977 {0,9,0.0550016}, {1,5,0.41674}, {2,8,0.0147376}, {3,7,0.111665},
978 {4,6,0.0737011}, {5,1,0.0803773}, {6,11,0.275056}, {7,15,0.021537}
983 {0,3,0.0425633}, {1,6,0.0343526}, {2,2,0.158848}, {3,7,0.128206},
984 {4,12,0.220829}, {5,5,-0.136549}, {6,0,0.0149032}, {7,10,-0.0334936},
985 {8,16,0.00399329}, {9,18,-0.00209733}, {10,2,0.0556194}, {11,17,-0.000561977}
990 {12,9,0.136657}, {13,6,0.175034}, {14,20,-0.0011016}, {15,15,0.0428935}
995 {16,3,0.00826618}, {17,10,-0.547813}, {18,14,0.311004}, {19,27,-0.00192085}
1003 {0,9,
Point(-0.0429458,-0.0115073,0.)},
1004 {1,5,
Point(0.177013,-0.177013,-0.483609)},
1005 {2,8,
Point(0.0115073,0.0115073,0.00842393)},
1006 {3,7,
Point(-0.177013,0.0474305,0.)},
1007 {4,6,
Point(-0.031305,-0.116832,0.10025)},
1008 {5,1,
Point(0.0474191,-0.0474191,0.872917)},
1009 {6,11,
Point(0.0575466,0.0575466,-0.11251)},
1010 {7,15,
Point(-0.00353805,0.000948017,0.000111572)},
1015 {0,3,
Point(-0.0959817, -0.0959817, 0.0702635)},
1016 {1,6,
Point(0.0625228, -0.0625228, 0.0457699)},
1017 {2,2,
Point(0.358209, 0.0959817, 0.)},
1018 {3,7,
Point(-0.233338, 0.0625228, 0.)},
1019 {4,12,
Point(-0.0323071, -0.0323071, -0.0729771)},
1020 {5,5,
Point(0.248523, 0.0665915, -0.245097)},
1021 {6,0,
Point(0.0336072, -0.00900502, 0.288589)},
1022 {7,10,
Point(-0.0396234, 0.0396234, -0.0290064)},
1023 {8,16,
Point(0.000443217, 0.000443217, 0.000333678)},
1024 {9,18,
Point(-0.000232783, -6.23741e-05, 9.35433e-05)},
1025 {10,2,
Point(-0.0336072, 0.0336072, 0.985214)},
1026 {11,17,
Point(6.23741e-05, -6.23741e-05, -2.05961e-05)},
1031 {12,9,
Point(0.0536552, 0.200244, -0.0849541)},
1032 {13,6,
Point(-0.0921697, 0.0921697, 0.461056)},
1033 {14,20,
Point(2.35811e-05, -8.80059e-05, 3.58959e-05)},
1034 {15,15,
Point(-0.0386352, 0.0103523, -0.0197323)},
1039 {16,3,
Point(-0.0190603, 0.0051072, 0.308529)},
1040 {17,10,
Point(0.244125, -0.244125, 0.140907)},
1041 {18,14,
Point(-0.0985844, 0.0985844, -0.502591)},
1042 {19,27,
Point(0.000115647, -3.09874e-05, 4.30775e-05)}
1051 {0,9,0.0550016}, {1,5,0.41674}, {2,8,0.0147376}, {3,7,0.111665},
1053 {4,6,0.147402}, {5,1,0.160755}, {6,11,0.550112}, {7,15,0.043074}
1059 {0,3,0.0425633}, {1,6,0.0343526}, {2,2,0.158848}, {3,7,0.128206},
1061 {4,12,0.441658}, {5,5,-0.193445}, {6,0,0.0298063}, {7,10,-0.0279114},
1062 {8,16,0.00798659}, {9,18,0.0320146}, {10,2,0.111239}, {11,17,0.00857829}
1067 {12,9,0.0837876}, {13,6,0.350068}, {14,20,0.0244336}, {15,15,0.0181532}
1072 {16,3,0.0165324}, {17,10,-0.720085}, {18,14,0.0777511}, {19,27,0.0453842}
1081 {0,9,
Point(-0.0429458, -0.0115073, 0.)},
1082 {1,5,
Point(0.177013, -0.177013, -0.483609)},
1083 {2,8,
Point(0.0115073, 0.0115073, 0.00842393)},
1084 {3,7,
Point(-0.177013, 0.0474305, 0.)},
1086 {4,6,
Point(-0.0626101, -0.233664, 0.2005)},
1087 {5,1,
Point(0.0948382, -0.0948382, 1.74583)},
1088 {6,11,
Point(0.115093, 0.115093, -0.22502)},
1089 {7,15,
Point(-0.0070761, 0.00189603, 0.000223144)}
1095 {0,3,
Point(-0.0959817, -0.0959817, 0.0702635)},
1096 {1,6,
Point(0.0625228, -0.0625228, 0.0457699)},
