cheesy-arena-lite/templates/bracket.svg

{{define "bracket"}}
<svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px" width="1920px"
     height="1080px" viewBox="0 0 1920 1080" xml:space="preserve">
  <style type="text/css">

  <!-- Fonts -->

    @font-face {
    font-family: 'FuturaLT';
    src: url("data:@file/vnd.ms-opentype;base64,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");}
    @font-face {
    font-family: 'FuturaLT-Bold';
    src: url("data:@file/vnd.ms-opentype;base64,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");}

  <!-- Background White Rectangle -->

    #background rect {
      display:none;
      fill:#FFFFFF;
      stroke:#444444;
      stroke-width:2;
      stroke-miterlimit:10;
    }

    .bracket_double #bgdouble,
    .bracket_16 #bg16,
    .bracket_8 #bg8,
    .bracket_4 #bg4,
    .bracket_2 #bg2
    {display:inline;}

  <!-- Connector Styling -->

    #connectors line,
    #connectors polyline {
      fill:none;
      stroke:#999999;
      stroke-width:2;
      stroke-miterlimit:10;
    }

    #connectors_doubleelim line,
    #connectors_doubleelim polyline {
      stroke:#444444;
    }

    #connectors_temporary g {
      display:none;
    }
    #connectors_temporary g.active,
    #connectors_temporary g.active g {
      display:inline;
    }

    #connectors line.loser,
    #connectors polyline.loser {
      stroke:#999999
    }

    #connectors line.coverup,
    #connectors polyline.coverup {
      stroke:#FFFFFF;
      stroke-width:10;
    }

    #connectors text {
      fill:#444444;
      font-family:'FuturaLT-Bold';
      font-size:14.4179px;
    }
    #connectors text.loser {
      fill:#999999;
    }

    #connectors rect.coverup {
      fill:#ffffff;
    }

    .bracket_2 #connectors,
    .bracket_16 .cb8,
    .bracket_16 .cb4,
    .bracket_8 .cb16,
    .bracket_8 .cb4,
    .bracket_4 .cb16,
    .bracket_4 .cb8 {
      display:none;
    }

  <!-- Label Styling -->

    #labels text {
      fill:#444444;
      font-family:'FuturaLT';
      font-size:30px;
      text-anchor:middle;
    }

    #labels #finals_subtitle {
      font-size:13.189px;
      text-anchor:end;
    }

    <!-- Currently unused -->
    #label_underline {
      display:none;
      fill:none;
      stroke:#999999;
      stroke-width:2;
      stroke-miterlimit:10;
    }

    <!-- Show and hide relevant labels on the standard bracket -->
    .bracket_2 .label_16,
    .bracket_2 .label_8,
    .bracket_2 .label_4,
    .bracket_4 .label_16,
    .bracket_4 .label_8,
    .bracket_8 .label_16
    {display:none;}

    <!-- Move labels to align with different brackets -->
    .bracket_8 #l_qf {transform: translate(578px, 964px);}
    .bracket_8 #l_sf {transform: translate(960px, 964px);}
    .bracket_8 #l_f {transform: translate(1346px, 964px);}
    .bracket_4 #l_sf {transform: translate(768px, 840px);}
    .bracket_4 #l_f {transform: translate(1154px, 840px);}

  <!-- Match Block Styling -->

    .matchblock text {
      font-family:'FuturaLT';
    }

    .matchblock .structure {
      fill:none;
      stroke:#444444;
      stroke-width:2;
      stroke-miterlimit:10;
    }

    .matchblock.active #background {
      fill:#444444;
    }

    .red {fill:#FF2222;}
    .blue {fill:#2080FF;}

    .matchblock #series_status {
      font-size:13.189px;
      text-anchor:end;
    }

    .matchblock #match_title {
      font-size:19.8053px;
      fill:#444444;
    }

    .matchblock .alliancenum {
      fill:#ffffff;
      font-size:34px;
      text-anchor:middle;
    }

    .matchblock .teamnum {
      font-size:27px;
      text-anchor:middle;
      fill:#444444;
    }
    .matchblock.active .teamnum {
      fill:#ffffff;
    }

    .matchblock .placeholder {
      fill:#aaaaaa;
      font-family:'FuturaLT-Bold';
      font-size:25.9715px;
      font-style:italic;
      text-anchor:middle;
    }

