Lines Matching full:g
12 * G(x) = x^16 + x^15 + x^11 + x^9 + x^8 + x^7 + x^5 + x^4 + x^2 + x^1 + x^0
26 0xdccf000000000000, /* LO64_TERMS: (x^2000 mod G) * x^48 */
27 0x4b0b000000000000, /* HI64_TERMS: (x^2064 mod G) * x^48 */
30 0x9d9d000000000000, /* LO64_TERMS: (x^976 mod G) * x^48 */
31 0x7cf5000000000000, /* HI64_TERMS: (x^1040 mod G) * x^48 */
34 0x044c000000000000, /* LO64_TERMS: (x^464 mod G) * x^48 */
35 0xe658000000000000, /* HI64_TERMS: (x^528 mod G) * x^48 */
38 0x6ee3000000000000, /* LO64_TERMS: (x^208 mod G) * x^48 */
39 0xe7b5000000000000, /* HI64_TERMS: (x^272 mod G) * x^48 */
42 0x2d56000000000000, /* LO64_TERMS: (x^80 mod G) * x^48 */
43 0x06df000000000000, /* HI64_TERMS: (x^144 mod G) * x^48 */
51 0x8bb7000000000000, /* LO64_TERMS: (G - x^16) * x^48 */
52 0xf65a57f81d33a48a, /* HI64_TERMS: (floor(x^79 / G) * x) - x^64 */
58 * G(x) = x^32 + x^26 + x^23 + x^22 + x^16 + x^12 + x^11 + x^10 + x^8 + x^7 +
71 0x00000000ce3371cb, /* HI64_TERMS: (x^2079 mod G) * x^32 */
72 0x00000000e95c1271, /* LO64_TERMS: (x^2015 mod G) * x^32 */
75 0x0000000033fff533, /* HI64_TERMS: (x^1055 mod G) * x^32 */
76 0x00000000910eeec1, /* LO64_TERMS: (x^991 mod G) * x^32 */
79 0x000000008f352d95, /* HI64_TERMS: (x^543 mod G) * x^32 */
80 0x000000001d9513d7, /* LO64_TERMS: (x^479 mod G) * x^32 */
83 0x00000000f1da05aa, /* HI64_TERMS: (x^287 mod G) * x^32 */
84 0x0000000081256527, /* LO64_TERMS: (x^223 mod G) * x^32 */
87 0x00000000ae689191, /* HI64_TERMS: (x^159 mod G) * x^32 */
88 0x00000000ccaa009e, /* LO64_TERMS: (x^95 mod G) * x^32 */
96 0xb4e5b025f7011641, /* HI64_TERMS: floor(x^95 / G) */
97 0x00000001db710640, /* LO64_TERMS: (G - x^32) * x^31 */
103 * G(x) = x^64 + x^62 + x^57 + x^55 + x^54 + x^53 + x^52 + x^47 + x^46 + x^45 +
120 0x7f52691a60ddc70d, /* LO64_TERMS: (x^2048 mod G) * x^0 */
121 0x7036b0389f6a0c82, /* HI64_TERMS: (x^2112 mod G) * x^0 */
124 0x05cf79dea9ac37d6, /* LO64_TERMS: (x^1024 mod G) * x^0 */
125 0x001067e571d7d5c2, /* HI64_TERMS: (x^1088 mod G) * x^0 */
128 0x5f6843ca540df020, /* LO64_TERMS: (x^512 mod G) * x^0 */
129 0xddf4b6981205b83f, /* HI64_TERMS: (x^576 mod G) * x^0 */
132 0x571bee0a227ef92b, /* LO64_TERMS: (x^256 mod G) * x^0 */
133 0x44bef2a201b5200c, /* HI64_TERMS: (x^320 mod G) * x^0 */
136 0x05f5c3c7eb52fab6, /* LO64_TERMS: (x^128 mod G) * x^0 */
137 0x4eb938a7d257740e, /* HI64_TERMS: (x^192 mod G) * x^0 */
145 0x42f0e1eba9ea3693, /* LO64_TERMS: (G - x^64) * x^0 */
146 0x578d29d06cc4f872, /* HI64_TERMS: (floor(x^127 / G) * x) - x^64 */
152 * G(x) = x^64 + x^63 + x^61 + x^59 + x^58 + x^56 + x^55 + x^52 + x^49 + x^48 +
167 0x37ccd3e14069cabc, /* HI64_TERMS: (x^2111 mod G) * x^0 */
168 0xa043808c0f782663, /* LO64_TERMS: (x^2047 mod G) * x^0 */
171 0xa1ca681e733f9c40, /* HI64_TERMS: (x^1087 mod G) * x^0 */
172 0x5f852fb61e8d92dc, /* LO64_TERMS: (x^1023 mod G) * x^0 */
175 0x0c32cdb31e18a84a, /* HI64_TERMS: (x^575 mod G) * x^0 */
176 0x62242240ace5045a, /* LO64_TERMS: (x^511 mod G) * x^0 */
179 0xb0bc2e589204f500, /* HI64_TERMS: (x^319 mod G) * x^0 */
180 0xe1e0bb9d45d7a44c, /* LO64_TERMS: (x^255 mod G) * x^0 */
183 0xeadc41fd2ba3d420, /* HI64_TERMS: (x^191 mod G) * x^0 */
184 0x21e9761e252621ac, /* LO64_TERMS: (x^127 mod G) * x^0 */
192 0x27ecfa329aef9f77, /* HI64_TERMS: floor(x^127 / G) */
193 0x34d926535897936a, /* LO64_TERMS: (G - x^64 - x^0) / x */