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581  {
582   "name" : "asinhf"
583  },
584  {
585   "name" : "asinhl"
586  },
587  {
588   "name" : "asinl"
589  },
590  {
591   "name" : "atan"
592  },
593  {
594   "name" : "atan2"
595  },
596  {
597   "name" : "atan2f"
598  },
599  {
600   "name" : "atan2l"
601  },
602  {
603   "name" : "atanf"
604  },
605  {
606   "name" : "atanh"
607  },
608  {
609   "name" : "atanhf"
610  },
611  {
612   "name" : "atanhl"
613  },
614  {
615   "name" : "atanl"
616  },
617  {
618   "name" : "cabs"
619  },
620  {
621   "name" : "cabsf"
622  },
623  {
624   "name" : "cabsl"
625  },
626  {
627   "name" : "cacos"
628  },
629  {
630   "name" : "cacosf"
631  },
632  {
633   "name" : "cacosh"
634  },
635  {
636   "name" : "cacoshf"
637  },
638  {
639   "name" : "cacoshl"
640  },
641  {
642   "name" : "cacosl"
643  },
644  {
645   "name" : "carg"
646  },
647  {
648   "name" : "cargf"
649  },
650  {
651   "name" : "cargl"
652  },
653  {
654   "name" : "casin"
655  },
656  {
657   "name" : "casinf"
658  },
659  {
660   "name" : "casinh"
661  },
662  {
663   "name" : "casinhf"
664  },
665  {
666   "name" : "casinhl"
667  },
668  {
669   "name" : "casinl"
670  },
671  {
672   "name" : "catan"
673  },
674  {
675   "name" : "catanf"
676  },
677  {
678   "name" : "catanh"
679  },
680  {
681   "name" : "catanhf"
682  },
683  {
684   "name" : "catanhl"
685  },
686  {
687   "name" : "catanl"
688  },
689  {
690   "name" : "cbrt"
691  },
692  {
693   "name" : "cbrtf"
694  },
695  {
696   "name" : "cbrtl"
697  },
698  {
699   "name" : "ccos"
700  },
701  {
702   "name" : "ccosf"
703  },
704  {
705   "name" : "ccosh"
706  },
707  {
708   "name" : "ccoshf"
709  },
710  {
711   "name" : "ccoshl"
712  },
713  {
714   "name" : "ccosl"
715  },
716  {
717   "name" : "ceil"
718  },
719  {
720   "name" : "ceilf"
721  },
722  {
723   "name" : "ceill"
724  },
725  {
726   "name" : "cexp"
727  },
728  {
729   "name" : "cexpf"
730  },
731  {
732   "name" : "cexpl"
733  },
734  {
735   "name" : "cimag"
736  },
737  {
738   "name" : "cimagf"
739  },
740  {
741   "name" : "cimagl"
742  },
743  {
744   "name" : "clog"
745  },
746  {
747   "name" : "clogf"
748  },
749  {
750   "name" : "clogl"
751  },
752  {
753   "name" : "conj"
754  },
755  {
756   "name" : "conjf"
757  },
758  {
759   "name" : "conjl"
760  },
761  {
762   "name" : "copysign"
763  },
764  {
765   "name" : "copysignf"
766  },
767  {
768   "name" : "copysignl"
769  },
770  {
771   "name" : "cos"
772  },
773  {
774   "name" : "cosf"
775  },
776  {
777   "name" : "cosh"
778  },
779  {
780   "name" : "coshf"
781  },
782  {
783   "name" : "coshl"
784  },
785  {
786   "name" : "cosl"
787  },
788  {
789   "name" : "cpow"
790  },
791  {
792   "name" : "cpowf"
793  },
794  {
795   "name" : "cpowl"
796  },
797  {
798   "name" : "cproj"
799  },
800  {
801   "name" : "cprojf"
802  },
803  {
804   "name" : "cprojl"
805  },
806  {
807   "name" : "creal"
808  },
809  {
810   "name" : "crealf"
811  },
812  {
813   "name" : "creall"
814  },
815  {
816   "name" : "csin"
817  },
818  {
819   "name" : "csinf"
820  },
821  {
822   "name" : "csinh"
823  },
824  {
825   "name" : "csinhf"
826  },
827  {
828   "name" : "csinhl"
829  },
830  {
831   "name" : "csinl"
832  },
833  {
834   "name" : "csqrt"
835  },
836  {
837   "name" : "csqrtf"
838  },
839  {
840   "name" : "csqrtl"
841  },
842  {
843   "name" : "ctan"
844  },
845  {
846   "name" : "ctanf"
847  },
848  {
849   "name" : "ctanh"
850  },
851  {
852   "name" : "ctanhf"
853  },
854  {
855   "name" : "ctanhl"
856  },
857  {
858   "name" : "ctanl"