  <!-- Match Positioning -->

    .bracket_double #match_1_1 {transform: translate(114px, 158px);}
    .bracket_double #match_1_2 {transform: translate(114px, 348px);}
    .bracket_double #match_1_3 {transform: translate(114px, 538px);}
    .bracket_double #match_1_4 {transform: translate(114px, 728px);}

    .bracket_double #match_2_3 {transform: translate(412px, 158px);}
    .bracket_double #match_2_4 {transform: translate(412px, 348px);}
    .bracket_double #match_2_1 {transform: translate(412px, 538px);}
    .bracket_double #match_2_2 {transform: translate(412px, 728px);}

    .bracket_double #match_3_2 {transform: translate(709px, 504px);}
    .bracket_double #match_3_1 {transform: translate(709px, 694px);}

    .bracket_double #match_4_2 {transform: translate(1006px, 301px);}
    .bracket_double #match_4_1 {transform: translate(1006px, 599px);}

    .bracket_double #match_5_1 {transform: translate(1302px, 567px);}

    .bracket_double #match_6_1 {transform: translate(1598px, 417px);}


    .bracket_16 #match_1_1 {transform: translate(94px, 158px);}
    .bracket_16 #match_1_2 {transform: translate(94px, 348px);}
    .bracket_16 #match_1_3 {transform: translate(94px, 538px);}
    .bracket_16 #match_1_4 {transform: translate(94px, 728px);}
    .bracket_16 #match_1_5 {transform: translate(1614px, 158px);}
    .bracket_16 #match_1_6 {transform: translate(1614px, 348px);}
    .bracket_16 #match_1_7 {transform: translate(1614px, 538px);}
    .bracket_16 #match_1_8 {transform: translate(1614px, 728px);}

    .bracket_16 #match_2_1 {transform: translate(349px, 253px);}
    .bracket_16 #match_2_2 {transform: translate(349px, 633px);}
    .bracket_16 #match_2_3 {transform: translate(1361px, 253px);}
    .bracket_16 #match_2_4 {transform: translate(1361px, 633px);}

    .bracket_16 #match_3_1 {transform: translate(602px, 488px);}
    .bracket_16 #match_3_2 {transform: translate(1108px, 488px);}
    .bracket_16 #match_4_1  {transform: translate(856px, 408px);}

    .bracket_8 #match_2_1 {transform: translate(473px, 158px);}
    .bracket_8 #match_2_2 {transform: translate(473px, 348px);}
    .bracket_8 #match_2_3 {transform: translate(473px, 538px);}
    .bracket_8 #match_2_4 {transform: translate(473px, 728px);}

    .bracket_8 #match_3_1 {transform: translate(857px, 321px);}
    .bracket_8 #match_3_2 {transform: translate(857px, 565px);}
    .bracket_8 #match_4_1 {transform: translate(1241px, 443px);}

    .bracket_4 #match_3_1 {transform: translate(665px, 397px);}
    .bracket_4 #match_3_2 {transform: translate(665px, 601px);}
    .bracket_4 #match_4_1  {transform: translate(1049px, 499px);}

