodes){let o=/^H[1-6]$/.test(n.tagName)?[n]:[],i=Array.from(n.querySelectorAll("h1,h2,h3,h4,h5,h6"));for(let a of[...o,...i]){let s=parseInt(a.tagName[1],10),f=(a.textContent??"").trim();f&&t.push({title:f,level:s,page:r.pageNum})}}return t}async function md(e,t){if(!t.length)return e;let r=await Ge.load(e),n=r.getPages(),o=r.context,i=t.length,a=new Array(i).fill(-1);for(let x=1;x<i;x++)for(let P=x-1;P>=0;P--)if(t[P].level<t[x].level){a[x]=P;break}let s=new Array(i).fill(-1),f=new Array(i).fill(-1);for(let x=0;x<i;x++){for(let P=x-1;P>=0;P--)if(a[P]===a[x]){s[x]=P;break}for(let P=x+1;P<i;P++)if(a[P]===a[x]){f[x]=P;break}}let l=new Array(i).fill(-1),c=new Array(i).fill(-1),u=new Array(i).fill(0);for(let x=0;x<i;x++){let P=a[x];P>=0&&(l[P]<0&&(l[P]=x),c[P]=x,u[P]++)}let d=o.nextRef(),h=t.map(()=>o.nextRef());for(let x=0;x<i;x++){let P=Math.min(t[x].page-1,n.length-1),S=K.withContext(o);S.push(n[P].ref),S.push(v.of("XYZ")),S.push(Ce),S.push(Ce),S.push(z.of(0));let F=j.withContext(o);F.set(v.of("Title"),L.fromText(t[x].title)),F.set(v.of("Parent"),a[x]>=0?h[a[x]]:d),F.set(v.of("Dest"),S),s[x]>=0&&F.set(v.of("Prev"),h[s[x]]),f[x]>=0&&F.set(v.of("Next"),h[f[x]]),l[x]>=0&&(F.set(v.of("First"),h[l[x]]),F.set(v.of("Last"),h[c[x]]),F.set(v.of("Count"),z.of(-u[x]))),o.assign(h[x],F)}let p=-1,g=-1,y=0;for(let x=0;x<i;x++)a[x]<0&&(p<0&&(p=x),g=x,y++);if(p<0)return e;let b=j.withContext(o);return b.set(v.of("Type"),v.of("Outlines")),b.set(v.of("First"),h[p]),b.set(v.of("Last"),h[g]),b.set(v.of("Count"),z.of(y)),o.assign(d,b),r.catalog.set(v.of("Outlines"),d),r.catalog.set(v.of("PageMode"),v.of("UseOutlines")),await r.save()}function yd(e){return`${e.frameThickness}px ${e.frameStyle} ${e.frameColor}`}function Hm(e){if(!e.frameEnabled)return null;let t=`${e.frameMargin}px`,r=createDiv();return r.setCssStyles({position:"absolute",top:t,left:t,right:t,bottom:t,pointerEvents:"none",boxSizing:"border-box",border:yd(e)}),r}function Um(e){if(!e.frameEnabled)return"";let t=`${e.frameMargin}px`;return`<div style="position:absolute;top:${t};left:${t};right:${t};bottom:${t};pointer-events:none;box-sizing:border-box;border:${yd(e)};"></div>`}function gd(e,t,r,n){if(!(!t&&!r&&!n))if(t){let o=createSpan();o.className="mpdf-hf-center",o.textContent=t,e.appendChild(o)}else{let o=createSpan();o.textContent=r,e.appendChild(o);let i=createSpan();i.className="mpdf-hf-right",i.textContent=n,e.appendChild(i)}}function bd(e,t,r){return!e&&!t&&!r?"":e?`<span style="flex:1;text-align:center;">${Mn(e)}</span>`:`<span>${Mn(t)}</span><span style="margin-left:auto;">${Mn(r)}</span>`}function qm(e,t){if(t)return t;let r=e.workspace.getActiveFile();if(r?.extension==="md")return r;let n=e.workspace.getMostRecentLeaf();return n?.view instanceof ge.MarkdownView?n.view.file??null:null}var Yi=class e extends ge.Modal{plugin;editorEl;previewEl;pageCountEl;noteTitleEl;renderBtn;exportBtn;exportMenuBtn;loadingOverlayEl;renderComponent=new ge.Component;initialFile;currentFile=null;renderToken=0;layoutCache=null;renderDebounceTimer=null;constructor(t,r,n){super(t),this.plugin=r,this.initialFile=n??null}async onOpen(){this.plugin.activeModal=this,this.renderComponent.load(),this.modalEl.addClass("mpdf-modal"),this.buildUI(this.contentEl);let t=qm(this.app,this.initialFile);if(t){let r;try{r=await this.app.vault.read(t)}catch(n){let o=n instanceof Error?n.message:String(n);new ge.Notice(`Failed to read file "${t.basename}": ${o}`);return}if(!this.plugin.activeModal)return;this.currentFile=t,this.editorEl.value=r,this.noteTitleEl.textContent=t.basename,this.noteTitleEl.title=t.path,this.render(!0)}}onClose(){this.renderDebounceTimer!==null&&(window.clearTimeout(this.renderDebounceTimer),this.renderDebounceTimer=null),this.renderComponent.unload(),this.plugin.activeModal=null,this.currentFile=null,this.layoutCache=null}buildUI(t){let r=this.plugin.settings;this.buildTopbar(t.createDiv({cls:"mpdf-topbar"}),r);let n=t.createDiv({cls:"mpdf-main"}),o=n.createDiv({cls:"mpdf-editor-panel"});this.editorEl=o.createEl("textarea",{cls:"mpdf-editor"}),this.editorEl.placeholder=`Type or paste markdown here to preview and export as PDF. + +Tip: open this panel from a note's right-click menu, command palette, +or keyboard shortcut to auto-load the active note. + +Use /// on its own line for a manual page break. +Use --- for a horizontal rule. + +Mermaid diagrams are supported: +\`\`\`mermaid +flowchart LR + A --> B --> C +\`\`\` + +Markdown tables: +| Col A | Col B | +|-------|-------| +| Cell | Cell |`;let i=n.createDiv({cls:"mpdf-preview-container"});this.previewEl=i.createDiv({cls:"mpdf-preview"}),this.loadingOverlayEl=i.createDiv({cls:"mpdf-loading-overlay"}),this.loadingOverlayEl.createDiv({cls:"mpdf-spinner"}),this.loadingOverlayEl.createSpan({cls:"mpdf-loading-text",text:"Rendering\u2026"}),this.editorEl.addEventListener("keydown",a=>{a.key==="Enter"&&(a.ctrlKey||a.metaKey)&&(a.preventDefault(),this.render(!0))})}buildTopbar(t,r){let n=t.createDiv({cls:"mpdf-topbar-left"}),o=t.createDiv({cls:"mpdf-topbar-right"}),i=(F,C,D,k)=>{let A=n.createDiv({cls:"mpdf-ctrl"});A.createSpan({cls:"mpdf-ctrl-label",text:F});let M=A.createEl("select",{cls:"mpdf-select"});for(let[E,B]of Object.entries(C)){let N=M.createEl("option",{text:B,value:E});E===D&&(N.selected=!0)}M.addEventListener("change",()=>void k(M.value))},a={};Object.entries(St).forEach(([F,C])=>a[F]=C.name),i("Style",a,r.preset,async F=>{this.plugin.applyPreset(F),await this.plugin.saveSettingsAndRender()});let s={};Object.keys(vr).forEach(F=>s[F]=F),s.Custom="Custom";let f=n.createDiv({cls:"mpdf-ctrl"});f.createSpan({cls:"mpdf-ctrl-label",text:"Size"});let l=f.createEl("select",{cls:"mpdf-select"});for(let[F,C]of Object.entries(s)){let D=l.createEl("option",{text:C,value:F});F===r.pageSize&&(D.selected=!0)}let c=n.createDiv({cls:"mpdf-ctrl"});c.toggleClass("mpdf-is-hidden",r.pageSize!=="Custom");let u=(F,C)=>{c.createSpan({cls:"mpdf-ctrl-label",text:F});let D=c.createEl("input",{cls:"mpdf-custom-size-input"});return D.type="number",D.min="10",D.step="1",D.value=String(C),D},d=u("W",r.customPageWidth),h=u("H",r.customPageHeight);c.createSpan({cls:"mpdf-ctrl-label",text:"mm"}),l.addEventListener("change",()=>{this.plugin.settings.pageSize=l.value,c.toggleClass("mpdf-is-hidden",l.value!=="Custom"),this.plugin.saveSettingsAndRender()});let p=async()=>{this.plugin.settings.customPageWidth=Math.max(10,parseFloat(d.value)||210),this.plugin.settings.customPageHeight=Math.max(10,parseFloat(h.value)||297),await this.plugin.saveSettingsAndRender()};d.addEventListener("change",()=>void p()),h.addEventListener("change",()=>void p()),i("",{portrait:"Portrait",landscape:"Landscape"},r.orientation,async F=>{this.plugin.settings.orientation=F,await this.plugin.saveSettingsAndRender()});let g=n.createDiv({cls:"mpdf-ctrl"});g.createSpan({cls:"mpdf-ctrl-label",text:"Zoom"});let y=g.createSpan({cls:"mpdf-ctrl-label",text:Math.round(r.previewScale*100)+"%"}),b=g.createEl("input");b.type="range",b.min="0.35",b.max="1.0",b.step="0.05",b.value=String(r.previewScale),b.addClass("mpdf-zoom-slider"),b.addEventListener("input",()=>{let F=parseFloat(b.value);this.plugin.settings.previewScale=F,y.textContent=Math.round(F*100)+"%",this.plugin.saveSettings().then(()=>{this.renderPreviewOnly()})});let x=n.createEl("button",{cls:"mpdf-btn",text:"Insert Page Break"});x.title="Insert page break (///)",x.addEventListener("click",()=>this.insertAtCursor(` +/// +`)),this.noteTitleEl=n.createDiv({cls:"mpdf-topbar-title",text:"\u2014"}),this.pageCountEl=o.createSpan({cls:"mpdf-page-count",text:"\u2014 pages"});let P=o.createEl("button",{cls:"mpdf-btn mpdf-btn-icon"});P.setAttr("aria-label","Open Advanced PDF Export settings"),(0,ge.setIcon)(P,"settings"),P.addEventListener("click",()=>{let F=this.app.setting;F?.open?.(),F?.openTabById?.("advanced-pdf-export")}),this.renderBtn=o.createEl("button",{cls:"mpdf-btn",text:"\u27F3 Render PDF"}),this.renderBtn.title="Render preview (Ctrl+Enter)",this.renderBtn.addEventListener("click",()=>this.render(!0));let S=o.createDiv({cls:"mpdf-split-btn"});this.exportBtn=S.createEl("button",{cls:"mpdf-btn mpdf-btn-primary mpdf-split-btn-main",text:"\u2B07 Export PDF"}),this.exportBtn.addEventListener("click",()=>void this.exportPDF()),this.exportMenuBtn=S.createEl("button",{cls:"mpdf-btn mpdf-btn-primary mpdf-split-btn-arrow",attr:{"aria-label":"More export options"}}),(0,ge.setIcon)(this.exportMenuBtn,"chevron-down"),this.exportMenuBtn.addEventListener("click",()=>{let F=new ge.Menu;F.addItem(D=>D.setTitle("Export PDF").setIcon("download").onClick(()=>void this.exportPDF())),F.addItem(D=>D.setTitle("Print\u2026").setIcon("printer").onClick(()=>void this.printPDF()));let C=this.exportMenuBtn.getBoundingClientRect();F.showAtPosition({x:C.right,y:C.bottom+4,left:!0})})}insertAtCursor(t){let r=this.editorEl,n=r.selectionStart,o=r.selectionEnd;r.value=r.value.slice(0,n)+t+r.value.slice(o),r.selectionStart=r.selectionEnd=n+t.length,r.focus()}render(t=!1){let r=++this.renderToken;this.renderDebounceTimer!==null&&(window.clearTimeout(this.renderDebounceTimer),this.renderDebounceTimer=null),this.showLoading();let n=()=>this.doRender(r).catch(o=>{let i=o instanceof Error?o.message:String(o);console.error("[advanced-pdf-export] render error:",o),this.hideLoading(),new ge.Notice("Advanced PDF Export \u2014 render failed: "+i)});t?window.requestAnimationFrame(()=>window.requestAnimationFrame(()=>void n())):this.renderDebounceTimer=window.setTimeout(()=>{this.renderDebounceTimer=null,window.requestAnimationFrame(()=>window.requestAnimationFrame(()=>void n()))},150)}static insertAutoBreaks(t,r,n){if(!r&&!n)return t;let o=t.split(` +`),i=[],a=!1,s="";for(let f of o){if(a){let l=f.match(/^(`{3,}|~{3,})\s*$/);l&&l[1][0]===s[0]&&l[1].length>=s.length&&(a=!1,s="")}else{let l=f.match(/^(`{3,}|~{3,})/);l?(a=!0,s=l[1]):i.length>0&&(r&&/^# /.test(f)||n&&/^## /.test(f))&&i.push("///")}i.push(f)}return i.join(` +`)}async doRender(t){let r=this.plugin.settings,n=Xs(this.editorEl.value);r.hideFrontmatter&&(n=Zs(n)),r.includeFilenameAsTitle&&this.currentFile&&(n=`# ${this.currentFile.basename} + +${n}`),n=e.insertAutoBreaks(n,r.autoBreakH1,r.autoBreakH2);let o=Ys(n),i=Us(r),a=r.orientation==="landscape"?i.h:i.w,s=r.orientation==="landscape"?i.w:i.h,f=mr(r.marginTop),l=mr(r.marginBottom),c=mr(r.marginLeft),u=mr(r.marginRight),d=r.showFooter&&(r.showPageNumbers||r.footerText||r.showFooterBorder||r.footerImagePath)?r.footerHeight>0?r.footerHeight:Math.max(28,r.footerFontSize+14):0,h=r.showHeader&&(r.headerText||r.showHeaderBorder||r.headerImagePath)?r.headerHeight>0?r.headerHeight:Math.max(20,r.headerFontSize+10):0,p=Math.max(1,a-c-u),g=Math.max(1,s-f-l-d-h),y=Js(this.editorEl.value),b=Ws(r,y),x=this.currentFile?.path??"pdf-export",P=await Promise.all(o.map(A=>aa(this.app,A,x,this.renderComponent)));if(t!==this.renderToken)return;await Nn();let S=Bn(),F=S?Vs(S):"",C=F?`${F} +${b}`:b,D=[];for(let A of P)D.push(...hd(A,p,g,C));let k=pd(D,r,this.currentFile?.basename??"");this.layoutCache={layouts:k,pw:a,ph:s,mTop:f,mLeft:c,mRight:u,footerH:d,headerH:h,contentW:p,contentH:g,docCSS:C,fontFamily:ia(r),accentColor:r.accentColor,pageBackground:r.pageBackground,isRTL:y},this.drawPreview(this.layoutCache,r.previewScale),this.pageCountEl.textContent=`${k.length} page${k.length!==1?"s":""}`,this.hideLoading()}renderPreviewOnly(){this.layoutCache&&this.drawPreview(this.layoutCache,this.plugin.settings.previewScale)}showLoading(){this.loadingOverlayEl.addClass("mpdf-is-active"),this.renderBtn.disabled=!0,this.renderBtn.textContent="Rendering\u2026"}hideLoading(){this.loadingOverlayEl.removeClass("mpdf-is-active"),this.renderBtn.disabled=!1,this.renderBtn.textContent="\u27F3 Render PDF"}drawPreview(t,r){let{layouts:n,pw:o,ph:i,mTop:a,mLeft:s,mRight:f,footerH:l,headerH:c,contentW:u,contentH:d,docCSS:h,fontFamily:p,accentColor:g,pageBackground:y,isRTL:b}=t,x=this.plugin.settings;this.previewEl.empty();let P=new Map;n.forEach((D,k)=>{for(let A of D.pageNodes)A.querySelectorAll("[id]").forEach(M=>{P.has(M.id)||P.set(M.id,k)}),A.id&&!P.has(A.id)&&P.set(A.id,k)});let S=[],F=` + :host { + display: block; + width: ${o}px; + height: ${i}px; + background: ${y}; + box-shadow: 0 2px 8px rgba(0,0,0,.30), 0 8px 32px rgba(0,0,0,.25); + overflow: hidden; + position: relative; + box-sizing: border-box; + } + *, *::before, *::after { box-sizing: border-box; } + .mpdf-hf-center { flex: 1; text-align: center; } + .mpdf-hf-right { margin-left: auto; } + ${h} + `,C=new activeWindow.CSSStyleSheet;C.replaceSync(F);for(let D of n){let k=Math.round(o*r),A=Math.round(i*r),M=this.previewEl.createDiv({cls:"mpdf-page-wrap"});M.setCssStyles({width:`${k}px`,height:`${A}px`}),M.createDiv({cls:"mpdf-page-label",text:`Page ${D.pageNum} of ${D.totalPages}`}),S.push(M);let E=M.createDiv({cls:"mpdf-page-scale"});E.setCssStyles({width:`${k}px`,height:`${A}px`});let B=createDiv();B.addClass("mpdf-shadow-host"),B.setCssStyles({width:`${o}px`,height:`${i}px`,transform:`scale(${r})`}),E.appendChild(B);let N=B.attachShadow({mode:"open"});if(N.adoptedStyleSheets=[C],x.backgroundImageEnabled&&x.backgroundImagePath){let de=gr(this.app,x.backgroundImagePath);if(de){let Ie=x.backgroundImageScope==="content-only",Re=createDiv(),ze=oa(x.backgroundImageSize);Re.setCssStyles({position:"absolute",...Ie?{top:`${a+c}px`,left:`${s}px`,width:`${u}px`,height:`${d}px`}:{inset:"0"},backgroundImage:`url('${de}')`,backgroundRepeat:ze.repeat,backgroundSize:ze.size,backgroundPosition:"center",opacity:String(x.backgroundImageOpacity),pointerEvents:"none"}),N.appendChild(Re)}}let I=D.pageShowsHeader,X=D.pageShowsFooter;if(I&&x.showHeader&&x.headerImagePath){let de=gr(this.app,x.headerImagePath);if(de){let Ie=createDiv();Ie.setCssStyles({position:"absolute",top:`${a*.4}px`,left:`${x.headerImageMargin}px`,right:`${x.headerImageMargin}px`,height:`${c}px`,backgroundImage:`url('${de}')`,backgroundSize:"cover",backgroundPosition:"center",backgroundRepeat:"no-repeat",pointerEvents:"none"}),N.appendChild(Ie)}}if(D.hasHeader){let de=createDiv();de.setCssStyles({position:"absolute",top:`${a*.4}px`,left:`${s}px`,right:`${f}px`,height:`${c}px`,display:"flex",alignItems:"center",fontSize:`${x.headerFontSize}px`,color:x.headerFontColor,fontFamily:p,whiteSpace:"nowrap",...x.showHeaderBorder?{borderBottom:`0.5px solid ${g}33`}:{}}),gd(de,D.headerCenter,D.headerLeft,D.headerRight),N.appendChild(de)}let H=createDiv();H.className="mpdf-doc",b&&H.setAttribute("dir","rtl"),H.setCssStyles({position:"absolute",top:`${a+c}px`,left:`${s}px`,width:`${u}px`});for(let de of D.pageNodes)H.appendChild(de.cloneNode(!0));if(N.appendChild(H),H.querySelectorAll("a[href^='#']").forEach(de=>{let Ie=decodeURIComponent((de.getAttribute("href")??"").slice(1)),Re=P.get(Ie);Re!==void 0&&(de.title=`Go to page ${Re+1}`,de.addEventListener("click",ze=>{ze.preventDefault(),S[Re]?.scrollIntoView({behavior:"smooth",block:"start"})}))}),X&&x.showFooter&&x.footerImagePath){let de=gr(this.app,x.footerImagePath);if(de){let Ie=createDiv();Ie.setCssStyles({position:"absolute",bottom:"0",left:`${x.footerImageMargin}px`,right:`${x.footerImageMargin}px`,height:`${l}px`,backgroundImage:`url('${de}')`,backgroundSize:"cover",backgroundPosition:"center",backgroundRepeat:"no-repeat",pointerEvents:"none"}),N.appendChild(Ie)}}if(D.hasFooter){let de=createDiv();de.setCssStyles({position:"absolute",bottom:"0",left:"0",right:"0",height:`${l}px`,display:"flex",alignItems:"center",...x.showFooterBorder?{borderTop:`0.5px solid ${g}33`}:{},padding:`0 ${f}px 0 ${s}px`,fontSize:`${x.footerFontSize}px`,color:x.footerFontColor,fontFamily:p}),gd(de,D.footerCenter,D.footerLeft,D.footerRight),N.appendChild(de)}let ke=Hm(x);ke&&N.appendChild(ke)}}setExportBusy(t){let r=t!==null;this.exportBtn.disabled=r,this.exportMenuBtn.disabled=r,this.exportBtn.textContent=t??"\u2B07 Export PDF"}async buildExportDocument(){let t=this.plugin.settings;if(!this.layoutCache){this.renderDebounceTimer!==null&&(window.clearTimeout(this.renderDebounceTimer),this.renderDebounceTimer=null);let E=++this.renderToken;this.showLoading();try{await this.doRender(E)}catch(B){let N=B instanceof Error?B.message:String(B);return new ge.Notice("Advanced PDF Export \u2014 render failed: "+N),this.hideLoading(),null}}let r=this.layoutCache;if(!r||r.layouts.length===0)return new ge.Notice("Nothing to export."),null;let{layouts:n,pw:o,ph:i,mTop:a,mLeft:s,mRight:f,footerH:l,headerH:c,contentW:u,contentH:d,docCSS:h,fontFamily:p,accentColor:g,pageBackground:y,isRTL:b}=r,x=Um(t),P=t.showHeader&&t.headerImagePath?gr(this.app,t.headerImagePath):"",S=t.showFooter&&t.footerImagePath?gr(this.app,t.footerImagePath):"",F=t.backgroundImageEnabled&&t.backgroundImagePath?gr(this.app,t.backgroundImagePath):"",C=F?(()=>{let E=oa(t.backgroundImageSize),B=t.backgroundImageScope==="content-only"?`top:${a+c}px;left:${s}px;width:${u}px;height:${d}px;`:"inset:0;",N=`background-image:url('${F}');background-size:${E.size};background-repeat:${E.repeat};background-position:center;opacity:${t.backgroundImageOpacity};pointer-events:none;`;return`<div style="position:absolute;${B}${N}"></div>`})():"",D=n.map(E=>{let B=E.pageNodes.map(Re=>Re.outerHTML).join(` +`),N=E.hasHeader,I=t.showHeaderBorder?`border-bottom:0.5px solid ${g}33;`:"",X=N?`<div style="position:absolute;top:${a*.4}px;left:${s}px;right:${f}px;height:${c}px;display:flex;align-items:center;font-size:${t.headerFontSize}px;color:${t.headerFontColor};font-family:${p};white-space:nowrap;${I}">${bd(E.headerCenter,E.headerLeft,E.headerRight)}</div>`:"",re=E.hasFooter,H=t.showFooterBorder?`border-top:0.5px solid ${g}33;`:"",ue=re?`<div style="position:absolute;bottom:0;left:0;right:0;height:${l}px;display:flex;align-items:center;${H}padding:0 ${f}px 0 ${s}px;font-size:${t.footerFontSize}px;color:${t.footerFontColor};font-family:${p};">${bd(E.footerCenter,E.footerLeft,E.footerRight)}</div>`:"",ke=`<div class="mpdf-doc"${b?' dir="rtl"':""} style="position:absolute;top:${a+c}px;left:${s}px;width:${u}px;">${B}</div>`,de=E.pageShowsHeader&&P?`<div style="position:absolute;top:${a*.4}px;left:${t.headerImageMargin}px;right:${t.headerImageMargin}px;height:${c}px;background-image:url('${P}');background-size:cover;background-position:center;background-repeat:no-repeat;pointer-events:none;"></div>`:"",Ie=E.pageShowsFooter&&S?`<div style="position:absolute;bottom:0;left:${t.footerImageMargin}px;right:${t.footerImageMargin}px;height:${l}px;background-image:url('${S}');background-size:cover;background-position:center;background-repeat:no-repeat;pointer-events:none;"></div>`:"";return`<div class="mpdf-export-page">${C}${de}${X}${ke}${Ie}${ue}${x}</div>`});await Nn();let k=await Gs(),A=` + *, *::before, *::after { box-sizing: border-box; } + @page { size: ${o}px ${i}px; margin: 0; } + html, body { margin: 0; padding: 0; background: ${y}; } + .mpdf-export-page { + position: relative; + width: ${o}px; height: ${i}px; + overflow: hidden; + background: ${y}; + page-break-after: always; break-after: page; + } + .mpdf-export-page:last-child { page-break-after: avoid; break-after: avoid; } + ${h} + `;return{fullHTML:`<!DOCTYPE html> +<html> +<head> +<meta charset="UTF-8"> +<title>${Mn(this.currentFile?.basename??"Export")}</title> +${k?`<style>${na(k)}</style>`:""} +<style>${na(A)}</style> +</head> +<body> +${D.join(` +`)} +</body> +</html>`,layouts:n}}async loadExportWindow(t,r){let n=new Blob([r],{type:"text/html"}),o=URL.createObjectURL(n),i=new t.BrowserWindow({show:!1,webPreferences:{nodeIntegration:!1}});return i.loadURL(o),await new Promise((a,s)=>{let f=!1;i.webContents.once("did-fail-load",(l,c,u)=>{f||(f=!0,s(new Error(u)))}),i.webContents.once("did-finish-load",()=>{f||(f=!0,a())})}),await i.webContents.executeJavaScript("document.fonts.ready.then(() => true)").catch(()=>!0),{win:i,url:o}}async exportPDF(){let t=this.plugin.settings;this.setExportBusy("\u2B07 Exporting\u2026");let r=await this.buildExportDocument();if(!r){this.setExportBusy(null);return}let{fullHTML:n,layouts:o}=r;try{let i=window,a=i.require("@electron/remote");if(!a?.dialog)throw new Error("no remote");let s=await a.dialog.showSaveDialog({title:"Save PDF",defaultPath:(this.currentFile?.basename??"export")+".pdf",filters:[{name:"PDF",extensions:["pdf"]}]});if(s.canceled||!s.filePath){this.setExportBusy(null);return}new ge.Notice("Advanced PDF Export \u2014 generating PDF\u2026");let f,l;try{({win:f,url:l}=await this.loadExportWindow(a,n))}catch(u){let d=u instanceof Error?u.message:String(u);new ge.Notice("Advanced PDF Export \u2014 failed to load page: "+d),this.setExportBusy(null);return}let c=()=>{URL.revokeObjectURL(l),f.close(),this.setExportBusy(null)};try{let u=t.pageSize==="Custom",d=await f.webContents.printToPDF({pageSize:u?"A4":t.pageSize,landscape:!u&&t.orientation==="landscape",preferCSSPageSize:u,printBackground:!0,margins:{marginType:"none"}});if(t.includeOutline)try{d=await md(d,vd(o))}catch(h){console.warn("[advanced-pdf-export] outline injection failed:",h)}i.require("fs").writeFile(s.filePath,d,h=>{h?new ge.Notice("Advanced PDF Export \u2014 failed to save: "+h.message):new ge.Notice("\u2713 PDF saved \u2014 "+s.filePath),c()})}catch(u){let d=u instanceof Error?u.message:String(u);new ge.Notice("Advanced PDF Export \u2014 failed to render: "+d),c()}}catch{new ge.Notice("Advanced PDF Export requires the Obsidian desktop app."),this.setExportBusy(null)}}async printPDF(){this.setExportBusy("\u2B07 Preparing to print\u2026");let t=await this.buildExportDocument();if(!t){this.setExportBusy(null);return}let{fullHTML:r}=t;try{let o=window.require("@electron/remote");if(!o?.BrowserWindow)throw new Error("no remote");let i,a;try{({win:i,url:a}=await this.loadExportWindow(o,r))}catch(f){let l=f instanceof Error?f.message:String(f);new ge.Notice("Advanced PDF Export \u2014 failed to load page: "+l),this.setExportBusy(null);return}let s=()=>{URL.revokeObjectURL(a),i.close(),this.setExportBusy(null)};i.webContents.print({},(f,l)=>{!f&&l!=="cancelled"&&new ge.Notice("Advanced PDF Export \u2014 print failed: "+l),s()})}catch{new ge.Notice("Advanced PDF Export requires the Obsidian desktop app."),this.setExportBusy(null)}}};var Qi=require("obsidian");var xd=new Set(["fontSize","codeFontSize","lineHeight","paragraphSpacing","headingScale","backgroundImageOpacity"]),Ji=class extends Qi.PluginSettingTab{plugin;dirty=!1;constructor(t,r){super(t,r),this.plugin=r}hide(){this.dirty&&(this.dirty=!1,this.plugin.activeModal?.render(!0))}async markDirty(){this.dirty=!0,await this.plugin.saveSettings()}getControlValue(t){let r=this.plugin.settings[t];return xd.has(t)?String(r):r}setControlValue(t,r){let n=this.plugin.settings;n[t]=xd.has(t)?parseFloat(r):r,this.markDirty(),this.refreshDomState()}getSettingDefinitions(){let t=this.plugin.settings,r=(c,u,d,h)=>({name:c,desc:d,visible:h,control:{type:"toggle",key:u}}),n=(c,u,d={})=>({name:c,desc:d.desc,visible:d.visible,control:{type:"text",key:u,placeholder:d.placeholder}}),o=(c,u,d={})=>({name:c,desc:d.desc,visible:d.visible,control:{type:"number",key:u,min:d.min}}),i=(c,u,d)=>({name:c,visible:d,control:{type:"color",key:u}}),a=(c,u,d,h={})=>({name:c,desc:h.desc,visible:h.visible,control:{type:"dropdown",key:u,options:d}}),s=(c,u,d)=>({type:"group",heading:c,items:u,visible:d}),f={};for(let[c,u]of Object.entries(ei))f[c]=u.name;let l={};return["10","11","12","13","14","15","16"].forEach(c=>{l[c]=c+"px"}),[s("Style Preset",[{name:"Preset",desc:"Pick a preset to configure the overall document style. Fine-tune any setting below.",render:c=>{let u={};Object.entries(St).forEach(([d,h])=>{u[d]=h.name}),c.addDropdown(d=>d.addOptions(u).setValue(t.preset).onChange(h=>{this.plugin.applyPreset(h),this.markDirty(),this.update()})).addButton(d=>d.setButtonText("Reset Preset").setTooltip("Reset current preset to its default values").onClick(()=>{this.plugin.applyPreset(t.preset,!0),this.markDirty(),this.update()}))}}]),s("Page",[a("Page size","pageSize",{...Object.fromEntries(Object.keys(vr).map(c=>[c,c])),Custom:"Custom\u2026"}),o("Custom width (mm)","customPageWidth",{min:10,desc:"Width in millimetres.",visible:()=>t.pageSize==="Custom"}),o("Custom height (mm)","customPageHeight",{min:10,desc:"Height in millimetres.",visible:()=>t.pageSize==="Custom"}),a("Orientation","orientation",{portrait:"Portrait",landscape:"Landscape"})]),s("Margin & Frame",[o("Margin top (mm)","marginTop",{min:0}),o("Margin bottom (mm)","marginBottom",{min:0}),o("Margin left (mm)","marginLeft",{min:0}),o("Margin right (mm)","marginRight",{min:0}),r("Enable frame","frameEnabled","Draws a border around the outer edge of every page."),i("Frame color","frameColor",()=>t.frameEnabled),o("Frame thickness (px)","frameThickness",{min:1,visible:()=>t.frameEnabled}),o("Frame margin (px)","frameMargin",{min:0,desc:"Gap between the page edge and the frame, applied equally on all four sides.",visible:()=>t.frameEnabled}),a("Frame style","frameStyle",{solid:"Solid",dashed:"Dashed",dotted:"Dotted",double:"Double",groove:"Groove",ridge:"Ridge"},{visible:()=>t.frameEnabled})]),s("Typography",[a("Font family","fontFamily",{"Georgia, serif":"Georgia (Serif)","'Times New Roman', Times, serif":"Times New Roman","'Palatino Linotype', Palatino, serif":"Palatino","Arial, sans-serif":"Arial","'Helvetica Neue', Helvetica, sans-serif":"Helvetica","'Trebuchet MS', sans-serif":"Trebuchet","'Courier New', monospace":"Courier New",__custom__:"Custom\u2026"}),n("Custom font name","customFontName",{desc:'CSS font-family value \u2014 e.g. "Inter, sans-serif". The font must be installed on your system.',placeholder:"e.g. Inter, sans-serif",visible:()=>t.fontFamily==="__custom__"}),a("Font size (px)","fontSize",l),a("Code font family","codeFontFamily",{"'Courier New', monospace":"Courier New","Consolas, monospace":"Consolas","Menlo, Consolas, monospace":"Menlo","Monaco, monospace":"Monaco","'Fira Code', monospace":"Fira Code","'JetBrains Mono', monospace":"JetBrains Mono","'Cascadia Code', monospace":"Cascadia Code",__custom__:"Custom\u2026"}),n("Custom code font name","customCodeFontName",{placeholder:"e.g. Iosevka, monospace",visible:()=>t.codeFontFamily==="__custom__"}),a("Code font size","codeFontSize",{"0.75":"0.75em","0.80":"0.80em","0.82":"0.82em","0.85":"0.85em","0.88":"0.88em","0.90":"0.90em","1.0":"1.00em"}),r("Code ligatures","codeFontLigatures"),a("Line height","lineHeight",{"1.4":"Tight (1.4)","1.6":"Compact (1.6)","1.75":"Normal (1.75)","1.85":"Relaxed (1.85)","2.0":"Double (2.0)"}),a("Paragraph spacing","paragraphSpacing",{0:"None","0.3":"Tight (0.3em)","0.5":"Normal (0.5em)","0.65":"Relaxed (0.65em)","1.0":"Wide (1em)"}),a("Heading scale","headingScale",{"0.8":"Small (0.8\xD7)","0.88":"0.88\xD7","0.9":"Compact (0.9\xD7)","0.95":"0.95\xD7","1.0":"Normal (1.0\xD7)","1.05":"1.05\xD7","1.1":"Large (1.1\xD7)","1.2":"XLarge (1.2\xD7)"},{desc:"Multiplier applied to all heading sizes."})]),s("Background",[r("Use image background","backgroundImageEnabled","When on, a background image is used instead of the solid background color."),i("Page background color","pageBackground",()=>!t.backgroundImageEnabled),n("Background image","backgroundImagePath",{desc:"Vault-relative path or https:// URL.",placeholder:"assets/background.png",visible:()=>t.backgroundImageEnabled}),a("Fit","backgroundImageSize",{cover:"Cover (fill, crop edges)",contain:"Contain (fit, show gaps)",fill:"Fill (stretch to exact size)",tile:"Tile (repeat)"},{visible:()=>t.backgroundImageEnabled}),a("Scope","backgroundImageScope",{"full-page":"Full page","content-only":"Content area only"},{desc:"Full page includes header and footer bands. Content area only restricts the background to the text zone between them.",visible:()=>t.backgroundImageEnabled}),a("Opacity","backgroundImageOpacity",{"0.05":"5%","0.1":"10%","0.15":"15%","0.2":"20%","0.3":"30%","0.4":"40%","0.5":"50%","0.6":"60%","0.7":"70%","0.8":"80%","0.9":"90%",1:"100%"},{visible:()=>t.backgroundImageEnabled})]),{...s("Colors",[i("Accent color","accentColor"),i("Body text color","bodyColor"),i("Bold text color","boldColor"),i("Heading color","headingColor"),i("Blockquote background","blockquoteBg"),i("Blockquote border","blockquoteBorderColor"),i("Table header background","tableHeaderBg"),i("Code background","codeBackground"),a("Code syntax theme","codeTheme",f,{desc:'Independent of your Obsidian theme. "None" uses the body text color and code background above with no highlighting.'})]),extraButtons:[c=>{let u=c.extraSettingsEl.parentElement;c.extraSettingsEl.detach(),u&&new Qi.ButtonComponent(u).setButtonText("Reset").setTooltip("Reset colors to this preset's defaults").onClick(()=>{this.plugin.resetPresetColors(),this.markDirty(),this.update()})}]},s("Header",[r("Show header","showHeader"),r("Show on first page","showHeaderOnFirstPage","When off, the header is hidden on page 1. Useful for title pages."),n("Header text","headerText"),a("Alignment","headerAlignment",{left:"Left",center:"Center",right:"Right"}),o("Font size (px)","headerFontSize",{min:1}),o("Height (px)","headerHeight",{min:0,desc:"Explicit band height (0 = auto)."}),i("Font color","headerFontColor"),r("Border","showHeaderBorder","Separator line below the header."),n("Image","headerImagePath",{desc:"Vault-relative path or https:// URL. Fills the header band as a background banner.",placeholder:"assets/header-banner.png"}),o("Image left/right margin (px)","headerImageMargin",{min:0,desc:"Insets the banner from the left and right page edges."})]),s("Footer",[r("Show footer","showFooter"),r("Show on first page","showFooterOnFirstPage","When off, the footer and page numbers are hidden on page 1. Page numbering starts from page 2."),n("Footer text","footerText"),a("Alignment","footerTextAlignment",{left:"Left",center:"Center",right:"Right"}),o("Font size (px)","footerFontSize",{min:1}),o("Height (px)","footerHeight",{min:0,desc:"Explicit band height (0 = auto)."}),i("Font color","footerFontColor"),r("Border","showFooterBorder","Separator line above the footer."),n("Image","footerImagePath",{desc:"Vault-relative path or https:// URL. Fills the footer band as a background banner.",placeholder:"assets/footer-banner.png"}),o("Image left/right margin (px)","footerImageMargin",{min:0,desc:"Insets the banner from the left and right page edges."}),r("Show page numbers","showPageNumbers"),a("Page number position","pageNumberPosition",{left:"Left",center:"Center",right:"Right"}),n("Page number format","pageNumberFormat",{desc:'Use {{current}}, {{total}}, and {{title}} as placeholders, e.g. "Page {{current}} of {{total}}", "{{title}} \u2014 {{current}}/{{total}}", or just "{{current}}".',placeholder:"{{current}} / {{total}}"}),o("Page number start","pageNumberStart",{min:1,desc:"Number assigned to the first visible page number."})]),s("Behaviour",[r("Hide frontmatter","hideFrontmatter","Strip the YAML frontmatter block (--- \u2026 ---) from the preview and exported PDF."),r("Include file name as title","includeFilenameAsTitle","Prepend the note's file name as an H1 heading at the top of the PDF."),r("Underline links","linkUnderline","Applies to both internal and external links."),r("Auto page break before H1","autoBreakH1"),r("Auto page break before H2","autoBreakH2"),r("H1 bottom border","h1BorderBottom"),r("H2 bottom border","h2BorderBottom"),r("Center H1","centerH1"),r("Striped table rows","tableStriped"),r("Include PDF outline (bookmarks)","includeOutline","Embeds a bookmark tree into the exported PDF. Most PDF readers display it in a side panel for quick navigation.")])]}};var _i=class extends $i.Plugin{activeModal=null;presetSnapshots={};async onload(){await this.loadSettings(),Qs(this.app),this.addCommand({id:"open-panel",name:"Open Panel",callback:()=>this.openModal()}),this.registerEvent(this.app.workspace.on("file-menu",(t,r)=>{!(r instanceof $i.TFile)||r.extension!=="md"||t.addItem(n=>n.setTitle("Advanced PDF Export: Open Panel").setIcon("file-output").onClick(()=>this.openModal(r)))})),this.addSettingTab(new Ji(this.app,this))}onunload(){this.activeModal?.close()}openModal(t){this.activeModal&&this.activeModal.close(),new Yi(this.app,this,t).open()}async loadSettings(){let t=await this.loadData()??{};this.settings=Object.assign({},$o,t),t.codeTheme===void 0&&(this.settings.codeTheme=St[this.settings.preset]?.codeTheme??$o.codeTheme),t.boldColor===void 0&&(this.settings.boldColor=this.settings.bodyColor),this.presetSnapshots=t.presetSnapshots??{},this.validateSettings()}validateSettings(){let t=this.settings;t.preset in St||(console.warn(`[advanced-pdf-export] Unknown preset "${t.preset}", resetting to "default".`),t.preset="default"),t.fontSize=Math.max(1,t.fontSize),t.headerFontSize=Math.max(1,t.headerFontSize),t.footerFontSize=Math.max(1,t.footerFontSize),t.marginTop=Math.max(0,t.marginTop),t.marginBottom=Math.max(0,t.marginBottom),t.marginLeft=Math.max(0,t.marginLeft),t.marginRight=Math.max(0,t.marginRight),t.customPageWidth=Math.max(10,t.customPageWidth),t.customPageHeight=Math.max(10,t.customPageHeight),t.previewScale=Math.max(.1,Math.min(3,t.previewScale)),t.pageNumberStart=Math.max(1,t.pageNumberStart),(!t.pageNumberFormat||!t.pageNumberFormat.trim())&&(t.pageNumberFormat=$o.pageNumberFormat)}async saveSettings(){await this.saveData({...this.settings,presetSnapshots:this.presetSnapshots})}async saveSettingsAndRender(){await this.saveSettings(),this.activeModal?.render()}applyPreset(t,r=!1){let n=St[t];n&&(r?delete this.presetSnapshots[t]:this.presetSnapshots[this.settings.preset]=js(this.settings),this.settings.preset=t,Object.assign(this.settings,n,r?{}:this.presetSnapshots[t]??{}))}resetPresetColors(){let t=this.settings.preset,r=St[t];if(!r)return;for(let o of ra)this.settings[o]=r[o];let n=this.presetSnapshots[t];if(n)for(let o of ra)n[o]=r[o]}}; +/*! Bundled license information: + +tslib/tslib.es6.js: + (*! ***************************************************************************** + Copyright (c) Microsoft Corporation. + + Permission to use, copy, modify, and/or distribute this software for any + purpose with or without fee is hereby granted. + + THE SOFTWARE IS PROVIDED "AS IS" AND THE AUTHOR DISCLAIMS ALL WARRANTIES WITH + REGARD TO THIS SOFTWARE INCLUDING ALL IMPLIED WARRANTIES OF MERCHANTABILITY + AND FITNESS. IN NO EVENT SHALL THE AUTHOR BE LIABLE FOR ANY SPECIAL, DIRECT, + INDIRECT, OR CONSEQUENTIAL DAMAGES OR ANY DAMAGES WHATSOEVER RESULTING FROM + LOSS OF USE, DATA OR PROFITS, WHETHER IN AN ACTION OF CONTRACT, NEGLIGENCE OR + OTHER TORTIOUS ACTION, ARISING OUT OF OR IN CONNECTION WITH THE USE OR + PERFORMANCE OF THIS SOFTWARE. + ***************************************************************************** *) +*/ + +/* nosourcemap */ +\ No newline at end of file diff --git a/.obsidian/plugins/advanced-pdf-export/manifest.json b/.obsidian/plugins/advanced-pdf-export/manifest.json @@ -0,0 +1,11 @@ +{ + "id": "advanced-pdf-export", + "name": "Advanced PDF Export", + "version": "4.5.0", + "minAppVersion": "1.13.0", + "description": "Export notes as pixel-perfect PDFs with live preview, style presets, manual page breaks, tables, and full layout control.", + "author": "ShrekBytes", + "authorUrl": "https://github.com/ShrekBytes", + "isDesktopOnly": true, + "fundingUrl": "https://shrekbytes.github.io/support/" +} diff --git a/.obsidian/plugins/advanced-pdf-export/styles.css b/.obsidian/plugins/advanced-pdf-export/styles.css @@ -0,0 +1,333 @@ +/* Advanced PDF Export — plugin styles */ + +.mpdf-modal { + width: 96vw; + max-width: 1800px; + height: 90vh; + max-height: 90vh; + overflow: hidden; +} + +.mpdf-modal .modal-content { + padding: 0; + height: 100%; + overflow: hidden; + display: flex; + flex-direction: column; +} + +/* Topbar */ +.mpdf-topbar { + display: flex; + align-items: flex-start; + padding: 6px 12px; + min-height: 44px; + background: var(--background-secondary); + border-bottom: 1px solid var(--background-modifier-border); + flex-shrink: 0; +} + +.mpdf-topbar-left { + display: flex; + align-items: center; + gap: 8px; + row-gap: 4px; + flex: 1; + min-width: 0; + flex-wrap: wrap; +} + +.mpdf-topbar-title { + flex-shrink: 1; + min-width: 40px; + max-width: 220px; + font-size: 12px; + font-weight: 500; + color: var(--text-normal); + white-space: nowrap; + overflow: hidden; + text-overflow: ellipsis; + padding: 0 6px; + opacity: 0.85; + border-left: 1px solid var(--background-modifier-border); +} + +.mpdf-topbar-right { + display: flex; + align-items: center; + gap: 8px; + flex-shrink: 0; +} + +.mpdf-ctrl { + display: flex; + align-items: center; + gap: 5px; + flex-shrink: 0; +} + +.mpdf-ctrl-label { + font-size: 11px; + color: var(--text-muted); + white-space: nowrap; +} + +.mpdf-select { + background: var(--background-primary); + color: var(--text-normal); + border: 1px solid var(--background-modifier-border); + border-radius: 4px; + font-size: 12px; + padding: 3px 6px; + cursor: pointer; + outline: none; +} + +.mpdf-select:hover { + border-color: var(--interactive-accent); +} + +.mpdf-btn { + display: flex; + align-items: center; + gap: 4px; + background: var(--background-primary); + color: var(--text-normal); + border: 1px solid var(--background-modifier-border); + border-radius: 5px; + font-size: 12px; + padding: 4px 10px; + cursor: pointer; + flex-shrink: 0; + transition: border-color 0.12s, color 0.12s, background-color 0.12s; +} + +.mpdf-btn:hover { + border-color: var(--interactive-accent); + color: var(--interactive-accent); +} + +.mpdf-btn-primary { + background: var(--interactive-accent); + color: var(--text-on-accent); + border-color: transparent; + font-weight: 500; +} + +.mpdf-btn-primary:hover { + background: var(--interactive-accent-hover); + color: var(--text-on-accent); +} + +.mpdf-btn-icon { + padding: 4px 6px; +} + +.mpdf-btn-icon svg { + width: 16px; + height: 16px; +} + +.mpdf-btn:disabled, +.mpdf-btn-primary:disabled { + opacity: 0.55; + cursor: not-allowed; + pointer-events: none; +} + +/* Export PDF split button: main action + dropdown arrow, one visual unit */ +.mpdf-split-btn { + display: flex; + align-items: center; + flex-shrink: 0; +} + +.mpdf-split-btn-main { + border-radius: 5px 0 0 5px; +} + +.mpdf-split-btn-arrow { + border-radius: 0 5px 5px 0; + padding: 4px 6px; + border-left: 1px solid rgba(255, 255, 255, 0.25); +} + +.mpdf-split-btn-arrow svg { + width: 14px; + height: 14px; +} + +.mpdf-page-count { + font-size: 11px; + color: var(--text-muted); + white-space: nowrap; + flex-shrink: 0; +} + +/* Main layout */ +.mpdf-main { + display: flex; + flex: 1; + overflow: hidden; +} + +.mpdf-editor-panel { + display: flex; + flex-direction: column; + width: 42%; + min-width: 200px; + border-right: 1px solid var(--background-modifier-border); + background: var(--background-primary); + flex-shrink: 0; +} + +.mpdf-editor { + flex: 1; + background: transparent; + color: var(--text-normal); + border: none; + outline: none; + resize: none; + font-family: var(--font-monospace); + font-size: 13px; + line-height: 1.75; + padding: 16px 18px; + tab-size: 2; +} + +.mpdf-editor::placeholder { + color: var(--text-faint); +} + +/* Keeps the loading overlay as a non-scrolling sibling of .mpdf-preview. */ +.mpdf-preview-container { + flex: 1; + position: relative; + overflow: hidden; + display: flex; + flex-direction: column; +} + +.mpdf-preview { + flex: 1; + background: var(--background-secondary-alt, #2a2a30); + overflow-y: auto; + display: flex; + flex-direction: column; + align-items: center; + padding: 28px 20px 48px; /* extra bottom so last page label isn't clipped */ + gap: 24px; +} + +.mpdf-loading-overlay { + position: absolute; + inset: 0; + background: rgba(0, 0, 0, 0.38); + backdrop-filter: blur(3px); + -webkit-backdrop-filter: blur(3px); + display: none; + flex-direction: column; + align-items: center; + justify-content: center; + gap: 14px; + z-index: 20; + pointer-events: none; /* let clicks through to cancel/settings while loading */ +} + +.mpdf-loading-overlay.mpdf-is-active { + display: flex; +} + +.mpdf-spinner { + width: 34px; + height: 34px; + border: 3px solid rgba(255, 255, 255, 0.12); + border-top-color: var(--interactive-accent); + border-radius: 50%; + flex-shrink: 0; +} + +@media (prefers-reduced-motion: no-preference) { + .mpdf-spinner { + animation: mpdf-spin 0.65s linear infinite; + } + + @keyframes mpdf-spin { + to { transform: rotate(360deg); } + } +} + +.mpdf-loading-text { + font-size: 12px; + color: rgba(255, 255, 255, 0.65); + font-family: var(--font-interface); + letter-spacing: 0.02em; +} + +/* width/height set inline to match the scaled page footprint */ +.mpdf-page-wrap { + position: relative; + flex-shrink: 0; +} + +.mpdf-page-label { + position: absolute; + top: -18px; + left: 0; + font-size: 10px; + color: rgba(255, 255, 255, 0.3); + font-family: var(--font-monospace); + white-space: nowrap; +} + +/* Clips the shadow-host to the scaled footprint; width/height set inline. */ +.mpdf-page-scale { + overflow: hidden; + position: relative; +} + +/* width/accent kept in CSS to avoid inline styles in JS */ +.mpdf-topbar .mpdf-zoom-slider { + width: 64px; + accent-color: var(--interactive-accent); +} + +/* Number inputs for the custom page-size control in the topbar */ +.mpdf-custom-size-input { + width: 52px; + background: var(--background-primary); + color: var(--text-normal); + border: 1px solid var(--background-modifier-border); + border-radius: 4px; + font-size: 12px; + padding: 3px 5px; + outline: none; + /* Suppress native spinners so the compact topbar stays tidy */ + -moz-appearance: textfield; +} + +.mpdf-custom-size-input::-webkit-outer-spin-button, +.mpdf-custom-size-input::-webkit-inner-spin-button { + -webkit-appearance: none; + margin: 0; +} + +.mpdf-custom-size-input:hover, +.mpdf-custom-size-input:focus { + border-color: var(--interactive-accent); +} + +/* Utility: toggle visibility without affecting layout flow. + Doubled class selector bumps specificity above single-class rules + (e.g. .mpdf-ctrl, Obsidian's own .setting-item) without needing !important. */ +.mpdf-is-hidden.mpdf-is-hidden { + display: none; +} + +/* Static positioning for the per-page shadow-DOM host; width/height/transform set inline */ +.mpdf-shadow-host { + position: absolute; + top: 0; + left: 0; + transform-origin: top left; +} diff --git a/.obsidian/themes/Catppuccin/manifest.json b/.obsidian/themes/Catppuccin/manifest.json @@ -0,0 +1,7 @@ +{ + "name": "Catppuccin", + "version": "0.4.49", + "minAppVersion": "1.13.0", + "author": "Catppuccin", + "authorUrl": "https://github.com/catppuccin/obsidian" +} diff --git a/.obsidian/themes/Catppuccin/theme.css b/.obsidian/themes/Catppuccin/theme.css @@ -0,0 +1,4504 @@ +@charset "UTF-8"; +body { + /** Variables controlling many core aspects of Obsidian's appearance. + * At present (5/15/23), some of these may be overwritten inside other + * selectors. + * If a change you make here is not reflected in the theme, + * cmd/ctrl+f to see if the variable is being defined elsewhere. + * -- Original theme author's notes: + * List of variables is placed in body rather than :root so + * that we can combine all property types including colors + * and sort alphabetically to maximize readability in + * the compiled app.css file. + */ + /* Animations */ + --anim-duration-none: 0; + --anim-duration-superfast: 70ms; + --anim-duration-fast: 140ms; + --anim-duration-moderate: 300ms; + --anim-duration-slow: 560ms; + --anim-motion-smooth: cubic-bezier(0.45, 0.05, 0.55, 0.95); + --anim-motion-delay: cubic-bezier(0.65, 0.05, 0.36, 1); + --anim-motion-jumpy: cubic-bezier(0.68, -0.55, 0.27, 1.55); + --anim-motion-swing: cubic-bezier(0, 0.55, 0.45, 1); + /* Blockquotes */ + --blockquote-border-thickness: 2px; + --blockquote-border-color: rgb(var(--ctp-accent)); + --blockquote-font-style: normal; + --blockquote-color: inherit; + --blockquote-background-color: transparent; + /* Bold */ + --bold-weight: var(--font-semibold); + --bold-color: inherit; + /* Borders */ + --border-width: 1px; + /* Buttons */ + --button-radius: var(--input-radius); + /* Callouts */ + --callout-border-width: 0.25px; + --callout-border-opacity: 0.2; + --callout-padding: var(--size-4-3) var(--size-4-3) var(--size-4-3) + var(--size-4-6); + --callout-radius: var(--radius-s); + --callout-blend-mode: var(--highlight-mix-blend-mode); + --callout-title-padding: 0; + --callout-title-size: inherit; + --callout-content-padding: 0; + --callout-content-background: transparent; + --callout-bug: var(--color-red); + --callout-default: var(--color-blue); + --callout-error: var(--color-red); + --callout-example: var(--color-purple); + --callout-fail: var(--color-red); + --callout-important: var(--color-cyan); + --callout-info: var(--color-blue); + --callout-question: var(--color-yellow); + --callout-success: var(--color-green); + --callout-summary: var(--color-cyan); + --callout-tip: var(--color-cyan); + --callout-todo: var(--color-blue); + --callout-warning: var(--color-orange); + --callout-quote: rgb(158, 158, 158); + /* Canvas */ + --canvas-background: var(--background-primary); + --canvas-card-label-color: var(--text-faint); + --canvas-color-1: var(--color-red); + --canvas-color-2: var(--color-orange); + --canvas-color-3: var(--color-yellow); + --canvas-color-4: var(--color-green); + --canvas-color-5: var(--color-cyan); + --canvas-color-6: var(--color-purple); + --canvas-dot-pattern: var(--color-base-30); + /* Checkboxes */ + --checkbox-radius: var(--radius-s); + --checkbox-size: var(--font-text-size); + --checkbox-marker-color: var(--background-primary); + --checkbox-color: var(--interactive-accent); + --checkbox-color-hover: var(--interactive-accent-hover); + --checkbox-border-color: var(--text-faint); + --checkbox-border-color-hover: var(--text-muted); + --checklist-done-decoration: line-through; + --checklist-done-color: rgb(var(--ctp-accent)); + /* Code */ + --code-white-space: pre-wrap; + --code-size: var(--font-smaller); + --code-background: var(--background-primary-alt); + --code-normal: var(--text-muted); + --code-comment: var(--text-faint); + --code-function: var(--color-yellow); + --code-important: var(--color-orange); + --code-keyword: var(--color-pink); + --code-property: var(--color-cyan); + --code-punctuation: var(--text-muted); + --code-string: var(--color-green); + --code-tag: var(--color-red); + --code-value: var(--color-purple); + /* Collapse icons */ + --collapse-icon-color: var(--text-faint); + --collapse-icon-color-collapsed: var(--text-muted); + /* Cursor */ + --cursor: default; + --cursor-link: pointer; + /* Dialogs - e.g. small modals, confirmations */ + --dialog-width: 560px; + --dialog-max-width: 80vw; + --dialog-max-height: 85vh; + /* Dividers — between panes */ + --divider-color: var(--background-modifier-border); + --divider-color-hover: var(--interactive-accent); + --divider-width: 1px; + --divider-width-hover: 2px; + --divider-vertical-height: calc(100% - var(--header-height)); + /* Dragging */ + --drag-ghost-background: rgb(0, 0, 0, 85%); + --drag-ghost-text-color: var(--text-normal); + /* Embeds */ + --embed-max-height: 4000px; + --embed-canvas-max-height: 400px; + --embed-background: inherit; + --embed-border-left: 2px solid var(--interactive-accent); + --embed-border-right: none; + --embed-border-top: none; + --embed-border-bottom: none; + --embed-padding: 0 0 0 var(--size-4-6); + --embed-font-style: inherit; + /* Blocks */ + --embed-block-shadow-hover: + 0 0 0 1px var(--background-modifier-border), + inset 0 0 0 1px var(--background-modifier-border); + /* File layout */ + --file-line-width: 700px; + --file-folding-offset: 24px; + --file-margins: var(--size-4-8); + --file-header-font-size: var(--font-ui-small); + --file-header-font-weight: 400; + --file-header-border: var(--border-width) solid transparent; + --file-header-justify: center; + /* Relative font sizes */ + --font-smallest: 0.8em; + --font-smaller: 0.875em; + --font-small: 0.933em; + /* UI font sizes */ + --font-ui-smaller: 12px; + --font-ui-small: 13px; + --font-ui-medium: 16px; + --font-ui-large: 20px; + /* Font weights */ + --font-thin: 100; + --font-extralight: 200; + --font-light: 300; + --font-normal: 400; + --font-medium: 500; + --font-semibold: 600; + --font-bold: 700; + --font-extrabold: 800; + --font-black: 900; + /* Footnotes */ + --footnote-size: var(--font-smaller); + /* Graphs */ + --graph-controls-width: 240px; + --graph-text: var(--text-normal); + --graph-line: var(--color-base-35, var(--background-modifier-border-focus)); + --graph-node: var(--text-muted); + --graph-node-unresolved: var(--text-faint); + --graph-node-focused: var(--text-accent); + --graph-node-tag: var(--color-green); + --graph-node-attachment: var(--color-yellow); + /* Headings */ + --heading-formatting: var(--text-faint); + --h1-color: inherit; + --h2-color: inherit; + --h3-color: inherit; + --h4-color: inherit; + --h5-color: inherit; + --h6-color: inherit; + --h1-font: inherit; + --h2-font: inherit; + --h3-font: inherit; + --h4-font: inherit; + --h5-font: inherit; + --h6-font: inherit; + --h1-line-height: 1.5; + --h2-line-height: 1.5; + --h3-line-height: 1.5; + --h4-line-height: 1.5; + --h5-line-height: var(--line-height-normal); + --h6-line-height: var(--line-height-normal); + --h1-size: 2em; + --h2-size: 1.6em; + --h3-size: 1.37em; + --h4-size: 1.25em; + --h5-size: 1.12em; + --h6-size: 1.12em; + --h1-style: normal; + --h2-style: normal; + --h3-style: normal; + --h4-style: normal; + --h5-style: normal; + --h6-style: normal; + --h1-variant: normal; + --h2-variant: normal; + --h3-variant: normal; + --h4-variant: normal; + --h5-variant: normal; + --h6-variant: normal; + --h1-weight: 700; + --h2-weight: 600; + --h3-weight: 600; + --h4-weight: 600; + --h5-weight: 600; + --h6-weight: 600; + /* View header */ + --header-height: 40px; + /* Horizontal rules */ + --hr-color: var(--background-modifier-border); + --hr-thickness: 2px; + /* Icons */ + --icon-size: var(--icon-m); + --icon-stroke: var(--icon-m-stroke-width); + --icon-xs: 14px; + --icon-s: 16px; + --icon-m: 18px; + --icon-l: 18px; + --icon-xl: 32px; + --icon-xs-stroke-width: 2px; + --icon-s-stroke-width: 2px; + --icon-m-stroke-width: 1.75px; + --icon-l-stroke-width: 1.75px; + --icon-xl-stroke-width: 1.25px; + --icon-color: var(--text-muted); + --icon-color-hover: var(--text-on-accent); + --icon-color-active: var(--text-accent); + --icon-color-focused: var(--text-normal); + --icon-opacity: 1; + --icon-opacity-hover: 1; + --icon-opacity-active: 1; + --clickable-icon-radius: var(--radius-s); + /* Indentation guide */ + --indentation-guide-color: rgba(var(--ctp-surface1)); + --indentation-guide-color-active: rgb(var(--ctp-accent), 70%); + --indentation-guide-width: 2px; + /* Inline title */ + --inline-title-color: var(--h1-color); + --inline-title-font: var(--h1-font); + --inline-title-line-height: var(--h1-line-height); + --inline-title-size: var(--h1-size); + --inline-title-style: var(--h1-style); + --inline-title-variant: var(--h1-variant); + --inline-title-weight: var(--h1-weight); + --inline-title-margin-bottom: 0.5em; + /* Inputs */ + --input-height: 30px; + --input-radius: 5px; + --input-font-weight: var(--font-normal); + --input-border-width: 1px; + /* Italic */ + --italic-color: inherit; + --italic-weight: inherit; + /* Z-index */ + --layer-cover: 5; + --layer-sidedock: 10; + --layer-status-bar: 15; + --layer-popover: 30; + --layer-slides: 45; + --layer-modal: 50; + --layer-notice: 60; + --layer-menu: 65; + --layer-tooltip: 70; + --layer-dragged-item: 80; + /* Line heights */ + --line-height-normal: 1.5; + --line-height-tight: 1.25; + /* Links */ + --link-color: rgb(var(--ctp-blue)); + --link-color-hover: rgb(var(--ctp-blue)); + --link-decoration: none; + --link-decoration-hover: underline; + --link-decoration-thickness: 2px; + --link-external-color: rgb(var(--ctp-teal)); + --link-external-color-hover: rgb(var(--ctp-teal)); + --link-external-decoration: none; + --link-external-decoration-hover: underline; + --link-external-filter: none; + --link-unresolved-color: rgb(var(--ctp-maroon)); + --link-unresolved-opacity: 1; + --link-unresolved-filter: none; + --link-unresolved-decoration-style: solid; + --link-unresolved-decoration-color: rgb(var(--ctp-red)); + /* Lists */ + --list-indent: 2em; + --list-spacing: 0.1em; + --list-marker-color: rgb(var(--ctp-accent)); + --list-marker-color-hover: var(--text-muted); + --list-marker-color-collapsed: var(--text-accent); + --list-bullet-border: none; + --list-bullet-radius: 50%; + --list-bullet-size: 0.3em; + --list-bullet-transform: none; + --list-numbered-style: decimal; + /* File navigator */ + --nav-item-size: var(--font-ui-small); + --nav-item-color: var(--text-muted); + --nav-item-color-hover: var(--text-on-accent); + --nav-item-color-active: var(--text-on-accent); + --nav-item-color-selected: var(--text-on-accent); + --nav-item-color-highlighted: var(--text-accent-hover); + --nav-item-background-hover: var(--background-modifier-hover); + --nav-item-background-active: var(--background-modifier-hover); + --nav-item-background-selected: hsl(var(--color-accent-hsl), 20%); + --nav-item-padding: var(--size-4-1) var(--size-4-2) var(--size-4-1) + var(--size-4-6); + --nav-item-parent-padding: var(--nav-item-padding); + --nav-item-children-padding-left: var(--size-2-2); + --nav-item-children-margin-left: var(--size-4-3); + --nav-item-weight: inherit; + --nav-item-weight-hover: inherit; + --nav-item-weight-active: inherit; + --nav-item-white-space: nowrap; + --nav-indentation-guide-width: var(--indentation-guide-width); + --nav-indentation-guide-color: var(--indentation-guide-color); + --nav-collapse-icon-color: var(--collapse-icon-color); + --nav-collapse-icon-color-collapsed: var(--text-faint); + /* Modals - e.g. settings, community themes, community plugins */ + --modal-background: var(--background-primary); + --modal-width: 90vw; + --modal-height: 85vh; + --modal-max-width: 1100px; + --modal-max-height: 1000px; + --modal-max-width-narrow: 800px; + --modal-border-width: var(--border-width); + --modal-border-color: var( + --color-base-40, + var(--background-modifier-border-focus) + ); + --modal-radius: var(--radius-l); + --modal-community-sidebar-width: 280px; + /* PDF view */ + --pdf-background: var(--background-primary); + --pdf-shadow: 0 0 0 1px rgba(0, 0, 0, 5%), 0 2px 8px rgba(0, 