%PDF-1.6
%
1 0 obj
<>
endobj
146 0 obj
<>stream
application/pdf
HyperGEAR TIFF/PDF Convert Library
2003-09-11T18:01:04Z
HyperGEAR,inc.
2010-02-19T22:04:09+11:00
2010-02-19T22:04:09+11:00
Adobe Acrobat 9.31 Paper Capture Plug-in
uuid:f3cd9bd1-96c0-a444-9db7-a48efc2fe661
uuid:0a72f56c-68ec-d446-af72-71157fa00bc6
endstream
endobj
4 0 obj
<>
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
16 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
26 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
36 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
46 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
56 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
66 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
76 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
86 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
96 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
106 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
116 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Rotate 90/Type/Page>>
endobj
126 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
136 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
241 0 obj
<>stream
q
403.1999969 0 0 336.9600067 0 239.0399933 cm
/Im0 Do
Q
q
403.1999969 0 0 239.0399933 0 0 cm
/Im1 Do
Q
BT
/T1_0 1 Tf
-0.035 Tc 3 Tr 8.3771 0 0 9.3 24.82 558.19 Tm
([19] )Tj
7.5513 0 0 9.6 43.3 558.19 Tm
(1. )Tj
0.0279 Tc 9.5 0 0 9.5 52.34 558.19 Tm
(Pinneri, )Tj
/T1_1 1 Tf
-0.0049 Tc 9.1 0 0 9.1 87.91 558.19 Tm
(Flocks, )Tj
0.0151 Tc 3.384 0 Td
(generalised )Tj
0.012 Tc 5.208 0 Td
(quadrangles )Tj
0.05 Tc 9.1631 0 0 9.1 216.48 558.19 Tm
(and )Tj
0.009 Tc 9.1 0 0 9.1 234.31 558.19 Tm
(hyperovals, )Tj
/T1_0 1 Tf
0.0264 Tc 9.5 0 0 9.5 281.12 558.19 Tm
(Ph.D. )Tj
0.0027 Tc 2.768 0 Td
(thesis, )Tj
0.0134 Tc 2.938 0 Td
(Univer\255)Tj
0.0264 Tc -30.726 -1.175 Td
(sity )Tj
0.0211 Tc 1.88 0 Td
(of )Tj
0.0149 Tc 1.124 0 Td
(Western )Tj
0.0208 Tc 3.828 0 Td
(Australia, )Tj
-0.0124 Tc 9.3 0 0 9.3 151.24 547.03 Tm
(1996. )Tj
-0.035 Tc 8.3771 0 0 9.3 24.64 527.59 Tm
([20] )Tj
-0.012 Tc 9.5 0 0 9.5 43.7 527.59 Tm
(F. )Tj
-0.035 Tc 9.2158 0 0 9.5 55.71 527.59 Tm
(C. )Tj
0.0239 Tc 9.5 0 0 9.5 68.54 527.59 Tm
(Piper, )Tj
/T1_1 1 Tf
0.0234 Tc 9.1 0 0 9.1 97.2 527.59 Tm
(Collineation )Tj
0.0072 Tc 5.666 0 Td
(groups )Tj
0.0431 Tc 3.287 0 Td
(containing )Tj
0.0201 Tc 5.122 0 Td
(elations, )Tj
/T1_0 1 Tf
0.0239 Tc 9.5 0 0 9.5 262.4 527.59 Tm
(Math. )Tj
-0.035 Tc 8.1944 0 0 9.5 290.67 527.59 Tm
(Z. )Tj
0.0291 Tc 9.5 0 0 9.5 301.93 527.59 Tm
(92 )Tj
-0.0151 Tc 9.3 0 0 9.3 316.15 527.59 Tm
(\(1966\), )Tj
0.05 Tc 9.7144 0 0 9.3 346.98 527.59 Tm
(281-)Tj
-0.0222 Tc 9.3 0 0 9.3 43.51 515.71 Tm
(287. )Tj
-0.035 Tc 8.3771 0 0 9.3 24.46 496.09 Tm
([21] )Tj
9.4252 0 0 9.5 43.34 496.09 Tm
(B. )Tj
-0.0055 Tc 9.5 0 0 9.5 55.45 496.09 Tm
(Segre, )Tj
/T1_1 1 Tf
0.0055 Tc 9.1 0 0 9.1 83.9 496.09 Tm
(Ovals )Tj
0.05 Tc 9.1108 0 0 9.1 108.79 496.09 Tm
(in )Tj
0 Tc 9.1 0 0 9.1 120.18 496.09 Tm
(a )Tj
0.0306 Tc 0.791 0 Td
(finite )Tj
0.024 Tc 2.652 0 Td
(projective )Tj
0.0232 Tc 4.589 0 Td
(plane, )Tj
/T1_0 1 Tf
