Tables of Collision Integrals for the (m,6) Potential Function for 10 Values of m

Max Klein; Francis J Smith

doi:10.6028/jres.072A.033

. 1968 Jul-Aug;72A(4):359–423. doi: 10.6028/jres.072A.033

Tables of Collision Integrals for the (m,6) Potential Function for 10 Values of m

Max Klein ¹, Francis J Smith ^1,¹

PMCID: PMC6640609 PMID: 31824103

Abstract

Tables of collision integrals are presented for the (m, 6) potential function for 87 reduced temperatures for each of 10 values of m. The exponents m used were m = 9, 12, 15, 18, 21, 24, 30, 40, 50, and 75. Comparisons are made with five other calculations for the case m = 12. The accuracy of the calculation appears to be at least several parts in 10,000.

Keywords: Collision integrals, potential, viscosity, diffusion, thermal diffusion, thermal conductivity, transport properties

1. Introduction

The kinetic theory of gases relates the macroscopic coefficients in the phenomenological flow equations, the so-called transport coefficients, to the microscopic intermolecular potential function between two of the constituent molecules. The connection is expressed, in the Chapman-Enskog solution of the Boltzmann equation [1, 2],² in terms of certain three-fold integrals, generally referred to as collision integrals and designated Ω^{(l, s)}*(T*). Given the intermolecular potential function appropriate to a particular system, one can calculate these integrals, and hence the macroscopic transport coefficients of the corresponding gas in the ideal gas state. Unfortunately, the potential functions are generally not well known so that the procedure must, in practice, be inverted, the theoretical relations connecting macroscopic experimental data with microscopic theory being used to learn something about the potential function. The way in which this is done has been amply described in the literature [2]. This procedure has recently been examined by one of us [3] in order to determine the sensitivity of the various properties to the potential function. The transport coefficients were found to be a possibly good source for learning something about the potential function. This requires tables of collision integrals for different classes of potential functions.

Such tables exist for the square-well [4], exp-6 [5, 6, 7], Morse [8], Kihara [9], inverse power [10], and one term exponential [11] families of functions. There are also tables for functions with a single term added to the (12, 6) function. These are the (12, 6, 3) [12], (12, 6, 4) [13], and (12, 6, 5) [14] functions. In addition, calculations exist for certain single functions, e.g., (9, 6), (28, 7), (16, 6) and (18, 6) potentials [15] and, of course, the (12, 6) function [2, 12, 16]. This work adds to these tables for the (m, 6) family for 10 values of m.

One hopes that the potential functions which turn out to be adequate for a description of macroscopic properties will be temperature independent and simple in form. Quantum mechanical perturbation theory indicates that the attraction for large separation should be described by a series of inverse powers of the internuclear distance starting with the inverse sixth power for neutral molecules. No theoretical justification exists for the repulsive part. Perhaps the simplest form which can be taken for this part is a single inverse power of the internuclear separation. It might be interesting to let the exponent of this repulsive term be a variable and to determine it, for any given system, from fits to experimental data. We have chosen to prepare the way for such an approach by calculating tables of collision integrals for such a potential.

The (m, 6) potential has the form

ϕ^{*} (r^{*}) = \frac{ϕ (r / γ)}{ϵ} = \frac{1}{{(\frac{6}{m})}^{\frac{6}{m - 6}} - {(\frac{6}{m})}^{\frac{m}{m - 6}}} [{(\frac{1}{r^{*}})}^{m} - {(\frac{1}{r^{*}})}^{6}] .

This function should prove useful on several counts. First of all, it is simple in form. Second, the repulsive index, m, serves as a simple indicator of the hardness of the repulsive core. Furthermore, the potential has been used in a number of more complicated theories [17, 18]. In some instances [17], this form has proved useful because the theory involves derivatives of the potential which then leads to simple recursion formulas on the index m. Finally, the potential functions derived from two body scattering data have often been represented by simple inverse powers of the inter-nuclear distance.

2. General Formulas

The collision integrals Ω^{(l, s)}*(T*) are related to the potential functions through the relations

Ω^{(l, s) *} (T^{*}) = \frac{2}{(s + 1)! T^{* (s + 2)}} \int_{0}^{\infty} exp [\frac{- g^{* 2}}{- T^{*}}] \times g^{* (2 s + 3)} Q^{(l) *} (g^{*}) d g^{*}

where Q^(l)*(g*) is a cross section given by

Q^{(l) *} (g^{*}) = \frac{2}{1 - \frac{1}{2} \frac{1 + {(- 1)}^{l}}{1 + l}} \int_{0}^{\infty} (1 - {cos}^{l} X) b^{*} d b^{*}

with the intermolecular potential function being contained in the equation for the scattering angle

X (g^{*}, b^{*}) = π - 2 b^{*} \int_{r_{m}}^{\infty} \frac{d r^{*} / r^{*}}{\sqrt{1 - {(b^{*})}^{2} / {(r^{*})}^{2} - ϕ^{*} (r^{*}) / g^{* 2}}} .

$r_{m}^{*}$ is the distance between a pair of molecules at the time of closest approach while b* is the impact parameter.

Certain ratios of the collision integrals appear in the transport theory of multicomponent mixtures [2]. These ratios being slowly varying functions of T* are also useful in interpolation. The relevant ratios are

A^{*} = \frac{Ω^{(2, 2) *}}{Ω^{(1, 1) *}}

B^{*} = \frac{5 Ω^{(1, 2) *} - 4 Ω^{(1, 3) *}}{Ω^{{(1, 1)}^{*}}}

C^{*} = \frac{Ω^{(1, 2)}^{*}}{Ω^{(1, 1) *}}

E^{*} = \frac{Ω^{(2, 3) *}}{Ω^{(2, 2) *}}

F^{*} = \frac{Ω^{(3, 3) *}}{Ω^{(1, 1) *}} .

The thermal diffusion ratio, α_T, has long been considered a sensitive means for the determination of the intermolecular potential function. Of particular interest is the isotopic approximation to this quantity. In that approximation, the mixture consists of two isotopes of sufficiently large mass so that the difference in molecular weight between the isotopes can be neglected with respect to the molecular weights themselves. In addition, the differences between the intermolecular potential functions may also be neglected. The thermal diffusion ratio in this so-called isotopic approximation is called the isotopic thermal diffusion ratio.

We have calculated the isotopic thermal diffusion ratio for the first order solutions to the Boltzmann equation (at zero density) for both the Chapman-Cowling and Kihara methods [19, 20], as well as for the second order Kihara solution. The question of the convergence of the thermal diffusion ratio as higher order terms are taken has been examined by Mason [19] and others [20]. Our calculations are based on the following expressions: The first order Chapman-Cowling approximation:

{[α_{0}]}_{c c 1} = \frac{15 (6 C^{*} - 5) (2 A^{*} + 5)}{2 A^{*} (16 A^{*} - 12 B^{*} + 55)} .

The first order Kihara expression:

{[α_{0}]}_{k_{1}} = \frac{15 (6 C^{*} - 5)}{16 A^{*}} .

The second order Kihara expression:

{[α_{0}]}_{k_{2}} = {[α_{0}]}_{c c 1} (1 + δ)

where

δ = \frac{I^{*}}{9} [\frac{2 A^{*}}{\frac{35}{4} + 7 A^{*} + 4 F^{*}} + {H^{*} + \frac{1}{2} (\frac{7 (5 - 6 C^{*}) + A^{*} I^{*}}{5 + 2 A^{*}}) (\frac{\frac{35}{8} + 28 A^{*} - 6 F^{*}}{21 A^{*}})} - \frac{5}{7} {H^{*} - \frac{7}{5} \frac{5 - 6 C^{*}}{5 + 2 A^{*}} - \frac{3 I^{*}}{10}}]

where

I^{*} = 7 - 8 E^{*}

and

H^{*} = \frac{\frac{35}{4} - 3 B^{*} - 6 C^{*}}{5 - 6 C^{*}} .

The factors f_η, f_λ, and $f_{D}$ used to obtain Kihara’s second approximation to the coefficients of viscosity, diffusion and thermal conductivity are also presented. These are computed from the relations:

f_{η} = 1 + \frac{3}{196} {(8 E^{*} - 7)}^{2}

f_{λ} = 1 + \frac{1}{42} {(8 E^{*} - 7)}^{2}

f_{D} = 1 + {(6 C^{*} - 5)}^{2} / (16 A^{*} + 40) .

3. Numerical Results

The numerical methods employed have been described elsewhere [21]. These calculations differ from the earlier ones in that higher order Gaussian quadrature formulas have been used here.

Tables of collision integrals for the (12, 6) potential have been calculated by a number of other workers. For this reason, collision integrals for that function can be used to “calibrate” a new calculation. Our “calibration” is presented as table 1 in which are given differences, in parts per thousand, between our results for the (12, 6) function and those of other workers. Table 1 gives one an indication of the accuracy of our results. In particular, our results would appear to be good to at least one part per thousand over almost the entire range with strong indications that an accuracy of one part in ten thousand is likely for most values. As has been pointed out previously [8], the differences between our results and those of Monchick and Mason at high temperatures most likely result from errors in their calculations. The Hirshfelder, Curtiss, and Bird results [2] depart drastically from all calculations at the high and low temperature ends of the tables.

Table 1.

Deviations in parts per thousand between these results and other calculations

Ω^{(2, 2)}*							Ω^{(1, 1)}*
T*	I	II	III	IV	V	VI	I	II	III	V	VI
0.1	0.50				0.55		1.42			0.03
.2	1.50				.25		1.25			.61
.25		1.11						2.40
.3	1.45	0.96			.15	21.19	1.06	1.86		.76	−3.67
.35		.23				19.03		1.61			−2.07
.4	1.05	.70			.10	16.72	1.26	1.86		1.08	−0.30
.45		−.12				14.03		1.16			−.53
.5	1.04	.78			.39	12.89	0.67	1.15		0.57	.72
.55		−.26				10.35		1.54			.78
.6	0.12	−.07	−0.45		−.36	9.23	.71	1.03	−2.11	.60	.55
.65		.21				8.74		0.65			.65
.7	.44	.33	−.08		.13	7.78	.46	.74	−1.68	.34	.63
.75						6.56					1.18
.8	−.17	−.28	−.62		−.39	5.56	1.08	1.33	−0.66	1.14	1.20
.85						4.79					1.06
.9	.01	−.05	−.40		−.17	4.37	0.29	0.49	−.70	0.29	0.62
.95						4.35					.36
1.0	.39	.32	.32	−0.18	.26	4.10	−.03	.11	−.86	−.03	.53
1.1			.0		−.20	2.64			.35	1.08	1.08
1.2	−.24	−.30	−.17	−1.40	−.30	1.90	.82	.29	.36	.74	1.12
1.3			−.47		−.12	1.67			−.70	.24	0.87
1.4	.14	.06	.21	−0.30	.06	1.69	.14	.06	−.18	.06	.63
1.5			.15		.78	0.91			.12	.22	.72
1.6	.11	.03		.11	−.05	.89	.24	.24		.24	1.01
1.7					−.07	.98				.36	1.15
1.8	−.07	−.15		.18	−.15	.67	.49	.49		.40	1.03
1.9			−.44		−.11	.39			−.59	.42	1.24
2.0	−.06	−.14		.45	−.14	.54	.43	.33		.43	0.71
2.2		−.09		.35	−.09	.08		.38		.38	.86
2.4		−.12		.33	−.03	−.03		.12		.02	1.31
2.6		−.07		.39	−.07	−.26		.01		−.09	1.22
2.8		−.03		.35	−.03	.25		−.03		−.08	0.96
3.0	−.01	−.01		.28	−.10	−.20	.01	.04		.04	1.09
3.2				.27		−.32					1.43
3.4				−1.77		−.48					1.43
3.6				0.20		−.21					1.39
3.8				.15		−.26					1.34
4.0	−.07	−.09		.22	−.09	−.19	.26	.18		.07	1.31
4.5		−.14			−.14	−.25		.10		.10	0.91
5.0	−.05	−.09		.23	−.09	−.20	.01	−.03		−.03	.69
5.5		−0.13	−1.55					−0.03	−0.88
6.0	−0.04	−.08		0.14	−0.08	−0.20	−0.09	−.13		−0.13	0.48
7.0	−.06	−.15		.19	−.04	−.04	.01	−.04		−.04	.21
8.0	−.05	−.06		.17	−.06	−.06	.08	−.04		−.04	−.04
9.0	−.05	−.11		.13	−.11	.01	.09	.00		.00	.00
10.0	−.04	−.10		.14	−.10	.14	.06	.06		.06	−.21
11.0		−.12		.13				−.04
12.0	−.04	−.12		.13	−.12		.00	.03		.03
13.0				.08
14.0	−.06			−.02	−.02		−.03			.03
15.0				.04
16.0	−.07	−.15		−.02	−.15		−.01	−.07		−.07
18.0	−.09				−.12		−.01			−.01
20.0	−.13	−.08			−.08	.46	−.02	−.10		−.10	.05
24.0		−.19						.04
30.0	−.43				−.19	.24	−.09			−.09	.40
32.0		−.20		.23				−.10
40.0	−1.08	−.16			−.16	−.31	−.25	−.09		−.09	.42
45.0					−.19					−.09
50.0	−1.97	−.14			−.30	−1.07	−.55	−.10		−.10	.59
60.0						−2.00					.39
70.0						−2.69					.19
75.0	−4.31				−.94		−1.52			−.30
80.0		−.05				−3.67		−.01			−.01
90.0						−4.48					−.39
100.0	−6.06	−.06			−2.16	−5.21	−2.45	−.08		−.66	−.471
200.0		−.05				−12.08		−.07			−3.09

m	$T_{B}^{*}$	$\frac{T_{B}^{}}{{(T_{B}^{})}_{12, 6}}$	$V_{B}^{*}$	$\frac{V_{B}^{}}{{(V_{B}^{})}_{12, 6}}$
9	4.5554	1.3328	0.7153	0.8817
12	3.4179	1.0000	.8112	1.0000
15	2.8766	0.8416	.8730	1.0761
18	2.5581	.7484	.9164	1.1296
21	2.3471	.6867	.9487	1.1296
24	2.1964	.6426	.9737	1.2002
30	1.9943	.5835	1.0099	1.2449
40	1.7997	.5266	1.0478	1.2916
50	1.6848	.4929	1.0714	1.3208
75	1.5314	.4481	1.1042	1.3612

