diff --git a/links/apps/scalable/notebook.svg b/links/apps/scalable/notebook.svg
new file mode 120000
index 00000000..99b6390c
--- /dev/null
+++ b/links/apps/scalable/notebook.svg
@@ -0,0 +1 @@
+jupyter.svg
\ No newline at end of file
diff --git a/links/apps/scalable/org.zotero.Zotero.svg b/links/apps/scalable/org.zotero.Zotero.svg
new file mode 120000
index 00000000..8b064a92
--- /dev/null
+++ b/links/apps/scalable/org.zotero.Zotero.svg
@@ -0,0 +1 @@
+zotero.svg
\ No newline at end of file
diff --git a/links/apps/symbolic/org.gnome.FileRoller-symbolic.svg b/links/apps/symbolic/org.gnome.FileRoller-symbolic.svg
new file mode 120000
index 00000000..6f7a2043
--- /dev/null
+++ b/links/apps/symbolic/org.gnome.FileRoller-symbolic.svg
@@ -0,0 +1 @@
+file-roller-symbolic.svg
\ No newline at end of file
diff --git a/links/apps/symbolic/org.gnome.Settings-system-lock-screen-symbolic.svg b/links/apps/symbolic/org.gnome.Settings-system-lock-screen-symbolic.svg
new file mode 120000
index 00000000..d74a747c
--- /dev/null
+++ b/links/apps/symbolic/org.gnome.Settings-system-lock-screen-symbolic.svg
@@ -0,0 +1 @@
+org.gnome.Settings-screen-lock-symbolic.svg
\ No newline at end of file
diff --git a/links/apps/symbolic/typing-symbolic.svg b/links/apps/symbolic/typing-symbolic.svg
new file mode 120000
index 00000000..9114063b
--- /dev/null
+++ b/links/apps/symbolic/typing-symbolic.svg
@@ -0,0 +1 @@
+preferences-desktop-keyboard-symbolic.svg
\ No newline at end of file
diff --git a/links/apps/symbolic/zoom-symbolic.svg b/links/apps/symbolic/zoom-symbolic.svg
new file mode 120000
index 00000000..eb342926
--- /dev/null
+++ b/links/apps/symbolic/zoom-symbolic.svg
@@ -0,0 +1 @@
+org.gnome.Settings-diagnostics-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/audio-volume-high-symbolic-rtl.svg b/links/status/symbolic/audio-volume-high-symbolic-rtl.svg
new file mode 120000
index 00000000..68c1a59c
--- /dev/null
+++ b/links/status/symbolic/audio-volume-high-symbolic-rtl.svg
@@ -0,0 +1 @@
+audio-volume-high-rtl-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/audio-volume-low-symbolic-rtl.svg b/links/status/symbolic/audio-volume-low-symbolic-rtl.svg
new file mode 120000
index 00000000..4f97f0b6
--- /dev/null
+++ b/links/status/symbolic/audio-volume-low-symbolic-rtl.svg
@@ -0,0 +1 @@
+audio-volume-low-rtl-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/audio-volume-medium-symbolic-rtl.svg b/links/status/symbolic/audio-volume-medium-symbolic-rtl.svg
new file mode 120000
index 00000000..5037c934
--- /dev/null
+++ b/links/status/symbolic/audio-volume-medium-symbolic-rtl.svg
@@ -0,0 +1 @@
+audio-volume-medium-rtl-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/audio-volume-muted-symbolic-rtl.svg b/links/status/symbolic/audio-volume-muted-symbolic-rtl.svg
new file mode 120000
index 00000000..8edef957
--- /dev/null
+++ b/links/status/symbolic/audio-volume-muted-symbolic-rtl.svg
@@ -0,0 +1 @@
+audio-volume-muted-rtl-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/audio-volume-overamplified-symbolic-rtl.svg b/links/status/symbolic/audio-volume-overamplified-symbolic-rtl.svg
new file mode 120000
index 00000000..3968cdb9
--- /dev/null
+++ b/links/status/symbolic/audio-volume-overamplified-symbolic-rtl.svg
@@ -0,0 +1 @@
+audio-volume-overamplified-rtl-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/mail-replied-symbolic-rtl.svg b/links/status/symbolic/mail-replied-symbolic-rtl.svg
new file mode 120000
index 00000000..d71e7f8c
--- /dev/null
+++ b/links/status/symbolic/mail-replied-symbolic-rtl.svg
@@ -0,0 +1 @@
+mail-replied-rtl-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/network-cellular-acquiring-symbolic-rtl.svg b/links/status/symbolic/network-cellular-acquiring-symbolic-rtl.svg
new file mode 120000
index 00000000..b0450fcd
--- /dev/null
+++ b/links/status/symbolic/network-cellular-acquiring-symbolic-rtl.svg
@@ -0,0 +1 @@
+network-cellular-acquiring-rtl-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/network-cellular-disabled-symbolic-rtl.svg b/links/status/symbolic/network-cellular-disabled-symbolic-rtl.svg
new file mode 120000
index 00000000..c276867f
--- /dev/null
+++ b/links/status/symbolic/network-cellular-disabled-symbolic-rtl.svg
@@ -0,0 +1 @@
+network-cellular-disabled-rtl-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/network-cellular-hardware-disabled-symbolic-rtl.svg b/links/status/symbolic/network-cellular-hardware-disabled-symbolic-rtl.svg
new file mode 120000
index 00000000..3f5a4626
--- /dev/null
+++ b/links/status/symbolic/network-cellular-hardware-disabled-symbolic-rtl.svg
@@ -0,0 +1 @@
+network-cellular-hardware-disabled-rtl-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/network-cellular-no-route-symbolic-rtl.svg b/links/status/symbolic/network-cellular-no-route-symbolic-rtl.svg
new file mode 120000
index 00000000..0a3b3cc3
--- /dev/null
+++ b/links/status/symbolic/network-cellular-no-route-symbolic-rtl.svg
@@ -0,0 +1 @@
+network-cellular-no-route-rtl-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/network-cellular-offline-symbolic-rtl.svg b/links/status/symbolic/network-cellular-offline-symbolic-rtl.svg
new file mode 120000
index 00000000..75c995fc
--- /dev/null
+++ b/links/status/symbolic/network-cellular-offline-symbolic-rtl.svg
@@ -0,0 +1 @@
+network-cellular-offline-rtl-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/network-cellular-signal-excellent-symbolic-rtl.svg b/links/status/symbolic/network-cellular-signal-excellent-symbolic-rtl.svg
new file mode 120000
index 00000000..49dd5984
--- /dev/null
+++ b/links/status/symbolic/network-cellular-signal-excellent-symbolic-rtl.svg
@@ -0,0 +1 @@
+network-cellular-signal-excellent-rtl-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/network-cellular-signal-good-symbolic-rtl.svg b/links/status/symbolic/network-cellular-signal-good-symbolic-rtl.svg
new file mode 120000
index 00000000..9f772880
--- /dev/null
+++ b/links/status/symbolic/network-cellular-signal-good-symbolic-rtl.svg
@@ -0,0 +1 @@
+network-cellular-signal-good-rtl-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/network-cellular-signal-none-symbolic-rtl.svg b/links/status/symbolic/network-cellular-signal-none-symbolic-rtl.svg
new file mode 120000
index 00000000..4c82632f
--- /dev/null
+++ b/links/status/symbolic/network-cellular-signal-none-symbolic-rtl.svg
@@ -0,0 +1 @@
+network-cellular-signal-none-rtl-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/network-cellular-signal-ok-symbolic-rtl.svg b/links/status/symbolic/network-cellular-signal-ok-symbolic-rtl.svg
new file mode 120000
index 00000000..17a901c5
--- /dev/null
+++ b/links/status/symbolic/network-cellular-signal-ok-symbolic-rtl.svg
@@ -0,0 +1 @@
+network-cellular-signal-ok-rtl-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/network-cellular-signal-weak-symbolic-rtl.svg b/links/status/symbolic/network-cellular-signal-weak-symbolic-rtl.svg
new file mode 120000
index 00000000..60affe96
--- /dev/null
+++ b/links/status/symbolic/network-cellular-signal-weak-symbolic-rtl.svg
@@ -0,0 +1 @@
+network-cellular-signal-weak-rtl-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/network-receive-symbolic-rtl.svg b/links/status/symbolic/network-receive-symbolic-rtl.svg
new file mode 120000
index 00000000..c38a1c8f
--- /dev/null
+++ b/links/status/symbolic/network-receive-symbolic-rtl.svg
@@ -0,0 +1 @@
+network-transmit-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/network-transmit-symbolic-rtl.svg b/links/status/symbolic/network-transmit-symbolic-rtl.svg
new file mode 120000
index 00000000..7ecd3b08
--- /dev/null
+++ b/links/status/symbolic/network-transmit-symbolic-rtl.svg
@@ -0,0 +1 @@
+network-receive-symbolic.svg
\ No newline at end of file
diff --git a/src/status/symbolic/nm-signal-00-secure-symbolic.svg b/links/status/symbolic/nm-signal-00-secure-symbolic.svg
similarity index 100%
rename from src/status/symbolic/nm-signal-00-secure-symbolic.svg
rename to links/status/symbolic/nm-signal-00-secure-symbolic.svg
diff --git a/src/status/symbolic/nm-signal-00-symbolic.svg b/links/status/symbolic/nm-signal-00-symbolic.svg
similarity index 100%
rename from src/status/symbolic/nm-signal-00-symbolic.svg
rename to links/status/symbolic/nm-signal-00-symbolic.svg
diff --git a/src/status/symbolic/nm-vpn-connecting04-symbolic.svg b/links/status/symbolic/nm-vpn-connecting04-symbolic.svg
similarity index 100%
rename from src/status/symbolic/nm-vpn-connecting04-symbolic.svg
rename to links/status/symbolic/nm-vpn-connecting04-symbolic.svg
diff --git a/src/status/symbolic/nm-vpn-connecting05-symbolic.svg b/links/status/symbolic/nm-vpn-connecting05-symbolic.svg
similarity index 100%
rename from src/status/symbolic/nm-vpn-connecting05-symbolic.svg
rename to links/status/symbolic/nm-vpn-connecting05-symbolic.svg
diff --git a/src/status/symbolic/nm-vpn-connecting06-symbolic.svg b/links/status/symbolic/nm-vpn-connecting06-symbolic.svg
similarity index 100%
rename from src/status/symbolic/nm-vpn-connecting06-symbolic.svg
rename to links/status/symbolic/nm-vpn-connecting06-symbolic.svg
diff --git a/src/status/symbolic/nm-vpn-connecting07-symbolic.svg b/links/status/symbolic/nm-vpn-connecting07-symbolic.svg
similarity index 100%
rename from src/status/symbolic/nm-vpn-connecting07-symbolic.svg
rename to links/status/symbolic/nm-vpn-connecting07-symbolic.svg
diff --git a/src/status/symbolic/nm-vpn-connecting08-symbolic.svg b/links/status/symbolic/nm-vpn-connecting08-symbolic.svg
similarity index 100%
rename from src/status/symbolic/nm-vpn-connecting08-symbolic.svg
rename to links/status/symbolic/nm-vpn-connecting08-symbolic.svg
diff --git a/src/status/symbolic/nm-vpn-connecting09-symbolic.svg b/links/status/symbolic/nm-vpn-connecting09-symbolic.svg
similarity index 100%
rename from src/status/symbolic/nm-vpn-connecting09-symbolic.svg
rename to links/status/symbolic/nm-vpn-connecting09-symbolic.svg
diff --git a/src/status/symbolic/nm-vpn-connecting10-symbolic.svg b/links/status/symbolic/nm-vpn-connecting10-symbolic.svg
similarity index 100%
rename from src/status/symbolic/nm-vpn-connecting10-symbolic.svg
rename to links/status/symbolic/nm-vpn-connecting10-symbolic.svg
diff --git a/src/status/symbolic/nm-vpn-connecting11-symbolic.svg b/links/status/symbolic/nm-vpn-connecting11-symbolic.svg
similarity index 100%
rename from src/status/symbolic/nm-vpn-connecting11-symbolic.svg
rename to links/status/symbolic/nm-vpn-connecting11-symbolic.svg
diff --git a/src/status/symbolic/nm-vpn-connecting12-symbolic.svg b/links/status/symbolic/nm-vpn-connecting12-symbolic.svg
similarity index 100%
rename from src/status/symbolic/nm-vpn-connecting12-symbolic.svg
rename to links/status/symbolic/nm-vpn-connecting12-symbolic.svg
diff --git a/src/status/symbolic/nm-vpn-connecting13-symbolic.svg b/links/status/symbolic/nm-vpn-connecting13-symbolic.svg
similarity index 100%
rename from src/status/symbolic/nm-vpn-connecting13-symbolic.svg
rename to links/status/symbolic/nm-vpn-connecting13-symbolic.svg
diff --git a/src/status/symbolic/nm-vpn-connecting14-symbolic.svg b/links/status/symbolic/nm-vpn-connecting14-symbolic.svg
similarity index 100%
rename from src/status/symbolic/nm-vpn-connecting14-symbolic.svg
rename to links/status/symbolic/nm-vpn-connecting14-symbolic.svg
diff --git a/src/status/symbolic/nm-vpn-standalone-lock-symbolic.svg b/links/status/symbolic/nm-vpn-standalone-lock-symbolic.svg
similarity index 100%
rename from src/status/symbolic/nm-vpn-standalone-lock-symbolic.svg
rename to links/status/symbolic/nm-vpn-standalone-lock-symbolic.svg
diff --git a/links/status/symbolic/orientation-portrait-left-symbolic-rtl.svg b/links/status/symbolic/orientation-portrait-left-symbolic-rtl.svg
new file mode 120000
index 00000000..d93da254
--- /dev/null
+++ b/links/status/symbolic/orientation-portrait-left-symbolic-rtl.svg
@@ -0,0 +1 @@
+orientation-portrait-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/orientation-portrait-right-symbolic-rtl.svg b/links/status/symbolic/orientation-portrait-right-symbolic-rtl.svg
new file mode 120000
index 00000000..7ea8f998
--- /dev/null
+++ b/links/status/symbolic/orientation-portrait-right-symbolic-rtl.svg
@@ -0,0 +1 @@
+orientation-portrait-inverse-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/power-profile-balanced-rtl-symbolic.svg b/links/status/symbolic/power-profile-balanced-rtl-symbolic.svg
new file mode 120000
index 00000000..f33b73ed
--- /dev/null
+++ b/links/status/symbolic/power-profile-balanced-rtl-symbolic.svg
@@ -0,0 +1 @@
+power-profile-balanced-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/power-profile-balanced-symbolic-rtl.svg b/links/status/symbolic/power-profile-balanced-symbolic-rtl.svg
new file mode 120000
index 00000000..f33b73ed
--- /dev/null
+++ b/links/status/symbolic/power-profile-balanced-symbolic-rtl.svg
@@ -0,0 +1 @@
+power-profile-balanced-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/power-profile-performance-rtl-symbolic.svg b/links/status/symbolic/power-profile-performance-rtl-symbolic.svg
new file mode 120000
index 00000000..2bacaf74
--- /dev/null
+++ b/links/status/symbolic/power-profile-performance-rtl-symbolic.svg
@@ -0,0 +1 @@
+power-profile-power-saver-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/power-profile-performance-symbolic-rtl.svg b/links/status/symbolic/power-profile-performance-symbolic-rtl.svg
new file mode 120000
index 00000000..2bacaf74
--- /dev/null
+++ b/links/status/symbolic/power-profile-performance-symbolic-rtl.svg
@@ -0,0 +1 @@
+power-profile-power-saver-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/power-profile-power-saver-rtl-symbolic.svg b/links/status/symbolic/power-profile-power-saver-rtl-symbolic.svg
new file mode 120000
index 00000000..18a6f408
--- /dev/null
+++ b/links/status/symbolic/power-profile-power-saver-rtl-symbolic.svg