0.0351 Tc 9.5 0 0 9.5 220.76 496.09 Tm
(Canad. )Tj
-0.0189 Tc 10 0 0 10 253.2 496.09 Tm
(J. )Tj
0.0287 Tc 9.5 0 0 9.5 263.66 496.09 Tm
(Math. )Tj
0 Tc 2.931 0 Td
(7 )Tj
-0.0087 Tc 9.3 0 0 9.3 299.95 496.09 Tm
(\(1955\), )Tj
0.024 Tc 3.278 0 Td
(414-416. )Tj
-0.035 Tc 8.4951 0 0 9.3 24.28 476.65 Tm
([22] )Tj
0 Tc 9.3 0 0 9.3 73.12 476.65 Tm
(, )Tj
/T1_1 1 Tf
0.0486 Tc 9.1 0 0 9.1 78.29 476.65 Tm
(Sui )Tj
0.0318 Tc 1.72 0 Td
(k-archi )Tj
0.041 Tc 3.438 0 Td
(nei )Tj
0.0489 Tc 1.582 0 Td
(piani )Tj
0.0321 Tc 2.531 0 Td
(finiti )Tj
-0.0023 Tc 2.474 0 Td
(di )Tj
0.0299 Tc 1.165 0 Td
(caratteristica )Tj
-0.016 Tc 6.134 0 Td
(due, )Tj
/T1_0 1 Tf
0.0064 Tc 9.5 0 0 9.5 270.14 476.65 Tm
(Rev. )Tj
0.0145 Tc 2.255 0 Td
(Math. )Tj
0.017 Tc 2.766 0 Td
(Pures )Tj
0.0313 Tc 2.598 0 Td
(Appl. )Tj
0 Tc 9.3 0 0 9.3 43.33 465.13 Tm
(2 )Tj
0.0042 Tc 0.942 0 Td
(\(1957\), )Tj
0.0107 Tc 3.374 0 Td
(289-300. )Tj
-0.035 Tc 8.3771 0 0 9.3 24.46 445.87 Tm
([23] )Tj
0.012 Tc 9.8 0 0 9.8 43.32 445.87 Tm
(J. )Tj
-0.035 Tc 9.2785 0 0 9.5 52.9 445.87 Tm
(A. )Tj
0.0293 Tc 9.5 0 0 9.5 64.72 445.87 Tm
(Thas, )Tj
-0.035 Tc 8.799 0 0 9.5 90.2 445.87 Tm
(S. )Tj
-0.0149 Tc 9.3 0 0 9.3 100.21 445.87 Tm
(E. )Tj
0.0104 Tc 9.5 0 0 9.5 111.2 445.87 Tm
(Payne, )Tj
0.0419 Tc 3.101 0 Td
(and )Tj
-0.035 Tc 9.1376 0 0 9.5 158.18 445.87 Tm
(H. )Tj
0.021 Tc 9.5 0 0 9.5 170 445.87 Tm
(Gevaert, )Tj
/T1_1 1 Tf
0 Tc 9.1 0 0 9.1 207.5 445.87 Tm
(A )Tj
0.0484 Tc 1.026 0 Td
(family )Tj
0.05 Tc 9.8154 0 0 9.1 245.62 445.87 Tm
(of )Tj
0.002 Tc 9.1 0 0 9.1 255.89 445.87 Tm
(ovals )Tj
0.0289 Tc 2.476 0 Td
(with )Tj
0.0034 Tc 2.075 0 Td
(few )Tj
0.02 Tc 1.799 0 Td
(collineations, )Tj
/T1_0 1 Tf
0.0341 Tc 9.5 0 0 9.5 43.15 434.35 Tm
(European )Tj
-0.0189 Tc 10 0 0 10 85.62 434.35 Tm
(J. )Tj
0.0063 Tc 9.5 0 0 9.5 96.02 434.35 Tm
(Combin. )Tj
0 Tc 3.921 0 Td
(9 )Tj
0.001 Tc 9.3 0 0 9.3 142.09 434.35 Tm
(\(1988\), )Tj
0.0243 Tc 3.348 0 Td
(353-362. )Tj
/T1_1 1 Tf
0.05 Tc 9.8551 0 0 9.6 150.82 380.71 Tm
(\(Received )Tj
10.379 0 0 9.6 200.15 380.71 Tm
(11/2/98\) )Tj
/T1_0 1 Tf
-0.0078 Tc 9.3 0 0 9.3 188.32 26.46 Tm
(114 )Tj
ET
endstream
endobj
244 0 obj
<>/Filter/CCITTFaxDecode/Height 1872/Length 21590/Name/Im0/Subtype/Image/Type/XObject/Width 2240>>stream
+Du
:JH2j2j9RGQZ#@TG *V#+Du
dJH2j$uReR:ZZ.2C:ZF@TJaZ#:+(f KaeP!h
w[3EA-yh>v40CABhV0B2#r0#["
:#p0Clad)70EfIX"0
Ƕf":#:#;":#GFv.:nM!a8jS|Kp5ȌLG)4qw꿫UK4ȱB'!_v!ਝk._V<* yC":JW_K&/&=&ߏ`xVU$̑FGYӮqLD@d_3GAK;Nz{R*Y萍f(2:("ͬ !@aبnbS1`umwr6tGE:Ȟy5iMDtGD.Qȉ
B!a0E`0@"<GXF?EEE_Wќ8D}'
S!*gYޱ#3dLj40APAaGa.&0/0dy4Lp&8gkXEB
;LxAA#*hA6p'"9bA6t?߳hȉ#4G&m!&a2=n&@ D}t"8L"c&4"z'l"N=tjh A:QXJK-Wa4et莾#3GDGDty!;0
7XE^P*40Éݢ|ô:N1;NAѠA: ҈Nz
ARQNҺoJ|WK>DtB!"&8a
.t[FPnMA:;GIPNtZN4Iֺn[aGT.}8᠘"<ħmRTl$XJ:8M%k8XW괚Zk֕~.ׯBPq2o}vWꔡ
N3x"-W^iױM.z֖__J֩.KҥJuaAIwUx$.-6;ilSoҦR(ҥIE%J./Um%+cjQZ/hj|6 *\$>%^JIRUU_K([Je ZK}z(d! X":U+_{ibv%ۤڪUU_֫P-%I]kZ#bބWW7>].H{(p@/b!6CK슁I%
UjQ
^K$9CZT鴴ׯra":r)ʄEC )'_i~PJ2:#-V@D}&qå_KW~;!r{}Ҧ/b(uU"_K->"i{>G~kHUzQmWU}.\?kA
]0({-zZVCҫZK>KUט}ޗ]_'ɗ
RDOǑ?1=Zu`^Is^HohUVcILz\Ʃ/{Ku-kVUKKc?}=}ۮq>ݐ/_.H^w~rvC]#WZւ\tU[֭%/WVK-*]W]P7_6Ӯ~䅽/֝UKzX"?O}.kN{KAwڶvkGc>}ַFuKD}uI}uIZүiFҤ(pV"DžzB Pevy. l4 ᠻ fAGNI(ZN("Iª^:tU]Wn5'^-'