T*	Ω^{(1, 1)}*	Ω^{(2, 2)}*	Ω^{(1, 2)}*	Ω^{(1, 3)}*	Ω^{(2, 3)}*	Ω^{(3, 3)}*
.10	4.7348	4.7232	4.1639	3.7719	4.3120	4.3589
.15	4.0703	4.1080	3.5435	3.1645	3.7606	3.7046
.20	3.6211	3.7308	3.1036	2.7174	3.4102	3.2510
.25	3.2752	3.4463	2.7585	2.3729	3.1232	2.9086
.30	2.9910	3.2046	2.4791	2.1062	2.8694	2.6410
.35	2.7606	2.9914	2.2577	1.9026	2.6468	2.4237
.40	2.5571	2.8090	2.0709	1.7402	2.4555	2.2436
.45	2.3935	2.6414	1.9232	1.6141	2.2883	2.0938
.50	2.2457	2.4901	1.7969	1.5114	2.1428	1.9676
.55	2.1174	2.3627	1.6906	1.4273	2.0202	1.8585
.60	2.0124	2.2456	1.6039	1.3589	1.9130	1.7648
.65	1.9177	2.1386	1.5287	1.3012	1.8193	1.6850
.70	1.8321	2.0449	1.4634	1.2521	1.7381	1.6142
.75	1.7558	1.9625	1.4064	1.2100	1.6675	1.5518
.80	1.6887	1.8895	1.3569	1.1735	1.6057	1.4969
.85	1.6310	1.8229	1.3141	1.1418	1.5510	1.4484
.90	1.5798	1.7612	1.2765	1.1141	1.5018	1.4050
.95	1.5324	1.7054	1.2426	1.0893	1.4580	1.3662
1.00	1.4886	1.6554	1.2120	1.0672	1.4189	1.3312
1.10	1.4118	1.5694	1.1594	1.0292	1.3522	1.2707
1.20	1.3475	1.4971	1.1160	.9979	1.2971	1.2202
1.30	1.2936	1.4360	1.0796	.9715	1.2512	1.1779
1.40	1.2489	1.3833	1.0490	.9490	1.2123	1.1418
1.50	1.2096	1.3375	1.0225	.9294	1.1789	1.1108
1.60	1.1747	1.2977	.9993	.9121	1.1499	1.0837
1.70	1.1437	1.2629	.9788	.8968	1.1246	1.0599
1.80	1.1160	1.2323	.9606	.8831	1.1023	1.0387
1.90	1.0912	1.2051	.9442	.8707	1.0825	1.0199
2.00	1.0689	1.1807	.9295	.8594	1.0647	1.0029
2.20	1.0304	1.1389	.9038	.8396	1.0341	.9737
2.40	.9987	1.1040	.8822	.8225	1.0086	.9493
2.60	.9722	1.0747	.8638	.8077	.9869	.9284
2.80	.9492	1.0495	.8477	.7945	.9682	.9104
3.00	.9289	1.0278	.8334	.7828	.9517	.8945
3.20	.9109	1.0088	.8206	.7721	.9371	.8804
3.40	.8948	.9919	.8090	.7624	.9241	.8678
3.60	.8804	.9768	.7985	.7534	.9122	.8563
3.80	.8674	.9631	.7889	.7452	.9014	.8459
4.00	.8555	.9508	.7801	.7375	.8915	.8363
4.50	.8298	.9241	.7606	.7204	.8699	.8154
5.00	.8086	.9020	.7441	.7057	.8516	.7977
5.50	.7907	.8834	.7297	.6928	.8359	.7826
6.00	.7752	.8673	.7171	.6813	.8221	.7693
6.50	.7616	.8531	.7058	.6710	.8099	.7576
7.00	.7495	.8406	.6956	.6617	.7990	.7471
7.50	.7385	.8293	.6864	.6531	.7891	.7375
8.00	.7286	.8190	.6778	.6452	.7799	.7288
8.50	.7195	.8097	.6700	.6379	.7716	.7208
9.00	.7111	.8011	.6627	.6312	.7638	.7134
9.50	.7033	.7931	.6560	.6248	.7566	.7065
10.00	.6961	.7857	.6496	.6189	.7498	.7000
11.00	.6830	.7722	.6380	.6079	.7375	.6882
12.00	.6714	.7603	.6277	.5982	.7264	.6777
13.00	.6610	.7496	.6183	.5893	.7164	.6682
14.00	.6516	.7398	.6097	.5812	.7072	.6595
15.00	.6430	.7309	.6019	.5737	.6988	.6515
16.00	.6351	.7227	.5947	.5668	.6910	.6441
17.00	.6278	.7150	.5879	.5603	.6837	.6372
18.00	.6210	.7079	.5817	.5543	.6769	.6307
19.00	.6147	.7012	.5758	.5487	.6705	.6246
20.00	.6087	.6950	.5703	.5434	.6645	.6189
22.00	.5978	.6834	.5601	.5336	.6533	.6084
24.00	.5881	.6730	.5509	.5248	.6433	.5989
26.00	.5792	.6636	.5426	.5169	.6342	.5903
28.00	.5711	.6549	.5351	.5096	.6258	.5824
30.00	.5637	.6469	.5281	.5028	.6180	.5751
32.00	.5568	.6395	.5216	.4966	.6108	.5683
34.00	.5505	.6325	.5156	.4908	.6041	.5620
36.00	.5445	.6261	.5099	.4854	.5978	.5561
38.00	.5389	.6200	.5046	.4803	.5919	.5505
40.00	.5337	.6142	.4997	.4755	.5864	.5453
45.00	.5218	.6012	.4884	.4647	.5737	.5334
50.00	.5113	.5897	.4785	.4552	.5626	.5229
55.00	.5020	.5794	.4697	.4467	.5526	.5136
60.00	.4936	.5701	.4617	.4391	.5436	.5052
65.00	.4860	.5617	.4545	.4321	.5354	.4975
70.00	.4791	.5539	.4479	.4258	.5279	.4905
75.00	.4727	.5468	.4419	.4200	.5210	.4840
80.00	.4667	.5402	.4362	.4146	.5146	.4780
85.00	.4612	.5340	.4310	.4096	.5087	.4724
90.00	.4561	.5282	.4262	.4049	.5031	.4672
95.00	.4512	.5228	.4216	.4005	.4979	.4623
100.00	.4467	.5177	.4173	.3964	.4930	.4577
125.00	.4273	.4960	.3990	.3789	.4720	.4381
150.00	.4121	.4787	.3846	.3651	.4553	.4226
175.00	.3995	.4645	.3727	.3537	.4416	.4098
200.00	.3889	.4524	.3627	.3441	.4300	.3989

T*	Ω^{(1, 1)}*	Ω^{(2, 2)}*	Ω^{(1, 2)}*	Ω^{(1, 3)}*	Ω^{(2, 3)}*	Ω^{(3, 3)}*
.10	4.0127	4.1039	3.5538	3.2422	3.7626	3.7519
.15	3.4833	3.5879	3.0684	2.7772	3.2938	3.2320
.20	3.1328	3.2686	2.7334	2.4413	3.0018	2.8788
.25	2.8677	3.0336	2.4723	2.1779	2.7741	2.6109
.30	2.6509	2.8456	2.2574	1.9669	2.5815	2.3979
.35	2.4695	2.6777	2.0809	1.8000	2.4074	2.2248
.40	2.3171	2.5327	1.9353	1.6668	2.2566	2.0790
.45	2.1823	2.4003	1.8114	1.5583	2.1220	1.9569
.50	2.0662	2.2867	1.7074	1.4701	2.0072	1.8511
.55	1.9681	2.1774	1.6212	1.3981	1.9031	1.7615
.60	1.8779	2.0828	1.5455	1.3373	1.8137	1.6831
.65	1.7979	1.9994	1.4800	1.2857	1.7358	1.6137
.70	1.7298	1.9230	1.4247	1.2424	1.6671	1.5535
.75	1.6699	1.8521	1.3768	1.2052	1.6059	1.5008
.80	1.6139	1.7885	1.3336	1.1724	1.5515	1.4535
.85	1.5633	1.7327	1.2955	1.1439	1.5040	1.4113
.90	1.5175	1.6821	1.2616	1.1187	1.4615	1.3733
.95	1.4763	1.6360	1.2313	1.0963	1.4235	1.3392
1.00	1.4394	1.5933	1.2042	1.0762	1.3890	1.3084
1.10	1.3767	1.5175	1.1583	1.0421	1.3296	1.2553
1.20	1.3218	1.4542	1.1197	1.0137	1.2805	1.2109
1.30	1.2744	1.4010	1.0871	.9898	1.2395	1.1732
1.40	1.2335	1.3550	1.0591	.9692	1.2046	1.1409
1.50	1.1983	1.3151	1.0351	.9515	1.1747	1.1131
1.60	1.1678	1.2801	1.0143	.9359	1.1487	1.0888
1.70	1.1414	1.2491	.9960	.9221	1.1259	1.0675
1.80	1.1175	1.2215	.9796	.9096	1.1058	1.0486
1.90	1.0956	1.1971	.9648	.8984	1.0879	1.0317
2.00	1.0760	1.1753	.9515	.8882	1.0718	1.0165
2.20	1.0418	1.1379	.9284	.8703	1.0443	.9901
2.40	1.0131	1.1069	.9089	.8550	1.0213	.9681
2.60	.9888	1.0807	.8922	.8416	1.0019	.9495
2.80	.9679	1.0581	.8776	.8298	.9851	.9333
3.00	.9499	1.0386	.8647	.8193	.9704	.9191
3.20	.9342	1.0215	.8533	.8098	.9574	.9066
3.40	.9200	1.0064	.8430	.8011	.9458	.8954
3.60	.9071	.9929	.8336	.7931	.9353	.8852
3.80	.8954	.9807	.8250	.7858	.9258	.8760
4.00	.8847	.9697	.8170	.7789	.9171	.8676
4.50	.8617	.9461	.7996	.7638	.8981	.8492
5.00	.8427	.9266	.7849	.7507	.8822	.8337
5.50	.8266	.9102	.7721	.7393	.8685	.8204
6.00	.8127	.8961	.7609	.7291	.8564	.8088
6.50	.8005	.8837	.7508	.7199	.8457	.7984
7.00	.7897	.8726	.7418	.7116	.8361	.7891
7.50	.7800	.8627	.7335	.7039	.8273	.7807
8.00	.7711	.8537	.7260	.6969	.8193	.7729
8.50	.7631	.8454	.7190	.6904	.8118	.7657
9.00	.7556	.8378	.7125	.6843	.8049	.7591
9.50	.7487	.8308	.7064	.6786	.7985	.7529
10.00	.7422	.8242	.7007	.6732	.7925	.7471
11.00	.7306	.8123	.6904	.6634	.7814	.7365
12.00	.7202	.8017	.6811	.6546	.7715	.7269
13.00	.7109	.7921	.6727	.6466	.7625	.7183
14.00	.7025	.7834	.6650	.6392	.7543	.7105
15.00	.6948	.7754	.6579	.6325	.7468	.7032
16.00	.6877	.7681	.6514	.6262	.7398	.6966
17.00	.6811	.7613	.6453	.6204	.7333	.6903
18.00	.6750	.7549	.6397	.6150	.7272	.6845
19.00	.6693	.7489	.6343	.6099	.7215	.6791
20.00	.6640	.7433	.6293	.6051	.7161	.6740
22.00	.6542	.7330	.6202	.5962	.7062	.6645
24.00	.6453	.7238	.6119	.5883	.6973	.6560
26.00	.6374	.7153	.6044	.5810	.6892	.6483
28.00	.6301	.7076	.5975	.5744	.6817	.6412
30.00	.6234	.7005	.5912	.5683	.6748	.6347
32.00	.6172	.6939	.5853	.5626	.6685	.6286
34.00	.6114	.6878	.5798	.5573	.6625	.6229
36.00	.6060	.6820	.5747	.5524	.6569	.6176
38.00	.6010	.6766	.5699	.5478	.6516	.6126
40.00	.5962	.6715	.5654	.5434	.6467	.6079
45.00	.5854	.6599	.5551	.5335	.6354	.5972
50.00	.5759	.6496	.5461	.5247	.6255	.5878
55.00	.5674	.6405	.5380	.5169	.6165	.5793
60.00	.5598	.6322	.5307	.5099	.6085	.5717
65.00	.5528	.6246	.5241	.5035	.6011	.5647
70.00	.5465	.6177	.5180	.4976	.5944	.5584
75.00	.5406	.6113	.5124	.4922	.5882	.5525
80.00	.5352	.6053	.5072	.4872	.5824	.5470
85.00	.5301	.5998	.5024	.4825	.5770	.5419
90.00	.5254	.5946	.4979	.4782	.5719	.5371
95.00	.5209	.5897	.4936	.4741	.5672	.5327
100.00	.5167	.5851	.4896	.4702	.5627	.5284
125.00	.4989	.5654	.4726	.4537	.5436	.5104
150.00	.4847	.5497	.4590	.4406	.5283	.4960
175.00	.4729	.5366	.4478	.4299	.5157	.4841
200.00	.4630	.5256	.4383	.4207	.5050	.4740

T*	Ω^{(1, 1)}*	Ω^{(2, 2)}*	Ω^{(1, 2)}*	Ω^{(1, 3)}*	Ω^{(2, 3)}*	Ω^{(3, 3)}*
.10	3.6513	3.7783	3.2394	2.9622	3.4684	3.4346
.15	3.1790	3.3103	2.8119	2.5591	3.0427	2.9780
.20	2.8718	3.0168	2.5250	2.2774	2.7745	2.6720
.25	2.6422	2.8068	2.3034	2.0556	2.5756	2.4406
.30	2.4585	2.6382	2.1238	1.8781	2.4083	2.2572
.35	2.3050	2.4971	1.9741	1.7341	2.2637	2.1053
.40	2.1721	2.3716	1.8471	1.6165	2.1340	1.9791
.45	2.0601	2.2585	1.7420	1.5217	2.0191	1.8716
.50	1.9599	2.1566	1.6511	1.4429	1.9172	1.7802
.55	1.8724	2.0682	1.5734	1.3773	1.8292	1.6991
.60	1.7975	1.9839	1.5082	1.3229	1.7498	1.6305
.65	1.7289	1.9085	1.4505	1.2763	1.6796	1.5696
.70	1.6668	1.8429	1.3998	1.2363	1.6190	1.5153
.75	1.6124	1.7833	1.3558	1.2019	1.5652	1.4675
.80	1.5647	1.7270	1.3176	1.1721	1.5164	1.4249
.85	1.5217	1.6756	1.2837	1.1460	1.4729	1.3873
.90	1.4814	1.6299	1.2530	1.1228	1.4342	1.3533
.95	1.4445	1.5889	1.2255	1.1021	1.3998	1.3224
1.00	1.4106	1.5509	1.2005	1.0836	1.3684	1.2940
1.10	1.3526	1.4845	1.1579	1.0518	1.3146	1.2456
1.20	1.3047	1.4271	1.1229	1.0257	1.2696	1.2052
1.30	1.2628	1.3777	1.0931	1.0036	1.2316	1.1707
1.40	1.2260	1.3360	1.0675	.9846	1.1996	1.1412
1.50	1.1937	1.3000	1.0453	.9682	1.1721	1.1157
1.60	1.1655	1.2682	1.0260	.9538	1.1481	1.0934
1.70	1.1407	1.2400	1.0089	.9409	1.1271	1.0737
1.80	1.1189	1.2148	.9938	.9295	1.1084	1.0563
1.90	1.0995	1.1923	.9804	.9192	1.0919	1.0407
2.00	1.0820	1.1722	.9682	.9098	1.0771	1.0267
2.20	1.0509	1.1376	.9469	.8933	1.0516	1.0025
2.40	1.0246	1.1091	.9289	.8793	1.0304	.9823
2.60	1.0023	1.0850	.9135	.8670	1.0125	.9651
2.80	.9830	1.0643	.9001	.8563	.9970	.9502
3.00	.9663	1.0464	.8883	.8466	.9835	.9372
3.20	.9516	1.0306	.8778	.8379	.9716	.9257
3.40	.9387	1.0167	.8683	.8301	.9610	.9155
3.60	.9271	1.0043	.8598	.8228	.9514	.9062
3.80	.9165	.9931	.8519	.8161	.9427	.8978
4.00	.9068	.9830	.8447	.8099	.9348	.8901
4.50	.8857	.9613	.8288	.7962	.9175	.8733
5.00	.8683	.9436	.8154	.7844	.9030	.8592
5.50	.8536	.9286	.8038	.7740	.8906	.8472
6.00	.8409	.9157	.7936	.7648	.8797	.8366
6.50	.8298	.9045	.7846	.7566	.8700	.8272
7.00	.8199	.8944	.7764	.7490	.8613	.8188
7.50	.8110	.8855	.7689	.7422	.8534	.8112
8.00	.8030	.8773	.7621	.7358	.8462	.8042
8.50	.7957	.8698	.7558	.7299	.8395	.7977
9.00	.7889	.8630	.7499	.7244	.8333	.7917
9.50	.7827	.8566	.7444	.7193	.8275	.7861
10.00	.7769	.8507	.7393	.7145	.8221	.7809
11.00	.7663	.8400	.7300	.7057	.8123	.7714
12.00	.7570	.8305	.7216	.6977	.8035	.7629
13.00	.7486	.8219	.7140	.6905	.7955	.7552
14.00	.7409	.8142	.7071	.6839	.7882	.7482
15.00	.7340	.8071	.7008	.6779	.7815	.7418
16.00	.7276	.8005	.6949	.6723	.7753	.7359
17.00	.7217	.7945	.6894	.6670	.7696	.7303
18.00	.7162	.7888	.6843	.6621	.7642	.7252
19.00	.7111	.7835	.6796	.6576	.7592	.7203
20.00	.7062	.7785	.6751	.6532	.7544	.7158
22.00	.6974	.7694	.6668	.6453	.7456	.7074
24.00	.6895	.7612	.6594	.6381	.7377	.6998
26.00	.6823	.7537	.6526	.6316	.7305	.6929
28.00	.6757	.7469	.6464	.6256	.7239	.6865
30.00	.6697	.7406	.6407	.6200	.7178	.6807
32.00	.6641	.7347 ‘	.6354	.6149	.7121	.6752
34.00	.6589	.7292	.6304	.6101	.7068	.6702
36.00	.6540	.7241	.6258	.6056	.7018	.6654
38.00	.6495	.7193	.6215	.6014	.6971	.6609
40.00	.6452	.7148	.6174	.5975	.6927	.6567
45.00	.6354	.7044	.6081	.5884	.6826	.6471
50.00	.6268	.6953	.5998	.5805	.6737	.6386
55.00	.6192	.6871	.5925	.5733	.6657	.6310
60.00	.6122	.6797	.5859	.5669	.6585	.6241
65.00	.6059	.6729	.5798	.5610	.6519	.6178
70.00	.6002	.6667	.5743	.5557	.6458	.6120
75.00	.5948	.6610	.5692	.5507	.6402	.6067
80.00	.5899	.6556	.5644	.5461	.6350	.6017
85.00	.5853	.6507	.5600	.5418	.6302	.5971
90.00	.5809	.6460	.5558	.5378	.6256	.5927
95.00	.5769	.6416	.5519	.5340	.6213	.5887
100.00	.5731	.6374	.5483	.5304	.6173	.5848
125.00	.5567	.6197	.5326	.5152	.5999	.5683
150.00	.5436	.6054	.5200	.5030	.5861	.5552
175.00	.5328	.5936	.5096	.4930	.5746	.5442
200.00	.5236	.5835	.5008	.4844	.5648	.5349