0, 0, 10%); + --pdf-spread-shadow: 0 0 0 1px rgba(0, 0, 0, 5%); + --pdf-sidebar-background: var(--background-primary); + --pdf-thumbnail-shadow: + 0 0 0 1px rgba(0, 0, 0, 15%), 0 2px 8px rgba(0, 0, 0, 20%); + /* Popovers - file previews */ + --popover-width: 450px; + --popover-height: 400px; + --popover-max-height: 70vh; + --popover-pdf-width: 600px; + --popover-pdf-height: 800px; + --popover-font-size: var(--font-text-size); + /* Prompts - e.g. quick switcher, command palette */ + --prompt-width: 700px; + --prompt-max-width: 80vw; + --prompt-max-height: 70vh; + --prompt-border-width: var(--border-width); + --prompt-border-color: var( + --color-base-40, + var(--background-modifier-border-focus) + ); + /* Radiuses */ + --radius-s: 4px; + --radius-m: 8px; + --radius-l: 10px; + --radius-xl: 16px; + /* Ribbon */ + --ribbon-background: var(--background-secondary); + --ribbon-background-collapsed: var(--background-primary); + --ribbon-width: 44px; + --ribbon-padding: var(--size-4-2) var(--size-4-1) var(--size-4-3); + /* Scrollbars */ + --scrollbar-active-thumb-bg: rgb(var(--mono-rgb-100), 20%); + --scrollbar-bg: rgb(var(--mono-rgb-100), 5%); + --scrollbar-thumb-bg: rgb(var(--mono-rgb-100), 10%); + /* Search */ + --search-clear-button-color: var(--text-muted); + --search-clear-button-size: 13px; + --search-icon-color: var(--text-muted); + --search-icon-size: 18px; + --search-result-background: var(--background-primary); + /* Layout sizing - for padding and margins */ + --size-2-1: 2px; + --size-2-2: 4px; + --size-2-3: 6px; + --size-4-1: 4px; + --size-4-2: 8px; + --size-4-3: 12px; + --size-4-4: 16px; + --size-4-5: 20px; + --size-4-6: 24px; + --size-4-8: 32px; + --size-4-9: 36px; + --size-4-12: 48px; + --size-4-16: 64px; + --size-4-18: 72px; + /* Sidebar */ + --sidebar-markdown-font-size: calc(var(--font-text-size) * 0.9); + --sidebar-tab-text-display: none; + /* Sliders */ + --slider-thumb-border-width: 1px; + --slider-thumb-border-color: var(--background-modifier-border-hover); + --slider-thumb-height: 18px; + --slider-thumb-width: 18px; + --slider-thumb-y: -6px; + --slider-thumb-radius: 50%; + --slider-s-thumb-size: 15px; + --slider-s-thumb-position: -5px; + --slider-track-background: var(--background-modifier-border); + --slider-track-height: 3px; + /* Status bar */ + --status-bar-background: var(--background-secondary); + --status-bar-border-color: var(--divider-color); + --status-bar-border-width: 1px 0 0 1px; + --status-bar-font-size: var(--font-ui-smaller); + --status-bar-text-color: var(--text-muted); + --status-bar-position: fixed; + --status-bar-radius: var(--radius-m) 0 0 0; + --status-bar-scroll-padding: calc(var(--status-bar-font-size) + 18px); + /* Swatch for color inputs */ + --swatch-radius: 14px; + --swatch-height: 24px; + --swatch-width: 24px; + --swatch-shadow: inset 0 0 0 1px rgb(var(--mono-rgb-100), 15%); + /* Tabs */ + --tab-background-active: var(--background-primary); + --tab-text-color: var(--text-faint); + --tab-text-color-active: var(--text-muted); + --tab-text-color-focused: var(--text-muted); + --tab-text-color-focused-active: var(--text-normal); + --tab-text-color-focused-highlighted: var(--text-accent); + --tab-text-color-focused-active-current: var(--text-normal); + --tab-font-size: var(--font-ui-small); + --tab-font-weight: inherit; + --tab-container-background: var(--background-secondary); + --tab-divider-color: var(--background-modifier-border-hover); + --tab-outline-color: var(--divider-color); + --tab-outline-width: 1px; + --tab-curve: 6px; + --tab-radius: var(--radius-s); + --tab-radius-active: 6px 6px 0 0; + --tab-width: 200px; + --tab-max-width: 320px; + /* Stacked tabs */ + --tab-stacked-pane-width: 700px; + --tab-stacked-header-width: var(--header-height); + --tab-stacked-font-size: var(--font-ui-small); + --tab-stacked-font-weight: 400; + --tab-stacked-text-align: left; + --tab-stacked-text-transform: rotate(0deg); + --tab-stacked-text-writing-mode: vertical-lr; + --tab-stacked-shadow: -8px 0 8px 0 rgb(0, 0, 0, 5%); + /* Tables */ + --table-background: transparent; + --table-border-width: 1px; + --table-border-color: var(--background-modifier-border); + --table-white-space: normal; + --table-header-background: var(--table-background); + --table-header-background-hover: inherit; + --table-header-border-width: var(--table-border-width); + --table-header-border-color: var(--table-border-color); + --table-header-font: inherit; + --table-header-size: var(--font-smaller); + --table-header-weight: var(--font-normal); + --table-header-color: var(--text-muted); + --table-text-size: inherit; + --table-text-color: inherit; + --table-column-max-width: none; + --table-column-alt-background: var(--table-background); + --table-column-first-border-width: var(--table-border-width); + --table-column-last-border-width: var(--table-border-width); + --table-row-background-hover: var(--table-background); + --table-row-alt-background: var(--table-background); + --table-row-last-border-width: var(--table-border-width); + /* Tags */ + --tag-size: max(var(--font-ui-medium), var(--font-small)); + --tag-color: rgb(var(--ctp-tag-pill-color, var(--ctp-accent))); + --tag-color-hover: rgb(var(--ctp-tag-pill-color, var(--ctp-accent))); + --tag-decoration: none; + --tag-decoration-hover: underline; + --tag-background: transparent; + --tag-background-hover: 0; + --tag-border-color: hsl(var(--interactive-accent-hsl), 10%); + --tag-border-color-hover: hsl(var(--interactive-accent-hsl), 15%); + --tag-border-width: 0; + --tag-padding-x: 0; + --tag-padding-y: 0; + --tag-radius: 0.8em; + /* Window frame */ + --titlebar-background: var(--background-secondary); + --titlebar-background-focused: var(--background-secondary-alt); + --titlebar-border-width: 0; + --titlebar-border-color: var(--background-modifier-border); + --titlebar-text-color: var(--text-muted); + --titlebar-text-color-focused: var(--text-normal); + --titlebar-text-color-highlighted: var(--text-accent-hover); + --titlebar-text-weight: var(--font-bold); + /* Toggles */ + --toggle-border-width: 2px; + --toggle-width: 40px; + --toggle-radius: 18px; + --toggle-thumb-color: var(--text-normal); + --toggle-thumb-radius: 18px; + --toggle-thumb-height: 18px; + --toggle-thumb-width: 18px; + --toggle-s-border-width: 2px; + --toggle-s-width: 34px; + --toggle-s-thumb-height: 15px; + --toggle-s-thumb-width: 15px; + /* Vault name */ + --vault-name-font-size: var(--font-ui-small); + --vault-name-font-weight: var(--font-medium); + --vault-name-color: var(--text-normal); + /* Workspace */ + --workspace-background-translucent: rgb(var(--mono-rgb-0), 60%); + /* Color mappings ------------------------ */ + /* Accent HSL values */ + --accent-h: 254; + --accent-s: 80%; + --accent-l: 68%; + /* Backgrounds */ + --background-primary: var(--color-base-00); + --background-primary-alt: var(--color-base-10); + --background-secondary: var(--color-base-20); + --background-modifier-hover: rgb(var(--mono-rgb-100), 7.5%); + --background-modifier-active-hover: hsl(var(--interactive-accent-hsl), 15%); + --background-modifier-border: var(--color-base-30); + --background-modifier-border-hover: var(--color-base-35); + --background-modifier-border-focus: var(--color-base-40); + --background-modifier-error-rgb: var(--color-red-rgb); + --background-modifier-error: var(--color-red); + --background-modifier-error-hover: var(--color-red); + --background-modifier-success-rgb: var(--color-green-rgb); + --background-modifier-success: var(--color-green); + --background-modifier-message: rgb(0, 0, 0, 90%); + /* Inputs */ + --background-modifier-form-field: var(--color-base-00); + /* Text */ + --text-normal: var(--color-base-100); + --text-muted: var(--color-base-70); + --text-faint: var(--color-base-50); + --text-on-accent: var(--text-normal); + --text-error: var(--color-red); + --text-success: var(--color-green); + --text-selection: hsla(var(--color-accent-hsl), 2%); + --text-accent: var(--color-accent); + --text-accent-hover: var(--color-accent-2); + --interactive-normal: var(--color-base-00); + --interactive-hover: var(--color-base-10); + --interactive-accent-hsl: var(--color-accent-hsl); + --interactive-accent: var(--color-accent-1); + --interactive-accent-hover: var(--color-accent-2); +} + +/* @settings +name: "Catppuccin: Catppuccin Accents" +id: catppuccin-theme-settings +settings: + - + id: catppuccin-theme-dark + title: Dark theme flavor + description: Select your preferred dark mode flavor + type: class-select + allowEmpty: false + default: ctp-mocha + options: + - + label: Frappe + value: ctp-frappe + - + label: Macchiato + value: ctp-macchiato + - + label: Mocha + value: ctp-mocha + - + id: catppuccin-theme-accents + title: Theme accent + description: Select your preferred accent + type: class-select + allowEmpty: false + default: ctp-full-palette + options: + - + label: Full palette + value: ctp-full-palette + - + label: Rosewater + value: ctp-accent-rosewater + - + label: Flamingo + value: ctp-accent-flamingo + - + label: Pink + value: ctp-accent-pink + - + label: Mauve + value: ctp-accent-mauve + - + label: Red + value: ctp-accent-red + - + label: Maroon + value: ctp-accent-maroon + - + label: Peach + value: ctp-accent-peach + - + label: Yellow + value: ctp-accent-yellow + - + label: Green + value: ctp-accent-green + - + label: Teal + value: ctp-accent-teal + - + label: Sky + value: ctp-accent-sky + - + label: Sapphire + value: ctp-accent-sapphire + - + label: Blue + value: ctp-accent-blue + - + label: Lavender + value: ctp-accent-lavender +*/ +/* @settings +name: "Catppuccin: Icon Styles" +id: catppuccin-icon-styles +settings: + - + id: ctp-icon-hide + title: Hide icons + description: Hide icons styled or created by the theme. May solve compatibility issues between the theme and other third party plugins. Currently applies to folder icons in the file sidebar. + type: class-toggle +*/ +/* @settings +name: "Catppuccin: Interface Styles" +id: catppuccin-interface-styles +settings: + - + id: ctp-bold-folder-title + title: Bold folder title + description: Show folder title in bold + type: class-toggle +*/ +/* @settings +name: "Catppuccin: Font Styles" +id: catppuccin-font-styles +settings: + - + id: ctp-bold + title: Bold font color + description: Select your bold font color + type: variable-select + allowEmpty: false + default: var(--ctp-sapphire) + options: + - + label: Rosewater + value: var(--ctp-rosewater) + - + label: Flamingo + value: var(--ctp-flamingo) + - + label: Pink + value: var(--ctp-pink) + - + label: Mauve + value: var(--ctp-mauve) + - + label: Red + value: var(--ctp-red) + - + label: Maroon + value: var(--ctp-maroon) + - + label: Peach + value: var(--ctp-peach) + - + label: Yellow + value: var(--ctp-yellow) + - + label: Green + value: var(--ctp-green) + - + label: Teal + value: var(--ctp-teal) + - + label: Sky + value: var(--ctp-sky) + - + label: Sapphire + value: var(--ctp-sapphire) + - + label: Blue + value: var(--ctp-blue) + - + label: Lavender + value: var(--ctp-lavender) + - + label: White + value: var(--ctp-text) + - + label: Gray + value: var(--ctp-subtext0) + - + id: ctp-italic + title: Italic font color + description: Select your italic font color + type: variable-select + allowEmpty: false + default: var(--ctp-green) + options: + - + label: Accent + value: var(--ctp-accent) + - + label: Rosewater + value: var(--ctp-rosewater) + - + label: Flamingo + value: var(--ctp-flamingo) + - + label: Pink + value: var(--ctp-pink) + - + label: Mauve + value: var(--ctp-mauve) + - + label: Red + value: var(--ctp-red) + - + label: Maroon + value: var(--ctp-maroon) + - + label: Peach + value: var(--ctp-peach) + - + label: Yellow + value: var(--ctp-yellow) + - + label: Green + value: var(--ctp-green) + - + label: Teal + value: var(--ctp-teal) + - + label: Sky + value: var(--ctp-sky) + - + label: Sapphire + value: var(--ctp-sapphire) + - + label: Blue + value: var(--ctp-blue) + - + label: Lavender + value: var(--ctp-lavender) + - + label: White + value: var(--ctp-text) + - + label: Gray + value: var(--ctp-subtext0) + - + id: ctp-strikethrough + title: Strikethrough color + description: Select your strikethrough color + type: variable-select + allowEmpty: false + default: var(--ctp-maroon) + options: + - + label: Accent + value: var(--ctp-accent) + - + label: Rosewater + value: var(--ctp-rosewater) + - + label: Flamingo + value: var(--ctp-flamingo) + - + label: Pink + value: var(--ctp-pink) + - + label: Mauve + value: var(--ctp-mauve) + - + label: Red + value: var(--ctp-red) + - + label: Maroon + value: var(--ctp-maroon) + - + label: Peach + value: var(--ctp-peach) + - + label: Yellow + value: var(--ctp-yellow) + - + label: Green + value: var(--ctp-green) + - + label: Teal + value: var(--ctp-teal) + - + label: Sky + value: var(--ctp-sky) + - + label: Sapphire + value: var(--ctp-sapphire) + - + label: Blue + value: var(--ctp-blue) + - + label: Lavender + value: var(--ctp-lavender) + - + label: White + value: var(--ctp-text) + - + label: Gray + value: var(--ctp-subtext0) + - + id: ctp-blockquote + title: Blockquote color + description: Select your blockquote text color + type: variable-select + allowEmpty: false + default: var(--ctp-rosewater) + options: + - + label: Accent + value: var(--ctp-accent) + - + label: Rosewater + value: var(--ctp-rosewater) + - + label: Flamingo + value: var(--ctp-flamingo) + - + label: Pink + value: var(--ctp-pink) + - + label: Mauve + value: var(--ctp-mauve) + - + label: Red + value: var(--ctp-red) + - + label: Maroon + value: var(--ctp-maroon) + - + label: Peach + value: var(--ctp-peach) + - + label: Yellow + value: var(--ctp-yellow) + - + label: Green + value: var(--ctp-green) + - + label: Teal + value: var(--ctp-teal) + - + label: Sky + value: var(--ctp-sky) + - + label: Sapphire + value: var(--ctp-sapphire) + - + label: Blue + value: var(--ctp-blue) + - + label: Lavender + value: var(--ctp-lavender) + - + label: White + value: var(--ctp-text) + - + label: Gray + value: var(--ctp-subtext0) + - + */ +/* @settings +name: "Catppuccin: File Name and Headings" +id: catppuccin-heading-settings +settings: + - + id: ctp-page-title + title: File name color + description: Select your file name color + type: variable-select + allowEmpty: false + default: var(--ctp-text) + options: + - + label: Accent + value: var(--ctp-accent) + - + label: Rosewater + value: var(--ctp-rosewater) + - + label: Flamingo + value: var(--ctp-flamingo) + - + label: Pink + value: var(--ctp-pink) + - + label: Mauve + value: var(--ctp-mauve) + - + label: Red + value: var(--ctp-red) + - + label: Maroon + value: var(--ctp-maroon) + - + label: Peach + value: var(--ctp-peach) + - + label: Yellow + value: var(--ctp-yellow) + - + label: Green + value: var(--ctp-green) + - + label: Teal + value: var(--ctp-teal) + - + label: Sky + value: var(--ctp-sky) + - + label: Sapphire + value: var(--ctp-sapphire) + - + label: Blue + value: var(--ctp-blue) + - + label: Lavender + value: var(--ctp-lavender) + - + label: White + value: var(--ctp-text) + - + label: Gray + value: var(--ctp-subtext0) + - + id: ctp-h1 + title: H1 color + description: Select your H1 color + type: variable-select + allowEmpty: false + default: var(--ctp-accent) + options: + - + label: Accent + value: var(--ctp-accent) + - + label: Rosewater + value: var(--ctp-rosewater) + - + label: Flamingo + value: var(--ctp-flamingo) + - + label: Pink + value: var(--ctp-pink) + - + label: Mauve + value: var(--ctp-mauve) + - + label: Red + value: var(--ctp-red) + - + label: Maroon + value: var(--ctp-maroon) + - + label: Peach + value: var(--ctp-peach) + - + label: Yellow + value: var(--ctp-yellow) + - + label: Green + value: var(--ctp-green) + - + label: Teal + value: var(--ctp-teal) + - + label: Sky + value: var(--ctp-sky) + - + label: Sapphire + value: var(--ctp-sapphire) + - + label: Blue + value: var(--ctp-blue) + - + label: Lavender + value: var(--ctp-lavender) + - + label: White + value: var(--ctp-text) + - + label: Gray + value: var(--ctp-subtext0) + - + id: ctp-h2 + title: H2 color + description: Select your H2 color + type: variable-select + allowEmpty: false + default: var(--ctp-accent) + options: + - + label: Accent + value: var(--ctp-accent) + - + label: Rosewater + value: var(--ctp-rosewater) + - + label: Flamingo + value: var(--ctp-flamingo) + - + label: Pink + value: var(--ctp-pink) + - + label: Mauve + value: var(--ctp-mauve) + - + label: Red + value: var(--ctp-red) + - + label: Maroon + value: var(--ctp-maroon) + - + label: Peach + value: var(--ctp-peach) + - + label: Yellow + value: var(--ctp-yellow) + - + label: Green + value: var(--ctp-green) + - + label: Teal + value: var(--ctp-teal) + - + label: Sky + value: var(--ctp-sky) + - + label: Sapphire + value: var(--ctp-sapphire) + - + label: Blue + value: var(--ctp-blue) + - + label: Lavender + value: var(--ctp-lavender) + - + label: White + value: var(--ctp-text) + - + label: Gray + value: var(--ctp-subtext0) + - + id: ctp-h3 + title: H3 color + description: Select your H3 color + type: variable-select + allowEmpty: false + default: var(--ctp-accent) + options: + - + label: Accent + value: var(--ctp-accent) + - + label: Rosewater + value: var(--ctp-rosewater) + - + label: Flamingo + value: var(--ctp-flamingo) + - + label: Pink + value: var(--ctp-pink) + - + label: Mauve + value: var(--ctp-mauve) + - + label: Red + value: var(--ctp-red) + - + label: Maroon + value: var(--ctp-maroon) + - + label: Peach + value: var(--ctp-peach) + - + label: Yellow + value: var(--ctp-yellow) + - + label: Green + value: var(--ctp-green) + - + label: Teal + value: var(--ctp-teal) + - + label: Sky + value: var(--ctp-sky) + - + label: Sapphire + value: var(--ctp-sapphire) + - + label: Blue + value: var(--ctp-blue) + - + label: Lavender + value: var(--ctp-lavender) + - + label: White + value: var(--ctp-text) + - + label: Gray + value: var(--ctp-subtext0) + - + id: ctp-h4 + title: H4 color + description: Select your H4 color + type: variable-select + allowEmpty: false + default: var(--ctp-accent) + options: + - + label: Accent + value: var(--ctp-accent) + - + label: Rosewater + value: var(--ctp-rosewater) + - + label: Flamingo + value: var(--ctp-flamingo) + - + label: Pink + value: var(--ctp-pink) + - + label: Mauve + value: var(--ctp-mauve) + - + label: Red + value: var(--ctp-red) + - + label: Maroon + value: var(--ctp-maroon) + - + label: Peach + value: var(--ctp-peach) + - + label: Yellow + value: var(--ctp-yellow) + - + label: Green + value: var(--ctp-green) + - + label: Teal + value: var(--ctp-teal) + - + label: Sky + value: var(--ctp-sky) + - + label: Sapphire + value: var(--ctp-sapphire) + - + label: Blue + value: var(--ctp-blue) + - + label: Lavender + value: var(--ctp-lavender) + - + label: White + value: var(--ctp-text) + - + label: Gray + value: var(--ctp-subtext0) + - + id: ctp-h5 + title: H5 color + description: Select your H5 color + type: variable-select + allowEmpty: false + default: var(--ctp-accent) + options: + - + label: Accent + value: var(--ctp-accent) + - + label: Rosewater + value: var(--ctp-rosewater) + - + label: Flamingo + value: var(--ctp-flamingo) + - + label: Pink + value: var(--ctp-pink) + - + label: Mauve + value: var(--ctp-mauve) + - + label: Red + value: var(--ctp-red) + - + label: Maroon + value: var(--ctp-maroon) + - + label: Peach + value: var(--ctp-peach) + - + label: Yellow + value: var(--ctp-yellow) + - + label: Green + value: var(--ctp-green) + - + label: Teal + value: var(--ctp-teal) + - + label: Sky + value: var(--ctp-sky) + - + label: Sapphire + value: var(--ctp-sapphire) + - + label: Blue + value: var(--ctp-blue) + - + label: Lavender + value: var(--ctp-lavender) + - + label: White + value: var(--ctp-text) + - + label: Gray + value: var(--ctp-subtext0) + - + id: ctp-h6 + title: H6 color + description: Select your H6 color + type: variable-select + allowEmpty: false + default: var(--ctp-accent) + options: + - + label: Accent + value: var(--ctp-accent) + - + label: Rosewater + value: var(--ctp-rosewater) + - + label: Flamingo + value: var(--ctp-flamingo) + - + label: Pink + value: var(--ctp-pink) + - + label: Mauve + value: var(--ctp-mauve) + - + label: Red + value: var(--ctp-red) + - + label: Maroon + value: var(--ctp-maroon) + - + label: Peach + value: var(--ctp-peach) + - + label: Yellow + value: var(--ctp-yellow) + - + label: Green + value: var(--ctp-green) + - + label: Teal + value: var(--ctp-teal) + - + label: Sky + value: var(--ctp-sky) + - + label: Sapphire + value: var(--ctp-sapphire) + - + label: Blue + value: var(--ctp-blue) + - + label: Lavender + value: var(--ctp-lavender) + - + label: White + value: var(--ctp-text) + - + label: Gray + value: var(--ctp-subtext0) +*/ +/* @settings +name: "Catppuccin: PDF Settings" +id: catppuccin-pdf +settings: + - + id: ctp-seamless-pdf + title: Remove borders around PDF pages + description: View PDFs without borders, akin to the Minimal theme's "seamless" setting + type: class-toggle + - + id: ctp-pdf-darken + title: Darken PDF background + description: When using a dark flavor, inverts a PDF's background color. This might be helpful when using a PDF with a light background in dark mode Obsidian, depending on your preferences and the colors present in the PDF + type: class-toggle + - + id: ctp-pdf-blend + title: Blend PDF background + description: When using light mode, attempts to blend the theme's background color into the PDF + type: class-toggle +*/ +/* @settings +name: "Catppuccin: Tag Styles" +id: catppuccin-tag-styles +settings: + - + id: ctp-tag-pill + title: Pill-shaped tags + description: Make tags stand out with a pill-shaped appearance, reverts to Obsidian's default style + type: class-toggle + - + id: ctp-tag-pill-color + title: Tag text color + description: Select your tag text color + type: variable-select + allowEmpty: false + default: var(--ctp-accent) + options: + - + label: Accent + value: var(--ctp-accent) + - + label: Rosewater + value: var(--ctp-rosewater) + - + label: Flamingo + value: var(--ctp-flamingo) + - + label: Pink + value: var(--ctp-pink) + - + label: Mauve + value: var(--ctp-mauve) + - + label: Red + value: var(--ctp-red) + - + label: Maroon + value: var(--ctp-maroon) + - + label: Peach + value: var(--ctp-peach) + - + label: Yellow + value: var(--ctp-yellow) + - + label: Green + value: var(--ctp-green) + - + label: Teal + value: var(--ctp-teal) + - + label: Sky + value: var(--ctp-sky) + - + label: Sapphire + value: var(--ctp-sapphire) + - + label: Blue + value: var(--ctp-blue) + - + label: Lavender + value: var(--ctp-lavender) + - + label: White + value: var(--ctp-text) + - + label: Gray + value: var(--ctp-subtext0) +*/ +/* @settings + +name: "Catppuccin: Credits and Source Code" +id: source-code +settings: + - + id: catppuccin-theme-credits-link + title: Credits and Source Code + type: heading + level: 1 + collapsed: false + description: 💎 View and contribute to the port at github.com/catppuccin/obsidian +*/ +.theme-light, +.theme-light.ctp-latte { + --ctp-rosewater: 220, 138, 120; + --ctp-flamingo: 221, 120, 120; + --ctp-pink: 234, 118, 203; + --ctp-mauve: 136, 57, 239; + --ctp-red: 210, 15, 57; + --ctp-maroon: 230, 69, 83; + --ctp-peach: 254, 100, 11; + --ctp-yellow: 223, 142, 29; + --ctp-green: 64, 160, 43; + --ctp-teal: 23, 146, 153; + --ctp-sky: 4, 165, 229; + --ctp-sapphire: 32, 159, 181; + --ctp-blue: 30, 102, 245; + --ctp-lavender: 114, 135, 253; + --ctp-text: 76, 79, 105; + --ctp-subtext1: 92, 95, 119; + --ctp-subtext0: 108, 111, 133; + --ctp-overlay2: 124, 127, 147; + --ctp-overlay1: 140, 143, 161; + --ctp-overlay0: 156, 160, 176; + --ctp-surface2: 172, 176, 190; + --ctp-surface1: 188, 192, 204; + --ctp-surface0: 204, 208, 218; + --ctp-base: 239, 241, 245; + --ctp-mantle: 230, 233, 239; + --ctp-crust: 220, 224, 232; + --hex-pink: #ea76cb; + --hex-mauve: #8839ef; + --hex-red: #d20f39; + --hex-peach: #fe640b; + --hex-yellow: #df8e1d; + --hex-green: #40a02b; + --hex-teal: #179299; + --hex-sky: #04a5e5; + --hex-sapphire: #209fb5; + --hex-blue: #1e66f5; + --hex-lavender: #7287fd; +} + +.theme-dark.ctp-frappe { + --ctp-rosewater: 242, 213, 207; + --ctp-flamingo: 238, 190, 190; + --ctp-pink: 244, 184, 228; + --ctp-mauve: 202, 158, 230; + --ctp-red: 231, 130, 132; + --ctp-maroon: 234, 153, 156; + --ctp-peach: 239, 159, 118; + --ctp-yellow: 229, 200, 144; + --ctp-green: 166, 209, 137; + --ctp-teal: 129, 200, 190; + --ctp-sky: 153, 209, 219; + --ctp-sapphire: 133, 193, 220; + --ctp-blue: 140, 170, 238; + --ctp-lavender: 186, 187, 241; + --ctp-text: 198, 208, 245; + --ctp-subtext1: 181, 191, 226; + --ctp-subtext0: 165, 173, 206; + --ctp-overlay2: 148, 156, 187; + --ctp-overlay1: 131, 139, 167; + --ctp-overlay0: 115, 121, 148; + --ctp-surface2: 98, 104, 128; + --ctp-surface1: 81, 87, 109; + --ctp-surface0: 65, 69, 89; + --ctp-base: 48, 52, 70; + --ctp-mantle: 41, 44, 60; + --ctp-crust: 35, 38, 52; + --hex-pink: #f4b8e4; + --hex-mauve: #ca9ee6; + --hex-red: #e78284; + --hex-peach: #ef9f76; + --hex-yellow: #e5c890; + --hex-green: #a6d189; + --hex-teal: #81c8be; + --hex-sky: #99d1db; + --hex-sapphire: #85c1dc; + --hex-blue: #8caaee; + --hex-lavender: #babbf1; +} + +.theme-dark.ctp-macchiato { + --ctp-rosewater: 244, 219, 214; + --ctp-flamingo: 240, 198, 198; + --ctp-pink: 245, 189, 230; + --ctp-mauve: 198, 160, 246; + --ctp-red: 237, 135, 150; + --ctp-maroon: 238, 153, 160; + --ctp-peach: 245, 169, 127; + --ctp-yellow: 238, 212, 159; + --ctp-green: 166, 218, 149; + --ctp-teal: 139, 213, 202; + --ctp-sky: 145, 215, 227; + --ctp-sapphire: 125, 196, 228; + --ctp-blue: 138, 173, 244; + --ctp-lavender: 183, 189, 248; + --ctp-text: 202, 211, 245; + --ctp-subtext1: 184, 192, 224; + --ctp-subtext0: 165, 173, 203; + --ctp-overlay2: 147, 154, 183; + --ctp-overlay1: 128, 135, 162; + --ctp-overlay0: 110, 115, 141; + --ctp-surface2: 91, 96, 120; + --ctp-surface1: 73, 77, 100; + --ctp-surface0: 54, 58, 79; + --ctp-base: 36, 39, 58; + --ctp-mantle: 30, 32, 48; + --ctp-crust: 24, 25, 38; + --hex-pink: #f5bde6; + --hex-mauve: #c6a0f6; + --hex-red: #ed8796; + --hex-peach: #f5a97f; + --hex-yellow: #eed49f; + --hex-green: #a6da95; + --hex-teal: #8bd5ca; + --hex-sky: #91d7e3; + --hex-sapphire: #7dc4e4; + --hex-blue: #8aadf4; + --hex-lavender: #b7bdf8; +} + +.theme-dark, +.theme-dark.ctp-mocha { + --ctp-rosewater: 245, 224, 220; + --ctp-flamingo: 242, 205, 205; + --ctp-pink: 245, 194, 231; + --ctp-mauve: 203, 166, 247; + --ctp-red: 243, 139, 168; + --ctp-maroon: 235, 160, 172; + --ctp-peach: 250, 179, 135; + --ctp-yellow: 249, 226, 175; + --ctp-green: 166, 227, 161; + --ctp-teal: 148, 226, 213; + --ctp-sky: 137, 220, 235; + --ctp-sapphire: 116, 199, 236; + --ctp-blue: 137, 180, 250; + --ctp-lavender: 180, 190, 254; + --ctp-text: 205, 214, 244; + --ctp-subtext1: 186, 194, 222; + --ctp-subtext0: 166, 173, 200; + --ctp-overlay2: 147, 153, 178; + --ctp-overlay1: 127, 132, 156; + --ctp-overlay0: 108, 112, 134; + --ctp-surface2: 88, 91, 112; + --ctp-surface1: 69, 71, 90; + --ctp-surface0: 49, 50, 68; + --ctp-base: 30, 30, 46; + --ctp-mantle: 24, 24, 37; + --ctp-crust: 17, 17, 27; + --hex-pink: #f5c2e7; + --hex-mauve: #cba6f7; + --hex-red: #f38ba8; + --hex-peach: #fab387; + --hex-yellow: #f9e2af; + --hex-green: #a6e3a1; + --hex-teal: #94e2d5; + --hex-sky: #89dceb; + --hex-sapphire: #74c7ec; + --hex-blue: #89b4fa; + --hex-lavender: #b4befe; +} + +.theme-light, +.theme-dark { + --color-red-rgb: var(--ctp-red); + --color-red: var(--hex-red); + --color-orange-rgb: var(--ctp-peach); + --color-orange: var(--hex-peach); + --color-yellow-rgb: var(--ctp-yellow); + --color-yellow: var(--hex-yellow); + --color-green-rgb: var(--ctp-green); + --color-green: var(--hex-green); + --color-cyan-rgb: var(--ctp-sapphire); + --color-cyan: var(--hex-sapphire); + --color-blue-rgb: var(--ctp-blue); + --color-blue: var(--hex-blue); + --color-purple-rgb: var(--ctp-mauve); + --color-purple: var(--hex-mauve); + --color-pink-rgb: var(--ctp-pink); + --color-pink: var(--hex-pink); +} + +/* ------------------Selecting Accents------------------- */ +.ctp-full-palette { + --ctp-accent: var(--ctp-lavender); +} + +.ctp-accent-rosewater { + --ctp-accent: var(--ctp-rosewater); +} + +.ctp-accent-flamingo { + --ctp-accent: var(--ctp-flamingo); +} + +.ctp-accent-pink { + --ctp-accent: var(--ctp-pink); +} + +.ctp-accent-mauve { + --ctp-accent: var(--ctp-mauve); +} + +.ctp-accent-red { + --ctp-accent: var(--ctp-red); +} + +.ctp-accent-maroon { + --ctp-accent: var(--ctp-maroon); +} + +.ctp-accent-peach { + --ctp-accent: var(--ctp-peach); +} + +.ctp-accent-yellow { + --ctp-accent: var(--ctp-yellow); +} + +.ctp-accent-green { + --ctp-accent: var(--ctp-green); +} + +.ctp-accent-teal { + --ctp-accent: var(--ctp-teal); +} + +.ctp-accent-sky { + --ctp-accent: var(--ctp-sky); +} + +.ctp-accent-sapphire { + --ctp-accent: var(--ctp-sapphire); +} + +.ctp-accent-blue { + --ctp-accent: var(--ctp-blue); +} + +.ctp-accent-lavender { + --ctp-accent: var(--ctp-lavender); +} + +/* ------------------Actual Configs-------------------- */ +.theme-dark, +.theme-light { + --background-primary: rgb(var(--ctp-base)); + --background-primary-rgb: var(--ctp-base); + --background-primary-alt: rgb(var(--ctp-mantle)); + --background-secondary: rgb(var(--ctp-mantle)); + --background-secondary-alt: rgb(var(--ctp-crust)); + --background-modifier-border: rgb(var(--ctp-surface0)); + --background-modifier-form-field: rgb(var(--ctp-crust), 30%); + --background-modifier-form-field-highlighted: rgb(var(--ctp-crust), 22%); + --background-modifier-box-shadow: rgb(var(--ctp-crust), 30%); + --background-modifier-success: rgb(var(--ctp-green), 90%); + --background-modifier-success-rgb: var(--ctp-green); + --background-modifier-error: rgb(var(--ctp-red), 90%); + --background-modifier-error-rgb: var(--ctp-red); + --background-modifier-error-hover: rgb(var(--ctp-red), 100%); + --background-modifier-cover: rgb(var(--ctp-crust), 90%); + --color-accent: rgb(var(--ctp-accent)); + --color-accent-1: rgb(var(--ctp-accent)); + --color-accent-2: rgb(var(--ctp-accent), 90%); + --text-accent: rgb(var(--ctp-accent)); + --text-accent-hover: rgb(var(--ctp-accent)); + --text-normal: rgb(var(--ctp-text)); + --text-muted: rgb(var(--ctp-subtext0)); + --text-muted-rgb: var(--ctp-subtext0); + --text-faint: rgb(var(--ctp-surface1)); + --text-error: rgb(var(--ctp-red)); + --text-error-hover: rgb(var(--ctp-red), 80%); + --text-highlight-bg: rgb(var(--ctp-rosewater), 100%); + --text-highlight-bg-active: rgb(var(--ctp-rosewater), 100%); + --text-selection: rgb(var(--ctp-overlay2), 30%); + --text-on-accent: rgb(var(--ctp-mantle)); + --text-on-accent-inverted: rgb(var(--ctp-mantle)); + --interactive-normal: rgb(var(--ctp-surface0)); + --interactive-hover: rgb(var(--ctp-surface1)); + --interactive-accent: rgb(var(--ctp-accent)); + --interactive-accent-rgb: var(--ctp-accent); + --interactive-accent-hover: rgb(var(--ctp-accent)); + --interactive-success: rgb(var(--ctp-green)); + --scrollbar-active-thumb-bg: rgb(var(--ctp-text), 20%); + --scrollbar-bg: rgb(var(--ctp-text), 5%); + --scrollbar-thumb-bg: rgb(var(--ctp-text), 10%); + --mono-rgb-0: var(--ctp-crust); + --mono-rgb-100: var(--ctp-text); + --color-red: rgb(var(--ctp-red)); + --color-green: rgb(var(--ctp-green)); + --color-orange: rgb(var(--ctp-peach)); + --color-yellow: rgb(var(--ctp-yellow)); + --color-cyan: rgb(var(--ctp-sky)); + --color-blue: rgb(var(--ctp-blue)); + --color-purple: rgb(var(--ctp-lavender)); + --color-pink: rgb(var(--ctp-pink)); + --color-base-00: rgb(var(--ctp-crust)); + --color-base-10: rgb(var(--ctp-mantle)); + --color-base-20: rgb(var(--ctp-base)); + --color-base-25: rgb(var(--ctp-surface0)); + --color-base-30: rgb(var(--ctp-surface1)); + --color-base-35: rgb(var(--ctp-surface2)); + --color-base-40: rgb(var(--ctp-overlay0)); + --color-base-50: rgb(var(--ctp-overlay1)); + --color-base-60: rgb(var(--ctp-overlay2)); + --color-base-70: rgb(var(--ctp-subtext0)); + --color-base-100: rgb(var(--ctp-text)); +} + +.theme-dark { + color-scheme: dark; + --highlight-mix-blend-mode: lighten; +} + +.theme-light { + color-scheme: light; + --highlight-mix-blend-mode: darken; +} + +/* ------------------CSS Snippets------------------ */ +.ctp-bold-folder-title .nav-folder-title-content { + font-weight: var(--font-bold); +} + +body { + --font-text-theme: + "Vollkorn", + -apple-system, + blinkmacsystemfont, + "Segoe UI", + "Microsoft YaHei Light", + roboto, + inter, + sans-serif; + --font-interface-theme: + "Nunito Sans", + -apple-system, + blinkmacsystemfont, + "Segoe UI", + "Microsoft YaHei Light", + roboto, + inter, + sans-serif; +} + +strong, +.cm-strong, +.cm-s-obsidian span.cm-formatting-strong, +.cm-s-obsidian span.cm-strong { + --bold-color: rgb(var(--ctp-bold, var(--ctp-sapphire))); + color: rgb(var(--ctp-bold, var(--ctp-sapphire))); +} + +em, +.cm-em { + --italic-color: rgb(var(--ctp-italic, var(--ctp-green))); +} + +del, +.cm-strikethrough { + color: rgb(var(--ctp-strikethrough, var(--ctp-maroon))); +} + +.cm-s-obsidian .cm-link.cm-strikethrough { + text-decoration: line-through; +} + +.markdown-rendered blockquote, +.cm-s-obsidian span.cm-quote { + --blockquote-border-color: rgb(var(--ctp-blockquote, var(--ctp-accent))); + --blockquote-color: rgb(var(--ctp-blockquote, var(--ctp-rosewater))); +} + +.cm-em.cm-strong, +strong > em, +em > strong { + color: rgb(var(--ctp-teal)); +} + +.markdown-source-view ol > li, +.markdown-source-view ul > li, +.markdown-preview-view ol > li, +.markdown-preview-view ul > li, +.markdown-rendered ul > li, +.mod-cm6 .HyperMD-list-line.cm-line { + padding-top: 0; + padding-bottom: 0; +} + +.inline-title { + --inline-title-color: rgb(var(--ctp-page-title, var(--ctp-text))); +} + +h1, +.markdown-rendered h1, +.HyperMD-header-1, +.HyperMD-list-line .cm-header-1 { + --h1-color: rgb(var(--ctp-h1, var(--ctp-accent))); + line-height: var(--h1-line-height); +} + +h2, +.markdown-rendered h2, +.HyperMD-header-2, +.HyperMD-list-line .cm-header-2 { + --h2-color: rgb(var(--ctp-h2, var(--ctp-accent))); + line-height: var(--h2-line-height); +} + +h3, +.markdown-rendered h3, +.HyperMD-header-3, +.HyperMD-list-line .cm-header-3 { + --h3-color: rgb(var(--ctp-h3, var(--ctp-accent))); + line-height: var(--h3-line-height); +} + +h4, +.markdown-rendered h4, +.HyperMD-header-4, +.HyperMD-list-line .cm-header-4 { + --h4-color: rgb(var(--ctp-h4, var(--ctp-accent))); + line-height: var(--h4-line-height); +} + +h5, +.markdown-rendered h5, +.HyperMD-header-5, +.HyperMD-list-line .cm-header-5 { + --h5-color: rgb(var(--ctp-h5, var(--ctp-accent))); + line-height: var(--line-height-normal); +} + +h6, +.markdown-rendered h6, +.HyperMD-header-6, +.HyperMD-list-line .cm-header-6 { + --h6-color: rgb(var(--ctp-h6, var(--ctp-accent))); + line-height: var(--line-height-normal); +} + +.markdown-source-view.mod-cm6 .cm-indent::before { + width: 0; +} + +.markdown-rendered.show-indentation-guide li > ul::before, +.markdown-rendered.show-indentation-guide li > ol::before { + left: -13px; +} + +/* markdown ==highlight== colors */ +.markdown-rendered mark, +.cm-s-obsidian span.cm-formatting-highlight, +.cm-s-obsidian span.cm-highlight { + background-color: rgb(var(--ctp-rosewater)); + color: var(--text-on-accent); +} +.markdown-rendered mark.cm-em, +.markdown-rendered mark em, +.cm-s-obsidian span.cm-formatting-highlight.cm-em, +.cm-s-obsidian span.cm-formatting-highlight em, +.cm-s-obsidian span.cm-highlight.cm-em, +.cm-s-obsidian span.cm-highlight em { + background-image: linear-gradient(rgb(var(--ctp-green), 40%), rgb(var(--ctp-green), 60%), rgb(var(--ctp-green), 60%)); + color: var(--text-on-accent); + text-align: left; +} +.markdown-rendered mark.cm-strong, +.markdown-rendered mark strong, +.cm-s-obsidian span.cm-formatting-highlight.cm-strong, +.cm-s-obsidian span.cm-formatting-highlight strong, +.cm-s-obsidian span.cm-highlight.cm-strong, +.cm-s-obsidian span.cm-highlight strong { + background-image: linear-gradient(rgb(var(--ctp-sapphire), 40%), rgb(var(--ctp-sapphire), 60%), rgb(var(--ctp-sapphire), 40%)); + color: var(--text-on-accent); +} +.markdown-rendered mark.cm-strikethrough, +.markdown-rendered mark del, +.cm-s-obsidian span.cm-formatting-highlight.cm-strikethrough, +.cm-s-obsidian span.cm-formatting-highlight del, +.cm-s-obsidian span.cm-highlight.cm-strikethrough, +.cm-s-obsidian span.cm-highlight del { + background-image: linear-gradient(rgb(var(--ctp-red), 40%), rgb(var(--ctp-red), 60%), rgb(var(--ctp-red), 40%)); + color: var(--text-on-accent); +} + +.cm-s-obsidian span.cm-error { + color: rgb(var(--ctp-red)); +} + +.tooltip { + border: 1px solid rgb(var(--ctp-rosewater), 60%); + background-color: var(--background-secondary); + box-shadow: 0 0 4px rgb(var(--ctp-mantle)); + color: rgb(var(--ctp-rosewater), 80%); +} + +.drag-ghost { + --drag-ghost-background: var(--background-secondary); + --drag-ghost-text-color: rgb(var(--ctp-rosewater), 80%); + border: 1px solid rgb(var(--ctp-rosewater), 60%); +} + +/** +* 1. Not sure when or why I added this, but it became an issue in +https://github.com/catppuccin/obsidian/issues/60. I have set it to the value it +should have. Hopefully it doesn't break anything! +*/ +.tree-item-self.is-clickable.nav-file-title.has-focus[style] { + --background-modifier-border-focus: var(--color-base-40); +} + +/* +* From app.css +*/ +/* +* TODO: Add border to popups that appear during plugin, theme, etc. +* updates. +*/ +/* Triangle hack to make tooltip look like a speech bubble */ +.tooltip .tooltip-arrow { + position: absolute; + top: -5px; + left: 50%; + width: 0; + border-right: 5px solid transparent; + border-bottom: 5px solid rgb(var(--ctp-rosewater), 60%); + border-left: 5px solid transparent; + margin-left: -5px; + content: " "; + font-size: 0; + line-height: 0; +} + +.tooltip.mod-right .tooltip-arrow { + top: calc(50% - 5px); + left: -5px; + border-top: 5px solid transparent; + border-right: 5px solid rgb(var(--ctp-rosewater), 60%); + border-bottom: 5px solid transparent; +} + +.tooltip.mod-left .tooltip-arrow { + top: calc(50% - 5px); + left: calc(100% + 5px); + border-top: 5px solid transparent; + border-bottom: 5px solid transparent; + border-left: 5px solid rgb(var(--ctp-rosewater), 60%); +} + +.tooltip.mod-top .tooltip-arrow { + top: 100%; + border-top: 5px solid rgb(var(--ctp-rosewater), 60%); + border-bottom: 5px solid transparent; +} + +.tooltip.mod-error .tooltip-arrow { + border-bottom-color: rgb(var(--ctp-red), 60%); +} + +.tooltip.mod-error.mod-right .tooltip-arrow { + border-right-color: rgb(var(--ctp-red), 60%); + border-bottom: 5px solid transparent; +} + +.tooltip.mod-error.mod-left .tooltip-arrow { + border-bottom: 5px solid transparent; + border-left-color: rgb(var(--ctp-red), 60%); +} + +/* bezier from Josh Comeau's blog */ +body { + --transition-hover-bg: background-color 0.3s cubic-bezier(0.44, 0.21, 0, 1); + --transition-hover-color: color 0.3s cubic-bezier(0.44, 0.21, 0, 1); + --transition-hover-color-fast: color 0.2s cubic-bezier(0.44, 0.21, 0, 1); + --transition-hover-box-shadow: box-shadow 0.3s cubic-bezier(0.44, 0.21, 0, 1); + --transition-text-decoration-color: text-decoration-color 0.3s cubic-bezier(0.44, 0.21, 0, 1); +} + +.callout { + --callout-icon: lucide-pencil; + border-color: color-mix(in srgb, var(--callout-color) 60%, transparent); + background-color: color-mix(in srgb, var(--callout-color) 10%, transparent); +} + +.cm-s-obsidian span.cm-formatting-quote { + color: rgb(var(--ctp-accent)); +} + +.callout[data-callout=abstract], +.callout[data-callout=summary], +.callout[data-callout=tldr] { + --callout-icon: lucide-clipboard-list; +} + +.callout[data-callout=info] { + --callout-icon: lucide-info; +} + +.callout[data-callout=todo] { + --callout-icon: lucide-check-circle-2; +} + +.callout[data-callout=tip], +.callout[data-callout=hint], +.callout[data-callout=important] { + --callout-icon: lucide-flame; +} + +.callout[data-callout=success], +.callout[data-callout=check], +.callout[data-callout=done] { + --callout-icon: lucide-check; +} + +.callout[data-callout=question], +.callout[data-callout=help], +.callout[data-callout=faq] { + --callout-icon: help-circle; +} + +.callout[data-callout=warning], +.callout[data-callout=caution], +.callout[data-callout=attention] { + --callout-icon: lucide-alert-triangle; +} + +.callout[data-callout=failure], +.callout[data-callout=fail], +.callout[data-callout=missing] { + --callout-icon: lucide-x; +} + +.callout[data-callout=danger], +.callout[data-callout=error] { + --callout-icon: lucide-zap; +} + +.callout[data-callout=bug] { + --callout-icon: lucide-bug; +} + +.callout[data-callout=example] { + --callout-icon: lucide-list; +} + +.callout[data-callout=quote], +.callout[data-callout=cite] { + --callout-icon: quote-glyph; +} + +.prompt { + --prompt-border-color: rgb(var(--ctp-surface1)); +} +.prompt .prompt-input[type=text] { + border: 0; +} +.prompt .prompt-results { + background-color: var(--background-secondary); + box-shadow: inset 0 0 10px rgb(var(--ctp-crust)), inset 0 0 12px rgb(var(--ctp-base)); +} +.prompt:hover .suggestion-hotkey { + box-shadow: inset 0 0 2px rgb(var(--ctp-crust)), inset 0 0 4px rgb(var(--ctp-base)); +} + +.suggestion-item.is-selected { + background-color: rgb(var(--ctp-accent)); + color: var(--text-on-accent); +} +.suggestion-item.is-selected .suggestion-flair { + color: var(--text-on-accent); +} + +.suggestion-item.mod-complex .suggestion-hotkey { + background-color: rgb(var(--ctp-surface0)); + color: var(--text-normal); +} + +.suggestion-item.mod-complex.is-selected .suggestion-note { + color: var(--text-on-accent); +} + +.clickable-icon, +.mod-left-split .workspace-tab-header, +.mod-right-split .workspace-tab-header { + margin: 0 2px; +} +.clickable-icon:hover, +.mod-left-split .workspace-tab-header:hover, +.mod-right-split .workspace-tab-header:hover { + --background-modifier-hover: rgb(var(--ctp-accent)); + color: var(--text-on-accent); +} +.clickable-icon:hover svg, +.mod-left-split .workspace-tab-header:hover svg, +.mod-right-split .workspace-tab-header:hover svg { + color: var(--text-on-accent); +} + +.clickable-icon[aria-disabled=true]:hover { + background-color: rgb(var(--ctp-accent)); +} + +.clickable-icon.is-active, +.mod-left-split .workspace-tab-header.has-active-menu, +.mod-right-split .workspace-tab-header.has-active-menu, +.mod-left-split .workspace-tab-header.is-active, +.mod-right-split .workspace-tab-header.is-active { + box-shadow: inset 0 0 4px rgb(var(--ctp-crust)), inset 0 0 6px rgb(var(--ctp-base)); + outline: 1px solid rgb(var(--ctp-surface1)); +} +.clickable-icon.is-active svg, +.mod-left-split .workspace-tab-header.has-active-menu svg, +.mod-right-split .workspace-tab-header.has-active-menu svg, +.mod-left-split .workspace-tab-header.is-active svg, +.mod-right-split .workspace-tab-header.is-active svg { + color: rgb(var(--ctp-accent)); +} +.clickable-icon.is-active:hover, .clickable-icon.is-active:hover svg, +.mod-left-split .workspace-tab-header.has-active-menu:hover, +.mod-left-split .workspace-tab-header.has-active-menu:hover svg, +.mod-right-split .workspace-tab-header.has-active-menu:hover, +.mod-right-split .workspace-tab-header.has-active-menu:hover svg, +.mod-left-split .workspace-tab-header.is-active:hover, +.mod-left-split .workspace-tab-header.is-active:hover svg, +.mod-right-split .workspace-tab-header.is-active:hover, +.mod-right-split .workspace-tab-header.is-active:hover svg { + background-color: rgb(var(--ctp-accent)); + box-shadow: none; + color: var(--text-on-accent); +} + +.workspace .mod-root .workspace-tabs.mod-stacked .workspace-tab-container .workspace-tab-header-inner-close-button:hover, +.workspace-tab-header.is-active .workspace-tab-header-inner-close-button:hover, +.suggestion :hover.list-item-part.clickable-icon[aria-label="Clear search history"], +.modal-close-button:hover { + background-color: rgb(var(--ctp-red)); + box-shadow: 0 0 2px 1px rgb(var(--ctp-surface1)); + color: rgb(var(--ctp-base)); +} + +.workspace-tab-header-inner-close-button:hover { + background-color: rgb(var(--ctp-red), 50%); +} + +.workspace-tab-header-inner:hover .workspace-tab-header-inner-icon { + --icon-color-hover: var(--text-faint); + --opacity-icon-hover: 1; +} + +.search-input-clear-button:hover, +.search-input-clear-button:active { + color: rgb(var(--ctp-red)); +} + +/* +* Windows and Linux min, max, and close buttons +*/ +.mod-linux .titlebar-button:hover, +.mod-windows .titlebar-button:hover { + background-color: rgb(var(--ctp-pink)); + color: var(--text-on-accent); +} + +.mod-linux .titlebar-button.mod-close:hover, +.mod-windows .titlebar-button.mod-close:hover { + background-color: rgb(var(--ctp-red)); + color: var(--text-on-accent); +} + +/* +* Folder icons +*/ +.nav-folder-collapse-indicator, +.nav-folder.mod-root > .nav-folder-title .nav-folder-title-content::before { + display: none; +} + +/* +* Closed folder +*/ +.nav-folder.is-collapsed .nav-folder-title .nav-folder-title-content::before { + -webkit-mask-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 24 24' fill='none' stroke='currentColor' stroke-width='2' stroke-linecap='round' stroke-linejoin='round'%3E%3Cpath d='M4 20h16a2 2 0 0 0 2-2V8a2 2 0 0 0-2-2h-7.93a2 2 0 0 1-1.66-.9l-.82-1.2A2 2 0 0 0 7.93 3H4a2 2 0 0 0-2 2v13c0 1.1.9 2 2 2Z'%3E%3C/path%3E%3Cpath d='M2 10h20'%3E%3C/path%3E%3C/svg%3E"); +} + +.nav-folder.is-collapsed .nav-folder-title .nav-folder-title-content::before, +.nav-folder .nav-folder-title .nav-folder-title-content::before { + width: var(--icon-xs); + height: var(--icon-xs); + margin-right: 8px; + background-color: currentcolor; + background-repeat: no-repeat; + vertical-align: -2px; +} +.nav-folder.is-collapsed .nav-folder-title .nav-folder-title-content::before:hover, +.nav-folder .nav-folder-title .nav-folder-title-content::before:hover { + color: var(--text-on-accent); +} + +.tree-item-self.is-being-renamed:focus-within { + color: currentcolor; +} + +/* +* Open folder +*/ +.nav-folder .nav-folder-title .nav-folder-title-content::before { + display: inline-block; + width: var(--icon-xs); + height: var(--icon-xs); + background-size: 16px 16px; + content: ""; + -webkit-mask-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 24 24' fill='none' stroke='currentColor' stroke-width='2' stroke-linecap='round' stroke-linejoin='round'%3E%3Cpath d='m6 14 1.45-2.9A2 2 0 0 1 9.24 10H20a2 2 0 0 1 1.94 2.5l-1.55 6a2 2 0 0 1-1.94 1.5H4a2 2 0 0 1-2-2V5c0-1.1.9-2 2-2h3.93a2 2 0 0 1 1.66.9l.82 1.2a2 2 0 0 0 1.66.9H18a2 2 0 0 1 2 2v2'%3E%3C/path%3E%3C/svg%3E"); +} + +/* +* Hide icons with Style Settings +*/ +.ctp-icon-hide .nav-folder .nav-folder-title .nav-folder-title-content::before, +.ctp-icon-hide .nav-folder.is-collapsed .nav-folder-title .nav-folder-title-content::before, +.ctp-icon-hide .nav-folder .nav-folder-title .nav-folder-title-content::before, +.ctp-icon-hide .nav-folder.is-collapsed .nav-folder-title .nav-folder-title-content::before { + display: none; +} + +/* +* Bring block edit button in line with rest of button hovers +*/ +.markdown-source-view.mod-cm6 .pdf-embed .edit-block-button:hover { + background-color: rgb(var(--ctp-pink)); + color: var(--text-on-accent); +} + +/* Fix for #141 */ +.mod-left-split .workspace-tab-header-container .workspace-tab-header-container-inner, +.mod-right-split .workspace-tab-header-container .workspace-tab-header-container-inner { + overflow: visible; +} + +select:focus, +.dropdown:focus { + box-shadow: 0 0 0 2px rgb(var(--ctp-accent), 70%); +} + +textarea:active, +input[type=text]:active, +input[type=search]:active, +input[type=email]:active, +input[type=password]:active, +input[type=number]:active, +textarea:focus, +input[type=text]:focus, +input[type=search]:focus, +input[type=email]:focus, +input[type=password]:focus, +input[type=number]:focus, +textarea:focus-visible, +input[type=text]:focus-visible, +input[type=search]:focus-visible, +input[type=email]:focus-visible, +input[type=password]:focus-visible, +input[type=number]:focus-visible { + box-shadow: 0 0 0 2px rgb(var(--ctp-accent), 70%); +} + +.checkbox-container { + --background-modifier-border-hover: rgb(var(--ctp-red)); + box-shadow: 0 0 2px inset rgb(var(--ctp-base)); +} +.checkbox-container::after { + --toggle-thumb-color: var(--text-on-accent); + box-shadow: 0 0 4px rgb(var(--ctp-base)); +} +.checkbox-container:hover { + box-shadow: none; +} + +.markdown-rendered button.copy-code-button { + background-color: rgb(var(--ctp-crust)); +} + +input[type=date]::-webkit-datetime-edit-month-field:active, +input[type=datetime-local]::-webkit-datetime-edit-month-field:active, +input[type=date]::-webkit-datetime-edit-month-field:focus, +input[type=datetime-local]::-webkit-datetime-edit-month-field:focus, +input[type=date]::-webkit-datetime-edit-day-field:active, +input[type=datetime-local]::-webkit-datetime-edit-day-field:active, +input[type=date]::-webkit-datetime-edit-day-field:focus, +input[type=datetime-local]::-webkit-datetime-edit-day-field:focus, +input[type=date]::-webkit-datetime-edit-year-field:active, +input[type=datetime-local]::-webkit-datetime-edit-year-field:active, +input[type=date]::-webkit-datetime-edit-year-field:focus, +input[type=datetime-local]::-webkit-datetime-edit-year-field:focus { + color: var(--text-on-accent); +} + +input[type=datetime-local]::-webkit-datetime-edit-minute-field:active, +input[type=datetime-local]::-webkit-datetime-edit-minute-field:focus, +input[type=datetime-local]::-webkit-datetime-edit-hour-field:active, +input[type=datetime-local]::-webkit-datetime-edit-hour-field:focus, +input[type=datetime-local]::-webkit-datetime-edit-second-field:active, +input[type=datetime-local]::-webkit-datetime-edit-second-field:focus { + background-color: var(--text-selection); + color: var(--text-on-accent); +} + +.cm-s-obsidian .cm-formatting-link.cm-url, +.cm-s-obsidian .cm-url, +.cm-s-obsidian .cm-link, +.cm-s-obsidian .cm-hmd-internal-link, +.markdown-source-view.mod-cm6 .cm-link .cm-underline, +.markdown-source-view.mod-cm6 .cm-url .cm-underline { + text-decoration-color: transparent; + text-decoration-line: underline; + text-decoration-style: solid; +} +.cm-s-obsidian .cm-formatting-link.cm-url:hover, +.cm-s-obsidian .cm-url:hover, +.cm-s-obsidian .cm-link:hover, +.cm-s-obsidian .cm-hmd-internal-link:hover, +.markdown-source-view.mod-cm6 .cm-link .cm-underline:hover, +.markdown-source-view.mod-cm6 .cm-url .cm-underline:hover { + text-decoration-color: inherit; +} + +.cm-s-obsidian .is-flashing .cm-hmd-internal-link, +.cm-s-obsidian .is-flashing .cm-hmd-internal-link:hover, +.cm-s-obsidian .is-flashing .cm-formatting-link-start.cm-formatting-link, +.cm-s-obsidian .is-flashing .cm-formatting-link-end.cm-formatting-link { + --link-color: var(--text-on-accent); + color: var(--link-color); +} + +body:not(.ctp-tag-pill) .cm-hashtag.cm-hashtag-end { + text-decoration-color: transparent; + text-decoration-line: underline; + text-decoration-style: solid; +} +body:not(.ctp-tag-pill) .cm-hashtag.cm-hashtag-end:hover { + text-decoration: underline 1px rgb(var(--ctp-tag-pill-color, var(--ctp-accent))); + text-underline-offset: 1px; +} +body:not(.ctp-tag-pill) .cm-hashtag::selection { + text-shadow: 0.4px 0 0 rgb(var(--ctp-tag-pill-color, var(--ctp-accent))); +} + +/** +* 1. Restores default Obsidian settings to tags. See: #56 +*/ +.ctp-tag-pill { + --tag-size: var(--font-smaller); + --tag-decoration: none; + --tag-decoration-hover: none; + --tag-background: hsla(var(--interactive-accent-hsl), 0.1); + --tag-background-hover: hsla(var(--interactive-accent-hsl), 0.2); + --tag-border-color: hsla(var(--interactive-accent-hsl), 0.15); + --tag-border-color-hover: hsla(var(--interactive-accent-hsl), 0.15); + --tag-border-width: 0px; + --tag-padding-x: 0.65em; + --tag-padding-y: 0.25em; + --tag-radius: 2em; + --tag-weight: inherit; +} + +/** +* 1. Allow users to pick tag text color with Style Settings +*/ +.markdown-source-view.mod-cm6 .is-unresolved .cm-underline { + text-decoration-line: none; +} +.markdown-source-view.mod-cm6 .is-unresolved:hover { + color: rgb(var(--ctp-red)); + text-decoration-line: none; +} + +.cm-s-obsidian .cm-formatting-link-string.cm-url, +.cm-s-obsidian .cm-formatting-link.cm-link, +.cm-s-obsidian .cm-formatting-link.cm-hmd-barelink, +.cm-s-obsidian .cm-formatting-link.cm-formatting-link-start, +.cm-s-obsidian .cm-formatting-link.cm-formatting-link-end { + color: rgb(var(--ctp-accent)); +} + +.empty-state-action { + border-radius: var(--radius-s); +} + +@media (hover: hover) { + .empty-state-action:hover { + background-color: rgb(var(--ctp-accent)); + color: var(--text-on-accent); + } +} +/** +* 1. Fix #97 highlighted link contrast issues +*/ +.cm-s-obsidian .cm-highlight.cm-link .cm-underline { + color: var(--text-on-accent); + text-decoration: var(--text-on-accent) solid underline; +} +.cm-s-obsidian .cm-highlight.cm-link .cm-underline:hover { + color: var(--text-on-accent); + text-decoration-color: var(--text-on-accent); +} + +.cm-s-obsidian .cm-highlight.cm-link:hover, +.cm-s-obsidian .cm-highlight.cm-url:hover { + color: var(--text-on-accent); +} + +/** +* 1. Compatibility for mermaid mindmaps #73 +* 2. CSS modified from obsidian forums post, !important seems to be req +*/ +.theme-dark .mermaid .mindmap-node text { + fill: var(--text-on-accent) !important; +} + +.theme-light .mermaid .mindmap-node text { + fill: var(--text-on-accent) !important; +} + +/** +* 1. Colors for the first eight nodes in a mindmap +*/ +.mermaid .section-0 path, +.mermaid .section-0 line, +.mermaid .section-edge-0 { + fill: var(--color-orange) !important; + stroke: var(--color-orange) !important; +} + +.mermaid .section-1 path, +.mermaid .section-1 line, +.mermaid .section-edge-1 { + fill: var(--color-yellow) !important; + stroke: var(--color-yellow) !important; +} + +.mermaid .section-2 path, +.mermaid .section-2 line, +.mermaid .section-edge-3 { + fill: var(--color-green) !important; + stroke: var(--color-green) !important; +} + +.mermaid .section-3 path, +.mermaid .section-3 line, +.mermaid .section-edge-3 { + fill: var(--color-red) !important; + stroke: var(--color-red) !important; +} + +.mermaid .section-4 path, +.mermaid .section-4 line, +.mermaid .section-edge-4 { + fill: var(--color-blue) !important; + stroke: var(--color-blue) !important; +} + +.mermaid .section-5 