juror_chaos (OP)
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May 17, 2013, 12:40:12 AM |
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Greetings, Bitcoin Community! I'm working on a smartcard interface/middleware package to the standard bitcoin wallet. I've got some 7.5 BasicCards, and they can do ECDSA. However, the default curve sets are not compatible with bitcoin. They do however let you pass in a "curve definition file" if you want to use a custom curve, like oh say, secp256k1, perhaps? Zeitcontrol is not exactly responsive when it comes to e-mail inquiries, so I come to you, the bitcoin community for help and assistance. I know enough about crypto algorithms to leave the implementation to someone who's trained in the crypto arts, but in this case, it seems if I want secp256k1 on this card, I need to create that file myself. Here's what I'm asking specifically. Can someone with more crypto training look at this definition file and tell me what needs to change to get the card to use the secp256k1 curve? I really start getting lost past the G definition. Twisted curve? What is that? What is this point table? I feel lost. Rem Curve "brainpoolP384r1" as a data file File "brainpoolP384r1" Len=0 ' make sure the file is allocated in a single block
Rem *** Curve data ***
&H30 As Integer ' pLen
Rem p &H8C,&HB9,&H1E,&H82,&HA3,&H38,&H6D,&H28,&H0F,&H5D,&H6F,&H7E,&H50,&HE6,&H41,&HDF &H15,&H2F,&H71,&H09,&HED,&H54,&H56,&HB4,&H12,&HB1,&HDA,&H19,&H7F,&HB7,&H11,&H23 &HAC,&HD3,&HA7,&H29,&H90,&H1D,&H1A,&H71,&H87,&H47,&H00,&H13,&H31,&H07,&HEC,&H53
Rem A &H7B,&HC3,&H82,&HC6,&H3D,&H8C,&H15,&H0C,&H3C,&H72,&H08,&H0A,&HCE,&H05,&HAF,&HA0 &HC2,&HBE,&HA2,&H8E,&H4F,&HB2,&H27,&H87,&H13,&H91,&H65,&HEF,&HBA,&H91,&HF9,&H0F &H8A,&HA5,&H81,&H4A,&H50,&H3A,&HD4,&HEB,&H04,&HA8,&HC7,&HDD,&H22,&HCE,&H28,&H26
Rem B &H04,&HA8,&HC7,&HDD,&H22,&HCE,&H28,&H26,&H8B,&H39,&HB5,&H54,&H16,&HF0,&H44,&H7C &H2F,&HB7,&H7D,&HE1,&H07,&HDC,&HD2,&HA6,&H2E,&H88,&H0E,&HA5,&H3E,&HEB,&H62,&HD5 &H7C,&HB4,&H39,&H02,&H95,&HDB,&HC9,&H94,&H3A,&HB7,&H86,&H96,&HFA,&H50,&H4C,&H11
Rem q &H8C,&HB9,&H1E,&H82,&HA3,&H38,&H6D,&H28,&H0F,&H5D,&H6F,&H7E,&H50,&HE6,&H41,&HDF &H15,&H2F,&H71,&H09,&HED,&H54,&H56,&HB3,&H1F,&H16,&H6E,&H6C,&HAC,&H04,&H25,&HA7 &HCF,&H3A,&HB6,&HAF,&H6B,&H7F,&HC3,&H10,&H3B,&H88,&H32,&H02,&HE9,&H04,&H65,&H65
Rem G &H1D,&H1C,&H64,&HF0,&H68,&HCF,&H45,&HFF,&HA2,&HA6,&H3A,&H81,&HB7,&HC1,&H3F,&H6B &H88,&H47,&HA3,&HE7,&H7E,&HF1,&H4F,&HE3,&HDB,&H7F,&HCA,&HFE,&H0C,&HBD,&H10,&HE8 &HE8,&H26,&HE0,&H34,&H36,&HD6,&H46,&HAA,&HEF,&H87,&HB2,&HE2,&H47,&HD4,&HAF,&H1E &H8A,&HBE,&H1D,&H75,&H20,&HF9,&HC2,&HA4,&H5C,&HB1,&HEB,&H8E,&H95,&HCF,&HD5,&H52 &H62,&HB7,&H0B,&H29,&HFE,&HEC,&H58,&H64,&HE1,&H9C,&H05,&H4F,&HF9,&H91,&H29,&H28 &H0E,&H46,&H46,&H21,&H77,&H91,&H81,&H11,&H42,&H82,&H03,&H41,&H26,&H3C,&H53,&H15
Rem *** Twisted curve data ***
Rem Z &H41,&HDF,&HE8,&HDD,&H39,&H93,&H31,&HF7,&H16,&H6A,&H66,&H07,&H67,&H34,&HA8,&H9C &HD0,&HD2,&HBC,&HDB,&H7D,&H06,&H8E,&H44,&HE1,&HF3,&H78,&HF4,&H1E,&HCB,&HAE,&H97 &HD2,&HD6,&H3D,&HBC,&H87,&HBC,&HCD,&HDC,&HCC,&H5D,&HA3,&H9E,&H85,&H89,&H29,&H1C
Rem *** Montgomery data ***
Rem R mod p &H9D,&HAB,&HD4,&HA0,&H75,&H1E,&H3F,&H1B,&H58,&H38,&HCE,&H25,&HCA,&HAB,&H1B,&H17 &H11,&H34,&H72,&H1C,&H6F,&HBA,&H57,&H45,&H0C,&H7C,&HC9,&HF9,&H8C,&H50,&H6E,&HB7 &H35,&H59,&H7C,&H0C,&H3E,&HBE,&H2F,&H67,&HB3,&HA3,&HDD,&H6A,&HE9,&H4D,&H39,&H3C
Rem R^2 mod p &H14,&HE5,&HFD,&HA1,&HB5,&H04,&HE3,&HA3,&H87,&H14,&H22,&H4A,&HCF,&H4E,&H06,&HD4 &H5B,&H21,&H08,&H28,&HB8,&H66,&H61,&H04,&H0D,&HF1,&H40,&H4D,&H11,&H07,&H41,&HEB &H5B,&H49,&HED,&H7F,&H82,&H0B,&H33,&H0D,&H12,&HBE,&H70,&H29,&HAC,&H0E,&H35,&H45
Rem 1/p mod R &H25,&HC8,&H9E,&HEA,&H6C,&HA9,&H6E,&H9A,&H94,&H75,&HF7,&HED,&H52,&H1E,&H4B,&H83 &H16,&HFC,&H80,&H4D,&H87,&HE5,&HBA,&H1C,&H92,&HC2,&HE5,&H19,&H42,&H6C,&HD5,&HF5 &HDF,&H86,&H6F,&H4C,&H2F,&HD0,&HAD,&H0F,&HEE,&HCF,&HC1,&HBB,&HE9,&H38,&HDC,&HA3 &H66,&H69,&HCF,&H5B
Rem *** Accelerator data ***
&H20 As Integer ' nPoints &H186 As Integer ' StartBit &H146 As Integer ' EndBit &H41 As Integer ' BitGap
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