T*	Ω^{(1, 1)}*	Ω^{(2, 2)}*	Ω^{(1, 2)}*	Ω^{(1, 3)}*	Ω^{(2, 3)}*	Ω^{(3, 3)}*
.10	3.4376	3.5794	3.0510	2.7923	3.2867	3.2385
.15	2.9961	3.1375	2.6548	2.4226	2.8848	2.8166
.20	2.7121	2.8620	2.3936	2.1703	2.6342	2.5371
.25	2.5030	2.6645	2.1957	1.9746	2.4495	2.3280
.30	2.3366	2.5101	2.0351	1.8163	2.2988	2.1614
.35	2.1977	2.3797	1.9010	1.6871	2.1674	2.0255
.40	2.0809	2.2634	1.7895	1.5824	2.0498	1.9126
.45	1.9778	2.1652	1.6929	1.4948	1.9489	1.8136
.50	1.8903	2.0714	1.6124	1.4235	1.8561	1.7308
.55	1.8107	1.9903	1.5415	1.3630	1.7759	1.6582
.60	1.7414	1.9179	1.4809	1.3122	1.7054	1.5937
.65	1.6812	1.8489	1.4291	1.2694	1.6414	1.5385
.70	1.6261	1.7873	1.3832	1.2325	1.5850	1.4896
.75	1.5756	1.7330	1.3422	1.2002	1.5354	1.4451
.80	1.5307	1.6836	1.3062	1.1721	1.4912	1.4057
.85	1.4914	1.6379	1.2749	1.1477	1.4515	1.3707
.90	1.4560	1.5950	1.2470	1.1262	1.4154	1.3394
.95	1.4228	1.5561	1.2216	1.1069	1.3829	1.3110
1.00	1.3919	1.5212	1.1984	1.0894	1.3538	1.2850
1.10	1.3377	1.4604	1.1586	1.0597	1.3038	1.2397
1.20	1.2926	1.4082	1.1256	1.0350	1.2620	1.2018
1.30	1.2545	1.3623	1.0979	1.0143	1.2264	1.1698
1.40	1.2212	1.3230	1.0742	.9966	1.1963	1.1423
1.50	1.1915	1.2892	1.0535	.9812	1.1703	1.1184
1.60	1.1651	1.2598	1.0353	.9676	1.1479	1.0975
1.70	1.1419	1.2337	1.0193	.9556	1.1282	1.0791
1.80	1.1212	1.2102	1.0051	.9449	1.1107	1.0626
1.90	1.1029	1.1892	.9924	.9353	1.0951	1.0480
2.00	1.0866	1.1704	.9810	.9265	1.0812	1.0349
2.20	1.0582	1.1378	.9612	.9112	1.0572	1.0123
2.40	1.0338	1.1110	.9445	.8981	1.0373	.9933
2.60	1.0130	1.0884	.9301	.8867	1.0204	.9772
2.80	.9950	1.0691	.9176	.8768	1.0060	.9633
3.00	.9793	1.0523	.9066	.8678	.9934	.9512
3.20	.9656	1.0376	.8968	.8598	.9823	.9405
3.40	.9533	1.0245	.8880	.8525	.9724	.9309
3.60	.9425	1.0129	.8801	.8459	.9635	.9223
3.80	.9328	1.0025	.8728	.8397	.9554	.9145
4.00	.9238	.9930	.8662	.8341	.9480	.9074
4.50	.9044	.9728	.8515	.8215	.9321	.8919
5.00	.8882	.9564	.8392	.8106	.9187	.8790
5.50	.8746	.9425	.8285	.8012	.9074	.8679
6.00	.8628	.9306	.8192	.7928	.8974	.8583
6.50	.8526	.9203	.8109	.7853	.8886	.8497
7.00	.8435	.9111	.8034	.7785	.8807	.8421
7.50	.8353	.9029	.7966	.7722	.8736	.8351
8.00	.8279	.8954	.7904	.7665	.8670	.8288
8.50	.8212	.8886	.7846	.7611	.8610	.8229
9.00	.8150	.8824	.7793	.7562	.8554	.8175
9.50	.8093	.8766	.7743	.7515	.8502	.8125
10.00	.8040	.8712	.7697	.7471	.8453	.8078
11.00	.7944	.8615	.7612	.7391	.8364	.7992
12.00	.7858	.8529	.7536	.7319	.8284	.7915
13.00	.7782	.8452	.7467	.7254	.8212	.7845
14.00	.7713	.8381	.7404	.7194	.8147	.7781
15.00	.7649	.8317	.7347	.7139	.8086	.7723
16.00	.7591	.8258	.7293	.7088	.8030	.7669
17.00	.7537	.8203	.7244	.7041	.7978	.7619
18.00	.7487	.8152	.7198	.6996	.7929	.7572
19.00	.7441	.8104	.7154	.6954	.7884	.7528
20.00	.7397	.8059	.7113	.6915	.7841	.7487
22.00	.7317	.7977	.7038	.6843	.7762	.7410
24.00	.7245	.7902	.6971	.6778	.7690	.7342
26.00	.7179	.7835	.6909	.6718	.7625	.7279
28.00	.7120	.7773	.6853	.6664	.7566	.7222
30.00	.7065	.7716	.6801	.6613	.7510	.7169
32.00	.7014	.7663	.6753	.6567	.7459	.7120
34.00	.6967	.7614	.6708	.6523	.7411	.7074
36.00	.6922	.7568	.6666	.6482	.7366	.7031
38.00	.6881	.7524	.6626	.6444	.7324	.6990
40.00	.6842	.7483	.6589	.6408	.7284	.6952
45.00	.6753	.7390	.6504	.6325	.7194	.6865
50.00	.6675	.7308	.6429	.6252	.7113	.6788
55.00	.6605	.7234	.6362	.6187	.7041	.6719
60.00	.6542	.7167	.6302	.6128	.6976	.6656
65.00	.6485	.7106	.6246	.6075	.6917	.6599
70.00	.6432	.7050	.6196	.6025	.6862	.6547
75.00	.6383	.6999	.6149	.5980	.6811	.6498
80.00	.6338	.6950	.6106	.5938	.6764	.6453
85.00	.6296	.6905	.6065	.5898	.6720	.6411
90.00	.6256	.6863	.6027	.5861	.6679	.6371
95.00	.6219	.6823	.5991	.5826	.6640	.6334
100.00	.6184	.6786	.5958	.5794	.6603	.6299
125.00	.6034	.6625	.5813	.5653	.6446	.6149
150.00	.5914	.6496	.5697	.5540	.6320	.6028
175.00	.5815	.6388	.5601	.5447	.6215	.5928
200.00	.5730	.6296	.5520	.5367	.6125	.5842

T*	Ω^{(1, 1)}*	Ω^{(2, 2)}*	Ω^{(1, 2)}*	Ω^{(1, 3)}*	Ω^{(2, 3)}*	Ω^{(3, 3)}*
.10	3.2971	3.4469	2.9268	2.6796	3.1650	3.1075
.15	2.8750	3.0208	2.5495	2.3298	2.7767	2.7057
.20	2.6050	2.7542	2.3038	2.0954	2.5345	2.4439
.25	2.4083	2.5659	2.1202	1.9161	2.3606	2.2484
.30	2.2527	2.4186	1.9722	1.7712	2.2191	2.0945
.35	2.1244	2.2947	1.8497	1.6532	2.0965	1.9692
.40	2.0159	2.1906	1.7466	1.5561	1.9915	1.8621
.45	1.9210	2.0954	1.6580	1.4753	1.8958	1.7728
.50	1.8395	2.0127	1.5830	1.4083	1.8127	1.6939
.55	1.7676	1.9345	1.5185	1.3525	1.7368	1.6278
.60	1.7021	1.8672	1.4612	1.3043	1.6710	1.5675
.65	1.6460	1.8060	1.4127	1.2639	1.6127	1.5151
.70	1.5958	1.7476	1.3702	1.2292	1.5594	1.4693
.75	1.5497	1.6959	1.3323	1.1989	1.5124	1.4283
.80	1.5075	1.6501	1.2984	1.1723	1.4710	1.3912
.85	1.4696	1.6081	1.2683	1.1489	1.4339	1.3580
.90	1.4364	1.5686	1.2419	1.1283	1.3999	1.3280
.95	1.4062	1.5322	1.2183	1.1102	1.3693	1.3013
1.00	1.3781	1.4987	1.1968	1.0938	1.3416	1.2771
1.10	1.3273	1.4412	1.1591	1.0654	1.2941	1.2343
1.20	1.2842	1.3921	1.1276	1.0420	1.2545	1.1983
1.30	1.2482	1.3496	1.1014	1.0223	1.2210	1.1680
1.40	1.2172	1.3124	1.0790	1.0055	1.1924	1.1421
1.50	1.1896	1.2799	1.0594	.9910	1.1677	1.1195
1.60	1.1649	1.2520	1.0423	.9782	1.1465	1.0997
1.70	1.1429	1.2274	1.0272	.9669	1.1278	1.0824
1.80	1.1233	1.2054	1.0137	.9568	1.1114	1.0670
1.90	1.1059	1.1857	1.0017	.9477	1.0967	1.0532
2.00	1.0902	1.1679	.9909	.9395	1.0835	1.0408
2.20	1.0635	1.1371	.9722	.9252	1.0609	1.0195
2.40	1.0408	1.1116	.9565	.9129	1.0421	1.0017
2.60	1.0212	1.0904	.9430	.9023	1.0263	.9866
2.80	1.0043	1.0721	.9313	.8930	1.0127	.9735
3.00	.9895	1.0563	.9210	.8847	1.0008	.9621
3.20	.9765	1.0425	.9118	.8772	.9904	.9521
3.40	.9650	1.0302	.9036	.8704	.9811	.9431
3.60	.9547	1.0193	.8961	.8642	.9728	.9350
3.80	.9455	1.0094	.8894	.8585	.9652	.9277
4.00	.9371	1.0006	.8832	.8533	.9583	.9210
4.50	.9191	.9816	.8696	.8416	.9434	.9066
5.00	.9039	.9662	.8581	.8316	.9310	.8946
5.50	.8912	.9532	.8482	.8229	.9204	.8843
6.00	.8802	.9422	.8396	.8152	.9112	.8754
6.50	.8707	.9325	.8319	.8083	.9031	.8675
7.00	.8622	.9240	.8250	.8020	.8958	.8604
7.50	.8547	.9163	.8187	.7963	.8892	.8540
8.00	.8478	.9094	.8130	.7910	.8832	.8482
8.50	.8416	.9032	.8077	.7861	.8776	.8428
9.00	.8358	.8974	.8028	.7815	.8725	.8378
9.50	.8306	.8921	.7982	.7773	.8677	.8332
10.00	.8257	.8871	.7940	.7733	.8633	.8289
11.00	.8168	.8782	.7862	.7660	.8552	.8210
12.00	.8089	.8703	.7792	.7594	.8479	.8140
13.00	.8019	.8632	.7729	.7534	.8414	.8077
14.00	.7955	.8568	.7672	.7480	.8354	.8019
15.00	.7897	.8510	.7619	.7429	.8299	.7966
16.00	.7844	.8456	.7570	.7383	.8248	.7916
17.00	.7794	.8406	.7525	.7339	.8201	.7871
18.00	.7748	.8359	.7483	.7299	.8156	.7828
19.00	.7706	.8315	.7443	.7261	.8115	.7788
20.00	.7665	.8275	.7406	.7225	.8076	.7750
22.00	.7592	.8199	.7337	.7158	.8004	.7681
24.00	.7526	.8132	.7275	.7099	.7939	.7618
26.00	.7466	.8070	.7219	.7044	.7880	.7561
28.00	.7412	.8014	.7168	.6994	.7825	.7508
30.00	.7361	.7962	.7120	.6948	.7775	.7460
32.00	.7315	.7914	.7076	.6906	.7728	.7415
34.00	.7272	.7869	.7035	.6866	.7685	.7373
36.00	.7231	.7827	.6996	.6828	.7644	.7334
38.00	.7193	.7788	.6960	.6793	.7606	.7297
40.00	.7158	.7751	.6926	.6760	.7569	.7262
45.00	.7076	.7666	.6848	.6684	.7487	.7182
50.00	.7005	.7591	.6780	.6617	.7414	.7112
55.00	.6941	.7524	.6718	.6558	.7348	.7049
60.00	.6883	.7463	.6663	.6503	.7289	.6992
65.00	.6830	.7407	.6612	.6454	.7235	.6940
70.00	.6782	.7357	.6565	.6409	.7185	.6892
75.00	.6737	.7309	.6522	.6367	.7139	.6847
80.00	.6696	.7266	.6482	.6328	.7096	.6806
85.00	.6657	.7225	.6445	.6291	.7056	.6768
90.00	.6621	.7186	.6410	.6257	.7018	.6731
95.00	.6587	.7150	.6377	.6225	.6983	.6697
100.00	.6555	.7116	.6346	.6195	.6950	.6665
125.00	.6417	.6969	.6213	.6065	.6806	.6527
150.00	.6306	.6851	.6106	.5961	.6690	.6416
175.00	.6214	.6753	.6017	.5874	.6594	.6324
200.00	.6136	.6669	.5941	.5800	.6512	.6245