8h& HV 1 baGDEa<1QI8`$кcT;Z}/7J[&MRpZjKbP6ˍP'[ķDqM0 )HpDu04N>C9CGL)&q12c'zD}PTt%[+a$CN8!131;i&b1MU0M58C}0C8(@ `DADDDDDDDDDDDDDDDDDDpe.Pt@":B鰒"ASa' %G.(1"}a0 xaAL G@PDDDDEDzt!LhI!,#dtGo݊
<`a0"""#B""""#B"#r@ⶕ_ bb*P=PP8AeJ"""\K#GHlBa2(sJ#C9C8A9VePЈK>)r~[].."#cI*T$uRMRGTuZZI8H!qALV zH%!L8@D}E2 Du\4"""?#JlQZH" $T$ueBQ#
dJDr*#f\2B;dtU|FMb:)#'EuL!0BYTDZL& [<莥$%>4Xގ>b# )C 7N-aqа#2Si[(FtUT"tPi$ťǿUuĎ>#l_xD~ai/GU#U*qĤ\yB#DRKCaCEѩY菒Ź#fPDϊM+ECD4H莈4G#a4'DcMѸ6XPX菄莎A8!=.Lr!","c#B# nw"wx:> `D3ЈaVa!n2#[bq<'1E7-T_V:p>-*8"MD&ë_|WGTGT0h%bn&I7չǶ=]*zknx">ͭ~Z5_.H][]*Ďw{dt/Mm*~,0? ł#&rٵ?ȃ2'##}#q%:|dtzŮ(,
?#ʂ9
Zl]"<`8B"-kk[GPwX2oW#=TDŽ(wPRu;ZUfjYA=qVkt4i^ږ)\_"?NR{{A
vd2:o_
R]\zqOZ{[kkP뵾iH! 4C)k"iՠ$#D;\8 쎂3Б&V*0
4!b^i1AOKt%Qki9C9N4W 8 2@B[h mh0`VBe@&a2<#)#T"
q9C#PC(pDt""""""+"B00DuGB"""""#Eh""")=kEj[ԐoQT[n(TGPa@TDG *V#+Du
:KT 9R:ZF@TPj@TF@TD *XQR!RGQRRGQbܛ$Uĺehej2:#:!#tI#mdtGDtGDtGI[(Al-"!!q:*M+#&h
+ AIqL+dB RƤ@fheJM8 !8A8aPL&0R.":0X@D5$#4D_Vĕ(N:BX ԡŗGDPGFHEF*F
N0`0/Ac4ч(vAkq: xDJ颸C}R#":R#3q%ED'kB-3A
L&*
4Lvy1"n-9Op9xET9 CFU>42ԝ莎dt4DxGI:L5/F0"8Em0[]D08äN=hFqZ Bޓ
BD+A'V5b7nV?8*!Lv!!ڪ0.9C9!@F|'Aج$V'I
!H/Moz&-/_pD~j0\Um>v9C
P&&MFi>ikK_Ҥ^ׯU_K
/x(#]=8!1]%֗U].t:ҵIVW]/'ZݯEXi$/WqҰ:kI}-/鄺I}u_ZZ]*UZn)k∺m/WzGUzJZV+mתU]$֕Ԏ_I&*^jL"?EID~G`WaW/Uiz^ZRk*JIuU(ߚOÜzIUmDuUODt-c)b)}c5D-/I`Ҷ/b{w%GµKD%_T_}TKKkB\%sT+t\DvTפZ^^6%/%Hvµֽ_~60£ژn~,گN}-Ak#+%-jRT0W0=791^/VU+W}B<C:=K, a)1V*I#KZI/D>_3[D=%4ߺWK_פ^_ZzDׯZu_.;OIr$?~ }4_^iWگH~kKZ⪒ֺ_uT֩zKW"Pqv
9cq[ڹ
;_UzZեZ^$k*ץGJGZdtw-J'}W^vVmu#jGZUUzT+UҤK֓p֮\%hA80@TyM˂8DA<%I.t=W-z-}-+ItM-& ]&pEt8t\l"]TT{QTJ+(",!ړ
Aֽi==k8IX 0#dq%ZLNI&)!E!S1P >PqӲ,L]J)#ePPPPA*!a9PS0
aه!G@)c8KmոY+$kQG@LqNS2CbSLBU404VC #20DtC! ؈Sgp"B"$u7 `2:!`P(+"iL!2 '"2h0@"""DV hEC
n&0g `!DFDDDkɳ4.I2G@B""""?BG^0T:`02[(pDDqa
_%%Ў%un1؊:[Zm*I$$MMj. #JD}&)XIGJqt[MXAtbCHbF@TYCG *X1-Qѩ躕) pgф]
d**'mu@h nqЍ+JLsXnm_۬j" Vҡ#}*RekCoRVT#إ 1mRjB)HEH%IĎ$ڍ%|ĵJj$#FRF?f/GU5FcR
sqGT"*(p">T0B"GQ!bArqGDG *X# *XGP@2Ď *XGP@2j$tGQRRRGQR@TH2
(
(
":
H@TD1,Q#A4viuE
GRe!#GDtBtc"#.(leeD`\DEC$SY#'DI\EB#52]_ GADtGElrNPk(r!:#Dt\;G6UC/!DCI0PUJB!)RALH ."BH,:jP5!22D7Lr=:/ kOQ^a$ș# tH]|TEr(tE+A6TnjDtGEZЈ;
_ջ}JNGJB,vP0SC$vPtULqkb擥xko\㪥#ZlV~C_B|}q0 ]:i:ZUGc#qx$JK}Qk_4]4GDuE#0t}:n,"d_#hV߄P!`] X"?"::wTPˢc#>d53QHPћ$F8Ju3<(!ht7q0P Dq?B߄\F _KAG}
GDh蔲7#tGDfx,c4a48v0Nc;
5 Bmwǥr#:\#LC$
0B&c0G;Nam}w;ù=m)
">t&WפZG6Ww؝5:#L#:8uf<&xEr(rksS ZM}1Ozv.6Zn8z!C
XM᪄aލ37N
Z q
7PJ ZUi[zVk
KV^]{{UӮp{#&L>OiRXKcP?]z.i/~-&l}.ikGe}-Adtl @p^OZVJZU~կ{c^ƒ":(Dt]U?kkb:VVWUK%ZХkK].Uc5z4~DEezlC!%פ]k*]%*%Z^:#G6!ں^q8]KxiIw_/KUG\|%XKWIhkY&mY
SߥF
)TDF+Ԉ뮲d#PR<ZصT\Ai0A/KA:#o 5UB,^[WQ08}j׆GB_IZA_ꪉO65KX":a͠E;\":]k.RI}z_z
7z%J/V7yN 2dQ+ԯ^DW8Pi%_*/KJ">KU!D[EɎq#*Xs}z?1F-,ڵ6;Duo*kDD[mRFfF,GZZ~[}sVQiK0}%I}]u5zK#I~$fi}U uZW?,UWutuTA6_[uOt_"=Sj]nO48JJ굪]IkR$-/tW]KpuN"ZJנаCN"#W_V_uTJIWamnuP@B6чtڂ(pi-.t%`J[}a.꿪_KRJ&tJm}_- 68
E6 )OV!1 Or'_mbZZZj+^Xl$' E6%a&)&8+8LSZM&| IGR8)&R)ʄʃAʂ&Qe9\Sʂ "G][W2>GJIU_talTmVXbbS1
:b2! #(r PʰDtC 9@jB;2HˢvC
=[FM&!lSuTPa @S GL (a0DtF!pf!lRzA0r.Q QLU1 a0iP2CB##7&fD!O;GEV w"lD a20DtCDDGHHP"!!,rCPPP""")RZC9C9C3UY)RP(!qDu;kM-ȪKIoIĎ* KPD.Go% &kBзBG_PЈA=XdtmDGለTSfk쏕DGXG!%R]DdKDdKK C:bBc *XʬF@TDb#@TG *X#,Du
":KDr$uR:bF@TD 0XDtUD|H[pȎE!";!
