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*math/big.Int)type..namedata.*func(elliptic.p224Curve, *big.Int, *big.Int, *big.Int, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int, *big.Int)-type.*func("".p224Curve, *math/big.Int, *math/big.Int, *math/big.Int, *math/big.Int, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int, *math/big.Int)type.func("".p224Curve, *math/big.Int, *math/big.Int, *math/big.Int, *math/big.Int, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int, *math/big.Int)type..namedata.*func(elliptic.p224Curve, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int)-type.*func("".p224Curve, *math/big.Int, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int)type.func("".p224Curve, *math/big.Int, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int)type..namedata.*func(elliptic.p224Curve, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int, *big.Int)-type.*func("".p224Curve, *math/big.Int, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int, *math/big.Int)type.func("".p224Curve, *math/big.Int, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int, *math/big.Int)6type..namedata.CurveParams.$type..namedata.gx-$type..namedata.gy-"type..namedata.b-2type..namedata.*[]uint64-type.*[]uint64"type..hashfunc120type..eqfunc120type..alg120^type..namedata.*elliptic.p224LargeFieldElement-Bgo.info."".(*p256Curve).IsOnCurve*go.info.*"".p256CurveDgo.range."".(*p256Curve).IsOnCurveTgo.info."".(*p256Curve).affineFromJacobianVgo.range."".(*p256Curve).affineFromJacobian6go.info."".(*p256Curve).Add8go.range."".(*p256Curve).AddFgo.info."".(*p256Curve).addJacobianHgo.range."".(*p256Curve).addJacobian<go.info."".(*p256Curve).Double>go.range."".(*p256Curve).DoubleLgo.info."".(*p256Curve).doubleJacobianNgo.range."".(*p256Curve).doubleJacobian<go.info."".(*p256Curve).Params>go.range."".(*p256Curve).Params>go.info."".(*p256Curve).Inverse@go.range."".(*p256Curve).InverseHgo.info."".(*p256Curve).CombinedMultJgo.range."".(*p256Curve).CombinedMultLgo.info."".(*p256Curve).ScalarBaseMultNgo.range."".(*p256Curve).ScalarBaseMultDgo.info."".(*p256Curve).ScalarMultFgo.range."".(*p256Curve).ScalarMultFtype..namedata.*elliptic.p256Curve-type..namedata.*func(*elliptic.p256Curve, *big.Int, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int)-type.*func(*"".p256Curve, *math/big.Int, *math/big.Int, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int)type.func(*"".p256Curve, *math/big.Int, *math/big.Int, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int)type..namedata.*func(*elliptic.p256Curve, *big.Int, *big.Int, []uint8, []uint8) (*big.Int, *big.Int)-type.*func(*"".p256Curve, *math/big.Int, *math/big.Int, []uint8, []uint8) (*math/big.Int, *math/big.Int)type.func(*"".p256Curve, *math/big.Int, *math/big.Int, []uint8, []uint8) (*math/big.Int, *math/big.Int)type..namedata.*func(*elliptic.p256Curve, *big.Int, *big.Int) (*big.Int, *big.Int)-type.*func(*"".p256Curve, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int)type.func(*"".p256Curve, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int)ztype..namedata.*func(*elliptic.p256Curve, *big.Int) *big.Int-ltype.*func(*"".p256Curve, *math/big.Int) *math/big.Intjtype.func(*"".p256Curve, *math/big.Int) *math/big.Inttype..namedata.*func(*elliptic.p256Curve, *big.Int, *big.Int) bool-xtype.*func(*"".p256Curve, *math/big.Int, *math/big.Int) boolvtype.func(*"".p256Curve, *math/big.Int, *math/big.Int) booltype..namedata.