T*	Ω^{(1, 1)}*	Ω^{(2, 2)}*	Ω^{(1, 2)}*	Ω^{(1, 3)}*	Ω^{(2, 3)}*	Ω^{(3, 3)}*
.10	3.1968	3.3499	2.8378	2.5987	3.0761	3.0123
.15	2.7882	2.9360	2.4739	2.2628	2.6988	2.6249
.20	2.5283	2.6773	2.2392	2.0412	2.4641	2.3744
.25	2.3397	2.4933	2.0649	1.8725	2.2945	2.1903
.30	2.1919	2.3510	1.9260	1.7374	2.1595	2.0449
.35	2.0709	2.2344	1.8115	1.6272	2.0455	1.9255
.40	1.9677	2.1348	1.7140	1.5356	1.9460	1.8250
.45	1.8796	2.0440	1.6321	1.4603	1.8558	1.7415
.50	1.8014	1.9664	1.5604	1.3965	1.7780	1.6666
.55	1.7346	1.8944	1.5003	1.3438	1.7077	1.6036
.60	1.6738	1.8288	1.4469	1.2985	1.6445	1.5476
.65	1.6192	1.7717	1.4000	1.2596	1.5898	1.4977
.70	1.5723	1.7181	1.3600	1.2266	1.5399	1.4536
.75	1.5297	1.6683	1.3245	1.1979	1.4951	1.4153
.80	1.4902	1.6245	1.2925	1.1727	1.4556	1.3803
.85	1.4541	1.5847	1.2638	1.1503	1.4202	1.3485
.90	1.4217	1.5480	1.2383	1.1305	1.3882	1.3200
.95	1.3933	1.5140	1.2159	1.1131	1.3593	1.2945
1.00	1.3671	1.4824	1.1956	1.0975	1.3330	1.2714
1.10	1.3195	1.4266	1.1598	1.0704	1.2871	1.2307
1.20	1.2786	1.3803	1.1298	1.0480	1.2494	1.1964
1.30	1.2437	1.3401	1.1045	1.0292	1.2175	1.1674
1.40	1.2143	1.3049	1.0832	1.0132	1.1902	1.1427
1.50	1.1883	1.2736	1.0646	.9993	1.1665	1.1211
1.60	1.1651	1.2468	1.0484	.9871	1.1461	1.1023
1.70	1.1442	1.2232	1.0339	.9764	1.1282	1.0857
1.80	1.1255	1.2023	1.0211	.9668	1.1125	1.0709
1.90	1.1088	1.1835	1.0096	.9581	1.0984	1.0578
2.00	1.0937	1.1664	.9992	.9503	1.0858	1.0459
2.20	1.0681	1.1372	.9814	.9366	1.0642	1.0256
2.40	1.0468	1.1127	.9665	.9251	1.0462	1.0086
2.60	1.0282	1.0923	.9537	.9150	1.0311	.9942
2.80	1.0121	1.0749	.9426	.9062	1.0182	.9819
3.00	.9980	1.0598	.9328	.8984	1.0069	.9710
3.20	.9857	1.0466	.9241	.8914	.9969	.9615
3.40	.9747	1.0350	.9164	.8850	.9882	.9530
3.60	.9649	1.0246	.9094	.8792	.9802	.9454
3.80	.9561	1.0152	.9029	.8739	.9731	.9384
4.00	.9481	1.0067	.8971	.8690	.9665	.9321
4.50	.9311	.9888	.8843	.8581	.9525	.9186
5.00	.9169	.9741	.8736	.8488	.9408	.9072
5.50	.9049	.9619	.8643	.8407	.9309	.8976
6.00	.8945	.9514	.8563	.8335	.9223	.8892
6.50	.8855	.9423	.8491	.8271	.9147	.8819
7.00	.8776	.9343	.8427	.8213	.9079	.8753
7.50	.8705	.9272	.8368	.8159	.9017	.8693
8.00	.8641	.9207	.8315	.8111	.8961	.8639
8.50	.8582	.9149	.8266	.8065	.8910	.8589
9.00	.8529	.9095	.8220	.8023	.8863	.8543
9.50	.8479	.9045	.8178	.7984	.8819	.8500
10.00	.8434	.8999	.8139	.7947	.8777	.8460
11.00	.8351	.8916	.8067	.7879	.8702	.8388
12.00	.8278	.8843	.8002	.7819	.8635	.8323
13.00	.8213	.8777	.7944	.7764	.8575	.8264
14.00	.8154	.8718	.7891	.7713	.8520	.8211
15.00	.8100	.8664	.7842	.7667	.8469	.8162
16.00	.8050	.8614	.7797	.7624	.8423	.8117
17.00	.8005	.8568	.7756	.7584	.8379	.8075
18.00	.7962	.8525	.7717	.7547	.8339	.8035
19.00	.7923	.8485	.7680	.7512	.8301	.7999
20.00	.7886	.8447	.7646	.7479	.8265	.7964
22.00	.7818	.8378	.7583	.7418	.8199	.7900
24.00	.7757	.8316	.7526	.7363	.8139	.7842
26.00	.7702	.8260	.7474	.7313	.8085	.7790
28.00	.7651	.8209	.7426	.7267	.8035	.7742
30.00	.7605	.8161	.7383	.7224	.7989	.7698
32.00	.7562	.8117	.7342	.7185	.7947	.7656
34.00	.7522	.8076	.7304	.7148	.7907	.7618
36.00	.7485	.8037	.7269	.7114	.7869	.7582
38.00	.7450	.8001	.7235	.7081	.7834	.7548
40.00	.7417	.7967	.7204	.7051	.7801	.7516
45.00	.7342	.7889	.7132	.6981	.7725	.7442
50.00	.7276	.7821	.7069	.6919	.7658	.7378
55.00	.7217	.7759	.7012	.6864	.7598	.7320
60.00	.7164	.7703	.6961	.6814	.7544	.7267
65.00	.7115	.7653	.6914	.6768	.7494	.7219
70.00	.7071	.7606	.6871	.6727	.7449	.7175
75.00	.7030	.7563	.6831	.6688	.7406	.7135
80.00	.6991	.7523	.6794	.6652	.7367	.7097
85.00	.6956	.7485	.6760	.6618	.7330	.7061
90.00	.6922	.7450	.6728	.6586	.7296	.7028
95.00	.6891	.7417	.6697	.6557	.7263	.6997
100.00	.6861	.7385	.6668	.6529	.7233	.6967
125.00	.6734	.7250	.6545	.6408	.7101	.6840
150.00	.6631	.7142	.6446	.6311	.6994	.6737
175.00	.6546	.7052	.6363	.6230	.6906	.6652
200.00	.6473	.6974	.6293	.6161	.6830	.6579

T*	Ω^{(1, 1)}*	Ω^{(2, 2)}*	Ω^{(1, 2)}*	Ω^{(1, 3)}*	Ω^{(2, 3)}*	Ω^{(3, 3)}*
.10	3.0631	3.2201	2.7198	2.4914	2.9574	2.8871
.15	2.6728	2.8226	2.3733	2.1732	2.5946	2.5180
.20	2.4258	2.5735	2.1520	1.9666	2.3682	2.2819
.25	2.2482	2.3977	1.9904	1.8127	2.2075	2.1097
.30	2.1101	2.2624	1.8627	1.6901	2.0808	1.9750
.35	1.9973	2.1518	1.7574	1.5895	1.9744	1.8650
.40	1.9023	2.0567	1.6690	1.5066	1.8813	1.7740
.45	1.8215	1.9756	1.5943	1.4379	1.8012	1.6956
.50	1.7502	1.9010	1.5295	1.3799	1.7280	1.6286
.55	1.6879	1.8368	1.4736	1.3310	1.6650	1.5695
.60	1.6335	1.7763	1.4256	1.2897	1.6072	1.5185
.65	1.5839	1.7226	1.3829	1.2540	1.5562	1.4731
.70	1.5391	1.6742	1.3450	1.2228	1.5108	1.4318
.75	1.5006	1.6299	1.3128	1.1964	1.4703	1.3962
.80	1.4653	1.5885	1.2838	1.1731	1.4333	1.3643
.85	1.4325	1.5511	1.2575	1.1524	1.4002	1.3351
.90	1.4024	1.5175	1.2337	1.1340	1.3706	1.3084
.95	1.3752	1.4867	1.2125	1.1176	1.3439	1.2845
1.00	1.3510	1.4579	1.1936	1.1029	1.3195	1.2630
1.10	1.3082	1.4060	1.1609	1.0779	1.2767	1.2253
1.20	1.2707	1.3624	1.1331	1.0570	1.2412	1.1933
1.30	1.2383	1.3253	1.1096	1.0394	1.2113	1.1662
1.40	1.2103	1.2928	1.0895	1.0245	1.1858	1.1429
1.50	1.1864	1.2638	1.0722	1.0116	1.1636	1.1227
1.60	1.1653	1.2385	1.0572	1.0003	1.1444	1.1052
1.70	1.1462	1.2163	1.0439	.9904	1.1276	1.0897
1.80	1.1290	1.1968	1.0320	.9815	1.1129	1.0760
1.90	1.1135	1.1793	1.0213	.9736	1.0998	1.0638
2.00	1.0994	1.1634	1.0117	.9664	1.0881	1.0528
2.20	1.0753	1.1361	.9952	.9539	1.0680	1.0340
2.40	1.0555	1.1135	.9814	.9433	1.0515	1.0184
2.60	1.0386	1.0943	.9697	.9342	1.0375	1.0051
2.80	1.0238	1.0781	.9595	.9263	1.0256	.9938
3.00	1.0108	1.0642	.9506	.9193	1.0153	.9839
3.20	.9994	1.0520	.9427	.9130	1.0062	.9752
3.40	.9893	1.0413	.9357	.9073	.9982	.9675
3.60	.9803	1.0317	.9293	.9021	.9910	.9606
3.80	.9722	1.0232	.9235	.8973	.9845	.9544
4.00	.9648	1.0154	.9182	.8929	.9786	.9487
4.50	.9493	.9990	.9068	.8832	.9659	.9365
5.00	.9365	.9857	.8972	.8750	.9555	.9264
5.50	.9256	.9746	.8889	.8679	.9466	.9177
6.00	.9163	.9651	.8818	.8616	.9389	.9103
6.50	.9082	.9570	.8754	.8559	.9321	.9038
7.00	.9010	.9498	.8697	.8508	.9261	.8979
7.50	.8947	.9434	.8646	.8462	.9207	.8927
8.00	.8889	.9376	.8599	.8419	.9157	.8879
8.50	.8837	.9324	.8556	.8380	.9112	.8835
9.00	.8790	.9277	.8516	.8343	.9071	.8795
9.50	.8746	.9233	.8479	.8309	.9032	.8757
10.00	.8705	.9192	.8444	.8277	.8996	.8722
11.00	.8632	.9119	.8381	.8218	.8930	.8659
12.00	.8568	.9054	.8325	.8165	.8872	.8602
13.00	.8511	.8997	.8274	.8117	.8820	.8551
14.00	.8459	.8945	.8228	.8074	.8772	.8505
15.00	.8411	.8898	.8186	.8034	.8728	.8462
16.00	.8368	.8854	.8147	.7997	.8688	.8423
17.00	.8328	.8814	.8111	.7962	.8650	.8387
18.00	.8291	.8777	.8077	.7930	.8615	.8353
19.00	.8257	.8742	.8045	.7900	.8582	.8321
20.00	.8224	.8710	.8016	.7871	.8551	.8291
22.00	.8165	.8650	.7961	.7818	.8495	.8236
24.00	.8112	.8596	.7912	.7771	.8444	.8186
26.00	.8065	.8548	.7867	.7728	.8397	.8141
28.00	.8021	.8503	.7826	.7688	.8354	.8100
30.00	.7981	.8462	.7788	.7651	.8315	.8062
32.00	.7944	.8425	.7753	.7617	.8278	.8026
34.00	.7909	.8389	.7720	.7586	.8244	.7993
36.00	.7877	.8356	.7690	.7556	.8212	.7962
38.00	.7847	.8325	.7661	.7528	.8182	.7933
40.00	.7818	.8296	.7634	.7501	.8153	.7905
45.00	.7753	.8229	.7572	.7441	.8089	.7842
50.00	.7696	.8170	.7517	.7388	.8031	.7787
55.00	.7645	.8118	.7468	.7340	.7980	.7737
60.00	.7599	.8070	.7424	.7297	.7934	.7692
65.00	.7557	.8027	.7383	.7257	.7891	.7651
70.00	.7519	.7987	.7346	.7221	.7852	.7613
75.00	.7483	.7950	.7312	.7187	.7816	.7578
80.00	.7450	.7915	.7280	.7156	.7782	.7545
85.00	.7419	.7883	.7250	.7127	.7751	.7515
90.00	.7390	.7853	.7222	.7099	.7721	.7486
95.00	.7363	.7825	.7195	.7073	.7693	.7459
100.00	.7337	.7798	.7170	.7049	.7667	.7433
125.00	.7227	.7682	.7063	.6944	.7554	.7323
150.00	.7138	.7589	.6977	.6859	.7462	.7235
175.00	.7064	.7512	.6905	.6789	.7386	.7161
200.00	.7001	.7445	.6843	.6728	.7321	.7097

T*	Ω^{(1, 1)}*	Ω^{(2, 2)}*	Ω^{(1, 2)}*	Ω^{(1, 3)}*	Ω^{(2, 3)}*	Ω^{(3, 3)}*
.10	2.9341	3.0924	2.6065	2.3889	2.8412	2.7668
.15	2.5621	2.7121	2.2769	2.0873	2.4937	2.4158
.20	2.3275	2.4734	2.0682	1.8944	2.2765	2.1931
.25	2.1596	2.3042	1.9172	1.7526	2.1218	2.0321
.30	2.0302	2.1749	1.7994	1.6412	2.0019	1.9071
.35	1.9257	2.0699	1.7038	1.5511	1.9026	1.8062
.40	1.8386	1.9821	1.6240	1.4767	1.8182	1.7220
.45	1.7633	1.9054	1.5553	1.4139	1.7438	1.6501
.50	1.6992	1.8376	1.4976	1.3620	1.6781	1.5888
.55	1.6420	1.7771	1.4468	1.3176	1.6197	1.5354
.60	1.5918	1.7231	1.4027	1.2797	1.5681	1.4878
.65	1.5478	1.6736	1.3648	1.2476	1.5216	1.4471
.70	1.5073	1.6286	1.3306	1.2193	1.4798	1.4098
.75	1.4708	1.5887	1.3003	1.1947	1.4431	1.3766
.80	1.4389	1.5518	1.2740	1.1735	1.4099	1.3474
.85	1.4099	1.5174	1.2505	1.1547	1.3796	1.3211
.90	1.3829	1.4857	1.2291	1.1379	1.3521	1.2970
.95	1.3580	1.4578	1.2097	1.1229	1.3278	1.2752
1.00	1.3353	1.4319	1.1922	1.1095	1.3056	1.2553
1.10	1.2959	1.3850	1.1620	1.0864	1.2665	1.2206
1.20	1.2626	1.3447	1.1371	1.0675	1.2338	1.1916
1.30	1.2332	1.3104	1.1156	1.0514	1.2062	1.1667
1.40	1.2075	1.2808	1.0972	1.0377	1.1827	1.1452
1.50	1.1851	1.2544	1.0812	1.0259	1.1622	1.1266
1.60	1.1658	1.2313	1.0675	1.0156	1.1445	1.1104
1.70	1.1487	1.2107	1.0554	1.0066	1.1289	1.0962
1.80	1.1333	1.1925	1.0446	.9986	1.1152	1.0836
1.90	1.1192	1.1763	1.0350	.9914	1.1031	1.0723
2.00	1.1063	1.1617	1.0262	.9849	1.0922	1.0621
2.20	1.0842	1.1366	1.0111	.9736	1.0737	1.0448
2.40	1.0658	1.1157	.9986	.9642	1.0584	1.0305
2.60	1.0505	1.0981	.9880	.9561	1.0456	1.0184
2.80	1.0373	1.0831	.9789	.9490	1.0347	1.0081
3.00	1.0255	1.0702	.9709	.9428	1.0253	.9991
3.20	1.0152	1.0590	.9638	.9373	1.0171	.9913
3.40	1.0061	1.0492	.9576	.9323	1.0098	.9843
3.60	.9980	1.0405	.9519	.9278	1.0033	.9782
3.80	.9906	1.0327	.9468	.9236	.9975	.9726
4.00	.9840	1.0256	.9421	.9198	.9922	.9675
4.50	.9699	1.0108	.9320	.9115	.9809	.9567
5.00	.9585	.9987	.9237	.9044	.9717	.9477
5.50	.9490	.9889	.9166	.8983	.9639	.9402
6.00	.9408	.9805	.9104	.8930	.9572	.9338
6.50	.9336	.9732	.9049	.8882	.9513	.9281
7.00	.9274	.9669	.9001	.8839	.9462	.9231
7.50	.9219	.9614	.8957	.8800	.9415	.9187
8.00	.9169	.9563	.8917	.8765	.9373	.9146
8.50	.9124	.9518	.8881	.8732	.9335	.9108
9.00	.9083	.9477	.8847	.8701	.9299	.9074
9.50	.9045	.9439	.8816	.8673	.9267	.9043
10.00	.9010	.9404	.8787	.8646	.9236	.9013
11.00	.8948	.9342	.8734	.8597	.9181	.8960
12.00	.8893	.9287	.8687	.8554	.9132	.8913
13.00	.8845	.9238	.8645	.8515	.9089	.8870
14.00	.8801	.9195	.8607	.8479	.9049	.8832
15.00	.8761	.9155	.8572	.8446	.9013	.8797
16.00	.8725	.9119	.8539	.8415	.8980	.8764
17.00	.8692	.9086	.8510	.8387	.8949	.8735
18.00	.8661	.9055	.8482	.8361	.8920	.8707
19.00	.8632	.9026	.8456	.8336	.8893	.8681
20.00	.8605	.8999	.8431	.8312	.8868	.8656
22.00	.8556	.8950	.8386	.8269	.8822	.8611
24.00	.8512	.8905	.8346	.8231	.8780	.8570
26.00	.8472	.8866	.8309	.8195	.8742	.8533
28.00	.8437	.8829	.8276	.8163	.8707	.8500
30.00	.8403	.8796	.8245	.8133	.8675	.8468
32.00	.8373	.8765	.8216	.8105	.8645	.8439
34.00	.8345	.8736	.8189	.8079	.8617	.8412
36.00	.8318	.8709	.8164	.8055	.8591	.8387
38.00	.8293	.8684	.8141	.8032	.8567	.8363
40.00	.8270	.8660	.8119	.8011	.8544	.8341
45.00	.8217	.8606	.8068	.7961	.8492	.8290
50.00	.8170	.8558	.8023	.7918	.8445	.8245
55.00	.8129	.8515	.7983	.7879	.8404	.8205
60.00	.8091	.8477	.7947	.7844	.8367	.8168
65.00	.8057	.8442	.7914	.7811	.8332	.8135
70.00	.8025	.8409	.7884	.7782	.8301	.8104
75.00	.7996	.8380	.7856	.7754	.8271	.8075
80.00	.7969	.8352	.7830	.7729	.8244	.8049
85.00	.7944	.8326	.7805	.7705	.8219	.8024
90.00	.7920	.8301	.7782	.7682	.8195	.8001
95.00	.7898	.8278	.7761	.7661	.8172	.7979
100.00	.7877	.8257	.7740	.7641	.8151	.7958
125.00	.7786	.8163	.7653	.7555	.8059	.7868
150.00	.7714	.8088	.7582	.7485	.7986	.7797
175.00	.7653	.8025	.7523	.7427	.7924	.7736
200.00	.7601	.7971	.7472	.7377	.7871	.7685