@@ -0,0 +1 @@
+power-profile-performance-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/power-profile-power-saver-symbolic-rtl.svg b/links/status/symbolic/power-profile-power-saver-symbolic-rtl.svg
new file mode 120000
index 00000000..18a6f408
--- /dev/null
+++ b/links/status/symbolic/power-profile-power-saver-symbolic-rtl.svg
@@ -0,0 +1 @@
+power-profile-performance-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/security-medium-rtl-symbolic.svg b/links/status/symbolic/security-medium-rtl-symbolic.svg
new file mode 120000
index 00000000..205cdb42
--- /dev/null
+++ b/links/status/symbolic/security-medium-rtl-symbolic.svg
@@ -0,0 +1 @@
+security-medium-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/security-medium-symbolic-rtl.svg b/links/status/symbolic/security-medium-symbolic-rtl.svg
new file mode 120000
index 00000000..205cdb42
--- /dev/null
+++ b/links/status/symbolic/security-medium-symbolic-rtl.svg
@@ -0,0 +1 @@
+security-medium-symbolic.svg
\ No newline at end of file
diff --git a/links/status/symbolic/view-wrapped-rtl-symbolic.svg b/links/status/symbolic/view-wrapped-rtl-symbolic.svg
new file mode 120000
index 00000000..1a2f3fab
--- /dev/null
+++ b/links/status/symbolic/view-wrapped-rtl-symbolic.svg
@@ -0,0 +1 @@
+view-wrapped-symbolic-rtl.svg
\ No newline at end of file
diff --git a/src/actions/symbolic/fcitx-vk-active-symbolic.svg b/src/actions/symbolic/fcitx-vk-active-symbolic.svg
index 7c889f76..d5911422 100644
--- a/src/actions/symbolic/fcitx-vk-active-symbolic.svg
+++ b/src/actions/symbolic/fcitx-vk-active-symbolic.svg
@@ -1 +1,5 @@
-<svg xmlns="http://www.w3.org/2000/svg" width="16" height="16"><path d="M1 2c-.554 0-1 .446-1 1v10c0 .554.446 1 1 1h13c.554 0 1-.446 1-1V3c0-.554-.446-1-1-1zm0 1h13v10H1z" fill="#363636" fill-rule="evenodd" paint-order="fill markers stroke"/><path fill-rule="evenodd" paint-order="fill markers stroke" fill="#363636" d="M2 4h2v2H2zM5 4h2v2H5zM8 4h2v2H8zM11 4h2v2h-2zM2 7h2v2H2zM5 7h2v2H5zM8 7h2v2H8zM11 7h2v2h-2zM4 10h7v2H4z"/></svg>
\ No newline at end of file
+<svg width="16" height="16" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
+ <path d="m2.25 4c-0.13807 0-0.25 0.11193-0.25 0.25v1.5c0 0.13807 0.11193 0.25 0.25 0.25h1.5c0.13807 0 0.25-0.11193 0.25-0.25v-1.5c0-0.13807-0.11193-0.25-0.25-0.25h-1.5zm3 0c-0.13807 0-0.25 0.11193-0.25 0.25v1.5c0 0.13807 0.11193 0.25 0.25 0.25h1.5c0.13807 0 0.25-0.11193 0.25-0.25v-1.5c0-0.13807-0.11193-0.25-0.25-0.25h-1.5zm3 0c-0.13807 0-0.25 0.11193-0.25 0.25v1.5c0 0.13807 0.11193 0.25 0.25 0.25h1.5c0.13807 0 0.25-0.11193 0.25-0.25v-1.5c0-0.13807-0.11193-0.25-0.25-0.25h-1.5zm3 0c-0.13807 0-0.25 0.11193-0.25 0.25v1.5c0 0.13807 0.11193 0.25 0.25 0.25h1.5c0.13807 0 0.25-0.11193 0.25-0.25v-1.5c0-0.13807-0.11193-0.25-0.25-0.25h-1.5zm-8 3c-0.13807 0-0.25 0.11193-0.25 0.25v1.5c0 0.13807 0.11193 0.25 0.25 0.25h1.5c0.13807 0 0.25-0.11193 0.25-0.25v-1.5c0-0.13807-0.11193-0.25-0.25-0.25h-1.5zm3 0c-0.13807 0-0.25 0.11193-0.25 0.25v1.5c0 0.13807 0.11193 0.25 0.25 0.25h1.5c0.13807 0 0.25-0.11193 0.25-0.25v-1.5c0-0.13807-0.11193-0.25-0.25-0.25h-1.5zm3 0c-0.13807 0-0.25 0.11193-0.25 0.25v1.5c0 0.13807 0.11193 0.25 0.25 0.25h1.5c0.13807 0 0.25-0.11193 0.25-0.25v-1.5c0-0.13807-0.11193-0.25-0.25-0.25h-1.5zm3 0c-0.13807 0-0.25 0.11193-0.25 0.25v1.5c0 0.13807 0.11193 0.25 0.25 0.25h1.5c0.13807 0 0.25-0.11193 0.25-0.25v-1.5c0-0.13807-0.11193-0.25-0.25-0.25h-1.5zm-10 3c-0.13807 0-0.25 0.11193-0.25 0.25v1.5c0 0.13807 0.11193 0.25 0.25 0.25h1.5c0.13807 0 0.25-0.11193 0.25-0.25v-1.5c0-0.13807-0.11193-0.25-0.25-0.25h-1.5zm3 0c-0.13807 0-0.25 0.11193-0.25 0.25v1.5c0 0.13807 0.11193 0.25 0.25 0.25h5.5c0.13807 0 0.25-0.11193 0.25-0.25v-1.5c0-0.13807-0.11193-0.25-0.25-0.25h-5.5z" fill="#363636"/>
+ <path d="m2 2c-1.108 0-2 0.892-2 2v8c0 1.108 0.892 2 2 2h9.7676a3 3 0 0 1-0.58789-1h-9.1797c-0.554 0-1-0.446-1-1v-8c0-0.554 0.446-1 1-1h12c0.554 0 1 0.446 1 1v5.1719a3 3 0 0 1 1 0.5918v-5.7637c0-1.108-0.892-2-2-2h-12z" fill="#363636"/>
+ <circle cx="14" cy="12" r="2" fill="#363636" stop-color="#000000" stroke-linecap="square" stroke-width=".8" style="paint-order:stroke fill markers"/>
+</svg>
diff --git a/src/actions/symbolic/fcitx-vk-inactive-symbolic.svg b/src/actions/symbolic/fcitx-vk-inactive-symbolic.svg
index 42e67a9a..8ed3f1e7 100644
--- a/src/actions/symbolic/fcitx-vk-inactive-symbolic.svg
+++ b/src/actions/symbolic/fcitx-vk-inactive-symbolic.svg
@@ -1 +1,5 @@
-<svg xmlns="http://www.w3.org/2000/svg" width="16" height="16"><path d="M1 2c-.554 0-1 .446-1 1v10c0 .554.446 1 1 1h13c.554 0 1-.446 1-1V3c0-.554-.446-1-1-1zm0 1h13v10H1z" opacity=".5" fill="#363636" fill-rule="evenodd" paint-order="fill markers stroke"/><path opacity=".5" fill="#363636" fill-rule="evenodd" paint-order="fill markers stroke" d="M2 4h2v2H2zM5 4h2v2H5zM8 4h2v2H8zM11 4h2v2h-2zM2 7h2v2H2zM5 7h2v2H5zM8 7h2v2H8zM11 7h2v2h-2zM4 10h7v2H4z"/></svg>
\ No newline at end of file
+<svg width="16" height="16" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
+ <path d="m2.25 4c-0.13807 0-0.25 0.11193-0.25 0.25v1.5c0 0.13807 0.11193 0.25 0.25 0.25h1.5c0.13807 0 0.25-0.11193 0.25-0.25v-1.5c0-0.13807-0.11193-0.25-0.25-0.25zm3 0c-0.13807 0-0.25 0.11193-0.25 0.25v1.5c0 0.13807 0.11193 0.25 0.25 0.25h1.5c0.13807 0 0.25-0.11193 0.25-0.25v-1.5c0-0.13807-0.11193-0.25-0.25-0.25zm3 0c-0.13807 0-0.25 0.11193-0.25 0.25v1.5c0 0.13807 0.11193 0.25 0.25 0.25h1.5c0.13807 0 0.25-0.11193 0.25-0.25v-1.5c0-0.13807-0.11193-0.25-0.25-0.25zm3 0c-0.13807 0-0.25 0.11193-0.25 0.25v1.5c0 0.13807 0.11193 0.25 0.25 0.25h1.5c0.13807 0 0.25-0.11193 0.25-0.25v-1.5c0-0.13807-0.11193-0.25-0.25-0.25zm-8 3c-0.13807 0-0.25 0.11193-0.25 0.25v1.5c0 0.13807 0.11193 0.25 0.25 0.25h1.5c0.13807 0 0.25-0.11193 0.25-0.25v-1.5c0-0.13807-0.11193-0.25-0.25-0.25zm3 0c-0.13807 0-0.25 0.11193-0.25 0.25v1.5c0 0.13807 0.11193 0.25 0.25 0.25h1.5c0.13807 0 0.25-0.11193 0.25-0.25v-1.5c0-0.13807-0.11193-0.25-0.25-0.25zm3 0c-0.13807 0-0.25 0.11193-0.25 0.25v1.5c0 0.13807 0.11193 0.25 0.25 0.25h1.5c0.13807 0 0.25-0.11193 0.25-0.25v-1.5c0-0.13807-0.11193-0.25-0.25-0.25zm3 0c-0.13807 0-0.25 0.11193-0.25 0.25v1.5c0 0.13807 0.11193 0.25 0.25 0.25h1.5c0.13807 0 0.25-0.11193 0.25-0.25v-1.5c0-0.13807-0.11193-0.25-0.25-0.25zm-10 3c-0.13807 0-0.25 0.11193-0.25 0.25v1.5c0 0.13807 0.11193 0.25 0.25 0.25h1.5c0.13807 0 0.25-0.11193 0.25-0.25v-1.5c0-0.13807-0.11193-0.25-0.25-0.25zm3 0c-0.13807 0-0.25 0.11193-0.25 0.25v1.5c0 0.13807 0.11193 0.25 0.25 0.25h5.5c0.13807 0 0.25-0.11193 0.25-0.25v-1.5c0-0.13807-0.11193-0.25-0.25-0.25z" fill="#363636"/>
+ <path d="m2 2c-1.108 0-2 0.892-2 2v8c0 1.108 0.892 2 2 2h9.7676a3 3 0 0 1-0.58789-1h-9.1797c-0.554 0-1-0.446-1-1v-8c0-0.554 0.446-1 1-1h12c0.554 0 1 0.446 1 1v5.1719a3 3 0 0 1 1 0.5918v-5.7637c0-1.108-0.892-2-2-2z" fill="#363636"/>
+ <circle cx="14" cy="12" r="2" fill="#363636" opacity=".35" stop-color="#000000" stroke-linecap="square" stroke-width=".8" style="paint-order:stroke fill markers"/>
+</svg>
diff --git a/src/apps/scalable/bluetooth-inactive.svg b/src/apps/scalable/bluetooth-inactive.svg
index 5d3da093..65d890a6 100644
--- a/src/apps/scalable/bluetooth-inactive.svg
+++ b/src/apps/scalable/bluetooth-inactive.svg
@@ -1 +1,12 @@
-<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="64" height="64" image-rendering="optimizeSpeed"><defs><linearGradient id="a" x1="7.937" x2="7.937" y1="15.081" y2="1.852" gradientTransform="scale(3.7796)" gradientUnits="userSpaceOnUse"><stop offset="0" stop-color="#363636"/><stop offset="1" stop-color="#6c6c6c"/></linearGradient></defs><image xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPsAAAD7CAYAAACscuKmAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz AAA7DgAAOw4BzLahgwAAABl0RVh0U29mdHdhcmUAd3d3Lmlua3NjYXBlLm9yZ5vuPBoAABENSURB VHic7Z3tdqO4EgDbTt7/ie8k+2MuE6XdX8JgA111jg8gsCSyFN0SePYmvbm9uwPwcr7f3YF3ceWL /crnBvtyyRvCVYTY6jyu8veAH7YS9/Q3gDNf3JW+n/n84D1UpD6l+GeTIerv2n1bfgeOwRoZo+9k 9Z1C/jNc0DMSW8d63z/DucM+eHJa5brsmZvCWznyBV+V9FZYn6kPrktV8u/C+kx9h+BoF/qs4Jno kfxRe3BdsuhtrWdlXr1R+cs5ysVekTySubr02jrK3wH2oyp5dZmVVdp/KUe4yDP5IoG9da8sWoce VKK4JXi2P6o7KnsZ77zYZySP1rNtXZfVNtJfHy/troidbVvrXrte2e686yKvTLJ5IkeSR/t13VF/ 4HpUZLekjoSP9us2Z2b1d+HVF3kUzWckHz93p1x/32rL61NlHxyT6qMxT/ZM6q9gXzXdr/Z3U155 MWcz6pngWupsm+gOC89GdS14tj0r/UuEf8UFPhPNI8GtdW9/JL21rPQZzkU2Kx5F9kh2a93b78nv 9W9X6T/3rFxq0TwT3Vp6+/R3dRtWH7y+wnWoRvZx24ve4/L+/+VtKLsZ39X1e327Ocdswp6yz4qu o7SWuyJ7NZXX/UP06+NNls2k8F/yW/ZR+FF6LfyX0ZebWi7sJvxeskeij9J5qbn+ZOVZGq/7YPXR K4Nzk0XTmUk5Lbq1vUg/Cu/VvZS/RPg9ZK+IriN6JHT02SKqW9twPaJJsTXRXcv+R+zrT6f2Osov be4u/NayWxJZsnvj8LuIfIgt9odxrJX+Z2N1q59eGVyDSnRfltbY/S627OP2TR5vBH+Gct2OJb3u 16bCbyn7GtEtoT3pPdm9qC7B0uszXJ/KZN2y/JZH0ccxuif7GOUt6ccbyHgjGK/HpR+bCb+V7BXR s1T9w1lGKbwlutW+1UevDK5NFOWjWfpFfC38XX7LPIo/Sq/TfD3Bt7RnTdxtIvwWsj8juiV4Jnsl dRdjafV15rzgPERi6P+uY0T1ZB/XF/H0LLyeoFuWi+RW2yKPUd4av4tTNsWzsmeiW4/TdKqeif4h j5Jnk3Fe32bOBc6LJXR07BhBx+OtCH9T68v1qFN4K6r/GdrRKfsY5a0bkO7rNM/IXhV9XHqR3BJd R/ZIcsbmEFG50VtS6aX+3NQxltxjmaj1hVH03YTfY8w+nvQipxXNLcm3EF2vR2UAIo+TYyMV4bXs Vhqvpddt/JEf0bXkbx2zW2JZkutxuiW6F9krouv2vT4CRETjeOtY7wUZ7/q0BNcsqfw4LND9eUr+ NbJXRbcm4fTnU+L03RNdt231Les7gIgtjR5Pe5mijvDj23PWdarH6h56ln7sx2rhZ2X3Tlp/ItE/ pRbRtexjW2Isq/0FGLGierTf+r6etdf7reie1ftlHPO22XhrnG49YstS9y0iutcvgFl0VPf2WSyP 0JZjs0iePfO3nsGPx0xF9xnZs/TdGqPPjNWtF2Ys2XVfrG2ALfDEHyflLEbprbo8rFd1R9csycvC PxvZI8mjMXom+ii8GEvdD4C9saLqsq2FHKXNGOX+MMpFHlP6XR+9WSm794mE12XRa7CW7F6fAF6F jqTRdXgv1Je9ohsNB6ai+0d2wFCZXuoxupb501nOpO9jm2NfEB3eiXUNRtdrhvduvt6v16c8qMge RXUrdR+l/hRf9rWiAxyFtcJXJu088at9eSCTPZqUy8bokejWizOR6ERzOCre5PFsoLKidyXSRxPX v5iVPRubj3J7abz345ZIdICjUxHeO86Sem2Ed6nKPi6tN+S8GXcrskfp+9iWXgc4Opnw1fTde0nH i/AlTyLZK1Hde25eGatHj9jKJwBwMJ5J6S2ZPcG9SO96U5Hdi+qjuJH00ThdvwqbdhjgBFRTeo33 +E2Mdf2d1RN0s2P12VdidZ2IDlcju6b1eF2GbU92ccqitv+RvVQTSR/NymdvxXmiA1wZK51fXq0d l/ozvidvuVN6uSaL7NWxuvWMXaf51qSc/gMgPlyJKJ2Pxuc6Ta/M1qdYr/N5wnlR3Yru2Yy71Rai wxXxrvEsQ9ZlUXactSsi8bu7XnSPOmndBEjdAX5TdcrzK3LKdUvLnj0iiO5E1R+1WHUjP1yZ6Fqf daqaKT9sV36VoztkRexM8iiyIzp0IErhs4zZ8m06U/Zk91L4sSySe1VnAJpS8Sea4C6l8pUxu+5Q FtVnxuvcBKATlegeTXp7NwSvjV/cCwdFd5HZlB0AbKqpfZRte/WKSP7oLZJcz75bEwdRZ7gJQEe8 jFnE9q3impW+P/gVjdmjDnh3m0h4swMAjckCa+RWFFhNstn4TPS1KTzSQ2fWDJlnPDPrrzx603ef aAxhNcS4HSBGO+JJHz3lSj27DwdaHdAVVe461vFeGwDdeYVnN5HaG3RZA9XUPeoMQDcqnqzxz20j e6nG64DXiN4HAHNEPln+eXU8UPnVW3ViIBqzA0CM5000ZzY1SZe9QZfdOaJUw2wQAFwqgdY6Th9v Uv0hjG5YjKUE5UgP4BNN0uljosm5kOqjt0rDALAPlQCbOnivHKQqfKZBbgoAP1Rn5K3vzEb2W+Un rtl+Zt4B9mVmzO7un/nHKyplY8cAYB3Tj9UqVP8Nuk0aA4DNsCb1dPkvKr9ntyq0GuUmALA9kV9T 82Qzj94qHSALAFhP1adVXs38u/ERSA2wH5v4tTayVzrADQBgnq28mnpdFgAuBLIDNGGN7KTnAO9n 2kMiO0ATkB2gCcgO0ARkB2gCsgM0AdkBmoDsAE1AdoAmIDtAE5AdoAnIDtAEZAdoArIDNAHZAZqA 7ABNQHaAJiA7QBOQHaAJyA7QBGQHaAKyAzQB2QGagOwATUB2gCYgO0ATkB2gCcgO0ARkB2gCsgM0 AdkBmoDsAE1AdoAmIDtAE5AdoAnIDtAEZAdoArIDNAHZAZqA7ABNQHaAJiA7QBOQHaAJyA7QBGQH aAKyAzQB2QGagOwATUB2gCYgO0ATkB2gCcgO0ARkB2gCsgM0AdkBmoDsAE1AdoAmIDtAE5AdoAnI DtAEZAdoArIDNAHZAZqA7ABNQHaAJiA7QBOQHaAJyA7QBGQHaAKyAzQB2QGagOwATUB2gCYgO0AT kB2gCcgO0ARkB2gCsgM0AdkBmoDsAE1AdoAmIDtAE5AdoAnIDtAEZAdoArIDNAHZAZqA7ABNQHaA JiA7QBOQHaAJyA7QBGQHaAKyAzQB2QGagOwATUB2gCYgO0ATkB2gCcgO0ARkB2gCsgM0AdkBmoDs AE1AdoAmIDtAE5AdoAnIDtAEZAdowhrZvzfvBQDMMu0hkR2gCcgO0ARL9mp6kB1Hug8wz1ZePRy3 VWRHbID92MSvtbJ/q6Uu97YBwKfq04xX/469W4XBl6xj1nQAAGpEfnlOmkSRfWzk2ygHgPehnUyD 7jNjdq/SqbsNADwQObTaLU/27C6hoz5yA+yH9qzi5QP34IuzDSI9wLZYTq0NtN+VND5rUIz9UV0A 8JdZb54KtDNjdi+yVx4PIDmAjzXZVgmwm87Gz4zZKzcCAPDxInZlCC2SyF95XdZq0LqrVF+0AYBH qhny7A3gH9lsvFXuRXXdQSQHmCfyyfLPq+MBLXsW1XWZdUwmOTcBgJona/xz27hbhUaZ18BXsUNe GwDdqXhm+WYdr+v7VZbNxlsVZeN3Lzt4aBwARMT3bFyvzJmFXlXH7FmDlc4AwF/WzInNeFYas1tf yBr/ctatSI/8AD9YblTd8jxzHcsevUVjB92RSHRSeYC/RMNcT/jMtVJgrfyePUotorsNqTxAnYpH 2YS4V6+I1NJ43Rnd4JfxqaQdVhsAV0Zf+5HQnleWh14bv6j8xNW7i3idiO5AAPBIxR/LN+u7Io5v 1R/CZJ2J7kBEd4BaVK86tSqYVt6g09tR+p6lHl7dCA9XJrrW93LqYXvm36CbuftUojtAV6pRPRsu l1N4kbn/ScSM9Flab7XFDQCuSHS9Z4GzOumdtSsiIh/OgTe1tMpuw+eutnW5Pr7SDsDZsUS3JtdG mf84n69h6U3ShXwWOnsb1seK9R3pJnZUvw37bkankBu64GXFWXacDY3H+l28yC4yH92tjz6mUrde BzgjWfpupetjBPei+ij+WJ/X9j8qsi/r1vaM6JUbAcLDFYjS92isruUet7PZ+DSNj2QXWRfddZm1 Lc621xbAWaiIbqXqnuRa9mys7kpflX1Z97az6O0db7XhlQEcnUx0/XjaEt2K8DNPtVxmZdf7PKnF 2WeVW/VmbQMcjWrqHqXtM6KXZuBHMtlF/LG6t62XUbpvtWHV4x0H8G68NHrmXZS1EV23v3o2fqQi XyR89t1oG+HhqKwV3XuW7ok+K73JrOzLeiRydb8lbVV4rwzgFVhirYno3nh97bvwIVXZReajejbx Zm2vKUd6eCVRNF+W0csyUVS3Zt6ffplmYa3sa1PyNd9dUwfA1mRj5Wwyrpq+e4/aVk3KjczILuIL V5mgs74XlWfHzWYFALN4YnnR3Ivq3ptx/xM/qlcftZXln5VdJH72rvdX6qge651UVBfiwyyRPJbk yzJL3bXsWnQtvE7hRWLpU7aQfeb42fpnyb6L/KDJhPGeny/LakQfZbdE934A83T6vrBGdpFc+C3H 1NWTZBwPW1GdhItEj9L36s9Xteiro7rIetlFasJXs4DsJGZPjFl7mCG75iLJK6JHwlvR3Hrc9pTo ItvJHm17wmfPKr19HtF+RIeMNdF8jejem3JPP1rLeEZ2EVvwNe+0R3dRq7xah7dtwQ3huswGihnR Ky/JeI/WrN+oL8ux3ZlzcXlWdpHnx+xemlKRPnscMXN33HQyBN7KzH9L67qzIncmePVHLdEjtt1E F8n/WaoK32Kn57dh/Uv+/nt0X873v+XvjWdZvw/bd+OztHlT694PcHR/RO3zzguuR2X4GEV07/Ha 7CuwM4/YvH5PsYXsInXhx2fm1mcUXIv+IT83jeVzG8puYktvLcXZhutTSdmXZSb6uG6l55HoVuZg 9c8rm2Yr2UVqwov8ln45zhJey77Ur2W/D3VG/5rt7ONCuA6ZQJbgy7YlZia7V2aNzXeP6Atbyi7i C2+xnOx9ONaSfPnoqD7KrqWP0noRInxHIoks4byIrlP4b4nTdOsGYX2yPj7N1rKL2MLr6D5G6VF6 7w9hiW7JrkWfSem9Mjg3z47RM9mzMbwVxV8uusg+sovUhBf5HYllOMaSXG9bonvCi8TRHcmvj5W2 L+uVqO6l71akj8blluC7iy6yn+wideEXRvG/1fHjJFw1qi/DgyzCi7MN18GTyRurW3J6Y+7KePzt oou85gKP0mVrMk0LG617+59J5aNyOA+eNLMpvBXdvbJMdKvdSp834ZUXtRdJ14gfRXMvfSey96Ua 2cd1T/bKtlWf1a7Xv1149QU+E+XH9ehTGadHokd/A24A5yMSxxq3e6l8JcpnEfzt0XzkXRdzFFVn pI/2efVk7cM1sUQf1yuiZ/uteqw2re3deedFHkX5cT0St7Kt66q0DdciiqjVlD7attYrbb+UI1zg M9LrZSZ2JW0/wt8AXkMUXbP0u5KeH1LyhaNc6JVZ8eoNIFp6bR3l7wD7kcmXCVwV2xP6raKLHO8i r0g/bldvBl7dRzt/2J9Z6Sv7vXqj8pdz5It9VvxofaY+uC5VIatR+/CCj5zhQp95NDYTvc9w7rAP M5LOzKIfUvKFs13wa5+JrznPs/1t4Ic10j0j8aElXzjzBV3p+5nPD95DRdxTyK25igxbncdV/h7w w1ZinlLwkStf3Fc+N9iX04tt0V2I7uffkUuKXOE/2+1WpyDcm1gAAAAASUVORK5CYII=" width="60.882" height="62.001" x="1.559" y="2" preserveAspectRatio="none"/><rect width="56.002" height="56.002" x="4" y="3.969" fill="url(#a)" rx="13.002" ry="13.002"/><circle cx="32.02" cy="32.044" r="30.001" fill="none"/><image xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACIAAAAxCAYAAAC/BXv3AAAABHNCSVQICAgIfAhkiAAAAAlwSFlz AAAN1wAADdcBQiibeAAAABl0RVh0U29mdHdhcmUAd3d3Lmlua3NjYXBlLm9yZ5vuPBoAAAOwSURB VFiFzZjbjqMwEEQLyGX+/2s3kwD7ENdwXBgSslppLCFIwO3jvoP0S0b3H+bMn4CcPoDocL0HcAjo iEY6HH05PH+WNMX5EMzwAcSgpyZ9DOWgtg6PIyA9IC7luEo6B4zHIdO8A0JzDGXhq6SvcibMnlZ2 tXXEWQ1jjXyV86CnX9zLNf2nkzSW+1P53dTUJyDWimFORfhDi88QpCv3pB0nfgXCUGW0GMaHVJuG z94AM0J2BbMHkvmCZwLRzyicUN/4z6aqnm+BbC1M4Rxc3HCXAE6gOecTJM2QBwVawKRF3bweNmRx 8bGcO0lzaoS7SIfLxMUsasFWuTVDWYTnvEoj6WAt7+f/3p0XHvV0xkl14qMMA4yqQ3plGgNZyLmc +8a9QfUuE8Sgvp6LPOaaytfSRzKNZ8bstNQYLmKgSt0YaeZVBT8lWQA5T1AQix533uOaDi3Vplj5 h0Fm1TCZC7wwcwdN1kPohDmWNeppEh/2kc2ERmGjaqdSaIKJzCHbY7fe2KMsfpP0R888Yhj2Lat4 53UrgxrEjjzEcwxta+IGkBtAKvN80gawKUoAlZ1aE168pY1JGBm+mS1bndmEe4OQHbHTsSxMiG+t /aNZa1Kgys6sibuWCmoBrEOZV+7adtJViPdaD9JuhdxeG5jzppjTnNsCaZX7rYTUGjkvfag5d6v6 MkrYAGWtyd1z/lm1KZnchPkrEO6G7aAb5IvqRJbO6WgwyEURGXr6ijDvp0S0qi9rzVXrTp0Q7rhc 9B7lXq+lhUxzUjs/oKkRtgHWCAufTeEFvTtHFDNrFksPOvwPXPoItcLGxgsa5KS6M3Oyomkog8mO Zqwao1b1JT3t6UUm7NhmMYjBCWE55wI9aHnFkKRuq/qanLtkP+JGx4UuI4cJby+cq36kBfDQ0t5l h8Z2kBvYyzOZDHdTvG84Gvz2lj2rzUHzuOYY0vAT5LBEVC2A4KwZTo6ALHqG9/NWsxdnFy8t2nUB ZBtQwWxVX3Zb7DHYjTHCVM7MognhKtzUSvoIr7PmGCYrL5srYaF7A4IglZ+0Xjlb1dH+0Kq8XTzH XsRHqx9ZNc9bg7UgXxv4skR/YH9KiOxlVht69VmCEAlw1+K4jgxDGMSmYPpv9jNHPtRkovvW4if+ YpSmoGOuPkX8K4gjodPSSvL/NMVbnzvfAUnfcJKbtUQMM/LL/vRTEAKNcZ1N0qR1ZX0JIe33nq1n s4hly8iz9CbEURDCtObm4m9DfALyzpxDAL9u/AVUheDc4VPkDQAAAABJRU5ErkJggg==" width="36.267" height="52.267" x="13.867" y="9.528" preserveAspectRatio="none"/><path fill="#fff" d="M30.675 12.148a1.862 1.862 0 0 0-2.072 1.85v13.37l-5.572-4.503a1.861 1.861 0 1 0-2.339 2.897l7.722 6.242-7.722 6.241a1.861 1.861 0 1 0 2.34 2.894l5.57-4.503v13.367a1.862 1.862 0 0 0 3.027 1.452l11.674-9.36a1.86 1.86 0 0 0 0-2.904l-8.969-7.19 8.969-7.19a1.861 1.861 0 0 0 0-2.908l-11.674-9.357a1.867 1.867 0 0 0-.954-.398zm1.649 5.729 6.84 5.482-6.84 5.479zm0 17.285 6.84 5.482-6.84 5.479z"/></svg>
