Table for CA(2,k,3)

Covering array sizes are given for each k listed, where t=2 and v=3. The arrays, as generated by the IPOG-F program, are given as links to files of a specific format. For comparision purposes, the sizes are graphed as compared to the best known as listed by Charlie Colbourn's CATables page (as accessed when this page was last updated).

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Change t: Increase

Change v: Decrease or Increase

kCA(2,k,3)Filesize
3101.0K
4121.0K
5131.0K
6151.0K
7151.0K
8151.0K
9171.0K
10191.0K
11191.0K
12201.0K
13201.0K
14201.0K
15201.0K
16201.0K
17201.0K
18201.0K
19211.0K
20211.0K
21211.0K
22211.0K
23211.0K
24211.0K
25211.0K
26231.0K
27231.0K
28231.0K
29231.0K
30231.0K
31231.0K
32231.0K
33231.0K
34231.0K
35231.0K
36241.0K
37241.0K
38241.0K
39241.0K
40241.0K
41251.0K
42251.0K
43251.0K
44251.0K
45251.0K
46251.0K
47251.0K
48251.0K
49251.0K
50261.0K
51261.0K
52261.0K
53261.0K
54261.0K
55261.0K
56261.0K
57261.0K
58261.0K
59261.0K
60271.0K
61271.0K
62271.0K
63271.0K
64271.0K
65271.0K
66271.0K
67271.0K
68271.0K
69271.0K
70271.0K
71271.0K
72281.0K
73281.0K
74281.0K
75281.0K
76281.0K
77281.0K
78281.0K
79281.0K
80291.0K
81291.0K
82291.0K
83291.0K
84291.0K
85291.0K
86291.0K
87291.0K
88291.0K
89301.0K
90301.0K
91301.0K
92301.0K
93301.0K
94301.0K
95301.0K
96302.0K
97302.0K
98302.0K
99302.0K
100302.0K
101302.0K
102302.0K
103302.0K
104302.0K
105302.0K
106302.0K
107302.0K
108302.0K
109302.0K
110302.0K
111302.0K
112302.0K
113302.0K
114302.0K
115312.0K
116312.0K
117312.0K
118312.0K
119312.0K
120312.0K
121312.0K
122312.0K
123312.0K
124312.0K
125312.0K
126312.0K
127312.0K
128312.0K
129312.0K
130312.0K
131312.0K
132312.0K
133322.0K
134322.0K
135322.0K
136322.0K
137322.0K
138322.0K
139322.0K
140322.0K
141322.0K
142322.0K
143322.0K
144322.0K
145322.0K
146322.0K
147322.0K
148322.0K
149322.0K
150322.0K
151322.0K
152322.0K
153322.0K
154322.0K
155322.0K
156322.0K
157322.0K
158322.0K
159322.0K
160322.0K
161322.0K
162322.0K
163322.0K
164322.0K
165322.0K
166322.0K
167322.0K
168322.0K
169322.0K
170322.0K
171322.0K
172322.0K
173332.0K
174332.0K
175332.0K
176332.0K
177332.0K
178332.0K
179332.0K
180332.0K
181332.0K
182332.0K
183332.0K
184332.0K
185332.0K
186332.0K
187332.0K
188332.0K
189332.0K
190333.0K
191333.0K
192333.0K
193333.0K
194333.0K
195333.0K
196333.0K
197333.0K
198333.0K
199333.0K
200333.0K
201333.0K
202333.0K
203333.0K
204333.0K
205343.0K
206343.0K
207343.0K
208343.0K
209343.0K
210343.0K
211343.0K
212343.0K
213343.0K
214343.0K
215343.0K
216343.0K
217343.0K
218343.0K
219343.0K
220343.0K
221343.0K
222343.0K
223343.0K
224343.0K
225343.0K
226343.0K
227343.0K
228343.0K
229343.0K
230343.0K
231343.0K
232353.0K
233353.0K
234353.0K
235353.0K
236353.0K
237353.0K
238353.0K
239353.0K
240353.0K
241353.0K
242353.0K
243353.0K
244353.0K
245353.0K
246353.0K
247353.0K
248353.0K
249353.0K
250353.0K
251353.0K
252353.0K
253353.0K
254353.0K
255353.0K
256353.0K
257353.0K
258353.0K
259353.0K
260353.0K
261353.0K
262353.0K
263353.0K
264353.0K
265353.0K
266353.0K
267353.0K
268353.0K
269353.0K
270353.0K
271353.0K
272353.0K
273353.0K
274353.0K
275353.0K
276353.0K
277353.0K
278353.0K
279353.0K
280353.0K
281353.0K
282354.0K
283354.0K
284354.0K
285354.0K
286354.0K
287354.0K
288354.0K
289354.0K
290354.0K
291354.0K
292354.0K
293354.0K
294354.0K
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302354.0K
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321354.0K
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324354.0K
325354.0K
326354.0K
327364.0K
328364.0K
329364.0K
330364.0K
331364.0K
332364.0K
333364.0K
334364.0K
335364.0K
336364.0K
337364.0K
338364.0K
339364.0K
340364.0K
341364.0K
342364.0K
343364.0K
344364.0K
345364.0K
346364.0K
347364.0K
348364.0K
349364.0K
350364.0K
351364.0K
352364.0K
353364.0K
354364.0K
355364.0K
356364.0K
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358364.0K
359364.0K
360364.0K
361364.0K
362364.0K
363364.0K
364364.0K
365364.0K
366364.0K
367375.0K
368375.0K
369375.0K
370375.0K
371375.0K
372375.0K
373375.0K
374375.0K
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376375.0K
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378375.0K
379375.0K
380375.0K
381375.0K
382375.0K
383375.0K
384375.0K
385375.0K
386375.0K
387375.0K
388375.0K
389375.0K
390375.0K
391375.0K
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393375.0K
394375.0K
395375.0K
396375.0K
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402375.0K
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420385.0K
421385.0K
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451386.0K
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459396.0K
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461396.0K
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550407.0K
551407.0K
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554407.0K
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581407.0K
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591407.0K
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594407.0K
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602407.0K
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[img: Plot of CA(2,k,3) against k]

The CAtables are a service of the Mathematical and Computational Sciences Division of the Information Technology Laboratory of the National Institute of Standards and Technology. Development Status: Active Development. We conform to the NIST Privacy Policy.


Last Updated: 2008-02-01

For comments please mail the Covering Arrays Team: coveringarrays at nist dot gov