From b856ca81a7160488c164028050161fe0170cb22f Mon Sep 17 00:00:00 2001 From: alicia <38488729+AliciaHof@users.noreply.github.com> Date: Tue, 14 Jan 2025 08:46:12 +0100 Subject: [PATCH] add base64 example --- index.html | 5 ++++- 1 file changed, 4 insertions(+), 1 deletion(-) diff --git a/index.html b/index.html index 7d81d57..a57463b 100644 --- a/index.html +++ b/index.html @@ -31,6 +31,7 @@

Dynamic Resources

"showToolBarHelp":false, "errorDialogsActive":true, "useBrowserForJS":false, + // load by material ID "material_id":"fnrdeekc"}; var applet1 = new GGBApplet(parameters1, true); @@ -50,6 +51,7 @@

Dynamic Resources

"showToolBarHelp":false, "errorDialogsActive":true, "useBrowserForJS":false, + // load by filename "filename": "ggbApplets/circles_of_triangles.ggb"}; var applet2 = new GGBApplet(parameters2, true); // when used with Math Apps Bundle, uncomment this: @@ -71,7 +73,8 @@

Dynamic Resources

"showToolBarHelp":false, "errorDialogsActive":false, "useBrowserForJS":false, - "material_id":"cnehwm6d"}; + // load base64 + "ggbBase64":"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"}; var applet3 = new GGBApplet(parameters3, true); // when used with Math Apps Bundle, uncomment this: // applet.setHTML5Codebase('GeoGebra/HTML5/5.0/web/');