T*	Ω^{(1, 1)}*	Ω^{(2, 2)}*	Ω^{(1, 2)}*	Ω^{(1, 3)}*	Ω^{(2, 3)}*	Ω^{(3, 3)}*
.10	2.8571	3.0144	2.5391	2.3282	2.7703	2.6945
.15	2.4963	2.6452	2.2201	2.0367	2.4332	2.3553
.20	2.2693	2.4133	2.0188	1.8516	2.2219	2.1408
.25	2.1075	2.2490	1.8743	1.7173	2.0719	1.9864
.30	1.9834	2.1234	1.7624	1.6124	1.9558	1.8671
.35	1.8834	2.0221	1.6718	1.5277	1.8606	1.7707
.40	1.8000	1.9372	1.5961	1.4576	1.7799	1.6904
.45	1.7293	1.8633	1.5323	1.3995	1.7089	1.6231
.50	1.6680	1.7991	1.4774	1.3503	1.6471	1.5641
.55	1.6146	1.7414	1.4304	1.3091	1.5920	1.5143
.60	1.5667	1.6901	1.3886	1.2733	1.5432	1.4691
.65	1.5252	1.6437	1.3530	1.2432	1.4999	1.4304
.70	1.4877	1.6009	1.3214	1.2169	1.4605	1.3959
.75	1.4535	1.5628	1.2930	1.1939	1.4257	1.3648
.80	1.4226	1.5285	1.2679	1.1737	1.3947	1.3370
.85	1.3955	1.4964	1.2459	1.1561	1.3665	1.3122
.90	1.3705	1.4665	1.2259	1.1404	1.3406	1.2897
.95	1.3474	1.4396	1.2079	1.1264	1.3176	1.2694
1.00	1.3261	1.4153	1.1915	1.1139	1.2968	1.2508
1.10	1.2885	1.3718	1.1630	1.0922	1.2604	1.2183
1.20	1.2573	1.3340	1.1396	1.0745	1.2297	1.1911
1.30	1.2301	1.3014	1.1197	1.0596	1.2037	1.1679
1.40	1.2060	1.2736	1.1024	1.0468	1.1817	1.1479
1.50	1.1849	1.2490	1.0875	1.0357	1.1624	1.1303
1.60	1.1665	1.2274	1.0746	1.0262	1.1458	1.1151
1.70	1.1505	1.2080	1.0632	1.0177	1.1310	1.1017
1.80	1.1362	1.1909	1.0532	1.0103	1.1181	1.0899
1.90	1.1231	1.1755	1.0443	1.0036	1.1066	1.0793
2.00	1.1112	1.1617	1.0361	.9976	1.0962	1.0696
2.20	1.0904	1.1380	1.0220	.9871	1.0786	1.0532
2.40	1.0732	1.1184	1.0104	.9783	1.0642	1.0397
2.60	1.0587	1.1016	1.0005	.9708	1.0519	1.0281
2.80	1.0464	1.0874	.9920	.9643	1.0415	1.0183
3.00	1.0356	1.0753	.9847	.9586	1.0327	1.0100
3.20	1.0260	1.0646	.9781	.9536	1.0249	1.0025
3.40	1.0174	1.0552	.9723	.9490	1.0179	.9959
3.60	1.0099	1.0470	.9671	.9449	1.0119	.9901
3.80	1.0031	1.0398	.9624	.9412	1.0065	.9850
4.00	.9970	1.0331	.9582	.9377	1.0016	.9803
4.50	.9839	1.0190	.9489	.9302	.9910	.9701
5.00	.9734	1.0079	.9413	.9239	.9825	.9620
5.50	.9646	.9984	.9349	.9185	.9753	.9551
6.00	.9572	.9908	.9294	.9138	.9693	.9493
6.50	.9506	.9841	.9245	.9096	.9640	.9442
7.00	.9449	.9782	.9201	.9058	.9592	.9397
7.50	.9399	.9732	.9163	.9024	.9552	.9357
8.00	.9354	.9687	.9128	.8993	.9514	.9321
8.50	.9314	.9645	.9095	.8964	.9480	.9288
9.00	.9277	.9608	.9066	.8938	.9448	.9258
9.50	.9243	.9574	.9038	.8913	.9420	.9230
10.00	.9212	.9544	.9013	.8890	.9393	.9204
11.00	.9156	.9487	.8967	.8848	.9344	.9157
12.00	.9108	.9439	.8926	.8811	.9302	.9116
13.00	.9065	.9396	.8890	.8777	.9264	.9079
14.00	.9027	.9357	.8857	.8746	.9230	.9046
15.00	.8992	.9323	.8827	.8718	.9198	.9016
16.00	.8961	.9291	.8799	.8692	.9170	.8988
17.00	.8932	.9262	.8773	.8668	.9143	.8963
18.00	.8905	.9235	.8749	.8645	.9119	.8939
19.00	.8880	.9210	.8727	.8624	.9096	.8917
20.00	.8856	.9187	.8706	.8604	.9074	.8896
22.00	.8814	.9145	.8668	.8568	.9035	.8857
24.00	.8776	.9107	.8633	.8535	.9000	.8823
26.00	.8742	.9073	.8602	.8505	.8967	.8791
28.00	.8711	.9042	.8574	.8478	.8938	.8763
30.00	.8683	.9013	.8547	.8452	.8911	.8736
32.00	.8657	.8987	.8523	.8429	.8885	.8712
34.00	.8633	.8963	.8500	.8407	.8862	.8689
36.00	.8610	.8940	.8479	.8386	.8840	.8668
38.00	.8589	.8918	.8459	.8367	.8819	.8648
40.00	.8569	.8898	.8440	.8349	.8800	.8629
45.00	.8524	.8852	.8397	.8307	.8756	.8586
50.00	.8484	.8812	.8360	.8270	.8717	.8548
55.00	.8449	.8776	.8326	.8237	.8682	.8514
60.00	.8417	.8744	.8295	.8208	.8651	.8483
65.00	.8388	.8714	.8267	.8180	.8622	.8455
70.00	.8361	.8687	.8242	.8155	.8595	.8429
75.00	.8337	.8662	.8218	.8132	.8570	.8404
80.00	.8314	.8638	.8196	.8110	.8547	.8382
85.00	.8292	.8616	.8175	.8090	.8526	.8361
90.00	.8272	.8596	.8156	.8071	.8506	.8341
95.00	.8253	.8576	.8137	.8053	.8486	.8322
100.00	.8236	.8558	.8120	.8036	.8468	.8305
125.00	.8159	.8479	.8046	.7963	.8391	.8228
150.00	.8097	.8415	.7985	.7904	.8328	.8167
175.00	.8046	.8362	.7935	.7854	.8277	.8117
200.00	.8002	.8317	.7892	.7812	.8233	.8074

T*	Ω^{(1, 1)}*	Ω^{(2, 2)}*	Ω^{(1, 2)}*	Ω^{(1, 3)}*	Ω^{(2, 3)}*	Ω^{(3, 3)}*
.10	2.7535	2.9095	2.4490	2.2473	2.6750	2.5985
.15	2.4083	2.5547	2.1443	1.9695	2.3511	2.2740
.20	2.1916	2.3320	1.9529	1.7946	2.1482	2.0700
.25	2.0378	2.1743	1.8166	1.6691	2.0042	1.9242
.30	1.9204	2.0538	1.7120	1.5725	1.8934	1.8121
.35	1.8263	1.9572	1.6279	1.4948	1.8035	1.7221
.40	1.7485	1.8762	1.5585	1.4314	1.7272	1.6477
.45	1.6828	1.8068	1.5001	1.3786	1.6615	1.5847
.50	1.6259	1.7463	1.4499	1.3340	1.6040	1.5308
.55	1.5766	1.6928	1.4069	1.2965	1.5537	1.4843
.60	1.5331	1.6444	1.3694	1.2644	1.5083	1.4434
.65	1.4942	1.6021	1.3364	1.2367	1.4689	1.4074
.70	1.4600	1.5626	1.3077	1.2128	1.4327	1.3753
.75	1.4292	1.5270	1.2824	1.1921	1.4008	1.3473
.80	1.4011	1.4952	1.2596	1.1739	1.3723	1.3220
.85	1.3755	1.4659	1.2390	1.1576	1.3464	1.2988
.90	1.3526	1.4391	1.2209	1.1434	1.3233	1.2784
.95	1.3320	1.4142	1.2048	1.1309	1.3021	1.2600
1.00	1.3129	1.3915	1.1901	1.1196	1.2830	1.2433
1.10	1.2786	1.3515	1.1642	1.1000	1.2498	1.2135
1.20	1.2496	1.3175	1.1427	1.0840	1.2221	1.1889
1.30	1.2251	1.2878	1.1249	1.0706	1.1986	1.1680
1.40	1.2035	1.2618	1.1094	1.0592	1.1782	1.1498
1.50	1.1845	1.2397	1.0960	1.0494	1.1610	1.1342
1.60	1.1677	1.2202	1.0844	1.0409	1.1459	1.1204
1.70	1.1529	1.2027	1.0741	1.0334	1.1326	1.1083
1.80	1.1397	1.1868	1.0650	1.0267	1.1206	1.0973
1.90	1.1282	1.1728	1.0571	1.0208	1.1100	1.0877
2.00	1.1176	1.1603	1.0499	1.0154	1.1006	1.0791
2.20	1.0990	1.1386	1.0374	1.0062	1.0844	1.0639
2.40	1.0834	1.1206	1.0269	.9984	1.0709	1.0513
2.60	1.0704	1.1055	1.0182	.9918	1.0597	1.0409
2.80	1.0591	1.0923	1.0106	.9861	1.0500	1.0317
3.00	1.0496	1.0809	1.0041	.9811	1.0417	1.0239
3.20	1.0412	1.0714	.9984	.9768	1.0347	1.0174
3.40	1.0336	1.0627	.9933	.9728	1.0284	1.0114
3.60	1.0267	1.0549	.9887	.9693	1.0227	1.0060
3.80	1.0207	1.0482	.9846	.9661	1.0178	1.0014
4.00	1.0153	1.0423	.9810	.9633	1.0136	.9974
4.50	1.0037	1.0295	.9730	.9571	1.0043	.9886

T*	A*	B*	C*	E*	F*
.10	.9976	1.2106	.8794	.9129	.9206
.15	1.0093	1.2430	.8706	.9154	.9101
.20	1.0303	1.2836	.8571	.9141	.8978
.25	1.0523	1.3132	.8422	.9062	.8881
.30	1.0714	1.3276	.8289	.8954	.8830
.35	1.0836	1.3324	.8178	.8848	.8780
.40	1.0985	1.3272	.8098	.8741	.8774
.45	1.1036	1.3200	.8035	.8663	.8748
.50	1.1088	1.3086	.8001	.8605	.8762
.55	1.1158	1.2958	.7984	.8550	.8777
.60	1.1159	1.2838	.7970	.8519	.8770
.65	1.1152	1.2718	.7972	.8507	.8787
.70	1.1161	1.2600	.7987	.8499	.8810
.75	1.1177	1.2486	.8010	.8497	.8838
.80	1.1189	1.2380	.8035	.8498	.8864
.85	1.1176	1.2281	.8057	.8508	.8881
.90	1.1148	1.2191	.8080	.8527	.8893
.95	1.1129	1.2109	.8109	.8549	.8915
1.00	1.1120	1.2033	.8142	.8571	.8943
1.10	1.1117	1.1899	.8212	.8616	.9001
1.20	1.1110	1.1787	.8282	.8665	.9055
1.30	1.1100	1.1690	.8346	.8713	.9105
1.40	1.1076	1.1605	.8400	.8764	.9143
1.50	1.1057	1.1533	.8453	.8814	.9183
1.60	1.1047	1.1474	.8507	.8861	.9225
1.70	1.1043	1.1425	.8558	.8905	.9267
1.80	1.1042	1.1384	.8607	.8945	.9308
1.90	1.1044	1.1348	.8653	.8982	.9346
2.00	1.1047	1.1317	.8696	.9017	.9383
2.20	1.1052	1.1266	.8771	.9080	.9450
2.40	1.1055	1.1226	.8834	.9135	.9505
2.60	1.1054	1.1193	.8885	.9183	.9550
2.80	1.1057	1.1168	.8930	.9225	.9591
3.00	1.1065	1.1150	.8971	.9260	.9630
3.20	1.1074	1.1137	.9008	.9290	.9665
3.40	1.1085	1.1127	.9041	.9316	.9698
3.60	1.1095	1.1120	.9070	.9339	.9727
3.80	1.1104	1.1114	.9096	.9359	.9753
4.00	1.1114	1.1110	.9119	.9377	.9776
4.50	1.1135	1.1103	.9166	.9413	.9826

T*	A*	B*	C*	E*	F*
.10	1.0227	1.1962	.8856	.9168	.9350
.15	1.0300	1.2153	.8809	.9180	.9279
.20	1.0433	1.2455	.8725	.9184	.9189
.25	1.0579	1.2727	.8621	.9144	.9105
.30	1.0735	1.2899	.8516	.9072	.9046
.35	1.0843	1.2976	.8426	.8990	.9009
.40	1.0930	1.2988	.8352	.8910	.8973
.45	1.0999	1.2938	.8300	.8841	.8967
.50	1.1067	1.2858	.8263	.8777	.8959
.55	1.1064	1.2773	.8238	.8740	.8950
.60	1.1091	1.2666	.8230	.8708	.8963
.65	1.1121	1.2555	.8232	.8681	.8975
.70	1.1117	1.2452	.8236	.8669	.8981
.75	1.1091	1.2355	.8245	.8671	.8987
.80	1.1081	1.2257	.8263	.8675	.9006
.85	1.1083	1.2166	.8287	.8680	.9027
.90	1.1085	1.2080	.8314	.8689	.9050
.95	1.1082	1.1999	.8341	.8701	.9071
1.00	1.1069	1.1923	.8366	.8718	.9090
1.10	1.1023	1.1792	.8414	.8762	.9118
1.20	1.1002	1.1680	.8471	.8805	.9161
1.30	1.0994	1.1585	.8530	.8848	.9206
1.40	1.0986	1.1502	.8587	.8890	.9250
1.50	1.0975	1.1432	.8639	.8932	.9289
1.60	1.0962	1.1370	.8685	.8973	.9324
1.70	1.0944	1.1316	.8726	.9014	.9353
1.80	1.0931	1.1269	.8766	.9052	.9384
1.90	1.0926	1.1230	.8806	.9088	.9416
2.00	1.0923	1.1197	.8843	.9120	.9447
2.20	1.0923	1.1143	.8912	.9177	.9504
2.40	1.0926	1.1101	.8972	.9227	.9556
2.60	1.0929	1.1067	.9023	.9271	.9602
2.80	1.0933	1.1040	.9067	.9310	.9643
3.00	1.0934	1.1017	.9103	.9343	.9676
3.20	1.0935	1.0999	.9134	.9373	.9705
3.40	1.0939	1.0984	.9163	.9398	.9733
3.60	1.0945	1.0973	.9189	.9421	.9759
3.80	1.0953	1.0964	.9213	.9440	.9784
4.00	1.0961	1.0957	.9235	.9458	.9806
4.50	1.0979	1.0944	.9280	.9493	.9855

