${\tilde{P}}_{k_1,k_2,k_3}^{\text{D}}$

k1 k2 k3	C1111	k1 k2 k3	C1112	k1 k2 k3	C1113
0 0 0	6.561 × 106 + 0j	0 0 0	3.823 × 10−3 + 0j	0 0 0	−1.282 × 10−3 + 0j
0 0 2	−4.374 × 106 + 1.160 × 10−3j	0 0 2	−2.355 × 10−3 + 2.187 × 106j	0 2 1	−2.187 × 106 + 1.105 × 10−3j
0 0 4	1.093 × 106 − 2.072 × 10−3j	0 0 4	1.071 × 10−3 − 1.093 × 106j	0 2 3	7.290 × 105 − 2.142 × 10−3j
0 2 0	−4.374 × 106 + 1.160 × 10−3j	0 2 2	6.666 × 10−4 − 1.458 × 106j	0 2 357	−7.290 × 105 − 2.591 × 10−3j
0 2 2	2.916 × 106 − 1.262 × 10−3j	0 2 4	3.187 × 10−4 + 7.290 × 105j	0 2 359	2.187 × 106 + 1.453 × 10−3j
0 2 4	−7.290 × 105 + 1.499 × 10−3j	0 2 356	−1.668 × 10−3 − 7.290 × 105j	0 4 1	1.093 × 106 − 1.071 × 10−3j
0 2 356	−7.290 × 105 − 6.593 × 10−4j	0 2 358	2.999 × 10−3 + 1.458 × 106j	0 4 3	−3.645 × 105 + 2.670 × 10−3j
0 2 358	2.916 × 106 − 2.659 × 10−10j	0 4 2	−3.242 × 10−4 + 3.645 × 105j	0 4 357	3.645 × 105 + 2.440 × 10−3j
0 4 0	1.093 × 106 − 2.072 × 10−3j	0 4 4	−6.012 × 10−4 − 1.823 × 105j	0 4 359	−1.093 × 106 − 1.311 × 10−3j
0 4 2	−7.290 × 105 + 1.499 × 10−3j	0 4 356	8.978 × 10−4 + 1.823 × 105j	–	–
0 4 4	1.823 × 105 + 9.732 × 10−5j	0 4 358	−1.676 × 10−3 − 3.645 × 105j	–	–
0 4 356	1.823 × 105 + 9.683 × 10−12j	–	–	–	–
0 4 358	−7.290 × 105 + 6.593 × 10−4j	–	–	–	–
k1 k2 k3	C1122	k1 k2 k3	C1123	k1 k2 k3	C1133
0 0 0	2.187 × 106 + 0j	0 0 0	−2.897 × 10−4 + 0j	0 0 0	2.916 × 106 + 0j
0 0 4	−1.094 × 106 + 8.084 × 10−4j	0 2 1	−4.025 × 10−4 + 7.290 × 105j	0 0 2	−1.458 × 106 − 1.382 × 10−4j
0 2 0	−1.458 × 106 + 1.200 × 10−3j	0 2 3	2.409 × 10−4 − 7.290 × 105j	0 4 0	−1.458 × 106 − 6.165 × 10−6j
0 2 4	7.290 × 105 − 1.126 × 10−3j	0 2 357	−4.364 × 10−4 − 7.290 × 105j	0 4 2	7.290 × 105 + 4.241 × 10−4j
0 2 356	7.290 × 105 − 1.900 × 10−4j	0 2 359	1.795 × 10−4 + 7.290 × 105j	0 4 358	7.290 × 105 + 1.654 × 10−4j
0 4 0	3.645 × 105 − 8.533 × 10−4j	0 4 1	8.402 × 10−4 − 3.645 × 105j	–	–
0 4 4	−1.823 × 105 + 2.970 × 10−4j	0 4 3	−7.023 × 10−4 + 3.645 × 105j	–	–