*func(*elliptic.p256Curve) *elliptic.CurveParams-Rtype.*func(*"".p256Curve) *"".CurveParamsPtype.func(*"".p256Curve) *"".CurveParamstype..namedata.*func(*elliptic.p256Curve, []uint8) (*big.Int, *big.Int)-type.*func(*"".p256Curve, []uint8) (*math/big.Int, *math/big.Int)type.func(*"".p256Curve, []uint8) (*math/big.Int, *math/big.Int)type..namedata.*func(*elliptic.p256Curve, *big.Int, *big.Int, []uint8) (*big.Int, *big.Int)-type.*func(*"".p256Curve, *math/big.Int, *math/big.Int, []uint8) (*math/big.Int, *math/big.Int)type.func(*"".p256Curve, *math/big.Int, *math/big.Int, []uint8) (*math/big.Int, *math/big.Int)type..namedata.*func(*elliptic.p256Curve, *big.Int, *big.Int, *big.Int, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int, *big.Int)-type.*func(*"".p256Curve, *math/big.Int, *math/big.Int, *math/big.Int, *math/big.Int, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int, *math/big.Int)type.func(*"".p256Curve, *math/big.Int, *math/big.Int, *math/big.Int, *math/big.Int, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int, *math/big.Int)type..namedata.*func(*elliptic.p256Curve, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int)-type.*func(*"".p256Curve, *math/big.Int, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int)type.func(*"".p256Curve, *math/big.Int, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int)type..namedata.*func(*elliptic.p256Curve, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int, *big.Int)-type.*func(*"".p256Curve, *math/big.Int, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int, *math/big.Int)type.func(*"".p256Curve, *math/big.Int, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int, *math/big.Int)8type..namedata.CombinedMult.type..namedata.*func(*big.Int, *big.Int, []uint8, []uint8) (*big.Int, *big.Int)-type.*func(*math/big.Int, *math/big.Int, []uint8, []uint8) (*math/big.Int, *math/big.Int)type.func(*math/big.Int, *math/big.Int, []uint8, []uint8) (*math/big.Int, *math/big.Int).type..namedata.Inverse.Ptype..namedata.*func(*big.Int) *big.Int-Ntype.*func(*math/big.Int) *math/big.IntLtype.func(*math/big.Int) *math/big.Inttype..namedata.*func(elliptic.p256Curve, *big.Int, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int)-type.*func("".p256Curve, *math/big.Int, *math/big.Int, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int)type.func("".p256Curve, *math/big.Int, *math/big.Int, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int)type..namedata.*func(elliptic.p256Curve, *big.Int, *big.Int, []uint8, []uint8) (*big.Int, *big.Int)-type.*func("".p256Curve, *math/big.Int, *math/big.Int, []uint8, []uint8) (*math/big.Int, *math/big.Int)type.func("".p256Curve, *math/big.Int, *math/big.Int, []uint8, []uint8) (*math/big.Int, *math/big.Int)type..namedata.*func(elliptic.p256Curve, *big.Int, *big.Int) (*big.Int, *big.Int)-type.*func("".p256Curve, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int)type.func("".p256Curve, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int)xtype..namedata.*func(elliptic.p256Curve, *big.Int) *big.Int-jtype.*func("".p256Curve, *math/big.Int) *math/big.Inthtype.func("".p256Curve, *math/big.Int) *math/big.Inttype..namedata.*func(elliptic.p256Curve, *big.Int, *big.Int) bool-vtype.*func("".p256Curve, *math/big.Int, *math/big.Int) boolttype.func("".p256Curve, *math/big.Int, *math/big.Int) bool~type..namedata.