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-rw-r--r--test/Transforms/InstCombine/xor.ll198
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+; This test makes sure that these instructions are properly eliminated.
+;
+; RUN: llvm-upgrade < %s | llvm-as | opt -instcombine | llvm-dis | \
+; RUN: not grep {xor }
+; END.
+
+%G1 = global uint 0
+%G2 = global uint 0
+
+implementation
+
+bool %test0(bool %A) {
+ %B = xor bool %A, false
+ ret bool %B
+}
+
+int %test1(int %A) {
+ %B = xor int %A, 0
+ ret int %B
+}
+
+bool %test2(bool %A) {
+ %B = xor bool %A, %A
+ ret bool %B
+}
+
+int %test3(int %A) {
+ %B = xor int %A, %A
+ ret int %B
+}
+
+int %test4(int %A) { ; A ^ ~A == -1
+ %NotA = xor int -1, %A
+ %B = xor int %A, %NotA
+ ret int %B
+}
+
+uint %test5(uint %A) { ; (A|B)^B == A & (~B)
+ %t1 = or uint %A, 123
+ %r = xor uint %t1, 123
+ ret uint %r
+}
+
+ubyte %test6(ubyte %A) {
+ %B = xor ubyte %A, 17
+ %C = xor ubyte %B, 17
+ ret ubyte %C
+}
+
+; (A & C1)^(B & C2) -> (A & C1)|(B & C2) iff C1&C2 == 0
+int %test7(int %A, int %B) {
+
+ %A1 = and int %A, 7
+ %B1 = and int %B, 128
+ %C1 = xor int %A1, %B1
+ ret int %C1
+}
+
+ubyte %test8(bool %c) {
+ %d = xor bool %c, true ; invert the condition
+ br bool %d, label %True, label %False
+True:
+ ret ubyte 1
+False:
+ ret ubyte 3
+}
+
+bool %test9(ubyte %A) {
+ %B = xor ubyte %A, 123 ; xor can be eliminated
+ %C = seteq ubyte %B, 34
+ ret bool %C
+}
+
+ubyte %test10(ubyte %A) {
+ %B = and ubyte %A, 3
+ %C = xor ubyte %B, 4 ; transform into an OR
+ ret ubyte %C
+}
+
+ubyte %test11(ubyte %A) {
+ %B = or ubyte %A, 12
+ %C = xor ubyte %B, 4 ; transform into an AND
+ ret ubyte %C
+}
+
+bool %test12(ubyte %A) {
+ %B = xor ubyte %A, 4
+ %c = setne ubyte %B, 0
+ ret bool %c
+}
+
+bool %test13(ubyte %A, ubyte %B) {
+ %C = setlt ubyte %A, %B
+ %D = setgt ubyte %A, %B
+ %E = xor bool %C, %D ; E = setne %A, %B
+ ret bool %E
+}
+
+bool %test14(ubyte %A, ubyte %B) {
+ %C = seteq ubyte %A, %B
+ %D = setne ubyte %B, %A
+ %E = xor bool %C, %D ; E = true
+ ret bool %E
+}
+
+uint %test15(uint %A) { ; ~(X-1) == -X
+ %B = add uint %A, 4294967295
+ %C = xor uint %B, 4294967295
+ ret uint %C
+}
+
+uint %test16(uint %A) { ; ~(X+c) == (-c-1)-X
+ %B = add uint %A, 123 ; A generalization of the previous case
+ %C = xor uint %B, 4294967295
+ ret uint %C
+}
+
+uint %test17(uint %A) { ; ~(c-X) == X-(c-1) == X+(-c+1)
+ %B = sub uint 123, %A
+ %C = xor uint %B, 4294967295
+ ret uint %C
+}
+
+uint %test18(uint %A) { ; C - ~X == X + (1+C)
+ %B = xor uint %A, 4294967295; -~X == 0 - ~X == X+1
+ %C = sub uint 123, %B
+ ret uint %C
+}
+
+uint %test19(uint %A, uint %B) {
+ %C = xor uint %A, %B
+ %D = xor uint %C, %A ; A terms cancel, D = B
+ ret uint %D
+}
+
+void %test20(uint %A, uint %B) { ; The "swap idiom"
+ %tmp.2 = xor uint %B, %A
+ %tmp.5 = xor uint %tmp.2, %B
+ %tmp.8 = xor uint %tmp.5, %tmp.2
+ store uint %tmp.8, uint* %G1 ; tmp.8 = B
+ store uint %tmp.5, uint* %G2 ; tmp.5 = A
+ ret void
+}
+
+int %test21(bool %C, int %A, int %B) {
+ %C2 = xor bool %C, true
+ %D = select bool %C2, int %A, int %B
+ ret int %D
+}
+
+int %test22(bool %X) {
+ %Y = xor bool %X, true
+ %Z = cast bool %Y to int
+ %Q = xor int %Z, 1
+ ret int %Q
+}
+
+bool %test23(int %a, int %b) {
+ %tmp.2 = xor int %b, %a
+ %tmp.4 = seteq int %tmp.2, %a
+ ret bool %tmp.4
+}
+
+bool %test24(int %c, int %d) {
+ %tmp.2 = xor int %d, %c
+ %tmp.4 = setne int %tmp.2, %c
+ ret bool %tmp.4
+}
+
+int %test25(int %g, int %h) {
+ %h2 = xor int %h, -1
+ %tmp2 = and int %h2, %g
+ %tmp4 = xor int %tmp2, %g ; (h2&g)^g -> ~h2 & g -> h & g
+ ret int %tmp4
+}
+
+int %test26(int %a, int %b) {
+ %b2 = xor int %b, -1
+ %tmp2 = xor int %a, %b2
+ %tmp4 = and int %tmp2, %a ; (a^b2)&a -> ~b2 & a -> b & a
+ ret int %tmp4
+}
+
+
+int %test27(int %b, int %c, int %d) {
+ %tmp2 = xor int %d, %b
+ %tmp5 = xor int %d, %c
+ %tmp = icmp eq int %tmp2, %tmp5
+ %tmp6 = zext bool %tmp to int
+ ret int %tmp6
+}
+
+int %test28(int %indvar) {
+ %tmp7 = add int %indvar, -2147483647
+ %tmp214 = xor int %tmp7, -2147483648
+ ret int %tmp214
+}
+