859  },
860  {
861   "name" : "drem"
862  },
863  {
864   "name" : "dremf"
865  },
866  {
867   "name" : "erf"
868  },
869  {
870   "name" : "erfc"
871  },
872  {
873   "name" : "erfcf"
874  },
875  {
876   "name" : "erfcl"
877  },
878  {
879   "name" : "erff"
880  },
881  {
882   "name" : "erfl"
883  },
884  {
885   "name" : "exp"
886  },
887  {
888   "name" : "exp2"
889  },
890  {
891   "name" : "exp2f"
892  },
893  {
894   "name" : "exp2l"
895  },
896  {
897   "name" : "expf"
898  },
899  {
900   "name" : "expl"
901  },
902  {
903   "name" : "expm1"
904  },
905  {
906   "name" : "expm1f"
907  },
908  {
909   "name" : "expm1l"
910  },
911  {
912   "name" : "fabs"
913  },
914  {
915   "name" : "fabsf"
916  },
917  {
918   "name" : "fabsl"
919  },
920  {
921   "name" : "fdim"
922  },
923  {
924   "name" : "fdimf"
925  },
926  {
927   "name" : "fdiml"
928  },
929  {
930   "name" : "feclearexcept"
931  },
932  {
933   "name" : "fedisableexcept"
934  },
935  {
936   "name" : "feenableexcept"
937  },
938  {
939   "name" : "fegetenv"
940  },
941  {
942   "name" : "fegetexcept"
943  },
944  {
945   "name" : "fegetexceptflag"
946  },
947  {
948   "name" : "fegetround"
949  },
950  {
951   "name" : "feholdexcept"
952  },
953  {
954   "name" : "feraiseexcept"
955  },
956  {
957   "name" : "fesetenv"
958  },
959  {
960   "name" : "fesetexceptflag"
961  },
962  {
963   "name" : "fesetround"
964  },
965  {
966   "name" : "fetestexcept"
967  },
968  {
969   "name" : "feupdateenv"
970  },
971  {
972   "name" : "finite"
973  },
974  {
975   "name" : "finitef"
976  },
977  {
978   "name" : "floor"
979  },
980  {
981   "name" : "floorf"
982  },
983  {
984   "name" : "floorl"
985  },
986  {
987   "name" : "fma"
988  },
989  {
990   "name" : "fmaf"
991  },
992  {
993   "name" : "fmal"
994  },
995  {
996   "name" : "fmax"
997  },
998  {
999   "name" : "fmaxf"
1000  },
1001  {
1002   "name" : "fmaxl"
1003  },
1004  {
1005   "name" : "fmin"
1006  },
1007  {
1008   "name" : "fminf"
1009  },
1010  {
1011   "name" : "fminl"
1012  },
1013  {
1014   "name" : "fmod"
1015  },
1016  {
1017   "name" : "fmodf"
1018  },
1019  {
1020   "name" : "fmodl"
1021  },
1022  {
1023   "name" : "frexp"
1024  },
1025  {
1026   "name" : "frexpf"
1027  },
1028  {
1029   "name" : "frexpl"
1030  },
1031  {
1032   "name" : "gamma"
1033  },
1034  {
1035   "name" : "gamma_r"
1036  },
1037  {
1038   "name" : "gammaf"
1039  },
1040  {
1041   "name" : "gammaf_r"
1042  },
1043  {
1044   "name" : "hypot"
1045  },
1046  {
1047   "name" : "hypotf"
1048  },
1049  {
1050   "name" : "hypotl"
1051  },
1052  {
1053   "name" : "ilogb"
1054  },
1055  {
1056   "name" : "ilogbf"
1057  },
1058  {
1059   "name" : "ilogbl"
1060  },
1061  {
1062   "name" : "j0"
1063  },
1064  {
1065   "name" : "j0f"
1066  },
1067  {
1068   "name" : "j1"
1069  },
1070  {
1071   "name" : "j1f"
1072  },
1073  {
1074   "name" : "jn"
1075  },
1076  {
1077   "name" : "jnf"
1078  },
1079  {
1080   "name" : "ldexpf"
1081  },
1082  {
1083   "name" : "ldexpl"
1084  },
1085  {
1086   "name" : "lgamma"
1087  },
1088  {
1089   "name" : "lgamma_r"
1090  },
1091  {
1092   "name" : "lgammaf"
1093  },
1094  {
1095   "name" : "lgammaf_r"
1096  },
1097  {
1098   "name" : "lgammal"
1099  },
1100  {
1101   "name" : "lgammal_r"
1102  },
1103  {
1104   "name" : "llrint"
1105  },
1106  {
1107   "name" : "llrintf"
1108  },
1109  {
1110   "name" : "llrintl"
1111  },
1112  {
1113   "name" : "llround"
1114  },
1115  {
1116   "name" : "llroundf"
1117  },
1118  {
1119   "name" : "llroundl"
1120  },
1121  {
1122   "name" : "log"
1123  },
1124  {
1125   "name" : "log10"