\ No newline at end of file
+<svg width="64" height="64" image-rendering="optimizeSpeed" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
+ <defs>
+  <linearGradient id="a" x1="7.937" x2="7.937" y1="15.081" y2="1.852" gradientTransform="scale(3.7796)" gradientUnits="userSpaceOnUse">
+   <stop stop-color="#363636" offset="0"/>
+   <stop stop-color="#6c6c6c" offset="1"/>
+  </linearGradient>
+ </defs>
+ <image x="1.559" y="2" width="60.882" height="62.001" preserveAspectRatio="none" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPsAAAD7CAYAAACscuKmAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz AAA7DgAAOw4BzLahgwAAABl0RVh0U29mdHdhcmUAd3d3Lmlua3NjYXBlLm9yZ5vuPBoAABENSURB VHic7Z3tdqO4EgDbTt7/ie8k+2MuE6XdX8JgA111jg8gsCSyFN0SePYmvbm9uwPwcr7f3YF3ceWL /crnBvtyyRvCVYTY6jyu8veAH7YS9/Q3gDNf3JW+n/n84D1UpD6l+GeTIerv2n1bfgeOwRoZo+9k 9Z1C/jNc0DMSW8d63z/DucM+eHJa5brsmZvCWznyBV+V9FZYn6kPrktV8u/C+kx9h+BoF/qs4Jno kfxRe3BdsuhtrWdlXr1R+cs5ysVekTySubr02jrK3wH2oyp5dZmVVdp/KUe4yDP5IoG9da8sWoce VKK4JXi2P6o7KnsZ77zYZySP1rNtXZfVNtJfHy/troidbVvrXrte2e686yKvTLJ5IkeSR/t13VF/ 4HpUZLekjoSP9us2Z2b1d+HVF3kUzWckHz93p1x/32rL61NlHxyT6qMxT/ZM6q9gXzXdr/Z3U155 MWcz6pngWupsm+gOC89GdS14tj0r/UuEf8UFPhPNI8GtdW9/JL21rPQZzkU2Kx5F9kh2a93b78nv 9W9X6T/3rFxq0TwT3Vp6+/R3dRtWH7y+wnWoRvZx24ve4/L+/+VtKLsZ39X1e327Ocdswp6yz4qu o7SWuyJ7NZXX/UP06+NNls2k8F/yW/ZR+FF6LfyX0ZebWi7sJvxeskeij9J5qbn+ZOVZGq/7YPXR K4Nzk0XTmUk5Lbq1vUg/Cu/VvZS/RPg9ZK+IriN6JHT02SKqW9twPaJJsTXRXcv+R+zrT6f2Osov be4u/NayWxJZsnvj8LuIfIgt9odxrJX+Z2N1q59eGVyDSnRfltbY/S627OP2TR5vBH+Gct2OJb3u 16bCbyn7GtEtoT3pPdm9qC7B0uszXJ/KZN2y/JZH0ccxuif7GOUt6ccbyHgjGK/HpR+bCb+V7BXR s1T9w1lGKbwlutW+1UevDK5NFOWjWfpFfC38XX7LPIo/Sq/TfD3Bt7RnTdxtIvwWsj8juiV4Jnsl dRdjafV15rzgPERi6P+uY0T1ZB/XF/H0LLyeoFuWi+RW2yKPUd4av4tTNsWzsmeiW4/TdKqeif4h j5Jnk3Fe32bOBc6LJXR07BhBx+OtCH9T68v1qFN4K6r/GdrRKfsY5a0bkO7rNM/IXhV9XHqR3BJd R/ZIcsbmEFG50VtS6aX+3NQxltxjmaj1hVH03YTfY8w+nvQipxXNLcm3EF2vR2UAIo+TYyMV4bXs Vhqvpddt/JEf0bXkbx2zW2JZkutxuiW6F9krouv2vT4CRETjeOtY7wUZ7/q0BNcsqfw4LND9eUr+ NbJXRbcm4fTnU+L03RNdt231Les7gIgtjR5Pe5mijvDj23PWdarH6h56ln7sx2rhZ2X3Tlp/ItE/ pRbRtexjW2Isq/0FGLGierTf+r6etdf7reie1ftlHPO22XhrnG49YstS9y0iutcvgFl0VPf2WSyP 0JZjs0iePfO3nsGPx0xF9xnZs/TdGqPPjNWtF2Ys2XVfrG2ALfDEHyflLEbprbo8rFd1R9csycvC PxvZI8mjMXom+ii8GEvdD4C9saLqsq2FHKXNGOX+MMpFHlP6XR+9WSm794mE12XRa7CW7F6fAF6F jqTRdXgv1Je9ohsNB6ai+0d2wFCZXuoxupb501nOpO9jm2NfEB3eiXUNRtdrhvduvt6v16c8qMge RXUrdR+l/hRf9rWiAxyFtcJXJu088at9eSCTPZqUy8bokejWizOR6ERzOCre5PFsoLKidyXSRxPX v5iVPRubj3J7abz345ZIdICjUxHeO86Sem2Ed6nKPi6tN+S8GXcrskfp+9iWXgc4Opnw1fTde0nH i/AlTyLZK1Hde25eGatHj9jKJwBwMJ5J6S2ZPcG9SO96U5Hdi+qjuJH00ThdvwqbdhjgBFRTeo33 +E2Mdf2d1RN0s2P12VdidZ2IDlcju6b1eF2GbU92ccqitv+RvVQTSR/NymdvxXmiA1wZK51fXq0d l/ozvidvuVN6uSaL7NWxuvWMXaf51qSc/gMgPlyJKJ2Pxuc6Ta/M1qdYr/N5wnlR3Yru2Yy71Rai wxXxrvEsQ9ZlUXactSsi8bu7XnSPOmndBEjdAX5TdcrzK3LKdUvLnj0iiO5E1R+1WHUjP1yZ6Fqf daqaKT9sV36VoztkRexM8iiyIzp0IErhs4zZ8m06U/Zk91L4sSySe1VnAJpS8Sea4C6l8pUxu+5Q FtVnxuvcBKATlegeTXp7NwSvjV/cCwdFd5HZlB0AbKqpfZRte/WKSP7oLZJcz75bEwdRZ7gJQEe8 jFnE9q3impW+P/gVjdmjDnh3m0h4swMAjckCa+RWFFhNstn4TPS1KTzSQ2fWDJlnPDPrrzx603ef aAxhNcS4HSBGO+JJHz3lSj27DwdaHdAVVe461vFeGwDdeYVnN5HaG3RZA9XUPeoMQDcqnqzxz20j e6nG64DXiN4HAHNEPln+eXU8UPnVW3ViIBqzA0CM5000ZzY1SZe9QZfdOaJUw2wQAFwqgdY6Th9v Uv0hjG5YjKUE5UgP4BNN0uljosm5kOqjt0rDALAPlQCbOnivHKQqfKZBbgoAP1Rn5K3vzEb2W+Un rtl+Zt4B9mVmzO7un/nHKyplY8cAYB3Tj9UqVP8Nuk0aA4DNsCb1dPkvKr9ntyq0GuUmALA9kV9T 82Qzj94qHSALAFhP1adVXs38u/ERSA2wH5v4tTayVzrADQBgnq28mnpdFgAuBLIDNGGN7KTnAO9n 2kMiO0ATkB2gCcgO0ARkB2gCsgM0AdkBmoDsAE1AdoAmIDtAE5AdoAnIDtAEZAdoArIDNAHZAZqA 7ABNQHaAJiA7QBOQHaAJyA7QBGQHaAKyAzQB2QGagOwATUB2gCYgO0ATkB2gCcgO0ARkB2gCsgM0 AdkBmoDsAE1AdoAmIDtAE5AdoAnIDtAEZAdoArIDNAHZAZqA7ABNQHaAJiA7QBOQHaAJyA7QBGQH aAKyAzQB2QGagOwATUB2gCYgO0ATkB2gCcgO0ARkB2gCsgM0AdkBmoDsAE1AdoAmIDtAE5AdoAnI DtAEZAdoArIDNAHZAZqA7ABNQHaAJiA7QBOQHaAJyA7QBGQHaAKyAzQB2QGagOwATUB2gCYgO0AT kB2gCcgO0ARkB2gCsgM0AdkBmoDsAE1AdoAmIDtAE5AdoAnIDtAEZAdoArIDNAHZAZqA7ABNQHaA JiA7QBOQHaAJyA7QBGQHaAKyAzQB2QGagOwATUB2gCYgO0ATkB2gCcgO0ARkB2gCsgM0AdkBmoDs AE1AdoAmIDtAE5AdoAnIDtAEZAdowhrZvzfvBQDMMu0hkR2gCcgO0ARL9mp6kB1Hug8wz1ZePRy3 VWRHbID92MSvtbJ/q6Uu97YBwKfq04xX/469W4XBl6xj1nQAAGpEfnlOmkSRfWzk2ygHgPehnUyD 7jNjdq/SqbsNADwQObTaLU/27C6hoz5yA+yH9qzi5QP34IuzDSI9wLZYTq0NtN+VND5rUIz9UV0A 8JdZb54KtDNjdi+yVx4PIDmAjzXZVgmwm87Gz4zZKzcCAPDxInZlCC2SyF95XdZq0LqrVF+0AYBH qhny7A3gH9lsvFXuRXXdQSQHmCfyyfLPq+MBLXsW1XWZdUwmOTcBgJona/xz27hbhUaZ18BXsUNe GwDdqXhm+WYdr+v7VZbNxlsVZeN3Lzt4aBwARMT3bFyvzJmFXlXH7FmDlc4AwF/WzInNeFYas1tf yBr/ctatSI/8AD9YblTd8jxzHcsevUVjB92RSHRSeYC/RMNcT/jMtVJgrfyePUotorsNqTxAnYpH 2YS4V6+I1NJ43Rnd4JfxqaQdVhsAV0Zf+5HQnleWh14bv6j8xNW7i3idiO5AAPBIxR/LN+u7Io5v 1R/CZJ2J7kBEd4BaVK86tSqYVt6g09tR+p6lHl7dCA9XJrrW93LqYXvm36CbuftUojtAV6pRPRsu l1N4kbn/ScSM9Flab7XFDQCuSHS9Z4GzOumdtSsiIh/OgTe1tMpuw+eutnW5Pr7SDsDZsUS3JtdG mf84n69h6U3ShXwWOnsb1seK9R3pJnZUvw37bkankBu64GXFWXacDY3H+l28yC4yH92tjz6mUrde BzgjWfpupetjBPei+ij+WJ/X9j8qsi/r1vaM6JUbAcLDFYjS92isruUet7PZ+DSNj2QXWRfddZm1 Lc621xbAWaiIbqXqnuRa9mys7kpflX1Z97az6O0db7XhlQEcnUx0/XjaEt2K8DNPtVxmZdf7PKnF 2WeVW/VmbQMcjWrqHqXtM6KXZuBHMtlF/LG6t62XUbpvtWHV4x0H8G68NHrmXZS1EV23v3o2fqQi XyR89t1oG+HhqKwV3XuW7ok+K73JrOzLeiRydb8lbVV4rwzgFVhirYno3nh97bvwIVXZReajejbx Zm2vKUd6eCVRNF+W0csyUVS3Zt6ffplmYa3sa1PyNd9dUwfA1mRj5Wwyrpq+e4/aVk3KjczILuIL V5mgs74XlWfHzWYFALN4YnnR3Ivq3ptx/xM/qlcftZXln5VdJH72rvdX6qge651UVBfiwyyRPJbk yzJL3bXsWnQtvE7hRWLpU7aQfeb42fpnyb6L/KDJhPGeny/LakQfZbdE934A83T6vrBGdpFc+C3H 1NWTZBwPW1GdhItEj9L36s9Xteiro7rIetlFasJXs4DsJGZPjFl7mCG75iLJK6JHwlvR3Hrc9pTo ItvJHm17wmfPKr19HtF+RIeMNdF8jejem3JPP1rLeEZ2EVvwNe+0R3dRq7xah7dtwQ3huswGihnR Ky/JeI/WrN+oL8ux3ZlzcXlWdpHnx+xemlKRPnscMXN33HQyBN7KzH9L67qzIncmePVHLdEjtt1E F8n/WaoK32Kn57dh/Uv+/nt0X873v+XvjWdZvw/bd+OztHlT694PcHR/RO3zzguuR2X4GEV07/Ha 7CuwM4/YvH5PsYXsInXhx2fm1mcUXIv+IT83jeVzG8puYktvLcXZhutTSdmXZSb6uG6l55HoVuZg 9c8rm2Yr2UVqwov8ln45zhJey77Ur2W/D3VG/5rt7ONCuA6ZQJbgy7YlZia7V2aNzXeP6Atbyi7i C2+xnOx9ONaSfPnoqD7KrqWP0noRInxHIoks4byIrlP4b4nTdOsGYX2yPj7N1rKL2MLr6D5G6VF6 7w9hiW7JrkWfSem9Mjg3z47RM9mzMbwVxV8uusg+sovUhBf5HYllOMaSXG9bonvCi8TRHcmvj5W2 L+uVqO6l71akj8blluC7iy6yn+wideEXRvG/1fHjJFw1qi/DgyzCi7MN18GTyRurW3J6Y+7KePzt oou85gKP0mVrMk0LG617+59J5aNyOA+eNLMpvBXdvbJMdKvdSp834ZUXtRdJ14gfRXMvfSey96Ua 2cd1T/bKtlWf1a7Xv1149QU+E+XH9ehTGadHokd/A24A5yMSxxq3e6l8JcpnEfzt0XzkXRdzFFVn pI/2efVk7cM1sUQf1yuiZ/uteqw2re3deedFHkX5cT0St7Kt66q0DdciiqjVlD7attYrbb+UI1zg M9LrZSZ2JW0/wt8AXkMUXbP0u5KeH1LyhaNc6JVZ8eoNIFp6bR3l7wD7kcmXCVwV2xP6raKLHO8i r0g/bldvBl7dRzt/2J9Z6Sv7vXqj8pdz5It9VvxofaY+uC5VIatR+/CCj5zhQp95NDYTvc9w7rAP M5LOzKIfUvKFs13wa5+JrznPs/1t4Ic10j0j8aElXzjzBV3p+5nPD95DRdxTyK25igxbncdV/h7w w1ZinlLwkStf3Fc+N9iX04tt0V2I7uffkUuKXOE/2+1WpyDcm1gAAAAASUVORK5CYII="/>
+ <rect x="4" y="3.969" width="56.002" height="56.002" rx="13.002" ry="13.002" fill="url(#a)"/>
+ <image x="13.867" y="9.528" width="36.267" height="52.267" preserveAspectRatio="none" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACIAAAAxCAYAAAC/BXv3AAAABHNCSVQICAgIfAhkiAAAAAlwSFlz AAAN1wAADdcBQiibeAAAABl0RVh0U29mdHdhcmUAd3d3Lmlua3NjYXBlLm9yZ5vuPBoAAAOwSURB VFiFzZjbjqMwEEQLyGX+/2s3kwD7ENdwXBgSslppLCFIwO3jvoP0S0b3H+bMn4CcPoDocL0HcAjo iEY6HH05PH+WNMX5EMzwAcSgpyZ9DOWgtg6PIyA9IC7luEo6B4zHIdO8A0JzDGXhq6SvcibMnlZ2 tXXEWQ1jjXyV86CnX9zLNf2nkzSW+1P53dTUJyDWimFORfhDi88QpCv3pB0nfgXCUGW0GMaHVJuG z94AM0J2BbMHkvmCZwLRzyicUN/4z6aqnm+BbC1M4Rxc3HCXAE6gOecTJM2QBwVawKRF3bweNmRx 8bGcO0lzaoS7SIfLxMUsasFWuTVDWYTnvEoj6WAt7+f/3p0XHvV0xkl14qMMA4yqQ3plGgNZyLmc +8a9QfUuE8Sgvp6LPOaaytfSRzKNZ8bstNQYLmKgSt0YaeZVBT8lWQA5T1AQix533uOaDi3Vplj5 h0Fm1TCZC7wwcwdN1kPohDmWNeppEh/2kc2ERmGjaqdSaIKJzCHbY7fe2KMsfpP0R888Yhj2Lat4 53UrgxrEjjzEcwxta+IGkBtAKvN80gawKUoAlZ1aE168pY1JGBm+mS1bndmEe4OQHbHTsSxMiG+t /aNZa1Kgys6sibuWCmoBrEOZV+7adtJViPdaD9JuhdxeG5jzppjTnNsCaZX7rYTUGjkvfag5d6v6 MkrYAGWtyd1z/lm1KZnchPkrEO6G7aAb5IvqRJbO6WgwyEURGXr6ijDvp0S0qi9rzVXrTp0Q7rhc 9B7lXq+lhUxzUjs/oKkRtgHWCAufTeEFvTtHFDNrFksPOvwPXPoItcLGxgsa5KS6M3Oyomkog8mO Zqwao1b1JT3t6UUm7NhmMYjBCWE55wI9aHnFkKRuq/qanLtkP+JGx4UuI4cJby+cq36kBfDQ0t5l h8Z2kBvYyzOZDHdTvG84Gvz2lj2rzUHzuOYY0vAT5LBEVC2A4KwZTo6ALHqG9/NWsxdnFy8t2nUB ZBtQwWxVX3Zb7DHYjTHCVM7MognhKtzUSvoIr7PmGCYrL5srYaF7A4IglZ+0Xjlb1dH+0Kq8XTzH XsRHqx9ZNc9bg7UgXxv4skR/YH9KiOxlVht69VmCEAlw1+K4jgxDGMSmYPpv9jNHPtRkovvW4if+ YpSmoGOuPkX8K4gjodPSSvL/NMVbnzvfAUnfcJKbtUQMM/LL/vRTEAKNcZ1N0qR1ZX0JIe33nq1n s4hly8iz9CbEURDCtObm4m9DfALyzpxDAL9u/AVUheDc4VPkDQAAAABJRU5ErkJggg=="/>
+ <path d="M30.675 12.148a1.862 1.862 0 0 0-2.072 1.85v13.37l-5.572-4.503a1.861 1.861 0 1 0-2.339 2.897l7.722 6.242-7.722 6.241a1.861 1.861 0 1 0 2.34 2.894l5.57-4.503v13.367a1.862 1.862 0 0 0 3.027 1.452l11.674-9.36a1.86 1.86 0 0 0 0-2.904l-8.969-7.19 8.969-7.19a1.861 1.861 0 0 0 0-2.908l-11.674-9.357a1.867 1.867 0 0 0-.954-.398zm1.649 5.729 6.84 5.482-6.84 5.479zm0 17.285 6.84 5.482-6.84 5.479z" fill="#fff"/>
+</svg>
diff --git a/src/apps/scalable/marktext.svg b/src/apps/scalable/marktext.svg
index c78d5a5d..a279e999 100644
--- a/src/apps/scalable/marktext.svg
+++ b/src/apps/scalable/marktext.svg
@@ -1 +1,28 @@
-<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="64" height="64" version="1"><image xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPsAAAD7CAYAAACscuKmAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz AAA7DgAAOw4BzLahgwAAABl0RVh0U29mdHdhcmUAd3d3Lmlua3NjYXBlLm9yZ5vuPBoAABENSURB VHic7Z3tdqO4EgDbTt7/ie8k+2MuE6XdX8JgA111jg8gsCSyFN0SePYmvbm9uwPwcr7f3YF3ceWL /crnBvtyyRvCVYTY6jyu8veAH7YS9/Q3gDNf3JW+n/n84D1UpD6l+GeTIerv2n1bfgeOwRoZo+9k 9Z1C/jNc0DMSW8d63z/DucM+eHJa5brsmZvCWznyBV+V9FZYn6kPrktV8u/C+kx9h+BoF/qs4Jno kfxRe3BdsuhtrWdlXr1R+cs5ysVekTySubr02jrK3wH2oyp5dZmVVdp/KUe4yDP5IoG9da8sWoce VKK4JXi2P6o7KnsZ77zYZySP1rNtXZfVNtJfHy/troidbVvrXrte2e686yKvTLJ5IkeSR/t13VF/ 4HpUZLekjoSP9us2Z2b1d+HVF3kUzWckHz93p1x/32rL61NlHxyT6qMxT/ZM6q9gXzXdr/Z3U155 MWcz6pngWupsm+gOC89GdS14tj0r/UuEf8UFPhPNI8GtdW9/JL21rPQZzkU2Kx5F9kh2a93b78nv 9W9X6T/3rFxq0TwT3Vp6+/R3dRtWH7y+wnWoRvZx24ve4/L+/+VtKLsZ39X1e327Ocdswp6yz4qu o7SWuyJ7NZXX/UP06+NNls2k8F/yW/ZR+FF6LfyX0ZebWi7sJvxeskeij9J5qbn+ZOVZGq/7YPXR K4Nzk0XTmUk5Lbq1vUg/Cu/VvZS/RPg9ZK+IriN6JHT02SKqW9twPaJJsTXRXcv+R+zrT6f2Osov be4u/NayWxJZsnvj8LuIfIgt9odxrJX+Z2N1q59eGVyDSnRfltbY/S627OP2TR5vBH+Gct2OJb3u 16bCbyn7GtEtoT3pPdm9qC7B0uszXJ/KZN2y/JZH0ccxuif7GOUt6ccbyHgjGK/HpR+bCb+V7BXR s1T9w1lGKbwlutW+1UevDK5NFOWjWfpFfC38XX7LPIo/Sq/TfD3Bt7RnTdxtIvwWsj8juiV4Jnsl dRdjafV15rzgPERi6P+uY0T1ZB/XF/H0LLyeoFuWi+RW2yKPUd4av4tTNsWzsmeiW4/TdKqeif4h j5Jnk3Fe32bOBc6LJXR07BhBx+OtCH9T68v1qFN4K6r/GdrRKfsY5a0bkO7rNM/IXhV9XHqR3BJd R/ZIcsbmEFG50VtS6aX+3NQxltxjmaj1hVH03YTfY8w+nvQipxXNLcm3EF2vR2UAIo+TYyMV4bXs Vhqvpddt/JEf0bXkbx2zW2JZkutxuiW6F9krouv2vT4CRETjeOtY7wUZ7/q0BNcsqfw4LND9eUr+ NbJXRbcm4fTnU+L03RNdt231Les7gIgtjR5Pe5mijvDj23PWdarH6h56ln7sx2rhZ2X3Tlp/ItE/ pRbRtexjW2Isq/0FGLGierTf+r6etdf7reie1ftlHPO22XhrnG49YstS9y0iutcvgFl0VPf2WSyP 0JZjs0iePfO3nsGPx0xF9xnZs/TdGqPPjNWtF2Ys2XVfrG2ALfDEHyflLEbprbo8rFd1R9csycvC PxvZI8mjMXom+ii8GEvdD4C9saLqsq2FHKXNGOX+MMpFHlP6XR+9WSm794mE12XRa7CW7F6fAF6F jqTRdXgv1Je9ohsNB6ai+0d2wFCZXuoxupb501nOpO9jm2NfEB3eiXUNRtdrhvduvt6v16c8qMge RXUrdR+l/hRf9rWiAxyFtcJXJu088at9eSCTPZqUy8bokejWizOR6ERzOCre5PFsoLKidyXSRxPX v5iVPRubj3J7abz345ZIdICjUxHeO86Sem2Ed6nKPi6tN+S8GXcrskfp+9iWXgc4Opnw1fTde0nH i/AlTyLZK1Hde25eGatHj9jKJwBwMJ5J6S2ZPcG9SO96U5Hdi+qjuJH00ThdvwqbdhjgBFRTeo33 +E2Mdf2d1RN0s2P12VdidZ2IDlcju6b1eF2GbU92ccqitv+RvVQTSR/NymdvxXmiA1wZK51fXq0d l/ozvidvuVN6uSaL7NWxuvWMXaf51qSc/gMgPlyJKJ2Pxuc6Ta/M1qdYr/N5wnlR3Yru2Yy71Rai wxXxrvEsQ9ZlUXactSsi8bu7XnSPOmndBEjdAX5TdcrzK3LKdUvLnj0iiO5E1R+1WHUjP1yZ6Fqf daqaKT9sV36VoztkRexM8iiyIzp0IErhs4zZ8m06U/Zk91L4sSySe1VnAJpS8Sea4C6l8pUxu+5Q FtVnxuvcBKATlegeTXp7NwSvjV/cCwdFd5HZlB0AbKqpfZRte/WKSP7oLZJcz75bEwdRZ7gJQEe8 jFnE9q3impW+P/gVjdmjDnh3m0h4swMAjckCa+RWFFhNstn4TPS1KTzSQ2fWDJlnPDPrrzx603ef aAxhNcS4HSBGO+JJHz3lSj27DwdaHdAVVe461vFeGwDdeYVnN5HaG3RZA9XUPeoMQDcqnqzxz20j e6nG64DXiN4HAHNEPln+eXU8UPnVW3ViIBqzA0CM5000ZzY1SZe9QZfdOaJUw2wQAFwqgdY6Th9v