diff options
Diffstat (limited to 'Flat-Remix-Blue-Light/status')
359 files changed, 865 insertions, 0 deletions
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\ No newline at end of file diff --git a/Flat-Remix-Blue-Light/status/scalable/audio-volume-low.svg b/Flat-Remix-Blue-Light/status/scalable/audio-volume-low.svg new file mode 120000 index 000000000..46a9a6b71 --- /dev/null +++ b/Flat-Remix-Blue-Light/status/scalable/audio-volume-low.svg @@ -0,0 +1 @@ +notification-audio-volume-low.svg
\ No newline at end of file diff --git a/Flat-Remix-Blue-Light/status/scalable/audio-volume-medium.svg b/Flat-Remix-Blue-Light/status/scalable/audio-volume-medium.svg new file mode 120000 index 000000000..329c7a044 --- /dev/null +++ b/Flat-Remix-Blue-Light/status/scalable/audio-volume-medium.svg @@ -0,0 +1 @@ +notification-audio-volume-medium.svg
\ No newline at end of file diff --git a/Flat-Remix-Blue-Light/status/scalable/audio-volume-muted.svg b/Flat-Remix-Blue-Light/status/scalable/audio-volume-muted.svg new file mode 120000 index 000000000..8bf9a84c8 --- /dev/null +++ b/Flat-Remix-Blue-Light/status/scalable/audio-volume-muted.svg @@ -0,0 +1 @@ +notification-audio-volume-muted.svg
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\ No newline at end of file diff --git a/Flat-Remix-Blue-Light/status/symbolic/freon-gpu-temperature-symbolic.svg b/Flat-Remix-Blue-Light/status/symbolic/freon-gpu-temperature-symbolic.svg new file mode 100644 index 000000000..92160e7f7 --- /dev/null +++ b/Flat-Remix-Blue-Light/status/symbolic/freon-gpu-temperature-symbolic.svg @@ -0,0 +1,3 @@ +<svg xmlns="http://www.w3.org/2000/svg" width="16" height="16" version="1.1"> + <path style="fill:#5c616c" d="M 1,0 C -0.325,0 -0.325,2 1,2 H 2 V 5 H 0 V 8 H 2 V 9 H 0 V 12 H 2 V 14 C 2,15.325 4,15.325 4,14 V 0.99996 C 4,0 3,0 3,0 Z M 5,3 V 5 H 14 V 13 H 8 V 11 H 5 V 13 H 6 V 15 H 16 V 3 Z M 1,6 H 2 V 7 H 1 Z M 6,6 V 10 H 7 V 6 Z M 8,6 V 10 H 9 V 6 Z M 10,6 V 10 H 11 V 6 Z M 12,6 V 10 H 13 V 6 Z M 1,10 H 2 V 11 H 1 Z"/> +</svg> diff --git a/Flat-Remix-Blue-Light/status/symbolic/freon-temperature-symbolic.svg b/Flat-Remix-Blue-Light/status/symbolic/freon-temperature-symbolic.svg new file mode 120000 index 000000000..c62743ebc --- /dev/null +++ b/Flat-Remix-Blue-Light/status/symbolic/freon-temperature-symbolic.svg @@ -0,0 +1 @@ +sensors-temperature-symbolic.svg
\ No newline at end of file diff --git a/Flat-Remix-Blue-Light/status/symbolic/freon-voltage-symbolic.svg b/Flat-Remix-Blue-Light/status/symbolic/freon-voltage-symbolic.svg new file mode 120000 index 000000000..22b815153 --- /dev/null +++ b/Flat-Remix-Blue-Light/status/symbolic/freon-voltage-symbolic.svg @@ -0,0 +1 @@ +sensors-voltage-symbolic.svg