path, +.mermaid .section-5 line, +.mermaid .section-edge-5 { + fill: var(--color-purple) !important; + stroke: var(--color-purple) !important; +} + +.mermaid .section-6 path, +.mermaid .section-6 line, +.mermaid .section-edge-6 { + fill: var(--color-pink) !important; + stroke: var(--color-pink) !important; +} + +.mermaid .section-7 path, +.mermaid .section-7 line, +.mermaid .section-edge-7 { + fill: var(--color-cyan) !important; + stroke: var(--color-cyan) !important; +} + +/** +* 1. User requested integration with Style Settings plugin to replicate Minimal +* and its treatment of PDFs. Credit/source of modified scss: +* https://github.com/kepano/obsidian-minimal/blob/0b98cc8ec4576e148057ce6c0ff751ab4df1ece4/src/scss/content/pdf.scss +*/ +.theme-light.ctp-seamless-pdf, +.theme-dark.ctp-seamless-pdf { + --pdf-shadow: none; +} +.theme-light.ctp-seamless-pdf .pdfViewer .page, +.theme-dark.ctp-seamless-pdf .pdfViewer .page { + border: 0; +} + +.theme-dark.ctp-pdf-darken .pdfViewer .canvasWrapper, +.theme-dark.ctp-pdf-darken .pdf-thumbnail-view .thumbnailImage { + filter: invert(1) hue-rotate(180deg); + mix-blend-mode: screen; +} + +.theme-light.ctp-pdf-blend .pdfViewer .canvasWrapper, +.theme-light.ctp-pdf-blend .pdf-thumbnail-view .thumbnailImage { + mix-blend-mode: multiply; +} + +/* TODO Add to Style Settings instead */ +.cm-s-obsidian span.obsidian-search-match-highlight { + background-color: rgb(var(--ctp-rosewater)); + box-shadow: 0 0 0 3px rgb(var(--ctp-accent)); + color: var(--text-on-accent); +} + +.search-result-file-matches { + background-color: rgb(var(--background-secondary)); + color: var(--text-normal); +} + +/* +* Prevents super strong box-shadow when using arrow keys to highlight searches +*/ +.workspace-leaf.mod-active .search-result.has-focus .tree-item-self, +.workspace-leaf.mod-active .search-result-file-match.has-focus { + box-shadow: inset 0 0 0 1px rgb(var(--ctp-accent)); +} + +@media (hover: hover) { + .search-result-file-match:hover .search-result-file-match-destination-file { + background-color: var(--background-secondary); + } + .search-result-file-match:hover { + background-color: rgb(var(--ctp-accent), 80%); + color: var(--text-on-accent); + } + .search-result-file-match:hover .search-result-file-match-destination-file:hover { + background-color: var(--interactive-hover); + box-shadow: var(--input-shadow-hover); + color: var(--text-normal); + } +} +.search-suggest-item.is-selected { + background-color: rgb(var(--ctp-accent)); + color: var(--text-on-accent); +} +.search-suggest-item.is-selected .search-suggest-info-text { + color: var(--text-on-accent); +} + +.suggestion .suggestion-item.mod-group { + background-color: inherit; + color: var(--text-muted); + font-size: var(--font-ui-medium); + font-variant: all-small-caps; +} + +.search-suggest-item.is-selected { + background-color: rgb(var(--ctp-accent)); + color: var(--text-on-accent); +} +.search-suggest-item.is-selected .list-item-part.clickable-icon { + color: var(--text-muted); +} +.search-suggest-item.is-selected .search-suggest-info-text { + color: var(--text-on-accent); +} + +.list-item-part.clickable-icon:hover, +.list-item-part.clickable-icon:active { + background-color: rgb(var(--ctp-accent)); +} + +.search-result-file-match:hover .search-result-file-matched-text { + background-color: rgb(var(--ctp-rosewater), 60%); + color: var(--text-on-accent); +} + +.search-result-file-matched-text { + background-color: rgb(var(--ctp-rosewater)); + color: var(--text-on-accent); +} + +.is-flashing, +.cm-s-obsidian .is-flashing .cm-url { + --tag-color: var(--text-on-accent); + background-color: rgb(var(--ctp-rosewater)); + color: var(--text-on-accent); +} + +.is-flashing .cm-quote.cm-quote { + color: var(--text-on-accent); +} + +.cm-s-obsidian .is-flashing .cm-url .cm-underline:hover, +.cm-s-obsidian .is-flashing span.cm-url:hover { + --link-external-color-hover: var(--text-on-accent); +} + +.community-item .suggestion-highlight { + color: var(--text-on-accent); +} + +.community-item:hover { + --background-modifier-border-hover: rgb(var(--ctp-accent)); +} + +.community-item.is-selected, +.community-item.is-selected:hover { + --interactive-accent: rgb(var(--ctp-mauve)); +} + +.status-bar-item.mod-clickable:hover { + --background-modifier-hover: rgb(var(--ctp-accent)); + color: var(--text-on-accent); +} + +.view-header-title-parent .view-header-breadcrumb:hover { + background-color: rgb(var(--ctp-accent)); + color: var(--text-on-accent); +} + +.horizontal-tab-nav-item:hover, +.vertical-tab-nav-item:hover { + background-color: rgb(var(--ctp-accent)); + color: var(--text-on-accent); +} + +.horizontal-tab-nav-item.is-active, +.vertical-tab-nav-item.is-active { + background-color: rgb(var(--ctp-accent)); +} +.horizontal-tab-nav-item.is-active:hover, +.vertical-tab-nav-item.is-active:hover { + background-color: rgb(var(--ctp-accent)); +} + +.search-result:not(.is-collapsed) .search-result-file-title { + --nav-item-color-active: var(--text-normal); +} + +:not(.is-grabbing) .nav-file-title:hover, +:not(.is-grabbing) .nav-folder-title:hover, +.nav-file-title.is-active, +.nav-folder-title.is-active, +.tree-item-self.is-clickable:hover { + --nav-item-background-active: rgb(var(--ctp-accent)); + --nav-item-background-hover: rgb(var(--ctp-accent)); + --nav-item-color-hover: var(--text-on-accent); + --nav-item-color-active: var(--text-on-accent); +} + +.nav-folder.mod-root > .nav-folder-title:hover { + color: rgb(var(--text-normal)); +} + +.tree-item-flair { + color: var(--text-muted); +} + +.tree-item-self:hover .tree-item-flair { + color: var(--text-on-accent); +} + +@media (hover: hover) { + .backlink-pane > .tree-item-self.is-clickable.is-collapsed:hover, + .outgoing-link-pane > .tree-item-self.is-clickable.is-collapsed:hover { + color: var(--text-on-accent); + } +} +.nav-file-tag { + background-color: rgb(var(--ctp-surface0)); + color: var(--text-normal); + outline: 1px solid rgb(var(--ctp-surface1)); +} + +.is-active .nav-file-tag { + box-shadow: inset 0 0 2px rgb(var(--ctp-crust)), inset 0 0 4px rgb(var(--ctp-mantle)); +} + +/* +* #TODO? +* This is trying to minimize how jarring this weird thing +* that happens when you click the folder name in the header title. +* It looks odd in the default theme, too. +*/ +.is-flashing .nav-folder-title, +.is-flashing .nav-file-title { + color: var(--text-on-accent); +} + +/* +* Bookmarks +*/ +.tree-item-self.is-selected { + background-color: rgb(var(--ctp-accent)); + color: var(--text-on-accent); +} +.tree-item-self.is-selected .tree-item-icon { + color: var(--text-on-accent); +} + +body:not(.is-grabbing) .tree-item-self.is-active:hover, +.tree-item-self.is-active { + --nav-item-color-active: var(--text-on-accent); + --nav-item-background-active: rgb(var(--ctp-accent)); +} +body:not(.is-grabbing) .tree-item-self.is-active:hover .tree-item-icon, +.tree-item-self.is-active .tree-item-icon { + --icon-color: var(--text-on-accent); +} + +@media (hover: hover) { + body:not(.is-grabbing) .tree-item-self.is-clickable:hover .tree-item-icon { + --icon-color: var(--text-on-accent); + } +} +.mod-vertical .workspace-tab-header:not(.is-active):hover .workspace-tab-header-inner { + --background-modifier-hover: rgb(var(--ctp-accent)); + --background-modifier-active-hover: rgb(var(--ctp-accent)); +} +.mod-vertical .workspace-tab-header:not(.is-active):hover .workspace-tab-header-inner .workspace-tab-header-inner-title { + color: var(--text-on-accent); +} +.mod-vertical .workspace-tab-header:not(.is-active):hover .workspace-tab-header-inner svg { + color: var(--text-on-accent); +} + +/* Stacked tabs */ +/* TODO disentangle all the tabs css */ +.mod-vertical .workspace-tabs.mod-stacked .workspace-tab-header:not(.is-active):hover .workspace-tab-header-inner { + --background-modifier-hover: transparent; + --background-modifier-active-hover: transparent; +} +.mod-vertical .workspace-tabs.mod-stacked .workspace-tab-header:not(.is-active):hover .workspace-tab-header-inner .workspace-tab-header-inner-title { + color: rgb(var(--ctp-accent)); +} + +.mod-vertical .workspace-tabs.mod-stacked .workspace-tab-header:not(.is-active) .workspace-tab-header-inner-close-button:hover svg { + color: var(--text-on-accent); +} + +.mod-vertical .workspace-tabs.mod-stacked .workspace-tab-header:not(.is-active) .workspace-tab-header-inner svg { + color: var(--text-muted); +} + +.workspace .mod-root .workspace-tabs.mod-stacked .workspace-tab-header-inner:hover .workspace-tab-header-inner-title { + color: rgb(var(--ctp-accent)); +} + +.workspace .mod-root .workspace-tabs.mod-stacked .workspace-tab-container .workspace-tab-header-inner-icon:hover { + background-color: transparent; +} + +.canvas-node-label { + color: var(--text-muted); +} + +/* Indicates item is selected/focused */ +.canvas-node.is-selected .canvas-node-label, +.canvas-node.is-focused .canvas-node-label { + color: var(--canvas-color); +} + +.canvas-controls button:hover { + --interactive-hover: rgb(var(--ctp-accent)); + --text-normal: var(--text-on-accent); +} + +.canvas-controls button:disabled:hover { + opacity: 40%; +} + +@media (hover: hover) { + .canvas-control-item:hover { + background-color: rgb(var(--ctp-pink)); + color: var(--text-on-accent); + } +} +.canvas-node-container { + border-radius: var(--radius-l); +} + +/* Makes boxes a little less intense */ +.canvas-node.is-themed .canvas-node-container { + border-width: 1px; + border-color: color-mix(in srgb, var(--canvas-color) 60%, transparent); + box-shadow: none; +} + +.canvas-node.is-selected.is-themed .canvas-node-container, +.canvas-node.is-focused.is-themed .canvas-node-container { + border-width: 2px; + box-shadow: none; +} + +.canvas-node.is-themed .canvas-node-content { + background-color: color-mix(in srgb, var(--canvas-color) 10%, transparent); +} + +.mod-settings input.slider { + --slider-track-background: rgb(var(--ctp-accent)); +} +.mod-settings input[type=color]::-webkit-color-swatch:hover { + box-shadow: inset 0 0 0 1px rgb(var(--mono-rgb-100), 25%), 0 0 0 2px rgb(var(--ctp-surface1)); +} +.mod-settings .checkbox-container { + --background-modifier-border-hover: rgb(var(--ctp-red)); + box-shadow: 0 0 2px inset rgb(var(--ctp-base)); +} +.mod-settings .checkbox-container::after { + --toggle-thumb-color: var(--text-on-accent); + box-shadow: 0 0 4px rgb(var(--ctp-base)); +} +.mod-settings .checkbox-container:hover { + box-shadow: none; +} +.mod-settings .vertical-tab-header-group-title { + color: var(--text-muted); + font-size: var(--font-ui-medium); + font-variant: all-small-caps; +} + +.checkbox-container.is-enabled { + background-color: rgb(var(--ctp-green)); +} + +button.mod-cta { + border: 0; + border-radius: var(--button-radius); + -webkit-app-region: no-drag; + color: var(--text-normal); + cursor: var(--cursor); + font-family: inherit; + font-size: var(--font-ui-small); + font-weight: var(--input-font-weight); + outline: none; + user-select: none; + white-space: nowrap; +} +button.mod-cta:not(.clickable-icon) { + background-color: var(--interactive-normal); +} +button.mod-cta:hover { + background-color: var(--interactive-hover); +} + +.modal { + border-color: rgb(var(--ctp-surface1)); +} + +.style-settings-heading[data-id=catppuccin-theme-credits-link] + .style-settings-container, +.style-settings-heading[data-id=catppuccin-theme-credits-link] .style-settings-collapse-indicator { + display: none; +} +.style-settings-heading[data-id=catppuccin-theme-credits-link]:not(.is-collapsed) { + margin-bottom: 0; +} + +.community-item .flair:not(.mod-pop) { + --tag-background: rgb(var(--ctp-accent)); + --tag-color: var(--text-on-accent); + text-transform: lowercase; +} + +body:not(.is-phone) .horizontal-tab-nav-item.is-active, +body:not(.is-phone) .vertical-tab-nav-item.is-active { + --ctp-accent: var(--ctp-mauve); + background-color: rgb(var(--ctp-accent)); + color: var(--text-on-accent); +} + +.horizontal-tab-nav-item:hover .vertical-tab-nav-item-icon, +.vertical-tab-nav-item:hover .vertical-tab-nav-item-icon, +.horizontal-tab-nav-item.is-active .vertical-tab-nav-item-icon, +.vertical-tab-nav-item.is-active .vertical-tab-nav-item-icon { + color: var(--text-on--accent); +} + +/** +* Some tweaks for the light/Catppuccin Latte theme. +*/ +.theme-dark:not(.css-settings-manager), +.theme-light:not(.css-settings-manager), +.ctp-full-palette { + --blockquote-border-color: rgb(var(--ctp-lavender)); + --ctp-accent: var(--ctp-lavender); + --divider-color-hover: rgb(var(--ctp-blue)); + --hr-color: rgb(var(--ctp-blue)); + --indentation-guide-color: rgb(var(--ctp-surface1)); + --indentation-guide-color-active: rgb(var(--ctp-sapphire), 70%); + --indentation-guide-width: 2px; + --list-marker-color: rgb(var(--ctp-sapphire)); + --checklist-done-color: rgb(var(--ctp-green)); +} +.theme-dark:not(.css-settings-manager) .workspace-tab-header-inner-close-button:hover, +.theme-light:not(.css-settings-manager) .workspace-tab-header-inner-close-button:hover, +.ctp-full-palette .workspace-tab-header-inner-close-button:hover { + box-shadow: none; +} +.theme-dark:not(.css-settings-manager), +.theme-light:not(.css-settings-manager), +.ctp-full-palette { + /* + * Nav bar + */ +} +.theme-dark:not(.css-settings-manager) .nav-file-title.is-active, +.theme-dark:not(.css-settings-manager) .nav-folder-title.is-active, +.theme-light:not(.css-settings-manager) .nav-file-title.is-active, +.theme-light:not(.css-settings-manager) .nav-folder-title.is-active, +.ctp-full-palette .nav-file-title.is-active, +.ctp-full-palette .nav-folder-title.is-active { + --nav-item-background-active: rgb(var(--ctp-mauve)); +} +.theme-dark:not(.css-settings-manager) :not(.is-grabbing) .nav-file-title:hover, +.theme-dark:not(.css-settings-manager) :not(.is-grabbing) .nav-folder-title:hover, +.theme-dark:not(.css-settings-manager) .tree-item-self.is-clickable:hover, +.theme-light:not(.css-settings-manager) :not(.is-grabbing) .nav-file-title:hover, +.theme-light:not(.css-settings-manager) :not(.is-grabbing) .nav-folder-title:hover, +.theme-light:not(.css-settings-manager) .tree-item-self.is-clickable:hover, +.ctp-full-palette :not(.is-grabbing) .nav-file-title:hover, +.ctp-full-palette :not(.is-grabbing) .nav-folder-title:hover, +.ctp-full-palette .tree-item-self.is-clickable:hover { + background-color: rgb(var(--ctp-accent)); + color: var(--text-on-accent); +} +.theme-dark:not(.css-settings-manager) .nav-folder.mod-root > .nav-folder-title:hover, +.theme-light:not(.css-settings-manager) .nav-folder.mod-root > .nav-folder-title:hover, +.ctp-full-palette .nav-folder.mod-root > .nav-folder-title:hover { + background-color: transparent; + color: rgb(var(--text-normal)); +} +.theme-dark:not(.css-settings-manager), +.theme-light:not(.css-settings-manager), +.ctp-full-palette { + /* + * Icons + */ +} +.theme-dark:not(.css-settings-manager) .clickable-icon.is-active, +.theme-dark:not(.css-settings-manager) .mod-left-split .workspace-tab-header.has-active-menu, +.theme-dark:not(.css-settings-manager) .mod-right-split .workspace-tab-header.has-active-menu, +.theme-dark:not(.css-settings-manager) .mod-left-split .workspace-tab-header.is-active, +.theme-dark:not(.css-settings-manager) .mod-right-split .workspace-tab-header.is-active, +.theme-light:not(.css-settings-manager) .clickable-icon.is-active, +.theme-light:not(.css-settings-manager) .mod-left-split .workspace-tab-header.has-active-menu, +.theme-light:not(.css-settings-manager) .mod-right-split .workspace-tab-header.has-active-menu, +.theme-light:not(.css-settings-manager) .mod-left-split .workspace-tab-header.is-active, +.theme-light:not(.css-settings-manager) .mod-right-split .workspace-tab-header.is-active, +.ctp-full-palette .clickable-icon.is-active, +.ctp-full-palette .mod-left-split .workspace-tab-header.has-active-menu, +.ctp-full-palette .mod-right-split .workspace-tab-header.has-active-menu, +.ctp-full-palette .mod-left-split .workspace-tab-header.is-active, +.ctp-full-palette .mod-right-split .workspace-tab-header.is-active { + box-shadow: inset 0 0 4px rgb(var(--ctp-crust)), inset 0 0 6px rgb(var(--ctp-base)); + outline: 1px solid rgb(var(--ctp-surface1)); +} +.theme-dark:not(.css-settings-manager) .clickable-icon.is-active svg, +.theme-dark:not(.css-settings-manager) .mod-left-split .workspace-tab-header.has-active-menu svg, +.theme-dark:not(.css-settings-manager) .mod-right-split .workspace-tab-header.has-active-menu svg, +.theme-dark:not(.css-settings-manager) .mod-left-split .workspace-tab-header.is-active svg, +.theme-dark:not(.css-settings-manager) .mod-right-split .workspace-tab-header.is-active svg, +.theme-light:not(.css-settings-manager) .clickable-icon.is-active svg, +.theme-light:not(.css-settings-manager) .mod-left-split .workspace-tab-header.has-active-menu svg, +.theme-light:not(.css-settings-manager) .mod-right-split .workspace-tab-header.has-active-menu svg, +.theme-light:not(.css-settings-manager) .mod-left-split .workspace-tab-header.is-active svg, +.theme-light:not(.css-settings-manager) .mod-right-split .workspace-tab-header.is-active svg, +.ctp-full-palette .clickable-icon.is-active svg, +.ctp-full-palette .mod-left-split .workspace-tab-header.has-active-menu svg, +.ctp-full-palette .mod-right-split .workspace-tab-header.has-active-menu svg, +.ctp-full-palette .mod-left-split .workspace-tab-header.is-active svg, +.ctp-full-palette .mod-right-split .workspace-tab-header.is-active svg { + color: rgb(var(--ctp-pink)); +} +.theme-dark:not(.css-settings-manager) .clickable-icon.is-active:hover, .theme-dark:not(.css-settings-manager) .clickable-icon.is-active:hover svg, +.theme-dark:not(.css-settings-manager) .mod-left-split .workspace-tab-header.has-active-menu:hover, +.theme-dark:not(.css-settings-manager) .mod-left-split .workspace-tab-header.has-active-menu:hover svg, +.theme-dark:not(.css-settings-manager) .mod-right-split .workspace-tab-header.has-active-menu:hover, +.theme-dark:not(.css-settings-manager) .mod-right-split .workspace-tab-header.has-active-menu:hover svg, +.theme-dark:not(.css-settings-manager) .mod-left-split .workspace-tab-header.is-active:hover, +.theme-dark:not(.css-settings-manager) .mod-left-split .workspace-tab-header.is-active:hover svg, +.theme-dark:not(.css-settings-manager) .mod-right-split .workspace-tab-header.is-active:hover, +.theme-dark:not(.css-settings-manager) .mod-right-split .workspace-tab-header.is-active:hover svg, +.theme-light:not(.css-settings-manager) .clickable-icon.is-active:hover, +.theme-light:not(.css-settings-manager) .clickable-icon.is-active:hover svg, +.theme-light:not(.css-settings-manager) .mod-left-split .workspace-tab-header.has-active-menu:hover, +.theme-light:not(.css-settings-manager) .mod-left-split .workspace-tab-header.has-active-menu:hover svg, +.theme-light:not(.css-settings-manager) .mod-right-split .workspace-tab-header.has-active-menu:hover, +.theme-light:not(.css-settings-manager) .mod-right-split .workspace-tab-header.has-active-menu:hover svg, +.theme-light:not(.css-settings-manager) .mod-left-split .workspace-tab-header.is-active:hover, +.theme-light:not(.css-settings-manager) .mod-left-split .workspace-tab-header.is-active:hover svg, +.theme-light:not(.css-settings-manager) .mod-right-split .workspace-tab-header.is-active:hover, +.theme-light:not(.css-settings-manager) .mod-right-split .workspace-tab-header.is-active:hover svg, +.ctp-full-palette .clickable-icon.is-active:hover, +.ctp-full-palette .clickable-icon.is-active:hover svg, +.ctp-full-palette .mod-left-split .workspace-tab-header.has-active-menu:hover, +.ctp-full-palette .mod-left-split .workspace-tab-header.has-active-menu:hover svg, +.ctp-full-palette .mod-right-split .workspace-tab-header.has-active-menu:hover, +.ctp-full-palette .mod-right-split .workspace-tab-header.has-active-menu:hover svg, +.ctp-full-palette .mod-left-split .workspace-tab-header.is-active:hover, +.ctp-full-palette .mod-left-split .workspace-tab-header.is-active:hover svg, +.ctp-full-palette .mod-right-split .workspace-tab-header.is-active:hover, +.ctp-full-palette .mod-right-split .workspace-tab-header.is-active:hover svg { + background-color: rgb(var(--ctp-pink)); + box-shadow: none; + color: var(--text-on-accent); +} +.theme-dark:not(.css-settings-manager) .clickable-icon:hover, +.theme-dark:not(.css-settings-manager) .mod-left-split .workspace-tab-header:hover, +.theme-dark:not(.css-settings-manager) .mod-right-split .workspace-tab-header:hover, +.theme-light:not(.css-settings-manager) .clickable-icon:hover, +.theme-light:not(.css-settings-manager) .mod-left-split .workspace-tab-header:hover, +.theme-light:not(.css-settings-manager) .mod-right-split .workspace-tab-header:hover, +.ctp-full-palette .clickable-icon:hover, +.ctp-full-palette .mod-left-split .workspace-tab-header:hover, +.ctp-full-palette .mod-right-split .workspace-tab-header:hover { + background-color: rgb(var(--ctp-pink)); + color: var(--text-on-accent); +} +.theme-dark:not(.css-settings-manager) .clickable-icon:hover svg, +.theme-dark:not(.css-settings-manager) .mod-left-split .workspace-tab-header:hover svg, +.theme-dark:not(.css-settings-manager) .mod-right-split .workspace-tab-header:hover svg, +.theme-light:not(.css-settings-manager) .clickable-icon:hover svg, +.theme-light:not(.css-settings-manager) .mod-left-split .workspace-tab-header:hover svg, +.theme-light:not(.css-settings-manager) .mod-right-split .workspace-tab-header:hover svg, +.ctp-full-palette .clickable-icon:hover svg, +.ctp-full-palette .mod-left-split .workspace-tab-header:hover svg, +.ctp-full-palette .mod-right-split .workspace-tab-header:hover svg { + color: var(--text-on-accent); +} +.theme-dark:not(.css-settings-manager) .workspace-tab-header:not(.is-active):hover .workspace-tab-header-inner, +.theme-light:not(.css-settings-manager) .workspace-tab-header:not(.is-active):hover .workspace-tab-header-inner, +.ctp-full-palette .workspace-tab-header:not(.is-active):hover .workspace-tab-header-inner { + --background-modifier-hover: rgb(var(--ctp-pink)); +} +.theme-dark:not(.css-settings-manager) .workspace .mod-root .workspace-tabs.mod-stacked .workspace-tab-container .workspace-tab-header-inner-icon:hover, +.theme-light:not(.css-settings-manager) .workspace .mod-root .workspace-tabs.mod-stacked .workspace-tab-container .workspace-tab-header-inner-icon:hover, +.ctp-full-palette .workspace .mod-root .workspace-tabs.mod-stacked .workspace-tab-container .workspace-tab-header-inner-icon:hover { + background-color: transparent; +} +.theme-dark:not(.css-settings-manager) .mod-vertical .workspace-tab-header:not(.is-active):hover .workspace-tab-header-inner svg, +.theme-light:not(.css-settings-manager) .mod-vertical .workspace-tab-header:not(.is-active):hover .workspace-tab-header-inner svg, +.ctp-full-palette .mod-vertical .workspace-tab-header:not(.is-active):hover .workspace-tab-header-inner svg { + color: var(--text-on-accent); +} +.theme-dark:not(.css-settings-manager) .mod-vertical .workspace-tabs.mod-stacked .workspace-tab-header:not(.is-active) .workspace-tab-header-inner-close-button:hover svg, +.theme-light:not(.css-settings-manager) .mod-vertical .workspace-tabs.mod-stacked .workspace-tab-header:not(.is-active) .workspace-tab-header-inner-close-button:hover svg, +.ctp-full-palette .mod-vertical .workspace-tabs.mod-stacked .workspace-tab-header:not(.is-active) .workspace-tab-header-inner-close-button:hover svg { + color: var(--text-on-accent); +} +.theme-dark:not(.css-settings-manager), +.theme-light:not(.css-settings-manager), +.ctp-full-palette { + /* + * Tabs + */ +} +.theme-dark:not(.css-settings-manager) .workspace .mod-root .workspace-tabs.mod-stacked .workspace-tab-header-inner:hover .workspace-tab-header-inner-title, +.theme-light:not(.css-settings-manager) .workspace .mod-root .workspace-tabs.mod-stacked .workspace-tab-header-inner:hover .workspace-tab-header-inner-title, +.ctp-full-palette .workspace .mod-root .workspace-tabs.mod-stacked .workspace-tab-header-inner:hover .workspace-tab-header-inner-title { + color: rgb(var(--ctp-pink)); +} +.theme-dark:not(.css-settings-manager) .mod-vertical .workspace-tabs.mod-stacked .workspace-tab-header:not(.is-active):hover .workspace-tab-header-inner .workspace-tab-header-inner-title, +.theme-light:not(.css-settings-manager) .mod-vertical .workspace-tabs.mod-stacked .workspace-tab-header:not(.is-active):hover .workspace-tab-header-inner .workspace-tab-header-inner-title, +.ctp-full-palette .mod-vertical .workspace-tabs.mod-stacked .workspace-tab-header:not(.is-active):hover .workspace-tab-header-inner .workspace-tab-header-inner-title { + color: rgb(var(--ctp-pink)); +} +.theme-dark:not(.css-settings-manager), +.theme-light:not(.css-settings-manager), +.ctp-full-palette { + /* + * Prompts + */ +} +.theme-dark:not(.css-settings-manager) .suggestion-item.is-selected, +.theme-light:not(.css-settings-manager) .suggestion-item.is-selected, +.ctp-full-palette .suggestion-item.is-selected { + --background-modifier-hover: rgb(var(--ctp-lavender)); + color: var(--text-on-accent); +} +.theme-dark:not(.css-settings-manager) .suggestion-item.is-selected:hover .suggestion-flair, +.theme-light:not(.css-settings-manager) .suggestion-item.is-selected:hover .suggestion-flair, +.ctp-full-palette .suggestion-item.is-selected:hover .suggestion-flair { + color: var(--text-on-accent); +} +.theme-dark:not(.css-settings-manager), +.theme-light:not(.css-settings-manager), +.ctp-full-palette { + /* + * Search + */ +} +.theme-dark:not(.css-settings-manager) .suggestion .suggestion-item.mod-group, +.theme-light:not(.css-settings-manager) .suggestion .suggestion-item.mod-group, +.ctp-full-palette .suggestion .suggestion-item.mod-group { + background-color: inherit; + color: var(--text-muted); + font-size: var(--font-ui-medium); + font-variant: all-small-caps; +} +.theme-dark:not(.css-settings-manager) .search-suggest-item.is-selected, +.theme-light:not(.css-settings-manager) .search-suggest-item.is-selected, +.ctp-full-palette .search-suggest-item.is-selected { + background-color: rgb(var(--ctp-accent)); + color: var(--text-on-accent); +} +.theme-dark:not(.css-settings-manager) .search-suggest-item.is-selected .list-item-part.clickable-icon, +.theme-light:not(.css-settings-manager) .search-suggest-item.is-selected .list-item-part.clickable-icon, +.ctp-full-palette .search-suggest-item.is-selected .list-item-part.clickable-icon { + color: var(--text-muted); +} +.theme-dark:not(.css-settings-manager) .search-suggest-item.is-selected .search-suggest-info-text, +.theme-light:not(.css-settings-manager) .search-suggest-item.is-selected .search-suggest-info-text, +.ctp-full-palette .search-suggest-item.is-selected .search-suggest-info-text { + color: var(--text-on-accent); +} +.theme-dark:not(.css-settings-manager), +.theme-light:not(.css-settings-manager), +.ctp-full-palette { + /* + * Dropdowns + */ +} +.theme-dark:not(.css-settings-manager) select:focus, +.theme-dark:not(.css-settings-manager) .dropdown:focus, +.theme-light:not(.css-settings-manager) select:focus, +.theme-light:not(.css-settings-manager) .dropdown:focus, +.ctp-full-palette select:focus, +.ctp-full-palette .dropdown:focus { + box-shadow: 0 0 0 2px rgb(var(--ctp-blue), 70%); +} +.theme-dark:not(.css-settings-manager) textarea:active, +.theme-dark:not(.css-settings-manager) input[type=text]:active, +.theme-dark:not(.css-settings-manager) input[type=search]:active, +.theme-dark:not(.css-settings-manager) input[type=email]:active, +.theme-dark:not(.css-settings-manager) input[type=password]:active, +.theme-dark:not(.css-settings-manager) input[type=number]:active, +.theme-dark:not(.css-settings-manager) textarea:focus, +.theme-dark:not(.css-settings-manager) input[type=text]:focus, +.theme-dark:not(.css-settings-manager) input[type=search]:focus, +.theme-dark:not(.css-settings-manager) input[type=email]:focus, +.theme-dark:not(.css-settings-manager) input[type=password]:focus, +.theme-dark:not(.css-settings-manager) input[type=number]:focus, +.theme-dark:not(.css-settings-manager) textarea:focus-visible, +.theme-dark:not(.css-settings-manager) input[type=text]:focus-visible, +.theme-dark:not(.css-settings-manager) input[type=search]:focus-visible, +.theme-dark:not(.css-settings-manager) input[type=email]:focus-visible, +.theme-dark:not(.css-settings-manager) input[type=password]:focus-visible, +.theme-dark:not(.css-settings-manager) input[type=number]:focus-visible, +.theme-light:not(.css-settings-manager) textarea:active, +.theme-light:not(.css-settings-manager) input[type=text]:active, +.theme-light:not(.css-settings-manager) input[type=search]:active, +.theme-light:not(.css-settings-manager) input[type=email]:active, +.theme-light:not(.css-settings-manager) input[type=password]:active, +.theme-light:not(.css-settings-manager) input[type=number]:active, +.theme-light:not(.css-settings-manager) textarea:focus, +.theme-light:not(.css-settings-manager) input[type=text]:focus, +.theme-light:not(.css-settings-manager) input[type=search]:focus, +.theme-light:not(.css-settings-manager) input[type=email]:focus, +.theme-light:not(.css-settings-manager) input[type=password]:focus, +.theme-light:not(.css-settings-manager) input[type=number]:focus, +.theme-light:not(.css-settings-manager) textarea:focus-visible, +.theme-light:not(.css-settings-manager) input[type=text]:focus-visible, +.theme-light:not(.css-settings-manager) input[type=search]:focus-visible, +.theme-light:not(.css-settings-manager) input[type=email]:focus-visible, +.theme-light:not(.css-settings-manager) input[type=password]:focus-visible, +.theme-light:not(.css-settings-manager) input[type=number]:focus-visible, +.ctp-full-palette textarea:active, +.ctp-full-palette input[type=text]:active, +.ctp-full-palette input[type=search]:active, +.ctp-full-palette input[type=email]:active, +.ctp-full-palette input[type=password]:active, +.ctp-full-palette input[type=number]:active, +.ctp-full-palette textarea:focus, +.ctp-full-palette input[type=text]:focus, +.ctp-full-palette input[type=search]:focus, +.ctp-full-palette input[type=email]:focus, +.ctp-full-palette input[type=password]:focus, +.ctp-full-palette input[type=number]:focus, +.ctp-full-palette textarea:focus-visible, +.ctp-full-palette input[type=text]:focus-visible, +.ctp-full-palette input[type=search]:focus-visible, +.ctp-full-palette input[type=email]:focus-visible, +.ctp-full-palette input[type=password]:focus-visible, +.ctp-full-palette input[type=number]:focus-visible { + box-shadow: 0 0 0 2px rgb(var(--ctp-blue), 70%); +} +.theme-dark:not(.css-settings-manager), +.theme-light:not(.css-settings-manager), +.ctp-full-palette { + /* + * Checkboxes + */ +} +.theme-dark:not(.css-settings-manager) input[type=checkbox]:not(:checked), +.theme-light:not(.css-settings-manager) input[type=checkbox]:not(:checked), +.ctp-full-palette input[type=checkbox]:not(:checked) { + border-color: rgb(var(--ctp-maroon)); + background-color: rgb(var(--ctp-red)); + box-shadow: inset 2px 2px 24px rgb(var(--ctp-mantle)), inset -2px -2px 24px rgb(var(--ctp-mantle)); +} +.theme-dark:not(.css-settings-manager) input[type=checkbox]:not(:checked):hover, +.theme-light:not(.css-settings-manager) input[type=checkbox]:not(:checked):hover, +.ctp-full-palette input[type=checkbox]:not(:checked):hover { + border-width: 2px; +} +.theme-dark:not(.css-settings-manager) input[type=checkbox]:not([data-task=">"], +[data-task="!"], +[data-task="-"], +[data-task="<"], +[data-task=l], +[data-task="*"], +[data-task=I], +[data-task=p], +[data-task=f], +[data-task=k], +[data-task=u], +[data-task=w], +[data-task=c], +[data-task=d], +[data-task=b]):checked, +.theme-light:not(.css-settings-manager) input[type=checkbox]:not([data-task=">"], +[data-task="!"], +[data-task="-"], +[data-task="<"], +[data-task=l], +[data-task="*"], +[data-task=I], +[data-task=p], +[data-task=f], +[data-task=k], +[data-task=u], +[data-task=w], +[data-task=c], +[data-task=d], +[data-task=b]):checked, +.ctp-full-palette input[type=checkbox]:not([data-task=">"], +[data-task="!"], +[data-task="-"], +[data-task="<"], +[data-task=l], +[data-task="*"], +[data-task=I], +[data-task=p], +[data-task=f], +[data-task=k], +[data-task=u], +[data-task=w], +[data-task=c], +[data-task=d], +[data-task=b]):checked { + border-color: transparent; + background-color: rgb(var(--ctp-green)); + box-shadow: 0 0 0 1px rgb(var(--ctp-green), 40%); +} +.theme-dark:not(.css-settings-manager) input[type=checkbox]:not([data-task=">"], +[data-task="!"], +[data-task="-"], +[data-task="<"], +[data-task=l], +[data-task="*"], +[data-task=I], +[data-task=p], +[data-task=f], +[data-task=k], +[data-task=u], +[data-task=w], +[data-task=c], +[data-task=d], +[data-task=b]):checked:hover, +.theme-light:not(.css-settings-manager) input[type=checkbox]:not([data-task=">"], +[data-task="!"], +[data-task="-"], +[data-task="<"], +[data-task=l], +[data-task="*"], +[data-task=I], +[data-task=p], +[data-task=f], +[data-task=k], +[data-task=u], +[data-task=w], +[data-task=c], +[data-task=d], +[data-task=b]):checked:hover, +.ctp-full-palette input[type=checkbox]:not([data-task=">"], +[data-task="!"], +[data-task="-"], +[data-task="<"], +[data-task=l], +[data-task="*"], +[data-task=I], +[data-task=p], +[data-task=f], +[data-task=k], +[data-task=u], +[data-task=w], +[data-task=c], +[data-task=d], +[data-task=b]):checked:hover { + background-color: rgb(var(--ctp-accent)); + box-shadow: 0 0 0 1px rgb(var(--ctp-accent), 40%); +} +.theme-dark:not(.css-settings-manager) .horizontal-tab-nav-item:hover, +.theme-dark:not(.css-settings-manager) .vertical-tab-nav-item:hover, +.theme-light:not(.css-settings-manager) .horizontal-tab-nav-item:hover, +.theme-light:not(.css-settings-manager) .vertical-tab-nav-item:hover, +.ctp-full-palette .horizontal-tab-nav-item:hover, +.ctp-full-palette .vertical-tab-nav-item:hover { + background-color: rgb(var(--ctp-accent)); + color: var(--text-on-accent); +} +.theme-dark:not(.css-settings-manager) .horizontal-tab-nav-item.is-active, +.theme-dark:not(.css-settings-manager) .vertical-tab-nav-item.is-active, +.theme-light:not(.css-settings-manager) .horizontal-tab-nav-item.is-active, +.theme-light:not(.css-settings-manager) .vertical-tab-nav-item.is-active, +.ctp-full-palette .horizontal-tab-nav-item.is-active, +.ctp-full-palette .vertical-tab-nav-item.is-active { + background-color: rgb(var(--ctp-accent)); + color: var(--text-on-accent); +} +.theme-dark:not(.css-settings-manager) .horizontal-tab-nav-item.is-active:hover, +.theme-dark:not(.css-settings-manager) .vertical-tab-nav-item.is-active:hover, +.theme-light:not(.css-settings-manager) .horizontal-tab-nav-item.is-active:hover, +.theme-light:not(.css-settings-manager) .vertical-tab-nav-item.is-active:hover, +.ctp-full-palette .horizontal-tab-nav-item.is-active:hover, +.ctp-full-palette .vertical-tab-nav-item.is-active:hover { + background-color: rgb(var(--ctp-accent)); +} +.theme-dark:not(.css-settings-manager), +.theme-light:not(.css-settings-manager), +.ctp-full-palette { + /* + ? I think !important is necessary to overwrite app.css + */ +} +.theme-dark:not(.css-settings-manager) .HyperMD-header .cm-formatting-header, +.theme-light:not(.css-settings-manager) .HyperMD-header .cm-formatting-header, +.ctp-full-palette .HyperMD-header .cm-formatting-header { + color: rgb(var(--ctp-sapphire)); + font-size: 75% !important; +} +.theme-dark:not(.css-settings-manager), +.theme-light:not(.css-settings-manager), +.ctp-full-palette { + /* + * settings slider + */ +} +.theme-dark:not(.css-settings-manager) .mod-settings input.slider, +.theme-light:not(.css-settings-manager) .mod-settings input.slider, +.ctp-full-palette .mod-settings input.slider { + --slider-track-background: rgb(var(--ctp-green)); +} +.theme-dark:not(.css-settings-manager) .mod-settings input[type=color]::-webkit-color-swatch:hover, +.theme-light:not(.css-settings-manager) .mod-settings input[type=color]::-webkit-color-swatch:hover, +.ctp-full-palette .mod-settings input[type=color]::-webkit-color-swatch:hover { + box-shadow: inset 0 0 0 1px rgb(var(--mono-rgb-100), 25%), 0 0 0 2px rgb(var(--ctp-surface1)); +} +.theme-dark:not(.css-settings-manager), +.theme-light:not(.css-settings-manager), +.ctp-full-palette { + /* + * Canvas + */ +} +.theme-dark:not(.css-settings-manager) .canvas-controls button:hover, +.theme-light:not(.css-settings-manager) .canvas-controls button:hover, +.ctp-full-palette .canvas-controls button:hover { + background-color: rgb(var(--ctp-pink)); +} +.theme-dark:not(.css-settings-manager), +.theme-light:not(.css-settings-manager), +.ctp-full-palette { + /* + * Bookmarks + */ +} +.theme-dark:not(.css-settings-manager) body:not(.is-grabbing) .tree-item-self.is-active:hover, +.theme-dark:not(.css-settings-manager) .tree-item-self.is-active, +.theme-light:not(.css-settings-manager) body:not(.is-grabbing) .tree-item-self.is-active:hover, +.theme-light:not(.css-settings-manager) .tree-item-self.is-active, +.ctp-full-palette body:not(.is-grabbing) .tree-item-self.is-active:hover, +.ctp-full-palette .tree-item-self.is-active { + --nav-item-color-active: var(--text-on-accent); + --nav-item-background-active: rgb(var(--ctp-mauve)); +} +.theme-dark:not(.css-settings-manager) body:not(.is-grabbing) .tree-item-self.is-active:hover .tree-item-icon, +.theme-dark:not(.css-settings-manager) .tree-item-self.is-active .tree-item-icon, +.theme-light:not(.css-settings-manager) body:not(.is-grabbing) .tree-item-self.is-active:hover .tree-item-icon, +.theme-light:not(.css-settings-manager) .tree-item-self.is-active .tree-item-icon, +.ctp-full-palette body:not(.is-grabbing) .tree-item-self.is-active:hover .tree-item-icon, +.ctp-full-palette .tree-item-self.is-active .tree-item-icon { + --icon-color: var(--text-on-accent); +} + +.better-command-palette .suggestion-item.mod-complex.is-selected .suggestion-note { + color: var(--text-on-accent); +} + +.better-command-palette .better-command-palette-title { + padding-left: var(--size-4-3); + margin: var(--size-4-3); +} + +.better-command-palette .suggestion-item .suggestion-flair { + border-radius: var(--radius-s); + margin-bottom: 1px; + background-color: rgb(var(--ctp-surface0)); + color: var(--text-muted); +} + +.better-command-palette.better-command-palette .suggestion-item.is-selected:hover .suggestion-flair { + color: var(--text-muted); +} + +/* +* Improves spacing around hidden palette items box +*/ +.better-command-palette.better-command-palette .suggestion-hotkey { + padding: var(--size-2-1) var(--size-4-3); + margin-right: var(--size-2-3); +} + +.better-command-palette .hidden-items-header { + padding-left: 12px; + margin-bottom: 6px; +} + +.better-command-palette .hidden-items-header:empty { + margin: 1px; +} + +/* Obsidian Git */ +.git-commit-msg .git-commit-msg-clear-button:hover { + --search-clear-button-color: rgb(var(--ctp-red)); +} + +/* Another Quick Switcher */ +.suggestion-item.is-selected .another-quick-switcher__item__directory, +.suggestion-item.is-selected .another-quick-switcher__item__description { + color: var(--text-on-accent); +} + +.another-quick-switcher__hit_word { + background-color: rgb(var(--ctp-rosewater), 60%); + color: var(--text-on-accent); +} + +/* +* Adds some padding for larger Catppuccin separator +*/ +.another-quick-switcher__status__search-command { + padding-bottom: 0.5rem; +} + +.another-quick-switcher__grep__path-input__wrapper { + margin: var(--size-4-1); +} + +/* Omnisearch */ +.suggestion-item.is-selected .omnisearch-result__body { + color: var(--text-on-accent); +} + +.omnisearch-default-highlight { + color: var(--text-on-accent); +} + +.omnisearch-result.is-selected .omnisearch-default-highlight { + background-color: rgb(var(--ctp-rosewater), 60%); +} + +.omnisearch-result:not(.is-selected) .omnisearch-highlight.omnisearch-default-highlight { + background-color: rgb(var(--ctp-rosewater), 100%); +} + +.omnisearch-result.is-selected .omnisearch-result__folder-path > span, +.omnisearch-result.is-selected .omnisearch-result__extension, +.omnisearch-result.is-selected .omnisearch-result__counter { + color: var(--text-faint); +} + +/* +* MAKE.md +*/ +body:not(.is-mobile) .mk-main-menu-button:hover { + background-color: rgb(var(--ctp-accent)); + color: var(--text-on-accent); +} + +.ctp-full-palette .mk-sidebar-item:hover { + background-color: rgb(var(--ctp-pink)); + color: var(--text-on-accent); +} +.ctp-full-palette .mk-sidebar-item:hover svg { + color: var(--text-on-accent); +} + +.ctp-full-palette .mk-sidebar-item-active { + box-shadow: inset 0 0 4px rgb(var(--ctp-crust)), inset 0 0 6px rgb(var(--ctp-base)); + outline: 1px solid rgb(var(--ctp-surface1)); +} +.ctp-full-palette .mk-sidebar-item-active svg { + color: rgb(var(--ctp-pink)) !important; +} +.ctp-full-palette .mk-sidebar-item-active:hover svg, .ctp-full-palette .mk-sidebar-item-active:hover { + background-color: rgb(var(--ctp-pink)); + box-shadow: none; + color: var(--text-on-accent) !important; +} + +.mk-sidebar-item:hover { + background-color: rgb(var(--ctp-accent)); + color: var(--text-on-accent); +} +.mk-sidebar-item:hover svg { + color: var(--text-on-accent); +} + +.mk-sidebar-item-active { + box-shadow: inset 0 0 4px rgb(var(--ctp-crust)), inset 0 0 6px rgb(var(--ctp-base)); + outline: 1px solid rgb(var(--ctp-surface1)); +} +.mk-sidebar-item-active svg { + color: rgb(var(--ctp-accent)) !important; +} +.mk-sidebar-item-active:hover svg, .mk-sidebar-item-active:hover { + background-color: rgb(var(--ctp-accent)); + box-shadow: none; + color: var(--text-on-accent) !important; +} + +body:not(.is-mobile) .mk-tree-item:hover { + background-color: rgb(var(--ctp-accent)); + color: var(--text-on-accent); +} + +.mk-tree-item:hover svg { + color: var(--text-on-accent) !important; +} + +.mk-options-menu__suggestions li.is-active, +.mk-options-menu__suggestions li:hover { + background-color: rgb(var(--ctp-accent)); + color: var(--text-on-accent); +} + +.mk-file-context-field, +.mk-file-context-field-new button, +.mk-file-context-field-new button svg { + color: var(--text-muted) !important; +} + +.mk-file-context-field-new button:hover { + color: rgb(var(--ctp-accent)) !important; +} + +body:not(.is-mobile) .mk-folder-buttons button { + margin-left: 2px; + background-color: transparent !important; +} +body:not(.is-mobile) .mk-folder-buttons button svg { + border-radius: 4px; +} +body:not(.is-mobile) .mk-folder-buttons button:hover svg { + background-color: rgb(var(--ctp-surface0)); + box-shadow: var(--box-shadow-large); + color: var(--text-normal) !important; + outline: 1px solid rgb(var(--ctp-surface1)); +} + +/* +* TODO: Some of this is redundant in that it's css from app.css +* but not required for the theme to work when MAKE.md is off, so +* it should be simplified at some point. +*/ +body:not(.is-grabbing).ctp-full-palette .mk-sidebar { + --nav-item-background-active: rgb(var(--ctp-mauve)); + --nav-item-background-selected: rgb(var(--ctp-mauve)); + --nav-item-color-active: var(--text-on-accent); + --nav-item-color-selected: var(--text-on-accent); +} + +body:not(.is-grabbing .ctp-full-palette) .mk-sidebar { + --nav-item-background-active: rgb(var(--ctp-accent), 90%); + --nav-item-background-selected: rgb(var(--ctp-accent), 90%); + --nav-item-color-active: var(--text-on-accent); + --nav-item-color-selected: var(--text-on-accent); +} + +/** +* 1. Folder Notes, issue #67 +*/ +body:not(.disable-folder-highlight) .tree-item-self.fn-is-active, +body.ctp-full-palette:not(.disable-folder-highlight) .tree-item-self.fn-is-active { + --nav-item-background-active: rgb(var(--ctp-mauve)); + --nav-item-background-selected: rgb(var(--ctp-mauve)); + --nav-item-color-active: var(--text-on-accent); + --nav-item-color-selected: var(--text-on-accent); +} + +body:not(.disable-folder-highlight) .tree-item-self.fn-is-active { + --nav-item-background-active: rgb(var(--ctp-accent)); + --nav-item-background-selected: rgb(var(--ctp-accent)); + --nav-item-color-active: var(--text-on-accent); + --nav-item-color-selected: var(--text-on-accent); +} + +body:not(.is-grabbing) .tree-item-self.fn-is-active:hover { + --nav-item-background-active: rgb(var(--ctp-accent), 90%); + --nav-item-background-selected: rgb(var(--ctp-accent), 90%); + --nav-item-color-active: var(--text-on-accent); + --nav-item-color-selected: var(--text-on-accent); +} + +/** +* 1. Highlight active date in Calendar Plugin +*/ +.active.svelte-q3wqg9, .day.svelte-q3wqg9:active, +.active.today.svelte-q3wqg9 { + background-color: rgb(var(--ctp-green)) !important; + color: var(--text-on-accent) !important; +} + +.today.svelte-q3wqg9 { + background-color: rgb(var(--ctp-accent)) !important; + color: var(--text-on-accent) !important; +} + +/** +* 1. Dataview +* 2. Fix for #117 +*/ +.dataview.inline-field-standalone-value { + --nav-item-color-selected: var(--text-normal); + background-color: var(--background-primary); + font-size: var(--font-smaller); +} + +/* +* 1. Fix for #120 +* 2. Colors left side of dataview info +* 3. Colors right side of dataview info +*/ +.dataview.inline-field-key { + --nav-item-color-selected: var(--text-normal); + font-size: var(--font-smaller); +} + +.dataview.inline-field-value { + --nav-item-color-selected: var(--text-normal); + font-size: var(--font-smaller); +} + +/* Fix for #134 */ +.suggestion-item.is-selected .EA-shortcode span.EA-hl { + color: var(--text-on-accent); +} + +/* Make Style Settings accent selection use choice for active items */ +body.css-settings-manager:not(.is-phone, .ctp-full-palette) .horizontal-tab-nav-item.is-active, +body.css-settings-manager:not(.is-phone, .ctp-full-palette) .vertical-tab-nav-item.is-active { + --ctp-accent: unset ; +} + +/** +* 1. Checklist icons implemented for #91. This scss is from Kepano's Minimal Theme under its MIT License. Thanks Kepano! +*/ +.cm-formatting.cm-formatting-task.cm-property { + font-family: var(--font-monospace); +} + +input[data-task=">"]:checked, +input[data-task="!"]:checked, +input[data-task="-"]:checked, +input[data-task="<"]:checked, +input[data-task=l]:checked, +input[data-task="*"]:checked, +input[data-task=I]:checked, +input[data-task=p]:checked, +input[data-task=f]:checked, +input[data-task=k]:checked, +input[data-task=u]:checked, +input[data-task=w]:checked, +input[data-task=c]:checked, +input[data-task=d]:checked, +input[data-task=b]:checked, +li[data-task=">"] > input:checked, +li[data-task="!"] > input:checked, +li[data-task="-"] > input:checked, +li[data-task="<"] > input:checked, +li[data-task=l] > input:checked, +li[data-task="*"] > input:checked, +li[data-task=I] > input:checked, +li[data-task=p] > input:checked, +li[data-task=f] > input:checked, +li[data-task=k] > input:checked, +li[data-task=u] > input:checked, +li[data-task=d] > input:checked, +li[data-task=w] > input:checked, +li[data-task=c] > input:checked, +li[data-task=b] > input:checked, +li[data-task=">"] > p > input:checked, +li[data-task="!"] > p > input:checked, +li[data-task="-"] > p > input:checked, +li[data-task="<"] > p > input:checked, +li[data-task=l] > p > input:checked, +li[data-task="*"] > p > input:checked, +li[data-task=I] > p > input:checked, +li[data-task=p] > p > input:checked, +li[data-task=f] > p > input:checked, +li[data-task=k] > p > input:checked, +li[data-task=u] > p > input:checked, +li[data-task=d] > p > input:checked, +li[data-task=w] > p > input:checked, +li[data-task=c] > p > input:checked, +li[data-task=b] > p > input:checked { + --checkbox-marker-color: transparent; + border: none; + border-radius: 0; + background-image: none; + background-color: currentColor; + -webkit-mask-size: var(--checkbox-icon); + -webkit-mask-position: 50% 50%; +} + +/* [>] Forwarded */ +input[data-task=">"]:checked, +li[data-task=">"] > input:checked, +li[data-task=">"] > p > input:checked { + color: var(--text-faint); + transform: rotate(90deg); + -webkit-mask-position: 50% 100%; + -webkit-mask-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' class='h-5 w-5' viewBox='0 0 20 20' fill='currentColor'%3E%3Cpath d='M10.894 2.553a1 1 0 00-1.788 0l-7 14a1 1 0 001.169 1.409l5-1.429A1 1 0 009 15.571V11a1 1 0 112 0v4.571a1 1 0 00.725.962l5 1.428a1 1 0 001.17-1.408l-7-14z' /%3E%3C/svg%3E"); +} + +/* [<] Schedule */ +input[data-task="<"]:checked, +li[data-task="<"] > input:checked, +li[data-task="<"] > p > input:checked { + color: var(--text-faint); + -webkit-mask-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' class='h-5 w-5' viewBox='0 0 20 20' fill='currentColor'%3E%3Cpath fill-rule='evenodd' d='M10 18a8 8 0 100-16 8 8 0 000 16zm1-12a1 1 0 10-2 0v4a1 1 0 00.293.707l2.828 2.829a1 1 0 101.415-1.415L11 9.586V6z' clip-rule='evenodd' /%3E%3C/svg%3E"); + -webkit-mask-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' class='h-5 w-5' viewBox='0 0 20 20' fill='currentColor'%3E%3Cpath fill-rule='evenodd' d='M6 2a1 1 0 00-1 1v1H4a2 2 0 00-2 2v10a2 2 0 002 2h12a2 2 0 002-2V6a2 2 0 00-2-2h-1V3a1 1 0 10-2 0v1H7V3a1 1 0 00-1-1zm0 5a1 1 0 000 2h8a1 1 0 100-2H6z' clip-rule='evenodd' /%3E%3C/svg%3E"); +} + +/* [?] Question */ +input[data-task="?"]:checked, +li[data-task="?"] > input:checked, +li[data-task="?"] > p > input:checked { + --checkbox-marker-color: transparent; + background-color: var(--color-yellow); + border-color: var(--color-yellow); + background-position: 50% 50%; + background-size: 200% 90%; + background-image: url('data:image/svg+xml,%3Csvg xmlns="http%3A%2F%2Fwww.w3.org%2F2000%2Fsvg" width="20" height="20" preserveAspectRatio="xMidYMid meet" viewBox="0 0 16 16"%3E%3Cpath fill="white" fill-rule="evenodd" d="M4.475 5.458c-.284 0-.514-.237-.47-.517C4.28 3.24 5.576 2 7.825 2c2.25 0 3.767 1.36 3.767 3.215c0 1.344-.665 2.288-1.79 2.973c-1.1.659-1.414 1.118-1.414 2.01v.03a.5.5 0 0 1-.5.5h-.77a.5.5 0 0 1-.5-.495l-.003-.2c-.043-1.221.477-2.001 1.645-2.712c1.03-.632 1.397-1.135 1.397-2.028c0-.979-.758-1.698-1.926-1.698c-1.009 0-1.71.529-1.938 1.402c-.066.254-.278.461-.54.461h-.777ZM7.496 14c.622 0 1.095-.474 1.095-1.09c0-.618-.473-1.092-1.095-1.092c-.606 0-1.087.474-1.087 1.091S6.89 14 7.496 14Z"%2F%3E%3C%2Fsvg%3E'); +} +.theme-dark input[data-task="?"]:checked, +.theme-dark li[data-task="?"] > input:checked, +.theme-dark li[data-task="?"] > p > input:checked { + background-image: url('data:image/svg+xml,%3Csvg xmlns="http%3A%2F%2Fwww.w3.org%2F2000%2Fsvg" width="20" height="20" preserveAspectRatio="xMidYMid meet" viewBox="0 0 16 16"%3E%3Cpath fill="black" fill-opacity="0.8" fill-rule="evenodd" d="M4.475 5.458c-.284 0-.514-.237-.47-.517C4.28 3.24 5.576 2 7.825 2c2.25 0 3.767 1.36 3.767 3.215c0 1.344-.665 2.288-1.79 2.973c-1.1.659-1.414 1.118-1.414 2.01v.03a.5.5 0 0 1-.5.5h-.77a.5.5 0 0 1-.5-.495l-.003-.2c-.043-1.221.477-2.001 1.645-2.712c1.03-.632 1.397-1.135 1.397-2.028c0-.979-.758-1.698-1.926-1.698c-1.009 0-1.71.529-1.938 1.402c-.066.254-.278.461-.54.461h-.777ZM7.496 14c.622 0 1.095-.474 1.095-1.09c0-.618-.473-1.092-1.095-1.092c-.606 0-1.087.474-1.087 1.091S6.89 14 7.496 14Z"%2F%3E%3C%2Fsvg%3E'); +} + +/* [/] Incomplete */ +input[data-task="/"]:checked, +li[data-task="/"] > input:checked, +li[data-task="/"] > p > input:checked { + background-image: none; + background-color: transparent; + position: relative; + overflow: hidden; +} +input[data-task="/"]:checked:after, +li[data-task="/"] > input:checked:after, +li[data-task="/"] > p > input:checked:after { + top: 0; + left: 0; + content: " "; + display: block; + position: absolute; + background-color: var(--background-modifier-accent); + width: calc(50% - 0.5px); + height: 100%; + -webkit-mask-image: none; +} + +/* [!] Important */ +input[data-task="!"]:checked, +li[data-task="!"] > input:checked, +li[data-task="!"] > p > input:checked { + color: var(--color-orange); + -webkit-mask-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' class='h-5 w-5' viewBox='0 0 20 20' fill='currentColor'%3E%3Cpath fill-rule='evenodd' d='M8.257 3.099c.765-1.36 2.722-1.36 3.486 0l5.58 9.92c.75 1.334-.213 2.98-1.742 2.98H4.42c-1.53 0-2.493-1.646-1.743-2.98l5.58-9.92zM11 13a1 1 0 11-2 0 1 1 0 012 0zm-1-8a1 1 0 00-1 1v3a1 1 0 002 0V6a1 1 0 00-1-1z' clip-rule='evenodd' /%3E%3C/svg%3E"); +} + +/* ["] Quote */ +input[data-task=“]:checked, +li[data-task=“] > input:checked, +li[data-task=“] > p > input:checked, +input[data-task='"']:checked, +li[data-task='"'] > input:checked, +li[data-task='"'] > p > input:checked { + --checkbox-marker-color: transparent; + background-position: 50% 50%; + background-color: var(--color-cyan); + border-color: var(--color-cyan); + background-size: 75%; + background-repeat: no-repeat; + background-image: url('data:image/svg+xml,%3Csvg xmlns="http%3A%2F%2Fwww.w3.org%2F2000%2Fsvg" width="20" height="20" preserveAspectRatio="xMidYMid meet" viewBox="0 0 24 24"%3E%3Cpath fill="white" d="M6.5 10c-.223 0-.437.034-.65.065c.069-.232.14-.468.254-.68c.114-.308.292-.575.469-.844c.148-.291.409-.488.601-.737c.201-.242.475-.403.692-.604c.213-.21.492-.315.714-.463c.232-.133.434-.28.65-.35l.539-.222l.474-.197l-.485-1.938l-.597.144c-.191.048-.424.104-.689.171c-.271.05-.56.187-.882.312c-.318.142-.686.238-1.028.466c-.344.218-.741.4-1.091.692c-.339.301-.748.562-1.05.945c-.33.358-.656.734-.909 1.162c-.293.408-.492.856-.702 1.299c-.19.443-.343.896-.468 1.336c-.237.882-.343 1.72-.384 2.437c-.034.718-.014 1.315.028 1.747c.015.204.043.402.063.539l.025.168l.026-.006A4.5 4.5 0 1 0 6.5 10zm11 0c-.223 0-.437.034-.65.065c.069-.232.14-.468.254-.68c.114-.308.292-.575.469-.844c.148-.291.409-.488.601-.737c.201-.242.475-.403.692-.604c.213-.21.492-.315.714-.463c.232-.133.434-.28.65-.35l.539-.222l.474-.197l-.485-1.938l-.597.144c-.191.048-.424.104-.689.171c-.271.05-.56.187-.882.312c-.317.143-.686.238-1.028.467c-.344.218-.741.4-1.091.692c-.339.301-.748.562-1.05.944c-.33.358-.656.734-.909 1.162c-.293.408-.492.856-.702 1.299c-.19.443-.343.896-.468 1.336c-.237.882-.343 1.72-.384 2.437c-.034.718-.014 1.315.028 1.747c.015.204.043.402.063.539l.025.168l.026-.006A4.5 4.5 0 1 0 17.5 10z"%2F%3E%3C%2Fsvg%3E'); +} +.theme-dark input[data-task=“]:checked, +.theme-dark li[data-task=“] > input:checked, +.theme-dark li[data-task=“] > p > input:checked, +.theme-dark input[data-task='"']:checked, +.theme-dark li[data-task='"'] > input:checked, +.theme-dark li[data-task='"'] > p > input:checked { + background-image: url('data:image/svg+xml,%3Csvg