*func(elliptic.p256Curve) *elliptic.CurveParams-Ptype.*func("".p256Curve) *"".CurveParamsNtype.func("".p256Curve) *"".CurveParamstype..namedata.*func(elliptic.p256Curve, []uint8) (*big.Int, *big.Int)-type.*func("".p256Curve, []uint8) (*math/big.Int, *math/big.Int)~type.func("".p256Curve, []uint8) (*math/big.Int, *math/big.Int)type..namedata.*func(elliptic.p256Curve, *big.Int, *big.Int, []uint8) (*big.Int, *big.Int)-type.*func("".p256Curve, *math/big.Int, *math/big.Int, []uint8) (*math/big.Int, *math/big.Int)type.func("".p256Curve, *math/big.Int, *math/big.Int, []uint8) (*math/big.Int, *math/big.Int)type..namedata.*func(elliptic.p256Curve, *big.Int, *big.Int, *big.Int, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int, *big.Int)-type.*func("".p256Curve, *math/big.Int, *math/big.Int, *math/big.Int, *math/big.Int, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int, *math/big.Int)type.func("".p256Curve, *math/big.Int, *math/big.Int, *math/big.Int, *math/big.Int, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int, *math/big.Int)type..namedata.*func(elliptic.p256Curve, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int)-type.*func("".p256Curve, *math/big.Int, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int)type.func("".p256Curve, *math/big.Int, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int)type..namedata.*func(elliptic.p256Curve, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int, *big.Int)-type.*func("".p256Curve, *math/big.Int, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int, *math/big.Int)type.func("".p256Curve, *math/big.Int, *math/big.Int, *math/big.Int) (*math/big.Int, *math/big.Int, *math/big.Int) type..hashfunc96type..eqfunc96type..alg966type..namedata.*[12]uint64- type.*[12]uint64Ftype..namedata.*elliptic.p256Point-type..namedata.*func(*elliptic.p256Point, *elliptic.p256Point, int)-Ztype.*func(*"".p256Point, *"".p256Point, int)Xtype.func(*"".p256Point, *"".p256Point, int)htype..namedata.*func(*elliptic.p256Point, []uint64)-Ftype.*func(*"".p256Point, []uint64)Dtype.func(*"".p256Point, []uint64)~type..namedata.*func(*elliptic.p256Point) (*big.Int, *big.Int)-ptype.*func(*"".p256Point) (*math/big.Int, *math/big.Int)ntype.func(*"".p256Point) (*math/big.Int, *math/big.Int)$type..hashfunc1536 type..eqfunc1536type..alg15368type..namedata.*[192]uint64-ztype..namedata.*func(*elliptic.p256Point, *[192]uint64, int)-Xtype.*func(*"".p256Point, *[192]uint64, int)Vtype.func(*"".p256Point, *[192]uint64, int)>type..namedata.CopyConditional.^type..namedata.*func(*elliptic.p256Point, int)-<type.*func(*"".p256Point, int):type.func(*"".p256Point, int)8type..namedata.p256BaseMult->type..namedata.*func([]uint64)-(type.*func([]uint64)&type.func([]uint64)Btype..namedata.p256PointToAffine-Xtype..namedata.*func() (*big.Int, *big.Int)-Vtype.*func() (*math/big.Int, *math/big.Int)Ttype.func() (*math/big.Int, *math/big.Int)<type..namedata.p256ScalarMult-<type..namedata.p256StorePoint-Ptype..namedata.*func(*[192]uint64, int)-:type.*func(*[192]uint64, int)8type.func(*[192]uint64, int)&type..namedata.xyz-$type..hashfunc4096 type..eqfunc4096type..alg40968type..namedata.*[512]uint64-"type.*[512]uint64 type.[512]uint64<type..namedata.*[][512]uint64-&type.*[][512]uint64$type.[][512]uint64(type..hashfunc151552$type..eqfunc151552type..alg151552@type..namedata.