pBLdqGWݴW{E!etUPQr[(pDy#(p
LhElG`R/)D=;!,Ui#]LghQeFw\I`Zv
dR&tJ}ŦP
IBMUjBj ZDtޢa`8D)P=ںZv%CH:j=UOK4ӭ
CT4weqE!I݄0NN[[Gv:DXDuJ/y06M5kvUt\b#MmՏZ_+}#7MkUyO=ymsDTԌ-뮷uiDK/h膍eX@2}tl
JhFȐ)WWTUN5$:"=Ϣ>k#< g$KFm!aPEa#V"0үi0qQگyѢ5"]QI2#:3D#q4 f;E2pAиhZ`P = Iz(h1)A5(q7` \T۪#Fq%Ȝ0 HXADD4AXA# Ǣ#cpEsE)ݢ6
-$X;GN&0mҴa8bL1VlH<;@ADv
;M@F&=ѝ8S!h(u3Vrs!SPІaJxgAnCTt6{zviQjMvpx=xA:.3g
m[))łWW'J.;$kNIIb*]1BmUu骫"<FhÊm&M+IuBIRMtB *I Ru:TUR7(sPNv^Z?47i] 5MR jt$$;Zj롭i*i*&M5+k嘤R
/o~Uzu]^Uե.ץ^L":ZJ$VZn}:ZIAi$ %n-zT~a*JIv;ZzW^8iGH2:#}aեaoIUWI_UJ/_UHkz^A5C~4X@bF;m]AzM)UUL2*IWcT+C
U-z@WIXD]RCr(pEhrnijŔ;v).q.!?I%C;iA^viaojt--xT"
TII%KZZ&
u^]PjJ&
X"?VWXVҒ莋>G]itJ]]-kҺZ~U_
o[
tEBGTA%"-%_I.ZJuJ궒5$].م~Wv6ֹnKxK^봒my)Gy䑎1=3OwUuIR]Wmk[A i$pZ7I-#j6iWǞcu'F\IuI&kMm4WUhE+.ݶ#ZI8Du^V/lDw]s
}n4zU%It!Mw:GקT[V%գ^G]iZNkJC+ ayJaUuiW^IT-kKZ &]Ii<%I{ӭZ[K[|C?I]5TkTWMVNkPRinZ^I%iתm5JoT]+ kIWKnڧV&ij[HA'j%KJ¥UKjPZi*n^--+][-$i$'t &D$ۧ^dt8(vC#`L"dti&AG
@62Kim%m'MR*;&]%W-$KT{`Fj0Aq!NՃ.UAbmɆ&A` `C'KH}?/KuZ 4KRNWII6cվ[$QNGA4
b'qLSxbjBh1Rc!GTȱ=Sqn!miiUW%~_ZW[a$հESta[A\BcbBb41PLSLae`B" !PCm%J*I%nTXX)QQQ
+'vbh4i5(p0C
P"""""4"""#ЏDAZ2tHGaFDt]vwP3X*ieh4T!DDDDDDDDDDDn쮤,qA#H#:#̏DtG#>GDDDDDDE82: 1)D-1M42(pAC)؈;^b!4` an]IjZÔ9(sPPÔ9C9(r(r8P*
(pDt
e؎8*
rX2(rʲ`DDDDDDDDDDDDDDDDDEHfkB"""7ijWDu*ACVNDb itȺPD获b;.
ZbGVCp""@HID *XGQ,VPVMաnV-Rl!;,Y5 A¤w'*"$;";eUjD"\6#@
h8 A0erH$!P鈈m]^4l 6pʢ LrE$ 6B$HC:V
":m'h Ô9C9Ct7YL*AGTD=)ʭi;Ď1~Ӯ{Tb]Sz]4mVvʒl_ii'pDtUUbGZu6]PJD}GUTCNwۮe2l_m
ҥHoN\U":I+U;Za䘶B
7S!KRhN9N齈!NBGZ79CчKvNI]
XۧMi[{1*vzI%m6VĎ&m$pknMSh":ZI$acQ[]Cd)RM9]L! Ŕ:{#M&EbV؆3JeP0^KTm")keUuTתWD~Ќ$iWA$JTS!kT]7nOu *_JH+ނcR8{ծڽUVȢ#!mWZI*h2>GUtItIZNV`VC GZMP$ &(0E2.莱ѨlIGAjAa؊b!=l33SB6q9C90(rpDt@ :)DGEDDDDZDji"XDu]%)GVE6"G[m7r+Du,Q-Du,Q#
EG *X#,VPV# *X]F@TR.9RGQb#@TG *X# *KAG *X#P(`!*2Gd:25BGRv$әفVa$u-5҄X<CORFvZe~DtYd;<zL<8L8L8tepeVGGYD6莈rCv0;Pn4ӇHGa?;(;"FG\`"?8#ozKUj(bGLO#:#>G莈:<0Pb,2 bńBb̭*,}*-4O[Ca*";#j28*ʈa ¼ UIkac)Ц;%ЏPD=;H}G^+C+EZ#GQA5B,bNQӣ]jQOul'_}tU~ؤ{oWsJ`SV
k\<}J$z맮WoU{&ֻ\Z#1i]}#pwi-kRE"#Ga:!9fO>#`<)(90@C'g#!2\ldW
J>}JTS:*2]^|L:!L&dybUqGhEDyUBG&;U[ G&4&< Iz~$DtF
J#"03
BA!"`z,pDyMѬ^x;gpDt8APc&ѝ۠V
3N#u3;h@E+]JlW@:#|M㰃G|Qvxx:[`.ƌ#cϙPɄ7^ZZ_u1X&T K*]8+'J*b7G8!GjEB#rhh L$i8:0X0 b+#K#u^ZKZI[IwIU[pi_PiлDp~A7(t`.`&tG=Ҷq!=,u&JSҽnKIVoׯTWXIBXI4M}m ]˦.c8qj#]ZIUV%']zKIuZtI$U-$XnWcA%(ZM"9CzQ
ǭ4~UI]תH0tm+ۥlB#%V?ݫKUVU~u/: jBUKWzWJ%p>C9pS":m@;jzUJ+گTR
x+#+-*V`+cZ"R_GCqaxNQn?D}W⵿k5>C]}%PWnۼ8BHXt2Z#wѴCHT]Z&'뿥KP_]Ղ#GZHMﰻ
"$J1MT%0R:B#ipBևKIUp_UCKI%ӯPKփAU슷dh+u㡑lʅ(ʭt5/_]}_$Jǥ|ց`D}뤉Y@Dt֯Tm$ B֨_i/~]%ҥ'I{!hmA+ݷ~&=zNZSf]ck֔Ǟ~ }QRK!<#EXWGI0Dt~], 1cZ}iWM>MBT߭%^ZJx렘o#A.}/]zI-i+ZWT
z#zF}
~VSiu#Zwi-:oIWWI*#u~KkҮKڻKIuҤ}R5b?sCQIkot`U]i/'K^Z^nOIauAֿi[Mڽ\m5{J`}*Wzt֩%KpW
U}iRDtWI"(~kBDu*nQ^~J«{_m}i6+I0IՄV%]{GZʨ>Ap?{uӪ]:ZZVm-&(tE%A0i1QLq E)