xmlns="http%3A%2F%2Fwww.w3.org%2F2000%2Fsvg" width="20" height="20" preserveAspectRatio="xMidYMid meet" viewBox="0 0 24 24"%3E%3Cpath fill="black" fill-opacity="0.7" d="M6.5 10c-.223 0-.437.034-.65.065c.069-.232.14-.468.254-.68c.114-.308.292-.575.469-.844c.148-.291.409-.488.601-.737c.201-.242.475-.403.692-.604c.213-.21.492-.315.714-.463c.232-.133.434-.28.65-.35l.539-.222l.474-.197l-.485-1.938l-.597.144c-.191.048-.424.104-.689.171c-.271.05-.56.187-.882.312c-.318.142-.686.238-1.028.466c-.344.218-.741.4-1.091.692c-.339.301-.748.562-1.05.945c-.33.358-.656.734-.909 1.162c-.293.408-.492.856-.702 1.299c-.19.443-.343.896-.468 1.336c-.237.882-.343 1.72-.384 2.437c-.034.718-.014 1.315.028 1.747c.015.204.043.402.063.539l.025.168l.026-.006A4.5 4.5 0 1 0 6.5 10zm11 0c-.223 0-.437.034-.65.065c.069-.232.14-.468.254-.68c.114-.308.292-.575.469-.844c.148-.291.409-.488.601-.737c.201-.242.475-.403.692-.604c.213-.21.492-.315.714-.463c.232-.133.434-.28.65-.35l.539-.222l.474-.197l-.485-1.938l-.597.144c-.191.048-.424.104-.689.171c-.271.05-.56.187-.882.312c-.317.143-.686.238-1.028.467c-.344.218-.741.4-1.091.692c-.339.301-.748.562-1.05.944c-.33.358-.656.734-.909 1.162c-.293.408-.492.856-.702 1.299c-.19.443-.343.896-.468 1.336c-.237.882-.343 1.72-.384 2.437c-.034.718-.014 1.315.028 1.747c.015.204.043.402.063.539l.025.168l.026-.006A4.5 4.5 0 1 0 17.5 10z"%2F%3E%3C%2Fsvg%3E'); +} + +/* [-] Canceled */ +input[data-task="-"]:checked, +li[data-task="-"] > input:checked, +li[data-task="-"] > p > input:checked { + color: var(--text-faint); + -webkit-mask-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' class='h-5 w-5' viewBox='0 0 20 20' fill='currentColor'%3E%3Cpath fill-rule='evenodd' d='M3 10a1 1 0 011-1h12a1 1 0 110 2H4a1 1 0 01-1-1z' clip-rule='evenodd' /%3E%3C/svg%3E"); +} + +body:not(.tasks) .markdown-source-view.mod-cm6 .HyperMD-task-line[data-task]:is([data-task="-"]), +body:not(.tasks) .markdown-preview-view ul li[data-task="-"].task-list-item.is-checked, +body:not(.tasks) li[data-task="-"].task-list-item.is-checked { + color: var(--text-faint); + text-decoration: line-through solid var(--text-faint) 1px; +} + +/* [*] Star */ +input[data-task="*"]:checked, +li[data-task="*"] > input:checked, +li[data-task="*"] > p > input:checked { + color: var(--color-yellow); + -webkit-mask-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' class='h-5 w-5' viewBox='0 0 20 20' fill='currentColor'%3E%3Cpath d='M9.049 2.927c.3-.921 1.603-.921 1.902 0l1.07 3.292a1 1 0 00.95.69h3.462c.969 0 1.371 1.24.588 1.81l-2.8 2.034a1 1 0 00-.364 1.118l1.07 3.292c.3.921-.755 1.688-1.54 1.118l-2.8-2.034a1 1 0 00-1.175 0l-2.8 2.034c-.784.57-1.838-.197-1.539-1.118l1.07-3.292a1 1 0 00-.364-1.118L2.98 8.72c-.783-.57-.38-1.81.588-1.81h3.461a1 1 0 00.951-.69l1.07-3.292z' /%3E%3C/svg%3E"); +} + +/* [l] Location */ +input[data-task=l]:checked, +li[data-task=l] > input:checked, +li[data-task=l] > p > input:checked { + color: var(--color-red); + -webkit-mask-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' class='h-5 w-5' viewBox='0 0 20 20' fill='currentColor'%3E%3Cpath fill-rule='evenodd' d='M5.05 4.05a7 7 0 119.9 9.9L10 18.9l-4.95-4.95a7 7 0 010-9.9zM10 11a2 2 0 100-4 2 2 0 000 4z' clip-rule='evenodd' /%3E%3C/svg%3E"); +} + +/* [i] Info */ +input[data-task=i]:checked, +li[data-task=i] > input:checked, +li[data-task=i] > p > input:checked { + --checkbox-marker-color: transparent; + background-color: var(--color-blue); + border-color: var(--color-blue); + background-position: 50%; + background-size: 100%; + background-image: url('data:image/svg+xml,%3Csvg xmlns="http%3A%2F%2Fwww.w3.org%2F2000%2Fsvg" width="20" height="20" preserveAspectRatio="xMidYMid meet" viewBox="0 0 512 512"%3E%3Cpath fill="none" stroke="white" stroke-linecap="round" stroke-linejoin="round" stroke-width="40" d="M196 220h64v172"%2F%3E%3Cpath fill="none" stroke="white" stroke-linecap="round" stroke-miterlimit="10" stroke-width="40" d="M187 396h138"%2F%3E%3Cpath fill="white" d="M256 160a32 32 0 1 1 32-32a32 32 0 0 1-32 32Z"%2F%3E%3C%2Fsvg%3E'); +} +.theme-dark input[data-task=i]:checked, +.theme-dark li[data-task=i] > input:checked, +.theme-dark li[data-task=i] > p > input:checked { + background-image: url('data:image/svg+xml,%3Csvg xmlns="http%3A%2F%2Fwww.w3.org%2F2000%2Fsvg" width="20" height="20" preserveAspectRatio="xMidYMid meet" viewBox="0 0 512 512"%3E%3Cpath fill="none" stroke="black" stroke-opacity="0.8" stroke-linecap="round" stroke-linejoin="round" stroke-width="40" d="M196 220h64v172"%2F%3E%3Cpath fill="none" stroke="black" stroke-opacity="0.8" stroke-linecap="round" stroke-miterlimit="10" stroke-width="40" d="M187 396h138"%2F%3E%3Cpath fill="black" fill-opacity="0.8" d="M256 160a32 32 0 1 1 32-32a32 32 0 0 1-32 32Z"%2F%3E%3C%2Fsvg%3E'); +} + +/* [S] Amount/savings/money */ +input[data-task=S]:checked, +li[data-task=S] > input:checked, +li[data-task=S] > p > input:checked { + --checkbox-marker-color: transparent; + border-color: var(--color-green); + background-color: var(--color-green); + background-size: 100%; + background-image: url('data:image/svg+xml,%3Csvg xmlns="http%3A%2F%2Fwww.w3.org%2F2000%2Fsvg" width="20" height="20" preserveAspectRatio="xMidYMid meet" viewBox="0 0 48 48"%3E%3Cpath fill="white" fill-rule="evenodd" d="M26 8a2 2 0 1 0-4 0v2a8 8 0 1 0 0 16v8a4.002 4.002 0 0 1-3.773-2.666a2 2 0 0 0-3.771 1.332A8.003 8.003 0 0 0 22 38v2a2 2 0 1 0 4 0v-2a8 8 0 1 0 0-16v-8a4.002 4.002 0 0 1 3.773 2.666a2 2 0 0 0 3.771-1.332A8.003 8.003 0 0 0 26 10V8Zm-4 6a4 4 0 0 0 0 8v-8Zm4 12v8a4 4 0 0 0 0-8Z" clip-rule="evenodd"%2F%3E%3C%2Fsvg%3E'); +} +.theme-dark input[data-task=S]:checked, +.theme-dark li[data-task=S] > input:checked, +.theme-dark li[data-task=S] > p > input:checked { + background-image: url('data:image/svg+xml,%3Csvg xmlns="http%3A%2F%2Fwww.w3.org%2F2000%2Fsvg" width="20" height="20" preserveAspectRatio="xMidYMid meet" viewBox="0 0 48 48"%3E%3Cpath fill-opacity="0.8" fill="black" fill-rule="evenodd" d="M26 8a2 2 0 1 0-4 0v2a8 8 0 1 0 0 16v8a4.002 4.002 0 0 1-3.773-2.666a2 2 0 0 0-3.771 1.332A8.003 8.003 0 0 0 22 38v2a2 2 0 1 0 4 0v-2a8 8 0 1 0 0-16v-8a4.002 4.002 0 0 1 3.773 2.666a2 2 0 0 0 3.771-1.332A8.003 8.003 0 0 0 26 10V8Zm-4 6a4 4 0 0 0 0 8v-8Zm4 12v8a4 4 0 0 0 0-8Z" clip-rule="evenodd"%2F%3E%3C%2Fsvg%3E'); +} + +/* [I] Idea/lightbulb */ +input[data-task=I]:checked, +li[data-task=I] > input:checked, +li[data-task=I] > p > input:checked { + color: var(--color-yellow); + -webkit-mask-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' class='h-5 w-5' viewBox='0 0 20 20' fill='currentColor'%3E%3Cpath d='M11 3a1 1 0 10-2 0v1a1 1 0 102 0V3zM15.657 5.757a1 1 0 00-1.414-1.414l-.707.707a1 1 0 001.414 1.414l.707-.707zM18 10a1 1 0 01-1 1h-1a1 1 0 110-2h1a1 1 0 011 1zM5.05 6.464A1 1 0 106.464 5.05l-.707-.707a1 1 0 00-1.414 1.414l.707.707zM5 10a1 1 0 01-1 1H3a1 1 0 110-2h1a1 1 0 011 1zM8 16v-1h4v1a2 2 0 11-4 0zM12 14c.015-.34.208-.646.477-.859a4 4 0 10-4.954 0c.27.213.462.519.476.859h4.002z' /%3E%3C/svg%3E"); +} + +/* [f] Fire */ +input[data-task=f]:checked, +li[data-task=f] > input:checked, +li[data-task=f] > p > input:checked { + color: var(--color-red); + -webkit-mask-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' class='h-5 w-5' viewBox='0 0 20 20' fill='currentColor'%3E%3Cpath fill-rule='evenodd' d='M12.395 2.553a1 1 0 00-1.45-.385c-.345.23-.614.558-.822.88-.214.33-.403.713-.57 1.116-.334.804-.614 1.768-.84 2.734a31.365 31.365 0 00-.613 3.58 2.64 2.64 0 01-.945-1.067c-.328-.68-.398-1.534-.398-2.654A1 1 0 005.05 6.05 6.981 6.981 0 003 11a7 7 0 1011.95-4.95c-.592-.591-.98-.985-1.348-1.467-.363-.476-.724-1.063-1.207-2.03zM12.12 15.12A3 3 0 017 13s.879.5 2.5.5c0-1 .5-4 1.25-4.5.5 1 .786 1.293 1.371 1.879A2.99 2.99 0 0113 13a2.99 2.99 0 01-.879 2.121z' clip-rule='evenodd' /%3E%3C/svg%3E"); +} + +/* [k] Key */ +input[data-task=k]:checked, +li[data-task=k] > input:checked, +li[data-task=k] > p > input:checked { + color: var(--color-yellow); + -webkit-mask-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' class='h-5 w-5' viewBox='0 0 20 20' fill='currentColor'%3E%3Cpath fill-rule='evenodd' d='M18 8a6 6 0 01-7.743 5.743L10 14l-1 1-1 1H6v2H2v-4l4.257-4.257A6 6 0 1118 8zm-6-4a1 1 0 100 2 2 2 0 012 2 1 1 0 102 0 4 4 0 00-4-4z' clip-rule='evenodd' /%3E%3C/svg%3E"); +} + +/* [u] Up */ +input[data-task=u]:checked, +li[data-task=u] > input:checked, +li[data-task=u] > p > input:checked { + color: var(--color-green); + -webkit-mask-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' class='h-5 w-5' viewBox='0 0 20 20' fill='currentColor'%3E%3Cpath fill-rule='evenodd' d='M12 7a1 1 0 110-2h5a1 1 0 011 1v5a1 1 0 11-2 0V8.414l-4.293 4.293a1 1 0 01-1.414 0L8 10.414l-4.293 4.293a1 1 0 01-1.414-1.414l5-5a1 1 0 011.414 0L11 10.586 14.586 7H12z' clip-rule='evenodd' /%3E%3C/svg%3E"); +} + +/* [d] Down */ +input[data-task=d]:checked, +li[data-task=d] > input:checked, +li[data-task=d] > p > input:checked { + color: var(--color-red); + -webkit-mask-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' class='h-5 w-5' viewBox='0 0 20 20' fill='currentColor'%3E%3Cpath fill-rule='evenodd' d='M12 13a1 1 0 100 2h5a1 1 0 001-1V9a1 1 0 10-2 0v2.586l-4.293-4.293a1 1 0 00-1.414 0L8 9.586 3.707 5.293a1 1 0 00-1.414 1.414l5 5a1 1 0 001.414 0L11 9.414 14.586 13H12z' clip-rule='evenodd' /%3E%3C/svg%3E"); +} + +/* [w] Win */ +input[data-task=w]:checked, +li[data-task=w] > input:checked, +li[data-task=w] > p > input:checked { + color: var(--color-purple); + -webkit-mask-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' class='h-5 w-5' viewBox='0 0 20 20' fill='currentColor'%3E%3Cpath fill-rule='evenodd' d='M6 3a1 1 0 011-1h.01a1 1 0 010 2H7a1 1 0 01-1-1zm2 3a1 1 0 00-2 0v1a2 2 0 00-2 2v1a2 2 0 00-2 2v.683a3.7 3.7 0 011.055.485 1.704 1.704 0 001.89 0 3.704 3.704 0 014.11 0 1.704 1.704 0 001.89 0 3.704 3.704 0 014.11 0 1.704 1.704 0 001.89 0A3.7 3.7 0 0118 12.683V12a2 2 0 00-2-2V9a2 2 0 00-2-2V6a1 1 0 10-2 0v1h-1V6a1 1 0 10-2 0v1H8V6zm10 8.868a3.704 3.704 0 01-4.055-.036 1.704 1.704 0 00-1.89 0 3.704 3.704 0 01-4.11 0 1.704 1.704 0 00-1.89 0A3.704 3.704 0 012 14.868V17a1 1 0 001 1h14a1 1 0 001-1v-2.132zM9 3a1 1 0 011-1h.01a1 1 0 110 2H10a1 1 0 01-1-1zm3 0a1 1 0 011-1h.01a1 1 0 110 2H13a1 1 0 01-1-1z' clip-rule='evenodd' /%3E%3C/svg%3E"); +} + +/* [p] Pros */ +input[data-task=p]:checked, +li[data-task=p] > input:checked, +li[data-task=p] > p > input:checked { + color: var(--color-green); + -webkit-mask-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' class='h-5 w-5' viewBox='0 0 20 20' fill='currentColor'%3E%3Cpath d='M2 10.5a1.5 1.5 0 113 0v6a1.5 1.5 0 01-3 0v-6zM6 10.333v5.43a2 2 0 001.106 1.79l.05.025A4 4 0 008.943 18h5.416a2 2 0 001.962-1.608l1.2-6A2 2 0 0015.56 8H12V4a2 2 0 00-2-2 1 1 0 00-1 1v.667a4 4 0 01-.8 2.4L6.8 7.933a4 4 0 00-.8 2.4z' /%3E%3C/svg%3E"); +} + +/* [c] Cons */ +input[data-task=c]:checked, +li[data-task=c] > input:checked, +li[data-task=c] > p > input:checked { + color: var(--color-orange); + -webkit-mask-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' class='h-5 w-5' viewBox='0 0 20 20' fill='currentColor'%3E%3Cpath d='M18 9.5a1.5 1.5 0 11-3 0v-6a1.5 1.5 0 013 0v6zM14 9.667v-5.43a2 2 0 00-1.105-1.79l-.05-.025A4 4 0 0011.055 2H5.64a2 2 0 00-1.962 1.608l-1.2 6A2 2 0 004.44 12H8v4a2 2 0 002 2 1 1 0 001-1v-.667a4 4 0 01.8-2.4l1.4-1.866a4 4 0 00.8-2.4z' /%3E%3C/svg%3E"); +} + +/* [b] Bookmark */ +input[data-task=b]:checked, +li[data-task=b] > input:checked, +li[data-task=b] > p > input:checked { + color: var(--color-orange); + -webkit-mask-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' class='h-5 w-5' viewBox='0 0 20 20' fill='currentColor'%3E%3Cpath d='M5 4a2 2 0 012-2h6a2 2 0 012 2v14l-5-2.5L5 18V4z' /%3E%3C/svg%3E"); +} + +/* +* Vollkorn is included as a base64 font in this theme. +* See font website here: http://vollkorn-typeface.com +*/ +/* cyrillic-ext */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 400; + src: 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) format("woff2"); + unicode-range: U+0460-052F, U+1C80-1C88, U+20B4, U+2DE0-2DFF, U+A640-A69F, U+FE2E-FE2F; +} +/* cyrillic */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 400; + src: 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format("woff2"); + unicode-range: U+0400-045F, U+0490-0491, U+04B0-04B1, U+2116; +} +/* greek */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 400; + src: 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) format("woff2"); + unicode-range: U+0370-03FF; +} +/* vietnamese */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 400; + src: 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) format("woff2"); + unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+1EA0-1EF9, U+20AB; +} +/* latin-ext */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 400; + src: 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) format("woff2"); + unicode-range: U+0100-024F, U+0259, U+1E00-1EFF, U+2020, U+20A0-20AB, U+20AD-20CF, U+2113, U+2C60-2C7F, U+A720-A7FF; +} +/* latin */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 400; + src: 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) format("woff2"); + unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD; +} +/* cyrillic-ext */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 500; + src: 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) format("woff2"); + unicode-range: U+0460-052F, U+1C80-1C88, U+20B4, U+2DE0-2DFF, U+A640-A69F, U+FE2E-FE2F; +} +/* cyrillic */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 500; + src: 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P8qpe1KRECW5FjCRpk7yd0YIKLMEJv4lToIjH9WqDIc/a7AgHkAJTuyI1PtltB1clCMx3RymiE6/x24knGVsAYFAy3WR9i47k3GWkXxsVGmhDEvE5ovgNE0wlh5Mwk+b3BHYUIPI6Z5BFUO1BHIuexJJlWCJ6Vxntbxqy3hPk4gvfA4go7fUjY/b/FQ3K4HtsU2Tsgp3pyD5awmfiS1nMTaUswvA30xpY4kNEfPvBw0UZmixbXvlRHn6sM221vbCL5vnp+qie7m1Wj4BvRAegCLB7uAGVkFD+Hz2BFUqW3SPmshV9D1yjQaI614WsIYrfCletsSZpRHZaiUxdKN6PCXBIBOCpemCzAD60EPizt6f2bO+ecgbNoPdFJlrwAsEnff0dAuk+ZfsbEmTZacTH2vL7IDuncyRhhP/I4Om21Wie7HnJdUzLBxV9MlRrW1AaXslZl9Hz+dcUkqARV0nfKac0g3uLdrgLChH1VDNiYZBsqYrVAg9/3dmgjXcBm9h0+YOTwcrG7n9ozur2xN68XULjX3j2xyGJWiUwexGXEfDgs0vheLGnvH9llvQQU7JD1dRur6yFaDOrS/7506R9Yt/OCWT9LFMqokFRRmSZNo2TGHQph2yOEYQlkRbXBvxrhRqDCoYlpFmFHxX32WWkFxOFrxhzQWVmBZ0T4iFTBzriBEk+bn3VghG0SUynNmk+hdLasMfTqCkc2SsfoQ70oSJecwVOsnXgpLbI8bV69XPECfM/5RYdbN1zBGeIKdgvq8x7DsT8Da+HZh/IVDbYVpzaPsbHJH0KG4S4wLfKrhwF1U+nZWyaWFktKL6cENdd6BxW9m5OybSRzEPPD+neKVNb3KBkv1BnsCueVNdyuo4liDu96xB+h+RTu1imTlML1lzAhCMu6LCWkSOil9AZhqedW5AGVcxl1LFvENiBMpZ+tVU3vB5xJD8iQ7zBDSylflsp+HYoLFULdo1MEcIX5wXcPJmt6ZhQBVCAyf34X0cAmhZLU2DTTeMQ26ntQqbI3sYMi+ChQx++bBC87t5ljW21BsjHxqdGczIkVr8kyrc/46CDZSrYqQtkhjgd0+Et0NUEHlqupLv1vZmgi3cBlV6q4BhdcsM6lUqyi7Y9VcUSq1KdfUr0tMck5vzCmstRbJdQr+k+Xnq+0BViWvIrX7okyb30ZXNdywJeJRDdWaH/gqplKVWZE//Y1qI+21WrwUIpYcNBsC2gv+QDvNK2yL2D9Edh1CcM9IOt3tcCYnxX0UOnPY09UpMONrRKw/9Te6ovLyJ+LMDhptdaeeQGGOD2V9op9vLSJfruLgnLgq2ukz+s6eyM6lEjHFGzt/8suT6wLQzFCqn9pbTfDF7JNGpkgTrn76FC3CUp+5dFYOPQEhTdmEBRTK4T/qj8n8mArJ4LjJTrbf2m09ofMUscrtQJHG12JSSIOU78ff6lLkPqXNtbtom1W80KyV3XV51mnKTn4CtmZl6JNXsSQHZWtCyj7f0wYkB1KTLdKeQ8q/GKX0cc/pmp4CuL6cr3UEayumaEP+xDhWpIOoFFg0cj6+CfxW7682RGHRGc+EaYD5KqCzXj60jiLKfEG6gTG/B3oMkox8aZ2Vsr36qn8mbPAogBX9PQ6gEdxkD3kKnfQTQfq7LAVlhBPdoJXII0CyCQw+kK75lAQL8NcbK0fh8vmShlzaV8IPgEaDPDKB6oxt5kcEQHXO5VCyHon08N6mJXwrXzfYfGSw0u54WMAsWz+tTSY5Ye515U7nApxJeenI8MbiwTRkLfmRKMPOlTfNldfyfq6LyS0GFgvMuGBdjR81l0117I3ihoX8CQG2nXbJEMzAQnEJniCkZK1XIPIASLIkg5VV98yXUEcGUtZrpjQt21DOrFEzcoeENv25b6Uq2zrmszVP6asHVto1yKhWZo4QO7rt2wm7lnQ+05w//iAeuvKtWeQVeW1sKkYEBoCE7tQ6W05plCpojZZF+BjIIVs+rV7a/Ig7wBsTJmSdQ+CxUpJ1gdnEuXS4VajCDOyiU/QjHqUIuTEBOZRWu9GE/mHE/QigQHk46OAKgViPnLIjVq4mX/gYhtGle6bMJQvncEm17+VKTbFNbrxN4YvVN8RbYBmcocAiu/2Q4b6MvP8itVJ8oU8Wb4a4o4n2uMg5ByQV+VPqtzDuucdFiqzow+zYpD27hNf1X9f9PY08O45iaUwYVWfVgDoV4sdBb9oTWmdiuWKDeI87zUteWaRxtakvH8yCeWLd/CqS2YUbN0EO7TqD8kN7aUaJ9bD1uhuUbVaixmVbU3dyIssRaXxps0JlSOSgTxKDWoMq21i6l0o5Vqhd2zWihBhG1XRVD/w1QrhsVozJGIlBGWuJumt33gfIg/RaIlUbIDylHxVQC0JsAr+w2BhdZ8dOvBvtWwgr3DxzeMK6LQ4ozV8u9+sFRt7n0J6SxiQ1Tr6kA8HXypnKtcyKkBpdWPj0jZ4KWksuS5C4Zz5dcsfNexlIek93e74mIY5+y2aMcMB6CQmqNiPNVk8LwVaqS8JDEOlJ7XsogSbRXaarFZslxTeRozzpyIo5z4Z0r/oEGrdWORpJLT25sr5paEXuT+IAn44FOVWPiopsyIvDgQ1ystwoze+DY8w0eUCm3FT+r9hsBmzWiFpIjyncOEJuwoVoi4RAxE5aEQzW+Axzs0t3lAKoeP0RW/LtlNum+YS0tuxZBq8LoEB3rt33kqoboYAj9UHUG1d8vwLvKJk27Kvod6QlD/sPPMWAz5Y5NxqS7zLpmvbyft2wvdozrDzFfVc9Iua6nlmlfoQBfbK+ChG5uoiEMhDYW8YouRc68I5yWYn/49eDTyJfYlIBIkD3Ayg7eDAEY1Gg5lDaKN19ifi2zbnnymvlGpo3BkMXCMOLkVJLhJv0CJf6tjEqZ73WDp8wf7Ay4sSRz37ixoScK6dkrFkNBmNVhKX7z3d/hQC73C7My/JtbleZcdLaSmbIFz8iPD5EBwnLW46XOs8pyVlRw6WEa0rrgUxe5TD5gbGvsYJ2gCqXyQ+yYKkCXNxXY4Fz8p5SG5TNMridO/q4UsL3gBicd3bUKyN9Im15e9KL+/UhrlYeyrJ7Ms2+bou7QqQHZ5AYEdl7zBtwJi8OEhP/o9LwWCw0tlHsVzXPy3Yd6gu1XqGEsiP72iJwP9BhXmKqzGeSca4mxdtAjTqBxsGQK0KApw2O7YW4JKJAMPYG0Vk/JC1STIMg8YNyU1IQy8zOXei3GIpFDgahGGEI575O4S9PhGR1YgpsDOK5BLRDCjuODIhs8+5csPMwQbJAbo4O5ZJK40apkYg3qqbVdeO+/ejefDEw/mKu43gAbQSMu+Kp3ZMuICCb96OLrOTIJmlryUcQ6HE4Iw5FJMqMZF8lWjvh1usiAaupj72SLry4eihVt+/PE6dZJP2bvfEekWG9G8ckhRQTWoNcmJAgEGgWul9p9Lw32zQfGTjXgPKwJW/TmbzH+jSOAy/jx/JS1iDsnOvOQwPQD9H9i1b0wtoDvTR1u6jei3aJLbTQ2nR436VKXT3bqVQ76KtQpbPHigfvMRUBP0R3kVb2o6H0gTLeSVIRe7OCJj0v5qsJR8R4+ozs0U07EivVWSWUcSwJbAgGC2Yn0MpBXmaf30b27zolx9JiCbHWdfPEELbd5zpNHcLZUj6vbCTaAwxuuqNHEo5JtiJXhb23zNDTNvsIK/ErOS7H6Fcj1LrHl0RFGzTiq6hrly+byyb12rNrIH07b97BfjrS9ccN6AdeiX4WU98ngb0sJ2Otw23Heh9WZ5qZ9nA+pMkdtfdrK1CLfHJxUCNHZtwkUBqXs405SLrer/0ebg/lglU9G0Pf4iM46ieyqYVrKHdk4TfkZT05VPoSpB7mOijYO2IUlIu2G5SSySNmjCufP5Yj52sLOp5b+a7J6saGxnwUSnZBwylD89jsv+2RGLCMUsnVuh+sn9eD2+lX/Q4XDNPBw8jLmw7ZX1zYwNXTV/Hm+NLT7DWeqattoA8syIy2kUaxbo60k0Seg8EBteDq9YnEoa1t3sNlTrXgR667/uG53QkArAA+Tnb6NCITJoL7830lszimpHxSQ5ovDGRnybd6umnT6QMWIfao9vjmNA9xLmD33pW8+eYka0hAmhqs8kA55S9J8Xgk+b/tGuhOtGvPjOYznJqlDbQS+u9kt14FTVYd2XyAy/S4e/guCmRa7xDsNJjw3RcKS7g+4/LmmL8OwrOvNg01egEVZs4cdif7yo9JcIEuLYQKiey19LjX23S/thUJsbJlabLDFUrsIf+rJEqqxFYUVrmTcb2nJNvL5oztVaP3Hy/i6aMg19oRJX576zHzQs8F7TQ3MBgKTXdi8tbt+29K/U7lem9Rrdjl5zpMCFEGxUiGhbFYGBrLIjBCRG3C4l1rEIrxMNIlbDYiMSGGS01lJxxVEUJ7EUaSJMEwNJfljKGAEiMIBUkICDaPRXJYmc/CxPCTnOcUGgJjMEy67AXLX6QmKI4Q5fNogeCWhsqriMtlHX5578QESR0QYiQpZGEsLk6QOCXEaRohMEJI4gMMhpMqDPUjMQJXkERBFIbjBk41JSHQhRhGsKgsgowlcZIg2L4XBHlGQCrgywNj/EVqnOJySf5aNUkLBInRut2ICTaGTWQ3itHDExC00hprr16UKKn9qntTm9rFugUdyUJeQu4lsXSzkIQqkGtYW8Fee2NJLoug2CSOibpwuGxKVljIqIumvQguiX+4ffsaWwIByW3+7t3ahSvGXb5s8UFXspbMqJjfXTpemNY4K7OQIhRPTTf7qzJaDmenhldcseNebOPWjsUNj9FgfpM8ygCQkwTMAMTMMio1VrRoqP0KmUuWc6np4ZLSInFaJmHMkJgLLZV8wQrZdZ+AU/eleglcS/xeKTTFBrYBZsurRg6yRMv9vC6tBC9rJ8srnK2ll1dfL4JDYDjOBoxwSTIvvincOHVLHSXM3XKipMWOcTrRCHEe+NjGUp4qJZaUMx4rONv9BQVLdk07LEmNXrVWludyt5nyRcZSynM2bv5/5KOem/bLRUd4D41pmsuNRn75zKJKSD05z3Ex4idG/v0xbgti6UxzXA9yZxGMY6ppOmVx8VJYB/lPFke02VUW2wjp/dVVqqZBXT0jGgNxoKIJwsPfXBXu477yjUVIeo76k/jbx/khT8ipbL4dQjnDUqnTDe+FdP/1kDjojUtgATX3ybz0g8tzDBva65eLHfZ+6mBXYYr43AQW4eOHnXSZvUlujNA69U3W3FhmXNXN3ls3Sk6Mu4PgsfxZrBxN41/ZwJczgiHwSwjVk28BH9y5Zn74MJ3qgpy1wMerOBBgGAz20jIFraKMn37E/3p1QBqovg/3MvzXiU0rvMt7MHZvepyd4/5YBsxA4DLK+pCvD3Oe/cGNiIbSOSkpk1ahicLcnUPcZzmnbrcLCZgL80ymE+xEKJ/H9dFqi5RR1wwyUDA40ZrancwOPKjyla8SNkSCd4s/IndovbQWe6GdRfLpORLHi2Bek9k7F7jgMPULl+NQ61lZfF5MLRmbI2Ec0HyJtfjIdZsIuxt+fkEpJpflcvt5fH32LBFLuuaaNVv4on+scaQSeKAFXub44dJCMRk5Ow/2NG52Btiu4rtnU8P8YdSj0moNSCfudV3YO+1OLs1lLTwxZ+5JLH03WiKif4bSGZ/TPmdEOT6ji/CYPIStwKRB5YWs4lzwXz+zgbBl+UXASBMqJFFC2nM8+Pb4OFhNFW8rzDhQnKxZ19SyQu1Nb8/J3rtslnJ9Y/tKncPZGlCvjTQ7tq7LDlhaXfpVCTt7qrqlRQ9K0///EnQGgBUNYcuT3XppSmfSDHa7I5I/0wjiM1sxzr8IY+3xmq5m1Pkdt6eljMyCkIDJZ+etyPF5QFNRrdzf69HZjCMX+WpWwCXUe497yH4Ou9bxw2plyGxUxZsk1fANLYqJCJuPXqd7f3top39FKfsl7JYUhFVKv0GjTHXrwaUNKoy3B3Vo80ZWJnc2jszXajsTCEshOtu+ffNzToplK7Yd6XCK9a1Qgvk2FlTS/CyEIQi/VVzkgFL0dm5OSpgT58tk1K1PNvZFRtbUrHli59tA+UkLEYnNzYiZHrCALaWdmjxe0ZLyYXhN1HVjoPmkRhBCUgrT1P5Y06nL8x4z/fRBkRsJOZ1V4h1Yc/Cf7ds1joMP3MmlQKWqqNBBs0jC/drFdV+B1awl+lyFRMQvBzGIkuRQzqOcRRrWfuV4Pb7mRPK7p/vNeCSGceDxWvCcy0i6jxRsi5pmeUvtfcYVS5++VyHRoLA5EnkecIS0Z7/tgBxq+3vKMoq4QOlB01q+3WlUC31Px0udqGqx/NFHTv8k5jT+gHPRMgrTu7lALuB7FnsEae5ljOzBEY6VOTs3JCV9eUsj2Lj6z4cOfDXoT96d6mHStutsAzVW5dJWr1sRIb5mFTInjnLz18nUppYGDdT4o7fqiZayr8FrKqnNrhhxOtTDrU6Hs8YgaDNqT1R66kE+WqK97FImZJQvmQG3mtJ608z547GylyXKRj6I5cjEonOatylP3le31f6KFfbXN54TyzRPQ2JqCUhbgMdn46D+p/tT6rDYhw2rNforP1rFaFR6j4LW2lLmqgTJLTlb5rA/GcXs934wO17IS2d9iqS+wbjBqLgDQldiZ8LvDMOP1K4pZsPBWrvhvV8X0hIhZcs4xD69nsfOaN6mHLgPxM8P3N+9bTwtxooDuQfX4B9DvjqJl/+HRVr48J/ImSqd4J4g0Xace+6EWoTHJLJ2hFwGXKXwbr9aTFVxArZh3WLC5LDTDrC1zR+uPuDNaC6OTQbMZlHlbA7WPhjlb7kQww9vPC8TCnVnWCzqZNiE2fQvCm+Jpvi0YpqKW6O5LNTmM7NSpjPP3z6ElzVvN3WW2zp4raniWSq9wMES+myATcX3mg1DAY9puNfm8vdY9EN+j3G4x/YPq6krVs1rnuebjW1hN9Q+C05/rDXPGyu6OPndw+Pt/vzeDkfAy+8YL+xKDrgBE8ETZdiqZ0TEEHMSTvoYg+c5/icXbeBYauWytmDItmLUAxbtYxGhO3bQNqfvc+wotfJ/Mk/yyhae5H4GV2f14SrZaAV76lzFpq904rMMXNlnp+sd/LMi6J5iiCp3V4LnWFw42rPLUTOPUhkXAhub0TU3z6/QuJKpPngjFoUNdIawTdLyuFFehPLinp4GvPOqGiXsDpLXn7Cx+3/8OBnw+pKv/9ZzTIEQdbK6AuW2gJIZsPe8xhlL4tmL71hfdfyFPPJ90S/BTqh4nMmcyyKdydCJ/zcd/fNMR1BQ1v7KmrOmAvQLFQ3NYM7n0ZgG+tw0V1W3yxeESJBQhsWKL3ICyflVx+fkrgH/czv0p6NhPFR6UanExpHELPympj875tq4ZcnhUTJLubOaISu4K7ANKy4bVrNiytxkwKRymNC5cLRAwy+fy9FoYfCc72Rs/H3HZ45xTvzvUAr+xvLczIJgPg0BvEA+Z9imokNrSWWVHGnXy9axMU511GNUNvXqksihecs76PVMpiLtsxEhHGcP7dcAzM89cZXK7o4D81vQhtTpS0KY+cTtaxNNIxjpP/5HZd91VZiasqVL7kFnjcUNraRbQKvhrxX30zdVtBbG4rtv4VarL1Ygy5wxoFKl5j8b4FdvKUR/l7zFbb3OPwptuNJTLGeX1L3rJRd1VB6mbOC2HpkOKW4YId/03NqBXLrkFQwXLuEs3TEdf5M8UpxjPMsD/gvKjkgSknZtnb9Kq+D/8pfz54WOonl0TMFosS9HdPQc1dTGUBKXV+eD0suPLf64dnDdDb7n5OsSgrYn0eLw64XF2jiNxMYUlfx2wNlzY93gspuLTRfDg/nVlxMUbNtj1MWjIo6q+AgOTW8vcnWcuXiszEmh9Vdp6yTtkvjfGAxBOP2xmOjzeiM2npUSM/FjNmfPZx/0xwb3ybnfTHMA4FO6PkhRWxjLOnc0T6b7Qy6PO+BM9kc7mcgqRxD6lR9qcehVIRsysNhxP5UNlaRJmv7+ep9GE2wSWUvcvbC5xtm5cSlMJjxe/3ERqkBLO64cW/3KEWjqkiwha6+qC1VVKQSSLy8siB38ZYxy3JFigQPl6DlqeRxL85y/+JDIr1hEDz9c9YPIs4BcWCSwJ9Hj8G2Wu7uIUnQ8qC3Uc3FI2t8rCshnl6zDJvO1pnMFFrsSwBfPfWme5W/59O9DFF/y9jMbvUhlh2mfCtY/Y8Re+NWvbL4GzGPTTd4Rb2McyqOlQtqtV2Gan4Gj9N3/veIyGl3v/Hc3/eh2f59fpVTKndVyWcFVrNxy4ox9xLnHPtxz0EUiLM3PzDDk6ThHItGdz309NnkmwNW/9JhrMJTVrf3bGbqNIyWV5mZBzVBciP1lLrRv/1ae8JKzk8pzPgk8lMaDK4G3An5IhuWetUPCIrTKi7Aj5ecgdJFrZYEGI3tKymCftHGEBIzaC+yki3NJGxe3B9X0+f31/ftCBtgDq5rjjZtWlDw1f9mKjrr6TcUloz05/5pOTyg5si8cbELi7LdxpXQrfd5ci01nSajBZPl7eZwYcJTnM2FCMCEQ+FGL5ZiJwy8mEZkq4pfl5PkeUQ2t5cdgaWAJ7lGaRMLEmGufXEjASJzFSIT0ryL2EJ+/gJQLof/A392X3Qe531534KmBOMXpebV6Tt6738m9dH/WRNJ+vWnrQZhXntmKC0Xpz//88BWDeenT0h76wENMitC6gsjHEMGz9+/VXvv050eevT8XEJtZblqh+99+nMv3DrgSMCqQDXMOz84GsMevAAlcQy/yfL2CcBb/0MdkPP0SJ/4H90ZVHOFImc9a7AuTzzBkDwk+q4bqXCGbqlz1IaMiUSntOkNNTALBZAO6OtMQyALYhi42RKutRSygUIr3HgT5bV6H9qv7LRSMc8F9WR4agcw1H5a0qUMXNQ2CTCh7n21fEWGXqiKwNn5560VlTHXAqfxgjkFEdd6/ESN5+iFLxGXRtHRrw+46CCsW1GYbGhIs8mOIVF0DSAKLyi6QFcE5vIohZ4sL3NnJKvAzTA7vvomNEoLA1rvHC7yQM+5iseMawl1FN0er5VJ6vAGkorCM6j12eMeaWXvaMpaZOqhvcmOliwodkIg4ftjBkvUNue/YWys+XhMXiJYtyT+zMwtPL/x3vjXJ6kMsAtlavRUdByxq1YCW448+W/MLO9mbiAyPHGzfssayIs4bWpKHnTjnj3J+GJFV7di9d6RkxqHmrEMRmI4gQ6uq7UDA3ro8hWxHrnQ8NpOVEbPpKKD+1pz+Zo/QT028Eoj//pzHu2GkJhjjcz2lRXxmz+mFGcdr6n551scLcFreNqOVG8fnbsnJ2bt0dgn6ORpMP1WYur94WXJvRy5OmEN2ub6FO/RSrIZ7V729PKLJrV6VsLMmLK0pvcnVFlCtjXj4k65UoxoUoVyZaMvfDzvcC2UdlSSdQaNJ7U6ytCjnScf+cNEihSqiVilrl6pbSV6EBj+XRvLEYvo3pzbyk+TrETERlfADBU8090lJmTbDIjHRRXET+qXrTGkPw9RLcUSY08r4MNErxZrNNQ4F80AlIaQztmLcM59ubS51lbpJXNW1kUiU8syl/nEXQar7+nrbW5r7ikjZfSVYXBu49cZdhoPsNnZKv1e1b7tHRvSdxjv2uvKNXrdVvvfsr7AatgjLOWnvmfBbov4Hr1pdwT4XPq/dvelVO0aZbeJdRZXNigkzWdDFc5R8xFXNjln1tfrjHQf16Vk11eeYjAQ/ey+rdjmmA3+N3630OjZ0VILbexR77nSZK7UyH7XSHNqNmoeovgobh36DZprsFtw6JyGXzs/OMORsgiuR/CRTqbMDeOD0FgRKsWU709J3rljRsG8oe/X9kfW7agsjHhqbFR3eT0uEi/QbNDKUhjG0v9CBqxTtLIglzs9ho1BU6j8KJ2hX4tMkGEQsUC3fUx4cjvb3e4zZ5iLrA5mZNfb+Hanp25evbDgwlAMYldRlVz8yulb2SGB2Ctq2jTUydiCrZtet7NfbL8wm9jH7U1Rfm9nTPLxsIGwc6NPbner2iJdd0wnrw8nGtkgKaGm8iHVG92Hp9jOVgI4nCIS5GawhijsmkPptgk4/OS+B6XGuX98GZsKUm8ogEjUdVFkkrqoom3P1D4Wg9trrAeWHZcsZMxlCg4w5ZvVE7quLnTFVQQqKplZirQd6gb25yzK5cyI0zxMQULcuO+YkC4DnLiRE/sbx0IS27tLsEX7PaDjVeYdLd2wzVmmKijfTt86XSLUR2kOF+ey21Vs0JNRMF5JtDoBfGD6BnRX/uSXspQ/QyTfJrSZl4DxZ+Aq6RF8l34w+Kg4aqcLrNAfdJxbCm049ik3d57S2Tguc+Zyt18yd51HiU+jD7d8ce8JhqH7os8nvjSeTAb+IFxZ2wzo9mIDe+H35E7WO88Sxb1LOxb9T8MiLnblXHRw+v2J6K0d9p1/zn6e3qYViH53muLyySAyDY2z2WHzFQin963B2BtygvBpw9z3q9FfPnvOsf0alOSGU30u6I41VR+vk/NckkvVDcy9fcrNK52qw8voWi16TNEeK0ppM1fZ0GCxCeZ3wOsTgO/lY1Ir6MRxaRLUDDIx+GoDZLCnzIYdv5EgJqVE4KSuL0ymi3QsaEjLXDhlBAcDAvTHB4D1wgX7sXSVj9xr30hrcJlYHAXgy+6Ic2SeGxicXuBFRlYt40eICTyJWPfl5COGycQUkIiPnM2kkJYQAa1tKcjDF0ec43AWZGa5MxHzeTM5rXx4Wikio7MxtJapCB81hROJ0c4eddgPZH1zEAXkypqG79F3Ilz6sgk4K/whCdBZnfCaMDP4Ibbzlc13CrANZiIt8tPMzcUgs8sfA/tsSCD0JTbRuyNVINFaXRl5jM+/vpkWbo7S971vIZNT0jC1hNpPjroh/u7tYR1WB0BieMgmSwJqyGp7dTPs1K+b47p/hyz9Q6spczRZyP3YH6fHe1UH5MeNP+GLKFg03v4wuSvyM8LBvxT+Fy1YODfRPtpCX85X8HyqdvyfPsdjINT86C38Qm5afJy3XK/X/cgN+JKfYLOTI9+K/4CW7nNTaNzkw1LcSvEPT0yzqvGMOJRULUZKvdEcYIgJa1clidTrQEhHjiO7DtwXxmD3BBAUxoRUfYhqRDlL16b4kdSlcNqywUfTIDXCYEtZHe342BklFvjiwPDfEbEIUBhxLQVnICOmGhgvoAtiQvWDPPAwps5ytujxl7VvbuCSCZttbqyl53RFoD/HDzBCpqjrCaAhELlSRWwnIA53O/H2CwsXpPtThuBQ8BjsXAlHLbEFw9iDHVlqGz7NG35f3YSfKbPwsSi7MmmV3aH/7s7WRKZOPJsiluQVXjhPbO2oLi/nOJM/jTQEzlAWVgbCBu6Ca+ot5XXmbaIgpQUmV+QVaWX5aeOEkJq/DFhGzHB6eUVAbASnB2Nc2x6c5EDQTAf4eZtHa21v5gYN6/LhcOaJQgXPikvQFIYJT0dpbHZXxnBHYatwA1oeTBeksyc7cFB7SysIUauOuO7dDpQX5wHPmhc/Tjj8mVayVKSpO40tUp4WIyormHltYzHWGedWmteBOiCmT9sgp0whBjGwrbXUBRDpuM9SGA0likZg2GjLLY9viuJ+vdLmfKx5cRoGlqp4Rgxf+1edosWRB5kEarB1eJl9WnGkW3nvXn1fOS2hRkIwARaxcvnZsdGzlkDRciTVK2YnvGHaZs9JibU+1uvucSkxqbsdmNwPZEa5Ez29rBo3X2+XJ4CShCVXGKUbJ9rdu9231djvTjc2uXrtqRQpzd1vUneaoqZQOjEwtG5vK7r3FixCdkUs6AGgbtFl71nmR3dqtzbR8qx9fsmNWtkWYTKMPGRBChsfrAgB+p2K6+7x1u212f4dFdSVohzts+OT4HrjuY1WvFL+gesGq7Iq1eUeMOlNbuNe/FFgjKLlgLiB3VX1392TYPbHWo7MiF3KcelyC/V8BZ2mLIEpQQ+T5fBFNS+Nr9tp8L16OiKKrspVoQXYXHptIk4lKTCFK3W6bKF4pbsdZ9i5dtekucBr9z4OXH1hGfyo1jzzwGYflgAK2ob1e53lqZS79XHjfER/xWT6EU4tP7JZreB9LnOTBcIDyqGF5c53lhmjeNv6myjgRSZu4me1pfZ9SNm9lYxxONnEuu8gNEOHJomXHVVFOzXmUlUPQX27tcNUG65G+lWSyGovWBe5WrCox6J76/rzB6ljzHu05kZhaUjl7wfD7DV5Rrv7KJzUnngnvkNKcch9J7oiKYbdQpQjExdpib1qojlnsppERl0tK/1IW9Jh4IR9Ph7umU/U3uULGzyVSq2XxG9EdcJ1KaDOYOP//ffmbb+2FtyG6kktnWSwmymJYKIvGqwzw1/nQ/y/SuBYJbD4veuAfyc7gx7/88klak03xwHVmrcdWZTfX1eiI49tFFVXZqT2iei/Y9sgak2HaJ6nSdHiC1uWjvhDvjqzwL2/bW+v60k5+cBmVFoPDTnzHwWd71ydBvSOCagHooTLHt1gJCZj0O+8NX3FF7rTXP9gQTjAKkDMQFsOOO1COYvRPFOchK+iyq0YAsugz9nEr3j5r2cm87DuuyJXh995JkzUyq+2JQD2368SmnTE/Lem36y5csL46ASb/VCfjC2RmxqmT52paPNTGqMsoSN7mm8VWh8ll0n0og2xIByi50GJjfBekVbaIqIPHK7e8Sy+x1VokrRqjpr3FBF7Sjkb18ejan+ck3fAJjahMR4/L89yoMMVP/K3wGpVy2srGOFWQXXh4AeL7C5fiu//q0e10dDqpfBQHaikVKMhP8lw++tZkuUnnZbhbNW7+TOVz60MlRil6xCefj0P0OUU06ZdXGJLIOT8U6rMmN5V5nEt4Invp8Yk8bi+zE3z9kgcd7EuR2L/zzuSdBfqrk+6/KDef0Vs8BmtlKLUfY31/l5Uaxhlpjcf+/8v73g4vqLbug3laT11Zy2ddOm8iFtfwkwkVWEBpXkCv5w5gSfPxx+f5nn/DVnAfsobL1XgrtZ7YGF4yruqwg9zHMftsroojpUj/irn0+5eo5ts+vRL8gvFz/5DZNBTwWIaHbN7QoMUw5PeYhwdtd5zVXbFqYbNTJbLb2sJubrtDBVhUXI/FMOhp611eV7HTwwtPJZ1Qyz80VlNXjQuOP6Gzfo/+JAMSyB0xoZbyLJ7R4LswuaPsP5YjvalUBgdQ1qY3/pah8kmamXFD2JjptYHi59TfCNIck3WCRPptM9h+Tib/l0r9lSjJPAf/P9HuneyFnWidz8z53gSsJMyvqZT/U6m/kaXjb4L1G5JsK5P1Epn8xyvwOKF62WXtCbUBQ4fAW8z8htXRJ66S376BWRnRGv821GHT+w4NazfpIFuU5U6MsZI7cuPz2WsxRQldwPLsm8iLFF7yMcPD3YQF+c/QzKYCpfvgwTKewv9SgBNID3XGRn0BX8Tj2F5uyTzmJV+Fn9EAv2BUumq35HBF8NCsj5IlpitUYKV6Tg7WiTeXs1k2r32wOo5aSaGryXQEncwF39MBSY7KqTa8M73eUyH/snr6mkyj86S44KsnsR6Pu/hIohb3U5+qcl76wdu2ngW0dfIDpiPOBQKLsVSVz66Q/lkJwkr8de0dCYMilpDpUi2dNYnObuwTmPnBiYqwIXm8FiwE01EN31vlr4q2Ei4uaBeY6JMBkt6ORcFKCADSDo/8ShDV7NQMI/mXEp7ugn0fO+epRKa4ik8+pmbv2ybL5y6Zf69WwGd33WlUSrxfYBKnKIn10sVz8V1EUSrIR6Z5Ye8t9hgPyL4hHcpPGWilcqA0sftXdoRKt+vqK64nwUWSVgpE3S3qalOkEqYEORnbF0FiW0NPzsRhMmY93f2S8FQVL2EDMdnTSisjte7VTjWsKDyQGlXeg5gx3gSJPV86KRWP6P68sAUzY2KOBrafWVSeUa1fklUQ7ZX2xVHKKrQ3Vp54FJX/FQfB9QD87r22c9oYaWj05U9PQT9PWwwAoFFfdrS1PLSsPHcL6QyZLSvkYOPiW1qW01aioPhYW0crHcW8qc6xaPVyDH+oZDInwmoqJGvyIeuqyraOSMtyM9NfvPjs/B6Pu3j4dFBLUlgyKqyUm+fmGBjRuOp63OO0NpZ3aUo6aN/k5FRKn2mJyDzMaGqKguTSH6VMqZHmlgEaCUpCI/aNb2dXv27DaphmxqfdpsLH2OgJ+4tVRerxh8G5LXQWyOAxcXh2n4Me1int8EC18dFPQTX6SWtueuZ2Pdo3dLOsQ+q1y3IcAgAvzoYDTn1j3L+ywkPCkg6ZCucwxv54mh65LrvzSZO1zHagvelzekXf3qf6zyMSR9wa6TgyaWT3yOM+ipSsKtalaCqWUbZUFlVEbaGm4z8UGiV7P3s6TeAkc7I5JzgXQMS15qq4rtxK7kdcE7eZ+wj+L0N5Ol4H72cs5Bfzz+J7V6IvaEfBVsGA4LZBGTYjZKyYKuah1Qpb2C52T/oEx8VJcBrcKO4y7gs8Ht+O34rfi58nCAkKQhWhmnCdyCVOEtcSNxOvE2+StKQHSJ+TFshyso5sIY+RV5Kz5D8oOCVCOUAtomKoHdRD1P/R2ml/o3PpYnor/Sn6Lvoh+nOMIkaKcYJZwmxgtjH3M+dZTNZx1k3Wd6zXbIyNZCfYR9gvsE+y77JfQ6ugSWgW+oETx3mUy+Qe477MvcT9N/d3WADzYBtcD4/BOfgI/Df4CnyTh+CReE5egwPoEaDgIwCItsMQ6XQajcHA3fuW8/2bb7x88NChPbv2/vLy4Ze/v2n/X8li4PEEAqHs3rskOBdKCKl8Kf5kYeHm1QXAN2TZ4XIuF4bLAYIYyQgEAowtLJBzpg8+frHwz6NZwp0PM8ofqEQAvoIHc1jMe4jnM+GLr6ofXpHfoADr6v8qjxl8w45wzllom6rxFY1UvKVYf5gATYwJJr6fY6BW9ZZPUqJLfyYTMq65VEoycYQUnH3DGvwZV160NnyoHQ1eHDsVHT+xFEkBBfZh0fWzipJARE+fj6sOADDu/UvDAZjOZY+Ra4tDwp8rqYg1nFyHOXZbgAUe0mzKCqY6HCDSREsZCswRgMRIdNavb6sC6kliVlEY1oU2dmtkDHWKKY1bGtBQ5YgLiMQNon42qLmjRaaN4XBUO+TOtG9lq+FWZTRPvK615odVFDmyVKdyNth7hqEZBPDKXv6codqGdixxZKwUFF2Xq1Wfbd25HdbE8DO7JWQFFqeTzRiTH3fCWzPPso5OJw9U3Xx55FoWNRrpYmO6uLJ0N0gpFUEjWK8nXMJb3bYQ5xHHdP8K7yewyf3KV332Wqa+k5SzRbo7quvm6D4qQ3M3SZ5hjYxrRJ19v1NHkVIpqSJtI13sVrneTGlVFOSbpCxK3n0H+5L/8XfazwO2LLwAfkdC1gEAdRaw8aMZRksMQeP9Jx20ekas+iTTJOPo5x3iTznrUviQkZNB2aA4Avt8GUFHUQZKNBQAsy3hfYE4ksvLNk34AXKFHDFfkKy5xjE4Nb6MgE5uWiwnMNXdSBeNf6wDiOm4z96PKQ1BjVGr9gZ70POnav3dNpGcU6SMORbGTSiE0ipKMyZ0pKUQ8WoQxPe62afyV/hy20MbPwwDTwkjaEPo+a+/OYjEusi2w6a9IZUUnKlsyTUjDsVSPnrie8Cgp+i1gRePi3+fJRiz9ix4tf19udjDeHbqnGtDYJCrwtcB9FB2DBAxTG62/ZtfL33gWBYo3aJSbH6w7LABCREX4imVuahFAsUPWvdvYj88P3V1dfnxC5+nsZDmjK/ofx2CD8aLEZntIoTDYpxr+CGuEgTQsmvZLQsGwKhP4+yDHxLkYDyYJkGNAfaQ8TbqC5IsSgIx6ibKq1sRxxDx9W8ecn6+d+6PunYOqmOso+cpFozTwcHGdiX2TccUqVJ9/YjR2Vxe2FVTqvRh07wYF1IK9GLSPpa6eyasxrEpfAgdGCSugB0oTXEuOhAMVL8sutvOi6Itfg1pNbIOHyLtmCqmC1jXG/P/WgCOQ8swEJuQzXExCPHVfgqBXtsGBNajaSXftVcxONviQQVb/K9utmFaADpJl9WNZpJleQ7vpDbOn+qKdUCYZA7sNvAM3sWehmVV1+myJ43O1tYXprR9NiRDh/DbMqGuC63TZCUvgThyJRrTuoWSSvDFCXU18QnA2EZNQXunlS+WGNCrG/ddqlGc9nhp2ha35Hc5F5tOL++2Ce8Ip62zQiTpgCoFumqHkyM+DSBEvjcYM8Rg4/8DF0Hq+4PwZJozDcVw0Lx+blybHP4zSAmIwfTzg6/PeFpsseYvXw+7urd4CO0sw0/Tlq9eOmmx49QP7X8Tp9kyqviDjTGsdyTKZ8G+7Ayab/Z02cnSRO7x1s0qb1KyeD2YLjD7cd/aDeCh0cUn1fncRxBhVk7roMYuVarLr3zRrCEIdAIEKhB2J0dxpWN5QGvP+HHs4rA7E/PnuGNPDXYAmuPrWZjVuWri+TduWvvV/wcOTh4+rQu7Gj8Xyc4W53ilp/eL1SPD0DS35UknUeqx7TxuKyn9qm0bdolnqFqUYUsMSXYvQC6QCUCqC5132gD6Se9muvXrc4iCNug8E27sAtBw4jWa1p63wENBMeEb/wKcFdDILiU0NXA2QKbAEajtXPtIebpMkkRREBU76vc7cj0wVtnL6fPpstoKt1nN14uRdxUio1vXrJK1dM3e9bAWlFKRV2UT0IzqcQixTNP2SuIdl7uVL79e0mX5wvttjohLhX3whA6ASpNSduu4B/jboEy/HoxBwkwTKmZ5h/mNwT6dAf3ZFp3PUxpIu+7qhfZGpGi6MV8tMP4x2J/9iuRxVhEhybyNRAhWL0ILdHPYL3MkQTaKM+HGUF6vjvrnhiqguZ+Oi4LnYa+/baoVkUlGERVVYa8wPx9mHrfUoJtk6gBCABy7nJsajh+vKPlwpMGQ4Wo8KgIS09EVxqyRgs4RRbhoJ+terAMVdYuyrCLswKsH8ArS3gpAAHwBOjYMh4jYj9NOHltpt7nPaAEi65o6TUlqCxsprXV4c3khWZ4/Vf7YwXRHMqKXA1Xgvh6I7qu+gEOD7enrnzChFHPBTdLeEPryZM8opuwEmuU49dARfre+Ppkt1xQRq7Ovo0EnTb3hG6vNsqoGZezHYMGDVpvqstvQ48deC+Por7fLyVg/xqaqRCMf9wmTIsaY5/9D4xAfACIjO5/jYhpCVvlGw62ajmM0p4rTiCF6mxKAmsTGnCegyjlSorGtJ6VaalPtQxNrVwxPrt7QAJqn+2qArbAddsMgtMIo7N2JYzUaghHYRnBRogVMzPrhlubm1rZkOJjR6bGlq9ygLsJpVk9MrVy5ujcVVOPTValEPJ/F602mndaForFYwi7iUIt/AQcMGvQB5qxsekCO/+HDIwcGPYS3ETRfMO75uXD9WwXiYCnlaVm6cegEe/fCB0DHp4VVB54/ufjxzEfh37w3z8QAWPjEyfagQ8XzX06/IfPxyS9uEAADH0cTQRi5MCxRGnHrbPR+ZvhxjJU/uvYc392mUBYH9OFgMJxGQL5iR+qx4nGy0+TmQRaxX0ikkZzg2kQv7k83s2J0xyyG2AZJ8OWM7dSdXo84KWuO7WyB0Yb3M7FsABDmn5/8GPTqnXnMrQxqc6aM7qdl/nscaz10S8KpF0YbRCPbaUcmnEE3Wj2FrHiUsNdsvw6Lx13EERY5reztljHMmMoJOmZzy7AFPV1Vd3pZsuvaXSHFSFj5ZJx17h2nxWy5Ws1iDttvPQ3jTifRafw0tILyTZOB72FFPXumZLGoiny85RiV1+GuVWXg98zLmtC96md1bC8KargS02RrLkasz/XxrataxCBkhkV0PwiVymyHT2bUE3gr7W+NdKpskxrgOqDqqlhNY4pxeHGeqNU1AsfXJaGJIxuOX9hbYU5OUEJya2WNhJGdKBVUU+ptxI+bnAp4Q4WUFZd7pDlmXm2SThhiHgBuG0HfvGqdJIaQdcGvP0DBeNUzJGB4RdGtbW8wX2vc+5ZpAD6xkREo93YxXc6GDoo1gSz25P8tG4Yj1CPvlDXr2pf5mQaXQifYhSWVWOsUgfL1ljN/lULUZkfgwNE/0mvoejRgKDE9vmzGScZcSyd/tbPiaIitaBQHb0xuuxevjaLQL2f9YRZuKo3nBcWEntf66L22stdYy9eVPrA+J5u0ZaqqHYahl6ZJEKRFNQM5xGWOEwCVmpR2GwAv6Pc7CSGCeKL0m10I6WBSLP+H0BNBnJV4cRYFPrIJQibgdIEf/mIZ2NArJ9H8EEIUSIk3skGn8l6/l4cZdbOE48Mgzgd72YlcS7+xjkp6wWSZJ0BVb0gvvaib5AzFnAOji8pRpBU+mueqDA1cjiTWAuL3EQcRkviQEFpMwVuB4x060gucIPUo9waFapROu4SOEQeAmOwRvwCUODIsIPqP+IbtCBq3WE9pE1K/6e6snHtubVyoBFWT+WTyo9eExs4bz2ks3OAyLgsi6C8vZJZSH0uVFZXa66Nz0dVrL8eNg5tG0GCtotTorezYRoaeZnyC18rSE76j/wYwqQJYnHc0Ij5bsjY5H/R+Jwj1UPzlSdNqhMsL6nJ2SpEUfQUwxZFwDNw6Fs1x6xMAAi3gQfAW7pc6vnXx6uhUvpA0rSTaVc3Qplv/wIGmZWkgshRHzuID+PIe5IG+5aKU6DrsF3wFe2a4ZllKaq+l5Csaeh4vf1mVrKLOisWr8fPpbAb+x7JNXoKO7bB0ESzH80qa7f0OKaVehRuNi2lcr4qKunigqrphsh9Diqod0tvzPz5OBBocgZ5FOpaeuymIY1ACvWzyL1MepaFDRoPW+2S3j+6kojMANBcyR74V19ujyl4rtg6qXF6hWxp7uQ7JsnzHPY28sM+0T5LPnxS3crNZzSfjajC+Y8FjtujVo1uXrsfp24aqs53BfAPBtGY9RrtacawoZHHQpONO2d0tmm/Qgdq1aprfHLaB0Nzkd/997bSclTKmg5XJKZOPDochTUfcLWqe3wq7fL1L0yLZqmiKJHC047TH9x3/FVGWJdYnM6OCrAiiKKU7ggqmk8m0Gi020haT0ajq3zrEPutg2JNBHYwQpzyZx0CpZ1y/N9+4nos9WJdz1jOrIuV6Dt38b6ZT8TzH4SuzXlpa1BelxJ//RArqeK5bkVrB0UdJ6OFfQMlCX5Pcc04hpqHnbQoTcp8vuqZ0qQBiNaQDVqw6TrrpLzpmowSwDYZZXtZmAGFeKFr1lq3INy7J7TNB4CHc1q1wcfsmYa8MZ7YSxjn6odimkzXNNGxXNuztxrZRnicMeXNXxoDTKJ9Hq9JLM0oFqSxVI0By7DzRj/c+I1s2KM5K4mzzAX5XNPyO2Y4XEb8CpEzOajOv/Xl44CcI56BwQe/CK+XIJK4rvibk97sdnkTHUCYzmr0dG2yw2Ny+SH1r3+T6Db1rPKAF2qET+qAhZHJ4+L3rtGx4YMhL0geyOVXhkNt8/igLCPoDoVBttfjooNigDkYyBll0LlI9QHSqQ4ssMWLYYrdZVj3XtrVdoyqvHc+vY93QWda6hJmXikxWjqBz1mWxsDZpchhdWD6LKkvqq6QmK1NBj6iJP13IOEki6b3TIl1OwtudAs8xtC+rDGY8+jIHL2C5nGtssdT/86OJWpmstVTtUBO5CPvDQJ4fWO/7VfaV9XfFRURL+oGdoEx2XY/vUBG+fjHZy1F5TnyVlHhhsoSNkP0hpVIpQaNbF8hlWu/Bi880bB7dCJj7q6m3HHLbQmDVqY7Of8e+P1PLv9qygjMBcO56+NQ0kLGjFWlQHFre8da34ufJKROiuQbbWOwNqwEw0iSOg9EZwwkk0VhtKAp1gYKv9ZYGIRFKcq6qiq3rs0eyJDyZEUZQkxhkiJmPPveHBXsNK2c9VJ4g2I3/ks73MYmKs32h4I868FvVKdTGZH/yNfz8H4ZW4xJzqoTGZPl8G8Jgd1z+/jeUraziKbCNaViqRZvqDfPzHgFMHOknfD8tkZPkJ71a3d7joNoO6ke9gWbNn4/IjUEndarS/L3mXPJvto8Jzm1vVbze9FU+yEApi6QLfaXB/O/NZZ0HcTCe2uwAAzW/PNhdVSUHQbuKI4YYupAgvPH+kBYoKyI2K/Ula13zMHI+hIgpKrqxjzpWApZ1BlM4VVJQCvL+cPQgkxpHySsmTZLUPgkbcfn4ctqMllpHSZqMI+UyF6BCOJFl2czXJhlJQ3xLhpMwEyFvAZhkYfs0EU4wZ+LNewtfgAmaQYnBuoSS5zSjt3kDlljOCCwvWKnYQWfxo7mM19zsYzIOU/R9bte+6LSNlXg+UdPFA61y+tDXDF1hQlysKe6YFxzeVA1zo5o/PrBD/Bxz2iI5wAjW397txvRmPTaiDvyoO/unOkQ4HKkhk+4WsG3PzaBn22DycCxjORCQGIdbsTXIpGZ+EkyyorgtW9lw2O0UZxI7BF3z5FtbOm6XeIb57Y3enucpSgkyReuzMcDPM55wWNGiFYW+T9900Z/Pf7F72NQ/x8eTSluHONlpiI6MAlSBpwz9XHfX9zwEE0VPy/2PPO7jarz6PEDAqP/UGOa/D5Zt/npa+uEvmv+Jifjht/jZaDpNcAjgH0JbG+EnPBKGQUXe1Wi/sCELOveyPO9mjqaENVX8pbJNKV6uT2RNE5qEP5rrOnSpT6FeGuMX7k774hrD5uTUac/m1Em2HOpLX0CADlOTFMowFHfXgyQwkiPptapnfzkZwc6r6DKZfv44CrPhZNKLWjck6DTAr755xqvNrwKHEp6UqO3pC8xR9TCJkq24BES71tPRdrSSo3GdA045IayMwv1p9X39wMvHb63pzMckuk5vvdpK9PLIPhii5ULt5Af97tPWY0s+iHaeJk92Dug1YMgnppLhq3AFrovEGzN1zXwfThnTNuadz5PdPP+V8wt0HTzUtGMuQ5PgRoIn1sXZuSL4ZFtmowC96BvXP5bpqDghsB5LwT6ouOVONU2xsU93ODAkJeZ/5RwH4s1SRXGsZQbTQVraw4LHcYBUtVsTL9V5GlJFDW80Rx+Xy4VKZdbL0Z3JcQI8G9e7ywWBN54ZxIJgni6nxS5e7XbbVZ6J7YRK3Zo+3+u6mnQ6saX2SFCng1/3+h2vXPUhO2BNTB6MQZvYYVqIiY2hvnUb/m7dqevug41HiOxt/fBcKSTDldRJxOnkosMVqTeYjVosvIWNc/wvtZLCqaJ4MN9xSd4eTMmibOaDbqfftZpM2BVr/a6IV8UBSgeXxXGSxGZenJu+fzToYpLjZpClidOQR8gJcYlgFmUb4uSKwGGK8KtQ6r4gtpZFQwG+JKwOx+gleRCS61+jS9fZUeR9w5QyUJ5vdHAc6j9M8s1fTJsIw+e46dAui5rMQzF0vELOaL4utc84RAIoCr/iqYr4M+Vy597lpKCIha29D4KELJQOzsS9qDA8PociSrXRkWWjj6bJJrNRzyrVkzTpNMzE7Esm+yYnJ4ZXZ1aFQStYYPjUOwQD0D/zgts+ArWS/t6usH5JqYrDLzmNBTroNOgF3Urr1avdQeJhhtjAhTjon39+8qD4QiNbbTOLYcHi4BZFZ5mqymNXD/nJ8gub3Pq22HD8/E+Ht9qgznFrjI7RhjhRyGisKrb3joz6Wza4wdbEVMdbGzZAhvD1Ml9fRtUJFuNDbkiGwzAl4ETfOWqe1kaH4+e+yfIMKK9qerTYUnTZMODkPv1tyhCKDk4RDdxbLtARe+N5U9tGbf2LXVAa7c5gsHrsuo4N7cfgTMJiEnmeUMkH4tvqr5xxha1ENJkt5bY7XZuuzzlBBdFH6rMuBJ7XO/2/EIT4sg7lOSafloGrx2mmKjbUSNhxF4Lmx8rgbHoU6DyV0gqAa9CShK1aiRCPxXmcwcNEroIcsrKbudfF2Gw8AJqYpr+Xm9PvxoFw0voo+T9y6ma9LQlaL6HbE9o/yVgeW6151RFqtPwwSrKZ6FNjfnlGSNrHCUEWKSNI8OTy0llDTJSXj03Nf5x0VDc9VvthmrU3dP/yKE3M395WWYmkfG1xKwoATHvdEd5Mv8wXasfjaTHLW+B6nLsItE+8+vv895tmcDBwEUjGDp6nMsi7pJvAYavYiI40n+vhyx9uQuVzh3MtBxYPEdxGfvrrIZ/Mw8fOZMPsiQMvUVxhn0mY68d05URkifBwfoZkDSCoaMydY6oz6PXS/v8XQAxDsh2wzX2HkjfdJXQ11XYAdAGCLov9GIr9lWpt4u3DTy7vb7lyFPUcpyo1TNty4ec21u0NbVhXbDRZr4kRjyn1Ls6DOITA4z5ZlF2AQk8hz01WsnukuzgNgCt+IrW7wCGKVJZKWpPEWTxWVgr4YIA5JXb6XjL0L5lvMh11ES2b5n0prRvNeXD3bECCeo03fS3TuK8nw9RvCQ7jJzsSVKvRMGCbZ7+KZLXTP3v4u61wu4dY98txpQYZWG9d54JSzgg5JXrCKmvaV+g8ZUy5XuV77U1HsZKbDsh2HL1ytCMnNLvIU4oxmtce9I6vWC12KAQ8NRshlprgKXXKlpoqhGWob3HYj96LdajG3ornpHuOQnvsLzkeb6giHB0MscKJUgrYsqT6j/e+hgX5mSzmn0Pdi2LJCbwJi+a7p5Mnhzf/yWsnLPmCgULDwyPb0rAcOs1LlzghXi9XiMJK7OXg44manJyqGx5s1XkKz7kEL2qPxgiz+DOprgn044coAZNz9nqx3ZtwD5YHdVGrqAuBLv0wgdUGwAdfhBizcgYLHtIWZ5HOMU2bnsM1g1UkYo13oRcuAtb4crgahgbzltLTQrr3Wn+HeeVgOMz5GlRunoZBpzgohqoFnusF2hmWKtpmxG/oI6BVJ/wQIgEf7i+UzpAvXc1cAnp+GUvBou0ZFI5/U0EsnrcsxzLTJ4dr7biuBbJi9roucJVZsWcjAbJ9cOQWqqbJPBO+//uy8WPLz5x0UxWceMusOGUp+yZyjKhjv/uARE6xNu0RbC3vcxxDsIYqxBLER9CH8A1hGLz41sQ8GIWVMBBivjlgMMLa0NBFwJMhzP6licjsT5y4sFatfzlA3E9+bTkrJlaAnjnNjzrOFeJjvnXinwnt2Tojpdyk8YRolovvVJ+kkQd3sTYvcJ1wjAEDQ/usXy0EYFDvipjb9RkyqH8RfJhJ24hvimE13hqgWq0a9To6ens1M1/4BeG2cTtJ6ZphA69W494Xm6hx29OIVuC2cIs1tGuqosO80xtDmjJKgOBbIyeTmGKVVsxkKpx+r1MoFMtFzGgiuRjVQiJ3rGUFo6bGlruBgXdwKsemXjhviblFQAfDBr1XCadiidzIky5NS5+ixiG8awPqe54zI2eqXGar1DQavblvuK5Wmy3x5qKw4c97atMotbVVy7ejzhaTT4N0ARDLp+H6lbR03S2TBpYE3LRM8JhElmvX8sGDUvuJy5bTSFhePhxMh4EixMB4rofct7a6nyapeeswxbIADmPYfhAsNw50sM4spToDJ5XjGG5FNi3tFjJZUErAf3otTFasa0ypgrfyFnHKV5MGhA4ZkZNWJkzhHKVQrEBYtZMzvBRGa0kao07n9pUtlSyJ/WWY7TCsMd8ryjOpCnG1JgPfg8rNq8XLeZFtBw2cAL7W0DXi+lLYN1425NocHhCEcyR88rM8nI66neEphDxGSV6rlVXrm91mvRlCguUEM0yipLcYt3vzCQn0GtQyMq7/fncfXyoX7z6Il6cFyAg0L4r144kL3xnNCR0BCgSl5t+MrYOaA7DGBQJC2lbFYHFOOcZGMuZ3jEvPDF1XRS1IQhOp5c7T2KrUo0xDO8+GXZBVRZMrhRbMURBCuXthnsf6CJOHPzYBwrLEEi2XHBXt36Zs16Od6Q+ozHvWAfqnXpNOVxMFgRVlWbVUvq45IxIuiTAM5y2J9pYbHA52G/Gobl++JZlwdX9/sxntbtfb1WJzcwc2LTDO+EA7G+emIMuqaeqKrMIs4rCVkmAgHjhAAJjERN6gbDz6b8cYXqwGj9Lfl2u02O1m4zT0ANCJWYR2EyAUxMfW0hig5EiaomiWWI9SsTQXkqLe8rW2bWl2hmJrFn0Q6UUSfDlljlGd4+mSFy/m82K0eii9fFHQUdH6IrqIPfn6Dfkxlrr0HKTjWcfS4gz7q+QoW0vNgdY8GgpvBfXp5mf94dJ+LbZy7dYuO1KJj3IQkgZYo8kGa4UcdvAf9+C0Li438JZyhmLT+HPA83U3DvHhm1RajGfL5dY5h9f/XXDKSayY7TiNdLFp3JdgaF0lnhf3lvMu1og0a3nAS4rPwzs5BJ5Wn/CjgR8Gw1UZ71FaSGwZK4fpLNelZ5rvgQv8qpdM03ItEE8QuFNZlucB/6KcrwmgV8MPET/cs6BaauiAxAZwtUu/ygxizwlaQdDOZcB2Gmi8eiCzIFlEx0EzwwZ/SQCj2lv9+O/Ghe9EnuD4xfiWA7XskEab67f/S9E/tGFsmHLeAm4U/rofVftWVoG2WP7b4fJx5AK95ilELPbqHGLZgxhfb3U4Y5mZsspyzBVllvA0J/VWgjhMQGnOGXIOmoWsHSoHakus3yrWfdRei+Mk1xSlAuyfQkY+2oVRFDhhTkDoBNF/+lraFpgh0iWYLBeL2fgEapbs4745XyaMQ54dRBRNADOE7CXKEQmyWjippEqQbLXq1WnCLyxOmKdz2u8vZqP5fZT5aFaY5oPq/l8DFuMlSJiCkILwopffw8uSnOnjyK98/dvjJwFCPreV3AW63jbWv7derza7kQg+QAAnz2rzpHIZum6CaRtAsJNX+MYnB3ViPVbI0cVu2ulkyexAAYpq1pDdYsrUlBXPtizHGD+VFEUSnGw3spMKr51itSnqfUaDbRNdbZHXjefT6bi/XKlW/sTP++PptCci997yzTqsRmA2XRe6ex3vTupFvVCYuvhCdrzcUMCx3fy77AMAQeJH4OmUWusnp/d35Z3ZA+9qguS/YL+pGxpN3k8sA0LuE2yMr59Ch8q8eQ+cGQ6f9YbDfu5w5DvCgZspxqeNjeU4OqutcdDMP1IjvzHr6wQHXcZW2mLaHcwJbDTOQt0hpnTeC8MGwSpccBZG4zhoAAFNeqTrpmuwBJ7Y65ub7TLvEClTthSG4/arqpMkWmNCQ+q7fUGbZr7WvE7NPqgnGJytCkYQKOFgiDkyDxMvUcurnrJ05OfPBtMyXPVnkzU4TXZZuDQlI9B5hB9Ni+KNG15se6YZFHjKZcdoI5IkZIwpQhLoAY5vbC+eW6XXwJ7bYSccMG5EHK+kidSJ467APfg/vI4OHcEC4oLL8J+bovTkIbjXf7nGhzb8qWcaOIjF/vs3CYvx0jJewA1laOgTiuHIARjWdPAhE+JBK0lolECEKcaRd++GVtSqpoG+vp50b8bs8uVLW2qn6xrp6hobH1/WP+YBw3CCF9xlu7beyiCRKAxyOVEGDETDQUKRWMjjLS+JATo4MAw6RNkX7178/KsqpirhcaqSt8BYWqZy1vXula/zy9I3l1+4/vk7C7+iKEGR7iYhkGgViDACBYkwJHH60qtMqbd3eKS7Zly1bWykv3+lBwx0F9dhwG/ILiWNp6PueJ02fwPjtznd/E1GaFYRQTp5SYIOJltNUA3t2UhgfsdNiDP8GtwTNIVByf3OclsyTsVAUTI3m132Z12Udjp5niiVDHx/8TyLnHq0SZzrBnvXBWa+PqU/hg7GPvoWZmk6QJSlBBfBQkwn3qkVZSqcAvIeEH7l6zGalgVDUW9WzbrYAblbF5i75ZStXCijSMF+CcFLTxcjZYq3qSB7HJJ8Fq4D4V3OgABtA9NOO2bVFVRYplRsAJ/I/uJ3XDeXja1rY3ToFoRL+2X+n6BrPOh1/dSk1tHY47h0/7KBtp6JtWHGRjLjhRrrEhahSCSWsyjSFAaTv1tkHDKr3R6PWy/gsgJRlGvX/TH4DMzSn77vBSTBatx11l0DUlibSyC3A9bzYh4qv/vprR/+FP8/TOqTy5cUhn7ELgo7nIyNpEdWe0DjGZozoSZgZJJjTuW6XPb63qDRhmB6ygXMfARSAXRQ7wHs1sp+O94mzyeARijTiXS9Cj+d3gNmeZkWqQVe8xImR3Ut07JIbk5PFsRs2/cBKTEPU4sKAuN5Hx1EUcp8rTRJWvE4Kfbbka56SvPeiXgFOZ27Qs21C4qblM4ng+F4Oiui9BgdK7L82/+/eT5VmQylFOpcJHUn7TFG4LhgTj0P1Pf2J6RXB1mhJSccrsbhr3asUjot4qhV2G1aXyC9riXK1HH6q+W5hdWaFE1TZ3HsNTbkVcbwaLs5Y1OaK9MDq2aM6sbZadEb9MpX37fYKWAUSb/mlH3qjDm3muHayEeF6OWR1uLnpt8p9fz8HU/tKt3zkyaEJgKDMXWyoIHlE1lwpVIYZdPZBQsUewhJAccGDlsdNVg6VaaBBAfrCaab+fRBgBPX6Q4Hk2Fq6SedOINh3snlpDvd4DRN4s0mJbB/EkobJeK9tzbDsCBso6FayVojhjw/ipa26UEHIHc0zcM9CG1sukPPZ0hqbPwF/d6kjnYRDEu6mZ2OCwCSZQSAazJ3eWL1BU9GKgbKjcUFqvzKuIjr+xcu937FnU7KslttOZOAbu7bgYOHMHSjCIVMNj0EL7lWrIH1fIJUSPimY7IcjHGysJT1lrJtBu+gpctMO9SdKUnWtXHBDhhTQEPidH3BPK3jNVLYVArLKdn2/M54JFe5lD5MH/ZUUxa5c9dUjKzX9fexVr40DNOQJNXiyJQbMQf5PA3YwMSccRMHXtkZ6OJxZtTH1H+pQC0DgrPi5IzeRwqDh3L9OsY+y0dzln7kb2GwZQ0m0yUjutH8mUohoY80hqE9RiQTpnSQoiakMKkCy0u8amHN1A4KHWbD2McRb0tsFluDdhZKPmzSWnPYuWi7phdQaH5AhKIDJxTWA42UHQ622Ed1Bq/RbnyrMg13SJpEGMIWDq9ZNvszOI7BGwkcj2O3yZU2fnQvZdpuOwlDo+OAxwzbbcdZn/5BfcwE33Ttbnjsc7dcdsz+cYjlDqNGVOeSS72VmxWS6ahWPdlst00wPRUfI1mV/dFoUmRu2kBn0QVabxuj7bi2THGr+KXAOpwoRxUi/FMj6EtxS632u1y5q7euUCZ9a5u7NdsdR42SqOFqs0vLx5NAmFN8l8fjU9u52aZphqy8uJclyCATUNJ0RbV4wV53dRjaV9o6WzaT1Ru6YsquL7q9wh6eYO38IDKzIGquo5qybKWyiaKCuy683pxYGnMatYPMhorTOMRMuKRgqXa+Vrn5rq94Ybn4DnVVJA9VATV8C1CpgmZu3dncqCiKs41B3hvN5uvluNubTsaTyXSxmClN+OGf7JfrTX+ovK20mBxxXzDlpuV5wvOkznBbqNIkK8Czpda/Jmed3ctIZd60Qx/GFvAR8OrTXK4A6DuJfv0/bm8Vqg2A3fSYXN5LzshCNQURORfG1Q9sPytUMoBeEPj4aSaXkEpcKCY3YKX1luei6cJwjT01fb19mVH6rfcIoa56BnKQ7oWydqTCbYrR8LGjIyveCFImzwZ/wupB+AAt34V0km18Wy/3jRRQjuPz47el5VCBrTDNHuVZLM2BrR1fTg0ZqU3DtGGu3WHeBCBHYRrhUk34JWXQwhSk0iOeMuRurtkS5+P0N3DvHnrvGx5AyIebLJhEBtoQrDpKFc2SkfZ6wwnWfOfH+BW3fIIZf8dkPFqkh/NJ1NXi7AsN68A/Qm2a1baPbFAagPJ4RPM5jvc+uEVlGzwuqP3AX01hnTE9OZduYn6KhnkkUKeDDiNfwygcO8sc8q6RsuX01qAZjjfE0t/EhvaxBjbbxD5jLVxAj/luTAQ7jabdCXNl54BNd/ymNLu5ij0mQJ/u3kdtXCg8vReDeBEfdNNxZDSGKKeq21LD7toNU5u0Js+a/oU9QczswV+mYt6FPd5lGt4MS3L0icunP9l1OBuPPEwOqbEEHLb0r38mlAkIfPJ15IwnaYbRTn35evOThWHocxlD1uFcmHa52rLTyL10RqX7BzIGODkx3L5qg/UhgMt+ywc0QHfgx/naJnpLiuAv0hQOIkO1PX/Z46jYfnCjzwRT1wocJgteE8ZZd7h67kCFbtbVBnU9cWsRiKYXUBWPSxvNrDuXawGnYeNta75gHZ1SC8+amZqsva3YrD/ozsylYNRe7Y274U7KeNIPwZWJjURZUBrpaOB79luYWTXvMclLrc600sUzBsfrBpNtrZxrNEFt/ziaMKOASafd3NS3/ZTQcaQf05lh54L5U6uSqNwmFUmekIt/Jfykh/fUqn/kHDAdz3VW1ccvbHeigbokVt25CSKxdqZMurYJX6b8p9uSrudtxmAj5k6wHjq9jKfg7yNKe6xQnC+aLQ9TN4e3fu4kMJtGiiPvdxb26EoOOe60W/A1uj/441xLor1ejy9ZItS09xql4kQjmQxq2K/N5zDfvho52x2GzhreM6HzVB5eZ6FplgXdGxX022GPQyaTukedcQ7Oi1cKfkaj7ZtY8d/Tr59gA1mByeTw6IjzAfX3p6sS1qn5jI2tOYDt7fpkCK8wXqVYEKLhS9SrGJ5mcxw0cUx+9bn0UpSCxWOGLy/dSQ5n8TrSgEH5wrRx0wGmf8Bp/Ny8hLwTSYHckq6hs4L620dFJji8JwrH6s5gPioulQaTL5NIMWXEKMvF/lNy4LmPh8tVr6VJaeioUKZt+ATdgcqmHJVS/ZhzPxxs2eaIQUptH5dIWVIC8xvQlFmNI45dqp9aV81nKTIZuj25tMwvUE+VNLjvuoepGSofuNi/nEjmr6GrxaJY7Zp/tNbvOtZ7Xt21ZMTPxniXAeojeYi8fU8Sit6pUcZM94Wz1+LFGregneNP9HomLy0393BuwlmhadiFLxIMX+nMxk95dX8Gv3r76QOCkB8on68H1DikHbgIySBsMFjJQ3wpmv0HrQSy34K/3r57KIruhV19YcPAE1+2Y6t9xVag71ouDvwNRWH1yzwwOPSKDOnVtArt+JRJY6MU4a5hJdfmp7usruj3swBB1HkIoYl9K0vwZEHg6fiwXpElbJaA6jNPvQcCDpP5fLZY9SkIP1LUQnb0u+Ti/ZhM6iupFsIDmOJ0wTQ1POeYkSR/Ltyqz9TrK5qGMm34HFg7SNb8H6IWrBsX1LbNfmyYrS0safNwDcrjQAzLk+FMY9gc+XaGFR92sAzWvFPim4EQl51mqhHKi/l+gbkEgbnbMGcHyrZdr+vUD+tQfEbA6wqAi92RQ7RDEPEfhWHfAoBda1IPAQAO/KmwLc1/C7/0IAAEFAAAgl8vL26v73HffF687tOa2+My/zzL+nr8OsZs4Zj5i+iv0LGod6bCtm0FvhafGRJ6NTxl5qbS/TRZiRq/2RBnaOLpUNoLL2yg0wHcKvAyW6JkPRyNZDrGiwXAJhvs0lZFZVjOV2/ymwGtPiATEgG5TZlqGI8wIVBjbdvJRFK/wtdNCc3wQhsbhq7mDBZtPsG9SRnbb3B3h1ARrBUvBsVMd/BDpHa8UXF1Ul1Ko0ZQSVJFRNsw8Zc7TWn5gnVWElxdR6C4N6iGgtWhUzj42vI4MhCjnRmkQrEIYJoNVhygyYUQgJIa1UpygjQTUpNI5BUNqa7+Z1IIhbaTNOqCY+9qvBatiCV8kRz/Dj6lijw/8Bid7wxpjqtDzNG4IKQK83xZiPmHFRskGQ2XjArgxHvQRI87VaMaDySx19AI8KaHChqLjQ85oDGM0NJyZnI8o5GxKpoa3NDEizyyAKq3bS2258Yh9zb0O28/h2T0ElRts/I7PlUKAbA9tTxOYbteoqDWQpHKnd3n/wH4EYw/+1G0635MkH/6caqg/QRFeIukS814NC0glo9B2MCLAdiCwywjXKJ2+nnAxGE/H6i46KdBFFN+AXDiCz9DEt/6hUQp8ovIMswvxsulfglFNvqlBDl5pEx5woGRQ+b34ozKWGXcoH4DJkE0VNSMIHW2JrWXN0T5yMKHh5uPWwYS1ww+FJHdhWWnKZYDJ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format("woff2"); + unicode-range: U+0400-045F, U+0490-0491, U+04B0-04B1, U+2116; +} +/* greek */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 500; + src: 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) format("woff2"); + unicode-range: U+0370-03FF; +} +/* vietnamese */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 500; + src: 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) format("woff2"); + unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+1EA0-1EF9, U+20AB; +} +/* latin-ext */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 500; + src: 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) format("woff2"); + unicode-range: U+0100-024F, U+0259, U+1E00-1EFF, U+2020, U+20A0-20AB, U+20AD-20CF, U+2113, U+2C60-2C7F, U+A720-A7FF; +} +/* latin */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 500; + src: 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) format("woff2"); + unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD; +} +/* cyrillic-ext */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 600; + src: 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format("woff2"); + unicode-range: U+0460-052F, U+1C80-1C88, U+20B4, U+2DE0-2DFF, U+A640-A69F, U+FE2E-FE2F; +} +/* cyrillic */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 600; + src: 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format("woff2"); + unicode-range: U+0400-045F, U+0490-0491, U+04B0-04B1, U+2116; +} +/* greek */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 600; + src: 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) format("woff2"); + unicode-range: U+0370-03FF; +} +/* vietnamese */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 600; + src: 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) format("woff2"); + unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+1EA0-1EF9, U+20AB; +} +/* latin-ext */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 600; + src: 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) format("woff2"); + unicode-range: U+0100-024F, U+0259, U+1E00-1EFF, U+2020, U+20A0-20AB, U+20AD-20CF, U+2113, U+2C60-2C7F, U+A720-A7FF; +} +/* latin */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 600; + src: 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) format("woff2"); + unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD; +} +/* cyrillic-ext */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 700; + src: 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) format("woff2"); + unicode-range: U+0460-052F, U+1C80-1C88, U+20B4, U+2DE0-2DFF, U+A640-A69F, U+FE2E-FE2F; +} +/* cyrillic */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 700; + src: 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format("woff2"); + unicode-range: U+0400-045F, U+0490-0491, U+04B0-04B1, U+2116; +} +/* greek */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 700; + src: 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) format("woff2"); + unicode-range: U+0370-03FF; +} +/* vietnamese */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 700; + src: 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) format("woff2"); + unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+1EA0-1EF9, U+20AB; +} +/* latin-ext */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 700; + src: 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) format("woff2"); + unicode-range: U+0100-024F, U+0259, U+1E00-1EFF, U+2020, U+20A0-20AB, U+20AD-20CF, U+2113, U+2C60-2C7F, U+A720-A7FF; +} +/* latin */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 700; + src: 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) format("woff2"); + unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD; +} +/* cyrillic-ext */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 800; + src: 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) format("woff2"); + unicode-range: U+0460-052F, U+1C80-1C88, U+20B4, U+2DE0-2DFF, U+A640-A69F, U+FE2E-FE2F; +} +/* cyrillic */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 800; + src: 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format("woff2"); + unicode-range: U+0400-045F, U+0490-0491, U+04B0-04B1, U+2116; +} +/* greek */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 800; + src: 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) format("woff2"); + unicode-range: U+0370-03FF; +} +/* vietnamese */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 800; + src: 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) format("woff2"); + unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+1EA0-1EF9, U+20AB; +} +/* latin-ext */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 800; + src: 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) format("woff2"); + unicode-range: U+0100-024F, U+0259, U+1E00-1EFF, U+2020, U+20A0-20AB, U+20AD-20CF, U+2113, U+2C60-2C7F, U+A720-A7FF; +} +/* latin */ +@font-face { + font-display: swap; + font-family: Vollkorn; + font-style: normal; + font-weight: 800; + src: 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) format("woff2"); + unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD; +} +/* cyrillic-ext */ +@font-face { + font-family: "Vollkorn"; + font-style: italic; + font-weight: 400; + font-display: swap; + src: 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) format("woff"); + unicode-range: U+0460-052F, U+1C80-1C88, U+20B4, U+2DE0-2DFF, U+A640-A69F, U+FE2E-FE2F; +} +/* cyrillic */ +@font-face { + font-family: "Vollkorn"; + font-style: italic; + font-weight: 400; + font-display: swap; + src: 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) format("woff"); + unicode-range: U+0301, U+0400-045F, U+0490-0491, U+04B0-04B1, U+2116; +} +/* greek */ +@font-face { + font-family: "Vollkorn"; + font-style: italic; + font-weight: 400; + font-display: swap; + src: 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) format("woff"); + unicode-range: U+0370-03FF; +} +/* vietnamese */ +@font-face { + font-family: "Vollkorn"; + font-style: italic; + font-weight: 400; + font-display: swap; + src: 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) format("woff"); + unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB; +} +/* latin-ext */ +@font-face { + font-family: "Vollkorn"; + font-style: italic; + font-weight: 400; + font-display: swap; + src: 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) format("woff"); + unicode-range: U+0100-02AF, U+0304, U+0308, U+0329, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20CF, U+2113, U+2C60-2C7F, U+A720-A7FF; +} +/* latin */ +@font-face { + font-family: "Vollkorn"; + font-style: italic; + font-weight: 400; + font-display: swap; + src: 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format("woff"); + unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD; +} +/* cyrillic-ext */ +@font-face { + font-family: Vollkorn; + font-style: italic; + font-weight: 500; + font-display: swap; + src: 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) format("woff2"); + unicode-range: U+0460-052F, U+1C80-1C88, U+20B4, U+2DE0-2DFF, U+A640-A69F, U+FE2E-FE2F; +} +/* cyrillic */ +@font-face { + font-family: Vollkorn; + font-style: italic; + font-weight: 500; + font-display: swap; + src: 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) format("woff2"); + unicode-range: U+0301, U+0400-045F, U+0490-0491, U+04B0-04B1, U+2116; +} +/* greek */ +@font-face { + font-family: Vollkorn; + font-style: italic; + font-weight: 500; + font-display: swap; + src: 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) format("woff2"); + unicode-range: U+0370-03FF; +} +/* vietnamese */ +@font-face { + font-family: Vollkorn; + font-style: italic; + font-weight: 500; + font-display: swap; + src: 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) format("woff2"); + unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB; +} +/* latin-ext */ +@font-face { + font-family: Vollkorn; + font-style: italic; + font-weight: 500; + font-display: swap; + src: 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) format("woff2"); + unicode-range: U+0100-02AF, U+0304, U+0308, U+0329, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20CF, U+2113, U+2C60-2C7F, U+A720-A7FF; +} +/* latin */ +@font-face { + font-family: Vollkorn; + font-style: italic; + font-weight: 500; + font-display: swap; + src: 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) format("woff2"); + unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD; +} +/* cyrillic-ext */ +@font-face { + font-family: Vollkorn; + font-style: italic; + font-weight: 600; + font-display: swap; + src: 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) format("woff2"); + unicode-range: U+0460-052F, U+1C80-1C88, U+20B4, U+2DE0-2DFF, U+A640-A69F, U+FE2E-FE2F; +} +/* cyrillic */ +@font-face { + font-family: Vollkorn; + font-style: italic; + font-weight: 600; + font-display: swap; + src: 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) format("woff2"); + unicode-range: U+0301, U+0400-045F, U+0490-0491, U+04B0-04B1, U+2116; +} +/* greek */ +@font-face { + font-family: Vollkorn; + font-style: italic; + font-weight: 600; + font-display: swap; + src: 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) format("woff2"); + unicode-range: U+0370-03FF; +} +/* vietnamese */ +@font-face { + font-family: Vollkorn; + font-style: italic; + font-weight: 600; + font-display: swap; + src: 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) format("woff2"); + unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB; +} +/* latin-ext */ +@font-face { + font-family: Vollkorn; + font-style: italic; + font-weight: 600; + font-display: swap; + src: 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) format("woff2"); + unicode-range: U+0100-02AF, U+0304, U+0308, U+0329, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20CF, U+2113, U+2C60-2C7F, U+A720-A7FF; +} +/* latin */ +@font-face { + font-family: Vollkorn; + font-style: italic; + font-weight: 600; + font-display: swap; + src: 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) format("woff2"); + unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD; +} +/* cyrillic-ext */ +@font-face { + font-family: Vollkorn; + font-style: italic; + font-weight: 700; + font-display: swap; + src: 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) format("woff2"); + unicode-range: U+0460-052F, U+1C80-1C88, U+20B4, U+2DE0-2DFF, U+A640-A69F, U+FE2E-FE2F; +} +/* cyrillic */ +@font-face { + font-family: Vollkorn; + font-style: italic; + font-weight: 700; + font-display: swap; + src: 