%PDF-1.4 % 1 0 obj << /S /GoTo /D (subsection.10.1) >> endobj 4 0 obj (Discrete Fourier transformation) endobj 5 0 obj << /S /GoTo /D (subsection.10.2) >> endobj 8 0 obj (Existence of primitive roots in prime fields) endobj 9 0 obj << /S /GoTo /D (subsection.10.3) >> endobj 12 0 obj (Fast polynomial multiplication) endobj 13 0 obj << /S /GoTo /D (subsection.10.4) >> endobj 16 0 obj (Implementation of fast polynomial multiplication) endobj 17 0 obj << /S /GoTo /D (subsection.10.5) >> endobj 20 0 obj (Fast integer multiplication) endobj 21 0 obj << /S /GoTo /D [22 0 R /Fit ] >> endobj 27 0 obj << /Length 2986 /Filter /FlateDecode >> stream xڽZYo~ׯ<<VMH`
9TM @}]_UVx3Y1nj%Afw#r#[|#7?\G%+nWdHUiV~{W]~Eׄ!zshq_V[?}yזpO#&0Z9oM}1Ҙ8CI?qi7pg&ȢB87ՍQw?Ջ'ox8|濼tE2BP+uZhV-V%W9tm?6n"bŁl)F(bݠB@azQxs(XQr{qD`:,Z#
QN#.u?Cd'@@ 2(쉌ZcEi/xhIQ|N3%xɻ{ӂQ]4Y}ݝǬA&I\n)H@ #U#wgmړZw\(lU-8dnK"&fL|gT.Ъ_D+RUǫDcWt_>ܯ7Uڛ˫@
$
@`#H+ *5(p,^ΝrD77&qGs
?ċ#IZjc]^e7Hn{/~f˳4 {wVAOb.SGN1UMg,q]
CHr!ЄD K=٬RRq
a6%.3*:q64Daq>"/ 3HՒ{_ͥSIS!?d6ӗl6$(*2vHRCϙ^XJ0H7YxQTi mV>94@P1ZAk9/ /Nt͐5 %7b\lUfݘ?.!ާe\
^C"Cw㶫NFV O"YN 21D0N7K]Y b8`>>k$%+ɬGIƣ$P (D(o=!{j0ӯ$CPnMuݍ+`UTG0IꔧgH`
c,1
)bqC6'mg%a@xC4ɇM9ؚt6LJwptfr)iƍ3R̦: `w'>˩XYA\^Ez\y܀Ry@G#5`(JsSQD0r&ҙP9g?]
l^sYwUʾHR]*╭Xkֲֶu.ovIPHB閬n6*0i{)Y?Րb6:5Kwvlpk=nηp&˔y4'_H.s}|*|r'- 0M2a@0'Ju4#dj23jw55f=}ygA@]9nKdxSl~`0TY.AIm8jp1pw+Wp˅U
}1N@B]Nv IH)'R3Sw:7b16b2cĶq!RB- UZtkJ@c>˵FH<'PF8ϟj;L|W XHT%ШV㝯lDeXxp5/(YZgpr¶L*(bNi qamk2u%*-e0(6\ CmR_ Q3e8EYw9mt4G&9R#=:lm]m
a)5)T-7]q 4-x4_N~~%!IVe$IIё|M7n=gXP:K0f!:%<( w߸0BÌXyWg.8фo2I"%7n]
$&pr
It]ooPI3kBU糏01++zsxR*|S|3[{ @,lemve @g~D͢9;+ʧ[rYmm:RbSR3L>R