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A141233 Sequence of k such that starting with P(0)=7 then k(n)*P(n-1)*(k(n)*P(n-1)-1)-1 is the least prime = P(n). 7
1, 4, 1, 19, 16, 56, 80, 383, 235 (list; graph; refs; listen; history; internal format)
OFFSET

1,2

EXAMPLE

1*7*7-1*7-1=41 prime so k(1)=1 P(1)=41

1*41*(1*41-1)-1=1639 composite

2*41*(2*41-1)-1=6641 composite

3*41*(3*41-1)-1=15005 composite

4*41*(4*41-1)-1=26731 prime so k(2)=4 P(2)=26731

1*26731*(1*26731-1)-1=714519629 prime so k(3)=1 P(3)=714519629

CROSSREFS

Cf. A141234 A141235 A141236 A141237 A141238 A141239 A141240.

Sequence in context: A077102 A192722 A057968 * A055139 A128041 A144885

Adjacent sequences:  A141230 A141231 A141232 * A141234 A141235 A141236

KEYWORD

nonn

AUTHOR

Pierre CAMI (pierre-cami(AT)bbox.fr), Jun 16 2008

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Last modified February 15 07:22 EST 2012. Contains 205706 sequences.