T*	A*	B*	C*	E*	F*
.10	1.0454	1.1876	.8877	.9182	.9425
.15	1.0507	1.1925	.8868	.9192	.9411
.20	1.0573	1.2043	.8844	.9202	.9381
.25	1.0654	1.2194	.8804	.9200	.9336
.30	1.0737	1.2324	.8755	.9175	.9298
.35	1.0802	1.2407	.8707	.9136	.9269
.40	1.0866	1.2445	.8664	.9091	.9237
.45	1.0908	1.2436	.8631	.9047	.9229
.50	1.0942	1.2403	.8606	.9006	.9209
.55	1.0944	1.2348	.8591	.8978	.9209
.60	1.0970	1.2273	.8585	.8949	.9209
.65	1.0972	1.2198	.8583	.8930	.9205
.70	1.0951	1.2122	.8586	.8923	.9207
.75	1.0944	1.2041	.8597	.8918	.9217
.80	1.0946	1.1959	.8613	.8915	.9228
.85	1.0942	1.1880	.8630	.8917	.9240
.90	1.0920	1.1808	.8646	.8924	.9245
.95	1.0896	1.1741	.8664	.8937	.9254
1.00	1.0875	1.1677	.8685	.8952	.9267
1.10	1.0858	1.1555	.8732	.8979	.9299
1.20	1.0840	1.1449	.8781	.9011	.9331
1.30	1.0813	1.1357	.8824	.9047	.9358
1.40	1.0782	1.1278	.8864	.9086	.9383
1.50	1.0759	1.1209	.8906	.9124	.9411
1.60	1.0748	1.1149	.8948	.9157	.9441
1.70	1.0739	1.1097	.8988	.9189	.9470
1.80	1.0731	1.1050	.9024	.9220	.9498
1.90	1.0722	1.1010	.9058	.9249	.9524
2.00	1.0713	1.0974	.9089	.9278	.9547
2.20	1.0693	1.0913	.9142	.9330	.9586
2.40	1.0680	1.0866	.9190	.9375	.9624
2.60	1.0677	1.0829	.9234	.9413	.9661
2.80	1.0675	1.0800	.9273	.9446	.9693
3.00	1.0675	1.0776	.9308	.9475	.9723
3.20	1.0675	1.0756	.9338	.9501	.9749
3.40	1.0676	1.0739	.9364	.9523	.9773
3.60	1.0677	1.0724	.9387	.9544	.9794
3.80	1.0677	1.0711	.9407	.9562	.9812
4.00	1.0677	1.0700	.9424	.9578	.9828
4.50	1.0681	1.0679	.9462	.9611	.9865

T*	A*	B*	C*	E*	F*
.10	1.0348	1.1909	.8872	.9180	.9407
.15	1.0413	1.2026	.8845	.9191	.9368
.20	1.0505	1.2241	.8793	.9197	.9304
.25	1.0623	1.2468	.8718	.9176	.9237
.30	1.0731	1.2636	.8639	.9128	.9181
.35	1.0833	1.2730	.8565	.9065	.9133
.40	1.0918	1.2750	.8504	.8998	.9112
.45	1.0963	1.2734	.8456	.8940	.9085
.50	1.1003	1.2674	.8424	.8890	.9083
.55	1.1046	1.2595	.8403	.8844	.9074
.60	1.1037	1.2513	.8390	.8820	.9071
.65	1.1038	1.2420	.8390	.8801	.9078
.70	1.1057	1.2321	.8398	.8785	.9091
.75	1.1060	1.2227	.8408	.8777	.9101
.80	1.1038	1.2139	.8421	.8780	.9106
.85	1.1012	1.2056	.8436	.8790	.9117
.90	1.1003	1.1975	.8459	.8800	.9135
.95	1.1000	1.1899	.8484	.8810	.9155
1.00	1.0994	1.1826	.8510	.8823	.9173
1.10	1.0976	1.1697	.8561	.8855	.9209
1.20	1.0938	1.1587	.8607	.8897	.9238
1.30	1.0909	1.1493	.8656	.8940	.9271
1.40	1.0898	1.1412	.8707	.8979	.9309
1.50	1.0890	1.1343	.8757	.9016	.9346
1.60	1.0881	1.1282	.8803	.9053	.9381
1.70	1.0871	1.1229	.8845	.9089	.9413
1.80	1.0858	1.1182	.8882	.9124	.9440
1.90	1.0844	1.1141	.8916	.9158	.9465
2.00	1.0833	1.1106	.8948	.9189	.9489
2.20	1.0826	1.1048	.9010	.9244	.9540
2.40	1.0824	1.1004	.9066	.9291	.9586
2.60	1.0825	1.0970	.9115	.9332	.9629
2.80	1.0827	1.0941	.9157	.9368	.9666
3.00	1.0829	1.0918	.9193	.9399	.9699
3.20	1.0831	1.0899	.9224	.9427	.9728
3.40	1.0831	1.0882	.9251	.9452	.9753
3.60	1.0833	1.0868	.9274	.9474	.9775
3.80	1.0836	1.0857	.9295	.9493	.9796
4.00	1.0840	1.0848	.9315	.9509	.9816
4.50	1.0854	1.0832	.9358	.9544	.9860
5.00	1.0867	1.0821	.9391	.9570	.9896
5.50	1.0879	1.0814	.9417	.9590	.9925
6.00	1.0890	1.0808	.9438	.9606	.9949
6.50	1.0900	1.0805	.9455	.9619	.9969
7.00	1.0909	1.0802	.9469	.9629	.9987
7.50	1.0917	1.0800	.9480	.9638	1.0002
8.00	1.0925	1.0798	.9490	.9645	1.0014
8.50	1.0932	1.0796	.9498	.9651	1.0025
9.00	1.0938	1.0795	.9505	.9656	1.0035
9.50	1.0944	1.0795	.9511	.9660	1.0044
10.00	1.0950	1.0794	.9516	.9664	1.0052
11.00	1.0961	1.0794	.9525	.9670	1.0067
12.00	1.0971	1.0793	.9533	.9675	1.0079
13.00	1.0980	1.0793	.9539	.9678	1.0089
14.00	1.0988	1.0793	.9543	.9681	1.0098
15.00	1.0995	1.0794	.9547	.9684	1.0106
16.00	1.1002	1.0794	.9550	.9685	1.0113
17.00	1.1008	1.0794	.9553	.9687	1.0120
18.00	1.1014	1.0794	.9555	.9688	1.0125
19.00	1.1019	1.0795	.9557	.9689	1.0130
20.00	1.1024	1.0795	.9559	.9690	1.0135
22.00	1.1033	1.0796	.9561	.9691	1.0143
24.00	1.1040	1.0797	.9563	.9692	1.0149
26.00	1.1047	1.0798	.9565	.9692	1.0155
28.00	1.1053	1.0799	.9566	.9692	1.0160
30.00	1.1058	1.0799	.9567	.9692	1.0164
32.00	1.1063	1.0800	.9567	.9692	1.0168
34.00	1.1068	1.0801	.9568	.9692	1.0171
36.00	1.1072	1.0802	.9568	.9692	1.0174
38.00	1.1075	1.0803	.9569	.9691	1.0176
40.00	1.1079	1.0803	.9569	.9691	1.0178
45.00	1.1086	1.0805	.9569	.9690	1.0183
50.00	1.1092	1.0806	.9569	.9689	1.0187
55.00	1.1097	1.0807	.9569	.9689	1.0190
60.00	1.1102	1.0808	.9569	.9688	1.0193
65.00	1.1106	1.0809	.9569	.9687	1.0195
70.00	1.1109	1.0810	.9569	.9687	1.0197
75.00	1.1112	1.0811	.9569	.9686	1.0199
80.00	1.1115	1.0811	.9568	.9685	1.0201
85.00	1.1117	1.0812	.9568	.9685	1.0202
90.00	1.1120	1.0813	.9568	.9685	1.0203
95.00	1.1122	1.0813	.9568	.9684	1.0204
100.00	1.1124	1.0814	.9567	.9684	1.0205
125.00	1.1131	1.0815	.9567	.9682	1.0209
150.00	1.1137	1.0817	.9566	.9681	1.0212
175.00	1.1141	1.0818	.9565	.9679	1.0214
200.00	1.1144	1.0819	.9565	.9679	1.0216

T*	A*	B*	C*	E*	F*
.10	1.0412	1.1886	.8875	.9182	.9421
.15	1.0472	1.1960	.8861	.9194	.9401
.20	1.0553	1.2119	.8826	.9204	.9355
.25	1.0645	1.2305	.8772	.9193	.9301
.30	1.0743	1.2455	.8710	.9158	.9250
.35	1.0828	1.2544	.8650	.9108	.9216
.40	1.0877	1.2580	.8600	.9056	.9192
.45	1.0947	1.2564	.8559	.9001	.9170
.50	1.0958	1.2527	.8530	.8961	.9156
.55	1.0992	1.2457	.8513	.8923	.9158
.60	1.1014	1.2378	.8504	.8892	.9152
.65	1.0997	1.2300	.8500	.8878	.9151
.70	1.0992	1.2214	.8506	.8868	.9160
.75	1.0999	1.2123	.8519	.8860	.9172
.80	1.0999	1.2037	.8533	.8857	.9183
.85	1.0982	1.1958	.8548	.8862	.9191
.90	1.0955	1.1884	.8565	.8874	.9200
.95	1.0937	1.1812	.8586	.8887	.9214
1.00	1.0929	1.1743	.8610	.8900	.9232
1.10	1.0917	1.1618	.8661	.8928	.9267
1.20	1.0894	1.1511	.8708	.8962	.9298
1.30	1.0860	1.1417	.8752	.9003	.9325
1.40	1.0833	1.1339	.8796	.9042	.9354
1.50	1.0821	1.1270	.8842	.9078	.9386
1.60	1.0812	1.1210	.8886	.9112	.9419
1.70	1.0804	1.1158	.8927	.9145	.9450
1.80	1.0794	1.1112	.8965	.9178	.9478
1.90	1.0783	1.1071	.8998	.9208	.9503
2.00	1.0771	1.1035	.9029	.9238	.9525
2.20	1.0753	1.0975	.9084	.9291	.9566
2.40	1.0746	1.0930	.9136	.9337	.9608
2.60	1.0744	1.0894	.9182	.9376	.9647
2.80	1.0744	1.0865	.9222	.9410	.9681
3.00	1.0745	1.0841	.9257	.9440	.9713
3.20	1.0746	1.0821	.9288	.9467	.9740
3.40	1.0747	1.0804	.9315	.9491	.9765
3.60	1.0747	1.0789	.9337	.9512	.9786
3.80	1.0747	1.0776	.9358	.9530	.9804
4.00	1.0749	1.0766	.9376	.9547	.9822
4.50	1.0757	1.0746	.9416	.9581	.9862
5.00	1.0767	1.0733	.9448	.9607	.9896
5.50	1.0777	1.0724	.9474	.9627	.9924
6.00	1.0786	1.0717	.9494	.9643	.9947
6.50	1.0794	1.0712	.9511	.9656	.9967
7.00	1.0801	1.0707	.9525	.9667	.9983
7.50	1.0808	1.0704	.9536	.9675	.9998
8.00	1.0815	1.0702	.9546	.9683	1.0010
8.50	1.0821	1.0699	.9555	.9689	1.0021
9.00	1.0826	1.0697	.9562	.9694	1.0031
9.50	1.0831	1.0696	.9568	.9699	1.0039
10.00	1.0836	1.0695	.9573	.9702	1.0047
11.00	1.0845	1.0693	.9582	.9709	1.0060
12.00	1.0853	1.0692	.9590	.9713	1.0072
13.00	1.0861	1.0691	.9596	.9717	1.0081
14.00	1.0867	1.0691	.9600	.9720	1.0089
15.00	1.0873	1.0690	.9604	.9722	1.0096
16.00	1.0878	1.0690	.9608	.9724	1.0103
17.00	1.0883	1.0690	.9611	.9726	1.0108
18.00	1.0888	1.0690	.9613	.9727	1.0113
19.00	1.0892	1.0690	.9615	.9728	1.0118
20.00	1.0896	1.0689	.9617	.9729	1.0121
22.00	1.0902	1.0689	.9620	.9731	1.0128
24.00	1.0908	1.0689	.9622	.9732	1.0134
26.00	1.0913	1.0689	.9624	.9732	1.0139
28.00	1.0918	1.0689	.9625	.9733	1.0144
30.00	1.0922	1.0689	.9627	.9733	1.0147
32.00	1.0926	1.0689	.9628	.9734	1.0151
34.00	1.0929	1.0690	.9628	.9734	1.0154
36.00	1.0932	1.0690	.9629	.9734	1.0156
38.00	1.0935	1.0690	.9630	.9734	1.0159
40.00	1.0938	1.0690	.9630	.9734	1.0161
45.00	1.0944	1.0691	.9631	.9734	1.0165
50.00	1.0948	1.0691	.9632	.9734	1.0169
55.00	1.0952	1.0691	.9632	.9733	1.0172
60.00	1.0956	1.0692	.9633	.9733	1.0174
65.00	1.0959	1.0692	.9633	.9733	1.0177
70.00	1.0962	1.0692	.9633	.9733	1.0178
75.00	1.0964	1.0693	.9633	.9732	1.0180
80.00	1.0966	1.0693	.9633	.9732	1.0181
85.00	1.0968	1.0693	.9633	.9732	1.0183
90.00	1.0970	1.0693	.9633	.9732	1.0184
95.00	1.0971	1.0694	.9633	.9731	1.0185
100.00	1.0973	1.0694	.9633	.9731	1.0186
125.00	1.0979	1.0695	.9633	.9730	1.0190
150.00	1.0983	1.0695	.9633	.9729	1.0192
175.00	1.0986	1.0696	.9633	.9729	1.0194
200.00	1.0988	1.0696	.9633	.9728	1.0195