(tdthkWU솋]5:?I[hYGFh#+
{
/Ua9ELq
KbLSNLn 4a;4)M4^PlKJND|N-$8dt6Ua&8˂!hD[#6bx1ǧ
=0Oba#`@2)H!`B`p@aU^)4^/AF9oi<1A&Gpb@Ӄ 3S#u=}ҤܵV
@N?a]:wרڤUinI#":}{O~##kӄui]juȢsl:#e?ulS4Zk(}*#:). a!a
;"?iK4:*G3Z#B! du(j"8""?ƼpDya&&@MpD}3Ds A
D0Ô;a6n`)~De(1dT !7Ej9PXAC#oM&n'c@8齺aݦPq7(r7M1 [q>_X|ʙda#pD|$N&NT<4G?!jvm!oGn;[">lElG#tGi."?RP#v[JADG~fCŤ_NJG_Ǽ`
Rl {]
)GGGMDi`#,~QH:aXus U#4j;#%m>wDx!uGiiȗG㎇ѢkH}.|K =:-UG_{,
/~z'oۤZ\i/Du@-_Y-n"??m:AoJ~GK~QKtFAǯ1I7zUtUK[tˢ:
)<_Bީh.GK´]7JIյB#_kV~b^GMmtMisKUjU]KJ"<ث: 0 VaIP0dt$DE[OnI}v PR:#0g:LSLD BbcG\/tXVV"a2:#݊
1rpD},C"""GU6WR: A:
-qm(u 8Ar(t*!eDDTDDDꉄDDD W0BՊBb)":s1"8!FbgL:(p@a(pB:
%:b]Dw{icHq]QT[<#P쎮e"#m#f=DDDKd F@TYI@TD1#AdKTHCRR]DdKUdKTK Ce'RR]DdKTK Ce'RR]DdKQDdKTK CPU!@TG *Z# *Z *
1-Q#
)8
dKUdKTdAT 2Nʬ 2Ce':6Rq-Q#AdAT 2Ce'R]Dr2CPU!j 莈b""C *Zb2JĎ-Du
(
(!"#@TYU@TDCjص9PEeV2222$uPEPE@TD *ZGQ-Q#ADdKTKAdB 2N$uPE:@TDGP@DrPEPDGQR$uPEPDaRH."1!"AdAK C *# * *ZGQ
t]FDDdB 29PDGQPE-q\go u-!i C]vUzC);V)CD4G" R:
*@!#H7 r85A -;TqDD9*=Ghr(wCg|S(~DRB3a":ۋ+tckDtSp$vZnv"c
%tƁzU떛:QDuc C_KuB]E30D莌 BD{*-1aHZ"BNX&Z_!
BHw&=l Dq}!~!|>DvQU`cUC
(A!URb%Z$u64n#j#*] GPu91)iq_A(`%nFWK%Q@CJ_qP"?RB9|z:.tD(tCMZoF"5X CGUBeW$DD}}S4>Q~9'\9C%IaPZv_ޥK*":PR
%_XΪk:.!WH#ieY{
MtkIuot?մ8":XIB7ЦVGLm,&Ak
Z~Ph"#T2,8dX$G: "؊D8"qa2pwdAa2c
2$9UX1έi]0crL9C#*r(pCp$ʭ`P;ADP""#B"#v""""#j:8B#Q#AdAuQVUc *GP
":
(ADr22JC"#@TD * *6S"Z6UcVUcDu
!@TG *
GP@9PDGQR+Q"G *#VPj#Q#
Rc * *GQQ#Ar9PE:"F@TYU@TG *#Q#
(r9PU:1
":AH9PDaX!@TF@TD *
Q"#@T!F@TD *
GPATdAQuQQ
QT@TF@TF@TF@TF@TG *
# *r+F#Du29PU莢#QDu
:#k6UC *
PAQDr9PTGQ*+APU22jCP!*PU:*F@TD *
DuQ
:ATdAUP
2 *
# *
GQQ#
dAQDr2$uPU:*F@TYU*F@TD *
GQQDu
:AQ`2$uPU:*F@TD *
GQVUC *
]F@TG *
#Du
:
+(r);B1
:BdBR
(AdBdATH2J$u!RR*.":#: !ZPF9P: *# * * *1
Du
":BHĎ *RR.@T)D1
Q
Q#AdBdBHĎ * *# *dB
(P@2J$uPH9PGQP:@T)x
( 2J$u!RA*V * *Bc *D1
Du
Q
Du
Q#ARuc *F@T)F@T)F@T)F@T)YZR.dBHCP:@T)D1
":BdBHCR#@T)G *1RP
:
(dBrLB",G *]Bc *GQQ
Q#
dBdBdT!U5 01ej9Pej$uP:RF@T-T9PqDrJdBH2j%ԀRdBdBH@T-F@T)D *RQPPePb9PGQj!(r
":
:
"# *GP@H2kĺ1Du
dt]QZ.@T-D1VV *GP
:BuadBrh9P:Z:1
:T H2j$uP:.DDdBuDt]qdBH2kta
8c *1RDuHb]F@T-@ @
endstream
endobj
245 0 obj
<>/Filter/CCITTFaxDecode/Height 1328/Length 2814/Name/Im1/Subtype/Image/Type/XObject/Width 2240>>stream
* *GQQ#
ediMDdTdBH2j2jCU5!Ď *GQQ#
AdT 2jCU5!6VDuQ#
AdT 2jCU%P:Z*
+AQ#BDrJ$uc * * *#RQ# CU5U%P:BcRQ#AdTdTxPaCF@UIYAF@UIG *#RQ#
(TDrJ$uU%: *# * *@UIF@UIF@UQBc *1REF@UID *@UIF@UQBc *#RDuRQ#AdU 2H9U$GQU%e2J2H9U%e$ucRDuRVP F@UIG *# * *1RQ#ArJdTH2JdTH2J$uU%e9U$]XCUUc *c *1TP
(
(dTH2j2j2J$uU5#@UMYD@UMF@UMG *@UMF@UUA(1#
:
2j2j dTHCU5U5: *c * * *#-'E2h2j2h9U4GQU5:@UMQU5e2j$uU5˨u|dTuSQSEF@UMF@UMD1SQ#AdTՔ@
2h2h
dTH2h2j$u1
dTH2j22j$uUE:2j$u:@UQDH9U4GQSQ#
":
