clang/test/OpenMP/declare_simd_codegen.cpp

   1 // RUN: %clang_cc1 -verify -triple x86_64-apple-darwin10 -fopenmp -x c++ -emit-llvm %s -o - -femit-all-decls | FileCheck %s
   2 // RUN: %clang_cc1 -fopenmp -x c++ -triple x86_64-apple-darwin10 -emit-pch -o %t %s
   3 // RUN: %clang_cc1 -fopenmp -x c++ -triple x86_64-apple-darwin10 -include-pch %t -verify %s -emit-llvm -o - -femit-all-decls | FileCheck %s
   4
   5 // RUN: %clang_cc1 -verify -triple x86_64-apple-darwin10 -fopenmp-simd -x c++ -emit-llvm %s -o - -femit-all-decls | FileCheck --check-prefix SIMD-ONLY0 %s
   6 // RUN: %clang_cc1 -fopenmp-simd -x c++ -triple x86_64-apple-darwin10 -emit-pch -o %t %s
   7 // RUN: %clang_cc1 -fopenmp-simd -x c++ -triple x86_64-apple-darwin10 -include-pch %t -verify %s -emit-llvm -o - -femit-all-decls | FileCheck --check-prefix SIMD-ONLY0 %s
   8 // SIMD-ONLY0-NOT: {{__kmpc|__tgt}}
   9 // expected-no-diagnostics
  10 #ifndef HEADER
  11 #define HEADER
  12
  13 void add_1(float *d);
  14
  15 #pragma omp declare simd linear(d : 8)
  16 #pragma omp declare simd inbranch simdlen(32)
  17 #pragma omp declare simd notinbranch
  18 void add_1(float *d);
  19
  20 #pragma omp declare simd linear(d : 8)
  21 #pragma omp declare simd inbranch simdlen(32)
  22 #pragma omp declare simd notinbranch
  23 void add_1(float *d) {}
  24
  25 void add_1(float *d);
  26
  27 #pragma omp declare simd linear(d : 8)
  28 #pragma omp declare simd inbranch simdlen(32)
  29 #pragma omp declare simd notinbranch
  30 void add_2(float *d);
  31
  32 #pragma omp declare simd aligned(hp, hp2)
  33 template <class C>
  34 void h(C *hp, C *hp2, C *hq, C *lin) {
  35   add_2(0);
  36 }
  37
  38 // Explicit specialization with <C=int>.
  39 // Pragmas need to be same, otherwise standard says that's undefined behavior.
  40 #pragma omp declare simd aligned(hp, hp2)
  41 template <>
  42 void h(int *hp, int *hp2, int *hq, int *lin) {
  43   // Implicit specialization with <C=float>.
  44   // This is special case where the directive is stored by Sema and is
  45   // generated together with the (pending) function instatiation.
  46   h((float *)hp, (float *)hp2, (float *)hq, (float *)lin);
  47 }
  48
  49 class VV {
  50 public:
  51 #pragma omp declare simd uniform(this, a) linear(val(b) : a)
  52   int add(int a, int b) __attribute__((cold)) { return a + b; }
  53
  54 #pragma omp declare simd aligned(b : 4) aligned(a) linear(ref(b) : 4) linear(this, a)
  55   float taddpf(float *a, float *&b) { return *a + *b; }
  56
  57 #pragma omp declare simd linear(uval(c) : 8)
  58 #pragma omp declare simd aligned(b : 8)
  59   int tadd(int (&b)[], int &c) { return x[b[0]] + b[0]; }
  60
  61 private:
  62   int x[10];
  63 } vv;
  64
  65 template <int X, typename T>
  66 class TVV {
  67 public:
  68 #pragma omp declare simd simdlen(X)
  69   int tadd(int a, int b) { return a + b; }
  70
  71 #pragma omp declare simd aligned(a : X * 2) aligned(b) linear(ref(b) : X)