T*	A*	B*	C*	E*	F*
.10	1.0479	1.1869	.8877	.9183	.9423
.15	1.0530	1.1901	.8873	.9192	.9414
.20	1.0589	1.1990	.8857	.9204	.9391
.25	1.0656	1.2115	.8826	.9203	.9362
.30	1.0726	1.2228	.8787	.9185	.9329
.35	1.0790	1.2306	.8747	.9154	.9298
.40	1.0849	1.2339	.8711	.9116	.9275
.45	1.0875	1.2337	.8683	.9079	.9265
.50	1.0916	1.2302	.8662	.9042	.9252
.55	1.0921	1.2256	.8649	.9014	.9245
.60	1.0926	1.2189	.8644	.8992	.9246
.65	1.0942	1.2112	.8646	.8973	.9249
.70	1.0927	1.2042	.8649	.8963	.9245
.75	1.0906	1.1968	.8659	.8962	.9253
.80	1.0901	1.1891	.8674	.8961	.9263
.85	1.0898	1.1814	.8691	.8962	.9273
.90	1.0888	1.1742	.8710	.8968	.9284
.95	1.0867	1.1677	.8727	.8978	.9291
1.00	1.0843	1.1615	.8746	.8992	.9300
1.10	1.0812	1.1499	.8790	.9023	.9327
1.20	1.0795	1.1395	.8836	.9052	.9358
1.30	1.0775	1.1305	.8881	.9085	.9387
1.40	1.0746	1.1227	.8920	.9121	.9410
1.50	1.0718	1.1158	.8959	.9159	.9434
1.60	1.0701	1.1100	.8998	.9192	.9461
1.70	1.0690	1.1048	.9036	.9223	.9488
1.80	1.0682	1.1002	.9072	.9253	.9515
1.90	1.0674	1.0962	.9105	.9281	.9540
2.00	1.0665	1.0926	.9136	.9309	.9563
2.20	1.0646	1.0866	.9188	.9358	.9602
2.40	1.0630	1.0818	.9233	.9402	.9636
2.60	1.0623	1.0780	.9275	.9440	.9670
2.80	1.0621	1.0750	.9313	.9472	.9701
3.00	1.0619	1.0725	.9347	.9501	.9729
3.20	1.0618	1.0705	.9376	.9526	.9754
3.40	1.0618	1.0688	.9402	.9548	.9777
3.60	1.0618	1.0673	.9424	.9567	.9797
3.80	1.0618	1.0659	.9444	.9585	.9816
4.00	1.0618	1.0648	.9462	.9601	.9831
4.50	1.0619	1.0626	.9498	.9633	.9865
5.00	1.0624	1.0610	.9528	.9658	.9895
5.50	1.0630	1.0599	.9552	.9678	.9920
6.00	1.0636	1.0591	.9572	.9693	.9941
6.50	1.0641	1.0584	.9588	.9706	.9958
7.00	1.0646	1.0578	.9602	.9717	.9973
7.50	1.0651	1.0573	.9613	.9726	.9986
8.00	1.0655	1.0570	.9623	.9733	.9998
8.50	1.0660	1.0566	.9631	.9739	1.0008
9.00	1.0664	1.0563	.9639	.9745	1.0017
9.50	1.0667	1.0561	.9645	.9749	1.0025
10.00	1.0671	1.0559	.9650	.9753	1.0032
11.00	1.0677	1.0555	.9659	.9760	1.0044
12.00	1.0682	1.0553	.9667	.9765	1.0054
13.00	1.0687	1.0551	.9673	.9769	1.0063
14.00	1.0692	1.0549	.9678	.9773	1.0070
15.00	1.0696	1.0548	.9682	.9775	1.0077
16.00	1.0700	1.0546	.9686	.9778	1.0082
17.00	1.0704	1.0545	.9689	.9780	1.0087
18.00	1.0707	1.0545	.9692	.9781	1.0092
19.00	1.0710	1.0544	.9694	.9782	1.0096
20.00	1.0713	1.0543	.9696	.9784	1.0099
22.00	1.0717	1.0542	.9699	.9786	1.0105
24.00	1.0722	1.0541	.9702	.9787	1.0111
26.00	1.0725	1.0541	.9704	.9788	1.0115
28.00	1.0728	1.0540	.9706	.9789	1.0118
30.00	1.0731	1.0539	.9708	.9790	1.0122
32.00	1.0734	1.0539	.9709	.9790	1.0124
34.00	1.0736	1.0539	.9710	.9791	1.0127
36.00	1.0738	1.0538	.9711	.9791	1.0129
38.00	1.0740	1.0538	.9712	.9791	1.0131
40.00	1.0741	1.0538	.9712	.9792	1.0133
45.00	1.0745	1.0537	.9714	.9792	1.0136
50.00	1.0748	1.0537	.9715	.9793	1.0140
55.00	1.0751	1.0536	.9716	.9793	1.0142
60.00	1.0753	1.0536	.9716	.9793	1.0144
65.00	1.0755	1.0536	.9717	.9793	1.0146
70.00	1.0757	1.0535	.9717	.9793	1.0148
75.00	1.0758	1.0535	.9718	.9793	1.0149
80.00	1.0760	1.0535	.9718	.9793	1.0150
85.00	1.0761	1.0535	.9719	.9793	1.0151
90.00	1.0762	1.0535	.9719	.9793	1.0153
95.00	1.0763	1.0535	.9719	.9793	1.0153
100.00	1.0764	1.0535	.9719	.9793	1.0154
125.00	1.0768	1.0534	.9720	.9793	1.0157
150.00	1.0770	1.0534	.9720	.9793	1.0160
175.00	1.0772	1.0534	.9721	.9793	1.0161
200.00	1.0774	1.0534	.9721	.9793	1.0163

T*	A*	B*	C*	E*	F*
.10	1.0513	1.1861	.8879	.9184	.9426
.15	1.0560	1.1874	.8879	.9192	.9421
.20	1.0609	1.1929	.8871	.9202	.9407
.25	1.0665	1.2014	.8853	.9207	.9384
.30	1.0721	1.2101	.8827	.9197	.9360
.35	1.0774	1.2162	.8799	.9175	.9337
.40	1.0811	1.2188	.8773	.9147	.9325
.45	1.0846	1.2188	.8753	.9117	.9309
.50	1.0861	1.2158	.8739	.9090	.9305
.55	1.0882	1.2111	.8730	.9065	.9298
.60	1.0874	1.2057	.8727	.9048	.9296
.65	1.0876	1.1989	.8731	.9034	.9300
.70	1.0878	1.1915	.8739	.9024	.9303
.75	1.0861	1.1849	.8748	.9021	.9304
.80	1.0841	1.1782	.8761	.9023	.9311
.85	1.0828	1.1712	.8778	.9027	.9320
.90	1.0821	1.1643	.8797	.9032	.9330
.95	1.0811	1.1578	.8817	.9040	.9341
1.00	1.0792	1.1519	.8835	.9051	.9349
1.10	1.0748	1.1411	.8874	.9080	.9366
1.20	1.0722	1.1313	.8917	.9110	.9391
1.30	1.0703	1.1226	.8961	.9140	.9418
1.40	1.0681	1.1150	.9002	.9172	.9443
1.50	1.0653	1.1082	.9038	.9207	.9464
1.60	1.0629	1.1024	.9072	.9240	.9485
1.70	1.0611	1.0973	.9107	.9271	.9507
1.80	1.0600	1.0928	.9141	.9299	.9531
1.90	1.0591	1.0888	.9173	.9326	.9554
2.00	1.0582	1.0851	.9203	.9353	.9577
2.20	1.0566	1.0791	.9255	.9401	.9616
2.40	1.0549	1.0742	.9298	.9443	.9648
2.60	1.0537	1.0703	.9337	.9481	.9678
2.80	1.0531	1.0671	.9372	.9513	.9707
3.00	1.0528	1.0646	.9405	.9541	.9734
3.20	1.0526	1.0625	.9433	.9565	.9758
3.40	1.0525	1.0607	.9458	.9586	.9780
3.60	1.0525	1.0592	.9480	.9605	.9799
3.80	1.0524	1.0578	.9500	.9622	.9817
4.00	1.0524	1.0567	.9517	.9638	.9833
4.50	1.0524	1.0543	.9552	.9669	.9865
5.00	1.0525	1.0527	.9580	.9694	.9892
5.50	1.0529	1.0515	.9604	.9713	.9915
6.00	1.0533	1.0505	.9623	.9728	.9935
6.50	1.0538	1.0498	.9639	.9740	.9952
7.00	1.0541	1.0492	.9653	.9750	.9966
7.50	1.0545	1.0487	.9664	.9759	.9978
8.00	1.0548	1.0483	.9673	.9766	.9988
8.50	1.0551	1.0479	.9681	.9773	.9997
9.00	1.0554	1.0476	.9688	.9778	1.0006
9.50	1.0557	1.0473	.9695	.9783	1.0013
10.00	1.0559	1.0470	.9700	.9787	1.0019
11.00	1.0563	1.0466	.9709	.9793	1.0030
12.00	1.0568	1.0463	.9716	.9799	1.0040
13.00	1.0571	1.0460	.9722	.9803	1.0048
14.00	1.0575	1.0458	.9728	.9806	1.0055
15.00	1.0578	1.0456	.9732	.9809	1.0060
16.00	1.0581	1.0454	.9736	.9812	1.0066
17.00	1.0583	1.0453	.9739	.9814	1.0070
18.00	1.0586	1.0451	.9742	.9816	1.0074
19.00	1.0588	1.0450	.9744	.9817	1.0078
20.00	1.0590	1.0449	.9746	.9818	1.0081
22.00	1.0594	1.0448	.9750	.9821	1.0087
24.00	1.0597	1.0446	.9753	.9822	1.0091
26.00	1.0599	1.0445	.9755	.9824	1.0095
28.00	1.0602	1.0444	.9757	.9825	1.0098
30.00	1.0604	1.0443	.9759	.9826	1.0101
32.00	1.0605	1.0443	.9760	.9826	1.0104
34.00	1.0607	1.0442	.9761	.9827	1.0106
36.00	1.0608	1.0441	.9762	.9827	1.0108
38.00	1.0610	1.0441	.9763	.9828	1.0110
40.00	1.0611	1.0440	.9764	.9828	1.0111
45.00	1.0614	1.0439	.9766	.9829	1.0115
50.00	1.0616	1.0438	.9767	.9830	1.0117
55.00	1.0618	1.0438	.9768	.9830	1.0120
60.00	1.0619	1.0437	.9769	.9831	1.0122
65.00	1.0621	1.0437	.9770	.9831	1.0123
70.00	1.0622	1.0436	.9770	.9832	1.0125
75.00	1.0623	1.0436	.9771	.9832	1.0126
80.00	1.0624	1.0435	.9771	.9832	1.0128
85.00	1.0625	1.0435	.9772	.9832	1.0129
90.00	1.0626	1.0435	.9772	.9832	1.0130
95.00	1.0627	1.0435	.9772	.9832	1.0130
100.00	1.0628	1.0434	.9773	.9832	1.0131
125.00	1.0630	1.0434	.9774	.9833	1.0134
150.00	1.0632	1.0433	.9774	.9833	1.0136
175.00	1.0634	1.0433	.9775	.9833	1.0137
200.00	1.0635	1.0433	.9775	.9833	1.0138

T*	A*	B*	C*	E*	F*
.10	1.0540	1.1850	.8883	.9188	.9430
.15	1.0586	1.1849	.8887	.9195	.9429
.20	1.0627	1.1874	.8886	.9204	.9423
.25	1.0669	1.1926	.8877	.9209	.9410
.30	1.0712	1.1980	.8863	.9205	.9393
.35	1.0749	1.2020	.8848	.9192	.9380
.40	1.0780	1.2037	.8833	.9173	.9366
.45	1.0806	1.2027	.8820	.9152	.9358
.50	1.0814	1.2004	.8813	.9132	.9350
.55	1.0823	1.1958	.8811	.9115	.9351
.60	1.0825	1.1905	.8812	.9100	.9346
.65	1.0813	1.1847	.8818	.9092	.9349
.70	1.0804	1.1781	.8828	.9087	.9353
.75	1.0802	1.1712	.8841	.9084	.9360
.80	1.0784	1.1649	.8854	.9086	.9364
.85	1.0763	1.1587	.8870	.9092	.9370
.90	1.0744	1.1524	.8888	.9100	.9379
.95	1.0734	1.1463	.8908	.9108	.9390
1.00	1.0723	1.1405	.8928	.9118	.9401
1,10	1.0688	1.1301	.8967	.9144	.9419
1.20	1.0650	1.1210	.9006	.9175	.9437
1.30	1.0626	1.1128	.9046	.9205	.9460
1.40	1.0607	1.1055	.9086	.9234	.9484
1.50	1.0585	1.0991	.9124	.9265	.9506
1.60	1.0562	1.0935	.9157	.9295	.9525
1.70	1.0540	1.0886	.9187	.9324	.9543
1.80	1.0522	1.0842	.9218	.9352	.9562
1.90	1.0510	1.0804	.9247	.9378	.9581
2.00	1.0500	1.0769	.9276	.9402	.9601
2.20	1.0483	1.0709	.9326	.9447	.9637
2.40	1.0468	1.0662	.9369	.9487	.9668
2.60	1.0453	1.0622	.9405	.9522	.9694
2.80	1.0442	1.0590	.9437	.9553	.9718
3.00	1.0435	1.0563	.9467	.9580	.9742
3.20	1.0431	1.0541	.9494	.9604	.9764
3.40	1.0428	1.0523	.9518	.9624	.9784
3.60	1.0426	1.0507	.9539	.9643	.9802
3.80	1.0425	1.0494	.9558	.9659	.9818
4.00	1.0423	1.0481	.9575	.9674	.9832
4.50	1.0421	1.0458	.9609	.9705	.9863
5.00	1.0419	1.0439	.9636	.9729	.9887
5.50	1.0420	1.0426	.9658	.9748	.9908
6.00	1.0422	1.0416	.9677	.9763	.9926
6.50	1.0424	1.0407	.9692	.9775	.9941
7.00	1.0426	1.0401	.9705	.9785	.9954
7.50	1.0429	1.0395	.9716	.9794	.9965
8.00	1.0431	1.0390	.9725	.9801	.9975
8.50	1.0432	1.0386	.9733	.9807	.9983
9.00	1.0434	1.0382	.9741	.9813	.9991
9.50	1.0436	1.0379	.9747	.9817	.9997
10.00	1.0437	1.0376	.9752	.9821	1.0003
11.00	1.0440	1.0371	.9761	.9828	1.0014
12.00	1.0443	1.0367	.9768	.9834	1.0022
13.00	1.0445	1.0364	.9774	.9838	1.0029
14.00	1.0447	1.0361	.9779	.9842	1.0035
15.00	1.0449	1.0359	.9784	.9845	1.0041
16.00	1.0451	1.0357	.9787	.9847	1.0045
17.00	1.0453	1.0355	.9791	.9850	1.0050
18.00	1.0455	1.0353	.9794	.9852	1.0053
19.00	1.0456	1.0352	.9796	.9853	1.0057
20.00	1.0458	1.0351	.9798	.9855	1.0059
22.00	1.0460	1.0349	.9802	.9857	1.0065
24.00	1.0462	1.0347	.9805	.9859	1.0069
26.00	1.0464	1.0346	.9807	.9860	1.0072
28.00	1.0466	1.0345	.9809	.9862	1.0075
30.00	1.0467	1.0343	.9811	.9863	1.0077
32.00	1.0468	1.0342	.9813	.9864	1.0079
34.00	1.0469	1.0342	.9814	.9864	1.0081
36.00	1.0470	1.0341	.9815	.9865	1.0083
38.00	1.0471	1.0340	.9816	.9866	1.0084
40.00	1.0472	1.0339	.9817	.9866	1.0086
45.00	1.0473	1.0338	.9819	.9867	1.0089
50.00	1.0475	1.0337	.9820	.9868	1.0091
55.00	1.0476	1.0336	.9822	.9869	1.0094
60.00	1.0477	1.0335	.9823	.9870	1.0095
65.00	1.0478	1.0334	.9823	.9870	1.0097
70.00	1.0479	1.0334	.9824	.9871	1.0098
75.00	1.0480	1.0333	.9825	.9871	1.0099
80.00	1.0480	1.0333	.9825	.9871	1.0100
85.00	1.0481	1.0332	.9826	.9871	1.0101
90.00	1.0482	1.0332	.9826	.9872	1.0102
95.00	1.0482	1.0332	.9827	.9872	1.0102
100.00	1.0482	1.0332	.9827	.9872	1.0103
125.00	1.0484	1.0331	.9828	.9873	1.0105
150.00	1.0485	1.0330	.9829	.9873	1.0107
175.00	1.0486	1.0329	.9830	.9874	1.0109
200.00	1.0487	1.0328	.9830	.9874	1.0110