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1wp2XwrgAh7fhQvMZHX3Rer5VoPmYz2zxPMl1dULq0v3FcfCDY0hXr6etf1Dz0ND27c8rPz122r3hDeNLp5eGSsubF7QPKcd0c89Cn9eRmN91ebwJ1c8AGNrArwp56AeAD06zUTJaSJU/4kiRM89NSTJQHghZkp0sDtdODPVdWepAo4xcVVW7RDwH0AIT8CEOe/3sjAIlGVFE2S8NsIisgVsdHGAyALJGagfUAhsib2NgYVrE4pkiOBMTF5drIqPIYk4iT/xMk4iZQiwlkLKdTUiMqTFbge1klUkhIBYXyXIWLGT9UVtG4686IrMoBl0h6SrpLVJ7erVbaqPgkpqgnk/xmUaMgNrkdRNZUmFZoDsKpRVK/GUVR5VKd7rkWLvTCkQviyyKkMsxjqUqmoA8mCXmBDyQfaTvDprgqLWShKoj9k+hmWO935LJxVw3Aa3tzZ8XSRuLtO+w6b12demMdU2AgoxTHiOsssVEU3+E6nW8V4mrNM2Kv2EyfFuFofl1UpO+CZet8wx9WbyZxPDmy6TnmIYki6m8j9dib5kqzTuI6HZVWiF8XDtnSGoehCEwUnEOYteFHgJR2r2XrPXN4AW5Mez9CpI6ShgwUwC4gPGIU32fEwq1ZcAlQhkYGqml0DAJqnCCXI00lj8ESnuMZa2SWrvHmRhMV+YqJ4LFjZGM12iEJ8irOCDXEGJjWIYqglpdhAXDfDWA1DlIfIL8ejS1EsiDgRlJ6MJ5UYqHT4S6w4oEo03uGugSwFZHq8aVmyaR3ITGElgeEqmVNzWJzVdOa/8dYGO8iyacODT7Gu2z0lwQ2qIYRQfAFZm2EHAJAReO9hlsc7/R4enH68SoJZsGNQoEzLpJP6u7yVtYf4F0YWG3YxhTxk5FczZAlL9cuckr1CVi9B89TkA8EoQF/rumm8R0sCk8mLrEte71EYUZY2qnse8JLpGI6CKwUv4gwWLYOFOELCjnTpF2pknBUka3+QONX6oWj7a+SIE9UfpO00nz82JTmujAZz3UOZB9ONLFvpFokg0NBJ07muLmHfF7VQ8WXMtkyfOlTPS4CMyv3+EbgbtumngheAUalMv9wf9ZwBgB9qjm2U/2mG00CTmgdk0EiFASfglTLRn0cc18XVnkwqynOdXyWg4H3MPihPAYwkNNmEN4ggnkZ85tJPErFe5TehAwMt4Xw6AuuFL74Nua2tcLRw1httBokjcrCpK9FqRqqpo8687eeQkdRDTvPADaK9LU8keIPfbBPeYM8TwcgygO+FwB5CRkzp1teNFvnMQA3xdOhRAb2cHqseOwZb2dTtqfOzAZ4KioLpd0SoKK0g15ui4kAm5cPZo60mgKFJvd/EuKxdOl2Z1GdYElfjZeJEylZRIH2wFA5o6LzYvv9eCIoxlADxjH7xGhuYpRaIEd+Nqswj2A7GZBLXwfKOlpBA/CJs9pfTB0tzH23rqOq0YtiVMc0IzwE91Gn6ZW04YJUkSdS10Wxs7mNuaPcl/eF3o+qhNisbziMwTlh6VFyJZuSKlEZubRvVRkyZNxnmt55ZwE5yXMTME5M4qWF3cuFaSXe5NmRL3WO/9z5/4Ow02Tg+Pl5PIgmsGk4EXElYnS9AjWIHFp/BU7ClbAJs+HOz0m3aZRDCUdzi2uf7UDDN3OLpIB12mDsfuisXTdFk0ZgfSiqWL2iqxszGZPXODj54Mwp5q4pJuMc2qO0v3k5gcELTuNCx3e9t7eYm1GXMdoIeSUCq6F1kle3ggxm1DIbfZlLYHio/qSmpRW+mQ9IsSL/gBbmJIS0h3L5wL0BuxMEdcMof4iqTorJOG6LS9zQkJbGce+XujKmBMZvP9ib+1z22SceCg8uxj5cbC+ci15XgvR/sesoRQxzal2vbXHIjOqwr0W3Qb1fkiTHj3sGmJwIBVUnHO8PoApZjSXI43y67eqOcCsTVuh2JZCIoMX541XJJmEPNgEpyjIGgmRsSCeWJEVo2Dic1LSY3cI1EJjfi6i59KwHX9U6zFcCOMe0vjU5PDy0IXKx3ajgui/aPh0ahkxLyhyM0kyOti4qdglJCi8USe8eyxM3IdTUwjWHrHMufaLzloTGfUdYVFYvp5SGMdMcRl99gTJOULCCV0RWMavxe5hnSiDZUVnw2fhtda6zxNO3Rdes7FcGf4nJMaW6L/nQHLSGdbLJPfKtWpsNJ5MoG/2mJvd0w9PRY/smX2AbmAEBR4f6yfsvjSCZ7wGGZwlLjd94YRogqgpMLF7vDQwsGibK21RKtMUY8GIalvlCHhOkNEH1ZsDh0O3BulJXm0dleaLsxrWik3Rmgb9oOZXtl8GardKuZftdh6U6v1N8z0SJF7XuhErx3RADJ2tT0ViC//OV1gS1ANOX6G8JjZ/ViY6bFQ6TU5k2ppbla9TllnLm60PdwddTcbc8Vt5fziNrw5uSU0x3kKf+Xy6ws63nuaPKjTV2a1YcNKXLedjNuc2GnH7PvUeR8Jd1m9JkXonkyhPyOyGGznkjDth8JuYkOcgSapwU45gEAjazFTziBhpF/ItGkwyFvJ8Ipy4sSmHILMCg8dDYF7qFj7gS2eVk2ZGL7Y9VkYXsIGQnfvN3qIuqWUV6iLgBbwIXmonksFvbR90xtSHHQcO79RmtKkySropx/ce+Ggw6f0xw5ABgtVzeDE7i6CD1Q0RMKUZTM5x9Ace3maNLXZZSh+XAyY4Aum+RegPbU2yicAZSXYxLVdjp3oRi5E8XjzdhjVAupKwktrjIPou7lb03+2HgfIlgtscLR6tKbfhGbyP4uqswT++myV2p+0yV0bUwbcuxPgHMi2JVEUyvZoWllIN//T2P0YVdGfd8ehIcnVXunBXAPkcsHO7g6azMt5trSe5CN24G7jUL5XHfcOyW3zPuLqSNTy6fBhJ5EtV3SqaaLRYtzKrSesjghvycxwQbv1xiJbMRx0LEFkiLggjcHZ8lWI53tCGyvmd+dlWVwOLykCVFtoc2OrypEkxaUpfQuH+RetWA8wHemDXviWbvNO0bHk97PG8iDM9pjAjwwE14tWctqX4O9utqWzxsIyrfetSsnWOvyNerYqi6qk8r94DHlU19GPSJutiwpMcQKrkybxdT874I3FXbFepKNRBPrNtq1VABzuf4f0uXgJ/T45b24cnsWfu2Hb0XDHQcoTm5rSuA45CnerwUsyplmRSRhtmVqb3XdbzlZFqnD+a9wPBuUjY0Z0ZFLZzy6Ki5IbRfZlkbUG8yqjt23zWKq0GNS3kJMBCmCBazJtjxGB4rJcfwbvPPeuoUfCmDwdtM+WZvQ2bdvwWoMxXj3tDpNCO3zfSe5I8ipO3+6SzNGkkscmulQamVkXUaZFWsHHsCCLxlhv5rDu9tnH45ARNLpg12jSDWKnAZxNeVZwfOQX38vNNvKhesxciT5nqJuo/RwX8phJDFXIbKFwoMcqlJc+nIxrZpxKKCaR6lGaNyLDz6faXzH/s9ja0CBz8CVOdmb/vGtN3QxxMufKFxgPOrSG5uMPBu/Yw2Zj8gJm2vQlBYFU0/zNt/sybeVWVd3pwrDXiVUiuXjvGLK8Y0iyOeO0ctjLAwnVdFa5RAqAGsvhpzQYrpIUkw1oriEKQRFPeTXKsCForRZQq0DMX1oGuHt1pzC1UxPxy4NzvPwa9+1f1ItD9Durc+C3JRRXjCI8lBnTZPzjqIoAz2U4j4RiMb7ZjH1fcStd2VZZTIoLuUBpE8BmVoePKhWN6VE1bnEpZhVKuoVEmI4zAevpZCOLWsjLREI1n4+/MpC1DsoE0eU1b6uKWMWzsqasjT3hm/Q8cNrHJLDFaon8Ee9O9wm8DIP8AKetvkYTZgbi9UF8AvRcUWec9GE6g5PD1fV/epZVJRG3sVW+3HEk6OjJYX7Sy1GrO3xFqGZDYzAKb1l6MUI7KSzvJgAUnKNxCDGNlyMckf2fauHYrSjynF1SG9TUhIaifsODlzOsSdK83CdclZVUiWHDXeLMD26+soJJfdFhKuV7FpgRmDHhxRuQZSZ2MLIOIltEqB1sNzGBeTkc5scYanRot2APT3iqQcBlpH2ALFbBpCguKiWpcYYXUceImnHx0vDEFKwhgLioJjyXKApd2MbyVTGsiLti1YGiRik84FW1/Q5pu/kHer0t3ltpd8/s6hnYQg4rhOhPcQKaf0S8L18leiH3Ar0sBzZcCv81bvnj3XR6HpfC8kx+hlLOE7cLF3jq4sH4yCs1X07pORQOyAZprRRrCL4AfUmj/aJdKL5MUzLRmhoABxVUZIZGUXIyjZbnKJp/+3I/bkLIUVb3oIEbgdtCGHmvXBC1mivlHti4x4jRrpLGModqh7VZGUIjgA2OkbwjYGxBPLD42p5DHmCQPxrb0jKcA6rhVKx80rty/fSgs2Eq5NdlGBmqvvNZUw+WubkPiOCQYJyJqVvS3M85/QpYDVTJklfikJHD+LgU7x1OdnuUl2n44ilXj4fPmDZxmMeX9ffZllihmo5O0UtY1/4svlkqdtnQFcb7gnHoRYqqT7xfK/PHcsCfmlD9evWAKApHsaMsDP3kWk0be6EuD9vHO0VisM2sCvdnaYR4xzAS3X4IUxrd1PF8BBCZTYeyuPJnMVejObU/k5QHee5EtbuMIbUEjE9hZGuIG6VSXiF/+IEs0TxsiOj6HWPqfGo/KI2OFK0Jnw4NNR1SBI+XFoCC0KHwyjUJZvoO9MD6MZ9am2OZtrn6wvaU2U0Q1MEyGhg5aflCm5FV459NnIZL+sh7kVoo/6OW4dsxxs897K+xn8y33mIYTAearMop+1QjmEAczaV5Bx94gSuoYRTkKykTxXUP7e8o6l51zj7UbVWtY5MsZGPr697yGmzjb6YPTEEYN6Qq7Ft5SBzmWFDUJ2oeAPiiKOjOQCbg77YVnjXDNfH65S5oRoCVVQ42194Mf1aI1rpVIrW6yPzlsYfma69mRx4iWO8n+c+tgi/XkN3O5w//N7hwDeH8OaCjdU29WJXim9QEC+r47l/Fe46d0xMJ6tdqAihaUA1dKnqpNco95SP9R/nJCtYyYmX/iKtprVlZDgqM88c5hbhDbA0S0qM6WLmzicQMrXeKU3ztqo98ngtrh7jDZ76sCdoFb84tNGpMvZ6kuyeObHUcC8nEZy2NB5cvPJD+hd5LI7IRJjKBF5wtf4Afn6TQKLMiJVutTZz1T65La2or/3Jlalvj5o2WtMjlntGUXpmZNuK/lGMlyx+9EaYxrJIuCGS2k599t+uuVfY09+amv+aYs+fqlrxKZeXV4RfbUEn4WqySX6JS9BXA2T5lfB/TSf0iW3b0jHPAYqDxoznHFJ8BsYkXFK8qJwrrxoaPZbrzbWYsFfEWgj/XkzIkvSgQeo0HMcFWQ4a40uGS9/MpDUhsmN4B7Fy8Haa0JnJ7CSVkt8wdHxCIBeEC2KdE0hUsDW1WRZNRTzM7qDeI1shWy86hS7tcI01juboRUezNB6vleo6HnGEOv22XqYYQkdgWsdghsFEJENhysAuxVERKWHGIqbD23QX01iPSWMygUnCSekDDZimaUqn0whMGCagMYMpykZTWooTGZpn+vqTyfCvPaxHhovCOoyNQ4qYpoZgiuX1hCRqtOP6i7ogMP3fr56laPaYPjStZzAjkBRNsnpSo0EUpvQ0WUSHpJ2YaExjirTRVK8OmCQV/l2Wp4hRGFMMG0fRkTRJUxTX6DpNqxOyJTk0km5qCCZZQaCZtwTTGq32KNkfRh3hKvhIvyawBmNEzLPCvOHEoYEWGIrlIPGLGi9wrImt6BpT2IISaHKigTZEEm1SpPjtFpIDTIWTZGhMnYi6v8QJDT2BwugI2Wn4SVZ+VK9fAnXf7YqcT6HAlOkfpa5bNGC3oMoQX/++QazL32gzFzeJ9Js8cEaF8obiJqVy9H7OW/HRyHvhCByGtbSyyn9vv1ZznuiRLVALds8VwqKOBUtt3ukEW8Mp/zSDgry34sAzdYvvemBJSQFQD+D15PgGu0hfadxHKPfmh8RDck8FdApjhPRG9B3550uhlkihuZIvsp2dqXYb4DXRxbXEmj0mR7vcLqmtAZ1SuvSLu3+WWA56wh9N2qJQgl/AgZnLWJt923NwM916JqF4qNC2E1EMs8WFq50FmgD30d565IH5El3jaLlmP6oaVe0YW1sSluny6tjgtiDOePPuXyXQzkDDym1ENGqp0ZIYU0FuLneKq0SGpbkjYLnQmlRFyjVy9mteL9/2P9upvPp6YLPg/qt1TEP63I6OZfdy2VGz0WSPRcac6tT6uKKsKoKfHl1BlIKzBEalWfjkvtu66On89AoXjbp0jM+/vIIS2TZ9GrHYlLkLP75DpzJfX+Fw9OAU2m+kFzuGCwa45T5QRoALoevwSQH/HwJa9+t/4bGleh/cf2w12mM7iTJxW9KLyyyQIFDHOKyDEqoulEc6CpY+l1NAK8sby8fHb0F85Ohjr3kFk/t+LCMGebcRmbYkQKozTvx9yIfkhzh9H3anX5hnkZGrq60oMhAkThQIBOOEop1zAseU5xIO5xOgRJl73vhQGtOMvsk4dL6NQUYM0mMAAtHcBpQqI5r6cxasBPsEDuKsWw6T3BunlODrJLZkxHE9zX52lPHel/Io9utzMs0XAWuYXL2sJ6cs2TdPswxbxaPOI0cSig9MDXTKqdNID55Ec6cgNBnFZ1mjRT90eVAxDebpUfVzbyGiwWA2sNOXeY7SidLpO/xF/QqTf3dZ7nn6elxhYPsBjzPBEDAaQmgbMSg/FCizZAdMUA/GjDajhpS1RWpwRVRJ31p9y21ddPiWbkNifko6kVwQKV5T3UtqOm+tXJNipP62yJSr9kzhoBIX1oEvya0tI6YV/1nyT1Aq6JFHYvQdQvElsMKm2Qkdows4E+HaylWyVO1wJOpUAwPsVXPy+1zPgfVqQ7koO93F3KSvEm57CzhbJaa8HNLvRb1w8RUFGhrJsVbKwL3FmhaKERdaF3j7VvglV0RtSnqdJ2KuT6w7frFuBUDzcnehaiqx+bqHIoXMumsAXIEZzGtU0ih+tBtkRaJMmQ8mh7DWq/ozBh92ZLmimRTE3Cg+kSyeDCPVdul3jz7WDKrWzyadfkrMiGQv+/hkSpKvOII6Siaeir7UJxha/12W7Y/a9XAmBXlv1cZZ9eWduqMr3PviT+pQurizg0LHTyLUdsFtD05gqwPsT2le9RFe/h9Q0hdMEoqvFxPJ0skwGsqMPVo+JNtAMP4RsK513ua8myrdMMemhzupo8fWfD7Wzte0V225/hlWJY1JjnIzpmpYR/ILHoo1+w+VYOaBZ1iyJeXTE1o8elfDhmHZjhkB+7FtVe6M1z7VxO2MbP8l3RLz9QByjrkaayMU4Su4xE9ye4keYsFX6reYhLwaV1Y8Q5PmPoFzOPrWGvWEUrCNTcokWyJLDs1JC3fZhUoW6591N+NlT6eMskR3mY4mV5ThVCSPM9If2qXtrlGATWwCgmyMcPfiCy1tFelJ0tVfK3xqszSfek/UXZp2tKacwc8uxpY1RXh/k9AzdoWOyL8t1YJen0BHf4aYW3VqTS+TsE1GKkcVqEnQ0qGQ6zCIFLi2qdiZKsK4kjbn1tlVTz+hyfc9WjVlN+y0EyFSf+GgnntwtDvaQghgze88mNUlRf/0AJ+3Pyb/A3b/4d5yOCrysXnDjAgfS3oCZp1j9l6J/kwgitNNCb4zsHqx++aYYj2oZwX3I3SPysY/c54VIIWae6+sPvXDyxj10ko+Fnn+c2gc+WoSNJZ/SFpSXRtxRcrYGsVZHkKovfdDwSkYHH66/oMnwv1ZTk82aGT5E1HmW4xOHNRCpZkz9SFCKX1DRdIq1hRteRFLh3JyQ/gi+oZKtXA37BEnXKS5l536zoPZ7gOwU2h1/Vj+bha1JKWJv9gVsboh2X2BnRrXTK3ghE6XtiCwuwJ7hxGf7YD4d4DIjoUiqe85DE9f2inMlGXDL9rTXWWz83MZrWgjxmxqDmZpcdgzWQ0oA8psbg/mPfztRla0F+eNa1UkWOpwBadhFWkgssT+CgmQVAkGEbf5etcTsi/t8BnTRsxf3qyeazoO4afcHqK3rjC3+rCCk1iHc8rGN4KPH4hNhOpI+vQmbBZTyPlKCRWHnqtJ6KmffVeusNCd48HYlg14jpIbm2L9QRHLMu7wO2+BEVaIiIVQ3pnv0YaqfQw4WXPXkfrsiZ1J5BpS4eVoKIJA0qO01uErqesqlX9gTLPtKOJPwbBs8DkW91+/m9VXGXlrPH4YnHjw2Rdtw/8M7VlleV4+VR+J2uVsGCEnLof/++nzNRfmF4jQmi6tB0nURDwx4zsYaf+pvVg9C7FBeFbAUnM45vH3tocVpDqvtVSEQpeI80jCH0llK+/dFhBNM65eGxh68AB/rR5fQZqNKLaORZZgZ+XRV6Ym+5G/X1TzY+CPbGHyqPmKCqgtUZdV4mk6cY9J/UyJy81uKKOTw3nmylR7WWqQ7mVR2qI6SOR2PIgKSJfO86wNBQf9xotz8FjUxE6fRtLECFiBwFvhQhirmn56kUfdAwZGX2F4OkRKL860RWY0pNWyddpG4IUPanMRz3Sqe9fSDMwIr7LBYvbNAUTmyCRWpLMv+gs/XWWQE8DSVwXJ3AxMCE+Lh1OnjmGRDw50cno/b9nJv0ujcFbDhXRhAQBELKSZx6a7PYdZX5xjUjLcFjAI9Y5MuhVlfJN3TI10YI0HyDVfDexUZm70fyuj+VYArY8vqPgyrU0+wBu4FiJ+nAqLYYN+FDC6AZ+PMVkmeHF+z+Jknb/vVPxN4Y6iuoIjtZLnir5iUhefqz97eJgbUszK2hTO2gfHqQYxB3oVepxSMvOmSBs1w5ZwGAtj2U+8zWgYvR8H7rGVh//YtoN3A59QzcdderhQrtDtuMFGXU22dnoYk5yulJfQmJnk7D8O35hBhUm5zxCN167QDJe74Cora6L+RBRUN8FkkOWvf9nXFIxJNBw7nBTlfe12kMX/Ao07hpYX9DY+tZs8vQnF1Y7TjEgWjB5fHb/nh2Trb8qHw3Dyb8wvlx5l1SXsx+aRuty3rlxNQuunZTlVhbFu5UPOrotOzGjMLZAmGIpH96emPM5xrCwcH8boBH011JQMD09kOoWxrSkpibUVJvAd7liDvaZbCWajra+92vMs85/tU0fwJku08EtxuvNPLkuqWV8ONBzUQBMHWfCre8rCrpi9ia+Djn+RmGf2Ot+rmjZdDkyM+l9mCgpcT69Qj3Mvdb/KcWxZrcJmzo6smNtSHCz+7jdxVdIJWkt7xJORMAr7l94IP+QFfCW7OIESu6ELkzQRx9L1AwLRusVDKc8+d5XFpL9z/dqu/oLdmpeyR/d+sxbUJfNr+3QFRmGv4H3lpjaoxI1fZUN036e41aUUJYjGPW+Hv3cgUqv1vvunzO7Yd4wHtrCC+02Sz5FaxbnZPUwD1arYHB9ic4fWClAS2JK3kMJfvsQ22AWvlH6DZkBOivHlAYSrOb/lwK+ZMUgpbHVnPo62wY0M2CFlSjs+9IpB3wdqvYGt2uxmtBUFNQQW1U0jTTtrMF5sUXuwi/dU4/Z6XAnG01Hb9dpt2lLlBNAmlKWh+XgGdRMWstx1prhshdAYOnnDnk44hc03RXCpq0t8Zni1IM3DqTLtRuW7PEl6szEFAlzKLytgIzgi6b253AHnZN3RwmJL6QtTKD43H62S2nvbELhBHG3JR5flO+IYhpiqba6oDc8gI7CMo/ehIbh3OovqiCYPaEuRoHS/pLLM4VjxP3ldYf+qxtJ6/k8Cg12ckFI1r6OxISIMkgKjP3+i8/6F78Dp9h2vB1HoqhB+BkRMkWZZAbkLF/2Fry3RYtjgnoMDRcxJKstSntHvXbRrn79RzOHc//0q3T7mfHqR6CNzYYJ76eenu+iTy+ZojhKUgPOssxgAXbcUN8q1Ixpa20i+Q5pREKGXPhcAITZdM0y832AxbKU7Io6+En6KMVlW53J35I8Fy7Fcd5kLYaiyPDXIxnsIA123qamlhO9Z9v37c71rE73WCjcffLtfpIAo+cXFjtmRlocHNbw+F7ruNt3RJVQVEe1XdN6OlBJtM/BChwQJL/YmhtcV0QAuxUb4UnvrlO1/vi1cnXOW9hag05N7sed6RH4mCe5rJfFVaac5Y51RTxVxDj0RAYMb4Plo8UhfcFCsrso4rFl+POsgSDrIN6jrB6tw9Qi9zdMrdmU0PahHfOkepXs75W/TvpAztvidH4wTkmWqk2poFcuGMiyvuMqJ0K09yWyiuIdq1NUEfTzbunja7A7Fn5NVupWzAAMSip5E+L4JCrXDp7QDHZRierTjBJ7l+OfVSDYwVJo8g/KhqiybG0sH5DmqKu6hyzib/cBJhIVqlce5OosMOxFFcBdrs9djySq2kmqQxAfFjUinKKaLzsh+Z1waGMjashWAt9jcWvaHG6UC6fHJu7F+ldOW3w25NpAqKXWM8RKnLd7ATc7HGsKELwM9jJS6jaZu31QtPclqF80sn7yVw7s+5c4e2xoBphCDMgQRNXe5/E7IHHxHmEoJ+3IHvIde/1/eR2pMKCog6aLfynzrQoohk5hmivINyMH4swPSNzxETc7Z8ce18Gu+/ab5PRFzfWH5ecenV87V1ec9q8h7D3Tux5gUlcWkXqtR0V8JMNUAPk0YOfEs27lOm99E20Uqota1bZkyFXnWZdtaKNvxDlJFw/aZAltCTj0EhbBWjAE5lOIv0WYb6026ENpCDMYfCpSBKAJp1k7+L3IHogVFm0gFXvOZfRLIwUtGdb4eXGuKKs0SlM11bYfia2l5VHOEhDihRKDSMug/iurFfX1DJo8FMNGypTPM1IPL1sxYuf/L91/++I9/3mNoykTZdt4zLN2lr/lG0Epg0lVqilYQUp43ecAnk30dGbGkze8gQ+Y7Xrg8y4HUocxprkLG259vL4eQgrayEK2OXNRSti9Wlycei6iMOL7m9Q9/WJotzTSpX7/toUWZTrlMnUim0dou/LfLqPmDeG0BEIr559hXMdVvi/TmTdBGw+iOh8ephhhO9qvQYXLJzJtxRSlS8pnH/+5N3DO1RCr9fGfKcJhEnguDgNpZIDZJqLzUGbHr46371yJIWb603EoOYh1k0qU5ykt43HFkqrSjE2HNSOMlvsqoVT5LbXsuw9+4lNIoObuPlirVhzmMjmXq6Ndjhet167f+69gY8s5TfYlLCeeJ5keRumhGNHgygxPQ/JKVYx9Z146p0f0DYMbEX4wRPMrqEj6x2LKar6zRLWsm2J0lRhNxIgyAT1lZqmhtHCtMP0BuJjV2zVwobKu19pkLNxIq8OWCTXVW11Pttj5L4SZ8BWOs4Uholq/lUc386GgKHbhQBM6wqrfZukgPuvQAvRna6nC5hMTIvQfx40sZjXd3pn+8+dodA2UgLcSuz2Kbg1690pzMqcGYUbq8xrrsEW65PH+e4BLVpiZkmR/s5Oyxph8gURohDYyz6S0kKMo9Siqxt1anKoT7vCrF2uJ8qYcal+G1ECRum4tHOCO1Y62kBn6NhMlqc/4xFczOM/F6RrqzdMUysI9Ne6Ta6T7UsXus2uISU+6LQvfoaotClbiwtWPNdr1+/9D44zyywdP9mYz8ah5qLbZ7Rnd87TrRL1vkPDIcJsfrdHjKV7tN5iff5B1D5FODv4Xl7MAFaQDBzoUXmcRfqhFlJ7A2Q1OtNpMzToj+9Y453dqIL8NXxVXHs/OSuokNgpvq4+VUur20AKlyUeM0do28IXa3VMI8vXUB8OEiH9YVVd5HbqrryMRve/GdhE3+OSEcgXvC5Bh2xeg1RBL89McMwxtnWXz/B8TZ6+bZ0N7AwWyPy70LrWS+Eu2KLltHbvJ3TMFrXii7z2obH1xgB+1+AwBbWPnt+uIwa4F1GdMVr3gPyrgvFjJibUv6rEr9yyzh4H/LiTeafIgfo1D8BD0lomVzQZZBlKXjBfRHWs0gXiXcDTtAob8AYD2GLKyL6CXatma0yh3a4izXzuEkNuqNUXnB0qjulasBfWikflWc5zU2qJp3w+d1fPzYqcTjXHza/6R0fl/DS+lplaH7aEgqFAIbK94Gs89m4B4NHH6Xk+/glsqDj4oo7O052+eObYKxhAInVU8zyEv08VklOsX2skoY9g2qTkBOQIhv2f3A7Ma8cijfHdulKkGzgzxfQttjzydTisBFMeRDPwhRJHXEUNdXYmlq4dXTkJ2cFC+vgmF/fWzesFzkBL2sdCbWticzqTJTsaupLB8Q0wjPPfR+mj0YWv4k65X2xyvoZmBCYIOPfH4tbuURdmSSKlEFaC/lMfIg0pDkf2hzyCSuF9YeC0Qa3lyFR/x5xUhL5dQQyjF2ygjW50QXyDdr/JAK+2+mRc0IIAz4lsGeQhqzMou5hSAtFuTvvxjrVnFpC4ku188fU+ltdsRWnbRE6DqI1MGcBA4tjK75dzlIbU5l+5EmhDmvoUoNGljWy24nrjjlRks0SaX7UyiUIXWxNv9a5qIQ+b8rdyMXeTwPq0OZ2Nwca9ogNr/S4AmqUKijatAraz5t/Z8oIXIGT4PUP2ax7ucsgpkjRJ46BmnvWBNwi0249Wuk4zNa4Wc5Z/lc0r4T2TS1kKXjC34P+s7GYexnRyteZigfJ9t2bk8xeiTgJTbbmER0TGxPtDig7gavh8ym9X2LLW04/X/usj5CLPNEpIxLVm1Wiekc3sa1C7k3Z48/L8Hvfk3cHskQ/TA+qCqYBBXEg2+vff93iLYCzbMJp+5GOa6mfmPP+/GdtDTqfzGGSPt5So8nf0yM23lpdD2XjfRjXil4egPavxpln0xHVabGPolNh/fO4i071X+7r8HdqKAZAbRKFG8r/YFk+lwGbvP/XOZIdLKsR76zNaPM/NST3FRNDa6IFGQ0JLCrPoKL7eYHFK3IEqb1U7tDbf4Vzkj5zLTABkC827xcBa+MBFtId995P4O2GGngcS2xtvF0KunKHWxKpCkp+yQXHjExRK51CnPK247VkLPpe8i5jkYmEnVla+8wQ5ydhglN0eiMSwxr6Ez3G/Fa6sTkIcZj8j9AXfmHZLUpMM9oxxlhPUQLgzya1oItYE5WVlOGZfwoaeEiQ4h2l/GOM9KvRs7dnhjFpX/EhiJ7SGXUJtdMT8v4W9hCLYRMt+PzfXUATMVGFmJn5OHHWKreZnJYSVkEXbu8RZ6NcujJX9HUKlcO7mE0ZMjSJ/lnKu7jarJIxpBT3RMdJFLYDXQ+UnYdJqH2vgpL9l1SVQpsr0oCJAeDfrrRenGbg/qeoDCjL75I5s5s/PZ6n6nYYtph7uZ7C1uFmb35b07xzHZ8GwNcYXNsWaStlBChNmvG3VyvyVQoo9fWp9o8Oe6f3a46ciOlfWuvI1mkEzoHFpG6pUoC5cm3IyGmL1dbEA5ISTJbYe4x2jpCZUQnGTyc+x+Fc6oPE/JkyjbJAlW/6cPApBd/vCWz5c++DwkkmPZAa2mSjTUQRhmSl+dvIIZWeSq7F2vDOHK8tkimOk0XU+REGxa/kUpTDHTn8vX9a9AGkthFTvDairEObH6NxyYpsjfgK4m+4WaAnUDNCaud5hXe6H4l1kkoJIS0vh7KEncu/XhdsJ50d/dfVqdm5O+wczNNMgc+e9xiNK5kvg9hw9S2jvip57+fDSxtH0c5hQzu10Id2Z7aSDQP2M4sq8xHWutWZUzmdyTSHcyyuwy15R8WgwDo+B8IlO8Vj71iW4Mp3o605K2pzwGPPmVeUqW+xOZ7LamwKeB2adOiaczXzClnd4Gt1Tdary7W48zc1XV+8YA9CX6VmZ022xdk2hnHxuuA2VBmnKFyPNb0D3//+lIdYMer+ALnBkQ//jf46dKguHaxF/8kAB9cbSZ7/60Ld9PSKuc1AvDo3eeMiXp3hU73kZ49DZpiYnOtVUiVPXgRgGAPbKH2d2S6HZ1hswOw+B+jPj/9WSoz3Lw0Awxf5nAqfb1tI0j6vJu16eo/WUQ1IThM04NTf09E9Fpx/WvnU5DE35/p6bIA7nsOyIzWTwcmos82S7ckHJ8jpqINfhtI16B86nqcpmVOn5ic1wFW/sWQRvdhfojaAOCGd65vx4JD+onCkIJdOpY+iSCUjF7T1YAVpx1G/XQPBCMxlc3vIsrb6F0AXPfQfbZKJY3RUWlTguP/vs2bf788/RD8p0ncQjU2hb/KepHH/6k6XF5KMbX/HeB+kKwXvhQa/zLdHCfWyRvDFSXOOgNg/66e3seLTxKNfk+hvsikSYRskHXXUuwM4LzT2c4yeVqWRcH0LGJdXTXiXdhaWzcusyXJ7QV+OHxarrafRBslNpEs3XICbeQ6gb6seE3b/Ti0g1J0uH70wq9k+1fxYZjx4EeoHiaWgwAw9ngFWaftvaqaPpopWcuFEvUiDq003exOlnbX9VofMkfaCaR1t2u5RlxUK5/BICJBqbaJNq1H7PN0afDxLB1rbiF0XmLjO0k1mWHN8qiy4sGvUTjV07f2ialznLNxaiUu2oJBh7LY7aeRVUYD27qymLMk4sARyN0Idtt6jedv3W6H+mfYsOOHtegEOG1ulcAqIy9WIaH5wcyQLuZf3ECAmtHA4a60OW9NW2o+NfEM76xf6GguE2lG/z2nszWcNrIGDn2L4ijumFsyv+unGQAIpaPfvs5/FPeJ+wjJCY/6Gi8NthuZVQCAyvfUs6c9D7V1+wzW4c4+iSHdghFNEyC6eBSunLYBqxcUCGBK6PMuzmCVqS0YzSQaruovfAR7VIyCaOzBlmRH6CCeiygFpNVRjQsKNkY6Y+tE9XErogWkmEV556b5oXl7CSMgxkW17HI3mjASaNomzughBgwv8Bv4ibEeweV+cXilvTS47j89HH/hk2AydXet4GkUDHAK3OJV6sRV4KYeIQPGafVcP8Pz9fm9lKN6VC/wyWqoK9wOJ3Eu50eYEARGQFCIibN5Z7TDfW4vUa2AubPQt7BUgROSrEQrzq7WyRZOiNBAe48h7UeaRTm1fqU798erdQR0CwUXPw0B9NLfcPs8CJfSdEr/u4NTfdSfxjUj504kcli259qiX8YuO5a8lW0V3y1iJ+kPGAKsAnaTBSwD98DL4DvYKfZpToCQIZQILeInPgm5hR/nZwQgsKh6VAuqE7UO9ZzwqvC28JEoQyvRo+IO8RMpC3NRuqkhY4uxxzXntVzcdu2k9kVdJB6BJ+Dp+GH8B4Qswn7CPOFLYioxk2ggDhE/IH5Giie1kWZJJ0lvkBFkAplJjiPvIb9L/pT8DfkexUxxUbZT3qESqUyqkBpPTaFmUHVUK/VZ6is0Bk1I20Gbph2hvU1n0TvpTzIwDDLDzhhijDJ2MqYYRxhfMzXMzcw3mB+y4lgJrDZWiHWfrWCPs9/nyDhKjpaj59g5H3GD3DXc3dx57jXuM9z3uL/zkDwBL5NXwAvyBniHeOd4T/He5P3Aj+Hz+A5+I39IB8IIsLD2KIIUYuXrKAVKuR0dsPNNkxOmvmmjNN/aRn3Nxf/fv1Nw/NSZUwUnL/w8ccdem49pfolghx6EtgHZtk2Z/02GsxmkjlnxiuIEAV1Vbn31VqGDFK7SX1sVECC7feUv7SE3ME6+3LXnIYTui4evlmrPhUhrgpoPyGsIHRzsbz+hD5hHfyvfOWYlBav4FFKmPH2I5Uojh6Ybx48ezp86CwK4eJLneOXP5cmmxABGUIzsbmju3N2+N9+plYJxF6wUehapNE1SQ6wz3QoBFhDMdptPkasw7eX/WWfuesHzHtlYY1wNMFpq2TECpj/69tgDMDoBlKwIYkvEq1x7vxkfTyN73drQxPEL0Hhtio3OR4mW921ptVIiwPtioRnGbexIKDi+9tyRXQSuI8ruJKOoGAp1lEFWkk+cPXPEp7yuNOdqEQuVJomR/e6hZFumwv7Wl4/Vn7QT3bxGvDR0OVhdFZRHGtX5MjbdCHOn62rqCg5CGKuKBLLJxbSLGZKg3hAaxStxYwxhOPpJCM2ZaJdkBLJM8+PwL++lsdPYMVWyRgpdtlTkPE2TcCHojU60IYhpp49BqoKr7T7xDU78SnT13pQb2dviDuY6kTKp1BgsrjAkhmAEapkqT9EUdTkAZL63y9IIIadMZUZr05gdtOZ+c4MhcZImXMeQWI5lx8eoUZzlT3ruhhGhVrxabogwDvo/mIEQxh2oTU+FijVEcPhZ83ouRkrznJbHkvn/ssbDiFFsNsRlEenJ9LlK+Z2G1gp7M1BaKQBdSv6txdoPJrMbURi6XhA4RREIR1BkOIbCJDcYQc0Q64NUxfoZYjL5gqJRlyrv/UlmqfY3ZrjVFyeccOorelXSIA21F3KSSHc81wyFNnqx2lJyWmvDW6V0lqVpVmhYnCSprMXnhES0f76vTVbpPfX1tdXVolq/v765ta0x2Njc1FBqSVNi/v47JlFAIIRxlyqVSK0ahlKskDIf0ybAQUhrnOv4HYQQUOXKc4LDELLVBeV/PUm4X32gLZtDMBvu2btcDwGkN8417ARBGPb92itT2AIteuCkfTWU9SlDxZmhJAiKIss801Wvc2s2x9l454lvwe1OSiVbrU/VQLHi8aifhw7GgV4vnpOME9pRgDBFCvGDMK11Dx3PRVr9nDASD5uKCmEzx8AaGF/HIIS8OWdLZzAAhF60P/PA/V/zRQD5yfhCDIHKc2MlZpumkhHPSnwLvrz1+bHjR+52IdpIooQ8qwJSFKqab1aYZCYUuXwVgoOdfG7copo4yXjBhtAlmM18+bXU3ghpZrFMjDZdX5n3V8/6EcowUHFe03XTlsencp2i4WRxVeVcN0iLssjj88K444yGSI2xDbPN7+cwhOmzgcWc/99BDnxc1yEDMzuCcoJw8kMfI6SSV3/ClIKNSISt9RH0DdejgdFDHVmLkQhjkMwuCguceEPTTPd4vlysthhJ0xRxJBM2mmhjBnZt6O1CYdZp2GQ+8UVZH5hqz3AcI+wizbMJBeBnZe6ZHOkrjF847A7Lfma3bEkLkfBSNM77lxleIV8B3Qwe/HNV1z0MAASC45c5l9q/WayzDnMJI5WicBEEiMZF87W+kgS+583CsCvfPQwdpJLnNDuF2Ck2JsOFaX71SiRaktkwSKoyRbRGW3M+Cbzlk75nWVGRBxp+ttziLMex4kfFgtxtmZi15C1he5VieQDLHd93k5Mt/PKPL3zLtKFfpEX/pqg6YTD/M6visjQohk7ah7Z78PAhf1rMQxji5aX2+xTRmJfkaHsSYgyal3oZIaTRPdPTiVC0LKQ3lxypoHiXxBimT7OlcwhIRXLfCSdL8taWbwVbFVYbrUy87GM4fsjQFdmMPRU+G0U8WbGAIVxhBNkyVFW3nSRwv/jt3uGCcgn/IPLf7q35YRB45/r9Y8escLf25wRCFOL2UldCEfFgstVKWbJpCcyetn6EmNA4cbcd1h9CXGy+Jdw6DLANwT7Y6GqsDbbb67A8xxU44Zhcu2yy1QH713GyNy4dmHv/w0klNIZHP92bWv82PTXTvbbZ1LOpDl3lJWVAuQYr8hTHcRRROSriugh4SBkUr8a3b+RpEGOMdWWv0o3Fl5u6ZG370f8bxL1OJuwssAZFUN/FPrswj1PmpDCZSgZ/Zyz8yMofBB00bfK2Oj2S56t61focoyhF225Wz+y3w83d9d3tdrUG50lXI0berTKrb8mF3Jd3eeEdi5HmDTeB2uqWMx3MYcKU2hyB3WshbI/Vu56igAoFIk3qJiyz7WKa52U2XbWrptujQCChOBHK2QtQUFQUqiYNXEuNXbW76t0a08tIKDNthJeYkoYSGE3Iv1/8sXpJWOc6NZNHJZI5AkGSVmuwWXPU2mwTpPsHsoIw7IGjcMzg1ENfgN2hS0Yq2pldlLpYyOMoDN7tVKQ/fXQPNKtiowlK5myLlAxe66CFHF+IAieEUiadD8d63zRfLhbz2aJpV40M1tuvwHHHeuCLLrvuRvpLfpIrz7knpZ4ja1JCjShhV3poDPFOGs/X25sJSJI9eGTtKV75pb8AIGqhxkOx2KSpShpCM20F5+6Onygd0JW9OjR6NuR/+dXbp3R+4cqn+SW8KKCHE1WCnqcCxx43vS1Wyp5NL3mqmw03u35dxGndLARwjnZ+4vyL+ACwDlTygGQ/jaMkQrpE/I09QjsqPYwX9rrImJC7KwbPl7ssCpLprPD4Y8LhwFEhP9j6z32BCAmdV4O9XamTgLUHvw1206ho5LKuD+JpOb+FfmH2nFe/tH2ZpkXW37C0/dc+y6wtcnPmo41i2F4SaJqbVJvdndt+sMJaa2yWY4ccObbbJ88JZ5zz0B/+9NIb773zxhOP/O6+x/5X5OrgKSwKr7EeXzhxiujZ0wUK+/jvx6dyu3QhXwl98ecCgFj2kfb/wflRxb/AqcmbCCEVVwDNKJb+ZNzKpFp1x4kcVfKtUkOwliT4yj4v5FvZs9Fa1m03jBzWvROBIVEr7oHbderVF97xK5l1Le89pNPmhsT5QR5EaRhPz/Os5kb5ogMFecVrEK4KWz09qhAECfKNQR3GS7wx5FLah5ojR8unEYD4AiFjwlxTmBwNsvGaCLOyCEFBcVHImggUOTdUN9yCxdJog9lo3/T5pOUeMtoVvqq3I/Yt6p/DSYomCZq1PU12D99IMg9/7mE/STaaac58xdREpcYAp5vO9qNtjWamhYAD27bEE+BDGHcY9aEslI16X75cd3/sDshIEGH7b+kBn58Lj7IT7gy/cY+o3diwEvxgXIn3Y6R6N+wWIgojiOL5QTJbDTe3N0vsd52bNqvWRz9KU8BVMW5kK7i8ICPW0lizVv8uZt5IBlkyMRhyRTbUyNVb/cld25CAzqWexq3VptIqpDu1LAa3X3irBOsVQRUsd6rpBRV1vVod2ceyjDHgoFwFzuTUJ+XZbb/8Mc1+K8Yt+Saz74rI4WcKAfCgGA1Fsb+buAkDQQi5Gaaopfrk8OKCElEaQj6Nqot+OHRV2q9Mw1GSUcrYlts3kE+sonEprjFQZGiG4YSeMCF4jjvO/bZgOr5zlrzWUkeqD+avhnHsGuaFjS0dTXdJThpxlv68lhSbyy18Yey111tQk1LRR8AURHt1lZtj/kmW9tUnvsZXKmwkivZtiIAfhEEQdzNUm0cQ89VvX71/ervSXXh7vcEMJiaR6ZmMBcYaPvh3ZI922eOkmo4cDO3JQyGWpWlSsvyfMU3SRSGkxer0PA4ACL1np7IJiyYqp77KVCpjgWak2U2LEJajrEpEF02/eGgDLkGH+MALVY2rPxwhGAS8mwsq1Aq6EsUq1yCZhXSTYjooDTGDVJ7a40OfggbbGB+BavG2bGW6IXPKX30rpHVamWkkdaIS05/diDTPjVzmPqXUKDvEFUm2VYrJhv0wdCX9WuZaH3peub28aZp2/rUJaRQbV0Q7JHYXIRwWXxv7AYyXS6vLNqzCtclmq9L9jb6eoSIbiukL6nUqoCV+nFGhRnfGiCdASvQiDMu+fJ+Wa8bkmMlE5mKuvU8uSxI2YSgcJ8cvFFmEo6u2bYXzxXyWcx8i+Z7TXvGKFoSc7EAeWra8kFWotX1mlKKEedaf5SFGWu0ftkFQAu1hoBfyD5mtciH0/4QrqZJ0OZ2UIbKt+KomCyzFuNkSSbVcLErhMAGtArpBEqaXLQCtlnpi/SdC3t4Rwvhn/fiZ/hpaODaHrzRpjxiNKmM9GbYv3ukhmSxuCixNYCRFeLaq8Y//WudCTViS6AYpL2FZjsdlGbHdWJKX1zmGYQX44H5PFAs2nRT5wK1Ca8WrC0Ga79Vuf7s79kMoelC/WFYkEATj7d8FNiL4gqJ09r05FYIzlNF0f3hxnttnUh87RtzxUmbEE0KFY5MW09g0dlbEzVVpT/vJC462mfcsH9V7RDLrco0Wp7e8eXB4sKerq29wsH+9FYzBFBx8r5v+U6qD28F01/ha17Q0rysE22EmDjIegr1r7Z4x9iKcg7NwxjcehTnTzgTn1YMd+91VTj7otcSiviSdZrxb2uOi6qWtvKGm6W6iE384T55qd2iaugEg0JXw4IJomZbzHU2i0LIoyvbkIj/f7bftuu03EOAYYfLSYTcM85g/hIoGMDRNi9DlFq9Rra8di0qIM75EthY0tTmnUcAXwgiJgyHfjlDZHXM9N+E7pA35ArIFcgH/mwUzRNjgukHL8RO+F7BUuZxGspmEkPKosKBi469ojsvC99fC5ON6qo9ZB3kDc+nnNq7Vl4J532xHJeBqT6vEGh3zokQ2FPD0BM2OPnaFljyJ0tWjrqlcZvn4kkjjyHsCYnhFky+Y2HNsgNAxd2Xg+bDuIlo6DOGxjHXVFrln2Ndl6RNktThsemuAw0xWIX9+4PU/ZVWhOJcbba1WD0Wv5MCYXSQxeAKjkK5JDE7g+Flh1BghMUke63BxmSZGU6IYJHA0SVJH9OVQPg+gqSL/8WW7AYANuvQVWGyd79BU1VXRB3c/briWTmJppr+4KaschkFXh4ySrZrlrCi9ydFovoYgTPIX1xAQEHh3fFC07a5f1ZtVWTH3WK9MG2cwCQaatXYWGxi9I7ilVCA0c6C3MAT+rnVBdkmJQ5G3kXKsoCs6gBb9jh7BsLttBDxMgtzyMuqoFYRl2Ptky3A8fll6JjBFhmF5fabEZFsHDFKlSqa0i35d3+wJsMZKWTLf06ZLtWJRwiX6bGI2VyyTS5ofCSQahZmSFK/N0+uyNZlZertBCbqUDTSqVKo15qhUKr3Hniv75/W/xZVBE9rJLTtZHBfHjR2zRnOA1PDmR59+J7FUH63e/ezdZ+4eFbyAZaqLMME9ruoQz0FTYZ159dEEuVp2wmahRBt9okz/0WhxQZIUicQJivAdQ9dNXXHQ19L/tC43Rgo9jhiTAyW/+sOHeJ4OPcs0bVPz8LfKLccDSVT5gnff/lqq2AwFtZG+hRhDhKRvTNH+Dg5XYxE/K/4ePc1ZSdJXn3FhVucXMsje9vvWYyisgU0y4887QF7sWAJnJYGhCRwes9SJxVD9CcfxzSSK0zxwW/sGCCIcDRKF4CmKSZ4UCnwMnOJWkom7iiD7lFmFT+/TTLykEYNwuqM/9MrN6Vpg8wxXMoNIF89qoEKAoBoCYYd15ddohGlS0YC8/4hmvCZ/op+ehfDw6uiSEYShq/wxwKJsgse6R9SHMSUUOg3aPtv33SIyDOuHTzCqbbvJvN40nfpSuw2cODbEQh5Et4iznqQCQTG2er2I5zeYkVITIHqMHcBRNPjrptsGkK4vdN8gIPZ0O7+1KmPgYH5vAamBDC2GHG+ZxUuMR0OOPSsoKYTU8niLEn7brpdlPp2VYwC2Lhm2JmK3aSrhgr9zrcbvvWNSW+eQ8GI5mt7MsiSw/NDzwki+WhgtbnYJHyRqinCU+NaS5aXRpxe+2Hi6u72Ae4CODBHBpQg9KsvcWvZPpMLeilMYkqRpMvAsXdc0RcOPh9u/FKTqcmNXlTNuGimdbCTD11FwdYg5R9MsS4eu65kjj751zz/LlR5ToWSodHQSeJfvGdC9dh2btu340hvCCalqDkMw+u53mecgnbyWmDHCbjr7ygiEMOrPbW2bXyHTtG+itDQtNHpz2aUYRSil5/xv+Fzd3DR6YBr+j8RSKW1Y550uzmGXszXJkL5tOdplGTCU0l6BaWiMF5zct3zM8zTZDJNou/np59taY6DnNkReL5Isx/F8ca0PE4CgbkHX7z0UmDoJtBCyPXsYGhnPsD/g9147kyHRo9GQfudC6GAap49wdzj9S56kS/Xk8G9IESwFt3r9pIV872bzy5iRavdnajRbrj/0wNMuAVaNwAOqQph7zgKar6VFb42b88SkyfQ+vMSMhw9Nq8U0tSWeD7zEFx6zPG8PtjAlq67GMFE7dH3fKG+enFLfJ8CncAF/5NE0F0GVAoLZ8fB+YFoCUbRok1RBDpLXtkzb8A14Gw+TzVMKzkioZrPr/d1uduH63uiq52fLZljnJQoE1K8NhnGrj5/BHOYB3UsEkWP55o9jIE7S7BjBxcnzDXoyQC1bMC54UovXKQofgYu1+LZVBrLL6n9BSm/4UCgKQSkAXWNi1jrS03DbJN4toFkvncjfHhO6S6kAwfNDIirMbpfLpJVx+FwakUiicBQKe5fRMMt3M2wkhwbWDw8ZwTjshj2wi1vvUmu1luq1nf1GsBFGYSdsRgMjJnAUHoFzcBrOwC5njUWfwRMss8ylRDKdykpVJGToDIbcjKxsgwNKBjpYaIGpeJ5IbcjtLNsGNbm8Pd6dhg1qme6HlurPSTbbJGR70llar1akG3hPFXnbcEuUKfh9ql99MEWuOBP/4UjwiMuB4uXX0rJMfJUhSct0Deq3NUbS5GC0Myh/vR/6biU/ezhBv/WlKNC/vdPiLFapVtroi5DrrzVNlRiK5Zg4cGxdazOkPuh3r0lPu75hIdGGLeV2xAvgY0DqmqazdS3FJVGiKYQkPw/OmUHuUiyZbxe4W42SIhyglRCfok+jvG3qSAglQ+2M6XqKeN1c3uiaBD3q0ack7rQ2xlXszemZC7SuL+YKxQyh2qVZBH/Dl78NEWEIVCcWSHLC6af0Eb5dEtqlyKX4QRnF1KdIuTjf0lwBhnSabr928MCpvxsUWQ5oVWiFbU7Aiko5//v82pNad07tSHEgThinpL+A4cx2yRchU6D6KlaCMo4zsVL0G/hepsL/OAqS7ZhP4gR/Oq0Ve6AH4Xp5NXgTiJLAi7W/xwAsXDr021236eyL2Rg0v5suDi8O1uOTQ0XONsO2vt0ygKrVa762Du1ae61mjfHZtIl5wh7PxrFBO2aieeftdLq9ngBEHL3Y52CMPdzAp4Su2uLVAnb93zLfFn3p70pWixfV376reUUnjK35RY6RS9S/oN3U6RJSFbFyzHAI2HWoR+hUQ55l1V/iELYi6ctJlwRj8pz7l0iqO+v/JJbiRGWcxNV0vF5iFJJmWzTbwv9SPDmTn0bRYCvECADMPz+XIx0z8coTTmvRXjqFY3uLy9gi9Re0/Y0VfuFtiomBi5l3zBVWqg7Ds490xrOBACEMR3Nwlz7CGb9mLj9KXQtgnlHc9LF1u01HUBckge5pwRmRu+WhZllRPQw9lW3WYkBpCFFgE+8vSqgi9cR5lHlwljMQ1Vpp3qq00GRSrs7hJA8uIkjYRxAW5/8xY5EAo23XFzr3NgUzRLOeEDLXINwtMPDd3TEy094j1QwIzWRybJliz+eNlnnWMaYyrzYheZkGZNF4icCxfOXP2+uh67Z917vjyxls3wIKOmVaOa3WVZGKx8P+5Wya1P26RgHga9KkReNE08kWKE6PFOfIjIvuxKMB9Ic1dAJuMIbjp7xyEsTshXFSxgZvnvVGPb0N01RgNkdXsSWD9lB/LHRzZS8iYOk+4EXNRZSi1hlXxlEU51k5noah9YvD4wVN+ubYxD/pQ7w/mYzK/jhqbLQxLoCpaRxl9hnUV7xtQhC2JLoKiKBhjj0XIYIfglz1v8dH3+9FAz0Xo4MWVlGtur3/381/z5sSzb3eNCI4ZZcMbDdcPawpIk0yLB1SL0+kTEyVcyb+r+O1Jgo4iuAE5ljqd/oqsiyq55rEnurM2f3pOaDAh6JMot++zasZHDP0hzQro0RI7Frgg/aKrorVMHnanNUL6OMBX/12NBy7B19/cfX7GcrSi23ou6qhivecGm8x5JxI7/I+BaYFPT+I4iQhhEq6QbsHYRganTvH3203p7ZhIe4Do7yaZci6sA8IEf/YN0wbY9Ce/1BAJd6fAKTqrUvGFMPXGCKMLi7XCQQgDO1e2C/iIDDDKEyXXd+3g/hc/e/0qlrJhdCh6q4sH9F09HfVn/VLaR/Z5ztc8BIMQgsccj2NTwml3En+uulWS6wm4F5jtSit8kK6TfS3tvhIC9KvyDtG5y1ZR3OMn0rT9sOIVdWzRghtWp4+y2Dfkvch22EM8XYhtdtaimJCA3ToUbMtasbi6U+vqYrit/tNYROv1F7sb+gJLmW3SDliBBIhNnUKRWHji8F8C7M8bwYWKQjk7UtvO75RWLrFItL5skolQ7WaHX//zZfnTp68KS8y5XcsjJFQA3Y7sDXykVxSOCJbuucxzCMsLGBrNPukDag63diYPQooGcdhyM/T57p1P7Ntz/FnkbV0vkyL0DJ0fYqBFJccsM4qq6zIpT+Ah6R2MbVQsXIr04RVt70pN1qpC2yXPLWG/FJVYax3uEhMJDura73AsDZM3Yg9Lgbkq0sEB8Jc0KAzGz2S7MklklKWnKQHUSTSoq5q6FuihIaK9XFHomKD4HeYjADbKC/zq213StcoVNHMY2WeTVUhh0tBOfSHHmXihvECZYGspIIxTDkXB0cwRuAwV9Rdk0/sMnP5YyKg46iwGyL9xt5kfQrVUkfz/B9KQWa6a8mfqKVEGOvHsKVGYgZVePwYQWTBcHAUZ7nJQce5L8m2IcscwzJm2HZrS3GVsVdiDmFZYVR1zPcgouzPZhajQSWfw24MT+QLaVjhxb9l585IS+HEpfxnVzMWxtsCnNkbLeyj95TO4Bj+SD/GC3+6JO/mn89y3fMmAI1CAsKIgnILfynyzntfOVGSApBKxykbgQ+jqKqCIQ7fH5lk40uQgtJQ18SuEoLhPvpYbHb5xXJ4pHmOeXZNm4AJ/dFdgsCa41pymQ0K+jxSyOIl1U1mKbYqkdLgKIF51hb1yCUQf3z+PqUUypIi87YRvMY3dbMJGABoLtzLSGlqiq0F/fWy+B9hzKbByyaMedksneL+phflDjB0g6kyIBhnKGdIigQc+U7Bee84Im4MeWMvsHbaaHZjDwGXTo6poCCjtMCEc+P7qSLxTmiYCiq7vGaeKToOUbDMNDXVAlsBqrUdvh+Oq1hNTwgNYBRv6N3dCbumuVVZ0eW2eKfduejR1rJpub6rESPiGMTHnPxylBfT6WxRhcLo7ujGbDIaLi6pmqoqynMjLkbzLa5/rxhutu1q3XftolQ+RgiOq2ItXVmJnA0one9nMf0/lQ+QEdTuMYFDUZPDBHHHLlAriNjCe9iFCr4zF1ZV0VYyAI6t1c5nlCCEaIdp48keY5xYtthKgRMV41FoUowrLxRsx3MtWVSd9E0UqH+GOh7LhH4HUStqnpPBTdqRHvwZwUUVNg7GpzLOp+Mh1SgUOjQTmpR5IpGlq/t11iysXPt1aG2Cdnkw3EJvgOqG5fkJR+cbz4OV0vgfXvDXw36BH14DXmxia9ejf9C6Zgy0uZYO0lDeXlvFTfgHxA95DGWGD7Q8rVH96VyhXVfYT0dvC42LVDjFI0xPV5u34I4n/WsFdVurDp1ma2bSmrFWgscAM31lb8vzcV3VOcziVWUIolEQ2B28LTQZFIlQ+xzXE0ZS4Z00or/zQCT+XpdRB5YHh+y6QtrHPagmDdw16j1CWOF2qKZdIAQd8D2OjIGHRcdEiJ7jKSw2nYjlCuMYzMxAU9/A4ED/QJ/fkqcr8AdbeoYNGHn23Rg+2Nu/plBBg//3X8osFvCZDGmSMtddVlrsMaYnxnHZcZy+/p4hHdgg9XW0VucbIXN+eVPX4Ii9pwSABwGIo16tWjEHGTxqi2Ion7bpe/VnvnYGFZpASuAX04k7Gg6/HcEL0wpYw/59e4pAzVBLvnERZNVquBXu7WAopOm7mywM4Swn2RpNgDKClOcX1zLqF01+5ZipGFoKKwq0jq2cZkgSyzEUi1+UeazWOc5QXognzsVbbRl8NFu3XVMFAsWAAQuufgw4r0+XNyaN62W1sQLPg4I6ixJOKZUTIq5VW5i1N98OXfggJo5Wk+vwh8zb2vpFHARq8n4loTxDtqMu1gB3X82yAaFSkNOSyZfC8uJF1223h600DCp6Ji+75oZbd2mtdUJzUNfvAhCNTH4UQlAKFQVFGCrgqd+doXS195CMh1oePm5JXVSxiJASPSoQoevLSLG/HY8UDbxgKGRfn52/umywcij+ae7CmS9NUXVp3ZlsXA56dUGchnkzOpZfZfH5OGs9UqKG1uAjYYKv3V7osx6QVabPirWyRz7YFUFYTBe+b+A4KtBi4KWu59YIMLVqNFeTWAgKaixKnfJlPLOe+QDIBmoRgdCcmkAxulashUV9krUthxpxdh2SynMwWnzD073PbvLfIXQM42ISVapYoP5qNL+ASnw+i7J1mnoCQ1KsHBeRv7qrBxSYWiTAauEBaaBqWZrqFUXFX96icvBmo9EM0BIQdKf48rZdvYAX4WjroyRCWT4rqwTHJ3KNYnlgT/yHe+Ff531RdvVBoXAv2kv3BrY5CYj/oQpqC40UUvBJUX387a/671w2uoPVT0bwtWvEdxz+UlKBb4NAsrTuzMvbL/iWhGVW+ZiBKlJz8c8eA5kOu+wSNtALcgbPxaIElHF/aoGxnLHyuXT8yJIDKlXPCASShXUD90julnyiTjK1ZrDdVrsH7QZ7o67MZb9veJAh1Qq77HTANputt88tj/3jb4XyZoC9vAk4V6XoyZaKPM4D+5jMI+mJ468itSCPddQggmci8GtKF6RCc8KRAAm9AKNfTvmUzaruq0VVeflySJ9s8e4c09quwdRBC4ObxfXoB8dT9FdYULfVDu9NDcWA4p2CGwMBdR7eX18L/3BAsqjTsJBW3o/o7qBzoMFqNyu01YI8a9swYDgTkJDw6Q8nZP5d9E/Q0nMXw5jIW11ANX5HzZMwFhIeDbQe0BOobjdrMdjmT/dIeKxOQDvejeEYUl6qQEpvrnteeOmVIlftk1AhwN0whaPXkFEjegePN8W7JD/51MtL6s+UXLEmb2BDMVijzDPkGhZyvPI8QZ4HCDgQnAw6paS/EK03KFulU9/7nuX8boCAABNnT3xhNzEgou51Vm/o2Cnw4/5scREG1ykSIbpLsIomHeWZRc0ax4X1qWhlIXZuSvmFgZ7aoNfHondJvNVc922a3LA1yRWTZTNXeeRZLGNZYVFsvqvvqHJNu0H2+GK1WTftatlsh+aaApyrwZDZMpAZS246r67wtfljpPv/2l4NnubQFEnkDeXXr4Tl6RtfP1afe0sY06eCItE4219MfPryrG87UNFZlS+wdfs7qBtyc+DSgcehtPH0LdrhSwamWIfbq0sYgkCUpKMy9LQohN7QDq8sht2ejG1iosxbElnU5D+5oiXn5JcsSzLkOCg96AOmSpgI1vfPsDIrZtFotVby2ILpVPjlOiz1S+dyl9tTATZCjiQ5P3j1uOiz/Dnxn3c6SPz6BQekMVG/5VUThloAJbheYkbDMR1eHya/zuFkRdlQ4YJFU+Pd3kt9Yw83hKrmjJHAUgSCUpIKLnka1Fx8FsepPFz+vkK7n10PiJSFyI5vZcXC/YrAyNdbFA4JYZ546pWhor2byMF891o9ToWzTDg8O9Q3EMAg0M72+GKAAHnv5rxpo8JBGETzcxNETHL2dFikSTa9GcWhzYAj+6JQCMPr9/PHXeWp4PlWWykuFNhsAqeQhbJE48lpj7fiUDyO04FGMypZ4tlQQjR6SkJ24hwnqRUKRLFeI8b0o0412kTCHINPztz/juLd2BgJJJHpknnNfDTeGxIPP1sHNfNKL/05FPd1SVG5Yjg0PUh3lRqAqSU7IlrX2fJtHagyvV8denPX50wYBmGQdPaCwdxZGqNC7e2EQShUcRT4Pk/IFSUUsZC162kRGqi5xupPH1fWUeJzAxNZ1hNMOc24cqFRG1GIYQPOkgxdnWKSkRL6ePlwVqSqXndtFRpVt4o4hEquMaBI5KWLKU367EUthmWoiiTwerysl8uqQkbmfEF1woYGidbaWHFizrY8465debBFUk57KePthnZ89888CGir1v4wlyxsziKlkPmG6eS8bW3Cx8DNCZBku/Oe83EQ89u0yV2urpTfiiVr5D1qWHBWvl02WGeljXY66Kpb7iKWd9ZnR/6uPua6Hs/bUY1XJnVq4bujJhnWlX/Y6aDWZaj+73Jny3E8dnV4GkEAcZiWQ6lOyXB8lbXiYB466W4MwKRF68yhTrIQh3HqlwcPT/PlFtwsK+YaE1oC1XxCV93+7h/ugI0+cA0MGq9n46PtL8+cOH11d15kgZgRibsOgzevuqHeIhsHi/pGW2bkhna1Da0Zz0V1Ks1ro+6EzxW+8NG0uMMKMfP87PwYA4s66bYFGQXzaxR5dOXEC6PVLutWjdUFvKxO9whQa+Tvphjb/h18g7iu2a6DkJOeU52Bt0C53wTQVgB51YahclFB2pnT8QtqB3rj+kmRRVFMdDlf8V6FQOpmKZZx3JvBfKdarVxs62VVahnX9/GR+qRlBjWrkM/h1VX86reHn1y6Oosbj6P1J/TpYq3EGxSoCOByDXjO39+iwNBszrZbLi34gQnthC8eecz8rvUNSZIV3VqLwNRj0RkL7iry1GP/+rNPZnc89Eih44PHWqlfFJYs9Yg2y38hrOXE03L/y2L3dbe79cgPZvRDs4sdmyBwEEnQKj05TcdIxmvgv3LKDsShjAmnTwds7E93FHr0rklSpT2DfW+0OsMofKh0pOpPf/6uoA7UIcaMvunqvCdl1cnPBkEyM2tQE6c8CdR4rnIlUUzvwBLdUBVOZXcM3iU+tc2IVPUvGu36sn1lnf2XEI/+l69C/BeaMh2WlBIsFzQpEhP5imVoPT103HCuX8zGTy0hhj3FbXJxPRw6/TIYVP539CCZGmu11Wtw5L/d6T1VxUh0/JP1GPocoTYVLaJxoyr5h1B2vY45U7WBEEM8V86KwbtazPxB1xglhSiK/lIeAa78MY3lfex/eYiMZsPQGz0UBNTn+3FSLRVzdyXuMK1og4/gjOoQoaA/jEfLeZPT+mNa6Wvpj+ROxe/ViTqEsOv1PNe7WknuHUeDQxInPh9kXwjADMY0jRgnNgBBbnRbew2okr0Z9BIcBIN3JUy0EWWg0mV4sBZoXRAuhD4r8TBYXqfI96+LYwSzf0DHaFBvN+r2r5nc2xMTWqkq4N6ZTSf0vZovVH+Jyp3WklJ/HHM+sMvrDPV2Il28eJ/ZEy0X0+3P7yEwuuKHxkfgSXvdv803kG70TBVidJA92WyY5PlhnV0kL6KkLmstpZMiaOtjuI4NaCamAGEGVbn6kwR6flwurjAXyZ01DfWI2yWVhFektoQHcLvNBTdq3hXrriYfOchxXFUkBIoXfo6kGqP6svqgPUHpvjkOYt3zvsD53CNp0R51HG1/Gk/n1zEdw8o2aJ4kjC4WzYCrFr6PFIyIFpm9dhMQvvzlxlyjEIpnZ2kKQXFLHU8FvUM9WraGzxeT2QzG5EQyrS46y2NtST1R5hLUYwa6GXe065KarCvKn7b7YDhZnHmeMW5QuedIShWalvLrAqIGkfdo9sk9od2tSwl55gBB/GjVF/pKIYhfPHepcXaidnvFPy4c1k8INAIAAALdu402rjiGSD0rzOBx16QDC+ImdB4t3xcMwpqLaJxSCcgSpGNcvUnzMnv9m7oHS76iYbbAHr9AZBAdc2JL3YVx8T7amIIcU/GLC2355gqfe97V50JAvaTBHbcxxENwzECIaq+jsJqbfV46jAHkQwOG2MoAkce7o8WC/ZpDxTxoq43D0FqvRCfiBMFDGK3YD0GwlQ77bNOIFrofbxfxTSQIzUtQ6weKNAsZCc58brsB4GZbUZ5C9Prh+tIkZ8LFOEuKLmb3lCizK7ahDQfkYx35YTd7+8rydMNtz8JLWGIl+ogXCnf1aQZXLLPgPnm7mhR7OFz3F+7h57U+mBesREvRTrQdLUYrKQaHMVprcZSzdCfsi9lC/TiIMZdSP5NrfQG3H+RdsBjRM8s39LCY+9B4rzlXMI8lLPt1N1sFv2HxGn82yzQnCte+JlexwR0MPBi4BgPtAfGZoHb2Irp7NIClOUyE8TAPdkIyrIDmcAgSYSuMgzRnH/6trpZWv39387eqdk/DulIIQEHThCgncMiSpDAW+Ee3othy7YZzeUFHdJmrE8TcqWPNcopOcmQvnWLLZoJeJU23ajSL5/dDLIjxJyiOl4HOgy0u6AI4YrsuginSdQmcEa9rwBKxuhbqxSsL63T83zqjeFlnJSd0Ttmr8zKXLmDXuoge6BJepMtwXVeISKHW742AyHkYz9DtZhVCy3ly8WA5XZQYsJCIdiGkWeQVmYKVRjKTP1u25orchO3NyviVXC/UeDW9tPRO5J303hDpsxdy1ISlYf0BNb6vOEr3CtfdnRDRGVcFvbXMi81uol6fJZvoJsSqijoZc+Z1dzh/3Z3ImbdegDFdr3+1CQ1q1SyW6+YDlUJp/VNa9zpYSq1nufgu0KkHuUgZSxbwWKkH4f2GB6kSQjuJIhfSLrqEe/SXU0LFbYG+tYoosC7IbHPWW9hYkvw2ElFPi8VCmMOJeSZs/bRCl57qRUNNqGw4/qzps0hC1bWv+SlVcGDoCyYcye2Cwu42S01Ta7KykcGIb4X+Q4iboiRrhq0+58uIQvSHfRR3C32+/y0iCWmQFuk+W/Lk+M+Y/JGSrKiabpgWsCHCjuv5QRjFSZrlRb8cDEfjyXQ2P1gsV+sJBCMohhMkRTMsxwuiJCuqphumZTuu5wdhFCdplhfldDZfVMu6Wa03bddvh93++ub27hMgCIwAgSLC4EjIKKho6BiYWNg4Hyfqo65gbxDWVs1KYs/PggDRYLCSSoaeAMLBIiGawW5BF+hggQ6McxDkEEVzJ1QC5UxEWyQsNWEBNdpjQaS6I+NCR2MPvOlRHyOTW2j4aG8N1vfjrL6/t2HuZbB4sb3Yclr7i7LTD+K8hoMhh2gwXRkJLUCA1UE0qXYLs9oQCHRgnEMghyiax1x0BsqZiLZIWGrCUmq0x4JIdUfGhY7GHig1TlfrPboeMwQOujv53ro9dsXlOg7Orxh/k8yxbJbNL62cvjhKAquFXkPIxtkky7lKaAptlrX3oL5fcUv8XPSwMdSPRoyl4sJ4TYa4Hie79cGnbG4eEcY9oSJXz0teZb3p+PjOFbCvxK6iRg65f77WTpezFqgnuqGh25H/suyEUayg+m15xFWa5F6qOd1K9Uu8P1yxxHNufT++JI4+qKe+yu7aDDC+/yRW8KfapUb4nrf536Lbss5eyWYxS/+2nkA70tJ66+E/ll0AAAA=) format("woff2"); + unicode-range: U+0301, U+0400-045F, U+0490-0491, U+04B0-04B1, U+2116; +} +/* greek */ +@font-face { + font-family: Vollkorn; + font-style: italic; + font-weight: 700; + font-display: swap; + src: 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) format("woff2"); + unicode-range: U+0370-03FF; +} +/* vietnamese */ +@font-face { + font-family: Vollkorn; + font-style: italic; + font-weight: 700; + font-display: swap; + src: 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) format("woff2"); + unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB; +} +/* latin-ext */ +@font-face { + font-family: Vollkorn; + font-style: italic; + font-weight: 700; + font-display: swap; + src: 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) format("woff2"); + unicode-range: U+0100-02AF, U+0304, U+0308, U+0329, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20CF, U+2113, U+2C60-2C7F, U+A720-A7FF; +} +/* latin */ +@font-face { + font-family: Vollkorn; + font-style: italic; + font-weight: 700; + font-display: swap; + src: 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) format("woff2"); + unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD; +} +/* cyrillic-ext */ +@font-face { + font-family: Vollkorn; + font-style: italic; + font-weight: 800; + font-display: swap; + src: 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) format("woff2"); + unicode-range: U+0460-052F, U+1C80-1C88, U+20B4, U+2DE0-2DFF, U+A640-A69F, U+FE2E-FE2F; +} +/* cyrillic */ +@font-face { + font-family: Vollkorn; + font-style: italic; + font-weight: 800; + font-display: swap; + src: 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1wp2XwrgAh7fhQvMZHX3Rer5VoPmYz2zxPMl1dULq0v3FcfCDY0hXr6etf1Dz0ND27c8rPz122r3hDeNLp5eGSsubF7QPKcd0c89Cn9eRmN91ebwJ1c8AGNrArwp56AeAD06zUTJaSJU/4kiRM89NSTJQHghZkp0sDtdODPVdWepAo4xcVVW7RDwH0AIT8CEOe/3sjAIlGVFE2S8NsIisgVsdHGAyALJGagfUAhsib2NgYVrE4pkiOBMTF5drIqPIYk4iT/xMk4iZQiwlkLKdTUiMqTFbge1klUkhIBYXyXIWLGT9UVtG4686IrMoBl0h6SrpLVJ7erVbaqPgkpqgnk/xmUaMgNrkdRNZUmFZoDsKpRVK/GUVR5VKd7rkWLvTCkQviyyKkMsxjqUqmoA8mCXmBDyQfaTvDprgqLWShKoj9k+hmWO935LJxVw3Aa3tzZ8XSRuLtO+w6b12demMdU2AgoxTHiOsssVEU3+E6nW8V4mrNM2Kv2EyfFuFofl1UpO+CZet8wx9WbyZxPDmy6TnmIYki6m8j9dib5kqzTuI6HZVWiF8XDtnSGoehCEwUnEOYteFHgJR2r2XrPXN4AW5Mez9CpI6ShgwUwC4gPGIU32fEwq1ZcAlQhkYGqml0DAJqnCCXI00lj8ESnuMZa2SWrvHmRhMV+YqJ4LFjZGM12iEJ8irOCDXEGJjWIYqglpdhAXDfDWA1DlIfIL8ejS1EsiDgRlJ6MJ5UYqHT4S6w4oEo03uGugSwFZHq8aVmyaR3ITGElgeEqmVNzWJzVdOa/8dYGO8iyacODT7Gu2z0lwQ2qIYRQfAFZm2EHAJAReO9hlsc7/R4enH68SoJZsGNQoEzLpJP6u7yVtYf4F0YWG3YxhTxk5FczZAlL9cuckr1CVi9B89TkA8EoQF/rumm8R0sCk8mLrEte71EYUZY2qnse8JLpGI6CKwUv4gwWLYOFOELCjnTpF2pknBUka3+QONX6oWj7a+SIE9UfpO00nz82JTmujAZz3UOZB9ONLFvpFokg0NBJ07muLmHfF7VQ8WXMtkyfOlTPS4CMyv3+EbgbtumngheAUalMv9wf9ZwBgB9qjm2U/2mG00CTmgdk0EiFASfglTLRn0cc18XVnkwqynOdXyWg4H3MPihPAYwkNNmEN4ggnkZ85tJPErFe5TehAwMt4Xw6AuuFL74Nua2tcLRw1httBokjcrCpK9FqRqqpo8687eeQkdRDTvPADaK9LU8keIPfbBPeYM8TwcgygO+FwB5CRkzp1teNFvnMQA3xdOhRAb2cHqseOwZb2dTtqfOzAZ4KioLpd0SoKK0g15ui4kAm5cPZo60mgKFJvd/EuKxdOl2Z1GdYElfjZeJEylZRIH2wFA5o6LzYvv9eCIoxlADxjH7xGhuYpRaIEd+Nqswj2A7GZBLXwfKOlpBA/CJs9pfTB0tzH23rqOq0YtiVMc0IzwE91Gn6ZW04YJUkSdS10Wxs7mNuaPcl/eF3o+qhNisbziMwTlh6VFyJZuSKlEZubRvVRkyZNxnmt55ZwE5yXMTME5M4qWF3cuFaSXe5NmRL3WO/9z5/4Ow02Tg+Pl5PIgmsGk4EXElYnS9AjWIHFp/BU7ClbAJs+HOz0m3aZRDCUdzi2uf7UDDN3OLpIB12mDsfuisXTdFk0ZgfSiqWL2iqxszGZPXODj54Mwp5q4pJuMc2qO0v3k5gcELTuNCx3e9t7eYm1GXMdoIeSUCq6F1kle3ggxm1DIbfZlLYHio/qSmpRW+mQ9IsSL/gBbmJIS0h3L5wL0BuxMEdcMof4iqTorJOG6LS9zQkJbGce+XujKmBMZvP9ib+1z22SceCg8uxj5cbC+ci15XgvR/sesoRQxzal2vbXHIjOqwr0W3Qb1fkiTHj3sGmJwIBVUnHO8PoApZjSXI43y67eqOcCsTVuh2JZCIoMX541XJJmEPNgEpyjIGgmRsSCeWJEVo2Dic1LSY3cI1EJjfi6i59KwHX9U6zFcCOMe0vjU5PDy0IXKx3ajgui/aPh0ahkxLyhyM0kyOti4qdglJCi8USe8eyxM3IdTUwjWHrHMufaLzloTGfUdYVFYvp5SGMdMcRl99gTJOULCCV0RWMavxe5hnSiDZUVnw2fhtda6zxNO3Rdes7FcGf4nJMaW6L/nQHLSGdbLJPfKtWpsNJ5MoG/2mJvd0w9PRY/smX2AbmAEBR4f6yfsvjSCZ7wGGZwlLjd94YRogqgpMLF7vDQwsGibK21RKtMUY8GIalvlCHhOkNEH1ZsDh0O3BulJXm0dleaLsxrWik3Rmgb9oOZXtl8GardKuZftdh6U6v1N8z0SJF7XuhErx3RADJ2tT0ViC//OV1gS1ANOX6G8JjZ/ViY6bFQ6TU5k2ppbla9TllnLm60PdwddTcbc8Vt5fziNrw5uSU0x3kKf+Xy6ws63nuaPKjTV2a1YcNKXLedjNuc2GnH7PvUeR8Jd1m9JkXonkyhPyOyGGznkjDth8JuYkOcgSapwU45gEAjazFTziBhpF/ItGkwyFvJ8Ipy4sSmHILMCg8dDYF7qFj7gS2eVk2ZGL7Y9VkYXsIGQnfvN3qIuqWUV6iLgBbwIXmonksFvbR90xtSHHQcO79RmtKkySropx/ce+Ggw6f0xw5ABgtVzeDE7i6CD1Q0RMKUZTM5x9Ace3maNLXZZSh+XAyY4Aum+RegPbU2yicAZSXYxLVdjp3oRi5E8XjzdhjVAupKwktrjIPou7lb03+2HgfIlgtscLR6tKbfhGbyP4uqswT++myV2p+0yV0bUwbcuxPgHMi2JVEUyvZoWllIN//T2P0YVdGfd8ehIcnVXunBXAPkcsHO7g6azMt5trSe5CN24G7jUL5XHfcOyW3zPuLqSNTy6fBhJ5EtV3SqaaLRYtzKrSesjghvycxwQbv1xiJbMRx0LEFkiLggjcHZ8lWI53tCGyvmd+dlWVwOLykCVFtoc2OrypEkxaUpfQuH+RetWA8wHemDXviWbvNO0bHk97PG8iDM9pjAjwwE14tWctqX4O9utqWzxsIyrfetSsnWOvyNerYqi6qk8r94DHlU19GPSJutiwpMcQKrkybxdT874I3FXbFepKNRBPrNtq1VABzuf4f0uXgJ/T45b24cnsWfu2Hb0XDHQcoTm5rSuA45CnerwUsyplmRSRhtmVqb3XdbzlZFqnD+a9wPBuUjY0Z0ZFLZzy6Ki5IbRfZlkbUG8yqjt23zWKq0GNS3kJMBCmCBazJtjxGB4rJcfwbvPPeuoUfCmDwdtM+WZvQ2bdvwWoMxXj3tDpNCO3zfSe5I8ipO3+6SzNGkkscmulQamVkXUaZFWsHHsCCLxlhv5rDu9tnH45ARNLpg12jSDWKnAZxNeVZwfOQX38vNNvKhesxciT5nqJuo/RwX8phJDFXIbKFwoMcqlJc+nIxrZpxKKCaR6lGaNyLDz6faXzH/s9ja0CBz8CVOdmb/vGtN3QxxMufKFxgPOrSG5uMPBu/Yw2Zj8gJm2vQlBYFU0/zNt/sybeVWVd3pwrDXiVUiuXjvGLK8Y0iyOeO0ctjLAwnVdFa5RAqAGsvhpzQYrpIUkw1oriEKQRFPeTXKsCForRZQq0DMX1oGuHt1pzC1UxPxy4NzvPwa9+1f1ItD9Durc+C3JRRXjCI8lBnTZPzjqIoAz2U4j4RiMb7ZjH1fcStd2VZZTIoLuUBpE8BmVoePKhWN6VE1bnEpZhVKuoVEmI4zAevpZCOLWsjLREI1n4+/MpC1DsoE0eU1b6uKWMWzsqasjT3hm/Q8cNrHJLDFaon8Ee9O9wm8DIP8AKetvkYTZgbi9UF8AvRcUWec9GE6g5PD1fV/epZVJRG3sVW+3HEk6OjJYX7Sy1GrO3xFqGZDYzAKb1l6MUI7KSzvJgAUnKNxCDGNlyMckf2fauHYrSjynF1SG9TUhIaifsODlzOsSdK83CdclZVUiWHDXeLMD26+soJJfdFhKuV7FpgRmDHhxRuQZSZ2MLIOIltEqB1sNzGBeTkc5scYanRot2APT3iqQcBlpH2ALFbBpCguKiWpcYYXUceImnHx0vDEFKwhgLioJjyXKApd2MbyVTGsiLti1YGiRik84FW1/Q5pu/kHer0t3ltpd8/s6hnYQg4rhOhPcQKaf0S8L18leiH3Ar0sBzZcCv81bvnj3XR6HpfC8kx+hlLOE7cLF3jq4sH4yCs1X07pORQOyAZprRRrCL4AfUmj/aJdKL5MUzLRmhoABxVUZIZGUXIyjZbnKJp/+3I/bkLIUVb3oIEbgdtCGHmvXBC1mivlHti4x4jRrpLGModqh7VZGUIjgA2OkbwjYGxBPLD42p5DHmCQPxrb0jKcA6rhVKx80rty/fSgs2Eq5NdlGBmqvvNZUw+WubkPiOCQYJyJqVvS3M85/QpYDVTJklfikJHD+LgU7x1OdnuUl2n44ilXj4fPmDZxmMeX9ffZllihmo5O0UtY1/4svlkqdtnQFcb7gnHoRYqqT7xfK/PHcsCfmlD9evWAKApHsaMsDP3kWk0be6EuD9vHO0VisM2sCvdnaYR4xzAS3X4IUxrd1PF8BBCZTYeyuPJnMVejObU/k5QHee5EtbuMIbUEjE9hZGuIG6VSXiF/+IEs0TxsiOj6HWPqfGo/KI2OFK0Jnw4NNR1SBI+XFoCC0KHwyjUJZvoO9MD6MZ9am2OZtrn6wvaU2U0Q1MEyGhg5aflCm5FV459NnIZL+sh7kVoo/6OW4dsxxs897K+xn8y33mIYTAearMop+1QjmEAczaV5Bx94gSuoYRTkKykTxXUP7e8o6l51zj7UbVWtY5MsZGPr697yGmzjb6YPTEEYN6Qq7Ft5SBzmWFDUJ2oeAPiiKOjOQCbg77YVnjXDNfH65S5oRoCVVQ42194Mf1aI1rpVIrW6yPzlsYfma69mRx4iWO8n+c+tgi/XkN3O5w//N7hwDeH8OaCjdU29WJXim9QEC+r47l/Fe46d0xMJ6tdqAihaUA1dKnqpNco95SP9R/nJCtYyYmX/iKtprVlZDgqM88c5hbhDbA0S0qM6WLmzicQMrXeKU3ztqo98ngtrh7jDZ76sCdoFb84tNGpMvZ6kuyeObHUcC8nEZy2NB5cvPJD+hd5LI7IRJjKBF5wtf4Afn6TQKLMiJVutTZz1T65La2or/3Jlalvj5o2WtMjlntGUXpmZNuK/lGMlyx+9EaYxrJIuCGS2k599t+uuVfY09+amv+aYs+fqlrxKZeXV4RfbUEn4WqySX6JS9BXA2T5lfB/TSf0iW3b0jHPAYqDxoznHFJ8BsYkXFK8qJwrrxoaPZbrzbWYsFfEWgj/XkzIkvSgQeo0HMcFWQ4a40uGS9/MpDUhsmN4B7Fy8Haa0JnJ7CSVkt8wdHxCIBeEC2KdE0hUsDW1WRZNRTzM7qDeI1shWy86hS7tcI01juboRUezNB6vleo6HnGEOv22XqYYQkdgWsdghsFEJENhysAuxVERKWHGIqbD23QX01iPSWMygUnCSekDDZimaUqn0whMGCagMYMpykZTWooTGZpn+vqTyfCvPaxHhovCOoyNQ4qYpoZgiuX1hCRqtOP6i7ogMP3fr56laPaYPjStZzAjkBRNsnpSo0EUpvQ0WUSHpJ2YaExjirTRVK8OmCQV/l2Wp4hRGFMMG0fRkTRJUxTX6DpNqxOyJTk0km5qCCZZQaCZtwTTGq32KNkfRh3hKvhIvyawBmNEzLPCvOHEoYEWGIrlIPGLGi9wrImt6BpT2IISaHKigTZEEm1SpPjtFpIDTIWTZGhMnYi6v8QJDT2BwugI2Wn4SVZ+VK9fAnXf7YqcT6HAlOkfpa5bNGC3oMoQX/++QazL32gzFzeJ9Js8cEaF8obiJqVy9H7OW/HRyHvhCByGtbSyyn9vv1ZznuiRLVALds8VwqKOBUtt3ukEW8Mp/zSDgry34sAzdYvvemBJSQFQD+D15PgGu0hfadxHKPfmh8RDck8FdApjhPRG9B3550uhlkihuZIvsp2dqXYb4DXRxbXEmj0mR7vcLqmtAZ1SuvSLu3+WWA56wh9N2qJQgl/AgZnLWJt923NwM916JqF4qNC2E1EMs8WFq50FmgD30d565IH5El3jaLlmP6oaVe0YW1sSluny6tjgtiDOePPuXyXQzkDDym1ENGqp0ZIYU0FuLneKq0SGpbkjYLnQmlRFyjVy9mteL9/2P9upvPp6YLPg/qt1TEP63I6OZfdy2VGz0WSPRcac6tT6uKKsKoKfHl1BlIKzBEalWfjkvtu66On89AoXjbp0jM+/vIIS2TZ9GrHYlLkLP75DpzJfX+Fw9OAU2m+kFzuGCwa45T5QRoALoevwSQH/HwJa9+t/4bGleh/cf2w12mM7iTJxW9KLyyyQIFDHOKyDEqoulEc6CpY+l1NAK8sby8fHb0F85Ohjr3kFk/t+LCMGebcRmbYkQKozTvx9yIfkhzh9H3anX5hnkZGrq60oMhAkThQIBOOEop1zAseU5xIO5xOgRJl73vhQGtOMvsk4dL6NQUYM0mMAAtHcBpQqI5r6cxasBPsEDuKsWw6T3BunlODrJLZkxHE9zX52lPHel/Io9utzMs0XAWuYXL2sJ6cs2TdPswxbxaPOI0cSig9MDXTKqdNID55Ec6cgNBnFZ1mjRT90eVAxDebpUfVzbyGiwWA2sNOXeY7SidLpO/xF/QqTf3dZ7nn6elxhYPsBjzPBEDAaQmgbMSg/FCizZAdMUA/GjDajhpS1RWpwRVRJ31p9y21ddPiWbkNifko6kVwQKV5T3UtqOm+tXJNipP62yJSr9kzhoBIX1oEvya0tI6YV/1nyT1Aq6JFHYvQdQvElsMKm2Qkdows4E+HaylWyVO1wJOpUAwPsVXPy+1zPgfVqQ7koO93F3KSvEm57CzhbJaa8HNLvRb1w8RUFGhrJsVbKwL3FmhaKERdaF3j7VvglV0RtSnqdJ2KuT6w7frFuBUDzcnehaiqx+bqHIoXMumsAXIEZzGtU0ih+tBtkRaJMmQ8mh7DWq/ozBh92ZLmimRTE3Cg+kSyeDCPVdul3jz7WDKrWzyadfkrMiGQv+/hkSpKvOII6Siaeir7UJxha/12W7Y/a9XAmBXlv1cZZ9eWduqMr3PviT+pQurizg0LHTyLUdsFtD05gqwPsT2le9RFe/h9Q0hdMEoqvFxPJ0skwGsqMPVo+JNtAMP4RsK513ua8myrdMMemhzupo8fWfD7Wzte0V225/hlWJY1JjnIzpmpYR/ILHoo1+w+VYOaBZ1iyJeXTE1o8elfDhmHZjhkB+7FtVe6M1z7VxO2MbP8l3RLz9QByjrkaayMU4Su4xE9ye4keYsFX6reYhLwaV1Y8Q5PmPoFzOPrWGvWEUrCNTcokWyJLDs1JC3fZhUoW6591N+NlT6eMskR3mY4mV5ThVCSPM9If2qXtrlGATWwCgmyMcPfiCy1tFelJ0tVfK3xqszSfek/UXZp2tKacwc8uxpY1RXh/k9AzdoWOyL8t1YJen0BHf4aYW3VqTS+TsE1GKkcVqEnQ0qGQ6zCIFLi2qdiZKsK4kjbn1tlVTz+hyfc9WjVlN+y0EyFSf+GgnntwtDvaQghgze88mNUlRf/0AJ+3Pyb/A3b/4d5yOCrysXnDjAgfS3oCZp1j9l6J/kwgitNNCb4zsHqx++aYYj2oZwX3I3SPysY/c54VIIWae6+sPvXDyxj10ko+Fnn+c2gc+WoSNJZ/SFpSXRtxRcrYGsVZHkKovfdDwSkYHH66/oMnwv1ZTk82aGT5E1HmW4xOHNRCpZkz9SFCKX1DRdIq1hRteRFLh3JyQ/gi+oZKtXA37BEnXKS5l536zoPZ7gOwU2h1/Vj+bha1JKWJv9gVsboh2X2BnRrXTK3ghE6XtiCwuwJ7hxGf7YD4d4DIjoUiqe85DE9f2inMlGXDL9rTXWWz83MZrWgjxmxqDmZpcdgzWQ0oA8psbg/mPfztRla0F+eNa1UkWOpwBadhFWkgssT+CgmQVAkGEbf5etcTsi/t8BnTRsxf3qyeazoO4afcHqK3rjC3+rCCk1iHc8rGN4KPH4hNhOpI+vQmbBZTyPlKCRWHnqtJ6KmffVeusNCd48HYlg14jpIbm2L9QRHLMu7wO2+BEVaIiIVQ3pnv0YaqfQw4WXPXkfrsiZ1J5BpS4eVoKIJA0qO01uErqesqlX9gTLPtKOJPwbBs8DkW91+/m9VXGXlrPH4YnHjw2Rdtw/8M7VlleV4+VR+J2uVsGCEnLof/++nzNRfmF4jQmi6tB0nURDwx4zsYaf+pvVg9C7FBeFbAUnM45vH3tocVpDqvtVSEQpeI80jCH0llK+/dFhBNM65eGxh68AB/rR5fQZqNKLaORZZgZ+XRV6Ym+5G/X1TzY+CPbGHyqPmKCqgtUZdV4mk6cY9J/UyJy81uKKOTw3nmylR7WWqQ7mVR2qI6SOR2PIgKSJfO86wNBQf9xotz8FjUxE6fRtLECFiBwFvhQhirmn56kUfdAwZGX2F4OkRKL860RWY0pNWyddpG4IUPanMRz3Sqe9fSDMwIr7LBYvbNAUTmyCRWpLMv+gs/XWWQE8DSVwXJ3AxMCE+Lh1OnjmGRDw50cno/b9nJv0ujcFbDhXRhAQBELKSZx6a7PYdZX5xjUjLcFjAI9Y5MuhVlfJN3TI10YI0HyDVfDexUZm70fyuj+VYArY8vqPgyrU0+wBu4FiJ+nAqLYYN+FDC6AZ+PMVkmeHF+z+Jknb/vVPxN4Y6iuoIjtZLnir5iUhefqz97eJgbUszK2hTO2gfHqQYxB3oVepxSMvOmSBs1w5ZwGAtj2U+8zWgYvR8H7rGVh//YtoN3A59QzcdderhQrtDtuMFGXU22dnoYk5yulJfQmJnk7D8O35hBhUm5zxCN167QDJe74Cora6L+RBRUN8FkkOWvf9nXFIxJNBw7nBTlfe12kMX/Ao07hpYX9DY+tZs8vQnF1Y7TjEgWjB5fHb/nh2Trb8qHw3Dyb8wvlx5l1SXsx+aRuty3rlxNQuunZTlVhbFu5UPOrotOzGjMLZAmGIpH96emPM5xrCwcH8boBH011JQMD09kOoWxrSkpibUVJvAd7liDvaZbCWajra+92vMs85/tU0fwJku08EtxuvNPLkuqWV8ONBzUQBMHWfCre8rCrpi9ia+Djn+RmGf2Ot+rmjZdDkyM+l9mCgpcT69Qj3Mvdb/KcWxZrcJmzo6smNtSHCz+7jdxVdIJWkt7xJORMAr7l94IP+QFfCW7OIESu6ELkzQRx9L1AwLRusVDKc8+d5XFpL9z/dqu/oLdmpeyR/d+sxbUJfNr+3QFRmGv4H3lpjaoxI1fZUN036e41aUUJYjGPW+Hv3cgUqv1vvunzO7Yd4wHtrCC+02Sz5FaxbnZPUwD1arYHB9ic4fWClAS2JK3kMJfvsQ22AWvlH6DZkBOivHlAYSrOb/lwK+ZMUgpbHVnPo62wY0M2CFlSjs+9IpB3wdqvYGt2uxmtBUFNQQW1U0jTTtrMF5sUXuwi/dU4/Z6XAnG01Hb9dpt2lLlBNAmlKWh+XgGdRMWstx1prhshdAYOnnDnk44hc03RXCpq0t8Zni1IM3DqTLtRuW7PEl6szEFAlzKLytgIzgi6b253AHnZN3RwmJL6QtTKD43H62S2nvbELhBHG3JR5flO+IYhpiqba6oDc8gI7CMo/ehIbh3OovqiCYPaEuRoHS/pLLM4VjxP3ldYf+qxtJ6/k8Cg12ckFI1r6OxISIMkgKjP3+i8/6F78Dp9h2vB1HoqhB+BkRMkWZZAbkLF/2Fry3RYtjgnoMDRcxJKstSntHvXbRrn79RzOHc//0q3T7mfHqR6CNzYYJ76eenu+iTy+ZojhKUgPOssxgAXbcUN8q1Ixpa20i+Q5pREKGXPhcAITZdM0y832AxbKU7Io6+En6KMVlW53J35I8Fy7Fcd5kLYaiyPDXIxnsIA123qamlhO9Z9v37c71rE73WCjcffLtfpIAo+cXFjtmRlocHNbw+F7ruNt3RJVQVEe1XdN6OlBJtM/BChwQJL/YmhtcV0QAuxUb4UnvrlO1/vi1cnXOW9hag05N7sed6RH4mCe5rJfFVaac5Y51RTxVxDj0RAYMb4Plo8UhfcFCsrso4rFl+POsgSDrIN6jrB6tw9Qi9zdMrdmU0PahHfOkepXs75W/TvpAztvidH4wTkmWqk2poFcuGMiyvuMqJ0K09yWyiuIdq1NUEfTzbunja7A7Fn5NVupWzAAMSip5E+L4JCrXDp7QDHZRierTjBJ7l+OfVSDYwVJo8g/KhqiybG0sH5DmqKu6hyzib/cBJhIVqlce5OosMOxFFcBdrs9djySq2kmqQxAfFjUinKKaLzsh+Z1waGMjashWAt9jcWvaHG6UC6fHJu7F+ldOW3w25NpAqKXWM8RKnLd7ATc7HGsKELwM9jJS6jaZu31QtPclqF80sn7yVw7s+5c4e2xoBphCDMgQRNXe5/E7IHHxHmEoJ+3IHvIde/1/eR2pMKCog6aLfynzrQoohk5hmivINyMH4swPSNzxETc7Z8ce18Gu+/ab5PRFzfWH5ecenV87V1ec9q8h7D3Tux5gUlcWkXqtR0V8JMNUAPk0YOfEs27lOm99E20Uqota1bZkyFXnWZdtaKNvxDlJFw/aZAltCTj0EhbBWjAE5lOIv0WYb6026ENpCDMYfCpSBKAJp1k7+L3IHogVFm0gFXvOZfRLIwUtGdb4eXGuKKs0SlM11bYfia2l5VHOEhDihRKDSMug/iurFfX1DJo8FMNGypTPM1IPL1sxYuf/L91/++I9/3mNoykTZdt4zLN2lr/lG0Epg0lVqilYQUp43ecAnk30dGbGkze8gQ+Y7Xrg8y4HUocxprkLG259vL4eQgrayEK2OXNRSti9Wlycei6iMOL7m9Q9/WJotzTSpX7/toUWZTrlMnUim0dou/LfLqPmDeG0BEIr559hXMdVvi/TmTdBGw+iOh8ephhhO9qvQYXLJzJtxRSlS8pnH/+5N3DO1RCr9fGfKcJhEnguDgNpZIDZJqLzUGbHr46371yJIWb603EoOYh1k0qU5ykt43HFkqrSjE2HNSOMlvsqoVT5LbXsuw9+4lNIoObuPlirVhzmMjmXq6Ndjhet167f+69gY8s5TfYlLCeeJ5keRumhGNHgygxPQ/JKVYx9Z146p0f0DYMbEX4wRPMrqEj6x2LKar6zRLWsm2J0lRhNxIgyAT1lZqmhtHCtMP0BuJjV2zVwobKu19pkLNxIq8OWCTXVW11Pttj5L4SZ8BWOs4Uholq/lUc386GgKHbhQBM6wqrfZukgPuvQAvRna6nC5hMTIvQfx40sZjXd3pn+8+dodA2UgLcSuz2Kbg1690pzMqcGYUbq8xrrsEW65PH+e4BLVpiZkmR/s5Oyxph8gURohDYyz6S0kKMo9Siqxt1anKoT7vCrF2uJ8qYcal+G1ECRum4tHOCO1Y62kBn6NhMlqc/4xFczOM/F6RrqzdMUysI9Ne6Ta6T7UsXus2uISU+6LQvfoaotClbiwtWPNdr1+/9D44zyywdP9mYz8ah5qLbZ7Rnd87TrRL1vkPDIcJsfrdHjKV7tN5iff5B1D5FODv4Xl7MAFaQDBzoUXmcRfqhFlJ7A2Q1OtNpMzToj+9Y453dqIL8NXxVXHs/OSuokNgpvq4+VUur20AKlyUeM0do28IXa3VMI8vXUB8OEiH9YVVd5HbqrryMRve/GdhE3+OSEcgXvC5Bh2xeg1RBL89McMwxtnWXz/B8TZ6+bZ0N7AwWyPy70LrWS+Eu2KLltHbvJ3TMFrXii7z2obH1xgB+1+AwBbWPnt+uIwa4F1GdMVr3gPyrgvFjJibUv6rEr9yyzh4H/LiTeafIgfo1D8BD0lomVzQZZBlKXjBfRHWs0gXiXcDTtAob8AYD2GLKyL6CXatma0yh3a4izXzuEkNuqNUXnB0qjulasBfWikflWc5zU2qJp3w+d1fPzYqcTjXHza/6R0fl/DS+lplaH7aEgqFAIbK94Gs89m4B4NHH6Xk+/glsqDj4oo7O052+eObYKxhAInVU8zyEv08VklOsX2skoY9g2qTkBOQIhv2f3A7Ma8cijfHdulKkGzgzxfQttjzydTisBFMeRDPwhRJHXEUNdXYmlq4dXTkJ2cFC+vgmF/fWzesFzkBL2sdCbWticzqTJTsaupLB8Q0wjPPfR+mj0YWv4k65X2xyvoZmBCYIOPfH4tbuURdmSSKlEFaC/lMfIg0pDkf2hzyCSuF9YeC0Qa3lyFR/x5xUhL5dQQyjF2ygjW50QXyDdr/JAK+2+mRc0IIAz4lsGeQhqzMou5hSAtFuTvvxjrVnFpC4ku188fU+ltdsRWnbRE6DqI1MGcBA4tjK75dzlIbU5l+5EmhDmvoUoNGljWy24nrjjlRks0SaX7UyiUIXWxNv9a5qIQ+b8rdyMXeTwPq0OZ2Nwca9ogNr/S4AmqUKijatAraz5t/Z8oIXIGT4PUP2ax7ucsgpkjRJ46BmnvWBNwi0249Wuk4zNa4Wc5Z/lc0r4T2TS1kKXjC34P+s7GYexnRyteZigfJ9t2bk8xeiTgJTbbmER0TGxPtDig7gavh8ym9X2LLW04/X/usj5CLPNEpIxLVm1Wiekc3sa1C7k3Z48/L8Hvfk3cHskQ/TA+qCqYBBXEg2+vff93iLYCzbMJp+5GOa6mfmPP+/GdtDTqfzGGSPt5So8nf0yM23lpdD2XjfRjXil4egPavxpln0xHVabGPolNh/fO4i071X+7r8HdqKAZAbRKFG8r/YFk+lwGbvP/XOZIdLKsR76zNaPM/NST3FRNDa6IFGQ0JLCrPoKL7eYHFK3IEqb1U7tDbf4Vzkj5zLTABkC827xcBa+MBFtId995P4O2GGngcS2xtvF0KunKHWxKpCkp+yQXHjExRK51CnPK247VkLPpe8i5jkYmEnVla+8wQ5ydhglN0eiMSwxr6Ez3G/Fa6sTkIcZj8j9AXfmHZLUpMM9oxxlhPUQLgzya1oItYE5WVlOGZfwoaeEiQ4h2l/GOM9KvRs7dnhjFpX/EhiJ7SGXUJtdMT8v4W9hCLYRMt+PzfXUATMVGFmJn5OHHWKreZnJYSVkEXbu8RZ6NcujJX9HUKlcO7mE0ZMjSJ/lnKu7jarJIxpBT3RMdJFLYDXQ+UnYdJqH2vgpL9l1SVQpsr0oCJAeDfrrRenGbg/qeoDCjL75I5s5s/PZ6n6nYYtph7uZ7C1uFmb35b07xzHZ8GwNcYXNsWaStlBChNmvG3VyvyVQoo9fWp9o8Oe6f3a46ciOlfWuvI1mkEzoHFpG6pUoC5cm3IyGmL1dbEA5ISTJbYe4x2jpCZUQnGTyc+x+Fc6oPE/JkyjbJAlW/6cPApBd/vCWz5c++DwkkmPZAa2mSjTUQRhmSl+dvIIZWeSq7F2vDOHK8tkimOk0XU+REGxa/kUpTDHTn8vX9a9AGkthFTvDairEObH6NxyYpsjfgK4m+4WaAnUDNCaud5hXe6H4l1kkoJIS0vh7KEncu/XhdsJ50d/dfVqdm5O+wczNNMgc+e9xiNK5kvg9hw9S2jvip57+fDSxtH0c5hQzu10Id2Z7aSDQP2M4sq8xHWutWZUzmdyTSHcyyuwy15R8WgwDo+B8IlO8Vj71iW4Mp3o605K2pzwGPPmVeUqW+xOZ7LamwKeB2adOiaczXzClnd4Gt1Tdary7W48zc1XV+8YA9CX6VmZ022xdk2hnHxuuA2VBmnKFyPNb0D3//+lIdYMer+ALnBkQ//jf46dKguHaxF/8kAB9cbSZ7/60Ld9PSKuc1AvDo3eeMiXp3hU73kZ49DZpiYnOtVUiVPXgRgGAPbKH2d2S6HZ1hswOw+B+jPj/9WSoz3Lw0Awxf5nAqfb1tI0j6vJu16eo/WUQ1IThM04NTf09E9Fpx/WvnU5DE35/p6bIA7nsOyIzWTwcmos82S7ckHJ8jpqINfhtI16B86nqcpmVOn5ic1wFW/sWQRvdhfojaAOCGd65vx4JD+onCkIJdOpY+iSCUjF7T1YAVpx1G/XQPBCMxlc3vIsrb6F0AXPfQfbZKJY3RUWlTguP/vs2bf788/RD8p0ncQjU2hb/KepHH/6k6XF5KMbX/HeB+kKwXvhQa/zLdHCfWyRvDFSXOOgNg/66e3seLTxKNfk+hvsikSYRskHXXUuwM4LzT2c4yeVqWRcH0LGJdXTXiXdhaWzcusyXJ7QV+OHxarrafRBslNpEs3XICbeQ6gb6seE3b/Ti0g1J0uH70wq9k+1fxYZjx4EeoHiaWgwAw9ngFWaftvaqaPpopWcuFEvUiDq003exOlnbX9VofMkfaCaR1t2u5RlxUK5/BICJBqbaJNq1H7PN0afDxLB1rbiF0XmLjO0k1mWHN8qiy4sGvUTjV07f2ialznLNxaiUu2oJBh7LY7aeRVUYD27qymLMk4sARyN0Idtt6jedv3W6H+mfYsOOHtegEOG1ulcAqIy9WIaH5wcyQLuZf3ECAmtHA4a60OW9NW2o+NfEM76xf6GguE2lG/z2nszWcNrIGDn2L4ijumFsyv+unGQAIpaPfvs5/FPeJ+wjJCY/6Gi8NthuZVQCAyvfUs6c9D7V1+wzW4c4+iSHdghFNEyC6eBSunLYBqxcUCGBK6PMuzmCVqS0YzSQaruovfAR7VIyCaOzBlmRH6CCeiygFpNVRjQsKNkY6Y+tE9XErogWkmEV556b5oXl7CSMgxkW17HI3mjASaNomzughBgwv8Bv4ibEeweV+cXilvTS47j89HH/hk2AydXet4GkUDHAK3OJV6sRV4KYeIQPGafVcP8Pz9fm9lKN6VC/wyWqoK9wOJ3Eu50eYEARGQFCIibN5Z7TDfW4vUa2AubPQt7BUgROSrEQrzq7WyRZOiNBAe48h7UeaRTm1fqU798erdQR0CwUXPw0B9NLfcPs8CJfSdEr/u4NTfdSfxjUj504kcli259qiX8YuO5a8lW0V3y1iJ+kPGAKsAnaTBSwD98DL4DvYKfZpToCQIZQILeInPgm5hR/nZwQgsKh6VAuqE7UO9ZzwqvC28JEoQyvRo+IO8RMpC3NRuqkhY4uxxzXntVzcdu2k9kVdJB6BJ+Dp+GH8B4Qswn7CPOFLYioxk2ggDhE/IH5Giie1kWZJJ0lvkBFkAplJjiPvIb9L/pT8DfkexUxxUbZT3qESqUyqkBpPTaFmUHVUK/VZ6is0Bk1I20Gbph2hvU1n0TvpTzIwDDLDzhhijDJ2MqYYRxhfMzXMzcw3mB+y4lgJrDZWiHWfrWCPs9/nyDhKjpaj59g5H3GD3DXc3dx57jXuM9z3uL/zkDwBL5NXwAvyBniHeOd4T/He5P3Aj+Hz+A5+I39IB8IIsLD2KIIUYuXrKAVKuR0dsPNNkxOmvmmjNN/aRn3Nxf/fv1Nw/NSZUwUnL/w8ccdem49pfolghx6EtgHZtk2Z/02GsxmkjlnxiuIEAV1Vbn31VqGDFK7SX1sVECC7feUv7SE3ME6+3LXnIYTui4evlmrPhUhrgpoPyGsIHRzsbz+hD5hHfyvfOWYlBav4FFKmPH2I5Uojh6Ybx48ezp86CwK4eJLneOXP5cmmxABGUIzsbmju3N2+N9+plYJxF6wUehapNE1SQ6wz3QoBFhDMdptPkasw7eX/WWfuesHzHtlYY1wNMFpq2TECpj/69tgDMDoBlKwIYkvEq1x7vxkfTyN73drQxPEL0Hhtio3OR4mW921ptVIiwPtioRnGbexIKDi+9tyRXQSuI8ruJKOoGAp1lEFWkk+cPXPEp7yuNOdqEQuVJomR/e6hZFumwv7Wl4/Vn7QT3bxGvDR0OVhdFZRHGtX5MjbdCHOn62rqCg5CGKuKBLLJxbSLGZKg3hAaxStxYwxhOPpJCM2ZaJdkBLJM8+PwL++lsdPYMVWyRgpdtlTkPE2TcCHojU60IYhpp49BqoKr7T7xDU78SnT13pQb2dviDuY6kTKp1BgsrjAkhmAEapkqT9EUdTkAZL63y9IIIadMZUZr05gdtOZ+c4MhcZImXMeQWI5lx8eoUZzlT3ruhhGhVrxabogwDvo/mIEQxh2oTU+FijVEcPhZ83ouRkrznJbHkvn/ssbDiFFsNsRlEenJ9LlK+Z2G1gp7M1BaKQBdSv6txdoPJrMbURi6XhA4RREIR1BkOIbCJDcYQc0Q64NUxfoZYjL5gqJRlyrv/UlmqfY3ZrjVFyeccOorelXSIA21F3KSSHc81wyFNnqx2lJyWmvDW6V0lqVpVmhYnCSprMXnhES0f76vTVbpPfX1tdXVolq/v765ta0x2Njc1FBqSVNi/v47JlFAIIRxlyqVSK0ahlKskDIf0ybAQUhrnOv4HYQQUOXKc4LDELLVBeV/PUm4X32gLZtDMBvu2btcDwGkN8417ARBGPb92itT2AIteuCkfTWU9SlDxZmhJAiKIss801Wvc2s2x9l454lvwe1OSiVbrU/VQLHi8aifhw7GgV4vnpOME9pRgDBFCvGDMK11Dx3PRVr9nDASD5uKCmEzx8AaGF/HIIS8OWdLZzAAhF60P/PA/V/zRQD5yfhCDIHKc2MlZpumkhHPSnwLvrz1+bHjR+52IdpIooQ8qwJSFKqab1aYZCYUuXwVgoOdfG7copo4yXjBhtAlmM18+bXU3ghpZrFMjDZdX5n3V8/6EcowUHFe03XTlsencp2i4WRxVeVcN0iLssjj88K444yGSI2xDbPN7+cwhOmzgcWc/99BDnxc1yEDMzuCcoJw8kMfI6SSV3/ClIKNSISt9RH0DdejgdFDHVmLkQhjkMwuCguceEPTTPd4vlysthhJ0xRxJBM2mmhjBnZt6O1CYdZp2GQ+8UVZH5hqz3AcI+wizbMJBeBnZe6ZHOkrjF847A7Lfma3bEkLkfBSNM77lxleIV8B3Qwe/HNV1z0MAASC45c5l9q/WayzDnMJI5WicBEEiMZF87W+kgS+583CsCvfPQwdpJLnNDuF2Ck2JsOFaX71SiRaktkwSKoyRbRGW3M+Cbzlk75nWVGRBxp+ttziLMex4kfFgtxtmZi15C1he5VieQDLHd93k5Mt/PKPL3zLtKFfpEX/pqg6YTD/M6visjQohk7ah7Z78PAhf1rMQxji5aX2+xTRmJfkaHsSYgyal3oZIaTRPdPTiVC0LKQ3lxypoHiXxBimT7OlcwhIRXLfCSdL8taWbwVbFVYbrUy87GM4fsjQFdmMPRU+G0U8WbGAIVxhBNkyVFW3nSRwv/jt3uGCcgn/IPLf7q35YRB45/r9Y8escLf25wRCFOL2UldCEfFgstVKWbJpCcyetn6EmNA4cbcd1h9CXGy+Jdw6DLANwT7Y6GqsDbbb67A8xxU44Zhcu2yy1QH713GyNy4dmHv/w0klNIZHP92bWv82PTXTvbbZ1LOpDl3lJWVAuQYr8hTHcRRROSriugh4SBkUr8a3b+RpEGOMdWWv0o3Fl5u6ZG370f8bxL1OJuwssAZFUN/FPrswj1PmpDCZSgZ/Zyz8yMofBB00bfK2Oj2S56t61focoyhF225Wz+y3w83d9d3tdrUG50lXI0berTKrb8mF3Jd3eeEdi5HmDTeB2uqWMx3MYcKU2hyB3WshbI/Vu56igAoFIk3qJiyz7WKa52U2XbWrptujQCChOBHK2QtQUFQUqiYNXEuNXbW76t0a08tIKDNthJeYkoYSGE3Iv1/8sXpJWOc6NZNHJZI5AkGSVmuwWXPU2mwTpPsHsoIw7IGjcMzg1ENfgN2hS0Yq2pldlLpYyOMoDN7tVKQ/fXQPNKtiowlK5myLlAxe66CFHF+IAieEUiadD8d63zRfLhbz2aJpV40M1tuvwHHHeuCLLrvuRvpLfpIrz7knpZ4ja1JCjShhV3poDPFOGs/X25sJSJI9eGTtKV75pb8AIGqhxkOx2KSpShpCM20F5+6Onygd0JW9OjR6NuR/+dXbp3R+4cqn+SW8KKCHE1WCnqcCxx43vS1Wyp5NL3mqmw03u35dxGndLARwjnZ+4vyL+ACwDlTygGQ/jaMkQrpE/I09QjsqPYwX9rrImJC7KwbPl7ssCpLprPD4Y8LhwFEhP9j6z32BCAmdV4O9XamTgLUHvw1206ho5LKuD+JpOb+FfmH2nFe/tH2ZpkXW37C0/dc+y6wtcnPmo41i2F4SaJqbVJvdndt+sMJaa2yWY4ccObbbJ88JZ5zz0B/+9NIb773zxhOP/O6+x/5X5OrgKSwKr7EeXzhxiujZ0wUK+/jvx6dyu3QhXwl98ecCgFj2kfb/wflRxb/AqcmbCCEVVwDNKJb+ZNzKpFp1x4kcVfKtUkOwliT4yj4v5FvZs9Fa1m03jBzWvROBIVEr7oHbderVF97xK5l1Le89pNPmhsT5QR5EaRhPz/Os5kb5ogMFecVrEK4KWz09qhAECfKNQR3GS7wx5FLah5ojR8unEYD4AiFjwlxTmBwNsvGaCLOyCEFBcVHImggUOTdUN9yCxdJog9lo3/T5pOUeMtoVvqq3I/Yt6p/DSYomCZq1PU12D99IMg9/7mE/STaaac58xdREpcYAp5vO9qNtjWamhYAD27bEE+BDGHcY9aEslI16X75cd3/sDshIEGH7b+kBn58Lj7IT7gy/cY+o3diwEvxgXIn3Y6R6N+wWIgojiOL5QTJbDTe3N0vsd52bNqvWRz9KU8BVMW5kK7i8ICPW0lizVv8uZt5IBlkyMRhyRTbUyNVb/cld25CAzqWexq3VptIqpDu1LAa3X3irBOsVQRUsd6rpBRV1vVod2ceyjDHgoFwFzuTUJ+XZbb/8Mc1+K8Yt+Saz74rI4WcKAfCgGA1Fsb+buAkDQQi5Gaaopfrk8OKCElEaQj6Nqot+OHRV2q9Mw1GSUcrYlts3kE+sonEprjFQZGiG4YSeMCF4jjvO/bZgOr5zlrzWUkeqD+avhnHsGuaFjS0dTXdJThpxlv68lhSbyy18Yey111tQk1LRR8AURHt1lZtj/kmW9tUnvsZXKmwkivZtiIAfhEEQdzNUm0cQ89VvX71/ervSXXh7vcEMJiaR6ZmMBcYaPvh3ZI922eOkmo4cDO3JQyGWpWlSsvyfMU3SRSGkxer0PA4ACL1np7IJiyYqp77KVCpjgWak2U2LEJajrEpEF02/eGgDLkGH+MALVY2rPxwhGAS8mwsq1Aq6EsUq1yCZhXSTYjooDTGDVJ7a40OfggbbGB+BavG2bGW6IXPKX30rpHVamWkkdaIS05/diDTPjVzmPqXUKDvEFUm2VYrJhv0wdCX9WuZaH3peub28aZp2/rUJaRQbV0Q7JHYXIRwWXxv7AYyXS6vLNqzCtclmq9L9jb6eoSIbiukL6nUqoCV+nFGhRnfGiCdASvQiDMu+fJ+Wa8bkmMlE5mKuvU8uSxI2YSgcJ8cvFFmEo6u2bYXzxXyWcx8i+Z7TXvGKFoSc7EAeWra8kFWotX1mlKKEedaf5SFGWu0ftkFQAu1hoBfyD5mtciH0/4QrqZJ0OZ2UIbKt+KomCyzFuNkSSbVcLErhMAGtArpBEqaXLQCtlnpi/SdC3t4Rwvhn/fiZ/hpaODaHrzRpjxiNKmM9GbYv3ukhmSxuCixNYCRFeLaq8Y//WudCTViS6AYpL2FZjsdlGbHdWJKX1zmGYQX44H5PFAs2nRT5wK1Ca8WrC0Ga79Vuf7s79kMoelC/WFYkEATj7d8FNiL4gqJ09r05FYIzlNF0f3hxnttnUh87RtzxUmbEE0KFY5MW09g0dlbEzVVpT/vJC462mfcsH9V7RDLrco0Wp7e8eXB4sKerq29wsH+9FYzBFBx8r5v+U6qD28F01/ha17Q0rysE22EmDjIegr1r7Z4x9iKcg7NwxjcehTnTzgTn1YMd+91VTj7otcSiviSdZrxb2uOi6qWtvKGm6W6iE384T55qd2iaugEg0JXw4IJomZbzHU2i0LIoyvbkIj/f7bftuu03EOAYYfLSYTcM85g/hIoGMDRNi9DlFq9Rra8di0qIM75EthY0tTmnUcAXwgiJgyHfjlDZHXM9N+E7pA35ArIFcgH/mwUzRNjgukHL8RO+F7BUuZxGspmEkPKosKBi469ojsvC99fC5ON6qo9ZB3kDc+nnNq7Vl4J532xHJeBqT6vEGh3zokQ2FPD0BM2OPnaFljyJ0tWjrqlcZvn4kkjjyHsCYnhFky+Y2HNsgNAxd2Xg+bDuIlo6DOGxjHXVFrln2Ndl6RNktThsemuAw0xWIX9+4PU/ZVWhOJcbba1WD0Wv5MCYXSQxeAKjkK5JDE7g+Flh1BghMUke63BxmSZGU6IYJHA0SVJH9OVQPg+gqSL/8WW7AYANuvQVWGyd79BU1VXRB3c/briWTmJppr+4KaschkFXh4ySrZrlrCi9ydFovoYgTPIX1xAQEHh3fFC07a5f1ZtVWTH3WK9MG2cwCQaatXYWGxi9I7ilVCA0c6C3MAT+rnVBdkmJQ5G3kXKsoCs6gBb9jh7BsLttBDxMgtzyMuqoFYRl2Ptky3A8fll6JjBFhmF5fabEZFsHDFKlSqa0i35d3+wJsMZKWTLf06ZLtWJRwiX6bGI2VyyTS5ofCSQahZmSFK/N0+uyNZlZertBCbqUDTSqVKo15qhUKr3Hniv75/W/xZVBE9rJLTtZHBfHjR2zRnOA1PDmR59+J7FUH63e/ezdZ+4eFbyAZaqLMME9ruoQz0FTYZ159dEEuVp2wmahRBt9okz/0WhxQZIUicQJivAdQ9dNXXHQ19L/tC43Rgo9jhiTAyW/+sOHeJ4OPcs0bVPz8LfKLccDSVT5gnff/lqq2AwFtZG+hRhDhKRvTNH+Dg5XYxE/K/4ePc1ZSdJXn3FhVucXMsje9vvWYyisgU0y4887QF7sWAJnJYGhCRwes9SJxVD9CcfxzSSK0zxwW/sGCCIcDRKF4CmKSZ4UCnwMnOJWkom7iiD7lFmFT+/TTLykEYNwuqM/9MrN6Vpg8wxXMoNIF89qoEKAoBoCYYd15ddohGlS0YC8/4hmvCZ/op+ehfDw6uiSEYShq/wxwKJsgse6R9SHMSUUOg3aPtv33SIyDOuHTzCqbbvJvN40nfpSuw2cODbEQh5Et4iznqQCQTG2er2I5zeYkVITIHqMHcBRNPjrptsGkK4vdN8gIPZ0O7+1KmPgYH5vAamBDC2GHG+ZxUuMR0OOPSsoKYTU8niLEn7brpdlPp2VYwC2Lhm2JmK3aSrhgr9zrcbvvWNSW+eQ8GI5mt7MsiSw/NDzwki+WhgtbnYJHyRqinCU+NaS5aXRpxe+2Hi6u72Ae4CODBHBpQg9KsvcWvZPpMLeilMYkqRpMvAsXdc0RcOPh9u/FKTqcmNXlTNuGimdbCTD11FwdYg5R9MsS4eu65kjj751zz/LlR5ToWSodHQSeJfvGdC9dh2btu340hvCCalqDkMw+u53mecgnbyWmDHCbjr7ygiEMOrPbW2bXyHTtG+itDQtNHpz2aUYRSil5/xv+Fzd3DR6YBr+j8RSKW1Y550uzmGXszXJkL5tOdplGTCU0l6BaWiMF5zct3zM8zTZDJNou/np59taY6DnNkReL5Isx/F8ca0PE4CgbkHX7z0