  72   float taddpf(float *a, T *&b) { return *a + *b; }
  73
  74 #pragma omp declare simd
  75 #pragma omp declare simd uniform(this, b)
  76   int tadd(int b) { return x[b] + b; }
  77
  78 private:
  79   int x[X];
  80 };
  81
  82 #pragma omp declare simd simdlen(N) aligned(b : N * 2) linear(uval(c) : N)
  83 template <int N>
  84 void foo(int (&b)[N], float *&c) {}
  85
  86 TVV<16, float> t16;
  87
  88 void f(int (&g)[]) {
  89   float a = 1.0f, b = 2.0f;
  90   float *p = &b;
  91   float r = t16.taddpf(&a, p);
  92   int res = t16.tadd(b);
  93   int c[64];
  94   vv.add(res, res);
  95   vv.taddpf(p, p);
  96   vv.tadd(g, res);
  97   foo(c, p);
  98 }
  99
 100 struct A {
 101   #pragma omp declare simd linear(a:X)
 102   template<int X, typename T>
 103   T infunc(T a) { return a * 2; }
 104
 105   template<int Y, typename U>
 106   U outfunc(U *a);
 107 };
 108
 109 #pragma omp declare simd linear(a:Y)
 110 template<int Y, typename U>
 111 U A::outfunc(U *a) { return *a * 2; }
 112
 113 void test_member_template()
 114 {
 115   struct A a;
 116   int i = 32;
 117   float f = 1.0;
 118   int t = a.infunc<8, int>(i);
 119   float u = a.outfunc<4, float>(&f);
 120 }
 121
 122 #pragma omp declare simd
 123 #pragma omp declare simd notinbranch aligned(a : 32)
 124 int bar(VV v, float *a) { return 0; }
 125 #pragma omp declare simd
 126 #pragma omp declare simd notinbranch aligned(a)
 127 float baz(VV v, int a[]) { return 0; }
 128 #pragma omp declare simd
 129 #pragma omp declare simd notinbranch aligned(a)
 130 double bay(VV v, double *&a) { return 0; }
 131 #pragma omp declare simd
 132 #pragma omp declare simd inbranch linear(a : b) uniform(v, b)
 133 void bax(VV v, double *a, int b) {}
 134 #pragma omp declare simd uniform(q) aligned(q : 16) linear(k : 1)
 135 float foo(float *q, float x, int k) { return 0; }
 136 #pragma omp declare simd notinbranch
 137 double foo(double x) { return 0; }
 138
 139 #pragma omp declare simd notinbranch linear(i)
 140 double constlinear(const int i) { return 0.0; }
 141
 142 // Test linear modifiers
 143 // linear(x) cases
 144 #pragma omp declare simd simdlen(4) linear(a:2) linear(b:4) linear(c:8) \
 145                                     linear(d,e,f)
 146 double One(int &a, int *b, int c, int &d, int *e, int f) {
 147   return a + *b + c;
 148 }
 149
 150 // linear(val(x)) cases
 151 #pragma omp declare simd simdlen(4) linear(val(a):2) linear(val(b):4) \
 152                                     linear(val(c):8) linear(val(d,e,f))
 153 double Two(int &a, int *b, int c, int &d, int *e, int f) {
 154   return a + *b + c;
 155 }
 156
 157 // linear(uval(x) case
 158 #pragma omp declare simd simdlen(4) linear(uval(a):2) linear(uval(b))
 159 double Three(int &a, int &b) {
 160   return a;
 161 }
 162
 163 // linear(ref(x) case
 164 #pragma omp declare simd simdlen(4) linear(ref(a):2) linear(ref(b))
 165 double Four(int& a, int &b) {
 166   return a;
 167 }
 168
 169 // Test reference parameters with variable stride.
