// PiFast, copyright 1999-2001 Xavier Gourdon 
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       *    User constant file definition    *
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Version : 4.0
Constant name : Catalan_Broadhurst
Comments :
G = BBP formula with 12 terms (D.J. Broadhurst 1998)
.

Number of series : 12

Series number 0
Beta : 1
Series type : 0
Definition mode : 0
Alpha : 229661/250880
Beta : 1
Polynomial F : 3
Polynomial G : 2*(8*n+1)^2
Z : 1/16

Series number 1
Beta : 1
Series type : 0
Definition mode : 0
Alpha : 0
Beta : -1
Polynomial F : 3
Polynomial G : 2*(8*n+2)^2
Z : 1/16

Series number 2
Beta : 1
Series type : 0
Definition mode : 0
Alpha : 0
Beta : 1
Polynomial F : 3
Polynomial G : 4*(8*n+3)^2
Z : 1/16

Series number 3
Beta : 1
Series type : 0
Definition mode : 0
Alpha : 0
Beta : -1
Polynomial F : 3
Polynomial G : 8*(8*n+5)^2
Z : 1/16

Series number 4
Beta : 1
Series type : 0
Definition mode : 0
Alpha : 0
Beta : 1
Polynomial F : 3
Polynomial G : 8*(8*n+6)^2
Z : 1/16

Series number 5
Beta : 1
Series type : 0
Definition mode : 0
Alpha : 0
Beta : -1
Polynomial F : 3
Polynomial G : 16*(8*n+7)^2
Z : 1/16

Series number 6
Beta : 1
Series type : 0
Definition mode : 0
Alpha : 0
Beta : -1
Polynomial F : 2
Polynomial G : 8*(8*n+1)^2
Z : 1/4096

Series number 7
Beta : 1
Series type : 0
Definition mode : 0
Alpha : 0
Beta : -1
Polynomial F : 2
Polynomial G : 16*(8*n+2)^2
Z : 1/4096

Series number 8
Beta : 1
Series type : 0
Definition mode : 0
Alpha : 0
Beta : -1
Polynomial F : 2
Polynomial G : 64*(8*n+3)^2
Z : 1/4096

Series number 9
Beta : 1
Series type : 0
Definition mode : 0
Alpha : 0
Beta : 1
Polynomial F : 2
Polynomial G : 512*(8*n+5)^2
Z : 1/4096

Series number 10
Beta : 1
Series type : 0
Definition mode : 0
Alpha : 0
Beta : 1
Polynomial F : 2
Polynomial G : 1024*(8*n+6)^2
Z : 1/4096

Series number 11
Beta : 1
Series type : 0
Definition mode : 0
Alpha : 0
Beta : 1
Polynomial F : 2
Polynomial G : 4096*(8*n+7)^2
Z : 1/4096

Approximate value : G = 0.9159655941772