Status of search for primes k.2n+1

31 < k < 99 & 500,000 < n < 1,500,000

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Color legend:completed (X)being testedavailable

k \ n x 10001000-10201020-10401040-10601060-10801080-11001100-11201120-11401140-11601160-11801180-12001200-12201220-12401240-12601260-12801280-13001300-13201320-13401340-13601360-13801380-14001400-14201420-14401440-14601460-14801480-1500
31XXXXXXXXXXXXXXXXXXXXpcpcpcpcX
33XXXXXXXXXXXXXXXXXXXXXXXXX
35XXXXXXXXXXXXXXXXXXXXXXXXX
37XXXXXXXXXXshshshshsh          
39XXXXXXXshshsh               
41XXho                      
43XXXXXXXXXXXXXXXXXXXXXXXXX
45XXXXXXXXXXshshshshsh          
47XXXXXXXXXXXXXXXXXXXXXXXXX
49XXXXXXXXXX               
51XXXXXXXXXXshshshshsh          
53XXXXXXXXXX               
55XXXXXXXXXX               
57XXXXXshshshshsh               
59XXXXXXXXXX               
61XXXXXXXXXX               
63XXXXXshshshshsh               
65XXXXXshshshshsh               
67XXXXXshshshshsh               
69XXXXXXXXXX               
71XXXXX                    
73XXXXX                    
75XXXXX                    
77XXXXXXXXXXXXXXX          
79XXXXXX                   
81XXXXXXXXXXXXXXXXXXXXXXXXX
83XXXXXXXXXX               
85XXXXX                    
87XXXXX                    
89XXXXX                    
91XXXXX                    
93XXXXX                    
95XXXXX                    
97XXXXX                    
99XXXXXshshshshsh               

k \ n x 10001500-15201520-15401540-15601560-15801580-16001600-16201620-16401640-16601660-16801680-17001700-17201720-17401740-17601760-17801780-18001800-18201820-18401840-18601860-18801880-19001900-19201920-19401940-19601960-19801980-2000
31XXXXXXXXXXXho             
33XXXXXXXXXX               
35XXXXXXXXXXXXX (to 1750)            
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43XXXXXXXXXXXXX (to 1750)            
45                         
47XXXXXXXXXXXXXXXXXXXXXXXXX
49                         
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57                         
59                         
61                         
63                         
65                         
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71                         
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79                         
81XXXXX                    
83                         
85                         
87                         
89                         
91                         
93                         
95                         
97                         
99                         

Searcher Codes


If you have any questions, you can e-mail Mark Rodenkirch or Ray Ballinger

URL: http://www.prothsearch.net/range03.html
Last Modified: Jun 10, 2010