 170 #pragma omp declare simd simdlen(4) uniform(a)               \
 171                          linear(b:2) linear(c:a)             \
 172                          linear(val(d):4) linear(val(e):a)   \
 173                          linear(uval(f):8) linear(uval(g):a) \
 174                          linear(ref(h):16) linear(ref(i):a)
 175 double Five(int a, short &b, short &c, short &d, short &e, short &f, short &g,
 176             short &h, short &i) {
 177   return a + int(b);
 178 }
 179
 180 // Test negative strides
 181 #pragma omp declare simd simdlen(4) linear(a:-2) linear(b:-8) \
 182                                     linear(uval(c):-4) linear(ref(d):-16) \
 183                                     linear(e:-1) linear(f:-1) linear(g:0)
 184 double Six(int a, float *b, int &c, int *&d, char e, char *f, short g) {
 185  return a + int(*b) + c + *d + e + *f + g;
 186 }
 187
 188 // CHECK-DAG: define {{.+}}@_Z5add_1Pf(
 189 // CHECK-DAG: define {{.+}}@_Z1hIiEvPT_S1_S1_S1_(
 190 // CHECK-DAG: define {{.+}}@_Z1hIfEvPT_S1_S1_S1_(
 191 // CHECK-DAG: define {{.+}}@_ZN2VV3addEii(
 192 // CHECK-DAG: define {{.+}}@_ZN2VV6taddpfEPfRS0_(
 193 // CHECK-DAG: define {{.+}}@_ZN2VV4taddERA_iRi(
 194 // CHECK-DAG: define {{.+}}@_Z1fRA_i(
 195 // CHECK-DAG: define {{.+}}@_ZN3TVVILi16EfE6taddpfEPfRS1_(
 196 // CHECK-DAG: define {{.+}}@_ZN3TVVILi16EfE4taddEi(
 197 // CHECK-DAG: define {{.+}}@_Z3fooILi64EEvRAT__iRPf(
 198 // CHECK-DAG: define {{.+}}@_ZN1A6infuncILi8EiEET0_S1_
 199 // CHECK-DAG: define {{.+}}@_ZN1A7outfuncILi4EfEET0_PS1_
 200 // CHECK-DAG: define {{.+}}@_Z3bar2VVPf(
 201 // CHECK-DAG: define {{.+}}@_Z3baz2VVPi(
 202 // CHECK-DAG: define {{.+}}@_Z3bay2VVRPd(
 203 // CHECK-DAG: define {{.+}}@_Z3bax2VVPdi(
 204 // CHECK-DAG: define {{.+}}@_Z3fooPffi(
 205 // CHECK-DAG: define {{.+}}@_Z3food(
 206 // CHECK-DAG: declare {{.+}}@_Z5add_2Pf(
 207 // CHECK-DAG: define {{.+}}@_Z11constlineari(
 208 // CHECK-DAG: define {{.+}}@_Z3OneRiPiiS_S0_i
 209 // CHECK-DAG: define {{.+}}@_Z3TwoRiPiiS_S0_i
 210 // CHECK-DAG: define {{.+}}@_Z5ThreeRiS_
 211 // CHECK-DAG: define {{.+}}@_Z4FourRiS_
 212 // CHECK-DAG: define {{.+}}@_Z4FiveiRsS_S_S_S_S_S_S_
 213 // CHECK-DAG: define {{.+}}@_Z3SixiPfRiRPicPcs
 214
 215 // CHECK-DAG: "_ZGVbM4l32__Z5add_1Pf"