UmDoJtBCyPXsYGhnPsD/g9147kyHRo9GQfudC6GAap49wdzj9S56kS/Xk8G9IESwFt3r9pIV872bzy5iRavdnajRbrj/0wNMuAVaNwAOqQph7zgKar6VFb42b88SkyfQ+vMSMhw9Nq8U0tSWeD7zEFx6zPG8PtjAlq67GMFE7dH3fKG+enFLfJ8CncAF/5NE0F0GVAoLZ8fB+YFoCUbRok1RBDpLXtkzb8A14Gw+TzVMKzkioZrPr/d1uduH63uiq52fLZljnJQoE1K8NhnGrj5/BHOYB3UsEkWP55o9jIE7S7BjBxcnzDXoyQC1bMC54UovXKQofgYu1+LZVBrLL6n9BSm/4UCgKQSkAXWNi1jrS03DbJN4toFkvncjfHhO6S6kAwfNDIirMbpfLpJVx+FwakUiicBQKe5fRMMt3M2wkhwbWDw8ZwTjshj2wi1vvUmu1luq1nf1GsBFGYSdsRgMjJnAUHoFzcBrOwC5njUWfwRMss8ylRDKdykpVJGToDIbcjKxsgwNKBjpYaIGpeJ5IbcjtLNsGNbm8Pd6dhg1qme6HlurPSTbbJGR70llar1akG3hPFXnbcEuUKfh9ql99MEWuOBP/4UjwiMuB4uXX0rJMfJUhSct0Deq3NUbS5GC0Myh/vR/6biU/ezhBv/WlKNC/vdPiLFapVtroi5DrrzVNlRiK5Zg4cGxdazOkPuh3r0lPu75hIdGGLeV2xAvgY0DqmqazdS3FJVGiKYQkPw/OmUHuUiyZbxe4W42SIhyglRCfok+jvG3qSAglQ+2M6XqKeN1c3uiaBD3q0ack7rQ2xlXszemZC7SuL+YKxQyh2qVZBH/Dl78NEWEIVCcWSHLC6af0Eb5dEtqlyKX4QRnF1KdIuTjf0lwBhnSabr928MCpvxsUWQ5oVWiFbU7Aiko5//v82pNad07tSHEgThinpL+A4cx2yRchU6D6KlaCMo4zsVL0G/hepsL/OAqS7ZhP4gR/Oq0Ve6AH4Xp5NXgTiJLAi7W/xwAsXDr021236eyL2Rg0v5suDi8O1uOTQ0XONsO2vt0ygKrVa762Du1ae61mjfHZtIl5wh7PxrFBO2aieeftdLq9ngBEHL3Y52CMPdzAp4Su2uLVAnb93zLfFn3p70pWixfV376reUUnjK35RY6RS9S/oN3U6RJSFbFyzHAI2HWoR+hUQ55l1V/iELYi6ctJlwRj8pz7l0iqO+v/JJbiRGWcxNV0vF5iFJJmWzTbwv9SPDmTn0bRYCvECADMPz+XIx0z8coTTmvRXjqFY3uLy9gi9Re0/Y0VfuFtiomBi5l3zBVWqg7Ds490xrOBACEMR3Nwlz7CGb9mLj9KXQtgnlHc9LF1u01HUBckge5pwRmRu+WhZllRPQw9lW3WYkBpCFFgE+8vSqgi9cR5lHlwljMQ1Vpp3qq00GRSrs7hJA8uIkjYRxAW5/8xY5EAo23XFzr3NgUzRLOeEDLXINwtMPDd3TEy094j1QwIzWRybJliz+eNlnnWMaYyrzYheZkGZNF4icCxfOXP2+uh67Z917vjyxls3wIKOmVaOa3WVZGKx8P+5Wya1P26RgHga9KkReNE08kWKE6PFOfIjIvuxKMB9Ic1dAJuMIbjp7xyEsTshXFSxgZvnvVGPb0N01RgNkdXsSWD9lB/LHRzZS8iYOk+4EXNRZSi1hlXxlEU51k5noah9YvD4wVN+ubYxD/pQ7w/mYzK/jhqbLQxLoCpaRxl9hnUV7xtQhC2JLoKiKBhjj0XIYIfglz1v8dH3+9FAz0Xo4MWVlGtur3/381/z5sSzb3eNCI4ZZcMbDdcPawpIk0yLB1SL0+kTEyVcyb+r+O1Jgo4iuAE5ljqd/oqsiyq55rEnurM2f3pOaDAh6JMot++zasZHDP0hzQro0RI7Frgg/aKrorVMHnanNUL6OMBX/12NBy7B19/cfX7GcrSi23ou6qhivecGm8x5JxI7/I+BaYFPT+I4iQhhEq6QbsHYRganTvH3203p7ZhIe4Do7yaZci6sA8IEf/YN0wbY9Ce/1BAJd6fAKTqrUvGFMPXGCKMLi7XCQQgDO1e2C/iIDDDKEyXXd+3g/hc/e/0qlrJhdCh6q4sH9F09HfVn/VLaR/Z5ztc8BIMQgsccj2NTwml3En+uulWS6wm4F5jtSit8kK6TfS3tvhIC9KvyDtG5y1ZR3OMn0rT9sOIVdWzRghtWp4+y2Dfkvch22EM8XYhtdtaimJCA3ToUbMtasbi6U+vqYrit/tNYROv1F7sb+gJLmW3SDliBBIhNnUKRWHji8F8C7M8bwYWKQjk7UtvO75RWLrFItL5skolQ7WaHX//zZfnTp68KS8y5XcsjJFQA3Y7sDXykVxSOCJbuucxzCMsLGBrNPukDag63diYPQooGcdhyM/T57p1P7Ntz/FnkbV0vkyL0DJ0fYqBFJccsM4qq6zIpT+Ah6R2MbVQsXIr04RVt70pN1qpC2yXPLWG/FJVYax3uEhMJDura73AsDZM3Yg9Lgbkq0sEB8Jc0KAzGz2S7MklklKWnKQHUSTSoq5q6FuihIaK9XFHomKD4HeYjADbKC/zq213StcoVNHMY2WeTVUhh0tBOfSHHmXihvECZYGspIIxTDkXB0cwRuAwV9Rdk0/sMnP5YyKg46iwGyL9xt5kfQrVUkfz/B9KQWa6a8mfqKVEGOvHsKVGYgZVePwYQWTBcHAUZ7nJQce5L8m2IcscwzJm2HZrS3GVsVdiDmFZYVR1zPcgouzPZhajQSWfw24MT+QLaVjhxb9l585IS+HEpfxnVzMWxtsCnNkbLeyj95TO4Bj+SD/GC3+6JO/mn89y3fMmAI1CAsKIgnILfynyzntfOVGSApBKxykbgQ+jqKqCIQ7fH5lk40uQgtJQ18SuEoLhPvpYbHb5xXJ4pHmOeXZNm4AJ/dFdgsCa41pymQ0K+jxSyOIl1U1mKbYqkdLgKIF51hb1yCUQf3z+PqUUypIi87YRvMY3dbMJGABoLtzLSGlqiq0F/fWy+B9hzKbByyaMedksneL+phflDjB0g6kyIBhnKGdIigQc+U7Bee84Im4MeWMvsHbaaHZjDwGXTo6poCCjtMCEc+P7qSLxTmiYCiq7vGaeKToOUbDMNDXVAlsBqrUdvh+Oq1hNTwgNYBRv6N3dCbumuVVZ0eW2eKfduejR1rJpub6rESPiGMTHnPxylBfT6WxRhcLo7ujGbDIaLi6pmqoqynMjLkbzLa5/rxhutu1q3XftolQ+RgiOq2ItXVmJnA0one9nMf0/lQ+QEdTuMYFDUZPDBHHHLlAriNjCe9iFCr4zF1ZV0VYyAI6t1c5nlCCEaIdp48keY5xYtthKgRMV41FoUowrLxRsx3MtWVSd9E0UqH+GOh7LhH4HUStqnpPBTdqRHvwZwUUVNg7GpzLOp+Mh1SgUOjQTmpR5IpGlq/t11iysXPt1aG2Cdnkw3EJvgOqG5fkJR+cbz4OV0vgfXvDXw36BH14DXmxia9ejf9C6Zgy0uZYO0lDeXlvFTfgHxA95DGWGD7Q8rVH96VyhXVfYT0dvC42LVDjFI0xPV5u34I4n/WsFdVurDp1ma2bSmrFWgscAM31lb8vzcV3VOcziVWUIolEQ2B28LTQZFIlQ+xzXE0ZS4Z00or/zQCT+XpdRB5YHh+y6QtrHPagmDdw16j1CWOF2qKZdIAQd8D2OjIGHRcdEiJ7jKSw2nYjlCuMYzMxAU9/A4ED/QJ/fkqcr8AdbeoYNGHn23Rg+2Nu/plBBg//3X8osFvCZDGmSMtddVlrsMaYnxnHZcZy+/p4hHdgg9XW0VucbIXN+eVPX4Ii9pwSABwGIo16tWjEHGTxqi2Ion7bpe/VnvnYGFZpASuAX04k7Gg6/HcEL0wpYw/59e4pAzVBLvnERZNVquBXu7WAopOm7mywM4Swn2RpNgDKClOcX1zLqF01+5ZipGFoKKwq0jq2cZkgSyzEUi1+UeazWOc5QXognzsVbbRl8NFu3XVMFAsWAAQuufgw4r0+XNyaN62W1sQLPg4I6ixJOKZUTIq5VW5i1N98OXfggJo5Wk+vwh8zb2vpFHARq8n4loTxDtqMu1gB3X82yAaFSkNOSyZfC8uJF1223h600DCp6Ji+75oZbd2mtdUJzUNfvAhCNTH4UQlAKFQVFGCrgqd+doXS195CMh1oePm5JXVSxiJASPSoQoevLSLG/HY8UDbxgKGRfn52/umywcij+ae7CmS9NUXVp3ZlsXA56dUGchnkzOpZfZfH5OGs9UqKG1uAjYYKv3V7osx6QVabPirWyRz7YFUFYTBe+b+A4KtBi4KWu59YIMLVqNFeTWAgKaixKnfJlPLOe+QDIBmoRgdCcmkAxulashUV9krUthxpxdh2SynMwWnzD073PbvLfIXQM42ISVapYoP5qNL+ASnw+i7J1mnoCQ1KsHBeRv7qrBxSYWiTAauEBaaBqWZrqFUXFX96icvBmo9EM0BIQdKf48rZdvYAX4WjroyRCWT4rqwTHJ3KNYnlgT/yHe+Ff531RdvVBoXAv2kv3BrY5CYj/oQpqC40UUvBJUX387a/671w2uoPVT0bwtWvEdxz+UlKBb4NAsrTuzMvbL/iWhGVW+ZiBKlJz8c8eA5kOu+wSNtALcgbPxaIElHF/aoGxnLHyuXT8yJIDKlXPCASShXUD90julnyiTjK1ZrDdVrsH7QZ7o67MZb9veJAh1Qq77HTANputt88tj/3jb4XyZoC9vAk4V6XoyZaKPM4D+5jMI+mJ468itSCPddQggmci8GtKF6RCc8KRAAm9AKNfTvmUzaruq0VVeflySJ9s8e4c09quwdRBC4ObxfXoB8dT9FdYULfVDu9NDcWA4p2CGwMBdR7eX18L/3BAsqjTsJBW3o/o7qBzoMFqNyu01YI8a9swYDgTkJDw6Q8nZP5d9E/Q0nMXw5jIW11ANX5HzZMwFhIeDbQe0BOobjdrMdjmT/dIeKxOQDvejeEYUl6qQEpvrnteeOmVIlftk1AhwN0whaPXkFEjegePN8W7JD/51MtL6s+UXLEmb2BDMVijzDPkGhZyvPI8QZ4HCDgQnAw6paS/EK03KFulU9/7nuX8boCAABNnT3xhNzEgou51Vm/o2Cnw4/5scREG1ykSIbpLsIomHeWZRc0ax4X1qWhlIXZuSvmFgZ7aoNfHondJvNVc922a3LA1yRWTZTNXeeRZLGNZYVFsvqvvqHJNu0H2+GK1WTftatlsh+aaApyrwZDZMpAZS246r67wtfljpPv/2l4NnubQFEnkDeXXr4Tl6RtfP1afe0sY06eCItE4219MfPryrG87UNFZlS+wdfs7qBtyc+DSgcehtPH0LdrhSwamWIfbq0sYgkCUpKMy9LQohN7QDq8sht2ejG1iosxbElnU5D+5oiXn5JcsSzLkOCg96AOmSpgI1vfPsDIrZtFotVby2ILpVPjlOiz1S+dyl9tTATZCjiQ5P3j1uOiz/Dnxn3c6SPz6BQekMVG/5VUThloAJbheYkbDMR1eHya/zuFkRdlQ4YJFU+Pd3kt9Yw83hKrmjJHAUgSCUpIKLnka1Fx8FsepPFz+vkK7n10PiJSFyI5vZcXC/YrAyNdbFA4JYZ546pWhor2byMF891o9ToWzTDg8O9Q3EMAg0M72+GKAAHnv5rxpo8JBGETzcxNETHL2dFikSTa9GcWhzYAj+6JQCMPr9/PHXeWp4PlWWykuFNhsAqeQhbJE48lpj7fiUDyO04FGMypZ4tlQQjR6SkJ24hwnqRUKRLFeI8b0o0412kTCHINPztz/juLd2BgJJJHpknnNfDTeGxIPP1sHNfNKL/05FPd1SVG5Yjg0PUh3lRqAqSU7IlrX2fJtHagyvV8denPX50wYBmGQdPaCwdxZGqNC7e2EQShUcRT4Pk/IFSUUsZC162kRGqi5xupPH1fWUeJzAxNZ1hNMOc24cqFRG1GIYQPOkgxdnWKSkRL6ePlwVqSqXndtFRpVt4o4hEquMaBI5KWLKU367EUthmWoiiTwerysl8uqQkbmfEF1woYGidbaWHFizrY8465debBFUk57KePthnZ89888CGir1v4wlyxsziKlkPmG6eS8bW3Cx8DNCZBku/Oe83EQ89u0yV2urpTfiiVr5D1qWHBWvl02WGeljXY66Kpb7iKWd9ZnR/6uPua6Hs/bUY1XJnVq4bujJhnWlX/Y6aDWZaj+73Jny3E8dnV4GkEAcZiWQ6lOyXB8lbXiYB466W4MwKRF68yhTrIQh3HqlwcPT/PlFtwsK+YaE1oC1XxCV93+7h/ugI0+cA0MGq9n46PtL8+cOH11d15kgZgRibsOgzevuqHeIhsHi/pGW2bkhna1Da0Zz0V1Ks1ro+6EzxW+8NG0uMMKMfP87PwYA4s66bYFGQXzaxR5dOXEC6PVLutWjdUFvKxO9whQa+Tvphjb/h18g7iu2a6DkJOeU52Bt0C53wTQVgB51YahclFB2pnT8QtqB3rj+kmRRVFMdDlf8V6FQOpmKZZx3JvBfKdarVxs62VVahnX9/GR+qRlBjWrkM/h1VX86reHn1y6Oosbj6P1J/TpYq3EGxSoCOByDXjO39+iwNBszrZbLi34gQnthC8eecz8rvUNSZIV3VqLwNRj0RkL7iry1GP/+rNPZnc89Eih44PHWqlfFJYs9Yg2y38hrOXE03L/y2L3dbe79cgPZvRDs4sdmyBwEEnQKj05TcdIxmvgv3LKDsShjAmnTwds7E93FHr0rklSpT2DfW+0OsMofKh0pOpPf/6uoA7UIcaMvunqvCdl1cnPBkEyM2tQE6c8CdR4rnIlUUzvwBLdUBVOZXcM3iU+tc2IVPUvGu36sn1lnf2XEI/+l69C/BeaMh2WlBIsFzQpEhP5imVoPT103HCuX8zGTy0hhj3FbXJxPRw6/TIYVP539CCZGmu11Wtw5L/d6T1VxUh0/JP1GPocoTYVLaJxoyr5h1B2vY45U7WBEEM8V86KwbtazPxB1xglhSiK/lIeAa78MY3lfex/eYiMZsPQGz0UBNTn+3FSLRVzdyXuMK1og4/gjOoQoaA/jEfLeZPT+mNa6Wvpj+ROxe/ViTqEsOv1PNe7WknuHUeDQxInPh9kXwjADMY0jRgnNgBBbnRbew2okr0Z9BIcBIN3JUy0EWWg0mV4sBZoXRAuhD4r8TBYXqfI96+LYwSzf0DHaFBvN+r2r5nc2xMTWqkq4N6ZTSf0vZovVH+Jyp3WklJ/HHM+sMvrDPV2Il28eJ/ZEy0X0+3P7yEwuuKHxkfgSXvdv803kG70TBVidJA92WyY5PlhnV0kL6KkLmstpZMiaOtjuI4NaCamAGEGVbn6kwR6flwurjAXyZ01DfWI2yWVhFektoQHcLvNBTdq3hXrriYfOchxXFUkBIoXfo6kGqP6svqgPUHpvjkOYt3zvsD53CNp0R51HG1/Gk/n1zEdw8o2aJ4kjC4WzYCrFr6PFIyIFpm9dhMQvvzlxlyjEIpnZ2kKQXFLHU8FvUM9WraGzxeT2QzG5EQyrS46y2NtST1R5hLUYwa6GXe065KarCvKn7b7YDhZnHmeMW5QuedIShWalvLrAqIGkfdo9sk9od2tSwl55gBB/GjVF/pKIYhfPHepcXaidnvFPy4c1k8INAIAAALdu402rjiGSD0rzOBx16QDC+ImdB4t3xcMwpqLaJxSCcgSpGNcvUnzMnv9m7oHS76iYbbAHr9AZBAdc2JL3YVx8T7amIIcU/GLC2355gqfe97V50JAvaTBHbcxxENwzECIaq+jsJqbfV46jAHkQwOG2MoAkce7o8WC/ZpDxTxoq43D0FqvRCfiBMFDGK3YD0GwlQ77bNOIFrofbxfxTSQIzUtQ6weKNAsZCc58brsB4GZbUZ5C9Prh+tIkZ8LFOEuKLmb3lCizK7ahDQfkYx35YTd7+8rydMNtz8JLWGIl+ogXCnf1aQZXLLPgPnm7mhR7OFz3F+7h57U+mBesREvRTrQdLUYrKQaHMVprcZSzdCfsi9lC/TiIMZdSP5NrfQG3H+RdsBjRM8s39LCY+9B4rzlXMI8lLPt1N1sFv2HxGn82yzQnCte+JlexwR0MPBi4BgPtAfGZoHb2Irp7NIClOUyE8TAPdkIyrIDmcAgSYSuMgzRnH/6trpZWv39387eqdk/DulIIQEHThCgncMiSpDAW+Ee3othy7YZzeUFHdJmrE8TcqWPNcopOcmQvnWLLZoJeJU23ajSL5/dDLIjxJyiOl4HOgy0u6AI4YrsuginSdQmcEa9rwBKxuhbqxSsL63T83zqjeFlnJSd0Ttmr8zKXLmDXuoge6BJepMtwXVeISKHW742AyHkYz9DtZhVCy3ly8WA5XZQYsJCIdiGkWeQVmYKVRjKTP1u25orchO3NyviVXC/UeDW9tPRO5J303hDpsxdy1ISlYf0BNb6vOEr3CtfdnRDRGVcFvbXMi81uol6fJZvoJsSqijoZc+Z1dzh/3Z3ImbdegDFdr3+1CQ1q1SyW6+YDlUJp/VNa9zpYSq1nufgu0KkHuUgZSxbwWKkH4f2GB6kSQjuJIhfSLrqEe/SXU0LFbYG+tYoosC7IbHPWW9hYkvw2ElFPi8VCmMOJeSZs/bRCl57qRUNNqGw4/qzps0hC1bWv+SlVcGDoCyYcye2Cwu42S01Ta7KykcGIb4X+Q4iboiRrhq0+58uIQvSHfRR3C32+/y0iCWmQFuk+W/Lk+M+Y/JGSrKiabpgWsCHCjuv5QRjFSZrlRb8cDEfjyXQ2P1gsV+sJBCMohhMkRTMsxwuiJCuqphumZTuu5wdhFCdplhfldDZfVMu6Wa03bddvh93++ub27hMgCIwAgSLC4EjIKKho6BiYWNg4Hyfqo65gbxDWVs1KYs/PggDRYLCSSoaeAMLBIiGawW5BF+hggQ6McxDkEEVzJ1QC5UxEWyQsNWEBNdpjQaS6I+NCR2MPvOlRHyOTW2j4aG8N1vfjrL6/t2HuZbB4sb3Yclr7i7LTD+K8hoMhh2gwXRkJLUCA1UE0qXYLs9oQCHRgnEMghyiax1x0BsqZiLZIWGrCUmq0x4JIdUfGhY7GHig1TlfrPboeMwQOujv53ro9dsXlOg7Orxh/k8yxbJbNL62cvjhKAquFXkPIxtkky7lKaAptlrX3oL5fcUv8XPSwMdSPRoyl4sJ4TYa4Hie79cGnbG4eEcY9oSJXz0teZb3p+PjOFbCvxK6iRg65f77WTpezFqgnuqGh25H/suyEUayg+m15xFWa5F6qOd1K9Uu8P1yxxHNufT++JI4+qKe+yu7aDDC+/yRW8KfapUb4nrf536Lbss5eyWYxS/+2nkA70tJ66+E/ll0AAAA=) format("woff2"); + unicode-range: U+0301, U+0400-045F, U+0490-0491, U+04B0-04B1, U+2116; +} +/* greek */ +@font-face { + font-family: Vollkorn; + font-style: italic; + font-weight: 800; + font-display: swap; + src: 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) format("woff2"); + unicode-range: U+0370-03FF; +} +/* vietnamese */ +@font-face { + font-family: Vollkorn; + font-style: italic; + font-weight: 800; + font-display: swap; + src: 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) format("woff2"); + unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB; +} +/* latin-ext */ +@font-face { + font-family: Vollkorn; + font-style: italic; + font-weight: 800; + font-display: swap; + src: 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) format("woff2"); + unicode-range: U+0100-02AF, U+0304, U+0308, U+0329, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20CF, U+2113, U+2C60-2C7F, U+A720-A7FF; +} +/* latin */ +@font-face { + font-family: Vollkorn; + font-style: italic; + font-weight: 800; + font-display: swap; + src: 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) format("woff2"); + unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD; +} + +/*# sourceMappingURL=theme.css.map */ diff --git a/.obsidian/themes/GitHub Flavored Markdown/manifest.json b/.obsidian/themes/GitHub Flavored Markdown/manifest.json @@ -0,0 +1,10 @@ +{ + "name": "GitHub Flavored Markdown", + "version": "1.1.0", + "minAppVersion": "1.13.0", + "author": "Frankie", + "authorUrl": "https://github.com/tofrankie", + "fundingUrl": { + "PayPal": "https://paypal.me/tofrankie" + } +} diff --git a/.obsidian/themes/GitHub Flavored Markdown/theme.css b/.obsidian/themes/GitHub Flavored Markdown/theme.css @@ -0,0 +1,1724 @@ +/* @settings + +name: GitHub Flavored Markdown Settings +id: github-flavored-markdown-theme +settings: + - + id: general + title: General + type: heading + level: 1 + collapsed: true + - + id: accent + title: Accent Color + type: variable-themed-color + format: hex + opacity: false + default-light: '#0969da' + default-dark: '#4493f8' + - + # Colorblind + + id: colorblind + title: Colorblind variants + type: heading + level: 1 + collapsed: true + - + id: colorblind_protan-deutan + title: Protanopia & Deuteranopia + type: class-toggle + - + id: colorblind_tritan + title: Tritanopia + type: class-toggle + - + # Kanban Settings + + id: kanban + title: Kanban + type: heading + level: 1 + collapsed: true + - + id: kanban-variant + title: Kanban variant + description: Variations of Kanban styles + type: class-select + allowEmpty: false + default: kanban-full + options: + - + label: GitHub projects style + value: kanban-full + - + label: Minimal style + value: kanban-on + - + label: Disable styles + value: kanban-off + - + id: kanban-same-height-cards + title: Minimal height for cards + description: All cards will have the same initial height + type: class-toggle + default: true + - + id: kanban-full-height-column + title: Full height lists + description: + type: class-toggle + default: true +*/ + +body { + /* Animations */ + --anim-duration-none: 0; + --anim-duration-superfast: 70ms; + --anim-duration-fast: 140ms; + --anim-duration-moderate: 300ms; + --anim-duration-slow: 560ms; + --anim-motion-smooth: cubic-bezier(0.45, 0.05, 0.55, 0.95); + --anim-motion-delay: cubic-bezier(0.65, 0.05, 0.36, 1); + --anim-motion-jumpy: cubic-bezier(0.68, -0.55, 0.27, 1.55); + --anim-motion-swing: cubic-bezier(0, 0.55, 0.45, 1); + + /* Blockquotes */ + --blockquote-border-thickness: 2px; + --blockquote-border-color: var(--interactive-accent); + --blockquote-font-style: normal; + --blockquote-color: var(--text-muted); + --blockquote-background-color: transparent; + + /* Bold */ + --bold-weight: var(--font-semibold); + --bold-color: inherit; + + /* Borders */ + --border-width: 1px; + + /* Buttons */ + --button-radius: var(--input-radius); + + /* Callouts */ + --callout-border-width: 0px; + --callout-border-opacity: 0.25; + --callout-padding: var(--size-4-3) var(--size-4-3) var(--size-4-3) var(--size-4-6); + --callout-radius: var(--radius-s); + --callout-blend-mode: var(--highlight-mix-blend-mode); + --callout-title-color: inherit; + --callout-title-padding: 0; + --callout-title-size: inherit; + --callout-content-padding: 0; + --callout-content-background: transparent; + --callout-bug: var(--color-red-rgb); + --callout-default: var(--color-blue-rgb); + --callout-error: var(--color-red-rgb); + --callout-example: var(--color-purple-rgb); + --callout-fail: var(--color-red-rgb); + --callout-important: var(--color-cyan-rgb); + --callout-info: var(--color-blue-rgb); + --callout-question: var(--color-yellow-rgb); + --callout-success: var(--color-green-rgb); + --callout-summary: var(--color-cyan-rgb); + --callout-tip: var(--color-cyan-rgb); + --callout-todo: var(--color-blue-rgb); + --callout-warning: var(--color-orange-rgb); + --callout-quote: 158, 158, 158; + + /* Canvas */ + --canvas-background: var(--background-primary); + --canvas-card-label-color: var(--text-faint); + --canvas-color-1: var(--color-red-rgb); + --canvas-color-2: var(--color-orange-rgb); + --canvas-color-3: var(--color-yellow-rgb); + --canvas-color-4: var(--color-green-rgb); + --canvas-color-5: var(--color-cyan-rgb); + --canvas-color-6: var(--color-purple-rgb); + --canvas-dot-pattern: var(--color-base-30); + + /* Checkboxes */ + --checkbox-radius: var(--radius-s); + --checkbox-size: var(--font-text-size); + --checkbox-marker-color: var(--background-primary); + --checkbox-color: var(--interactive-accent); + --checkbox-color-hover: var(--interactive-accent-hover); + --checkbox-border-color: var(--text-faint); + --checkbox-border-color-hover: var(--text-muted); + --checklist-done-decoration: line-through; + --checklist-done-color: var(--text-muted); + + /* Code */ + --code-white-space: pre-wrap; + --code-size: var(--font-smaller); + --code-background: var(--background-primary-alt); + --code-normal: var(--text-muted); + --code-comment: var(--text-faint); + --code-function: var(--color-orange); + --code-important: var(--color-orange); + --code-keyword: var(--color-red); + --code-property: var(--color-blue); + --code-punctuation: var(--text-muted); + --code-string: var(--color-cyan); + --code-tag: var(--color-red); + --code-value: var(--color-purple); + + /* Collapse icons */ + --collapse-icon-color: var(--text-faint); + --collapse-icon-color-collapsed: var(--text-accent); + + /* Cursor */ + --cursor: default; + --cursor-link: pointer; + + /* Dialogs - e.g. small modals, confirmations */ + --dialog-width: 560px; + --dialog-max-width: 80vw; + --dialog-max-height: 85vh; + + /* Dividers — between panes */ + --divider-color: var(--background-modifier-border); + --divider-color-hover: var(--interactive-accent); + --divider-width: 1px; + --divider-width-hover: 3px; + --divider-vertical-height: calc(100% - var(--header-height)); + + /* Dragging */ + --drag-ghost-background: rgb(0 0 0 / 85%); + --drag-ghost-text-color: #fff; + + /* Embeds */ + --embed-max-height: 4000px; + --embed-canvas-max-height: 400px; + --embed-background: inherit; + --embed-border-left: 2px solid var(--interactive-accent); + --embed-border-right: none; + --embed-border-top: none; + --embed-border-bottom: none; + --embed-padding: 0 0 0 var(--size-4-6); + --embed-font-style: inherit; + + /* Blocks */ + --embed-block-shadow-hover: + 0 0 0 1px var(--background-modifier-border), inset 0 0 0 1px var(--background-modifier-border); + + /* File layout */ + --file-line-width: 700px; + --file-folding-offset: 24px; + --file-margins: var(--size-4-8); + --file-header-font-size: var(--font-ui-small); + --file-header-font-weight: 400; + --file-header-border: var(--border-width) solid transparent; + --file-header-justify: center; + + /* Relative font sizes */ + --font-smallest: 0.8em; + --font-smaller: 0.875em; + --font-small: 0.933em; + + /* UI font sizes */ + --font-ui-smaller: 12px; + --font-ui-small: 13px; + --font-ui-medium: 15px; + --font-ui-large: 20px; + + /* Font weights */ + --font-thin: 100; + --font-extralight: 200; + --font-light: 300; + --font-normal: 400; + --font-medium: 500; + --font-semibold: 600; + --font-bold: 700; + --font-extrabold: 800; + --font-black: 900; + + /* Footnotes */ + --footnote-size: var(--font-smaller); + + /* Graphs */ + --graph-controls-width: 240px; + --graph-text: var(--text-normal); + --graph-line: var(--color-base-35, var(--background-modifier-border-focus)); + --graph-node: var(--text-muted); + --graph-node-unresolved: var(--text-faint); + --graph-node-focused: var(--text-accent); + --graph-node-tag: var(--color-green); + --graph-node-attachment: var(--color-yellow); + + /* Headings */ + --heading-formatting: var(--text-faint); + --h1-color: var(--text-normal); + --h2-color: var(--text-normal); + --h3-color: var(--text-normal); + --h4-color: var(--text-normal); + --h5-color: var(--text-normal); + --h6-color: var(--text-normal); + --h1-font: inherit; + --h2-font: inherit; + --h3-font: inherit; + --h4-font: inherit; + --h5-font: inherit; + --h6-font: inherit; + --h1-line-height: 1.2; + --h2-line-height: 1.2; + --h3-line-height: 1.3; + --h4-line-height: 1.4; + --h5-line-height: var(--line-height-normal); + --h6-line-height: var(--line-height-normal); + --h1-size: 2em; + --h2-size: 1.5em; + --h3-size: 1.25em; + --h4-size: 1em; + --h5-size: 0.875em; + --h6-size: 0.85em; + --h1-style: normal; + --h2-style: normal; + --h3-style: normal; + --h4-style: normal; + --h5-style: normal; + --h6-style: normal; + --h1-variant: normal; + --h2-variant: normal; + --h3-variant: normal; + --h4-variant: normal; + --h5-variant: normal; + --h6-variant: normal; + --h1-weight: 700; + --h2-weight: 600; + --h3-weight: 600; + --h4-weight: 600; + --h5-weight: 600; + --h6-weight: 600; + + /* View header */ + --header-height: 40px; + + /* Horizontal rules */ + --hr-color: var(--background-modifier-border); + --hr-thickness: 2px; + + /* Icons */ + --icon-size: var(--icon-s); + --icon-stroke: var(--icon-m-stroke-width); + --icon-xs: 14px; + --icon-s: 16px; + --icon-m: 18px; + --icon-l: 18px; + --icon-xl: 32px; + --icon-xs-stroke-width: 2px; + --icon-s-stroke-width: 2px; + --icon-m-stroke-width: 1.75px; + --icon-l-stroke-width: 1.75px; + --icon-xl-stroke-width: 1.25px; + --icon-color: var(--text-muted); + --icon-color-hover: var(--text-muted); + --icon-color-active: var(--text-accent); + --icon-color-focused: var(--text-normal); + --icon-opacity: 0.85; + --icon-opacity-hover: 1; + --icon-opacity-active: 1; + --clickable-icon-radius: var(--radius-s); + + /* Indentation guide */ + --indentation-guide-width: 1px; + --indentation-guide-color: rgb(var(--mono-rgb-100), 0.12); + --indentation-guide-color-active: rgb(var(--mono-rgb-100), 0.3); + + /* Inline title */ + --inline-title-color: var(--h1-color); + --inline-title-font: var(--h1-font); + --inline-title-line-height: var(--h1-line-height); + --inline-title-size: var(--h1-size); + --inline-title-style: var(--h1-style); + --inline-title-variant: var(--h1-variant); + --inline-title-weight: var(--h1-weight); + --inline-title-margin-bottom: 0.5em; + + /* Inputs */ + --input-height: 30px; + --input-radius: 5px; + --input-font-weight: var(--font-normal); + --input-border-width: 1px; + + /* Italic */ + --italic-color: inherit; + --italic-weight: inherit; + + /* Z-index */ + --layer-cover: 5; + --layer-sidedock: 10; + --layer-status-bar: 15; + --layer-popover: 30; + --layer-slides: 45; + --layer-modal: 50; + --layer-notice: 60; + --layer-menu: 65; + --layer-tooltip: 70; + --layer-dragged-item: 80; + + /* Line heights */ + --line-height-normal: 1.5; + --line-height-tight: 1.3; + + /* Links */ + --link-color: var(--text-accent); + --link-color-hover: var(--text-accent-hover); + --link-decoration: none; + --link-decoration-hover: underline; + --link-decoration-thickness: auto; + --link-external-color: var(--text-accent); + --link-external-color-hover: var(--text-accent-hover); + --link-external-decoration: none; + --link-external-decoration-hover: underline; + --link-external-filter: none; + --link-unresolved-color: var(--text-accent); + --link-unresolved-opacity: 0.7; + --link-unresolved-filter: none; + --link-unresolved-decoration-style: solid; + --link-unresolved-decoration-color: hsl(var(--interactive-accent-hsl), 0.3); + + /* Lists */ + --list-indent: 2em; + --list-spacing: 0.075em; + --list-marker-color: var(--text-normal); + --list-marker-color-hover: var(--text-muted); + --list-marker-color-collapsed: var(--text-accent); + --list-bullet-border: none; + --list-bullet-radius: 50%; + --list-bullet-size: 5px; + --list-bullet-transform: none; + --list-numbered-style: decimal; + + /* File navigator */ + --nav-item-size: var(--font-ui-small); + --nav-item-color: var(--text-muted); + --nav-item-color-hover: var(--text-normal); + --nav-item-color-active: var(--text-normal); + --nav-item-color-selected: var(--text-normal); + --nav-item-color-highlighted: var(--text-accent-hover); + --nav-item-background-hover: var(--background-modifier-hover); + --nav-item-background-active: var(--background-modifier-active); + --nav-item-background-selected: hsl(var(--color-accent-hsl), 0.2); + --nav-item-padding: var(--size-4-1) var(--size-4-2) var(--size-4-1) var(--size-4-6); + --nav-item-parent-padding: var(--nav-item-padding); + --nav-item-children-padding-left: var(--size-2-2); + --nav-item-children-margin-left: var(--size-4-3); + --nav-item-weight: inherit; + --nav-item-weight-hover: inherit; + --nav-item-weight-active: inherit; + --nav-item-white-space: nowrap; + --nav-indentation-guide-width: var(--indentation-guide-width); + --nav-indentation-guide-color: var(--indentation-guide-color); + --nav-collapse-icon-color: var(--collapse-icon-color); + --nav-collapse-icon-color-collapsed: var(--text-faint); + + /* Modals - e.g. settings, community themes, community plugins */ + --modal-background: var(--background-primary); + --modal-width: 90vw; + --modal-height: 85vh; + --modal-max-width: 1100px; + --modal-max-height: 1000px; + --modal-max-width-narrow: 800px; + --modal-border-width: var(--border-width); + --modal-border-color: var(--color-base-30, var(--background-modifier-border-focus)); + --modal-radius: var(--radius-l); + --modal-community-sidebar-width: 280px; + + /* PDF view */ + --pdf-background: var(--background-primary); + --pdf-shadow: 0 0 0 1px rgb(0 0 0 / 5%), 0 2px 8px rgb(0 0 0 / 10%); + --pdf-spread-shadow: 0 0 0 1px rgb(0 0 0 / 5%); + --pdf-sidebar-background: var(--background-primary); + --pdf-thumbnail-shadow: 0 0 0 1px rgb(0 0 0 / 15%), 0 2px 8px rgb(0 0 0 / 20%); + + /* Popovers - file previews */ + --popover-width: 450px; + --popover-height: 400px; + --popover-max-height: 70vh; + --popover-pdf-width: 600px; + --popover-pdf-height: 800px; + --popover-font-size: var(--font-text-size); + + /* Prompts - e.g. quick switcher, command palette */ + --prompt-width: 700px; + --prompt-max-width: 80vw; + --prompt-max-height: 70vh; + --prompt-border-width: var(--border-width); + --prompt-border-color: var(--color-base-40, var(--background-modifier-border-focus)); + + /* Radiuses */ + --radius-s: 4px; + --radius-m: 8px; + --radius-l: 12px; + --radius-xl: 16px; + + /* Ribbon */ + --ribbon-background: var(--background-secondary); + --ribbon-background-collapsed: var(--background-primary); + --ribbon-width: 44px; + --ribbon-padding: var(--size-4-2) var(--size-4-1) var(--size-4-3); + + /* Scrollbars */ + --scrollbar-active-thumb-bg: rgb(var(--mono-rgb-100), 0.2); + --scrollbar-bg: rgb(var(--mono-rgb-100), 0.05); + --scrollbar-thumb-bg: rgb(var(--mono-rgb-100), 0.1); + + /* Search */ + --search-clear-button-color: var(--text-muted); + --search-clear-button-size: 13px; + --search-icon-color: var(--text-muted); + --search-icon-size: 18px; + --search-result-background: var(--background-primary); + + /* Layout sizing - for padding and margins */ + --size-2-1: 2px; + --size-2-2: 4px; + --size-2-3: 6px; + --size-4-1: 4px; + --size-4-2: 8px; + --size-4-3: 12px; + --size-4-4: 16px; + --size-4-5: 20px; + --size-4-6: 24px; + --size-4-8: 32px; + --size-4-9: 36px; + --size-4-12: 48px; + --size-4-16: 64px; + --size-4-18: 72px; + + /* Sidebar */ + --sidebar-markdown-font-size: calc(var(--font-text-size) * 0.9); + --sidebar-tab-text-display: none; + + /* Sliders */ + --slider-thumb-border-width: 1px; + --slider-thumb-border-color: var(--background-modifier-border-hover); + --slider-thumb-height: 18px; + --slider-thumb-width: 18px; + --slider-thumb-y: -6px; + --slider-thumb-radius: 50%; + --slider-s-thumb-size: 15px; + --slider-s-thumb-position: -5px; + --slider-track-background: var(--background-modifier-border); + --slider-track-height: 3px; + + /* Status bar */ + --status-bar-background: var(--background-secondary); + --status-bar-border-color: var(--divider-color); + --status-bar-border-width: 1px 0 0 1px; + --status-bar-font-size: var(--font-ui-smaller); + --status-bar-text-color: var(--text-muted); + --status-bar-position: fixed; + --status-bar-radius: var(--radius-m) 0 0 0; + --status-bar-scroll-padding: calc(var(--status-bar-font-size) + 18px); + + /* Swatch for color inputs */ + --swatch-radius: 14px; + --swatch-height: 24px; + --swatch-width: 24px; + --swatch-shadow: inset 0 0 0 1px rgb(var(--mono-rgb-100), 0.15); + + /* Tabs */ + --tab-background-active: var(--background-primary); + --tab-text-color: var(--text-faint); + --tab-text-color-active: var(--text-muted); + --tab-text-color-focused: var(--text-muted); + --tab-text-color-focused-active: var(--text-muted); + --tab-text-color-focused-highlighted: var(--text-accent); + --tab-text-color-focused-active-current: var(--text-normal); + --tab-font-size: var(--font-ui-small); + --tab-font-weight: inherit; + --tab-container-background: var(--background-secondary); + --tab-divider-color: var(--background-modifier-border-hover); + --tab-outline-color: var(--divider-color); + --tab-outline-width: 1px; + --tab-curve: 6px; + --tab-radius: var(--radius-s); + --tab-radius-active: 6px 6px 0 0; + --tab-width: 200px; + --tab-max-width: 320px; + + /* Stacked tabs */ + --tab-stacked-pane-width: 700px; + --tab-stacked-header-width: var(--header-height); + --tab-stacked-font-size: var(--font-ui-small); + --tab-stacked-font-weight: 400; + --tab-stacked-text-align: left; + --tab-stacked-text-transform: rotate(0deg); + --tab-stacked-text-writing-mode: vertical-lr; + --tab-stacked-shadow: -8px 0 8px 0 rgb(0 0 0 / 5%); + + /* Tables */ + --table-background: transparent; + --table-border-width: 1px; + --table-border-color: var(--background-modifier-border); + --table-white-space: normal; + --table-header-background: var(--table-background); + --table-header-background-hover: inherit; + --table-header-border-width: var(--table-border-width); + --table-header-border-color: var(--table-border-color); + --table-header-font: inherit; + --table-header-size: var(--font-text-size); + --table-header-weight: var(--bold-weight); + --table-header-color: var(--text-normal); + --table-text-size: inherit; + --table-text-color: inherit; + --table-column-max-width: none; + --table-column-alt-background: var(--table-background); + --table-column-first-border-width: var(--table-border-width); + --table-column-last-border-width: var(--table-border-width); + --table-row-background-hover: var(--table-background); + --table-row-alt-background: var(--table-background); + --table-row-last-border-width: var(--table-border-width); + + /* Tags */ + --tag-size: var(--font-smaller); + --tag-color: var(--text-accent); + --tag-color-hover: var(--text-accent); + --tag-decoration: none; + --tag-decoration-hover: none; + --tag-background: hsl(var(--interactive-accent-hsl), 0.1); + --tag-background-hover: hsl(var(--interactive-accent-hsl), 0.2); + --tag-border-color: hsl(var(--interactive-accent-hsl), 0.15); + --tag-border-color-hover: hsl(var(--interactive-accent-hsl), 0.15); + --tag-border-width: 0px; + --tag-padding-x: 0.65em; + --tag-padding-y: 0.25em; + --tag-radius: 2em; + + /* Window frame */ + --titlebar-background: var(--background-secondary); + --titlebar-background-focused: var(--background-secondary-alt); + --titlebar-border-width: 0px; + --titlebar-border-color: var(--background-modifier-border); + --titlebar-text-color: var(--text-muted); + --titlebar-text-color-focused: var(--text-normal); + --titlebar-text-weight: var(--font-bold); + + /* Toggles */ + --toggle-border-width: 2px; + --toggle-width: 40px; + --toggle-radius: 18px; + --toggle-thumb-color: white; + --toggle-thumb-radius: 18px; + --toggle-thumb-height: 18px; + --toggle-thumb-width: 18px; + --toggle-s-border-width: 2px; + --toggle-s-width: 34px; + --toggle-s-thumb-height: 15px; + --toggle-s-thumb-width: 15px; + + /* Vault name */ + --vault-name-font-size: var(--font-ui-small); + --vault-name-font-weight: var(--font-medium); + --vault-name-color: var(--text-normal); + + /* Workspace */ + --workspace-background-translucent: rgb(var(--mono-rgb-0), 0.6); + + /* Color mappings ------------------------ */ + + /* Accent HSL values */ + --accent-h: var(--accent-h-theme); + --accent-s: var(--accent-s-theme); + --accent-l: var(--accent-l-theme); + + /* Backgrounds */ + --background-primary: var(--color-base-00); + --background-primary-alt: var(--color-base-10); + --background-secondary: var(--color-base-20); + --background-modifier-hover: rgb(var(--rgb-hover), var(--background-modifier-hover-alpha)); + --background-modifier-active: rgb(var(--rgb-hover), var(--background-modifier-active-alpha)); + --background-modifier-active-hover: hsl(var(--interactive-accent-hsl), 0.15); + --background-modifier-border: var(--color-base-30); + --background-modifier-border-hover: var(--color-base-30); + --background-modifier-border-focus: var(--color-accent); + --background-modifier-error-rgb: var(--color-red-rgb); + --background-modifier-error: var(--color-red); + --background-modifier-error-hover: var(--color-red); + --background-modifier-success-rgb: var(--color-green-rgb); + --background-modifier-success: var(--color-green); + --background-modifier-message: rgb(0 0 0 / 90%); + + /* Inputs */ + --background-modifier-form-field: var(--color-base-25); + + /* Text */ + --text-normal: var(--color-base-100); + --text-muted: var(--color-base-70); + --text-faint: var(--color-base-50); + --text-on-accent: white; + --text-on-accent-inverted: black; + --text-error: var(--color-red); + --text-success: var(--color-green); + --text-selection: hsl(var(--color-accent-hsl), 0.2); + --text-highlight-bg: rgb(255 208 0 / 40%); + --text-accent: var(--color-accent); + --text-accent-hover: var(--color-accent-2); + --interactive-normal: var(--color-base-00); + --interactive-hover: var(--color-base-10); + --interactive-accent-hsl: var(--color-accent-hsl); + --interactive-accent: var(--color-accent-1); + --interactive-accent-hover: var(--color-accent-2); +} + +.theme-dark { + color-scheme: dark; + + --highlight-mix-blend-mode: lighten; + --mono-rgb-0: 0, 0, 0; + --mono-rgb-100: 255, 255, 255; + --rgb-hover: 101, 108, 118; + --rgb-active: 101, 108, 118; + --color-red-rgb: rgb(248 81 73); + --color-red: #f47067; + --color-green-rgb: rgb(126 231 135); + --color-green: #7ee787; + --color-orange: #ffa657; + --color-yellow: #d29922; + --color-cyan: #a5d6ff; + --color-blue: #6cb6ff; + --color-purple: #d2a8ff; + --color-pink: #f778ba; + --color-base-00: #0d1117; + --color-base-10: #161b22; + --color-base-20: #161b22; + --color-base-25: #010409; + --color-base-30: #30363d; + --color-base-35: #21262d; + --color-base-40: #30363d; + --color-base-50: #6e7681; + --color-base-60: #999; /* Unused */ + --color-base-70: #8b949e; + --color-base-100: #c9d1d9; + --accent-h-theme: 213.67; + --accent-s-theme: 92.78%; + --accent-l-theme: 61.96%; + --color-accent-hsl: var(--accent-h), var(--accent-s), var(--accent-l); + --color-accent: hsl(var(--accent-h) var(--accent-s) var(--accent-l)); + --color-accent-1: hsl(var(--accent-h) var(--accent-s) var(--accent-l)); + --color-accent-2: hsl(var(--accent-h) var(--accent-s) calc(var(--accent-l) + 3.8%)); + --background-secondary-alt: var(--color-base-25); + --background-modifier-box-shadow: rgb(0 0 0 / 30%); + --background-modifier-cover: #21283066; + --text-highlight-bg: rgb(255 208 0 / 40%); + --text-highlight-bg-active: rgb(255 128 0 / 40%); + --text-selection: hsl(var(--interactive-accent-hsl), 0.4); + --input-shadow: inset 0 0 0 1px #f0f6fc1a; + --input-shadow-hover: inset 0 0 0 1px var(--color-base-70); + --shadow-s: none; + --shadow-l: none; + --inline-code-background: #6e768166; + --background-modifier-hover-alpha: 0.2; + --background-modifier-active-alpha: 0.2; + --color-btn-primary-bg: #238636; + --color-btn-primary-hover-bg: #2ea043; + + /* Kanban colors */ + --kanban-background: var(--background-primary); + --kanban-lane-background: var(--background-secondary-alt); + --kanban-item-background: var(--background-primary-alt); + --kanban-lane-border: var(--color-base-35); + --kanban-lane-count: var(--color-base-35); + --kanban-options-btn: var(--color-base-30); +} + +.is-mobile.theme-dark { + --color-base-00: #0d1117; + --color-base-10: #161b22; + --color-base-20: #161b22; + --tag-background: hsl(var(--interactive-accent-hsl), 0.2); + --modal-background: var(--background-secondary); + --search-result-background: var(--background-secondary); + --background-modifier-form-field: var(--background-modifier-border); + --background-modifier-cover: #21283066; + --background-modifier-hover: rgb(var(--mono-rgb-100), 0.15); + --settings-home-background: var(--background-primary); +} + +.theme-light { + color-scheme: light; + + --highlight-mix-blend-mode: darken; + --mono-rgb-0: 255, 255, 255; + --mono-rgb-100: 0, 0, 0; + --rgb-hover: 129, 139, 152; + --rgb-active: 129, 139, 152; + --color-red-rgb: rgb(228 55 75); + --color-red: #cf222e; + --color-green-rgb: rgb(12 181 79); + --color-green: #0cb54f; + --color-orange: #d96c00; + --color-yellow: #bd8e37; + --color-cyan: #2db7b5; + --color-blue: #086ddd; + --color-purple: #876be0; + --color-pink: #c32b74; + --color-base-00: #fff; + --color-base-05: #fcfcfc; + --color-base-10: #f6f8fa; + --color-base-20: #f6f8fa; + --color-base-25: #f6f8fa; + --color-base-30: #d0d7de; + --color-base-35: #d4d4d4; + --color-base-40: #bdbdbd; + --color-base-50: #6e7781; + --color-base-60: #707070; /* Unused */ + --color-base-70: #57606a; + --color-base-100: #1f2328; + --accent-h-theme: 212.44; + --accent-s-theme: 92.07%; + --accent-l-theme: 44.51%; + --color-accent-hsl: var(--accent-h), var(--accent-s), var(--accent-l); + --color-accent: hsl(var(--accent-h) var(--accent-s) var(--accent-l)); + --color-accent-1: hsl(var(--accent-h) var(--accent-s) calc(var(--accent-l) + 2.5%)); + --color-accent-2: hsl(var(--accent-h) var(--accent-s) calc(var(--accent-l) + 5%)); + --background-secondary-alt: var(--color-base-05); + --background-modifier-box-shadow: rgb(0 0 0 / 10%); + --background-modifier-cover: #c8d1da66; + --text-highlight-bg: rgb(255 208 0 / 40%); + --text-highlight-bg-active: rgb(255 128 0 / 40%); + --input-shadow: inset 0 0 0 1px #1b1f2426; + --input-shadow-hover: inset 0 0 0 1px #1b1f2426; + --shadow-s: none; + --shadow-l: none; + --inline-code-background: #aeb8c133; + --background-modifier-hover-alpha: 0.1; + --background-modifier-active-alpha: 0.15; + --color-btn-primary-bg: #2da44f; + --color-btn-primary-hover-bg: #2c964a; + + /* Kanban colors */ + --kanban-background: var(--background-primary); + --kanban-lane-background: var(--background-primary-alt); + --kanban-item-background: var(--background-primary); + --kanban-lane-border: #d8dee4; + --kanban-lane-count: #aeb8c133; + --kanban-options-btn: var(--background-primary-alt); +} + +body.colorblind_protan-deutan.theme-dark { + --color-red-rgb: rgb(253 172 84); + --color-red: #fdac54; + --color-green-rgb: rgb(165 214 255); + --color-green: #a3d6ff; + --color-orange: #fdac54; + --color-btn-primary-bg: #1f6feb; + --color-btn-primary-hover-bg: #388bfd; +} + +body.colorblind_protan-deutan.theme-light { + --color-red-rgb: rgb(179 89 0); + --color-red: #b35900; + --color-green-rgb: rgb(33 139 255); + --color-green: #218bff; + --color-orange: #dd7815; + --color-btn-primary-bg: #218bff; + --color-btn-primary-hover-bg: #0969da; +} + +body.colorblind_tritan.theme-dark { + --color-green-rgb: rgb(165 214 255); + --color-green: #a5d6ff; + --color-orange: #ffa198; + --text-highlight-bg: rgb(255 0 0 / 40%); + --text-highlight-bg-active: rgb(255 50 0 / 40%); + --color-btn-primary-bg: #1f6feb; + --color-btn-primary-hover-bg: #388bfd; +} + +body.colorblind_tritan.theme-light { + --color-green-rgb: rgb(12 181 79); + --color-green: #218bff; + --color-orange: #fa4549; + --text-highlight-bg: rgb(255 0 0 / 40%); + --text-highlight-bg-active: rgb(255 50 0 / 40%); + --color-btn-primary-bg: #218bff; + --color-btn-primary-hover-bg: #0969da; +} + +/* Octicons: https://primer.style/octicons/ * + Generate font with svg: https://icomoon.io/app/#/select/font + Covert font to base64: https://www.selfcv.com/tools/convert-ttf-to-base64/ + Encode: caution: e900, warning: e901, tip: e902, note: e903, important: e904 */ +@font-face { + font-family: gfm-alert-icon; + src: 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+} + +/* Markdown Body */ +.markdown-rendered { + --base-size-112: 7rem; + --base-size-12: 0.75rem; + --base-size-128: 8rem; + --base-size-16: 1rem; + --base-size-2: 0.125rem; + --base-size-20: 1.25rem; + --base-size-24: 1.5rem; + --base-size-28: 1.75rem; + --base-size-32: 2rem; + --base-size-36: 2.25rem; + --base-size-4: 0.25rem; + --base-size-40: 2.5rem; + --base-size-44: 2.75rem; + --base-size-48: 3rem; + --base-size-6: 0.375rem; + --base-size-64: 4rem; + --base-size-8: 0.5rem; + --base-size-80: 5rem; + --base-size-96: 6rem; + --fontStack-monospace: + ui-monospace, SFMono-Regular, SF Mono, Menlo, Consolas, Liberation Mono, monospace; + --fontStack-sansSerif: + 'Mona Sans VF', -apple-system, BlinkMacSystemFont, 'Segoe UI', 'Noto Sans', Helvetica, Arial, + sans-serif, 'Apple Color Emoji', 'Segoe UI Emoji'; + --fontStack-sansSerifDisplay: + 'Mona Sans VF', -apple-system, blinkmacsystemfont, 'Segoe UI', 'Noto Sans', helvetica, arial, + sans-serif, 'Apple Color Emoji', 'Segoe UI Emoji'; + --fontStack-system: + 'Mona Sans VF', -apple-system, blinkmacsystemfont, 'Segoe UI', 'Noto Sans', helvetica, arial, + sans-serif, 'Apple Color Emoji', 'Segoe UI Emoji'; + + /* override obsidian default */ + --heading-spacing: var(--base-size-24); + + font-family: var(--fontStack-sansSerif); + color: var(--fgColor-default); +} + +.theme-light .markdown-source-view, +.theme-light .markdown-rendered { + color-scheme: light; + + --fgColor-danger: #d1242f; + --bgColor-attention-muted: #fff8c5; + --bgColor-muted: #f6f8fa; + --bgColor-neutral-muted: #818b981f; + --bgColor-danger-muted: #ffebe9; + --borderColor-accent-emphasis: #0969da; + --borderColor-attention-emphasis: #9a6700; + --borderColor-danger-emphasis: #cf222e; + --borderColor-default: #d1d9e0; + --borderColor-done-emphasis: #8250df; + --borderColor-success-emphasis: #1a7f37; + --color-prettylights-syntax-brackethighlighter-angle: #59636e; + --color-prettylights-syntax-brackethighlighter-unmatched: #82071e; + --color-prettylights-syntax-carriage-return-bg: #cf222e; + --color-prettylights-syntax-carriage-return-text: #f6f8fa; + --color-prettylights-syntax-comment: #59636e; + --color-prettylights-syntax-constant: #0550ae; + --color-prettylights-syntax-constant-other-reference-link: #0a3069; + --color-prettylights-syntax-entity: #6639ba; + --color-prettylights-syntax-entity-tag: #0550ae; + --color-prettylights-syntax-invalid-illegal-text: var(--fgColor-danger); + --color-prettylights-syntax-keyword: #cf222e; + --color-prettylights-syntax-markup-changed-bg: #ffd8b5; + --color-prettylights-syntax-markup-changed-text: #953800; + --color-prettylights-syntax-markup-deleted-bg: #ffebe9; + --color-prettylights-syntax-markup-deleted-text: #82071e; + --color-prettylights-syntax-markup-heading: #0550ae; + --color-prettylights-syntax-markup-ignored-bg: #0550ae; + --color-prettylights-syntax-markup-ignored-text: #d1d9e0; + --color-prettylights-syntax-markup-inserted-bg: #dafbe1; + --color-prettylights-syntax-markup-inserted-text: #116329; + --color-prettylights-syntax-markup-list: #3b2300; + --color-prettylights-syntax-meta-diff-range: #8250df; + --color-prettylights-syntax-string: #0a3069; + --color-prettylights-syntax-string-regexp: #116329; + --color-prettylights-syntax-sublimelinter-gutter-mark: #818b98; + --color-prettylights-syntax-variable: #953800; + --fgColor-accent: #0969da; + --fgColor-attention: #9a6700; + --fgColor-done: #8250df; + --fgColor-muted: #59636e; + --fgColor-success: #1a7f37; + --bgColor-default: #fff; + --borderColor-muted: #d1d9e0b3; + --color-prettylights-syntax-invalid-illegal-bg: var(--bgColor-danger-muted); + --color-prettylights-syntax-markup-bold: #1f2328; + --color-prettylights-syntax-markup-italic: #1f2328; + --color-prettylights-syntax-storage-modifier-import: #1f2328; + --fgColor-default: #1f2328; + --focus-outlineColor: var(--borderColor-accent-emphasis); + --borderColor-neutral-muted: var(--borderColor-muted); +} + +.theme-dark .markdown-source-view, +.theme-dark .markdown-rendered { + color-scheme: dark; + + --fgColor-accent: #4493f8; + --bgColor-attention-muted: #bb800926; + --bgColor-default: #0d1117; + --bgColor-muted: #151b23; + --bgColor-neutral-muted: #656c7633; + --bgColor-danger-muted: #f851491a; + --borderColor-accent-emphasis: #1f6feb; + --borderColor-attention-emphasis: #9e6a03; + --borderColor-danger-emphasis: #da3633; + --borderColor-default: #3d444d; + --borderColor-done-emphasis: #8957e5; + --borderColor-success-emphasis: #238636; + --color-prettylights-syntax-brackethighlighter-angle: #9198a1; + --color-prettylights-syntax-brackethighlighter-unmatched: #f85149; + --color-prettylights-syntax-carriage-return-bg: #b62324; + --color-prettylights-syntax-carriage-return-text: #f0f6fc; + --color-prettylights-syntax-comment: #9198a1; + --color-prettylights-syntax-constant: #79c0ff; + --color-prettylights-syntax-constant-other-reference-link: #a5d6ff; + --color-prettylights-syntax-entity: #d2a8ff; + --color-prettylights-syntax-entity-tag: #7ee787; + --color-prettylights-syntax-keyword: #ff7b72; + --color-prettylights-syntax-markup-bold: #f0f6fc; + --color-prettylights-syntax-markup-changed-bg: #5a1e02; + --color-prettylights-syntax-markup-changed-text: #ffdfb6; + --color-prettylights-syntax-markup-deleted-bg: #67060c; + --color-prettylights-syntax-markup-deleted-text: #ffdcd7; + --color-prettylights-syntax-markup-heading: #1f6feb; + --color-prettylights-syntax-markup-ignored-bg: #1158c7; + --color-prettylights-syntax-markup-ignored-text: #f0f6fc; + --color-prettylights-syntax-markup-inserted-bg: #033a16; + --color-prettylights-syntax-markup-inserted-text: #aff5b4; + --color-prettylights-syntax-markup-italic: #f0f6fc; + --color-prettylights-syntax-markup-list: #f2cc60; + --color-prettylights-syntax-meta-diff-range: #d2a8ff; + --color-prettylights-syntax-storage-modifier-import: #f0f6fc; + --color-prettylights-syntax-string: #a5d6ff; + --color-prettylights-syntax-string-regexp: #7ee787; + --color-prettylights-syntax-sublimelinter-gutter-mark: #3d444d; + --color-prettylights-syntax-variable: #ffa657; + --fgColor-attention: #d29922; + --fgColor-danger: #f85149; + --fgColor-default: #f0f6fc; + --fgColor-done: #ab7df8; + --fgColor-muted: #9198a1; + --fgColor-success: #3fb950; + --borderColor-muted: #3d444db3; + --color-prettylights-syntax-invalid-illegal-bg: var(--bgColor-danger-muted); + --color-prettylights-syntax-invalid-illegal-text: var(--fgColor-danger); + --focus-outlineColor: var(--borderColor-accent-emphasis); + --borderColor-neutral-muted: var(--borderColor-muted); +} + +.markdown-rendered a { + padding-inline-end: 0; + color: var(--fgColor-accent); + text-decoration: underline; + text-underline-offset: 0.2rem; + background-image: unset; +} + +.markdown-rendered a.tag { + padding: var(--tag-padding-y) var(--tag-padding-x); + text-decoration: none; +} + +.markdown-rendered blockquote a strong { + color: var(--fgColor-accent); +} + +.markdown-rendered .internal-link { + text-decoration: underline; +} + +.markdown-rendered pre { + background-color: var(--bgColor-muted); +} + +.markdown-rendered :not(pre) > code { + padding: 0.2em 0.4em; + font-size: 85%; + color: var(--fgColor-default); + background-color: var(--bgColor-neutral-muted); + border-radius: 6px; +} + +.markdown-rendered blockquote strong, +.markdown-rendered blockquote code { + color: var(--fgColor-muted); +} + +.markdown-rendered :not(pre) a code { + color: var(--fgColor-accent); +} + +.markdown-source-view.is-live-preview kbd, +.markdown-rendered kbd { + display: inline-block; + max-width: 100%; + padding: var(--base-size-4, 0.25rem); + font: 11px + var( + --fontStack-monospace, + ui-monospace, + SFMono-Regular, + SF Mono, + Menlo, + Consolas, + Liberation Mono, + monospace + ); + line-height: 10px; + vertical-align: middle; + color: var(--fgColor-default, var(--color-fg-default)); + background-color: var(--bgColor-muted, var(--color-canvas-subtle)); + border: solid 1px var(--borderColor-neutral-muted, var(--color-neutral-muted)); + border-bottom-color: var(--borderColor-neutral-muted, var(--color-neutral-muted)); + border-radius: 6px; + box-shadow: inset 0 -1px 0 var(--borderColor-neutral-muted, var(--color-neutral-muted)); +} + +.markdown-rendered blockquote { + padding-inline-start: 1em; + color: var(--fgColor-muted); + border-inline-start: 0.25em solid var(--borderColor-default); +} + +/* Tables */ +.markdown-rendered td, +.markdown-rendered th { + padding: var(--size-2-3) var(--size-4-3); +} + +.markdown-rendered th { + text-align: center; +} + +.markdown-rendered tbody tr:nth-child(2n) { + background-color: var(--background-secondary); +} + +.markdown-rendered ol > li { + margin-block-start: var(--base-size-16); +} + +.markdown-rendered li + li { + margin-top: 0.25em; +} + +.markdown-rendered .footnotes { + font-size: 12px; + color: var(--fgColor-muted); +} + +.markdown-rendered .footnotes :not(pre) > code { + color: var(--fgColor-muted); +} + +.markdown-rendered .footnotes p { + margin-block: 0 var(--base-size-16); +} + +.markdown-rendered .footnotes ol > li { + margin-inline-start: var(--base-size-16); +} + +.markdown-rendered .footnotes > hr:first-of-type { + margin: var(--base-size-16) 0; + border-top: 1px solid var(--borderColor-default); +} + +.markdown-rendered .footnotes ol > li::marker, +.markdown-rendered .footnotes ul > li::marker { + color: var(--fgColor-muted); +} + +.markdown-rendered .footnotes li + li { + margin-top: var(--base-size-16); +} + +/* Buttons */ +button { + transition: 80ms cubic-bezier(0.33, 1, 0.68, 1); +} + +button.mod-cta { + color: var(--text-on-accent); + background-color: var(--color-btn-primary-bg); +} + +button.mod-cta:hover { + background-color: var(--color-btn-primary-hover-bg); +} + +/* Alerts (Callouts) */ +.markdown-rendered .callout { + --callout-radius: 0; + --callout-border-width: 0; + --callout-padding: 0 1em; + + padding-block: var(--base-size-8); + padding-inline: var(--base-size-16); + color: var(--fgColor-default); + background-color: transparent; + border-inline-start: 0.25em solid var(--borderColor-default); +} + +.markdown-rendered .callout .callout-title { + gap: var(--base-size-8); + margin-block-end: var(--base-size-16); +} + +.markdown-rendered .callout .callout-title-inner { + font-weight: var(--font-medium); +} + +.markdown-rendered .callout[data-callout='note'] { + border-inline-start: 0.25em solid var(--borderColor-accent-emphasis); +} + +.markdown-rendered .callout[data-callout='note'] .callout-icon, +.markdown-rendered .callout[data-callout='note'] .callout-title-inner { + color: var(--fgColor-accent); +} + +.markdown-rendered .callout[data-callout='tip'] { + border-inline-start: 0.25em solid var(--borderColor-success-emphasis); +} + +.markdown-rendered .callout[data-callout='tip'] .callout-icon, +.markdown-rendered .callout[data-callout='tip'] .callout-title-inner { + color: 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Kanban-common */ +.kanban-plugin { + --lane-width: 348px; +} + +body.theme-light .kanban-plugin__lane-items > div { + box-shadow: rgb(140 149 159 / 15%) 0 3px 6px; +} + +/* Kanban-same-height-cards */ +body.kanban-same-height-cards .kanban-plugin__item-content-wrapper, +body.kanban-same-height-cards .kanban-plugin__item-title-wrapper { + min-height: 68px; +} + +/* Kanban-full-height-column */ +body.kanban-full-height-column button.kanban-plugin__new-item-button { + align-self: flex-end; +} + +body.kanban-full-height-column .kanban-plugin__item-button-wrapper { + display: flex; + flex-grow: 1; +} + +body.kanban-full-height-column .kanban-plugin__lane-wrapper { + min-height: 100%; +} + +/* Kanban-Minimal */ +body.kanban-on .kanban-plugin { + background-color: var(--kanban-background); +} + +body.kanban-on .kanban-plugin__lane { + background-color: var(--kanban-lane-background); + border: 1px solid var(--kanban-lane-border); +} + +body.kanban-on .kanban-plugin__lane-title { + flex-grow: 0; + width: fit-content; +} + +body.kanban-on .kanban-plugin__item-content-wrapper, +body.kanban-on .kanban-plugin__item-title-wrapper, +body.kanban-on .kanban-plugin__item-metadata-wrapper:not(:empty) { + background: var(--kanban-item-background); +} + +body.kanban-on .kanban-plugin__icon > svg { + transform: rotate(90deg); +} + +body.kanban-on .kanban-plugin__lane-settings-button-wrapper { + margin-left: auto; +} + +body.kanban-on div.kanban-plugin__lane-title-count { + padding: 2px 5px; + background-color: var(--kanban-lane-count); + border-radius: 1em; +} + +body.kanban-on .kanban-plugin__item button.kanban-plugin__item-prefix-button, +body.kanban-on .kanban-plugin__item button.kanban-plugin__item-postfix-button, +body.kanban-on .kanban-plugin__lane button.kanban-plugin__lane-settings-button { + height: 24px; + padding: 0 5px; + box-shadow: none; +} + +body.kanban-on .kanban-plugin__item button.kanban-plugin__item-prefix-button:hover, +body.kanban-on .kanban-plugin__item button.kanban-plugin__item-postfix-button:hover, +body.kanban-on .kanban-plugin__lane button.kanban-plugin__lane-settings-button:hover { + cursor: pointer; + background-color: var(--kanban-options-btn); +} + +body.kanban-on button.kanban-plugin__new-item-button { + justify-content: flex-start; + border: none; +} + +body.kanban-on .kanban-plugin__new-item-button:hover { + color: var(--text-normal); + background-color: inherit; + box-shadow: none; +} + +body.kanban-on .kanban-plugin__lane-items { + padding: 8px 15px; +} + +body.kanban-on .kanban-plugin__item-prefix-button-wrapper input[type='checkbox'] { + filter: none; +} + +/* Kanban-Full */ + +/* Main color */ +body.kanban-full .kanban-plugin { + background-color: var(--kanban-background); +} + +/* LANE */ + +/* Colors */ +body.kanban-full .kanban-plugin__lane { + background-color: var(--kanban-lane-background); + border: 1px solid var(--kanban-lane-border); +} + +/* Grip icon hiding */ +body.kanban-full .kanban-plugin__lane-grip { + position: absolute; + z-index: 0; + width: calc(var(--lane-width) - 1em); + height: 3em; + margin: 0; + cursor: default; + opacity: 0; +} + +body.kanban-full .kanban-plugin__lane-header-wrapper div { + z-index: 1; +} + +/* Header */ +body.kanban-full .kanban-plugin__lane-header-wrapper { + padding-left: 14px; +} + +body.kanban-full .kanban-plugin__markdown-preview-view { + font-size: inherit; +} + +/* Header + Counter */ +body.kanban-full .kanban-plugin__lane-title { + flex-grow: 0; + width: fit-content; + font-size: 1em; +} + +/* Counter */ +body.kanban-full div.kanban-plugin__lane-title-count { + padding: 2px 5px; + background-color: var(--kanban-lane-count); + border-radius: 1em; +} + +/* Three dot position */ +body.kanban-full .kanban-plugin__lane-settings-button-wrapper { + margin-left: auto; +} + +/* Cards padding */ +body.kanban-full .kanban-plugin__lane-items { + padding: 2px 6px; +} + +/* ITEM */ + +/* Colors */ +body.kanban-full .kanban-plugin__item-content-wrapper, +body.kanban-full .kanban-plugin__item-title-wrapper, +body.kanban-full .kanban-plugin__item-metadata-wrapper:not(:empty) { + background: var(--kanban-item-background); +} + +body.kanban-full .kanban-plugin__item { + border-color: var(--kanban-lane-border); +} + +/* Between items */ +body.kanban-full .kanban-plugin__lane-items > div { + margin-top: 0; + margin-bottom: 8px; +} + +/* Borders */ +body.kanban-full .kanban-plugin__lane-header-wrapper, +body.kanban-full .kanban-plugin__item-button-wrapper, +body.kanban-full .kanban-plugin__item-form { + border: none; +} + +/* Content */ +body.kanban-full .kanban-plugin__item-title-wrapper { + padding: 12px 12px 12px 0; +} + +body.kanban-full .kanban-plugin__item-title, +body.kanban-full .kanban-plugin__item-input-wrapper { + padding-left: 12px; +} + +/* Archive/checkbox */ +body.kanban-full .kanban-plugin__item-prefix-button-wrapper { + align-self: center; + margin-left: 5px; +} + +/* Time Date Buttons */ +body.kanban-full 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--------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------- | -------- | ------------------- | +| 1 | Write a program to implement a Diagonal Matrix, a Lower Triangular Matrix, an Upper Triangular Matrix, and a Symmetric Matrix using a one-dimensional array. | | | +| 2 | Write a program to search an element from a list. Give user the option to perform Linear or Binary search. | | | +| 3 | WAP to sort a list of elements. Give user the option to perform sorting using Insertion sort, Bubble sort or Selection sort. | | | +| 4 | Implement Linked List. Include functions for insertion, deletion and search of a number, reverse the list and concatenate two linked lists (include a function and also overload operator +). | | | +| 5 | Implement Doubly Linked List. Include functions for insertion, deletion and search of a number, reverse the list. | | | +| 6 | Implement Circular Linked List. Include functions for insertion, deletion and search of a number, reverse the list. | | | +| 7 | Perform Stack operations using Linked List implementation. | | | +| 8 | Perform Stack operations using Array implementation. | | | +| 9 | Perform Queues operations using Array. | | | +| 10 | Perform Circular Queues operations using Array. | | | +| 11 | Perform Queues operations using linklist. | | | +| 12 | Create and perform different operations on Double-ended Queues using Linked List implementation. | | | +| 13 | WAP to scan a polynomial using linked list and add two polynomials. | | | +| 14 | WAP to calculate factorial and to compute the factors of a given no. (i) using recursion, (ii) using iteration. | | | +| 15 | WAP to display Fibonacci series (i) using recursion, (ii) using iteration. | | | +| 16 | WAP to create a Binary Search Tree and include following operations in tree: i. Insertion (Recursive and Iterative Implementation) ii. Deletion by copying iii. Deletion by Merging iv. Search a no. in BST v. Display its preorder, postorder and inorder traversals Recursively vi. Display its preorder, postorder and inorder traversals Iteratively vii. Display its level-by-level traversals viii. Count the non-leaf nodes and leaf nodes ix. Display height of tree x. Create a mirror image of tree xi. Check whether two BSTs are equal or not | | | +| 17 | WAP to convert the Sparse Matrix into non-zero form and vice-versa. | | | +| 18 | WAP to reverse the order of the elements in the stack using additional stack. | | | +| 19 | WAP to reverse the order of the elements in the stack using additional Queue. | | | +/// +## Assignment 1 + +### Problem Statement: +Write a program to implement a Diagonal Matrix a Lower Triangular Matrix, an Upper Triangular Matrix, and a Symmetric Matrix using a one-dimensional array. + +### Problem Defination: +Matrix memory optimization means storing special matrices efficiently by avoiding storage of predictable zero or duplicate elements, using compact 1D array instead of full 2D array. +- **Diagonal Matrix:** Only diagonal elements `(i == j)` are non-zero. Stored using the formula `arr[i]`. +- **Lower Triangular Matrix:** All elements above the main diagonal are zero. Non-zero elements mapped using `i*(i+1)/2 + j`. +- **Upper Triangular Matrix:** All elements below the main diagonal are zero. Non-zero elements mapped using `n*i - i*(i-1)/2 + (j-i)`. +- **Symmetric Matrix:** Matrix equal to its transpose `(A[i][j] = A[j][i])`. Only the lower triangular half is stored, using `i*(i+1)/2 + j`. + +### Algorithm: +**Diagonal Matrix:** +``` +procedure setDiagonal(arr, i, j, x) +begin + if(i == j) + arr[i] <- x; + end if +end procedure + +procedure getDiagonal(arr, i, j) +begin + if(i == j) + return arr[i]; + else + return 0; + end if +end procedure +``` + +**Lower Triangular Matrix:** +``` +procedure setLower(arr, i, j, x) +begin + if(i >= j) + arr[i*(i+1)/2+j] <- x; + end if +end procedure + +procedure getLower(arr, i, j) +begin + if(i >= j) + return arr[i*(i+1)/2+j]; + else + return 0; + end if +end procedure +``` + +**Upper Triangular Matrix:** +``` +Procedure setUpper(arr, n, i, j, x) +begin + if(i <= j) + arr[n*i-i*(i-1)/2+(j-i)] <- x; + end if +end procedure + +Procedure getUpper(arr, n, i, j) +begin + if(i <= j) + return arr[n*i-i*(i-1)/2+(j-i)]; + else + return 0; + end if +end procedure +``` + +**Symmetric Matrix:** +``` +Procedure setSymmetric(arr, i, j, x) +begin + if(i >= j) + arr[i*(i+1)/2+j] <- x; + else + arr[j*(j+1)/2+i] <- x; + end if +end procedure + +Procedure getSymmetric(arr, i, j) +begin + if(i >= j) + return arr[i*(i+1)/2+j]; + else + return arr[j*(j+1)/2+i]; + end if +end procedure +``` + +/// +### Source Code: +``` +#include <iostream> + +using namespace std; + +class Matrix +{ +private: + int n, *arr; + +public: + Matrix(int size) + { + n = size; + arr = new int[n * (n + 1) / 2]; + } + + void setDiagonal(int i, int j, int x) + { + if (i == j) + arr[i] = x; + } + void setLowerTri(int i, int j, int x) + { + if (i >= j) + arr[i * (i + 1) / 2 + j] = x; + } + void setUpperTri(int i, int j, int x) + { + if (i <= j) + arr[n * i - (i * (i - 1) / 2) + (j - i)] = x; + } + void setSymmetric(int i, int j, int x) + { + (i >= j) ? arr[i * (i + 1) / 2 + j] = x : arr[j * (j + 1) / 2 + i] = x; + } + + int getDiagonal(int i, int j) + { + return (i == j) ? arr[i] : 0; + } + int getLowerTri(int i, int j) + { + return (i >= j) ? arr[i * (i + 1) / 2 + j] : 0; + } + int getUpperTri(int i, int j) + { + return (i <= j) ? arr[n * i - i * (i - 1) / 2 + (j - i)] : 0; + } + int getSymmetric(int i, int j) + { + return (i >= j) ? arr[i * (i + 1) / 2 + j] : arr[j * (j + 1) / 2 + i]; + } + + void display(int type) + { + cout << endl + << "Matrix:" << endl; + for (int i = 0; i < n; i++) + { + for (int j = 0; j < n; j++) + { + if (type == 1) + cout << getDiagonal(i, j) << " "; + else if (type == 2) + cout << getLowerTri(i, j) << " "; + else if (type == 3) + cout << getUpperTri(i, j) << " "; + else if (type == 4) + cout << getSymmetric(i, j) << " "; + } + cout << endl; + } + } + + ~Matrix() + { + delete[] arr; + } +}; + +int main() +{ + int n, choice, x; + cout << "Enter the order of the matrix : "; + cin >> n; + Matrix M(n); + + cout << "\n1. Diagonal Matrix."; + cout << "\n2. Lower Triangular Matrix."; + cout << "\n3. Upper Triangular Matrix."; + cout << "\n4. Symmetric Matrix."; + cout << "\nEnter your choice : "; + cin >> choice; + + switch (choice) + { + case 1: + cout << "\nEnter the diagonal elements : "; + for (int i = 0; i < n; i++) + { + cin >> x; + M.setDiagonal(i, i, x); + } + M.display(1); + break; + + case 2: + cout << "\nEnter the elements : "; + for (int i = 0; i < n; i++) + { + for (int j = 0; j <= i; j++) + { + cin >> x; + M.setLowerTri(i, j, x); + } + } + M.display(2); + break; + + case 3: + cout << "\nEnter the elements : "; + for (int i = 0; i < n; i++) + { + for (int j = i; j < n; j++) + { + cin >> x; + M.setUpperTri(i, j, x); + } + } + M.display(3); + break; + + case 4: + cout << "\nEnter the elements : "; + for (int i = 0; i < n; i++) + { + for (int j = 0; j <= i; j++) + { + cin >> x; + M.setSymmetric(i, j, x); + } + } + M.display(4); + break; + + default: + cout << "Invalid Choice."; + } + return 0; +} +``` + +### Output: +![[Pasted image 20260922092253.png|431]] + +![[Pasted image 20260922092306.png|431]] + +### Discussion: +This program demonstrates how memory can be saved when working with special types of matrices — **Diagonal**, **Lower Triangular**, **Upper Triangular**, and **Symmetric** — by storing only their essential elements in a single dynamically allocated 1D array, rather than a full 2D array. + +A **Matrix** class is used to bundle together the storage (the array) and the logic needed to interpret it correctly for each matrix type. + +Two private members drive the class: + +- **arr** - a dynamically allocated integer pointer that holds the compact array of stored values. +- **n** - the order (size) of the square matrix. + +When a **Matrix** object is created, the constructor computes the array size as **n*(n+1)/2** and allocates it on the heap using **new**. + +The class's functionality is built around these key methods: + +- **setDiagonal()**, **setLowerTri()**, **setUpperTri()** and **setSymmetric()** – Each of these accepts a row index, column index, and a value, then applies a matrix-specific formula to determine exactly where that value should be placed in the 1D array. +- **getDiagonal()**, **getLowerTri()**, **getUpperTri()** and **getSymmetric()** – These reconstruct values for any **(i, j)** position by locating them in the array (using ternary conditions), returning 0 for positions that were never stored, and — in the Symmetric case — reflecting values across the diagonal when needed. +- **display()** – Using two nested loops, this method walks through every position of the conceptual n×n matrix and prints the corresponding value, effectively rebuilding the full matrix view from the compact array. + +Finally, the destructor **~Matrix()** ensures proper cleanup by releasing the dynamically allocated array with **delete[]** once the object goes out of scope, preventing memory leaks. + +/// +## Assignment 2 +### Problem Statement: +Write a program to search an element from a list of elements using Linear Search and Binary Search techniques. + +### Problem Defination: +Searching is the process of finding whether a particular element is present in a given collection of elements, and if present, locating its position. + +- **Linear Search:** Examines each element of the list sequentially, one by one, starting from the first, until the desired element is found or the list ends. It works on both sorted and unsorted lists but has a time complexity of `O(n)`. +- **Binary Search:** Works only on a sorted list. It repeatedly divides the search interval in half — comparing the key with the middle element and eliminating the half of the list where the key cannot exist — giving a time complexity of `O(log n)`. + +### Algorithm: +**Linear Search:** +``` +procedure linearSearch(arr, n, key) +begin + for i ← 0 to n - 1 do + if(arr[i] = key) + return i; + end if + end for + return -1; +end procedure +``` + +**Binary Search:** +``` +procedure binarySearch(arr, n, key) +begin + left ← 0; + right ← n - 1; + while(left <= right) do + mid ← left + (right - left) / 2; + if(arr[mid] = key) + return mid; + else if(arr[mid] < key) + left ← mid + 1; + else + right ← mid - 1; + end if + end while + return -1; +end procedure +``` + +### Source Code: +``` +using namespace std; + +typedef struct MenuItem { + int id; + const char* name; +} menu; + +class SearchList { +private: + int *arr; + int n; + + void insertionSort() { + for (int i = 1; i < n; i++) { + int key = arr[i]; + int j = i - 1; + while (j >= 0 && arr[j] > key) { + arr[j + 1] = arr[j]; + j--; + } + arr[j + 1] = key; + } + } + +public: + SearchList(int size) { + n = size; + arr = new int[n]; + } + + void inputElements() { + cout << "\nEnter " << n << " elements: "; + for (int i = 0; i < n; i++) { + cin >> arr[i]; + } + } + + int linearSearch(int key) { + for (int i = 0; i < n; i++) { + if (arr[i] == key) { + return i; + } + } + return -1; + } + + int binarySearch(int key) { + // Binary search requires the collection to be sorted + insertionSort(); + cout << "\n(Array automatically sorted for Binary Search)"; + display(); + + int left = 0; + int right = n - 1; + + while (left <= right) { + int mid = left + (right - left) / 2; + + if (arr[mid] == key) { + return mid; + } else if (arr[mid] < key) { + left = mid + 1; + } else { + right = mid - 1; + } + } + return -1; + } + + void display() { + cout << "\nCurrent List: "; + for (int i = 0; i < n; i++) { + cout << arr[i] << " "; + } + cout << endl; + } + + void printMenu() { + menu items[] = { + {1, "Linear Search"}, {2, "Binary Search"}, + {0, "Display List"}, {-1, "Exit"} + }; + + cout << "\n## Choose Search Method --\n--------------------------------------------\n"; + for (int i = 0; i < 4; i++) { + cout << items[i].id << ". " << left << setw(20) << items[i].name; + if (i % 2 == 1) cout << "\n"; + } + } + + ~SearchList() { + delete[] arr; + } +}; + +int main() { + int n, choice, key; + cout << "Enter the size of the list: "; + cin >> n; + + if (n <= 0) { + cout << "Invalid list size!\n"; + return 0; + } + + SearchList list(n); + list.inputElements(); + + while (true) { + list.printMenu(); + cout << "Enter your choice: "; + cin >> choice; + + switch (choice) { + case 1: { + cout << "\nEnter element to search: "; + cin >> key; + int index = list.linearSearch(key); + if (index != -1) + cout << "\nElement " << key << " found at index " << index << ".\n"; + else + cout << "\nElement " << key << " not found in the list.\n"; + break; + } + case 2: { + cout << "\nEnter element to search: "; + cin >> key; + int index = list.binarySearch(key); + if (index != -1) + cout << "\nElement " << key << " found at index " << index << " in sorted array.\n"; + else + cout << "\nElement " << key << " not found in the list.\n"; + break; + } + case 0: + list.display(); + break; + case -1: + cout << "\nExiting program.....\nMemory cleared!\nExit 0\n"; + return 0; + default: + cout << "\nEntered wrong choice. Try again.\n"; + } + } +} +``` + +### Output: +![[Pasted image 20260922133534.png|400]] +![[Pasted image 20260922133550.png|402]] + +### Discussion: +This program demonstrates two fundamental searching techniques — **Linear Search** and **Binary Search** — wrapped inside a **SearchList** class that manages a dynamically allocated array of integers. + +Two private members support the class: + +- **arr** – a dynamically allocated integer pointer holding the list of elements. +- **n** – the total number of elements in the list. + +A helper method, **insertionSort()**, is kept private since it is only meant to be used internally to prepare the array before a binary search is performed. + +The class exposes the following key methods: + +- **inputElements()** – Reads `n` integers from the user into the array. +- **linearSearch()** – Iterates through the array sequentially, comparing each element with the key, and returns the index where a match is found, or `-1` if the key doesn't exist in the list. +- **binarySearch()** – First sorts the array using **insertionSort()**, since binary search only works correctly on sorted data, then uses two pointers, **left** and **right**, to repeatedly narrow down the search range by comparing the key against the middle element until it is found or the range is exhausted. +- **display()** – Prints all current elements of the list. +- **printMenu()** – Uses a locally defined `MenuItem` struct (aliased as `menu`) to store menu options as `{id, name}` pairs, then loops through and prints them in a formatted two-column layout using `setw()`. + +The **main()** function drives the program using an infinite loop with a `switch` statement, allowing the user to repeatedly choose between performing a linear search, a binary search, displaying the list, or exiting the program. Since binary search requires sorted data, the program automatically sorts and displays the array before performing that operation, keeping the underlying array consistent for future operations. + +Finally, the destructor **~SearchList()** releases the dynamically allocated array using **delete[]** when the object is destroyed, avoiding memory leaks. + +/// +## Assignment 3 +### Problem Statement: +Write a program to sort a list of elements. Give the user the option to perform sorting using Insertion Sort, Bubble Sort, or Selection Sort. + +### Problem Defination: +Sorting is the process of arranging elements of a list in a particular order (ascending/descending). + +- **Insertion Sort:** Builds the sorted list one element at a time by picking an element and inserting it into its correct position among the already-sorted part. Time complexity `O(n²)`. +- **Bubble Sort:** Repeatedly compares adjacent elements and swaps them if out of order, pushing the largest element to the end each pass. Time complexity `O(n²)`. +- **Selection Sort:** Repeatedly finds the minimum element from the unsorted part and places it at the beginning. Time complexity `O(n²)`. + +### Algorithm: +**Insertion Sort:** +``` +procedure insertionSort(arr, n) +begin + for i ← 1 to n - 1 do + key ← arr[i]; + j ← i - 1; + while(j >= 0 and arr[j] > key) do + arr[j + 1] ← arr[j]; + j ← j - 1; + end while + arr[j + 1] ← key; + end for +end procedure +``` + +**Bubble Sort:** +``` +procedure bubbleSort(arr, n) +begin + for i ← 0 to n - 2 do + swapped ← false; + for j ← 0 to n - i - 2 do + if(arr[j] > arr[j + 1]) + swap(arr[j], arr[j + 1]); + swapped ← true; + end if + end for + if(swapped = false) + break; + end if + end for +end procedure +``` + +**Selection Sort:** +``` +procedure selectionSort(arr, n) +begin + for i ← 0 to n - 2 do + minIdx ← i; + for j ← i + 1 to n - 1 do + if(arr[j] < arr[minIdx]) + minIdx ← j; + end if + end for + if(minIdx ≠ i) + swap(arr[i], arr[minIdx]); + end if + end for +end procedure +``` + +### Source Code: +``` +#include <iostream> +#include <iomanip> +using namespace std; + +typedef struct MenuItem { + int id; + const char* name; +} menu; + +class SortList { +private: + int *arr; + int *tempArr; + int n; + + void swapElements(int &a, int &b) { + int temp = a; + a = b; + b = temp; + } + + void reset() { + for (int i = 0; i < n; i++) tempArr[i] = arr[i]; + } + +public: + SortList(int size) { + n = size; + arr = new int[n]; + tempArr = new int[n]; + } + + void inputElements() { + cout << "\nEnter " << n << " elements: "; + for (int i = 0; i < n; i++) { + cin >> arr[i]; + tempArr[i] = arr[i]; + } + } + + void insertionSort() { + reset(); + for (int i = 1; i < n; i++) { + int key = tempArr[i]; + int j = i - 1; + while (j >= 0 && tempArr[j] > key) { + tempArr[j + 1] = tempArr[j]; + j--; + } + tempArr[j + 1] = key; + } + display(); + } + + void bubbleSort() { + reset(); + for (int i = 0; i < n - 1; i++) { + bool swapped = false; + for (int j = 0; j < n - i - 1; j++) { + if (tempArr[j] > tempArr[j + 1]) { + swapElements(tempArr[j], tempArr[j + 1]); + swapped = true; + } + } + if (!swapped) break; + } + display(); + } + + void selectionSort() { + reset(); + for (int i = 0; i < n - 1; i++) { + int minIdx = i; + for (int j = i + 1; j < n; j++) { + if (tempArr[j] < tempArr[minIdx]) minIdx = j; + } + if (minIdx != i) swapElements(tempArr[i], tempArr[minIdx]); + } + display(); + } + + void display() { + cout << "Sorted Array: "; + for (int i = 0; i < n; i++) cout << tempArr[i] << " "; + cout << endl; + } + + void displayOriginal() { + cout << "\nOriginal List: "; + for (int i = 0; i < n; i++) cout << arr[i] << " "; + cout << endl; + } + + void printMenu() { + menu items[] = { + {1, "Insertion Sort"}, {2, "Bubble Sort"}, + {3, "Selection Sort"}, {0, "Display Original"}, + {-1, "Exit"} + }; + for (int i = 0; i < 5; i++) { + cout << items[i].id << ". " << items[i].name << "\n"; + } + } + + ~SortList() { + delete[] arr; + delete[] tempArr; + } +}; + +int main() { + int n, choice; + cout << "Enter number of elements: "; + cin >> n; + if (n <= 0) { + cout << "Invalid size!\n"; + return 0; + } + + SortList sorter(n); + sorter.inputElements(); + + while (true) { + sorter.printMenu(); + cout << "Enter your choice: "; + cin >> choice; + + switch (choice) { + case 1: sorter.insertionSort(); break; + case 2: sorter.bubbleSort(); break; + case 3: sorter.selectionSort(); break; + case 0: sorter.displayOriginal(); break; + case -1: + cout << "\nExiting program.....\nMemory cleared!\nExit 0\n"; + return 0; + default: + cout << "\nEntered wrong choice. Try again.\n"; + } + } +} +``` + +### Output: +![[Pasted image 20260922133021.png|469]] + +![[Pasted image 20260922102559.png|472]] +### Discussion: +- **insertionSort()** rebuilds the array from `arr` via `reset()`, then repeatedly takes an element (`key`) and shifts larger elements in the sorted left portion rightward until it finds the correct spot to insert the key. +- **bubbleSort()** makes repeated passes, swapping adjacent out-of-order elements; a `swapped` flag lets it exit early once a pass makes no swaps, avoiding unnecessary iterations on an already-sorted array. +- **selectionSort()** finds the index of the minimum element in the unsorted portion (`minIdx`) on each pass and swaps it into place at the front, growing the sorted portion by one each time. + +All three operate on `tempArr`, a working copy of the original `arr`, so the original input remains unaffected and can be displayed separately via `displayOriginal()`. + +/// +## Assignment 4 +### Problem Statement: +Implement a Singly Linked List. Include functions for insertion, deletion and search of a number, reverse the list, and concatenate two linked lists (include a function and also overload the `+` operator). + +### Problem Defination: +A **Linked List** is a linear data structure where elements (nodes) are connected using pointers, with each node storing data and a reference to the next node. + +- **Insertion/Deletion:** Adding or removing a node at the beginning, end, or a given position by adjusting pointer links. +- **Search:** Traversing the list sequentially to find the position of a given value. +- **Reverse:** Reversing the direction of the `next` pointers so the list traverses in the opposite order. +- **Concatenation:** Joining two lists by linking the last node of the first list to the head of the second, done both via a function and an overloaded `+` operator. + +### Algorithm: +**Insertion at Beginning:** +``` +procedure insertAtBegin(head, val) +begin + newNode ← create new node; + newNode.data ← val; + newNode.next ← head; + head ← newNode; +end procedure +``` + +**Insertion at End:** +``` +procedure insertAtEnd(head, val) +begin + newNode ← create new node; + newNode.data ← val; + newNode.next ← NULL; + if(head = NULL) + head ← newNode; + else + temp ← head; + while(temp.next ≠ NULL) do + temp ← temp.next; + end while + temp.next ← newNode; + end if +end procedure +``` + +/// +**Insertion at Position:** +``` +procedure insertAtPos(head, pos, val) +begin + if(pos < 1) + print "Invalid Position"; + return; + end if + if(pos = 1) + call insertAtBegin(head, val); + return; + end if + temp ← head; + for i ← 1 to pos - 2 do + if(temp = NULL) + break; + end if + temp ← temp.next; + end for + if(temp = NULL) + print "Out of range"; + return; + end if + newNode ← create new node; + newNode.data ← val; + newNode.next ← temp.next; + temp.next ← newNode; +end procedure +``` + +**Deletion at Beginning:** +``` +procedure deleteAtBegin(head) +begin + if(head = NULL) + print "List is empty"; + return; + end if + temp ← head; + head ← head.next; + free temp; +end procedure +``` + +**Deletion at End:** +``` +procedure deleteAtEnd(head) +begin + if(head = NULL) + print "List is empty"; + return; + end if + if(head.next = NULL) + free head; + head ← NULL; + return; + end if + temp ← head; + while(temp.next.next ≠ NULL) do + temp ← temp.next; + end while + free temp.next; + temp.next ← NULL; +end procedure +``` + +**Deletion at Position:** +``` +procedure deleteAtPos(head, pos) +begin + if(head = NULL or pos < 1) + print "Unable to process"; + return; + end if + if(pos = 1) + call deleteAtBegin(head); + return; + end if + temp ← head; + for i ← 1 to pos - 2 do + if(temp = NULL) + break; + end if + temp ← temp.next; + end for + if(temp = NULL or temp.next = NULL) + print "Out of range"; + return; + end if + delNode ← temp.next; + temp.next ← delNode.next; + free delNode; +end procedure +``` + +**Search:** +``` +procedure search(head, key) +begin + temp ← head; + pos ← 1; + while(temp ≠ NULL) do + if(temp.data = key) + return pos; + end if + temp ← temp.next; + pos ← pos + 1; + end while + return -1; +end procedure +``` + +**Reverse:** +``` +procedure reverse(head) +begin + prev ← NULL; + curr ← head; + nxt ← NULL; + while(curr ≠ NULL) do + nxt ← curr.next; + curr.next ← prev; + prev ← curr; + curr ← nxt; + end while + head ← prev; +end procedure +``` + +**Concatenate:** +``` +procedure concatenate(head1, head2) +begin + if(head1 = NULL) + head1 ← head2; + head2 ← NULL; + return; + end if + temp ← head1; + while(temp.next ≠ NULL) do + temp ← temp.next; + end while + temp.next ← head2; + head2 ← NULL; +end procedure +``` + +### Source Code: +``` +#include <iostream> +using namespace std; + +typedef struct nodeType { + int data; + nodeType *next = nullptr; +} node; + +class SinglyLinkedList { +private: + node *head; + +public: + SinglyLinkedList() { head = nullptr; } + + SinglyLinkedList(const SinglyLinkedList &other) { + head = nullptr; + node *temp = other.head; + while (temp != nullptr) { + insertAtEnd(temp->data); + temp = temp->next; + } + } + + void insertAtBegin(int val) { + node *newNode = new node; + newNode->data = val; + newNode->next = head; + head = newNode; + } + + void insertAtEnd(int val) { + node *newNode = new node; + newNode->data = val; + newNode->next = nullptr; + if (head == nullptr) { + head = newNode; + } else { + node *temp = head; + while (temp->next != nullptr) temp = temp->next; + temp->next = newNode; + } + } + + void insertAtPos(int pos, int val) { + if (pos < 1) { cout << "Invalid Position!\n"; return; } + if (pos == 1) { insertAtBegin(val); return; } + node *temp = head; + for (int i = 1; i < pos - 1 && temp != nullptr; i++) temp = temp->next; + if (temp == nullptr) { cout << "Out of range!\n"; return; } + node *newNode = new node; + newNode->data = val; + newNode->next = temp->next; + temp->next = newNode; + } + + void deleteAtBegin() { + if (head == nullptr) { cout << "List is empty!\n"; return; } + node *temp = head; + head = head->next; + delete temp; + } + + void deleteAtEnd() { + if (head == nullptr) { cout << "List is empty!\n"; return; } + if (head->next == nullptr) { delete head; head = nullptr; return; } + node *temp = head; + while (temp->next->next != nullptr) temp = temp->next; + delete temp->next; + temp->next = nullptr; + } + + void deleteAtPos(int pos) { + if (head == nullptr || pos < 1) { cout << "Unable to process!\n"; return; } + if (pos == 1) { deleteAtBegin(); return; } + node *temp = head; + for (int i = 1; i < pos - 1 && temp != nullptr; i++) temp = temp->next; + if (temp == nullptr || temp->next == nullptr) { cout << "Out of range!\n"; return; } + node *delNode = temp->next; + temp->next = delNode->next; + delete delNode; + } + + int search(int key) { + node *temp = head; + int pos = 1; + while (temp != nullptr) { + if (temp->data == key) return pos; + temp = temp->next; + pos++; + } + return -1; + } + + void reverse() { + node *prev = nullptr, *curr = head, *nxt = nullptr; + while (curr != nullptr) { + nxt = curr->next; + curr->next = prev; + prev = curr; + curr = nxt; + } + head = prev; + } + + void concatenate(SinglyLinkedList &other) { + if (head == nullptr) { head = other.head; other.head = nullptr; return; } + node *temp = head; + while (temp->next != nullptr) temp = temp->next; + temp->next = other.head; + other.head = nullptr; + } + + SinglyLinkedList operator+(const SinglyLinkedList &other) const { + SinglyLinkedList result; + node *temp = head; + while (temp != nullptr) { result.insertAtEnd(temp->data); temp = temp->next; } + temp = other.head; + while (temp != nullptr) { result.insertAtEnd(temp->data); temp = temp->next; } + return result; + } + + void display() const { + node *temp = head; + cout << "List: "; + while (temp != nullptr) { cout << temp->data << " -> "; temp = temp->next; } + cout << "nullptr\n"; + } + + void printMenu() { + cout << "1.insertAtBegin 2.insertAtEnd 3.insertAtPos 4.deleteAtBegin 5.deleteAtEnd \n" + << "6.deleteAtPos 7.search 8.reverse 9.concatenate 10.operator+ 0.Display -1.Exit\n"; + } + + ~SinglyLinkedList() { + node *temp; + while (head != nullptr) { temp = head; head = head->next; delete temp; } + } +}; + +int main() { + SinglyLinkedList list1; + int choice, val, pos; + + while (true) { + list1.printMenu(); + cout << "Enter your choice: "; + cin >> choice; + switch (choice) { + case 1: cout << "Enter value: "; cin >> val; list1.insertAtBegin(val); break; + case 2: cout << "Enter value: "; cin >> val; list1.insertAtEnd(val); break; + case 3: + cout << "Enter position: "; cin >> pos; + cout << "Enter value: "; cin >> val; + list1.insertAtPos(pos, val); + break; + case 4: list1.deleteAtBegin(); break; + case 5: list1.deleteAtEnd(); break; + case 6: cout << "Enter position: "; cin >> pos; list1.deleteAtPos(pos); break; + case 7: { + cout << "Enter value to search: "; cin >> val; + int res = list1.search(val); + if (res != -1) cout << "Found at position " << res << ".\n"; + else cout << "Not found.\n"; + break; + } + case 8: list1.reverse(); break; + case 9: { + SinglyLinkedList list2; + int m, tempVal; + cout << "Enter number of elements in second list: "; cin >> m; + for (int i = 0; i < m; i++) { cin >> tempVal; list2.insertAtEnd(tempVal); } + list1.concatenate(list2); + break; + } + case 10: { + SinglyLinkedList list2; + int m, tempVal; + cout << "Enter number of elements in second list: "; cin >> m; + for (int i = 0; i < m; i++) { cin >> tempVal; list2.insertAtEnd(tempVal); } + SinglyLinkedList combined = list1 + list2; + combined.display(); + break; + } + case 0: list1.display(); break; + case -1: cout << "Exiting...\n"; return 0; + default: cout << "Wrong choice. Try again.\n"; + } + } +} +``` + +### Output: +![[Pasted image 20260922135426.png|536]] +<p align="right" >Continue to next page...</p> +/// +![[Pasted image 20260922135454.png|534]] +### Discussion: +- **insertAtBegin/insertAtEnd/insertAtPos** create a new node and link it into the chain — at the head, by traversing to the last node, or by traversing to the node just before the target position. +- **deleteAtBegin/deleteAtEnd/deleteAtPos** unlink a node by redirecting the previous node's `next` pointer around it before freeing it, with edge cases handled for an empty list or a single-node list. +- **search()** traverses the list sequentially, comparing each node's data with the key, returning its 1-based position or `-1`. +- **reverse()** rebuilds the list by walking through it once, flipping each node's `next` pointer to point backward using three tracking pointers (`prev`, `curr`, `nxt`). +- **concatenate()** links the last node of the calling list directly to the head of the other list, modifying the calling list in place. +- **operator+** builds an entirely new list by copying all nodes from both lists in sequence, leaving both original lists unmodified. +/// +## Assignment 5 +### Problem Statement: +Implement a Doubly Linked List. Include functions for insertion, deletion and search of a number, and reverse the list. + +### Problem Defination: +A **Doubly Linked List** is a linear data structure where each node stores data along with two pointers — `prev` and `next` — pointing to the previous and next nodes, allowing traversal in both directions. + +- **Insertion/Deletion:** Adding or removing a node at the beginning, end, or a given position by updating both `prev` and `next` links. +- **Search:** Traversing the list sequentially to find the position of a given value. +- **Reverse:** Swapping the `prev` and `next` pointers of every node so the list's direction is flipped. + +### Algorithm: +**Insertion at Beginning:** +``` +procedure insAtBegin(head, val) +begin + newNode ← create new node; + newNode.data ← val; + newNode.prev ← NULL; + newNode.next ← head; + if(head ≠ NULL) + head.prev ← newNode; + end if + head ← newNode; +end procedure +``` + +**Insertion at End:** +``` +procedure insAtEnd(head, val) +begin + newNode ← create new node; + newNode.data ← val; + newNode.next ← NULL; + if(head = NULL) + newNode.prev ← NULL; + head ← newNode; + else + temp ← head; + while(temp.next ≠ NULL) do + temp ← temp.next; + end while + temp.next ← newNode; + newNode.prev ← temp; + end if +end procedure +``` + +**Insertion at Position:** +``` +procedure insAtPos(head, pos, val) +begin + if(pos < 1) + print "Invalid Position"; + return; + end if + if(pos = 1) + call insAtBegin(head, val); + return; + end if + temp ← head; + for i ← 1 to pos - 2 do + if(temp = NULL) + break; + end if + temp ← temp.next; + end for + if(temp = NULL) + print "Out of range"; + return; + end if + newNode ← create new node; + newNode.data ← val; + newNode.next ← temp.next; + newNode.prev ← temp; + if(temp.next ≠ NULL) + temp.next.prev ← newNode; + end if + temp.next ← newNode; +end procedure +``` + +**Deletion at Beginning:** +``` +procedure delAtBegin(head) +begin + if(head = NULL) + print "List is empty"; + return; + end if + temp ← head; + head ← head.next; + if(head ≠ NULL) + head.prev ← NULL; + end if + free temp; +end procedure +``` + +**Deletion at End:** +``` +procedure delAtEnd(head) +begin + if(head = NULL) + print "List is empty"; + return; + end if + if(head.next = NULL) + free head; + head ← NULL; + return; + end if + temp ← head; + while(temp.next ≠ NULL) do + temp ← temp.next; + end while + temp.prev.next ← NULL; + free temp; +end procedure +``` + +**Deletion at Position:** +``` +procedure delAtPos(head, pos) +begin + if(head = NULL or pos < 1) + print "Unable to process"; + return; + end if + if(pos = 1) + call delAtBegin(head); + return; + end if + temp ← head; + for i ← 1 to pos - 1 do + if(temp = NULL) + break; + end if + temp ← temp.next; + end for + if(temp = NULL) + print "Out of range"; + return; + end if + if(temp.next ≠ NULL) + temp.next.prev ← temp.prev; + end if + if(temp.prev ≠ NULL) + temp.prev.next ← temp.next; + end if + free temp; +end procedure +``` + +**Search:** +``` +procedure search(head, key) +begin + if(head = NULL) + print "List is empty"; + return; + end if + temp ← head; + pos ← 1; + while(temp ≠ NULL) do + if(temp.data = key) + print "Found at position: ", pos; + return; + end if + temp ← temp.next; + pos ← pos + 1; + end while + print "Element not found"; +end procedure +``` + +**Reverse:** +``` +procedure reverse(head) +begin + if(head = NULL or head.next = NULL) + return; + end if + curr ← head; + temp ← NULL; + while(curr ≠ NULL) do + temp ← curr.prev; + curr.prev ← curr.next; + curr.next ← temp; + curr ← curr.prev; + end while + if(temp ≠ NULL) + head ← temp.prev; + end if +end procedure +``` + +### Source Code: +``` +#include <iostream> +using namespace std; + +typedef struct nodeType { + int data; + nodeType *prev = nullptr; + nodeType *next = nullptr; +} node; + +class DoublyLinkedList { +private: + node *head; + +public: + DoublyLinkedList() { head = nullptr; } + + void insAtBegin() { + node *newNode = new node; + cout << "Enter the value: "; + cin >> newNode->data; + newNode->prev = nullptr; + newNode->next = head; + if (head != nullptr) head->prev = newNode; + head = newNode; + } + + void insAtEnd() { + node *newNode = new node; + cout << "Enter the value: "; + cin >> newNode->data; + newNode->next = nullptr; + if (head == nullptr) { + newNode->prev = nullptr; + head = newNode; + } else { + node *temp = head; + while (temp->next != nullptr) temp = temp->next; + temp->next = newNode; + newNode->prev = temp; + } + } + + void insAtPos() { + int pos; + cout << "Enter the position: "; + cin >> pos; + if (pos < 1) { cout << "Invalid Position!\n"; return; } + if (pos == 1) { insAtBegin(); return; } + node *temp = head; + for (int i = 1; i < pos - 1 && temp != nullptr; i++) temp = temp->next; + if (temp == nullptr) { cout << "Out of range!\n"; return; } + node *newNode = new node; + cout << "Enter the value: "; + cin >> newNode->data; + newNode->next = temp->next; + newNode->prev = temp; + if (temp->next != nullptr) temp->next->prev = newNode; + temp->next = newNode; + } + + void delAtBegin() { + if (head == nullptr) { cout << "List is empty!\n"; return; } + node *temp = head; + head = head->next; + if (head != nullptr) head->prev = nullptr; + delete temp; + } + + void delAtEnd() { + if (head == nullptr) { cout << "List is empty!\n"; return; } + if (head->next == nullptr) { delete head; head = nullptr; return; } + node *temp = head; + while (temp->next != nullptr) temp = temp->next; + temp->prev->next = nullptr; + delete temp; + } + + void delAtPos() { + if (head == nullptr) { cout << "List is empty!\n"; return; } + int pos; + cout << "Enter the position: "; + cin >> pos; + if (pos < 1) { cout << "Invalid Position!\n"; return; } + if (pos == 1) { delAtBegin(); return; } + node *temp = head; + for (int i = 1; i < pos && temp != nullptr; i++) temp = temp->next; + if (temp == nullptr) { cout << "Out of range!\n"; return; } + if (temp->next != nullptr) temp->next->prev = temp->prev; + if (temp->prev != nullptr) temp->prev->next = temp->next; + delete temp; + } + + void search() { + if (head == nullptr) { cout << "List is empty!\n"; return; } + int key, pos = 1; + cout << "Enter the element to search: "; + cin >> key; + node *temp = head; + while (temp != nullptr) { + if (temp->data == key) { cout << "Found at position: " << pos << "\n"; return; } + temp = temp->next; + pos++; + } + cout << "Element not found.\n"; + } + + void reverse() { + if (head == nullptr || head->next == nullptr) return; + node *curr = head, *temp = nullptr; + while (curr != nullptr) { + temp = curr->prev; + curr->prev = curr->next; + curr->next = temp; + curr = curr->prev; + } + if (temp != nullptr) head = temp->prev; + } + + void display() { + node *temp = head; + cout << "List: nullptr "; + while (temp != nullptr) { cout << temp->data << " "; temp = temp->next; } + cout << "nullptr\n"; + } + + void printMenu() { + cout << "1.insertAtBegin 2.insertAtEnd 3.insertAtPos 4.deleteAtBegin 5.deleteAtEnd \n" + << "6.deleteAtPos 7.search 8.reverse 0.Display -1.Exit\n"; + } + + ~DoublyLinkedList() { + node *temp; + while (head != nullptr) { temp = head; head = head->next; delete temp; } + } +}; + +int main() { + DoublyLinkedList list; + int choice; + + while (true) { + list.printMenu(); + cout << "Enter your choice: "; + cin >> choice; + + switch (choice) { + case 1: list.insAtBegin(); break; + case 2: list.insAtEnd(); break; + case 3: list.insAtPos(); break; + case 4: list.delAtBegin(); break; + case 5: list.delAtEnd(); break; + case 6: list.delAtPos(); break; + case 7: list.search(); break; + case 8: list.reverse(); break; + case 0: list.display(); break; + case -1: cout << "Exiting...\n"; return 0; + default: cout << "Wrong choice. Try again.\n"; + } + } +} +``` + +/// +### Output: +![[Pasted image 20260922142353.png|466]] + +### Discussion: +- **insAtBegin/insAtEnd/insAtPos** create a new node and link it into the chain by updating both the `next` pointer of the preceding node and the `prev` pointer of the following node, unlike a singly linked list which only needs one direction updated. +- **delAtBegin/delAtEnd/delAtPos** unlink a node by connecting its neighboring nodes directly to each other via their `prev` and `next` pointers before freeing it, handling edge cases for an empty or single-node list. +- **search()** traverses the list sequentially from `head`, comparing each node's data with the key, and reports the 1-based position if found. +- **reverse()** walks through the entire list once, swapping each node's `prev` and `next` pointers, then updates `head` to what was previously the last node — reversing the traversal direction in place without allocating new nodes. +/// +## Assignment 6 +### Problem Statement: +Implement a Circular Linked List. Include functions for insertion, deletion and search of a number, and reverse the list. + +### Problem Defination: +A **Circular Linked List** is a linear structure where the last node's `next` points back to the head instead of `NULL`, forming a loop. Insertion/deletion require tracking the last node to preserve the loop; traversal loops must use `do-while`-style checks (`temp != head` after moving) to avoid infinite loops. + +### Algorithm: +**Insertion at Beginning:** +``` +procedure insertAtBegin(head, val) +begin + newNode ← create new node; + newNode.data ← val; + if(head = NULL) + head ← newNode; + newNode.next ← head; + else + temp ← head; + while(temp.next ≠ head) do + temp ← temp.next; + end while + newNode.next ← head; + temp.next ← newNode; + head ← newNode; + end if +end procedure +``` + +**Insertion at End:** +``` +procedure insertAtEnd(head, val) +begin + newNode ← create new node; + newNode.data ← val; + if(head = NULL) + head ← newNode; + newNode.next ← head; + else + temp ← head; + while(temp.next ≠ head) do + temp ← temp.next; + end while + temp.next ← newNode; + newNode.next ← head; + end if +end procedure +``` + +**Insertion at Position:** +``` +procedure insertAtPos(head, pos, val) +begin + if(pos < 1) + print "Invalid Position"; + return; + end if + if(pos = 1) + call insertAtBegin(head, val); + return; + end if + if(head = NULL) + print "Out of range"; + return; + end if + temp ← head; + for i ← 1 to pos - 2 do + temp ← temp.next; + if(temp = head) + print "Out of range"; + return; + end if + end for + newNode ← create new node; + newNode.data ← val; + newNode.next ← temp.next; + temp.next ← newNode; +end procedure +``` + +**Deletion at Beginning:** +``` +procedure deleteAtBegin(head) +begin + if(head = NULL) + print "List is empty"; + return; + end if + if(head.next = head) + free head; + head ← NULL; + return; + end if + temp ← head; + last ← head; + while(last.next ≠ head) do + last ← last.next; + end while + head ← head.next; + last.next ← head; + free temp; +end procedure +``` + +**Deletion at End:** +``` +procedure deleteAtEnd(head) +begin + if(head = NULL) + print "List is empty"; + return; + end if + if(head.next = head) + free head; + head ← NULL; + return; + end if + temp ← head; + while(temp.next.next ≠ head) do + temp ← temp.next; + end while + delNode ← temp.next; + temp.next ← head; + free delNode; +end procedure +``` + +**Deletion at Position:** +``` +procedure deleteAtPos(head, pos) +begin + if(head = NULL or pos < 1) + print "Unable to process"; + return; + end if + if(pos = 1) + call deleteAtBegin(head); + return; + end if + temp ← head; + for i ← 1 to pos - 2 do + temp ← temp.next; + if(temp = head) + print "Out of range"; + return; + end if + end for + if(temp.next = head) + print "Out of range"; + return; + end if + delNode ← temp.next; + temp.next ← delNode.next; + free delNode; +end procedure +``` + +**Search:** +``` +procedure search(head, key) +begin + if(head = NULL) + return -1; + end if + temp ← head; + pos ← 1; + repeat + if(temp.data = key) + return pos; + end if + temp ← temp.next; + pos ← pos + 1; + until temp = head; + return -1; +end procedure +``` + +**Reverse:** +``` +procedure reverse(head) +begin + if(head = NULL or head.next = head) + return; + end if + prev ← NULL; + curr ← head; + nxt ← NULL; + oldHead ← head; + repeat + nxt ← curr.next; + curr.next ← prev; + prev ← curr; + curr ← nxt; + until curr = head; + oldHead.next ← prev; + head ← prev; +end procedure +``` +### Source Code: +``` +#include <iostream> +using namespace std; + +struct node { + int data; + node *next = nullptr; +}; + +class CircularLinkedList { +private: + node *head = nullptr; + +public: + void insertAtBegin(int val) { + node *newNode = new node{val}; + if (head == nullptr) { head = newNode; newNode->next = head; return; } + node *temp = head; + while (temp->next != head) temp = temp->next; + newNode->next = head; + temp->next = newNode; + head = newNode; + } + + void insertAtEnd(int val) { + node *newNode = new node{val}; + if (head == nullptr) { head = newNode; newNode->next = head; return; } + node *temp = head; + while (temp->next != head) temp = temp->next; + temp->next = newNode; + newNode->next = head; + } + + void insertAtPos(int pos, int val) { + if (pos < 1) { cout << "Invalid Position!\n"; return; } + if (pos == 1) { insertAtBegin(val); return; } + if (head == nullptr) { cout << "Out of range!\n"; return; } + node *temp = head; + for (int i = 1; i < pos - 1; i++) { + temp = temp->next; + if (temp == head) { cout << "Out of range!\n"; return; } + } + node *newNode = new node{val}; + newNode->next = temp->next; + temp->next = newNode; + } + + void deleteAtBegin() { + if (head == nullptr) { cout << "List is empty!\n"; return; } + if (head->next == head) { delete head; head = nullptr; return; } + node *temp = head, *last = head; + while (last->next != head) last = last->next; + head = head->next; + last->next = head; + delete temp; + } + + void deleteAtEnd() { + if (head == nullptr) { cout << "List is empty!\n"; return; } + if (head->next == head) { delete head; head = nullptr; return; } + node *temp = head; + while (temp->next->next != head) temp = temp->next; + node *delNode = temp->next; + temp->next = head; + delete delNode; + } + + void deleteAtPos(int pos) { + if (head == nullptr || pos < 1) { cout << "Unable to process!\n"; return; } + if (pos == 1) { deleteAtBegin(); return; } + node *temp = head; + for (int i = 1; i < pos - 1; i++) { + temp = temp->next; + if (temp == head) { cout << "Out of range!\n"; return; } + } + if (temp->next == head) { cout << "Out of range!\n"; return; } + node *delNode = temp->next; + temp->next = delNode->next; + delete delNode; + } + + int search(int key) { + if (head == nullptr) return -1; + node *temp = head; + int pos = 1; + do { + if (temp->data == key) return pos; + temp = temp->next; + pos++; + } while (temp != head); + return -1; + } + + void reverse() { + if (head == nullptr || head->next == head) return; + node *prev = nullptr, *curr = head, *nxt = nullptr, *oldHead = head; + do { + nxt = curr->next; + curr->next = prev; + prev = curr; + curr = nxt; + } while (curr != head); + oldHead->next = prev; + head = prev; + } + + void display() { + if (head == nullptr) { cout << "List is empty!\n"; return; } + node *temp = head; + cout << "List: "; + do { cout << temp->data << " -> "; temp = temp->next; } while (temp != head); + cout << "(head)\n"; + } + + void printMenu() { + cout << "1.insertAtBegin 2.insertAtEnd 3.insertAtPos 4.deleteAtBegin 5.deleteAtEnd \n" + << "6.deleteAtPos 7.search 8.reverse 0.Display -1.Exit\n"; + } + + ~CircularLinkedList() { + if (head == nullptr) return; + node *temp = head->next; + while (temp != head) { node *next = temp->next; delete temp; temp = next; } + delete head; + } +}; + +int main() { + CircularLinkedList list; + int choice, val, pos; + + while (true) { + list.printMenu(); + cout << "Enter your choice: "; + cin >> choice; + + switch (choice) { + case 1: cout << "Enter value: "; cin >> val; list.insertAtBegin(val); break; + case 2: cout << "Enter value: "; cin >> val; list.insertAtEnd(val); break; + case 3: + cout << "Enter position: "; cin >> pos; + cout << "Enter value: "; cin >> val; + list.insertAtPos(pos, val); + break; + case 4: list.deleteAtBegin(); break; + case 5: list.deleteAtEnd(); break; + case 6: cout << "Enter position: "; cin >> pos; list.deleteAtPos(pos); break; + case 7: { + cout << "Enter value to search: "; cin >> val; + int res = list.search(val); + if (res != -1) cout << "Found at position " << res << ".\n"; + else cout << "Not found.\n"; + break; + } + case 8: list.reverse(); break; + case 0: list.display(); break; + case -1: cout << "Exiting...\n"; return 0; + default: cout << "Wrong choice. Try again.\n"; + } + } +} +``` + +/// +### Output: +![[Pasted image 20260923185808.png]] +![[Pasted image 20260923185824.png]] +/// +### Discussion: + +- **insertAtBegin/insertAtEnd/insertAtPos** create a new node and link it in, always ensuring the last node's `next` still points to the (possibly updated) `head` to preserve the circle. +- **deleteAtBegin/deleteAtEnd/deleteAtPos** unlink a node by finding its neighbors and relinking around it, with the last node's `next` updated to the new head where relevant. +- **search()** traverses using a `do-while` loop (since `head` itself must be checked first) and stops once it loops back to `head`. +- **reverse()** performs a standard 3-pointer reversal (`prev`, `curr`, `nxt`) but loops until `curr` returns to the original `head`, then fixes the old head's `next` to close the circle with the new head. + +/// +## Assignment 7 +### Problem Statement: +Perform Stack operations using Linked List implementation. +### Problem Defination: +A **Stack** is a linear data structure that follows LIFO (Last In First Out) order. In a linked list implementation, each element is stored as a **node** containing data and a pointer to the next node, with the **top** pointer always referring to the most recently inserted node. + +- **Push:** Insert a new node at the top. +- **Pop:** Remove the node from the top. +- **Peek:** View the top element without removing it. +### Algorithm: +**Check Empty:** +``` +procedure isEmpty(top) +begin + if(top = NULL) + return true; + else + return false; + end if +end procedure +``` + +**Push Operation:** +``` +procedure push(top, val) +begin + newNode ← create new node; + newNode.data ← val; + newNode.next ← top; + top ← newNode; +end procedure +``` + +**Pop Operation:** +``` +procedure pop(top) +begin + if(isEmpty(top)) + print "Stack Underflow"; + return; + end if + temp ← top; + val ← temp.data; + top ← top.next; + free temp; + return val; +end procedure +``` + +**Peek Operation:** +``` +procedure peek(top) +begin + if(isEmpty(top)) + print "Stack is empty"; + return; + end if + return top.data; +end procedure +``` + +### Source Code: +``` +#include <iostream> +using namespace std; + +struct node +{ + int data; + node *next; +}; + +class Stack +{ +private: + node *top; + +public: + Stack() { top = nullptr; } + + bool isEmpty() { return (top == nullptr); } + + void push(int val) + { + node *newNode = new node; + newNode->data = val; + newNode->next = top; + top = newNode; + } + + int pop() + { + if (isEmpty()) + { + cout << "Stack Underflow!\n"; + return -1; + } + node *temp = top; + int val = temp->data; + top = top->next; + delete temp; + return val; + } + + int peek() + { + if (isEmpty()) + { + cout << "Stack is empty!\n"; + return -1; + } + return top->data; + } + + void display() + { + if (isEmpty()) + { + cout << "Stack is empty!\n"; + return; + } + node *temp = top; + while (temp != nullptr) + { + cout << temp->data << " "; + temp = temp->next; + } + cout << endl; + } + + ~Stack() + { + node *temp; + while (top != nullptr) + { + temp = top; + top = top->next; + delete temp; + } + } +}; + +int main() +{ + Stack s; + int choice, val; + + while (true) + { + cout << "1.push 2.pop 3.peek 4.isEmpty 0.Display -1.Exit\n"; + cout << "Enter your choice: "; + cin >> choice; + + switch (choice) + { + case 1: + cout << "Enter value: "; + cin >> val; + s.push(val); + break; + + case 2: + { + int v = s.pop(); + if (v != -1) + cout << "Popped value: " << v << endl; + break; + } + + case 3: + { + int v = s.peek(); + if (v != -1) + cout << "Top element: " << v << endl; + break; + } + + case 4: + cout << (s.isEmpty() ? "Empty\n" : "Not empty\n"); + break; + + case 0: + s.display(); + break; + + case -1: + cout << "Exiting...\n"; + return 0; + + default: + cout << "Wrong choice.\n"; + } + } +} +``` + +### Output: +![[Pasted image 20260923191234.png]] + +### Discussion: +- **push()** creates a new node, links it to the current top, and updates `top` to point to this new node. +- **pop()** checks for underflow, then removes the node pointed to by `top`, updates `top` to the next node, and returns the removed value. +- **peek()** returns the data stored at `top` without modifying the stack. + +/// +## Assignment 8 +### Problem Statement: +Perform Stack operations using Array implementation. +### Problem Defination: +A **Stack** is a linear data structure that follows LIFO (Last In First Out) order. Elements are added and removed only from one end, called the **top**. +- **Push:** Insert an element at the top. +- **Pop:** Remove the element from the top. +- **Peek:** View the top element without removing it. +### Algorithm: +**Check Full:** +``` +procedure isFull(top, capacity) +begin + if(top = capacity - 1) + return true; + else + return false; + end if +end procedure +``` + +**Check Empty:** +``` +procedure isEmpty(top) +begin + if(top = -1) + return true; + else + return false; + end if +end procedure +``` + +**Push Operation:** +``` +procedure push(arr, top, capacity, val) +begin + if(isFull(top, capacity)) + print "Stack Overflow"; + return; + end if + top ← top + 1; + arr[top] ← val; +end procedure +``` + +**Pop Operation:** +``` +procedure pop(arr, top) +begin + if(isEmpty(top)) + print "Stack Underflow"; + return; + end if + val ← arr[top]; + top ← top - 1; + return val; +end procedure +``` + +**Peek Operation:** +``` +procedure peek(arr, top) +begin + if(isEmpty(top)) + print "Stack is empty"; + return; + end if + return arr[top]; +end procedure +``` + +### Source Code: +``` +#include <iostream> +using namespace std; + +class Stack { +private: + int *arr; + int top; + int capacity; + +public: + Stack(int size) { + capacity = size; + arr = new int[capacity]; + top = -1; + } + + bool isFull() { return (top == capacity - 1); } + bool isEmpty() { return (top == -1); } + + void push() { + if (isFull()) { cout << "Stack Overflow!\n"; return; } + int val; + cout << "Enter the value: "; + cin >> val; + arr[++top] = val; + } + + void pop() { + if (isEmpty()) { cout << "Stack Underflow!\n"; return; } + int val = arr[top--]; + cout << "Popped value: " << val << endl; + } + + void peek() { + if (isEmpty()) { cout << "Stack is empty!\n"; return; } + cout << "Top element: " << arr[top] << endl; + } + + void display() { + if (isEmpty()) { cout << "Stack is empty!\n"; return; } + for (int i = top; i >= 0; i--) cout << arr[i] << " "; + cout << endl; + } + + ~Stack() { delete[] arr; } +}; + +int main() { + int size, choice; + cout << "Enter stack capacity: "; + cin >> size; + if (size <= 0) { cout << "Invalid size!\n"; return 0; } + + Stack s(size); + while (true) { + cout << "1.push 2.pop 3.peek 4.isFull 5.isEmpty 0.Display -1.Exit\n"; + cout << "Enter your choice: "; + cin >> choice; + + switch (choice) { + case 1: s.push(); break; + case 2: s.pop(); break; + case 3: s.peek(); break; + case 4: cout << (s.isFull() ? "Full\n" : "Not full\n"); break; + case 5: cout << (s.isEmpty() ? "Empty\n" : "Not empty\n"); break; + case 0: s.display(); break; + case -1: cout << "Exiting...