Function ripple
- ripple(opts?): Action
diff --git a/docs/assets/dmt/dmt-component-data.js b/docs/assets/dmt/dmt-component-data.js index 67715998..b8112cc1 100644 --- a/docs/assets/dmt/dmt-component-data.js +++ b/docs/assets/dmt/dmt-component-data.js @@ -1 +1 @@ -globalThis.dmtComponentDataBCMP = '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'; \ No newline at end of file +globalThis.dmtComponentDataBCMP = 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'; \ No newline at end of file diff --git a/docs/assets/dmt/dmt-search.cmp b/docs/assets/dmt/dmt-search.cmp index 8910ba46..caf42dab 100644 Binary files a/docs/assets/dmt/dmt-search.cmp and b/docs/assets/dmt/dmt-search.cmp differ diff --git a/docs/functions/_runtime_svelte_action_animate.ripple.html b/docs/functions/_standard_action_animate_ripple.ripple.html similarity index 89% rename from docs/functions/_runtime_svelte_action_animate.ripple.html rename to docs/functions/_standard_action_animate_ripple.ripple.html index 23d57597..5ebc8753 100644 --- a/docs/functions/_runtime_svelte_action_animate.ripple.html +++ b/docs/functions/_standard_action_animate_ripple.ripple.html @@ -1,5 +1,5 @@
Defines the classic Material Design ripple effect as an action.TyphonJS Runtime Library (FVTT) 0.2.0-next.1 - #standard/action/animate/ripple
- ripple
- ripple(opts?): Action
rippleFocus | TyphonJS Runtime Library (FVTT) 0.2.0-next.1
-TyphonJS Runtime Library (FVTT) 0.2.0-next.1 - #runtime/svelte/action/animate
- rippleFocus
- ripple
Focus (opts?): Action
ripple
is a wrapper around the returned action. +Function ripple
Defines the classic Material Design ripple effect as an action.
ripple
is a wrapper around the returned action. This allows it to be easily used as a prop.Note: A negative one translateZ transform is applied to the added spans allowing other content to be layered on top with a positive translateZ.
diff --git a/docs/functions/_runtime_svelte_action_animate.rippleFocus.html b/docs/functions/_standard_action_animate_ripple.rippleFocus.html similarity index 86% rename from docs/functions/_runtime_svelte_action_animate.rippleFocus.html rename to docs/functions/_standard_action_animate_ripple.rippleFocus.html index 38af17c8..81052698 100644 --- a/docs/functions/_runtime_svelte_action_animate.rippleFocus.html +++ b/docs/functions/_standard_action_animate_ripple.rippleFocus.html @@ -1,5 +1,5 @@Function rippleFocus
Defines the classic Material Design ripple effect as an action that is attached to an elements focus and blur events. +TyphonJS Runtime Library (FVTT) 0.2.0-next.1 - #standard/action/animate/ripple
- rippleFocus
- ripple
Focus (opts?): Action
animate
composable
-ripple
-rippleFocus
Member Visibility
\ No newline at end of file
diff --git a/docs/modules/_standard_action_animate_ripple.html b/docs/modules/_standard_action_animate_ripple.html
new file mode 100644
index 00000000..3429f538
--- /dev/null
+++ b/docs/modules/_standard_action_animate_ripple.html
@@ -0,0 +1,12 @@
+#standard/action/animate/ripple | TyphonJS Runtime Library (FVTT) 0.2.0-next.1
+TyphonJS Runtime Library (FVTT) 0.2.0-next.1
+
+ ripple
+rippleFocus
+
+
Member Visibility
\ No newline at end of file
Function rippleFocus
Defines the classic Material Design ripple effect as an action that is attached to an elements focus and blur events.
rippleFocus
is a wrapper around the returned action. This allows it to be easily used as a prop.Note: A negative one translateZ transform is applied to the added spans allowing other content to be layered on top with a positive translateZ.
diff --git a/docs/modules/_runtime_svelte_action_animate.html b/docs/modules/_runtime_svelte_action_animate.html index 27f0b55a..ff020194 100644 --- a/docs/modules/_runtime_svelte_action_animate.html +++ b/docs/modules/_runtime_svelte_action_animate.html @@ -8,7 +8,5 @@Functions
Settings
Package #standard/action/animate/ripple
+
++ Index +
+Functions
Settings