 216 // CHECK-DAG: "_ZGVbN4l32__Z5add_1Pf"
 217 // CHECK-DAG: "_ZGVcM8l32__Z5add_1Pf"
 218 // CHECK-DAG: "_ZGVcN8l32__Z5add_1Pf"
 219 // CHECK-DAG: "_ZGVdM8l32__Z5add_1Pf"
 220 // CHECK-DAG: "_ZGVdN8l32__Z5add_1Pf"
 221 // CHECK-DAG: "_ZGVeM16l32__Z5add_1Pf"
 222 // CHECK-DAG: "_ZGVeN16l32__Z5add_1Pf"
 223 // CHECK-DAG: "_ZGVbM32v__Z5add_1Pf"
 224 // CHECK-DAG: "_ZGVcM32v__Z5add_1Pf"
 225 // CHECK-DAG: "_ZGVdM32v__Z5add_1Pf"
 226 // CHECK-DAG: "_ZGVeM32v__Z5add_1Pf"
 227 // CHECK-DAG: "_ZGVbN2v__Z5add_1Pf"
 228 // CHECK-DAG: "_ZGVcN4v__Z5add_1Pf"
 229 // CHECK-DAG: "_ZGVdN4v__Z5add_1Pf"
 230 // CHECK-DAG: "_ZGVeN8v__Z5add_1Pf"
 231
 232 // CHECK-NOT: _ZGVbN2vv__Z5add_1Pf
 233 // CHECK-NOT: _ZGVcN4vv__Z5add_1Pf
 234 // CHECK-NOT: _ZGVdN4vv__Z5add_1Pf
 235 // CHECK-NOT: _ZGVeN8vv__Z5add_1Pf
 236 // CHECK-NOT: _ZGVbM32vv__Z5add_1Pf
 237 // CHECK-NOT: _ZGVcM32vv__Z5add_1Pf
 238 // CHECK-NOT: _ZGVdM32vv__Z5add_1Pf
 239 // CHECK-NOT: _ZGVeM32vv__Z5add_1Pf
 240 // CHECK-NOT: _ZGVbN4l32v__Z5add_1Pf
 241 // CHECK-NOT: _ZGVcN8l32v__Z5add_1Pf
 242 // CHECK-NOT: _ZGVdN8l32v__Z5add_1Pf
 243 // CHECK-NOT: _ZGVeN16l32v__Z5add_1Pf
 244 // CHECK-NOT: _ZGVbM4l32v__Z5add_1Pf
 245 // CHECK-NOT: _ZGVcM8l32v__Z5add_1Pf
 246 // CHECK-NOT: _ZGVdM8l32v__Z5add_1Pf
 247 // CHECK-NOT: _ZGVeM16l32v__Z5add_1Pf
 248
 249 // CHECK-DAG: "_ZGVbM2va16va16vv__Z1hIiEvPT_S1_S1_S1_"
 250 // CHECK-DAG: "_ZGVbN2va16va16vv__Z1hIiEvPT_S1_S1_S1_"
 251 // CHECK-DAG: "_ZGVcM4va16va16vv__Z1hIiEvPT_S1_S1_S1_"
 252 // CHECK-DAG: "_ZGVcN4va16va16vv__Z1hIiEvPT_S1_S1_S1_"
 253 // CHECK-DAG: "_ZGVdM4va16va16vv__Z1hIiEvPT_S1_S1_S1_"
 254 // CHECK-DAG: "_ZGVdN4va16va16vv__Z1hIiEvPT_S1_S1_S1_"
 255 // CHECK-DAG: "_ZGVeM8va16va16vv__Z1hIiEvPT_S1_S1_S1_"
 256 // CHECK-DAG: "_ZGVeN8va16va16vv__Z1hIiEvPT_S1_S1_S1_"
 257
 258 // CHECK-DAG: "_ZGVbM2va16va16vv__Z1hIfEvPT_S1_S1_S1_"
 259 // CHECK-DAG: "_ZGVbN2va16va16vv__Z1hIfEvPT_S1_S1_S1_"
 260 // CHECK-DAG: "_ZGVcM4va16va16vv__Z1hIfEvPT_S1_S1_S1_"
 261 // CHECK-DAG: "_ZGVcN4va16va16vv__Z1hIfEvPT_S1_S1_S1_"
 262 // CHECK-DAG: "_ZGVdM4va16va16vv__Z1hIfEvPT_S1_S1_S1_"
 263 // CHECK-DAG: "_ZGVdN4va16va16vv__Z1hIfEvPT_S1_S1_S1_"
 264 // CHECK-DAG: "_ZGVeM8va16va16vv__Z1hIfEvPT_S1_S1_S1_"
 265 // CHECK-DAG: "_ZGVeN8va16va16vv__Z1hIfEvPT_S1_S1_S1_"