    .bracket_2 #match_4_1  {transform: translate(857px, 435px);}

  </style>
  <g id="bracket" class="bracket_{{.BracketType}}">
    <g id="background">
      {{if eq .BracketType "double"}}
        <rect id="bgdouble" x="70" y="115" width="1780" height="900"/>
      {{else}}
        <rect id="bg16" x="70" y="115" width="1780" height="900"/>
        <rect id="bg8" x="417.12" y="115" width="1085.759" height="900"/>
        <rect id="bg4" x="622.383" y="115" width="675.233" height="772.481"/>
        <rect id="bg2" x="622.383" y="115" width="675.233" height="584.849"/>
      {{end}}
    </g>
    <g id="connectors">
    {{if eq .BracketType "double"}}
      <g id="connectors_doubleelim">
        <g id="connectors_evergreen">
          <polyline points="1211,390 1546,390 1546,656 1507,656"/>
          <line x1="1598" y1="506" x2="1545" y2="506"/>
          <line x1="1211" y1="688" x2="1302" y2="688"/>
          <polyline points="914,783 959,783 959,593 914,593"/>
          <line x1="1006" y1="688" x2="959" y2="688"/>
          <line x1="617" y1="627" x2="709" y2="627"/>
          <line x1="617" y1="817" x2="709" y2="817"/>
          <polyline points="617,247 703,247 703,437 617,437"/>
          <polyline points="1006,390 861,390 861,336 704,336"/>
        </g>
        <g id="connectors_temporary">
          <g id="connector_1_1"{{if (index .Matchups "1_1").IsActive}} class="active"{{end}}>
            <polyline class="loser" points="411,593 367,593 367,247"/>
            <polyline points="319,247 367,247 367,214 411,214"/>
            <text transform="translate(342.9489 228.3672)">W</text>
            <text transform="translate(347.4327 269.9525)" class="loser">L</text>
          </g>
          <g id="connectors_1_2"{{if (index .Matchups "1_2").IsActive}} class="active"{{end}}>
            <polyline class="loser" points="411,662 367,662 367,437"/>
            <polyline points="319,437 367,437 367,283 411,283"/>
            <text transform="translate(342.9489 420.848)">W</text>
            <text transform="translate(347.4327 462.4333)" class="loser">L</text>
          </g>
          <g id="connectors_1_3"{{if (index .Matchups "1_3").IsActive}} class="active"{{end}}>
            <polyline class="loser" points="411,786 367,786 367,627"/>
            <polyline points="319,627 367,627 367,404 411,404"/>
            <text transform="translate(342.9489 610.848)">W</text>
            <text transform="translate(347.4327 652.4332)" class="loser">L</text>
          </g>
          <g id="connectors_1_4"{{if (index .Matchups "1_4").IsActive}} class="active"{{end}}>
            <polyline class="loser" points="411,853 367,853 367,817"/>
            <polyline points="319,817 367,817 367,473 411,473"/>
            <text transform="translate(342.9489 800.848)">W</text>
            <text transform="translate(347.4327 842.4332)" class="loser">L</text>
          </g>
          <g id="connectors_2_1"{{if (index .Matchups "2_1").IsActive}} class="active"{{end}}>
            <polyline class="loser" points="319,247 374,247 374,597 411,597"/>
            <text transform="translate(665.9388 616.8822)">W</text>
            <text transform="translate(645.3726 654.1893)" class="loser">L</text>
            <polyline class="loser" points="319,437 360,437 360,662 411,662"/>
            <line class="loser" x1="660" y1="628" x2="660" y2="675"/>
            <line class="loser" x1="668.485" y1="666.515" x2="651.515" y2="683.485"/>
            <line class="loser" x1="668.485" y1="683.485" x2="651.515" y2="666.515"/>
            <text transform="translate(330.706 429.7347)" class="loser">L</text>
            <text transform="translate(330.706 240.7347)" class="loser">L</text>
          </g>
          <g id="connectors_2_2"{{if (index .Matchups "2_2").IsActive}} class="active"{{end}}>
            <polyline  class="loser" points="319,627 374,627 374,787 411,787"/>
            <text transform="translate(667.1932 808.262)">W</text>
            <text transform="translate(645.3726 844.1893)" class="loser">L</text>
            <polyline  class="loser" points="319,817 360,817 360,852 411,852"/>
            <line class="loser" x1="660" y1="818" x2="660" y2="865"/>