Uv0hjG5YjKUE5UgP4BNN0uljosm5kOqjt0rDALAPlQCbOnivHKQqfKZBbgoAP1Rn5K3vzEb2W+Un rtl+Zt4B9mVmzO7un/nHKyplY8cAYB3Tj9UqVP8Nuk0aA4DNsCb1dPkvKr9ntyq0GuUmALA9kV9T 82Qzj94qHSALAFhP1adVXs38u/ERSA2wH5v4tTayVzrADQBgnq28mnpdFgAuBLIDNGGN7KTnAO9n 2kMiO0ATkB2gCcgO0ARkB2gCsgM0AdkBmoDsAE1AdoAmIDtAE5AdoAnIDtAEZAdoArIDNAHZAZqA 7ABNQHaAJiA7QBOQHaAJyA7QBGQHaAKyAzQB2QGagOwATUB2gCYgO0ATkB2gCcgO0ARkB2gCsgM0 AdkBmoDsAE1AdoAmIDtAE5AdoAnIDtAEZAdoArIDNAHZAZqA7ABNQHaAJiA7QBOQHaAJyA7QBGQH aAKyAzQB2QGagOwATUB2gCYgO0ATkB2gCcgO0ARkB2gCsgM0AdkBmoDsAE1AdoAmIDtAE5AdoAnI DtAEZAdoArIDNAHZAZqA7ABNQHaAJiA7QBOQHaAJyA7QBGQHaAKyAzQB2QGagOwATUB2gCYgO0AT kB2gCcgO0ARkB2gCsgM0AdkBmoDsAE1AdoAmIDtAE5AdoAnIDtAEZAdoArIDNAHZAZqA7ABNQHaA JiA7QBOQHaAJyA7QBGQHaAKyAzQB2QGagOwATUB2gCYgO0ATkB2gCcgO0ARkB2gCsgM0AdkBmoDs AE1AdoAmIDtAE5AdoAnIDtAEZAdowhrZvzfvBQDMMu0hkR2gCcgO0ARL9mp6kB1Hug8wz1ZePRy3 VWRHbID92MSvtbJ/q6Uu97YBwKfq04xX/469W4XBl6xj1nQAAGpEfnlOmkSRfWzk2ygHgPehnUyD 7jNjdq/SqbsNADwQObTaLU/27C6hoz5yA+yH9qzi5QP34IuzDSI9wLZYTq0NtN+VND5rUIz9UV0A 8JdZb54KtDNjdi+yVx4PIDmAjzXZVgmwm87Gz4zZKzcCAPDxInZlCC2SyF95XdZq0LqrVF+0AYBH qhny7A3gH9lsvFXuRXXdQSQHmCfyyfLPq+MBLXsW1XWZdUwmOTcBgJona/xz27hbhUaZ18BXsUNe GwDdqXhm+WYdr+v7VZbNxlsVZeN3Lzt4aBwARMT3bFyvzJmFXlXH7FmDlc4AwF/WzInNeFYas1tf yBr/ctatSI/8AD9YblTd8jxzHcsevUVjB92RSHRSeYC/RMNcT/jMtVJgrfyePUotorsNqTxAnYpH 2YS4V6+I1NJ43Rnd4JfxqaQdVhsAV0Zf+5HQnleWh14bv6j8xNW7i3idiO5AAPBIxR/LN+u7Io5v 1R/CZJ2J7kBEd4BaVK86tSqYVt6g09tR+p6lHl7dCA9XJrrW93LqYXvm36CbuftUojtAV6pRPRsu l1N4kbn/ScSM9Flab7XFDQCuSHS9Z4GzOumdtSsiIh/OgTe1tMpuw+eutnW5Pr7SDsDZsUS3JtdG mf84n69h6U3ShXwWOnsb1seK9R3pJnZUvw37bkankBu64GXFWXacDY3H+l28yC4yH92tjz6mUrde BzgjWfpupetjBPei+ij+WJ/X9j8qsi/r1vaM6JUbAcLDFYjS92isruUet7PZ+DSNj2QXWRfddZm1 Lc621xbAWaiIbqXqnuRa9mys7kpflX1Z97az6O0db7XhlQEcnUx0/XjaEt2K8DNPtVxmZdf7PKnF 2WeVW/VmbQMcjWrqHqXtM6KXZuBHMtlF/LG6t62XUbpvtWHV4x0H8G68NHrmXZS1EV23v3o2fqQi XyR89t1oG+HhqKwV3XuW7ok+K73JrOzLeiRydb8lbVV4rwzgFVhirYno3nh97bvwIVXZReajejbx Zm2vKUd6eCVRNF+W0csyUVS3Zt6ffplmYa3sa1PyNd9dUwfA1mRj5Wwyrpq+e4/aVk3KjczILuIL V5mgs74XlWfHzWYFALN4YnnR3Ivq3ptx/xM/qlcftZXln5VdJH72rvdX6qge651UVBfiwyyRPJbk yzJL3bXsWnQtvE7hRWLpU7aQfeb42fpnyb6L/KDJhPGeny/LakQfZbdE934A83T6vrBGdpFc+C3H 1NWTZBwPW1GdhItEj9L36s9Xteiro7rIetlFasJXs4DsJGZPjFl7mCG75iLJK6JHwlvR3Hrc9pTo ItvJHm17wmfPKr19HtF+RIeMNdF8jejem3JPP1rLeEZ2EVvwNe+0R3dRq7xah7dtwQ3huswGihnR Ky/JeI/WrN+oL8ux3ZlzcXlWdpHnx+xemlKRPnscMXN33HQyBN7KzH9L67qzIncmePVHLdEjtt1E F8n/WaoK32Kn57dh/Uv+/nt0X873v+XvjWdZvw/bd+OztHlT694PcHR/RO3zzguuR2X4GEV07/Ha 7CuwM4/YvH5PsYXsInXhx2fm1mcUXIv+IT83jeVzG8puYktvLcXZhutTSdmXZSb6uG6l55HoVuZg 9c8rm2Yr2UVqwov8ln45zhJey77Ur2W/D3VG/5rt7ONCuA6ZQJbgy7YlZia7V2aNzXeP6Atbyi7i C2+xnOx9ONaSfPnoqD7KrqWP0noRInxHIoks4byIrlP4b4nTdOsGYX2yPj7N1rKL2MLr6D5G6VF6 7w9hiW7JrkWfSem9Mjg3z47RM9mzMbwVxV8uusg+sovUhBf5HYllOMaSXG9bonvCi8TRHcmvj5W2 L+uVqO6l71akj8blluC7iy6yn+wideEXRvG/1fHjJFw1qi/DgyzCi7MN18GTyRurW3J6Y+7KePzt oou85gKP0mVrMk0LG617+59J5aNyOA+eNLMpvBXdvbJMdKvdSp834ZUXtRdJ14gfRXMvfSey96Ua 2cd1T/bKtlWf1a7Xv1149QU+E+XH9ehTGadHokd/A24A5yMSxxq3e6l8JcpnEfzt0XzkXRdzFFVn pI/2efVk7cM1sUQf1yuiZ/uteqw2re3deedFHkX5cT0St7Kt66q0DdciiqjVlD7attYrbb+UI1zg M9LrZSZ2JW0/wt8AXkMUXbP0u5KeH1LyhaNc6JVZ8eoNIFp6bR3l7wD7kcmXCVwV2xP6raKLHO8i r0g/bldvBl7dRzt/2J9Z6Sv7vXqj8pdz5It9VvxofaY+uC5VIatR+/CCj5zhQp95NDYTvc9w7rAP M5LOzKIfUvKFs13wa5+JrznPs/1t4Ic10j0j8aElXzjzBV3p+5nPD95DRdxTyK25igxbncdV/h7w w1ZinlLwkStf3Fc+N9iX04tt0V2I7uffkUuKXOE/2+1WpyDcm1gAAAAASUVORK5CYII=" width="60.882" height="62.001" x="1.559" y="2" preserveAspectRatio="none"/><rect width="56.002" height="56.002" x="4" y="3.969" fill="#3f3f3f" rx="13.002" ry="13.002"/><path d="M3.998 45.998v1c0 7.203 5.8 13.004 13.004 13.004h29.996c7.203 0 13.004-5.8 13.004-13.004v-1c0 7.203-5.8 13.002-13.004 13.002H17.002A12.975 12.975 0 0 1 3.998 45.998z" opacity=".35"/><path fill="#fff" d="M3.998 18.004v-1C3.998 9.801 9.798 4 17.002 4h29.996c7.203 0 13.004 5.8 13.004 13.004v1c0-7.203-5.8-13.002-13.004-13.002H17.002A12.975 12.975 0 0 0 3.998 18.004z" opacity=".15"/><path d="M14 25.564h4v9.056l2 1.131v8.213l-6-3.604z" opacity=".2"/><path fill="#137fb0" d="M14 24.564h4v9.056l2 1.131v8.213l-6-3.604z"/><path d="m42 36.661-15.692 9.06L32 49.008l10-5.776zM14 18.993l24.093 13.911-6.112 3.526-17.98-10.382z" opacity=".2"/><path d="M22 36.661v6.57l10 5.774 5.692-3.284z" opacity=".2"/><path fill="#0ea3e7" d="m14 17.993 24.093 13.911-6.112 3.526-17.98-10.382z"/><path d="M50 25.564h-4v9.056l-2 1.131v8.213l6-3.604z" opacity=".2"/><path fill="#0ea3e7" d="m42 35.661-15.692 9.06L32 48.008l10-5.776z"/><path fill="#35cfee" d="M22 35.661v6.57l10 5.774 5.692-3.284z"/><path fill="#229eb5" d="M50 24.564h-4v9.056l-2 1.131v8.213l6-3.604z"/><path d="M50 18.993 25.907 32.904l6.112 3.526 17.98-10.382z" opacity=".2"/><path fill="#35cfee" d="M50 17.993 25.907 31.904l6.112 3.526 17.98-10.382z"/></svg>
\ No newline at end of file
+<svg width="64" height="64" version="1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
+ <defs>
+  <linearGradient id="a" x1="7.937" x2="7.937" y1="15.081" y2="1.852" gradientTransform="scale(3.7796)" gradientUnits="userSpaceOnUse">
+   <stop stop-color="#363636" offset="0"/>
+   <stop stop-color="#6c6c6c" offset="1"/>
+  </linearGradient>
+  <filter id="filter10828" x="-.26406" y="-.086107" width="1.5281" height="1.1722" color-interpolation-filters="sRGB">
+   <feGaussianBlur stdDeviation="0.66015624"/>
+  </filter>
+  <filter id="filter10820" x="-.044009" y="-.052785" width="1.088" height="1.1056" color-interpolation-filters="sRGB">
+   <feGaussianBlur stdDeviation="0.66015624"/>
+  </filter>
+  <filter id="filter10824" x="-.26406" y="-.086107" width="1.5281" height="1.1722" color-interpolation-filters="sRGB">
+   <feGaussianBlur stdDeviation="0.66015624"/>
+  </filter>
+ </defs>
+ <image x="1.559" y="2" width="60.882" height="62.001" preserveAspectRatio="none" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPsAAAD7CAYAAACscuKmAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz AAA7DgAAOw4BzLahgwAAABl0RVh0U29mdHdhcmUAd3d3Lmlua3NjYXBlLm9yZ5vuPBoAABENSURB VHic7Z3tdqO4EgDbTt7/ie8k+2MuE6XdX8JgA111jg8gsCSyFN0SePYmvbm9uwPwcr7f3YF3ceWL /crnBvtyyRvCVYTY6jyu8veAH7YS9/Q3gDNf3JW+n/n84D1UpD6l+GeTIerv2n1bfgeOwRoZo+9k 9Z1C/jNc0DMSW8d63z/DucM+eHJa5brsmZvCWznyBV+V9FZYn6kPrktV8u/C+kx9h+BoF/qs4Jno kfxRe3BdsuhtrWdlXr1R+cs5ysVekTySubr02jrK3wH2oyp5dZmVVdp/KUe4yDP5IoG9da8sWoce VKK4JXi2P6o7KnsZ77zYZySP1rNtXZfVNtJfHy/troidbVvrXrte2e686yKvTLJ5IkeSR/t13VF/ 4HpUZLekjoSP9us2Z2b1d+HVF3kUzWckHz93p1x/32rL61NlHxyT6qMxT/ZM6q9gXzXdr/Z3U155 MWcz6pngWupsm+gOC89GdS14tj0r/UuEf8UFPhPNI8GtdW9/JL21rPQZzkU2Kx5F9kh2a93b78nv 9W9X6T/3rFxq0TwT3Vp6+/R3dRtWH7y+wnWoRvZx24ve4/L+/+VtKLsZ39X1e327Ocdswp6yz4qu o7SWuyJ7NZXX/UP06+NNls2k8F/yW/ZR+FF6LfyX0ZebWi7sJvxeskeij9J5qbn+ZOVZGq/7YPXR K4Nzk0XTmUk5Lbq1vUg/Cu/VvZS/RPg9ZK+IriN6JHT02SKqW9twPaJJsTXRXcv+R+zrT6f2Osov be4u/NayWxJZsnvj8LuIfIgt9odxrJX+Z2N1q59eGVyDSnRfltbY/S627OP2TR5vBH+Gct2OJb3u 16bCbyn7GtEtoT3pPdm9qC7B0uszXJ/KZN2y/JZH0ccxuif7GOUt6ccbyHgjGK/HpR+bCb+V7BXR s1T9w1lGKbwlutW+1UevDK5NFOWjWfpFfC38XX7LPIo/Sq/TfD3Bt7RnTdxtIvwWsj8juiV4Jnsl dRdjafV15rzgPERi6P+uY0T1ZB/XF/H0LLyeoFuWi+RW2yKPUd4av4tTNsWzsmeiW4/TdKqeif4h j5Jnk3Fe32bOBc6LJXR07BhBx+OtCH9T68v1qFN4K6r/GdrRKfsY5a0bkO7rNM/IXhV9XHqR3BJd R/ZIcsbmEFG50VtS6aX+3NQxltxjmaj1hVH03YTfY8w+nvQipxXNLcm3EF2vR2UAIo+TYyMV4bXs Vhqvpddt/JEf0bXkbx2zW2JZkutxuiW6F9krouv2vT4CRETjeOtY7wUZ7/q0BNcsqfw4LND9eUr+ NbJXRbcm4fTnU+L03RNdt231Les7gIgtjR5Pe5mijvDj23PWdarH6h56ln7sx2rhZ2X3Tlp/ItE/ pRbRtexjW2Isq/0FGLGierTf+r6etdf7reie1ftlHPO22XhrnG49YstS9y0iutcvgFl0VPf2WSyP 0JZjs0iePfO3nsGPx0xF9xnZs/TdGqPPjNWtF2Ys2XVfrG2ALfDEHyflLEbprbo8rFd1R9csycvC PxvZI8mjMXom+ii8GEvdD4C9saLqsq2FHKXNGOX+MMpFHlP6XR+9WSm794mE12XRa7CW7F6fAF6F jqTRdXgv1Je9ohsNB6ai+0d2wFCZXuoxupb501nOpO9jm2NfEB3eiXUNRtdrhvduvt6v16c8qMge RXUrdR+l/hRf9rWiAxyFtcJXJu088at9eSCTPZqUy8bokejWizOR6ERzOCre5PFsoLKidyXSRxPX v5iVPRubj3J7abz345ZIdICjUxHeO86Sem2Ed6nKPi6tN+S8GXcrskfp+9iWXgc4Opnw1fTde0nH i/AlTyLZK1Hde25eGatHj9jKJwBwMJ5J6S2ZPcG9SO96U5Hdi+qjuJH00ThdvwqbdhjgBFRTeo33 +E2Mdf2d1RN0s2P12VdidZ2IDlcju6b1eF2GbU92ccqitv+RvVQTSR/NymdvxXmiA1wZK51fXq0d l/ozvidvuVN6uSaL7NWxuvWMXaf51qSc/gMgPlyJKJ2Pxuc6Ta/M1qdYr/N5wnlR3Yru2Yy71Rai wxXxrvEsQ9ZlUXactSsi8bu7XnSPOmndBEjdAX5TdcrzK3LKdUvLnj0iiO5E1R+1WHUjP1yZ6Fqf daqaKT9sV36VoztkRexM8iiyIzp0IErhs4zZ8m06U/Zk91L4sSySe1VnAJpS8Sea4C6l8pUxu+5Q FtVnxuvcBKATlegeTXp7NwSvjV/cCwdFd5HZlB0AbKqpfZRte/WKSP7oLZJcz75bEwdRZ7gJQEe8 jFnE9q3impW+P/gVjdmjDnh3m0h4swMAjckCa+RWFFhNstn4TPS1KTzSQ2fWDJlnPDPrrzx603ef aAxhNcS4HSBGO+JJHz3lSj27DwdaHdAVVe461vFeGwDdeYVnN5HaG3RZA9XUPeoMQDcqnqzxz20j e6nG64DXiN4HAHNEPln+eXU8UPnVW3ViIBqzA0CM5000ZzY1SZe9QZfdOaJUw2wQAFwqgdY6Th9v Uv0hjG5YjKUE5UgP4BNN0uljosm5kOqjt0rDALAPlQCbOnivHKQqfKZBbgoAP1Rn5K3vzEb2W+Un rtl+Zt4B9mVmzO7un/nHKyplY8cAYB3Tj9UqVP8Nuk0aA4DNsCb1dPkvKr9ntyq0GuUmALA9kV9T 82Qzj94qHSALAFhP1adVXs38u/ERSA2wH5v4tTayVzrADQBgnq28mnpdFgAuBLIDNGGN7KTnAO9n 2kMiO0ATkB2gCcgO0ARkB2gCsgM0AdkBmoDsAE1AdoAmIDtAE5AdoAnIDtAEZAdoArIDNAHZAZqA 7ABNQHaAJiA7QBOQHaAJyA7QBGQHaAKyAzQB2QGagOwATUB2gCYgO0ATkB2gCcgO0ARkB2gCsgM0 AdkBmoDsAE1AdoAmIDtAE5AdoAnIDtAEZAdoArIDNAHZAZqA7ABNQHaAJiA7QBOQHaAJyA7QBGQH aAKyAzQB2QGagOwATUB2gCYgO0ATkB2gCcgO0ARkB2gCsgM0AdkBmoDsAE1AdoAmIDtAE5AdoAnI DtAEZAdoArIDNAHZAZqA7ABNQHaAJiA7QBOQHaAJyA7QBGQHaAKyAzQB2QGagOwATUB2gCYgO0AT kB2gCcgO0ARkB2gCsgM0AdkBmoDsAE1AdoAmIDtAE5AdoAnIDtAEZAdoArIDNAHZAZqA7ABNQHaA JiA7QBOQHaAJyA7QBGQHaAKyAzQB2QGagOwATUB2gCYgO0ATkB2gCcgO0ARkB2gCsgM0AdkBmoDs AE1AdoAmIDtAE5AdoAnIDtAEZAdowhrZvzfvBQDMMu0hkR2gCcgO0ARL9mp6kB1Hug8wz1ZePRy3 VWRHbID92MSvtbJ/q6Uu97YBwKfq04xX/469W4XBl6xj1nQAAGpEfnlOmkSRfWzk2ygHgPehnUyD 7jNjdq/SqbsNADwQObTaLU/27C6hoz5yA+yH9qzi5QP34IuzDSI9wLZYTq0NtN+VND5rUIz9UV0A 8JdZb54KtDNjdi+yVx4PIDmAjzXZVgmwm87Gz4zZKzcCAPDxInZlCC2SyF95XdZq0LqrVF+0AYBH qhny7A3gH9lsvFXuRXXdQSQHmCfyyfLPq+MBLXsW1XWZdUwmOTcBgJona/xz27hbhUaZ18BXsUNe GwDdqXhm+WYdr+v7VZbNxlsVZeN3Lzt4aBwARMT3bFyvzJmFXlXH7FmDlc4AwF/WzInNeFYas1tf yBr/ctatSI/8AD9YblTd8jxzHcsevUVjB92RSHRSeYC/RMNcT/jMtVJgrfyePUotorsNqTxAnYpH 2YS4V6+I1NJ43Rnd4JfxqaQdVhsAV0Zf+5HQnleWh14bv6j8xNW7i3idiO5AAPBIxR/LN+u7Io5v 1R/CZJ2J7kBEd4BaVK86tSqYVt6g09tR+p6lHl7dCA9XJrrW93LqYXvm36CbuftUojtAV6pRPRsu l1N4kbn/ScSM9Flab7XFDQCuSHS9Z4GzOumdtSsiIh/OgTe1tMpuw+eutnW5Pr7SDsDZsUS3JtdG mf84n69h6U3ShXwWOnsb1seK9R3pJnZUvw37bkankBu64GXFWXacDY3H+l28yC4yH92tjz6mUrde BzgjWfpupetjBPei+ij+WJ/X9j8qsi/r1vaM6JUbAcLDFYjS92isruUet7PZ+DSNj2QXWRfddZm1 Lc621xbAWaiIbqXqnuRa9mys7kpflX1Z97az6O0db7XhlQEcnUx0/XjaEt2K8DNPtVxmZdf7PKnF 2WeVW/VmbQMcjWrqHqXtM6KXZuBHMtlF/LG6t62XUbpvtWHV4x0H8G68NHrmXZS1EV23v3o2fqQi XyR89t1oG+HhqKwV3XuW7ok+K73JrOzLeiRydb8lbVV4rwzgFVhirYno3nh97bvwIVXZReajejbx Zm2vKUd6eCVRNF+W0csyUVS3Zt6ffplmYa3sa1PyNd9dUwfA1mRj5Wwyrpq+e4/aVk3KjczILuIL V5mgs74XlWfHzWYFALN4YnnR3Ivq3ptx/xM/qlcftZXln5VdJH72rvdX6qge651UVBfiwyyRPJbk yzJL3bXsWnQtvE7hRWLpU7aQfeb42fpnyb6L/KDJhPGeny/LakQfZbdE934A83T6vrBGdpFc+C3H 1NWTZBwPW1GdhItEj9L36s9Xteiro7rIetlFasJXs4DsJGZPjFl7mCG75iLJK6JHwlvR3Hrc9pTo ItvJHm17wmfPKr19HtF+RIeMNdF8jejem3JPP1rLeEZ2EVvwNe+0R3dRq7xah7dtwQ3huswGihnR Ky/JeI/WrN+oL8ux3ZlzcXlWdpHnx+xemlKRPnscMXN33HQyBN7KzH9L67qzIncmePVHLdEjtt1E F8n/WaoK32Kn57dh/Uv+/nt0X873v+XvjWdZvw/bd+OztHlT694PcHR/RO3zzguuR2X4GEV07/Ha 7CuwM4/YvH5PsYXsInXhx2fm1mcUXIv+IT83jeVzG8puYktvLcXZhutTSdmXZSb6uG6l55HoVuZg 9c8rm2Yr2UVqwov8ln45zhJey77Ur2W/D3VG/5rt7ONCuA6ZQJbgy7YlZia7V2aNzXeP6Atbyi7i C2+xnOx9ONaSfPnoqD7KrqWP0noRInxHIoks4byIrlP4b4nTdOsGYX2yPj7N1rKL2MLr6D5G6VF6 7w9hiW7JrkWfSem9Mjg3z47RM9mzMbwVxV8uusg+sovUhBf5HYllOMaSXG9bonvCi8TRHcmvj5W2 L+uVqO6l71akj8blluC7iy6yn+wideEXRvG/1fHjJFw1qi/DgyzCi7MN18GTyRurW3J6Y+7KePzt oou85gKP0mVrMk0LG617+59J5aNyOA+eNLMpvBXdvbJMdKvdSp834ZUXtRdJ14gfRXMvfSey96Ua 2cd1T/bKtlWf1a7Xv1149QU+E+XH9ehTGadHokd/A24A5yMSxxq3e6l8JcpnEfzt0XzkXRdzFFVn pI/2efVk7cM1sUQf1yuiZ/uteqw2re3deedFHkX5cT0St7Kt66q0DdciiqjVlD7attYrbb+UI1zg M9LrZSZ2JW0/wt8AXkMUXbP0u5KeH1LyhaNc6JVZ8eoNIFp6bR3l7wD7kcmXCVwV2xP6raKLHO8i r0g/bldvBl7dRzt/2J9Z6Sv7vXqj8pdz5It9VvxofaY+uC5VIatR+/CCj5zhQp95NDYTvc9w7rAP M5LOzKIfUvKFs13wa5+JrznPs/1t4Ic10j0j8aElXzjzBV3p+5nPD95DRdxTyK25igxbncdV/h7w w1ZinlLwkStf3Fc+N9iX04tt0V2I7uffkUuKXOE/2+1WpyDcm1gAAAAASUVORK5CYII="/>
+ <rect x="4" y="3.969" width="56.002" height="56.002" rx="13.002" ry="13.002" fill="url(#a)"/>
+ <path d="m14 25.564h4v9.056l2 1.131v8.213l-6-3.604z" fill="#000000" filter="url(#filter10828)" opacity=".2"/>
+ <path d="m14 24.564h4v9.056l2 1.131v8.213l-6-3.604z" fill="#137fb0"/>
+ <path d="m14 18.992 2e-3 7.0566 17.979 10.381 0.01953-0.01172 0.01953 0.01172 17.979-10.381 2e-3 -7.0566-18 10.393-18-10.393zm8 17.668v6.5703l4.3105 2.4902 5.6895 3.2871 5.6914-3.2871 4.3086-2.4883v-6.5723l-10 5.7734-10-5.7734z" fill="#000000" filter="url(#filter10820)" opacity=".2"/>
+ <path d="m14 17.993 24.093 13.911-6.112 3.526-17.98-10.382z" fill="#0ea3e7"/>
+ <path d="m50 25.564h-4v9.056l-2 1.131v8.213l6-3.604z" fill="#000000" filter="url(#filter10824)" opacity=".2"/>
+ <path d="m42 35.661-15.692 9.06 5.692 3.287 10-5.776z" fill="#0ea3e7"/>
+ <path d="m22 35.661v6.57l10 5.774 5.692-3.284z" fill="#35cfee"/>
+ <path d="m50 24.564h-4v9.056l-2 1.131v8.213l6-3.604z" fill="#229eb5"/>
+ <path d="m50 17.993-24.093 13.911 6.112 3.526 17.98-10.382z" fill="#35cfee"/>
+</svg>
diff --git a/src/apps/scalable/notebook.svg b/src/apps/scalable/notebook.svg
deleted file mode 100644
index c86d88ec..00000000
--- a/src/apps/scalable/notebook.svg
+++ /dev/null
@@ -1 +0,0 @@
-<svg xmlns="http://www.w3.org/2000/svg" xmlns:vectornator="http://vectornator.io" xmlns:xlink="http://www.w3.org/1999/xlink" xml:space="preserve" stroke-miterlimit="10" style="fill-rule:nonzero;clip-rule:evenodd;stroke-linecap:round;stroke-linejoin:round" viewBox="0 0 62.441 64"><defs><image xlink:href="data:image/png;base64, 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" id="a" width="251" height="251"/><image xlink:href="data:image/png;base64, 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" id="c" width="500" height="500"/><linearGradient id="b" x1="7.937" x2="7.937" y1="15.081" y2="1.852" gradientTransform="scale(3.7796)" gradientUnits="userSpaceOnUse"><stop offset="0" stop-color="#f1efeb"/><stop offset="1" stop-color="#fdfcfc"/></linearGradient></defs><g vectornator:layerName="Untitled"><use xlink:href="#a" transform="matrix(.24256 0 0 .24702 1.56 1.999)"/><path fill="url(#b)" d="M17.002 3.969H47c7.18 0 13.002 5.82 13.002 13.002v29.998c0 7.18-5.821 13.002-13.002 13.002H17.002C9.822 59.97 4 54.149 4 46.969V16.97C4 9.79 9.821 3.969 17.002 3.969Z"/><use xlink:href="#c" transform="matrix(.1 0 0 .1 7.471 6.334)"/></g></svg>