 266
 267 // CHECK-DAG: "_ZGVbM4uuls1__ZN2VV3addEii"
 268 // CHECK-DAG: "_ZGVbN4uuls1__ZN2VV3addEii"
 269 // CHECK-DAG: "_ZGVcM8uuls1__ZN2VV3addEii"
 270 // CHECK-DAG: "_ZGVcN8uuls1__ZN2VV3addEii"
 271 // CHECK-DAG: "_ZGVdM8uuls1__ZN2VV3addEii"
 272 // CHECK-DAG: "_ZGVdN8uuls1__ZN2VV3addEii"
 273 // CHECK-DAG: "_ZGVeM16uuls1__ZN2VV3addEii"
 274 // CHECK-DAG: "_ZGVeN16uuls1__ZN2VV3addEii"
 275
 276 // CHECK-DAG: "_ZGVbM4l40l4a16R32a4__ZN2VV6taddpfEPfRS0_"
 277 // CHECK-DAG: "_ZGVbN4l40l4a16R32a4__ZN2VV6taddpfEPfRS0_"
 278 // CHECK-DAG: "_ZGVcM8l40l4a16R32a4__ZN2VV6taddpfEPfRS0_"
 279 // CHECK-DAG: "_ZGVcN8l40l4a16R32a4__ZN2VV6taddpfEPfRS0_"
 280 // CHECK-DAG: "_ZGVdM8l40l4a16R32a4__ZN2VV6taddpfEPfRS0_"
 281 // CHECK-DAG: "_ZGVdN8l40l4a16R32a4__ZN2VV6taddpfEPfRS0_"
 282 // CHECK-DAG: "_ZGVeM16l40l4a16R32a4__ZN2VV6taddpfEPfRS0_"
 283 // CHECK-DAG: "_ZGVeN16l40l4a16R32a4__ZN2VV6taddpfEPfRS0_"
 284
 285 // CHECK-DAG: "_ZGVbM4vvU8__ZN2VV4taddERA_iRi"
 286 // CHECK-DAG: "_ZGVbN4vvU8__ZN2VV4taddERA_iRi"
 287 // CHECK-DAG: "_ZGVcM8vvU8__ZN2VV4taddERA_iRi"
 288 // CHECK-DAG: "_ZGVcN8vvU8__ZN2VV4taddERA_iRi"
 289 // CHECK-DAG: "_ZGVdM8vvU8__ZN2VV4taddERA_iRi"
 290 // CHECK-DAG: "_ZGVdN8vvU8__ZN2VV4taddERA_iRi"
 291 // CHECK-DAG: "_ZGVeM16vvU8__ZN2VV4taddERA_iRi"
 292 // CHECK-DAG: "_ZGVeN16vvU8__ZN2VV4taddERA_iRi"
 293 // CHECK-DAG: "_ZGVbM4vva8v__ZN2VV4taddERA_iRi"
 294 // CHECK-DAG: "_ZGVbN4vva8v__ZN2VV4taddERA_iRi"
 295 // CHECK-DAG: "_ZGVcM8vva8v__ZN2VV4taddERA_iRi"
 296 // CHECK-DAG: "_ZGVcN8vva8v__ZN2VV4taddERA_iRi"
 297 // CHECK-DAG: "_ZGVdM8vva8v__ZN2VV4taddERA_iRi"
 298 // CHECK-DAG: "_ZGVdN8vva8v__ZN2VV4taddERA_iRi"
 299 // CHECK-DAG: "_ZGVeM16vva8v__ZN2VV4taddERA_iRi"
 300 // CHECK-DAG: "_ZGVeN16vva8v__ZN2VV4taddERA_iRi"
 301
 302 // CHECK-DAG: "_ZGVbM4vva32R128a16__ZN3TVVILi16EfE6taddpfEPfRS1_"
 303 // CHECK-DAG: "_ZGVbN4vva32R128a16__ZN3TVVILi16EfE6taddpfEPfRS1_"
 304 // CHECK-DAG: "_ZGVcM8vva32R128a16__ZN3TVVILi16EfE6taddpfEPfRS1_"
 305 // CHECK-DAG: "_ZGVcN8vva32R128a16__ZN3TVVILi16EfE6taddpfEPfRS1_"
 306 // CHECK-DAG: "_ZGVdM8vva32R128a16__ZN3TVVILi16EfE6taddpfEPfRS1_"
 307 // CHECK-DAG: "_ZGVdN8vva32R128a16__ZN3TVVILi16EfE6taddpfEPfRS1_"
 308 // CHECK-DAG: "_ZGVeM16vva32R128a16__ZN3TVVILi16EfE6taddpfEPfRS1_"