1126  },
1127  {
1128   "name" : "log10f"
1129  },
1130  {
1131   "name" : "log10l"
1132  },
1133  {
1134   "name" : "log1p"
1135  },
1136  {
1137   "name" : "log1pf"
1138  },
1139  {
1140   "name" : "log1pl"
1141  },
1142  {
1143   "name" : "log2"
1144  },
1145  {
1146   "name" : "log2f"
1147  },
1148  {
1149   "name" : "log2l"
1150  },
1151  {
1152   "name" : "logb"
1153  },
1154  {
1155   "name" : "logbf"
1156  },
1157  {
1158   "name" : "logbl"
1159  },
1160  {
1161   "name" : "logf"
1162  },
1163  {
1164   "name" : "logl"
1165  },
1166  {
1167   "name" : "lrint"
1168  },
1169  {
1170   "name" : "lrintf"
1171  },
1172  {
1173   "name" : "lrintl"
1174  },
1175  {
1176   "name" : "lround"
1177  },
1178  {
1179   "name" : "lroundf"
1180  },
1181  {
1182   "name" : "lroundl"
1183  },
1184  {
1185   "name" : "modf"
1186  },
1187  {
1188   "name" : "modff"
1189  },
1190  {
1191   "name" : "modfl"
1192  },
1193  {
1194   "name" : "nan"
1195  },
1196  {
1197   "name" : "nanf"
1198  },
1199  {
1200   "name" : "nanl"
1201  },
1202  {
1203   "name" : "nearbyint"
1204  },
1205  {
1206   "name" : "nearbyintf"
1207  },
1208  {
1209   "name" : "nearbyintl"
1210  },
1211  {
1212   "name" : "nextafter"
1213  },
1214  {
1215   "name" : "nextafterf"
1216  },
1217  {
1218   "name" : "nextafterl"
1219  },
1220  {
1221   "name" : "nexttoward"
1222  },
1223  {
1224   "name" : "nexttowardf"
1225  },
1226  {
1227   "name" : "nexttowardl"
1228  },
1229  {
1230   "name" : "pow"
1231  },
1232  {
1233   "name" : "powf"
1234  },
1235  {
1236   "name" : "powl"
1237  },
1238  {
1239   "name" : "remainder"
1240  },
1241  {
1242   "name" : "remainderf"
1243  },
1244  {
1245   "name" : "remainderl"
1246  },
1247  {
1248   "name" : "remquo"
1249  },
1250  {
1251   "name" : "remquof"
1252  },
1253  {
1254   "name" : "remquol"
1255  },
1256  {
1257   "name" : "rint"
1258  },
1259  {
1260   "name" : "rintf"
1261  },
1262  {
1263   "name" : "rintl"
1264  },
1265  {
1266   "name" : "round"
1267  },
1268  {
1269   "name" : "roundf"
1270  },
1271  {
1272   "name" : "roundl"
1273  },
1274  {
1275   "name" : "scalb"
1276  },
1277  {
1278   "name" : "scalbf"
1279  },
1280  {
1281   "name" : "scalbln"
1282  },
1283  {
1284   "name" : "scalblnf"
1285  },
1286  {
1287   "name" : "scalblnl"
1288  },
1289  {
1290   "name" : "scalbn"
1291  },
1292  {
1293   "name" : "scalbnf"
1294  },
1295  {
1296   "name" : "scalbnl"
1297  },
1298  {
1299   "name" : "significand"
1300  },
1301  {
1302   "name" : "significandf"
1303  },
1304  {
1305   "name" : "significandl"
1306  },
1307  {
1308   "name" : "sin"
1309  },
1310  {
1311   "name" : "sincos"
1312  },
1313  {
1314   "name" : "sincosf"
1315  },
1316  {
1317   "name" : "sincosl"
1318  },
1319  {
1320   "name" : "sinf"
1321  },
1322  {
1323   "name" : "sinh"
1324  },
1325  {
1326   "name" : "sinhf"
1327  },
1328  {
1329   "name" : "sinhl"
1330  },
1331  {
1332   "name" : "sinl"
1333  },
1334  {
1335   "name" : "sqrt"
1336  },
1337  {
1338   "name" : "sqrtf"
1339  },
1340  {
1341   "name" : "sqrtl"
1342  },
1343  {
1344   "name" : "tan"
1345  },
1346  {
1347   "name" : "tanf"
1348  },
1349  {
1350   "name" : "tanh"
1351  },
1352  {
1353   "name" : "tanhf"
1354  },
1355  {
1356   "name" : "tanhl"
1357  },
1358  {
1359   "name" : "tanl"
1360  },
1361  {
1362   "name" : "tgamma"
1363  },
1364  {
1365   "name" : "tgammaf"
1366  },
1367  {
1368   "name" : "tgammal"
1369  },
1370  {
1371   "name" : "trunc"
1372  },
1373  {
1374   "name" : "truncf"
1375  },
1376  {
1377   "name" : "truncl"
1378  },
1379  {
1380   "name" : "y0"
1381  },
1382  {
1383   "name" : "y0f"
