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http://www.jwz.org/xscreensaver/xscreensaver-5.07.tar.gz
[xscreensaver]
/
hacks
/
config
/
rotor.xml
diff --git
a/hacks/config/rotor.xml
b/hacks/config/rotor.xml
index 200435509b354cf59844c18732c5fa5d21c2b2d3..35f7e17114e012cd3f0e489c0ca2d0d13eecae22 100644
(file)
--- a/
hacks/config/rotor.xml
+++ b/
hacks/config/rotor.xml
@@
-4,29
+4,30
@@
<command arg="-root"/>
<command arg="-root"/>
- <number id="count" type="spinbutton" arg="-count %"
- _label="Count" low="0" high="20" default="4"/>
+ <number id="delay" type="slider" arg="-delay %"
+ _label="Frame rate" _low-label="Low" _high-label="High"
+ low="0" high="100000" default="10000"
+ convert="invert"/>
<number id="cycles" type="slider" arg="-cycles %"
_label="Length" _low-label="Short" _high-label="Long"
low="2" high="100" default="20"/>
<number id="cycles" type="slider" arg="-cycles %"
_label="Length" _low-label="Short" _high-label="Long"
low="2" high="100" default="20"/>
- <number id="speed" type="slider" arg="-delay %"
- _label="Speed" _low-label="Slow" _high-label="Fast"
- low="0" high="20000" default="10000"
- convert="invert"/>
-
<number id="ncolors" type="slider" arg="-ncolors %"
<number id="ncolors" type="slider" arg="-ncolors %"
- _label="Number of
C
olors" _low-label="Two" _high-label="Many"
+ _label="Number of
c
olors" _low-label="Two" _high-label="Many"
low="1" high="255" default="200"/>
low="1" high="255" default="200"/>
+ <number id="count" type="spinbutton" arg="-count %"
+ _label="Count" low="0" high="20" default="4"/>
+
<number id="size" type="spinbutton" arg="-size %"
_label="Size" low="-50" high="50" default="-6"/>
<number id="size" type="spinbutton" arg="-size %"
_label="Size" low="-50" high="50" default="-6"/>
+ <boolean id="showfps" _label="Show frame rate" arg-set="-fps"/>
+
<_description>
<_description>
-Another ancient xlock demo, this one by Tom Lawrence. It draws a
-line segment moving along a complex spiraling curve. I tweaked this
-to generate curvier lines, but still frames of it don't look like
-much.
+Draws a line segment moving along a complex spiraling curve.
+
+Written by Tom Lawrence; 1997.
</_description>
</screensaver>
</_description>
</screensaver>