*[37][512]uint64-"type..hashfunc192type..eqfunc192type..alg1926type..namedata.*[24]uint64- type.*[24]uint64 type..hashfunc28type..eqfunc28type..alg284type..namedata.*[28]uint8-type.*[28]uint84type..namedata.*[32]uint8-type.*[32]uint84type..namedata.*[4]uint64-type.*[4]uint64"type..hashfunc480type..eqfunc480type..alg4806type..namedata.*[60]uint64- type.*[60]uint644type..namedata.*[8]uint32-type.*[8]uint32 type..hashfunc64type..eqfunc64type..alg644type..namedata.*[8]uint64-type.*[8]uint642type..namedata.*[8]uint8-type.*[8]uint8Bgo.itablink."".p256Curve,"".CurveHgo.itablink.*"".CurveParams,"".CurveBgo.itablink."".p224Curve,"".Curve(type..importpath.io.4type..importpath.math/big.,type..importpath.sync.> 252 dH%H;avtH@Hl$8Hl$8HY HugHD$HHL$PH@HT$XHT$HT$`HT$HT$hHT$HT$pHT$ H$HD$(HL$0HD$xH$Hl$8H@sH|$HH9;uH#o`#dH%H;av]H0Hl$(Hl$(HY HuMHD$8HL$@H@ HT$HHT$HT$PHT$H$HD$HL$ HD$XHL$`Hl$(H0H|$8H9;uH#`X_`L dH%H;avRH(Hl$ Hl$ HY HuBHD$0HL$8H@(HT$@HT$HT$HHT$H$D$D$PHl$ H(H|$0H9;uH#PMOPwwwLdH%H;av?HHl$Hl$HY Hu/HD$ HL$(H@0H$HD$HD$0Hl$HH|$ H9;uH#0:/0ddd8dH%H;avgH8Hl$0Hl$0HY HuWHD$@H@8HL$HHT$PHT$HT$XHT$HT$`HT$H$HD$ HL$(HD$hHL$pHl$0H8H|$@H9;uH#pbopV dH%H;aHHHl$@Hl$@HY HuwHD$PHL$XH@@HT$`HT$HT$hHT$HT$pHT$HT$xHT$ H$HT$(H$HD$0HL$8H$H$Hl$@HH_H|$PH9;{H#sq& dH%H;avLH(Hl$ Hl$ HY Hu<HD$0H$HD$8HD$HD$@HD$D$D$HHl$ H(H|$0H9;uH#PGOPqqqCdH%H;avaH8Hl$0Hl$0HY HuQHD$@H$HD$HHD$HD$PHD$HD$XHD$HD$ HL$(HD$`HL$hHl$0H8H|$@H9;uH#p\opM#dH%H;avkH@Hl$8Hl$8HY Hu^HD$HH$HD$PHD$HD$XHD$HD$`HD$HD$hHD$ HD$(HL$0HD$pHL$xHl$8H@|H|$HH9;uH#fW#dH%H;aHXHl$PHl$PHY HHD$`H$HD$hHD$HD$pHD$HD$xHD$H$HD$ H$HD$(H$HD$0HD$8HL$@HT$HH$H$H$Hl$PHXDH|$`H9;dH#\|6 dH%H;avWH0Hl$(Hl$(HY HuGHD$8H$HD$@HD$HD$HHD$HD$HL$ HD$PHL$XHl$(H0H|$8H9;uH#`R_`|||C#dH%H;avkH@Hl$8Hl$8HY Hu^HD$HH$HD$PHD$HD$XHD$HD$`HD$HD$ HL$(HT$0HD$hHL$pHT$xHl$8H@|H|$HH9;uH#fM-HD$HD$hdH%HD$H;AHH$H$D$xH$W$HD$xH$H$HD$HD$HD$HD$ H$HHT$H$HD$D$XHD$`WD$hHD$XH$H$HD$HD$HD$HD$(H$HD$H$HL$D$8HD$@WD$HHD$8H$H$HD$HD$HD$HD$0H$HD$H$HL$HD$(H$HD$HL$0HL$H$HHHL$HL$(H$HL$H$HHD$HD$(H$HD$HD$(H$HD$ HD$HD$HH$H$H 281 p/%! 283 D $ 6 284 f(6%:%G( 285 dH%H;aH(Hl$ Hl$ HH$HD$HL$0HQHu`1HD$Ht&H$HD$HD$HD$@Hl$ H(HL$8HQHu 1Hu t H t H;P^OPEO 287 ;5 !Y\ 291 a\UV UV 293 ;5 ,1^ 296 dH%HD$H;A HH$H$H$HHH1HuTHH$HD$HD$@H H$HD$HL$@H$H$H$HD$hHD$pWD$xH$HHT$HT$hH$HD$HD$HD$(D$HHD$PWD$XHL$HH$HD$HD$HD$HD$ H H$HD$H$H$HD$HD$ HD$HD$HD$8H$HHT$H$HD$HD$ H$HD$HL$(HL$HH$HD$H$H$HD$HD$ HD$HD$HD$0H$H HL$H$HD$HD$8H$HD$0H$H$HtH 304 77knTC8GG*h 305 7Vc8%(5(L 306 dH%H;aH`Hl$XHl$XHD$pH$HL$xHL$HD$HD$PH$H$H$HT$HD$HL$hH$HT$pHT$HT$xHT$HT$PHT$H$HT$ H$HT$(HD$0HD$8HL$@HT$HH\$hH$HD$HL$HT$HD$ HL$(H$H$Hl$XH`& 311 4(P,) 312 dH%H$HH;AH8H$0H$0HH$HD$H$H H$HD$H$H 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'''t''''t''''i"6!\$4#-$# &8%-&%* 1230 dH%H;avOHH,$H,$<v H,$HuH,$H.eee1-dH%H;av_H(Hl$ Hl$ HD$0H$HL$8HL$HD$0HD$HL$0H0H$HD$HD$HD$@Hl$ H(PZOuuu9dH%H;aH(Hl$ Hl$ HD$8HD$HL$0H$HD$0D$tIHD$8HH8H@0HT$0HZ8HR0H9t1D$@Hl$ H(H$HD$H\$D$1^PbOPO 1237 =K 1238 HD$HHD$HD$(HD$0$$$$HD$HHD$HD$@HD$HHD$P----HD$HHD$HD$(HD$0HD$8----dH%HpHl$hHl$hHY HuJHD$xHt9HH$HpH|$Hl$Hl$HmH$H$Hl$hHpH|$xH9;uH# UM(M\[(M(cdH%HD$H;AHH$H$HY Hu|H$Ht^HH$HpH|$Hl$Hl$HmH$HD$hH$HD$pD$x$H$HLH$H9;sH#k 1246 (#dH%HD$H;AHH$H$HY HH$HHH$HpH|$Hl$Hl$HmH$HD$hH$HD$pH$HD$xH$H$H$H$H$H$H$HH$H9;>H#6 1250 <#dH%HD$H;AHH$H$HY HH$HtoHH$HpH|$Hl$Hl$HmH$HD$hH$HD$pHD$xH$H$H$H$H7H$H9;bH#Z 1254 9#dH%HD$H;AHH$H$HY HH$HHH$HpH|$Hl$Hl$HmH$HD$hH$HD$pH$HD$xH$H$H$H$H$H$H$H$H$HH$H9;.H#& 1258 <#dH%HD$H;AHH$H$HY HH$HtHH$H|$HpHl$Hl$HmH$HD$hH$HD$pH$HD$xH$H$H$H$H$H'H$H9;RH#J 