1384  },
1385  {
1386   "name" : "y1"
1387  },
1388  {
1389   "name" : "y1f"
1390  },
1391  {
1392   "name" : "yn"
1393  },
1394  {
1395   "name" : "ynf"
1396  }
1397 ],
1398 "elf_objects" :
1399 [
1400  {
1401   "name" : "__fe_dfl_env"
1402  },
1403  {
1404   "name" : "signgam"
1405  }
1406 ],
1407 "enum_types" : [],
1408 "function_types" : [],
1409 "functions" :
1410 [
1411  {
1412   "function_name" : "__signbit",
1413   "linker_set_key" : "__signbit",
1414   "parameters" :
1415   [
1416    {
1417     "referenced_type" : "_ZTId"
1418    }
1419   ],
1420   "return_type" : "_ZTIi",
1421   "source_file" : "bionic/libm/signbit.cpp"
1422  },
1423  {
1424   "function_name" : "__signbitf",
1425   "linker_set_key" : "__signbitf",
1426   "parameters" :
1427   [
1428    {
1429     "referenced_type" : "_ZTIf"
1430    }
1431   ],
1432   "return_type" : "_ZTIi",
1433   "source_file" : "bionic/libm/signbit.cpp"
1434  },
1435  {
1436   "function_name" : "__signbitl",
1437   "linker_set_key" : "__signbitl",
1438   "parameters" :
1439   [
1440    {
1441     "referenced_type" : "_ZTIe"
1442    }
1443   ],
1444   "return_type" : "_ZTIi",
1445   "source_file" : "bionic/libm/signbit.cpp"
1446  },
1447  {
1448   "function_name" : "acos",
1449   "linker_set_key" : "acos",
1450   "parameters" :
1451   [
1452    {
1453     "referenced_type" : "_ZTId"
1454    }
1455   ],
1456   "return_type" : "_ZTId",
1457   "source_file" : "bionic/libc/include/math.h"
1458  },
1459  {
1460   "function_name" : "acosf",
1461   "linker_set_key" : "acosf",
1462   "parameters" :
1463   [
1464    {
1465     "referenced_type" : "_ZTIf"
1466    }
1467   ],
1468   "return_type" : "_ZTIf",
1469   "source_file" : "bionic/libc/include/math.h"
1470  },
1471  {
1472   "function_name" : "acosh",
1473   "linker_set_key" : "acosh",
1474   "parameters" :
1475   [
1476    {
1477     "referenced_type" : "_ZTId"
1478    }
1479   ],
1480   "return_type" : "_ZTId",
1481   "source_file" : "bionic/libc/include/math.h"
1482  },
1483  {
1484   "function_name" : "acoshf",
1485   "linker_set_key" : "acoshf",
1486   "parameters" :
1487   [
1488    {
1489     "referenced_type" : "_ZTIf"
1490    }
1491   ],
1492   "return_type" : "_ZTIf",
1493   "source_file" : "bionic/libc/include/math.h"
1494  },
1495  {
1496   "function_name" : "acoshl",
1497   "linker_set_key" : "acoshl",
1498   "parameters" :
1499   [
1500    {
1501     "referenced_type" : "_ZTIe"
1502    }
1503   ],
1504   "return_type" : "_ZTIe",
1505   "source_file" : "bionic/libc/include/math.h"
1506  },
1507  {
1508   "function_name" : "acosl",
1509   "linker_set_key" : "acosl",
1510   "parameters" :
1511   [
1512    {
1513     "referenced_type" : "_ZTIe"
1514    }
1515   ],
1516   "return_type" : "_ZTIe",
1517   "source_file" : "bionic/libc/include/math.h"
1518  },
1519  {
1520   "function_name" : "asin",
1521   "linker_set_key" : "asin",
1522   "parameters" :
1523   [
1524    {
1525     "referenced_type" : "_ZTId"
1526    }
1527   ],
1528   "return_type" : "_ZTId",
1529   "source_file" : "bionic/libc/include/math.h"
1530  },
1531  {
1532   "function_name" : "asinf",
1533   "linker_set_key" : "asinf",
1534   "parameters" :
1535   [
1536    {
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1578  },
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1588   "return_type" : "_ZTIe",
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1590  },
1591  {
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1598    }
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1602  },
1603  {
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1616   "source_file" : "bionic/libc/include/math.h"
