X-Git-Url: https://gitweb.michael.orlitzky.com/?a=blobdiff_plain;f=src%2FTests%2FFunctionValues.hs;h=9cada35a30c670723af1e1c26f06a8a90b1fe834;hb=ecb77f944fcba8c8cfe60ca782bc5d9c8ab68cf9;hp=40d2502fceb1eb51dc09feab6e311eb20d5aedee;hpb=cc10c04deda3bdf54867a9052b638f0bc4b09fbe;p=spline3.git

diff --git a/src/Tests/FunctionValues.hs b/src/Tests/FunctionValues.hs
index 40d2502..9cada35 100644
--- a/src/Tests/FunctionValues.hs
+++ b/src/Tests/FunctionValues.hs
@@ -2,86 +2,11 @@ module Tests.FunctionValues
 where
 
 import Test.HUnit
-import Test.QuickCheck
 
 import Assertions
 import Examples
 import FunctionValues
 
--- | We perform addition with the function values contained in a
---   FunctionValues object. If we choose random doubles near the machine
---   min/max, we risk overflowing or underflowing the 'Double'. This
---   places a reasonably safe limit on the maximum size of our generated
---   'Double' members.
-max_double :: Double
-max_double = 10000.0
-
--- | See 'max_double'.
-min_double :: Double
-min_double = (-1) * max_double
-
-
-instance Arbitrary FunctionValues where
-    arbitrary = do
-      front'  <- choose (min_double, max_double)
-      back'   <- choose (min_double, max_double)
-      left'   <- choose (min_double, max_double)
-      right'  <- choose (min_double, max_double)
-      top'    <- choose (min_double, max_double)
-      down'   <- choose (min_double, max_double)
-      front_left' <- choose (min_double, max_double)
-      front_right' <- choose (min_double, max_double)
-      front_top' <- choose (min_double, max_double)
-      front_down' <- choose (min_double, max_double)
-      back_left' <- choose (min_double, max_double)
-      back_right' <- choose (min_double, max_double)
-      back_top' <- choose (min_double, max_double)
-      back_down' <- choose (min_double, max_double)
-      left_top' <- choose (min_double, max_double)
-      left_down' <- choose (min_double, max_double)
-      right_top' <- choose (min_double, max_double)
-      right_down' <- choose (min_double, max_double)
-      front_left_top' <- choose (min_double, max_double)
-      front_left_down' <- choose (min_double, max_double)
-      front_right_top' <- choose (min_double, max_double)
-      front_right_down' <- choose (min_double, max_double)
-      back_left_top' <- choose (min_double, max_double)
-      back_left_down' <- choose (min_double, max_double)
-      back_right_top' <- choose (min_double, max_double)
-      back_right_down' <- choose (min_double, max_double)
-      interior' <- choose (min_double, max_double)
-
-      return empty_values { front = front',
-                            back  = back',
-                            left  = left',
-                            right = right',
-                            top   = top',
-                            down  = down',
-                            front_left = front_left',
-                            front_right = front_right',
-                            front_top = front_top',
-                            front_down = front_down',
-                            back_left = back_left',
-                            back_right = back_right',
-                            back_top = back_top',
-                            back_down = back_down',
-                            left_top = left_top',
-                            left_down = left_down',
-                            right_top = right_top',
-                            right_down = right_down',
-                            front_left_top = front_left_top',
-                            front_left_down = front_left_down',
-                            front_right_top = front_right_top',
-                            front_right_down = front_right_down',
-                            back_left_top = back_left_top',
-                            back_left_down = back_left_down',
-                            back_right_top = back_right_top',
-                            back_right_down = back_right_down',
-                            interior = interior' }
-
-
-
-
 test_directions :: Assertion
 test_directions =
     assertTrue "all direction functions work" (and equalities)