\ No newline at end of file
diff --git a/src/apps/scalable/org.zotero.Zotero.svg b/src/apps/scalable/org.zotero.Zotero.svg
deleted file mode 100644
index d1af7bf6..00000000
--- a/src/apps/scalable/org.zotero.Zotero.svg
+++ /dev/null
@@ -1 +0,0 @@
-<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 64 64"><defs><linearGradient id="b" x1="7.937" x2="7.937" y1="15.081" y2="1.852" gradientTransform="scale(3.7796)" gradientUnits="userSpaceOnUse"><stop offset="0" stop-color="#f1efeb"/><stop offset="1" stop-color="#fdfcfc"/></linearGradient><linearGradient id="c" x1="93.5" x2="93.5" y2="243" gradientTransform="matrix(.13496 0 0 .12697 19.777 15.384)" gradientUnits="userSpaceOnUse"><stop offset="0" stop-color="#d33c33" stop-opacity=".29"/><stop offset="0" stop-color="#bd312a" stop-opacity=".942"/><stop offset="0" stop-color="#bd312a" stop-opacity=".94"/><stop offset="0" stop-color="#bd312a"/><stop offset=".243" stop-color="#cb3a30"/><stop offset=".451" stop-color="#bc332a"/><stop offset=".649" stop-color="#b22d24"/><stop offset=".821" stop-color="#9c241a"/><stop offset="1" stop-color="#9e261d"/><stop offset="1" stop-color="#bd312a"/></linearGradient><linearGradient id="d" x1="93.5" x2="93.5" y2="19" gradientTransform="matrix(.13496 0 0 .12697 19.777 15.384)" gradientUnits="userSpaceOnUse"><stop offset="0" stop-color="#cf5049"/><stop offset="1" stop-color="#eb524a"/></linearGradient><linearGradient id="e" x1="99" x2="6.889" y1="71" y2="177.38" gradientTransform="matrix(.13496 0 0 .12697 19.777 15.384)" gradientUnits="userSpaceOnUse"><stop offset="0" stop-color="#80180e"/><stop offset=".295" stop-color="#a82920"/><stop offset=".581" stop-color="#ab2920"/><stop offset="1" stop-color="#ab2820"/></linearGradient><linearGradient id="f" x1="136" x2="136" y1="171" y2="189" gradientTransform="matrix(.13496 0 0 .12697 19.777 15.384)" gradientUnits="userSpaceOnUse"><stop offset="0" stop-color="#b9271a"/><stop offset=".352" stop-color="#b9271d"/><stop offset=".67" stop-color="#bf2c22"/><stop offset="1" stop-color="#ca3c35"/></linearGradient><radialGradient id="g" cx="0" cy="0" r="1" gradientTransform="matrix(13.766 0 0 73.39 31.249 39.381)" gradientUnits="userSpaceOnUse"><stop offset="0" stop-color="#871b11"/><stop offset=".253" stop-color="#a3241c"/><stop offset=".534" stop-color="#bd2a1f"/><stop offset=".779" stop-color="#bf2c22"/><stop offset="1" stop-color="#cc3f37"/></radialGradient><image xlink:href="data:image/png;base64, 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" id="a" width="251" height="251"/></defs><use xlink:href="#a" transform="matrix(.24256 0 0 .24702 1.56 1.999)"/><path fill="url(#b)" d="M17.002 3.969H47c7.18 0 13.002 5.82 13.002 13.002v29.998c0 7.18-5.821 13.002-13.002 13.002H17.002C9.822 59.97 4 54.149 4 46.969V16.97C4 9.79 9.821 3.969 17.002 3.969z"/><path fill="url(#c)" fill-rule="evenodd" d="M42.181 15.384H22.004l-2.227 2.413v6.602h12.956L21.126 36.588l-1.35 2.698v6.952h25.238v-6.952l-2.834-2.19h-8.975l11.81-12.697v-6.603z"/><path fill="url(#d)" d="M32.664 15.384h9.531l2.82 2.413H19.777l2.148-2.413z"/><path fill="url(#e)" d="M32.739 24.399h1.209L19.777 39.382l1.41-2.959z"/><path fill="url(#f)" d="M33.206 37.096h8.975l2.834 2.222-13.766.064z"/><path fill="url(#g)" d="M33.206 37.096h8.975l2.834 2.222-13.766.064z"/><path fill="#c5463e" d="M33.881 24.399h.337l-14.44 15.364v-.38z"/></svg>
\ No newline at end of file
diff --git a/src/apps/scalable/yesplaymusic.svg b/src/apps/scalable/yesplaymusic.svg
index 01b81b2f..803a0cdc 100644
--- a/src/apps/scalable/yesplaymusic.svg
+++ b/src/apps/scalable/yesplaymusic.svg
@@ -1 +1,21 @@
-<svg xmlns="http://www.w3.org/2000/svg" xmlns:vectornator="http://vectornator.io" xmlns:xlink="http://www.w3.org/1999/xlink" xml:space="preserve" stroke-miterlimit="10" style="fill-rule:nonzero;clip-rule:evenodd;stroke-linecap:round;stroke-linejoin:round" viewBox="0 0 62.441 64"><defs><image xlink:href="data:image/png;base64, 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" id="b" width="251" height="251"/><image xlink:href="data:image/png;base64, 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" id="f" width="512" height="512"/><linearGradient id="c" x1="7.937" x2="7.937" y1="15.081" y2="1.852" gradientTransform="scale(3.7796)" gradientUnits="userSpaceOnUse"><stop offset="0" stop-color="#0e71de"/><stop offset="1" stop-color="#25c9ff"/></linearGradient></defs><clipPath id="a"><path d="M0 0h62.441v64H0z"/></clipPath><g vectornator:layerName="Untitled" clip-path="url(#a)"><use xlink:href="#b" transform="matrix(.24256 0 0 .24702 1.56 1.999)"/><path fill="url(#c)" d="M17.002 3.969H47c7.18 0 13.002 5.82 13.002 13.002v29.998c0 7.18-5.821 13.002-13.002 13.002H17.002C9.822 59.97 4 54.149 4 46.969V16.97C4 9.79 9.821 3.969 17.002 3.969Z"/><clipPath id="d"><path d="M22.83 21.701c-.004-1.674 1.798-2.727 3.248-1.898l17.85 10.207c1.453.83 1.463 2.93.017 3.774L26.15 44.187c-1.446.845-3.26-.198-3.265-1.877l-.054-20.609Z"/></clipPath><g clip-path="url(#d)"><clipPath id="e"><path d="M5.827 5.58h53.794c.218 0 .395.177.395.395v51.98a.396.396 0 0 1-.395.396H5.827a.396.396 0 0 1-.395-.396V5.975c0-.218.177-.396.395-.396Z"/></clipPath><g clip-path="url(#e)"><use xlink:href="#f" transform="matrix(.1066 0 0 .10307 5.432 5.58)"/></g></g></g></svg>
\ No newline at end of file
+<svg clip-rule="evenodd" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10" version="1.1" viewBox="0 0 62.441 64" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
+ <defs>
+  <image id="b" width="251" height="251" xlink:href="data:image/png;base64, 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"/>
+  <linearGradient id="c" x1="7.937" x2="7.937" y1="15.081" y2="1.852" gradientTransform="scale(3.7796)" gradientUnits="userSpaceOnUse">
+   <stop stop-color="#0e71de" offset="0"/>
+   <stop stop-color="#25c9ff" offset="1"/>
+  </linearGradient>
+  <clipPath id="clipPath28629">
+   <path d="m0 0h62.441v64h-62.441z"/>
+  </clipPath>
+  <clipPath id="clipPath28635">
+   <g transform="matrix(4.1227 0 0 4.0483 -6.4314 -8.0925)">
+    <path d="m0 0h62.441v64h-62.441z"/>
+   </g>
+  </clipPath>
+ </defs>
+ <use transform="matrix(.24256 0 0 .24702 1.56 1.999)" clip-path="url(#clipPath28635)" xlink:href="#b"/>
+ <path d="m17.002 3.969h29.998c7.18 0 13.002 5.82 13.002 13.002v29.998c0 7.18-5.821 13.002-13.002 13.002h-29.998c-7.18-1e-3 -13.002-5.822-13.002-13.002v-29.999c0-7.18 5.821-13.001 13.002-13.001z" clip-path="url(#clipPath28629)" fill="url(#c)"/>
+ <image x="15" y="16" width="36" height="38" image-rendering="optimizeQuality" preserveAspectRatio="none" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACQAAAAmCAYAAACsyDmTAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAA GXRFWHRTb2Z0d2FyZQB3d3cuaW5rc2NhcGUub3Jnm+48GgAAAetJREFUWMPNmOGOhCAMhC3b93/i 1d4fScZxiuDhnSTEVTf6OR1KwSJieVPz1k0zM74WD3+BqecTCP6Op+EOQACCRwUUCDcTTIXMoBcC DNXNzGZBOamDILUbAW10rFBT1HIRqgr02XsRQNyngbkwL8L4flRAKx3rvar4LTBP/FMIqAigssMU gDKAW6q/RsA8MbMBSFWrNgT6CKg18ViX8XtGWSEfFQDa6D8IZ3f85Q0YhMIUsMA5AynFNvZYC8yv EmeSID/7C1hFpRgaf2F/MZQPwvDcVgDMBBCHkUfkCcovYK7uGXhE+a6Qp4zUOkH5yLwnzhEkxLWS ZP2vmBuXUaAWpAK7moJ4KpoClIGhv7ihhwzn0oiIWUAqjGj8hQxviRcPueUVbTZQiLqJE+PGBd4T HuKHc9207iNrhS6rTn8AhGsmhPhSgtzY+D74cusITwgQ7lnoUqAY9ElLlZWucQm89Ewd6sUmQoRf ul7AnMpdNeP74KhRyW1LlEjLjwxGAUUSCqOH9YRHKRKjBVo2WkyUsJkisoTtrau9oQ7WMZGsOpQi J5C7RT4ntVXMTT3LoLjyyYhCBupgiLoXindBDkARUddPh8Ue1TbNpfRvQU4K7VA8rKNns2HmDoh3 JsQ/245594bVa7f0/rP9AKQe7ur5eCDCAAAAAElFTkSuQmCC "/>
+ <path d="m23.74 19.011a3 3 0 0 0-2.74 2.988v20a3 3 0 0 0 4.457 2.623l18-10a3 3 0 0 0 0-5.246l-18-10a3 3 0 0 0-1.717-0.365z" clip-rule="nonzero" color="#000000" fill="#ffffff" fill-rule="evenodd" style="-inkscape-stroke:none"/>
+</svg>
diff --git a/src/apps/symbolic/hearing-symbolic.svg b/src/apps/symbolic/hearing-symbolic.svg
new file mode 100644
index 00000000..a23b19f6
--- /dev/null
+++ b/src/apps/symbolic/hearing-symbolic.svg
@@ -0,0 +1,3 @@
+<svg width="16px" height="16px" version="1.1" viewBox="0 0 16 16" xmlns="http://www.w3.org/2000/svg">
+ <path d="m13.021 0.94922a0.5 0.5 0 0 0-0.37109 0.099609 0.5 0.5 0 0 0-0.091797 0.70117c0.93432 1.2204 1.4405 2.713 1.4414 4.25-0.0065 1.5344-0.51718 3.0243-1.4531 4.2402a0.5 0.5 0 0 0 0.091797 0.70117 0.5 0.5 0 0 0 0.70117-0.091797c1.07-1.3901 1.6532-3.0934 1.6602-4.8477a0.50005 0.50005 0 0 0 0-0.0019531c-0.001076-1.7564-0.58074-3.4648-1.6484-4.8594a0.5 0.5 0 0 0-0.33008-0.19141zm-6.0215 0.050781c-2.7555 0-5 2.2445-5 5a0.5 0.5 0 0 0 0.5 0.5 0.5 0.5 0 0 0 0.5-0.5c0-2.2151 1.7849-4 4-4s4 1.7849 4 4c-0.001714 1.0576-0.27116 1.8139-0.7168 2.3711-0.44564 0.55719-1.0866 0.93228-1.9082 1.1445a0.5 0.5 0 0 0-0.011719 0.0058594 0.5 0.5 0 0 0-0.021484 0.0039062 0.5 0.5 0 0 0-0.13086 0.068359 0.5 0.5 0 0 0-0.029297 0.025391 0.5 0.5 0 0 0-0.09375 0.10547 0.5 0.5 0 0 0-0.025391 0.037109 0.5 0.5 0 0 0-0.0097656 0.015625l-0.5 1c-0.45765 0.9153-1.0307 3.2227-2.5527 3.2227-0.83333 0-1.2754-0.37691-1.584-0.83984-0.30862-0.46294-0.41602-1.0768-0.41602-1.1602v-0.21094-0.007812-0.001953-0.001953-1.2773a0.5 0.5 0 0 0-0.5-0.5 0.5 0.5 0 0 0-0.5 0.5v1.2773 0.001953 0.001953 0.007812 0.023438 0.1875c0 0.41667 0.14261 1.0528 0.58398 1.7148 0.44137 0.66206 1.2494 1.2852 2.416 1.2852 2.4779 0 3.2725-3.4277 3.4473-3.7773l0.40234-0.80273c0.88491-0.26621 1.6584-0.7281 2.2148-1.4238 0.60325-0.75426 0.93355-1.7647 0.93555-2.9961 0-2.7555-2.2445-5-5-5zm0 3a2 2 0 0 0-2 2 2 2 0 0 0 2 2 2 2 0 0 0 2-2 2 2 0 0 0-2-2zm0 1a1 1 0 0 1 1 1 1 1 0 0 1-1 1 1 1 0 0 1-1-1 1 1 0 0 1 1-1z" fill="#363636"/>
+</svg>
diff --git a/src/apps/symbolic/org.gnome.Terminal.Preferences-symbolic.svg b/src/apps/symbolic/org.gnome.Terminal.Preferences-symbolic.svg
new file mode 100644
index 00000000..85739261
--- /dev/null
+++ b/src/apps/symbolic/org.gnome.Terminal.Preferences-symbolic.svg
@@ -0,0 +1,12 @@
+<svg width="16" height="16" version="1.1" xmlns="http://www.w3.org/2000/svg">
+ <title>Gnome Symbolic Icon Theme</title>
+ <g transform="translate(-122 -490)">
+  <path d="m124 491c-1.108 0-2 0.892-2 2v10c0 1.108 0.892 2 2 2h6.0156a5 5 0 0 1-0.59179-1h-5.4238c-0.554 0-1-0.446-1-1v-10c0-0.554 0.446-1 1-1h12c0.554 0 1 0.446 1 1v5.002a5 5 0 0 1 1 1v-6.002c0-1.108-0.892-2-2-2h-12z" fill="#363636"/>
+  <rect transform="matrix(.70711 -.70711 -.70711 -.70711 0 0)" x="-264.92" y="-443.36" width="4" height="1" fill="#363636"/>
+  <rect transform="rotate(45)" x="439.36" y="260.92" width="4" height="1" fill="#363636"/>
+  <g transform="translate(-15.691 -.18603)">
+   <path d="m149.4 498.18c-0.11093 0-0.26671 0.032-0.39648 0.14063-0.12978 0.10864-0.19138 0.26714-0.20704 0.38086l0.01-0.0488-0.16992 0.71289c-0.0695 0.0254-0.13536 0.0523-0.20117 0.082l-0.6211-0.38086h-2e-3c-0.0899-0.054-0.23759-0.10946-0.39648-0.0898-0.1589 0.0196-0.27734 0.10143-0.34571 0.16406l-8e-3 6e-3 -0.42578 0.41992-8e-3 0.01c-0.0773 0.0844-0.1549 0.22617-0.16407 0.37695-9e-3 0.15079 0.0398 0.27463 0.0859 0.35547l6e-3 8e-3 0.39063 0.62696c-0.0278 0.0608-0.0505 0.12526-0.0762 0.19336l-0.70898 0.16601-4e-3 2e-3c-0.0807 0.0202-0.21876 0.0672-0.33008 0.20118-0.11131 0.13395-0.13671 0.2954-0.13671 0.39453v0.57422c0 0.11086 0.0299 0.26857 0.13867 0.39843 0.1088 0.12987 0.26937 0.19142 0.38281 0.20703l-0.0488-0.01 0.71289 0.16992c0.0234 0.0626 0.0458 0.12299 0.0723 0.18164l-0.38672 0.62891c-0.0512 0.0836-0.10534 0.21538-0.0918 0.37695 0.0135 0.16157 0.10547 0.31007 0.19532 0.39258l0.39062 0.39258h2e-3c0.0787 0.0786 0.2097 0.16377 0.36719 0.18164 0.15749 0.0179 0.30018-0.036 0.39063-0.0918l0.62695-0.38476c0.0619 0.0285 0.12458 0.054 0.18945 0.0781l0.17383 0.7168-0.01-0.0527c0.0154 0.11649 0.0849 0.28837 0.22071 0.39453 0.1358 0.10617 0.28177 0.125 0.38281 0.125h0.58398c0.1013 0 0.25628-0.0243 0.38868-0.13086 0.13239-0.10655 0.19123-0.2576 0.21093-0.35546l0.16993-0.69532c0.065-0.0244 0.12822-0.0498 0.18945-0.0781l0.62109 0.38281c0.0903 0.0558 0.23467 0.10973 0.39258 0.0918 0.15791-0.0179 0.28869-0.10314 0.36719-0.18164l2e-3 -2e-3 0.39063-0.39453c0.0842-0.0774 0.18113-0.22594 0.19531-0.39062 0.0142-0.16469-0.0403-0.28881-0.084-0.36524l-4e-3 -8e-3 -0.39063-0.63086c0.027-0.0587 0.0503-0.11874 0.0742-0.18164l0.71485-0.16992-0.0508 0.01c0.11629-0.0154 0.28639-0.0848 0.39258-0.2207 0.1062-0.13586 0.12696-0.28378 0.12696-0.38476v-0.57422c0-0.0901-0.0164-0.24271-0.125-0.38282-0.10861-0.1401-0.25456-0.19202-0.33789-0.21289l-4e-3 -2e-3 -0.70703-0.16601c-0.0264-0.0686-0.0484-0.13332-0.0762-0.19336l0.37695-0.61329v-2e-3c0.0522-0.0819 0.11373-0.20906 0.10351-0.375-0.0103-0.16674-0.10901-0.32165-0.19921-0.4043l-0.39649-0.39257 2e-3 4e-3c-0.0712-0.0711-0.19952-0.16161-0.35937-0.18164-0.15985-0.02-0.29383 0.0309-0.375 0.0742l-0.0137 8e-3 -0.63086 0.38672c-0.0625-0.0287-0.12755-0.0542-0.19531-0.0801l-0.16797-0.68945c-0.0182-0.0973-0.0731-0.25008-0.20703-0.36133-0.13392-0.11125-0.2935-0.13672-0.39454-0.13672h-0.37695zm0.29297 1.0625 0.21875 0.89844 0.29492 0.0723c0.19376 0.0477 0.38291 0.13158 0.54883 0.22461l0.25586 0.14453 0.76758-0.47266-0.46875 0.76172 0.13476 0.25391c0.0848 0.15916 0.17933 0.36395 0.22071 0.54882l0.0684 0.30469 0.88282 0.20899-0.88282 0.21093-0.0703 0.29883c-0.0436 0.18305-0.13125 0.38298-0.21484 0.52344l-0.1543 0.25977 0.48047 0.77734-0.7793-0.48242-0.26367 0.16211c-0.15023 0.0933-0.3188 0.16906-0.52344 0.21875l-0.29687 0.0703-0.21875 0.89844-0.21875-0.89844-0.29883-0.0723c-0.1891-0.0451-0.38063-0.12612-0.51758-0.21289l-0.26367-0.16797-0.7832 0.48243 0.47461-0.77344-0.15039-0.25781c-0.0851-0.14604-0.16847-0.3406-0.21289-0.52735l-0.0703-0.29883-0.88281-0.21093 0.88281-0.20899 0.0684-0.30469c0.0427-0.19066 0.13552-0.39454 0.2168-0.54101l0.14258-0.25781-0.47461-0.76368 0.7793 0.47852 0.26171-0.16406c0.1112-0.0693 0.3439-0.16795 0.53907-0.2168l0.29492-0.0742z" fill="#363636"/>