1617  },
1618  {
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1620   "linker_set_key" : "atan2f",
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1631   "source_file" : "bionic/libc/include/math.h"
1632  },
1633  {
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1635   "linker_set_key" : "atan2l",
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1640    },
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1646   "source_file" : "bionic/libc/include/math.h"
1647  },
1648  {
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1650   "linker_set_key" : "atanf",
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1652   [
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1655    }
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1659  },
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1671  },
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1676   [
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1679    }
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1683  },
1684  {
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1686   "linker_set_key" : "atanhl",
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1688   [
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1691    }
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1695  },
1696  {
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1703    }
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1707  },
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1715    }
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1719  },
1720  {
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1723   "parameters" :
1724   [
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1727    }
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1730   "source_file" : "bionic/libc/include/complex.h"
1731  },
1732  {
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1734   "linker_set_key" : "cabsl",
1735   "parameters" :
1736   [
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1739    }
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1741   "return_type" : "_ZTIe",
1742   "source_file" : "bionic/libc/include/complex.h"
1743  },
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1746   "linker_set_key" : "cacos",
1747   "parameters" :
1748   [
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1751    }
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1754   "source_file" : "bionic/libc/include/complex.h"
1755  },
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1758   "linker_set_key" : "cacosf",
1759   "parameters" :
1760   [
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1763    }
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1766   "source_file" : "bionic/libc/include/complex.h"
1767  },
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1770   "linker_set_key" : "cacosh",
1771   "parameters" :
1772   [
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1775    }
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1778   "source_file" : "bionic/libc/include/complex.h"
1779  },
1780  {
1781   "function_name" : "cacoshf",
1782   "linker_set_key" : "cacoshf",
1783   "parameters" :
1784   [
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1787    }
1788   ],
1789   "return_type" : "_ZTICf",
1790   "source_file" : "bionic/libc/include/complex.h"
1791  },
1792  {
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1794   "linker_set_key" : "cacoshl",
1795   "parameters" :
1796   [
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1799    }
