sm8350-common: decomonize status bar and rounded corner size
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@ -178,40 +178,6 @@
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<!-- Is the notification LED intrusive? Used to decide if there should be a disable option -->
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<bool name="config_intrusiveNotificationLed">true</bool>
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<!-- Height of the status bar in portrait -->
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<dimen name="status_bar_height_portrait">100px</dimen>
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<!-- Height of the status bar in landscape -->
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<dimen name="status_bar_height_landscape">24dp</dimen>
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<!-- Radius of the software rounded corners at the top of the display in its natural
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orientation. If zero, the value of rounded_corner_radius is used. -->
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<dimen name="rounded_corner_radius_top">93px</dimen>
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<!-- Radius of the software rounded corners at the bottom of the display in its natural
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orientation. If zero, the value of rounded_corner_radius is used. -->
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<dimen name="rounded_corner_radius_bottom">93px</dimen>
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<!-- The bounding path of the cutout region of the main built-in display.
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Must either be empty if there is no cutout region, or a string that is parsable by
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{@link android.util.PathParser}.
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The path is assumed to be specified in display coordinates with pixel units and in
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the display's native orientation, with the origin of the coordinate system at the
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center top of the display.
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To facilitate writing device-independent emulation overlays, the marker `@dp` can be
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appended after the path string to interpret coordinates in dp instead of px units.
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Note that a physical cutout should be configured in pixels for the best results.
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Example for a 10px x 10px square top-center cutout:
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<string ...>M -5,0 L -5,10 L 5,10 L 5,0 Z</string>
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Example for a 10dp x 10dp square top-center cutout:
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<string ...>M -5,0 L -5,10 L 5,10 L 5,0 Z @dp</string>
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@see https://www.w3.org/TR/SVG/paths.html#PathData
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-->
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<string name="config_mainBuiltInDisplayCutout">
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M 0,0 H -36 V 100 H 36 V 0 H 0 Z
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</string>
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<!-- Array of hysteresis constraint values for brightening, represented as tenths of a
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percent. The length of this array is assumed to be one greater than
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config_ambientThresholdLevels. The brightening threshold is calculated as
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