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a/Flat-Remix-Blue-Light/status/symbolic/mail-attachment-symbolic.svg b/Flat-Remix-Blue-Light/status/symbolic/mail-attachment-symbolic.svg new file mode 100644 index 000000000..470f129b6 --- /dev/null +++ b/Flat-Remix-Blue-Light/status/symbolic/mail-attachment-symbolic.svg @@ -0,0 +1,3 @@ +<svg xmlns="http://www.w3.org/2000/svg" width="16" height="16" version="1.1"> + <path style="fill:#5c616c" d="M 9,0 C 7.36,0 6,1.35 6,3 V 11 H 8 V 3 C 8,2 9,2 9,2 9,2 10,2 10,3 V 11.5 C 10,12.89 8.89,14 7.5,14 6.11,14 5,12.89 5,11.5 V 4 H 3 V 11.5 C 3,13.97 5.03,16 7.5,16 9.97,16 12,13.97 12,11.5 V 3 C 12,1.35 10.64,0 9,0 Z"/> +</svg> diff --git a/Flat-Remix-Blue-Light/status/symbolic/mail-read-symbolic.svg b/Flat-Remix-Blue-Light/status/symbolic/mail-read-symbolic.svg new file mode 100644 index 000000000..792c93a5d --- /dev/null +++ b/Flat-Remix-Blue-Light/status/symbolic/mail-read-symbolic.svg @@ -0,0 +1,3 @@ +<svg xmlns="http://www.w3.org/2000/svg" width="16" height="16" version="1.1"> + <path 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b/Flat-Remix-Blue-Light/status/symbolic/media-playlist-consecutive-symbolic-rtl.svg new file mode 120000 index 000000000..ed55bf206 --- /dev/null +++ b/Flat-Remix-Blue-Light/status/symbolic/media-playlist-consecutive-symbolic-rtl.svg @@ -0,0 +1 @@ +media-playlist-consecutive-rtl-symbolic.svg
\ No newline at end of file diff --git a/Flat-Remix-Blue-Light/status/symbolic/media-playlist-consecutive-symbolic.svg b/Flat-Remix-Blue-Light/status/symbolic/media-playlist-consecutive-symbolic.svg new file mode 100644 index 000000000..cf35906dd --- /dev/null +++ b/Flat-Remix-Blue-Light/status/symbolic/media-playlist-consecutive-symbolic.svg @@ -0,0 +1,3 @@ +<svg xmlns="http://www.w3.org/2000/svg" width="16" height="16" version="1.1"> + <path style="fill:#5c616c" d="M 12,5 V 7 H 1 V 9 H 12 V 11 L 16,8 Z"/> +</svg> diff --git a/Flat-Remix-Blue-Light/status/symbolic/media-playlist-no-repeat-symbolic.svg b/Flat-Remix-Blue-Light/status/symbolic/media-playlist-no-repeat-symbolic.svg new file mode 100644 index 000000000..e6749759b --- /dev/null +++ b/Flat-Remix-Blue-Light/status/symbolic/media-playlist-no-repeat-symbolic.svg @@ -0,0 +1,3 @@ +<svg xmlns="http://www.w3.org/2000/svg" width="16" height="16" version="1.1"> + <path style="opacity:0.3;fill:#5c616c" d="M 6,1 V 3 H 4 C 2.338,3 1,4.338 1,6 V 10 C 1,11.662 2.338,13 4,13 H 12 C 13.662,13 15,11.662 15,10 V 6 C 15,4.338 13.662,3 12,3 H 11 V 5 H 12 C 12.554,5 13,5.446 13,6 V 10 C 13,10.554 12.554,11 12,11 H 4 C 3.446,11 3,10.554 3,10 V 6 C 3,5.446 3.446,5 4,5 H 6 V 7 L 10,4 Z"/> +</svg> diff --git a/Flat-Remix-Blue-Light/status/symbolic/media-playlist-no-shuffle-rtl-symbolic.svg b/Flat-Remix-Blue-Light/status/symbolic/media-playlist-no-shuffle-rtl-symbolic.svg new file mode 120000 index 000000000..ed55bf206 --- /dev/null +++ b/Flat-Remix-Blue-Light/status/symbolic/media-playlist-no-shuffle-rtl-symbolic.svg @@ -0,0 +1 @@ +media-playlist-consecutive-rtl-symbolic.svg
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\ No newline at end of file diff --git a/Flat-Remix-Blue-Light/status/symbolic/media-playlist-repeat-one-rtl-symbolic.svg b/Flat-Remix-Blue-Light/status/symbolic/media-playlist-repeat-one-rtl-symbolic.svg new file mode 120000 index 000000000..3d28021a1 --- /dev/null +++ b/Flat-Remix-Blue-Light/status/symbolic/media-playlist-repeat-one-rtl-symbolic.svg @@ -0,0 +1 @@ +media-playlist-repeat-song-rtl-symbolic.svg
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