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1803  },
1804  {
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1806   "linker_set_key" : "cacosl",
1807   "parameters" :
1808   [
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1811    }
1812   ],
1813   "return_type" : "_ZTICe",
1814   "source_file" : "bionic/libc/include/complex.h"
1815  },
1816  {
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1818   "linker_set_key" : "carg",
1819   "parameters" :
1820   [
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1822     "referenced_type" : "_ZTICd"
1823    }
1824   ],
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1826   "source_file" : "bionic/libc/include/complex.h"
1827  },
1828  {
1829   "function_name" : "cargf",
1830   "linker_set_key" : "cargf",
1831   "parameters" :
1832   [
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1834     "referenced_type" : "_ZTICf"
1835    }
1836   ],
1837   "return_type" : "_ZTIf",
1838   "source_file" : "bionic/libc/include/complex.h"
1839  },
1840  {
1841   "function_name" : "cargl",
1842   "linker_set_key" : "cargl",
1843   "parameters" :
1844   [
1845    {
1846     "referenced_type" : "_ZTICe"
1847    }
1848   ],
1849   "return_type" : "_ZTIe",
1850   "source_file" : "bionic/libc/include/complex.h"
1851  },
1852  {
1853   "function_name" : "casin",
1854   "linker_set_key" : "casin",
1855   "parameters" :
1856   [
1857    {
1858     "referenced_type" : "_ZTICd"
1859    }
1860   ],
1861   "return_type" : "_ZTICd",
1862   "source_file" : "bionic/libc/include/complex.h"
1863  },
1864  {
1865   "function_name" : "casinf",
1866   "linker_set_key" : "casinf",
1867   "parameters" :
1868   [
1869    {
1870     "referenced_type" : "_ZTICf"
1871    }
1872   ],
1873   "return_type" : "_ZTICf",
1874   "source_file" : "bionic/libc/include/complex.h"
1875  },
1876  {
1877   "function_name" : "casinh",
1878   "linker_set_key" : "casinh",
1879   "parameters" :
1880   [
1881    {
1882     "referenced_type" : "_ZTICd"
1883    }
1884   ],
1885   "return_type" : "_ZTICd",
1886   "source_file" : "bionic/libc/include/complex.h"
1887  },
1888  {
1889   "function_name" : "casinhf",
1890   "linker_set_key" : "casinhf",
1891   "parameters" :
1892   [
1893    {
1894     "referenced_type" : "_ZTICf"
1895    }
1896   ],
1897   "return_type" : "_ZTICf",
1898   "source_file" : "bionic/libc/include/complex.h"
1899  },
1900  {
1901   "function_name" : "casinhl",
1902   "linker_set_key" : "casinhl",
1903   "parameters" :
1904   [
1905    {
1906     "referenced_type" : "_ZTICe"
1907    }
1908   ],
1909   "return_type" : "_ZTICe",
1910   "source_file" : "bionic/libc/include/complex.h"
1911  },
1912  {
1913   "function_name" : "casinl",
1914   "linker_set_key" : "casinl",
1915   "parameters" :
1916   [
1917    {
1918     "referenced_type" : "_ZTICe"
1919    }
1920   ],
1921   "return_type" : "_ZTICe",
1922   "source_file" : "bionic/libc/include/complex.h"
1923  },
1924  {
1925   "function_name" : "catan",
1926   "linker_set_key" : "catan",
1927   "parameters" :
1928   [
1929    {
1930     "referenced_type" : "_ZTICd"
1931    }
1932   ],
1933   "return_type" : "_ZTICd",
1934   "source_file" : "bionic/libc/include/complex.h"
1935  },
1936  {
1937   "function_name" : "catanf",
1938   "linker_set_key" : "catanf",
1939   "parameters" :
1940   [
1941    {
1942     "referenced_type" : "_ZTICf"
1943    }
1944   ],
1945   "return_type" : "_ZTICf",
1946   "source_file" : "bionic/libc/include/complex.h"
1947  },
1948  {
1949   "function_name" : "catanh",
1950   "linker_set_key" : "catanh",
1951   "parameters" :
1952   [
1953    {