 309 // CHECK-DAG: "_ZGVeN16vva32R128a16__ZN3TVVILi16EfE6taddpfEPfRS1_"
 310
 311 // CHECK-DAG: "_ZGVbM4uu__ZN3TVVILi16EfE4taddEi"
 312 // CHECK-DAG: "_ZGVbN4uu__ZN3TVVILi16EfE4taddEi"
 313 // CHECK-DAG: "_ZGVcM8uu__ZN3TVVILi16EfE4taddEi"
 314 // CHECK-DAG: "_ZGVcN8uu__ZN3TVVILi16EfE4taddEi"
 315 // CHECK-DAG: "_ZGVdM8uu__ZN3TVVILi16EfE4taddEi"
 316 // CHECK-DAG: "_ZGVdN8uu__ZN3TVVILi16EfE4taddEi"
 317 // CHECK-DAG: "_ZGVeM16uu__ZN3TVVILi16EfE4taddEi"
 318 // CHECK-DAG: "_ZGVeN16uu__ZN3TVVILi16EfE4taddEi"
 319 // CHECK-DAG: "_ZGVbM4vv__ZN3TVVILi16EfE4taddEi"
 320 // CHECK-DAG: "_ZGVbN4vv__ZN3TVVILi16EfE4taddEi"
 321 // CHECK-DAG: "_ZGVcM8vv__ZN3TVVILi16EfE4taddEi"
 322 // CHECK-DAG: "_ZGVcN8vv__ZN3TVVILi16EfE4taddEi"
 323 // CHECK-DAG: "_ZGVdM8vv__ZN3TVVILi16EfE4taddEi"
 324 // CHECK-DAG: "_ZGVdN8vv__ZN3TVVILi16EfE4taddEi"
 325 // CHECK-DAG: "_ZGVeM16vv__ZN3TVVILi16EfE4taddEi"
 326 // CHECK-DAG: "_ZGVeN16vv__ZN3TVVILi16EfE4taddEi"
 327
 328 // CHECK-DAG: "_ZGVbM64va128U64__Z3fooILi64EEvRAT__iRPf"
 329 // CHECK-DAG: "_ZGVbN64va128U64__Z3fooILi64EEvRAT__iRPf"
 330 // CHECK-DAG: "_ZGVcM64va128U64__Z3fooILi64EEvRAT__iRPf"
 331 // CHECK-DAG: "_ZGVcN64va128U64__Z3fooILi64EEvRAT__iRPf"
 332 // CHECK-DAG: "_ZGVdM64va128U64__Z3fooILi64EEvRAT__iRPf"
 333 // CHECK-DAG: "_ZGVdN64va128U64__Z3fooILi64EEvRAT__iRPf"
 334 // CHECK-DAG: "_ZGVeM64va128U64__Z3fooILi64EEvRAT__iRPf"
 335 // CHECK-DAG: "_ZGVeN64va128U64__Z3fooILi64EEvRAT__iRPf"
 336
 337 // CHECK-DAG: "_ZGVbM4vl8__ZN1A6infuncILi8EiEET0_S1_"
 338 // CHECK-DAG: "_ZGVbN4vl8__ZN1A6infuncILi8EiEET0_S1_"
 339 // CHECK-DAG: "_ZGVcM8vl8__ZN1A6infuncILi8EiEET0_S1_"
 340 // CHECK-DAG: "_ZGVcN8vl8__ZN1A6infuncILi8EiEET0_S1_"
 341 // CHECK-DAG: "_ZGVdM8vl8__ZN1A6infuncILi8EiEET0_S1_"
 342 // CHECK-DAG: "_ZGVdN8vl8__ZN1A6infuncILi8EiEET0_S1_"
 343 // CHECK-DAG: "_ZGVeM16vl8__ZN1A6infuncILi8EiEET0_S1_"
 344 // CHECK-DAG: "_ZGVeN16vl8__ZN1A6infuncILi8EiEET0_S1_"
 345
 346 // CHECK-DAG: "_ZGVbM4vl16__ZN1A7outfuncILi4EfEET0_PS1_"
 347 // CHECK-DAG: "_ZGVbN4vl16__ZN1A7outfuncILi4EfEET0_PS1_"
 348 // CHECK-DAG: "_ZGVcM8vl16__ZN1A7outfuncILi4EfEET0_PS1_"
 349 // CHECK-DAG: "_ZGVcN8vl16__ZN1A7outfuncILi4EfEET0_PS1_"
 350 // CHECK-DAG: "_ZGVdM8vl16__ZN1A7outfuncILi4EfEET0_PS1_"