QUP(#
dUdUuSQ#
(
dUA(#
*EG *6QGQSQ#
(
dU
:1TQTDu2222
( 2$u!TDu
":UH2$uUE:F@UQD * *@UQD9UDGQ#@UQG *H1$P
(AdI 22$uUEe r9UDGQ#@UQG * uUE:F@UUR*1#
(dUH2$uUEe dUH2@
(dUH2@
(dUU"#TDu$QTVR *cTVPPG *# *GQUQ.dUTe`P@Sn%IF@UUF@UUF@TBeUJhF@UUQUURU!@UUG *GQUQ#
AdUTdUTH28
# *GQUQ.
qUQUQ#
dUTH28
AdUUqUQ#AdIT 28
Rluc *c *GQUQ#
dUUq#
( *GQUVPLG *]Bc *]Bc *]F@Tx
(AdIdIHC"#"@TF@TD1$Q$Q$Du$Q
":
(
(AdIdIdIDr22$u!"""#"uc *H"Bc *H *H *HGP
"# *H *H *H# *H *H"229RDGQRE:"22$uRE:"Bc *HGQ$Q#
+* *HjQ:"F@TD *H# *J *1$Q#
:**Bc *J *J*"0@UeBc *H@TF@TYT*#*"*#**"*CURU:6U *J# *J *HGQ%Q%Du$Q#
:
@TF@TYSRURTGQRURURT]q*Bc *JGQ%Du
*c *J%Du
:IQDr
2ʘITH2RʍKX#KT)*E &>\Tbk_QqG_Ve]}*Z:,|k5#?K:cYkDuQT;LpC[-`k}kX"?XMZ@rp`$uD &G˩C r(rEDDDDDDDDdVTdITH2
CRU:A
*c *dITdVH2
2°C#uc * *# * *]A
(
(
(P@9U:F@UaD *GQXQZP
":VH9UGQG *GQXQ
(dVdVdVH2
2*2V 2J2
$uUUUJ2J2
$uUU!@Ua @
endstream
endobj
242 0 obj
<>
endobj
243 0 obj
<>
endobj
235 0 obj
<>stream
q
403.1999969 0 0 336.9600067 0 239.0399933 cm
/Im0 Do
Q
q
403.1999969 0 0 239.0399933 0 0 cm
/Im1 Do
Q
BT
/T1_0 1 Tf
0.05 Tc 3 Tr 14.9273 0 0 13.6 18.65 554.2299 Tm
(References )Tj
-0.035 Tc 7.8069 0 0 9.5 23.57 532.99 Tm
([1] )Tj
-0.0295 Tc 9.5 0 0 9.5 38.48 532.99 Tm
(M. )Tj
0.0322 Tc 1.535 0 Td
(Biliotti )Tj
0.05 Tc 9.5174 0 0 9.5 85.22 532.99 Tm
(and )Tj
-0.0096 Tc 9.5 0 0 9.5 103.76 532.99 Tm
(G. )Tj
0.0117 Tc 1.389 0 Td
(Korchmaros, )Tj
/T1_1 1 Tf
0.0097 Tc 9.1 0 0 9.1 171.62 532.99 Tm
(Hyperovals )Tj
0.0355 Tc 5.13 0 Td
(with )Tj
0 Tc 2.273 0 Td
(a )Tj
0.05 Tc 9.1369 0 0 9.1 246.85 532.99 Tm
(transitive )Tj
0.0242 Tc 9.1 0 0 9.1 289.73 532.99 Tm
(collineation )Tj
-0.0204 Tc 5.397 0 Td
(group, )Tj
/T1_0 1 Tf
0.0176 Tc 9.5 0 0 9.5 38.42 521.47 Tm
(Geom. )Tj
-0.0012 Tc 3.189 0 Td
(Ded. )Tj
0.05 Tc 9.776 0 0 9.5 91.2 521.47 Tm
(24 )Tj
-0.0028 Tc 9.5 0 0 9.5 105.73 521.47 Tm
(\(1987\), )Tj
-0.0003 Tc 3.321 0 Td
(269-281. )Tj
/T1_2 1 Tf
-0.035 Tc 8.1589 0 0 10.3 23.78 502.03 Tm
([2] )Tj
9.9309 0 0 10.3 38.31 502.03 Tm
(W. )Tj
/T1_0 1 Tf
0.0151 Tc 9.5 0 0 9.5 54.26 502.03 Tm
(Cherowitzo, )Tj
/T1_1 1 Tf
0.05 Tc 9.1317 0 0 9.1 106.88 502.03 Tm
(Alpha )Tj
0.0066 Tc 9.1 0 0 9.1 133.5 502.03 Tm
(flocks )Tj
0.0456 Tc 2.848 0 Td
(and )Tj
0.009 Tc 1.94 0 Td
(hyperovals, )Tj
/T1_0 1 Tf
0.0426 Tc 9.5 0 0 9.5 224.35 502.03 Tm
(\(submitted\). )Tj
/T1_2 1 Tf
-0.035 Tc 8.3363 0 0 10.3 23.78 482.95 Tm
([3] )Tj
0.05 Tc 16.3199 0 0 10.3 38.06 482.95 Tm
(___ )Tj
0 Tc 10.3 0 0 10.3 68.87 482.95 Tm
(, )Tj
/T1_1 1 Tf
0.0185 Tc 9.1 0 0 9.1 75.5 482.95 Tm
(Hyperovals )Tj
0.05 Tc 9.333 0 0 9.1 123.54 482.95 Tm
(in )Tj
0.0236 Tc 9.1 0 0 9.1 135.45 482.95 Tm
(Desarguesian )Tj
0.031 Tc 6.235 0 Td
(planes )Tj
0.05 Tc 9.8154 0 0 9.1 221.68 482.95 Tm
(of )Tj
0.0476 Tc 9.1 0 0 9.1 233.2 482.95 Tm
(even )Tj
0.0162 Tc 2.454 0 Td
(order, )Tj
/T1_0 1 Tf
0.0261 Tc 9.5 0 0 9.5 283.48 482.95 Tm
(Annals )Tj
-0.0187 Tc 3.389 0 Td
(Disc. )Tj
0.0097 Tc 2.501 0 Td
(Math. )Tj
0.05 Tc 10.3051 0 0 9.5 38.58 471.0699 Tm
(37 )Tj
-0.0028 Tc 9.5 0 0 9.5 53.17 471.0699 Tm
(\(1988\), )Tj
0.0285 Tc 3.291 0 Td
(87-94. )Tj
-0.035 Tc 7.8069 0 0 10.1 23.75 451.81 Tm
([4] )Tj
-0.0279 Tc 10.1 0 0 10.1 38.31 451.81 Tm
(W. )Tj
0.017 Tc 9.5 0 0 9.5 53.36 451.81 Tm
(Cherowitzo, )Tj
0.047 Tc 5.421 0 Td
(T. )Tj
0.0394 Tc 1.274 0 Td
(Penttila, )Tj
/T1_2 1 Tf