1954     "referenced_type" : "_ZTICd"
1955    }
1956   ],
1957   "return_type" : "_ZTICd",
1958   "source_file" : "bionic/libc/include/complex.h"
1959  },
1960  {
1961   "function_name" : "catanhf",
1962   "linker_set_key" : "catanhf",
1963   "parameters" :
1964   [
1965    {
1966     "referenced_type" : "_ZTICf"
1967    }
1968   ],
1969   "return_type" : "_ZTICf",
1970   "source_file" : "bionic/libc/include/complex.h"
1971  },
1972  {
1973   "function_name" : "catanhl",
1974   "linker_set_key" : "catanhl",
1975   "parameters" :
1976   [
1977    {
1978     "referenced_type" : "_ZTICe"
1979    }
1980   ],
1981   "return_type" : "_ZTICe",
1982   "source_file" : "bionic/libc/include/complex.h"
1983  },
1984  {
1985   "function_name" : "catanl",
1986   "linker_set_key" : "catanl",
1987   "parameters" :
1988   [
1989    {
1990     "referenced_type" : "_ZTICe"
1991    }
1992   ],
1993   "return_type" : "_ZTICe",
1994   "source_file" : "bionic/libc/include/complex.h"
1995  },
1996  {
1997   "function_name" : "cbrt",
1998   "linker_set_key" : "cbrt",
1999   "parameters" :
2000   [
2001    {
2002     "referenced_type" : "_ZTId"
2003    }
2004   ],
2005   "return_type" : "_ZTId",
2006   "source_file" : "bionic/libc/include/math.h"
2007  },
2008  {
2009   "function_name" : "cbrtf",
2010   "linker_set_key" : "cbrtf",
2011   "parameters" :
2012   [
2013    {
2014     "referenced_type" : "_ZTIf"
2015    }
2016   ],
2017   "return_type" : "_ZTIf",
2018   "source_file" : "bionic/libc/include/math.h"
2019  },
2020  {
2021   "function_name" : "cbrtl",
2022   "linker_set_key" : "cbrtl",
2023   "parameters" :
2024   [
2025    {
2026     "referenced_type" : "_ZTIe"
2027    }
2028   ],
2029   "return_type" : "_ZTIe",
2030   "source_file" : "bionic/libc/include/math.h"
2031  },
2032  {
2033   "function_name" : "ccos",
2034   "linker_set_key" : "ccos",
2035   "parameters" :
2036   [
2037    {
2038     "referenced_type" : "_ZTICd"
2039    }
2040   ],
2041   "return_type" : "_ZTICd",
2042   "source_file" : "bionic/libc/include/complex.h"
2043  },
2044  {
2045   "function_name" : "ccosf",
2046   "linker_set_key" : "ccosf",
2047   "parameters" :
2048   [
2049    {
2050     "referenced_type" : "_ZTICf"
2051    }
2052   ],
2053   "return_type" : "_ZTICf",
2054   "source_file" : "bionic/libc/include/complex.h"
2055  },
2056  {
2057   "function_name" : "ccosh",
2058   "linker_set_key" : "ccosh",
2059   "parameters" :
2060   [
2061    {
2062     "referenced_type" : "_ZTICd"
2063    }
2064   ],
2065   "return_type" : "_ZTICd",
2066   "source_file" : "bionic/libc/include/complex.h"
2067  },
2068  {
2069   "function_name" : "ccoshf",
2070   "linker_set_key" : "ccoshf",
2071   "parameters" :
2072   [
2073    {
2074     "referenced_type" : "_ZTICf"
2075    }
2076   ],
2077   "return_type" : "_ZTICf",
2078   "source_file" : "bionic/libc/include/complex.h"
2079  },
2080  {
2081   "function_name" : "ccoshl",
2082   "linker_set_key" : "ccoshl",
2083   "parameters" :
2084   [
2085    {
2086     "referenced_type" : "_ZTICe"
2087    }
2088   ],
2089   "return_type" : "_ZTICe",
2090   "source_file" : "bionic/libc/include/complex.h"
2091  },
2092  {
2093   "function_name" : "ccosl",
2094   "linker_set_key" : "ccosl",
2095   "parameters" :
2096   [
2097    {
2098     "referenced_type" : "_ZTICe"
2099    }
2100   ],
2101   "return_type" : "_ZTICe",
2102   "source_file" : "bionic/libc/include/complex.h"
2103  },
2104  {
2105   "function_name" : "ceil",
2106   "linker_set_key" : "ceil",
2107   "parameters" :
2108   [
2109    {
2110     "referenced_type" : "_ZTId"
2111    }
2112   ],
2113   "return_type" : "_ZTId",