1262 <#dH%H;avpH8Hl$0Hl$0HY HucHD$@H$H$HD$H$HD$H$HD$HD$ HL$(H$H$Hl$0H8wH|$@H9;uH#pkopV)dH%H;aHXHl$PHl$PHY HHD$`H$H$HD$H$HD$H$HD$H$HD$ H$HD$(H$HD$0HD$8HL$@HT$HH$H$H$Hl$PHX;H|$`H9;[H#S6 dH%H;av}H@Hl$8Hl$8HY HupHD$HH$H$HD$H$HD$H$HD$HD$ HL$(HT$0H$H$H$Hl$8H@jH|$HH9;uH#xV6HD$HHD$D$ HD$HHD$HD$(HD$0$$$$HD$HHD$HD$0HD$8$$$$HD$HHD$HD$@HD$HHD$P----HD$HHD$HD$ HD$($$$$HD$HHD$HD$(HD$0HD$8----dH%HH,$H,$HY Hu"HD$HtHHD$H,$HH|$H9;uH# +OOO9dH%H;avRH Hl$Hl$HY HuBHD$(Ht*HH$HD$0HD$HD$HD$8Hl$H H|$(H9;uH#@F?@?@wwwA dH%H;aH`Hl$XHl$XHY HHD$hHHH$HD$pHD$HD$xHD$H$HD$H$HD$ H$HD$(H$HD$0H$HD$8H$HD$@HD$HHL$PH$H$Hl$XH`!H|$hH9;AH#9 1276 0 dH%H;avpH8Hl$0Hl$0HY HucHD$@HtHHH$HD$HHD$HD$PHD$HD$XHD$HD$ HL$(HD$`HL$hHl$0H8wH|$@H9;uH#pdopo 1279 pU*dH%H;aHHHl$@Hl$@HY Hu}HD$PHtbHH$HD$XHD$HD$`HD$HD$hHD$HD$pHD$ HD$xHD$(HD$0HL$8H$H$Hl$@HHYH|$PH9;uH#m~ 1282 m0 math/big.(*Int).Signxmath/big.(*Int).Setxzmath/big.big.nat.big.setxzmath/big.big.nat.big.makenzmath/big.(*Int).BitLenxmath/big.big.nat.big.bitLenixmath/big.(*Int).Bitsxmath/big.(*Int).Negxzcrypto/elliptic.uint64IsZeroxcrypto/elliptic.boothW7dinscrypto/elliptic.(*p256Point).p256StorePointindexprcrypto/elliptic.boothW5dinscrypto/elliptic.scalarIsZeroscalar"".Curve.Add.thisx0x1x2 y8y1y2("".Curve.Double.thisx x1y(y1"".Curve.IsOnCurve.thisxy~r3 "".Curve.Params.this~r1"".Curve.ScalarBaseMult.thiskx(y0"".Curve.ScalarMult.thisk x8x1yy1"".p256Curve.IsOnCurve.thisxy~r2"".p256Curve.affineFromJacobian.thisxxOut yyOut(z"".p256Curve.Add.thisx1x2y1y2 ~r4(~r50"".p256Curve.addJacobian.thisx1x2 y1y2(z1z20~r68~r7~r8"".p256Curve.Double.thisx1y1~r2~r3 "".p256Curve.doubleJacobian.thisxyz~r3 ~r4(~r50"".(*CurveParams).Paramscurve3~r03"".(*CurveParams).IsOnCurvecurve7 threeX?x7 x3<y7 y29~~r27"".zForAffinexLyL zMh~r2LNN"".(*CurveParams).affineFromJacobiancurveVxVxOutV yVyOutV(zV zinv[ zinvsq\W"".(*CurveParams).Addcurvefx1fx2fy1fy2f z1gh~r4f(~r5f0"".(*CurveParams).addJacobiancurven i| j| s1| s2| u1| u2| v|x1nx2n x3.ptrR{ x3.ptrR{ x3.ptrR{ x3.ptrR{ x3.ptrR{ x3.ptrR{ x3.ptrR{ x3.ptrR{y1ny2n(z1n z1z1~{z2n0 z2z2{ ~R0{ ~R0z{ ~R0{ ~R0z ~R0.capSz ~R0.capSz ~R0.capSz ~R0.capSz ~R0.capSz ~R0.capSz ~R0.capSz ~R0.capSz ~R0.lenSz ~R0.lenSz ~R0.lenSz ~R0.lenSz ~R0.lenSz ~R0.lenSz ~R0.lenSy ~R0.lenSz~r6n8~r7n~r8nqrDSsDStDSwxDSyDSzDS|DS|DS"".(*CurveParams).Doublecurvex1y1~r2~r3 "".(*CurveParams).doubleJacobiancurve delta~ gamma~x x3.ptrR~yz ~R0~ ~R0.capS~ ~R0.lenS~~r3 ~r4(~r50~DS~~~~"".(*CurveParams).ScalarMultBxBy Bz~ bitNum~ byte~curvek~r30~r48"".(*CurveParams).ScalarBaseMultcurvek~r1 ~r2("".GenerateKey bitSizecurveerrpriv randx8y"".Marshal byteLenXcurve ret.capP ret.lenH ret.ptrhxy~r3 "".Unmarshalcurvedata pXx(y0"".initAllP-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"".initP384P-52168647976601306097149819007990813932172694353001433054093944634591855431833976560521225596406614545549772963113914808580371219879997166438125740282911150571516864797660130609714981900799081393217269435300143305409394463459185543183397655394245057746333217197532963996371363321113864768612440380340372808892707005449051953eb9618e1c9a1f929a21a0b68540eea2da725b99b315f3b8b489918ef109e156193951ec7e937b1652c0bd3bb1bf073573df883d2c34f1ef451fd46b503f00c6858e06b70404e9cd9e3ecb662395b4429c648139053fb521f828af606b4d3dbaa14b5e77efe75928fe1dc127a2ffa8de3348b3c1856a429bf97e7e31c2e5bd6611839296a789a3bc0045c8a5fb42c7d1bd998f54449579b446817afbd17273e662c97ee72995ef42640c550b9013fad0761353c7086a272c24088be94769fd16650"".initP521"".P256~r0"".P384~r0"".P521~r0P-2242695994666715063979466701508701963067355791626002630814351006629888126959946667150639794667015087019625940457807714424391721682722368061b4050a850c04b3abf54132565044b0b7d7bfd8ba270b39432355ffb4b70e0cbd6bb4bf7f321390b94a03c1d356c21122343280d6115c1d21bd376388b5f723fb4c22dfe6cd4375a05a07476444d5819985007e34"".initP224"".P224~r0)"".p224Curve.Paramscurve.