0 4 356	−1.823 × 105 + 5.990 × 10−4j	0 4 357	−1.036 × 10−3 + 3.645 × 105j	–	–
–	–	0 4 359	4.759 × 10−4 − 3.645 × 105j	–	–
k1 k2 k3	C1212	k1 k2 k3	C1312	k1 k2 k3	C1313
0 0 0	2.187 × 106 + 0j	0 0 0	−2.897 × 10−4 + 0j	0 0 0	2.916 × 106 + 0j
0 0 4	−1.094 × 106 + 8.084 × 10−4j	0 2 1	−4.025 × 10−4 + 7.290 × 105j	0 0 2	−1.458 × 106 − 1.382 × 10−4j
0 2 0	−1.458 × 106 + 1.200 × 10−3j	0 2 3	2.409 × 10−4 − 7.290 × 105j	0 4 0	−1.458 × 106 − 6.165 × 10−6j
0 2 4	7.290 × 105 − 1.126 × 10−3j	0 2 357	−4.364 × 10−4 − 7.290 × 105j	0 4 2	7.290 × 105 + 4.241 × 10−4j
0 2 356	7.290 × 105 − 1.900 × 10−4j	0 2 359	1.795 × 10−4 + 7.290 × 105j	0 4 358	7.290 × 105 + 1.654 × 10−4j
0 4 0	3.645 × 105 − 8.533 × 10−4j	0 4 1	8.402 × 10−4 − 3.645 × 105j	–	–
0 4 4	−1.823 × 105 + 2.970 × 10−4j	0 4 3	−7.023 × 10−4 + 3.645 × 105j	–	–
0 4 356	−1.823 × 105 + 5.990 × 10−4j	0 4 357	−1.036 × 10−3 + 3.645 × 105j	–	–
–	–	0 4 359	4.759 × 10−4 − 3.645 × 105j	–	–
k1 k2 k3	C2212	k1 k2 k3	C2213	k1 k2 k3	C2222
0 0 0	2.792 × 10−3 + 0j	0 0 0	3.074 × 10−5 + 0j	0 0 0	6.561 × 106 + 0j
0 0 2	2.951 × 10−3 + 2.187 × 106j	0 2 1	−7.290 × 105 + 2.330 × 10−4j	0 0 2	4.374 × 106 + 7.014 × 10−4j
0 0 4	2.232 × 10−3 + 1.093 × 106j	0 2 3	−7.290 × 105 + 5.117 × 10−4j	0 0 4	1.093 × 106 + 1.030 × 10−3j
0 2 2	−3.103 × 10−3 − 1.458 × 106j	0 2 357	7.290 × 105 + 5.010 × 10−4j	0 2 0	−4.374 × 106 + 9.433 × 10−4j
0 2 4	−2.957 × 10−3 − 7.290 × 105j	0 2 359	7.290 × 105 + 5.058 × 10−4j	0 2 2	−2.916 × 106 + 1.423 × 10−4j
0 2 356	−5.481 × 10−4 + 7.290 × 105j	0 4 1	3.645 × 105 − 1.666 × 10−4j	0 2 4	−7.290 × 105 − 1.449 × 10−4j
0 2 358	−1.477 × 10−3 + 1.458 × 106j	0 4 3	3.645 × 105 + 1.777 × 10−4j	0 2 356	−7.290 × 105 + 8.615 × 10−4j
0 4 2	1.298 × 10−3 + 3.645 × 105j	0 4 357	−3.645 × 105 − 3.247 × 10−4j	0 2 358	−2.916 × 106 + 1.174 × 10−3j
0 4 4	1.733 × 10−3 + 1.823 × 105j	0 4 359	−3.645 × 105 − 1.046 × 10−3j	0 4 0	1.093 × 106 − 2.872 × 10−3j
0 4 356	2.726 × 10−4 − 1.823 × 105j	–	–	0 4 2	7.290 × 105 − 1.485 × 10−3j