 351 // CHECK-DAG: "_ZGVdN8vl16__ZN1A7outfuncILi4EfEET0_PS1_"
 352 // CHECK-DAG: "_ZGVeM16vl16__ZN1A7outfuncILi4EfEET0_PS1_"
 353 // CHECK-DAG: "_ZGVeN16vl16__ZN1A7outfuncILi4EfEET0_PS1_"
 354
 355 // CHECK-DAG: "_ZGVbM4vv__Z3bar2VVPf"
 356 // CHECK-DAG: "_ZGVbN4vv__Z3bar2VVPf"
 357 // CHECK-DAG: "_ZGVcM8vv__Z3bar2VVPf"
 358 // CHECK-DAG: "_ZGVcN8vv__Z3bar2VVPf"
 359 // CHECK-DAG: "_ZGVdM8vv__Z3bar2VVPf"
 360 // CHECK-DAG: "_ZGVdN8vv__Z3bar2VVPf"
 361 // CHECK-DAG: "_ZGVeM16vv__Z3bar2VVPf"
 362 // CHECK-DAG: "_ZGVeN16vv__Z3bar2VVPf"
 363 // CHECK-DAG: "_ZGVbN4vva32__Z3bar2VVPf"
 364 // CHECK-DAG: "_ZGVcN8vva32__Z3bar2VVPf"
 365 // CHECK-DAG: "_ZGVdN8vva32__Z3bar2VVPf"
 366 // CHECK-DAG: "_ZGVeN16vva32__Z3bar2VVPf"
 367
 368 // CHECK-DAG: "_ZGVbM4vv__Z3baz2VVPi"
 369 // CHECK-DAG: "_ZGVbN4vv__Z3baz2VVPi"
 370 // CHECK-DAG: "_ZGVcM8vv__Z3baz2VVPi"
 371 // CHECK-DAG: "_ZGVcN8vv__Z3baz2VVPi"
 372 // CHECK-DAG: "_ZGVdM8vv__Z3baz2VVPi"
 373 // CHECK-DAG: "_ZGVdN8vv__Z3baz2VVPi"
 374 // CHECK-DAG: "_ZGVeM16vv__Z3baz2VVPi"
 375 // CHECK-DAG: "_ZGVeN16vv__Z3baz2VVPi"
 376 // CHECK-DAG: "_ZGVbN4vva16__Z3baz2VVPi"
 377 // CHECK-DAG: "_ZGVcN8vva16__Z3baz2VVPi"
 378 // CHECK-DAG: "_ZGVdN8vva16__Z3baz2VVPi"
 379 // CHECK-DAG: "_ZGVeN16vva16__Z3baz2VVPi"
 380
 381 // CHECK-DAG: "_ZGVbM2vv__Z3bay2VVRPd"
 382 // CHECK-DAG: "_ZGVbN2vv__Z3bay2VVRPd"
 383 // CHECK-DAG: "_ZGVcM4vv__Z3bay2VVRPd"
 384 // CHECK-DAG: "_ZGVcN4vv__Z3bay2VVRPd"
 385 // CHECK-DAG: "_ZGVdM4vv__Z3bay2VVRPd"
 386 // CHECK-DAG: "_ZGVdN4vv__Z3bay2VVRPd"
 387 // CHECK-DAG: "_ZGVeM8vv__Z3bay2VVRPd"
 388 // CHECK-DAG: "_ZGVeN8vv__Z3bay2VVRPd"
 389 // CHECK-DAG: "_ZGVbN2vva16__Z3bay2VVRPd"
 390 // CHECK-DAG: "_ZGVcN4vva16__Z3bay2VVRPd"
 391 // CHECK-DAG: "_ZGVdN4vva16__Z3bay2VVRPd"
 392 // CHECK-DAG: "_ZGVeN8vva16__Z3bay2VVRPd"
 393
 394 // CHECK-DAG: "_ZGVbM4uls2u__Z3bax2VVPdi"
 395 // CHECK-DAG: "_ZGVcM8uls2u__Z3bax2VVPdi"
 396 // CHECK-DAG: "_ZGVdM8uls2u__Z3bax2VVPdi"
 397 // CHECK-DAG: "_ZGVeM16uls2u__Z3bax2VVPdi"
 398 // CHECK-DAG: "_ZGVbM4vvv__Z3bax2VVPdi"
 399 // CHECK-DAG: "_ZGVbN4vvv__Z3bax2VVPdi"
 400 // CHECK-DAG: "_ZGVcM8vvv__Z3bax2VVPdi"
 401 // CHECK-DAG: "_ZGVcN8vvv__Z3bax2VVPdi"
 402 // CHECK-DAG: "_ZGVdM8vvv__Z3bax2VVPdi"
 403 // CHECK-DAG: "_ZGVdN8vvv__Z3bax2VVPdi"