~r0."".p224Curve.IsOnCurvebigX2bigY2curve2 tmp8~ x3~ x39~ y3~~r22"".p224Curve.AddbigX1PbigX2PbigY1PbigY2PxP x1QP x2Q x3QyP y1Q~ y2Q~ y3Q~ z1Q~ z2Q} z3Q}UZZU"".p224Curve.DoublebigX1bbigY1bxb x1cP x2cyb y1c y2c~ z1c~ z2c~"".p224Curve.ScalarMultbigX1mbigY1mscalarmxm x1nP x2nym y1n y2n~ z1n~ z2n~"".p224Curve.ScalarBaseMultcurvexscalarxxx x2yPyx y2y z1y z2y~"".p224IsZeroa minimal~r1"".p224Addabout"".p224Subabout"".p224Mulabouttmp"".p224Squareaouttmp"".p224ReduceLargeinout"".p224Reducea"".p224Invert c~ f1~ f2~ f3~ f4} i} i} i} i} i} i} i}inout"".p224Contractinout"".p224AddJacobian c~ h~ i~ j~ r} s1} s2} u1} u2| v|x1x20x3 xEqual|y1 y28y3z1( z1IsZero| z1z1|z2 z2IsZero| z2z2|z3"".p224DoubleJacobian alpha~ beta~ c~ delta~ gamma} t}x1x3y1 y3z1(z3"".p224CopyConditionalcontrolinout"".p224ScalarMult bit~ bitNum byte~inXinY inZ(outXoutYoutZscalar0 xxP yy zz"".p224ToAffine outx~ outy~ tmp~xyz zinv~ zinvsq}~r3~r4 "".get28BitsFromEndbufshift~r2 ~r3("".p224FromBiginout"".p224ToBig bufTin~r1P-2561157920892103562487626974469494075735300861434152903141955336313088670978539511157920892103562487626974469494075735299969552241357603424222590610685120443695ac635d8aa3a93e7b3ebbd55769886bc651d06b0cc53b0f63bce3c3e27d2604b6b17d1f2e12c4247f8bce6e563a440f277037d812deb33a0f4a13945d898c2964fe342e2fe1a7f9b8ee7eb4a7c0f9e162bce33576b315ececbb6406837bf51f5"".initP256"".p256Curve.Paramscurve1~r01I I I III "".p256Curve.Inversecurveq expLoy iykq table~{ x3.ptrR ~R0.capSy ~R0.lenSy~r1qrtgDS"".fromBigbigout"".p256GetScalarin nHout"".maybeReduceModPin~r1"".p256Curve.CombinedMultbaseScalarbigXbigYcurve double pointsEqual| r1~ r2}scalar0 sum|xy||"".p256Curve.ScalarBaseMultcurve rscalarx y("".p256Curve.ScalarMultbigXbigYcurve rscalarx0y8~r1~r1"".(*p256Point).p256PointToAffinepxy"".(*p256Point).CopyConditionalpsrcv"".p256Inverse i} i~ i~ i~ i~ i~ i~inout stack~~r1~r2~r1~r2"".initTable i} j} k|"".(*p256Point).p256BaseMult index~pscalar t0 zero~~~~"".(*p256Point).p256ScalarMult indexpp precompsscalar t0s t1r t2q t3p zeroppppp"".initcrypto/elliptic.two31p3crypto/elliptic.two31m3crypto/elliptic.two31m15m3crypto/elliptic.two63m35crypto/elliptic.two63m35m19crypto/elliptic.bottom12Bitscrypto/elliptic.bottom28BitsyL$oIyFYk+9E( V-f 1306 1307 1308 1311 <0y_u%bw+syU7v_ 1314 VWS\J%!]%q?B*func(*big.Int, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int)\ 6\3.*func(*big.Int, *big.Int) (*big.Int, *big.Int)\63`1 1316 3*func(*big.Int, *big.Int) bool$63type..hash."".CurveParamsph~r2type..eq."".CurveParamspq~r2_*elliptic.CurveParamscrypto/ellipticPNBGxGyBitSizeName@8On" 0@P`Y*func(*elliptic.CurveParams, *big.Int, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int)axm63E*func(*elliptic.CurveParams, *big.Int, *big.Int) (*big.Int, *big.Int)D635*func(*elliptic.CurveParams, *big.Int, *big.Int) bool6E32*func(*elliptic.CurveParams) *elliptic.CurveParams5463*[]uint8i6~.8:*func(*elliptic.CurveParams, []uint8) (*big.Int, *big.Int)W 1317 