0.0041 Tc 9.3 0 0 9.3 154 451.81 Tm
(I. )Tj
/T1_0 1 Tf
0.0225 Tc 9.5 0 0 9.5 162.5 451.81 Tm
(Pinneri, )Tj
0.05 Tc 9.5174 0 0 9.5 196.82 451.81 Tm
(and )Tj
-0.0285 Tc 9.5 0 0 9.5 214.28 451.81 Tm
(G. )Tj
-0.0047 Tc 10.1 0 0 10.1 226.4 451.81 Tm
(F. )Tj
0 Tc 9.5 0 0 9.5 237.74 451.81 Tm
(Royle, )Tj
/T1_1 1 Tf
0.0283 Tc 9.1 0 0 9.1 266.65 451.81 Tm
(Flocks )Tj
0.0456 Tc 3.17 0 Td
(and )Tj
-0.0049 Tc 1.918 0 Td
(ovals, )Tj
/T1_0 1 Tf
-0.0156 Tc 9.5 0 0 9.5 337.4 451.81 Tm
(Geom. )Tj
0.0114 Tc -31.465 -1.232 Td
(Ded. )Tj
0.05 Tc 9.6548 0 0 9.5 61.26 440.11 Tm
(60 )Tj
0.0003 Tc 9.5 0 0 9.5 75.67 440.11 Tm
(\(1996\), )Tj
0.0206 Tc 3.349 0 Td
(17-37. )Tj
-0.035 Tc 7.8069 0 0 9.5 23.75 420.67 Tm
([5] )Tj
-0.0138 Tc 9.5 0 0 9.5 38.66 420.67 Tm
(P. )Tj
0.0079 Tc 1.232 0 Td
(Dembowski, )Tj
/T1_1 1 Tf
0.05 Tc 9.2071 0 0 9.1 103.57 420.67 Tm
(Finite )Tj
0.0179 Tc 9.1 0 0 9.1 131.84 420.67 Tm
(geometries, )Tj
/T1_0 1 Tf
0.0141 Tc 9.5 0 0 9.5 179.47 420.67 Tm
(Springer, )Tj
-0.0141 Tc 4.227 0 Td
(1968. )Tj
-0.035 Tc 7.8069 0 0 9.5 23.93 401.05 Tm
([6] )Tj
9.3832 0 0 9.5 38.84 401.05 Tm
(M. )Tj
0.0032 Tc 9.5 0 0 9.5 53.42 401.05 Tm
(Hall, )Tj
0.0375 Tc 2.405 0 Td
(Jr., )Tj
/T1_1 1 Tf
0.05 Tc 9.1928 0 0 9.1 94.13 401.05 Tm
(The )Tj
0.0288 Tc 9.1 0 0 9.1 113.11 401.05 Tm
(theory )Tj
0.05 Tc 10.0385 0 0 9.1 141.76 401.05 Tm
(of )Tj
-0.0093 Tc 9.1 0 0 9.1 152.36 401.05 Tm
(groups, )Tj
/T1_0 1 Tf
0.0171 Tc 9.5 0 0 9.5 183.56 401.05 Tm
(Macmillan )Tj
0.0185 Tc 4.825 0 Td
(Company, )Tj
-0.0094 Tc 4.751 0 Td
(1959. )Tj
-0.035 Tc 7.8069 0 0 9.5 23.75 381.7899 Tm
([7] )Tj
0.0304 Tc 9.8 0 0 9.8 38.64 381.7899 Tm
(J. )Tj
0.0073 Tc 9.5 0 0 9.5 49.83 381.7899 Tm
(W. )Tj
-0.035 Tc 9.29 0 0 9.5 66.02 381.7899 Tm
(P. )Tj
0.0092 Tc 9.5 0 0 9.5 77.72 381.7899 Tm
(Hirschfeld, )Tj
/T1_1 1 Tf
0.0266 Tc 9.1 0 0 9.1 126.07 381.7899 Tm
(Projective )Tj
0.0301 Tc 4.788 0 Td
(geometries )Tj
0.0414 Tc 5.146 0 Td
(over )Tj
0.0385 Tc 2.256 0 Td
(finite )Tj
0.0146 Tc 2.749 0 Td
(fields, )Tj
/T1_0 1 Tf
0.0142 Tc 9.5 0 0 9.5 290.06 381.7899 Tm
(Oxford )Tj
0.0077 Tc 3.382 0 Td
(University )Tj
0.0275 Tc -29.845 -1.213 Td
(Press, )Tj
-0.0236 Tc 2.944 0 Td
(1979. )Tj
-0.035 Tc 7.8069 0 0 9.5 23.93 350.64 Tm
([8] )Tj
0.0109 Tc 9.5 0 0 9.5 38.66 350.64 Tm
(D. )Tj
-0.0232 Tc 1.364 0 Td
(R. )Tj
0.007 Tc 1.307 0 Td
(Hughes, )Tj
/T1_1 1 Tf
0.03 Tc 9.1 0 0 9.1 100.44 350.64 Tm
(Generalized )Tj
0.0283 Tc 5.507 0 Td
(incidence )Tj
0.0366 Tc 4.438 0 Td
(matrices )Tj
0.048 Tc 4.091 0 Td
(over )Tj
0.0074 Tc 2.252 0 Td
(group )Tj
-0.0026 Tc 2.873 0 Td
(algebras, )Tj
/T1_0 1 Tf
0.0038 Tc 9.5 0 0 9.5 312.23 350.64 Tm
(Illinois )Tj
0.0188 Tc 3.166 0 Td
(Jour\255)Tj
0.0453 Tc -31.979 -1.212 Td
(nal )Tj
0.04 Tc 1.678 0 Td
(of )Tj
0.0404 Tc 1.18 0 Td
(Mathematics )Tj
0 Tc 9.3 0 0 9.3 122.26 339.13 Tm
(1 )Tj
-0.0092 Tc 9.5 0 0 9.5 131.11 339.13 Tm
(\(1957\), )Tj
0.0338 Tc 3.276 0 Td
(545-55l. )Tj
-0.035 Tc 7.8069 0 0 9.5 23.93 319.5099 Tm
([9] )Tj
-0.0039 Tc 9.5 0 0 9.5 38.78 319.5099 Tm
(C. )Tj
-0.035 Tc 9.2186 0 0 9.5 53.06 319.5099 Tm
(M. )Tj
0.0213 Tc 9.5 0 0 9.5 69.02 319.5099 Tm
(O'Keefe )Tj
0.05 Tc 9.5174 0 0 9.5 106.46 319.5099 Tm
(and )Tj
0.028 Tc 9.5 0 0 9.5 126.46 319.5099 Tm
(T. )Tj
0.0347 Tc 1.482 0 Td
(Penttila, )Tj
/T1_1 1 Tf
