joplin/Assets/WebsiteAssets/images/draw/editor-toolbar-top.svg

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data-highp-transform="matrix(0.8305621303352426,0,0,0.8305621303352426,394.50000000000006,-22.4)" style="transform: matrix(0.830562, 0, 0, 0.830562, 394.5, -22.4); font-family: sans-serif; font-size: 26px; fill: rgb(176, 0, 0);">Undo</text><text data-highp-transform="matrix(0.8305621303352426,0,0,0.8305621303352426,307.40000000000003,-25.1)" style="transform: matrix(0.830562, 0, 0, 0.830562, 307.4, -25.1); font-family: sans-serif; font-size: 26px; fill: rgb(176, 0, 0);">Redo</text><text data-highp-transform="matrix(0.8305621303352425,0,0,0.8305621303352425,240.8,190.3)" style="transform: matrix(0.830562, 0, 0, 0.830562, 240.8, 190.3); font-family: sans-serif; font-size: 26px; fill: rgb(176, 0, 0);">Closes the editor.<tspan x="0" y="26" style="fill: rgb(176, 0, 0);">Asks whether to save</tspan><tspan x="0" y="52" style="fill: rgb(176, 0, 0);">or discard changes.</tspan></text></svg>