63N*func(*elliptic.CurveParams, *big.Int, *big.Int, []uint8) (*big.Int, *big.Int)6k3w*func(*elliptic.CurveParams, *big.Int, *big.Int, *big.Int, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int, *big.Int)b6yr3O*func(*elliptic.CurveParams, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int)60d3Y*func(*elliptic.CurveParams, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int, *big.Int)[IB6y93AddDouble IsOnCurveParamsScalarBaseMult#*func([]uint8) (*big.Int, *big.Int)y6.l3 1319 ScalarMult7*func(*big.Int, *big.Int, []uint8) (*big.Int, *big.Int)*q6a3addJacobian`*func(*big.Int, *big.Int, *big.Int, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int, *big.Int)O6+ 3affineFromJacobian8*func(*big.Int, *big.Int, *big.Int) (*big.Int, *big.Int)63doubleJacobianB*func(*big.Int, *big.Int, *big.Int) (*big.Int, *big.Int, *big.Int)ir6m-3Y6 *func() *elliptic.CurveParams-6"3*elliptic.CurveCG6@U@ *[]uint32%?6 *elliptic.p224FieldElement|6 (hh"".(*p224Curve).affineFromJacobian.thisxyzxOut yOut("".(*p224Curve).addJacobian.thisx1y1z1x2 y2(z20~r68~r7~r8"".(*p224Curve).doubleJacobian.thisxyz~r3 ~r4(~r50"".(*p224Curve).Params curve.this~r0"".(*p224Curve).IsOnCurve.thisbigXbigY~r2"".(*p224Curve).Add.thisbigX1bigY1bigX2bigY2 x(y0"".(*p224Curve).Double.thisbigX1bigY1xy "".(*p224Curve).ScalarMult.thisbigX1bigY1scalarx0y8"".(*p224Curve).ScalarBaseMult.thisscalarx y(*elliptic.p224CurveW*func(*elliptic.p224Curve, *big.Int, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int)=6{fI3C*func(*elliptic.p224Curve, *big.Int, *big.Int) (*big.Int, *big.Int))a6F33*func(*elliptic.p224Curve, *big.Int, *big.Int) bool6l30*func(*elliptic.p224Curve) *elliptic.CurveParams6938*func(*elliptic.p224Curve, []uint8) (*big.Int, *big.Int)_6O3L*func(*elliptic.p224Curve, *big.Int, *big.Int, []uint8) (*big.Int, *big.Int)6!b3u*func(*elliptic.p224Curve, *big.Int, *big.Int, *big.Int, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int, *big.Int)^#6)3M*func(*elliptic.p224Curve, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int)_06wn3W*func(*elliptic.p224Curve, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int, *big.Int)w6hBK36 "".p224Curve.affineFromJacobian.thisxyzxOutyOut"".p224Curve.addJacobian.thisx1y1z1x2y2z2~r6~r7~r8"".p224Curve.doubleJacobian.thisxyz~r3~r4~r5V*func(elliptic.p224Curve, *big.Int, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int)63l23B*func(elliptic.p224Curve, *big.Int, *big.Int) (*big.Int, *big.Int){d6]s32*func(elliptic.p224Curve, *big.Int, *big.Int) boolN6H3/*func(elliptic.p224Curve) *elliptic.CurveParamsd96[t37*func(elliptic.p224Curve, []uint8) (*big.Int, *big.Int)w63K*func(elliptic.p224Curve, *big.Int, *big.Int, []uint8) (*big.Int, *big.Int) #6P033t*func(elliptic.p224Curve, *big.Int, *big.Int, *big.Int, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int, *big.Int)rI6i3L*func(elliptic.p224Curve, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int)6Z3V*func(elliptic.p224Curve, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int, *big.Int)[B6{)F3CurveParamsgxgybh9hL pP *[]uint64/DK\6?i xx*elliptic.p224LargeFieldElement6xn"".(*p256Curve).IsOnCurve.thisxy~r2"".(*p256Curve).affineFromJacobian.thisxyzxOut yOut("".(*p256Curve).Add.thisx1y1x2y2 ~r4(~r50"".(*p256Curve).addJacobian.thisx1y1z1x2 y2(z20~r68~r7~r8"".(*p256Curve).Double.thisx1y1~r2~r3 "".(*p256Curve).doubleJacobian.thisxyz~r3 ~r4(~r50"".(*p256Curve).Params.this~r0"".(*p256Curve).Inverse.thisk~r1"".