\n"; return 0; + default: cout << "Wrong choice.\n"; + } + } +} +``` + +### Output: +![[Pasted image 20260923191813.png]] + +### Discussion: +- **push()** checks for overflow, then increments `top` and stores the value at `arr[top]`. +- **pop()** checks for underflow, then returns `arr[top]` and decrements `top`, effectively removing it logically without clearing memory. +- **peek()** returns `arr[top]` without modifying `top`, allowing the caller to inspect the top element. + +/// +## Assignment 9 +### Problem Statement: +Perform Queue operations using Array. +### Problem Defination: +A **Queue** is a linear data structure that follows FIFO (First In First Out) order. Elements are inserted from the **rear** and removed from the **front**. +- **Enqueue:** Insert an element at the rear. +- **Dequeue:** Remove an element from the front. +- **Peek:** View the front element without removing it. +### Algorithm: +**Check Full:** +``` +procedure isFull(rear, capacity) +begin + if(rear = capacity - 1) + return true; + else + return false; + end if +end procedure +``` + +**Check Empty:** +``` +procedure isEmpty(front, rear) +begin + if(front = -1 or front > rear) + return true; + else + return false; + end if +end procedure +``` + +**Enqueue Operation:** +``` +procedure enqueue(arr, front, rear, capacity, val) +begin + if(isFull(rear, capacity)) + print "Queue Overflow"; + return; + end if + if(front = -1) + front ← 0; + end if + rear ← rear + 1; + arr[rear] ← val; +end procedure +``` + +**Dequeue Operation:** +``` +procedure dequeue(arr, front, rear) +begin + if(isEmpty(front, rear)) + print "Queue Underflow"; + return; + end if + val ← arr[front]; + front ← front + 1; + if(front > rear) + front ← -1; + rear ← -1; + end if + return val; +end procedure +``` + +**Peek Operation:** +``` +procedure peek(arr, front, rear) +begin + if(isEmpty(front, rear)) + print "Queue is empty"; + return; + end if + return arr[front]; +end procedure +``` + +### Source Code: +``` +#include <iostream> +using namespace std; + +class Queue { +private: + int *arr; + int front, rear, capacity; + +public: + Queue(int size) { + capacity = size; + arr = new int[capacity]; + front = -1; + rear = -1; + } + + bool isFull() { return (rear == capacity - 1); } + bool isEmpty() { return (front == -1 || front > rear); } + + void enqueue() { + if (isFull()) { cout << "Queue Overflow!\n"; return; } + int val; + cout << "Enter the value: "; + cin >> val; + if (front == -1) front = 0; + arr[++rear] = val; + } + + void dequeue() { + if (isEmpty()) { cout << "Queue Underflow!\n"; return; } + int val = arr[front++]; + if (front > rear) { front = -1; rear = -1; } + cout << "Dequeued value: " << val << endl; + } + + void peek() { + if (isEmpty()) { cout << "Queue is empty!\n"; return; } + cout << "Front element: " << arr[front] << endl; + } + + void display() { + if (isEmpty()) { cout << "Queue is empty!\n"; return; } + for (int i = front; i <= rear; i++) cout << arr[i] << " "; + cout << endl; + } + + ~Queue() { delete[] arr; } +}; + +int main() { + int size, choice; + cout << "Enter queue capacity: "; + cin >> size; + if (size <= 0) { cout << "Invalid size!\n"; return 0; } + + Queue q(size); + while (true) { + cout << "1.enqueue 2.dequeue 3.peek 4.isFull 5.isEmpty 0.Display -1.Exit\n"; + cout << "Enter your choice: "; + cin >> choice; + + switch (choice) { + case 1: q.enqueue(); break; + case 2: q.dequeue(); break; + case 3: q.peek(); break; + case 4: cout << (q.isFull() ? "Full\n" : "Not full\n"); break; + case 5: cout << (q.isEmpty() ? "Empty\n" : "Not empty\n"); break; + case 0: q.display(); break; + case -1: cout << "Exiting...\n"; return 0; + default: cout << "Wrong choice.\n"; + } + } +} +``` + +### Output: +![[Pasted image 20260923192135.png|476]] + +/// +### Discussion: +- **enqueue()** checks for overflow, initializes `front` to 0 on the first insertion, then places the value at `arr[++rear]`. +- **dequeue()** checks for underflow, returns `arr[front]`, increments `front`, and resets both `front` and `rear` to `-1` once the queue empties — since this linear queue does not reuse freed front slots. +- **peek()** returns `arr[front]` without modifying either pointer. + +/// +## Assignment 10 +### Problem Statement: +Perform Circular Queue operations using Array. +### Problem Defination: +A **Circular Queue** is a queue implemented using a fixed-size array where the rear wraps around to the front once it reaches the end, using modulo arithmetic. This allows reuse of freed slots, unlike a linear queue. +### Algorithm: +**Check Empty:** +``` +procedure isEmpty(front) +begin + if(front = -1) + return true; + else + return false; + end if +end procedure +``` + +**Check Full:** +``` +procedure isFull(front, rear, size) +begin + if((rear + 1) mod size = front) + return true; + else + return false; + end if +end procedure +``` + +**Enqueue Operation:** +``` +procedure enqueue(queue, front, rear, size, val) +begin + if(isFull(front, rear, size)) + print "Queue is Full"; + return; + end if + if(isEmpty(front)) + front ← 0; + rear ← 0; + else + rear ← (rear + 1) mod size; + end if + queue[rear] ← val; +end procedure +``` + +**Dequeue Operation:** +``` +procedure dequeue(queue, front, rear, size) +begin + if(isEmpty(front)) + print "Queue is Empty"; + return; + end if + val ← queue[front]; + if(front = rear) + front ← -1; + rear ← -1; + else + front ← (front + 1) mod size; + end if + return val; +end procedure +``` + +**Peek Operation:** +``` +procedure peek(queue, front) +begin + if(isEmpty(front)) + print "Queue is Empty"; + return; + end if + return queue[front]; +end procedure +``` + +### Source Code: +``` +#include <iostream> +using namespace std; + +class CircularQueue { +private: + int *queue; + int front, rear, size; + +public: + CircularQueue(int n) { + size = n; + queue = new int[size]; + front = -1; + rear = -1; + } + + bool isEmpty() { return front == -1; } + bool isFull() { return (rear + 1) % size == front; } + + void enqueue(int val) { + if (isFull()) { cout << "Queue is Full!\n"; return; } + if (isEmpty()) { front = 0; rear = 0; } + else rear = (rear + 1) % size; + queue[rear] = val; + } + + void dequeue() { + if (isEmpty()) { cout << "Queue is Empty!\n"; return; } + int val = queue[front]; + if (front == rear) { front = -1; rear = -1; } + else front = (front + 1) % size; + cout << "Removed: " << val << endl; + } + + void peek() { + if (isEmpty()) { cout << "Queue is Empty!\n"; return; } + cout << "Front element: " << queue[front] << endl; + } + + void display() { + if (isEmpty()) { cout << "Queue is Empty!\n"; return; } + int i = front; + while (true) { + cout << queue[i] << " "; + if (i == rear) break; + i = (i + 1) % size; + } + cout << endl; + } + + ~CircularQueue() { delete[] queue; } +}; + +int main() { + int n, choice, val; + cout << "Enter queue size: "; + cin >> n; + if (n <= 0) { cout << "Invalid size!\n"; return 0; } + + CircularQueue q(n); + while (true) { + cout << "1.enqueue 2.dequeue 3.peek 4.isEmpty 5.isFull 6.Display 0.Exit\n"; + cout << "Enter your choice: "; + cin >> choice; + + switch (choice) { + case 1: cout << "Enter value: "; cin >> val; q.enqueue(val); break; + case 2: q.dequeue(); break; + case 3: q.peek(); break; + case 4: cout << (q.isEmpty() ? "Empty\n" : "Not empty\n"); break; + case 5: cout << (q.isFull() ? "Full\n" : "Not full\n"); break; + case 6: q.display(); break; + case 0: cout << "Exiting...\n"; return 0; + default: cout << "Wrong choice.\n"; + } + } +} +``` + +### Output: +![[Pasted image 20260923192435.png|483]] +/// +### Discussion: +- **enqueue()** checks fullness using `(rear + 1) % size == front`, sets `front`/`rear` to `0` on the first insertion, otherwise advances `rear` circularly with modulo before storing the value. +- **dequeue()** returns `queue[front]`, and either resets both pointers to `-1` (if it was the last element) or advances `front` circularly, allowing wrapped-around slots to be reused. +- **peek()** simply returns `queue[front]` without altering any pointer. + +/// +## Assignment 11 +### Problem Statement: +Perform Queue operations using Linked List. +### Problem Defination: +A **Queue** implemented via a linked list uses two pointers, `front` and `rear`, to track the first and last nodes, allowing enqueue and dequeue in `O(1)` without a fixed capacity. +### Algorithm: +**Check Empty:** +``` +procedure isEmpty(front) +begin + if(front = NULL) + return true; + else + return false; + end if +end procedure +``` + +**Enqueue Operation:** +``` +procedure enqueue(front, rear, val) +begin + newNode ← create new node; + newNode.data ← val; + newNode.next ← NULL; + if(isEmpty(front)) + front ← newNode; + rear ← newNode; + else + rear.next ← newNode; + rear ← newNode; + end if +end procedure +``` + +**Dequeue Operation:** +``` +procedure dequeue(front, rear) +begin + if(isEmpty(front)) + print "Queue Underflow"; + return; + end if + temp ← front; + val ← temp.data; + front ← front.next; + if(front = NULL) + rear ← NULL; + end if + free temp; + return val; +end procedure +``` + +**Peek Operation:** +``` +procedure peek(front) +begin + if(isEmpty(front)) + print "Queue is empty"; + return; + end if + return front.data; +end procedure +``` + +### Source Code: +``` +#include <iostream> +using namespace std; + +struct node { + int data; + node *next = nullptr; +}; + +class Queue { +private: + node *front, *rear; + +public: + Queue() { front = nullptr; rear = nullptr; } + bool isEmpty() { return (front == nullptr); } + + void enqueue() { + node *newNode = new node; + cout << "Enter the value: "; + cin >> newNode->data; + newNode->next = nullptr; + if (isEmpty()) front = rear = newNode; + else { rear->next = newNode; rear = newNode; } + } + + void dequeue() { + if (isEmpty()) { cout << "Queue Underflow!\n"; return; } + node *temp = front; + int val = temp->data; + front = front->next; + if (front == nullptr) rear = nullptr; + delete temp; + cout << "Dequeued: " << val << endl; + } + + void peek() { + if (isEmpty()) { cout << "Queue is empty!\n"; return; } + cout << "Front element: " << front->data << endl; + } + + void display() { + if (isEmpty()) { cout << "Queue is empty!\n"; return; } + node *temp = front; + while (temp != nullptr) { cout << temp->data << " "; temp = temp->next; } + cout << endl; + } + + ~Queue() { + node *temp; + while (front != nullptr) { temp = front; front = front->next; delete temp; } + } +}; + +int main() { + Queue q; + int choice; + + while (true) { + cout << "1.enqueue 2.dequeue 3.peek 4.isEmpty 0.Display -1.Exit\n"; + cout << "Enter your choice: "; + cin >> choice; + + switch (choice) { + case 1: q.enqueue(); break; + case 2: q.dequeue(); break; + case 3: q.peek(); break; + case 4: cout << (q.isEmpty() ? "Empty\n" : "Not empty\n"); break; + case 0: q.display(); break; + case -1: cout << "Exiting...\n"; return 0; + default: cout << "Wrong choice.\n"; + } + } +} +``` + +### Output: +![[Pasted image 20260923192749.png]] + +### Discussion: +- **enqueue()** creates a new node and links it after `rear`, updating `rear` to point to it; if the queue was empty, both `front` and `rear` are set to the new node. +- **dequeue()** removes the node at `front`, advancing `front` to the next node, and resets `rear` to `NULL` if the list becomes empty. +- **peek()** returns `front->data` without modifying the queue. + +/// +## Assignment 12 +### Problem Statement: +Create and perform different operations on Double-ended Queues (Deque) using Linked List implementation. +### Problem Defination: +A **Deque (Double-Ended Queue)** allows insertion and deletion from both ends — front and rear. It is implemented here using a doubly linked list, so both `prev` and `next` pointers are updated during insert/delete at either end. +### Algorithm: +**Check Empty:** +``` +procedure isEmpty(front) +begin + if(front = NULL) + return true; + else + return false; + end if +end procedure +``` + +**Insert at Front:** +``` +procedure insertFront(front, rear, val) +begin + newNode ← create new node; + newNode.data ← val; + newNode.prev ← NULL; + newNode.next ← front; + if(isEmpty(front)) + front ← newNode; + rear ← newNode; + else + front.prev ← newNode; + front ← newNode; + end if +end procedure +``` + +**Insert at Rear:** +``` +procedure insertRear(front, rear, val) +begin + newNode ← create new node; + newNode.data ← val; + newNode.next ← NULL; + newNode.prev ← rear; + if(isEmpty(front)) + front ← newNode; + rear ← newNode; + else + rear.next ← newNode; + rear ← newNode; + end if +end procedure +``` + +**Delete from Front:** +``` +procedure deleteFront(front, rear) +begin + if(isEmpty(front)) + print "Deque Underflow"; + return; + end if + temp ← front; + val ← temp.data; + front ← front.next; + if(front = NULL) + rear ← NULL; + else + front.prev ← NULL; + end if + free temp; + return val; +end procedure +``` + +**Delete from Rear:** +``` +procedure deleteRear(front, rear) +begin + if(isEmpty(front)) + print "Deque Underflow"; + return; + end if + temp ← rear; + val ← temp.data; + rear ← rear.prev; + if(rear = NULL) + front ← NULL; + else + rear.next ← NULL; + end if + free temp; + return val; +end procedure +``` + +**Get Front / Get Rear:** +``` +procedure getFront(front) +begin + if(isEmpty(front)) + print "Deque is empty"; + return; + end if + return front.data; +end procedure + +procedure getRear(rear) +begin + if(rear = NULL) + print "Deque is empty"; + return; + end if + return rear.data; +end procedure +``` + +### Source Code: +``` +#include <iostream> +using namespace std; + +struct node { + int data; + node *prev = nullptr; + node *next = nullptr; +}; + +class Deque { +private: + node *front, *rear; + +public: + Deque() { front = nullptr; rear = nullptr; } + bool isEmpty() { return (front == nullptr); } + + void insertFront() { + node *newNode = new node; + cout << "Enter the value: "; + cin >> newNode->data; + newNode->prev = nullptr; + newNode->next = front; + if (isEmpty()) front = rear = newNode; + else { front->prev = newNode; front = newNode; } + } + + void insertRear() { + node *newNode = new node; + cout << "Enter the value: "; + cin >> newNode->data; + newNode->next = nullptr; + newNode->prev = rear; + if (isEmpty()) front = rear = newNode; + else { rear->next = newNode; rear = newNode; } + } + + void deleteFront() { + if (isEmpty()) { cout << "Deque Underflow!\n"; return; } + node *temp = front; + int val = temp->data; + front = front->next; + if (front == nullptr) rear = nullptr; + else front->prev = nullptr; + delete temp; + cout << "Deleted from front: " << val << endl; + } + + void deleteRear() { + if (isEmpty()) { cout << "Deque Underflow!\n"; return; } + node *temp = rear; + int val = temp->data; + rear = rear->prev; + if (rear == nullptr) front = nullptr; + else rear->next = nullptr; + delete temp; + cout << "Deleted from rear: " << val << endl; + } + + void getFront() { + if (isEmpty()) { cout << "Deque is empty!\n"; return; } + cout << "Front element: " << front->data << endl; + } + + void getRear() { + if (isEmpty()) { cout << "Deque is empty!\n"; return; } + cout << "Rear element: " << rear->data << endl; + } + + void display() { + if (isEmpty()) { cout << "Deque is empty!\n"; return; } + node *temp = front; + while (temp != nullptr) { cout << temp->data << " "; temp = temp->next; } + cout << endl; + } + + ~Deque() { + node *temp; + while (front != nullptr) { temp = front; front = front->next; delete temp; } + } +}; + +int main() { + Deque dq; + int choice; + + while (true) { + cout << "1.insertFront 2.insertRear 3.deleteFront 4.deleteRear\n" + << "5.getFront 6.getRear 7.isEmpty 0.Display -1.Exit\n"; + cout << "Enter your choice: "; + cin >> choice; + + switch (choice) { + case 1: dq.insertFront(); break; + case 2: dq.insertRear(); break; + case 3: dq.deleteFront(); break; + case 4: dq.deleteRear(); break; + case 5: dq.getFront(); break; + case 6: dq.getRear(); break; + case 7: cout << (dq.isEmpty() ? "Empty\n" : "Not empty\n"); break; + case 0: dq.display(); break; + case -1: cout << "Exiting...\n"; return 0; + default: cout << "Wrong choice.\n"; + } + } +} +``` +/// +### Output: +![[Pasted image 20260923193206.png]] +### Discussion: +- **insertFront()/insertRear()** create a new node and link it at the respective end, updating both `prev` and `next` pointers of neighboring nodes to maintain the doubly linked structure. +- **deleteFront()/deleteRear()** remove the node at the respective end by advancing `front` or `rear` to the adjacent node and clearing the freed node's neighbor pointer, with `front`/`rear` both reset to `NULL` if the deque becomes empty. +- **getFront()/getRear()** simply return `front->data` or `rear->data` without modifying the deque. + +/// +## Assignment 13 +### Problem Statement: +Write a program to scan a polynomial using a linked list and add two polynomials. +### Problem Defination: +A **Polynomial** can be represented as a linked list of terms, where each node stores a `coeff` (coefficient) and `exp` (exponent), sorted in decreasing order of exponent. +- **insertTerm:** Inserts a term into the list in the correct sorted position, merging with an existing term of the same exponent. +- **Addition:** Two polynomials are added by traversing both lists simultaneously, comparing exponents, and combining coefficients of matching terms. +### Algorithm: +**Insert Term in Sorted Order:** +``` +procedure insertTerm(head, coeff, exp) +begin + if(coeff = 0) + return; + end if + newNode ← create new node; + newNode.coeff ← coeff; + newNode.exp ← exp; + newNode.next ← NULL; + if(head = NULL or exp > head.exp) + newNode.next ← head; + head ← newNode; + return; + end if + if(head.exp = exp) + head.coeff ← head.coeff + coeff; + free newNode; + return; + end if + temp ← head; + while(temp.next ≠ NULL and temp.next.exp > exp) do + temp ← temp.next; + end while + if(temp.next ≠ NULL and temp.next.exp = exp) + temp.next.coeff ← temp.next.coeff + coeff; + free newNode; + else + newNode.next ← temp.next; + temp.next ← newNode; + end if +end procedure +``` + +**Add Polynomials:** +``` +procedure addPolynomials(head1, head2, resultHead) +begin + p ← head1; + q ← head2; + while(p ≠ NULL and q ≠ NULL) do + if(p.exp = q.exp) + sum ← p.coeff + q.coeff; + if(sum ≠ 0) + call insertTerm(resultHead, sum, p.exp); + end if + p ← p.next; + q ← q.next; + else if(p.exp > q.exp) + call insertTerm(resultHead, p.coeff, p.exp); + p ← p.next; + else + call insertTerm(resultHead, q.coeff, q.exp); + q ← q.next; + end if + end while + while(p ≠ NULL) do + call insertTerm(resultHead, p.coeff, p.exp); + p ← p.next; + end while + while(q ≠ NULL) do + call insertTerm(resultHead, q.coeff, q.exp); + q ← q.next; + end while +end procedure +``` + +### Source Code: +``` +#include <iostream> +#include <cmath> +using namespace std; + +struct node { + int coeff, exp; + node *next = nullptr; +}; + +class Polynomial { +private: + node *head; + + void clear() { + node *temp; + while (head != nullptr) { + temp = head; + head = head->next; + delete temp; + } + } + + void copyFrom(const Polynomial &other) { + if (other.head == nullptr) { + head = nullptr; + return; + } + head = new node{other.head->coeff, other.head->exp, nullptr}; + node *current = head; + node *otherCurrent = other.head->next; + while (otherCurrent != nullptr) { + current->next = new node{otherCurrent->coeff, otherCurrent->exp, nullptr}; + current = current->next; + otherCurrent = otherCurrent->next; + } + } + +public: + Polynomial() { head = nullptr; } + + Polynomial(const Polynomial &other) { + copyFrom(other); + } + + Polynomial& operator=(const Polynomial &other) { + if (this != &other) { + clear(); + copyFrom(other); + } + return *this; + } + + ~Polynomial() { + clear(); + } + + void insertTerm(int coeff, int exp) { + if (coeff == 0) return; + node *newNode = new node{coeff, exp, nullptr}; + + if (head == nullptr || exp > head->exp) { + newNode->next = head; + head = newNode; + return; + } + if (head->exp == exp) { + head->coeff += coeff; + delete newNode; + if (head->coeff == 0) { + node* temp = head; + head = head->next; + delete temp; + } + return; + } + node *temp = head; + while (temp->next != nullptr && temp->next->exp > exp) temp = temp->next; + if (temp->next != nullptr && temp->next->exp == exp) { + temp->next->coeff += coeff; + delete newNode; + if (temp->next->coeff == 0) { + node* toDelete = temp->next; + temp->next = temp->next->next; + delete toDelete; + } + } else { + newNode->next = temp->next; + temp->next = newNode; + } + } + + void inputPolynomial() { + int n, coeff, exp; + cout << "Enter number of terms: "; + cin >> n; + for (int i = 0; i < n; i++) { + cout << "Coefficient: "; cin >> coeff; + cout << "Exponent: "; cin >> exp; + insertTerm(coeff, exp); + } + } + + Polynomial add(const Polynomial &other) const { + Polynomial result; + node *p = head, *q = other.head; + while (p != nullptr && q != nullptr) { + if (p->exp == q->exp) { + int sum = p->coeff + q->coeff; + if (sum != 0) result.insertTerm(sum, p->exp); + p = p->next; q = q->next; + } else if (p->exp > q->exp) { + result.insertTerm(p->coeff, p->exp); + p = p->next; + } else { + result.insertTerm(q->coeff, q->exp); + q = q->next; + } + } + while (p != nullptr) { result.insertTerm(p->coeff, p->exp); p = p->next; } + while (q != nullptr) { result.insertTerm(q->coeff, q->exp); q = q->next; } + return result; + } + + void display() const { + if (head == nullptr) { cout << "0\n"; return; } + node *temp = head; + bool first = true; + while (temp != nullptr) { + if (!first && temp->coeff > 0) cout << " + "; + else if (!first && temp->coeff < 0) cout << " - "; + else if (temp->coeff < 0) cout << "-"; + int c = abs(temp->coeff); + if (temp->exp == 0) cout << c; + else if (temp->exp == 1) cout << (c == 1 ? "x" : to_string(c) + "x"); + else cout << (c == 1 ? "x^" + to_string(temp->exp) : to_string(c) + "x^" + to_string(temp->exp)); + first = false; + temp = temp->next; + } + cout << endl; + } +}; + +int main() { + Polynomial p1, p2, result; + cout << "--- First Polynomial ---\n"; + p1.inputPolynomial(); + cout << "--- Second Polynomial ---\n"; + p2.inputPolynomial(); + + cout << "First: "; p1.display(); + cout << "Second: "; p2.display(); + + result = p1.add(p2); + cout << "Sum: "; result.display(); + return 0; +} +``` + +### Output: +![[Pasted image 20260923194003.png]] + +### Discussion: +- **insertTerm()** inserts a term into the correct sorted-by-exponent position, merging its coefficient into an existing node if a term with the same exponent already exists, and discarding it entirely if the resulting coefficient is zero. +- **add()** walks both polynomial lists in parallel, comparing exponents at each step: matching exponents have their coefficients summed, while the term with the higher exponent is copied over as-is, until one list is exhausted and the rest of the other is appended — producing a new sorted result polynomial. + +/// +## Assignment 14 +### Problem Statement: +Write a program to calculate factorial and to compute the factors of a given number using (i) recursion and (ii) iteration. +### Problem Defination: +- **Factorial (n!):** Product of all positive integers up to `n`. Recursive definition: `n! = n * (n-1)!`, with base case `0! = 1! = 1`. +- **Factors:** Numbers that divide `n` exactly (remainder 0). Can be found either by recursively checking divisors from 1 to `n`, or with a simple iterative loop. +### Algorithm: +**Factorial using Recursion:** +``` +procedure factorialRecursive(n) +begin + if(n <= 1) + return 1; + else + return n * factorialRecursive(n - 1); + end if +end procedure +``` + +**Factorial using Iteration:** +``` +procedure factorialIterative(n) +begin + fact ← 1; + for i ← 2 to n do + fact ← fact * i; + end for + return fact; +end procedure +``` + +**Factors using Recursion:** +``` +procedure factorsRecursive(n, divisor) +begin + if(divisor > n) + return; + end if + if(n mod divisor = 0) + print divisor + " "; + end if + call factorsRecursive(n, divisor + 1); +end procedure +``` + +**Factors using Iteration:** +``` +procedure factorsIterative(n) +begin + for i ← 1 to n do + if(n mod i = 0) + print i + " "; + end if + end for +end procedure +``` + +### Source Code: +``` +#include <iostream> +using namespace std; + +class MathOperations { +private: + int num; + + long long factorialRecursive(int n) { + if (n <= 1) return 1; + return n * factorialRecursive(n - 1); + } + + void factorsRecursive(int n, int divisor) { + if (divisor > n) return; + if (n % divisor == 0) cout << divisor << " "; + factorsRecursive(n, divisor + 1); + } + +public: + MathOperations(int n) { num = n; } + + void calculateFactorialRecursive() { + if (num < 0) { cout << "Not defined for negative numbers.\n"; return; } + cout << "Factorial (Recursive): " << factorialRecursive(num) << endl; + } + + void calculateFactorialIterative() { + if (num < 0) { cout << "Not defined for negative numbers.\n"; return; } + long long fact = 1; + for (int i = 2; i <= num; i++) fact *= i; + cout << "Factorial (Iterative): " << fact << endl; + } + + void computeFactorsRecursive() { + if (num <= 0) { cout << "Factors need a positive integer.\n"; return; } + cout << "Factors (Recursive): "; + factorsRecursive(num, 1); + cout << endl; + } + + void computeFactorsIterative() { + if (num <= 0) { cout << "Factors need a positive integer.\n"; return; } + cout << "Factors (Iterative): "; + for (int i = 1; i <= num; i++) if (num % i == 0) cout << i << " "; + cout << endl; + } +}; + +int main() { + int n, choice; + cout << "Enter a number: "; + cin >> n; + MathOperations op(n); + + while (true) { + cout << "1.Factorial(Recursive) 2.Factorial(Iterative) " + << "3.Factors(Recursive) 4.Factors(Iterative) 0.Change Number -1.Exit\n"; + cout << "Enter your choice: "; + cin >> choice; + + switch (choice) { + case 1: op.calculateFactorialRecursive(); break; + case 2: op.calculateFactorialIterative(); break; + case 3: op.computeFactorsRecursive(); break; + case 4: op.computeFactorsIterative(); break; + case 0: cout << "Enter new number: "; cin >> n; op = MathOperations(n); break; + case -1: cout << "Exiting...\n"; return 0; + default: cout << "Wrong choice.\n"; + } + } +} +``` +/// +### Output: +![[Pasted image 20260923195210.png]] + +### Discussion: +- **factorialRecursive()** breaks the problem down as `n * factorial(n-1)`, terminating at the base case `n <= 1`, building up the result through the call stack as it unwinds. +- **factorialIterative()** achieves the same result with a simple loop multiplying `fact` by each integer from 2 to `n`, avoiding recursive call overhead. +- **factorsRecursive()** checks divisibility for the current `divisor` and recurses with `divisor + 1` until it exceeds `n`, printing each valid divisor along the way. +- **factorsIterative()** performs the same check using a single `for` loop from 1 to `n`. + +/// +## Assignment 15 +### Problem Statement: +Write a program to display the Fibonacci series using (i) recursion and (ii) iteration. +### Problem Defination: +The **Fibonacci series** is a sequence where each term is the sum of the two preceding ones (`0, 1, 1, 2, 3, 5, ...`), defined recursively as `F(n) = F(n-1) + F(n-2)` with base cases `F(0) = 0` and `F(1) = 1`. +### Algorithm: +**Fibonacci Term using Recursion:** +``` +procedure fibRecursive(k) +begin + if(k <= 0) + return 0; + end if + if(k = 1) + return 1; + end if + return fibRecursive(k - 1) + fibRecursive(k - 2); +end procedure +``` + +**Fibonacci Series using Iteration:** +``` +procedure fibIterative(n) +begin + if(n <= 0) + return; + end if + first ← 0; + second ← 1; + for i ← 0 to n - 1 do + if(i = 0) + print first + " "; + else if(i = 1) + print second + " "; + else + nextTerm ← first + second; + print nextTerm + " "; + first ← second; + second ← nextTerm; + end if + end for +end procedure +``` + +### Source Code: +``` +#include <iostream> +using namespace std; + +class Fibonacci { +private: + int n; + + int fibRecursive(int k) { + if (k <= 0) return 0; + if (k == 1) return 1; + return fibRecursive(k - 1) + fibRecursive(k - 2); + } + +public: + Fibonacci(int count) { n = count; } + + void displayRecursive() { + cout << "Fibonacci (Recursive): "; + for (int i = 0; i < n; i++) cout << fibRecursive(i) << " "; + cout << endl; + } + + void displayIterative() { + cout << "Fibonacci (Iterative): "; + if (n <= 0) { cout << endl; return; } + int first = 0, second = 1; + for (int i = 0; i < n; i++) { + if (i == 0) cout << first << " "; + else if (i == 1) cout << second << " "; + else { + int nextTerm = first + second; + cout << nextTerm << " "; + first = second; + second = nextTerm; + } + } + cout << endl; + } +}; + +int main() { + int n, choice; + cout << "Enter number of terms: "; + cin >> n; + if (n < 0) { cout << "Invalid number of terms!\n"; return 0; } + + Fibonacci fib(n); + while (true) { + cout << "1.Recursive 2.Iterative -1.Exit\n"; + cout << "Enter your choice: "; + cin >> choice; + + switch (choice) { + case 1: fib.displayRecursive(); break; + case 2: fib.displayIterative(); break; + case -1: cout << "Exiting...\n"; return 0; + default: cout << "Wrong choice.\n"; + } + } +} +``` + +### Output: +![[Pasted image 20260923195554.png|484]] + +### Discussion: +- **fibRecursive()** computes the k-th term by recursively summing the two preceding terms, with base cases returning `0` and `1` for `k <= 0` and `k = 1` respectively — called once per term for the recursive display. +- **displayIterative()** builds the series in a single pass using two tracking variables, `first` and `second`, updating them each iteration to hold the last two computed terms, avoiding the exponential recomputation of the recursive approach. + +/// +## Assignment 16 +### Problem Statement: +WAP to create a Binary Search Tree and include following operations in tree: +i. Insertion (Recursive and Iterative Implementation) +ii. Deletion by copying +iii. Deletion by Merging +iv. Search a no. in BST +v. Display its preorder, postorder and inorder traversals Recursively +vi. Display its preorder, postorder and inorder traversals Iteratively +vii. Display its level-by-level traversals +viii. Count the non-leaf nodes and leaf nodes +ix. Display height of tree +x. Create a mirror image of tree +xi. Check whether two BSTs are equal or not +### Problem Defination: +A **Binary Search Tree (BST)** is a binary tree in which every node's left subtree contains only values smaller than the node, and the right subtree contains only values larger. Key operations include **insertion**, **deletion** (by copying the inorder predecessor or by merging subtrees), **search**, and **traversals** (preorder, inorder, postorder, level order) to visit all nodes in different orders. +### Algorithm: +**Recursive Insertion:** +``` +procedure insertRecursive(root, val) +begin + if(root = NULL) + newNode ← create new node with val; + return newNode; + end if + if(val < root.data) + root.left ← insertRecursive(root.left, val); + else if(val > root.data) + root.right ← insertRecursive(root.right, val); + else + print "Duplicate value ignored"; + end if + return root; +end procedure +``` + +**Iterative Insertion:** +``` +procedure insertIterative(root, val) +begin + newNode ← create new node with val; + if(root = NULL) + root ← newNode; + return; + end if + current ← root; + parent ← NULL; + while(current ≠ NULL) do + parent ← current; + if(val < current.data) + current ← current.left; + else if(val > current.data) + current ← current.right; + else + print "Duplicate value ignored"; + free newNode; + return; + end if + end while + if(val < parent.data) + parent.left ← newNode; + else + parent.right ← newNode; + end if +end procedure +``` + +**Search:** +``` +procedure search(root, key) +begin + current ← root; + while(current ≠ NULL) do + if(current.data = key) + return true; + else if(key < current.data) + current ← current.left; + else + current ← current.right; + end if + end while + return false; +end procedure +``` + +**Deletion by Copying:** +``` +procedure deleteByCopying(root, key) +begin + if(root = NULL) + return NULL; + end if + if(key < root.data) + root.left ← deleteByCopying(root.left, key); + else if(key > root.data) + root.right ← deleteByCopying(root.right, key); + else + if(root.left = NULL) + temp ← root.right; + free root; + return temp; + else if(root.right = NULL) + temp ← root.left; + free root; + return temp; + end if + pred ← root.left; + while(pred.right ≠ NULL) do + pred ← pred.right; + end while + root.data ← pred.data; + root.left ← deleteByCopying(root.left, pred.data); + end if + return root; +end procedure +``` + +**Deletion by Merging:** +``` +procedure deleteByMerging(root, key) +begin + if(root = NULL) + return NULL; + end if + if(key < root.data) + root.left ← deleteByMerging(root.left, key); + return root; + else if(key > root.data) + root.right ← deleteByMerging(root.right, key); + return root; + end if + if(root.left = NULL) + temp ← root.right; + free root; + return temp; + else if(root.right = NULL) + temp ← root.left; + free root; + return temp; + end if + successor ← root.right; + while(successor.left ≠ NULL) do + successor ← successor.left; + end while + successor.left ← root.left; + temp ← root.right; + free root; + return temp; +end procedure +``` + +**Preorder Traversal (Recursive):** +``` +procedure preorderRecursive(root) +begin + if(root = NULL) + return; + end if + print root.data + " "; + call preorderRecursive(root.left); + call preorderRecursive(root.right); +end procedure +``` + +**Inorder Traversal (Recursive):** +``` +procedure inorderRecursive(root) +begin + if(root = NULL) + return; + end if + call inorderRecursive(root.left); + print root.data + " "; + call inorderRecursive(root.right); +end procedure +``` + +**Postorder Traversal (Recursive):** +``` +procedure postorderRecursive(root) +begin + if(root = NULL) + return; + end if + call postorderRecursive(root.left); + call postorderRecursive(root.right); + print root.data + " "; +end procedure +``` + +**Preorder Traversal (Iterative):** +``` +procedure preorderIterative(root) +begin + if(root = NULL) + return; + end if + initialize stack S; + push(S, root); + while(not isEmpty(S)) do + current ← pop(S); + print current.data + " "; + if(current.right ≠ NULL) + push(S, current.right); + end if + if(current.left ≠ NULL) + push(S, current.left); + end if + end while +end procedure +``` + +**Inorder Traversal (Iterative):** +``` +procedure inorderIterative(root) +begin + if(root = NULL) + return; + end if + initialize stack S; + current ← root; + while(current ≠ NULL or not isEmpty(S)) do + while(current ≠ NULL) do + push(S, current); + current ← current.left; + end while + current ← pop(S); + print current.data + " "; + current ← current.right; + end while +end procedure +``` + +**Postorder Traversal (Iterative):** +``` +procedure postorderIterative(root) +begin + if(root = NULL) + return; + end if + initialize stacks S1, S2; + push(S1, root); + while(not isEmpty(S1)) do + current ← pop(S1); + push(S2, current); + if(current.left ≠ NULL) + push(S1, current.left); + end if + if(current.right ≠ NULL) + push(S1, current.right); + end if + end while + while(not isEmpty(S2)) do + current ← pop(S2); + print current.data + " "; + end while +end procedure +``` + +**Level Order Traversal:** +``` +procedure levelOrder(root) +begin + if(root = NULL) + return; + end if + initialize queue Q; + enqueue(Q, root); + while(not isEmpty(Q)) do + current ← dequeue(Q); + print current.data + " "; + if(current.left ≠ NULL) + enqueue(Q, current.left); + end if + if(current.right ≠ NULL) + enqueue(Q, current.right); + end if + end while +end procedure +``` + +**Count Leaf Nodes:** +``` +procedure countLeaf(root) +begin + if(root = NULL) + return 0; + end if + if(root.left = NULL and root.right = NULL) + return 1; + end if + return countLeaf(root.left) + countLeaf(root.right); +end procedure +``` + +**Count Non-Leaf Nodes:** +``` +procedure countNonLeaf(root) +begin + if(root = NULL or (root.left = NULL and root.right = NULL)) + return 0; + end if + return 1 + countNonLeaf(root.left) + countNonLeaf(root.right); +end procedure +``` + +**Calculate Height:** +``` +procedure height(root) +begin + if(root = NULL) + return -1; + end if + leftHeight ← height(root.left); + rightHeight ← height(root.right); + return 1 + max(leftHeight, rightHeight); +end procedure +``` + +**Mirror Image:** +``` +procedure mirror(root) +begin + if(root = NULL) + return; + end if + temp ← root.left; + root.left ← root.right; + root.right ← temp; + call mirror(root.left); + call mirror(root.right); +end procedure +``` + +**Check Trees Equal:** +``` +procedure areEqual(root1, root2) +begin + if(root1 = NULL and root2 = NULL) + return true; + end if + if(root1 = NULL or root2 = NULL) + return false; + end if + if(root1.data ≠ root2.data) + return false; + end if + return areEqual(root1.left, root2.left) and areEqual(root1.right, root2.right); +end procedure +``` + +### Source Code: +``` +#include <iostream> +#include <stack> +#include <queue> +#include <algorithm> + +using namespace std; + +struct node { + int data; + node *left; + node *right; + + node(int val) { + data = val; + left = nullptr; + right = nullptr; + } +}; + +class BST { +private: + node *root; + + node* insertRecursive(node *current, int val, bool &inserted) { + if (current == nullptr) { + inserted = true; + return new node(val); + } + if (val < current->data) current->left = insertRecursive(current->left, val, inserted); + else if (val > current->data) current->right = insertRecursive(current->right, val, inserted); + else { cout << "Duplicate value ignored.\n"; inserted = false; } + return current; + } + + void preorderRecursive(node *current) { + if (current == nullptr) return; + cout << current->data << " "; + preorderRecursive(current->left); + preorderRecursive(current->right); + } + + void inorderRecursive(node *current) { + if (current == nullptr) return; + inorderRecursive(current->left); + cout << current->data << " "; + inorderRecursive(current->right); + } + + void postorderRecursive(node *current) { + if (current == nullptr) return; + postorderRecursive(current->left); + postorderRecursive(current->right); + cout << current->data << " "; + } + + bool searchRecursive(node *current, int key) { + if (current == nullptr) return false; + if (current->data == key) return true; + if (key < current->data) return searchRecursive(current->left, key); + return searchRecursive(current->right, key); + } + + node* deleteByCopying(node *current, int key) { + if (current == nullptr) return nullptr; + if (key < current->data) { + current->left = deleteByCopying(current->left, key); + } else if (key > current->data) { + current->right = deleteByCopying(current->right, key); + } else { + if (current->left == nullptr) { node *temp = current->right; delete current; return temp; } + if (current->right == nullptr) { node *temp = current->left; delete current; return temp; } + node *pred = current->left; + while (pred->right != nullptr) pred = pred->right; + current->data = pred->data; + current->left = deleteByCopying(current->left, pred->data); + } + return current; + } + + node* deleteByMerging(node *current, int key) { + if (current == nullptr) return nullptr; + if (key < current->data) { current->left = deleteByMerging(current->left, key); return current; } + if (key > current->data) { current->right = deleteByMerging(current->right, key); return current; } + if (current->left == nullptr) { node *temp = current->right; delete current; return temp; } + if (current->right == nullptr) { node *temp = current->left; delete current; return temp; } + node *successor = current->right; + while (successor->left != nullptr) successor = successor->left; + successor->left = current->left; + node *temp = current->right; + delete current; + return temp; + } + + int countLeaf(node *current) { + if (current == nullptr) return 0; + if (current->left == nullptr && current->right == nullptr) return 1; + return countLeaf(current->left) + countLeaf(current->right); + } + + int countNonLeaf(node *current) { + if (current == nullptr) return 0; + if (current->left == nullptr && current->right == nullptr) return 0; + return 1 + countNonLeaf(current->left) + countNonLeaf(current->right); + } + + int height(node *current) { + if (current == nullptr) return -1; + return 1 + max(height(current->left), height(current->right)); + } + + void mirror(node *current) { + if (current == nullptr) return; + node *temp = current->left; + current->left = current->right; + current->right = temp; + mirror(current->left); + mirror(current->right); + } + + bool areEqual(node *root1, node *root2) { + if (root1 == nullptr && root2 == nullptr) return true; + if (root1 == nullptr || root2 == nullptr) return false; + if (root1->data != root2->data) return false; + return areEqual(root1->left, root2->left) && areEqual(root1->right, root2->right); + } + + void destroy(node *current) { + if (current == nullptr) return; + destroy(current->left); + destroy(current->right); + delete current; + } + +public: + BST() { root = nullptr; } + + void insertRecursive(int val) { + bool inserted = false; + root = insertRecursive(root, val, inserted); + } + + void insertIterative(int val) { + node *newNode = new node(val); + if (root == nullptr) { root = newNode; return; } + node *current = root; + node *parent = nullptr; + while (current != nullptr) { + parent = current; + if (val < current->data) current = current->left; + else if (val > current->data) current = current->right; + else { cout << "Duplicate value ignored.\n"; delete newNode; return; } + } + if (val < parent->data) parent->left = newNode; + else parent->right = newNode; + } + + void deleteCopying(int key) { + if (!search(key)) { cout << "Element not found in BST.\n"; return; } + root = deleteByCopying(root, key); + } + + void deleteMerging(int key) { + if (!search(key)) { cout << "Element not found in BST.\n"; return; } + root = deleteByMerging(root, key); + } + + bool search(int key) { + node *current = root; + while (current != nullptr) { + if (current->data == key) return true; + current = (key < current->data) ? current->left : current->right; + } + return false; + } + + void preorderRecursive() { preorderRecursive(root); cout << endl; } + void inorderRecursive() { inorderRecursive(root); cout << endl; } + void postorderRecursive() { postorderRecursive(root); cout << endl; } + + void preorderIterative() { + if (root == nullptr) return; + stack<node*> s; + s.push(root); + while (!s.empty()) { + node *current = s.top(); s.pop(); + cout << current->data << " "; + if (current->right != nullptr) s.push(current->right); + if (current->left != nullptr) s.push(current->left); + } + cout << endl; + } + + void inorderIterative() { + stack<node*> s; + node *current = root; + while (current != nullptr || !s.empty()) { + while (current != nullptr) { s.push(current); current = current->left; } + current = s.top(); s.pop(); + cout << current->data << " "; + current = current->right; + } + cout << endl; + } + + void postorderIterative() { + if (root == nullptr) return; + stack<node*> s1, s2; + s1.push(root); + while (!s1.empty()) { + node *current = s1.top(); s1.pop(); + s2.push(current); + if (current->left != nullptr) s1.push(current->left); + if (current->right != nullptr) s1.push(current->right); + } + while (!s2.empty()) { cout << s2.top()->data << " "; s2.pop(); } + cout << endl; + } + + void levelOrder() { + if (root == nullptr) return; + queue<node*> q; + q.push(root); + while (!q.empty()) { + node *current = q.front(); q.pop(); + cout << current->data << " "; + if (current->left != nullptr) q.push(current->left); + if (current->right != nullptr) q.push(current->right); + } + cout << endl; + } + + void countNodes() { + cout << "Leaf Nodes: " << countLeaf(root) << endl; + cout << "Non-Leaf Nodes: " << countNonLeaf(root) << endl; + } + + void displayHeight() { cout << "Height of Tree: " << height(root) << endl; } + + void createMirror() { mirror(root); } + + bool isEqual(BST &other) { return areEqual(root, other.root); } + + ~BST() { destroy(root); } +}; + +int main() { + BST tree; + int choice, value; + + while (true) { + cout << "1.InsertRec 2.InsertIter 3.DeleteCopy 4.DeleteMerge 5.Search\n"; + cout << "6.PreorderRec 7.InorderRec 8.PostorderRec 9.PreorderIter 10.InorderIter\n"; + cout << "11.PostorderIter 12.LevelOrder 13.CountNodes 14.Height 15.Mirror 16.CheckEqual 0.Exit\n"; + cout << "Enter your choice: "; + cin >> choice; + + switch (choice) { + case 1: cout << "Enter value: "; cin >> value; tree.insertRecursive(value); break; + case 2: cout << "Enter value: "; cin >> value; tree.insertIterative(value); break; + case 3: cout << "Enter value to delete: "; cin >> value; tree.deleteCopying(value); break; + case 4: cout << "Enter value to delete: "; cin >> value; tree.deleteMerging(value); break; + case 5: + cout << "Enter value to search: "; cin >> value; + cout << (tree.search(value) ? "Found\n" : "Not found\n"); + break; + case 6: tree.preorderRecursive(); break; + case 7: tree.inorderRecursive(); break; + case 8: tree.postorderRecursive(); break; + case 9: tree.preorderIterative(); break; + case 10: tree.inorderIterative(); break; + case 11: tree.postorderIterative(); break; + case 12: tree.levelOrder(); break; + case 13: tree.countNodes(); break; + case 14: tree.displayHeight(); break; + case 15: tree.createMirror(); break; + case 16: { + BST tree2; + int n; + cout << "Enter number of nodes for second BST: "; cin >> n; + for (int i = 0; i < n; i++) { cin >> value; tree2.insertIterative(value); } + cout << (tree.isEqual(tree2) ? "Both BSTs are equal.\n" : "BSTs are not equal.\n"); + break; + } + case 0: return 0; + default: cout << "Wrong choice.\n"; + } + } +} +``` +/// +### Output: +![[Pasted image 20260923202214.png|691]] +<p align="right">Continue to next page...</p> +/// +![[Pasted image 20260923202219.png|694]] +<p align="right">Continue to next page...</p> +/// +![[Pasted image 20260923202226.png|697]] +/// +### Discussion: +- **insertRecursive()** recursively finds the correct NULL position by comparing with each node's data and attaches the new node there. +- **insertIterative()** walks down the tree using a `current`/`parent` pointer pair until it finds the correct empty spot, then links the new node. +- **search()** iteratively compares the key against each node's data, moving left or right until found or the tree is exhausted. +- **deleteByCopying()** locates the node, then replaces its data with the inorder predecessor's data and recursively deletes that predecessor. +- **deleteByMerging()** locates the node and, if it has two children, attaches its left subtree under the leftmost node of its right subtree, then removes the node. +- **preorderRecursive() / inorderRecursive() / postorderRecursive()** visit root-left-right, left-root-right, and left-right-root respectively using recursive calls. +- **preorderIterative()** uses a stack, pushing right then left children so left is processed first. +- **inorderIterative()** pushes left children onto a stack until NULL, then pops, prints, and moves right. +- **postorderIterative()** uses two stacks: the first collects nodes in a modified preorder, the second reverses that order for postorder output. +- **levelOrder()** uses a queue to visit nodes breadth-first, enqueuing children as each node is dequeued. +- **countLeaf() / countNonLeaf()** recursively count nodes with no children versus nodes with at least one child. +- **height()** recursively computes `1 + max(leftHeight, rightHeight)`, with an empty tree returning -1. +- **mirror()** recursively swaps the left and right children of every node. +- **areEqual()** recursively compares two trees node by node, checking both structure and data. + +/// +## Assignment 17 +### Problem Statement: +WAP to convert the Sparse Matrix into non-zero form and vice-versa. +### Problem Defination: +A **Sparse Matrix** is a matrix in which most elements are zero. Storing it in standard 2D form wastes memory, so it is instead represented in **3-tuple (triplet) form**, storing only the row, column, and value of each non-zero element, along with the matrix's total rows, columns, and non-zero count in the first row. +### Algorithm: +**Convert Standard 2D Matrix to 3-Tuple Representation:** +``` +procedure convertToTriplet(matrix, rows, cols) +begin + count ← 0; + for i ← 0 to rows - 1 do + for j ← 0 to cols - 1 do + if(matrix[i][j] ≠ 0) + count ← count + 1; + end if + end for + end for + + allocate triplet of size (count + 1) x 3; + triplet[0][0] ← rows; + triplet[0][1] ← cols; + triplet[0][2] ← count; + + k ← 1; + for i ← 0 to rows - 1 do + for j ← 0 to cols - 1 do + if(matrix[i][j] ≠ 0) + triplet[k][0] ← i; + triplet[k][1] ← j; + triplet[k][2] ← matrix[i][j]; + k ← k + 1; + end if + end for + end for +end procedure +``` + +**Convert 3-Tuple Representation to Standard 2D Matrix:** +``` +procedure convertToStandard(triplet) +begin + rows ← triplet[0][0]; + cols ← triplet[0][1]; + count ← triplet[0][2]; + + allocate matrix of size rows x cols; + for i ← 0 to rows - 1 do + for j ← 0 to cols - 1 do + matrix[i][j] ← 0; + end for + end for + + for i ← 1 to count do + r ← triplet[i][0]; + c ← triplet[i][1]; + val ← triplet[i][2]; + if(r >= 0 and r < rows and c >= 0 and c < cols) + matrix[r][c] ← val; + end if + end for +end procedure +``` + +### Source Code: +``` +#include <iostream> +using namespace std; + +class SparseMatrix { +private: + int rows; + int cols; + int **standardMatrix; + int **triplet; + int nonZeroCount; + + void allocateStandard(int r, int c) { + rows = r; + cols = c; + standardMatrix = new int*[rows]; + for (int i = 0; i < rows; i++) { + standardMatrix[i] = new int[cols]; + for (int j = 0; j < cols; j++) standardMatrix[i][j] = 0; + } + } + + void freeStandard() { + if (standardMatrix != nullptr) { + for (int i = 0; i < rows; i++) delete[] standardMatrix[i]; + delete[] standardMatrix; + standardMatrix = nullptr; + } + } + + void freeTriplet() { + if (triplet != nullptr) { + for (int i = 0; i <= nonZeroCount; i++) delete[] triplet[i]; + delete[] triplet; + triplet = nullptr; + } + } + +public: + SparseMatrix() { + rows = 0; cols = 0; nonZeroCount = 0; + standardMatrix = nullptr; + triplet = nullptr; + } + + void inputStandardMatrix() { + freeStandard(); + freeTriplet(); + cout << "Enter number of rows: "; cin >> rows; + cout << "Enter number of columns: "; cin >> cols; + if (rows <= 0 || cols <= 0) { cout << "Invalid matrix dimensions!\n"; rows = cols = 0; return; } + allocateStandard(rows, cols); + cout << "Enter matrix elements (" << rows << " x " << cols << "):\n"; + for (int i = 0; i < rows; i++) + for (int j = 0; j < cols; j++) cin >> standardMatrix[i][j]; + } + + void convertToTriplet() { + if (standardMatrix == nullptr) { cout << "No standard matrix available!\n"; return; } + freeTriplet(); + nonZeroCount = 0; + for (int i = 0; i < rows; i++) + for (int j = 0; j < cols; j++) + if (standardMatrix[i][j] != 0) nonZeroCount++; + + triplet = new int*[nonZeroCount + 1]; + for (int i = 0; i <= nonZeroCount; i++) triplet[i] = new int[3]; + + triplet[0][0] = rows; + triplet[0][1] = cols; + triplet[0][2] = nonZeroCount; + + int k = 1; + for (int i = 0; i < rows; i++) + for (int j = 0; j < cols; j++) + if (standardMatrix[i][j] != 0) { + triplet[k][0] = i; + triplet[k][1] = j; + triplet[k][2] = standardMatrix[i][j]; + k++; + } + } + + void inputTripletForm() { + freeStandard(); + freeTriplet(); + int r, c, count; + cout << "Enter total rows: "; cin >> r; + cout << "Enter total columns: "; cin >> c; + cout << "Enter number of non-zero elements: "; cin >> count; + if (r <= 0 || c <= 0 || count < 0 || count > r * c) { cout << "Invalid input parameters!\n"; return; } + + rows = r; cols = c; nonZeroCount = count; + triplet = new int*[nonZeroCount + 1]; + for (int i = 0; i <= nonZeroCount; i++) triplet[i] = new int[3]; + + triplet[0][0] = rows; + triplet[0][1] = cols; + triplet[0][2] = nonZeroCount; + + cout << "Enter (row, col, value) for each non-zero element:\n"; + for (int i = 1; i <= nonZeroCount; i++) cin >> triplet[i][0] >> triplet[i][1] >> triplet[i][2]; + } + + void convertToStandard() { + if (triplet == nullptr) { cout << "No 3-tuple representation found!\n"; return; } + freeStandard(); + rows = triplet[0][0]; + cols = triplet[0][1]; + nonZeroCount = triplet[0][2]; + allocateStandard(rows, cols); + + for (int i = 1; i <= nonZeroCount; i++) { + int r = triplet[i][0]; + int c = triplet[i][1]; + int val = triplet[i][2]; + if (r >= 0 && r < rows && c >= 0 && c < cols) standardMatrix[r][c] = val; + } + } + + void displayStandard() { + if (standardMatrix == nullptr) { cout << "Standard matrix is empty!\n"; return; } + for (int i = 0; i < rows; i++) { + for (int j = 0; j < cols; j++) cout << standardMatrix[i][j] << " "; + cout << endl; + } + } + + void displayTriplet() { + if (triplet == nullptr) { cout << "3-Tuple representation is empty!\n"; return; } + for (int i = 0; i <= nonZeroCount; i++) + cout << triplet[i][0] << " " << triplet[i][1] << " " << triplet[i][2] << endl; + } + + ~SparseMatrix() { + freeStandard(); + freeTriplet(); + } +}; + +int main() { + SparseMatrix sm; + int choice; + + while (true) { + cout << "1.InputMatrix 2.ToTriplet 3.DisplayTriplet \n4.InputTriplet 5.ToStandard 6.DisplayMatrix -1.Exit\n"; + cout << "Enter your choice: "; + cin >> choice; + + switch (choice) { + case 1: sm.inputStandardMatrix(); break; + case 2: sm.convertToTriplet(); break; + case 3: sm.displayTriplet(); break; + case 4: sm.inputTripletForm(); break; + case 5: sm.convertToStandard(); break; + case 6: sm.displayStandard(); break; + case -1: cout << "Exiting...\n"; return 0; + default: cout << "Wrong choice.\n"; + } + } +} +``` +/// +### Output: +![[Pasted image 20260923203309.png|384]] +![[Pasted image 20260923203343.png|380]] +### Discussion: +- **convertToTriplet()** scans the 2D matrix to count non-zero elements, allocates a triplet array of that size, and fills it with the row, column, and value of each non-zero entry, with row 0 storing the matrix dimensions and non-zero count. +- **convertToStandard()** reads the dimensions and count from row 0 of the triplet array, allocates a zero-filled 2D matrix, and places each stored value at its recorded row and column. + +///