            <line class="loser" x1="668.485" y1="856.515" x2="651.515" y2="873.485"/>
            <line class="loser" x1="668.485" y1="873.485" x2="651.515" y2="856.515"/>
            <text transform="translate(330.706 619.7347)" class="loser">L</text>
            <text transform="translate(330.706 808.462)" class="loser">L</text>
          </g>
          <g id="connectors_2_3"{{if (index .Matchups "2_3").IsActive}} class="active"{{end}}>
            <rect class="coverup" x="699.216" y="241.054" width="312.117" height="199.156"/>
            <polyline points="319,247 367,247 367,214 411,214"/>
            <text transform="translate(668.4441 239.1465)">W</text>
            <text transform="translate(644.3726 276.7044)" class="loser">L</text>
            <polyline points="319,437 367,437 367,281 411,281"/>
            <text transform="translate(332.4185 239.67)">W</text>
            <text transform="translate(332.4185 429.67)">W</text>
            <polyline class="loser" points="660,636 660,748 728,748"/>
            <line class="loser" x1="660" y1="447" x2="660" y2="618"/>
            <line class="loser" x1="660" y1="248" x2="660" y2="427"/>
            <polyline points="698,247 790,247 790,358 1010,358"/>
            <polyline points="698,437 790,437 790,421 1010,421"/>
          </g>
          <g id="connectors_2_4"{{if (index .Matchups "2_4").IsActive}} class="active"{{end}}>
            <polyline points="319,627 360,627 360,405 411,405"/>
            <text transform="translate(668.566 429.1972)">W</text>
            <text transform="translate(643.3726 469.2499)" class="loser">L</text>
            <polyline points="319,817 374,817 374,473 411,473"/>
            <polyline  class="loser" points="660,438 660,561 728,561"/>
            <text transform="translate(332.4185 618.67)">W</text>
            <text transform="translate(332.4185 808.67)">W</text>
            <rect class="coverup" x="699.216" y="241.054" width="312.117" height="199.156"/>
            <polyline points="698,247 790,247 790,358 1010,358"/>
            <polyline points="698,437 790,437 790,421 1010,421"/>
          </g>
          <g id="connectors_3_1"{{if (index .Matchups "3_1").IsActive}} class="active"{{end}}>
            <polyline class="loser" points="660,637 660,748 709,748"/>
            <text transform="translate(966.4487 773.8822)">W</text>
            <text transform="translate(630.2617 808.2188)">W</text>
            <text transform="translate(925.3726 811.1893)" class="loser">L</text>
            <line class="loser" x1="940" y1="784" x2="940" y2="832"/>
            <line class="loser" x1="948.485" y1="823.515" x2="931.515" y2="840.485"/>
            <line class="loser" x1="948.485" y1="840.485" x2="931.515" y2="823.515"/>
            <text transform="translate(640.4236 276.67)" class="loser">L</text>
            <line class="loser" x1="660" y1="248" x2="660" y2="425"/>
            <line class="loser" x1="660" y1="447" x2="660" y2="615"/>
          </g>
          <g id="connectors_3_2"{{if (index .Matchups "3_2").IsActive}} class="active"{{end}}>
            <polyline class="loser" points="660,438 660,563 709,563"/>
            <text transform="translate(941.2606 585.4622)">W</text>
            <text transform="translate(630.8534 616.8523)">W</text>
            <text transform="translate(925.3726 620.1893)" class="loser">L</text>
            <line class="loser" x1="940" y1="594" x2="940" y2="641"/>
            <line class="loser" x1="948.485" y1="632.515" x2="931.515" y2="649.485"/>
            <line class="loser" x1="948.485" y1="649.485" x2="931.515" y2="632.515"/>
            <text transform="translate(640.2857 472.1667)" class="loser">L</text>
          </g>
          <g id="connectors_4_1"{{if (index .Matchups "4_1").IsActive}} class="active"{{end}}>
            <rect class="coverup" x="955.326" y="589.109" width="68.612" height="200.486"/>
            <text transform="translate(1223.2803 681.0883)">W</text>
            <text transform="translate(1223.3726 717.1893)" class="loser">L</text>
            <line class="loser" x1="1238" y1="689" x2="1238" y2="738"/>
            <line class="loser" x1="1246.485" y1="729.515" x2="1229.515" y2="746.485"/>
            <line class="loser" x1="1246.485" y1="746.485" x2="1229.515" y2="729.515"/>
