diff options
Diffstat (limited to '.icons/kora/places/symbolic')
40 files changed, 364 insertions, 0 deletions
diff --git a/.icons/kora/places/symbolic/budgie-desktop-symbolic.svg b/.icons/kora/places/symbolic/budgie-desktop-symbolic.svg new file mode 120000 index 000000000..702a980ff --- /dev/null +++ b/.icons/kora/places/symbolic/budgie-desktop-symbolic.svg @@ -0,0 +1 @@ +budgie-start-here-symbolic.svg
\ No newline at end of file diff --git a/.icons/kora/places/symbolic/budgie-start-here-symbolic.svg b/.icons/kora/places/symbolic/budgie-start-here-symbolic.svg new file mode 100644 index 000000000..83d151f31 --- /dev/null +++ b/.icons/kora/places/symbolic/budgie-start-here-symbolic.svg @@ -0,0 +1,9 @@ +<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16"> + <defs> + <style id="current-color-scheme" type="text/css"> + .ColorScheme-Text { color:#dfdfdf; } .ColorScheme-Highlight { color:#4285f4; } .ColorScheme-NeutralText { color:#ff9800; } .ColorScheme-PositiveText { color:#4caf50; } .ColorScheme-NegativeText { color:#f44336; } + </style> + </defs> + <path style="fill:currentColor" class="ColorScheme-Text" fill-opacity=".2" d="m8 0c-4.418 0-8 3.582-8 8s3.582 8 8 8 8-3.582 8-8-3.582-8-8-8z"/> + <path style="fill:currentColor" class="ColorScheme-Text" d="m9.365 4c2.08 0 3.173 1.457 3.694 2.699l1.441.301-1.437.66c.111 1.223-.446 2.498-1.206 3.426-.729.907-1.692 1.414-2.787 1.709-1.58.422-3.406.199-4.814-.729-.821-.59-1.55-1.465-1.965-2.509-.334-1.034-.355-2.066-.193-3.1.162.591.639 1.387 1.207 1.556.567.169 1.287.083 1.713-.328.901-.875 1.407-2.451 2.41-3.136.577-.433 1.258-.549 1.937-.549zm.635 1c-.552 0-1 .448-1 1s.448 1 1 1 1-.448 1-1-.448-1-1-1z"/> +</svg> diff --git a/.icons/kora/places/symbolic/computer-symbolic.svg b/.icons/kora/places/symbolic/computer-symbolic.svg new file mode 100644 index 000000000..5f0fa36fd --- /dev/null +++ b/.icons/kora/places/symbolic/computer-symbolic.svg @@ -0,0 +1,16 @@ +<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 36 36"> + <defs> + <style id="current-color-scheme" type="text/css"> + .ColorScheme-Text { color:#dfdfdf; } .ColorScheme-Highlight { color:#4285f4; } .ColorScheme-NeutralText { color:#ff9800; } .ColorScheme-PositiveText { color:#4caf50; } .ColorScheme-NegativeText { color:#f44336; } + </style> + </defs> + <path style="fill:currentColor" class="ColorScheme-Text" fill-opacity=".81" d="m4.104 1c-2.274 0-4.104 1.83-4.104 4.104v18.896h35.934v1.551c.034-.215.066-.43.066-.655v-19.792c0-2.274-1.83-4.104-4.104-4.104zm-1.104 3h30v17h-30z"/> + <path style="fill:currentColor" class="ColorScheme-Text" fill-opacity=".2" d="m3 4h30v17h-30z"/> + <path style="fill:currentColor" class="ColorScheme-Text" fill-opacity=".71" d="m0 24v.896c0 2.274 1.83 4.104 4.104 4.104h27.792c2.049 0 3.724-1.491 4.038-3.449v-1.551h-1.934v1.014c0 1.1-.886 1.986-1.986 1.986h-28.028c-1.1 0-1.986-.886-1.986-1.986v-1.014z"/> + <circle fill-opacity=".2" cx="18" cy="25.5" r=".75"/> + <path style="fill:currentColor" class="ColorScheme-Text" fill-opacity=".84" d="m11 33.5h14v1.5h-14z"/> + <g fill-opacity=".3"> + <path style="fill:currentColor" class="ColorScheme-Text" d="m14.25 29v1.5c0 2.08-2.207 2.748-3.25 3h14c-1.043-.252-3.25-.92-3.25-3v-1.5z"/> + <path style="fill:currentColor" class="ColorScheme-Text" d="m14.25 29h7.5v1.5h-7.5z"/> + </g> +</svg> diff --git a/.icons/kora/places/symbolic/distributor-logo-symbolic.svg b/.icons/kora/places/symbolic/distributor-logo-symbolic.svg new file mode 100644 index 000000000..884cadad9 --- /dev/null +++ b/.icons/kora/places/symbolic/distributor-logo-symbolic.svg @@ -0,0 +1,13 @@ +<svg style="clip-rule:evenodd;fill-rule:evenodd;stroke-linejoin:round;stroke-miterlimit:1.41421" viewBox="0 0 1000 1000" xmlns="http://www.w3.org/2000/svg" xmlns:serif="http://www.serif.com/" xmlns:xlink="http://www.w3.org/1999/xlink"> + <g transform="matrix(.720867 0 0 1.07046 298.351 -8.80906)"> + <path d="m251.318 119.036c55.301 26.352 168.806 84.407 249.031 364.667 0 94.232 15.149 230.422-24.648 281.163-61.541 21.785-96.794 76.853-114.074 68.872-69.012-31.875-128.089-28.046-168.739-60.94-50.053-77.891-71.84-171.483-122.075-305.978 18.384-257.75 137.369-308.391 180.505-347.784z" style="fill:rgb(188,188,188)"/> + </g> + <g transform="matrix(3.53722,0,0,3.53722,-1784.91,-1266.35)" serif:id="penguin distributor"> + <g transform="matrix(.282708 0 0 .282708 504.608 358.008)"> + <use 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