 404 // CHECK-DAG: "_ZGVeM16vvv__Z3bax2VVPdi"
 405 // CHECK-DAG: "_ZGVeN16vvv__Z3bax2VVPdi"
 406
 407 // CHECK-DAG: "_ZGVbM4ua16vl__Z3fooPffi"
 408 // CHECK-DAG: "_ZGVbN4ua16vl__Z3fooPffi"
 409 // CHECK-DAG: "_ZGVcM8ua16vl__Z3fooPffi"
 410 // CHECK-DAG: "_ZGVcN8ua16vl__Z3fooPffi"
 411 // CHECK-DAG: "_ZGVdM8ua16vl__Z3fooPffi"
 412 // CHECK-DAG: "_ZGVdN8ua16vl__Z3fooPffi"
 413 // CHECK-DAG: "_ZGVeM16ua16vl__Z3fooPffi"
 414 // CHECK-DAG: "_ZGVeN16ua16vl__Z3fooPffi"
 415
 416 // CHECK-DAG: "_ZGVbM4l32__Z5add_2Pf"
 417 // CHECK-DAG: "_ZGVbN4l32__Z5add_2Pf"
 418 // CHECK-DAG: "_ZGVcM8l32__Z5add_2Pf"
 419 // CHECK-DAG: "_ZGVcN8l32__Z5add_2Pf"
 420 // CHECK-DAG: "_ZGVdM8l32__Z5add_2Pf"
 421 // CHECK-DAG: "_ZGVdN8l32__Z5add_2Pf"
 422 // CHECK-DAG: "_ZGVeM16l32__Z5add_2Pf"
 423 // CHECK-DAG: "_ZGVeN16l32__Z5add_2Pf"
 424 // CHECK-DAG: "_ZGVbM32v__Z5add_2Pf"
 425 // CHECK-DAG: "_ZGVcM32v__Z5add_2Pf"
 426 // CHECK-DAG: "_ZGVdM32v__Z5add_2Pf"
 427 // CHECK-DAG: "_ZGVeM32v__Z5add_2Pf"
 428 // CHECK-DAG: "_ZGVbN2v__Z5add_2Pf"
 429 // CHECK-DAG: "_ZGVcN4v__Z5add_2Pf"
 430 // CHECK-DAG: "_ZGVdN4v__Z5add_2Pf"
 431 // CHECK-DAG: "_ZGVeN8v__Z5add_2Pf"
 432
 433 // CHECK-DAG: "_ZGVbN2v__Z3food"
 434 // CHECK-DAG: "_ZGVcN4v__Z3food"
 435 // CHECK-DAG: "_ZGVdN4v__Z3food"
 436 // CHECK-DAG: "_ZGVeN8v__Z3food"
 437
 438 // CHECK-DAG: "_ZGVbN2l__Z11constlineari"
 439 // CHECK-DAG: "_ZGVcN4l__Z11constlineari"
 440 // CHECK-DAG: "_ZGVdN4l__Z11constlineari"
 441 // CHECK-DAG: "_ZGVeN8l__Z11constlineari"
 442
 443 // CHECK-DAG: "_ZGVbM4L2l16l8Ll4l__Z3OneRiPiiS_S0_i"
 444 // CHECK-DAG: "_ZGVbN4L2l16l8Ll4l__Z3OneRiPiiS_S0_i"
 445 // CHECK-DAG: "_ZGVbM4L2l16l8Ll4l__Z3TwoRiPiiS_S0_i"
 446 // CHECK-DAG: "_ZGVbN4L2l16l8Ll4l__Z3TwoRiPiiS_S0_i"
 447 // CHECK-DAG: "_ZGVbM4U2U__Z5ThreeRiS_"
 448 // CHECK-DAG: "_ZGVbN4U2U__Z5ThreeRiS_"
 449 // CHECK-DAG: "_ZGVbM4R8R4__Z4FourRiS_"
 450 // CHECK-DAG: "_ZGVbN4R8R4__Z4FourRiS_"
 451 // CHECK-DAG: "_ZGVbM4uL2Ls0L4Ls0U8Us0R32Rs0__Z4FiveiRsS_S_S_S_S_S_S_"
 452 // CHECK-DAG: "_ZGVbN4uL2Ls0L4Ls0U8Us0R32Rs0__Z4FiveiRsS_S_S_S_S_S_S_"
 453 // CHECK-DAG: "_ZGVbM4ln2ln32Un4Rn128ln1ln1l0__Z3SixiPfRiRPicPcs"
 454 // CHECK-DAG: "_ZGVbN4ln2ln32Un4Rn128ln1ln1l0__Z3SixiPfRiRPicPcs"
 455
 456 // CHECK-NOT: "_ZGV{{.+}}__Z1fRA_i
 457
 458 #endif