1097 {2,2,
Point(0.358209, 0.0959817, 0.)},
1098 {3,7,
Point(-0.233338, 0.0625228, 0.)},
1100 {4,12,
Point(-0.0646142, -0.0646142, -0.145954)},
1101 {5,5,
Point(0.352076, 0.0943384, -0.233431)},
1102 {6,0,
Point(0.0672144, -0.01801, 0.577179)},
1103 {7,10,
Point(-0.0330195, 0.0330195, 0.00373942)},
1104 {8,16,
Point(0.000886435, 0.000886435, 0.000667355)},
1105 {9,18,
Point(0.00355332, 0.000952108, 0.000319882)},
1106 {10,2,
Point(-0.0672144, 0.0672144, 1.97043)},
1107 {11,17,
Point(-0.000952108, 0.000952108, 0.000782704)}
1112 {12,9,
Point(0.0328972,0.122774,-0.222472)},
1113 {13,6,
Point(-0.184339,0.184339,0.922112)},
1114 {14,20,
Point(-0.000523034,0.00195199,0.000121819)},
1115 {15,15,
Point(-0.016351,0.00438123,0.0404817)}
1120 {16,3,
Point(-0.0381206,0.0102144,0.617059)},
1121 {17,10,
Point(0.320895,-0.320895,0.641729)},
1122 {18,14,
Point(-0.0246461,0.0246461,-0.300588)},
1123 {19,27,
Point(-0.0027324,0.000732145,0.000328402)}
1132 {0,9,0.0550016}, {1,5,0.41674}, {2,8,0.0147376}, {3,7,0.111665},
1134 {4,6,0.184253}, {5,1,0.200943}, {6,11,0.68764}, {7,15,0.0538426}
1140 {0,3,0.0425633}, {1,6,0.0343526}, {2,2,0.158848}, {3,7,0.128206},
1142 {4,12,0.552072}, {5,5,-0.211652}, {6,0,0.0372579}, {7,10,-0.0167468},
1143 {8,16,0.00998323}, {9,18,0.0597236}, {10,2,0.139049}, {11,17,0.0160029}
1148 {12,9,0.0469849}, {13,6,0.437585}, {14,20,0.0450821}, {15,15,0.0469849}
1153 {16,3,0.0206655}, {17,10,-0.748341}, {18,14,0}, {19,27,0.115995}
1162 {0,9,
Point(-0.0429458, -0.0115073, 0.)},
1163 {1,5,
Point(0.177013, -0.177013, -0.483609)},
1164 {2,8,
Point(0.0115073, 0.0115073, 0.00842393)},
1165 {3,7,
Point(-0.177013, 0.0474305, 0.)},
1167 {4,6,
Point(-0.0782626,-0.29208,0.250625)},
1168 {5,1,
Point(0.118548,-0.118548,2.18229)},
1169 {6,11,
Point(0.143866,0.143866,-0.281275)},
1170 {7,15,
Point(-0.00884512,0.00237004,0.00027893)}
1176 {0,3,
Point(-0.0959817, -0.0959817, 0.0702635)},
1177 {1,6,
Point(0.0625228, -0.0625228, 0.0457699)},
1178 {2,2,
Point(0.358209, 0.0959817, 0.)},
1179 {3,7,
Point(-0.233338, 0.0625228, 0.)},
1181 {4,12,
Point(-0.0807678,-0.0807678,-0.182443)},
1182 {5,5,
Point(0.385213,0.103218,-0.175079)},
1183 {6,0,
Point(0.0840179,-0.0225125,0.721474)},
1184 {7,10,
Point(-0.0198117,0.0198117,0.0357373)},
1185 {8,16,
Point(0.00110804,0.00110804,0.000834194)},
1186 {9,18,
Point(0.00662875,0.00177617,0.000482244)},
1187 {10,2,
Point(-0.0840179,0.0840179,2.46303)},
1188 {11,17,
Point(-0.00177617,0.00177617,0.00142946)},
1193 {12,9,
Point(0.0184475,0.0688471,-0.254748)},
1194 {13,6,
Point(-0.230424,0.230424,1.15264)},
1195 {14,20,
Point(-0.000965042,0.00360159,0.000183379)},
1196 {15,15,
Point(-0.0423204,0.0113397,0.12514)}
1201 {16,3,
Point(-0.0476508,0.012768,0.771323)},
1202 {17,10,
Point(0.333487,-0.333487,1.01421)},
1203 {18,14,
Point(0,0,0)},
1204 {19,27,
Point(-0.00698362,0.00187126,0.000667664)},
std::map< KeyType, TabulatedGrads > tabulated_grads
std::map< KeyType, TabulatedVals > tabulated_vals
A Point defines a location in LIBMESH_DIM dimensional Real space.