+  </g>
+  <circle cx="134" cy="502" r="1" fill="#363636"/>
+ </g>
+</svg>
diff --git a/src/apps/symbolic/pointing-symbolic.svg b/src/apps/symbolic/pointing-symbolic.svg
new file mode 100644
index 00000000..180e20d2
--- /dev/null
+++ b/src/apps/symbolic/pointing-symbolic.svg
@@ -0,0 +1,3 @@
+<svg width="16px" height="16px" version="1.1" viewBox="0 0 16 16" xmlns="http://www.w3.org/2000/svg">
+ <path d="m2.5008-5.1034e-4v15.601l3.3785-3.3047 1.4168 2.8934c3.762e-4 8.45e-4 0.00138 9e-4 0.00176 0.0018 0.18207 0.40654 0.57993 0.63773 0.95449 0.69961 0.37534 0.06201 0.75247-4e-3 1.0969-0.15645 0.3444-0.15246 0.66522-0.3981 0.85781-0.76289 0.1926-0.36479 0.21093-0.8546-0.0053-1.2955l-1.3764-2.9496 4.3734-0.02637zm0.99844 2.4135 7.302 7.302-3.5438 0.021093 2.0443 4.3752 0.00351 0.0035c0.096689 0.19718 0.074925 0.28162 0.017577 0.39023-0.057344 0.10861-0.19719 0.23464-0.37793 0.31465-0.18074 0.08001-0.39347 0.10707-0.53086 0.08438-0.13739-0.0227-0.17276-0.05304-0.20391-0.12305l-0.00352-7e-3 -2.0391-4.159-2.6684 2.6104z" fill="#363636"/>
+</svg>
diff --git a/src/apps/symbolic/seeing-symbolic.svg b/src/apps/symbolic/seeing-symbolic.svg
new file mode 100644
index 00000000..b3d36962
--- /dev/null
+++ b/src/apps/symbolic/seeing-symbolic.svg
@@ -0,0 +1,6 @@
+<svg width="16px" height="16px" version="1.1" viewBox="0 0 16 16" xmlns="http://www.w3.org/2000/svg">
+ <g transform="matrix(.90463 0 0 .83333 .76299 1.3333)" fill="#363636">
+  <path transform="matrix(1.1054 0 0 1.2 -.84343 -1.6)" d="m7.998 2.0391c-3.7699 0.004577-7.0701 2.3668-8.0078 5.7305a1.042 0.95988 0 0 0 0 0.47852c0.94569 3.3561 4.2458 5.7106 8.0098 5.7129a1.042 0.95988 0 0 0 0.00195 0c3.7699-0.0046 7.0701-2.3668 8.0078-5.7305a1.042 0.95988 0 0 0 0-0.48047c-0.94569-3.3561-4.2458-5.7086-8.0098-5.7109a1.042 0.95988 0 0 0-0.00195 0zm0.00195 0.96094c3.2948 0.00204 6.1722 2.0544 7 4.9922-0.82087 2.9444-3.7 5.0038-7 5.0078-3.2948-2e-3 -6.1722-2.0544-7-4.9922 0.82087-2.9444 3.7-5.0038 7-5.0078z" fill="#363636"/>
+ </g>
+ <path d="m8 5a3 3 0 0 0-3 3 3 3 0 0 0 3 3 3 3 0 0 0 3-3 3 3 0 0 0-3-3zm0 1a2 2 0 0 1 2 2 2 2 0 0 1-2 2 2 2 0 0 1-2-2 2 2 0 0 1 2-2z" fill="#363636"/>
+</svg>
diff --git a/src/apps/symbolic/totem-tv-symbolic.svg b/src/apps/symbolic/totem-tv-symbolic.svg
new file mode 100644
index 00000000..c9b24d5d
--- /dev/null
+++ b/src/apps/symbolic/totem-tv-symbolic.svg
@@ -0,0 +1,3 @@
+<svg width="16" height="16" version="1.1" xmlns="http://www.w3.org/2000/svg">
+ <path d="m5 0a1 1 0 0 0-1 1 1 1 0 0 0 1 1 1 1 0 0 0 0.25-0.035156l1.0215 1.0352h-2.2715c-1.662 0-3 1.338-3 3v7c0 1.662 1.338 3 3 3h8c1.662 0 3-1.338 3-3v-7c0-1.662-1.338-3-3-3h-2.2637l1.0137-1.0312a1 1 0 0 0 0.23828 0.03125 1 1 0 0 0 1-1 1 1 0 0 0-1-1 1 1 0 0 0-1 1 1 1 0 0 0 0.042969 0.27344l-1.6855 1.7168-0.66992 0.0097656-1.7148-1.7383a1 1 0 0 0 0.039062-0.26172 1 1 0 0 0-1-1zm-1 4h0.5 2.7578l0.0058594 0.0058594 0.37695-0.0058594h3.8594 0.5c1.108 0 2 0.892 2 2v5h-12v-5c0-1.108 0.892-2 2-2zm-2 8h12v1c0 1.108-0.892 2-2 2h-1-7c-1.108 0-2-0.892-2-2v-1zm10.475 1c-0.26491 0.013342-0.47461 0.23166-0.47461 0.5 0 0.277 0.223 0.5 0.5 0.5s0.5-0.223 0.5-0.5-0.223-0.5-0.5-0.5c-0.008656 0-0.016845-4.3e-4 -0.025391 0z" fill="#363636"/>
+</svg>
diff --git a/src/status/symbolic/audio-volume-high-rtl-symbolic.svg b/src/status/symbolic/audio-volume-high-rtl-symbolic.svg
new file mode 100644
index 00000000..3eb87236
--- /dev/null
+++ b/src/status/symbolic/audio-volume-high-rtl-symbolic.svg
@@ -0,0 +1,11 @@
+<svg width="16px" height="16px" version="1.1" viewBox="0 0 16 16" xmlns="http://www.w3.org/2000/svg">
+ <g transform="matrix(-1,0,0,1,16,-4.7914e-4)" fill="#363636">
+  <rect y="6" width="5" height="4" ry="1" fill-rule="evenodd"/>
+  <path d="m6 3-3 3v4l3 3z"/>
+  <g fill-rule="evenodd">
+   <path d="M 13.139,1.428 C 12.594,1 12,1.652 12.455,2.16 A 8,8 0 0 1 15,8 8,8 0 0 1 12.446,13.852 C 12,14.323 12.626,15 13.123,14.58 A 9,9 0 0 0 16,8 9,9 0 0 0 13.139,1.428 Z"/>
+   <path d="m10.775 2.889c-0.587-0.535-1.199 0.225-0.684 0.732a6 6 0 0 1 1.909 4.379 6 6 0 0 1-1.916 4.389c-0.469 0.446 0.173 1.146 0.68 0.728a7 7 0 0 0 2.236-5.117 7 7 0 0 0-2.225-5.111z"/>
+   <path d="M 8.41,4.35 C 7.89,3.856 7.255,4.57 7.727,5.08 A 4,4 0 0 1 9,8 4,4 0 0 1 7.723,10.926 c -0.473,0.43 0.14,1.152 0.68,0.73 A 5,5 0 0 0 10,8 5,5 0 0 0 8.41,4.35 Z"/>
+  </g>
+ </g>
+</svg>
diff --git a/src/status/symbolic/audio-volume-low-rtl-symbolic.svg b/src/status/symbolic/audio-volume-low-rtl-symbolic.svg
new file mode 100644
index 00000000..e2e4096e
--- /dev/null
+++ b/src/status/symbolic/audio-volume-low-rtl-symbolic.svg
@@ -0,0 +1,11 @@
+<svg width="16px" height="16px" version="1.1" viewBox="0 0 16 16" xmlns="http://www.w3.org/2000/svg">
+ <g transform="matrix(-1,0,0,1,16,-4.7914e-4)" fill="#363636">
+  <rect y="6" width="5" height="4" ry="1" fill-rule="evenodd"/>
+  <path d="m6 3-3 3v4l3 3z"/>
+  <g fill-rule="evenodd">
+   <path d="M 13.139,1.428 C 12.594,1 12,1.652 12.455,2.16 A 8,8 0 0 1 15,8 8,8 0 0 1 12.446,13.852 C 12,14.323 12.626,15 13.123,14.58 A 9,9 0 0 0 16,8 9,9 0 0 0 13.139,1.428 Z" opacity=".35"/>
+   <path d="m10.775 2.889c-0.587-0.535-1.199 0.225-0.684 0.732a6 6 0 0 1 1.909 4.379 6 6 0 0 1-1.916 4.389c-0.469 0.446 0.173 1.146 0.68 0.728a7 7 0 0 0 2.236-5.117 7 7 0 0 0-2.225-5.111z" opacity=".35"/>
+   <path d="M 8.41,4.35 C 7.89,3.856 7.255,4.57 7.727,5.08 A 4,4 0 0 1 9,8 4,4 0 0 1 7.723,10.926 c -0.473,0.43 0.14,1.152 0.68,0.73 A 5,5 0 0 0 10,8 5,5 0 0 0 8.41,4.35 Z"/>
+  </g>
+ </g>
+</svg>
diff --git a/src/status/symbolic/audio-volume-medium-rtl-symbolic.svg b/src/status/symbolic/audio-volume-medium-rtl-symbolic.svg
new file mode 100644
index 00000000..f40b7ef8
--- /dev/null
+++ b/src/status/symbolic/audio-volume-medium-rtl-symbolic.svg
@@ -0,0 +1,11 @@
+<svg width="16px" height="16px" version="1.1" viewBox="0 0 16 16" xmlns="http://www.w3.org/2000/svg">
+ <g transform="matrix(-1,0,0,1,16,-4.7914e-4)" fill="#363636">
+  <rect y="6" width="5" height="4" ry="1" fill-rule="evenodd"/>
+  <path d="m6 3-3 3v4l3 3z"/>
+  <g fill-rule="evenodd">
+   <path d="M 13.139,1.428 C 12.594,1 12,1.652 12.455,2.16 A 8,8 0 0 1 15,8 8,8 0 0 1 12.446,13.852 C 12,14.323 12.626,15 13.123,14.58 A 9,9 0 0 0 16,8 9,9 0 0 0 13.139,1.428 Z" opacity=".35"/>
+   <path d="m10.775 2.889c-0.587-0.535-1.199 0.225-0.684 0.732a6 6 0 0 1 1.909 4.379 6 6 0 0 1-1.916 4.389c-0.469 0.446 0.173 1.146 0.68 0.728a7 7 0 0 0 2.236-5.117 7 7 0 0 0-2.225-5.111z"/>
+   <path d="M 8.41,4.35 C 7.89,3.856 7.255,4.57 7.727,5.08 A 4,4 0 0 1 9,8 4,4 0 0 1 7.723,10.926 c -0.473,0.43 0.14,1.152 0.68,0.73 A 5,5 0 0 0 10,8 5,5 0 0 0 8.41,4.35 Z"/>
+  </g>
+ </g>
+</svg>
diff --git a/src/status/symbolic/audio-volume-muted-rtl-symbolic.svg b/src/status/symbolic/audio-volume-muted-rtl-symbolic.svg
new file mode 100644
index 00000000..074e6e02
--- /dev/null
+++ b/src/status/symbolic/audio-volume-muted-rtl-symbolic.svg
@@ -0,0 +1,3 @@
+<svg width="16px" height="16px" version="1.1" viewBox="0 0 16 16" xmlns="http://www.w3.org/2000/svg">
+ <path d="m3.2614 1.291c0.37563 0.026826 0.62454 0.48828 0.2832 0.86914-1.6202 1.5104-2.5416 3.6249-2.5449 5.8398 0.0026 2.2205 0.92792 4.3401 2.5547 5.8516 0.44531 0.47165-0.18064 1.1484-0.67774 0.72852-1.8304-1.6992-2.8725-4.0825-2.877-6.5801 0.0026-2.4925 1.0386-4.8722 2.8613-6.5723 0.13636-0.10693 0.27518-0.14566 0.40039-0.13672zm2.3906 1.416c0.39562 0.011891 0.64227 0.53363 0.25586 0.91406-1.2147 1.1326-1.9056 2.7181-1.9082 4.3789 0.0019 1.6654 0.69596 3.2551 1.916 4.3887 0.46835 0.44623-0.17346 1.1467-0.67969 0.72852-1.423-1.3216-2.233-3.1751-2.2363-5.1172 0.0019-1.9383 0.8074-3.789 2.2246-5.1113 0.14685-0.13372 0.29586-0.1856 0.42774-0.18164zm4.3477 0.29297 3 3h2c0.554 0 1 0.446 1 1v2c0 0.554-0.446 1-1 1h-2l-3 3zm-2.0176 1.1836c0.37603 0.016385 0.64465 0.51365 0.29102 0.89648-0.81045 0.75501-1.2715 1.8123-1.2734 2.9199 0.00128 1.1103 0.464 2.1701 1.2773 2.9258 0.47259 0.42993-0.13957 1.1522-0.67969 0.73047-1.0168-0.94425-1.5955-2.2686-1.5977-3.6562 0.00172-1.3844 0.57742-2.7062 1.5898-3.6504 0.13024-0.12342 0.26724-0.17148 0.39258-0.16602z" fill="#363636" fill-rule="evenodd" opacity=".5" style="paint-order:normal"/>
+</svg>
diff --git a/src/status/symbolic/audio-volume-overamplified-rtl-symbolic.svg b/src/status/symbolic/audio-volume-overamplified-rtl-symbolic.svg
new file mode 100644
index 00000000..e2d51709
--- /dev/null
+++ b/src/status/symbolic/audio-volume-overamplified-rtl-symbolic.svg
@@ -0,0 +1,11 @@
+<svg width="16px" height="16px" version="1.1" viewBox="0 0 16 16" xmlns="http://www.w3.org/2000/svg">
+ <g transform="matrix(-1,0,0,1,16,0)" fill="#363636">
+  <rect y="6" width="5" height="4" ry="1" fill-rule="evenodd"/>
+  <path d="m6 3-3 3v4l3 3z"/>
+  <g fill-rule="evenodd" paint-order="stroke fill markers">
+   <rect x="8" y="4" width="1" height="8" rx=".5" ry=".5"/>
+   <rect x="10" y="3" width="1" height="10" rx=".5" ry=".5"/>
+   <rect x="12" y="2" width="1" height="12" rx=".5" ry=".5"/>
+  </g>
+ </g>
+</svg>
diff --git a/src/status/symbolic/background-app-ghost-symbolic.svg b/src/status/symbolic/background-app-ghost-symbolic.svg
index eddb6274..af945478 100644
--- a/src/status/symbolic/background-app-ghost-symbolic.svg
+++ b/src/status/symbolic/background-app-ghost-symbolic.svg
@@ -1,4 +1,4 @@
 <?xml version="1.0" encoding="UTF-8"?>
 <svg width="16px" height="16px" version="1.1" viewBox="0 0 16 16" xmlns="http://www.w3.org/2000/svg">
- <path d="m7.9902 0c-4.4074 0.0044516-7.9947 3.6026-7.9902 8.0098v5.9863c0 1.0946 0.90931 2.0039 2.0039 2.0039h0.0039063 0.0039063c1.088-0.007715 1.9917-0.90914 1.9883-2.0039 0 1.0946 0.90931 2.0039 2.0039 2.0039h0.0039063 0.0039063c1.088-0.007715 1.9917-0.90914 1.9883-2.0039 0 1.0946 0.90931 2.0039 2.0039 2.0039h0.003906 0.003907c1.088-0.007715 1.9917-0.90914 1.9883-2.0039 0 1.0946 0.90931 2.0039 2.0039 2.0039h0.003906 0.003907c1.0906-0.007734 1.9961-0.91339 1.9883-2.0117v-5.9805c0-4.4113-3.5965-8.0078-8.0078-8.0078h-0.0019531zm0.0019531 1c3.8711 0 7.0078 3.1367 7.0078 7.0078v5.9883c0.003906 0.55078-0.44531 1-0.99609 1.0039-0.55469 0-1.0039-0.44922-1.0039-1.0039v-0.99219c0.003906-0.55078-0.44531-1-0.99609-1.0039-0.55469 0-1.0039 0.44922-1.0039 1.0039v0.99219c0.003906 0.55078-0.44531 1-0.99609 1.0039-0.55469 0-1.0039-0.44922-1.0039-1.0039v-0.99219c0.003906-0.55078-0.44531-1-0.99609-1.0039-0.55469 0-1.0039 0.44922-1.0039 1.0039v0.99219c0.003906 0.55078-0.44531 1-0.99609 1.0039-0.55469 0-1.0039-0.44922-1.0039-1.0039v-0.99219c0.003906-0.55078-0.44531-1-0.99609-1.0039-0.55469 0-1.0039 0.44922-1.0039 1.0039v0.99219c0.003906 0.55078-0.44531 1-0.99609 1.0039-0.55469 0-1.0039-0.44922-1.0039-1.0039v-5.9883c-0.003906-3.8672 3.125-7.0039 6.9922-7.0078zm-1.9922 4c-0.55469 0-1 0.44531-1 1v1c0 0.55469 0.44531 1 1 1s1-0.44531 1-1v-1c0-0.55469-0.44531-1-1-1zm4 0c-0.55469 0-1 0.44531-1 1v1c0 0.55469 0.44531 1 1 1 0.55469 0 1-0.44531 1-1v-1c0-0.55469-0.44531-1-1-1zm-6 7.9961v0.003906h-0.0039062c0.010944 7.8e-5 0.0039262-0.007106 0.0039062-0.003906zm4 0v0.003906h-0.0039062c0.010944 7.8e-5 0.0039262-0.007106 0.0039062-0.003906zm4 0v0.003906h-0.003906c0.01094 7.8e-5 0.003906-0.007106 0.003906-0.003906z" fill="#4d4d4d"/>
+ <path d="m7.9902 0c-4.4074 0.0044516-7.9947 3.6026-7.9902 8.0098v5.9863c0 1.0946 0.90931 2.0039 2.0039 2.0039h0.0039063 0.0039063c1.088-0.007715 1.9917-0.90914 1.9883-2.0039 0 1.0946 0.90931 2.0039 2.0039 2.0039h0.0039063 0.0039063c1.088-0.007715 1.9917-0.90914 1.9883-2.0039 0 1.0946 0.90931 2.0039 2.0039 2.0039h0.003906 0.003907c1.088-0.007715 1.9917-0.90914 1.9883-2.0039 0 1.0946 0.90931 2.0039 2.0039 2.0039h0.003906 0.003907c1.0906-0.007734 1.9961-0.91339 1.9883-2.0117v-5.9805c0-4.4113-3.5965-8.0078-8.0078-8.0078h-0.0019531zm0.0019531 1c3.8711 0 7.0078 3.1367 7.0078 7.0078v5.9883c0.003906 0.55078-0.44531 1-0.99609 1.0039-0.55469 0-1.0039-0.44922-1.0039-1.0039v-0.99219c0.003906-0.55078-0.44531-1-0.99609-1.0039-0.55469 0-1.0039 0.44922-1.0039 1.0039v0.99219c0.003906 0.55078-0.44531 1-0.99609 1.0039-0.55469 0-1.0039-0.44922-1.0039-1.0039v-0.99219c0.003906-0.55078-0.44531-1-0.99609-1.0039-0.55469 0-1.0039 0.44922-1.0039 1.0039v0.99219c0.003906 0.55078-0.44531 1-0.99609 1.0039-0.55469 0-1.0039-0.44922-1.0039-1.0039v-0.99219c0.003906-0.55078-0.44531-1-0.99609-1.0039-0.55469 0-1.0039 0.44922-1.0039 1.0039v0.99219c0.003906 0.55078-0.44531 1-0.99609 1.0039-0.55469 0-1.0039-0.44922-1.0039-1.0039v-5.9883c-0.003906-3.8672 3.125-7.0039 6.9922-7.0078zm-1.9922 4c-0.55469 0-1 0.44531-1 1v1c0 0.55469 0.44531 1 1 1s1-0.44531 1-1v-1c0-0.55469-0.44531-1-1-1zm4 0c-0.55469 0-1 0.44531-1 1v1c0 0.55469 0.44531 1 1 1 0.55469 0 1-0.44531 1-1v-1c0-0.55469-0.44531-1-1-1zm-6 7.9961v0.003906h-0.0039062c0.010944 7.8e-5 0.0039262-0.007106 0.0039062-0.003906zm4 0v0.003906h-0.0039062c0.010944 7.8e-5 0.0039262-0.007106 0.0039062-0.003906zm4 0v0.003906h-0.003906c0.01094 7.8e-5 0.003906-0.007106 0.003906-0.003906z" fill="#363636"/>
 </svg>
diff --git a/src/status/symbolic/battery-action-symbolic.svg b/src/status/symbolic/battery-action-symbolic.svg
new file mode 100644
index 00000000..06eb5df8
--- /dev/null
+++ b/src/status/symbolic/battery-action-symbolic.svg
@@ -0,0 +1,5 @@
+<svg width="16px" height="16px" version="1.1" viewBox="0 0 16 16" xmlns="http://www.w3.org/2000/svg">
+ <path class="error" d="m2 3c-1.108 0-2 0.892-2 2v6c0 1.108 0.892 2 2 2h9c1.108 0 2-0.892 2-2v-6c0-1.108-0.892-2-2-2zm0 1h9c0.554 0 1 0.446 1 1v6c0 0.554-0.446 1-1 1h-9c-0.554 0-1-0.446-1-1v-6c0-0.554 0.446-1 1-1z" fill="#d33636"/>
+ <path class="error" d="m14 6v4a2 2 0 0 0 2-2 2 2 0 0 0-2-2z" fill="#d33636"/>