(*p256Curve).CombinedMult.thisbigXbigYbaseScalarscalar0xy"".(*p256Curve).ScalarBaseMult.thisscalarx y("".(*p256Curve).ScalarMult.thisbigXbigYscalarx0y8*elliptic.p256CurveW*func(*elliptic.p256Curve, *big.Int, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int)#J623U*func(*elliptic.p256Curve, *big.Int, *big.Int, []uint8, []uint8) (*big.Int, *big.Int)$|63C*func(*elliptic.p256Curve, *big.Int, *big.Int) (*big.Int, *big.Int)IN63?3-*func(*elliptic.p256Curve, *big.Int) *big.IntrvE633*func(*elliptic.p256Curve, *big.Int, *big.Int) boolBhh6z30*func(*elliptic.p256Curve) *elliptic.CurveParamsB6&138*func(*elliptic.p256Curve, []uint8) (*big.Int, *big.Int)76t}3L*func(*elliptic.p256Curve, *big.Int, *big.Int, []uint8) (*big.Int, *big.Int)s%763u*func(*elliptic.p256Curve, *big.Int, *big.Int, *big.Int, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int, *big.Int)6B3M*func(*elliptic.p256Curve, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int)b~6U3W*func(*elliptic.p256Curve, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int, *big.Int)_l6'3CombinedMult@*func(*big.Int, *big.Int, []uint8, []uint8) (*big.Int, *big.Int)F16}'3Inverse*func(*big.Int) *big.Intq636V*func(elliptic.p256Curve, *big.Int, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int)6S23T*func(elliptic.p256Curve, *big.Int, *big.Int, []uint8, []uint8) (*big.Int, *big.Int)6LW3B*func(elliptic.p256Curve, *big.Int, *big.Int) (*big.Int, *big.Int)t6Qj3,*func(elliptic.p256Curve, *big.Int) *big.IntC6L32*func(elliptic.p256Curve, *big.Int, *big.Int) bool$6C/3/*func(elliptic.p256Curve) *elliptic.CurveParamsp6H37*func(elliptic.p256Curve, []uint8) (*big.Int, *big.Int)}F6l3K*func(elliptic.p256Curve, *big.Int, *big.Int, []uint8) (*big.Int, *big.Int)6T6ez3t*func(elliptic.p256Curve, *big.Int, *big.Int, *big.Int, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int, *big.Int)r6[b3L*func(elliptic.p256Curve, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int)6 3V*func(elliptic.p256Curve, *big.Int, *big.Int, *big.Int) (*big.Int, *big.Int, *big.Int)6"63]9(``*[12]uint64/6`E*elliptic.p256Point4*func(*elliptic.p256Point, *elliptic.p256Point, int)F06v3$*func(*elliptic.p256Point, []uint64) 6J3/*func(*elliptic.p256Point) (*big.Int, *big.Int):6s!3*[192]uint64racHr6-*func(*elliptic.p256Point, *[192]uint64, int){#6q3CopyConditional*func(*elliptic.p256Point, int)6CE3p256BaseMult*func([]uint64)#6T/3p256PointToAffine*func() (*big.Int, *big.Int)6i 3p256ScalarMultp256StorePoint*func(*[192]uint64, int)0''U66&Pg3uJK6xyz`fg(*[512]uint6456f*[][512]uint640i6T6PP*[37][512]uint64Pa%a-=6*[24]uint64D6 1336 *[28]uint8!6>s 1338 *[32]uint8y6 Y 1339 *[4]uint64/6 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OQ%c"".p256LittleToBig"".p256BigToLittle"".p256MovCond"".p256NegCond"".p256Sqr"".p256Mul"".p256FromMont"".p256Select"".p256SelectBase"".p256OrdMul"".p256OrdSqrp256SubInternalp256MulInternalp256SqrInternal"".p256PointAddAffineAsmp256IsZero"".p256PointAddAsm"".p256PointDoubleAsm 3874 3875 jj> 3876 (Dd R"$&(*, 0.00 000.00 000.00 0 00.00 0000 0 0 0024 .00.00.00.00 3894 0 3895 0 3896 0 3897 0068LbT:<>6 3900 <:8: : : 3901 8<< :::888:8@ @BDFttBP@H8 3905 <::<::8 F 3906 ::8 F<<:::::888:8B 3910 JL4<:8: 3911 <<:<88:8`N.0@@@@@PXX(8 3916 L: RTXX(8jL: VXPP 0D: Z\PP 0D: ^`HH(<: bdHH( <: fhRR" 2 F: jlNN$.$B: npVV&(6(J: rtNN,. ,B: vxNN4.4B: z|RR"828F: ~RR":2:F: RR"<2<F: dd4>D>X: HHF(tF<: XX(H8HL: ^^.L>LR: go19ld