Revert of Split rsqrt into rsqrt{0,1,2}, with increasing cost and precision on ARM

src/effects/gradients/SkRadialGradient.cpp

Index: src/effects/gradients/SkRadialGradient.cpp
diff --git a/src/effects/gradients/SkRadialGradient.cpp b/src/effects/gradients/SkRadialGradient.cpp
index 80562dece8695b48aafa70cb5b3503b620fa4452..bf3c821f6b7a463cdb0eab7a31f7aea2c5ebeece 100644
--- a/src/effects/gradients/SkRadialGradient.cpp
+++ b/src/effects/gradients/SkRadialGradient.cpp
@@ -377,9 +377,10 @@
     }
 }
 
+// TODO: can we get away with 0th approximatino of inverse-sqrt (i.e. faster than rsqrt)?
+//       seems like ~10bits is more than enough for our use, since we want a byte-index
 static inline Sk4f fast_sqrt(const Sk4f& R) {
-    // R * R.rsqrt0() is much faster, but it's non-monotonic, which isn't so pretty for gradients.
-    return R * R.rsqrt1();
+    return R * R.rsqrt();
 }
 
 static inline Sk4f sum_squares(const Sk4f& a, const Sk4f& b) {