0 4 358	9.600 × 10−4 − 3.645 × 105j	–	–	0 4 4	1.823 × 105 − 3.610 × 10−4j
–	–	–	–	0 4 356	1.823 × 105 + 5.363 × 10−4j
–	–	–	–	0 4 358	7.290 × 105 − 2.104 × 10−3j
k1 k2 k3	C2223	k1 k2 k3	C2233	k1 k2 k3	C2312
0 0 0	1.254 × 10−3 + 0j	0 0 0	2.916 × 106 + 0j	0 0 0	3.074 × 10−5 + 0j
0 2 1	−1.485 × 10−3 + 2.187 × 106j	0 0 2	1.458 × 106 − 4.806 × 10−4j	0 2 1	−7.290 × 105 + 2.330 × 10−4j
0 2 3	−2.290 × 10−3 + 7.290 × 105j	0 4 0	−1.458 × 106 + 1.795 × 10−4j	0 2 3	−7.290 × 105 + 5.117 × 10−4j
0 2 357	1.152 × 10−3 + 7.290 × 105j	0 4 2	−7.290 × 105 + 2.234 × 10−4j	0 2 357	7.290 × 105 + 5.010 × 10−4j
0 2 359	3.268 × 10−4 + 2.187 × 106j	0 4 358	−7.290 × 105 − 4.228 × 10−4j	0 2 359	7.290 × 105 + 5.058 × 10−4j
0 4 1	6.655 × 10−4 − 1.093 × 106j	–	–	0 4 1	3.645 × 105 − 1.666 × 10−4j
0 4 3	1.517 × 10−3 − 3.645 × 105j	–	–	0 4 3	3.645 × 105 + 1.777 × 10−4j
0 4 357	−1.949 × 10−3 − 3.645 × 105j	–	–	0 4 357	−3.645 × 105 − 3.247 × 10−4j
0 4 359	−8.841 × 10−4 − 1.093 × 106j	–	–	0 4 359	−3.645 × 105 − 1.046 × 10−3j
k1 k2 k3	C2313	k1 k2 k3	C2323	k1 k2 k3	C3312
0 0 0	−1.640 × 10−3 + 0j	0 0 0	2.916 × 106 + 0j	0 0 0	−1.640 × 10−3 + 0j
0 0 2	1.228 × 10−3 + 1.458 × 106j	0 0 2	1.458 × 106 − 4.806 × 10−4j	0 0 2	1.228 × 10−3 + 1.458 × 106j
0 4 2	−1.516 × 10−3 − 7.290 × 105j	0 4 0	−1.458 × 106 + 1.795 × 10−4j	0 4 2	−1.516 × 10−3 − 7.290 × 105j
0 4 358	−4.549 × 10−5 + 7.290 × 105j	0 4 2	−7.290 × 105 + 2.234 × 10−4j	0 4 358	−4.549 × 10−5 + 7.290 × 105j
–	–	0 4 358	−7.290 × 105 − 4.228 × 10−4j	–	–
k1 k2 k3	C3313	k1 k2 k3	C3323	k1 k2 k3	C3333
0 0 0	1.518 × 10−3 + 0j	0 0 0	5.058 × 10−4 + 0j	0 0 0	1.750 × 107 + 0j
0 2 1	−2.916 × 106 + 1.574 × 10−3j	0 2 1	1.420 × 10−3 + 2.916 × 106j	0 2 0	1.166 × 107 + 1.264 × 10−1j
0 2 359	2.916 × 106 − 2.529 × 10−3j	0 2 359	1.340 × 10−3 + 2.916 × 106j	0 4 0	2.916 × 106 + 5.968 × 10−2j
0 4 1	−1.458 × 106 − 1.493 × 10−3j	0 4 1	−9.979 × 10−4 + 1.458 × 106j	–	–
0 4 359	1.458 × 106 + 2.746 × 10−4j	0 4 359	−1.115 × 10−3 + 1.458 × 106j	–	–