+ <path transform="rotate(45)" d="m7.0462 1.0607c-0.090375 0.090375-0.14639 0.21505-0.14639 0.35355 0 0.277 0.22295 0.49995 0.49995 0.49995h1.9998v1.9998c0 0.277 0.22295 0.49995 0.49995 0.49995 0.277 0 0.49995-0.22295 0.49995-0.49995v-1.9998h1.9998c0.277 0 0.49995-0.22295 0.49995-0.49995 0-0.277-0.22295-0.49995-0.49995-0.49995h-1.9998v-1.9998c0-0.277-0.22295-0.49995-0.49995-0.49995-0.277 0-0.49995 0.22295-0.49995 0.49995v1.9998h-1.9998c-0.1385 0-0.26318 0.056018-0.35355 0.14639z" fill="#d33636" stop-color="#000000" stroke-linecap="round" stroke-linejoin="round" stroke-width="2" style="paint-order:fill markers stroke"/>
+</svg>
diff --git a/src/status/symbolic/mail-replied-rtl-symbolic.svg b/src/status/symbolic/mail-replied-rtl-symbolic.svg
new file mode 100644
index 00000000..640b4a28
--- /dev/null
+++ b/src/status/symbolic/mail-replied-rtl-symbolic.svg
@@ -0,0 +1,3 @@
+<svg width="16px" height="16px" version="1.1" viewBox="0 0 16 16" xmlns="http://www.w3.org/2000/svg">
+ <path d="m10.258 1.6719c0.12781 0 0.25558 0.04855 0.35352 0.14648l4.2422 4.2422c0.10901 0.10901 0.151 0.25464 0.13867 0.39648 0.01247 0.14198-0.02955 0.28736-0.13867 0.39648l-4.2422 4.2422c-0.19587 0.19587-0.51116 0.19587-0.70703 0s-0.19587-0.51116 0-0.70703l3.3887-3.3887h-6.293c-2.216 0-4 1.784-4 4s1.784 4 4 4h7a0.5 0.5 0 0 1 0.5 0.5 0.5 0.5 0 0 1-0.5 0.5 0.5 0.5 0 0 1-0.01172 0h-6.9883c-2.77 0-5-2.23-5-5s2.23-5 5-5h6.3789l-3.4746-3.4746c-0.19587-0.19587-0.19587-0.51116 0-0.70703 0.097934-0.097934 0.22571-0.14648 0.35352-0.14648z" fill="#363636"/>
+</svg>
diff --git a/src/status/symbolic/microphone-sensitivity-high-symbolic.svg b/src/status/symbolic/microphone-sensitivity-high-symbolic.svg
index 3a0494d5..f15d55bc 100644
--- a/src/status/symbolic/microphone-sensitivity-high-symbolic.svg
+++ b/src/status/symbolic/microphone-sensitivity-high-symbolic.svg
@@ -1,7 +1,7 @@
-<svg width="16.001" height="16" version="1.1" xmlns="http://www.w3.org/2000/svg">
+<svg width="16" height="16" version="1.1" xmlns="http://www.w3.org/2000/svg">
  <g fill="#363636">
-  <path d="m15.343 4.926 0.707 0.707-0.354 0.354a2.999 2.999 0 0 0 0 4.242l0.354 0.353-0.707 0.707-0.354-0.353a4 4 0 0 1 0-5.656z" color="#000000" font-family="sans-serif" font-weight="400" overflow="visible" style="font-feature-settings:normal;font-variant-alternates:normal;font-variant-caps:normal;font-variant-ligatures:normal;font-variant-numeric:normal;font-variant-position:normal;isolation:auto;mix-blend-mode:normal;shape-padding:0;text-decoration-color:#000000;text-decoration-line:none;text-decoration-style:solid;text-indent:0;text-orientation:mixed;text-transform:none;white-space:normal"/>
-  <path d="m13.221 2.805 0.707 0.707-0.353 0.353a5.999 5.999 0 0 0 0 8.485l0.353 0.353-0.707 0.707-0.353-0.353a7 7 0 0 1 0-9.899z" color="#000000" font-family="sans-serif" font-weight="400" overflow="visible" style="font-feature-settings:normal;font-variant-alternates:normal;font-variant-caps:normal;font-variant-ligatures:normal;font-variant-numeric:normal;font-variant-position:normal;isolation:auto;mix-blend-mode:normal;shape-padding:0;text-decoration-color:#000000;text-decoration-line:none;text-decoration-style:solid;text-indent:0;text-orientation:mixed;text-transform:none;white-space:normal"/>
-  <path d="m4.5 0a2.495 2.495 0 0 0-2.5 2.5v6c0 1.385 1.115 2.5 2.5 2.5s2.5-1.115 2.5-2.5v-6c0-1.385-1.115-2.5-2.5-2.5zm-4.5 7v1.5c0 2.321 1.748 4.199 4 4.45v2.05h-2v1h5v-1h-2v-2.05c2.252-0.251 4-2.129 4-4.45v-1.5h-1v1.5c0 1.939-1.561 3.5-3.5 3.5s-3.5-1.561-3.5-3.5v-1.5z" stroke-linecap="square" stroke-width="2"/>
+  <path d="m15.343 4.926 0.707 0.707-0.354 0.354a2.999 2.999 0 0 0 0 4.242l0.354 0.353-0.707 0.707-0.354-0.353a4 4 0 0 1 0-5.656z"/>
+  <path d="m13.221 2.805 0.707 0.707-0.353 0.353a5.999 5.999 0 0 0 0 8.485l0.353 0.353-0.707 0.707-0.353-0.353a7 7 0 0 1 0-9.899z"/>
+  <path d="m4.5 0a2.495 2.495 0 0 0-2.5 2.5v6c0 1.385 1.115 2.5 2.5 2.5s2.5-1.115 2.5-2.5v-6c0-1.385-1.115-2.5-2.5-2.5zm-4.5 7v1.5c0 2.321 1.748 4.199 4 4.45v2.05h-2v1h5v-1h-2v-2.05c2.252-0.251 4-2.129 4-4.45v-1.5h-1v1.5c0 1.939-1.561 3.5-3.5 3.5s-3.5-1.561-3.5-3.5v-1.5z"/>
  </g>
 </svg>
diff --git a/src/status/symbolic/microphone-sensitivity-low-symbolic.svg b/src/status/symbolic/microphone-sensitivity-low-symbolic.svg
index 7fe09476..5e3b6e4c 100644
--- a/src/status/symbolic/microphone-sensitivity-low-symbolic.svg
+++ b/src/status/symbolic/microphone-sensitivity-low-symbolic.svg
@@ -1,7 +1,7 @@
-<svg width="16.002" height="16" version="1.1" xmlns="http://www.w3.org/2000/svg">
+<svg width="16" height="16" version="1.1" xmlns="http://www.w3.org/2000/svg">
  <g fill="#363636">
-  <path d="m15.343 4.926 0.707 0.707-0.354 0.354a2.999 2.999 0 0 0 0 4.242l0.354 0.353-0.707 0.707-0.354-0.353a4 4 0 0 1 0-5.656z" color="#000000" font-family="sans-serif" font-weight="400" opacity=".5" overflow="visible" style="font-feature-settings:normal;font-variant-alternates:normal;font-variant-caps:normal;font-variant-ligatures:normal;font-variant-numeric:normal;font-variant-position:normal;isolation:auto;mix-blend-mode:normal;shape-padding:0;text-decoration-color:#000000;text-decoration-line:none;text-decoration-style:solid;text-indent:0;text-orientation:mixed;text-transform:none;white-space:normal"/>
-  <path d="m13.221 2.805 0.707 0.707-0.353 0.353a5.999 5.999 0 0 0 0 8.485l0.353 0.353-0.707 0.707-0.353-0.353a7 7 0 0 1 0-9.899z" color="#000000" font-family="sans-serif" font-weight="400" opacity=".5" overflow="visible" style="font-feature-settings:normal;font-variant-alternates:normal;font-variant-caps:normal;font-variant-ligatures:normal;font-variant-numeric:normal;font-variant-position:normal;isolation:auto;mix-blend-mode:normal;shape-padding:0;text-decoration-color:#000000;text-decoration-line:none;text-decoration-style:solid;text-indent:0;text-orientation:mixed;text-transform:none;white-space:normal"/>
-  <path d="m4.5 0a2.495 2.495 0 0 0-2.5 2.5v6c0 1.385 1.115 2.5 2.5 2.5s2.5-1.115 2.5-2.5v-6c0-1.385-1.115-2.5-2.5-2.5zm-4.5 7v1.5c0 2.321 1.748 4.199 4 4.45v2.05h-2v1h5v-1h-2v-2.05c2.252-0.251 4-2.129 4-4.45v-1.5h-1v1.5c0 1.939-1.561 3.5-3.5 3.5s-3.5-1.561-3.5-3.5v-1.5z" stroke-linecap="square" stroke-width="2"/>
+  <path d="m15.343 4.926 0.707 0.707-0.354 0.354a2.999 2.999 0 0 0 0 4.242l0.354 0.353-0.707 0.707-0.354-0.353a4 4 0 0 1 0-5.656z" opacity=".5"/>
+  <path d="m13.221 2.805 0.707 0.707-0.353 0.353a5.999 5.999 0 0 0 0 8.485l0.353 0.353-0.707 0.707-0.353-0.353a7 7 0 0 1 0-9.899z" opacity=".5"/>
+  <path d="m4.5 0a2.495 2.495 0 0 0-2.5 2.5v6c0 1.385 1.115 2.5 2.5 2.5s2.5-1.115 2.5-2.5v-6c0-1.385-1.115-2.5-2.5-2.5zm-4.5 7v1.5c0 2.321 1.748 4.199 4 4.45v2.05h-2v1h5v-1h-2v-2.05c2.252-0.251 4-2.129 4-4.45v-1.5h-1v1.5c0 1.939-1.561 3.5-3.5 3.5s-3.5-1.561-3.5-3.5v-1.5z"/>
  </g>
 </svg>
diff --git a/src/status/symbolic/microphone-sensitivity-medium-symbolic.svg b/src/status/symbolic/microphone-sensitivity-medium-symbolic.svg
index 5590ccec..08ef286c 100644
--- a/src/status/symbolic/microphone-sensitivity-medium-symbolic.svg
+++ b/src/status/symbolic/microphone-sensitivity-medium-symbolic.svg
@@ -1,7 +1,7 @@
-<svg width="16.001" height="16" version="1.1" xmlns="http://www.w3.org/2000/svg">
+<svg width="16" height="16" version="1.1" xmlns="http://www.w3.org/2000/svg">
  <g fill="#363636">
-  <path d="m15.343 4.926 0.707 0.707-0.354 0.354a2.999 2.999 0 0 0 0 4.242l0.354 0.353-0.707 0.707-0.354-0.353a4 4 0 0 1 0-5.656z" color="#000000" font-family="sans-serif" font-weight="400" overflow="visible" style="font-feature-settings:normal;font-variant-alternates:normal;font-variant-caps:normal;font-variant-ligatures:normal;font-variant-numeric:normal;font-variant-position:normal;isolation:auto;mix-blend-mode:normal;shape-padding:0;text-decoration-color:#000000;text-decoration-line:none;text-decoration-style:solid;text-indent:0;text-orientation:mixed;text-transform:none;white-space:normal"/>
-  <path d="m13.221 2.805 0.707 0.707-0.353 0.353a5.999 5.999 0 0 0 0 8.485l0.353 0.353-0.707 0.707-0.353-0.353a7 7 0 0 1 0-9.899z" color="#000000" font-family="sans-serif" font-weight="400" opacity=".5" overflow="visible" style="font-feature-settings:normal;font-variant-alternates:normal;font-variant-caps:normal;font-variant-ligatures:normal;font-variant-numeric:normal;font-variant-position:normal;isolation:auto;mix-blend-mode:normal;shape-padding:0;text-decoration-color:#000000;text-decoration-line:none;text-decoration-style:solid;text-indent:0;text-orientation:mixed;text-transform:none;white-space:normal"/>
-  <path d="m4.5 0a2.495 2.495 0 0 0-2.5 2.5v6c0 1.385 1.115 2.5 2.5 2.5s2.5-1.115 2.5-2.5v-6c0-1.385-1.115-2.5-2.5-2.5zm-4.5 7v1.5c0 2.321 1.748 4.199 4 4.45v2.05h-2v1h5v-1h-2v-2.05c2.252-0.251 4-2.129 4-4.45v-1.5h-1v1.5c0 1.939-1.561 3.5-3.5 3.5s-3.5-1.561-3.5-3.5v-1.5z" stroke-linecap="square" stroke-width="2"/>
+  <path d="m15.343 4.926 0.707 0.707-0.354 0.354a2.999 2.999 0 0 0 0 4.242l0.354 0.353-0.707 0.707-0.354-0.353a4 4 0 0 1 0-5.656z"/>
+  <path d="m13.221 2.805 0.707 0.707-0.353 0.353a5.999 5.999 0 0 0 0 8.485l0.353 0.353-0.707 0.707-0.353-0.353a7 7 0 0 1 0-9.899z" opacity=".5"/>
+  <path d="m4.5 0a2.495 2.495 0 0 0-2.5 2.5v6c0 1.385 1.115 2.5 2.5 2.5s2.5-1.115 2.5-2.5v-6c0-1.385-1.115-2.5-2.5-2.5zm-4.5 7v1.5c0 2.321 1.748 4.199 4 4.45v2.05h-2v1h5v-1h-2v-2.05c2.252-0.251 4-2.129 4-4.45v-1.5h-1v1.5c0 1.939-1.561 3.5-3.5 3.5s-3.5-1.561-3.5-3.5v-1.5z"/>
  </g>
 </svg>
diff --git a/src/status/symbolic/microphone-sensitivity-muted-symbolic.svg b/src/status/symbolic/microphone-sensitivity-muted-symbolic.svg
index 01004f52..6d8a8258 100644
--- a/src/status/symbolic/microphone-sensitivity-muted-symbolic.svg
+++ b/src/status/symbolic/microphone-sensitivity-muted-symbolic.svg
@@ -1,3 +1,8 @@
 <svg width="16" height="16" version="1.1" xmlns="http://www.w3.org/2000/svg">
- <path d="m7.496 2e-7c-1.409 0-2.496 0.842-2.496 2.537v5.924c0 0.272 0.037 0.514 0.09 0.742l0.908-0.908v-5.758c0-0.634 0.177-0.959 0.408-1.178 0.232-0.218 0.585-0.36 1.09-0.36s0.856 0.141 1.088 0.36c0.232 0.22 0.408 0.545 0.408 1.178v2.764l0.998-0.998v-1.766c0-1.692-1.085-2.537-2.494-2.537zm6.756 1.252-13 13 0.496 0.496 2.848-2.848a4.484 4.484 0 0 0 2.404 1.05v2.073c-0.683 0.054-1.356 0.2-2 0.436v0.541h5v-0.541a7.856 7.856 0 0 0-2-0.434v-2.075c2.252-0.25 4-2.128 4-4.449v-1.501h-1v1.5a3.482 3.482 0 0 1-3 3.451h-1a3.49 3.49 0 0 1-1.707-0.748l0.662-0.662c0.42 0.302 0.948 0.459 1.541 0.459 1.41 0 2.494-0.846 2.494-2.54v-1.953l4.758-4.758zm-11.252 5.748v1.5c0 0.806 0.222 1.552 0.592 2.201l0.742-0.742a3.45 3.45 0 0 1-0.334-1.459v-1.5zm5.992 0.504v0.957c0 0.633-0.176 0.958-0.408 1.178-0.232 0.219-0.583 0.363-1.088 0.363-0.343 0-0.61-0.07-0.822-0.18z" color="#000000" fill="#363636" opacity=".5" overflow="visible"/>
+ <g fill="#363636" opacity=".35">
+  <path d="m15.343 4.926 0.707 0.707-0.354 0.354a2.999 2.999 0 0 0 0 4.242l0.354 0.353-0.707 0.707-0.354-0.353a4 4 0 0 1 0-5.656z"/>
+  <path d="m13.221 2.805 0.707 0.707-0.353 0.353a5.999 5.999 0 0 0 0 8.485l0.353 0.353-0.707 0.707-0.353-0.353a7 7 0 0 1 0-9.899z"/>
+  <path d="m4.5 0a2.495 2.495 0 0 0-2.5 2.5v6c0 1.385 1.115 2.5 2.5 2.5s2.5-1.115 2.5-2.5v-6c0-1.385-1.115-2.5-2.5-2.5zm-4.5 7v1.5c0 2.321 1.748 4.199 4 4.45v2.05h-2v1h5v-1h-2v-2.05c2.252-0.251 4-2.129 4-4.45v-1.5h-1v1.5c0 1.939-1.561 3.5-3.5 3.5s-3.5-1.561-3.5-3.5v-1.5z"/>
+ </g>
+ <rect transform="rotate(45)" x="1.3137" y="-.5" width="20" height="1" rx=".5" ry=".5" fill="#363636" stroke-linecap="round" stroke-linejoin="round" stroke-width=".48307" style="paint-order:markers stroke fill"/>
 </svg>
diff --git a/src/status/symbolic/mpi-symbolic.svg b/src/status/symbolic/mpi-symbolic.svg
index 11eb9314..bae96e70 100644
--- a/src/status/symbolic/mpi-symbolic.svg
+++ b/src/status/symbolic/mpi-symbolic.svg
@@ -1,3 +1,3 @@
 <svg width="16" height="16" version="1.1" xmlns="http://www.w3.org/2000/svg">
- <path class="ColorScheme-Text" d="m13.374 1.487e-7 -7.3774 1.9053c-0.55422 0.14836-1.0009 0.73837-1.0009 1.3116v9.0892c-0.562-0.294-1.2839-0.41299-2.0322-0.21874-1.3503 0.35052-2.1966 1.4838-1.9071 2.5303 0.28945 1.0465 1.6203 1.6309 2.9706 1.2804 1.0773-0.27964 1.82-1.071 1.9384-1.9053l0.031278-8.5892 7.0021-1.8741v6.7776c-0.562-0.294-1.2831-0.41299-2.0314-0.21874-1.3503 0.35052-2.1966 1.4838-1.9071 2.5303 0.28945 1.0465 1.6194 1.6309 2.9697 1.2804 1.0773-0.27964 1.82-1.071 1.9384-1.9053l0.03128-11.181c0-0.42993-0.26627-0.752-0.62557-0.81248z" color="#363636" fill="currentColor"/>
+ <path d="m13.374 1.487e-7 -7.3774 1.9053c-0.55422 0.14836-1.0009 0.73837-1.0009 1.3116v9.0892c-0.562-0.294-1.2839-0.41299-2.0322-0.21874-1.3503 0.35052-2.1966 1.4838-1.9071 2.5303 0.28945 1.0465 1.6203 1.6309 2.9706 1.2804 1.0773-0.27964 1.82-1.071 1.9384-1.9053l0.031278-8.5892 7.0021-1.8741v6.7776c-0.562-0.294-1.2831-0.41299-2.0314-0.21874-1.3503 0.35052-2.1966 1.4838-1.9071 2.5303 0.28945 1.0465 1.6194 1.6309 2.9697 1.2804 1.0773-0.27964 1.82-1.071 1.9384-1.9053l0.03128-11.181c0-0.42993-0.26627-0.752-0.62557-0.81248z" fill="#363636"/>
 </svg>
diff --git a/src/status/symbolic/mymail-symbolic.svg b/src/status/symbolic/mymail-symbolic.svg
index daa71ddc..7874e038 100644
--- a/src/status/symbolic/mymail-symbolic.svg
+++ b/src/status/symbolic/mymail-symbolic.svg
@@ -1,3 +1,3 @@
 <svg version="1.1" viewBox="0 0 16 16" xmlns="http://www.w3.org/2000/svg">
- <path class="ColorScheme-Text" d="m2 2c-1.108 0-2 0.892-2 2v8c0 1.108 0.892 2 2 2h12c1.108 0 2-0.892 2-2v-8c0-1.108-0.892-2-2-2zm0 1h12c0.48888 0 0.87448 0.35406 0.96289 0.81641l-6.4238 5.1152c-0.30559 0.24335-0.77254 0.24335-1.0781 0l-6.4238-5.1152c0.088406-0.46235 0.47401-0.81641 0.96289-0.81641zm-1 2.0488 3.7051 2.9512-3.7051 2.9512v-5.9023zm14 0v5.9023l-3.7051-2.9512 3.7051-2.9512zm-9.502 3.584 1.1699 0.93164c0.73087 0.58201 1.9332 0.58201 2.6641 0l1.1699-0.93164 4.4609 3.5508c-0.08841 0.46235-0.47401 0.81641-0.96289 0.81641h-12c-0.48888 0-0.87448-0.35406-0.96289-0.81641l4.4609-3.5508z" color="#363636" fill="currentColor"/>