            <text transform="translate(926.2617 775.3125)">W</text>
            <text transform="translate(926.2617 585.3125)">W</text>
            <polyline points="1008,725 984,725 954.488,593.142"/>
            <polyline class="coverup" points="1008,656 984,656 955.118,784.297"/>
            <polyline points="1008,655 984,655 955.118,783 898,783"/>
          </g>
          <g id="connectors_4_2"{{if (index .Matchups "4_2").IsActive}} class="active"{{end}}>
            <rect class="coverup" x="699.216" y="241.054" width="312.117" height="199.156"/>
            <polyline points="698,247 790,247 790,358 1010,358"/>
            <polyline points="698,437 790,437 790,421 1010,421"/>
            <text transform="translate(628.5344 429.1004)">W</text>
            <text transform="translate(628.5344 239.1004)">W</text>
            <text transform="translate(1263.0288 382.2166)">W</text>
            <text transform="translate(1239.3726 418.7044)" class="loser">L</text>
            <polyline  class="loser" points="1256,391 1256,625 1323,625"/>
          </g>
          <g id="connectors_5_1"{{if (index .Matchups "5_1").IsActive}} class="active"{{end}}>
            <rect class="coverup" x="1523.794" y="381.275" width="83.494" height="287.877"/>
            <polyline points="1481,390 1553,390 1553,474 1633,474"/>
            <polyline points="1481,656 1553,656 1553,542 1633,542"/>
            <text transform="translate(628.5344 429.1004)">W</text>
            <text transform="translate(628.5344 239.1004)">W</text>
            <text transform="translate(1562.4487 647.8822)">W</text>
            <line class="loser" x1="1538" y1="657" x2="1538" y2="706"/>
            <line class="loser" x1="1546.485" y1="697.515" x2="1529.515" y2="714.485"/>
            <line class="loser" x1="1546.485" y1="714.485" x2="1529.515" y2="697.515"/>
            <text transform="translate(1223.4487 680.8822)">W</text>
            <text transform="translate(1239.3726 418.7044)" class="loser">L</text>
            <polyline class="loser" points="1256,391 1256,625 1323,625"/>
            <text transform="translate(1522.3726 684.1893)" class="loser">L</text>
          </g>
          <g id="connectors_6_1"{{if (index .Matchups "6_1").IsActive}} class="active"{{end}}>
            <rect class="coverup" x="1523.794" y="381.275" width="83.494" height="287.877"/>
            <polyline points="1481,390 1553,390 1553,474 1633,474"/>
            <polyline points="1481,656 1553,656 1553,542 1633,542"/>
            <text transform="translate(1518.4487 647.8822)">W</text>
            <text transform="translate(1225.4487 382.1549)">W</text>
          </g>
        </g>
      </g>
    {{else}}
      <g id="connectors_standardbracket">
        {{if index .Matchups "1_1"}}<polyline class="cb16 st8" points="139,247 325,247 325,342 456,342"/>{{end}}
        {{if index .Matchups "1_2"}}<polyline class="cb16 st8" points="139,437 325,437 325,342 396,342"/>{{end}}
        {{if index .Matchups "1_3"}}<polyline class="cb16 st8" points="139,627 325,627 325,722 456,722"/>{{end}}
        {{if index .Matchups "1_4"}}<polyline class="cb16 st8" points="139,817 325,817 325,722 396,722"/>{{end}}
        {{if index .Matchups "1_5"}}<polyline class="cb16 st8" points="1725,247 1590,247 1590,342 1495,342"/>{{end}}
        {{if index .Matchups "1_6"}}<polyline class="cb16 st8" points="1725,437 1590,437 1590,342 1539,342"/>{{end}}
        {{if index .Matchups "1_7"}}<polyline class="cb16 st8" points="1725,627 1590,627 1590,722 1495,722"/>{{end}}
        {{if index .Matchups "1_8"}}<polyline class="cb16 st8" points="1725,817 1590,817 1590,722 1539,722"/>{{end}}
        <polyline id="c2a" class="cb16 st8" points="415,342 581,342 581,577 698,577"/>
        <polyline id="c2b" class="cb16 st8" points="415,722 581,722 581,577 644,577"/>
        <polyline id="c2c" class="cb16 st8" points="1440,342 1336,342 1336,577 1263,577"/>
        <polyline id="c2d" class="cb16 st8" points="1440,722 1336,722 1336,577 1297,577"/>
        <polyline id="c3a" class="cb16 st8" points="756,577 832,577 832,497 909,497"/>
        <polyline id="c3b" class="cb16 st8" points="1161,577 1085,577 1085,497 1008,497"/>

