sogaiu · March 24, 2025 10:17
diff --git a/interactive-svg.diff b/interactive-svg.diff
 diff --git a/www/img/frosthaven.svg b/www/img/frosthaven.svg
 new file mode 100644
 index 0000000..993f16e
 --- /dev/null
 +++ b/www/img/frosthaven.svg
 @@ -0,0 +1,1578 @@
 +<?xml version="1.0" encoding="UTF-8" standalone="no"?>
 +<!-- Do not edit this file with editors other than draw.io -->
 +
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 +   preserveAspectRatio="none"
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 +   height="411px"
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 +   inkscape:version="1.4 (e7c3feb100, 2024-10-09)"
 +   xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
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 +   xmlns:xlink="http://www.w3.org/1999/xlink"
 +   xmlns="http://www.w3.org/2000/svg"
 +   xmlns:svg="http://www.w3.org/2000/svg"
 +   xmlns:xhtml="http://www.w3.org/1999/xhtml">
 +  <sodipodi:namedview
 +     id="namedview115"
 +     pagecolor="#ffffff"
 +     bordercolor="#000000"
 +     borderopacity="0.25"
 +     inkscape:showpageshadow="2"
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 +     inkscape:pagecheckerboard="0"
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ABAgQIECBAgAABAgQIECBAgACB1QhstgUEn81ttROPtQhhSqlJ/bbvx0c61rfR27Y1kT/1XDXsqUk7xhdTd5ekLfMWEPxi23gd91+ZsdtrrkUB9bMBU8r/TaO2f+2PLSCoifIvd/rUQpHeTyik+t+Veo/WUyHa8/7Zv2v5bxUbuYBg6uKb53fuqe6xtxigfnLg0532n0/dfsnU8jdp2Dp+MnW9hRx/0Wl7Y+r2T6aUd6dRe67aX7SAYMrY2hAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgsA4Cm20BQX0Du510fNHE+75P2r0q+fXkGcmxyT2SttwzFe05av8FbcMF+/fO8ZuSdqyndPqNLSA4J21rcnh7lJokvixpr/d1S5z8gZ3+Nd7YAoKf67SvBQX3T5YpP5XG7XXXgo/6eYVe2agFBBfkYqb+PccsD+rc0HGpa++/9n+w03Ze1TEj49S3/oelFjHUYoH2nH84bLRg+zGd/jWeBQQL4BwmQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgsFECm20BwXsD0U5a1n79FMFdVoRUk669c9SCgGXLmenQjvVHnUHGFhC8rNN2vapqkri91tp/8JIn/PPOOGMLCN7UaVs/l7Bs2Ssdetf+iJGBNmoBwSkj19OrroUGvXs6vNO4Fre0ba9L3dTFCsMhz++MVQs0huUJ2WnP95XULfsZ+bvOOBYQDKVtEyBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEFhCoH5PfFcq7xq52XqiwOVJTT7+ZHJEstby7Z2Ol6buwk79oqp/7DQ4ulM3VnXe2IF1qH9oZ8wvpG5s8r/T/Naq144d6NT3rN/Xabeo6qo0qInvtixj3fZdj/3e+2HsPLfkwPWdg7t36nqO9TMQNcaypXeNrWPvvXJuTrTsZ+RPl7047QkQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQGBeY+jvx4yOs7Ug97n4VZdlxTslJ/2vSezR91T1ua/Jy64TymXn9y+QdSX0je0o5rNPogNS9oVO/qOp+nQYHdurGqj41dqCpf2L2927qpux+NI3+YWvD3m/XXzxlkKbNRc3+2O6eObBv5+CPpe7gTv2iqt5Yy1gvGn8Vx5edYL82J71Tc+LeoqHee/ZR6beW92xvcUDruL3fKw2BXQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEegLrvYDg5t5JU9dOao40W1h9x5EWXxmprycB/Gjy6pHjw+pDslOT0ZUvJWclNaH6+mTeYoKxifjvS79VlHrc/tQydQHBCzPgg6YOOmh3crZnCwj2G9TPNtdzAcGY8x45+UZYz+55PV+/uOTgt0xsP2a5Xo7b+70ykUEzAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAru2QO/byKsUuTGD1eR7W+rb46soYwsRrpkz+Gty7KTk6jlt2kP1dILvTl6ZXJb8ctJ7ikGqtywzwV/tly216OMbJ3Sq35j/9IR2q2rSmxSuBRvLlkvSoa59UVlv5zr/9jjHovscHr9huLOi7fo/4C4rGmtsmNZxVe+VtSxQGbtG9QQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgR2eYH1XkBQwPX78m1Z1QKCsYn0RYsDTssF3T85ObmivbgF+3XOX0ven9y103bsqQidpmuuuv2EnvX0h5smtFtVk907A925U7eoqp4eMeWb9pvFedH9bPbj9Xdb7/8H2vfrqt4rl292XNdHgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAYEcSqG+zr3epBQR3b06yqgUEBzfjznYXLSCodvUkgeclv5gcmzw5eWxyWDKlPCiN3pQc1zSu351vS03kv6qt3Ib9erLDZiuf61zQ2FMaOk3/taomm6csPOg51yD1N/l8baygfGQFY2z2Ieq9WYs22kn+81L3Vyu6+GuacVb1Xuk9yaA5lV0CBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBKYKbI8FBFd2LubITt1aquopAm2pn0xYZoK9vqlfE6WzydKDs/3opBYTfGdyl2SsPCoHvis5e9Cgd7+vzfHnDNpsts2adF/Lt7nfM7iRzw62Z5sHzTaWeD0wbad8I77nXKd5WfL22lAmC1yVlu1k/MtT91uTR1iu4areK2t5fy13pVoTIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQ2IUEtscCgt5k4UNiXN94rm8+b0t5cKfzBZ26Zao+k8b/e2vK5+HJs5IfTHrfqD8x9cMFBL2fRDgqbTZzedEKLq73d17LBO+9J17LF9Lua8luTfuytoCgQVmwW+/ZdgHBer5nt/d7ZcHtO0yAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQAlM+ab3tkq9uzNA/X79wzr1y1Qdksbf1unw1526WVUtCPim5HuT5ycPTeaVejpBjff05Nik99j8Q1M/LB8a7mzd/ua89hYfdJp+XVXdYy1QeGxyv2SPZLOWczsXtk/q7tOpn1dV9zml1KP3P9Fp+K2duilVj0ijpyXHJLWI4bbJrlJ679m1Otbf76TkO5PDkt2TtvTeK/U52rttuGB/6ntlwTAOEyBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECCwvQTqZwbqm+JtegsLlrmm3+iMWeeoCfde+ZVUfjkZXsdreg3n1J3c9K+xzmvaH9dpU+1+vmk3ZbeMhtdb2x/tdLx7p13d6/Ys9USJehR+e72vWOIiatK+FgW0Y3xwZIw/7rStn7A4YqT9WPVBOdC+N+rpGP9tpEMtQGmv8eyRtrPq+kZ/2+eC2cHO6yWd9t/SaTev6uKJY9TPa7TXVvtPnjd451i9B+qehmN9Nftvbtrulf3Wu/rUZ3pqqcU09SSD4blq+4ypA2hHgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgMDGCFya07YTfbX/n9Z4OQ9Mv94EZI1Z3x7vleemsr2Gegx+TXpOLb+ehu0Yf9t0vmP2r+m0uz51Y9fWDHHr7iM7Y9S5T+k03gwLCOqyTktan5tTd3gdnFDqCQBt/9ofW0DwfSPtz5pwrmGTl46Mc+yw0WB7Z1tAUE+JqIn+1v7C1N1pcN+LNp/dGaPGrM9eW85MRXu+esLHvm3Dkf3ndfrXeBYQjICpJkCAAAECBAgQIECAAAECBAgQIECAAAECBAgQILBZBP4gF9JOFtZ+TVq+MNktmVJul0Y1GdmboK/x3jpnkHvlWG+S9Pfn9Bkeqp8gOCdp7+PUYaOt2/+j0676vS2ZsmBh/7T7VGeMuv77Jm3ZLAsIHpcLa31q//Rk0U841M8d1NMcev3HFhDUEws+PdLnmamfUp6YRvW0gfa8H5rTeWdbQFC3Wk8JaA1q/w+TKZ/P+pmOWpDTjlGLAvZM2vKMVLRta/+0pP6u80p9lj+f9PovWkBQY9dnsE2qFAIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEtodAPbK897jx2QTgP+b4f07u2rmYmvA7KKmJ3o8ksz7t6405Vt+knlf+JgfbfrX/s8m8Scua/H71SN8TUt+We6airqd3rpoMr591GCs1OfrhpNf3L0c6bZYFBHV5dY29a/9A6g+oBp1yVOrOT3r9qq7MxsqP58BYv3qyQD3qfqx8dw6M/Z1OGuuU+p1xAcHRua8xx3pawNjfrpjqpxUuSXr9a/FQr9TnrT73vT5vT339n9Erj0zl5UmvX9UtWkBwykjf+swqBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAhsJ4EfynnGJv1m9fWzBOcn703ekdS38Ktudnze6wvTblEZe0R+jXtuUj+pUBOpNZl4YPLw5GeSscnR6nObpFeencqx661J699LnprUN7cPTo5L6tveNyW9fjek/mFJr2ymBQSH5ALr5xp693BZ6l+U/MfkiOTJyclJ3Vuv/axu3gKC8j9rTv9P5tgvJfV0hIOS+yXfn7wzmY3fvtb55j0xYWdcQJBb3vKSOSb1dIEXJ2V3eHJoUn/H/5PckrSGtV8T/fdOxsqDc+DmpNe3nizxguQ7knrqxgnJ/0y+kvTaz+rOyPF55ZQcnLUdvtZnXiFAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAYDsK/FHONZy0W9X272fceU8QGN7i2ATistfypQz66OHAne1Xpm7ZcXvta9K0vi0/VjbTAoK6xmclY5PKvftbVDdvAUGdb7/kM8micaYcr0UhNd68srMuIKifCHlXMsVpUZurM86DkkWlFncsGmuZ42csOOHY598CggVwDhMgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBBYD4EfyaA3JMtMCo61rW8v/8SSF1mTpO/YxvPXhH59e35RqW/H//dk7Pqn1H81/U9ccKLNtoCgLvf4ZOxpCvPu+y3p98Vk2GbRAoI031IGf9f0G44xZfui9D8oWVR21gUEdd93SP40meI11qY+38ckU8uPpeHYkwjGzlH1r0na4xYQTFXXjgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgMAmETgy1/G2pCbi2wnAKfvV73VJ/dzAWsqd06l+8qCdqJ5y7vek35RvVg+v60nZ+XgyZfxhm9PT56HDgUa2N+MCgrrUmkT+SDK8p3nbL0vbOyb17fVhuykLCNLl1r6/ltdrm/7DsXrb16V9LfTYN5lSduYFBHX/uyXPSS5Jel5jdbUI4FVJ/TzFsuUJ6XBeMjb2sL6ebvGbSX2Oh/W1bQFBEBQCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECaxGoicKNLHfLyU9InpLcP9k7GStX5MCFyRuTlyefTba17JMBnpt8e/KAZDaBXBORNyR3SqpcnLw1eXNyVrKWctt0+oHkiUn99MHsXNn811I/i3B+ck5ycvL3yZRST1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 diff --git a/www/index.html.pm b/www/index.html.pm
 index c070b14..e68a370 100644
 --- a/www/index.html.pm
 +++ b/www/index.html.pm
 @@ -246,7 +246,7 @@ ancestor(A, B)?}}}
   ◊tab[#:id "easy-dsls" #:title "Easy DSLs"]{
    ◊div[#:class "container-fluid vertical-in-smartphones-horizontal-otherwise"]{
     ◊div[#:class "block-with-1em-margin"]{
 -      ◊img/size["frosthaven.png" #:alt "Frosthaven Manager application tech stack diagram" #:size (cons 350 350) #:class "lop-image"]{}}
 +     ◊object[#:type "image/svg+xml" #:data "img/frosthaven.svg" #:width "350" #:height "350"]{Frosthaven Manager application tech stack diagram}}
 
     ◊div{
      ◊p[#:class "block-with-1em-margin"]{