+ <path d="m2 2c-1.108 0-2 0.892-2 2v8c0 1.108 0.892 2 2 2h12c1.108 0 2-0.892 2-2v-8c0-1.108-0.892-2-2-2zm0 1h12c0.48888 0 0.87448 0.35406 0.96289 0.81641l-6.4238 5.1152c-0.30559 0.24335-0.77254 0.24335-1.0781 0l-6.4238-5.1152c0.088406-0.46235 0.47401-0.81641 0.96289-0.81641zm-1 2.0488 3.7051 2.9512-3.7051 2.9512v-5.9023zm14 0v5.9023l-3.7051-2.9512 3.7051-2.9512zm-9.502 3.584 1.1699 0.93164c0.73087 0.58201 1.9332 0.58201 2.6641 0l1.1699-0.93164 4.4609 3.5508c-0.08841 0.46235-0.47401 0.81641-0.96289 0.81641h-12c-0.48888 0-0.87448-0.35406-0.96289-0.81641l4.4609-3.5508z" fill="#363636"/>
 </svg>
diff --git a/src/status/symbolic/network-cellular-acquiring-rtl-symbolic.svg b/src/status/symbolic/network-cellular-acquiring-rtl-symbolic.svg
new file mode 100644
index 00000000..bdfa54ca
--- /dev/null
+++ b/src/status/symbolic/network-cellular-acquiring-rtl-symbolic.svg
@@ -0,0 +1,6 @@
+<svg width="16px" height="16px" version="1.1" viewBox="0 0 16 16" xmlns="http://www.w3.org/2000/svg">
+ <g transform="matrix(-1,0,0,1,16,0)" color="#363636" fill="#363636">
+  <path d="m13.5 0c-0.277 0-0.5 0.223-0.5 0.5v14c0 0.277 0.223 0.5 0.5 0.5h1c0.277 0 0.5-0.223 0.5-0.5v-14c0-0.277-0.223-0.5-0.5-0.5zm-3 3c-0.277 0-0.5 0.223-0.5 0.5v3.5h1c0.139 0 0.276 5e-3 0.406 0.031 0.041 0.01 0.085 0.02 0.125 0.031 0.168 0.046 0.322 0.134 0.47 0.22v-3.782c0-0.277-0.224-0.5-0.5-0.5h-1zm-3 3c-0.277 0-0.5 0.223-0.5 0.5v0.5h2v-0.5c0-0.277-0.223-0.5-0.5-0.5zm-3.5 4.719v3.781c0 0.277 0.223 0.5 0.5 0.5h1c0.277 0 0.5-0.223 0.5-0.5v-3.5h-1c-0.183 0-0.363-0.017-0.531-0.063-0.032-8e-3 -0.063-0.02-0.094-0.03-0.133-0.044-0.256-0.12-0.375-0.188zm8 0c-0.072 0.041-0.142 0.092-0.219 0.125a2.038 2.038 0 0 1-0.25 0.093 2.024 2.024 0 0 1-0.53 0.063h-1v3.5c0 0.277 0.222 0.5 0.5 0.5h1c0.276 0 0.5-0.223 0.5-0.5v-3.781zm-5 0.281v3.5c0 0.277 0.223 0.5 0.5 0.5h1c0.277 0 0.5-0.223 0.5-0.5v-3.5zm-5.5 1c-0.277 0-0.5 0.223-0.5 0.5v2c0 0.277 0.223 0.5 0.5 0.5h1c0.277 0 0.5-0.223 0.5-0.5v-2c0-0.277-0.223-0.5-0.5-0.5z" opacity=".35" overflow="visible"/>
+  <path d="m5 8a1 1 0 1 0 0 2 1 1 0 0 0 0-2zm3 0a1 1 0 1 0 0 2 1 1 0 0 0 0-2zm3 0a1 1 0 1 0 0 2 1 1 0 0 0 0-2z" overflow="visible"/>
+ </g>
+</svg>
diff --git a/src/status/symbolic/network-cellular-disabled-rtl-symbolic.svg b/src/status/symbolic/network-cellular-disabled-rtl-symbolic.svg
new file mode 100644
index 00000000..9c87941c
--- /dev/null
+++ b/src/status/symbolic/network-cellular-disabled-rtl-symbolic.svg
@@ -0,0 +1,4 @@
+<svg width="16px" height="16px" version="1.1" viewBox="0 0 16 16" xmlns="http://www.w3.org/2000/svg">
+ <path d="m2.5 0c0.277 0 0.5 0.223 0.5 0.5v14c0 0.277-0.223 0.5-0.5 0.5h-1c-0.277 0-0.5-0.223-0.5-0.5v-14c0-0.277 0.223-0.5 0.5-0.5zm3 3c0.277 0 0.5 0.223 0.5 0.5v11c0 0.277-0.223 0.5-0.5 0.5h-1c-0.277 0-0.5-0.223-0.5-0.5v-11c0-0.277 0.223-0.5 0.5-0.5zm3 3c0.277 0 0.5 0.223 0.5 0.5v8c0 0.277-0.223 0.5-0.5 0.5h-1c-0.277 0-0.5-0.223-0.5-0.5v-8c0-0.277 0.223-0.5 0.5-0.5zm3 3c0.277 0 0.5 0.223 0.5 0.5v5c0 0.277-0.223 0.5-0.5 0.5h-1c-0.277 0-0.5-0.223-0.5-0.5v-5c0-0.277 0.223-0.5 0.5-0.5zm3 3c0.277 0 0.5 0.223 0.5 0.5v2c0 0.277-0.223 0.5-0.5 0.5h-1c-0.277 0-0.5-0.223-0.5-0.5v-2c0-0.277 0.223-0.5 0.5-0.5z" color="#363636" fill="#363636" opacity=".35" overflow="visible"/>
+ <rect transform="matrix(-.70711 .70711 .70711 .70711 0 0)" x="-10" y="10.814" width="20" height="1" rx=".5" ry=".5" fill="#363636" stroke-linecap="round" stroke-linejoin="round" stroke-width=".48307" style="paint-order:markers stroke fill"/>
+</svg>
diff --git a/src/status/symbolic/network-cellular-hardware-disabled-rtl-symbolic.svg b/src/status/symbolic/network-cellular-hardware-disabled-rtl-symbolic.svg
new file mode 100644
index 00000000..15708ede
--- /dev/null
+++ b/src/status/symbolic/network-cellular-hardware-disabled-rtl-symbolic.svg
@@ -0,0 +1,4 @@
+<svg width="16px" height="16px" version="1.1" viewBox="0 0 16 16" xmlns="http://www.w3.org/2000/svg">
+ <path d="m2.5 0c0.277 0 0.5 0.223 0.5 0.5v14c0 0.277-0.223 0.5-0.5 0.5h-1c-0.277 0-0.5-0.223-0.5-0.5v-14c0-0.277 0.223-0.5 0.5-0.5zm3 3c0.277 0 0.5 0.223 0.5 0.5v11c0 0.277-0.223 0.5-0.5 0.5h-1c-0.277 0-0.5-0.223-0.5-0.5v-11c0-0.277 0.223-0.5 0.5-0.5zm3 3c0.277 0 0.5 0.223 0.5 0.5v8c0 0.277-0.223 0.5-0.5 0.5h-1c-0.277 0-0.5-0.223-0.5-0.5v-8c0-0.277 0.223-0.5 0.5-0.5zm3 3c0.277 0 0.5 0.223 0.5 0.5v5c0 0.277-0.223 0.5-0.5 0.5h-1c-0.277 0-0.5-0.223-0.5-0.5v-5c0-0.277 0.223-0.5 0.5-0.5zm3 3c0.277 0 0.5 0.223 0.5 0.5v2c0 0.277-0.223 0.5-0.5 0.5h-1c-0.277 0-0.5-0.223-0.5-0.5v-2c0-0.277 0.223-0.5 0.5-0.5z" color="#363636" fill="#363636" opacity=".35" overflow="visible"/>
+ <rect transform="scale(-1,1)" x="-16" y="7.0005" width="16" height="2" rx="1" ry="1" fill="#363636" stroke-linecap="round" stroke-linejoin="round" stroke-width="1.5261" style="paint-order:stroke fill markers"/>
+</svg>
diff --git a/src/status/symbolic/network-cellular-no-route-rtl-symbolic.svg b/src/status/symbolic/network-cellular-no-route-rtl-symbolic.svg
new file mode 100644
index 00000000..9311ccf4
--- /dev/null
+++ b/src/status/symbolic/network-cellular-no-route-rtl-symbolic.svg
@@ -0,0 +1,6 @@
+<svg width="16px" height="16px" version="1.1" viewBox="0 0 16 16" xmlns="http://www.w3.org/2000/svg">
+ <g transform="matrix(-1,0,0,1,16,0)" fill="#363636">
+  <path d="m14.5 0c0.277 0 0.5 0.223 0.5 0.5v14c0 0.277-0.223 0.5-0.5 0.5h-1c-0.277 0-0.5-0.223-0.5-0.5v-14c0-0.277 0.223-0.5 0.5-0.5h1zm-3 3c0.277 0 0.5 0.223 0.5 0.5v4.25a3.973 3.973 0 0 0-1.7402-3.0449 4 4 0 0 0-0.082032-0.054688 3.973 3.973 0 0 0-0.17773-0.11914v-1.0312c0-0.277 0.223-0.5 0.5-0.5h1zm0.5 4.8125v0.1875a4 4 0 0 0-0.003906-0.03125c0.001019-0.051806 0.003906-0.10358 0.003906-0.15625zm0 0.1875v6.5c0 0.277-0.223 0.5-0.5 0.5h-1c-0.277 0-0.5-0.223-0.5-0.5v-3.0547a4 4 0 0 0 1.3516-1.2695c0.063343-0.08679 0.1244-0.17518 0.17969-0.26953 0.3228-0.54939 0.44363-1.1647 0.46484-1.8574a4 4 0 0 0 0.003906-0.048828zm-7.8203 1.1191a4 4 0 0 0 1.8203 2.3262v3.0547c0 0.277-0.223 0.5-0.5 0.5h-1c-0.277 0-0.5-0.223-0.5-0.5v-5c0-0.15405 0.070816-0.28928 0.17969-0.38086zm-1.6797 2.8809c0.277 0 0.5 0.223 0.5 0.5v2c0 0.277-0.223 0.5-0.5 0.5h-1c-0.277 0-0.5-0.223-0.5-0.5v-2c0-0.277 0.223-0.5 0.5-0.5h1z" opacity=".35"/>
+  <path d="m8.1823 5c-1.642-0.092-3.095 1.17-3.187 2.813 0 1.4 0.378 1.921 1.594 2.843 0.19 0.144 0.325 0.25 0.375 0.313 0.05 0.062 0.03 0.033 0.03 0.031-6e-3 0.528 0.473 1 1 1 0.53 0 1.008-0.472 1-1 0-0.502-0.223-0.943-0.468-1.25a3.82 3.82 0 0 0-0.719-0.688c-0.204-0.16-0.46-0.384-0.687-0.656-0.094-0.112-0.13-0.307-0.125-0.437v-0.032a0.988 0.988 0 0 1 1.062-0.937c0.564 0.032 0.97 0.437 0.938 1h2c0.092-1.642-1.17-2.908-2.813-3zm-0.187 8a1 1 0 1 0 0 2 1 1 0 0 0 0-2z"/>
+ </g>
+</svg>
diff --git a/src/status/symbolic/network-cellular-offline-rtl-symbolic.svg b/src/status/symbolic/network-cellular-offline-rtl-symbolic.svg
new file mode 100644
index 00000000..168cecf4
--- /dev/null
+++ b/src/status/symbolic/network-cellular-offline-rtl-symbolic.svg
@@ -0,0 +1,6 @@
+<svg width="16px" height="16px" version="1.1" viewBox="0 0 16 16" xmlns="http://www.w3.org/2000/svg">
+ <g transform="matrix(-1,0,0,1,16,0)" fill="#363636">
+  <path d="m13.5 0c-0.277 0-0.5 0.223-0.5 0.5v9.5h2v-9.5c0-0.277-0.223-0.5-0.5-0.5zm-3 3c-0.277 0-0.5 0.223-0.5 0.5v6.5h2v-6.5c0-0.277-0.223-0.5-0.5-0.5zm-3 3c-0.277 0-0.5 0.223-0.5 0.5v8c0 0.277 0.223 0.5 0.5 0.5h1c0.277 0 0.5-0.223 0.5-0.5v-8c0-0.277-0.223-0.5-0.5-0.5zm-3 3c-0.277 0-0.5 0.223-0.5 0.5v5c0 0.277 0.223 0.5 0.5 0.5h1c0.277 0 0.5-0.223 0.5-0.5v-5c0-0.277-0.223-0.5-0.5-0.5zm-3 3c-0.277 0-0.5 0.223-0.5 0.5v2c0 0.277 0.223 0.5 0.5 0.5h1c0.277 0 0.5-0.223 0.5-0.5v-2c0-0.277-0.223-0.5-0.5-0.5z" color="#363636" opacity=".35" overflow="visible"/>
+  <path d="m11 11v1c0 0.277 0.1 0.538 0.281 0.72l0.781 0.78-0.78 0.782a1.015 1.015 0 0 0-0.282 0.718v1h1c0.276 0 0.538-0.1 0.719-0.282l0.781-0.78 0.781 0.78c0.181 0.181 0.443 0.282 0.719 0.282h1v-1c0-0.277-0.1-0.538-0.281-0.72l-0.782-0.78 0.782-0.782c0.18-0.18 0.281-0.442 0.281-0.718v-1h-1c-0.276 0-0.538 0.1-0.719 0.28l-0.781 0.782s-0.473-0.58-0.781-0.781c-0.216-0.141-0.443-0.281-0.719-0.281z"/>
+ </g>
+</svg>
diff --git a/src/status/symbolic/network-cellular-signal-excellent-rtl-symbolic.svg b/src/status/symbolic/network-cellular-signal-excellent-rtl-symbolic.svg
new file mode 100644
index 00000000..c9f9b55a
--- /dev/null
+++ b/src/status/symbolic/network-cellular-signal-excellent-rtl-symbolic.svg
@@ -0,0 +1,3 @@
+<svg width="16px" height="16px" version="1.1" viewBox="0 0 16 16" xmlns="http://www.w3.org/2000/svg">
+ <path d="m2.5 0c0.277 0 0.5 0.223 0.5 0.5v14c0 0.277-0.223 0.5-0.5 0.5h-1c-0.277 0-0.5-0.223-0.5-0.5v-14c0-0.277 0.223-0.5 0.5-0.5zm3 3c0.277 0 0.5 0.223 0.5 0.5v11c0 0.277-0.223 0.5-0.5 0.5h-1c-0.277 0-0.5-0.223-0.5-0.5v-11c0-0.277 0.223-0.5 0.5-0.5zm3 3c0.277 0 0.5 0.223 0.5 0.5v8c0 0.277-0.223 0.5-0.5 0.5h-1c-0.277 0-0.5-0.223-0.5-0.5v-8c0-0.277 0.223-0.5 0.5-0.5zm3 3c0.277 0 0.5 0.223 0.5 0.5v5c0 0.277-0.223 0.5-0.5 0.5h-1c-0.277 0-0.5-0.223-0.5-0.5v-5c0-0.277 0.223-0.5 0.5-0.5zm3 3c0.277 0 0.5 0.223 0.5 0.5v2c0 0.277-0.223 0.5-0.5 0.5h-1c-0.277 0-0.5-0.223-0.5-0.5v-2c0-0.277 0.223-0.5 0.5-0.5z" color="#363636" fill="#363636" overflow="visible"/>
+</svg>
diff --git a/src/status/symbolic/network-cellular-signal-good-rtl-symbolic.svg b/src/status/symbolic/network-cellular-signal-good-rtl-symbolic.svg
new file mode 100644
index 00000000..2c384f38
--- /dev/null
+++ b/src/status/symbolic/network-cellular-signal-good-rtl-symbolic.svg
@@ -0,0 +1,6 @@
+<svg width="16px" height="16px" version="1.1" viewBox="0 0 16 16" xmlns="http://www.w3.org/2000/svg">
+ <g transform="matrix(-1,0,0,1,16,0)" color="#363636" fill="#363636">
+  <path d="m10.5 3c-0.277 0-0.5 0.222-0.5 0.5v11c0 0.276 0.223 0.5 0.5 0.5h1c0.277 0 0.5-0.224 0.5-0.5v-11c0-0.278-0.223-0.5-0.5-0.5zm-3 3c-0.277 0-0.5 0.222-0.5 0.5v8c0 0.276 0.223 0.5 0.5 0.5h1c0.277 0 0.5-0.224 0.5-0.5v-8c0-0.278-0.223-0.5-0.5-0.5zm-3 3c-0.277 0-0.5 0.222-0.5 0.5v5c0 0.276 0.223 0.5 0.5 0.5h1c0.277 0 0.5-0.224 0.5-0.5v-5c0-0.278-0.223-0.5-0.5-0.5zm-3 3c-0.277 0-0.5 0.222-0.5 0.5v2c0 0.276 0.223 0.5 0.5 0.5h1c0.277 0 0.5-0.224 0.5-0.5v-2c0-0.278-0.223-0.5-0.5-0.5z" overflow="visible"/>
+  <path d="m13.5 0h1c0.277 0 0.5 0.223 0.5 0.5v14c0 0.277-0.223 0.5-0.5 0.5h-1a0.499 0.499 0 0 1-0.5-0.5v-14c0-0.277 0.223-0.5 0.5-0.5z" opacity=".35" overflow="visible"/>
+ </g>
+</svg>
diff --git a/src/status/symbolic/network-cellular-signal-none-rtl-symbolic.svg b/src/status/symbolic/network-cellular-signal-none-rtl-symbolic.svg
new file mode 100644
index 00000000..1c6e42ab
--- /dev/null
+++ b/src/status/symbolic/network-cellular-signal-none-rtl-symbolic.svg
@@ -0,0 +1,3 @@
+<svg width="16px" height="16px" version="1.1" viewBox="0 0 16 16" xmlns="http://www.w3.org/2000/svg">
+ <path d="m2.5 0c0.277 0 0.5 0.223 0.5 0.5v14c0 0.277-0.223 0.5-0.5 0.5h-1c-0.277 0-0.5-0.223-0.5-0.5v-14c0-0.277 0.223-0.5 0.5-0.5zm3 3c0.277 0 0.5 0.223 0.5 0.5v11c0 0.277-0.223 0.5-0.5 0.5h-1c-0.277 0-0.5-0.223-0.5-0.5v-11c0-0.277 0.223-0.5 0.5-0.5zm3 3c0.277 0 0.5 0.223 0.5 0.5v8c0 0.277-0.223 0.5-0.5 0.5h-1c-0.277 0-0.5-0.223-0.5-0.5v-8c0-0.277 0.223-0.5 0.5-0.5zm3 3c0.277 0 0.5 0.223 0.5 0.5v5c0 0.277-0.223 0.5-0.5 0.5h-1c-0.277 0-0.5-0.223-0.5-0.5v-5c0-0.277 0.223-0.5 0.5-0.5zm3 3c0.277 0 0.5 0.223 0.5 0.5v2c0 0.277-0.223 0.5-0.5 0.5h-1c-0.277 0-0.5-0.223-0.5-0.5v-2c0-0.277 0.223-0.5 0.5-0.5z" color="#363636" fill="#363636" opacity=".35" overflow="visible"/>
+</svg>
diff --git a/src/status/symbolic/network-cellular-signal-ok-rtl-symbolic.svg b/src/status/symbolic/network-cellular-signal-ok-rtl-symbolic.svg
new file mode 100644
index 00000000..d750c587
--- /dev/null
+++ b/src/status/symbolic/network-cellular-signal-ok-rtl-symbolic.svg
@@ -0,0 +1,6 @@
+<svg width="16px" height="16px" version="1.1" viewBox="0 0 16 16" xmlns="http://www.w3.org/2000/svg">
+ <g transform="matrix(-1,0,0,1,16,0)" color="#363636" fill="#363636">
+  <path d="m13.5 0c-0.277 0-0.5 0.223-0.5 0.5v14c0 0.277 0.223 0.5 0.5 0.5h1c0.277 0 0.5-0.223 0.5-0.5v-14c0-0.277-0.223-0.5-0.5-0.5zm-3 3c-0.277 0-0.5 0.223-0.5 0.5v11c0 0.277 0.223 0.5 0.5 0.5h1c0.277 0 0.5-0.223 0.5-0.5v-11c0-0.277-0.223-0.5-0.5-0.5z" opacity=".35" overflow="visible"/>
+  <path d="m7.5 6c-0.277 0-0.5 0.223-0.5 0.5v8c0 0.277 0.223 0.5 0.5 0.5h1c0.277 0 0.5-0.223 0.5-0.5v-8c0-0.277-0.223-0.5-0.5-0.5zm-3 3c-0.277 0-0.5 0.223-0.5 0.5v5c0 0.277 0.223 0.5 0.5 0.5h1c0.277 0 0.5-0.223 0.5-0.5v-5c0-0.277-0.223-0.5-0.5-0.5zm-3 3c-0.277 0-0.5 0.223-0.5 0.5v2c0 0.277 0.223 0.5 0.5 0.5h1c0.277 0 0.5-0.223 0.5-0.5v-2c0-0.277-0.223-0.5-0.5-0.5z" overflow="visible"/>
+ </g>
+</svg>
diff --git a/src/status/symbolic/network-cellular-signal-weak-rtl-symbolic.svg b/src/status/symbolic/network-cellular-signal-weak-rtl-symbolic.svg
new file mode 100644
index 00000000..4247c737
--- /dev/null
+++ b/src/status/symbolic/network-cellular-signal-weak-rtl-symbolic.svg
@@ -0,0 +1,6 @@
+<svg width="16px" height="16px" version="1.1" viewBox="0 0 16 16" xmlns="http://www.w3.org/2000/svg">
+ <g transform="matrix(-1 0 0 1 16 0)" color="#363636" fill="#363636">
+  <path d="m13.5 0c-0.277 0-0.5 0.223-0.5 0.5v14c0 0.277 0.223 0.5 0.5 0.5h1c0.277 0 0.5-0.223 0.5-0.5v-14c0-0.277-0.223-0.5-0.5-0.5zm-3 3c-0.277 0-0.5 0.223-0.5 0.5v11c0 0.277 0.223 0.5 0.5 0.5h1c0.277 0 0.5-0.223 0.5-0.5v-11c0-0.277-0.223-0.5-0.5-0.5zm-3 3c-0.277 0-0.5 0.223-0.5 0.5v8c0 0.277 0.223 0.5 0.5 0.5h1c0.277 0 0.5-0.223 0.5-0.5v-8c0-0.277-0.223-0.5-0.5-0.5zm-3 3c-0.277 0-0.5 0.223-0.5 0.5v5c0 0.277 0.223 0.5 0.5 0.5h1c0.277 0 0.5-0.223 0.5-0.5v-5c0-0.277-0.223-0.5-0.5-0.5z" opacity=".35" overflow="visible"/>
+  <path d="m1.5 12h1c0.277 0 0.5 0.224 0.5 0.5v2c0 0.278-0.223 0.5-0.5 0.5h-1a0.499 0.499 0 0 1-0.5-0.5v-2c0-0.276 0.223-0.5 0.5-0.5z" overflow="visible"/>
+ </g>
+</svg>