1 files changed, 1 insertions, 0 deletions
diff --git a/Flat-Remix-Red-Light/places/scalable/folder-green_open.svg b/Flat-Remix-Red-Light/places/scalable/folder-green_open.svg
new file mode 100644
index 000000000..d552947b6
--- /dev/null
+++ b/Flat-Remix-Red-Light/places/scalable/folder-green_open.svg
@@ -0,0 +1 @@
+<svg width="384pt" height="384pt" version="1.1" viewBox="0 0 384 384" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"><defs><filter id="a" x="0%" y="0%" width="100%" height="100%"><feColorMatrix in="SourceGraphic" values="0 0 0 0 1 0 0 0 0 1 0 0 0 0 1 0 0 0 1 0"/></filter><mask id="d"><g filter="url(#a)"><rect width="384" height="384" fill-opacity=".30196"/></g></mask><image id="e" width="384" height="384" xlink:href="data:image/png;base64,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"/><mask id="c"><g filter="url(#a)"><rect width="384" height="384" fill-opacity=".30196"/></g></mask><image id="g" width="384" height="384" xlink:href="data:image/png;base64,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"/><mask id="b"><g filter="url(#a)"><rect width="384" height="384" fill-opacity=".30196"/></g></mask><image id="f" width="384" height="384" xlink:href="data:image/png;base64,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"/></defs><path d="m35.676 162.92c-8.8359 0-15.949 6.5938-15.949 14.785l10.98 130.49v5.082c0 4.1602 3.6133 7.5117 8.1055 7.5117h306.38c4.4922 0 8.1055-3.3516 8.1055-7.5117l10.98-135.57c0-8.1914-7.1133-14.785-15.949-14.785z" fill-rule="evenodd" opacity=".1"/><path d="m41.301 70.707c-5.8672 0-10.594 4.7227-10.594 10.594v214.73c0 4.4883 3.6133 8.1055 8.1055 8.1055h306.38c4.4922 0 8.1055-3.6172 8.1055-8.1055v-186.74c0-8.8398-7.1133-15.953-15.953-15.953h-164.23c-4.3594 0-6.0859-0.51562-8.8789-3.1406l-16.477-16.328c-0.054687-0.058594-0.11328-0.11328-0.16797-0.16797l-0.035156-0.03125c-1.9023-1.8359-4.4922-2.9688-7.3594-2.9688z" fill="#12715f" fill-rule="evenodd"/><use mask="url(#d)" xlink:href="#e"/><use mask="url(#c)" xlink:href="#g"/><path d="m25.855 126.95c-2.9141-0.007813-5.25 2.3242-5.2383 5.2383l0.14844 33.73c1.5-3.6445 5.2266-6.2031 9.3672-6.2031h206.21l-0.11719-26.762c-0.015625-2.9141-2.375-5.2617-5.2891-5.2734z" fill="#ffc62f"/><path d="m271.48 63.562c-1.2461-0.1875-2.5586 0.042969-3.7305 0.75391l-188.47 113.8c-2.6797 1.6172-3.5625 5.0938-1.9766 7.793l90.723 115.58c1.582 2.6992 5.0156 3.5703 7.6953 1.9531l188.46-74.801c2.6797-1.6172 3.5625-5.0938 1.9766-7.793l-90.719-154.58c-0.89062-1.5156-2.3672-2.457-3.9648-2.7031z" fill="#fff"/><use mask="url(#b)" xlink:href="#f"/><path d="m35.676 155.42c-8.8359 0-15.949 6.5938-15.949 14.785l10.98 130.49v5.082c0 4.1602 3.6133 7.5117 8.1055 7.5117h306.38c4.4922 0 8.1055-3.3516 8.1055-7.5117l10.98-135.57c0-8.1914-7.1133-14.785-15.949-14.785z" fill="#17917a" fill-rule="evenodd"/></svg>