T*	A*	B*	C*	E*	F*
.10	1.0551	1.1840	.8887	.9190	.9431
.15	1.0597	1.1831	.8893	.9199	.9435
.20	1.0635	1.1842	.8896	.9207	.9434
.25	1.0672	1.1874	.8893	.9212	.9426
.30	1.0706	1.1910	.8886	.9211	.9414
.35	1.0736	1.1937	.8876	.9202	.9401
.40	1.0762	1.1945	.8867	.9188	.9391
.45	1.0775	1.1933	.8861	.9171	.9386
.50	1.0786	1.1904	.8857	.9155	.9377
.55	1.0785	1.1862	.8859	.9142	.9378
.60	1.0787	1.1807	.8863	.9131	.9377
.65	1.0777	1.1752	.8871	.9125	.9379
.70	1.0761	1.1690	.8882	.9123	.9383
.75	1.0752	1.1625	.8896	.9123	.9390
.80	1.0744	1.1559	.8912	.9125	.9398
.85	1.0723	1.1500	.8928	.9132	.9404
.90	1.0701	1.1441	.8945	.9142	.9411
.95	1.0684	1.1383	.8965	.9152	.9421
1.00	1.0673	1.1327	.8985	.9163	.9432
1.10	1.0647	1.1223	.9026	.9188	.9455
1.20	1.0610	1.1135	.9064	.9219	.9474
1.30	1.0580	1.1057	.9102	.9249	.9494
1.40	1.0561	1.0987	.9141	.9278	.9518
1.50	1.0541	1.0924	.9178	.9307	.9539
1.60	1.0522	1.0870	.9212	.9335	.9560
1.70	1.0500	1.0823	.9242	.9363	.9576
1.80	1.0481	1.0782	.9270	.9389	.9592
1.90	1.0466	1.0745	.9298	.9414	.9609
2.00	1.0455	1.0712	.9324	.9437	.9626
2.20	1.0437	1.0655	.9373	.9478	.9658
2.40	1.0421	1.0609	.9415	.9515	.9687
2.60	1.0406	1.0571	.9450	.9549	.9711
2.80	1.0392	1.0540	.9480	.9578	.9731
3.00	1.0383	1.0514	.9508	.9604	.9752
3.20	1.0376	1.0491	.9533	.9627	.9771
3.40	1.0371	1.0472	.9556	.9647	.9788
3.60	1.0368	1.0457	.9576	.9664	.9804
3.80	1.0365	1.0443	.9594	.9680	.9819
4.00	1.0362	1.0431	.9611	.9695	.9833
4.50	1.0357	1.0405	.9644	.9725	.9860
5.00	1.0354	1.0387	.9671	.9748	.9883
5.50	1.0351	1.0371	.9692	.9768	.9901
6.00	1.0352	1.0361	.9710	.9783	.9918
6.50	1.0352	1.0351	.9725	.9795	.9932
7.00	1.0353	1.0344	.9738	.9806	.9944
7.50	1.0354	1.0338	.9748	.9814	.9955
8.00	1.0356	1.0332	.9758	.9822	.9965
8.50	1.0356	1.0328	.9765	.9828	.9972
9.00	1.0357	1.0324	.9772	.9834	.9979
9.50	1.0358	1.0320	.9779	.9838	.9986
10.00	1.0360	1.0318	.9784	.9842	.9991
11.00	1.0361	1.0312	.9793	.9850	1.0001
12.00	1.0363	1.0308	.9800	.9855	1.0009
13.00	1.0365	1.0304	.9806	.9860	1.0016
14.00	1.0366	1.0301	.9811	.9863	1.0021
15.00	1.0367	1.0298	.9816	.9867	1.0026
16.00	1.0369	1.0296	.9819	.9870	1.0031
17.00	1.0370	1.0294	.9823	.9872	1.0035
18.00	1.0371	1.0292	.9826	.9874	1.0038
19.00	1.0372	1.0291	.9828	.9876	1.0042
20.00	1.0373	1.0289	.9830	.9877	1.0044
22.00	1.0376	1.0287	.9834	.9880	1.0049
24.00	1.0377	1.0285	.9837	.9882	1.0054
26.00	1.0378	1.0284	.9840	.9884	1.0057
28.00	1.0380	1.0282	.9842	.9885	1.0059
30.00	1.0380	1.0281	.9844	.9886	1.0061
32.00	1.0381	1.0280	.9845	.9887	1.0063
34.00	1.0382	1.0279	.9846	.9888	1.0065
36.00	1.0383	1.0278	.9848	.9888	1.0067
38.00	1.0383	1.0278	.9849	.9889	1.0068
40.00	1.0384	1.0277	.9850	.9890	1.0070
45.00	1.0385	1.0275	.9852	.9891	1.0073
50.00	1.0387	1.0274	.9853	.9892	1.0075
55.00	1.0387	1.0273	.9854	.9893	1.0077
60.00	1.0388	1.0272	.9855	.9894	1.0078
65.00	1.0389	1.0271	.9856	.9894	1.0080
70.00	1.0389	1.0271	.9857	.9894	1.0081
75.00	1.0390	1.0270	.9858	.9895	1.0081
80.00	1.0390	1.0270	.9858	.9895	1.0082
85.00	1.0391	1.0270	.9859	.9895	1.0083
90.00	1.0391	1.0270	.9859	.9895	1.0083
95.00	1.0391	1.0269	.9859	.9895	1.0083
100.00	1.0391	1.0269	.9860	.9895	1.0084
125.00	1.0392	1.0268	.9861	.9896	1.0085
150.00	1.0392	1.0267	.9862	.9897	1.0087
175.00	1.0393	1.0265	.9862	.9898	1.0088
200.00	1.0394	1.0265	.9863	.9899	1.0090

T*	A*	B*	C*	E*	F*
.10	1.0567	1.1825	.8894	.9194	.9437
.15	1.0608	1.1807	.8904	.9203	.9442
.20	1.0641	1.1801	.8911	.92.12	.9445
.25	1.0670	1.1809	.8914	.9218	.9443
.30	1.0695	1.1821	.8915	.9219	.9436
.35	1.0717	1.1827	.8914	.9215	.9430
.40	1.0730	1.1820	.8913	.9206	.9423
.45	1.0737	1.1801	.8914	.9196	.9417
.50	1.0740	1.1767	.8917	.9185	.9415
.55	1.0737	1.1723	.8924	.9178	.9414
.60	1.0726	1.1673	.8932	.9172	.9415
.65	1.0722	1.1614	.8944	.9169	.9419
.70	1.0703	1.1557	.8957	.9169	.9420
.75	1.0684	1.1497	.8972	.9173	.9427
.80	1.0672	1.1436	.8990	.9178	.9435
.85	1.0657	1.1375	.9008	.9185	.9442
.90	1.0639	1.1318	.9026	.9195	.9451
.95	1.0617	1.1265	.9045	.9208	.9459
1.00	1.0599	1.1213	.9065	.9220	.9470
1.10	1.0571	1.1113	.9106	.9247	.9491
1.20	1.0544	1.1026	.9145	.9276	.9514
1.30	1.0511	1.0952	.9182	.9307	.9534
1.40	1.0484	1.0885	.9218	.9338	.9554
1.50	1.0466	1.0826	.9253	.9365	.9575
1.60	1.0449	1.0775	.9286	.9391	.9595
1.70	1.0432	1.0730	.9317	.9417	.9613
1.80	1.0414	1.0690	.9345	.9442	.9628
1.90	1.0396	1.0656	.9370	.9465	.9641
2.00	1.0382	1.0626	.9394	.9486	.9655
2.20	1.0360	1.0574	.9439	.9523	.9680
2.40	1.0343	1.0532	.9478	.9556	.9704
2.60	1.0328	1.0497	.9512	.9586	.9725
2.80	1.0313	1.0467	.9542	.9613	.9741
3.00	1.0299	1.0442	.9567	.9637	.9756
3.20	1.0290	1.0421	.9589	.9658	.9771
3.40	1.0281	1.0401	.9610	.9677	.9785
3.60	1.0274	1.0384	.9629	.9695	.9798
3.80	1.0269	1.0370	.9646	.9710	.9811
4.00	1.0266	1.0357	.9661	.9724	.9823
4.50	1.0257	1.0329	.9694	.9755	.9849
5.00	1.0252	1.0308	.9719	.9780	.9871
5.50	1.0248	1.0292	.9740	.9799	.9889
6.00	1.0246	1.0279	.9757	.9815	.9905
6.50	1.0246	1.0269	.9771	.9827	.9919
7.00	1.0246	1.0262	.9784	.9838	.9930
7.50	1.0246	1.0255	.9794	.9846	.9940
8.00	1.0246	1.0250	.9803	.9853	.9949
8.50	1.0247	1.0245	.9811	.9859	.9956
9.00	1.0247	1.0241	.9818	.9865	.9963
9.50	1.0247	1.0238	.9824	.9869	.9968
10.00	1.0248	1.0235	.9829	.9873	.9973
11.00	1.0249	1.0229	.9838	.9880	.9982
12.00	1.0249	1.0224	.9845	.9886	.9990
13.00	1.0251	1.0220	.9851	.9891	.9997
14.00	1.0251	1.0217	.9856	.9895	1.0002
15.00	1.0252	1.0214	.9860	.9899	1.0007
16.00	1.0253	1.0211	.9864	.9901	1.0011
17.00	1.0254	1.0209	.9867	.9904	1.0015
18.00	1.0255	1.0207	.9870	.9906	1.0018
19.00	1.0255	1.0206	.9873	.9908	1.0020
20.00	1.0256	1.0205	.9875	.9909	1.0023
22.00	1.0258	1.0203	.9879	.9911	1.0027
24.00	1.0258	1.0201	.9882	.9913	1.0030
26.00	1.0259	1.0200	.9884	.9914	1.0033
28.00	1.0259	1.0199	.9886	.9916	1.0034
30.00	1.0260	1.0197	.9888	.9917	1.0036
32.00	1.0260	1.0196	.9889	.9918	1.0038
34.00	1.0260	1.0195	.9890	.9919	1.0039
36.00	1.0260	1.0193	.9892	.9920	1.0041
38.00	1.0261	1.0192	.9893	.9921	1.0043
40.00	1.0261	1.0191	.9894	.9922	1.0044
45.00	1.0262	1.0189	.9896	.9924	1.0048
50.00	1.0264	1.0187	.9898	.9926	1.0051
55.00	1.0265	1.0185	.9899	.9927	1.0054
60.00	1.0266	1.0184	.9900	.9929	1.0057
65.00	1.0267	1.0183	.9901	.9930	1.0059
70.00	1.0268	1.0182	.9902	.9930	1.0061
75.00	1.0269	1.0181	.9903	.9931	1.0063
80.00	1.0270	1.0181	.9904	.9931	1.0064
85.00	1.0271	1.0181	.9904	.9931	1.0065
90.00	1.0272	1.0181	.9905	.9931	1.0067
95.00	1.0272	1.0181	.9905	.9931	1.0067
100.00	1.0273	1.0181	.9905	.9931	1.0067
125.00	1.0273	1.0182	.9906	.9930	1.0067
150.00	1.0273	1.0182	.9907	.9929	1.0066
175.00	1.0274	1.0182	.9907	.9929	1.0067
200.00	1.0272	1.0181	.9907	.9930	1.0066

Higher order corrections				Isotopic thermal diffusion ratios
T*	f_η	f_λ	$f_{D}$	c.c.₁	Kihara₁	Kihara₂
.10	1.0014	1.0022	1.0014	.258	.260	.263
.15	1.0016	1.0025	1.0009	.207	.208	.214
.20	1.0015	1.0023	1.0004	.131	.130	.138
.25	1.0010	1.0015	1.0001	.048	.048	.054
.30	1.0004	1.0006	1.0000	−.024	−.023	−.021
.35	1.0001	1.0001	1.0002	−.082	−.080	−.081
.40	1.0000	1.0000	1.0003	−.122	−.120	−.122
.45	1.0001	1.0001	1.0006	−.154	−.152	−.155
.50	1.0002	1.0003	1.0007	−.170	−.168	−.170
.55	1.0004	1.0006	1.0008	−.178	−.176	−.177
.60	1.0005	1.0008	1.0008	−.185	−.183	−.183
.65	1.0006	1.0009	1.0008	−.183	−.183	−.181
.70	1.0006	1.0010	1.0007	−.175	−.174	−.172
.75	1.0006	1.0010	1.0006	−.163	−.163	−.160
.80	1.0006	1.0010	1.0006	−.149	−.150	−.146
.85	1.0006	1.0009	1.0005	−.139	−.139	−.135
.90	1.0005	1.0008	1.0004	−.127	−.128	−.124
.95	1.0004	1.0006	1.0003	−.113	−.114	−.110
1.00	1.0003	1.0005	1.0002	−.096	−.097	−.093
1.10	1.0002	1.0003	1.0001	−.061	−.061	−.058
1.20	1.0001	1.0001	1.0000	−.026	−.026	−.024
1.30	1.0000	1.0000	1.0000	.006	.006	.007
1.40	1.0000	1.0000	1.0000	.033	.034	.033
1.50	1.0000	1.0001	1.0001	.060	.061	.059
1.60	1.0001	1.0002	1.0002	.086	.088	.085
1.70	1.0002	1.0004	1.0003	.112	.115	.110
1.80	1.0004	1.0006	1.0005	.136	.140	.135
1.90	1.0005	1.0008	1.0006	.159	.163	.157
2.00	1.0007	1.0011	1.0008	.180	.185	.178
2.20	1.0011	1.0017	1.0012	.217	.223	.216
2.40	1.0015	1.0023	1.0016	.248	.255	.247
2.60	1.0018	1.0029	1.0019	.273	.281	.273
2.80	1.0022	1.0034	1.0022	.295	.304	.296
3.00	1.0025	1.0040	1.0025	.315	.324	.317
3.20	1.0029	1.0044	1.0028	.333	.343	.336
3.40	1.0031	1.0049	1.0031	.349	.359	.353
3.60	1.0034	1.0053	1.0034	.363	.374	.368
3.80	1.0036	1.0057	1.0036	.375	.386	.381
4.00	1.0039	1.0060	1.0038	.386	.398	.393
4.50	1.0043	1.0067	1.0043	.409	.420	.417
5.00	1.0047	1.0073	1.0047	.425	.438	.436
5.50	1.0050	1.0077	1.0050	.438	.451	.450
6.00	1.0052	1.0081	1.0052	.448	.461	.461
6.50	1.0054	1.0084	1.0054	.456	.469	.470
7.00	1.0056	1.0087	1.0056	.462	.476	.477
7.50	1.0057	1.0089	1.0057	.467	.481	.483
8.00	1.0058	1.0091	1.0058	.472	.486	.488
8.50	1.0060	1.0093	1.0060	.476	.489	.492
9.00	1.0060	1.0094	1.0060	.479	.493	.496
9.50	1.0061	1.0095	1.0061	.482	.496	.499
10.00	1.0062	1.0096	1.0062	.484	.498	.502
11.00	1.0063	1.0098	1.0063	.487	.502	.506
12.00	1.0063	1.0099	1.0064	.490	.504	.509
13.00	1.0064	1.0099	1.0064	.492	.506	.511
14.00	1.0064	1.0100	1.0065	.493	.507	.513
15.00	1.0064	1.0100	1.0065	.494	.508	.514
16.00	1.0064	1.0100	1.0066	.495	.509	.515
17.00	1.0065	1.0100	1.0066	.495	.509	.516
18.00	1.0065	1.0100	1.0066	.496	.510	.516
19.00	1.0065	1.0100	1.0066	.496	.510	.516
20.00	1.0064	1.0100	1.0066	.496	.510	.516
22.00	1.0064	1.0100	1.0066	.496	.509	.516
24.00	1.0064	1.0100	1.0066	.495	.509	.516
26.00	1.0064	1.0099	1.0066	.495	.508	.515
28.00	1.0064	1.0099	1.0066	.494	.508	.514
30.00	1.0063	1.0098	1.0066	.493	.507	.514
32.00	1.0063	1.0098	1.0066	.493	.506	.513
34.00	1.0063	1.0098	1.0066	.492	.505	.512
36.00	1.0063	1.0097	1.0066	.491	.505	.511
38.00	1.0062	1.0097	1.0065	.490	.504	.511
40.00	1.0062	1.0097	1.0065	.490	.503	.510
45.00	1.0062	1.0096	1.0065	.488	.501	.508
50.00	1.0061	1.0095	1.0065	.487	.500	.507
55.00	1.0061	1.0094	1.0064	.485	.498	.505
60.00	1.0060	1.0094	1.0064	.484	.497	.504
65.00	1.0060	1.0093	1.0064	.483	.496	.502
70.00	1.0060	1.0093	1.0064	.482	.495	.501
75.00	1.0059	1.0092	1.0063	.481	.494	.500
80.00	1.0059	1.0092	1.0063	.480	.493	.499
85.00	1.0059	1.0092	1.0063	.479	.492	.498
90.00	1.0059	1.0091	1.0063	.478	.491	.497
95.00	1.0058	1.0091	1.0063	.477	.490	.496
100.00	1.0058	1.0091	1.0063	.477	.489	.496
125.00	1.0057	1.0089	1.0062	.474	.486	.492
150.00	1.0057	1.0088	1.0061	.471	.484	.490
175.00	1.0056	1.0088	1.0061	.469	.482	.488
200.00	1.0056	1.0087	1.0061	.468	.480	.486

PERMALINK

Tables of Collision Integrals for the (m,6) Potential Function for 10 Values of m

Max Klein

Francis J Smith

Abstract

1. Introduction

2. General Formulas

3. Numerical Results

Table 1.

Table 2.

Table 3a.

Table 4a.

Table 5a.

Table 6a.

Table 7a.

Table 8a.

Table 9a.

Table 10a.

Table 11a.

Table 12a.

Table 3b.

Table 4b.

Table 5b.

Table 6b.

Table 7b.

Table 8b.

Table 9b.

Table 10b.

Table 11b.

Table 12b.

Table 3c.

Table 4c.

Table 5c.

Table 6c.

Table 7c.

Table 8c.

Table 9c.

Table 10c.

Table 11c.

Table 12c.

Acknowledgments

Footnotes

4. References

ACTIONS

PERMALINK

RESOURCES

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