2114   "source_file" : "bionic/libc/include/math.h"
2115  },
2116  {
2117   "function_name" : "ceilf",
2118   "linker_set_key" : "ceilf",
2119   "parameters" :
2120   [
2121    {
2122     "referenced_type" : "_ZTIf"
2123    }
2124   ],
2125   "return_type" : "_ZTIf",
2126   "source_file" : "bionic/libc/include/math.h"
2127  },
2128  {
2129   "function_name" : "ceill",
2130   "linker_set_key" : "ceill",
2131   "parameters" :
2132   [
2133    {
2134     "referenced_type" : "_ZTIe"
2135    }
2136   ],
2137   "return_type" : "_ZTIe",
2138   "source_file" : "bionic/libc/include/math.h"
2139  },
2140  {
2141   "function_name" : "cexp",
2142   "linker_set_key" : "cexp",
2143   "parameters" :
2144   [
2145    {
2146     "referenced_type" : "_ZTICd"
2147    }
2148   ],
2149   "return_type" : "_ZTICd",
2150   "source_file" : "bionic/libc/include/complex.h"
2151  },
2152  {
2153   "function_name" : "cexpf",
2154   "linker_set_key" : "cexpf",
2155   "parameters" :
2156   [
2157    {
2158     "referenced_type" : "_ZTICf"
2159    }
2160   ],
2161   "return_type" : "_ZTICf",
2162   "source_file" : "bionic/libc/include/complex.h"
2163  },
2164  {
2165   "function_name" : "cexpl",
2166   "linker_set_key" : "cexpl",
2167   "parameters" :
2168   [
2169    {
2170     "referenced_type" : "_ZTICe"
2171    }
2172   ],
2173   "return_type" : "_ZTICe",
2174   "source_file" : "bionic/libc/include/complex.h"
2175  },
2176  {
2177   "function_name" : "cimag",
2178   "linker_set_key" : "cimag",
2179   "parameters" :
2180   [
2181    {
2182     "referenced_type" : "_ZTICd"
2183    }
2184   ],
2185   "return_type" : "_ZTId",
2186   "source_file" : "bionic/libc/include/complex.h"
2187  },
2188  {
2189   "function_name" : "cimagf",
2190   "linker_set_key" : "cimagf",
2191   "parameters" :
2192   [
2193    {
2194     "referenced_type" : "_ZTICf"
2195    }
2196   ],
2197   "return_type" : "_ZTIf",
2198   "source_file" : "bionic/libc/include/complex.h"
2199  },
2200  {
2201   "function_name" : "cimagl",
2202   "linker_set_key" : "cimagl",
2203   "parameters" :
2204   [
2205    {
2206     "referenced_type" : "_ZTICe"
2207    }
2208   ],
2209   "return_type" : "_ZTIe",
2210   "source_file" : "bionic/libc/include/complex.h"
2211  },
2212  {
2213   "function_name" : "clog",
2214   "linker_set_key" : "clog",
2215   "parameters" :
2216   [
2217    {
2218     "referenced_type" : "_ZTICd"
2219    }
2220   ],
2221   "return_type" : "_ZTICd",
2222   "source_file" : "bionic/libc/include/complex.h"
2223  },
2224  {
2225   "function_name" : "clogf",
2226   "linker_set_key" : "clogf",
2227   "parameters" :
2228   [
2229    {
2230     "referenced_type" : "_ZTICf"
2231    }
2232   ],
2233   "return_type" : "_ZTICf",
2234   "source_file" : "bionic/libc/include/complex.h"
2235  },
2236  {
2237   "function_name" : "clogl",
2238   "linker_set_key" : "clogl",
2239   "parameters" :
2240   [
2241    {
2242     "referenced_type" : "_ZTICe"
2243    }
2244   ],
2245   "return_type" : "_ZTICe",
2246   "source_file" : "bionic/libc/include/complex.h"
2247  },
2248  {
2249   "function_name" : "conj",
2250   "linker_set_key" : "conj",
2251   "parameters" :
2252   [
2253    {
2254     "referenced_type" : "_ZTICd"
2255    }
2256   ],
2257   "return_type" : "_ZTICd",
2258   "source_file" : "bionic/libc/include/complex.h"
2259  },
2260  {
2261   "function_name" : "conjf",
2262   "linker_set_key" : "conjf",
2263   "parameters" :
2264   [
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2924   [
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2936   [
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6948