        {{if index .Matchups "2_1"}}<polyline class="cb8 st8" points="577,247 742,247 742,410 994,410"/>{{end}}
        {{if index .Matchups "2_2"}}<polyline class="cb8 st8" points="577,437 742,437 742,410 915,410"/>{{end}}
        {{if index .Matchups "2_3"}}<polyline class="cb8 st8" points="577,627 742,627 742,654 915,654"/>{{end}}
        {{if index .Matchups "2_4"}}<polyline class="cb8 st8" points="577,817 742,817 742,654 994,654"/>{{end}}
        <polyline id="c3a" class="cb8 st8" points="886,410 1125,410 1125,532 1303,532"/>
        <polyline id="c3b" class="cb8 st8" points="886,654 1125,654 1125,532 1224,532"/>

        {{if index .Matchups "3_1"}}<polyline class="cb4 st8" points="753,486 967,486 967,588 1117,588"/>{{end}}
        {{if index .Matchups "3_2"}}<polyline class="cb4 st8" points="753,690 967,690 967,588 1048,588"/>{{end}}
      </g>
    {{end}}
    </g>
    <g id="matches">
      {{range $matchup := .Matchups}}
        {{template "matchup" index $matchup}}
      {{end}}
    </g>
    <g id="labels">
      {{if eq .BracketType "double"}}
        <text x="219" y="975">Round 1</text>
        <text x="516" y="975">Round 2</text>
        <text x="813" y="975">Round 3</text>
        <text x="1109" y="975">Round 4</text>
        <text x="1405" y="975">Round 5</text>
        <text x="1702" y="975">Finals</text>
        <text id="finals_subtitle" x="1802" y="434">Best-of-3</text>
      {{else}}
        <line id="label_underline" x1="663" y1="371" x2="1257" y2="371"/>
        <text id="l_r16" transform="translate(198.7197 964.415)" class="label_16">Round of 16</text>
        <text id="l_r16" transform="translate(1714.8735 964.415)" class="label_16">Round of 16</text>
        <text id="l_qf" transform="translate(452.5196 964.415)" class="label_8">Quarterfinals</text>
        <text id="l_qf" transform="translate(1464.7197 964.415)" class="label_16">Quarterfinals</text>
        <text id="l_sf" transform="translate(705.8195 964.415)" class="label_4">Semifinals</text>
        <text id="l_sf" transform="translate(1211.4189 964.415)" class="label_16">Semifinals</text>
        <text id="l_f" transform="translate(959.5 964.415)" class="label_4">Finals</text>
      {{end}}
    </g>
  </g>
</svg>
{{end}}

{{define "matchup"}}
<g id="match_{{.Round}}_{{.Group}}" class="matchblock {{if .IsActive}}active{{else if .IsComplete}}complete{{end}}">
  <rect class="structure" id="background" y="23" width="205" height="130.452"/>
  <rect class="red" y="23" width="45.567" height="66.319"/>
  <rect class="blue" y="89.133" width="45.567" height="64.319"/>
  <line class="structure" x1="0" y1="89" x2="205" y2="89"/>
  <rect class="structure" y="23" width="205" height="130.452"/>
  <text id="series_status" x="203.9999" y="170.5669" class="{{.SeriesLeader}}">{{.SeriesStatus}}</text>
  <text id="match_title" x="0" y="17.3691">{{.DisplayName}}</text>
  {{if .RedAlliance}}
    <text x="22" y="70" class="alliancenum">{{.RedAlliance.Id}}</text>
    {{if ge (len .RedAlliance.TeamIds) 3}}
      <text x="86.7247" y="54.0281" class="teamnum">{{index .RedAlliance.TeamIds 0}}</text>
      <text x="162.8365" y="54.0281" class="teamnum">{{index .RedAlliance.TeamIds 1}}</text>
      <text x="86.7247" y="81.2683" class="teamnum">{{index .RedAlliance.TeamIds 2}}</text>
    {{end}}
    {{if ge (len .RedAlliance.TeamIds) 4}}
      <text x="162.8365" y="81.2683" class="teamnum">{{index .RedAlliance.TeamIds 3}}</text>
    {{end}}
  {{else}}
    <text class="placeholder" x="101.1501" y="66.5769">{{.RedAllianceSource}}</text>
  {{end}}
  {{if .BlueAlliance}}
    <text x="22" y="135" class="alliancenum">{{.BlueAlliance.Id}}</text>
    {{if ge (len .BlueAlliance.TeamIds) 3}}
      <text x="86.7247" y="119.1797" class="teamnum">{{index .BlueAlliance.TeamIds 0}}</text>
      <text x="162.8365" y="119.1797" class="teamnum">{{index .BlueAlliance.TeamIds 1}}</text>
      <text x="86.7247" y="146.4199" class="teamnum">{{index .BlueAlliance.TeamIds 2}}</text>
    {{end}}
    {{if ge (len .BlueAlliance.TeamIds) 4}}
      <text x="162.8365" y="146.4199" class="teamnum">{{index .BlueAlliance.TeamIds 3}}</text>
    {{end}}
  {{else}}
    <text class="placeholder" x="101.1501" y="130.4177">{{.BlueAllianceSource}}</text>
  {{end}}
</g>
{{end}}