0.0375 Tc 9.1 0 0 9.1 180.43 319.5099 Tm
(Polynomials )Tj
0.05 Tc 9.1541 0 0 9.1 234.12 319.5099 Tm
(for )Tj
0.0268 Tc 9.1 0 0 9.1 251.05 319.5099 Tm
(hyperovals )Tj
0.05 Tc 9.8154 0 0 9.1 298.54 319.5099 Tm
(of )Tj
0.02 Tc 9.1 0 0 9.1 310.59 319.5099 Tm
(Desarguesian )Tj
0.0303 Tc -29.864 -1.286 Td
(planes, )Tj
/T1_0 1 Tf
0.0134 Tc 9.5 0 0 9.5 70.51 307.81 Tm
(J. )Tj
0.0306 Tc 1.083 0 Td
(Aust. )Tj
0.0382 Tc 2.745 0 Td
(Math. )Tj
-0.0157 Tc 2.923 0 Td
(Soc. )Tj
-0.035 Tc 9.422 0 0 9.5 155.23 307.81 Tm
(\(A\) )Tj
0.0491 Tc 9.4 0 0 9.4 171.95 307.81 Tm
(51 )Tj
-0.006 Tc 9.5 0 0 9.5 186.01 307.81 Tm
(\(1991\), )Tj
0.0127 Tc 3.285 0 Td
(436-447. )Tj
-0.035 Tc 8.4951 0 0 9.5 19.24 288.55 Tm
([10] )Tj
0.05 Tc 27.2962 0 0 9.5 38.41 288.55 Tm
(__ )Tj
0 Tc 9.5 0 0 9.5 69.15 288.55 Tm
(, )Tj
/T1_1 1 Tf
9.1 0 0 9.1 74.84 288.55 Tm
(A )Tj
0.05 Tc 9.2514 0 0 9.1 85.27 288.55 Tm
(new )Tj
0.0244 Tc 9.1 0 0 9.1 104.71 288.55 Tm
(hyperoval )Tj
0.05 Tc 9.1108 0 0 9.1 146.23 288.55 Tm
(in )Tj
9.3915 0 0 9.1 157.21 288.55 Tm
(PG\(2,32\), )Tj
/T1_0 1 Tf
-0.0009 Tc 10 0 0 10 202.8 288.55 Tm
(J. )Tj
0.0296 Tc 9.5 0 0 9.5 213.38 288.55 Tm
(Geometry )Tj
0.05 Tc 10.2639 0 0 9.5 257 288.55 Tm
(44 )Tj
0.0311 Tc 9.5 0 0 9.5 271.69 288.55 Tm
(\(1992\),117-139. )Tj
-0.035 Tc 8.4951 0 0 9.5 19.24 269.2899 Tm
([11] )Tj
0.05 Tc 27.2962 0 0 9.5 38.41 269.2899 Tm
(__ )Tj
0 Tc 9.5 0 0 9.5 69.15 269.2899 Tm
(, )Tj
/T1_1 1 Tf
0.05 Tc 9.4167 0 0 9.1 74.87 269.2899 Tm
(Symmetries )Tj
9.8154 0 0 9.1 126.82 269.2899 Tm
(of )Tj
-0.0158 Tc 9.1 0 0 9.1 137.82 269.2899 Tm
(arcs, )Tj
/T1_0 1 Tf
-0.0189 Tc 10 0 0 10 159.24 269.2899 Tm
(J. )Tj
0.0032 Tc 9.5 0 0 9.5 169.64 269.2899 Tm
(Combin. )Tj
0.0362 Tc 3.924 0 Td
(Theory )Tj
-0.0214 Tc 3.502 0 Td
(\(A\) )Tj
0.05 Tc 9.8304 0 0 9.5 257.28 269.2899 Tm
(66 )Tj
0.0391 Tc 9.5 0 0 9.5 272.05 269.2899 Tm
(\(1994\),53-67. )Tj
-0.035 Tc 8.613 0 0 9.5 19.23 249.49 Tm
([12] )Tj
0.0151 Tc 9.5 0 0 9.5 38.78 249.49 Tm
(C. )Tj
-0.035 Tc 9.2186 0 0 9.5 53.24 249.49 Tm
(M. )Tj
0.015 Tc 9.5 0 0 9.5 69.2 249.49 Tm
(O'Keefe, )Tj
0.028 Tc 4.265 0 Td
(T. )Tj
0.0347 Tc 1.501 0 Td
(Penttila, )Tj
0.0324 Tc 4.2 0 Td
(and )Tj
-0.0228 Tc 2.046 0 Td
(C. )Tj
-0.0135 Tc 1.464 0 Td
(E. )Tj
0.026 Tc 1.46 0 Td
(Praeger, )Tj
/T1_1 1 Tf
0.04 Tc 9.1 0 0 9.1 250.55 249.49 Tm
(Stabilisers )Tj
0.05 Tc 9.8154 0 0 9.1 298.18 249.49 Tm
(of )Tj
0.0071 Tc 9.1 0 0 9.1 310.09 249.49 Tm
(hyperovals )Tj
0.05 Tc 9.1108 0 0 9.1 355.57 249.49 Tm
(in )Tj
9.599 0 0 9.1 38.95 237.97 Tm
(PG\(2, )Tj
/T1_0 1 Tf
-0.0038 Tc 9.5 0 0 9.5 66.49 237.97 Tm
(32\), )Tj
0.0172 Tc 1.942 0 Td
(Advances )Tj
-0.003 Tc 4.408 0 Td
(in )Tj
-0.0008 Tc 1.078 0 Td
(finite )Tj
0.0116 Tc 2.446 0 Td
(geometries )Tj
0.0419 Tc 4.811 0 Td
(and )Tj
0.0166 Tc 1.82 0 Td
(designs )Tj
0.0046 Tc 10.1 0 0 10.1 256.38 237.97 Tm
(\(J. )Tj
0.05 Tc 9.6091 0 0 9.5 269.79 237.97 Tm
(W. )Tj
-0.0328 Tc 9.5 0 0 9.5 285.44 237.97 Tm
(P. )Tj
-0.0022 Tc 1.137 0 Td
(Hirschfeld, )Tj
-0.035 Tc 9.1912 0 0 9.5 341.96 237.97 Tm
(D. )Tj
-0.0333 Tc 9.2 0 0 9.2 354.02 237.97 Tm
(R. )Tj
0.0133 Tc 9.5 0 0 9.5 38.84 226.45 Tm
(Hughes, )Tj
0.05 Tc 9.6349 0 0 9.5 74.96 226.45 Tm
(and )Tj
0.0304 Tc 9.8 0 0 9.8 93.36 226.45 Tm
(J. )Tj
-0.035 Tc 9.4718 0 0 9.5 104.2 226.45 Tm
(A. )Tj
0.0435 Tc 9.5 0 0 9.5 116.92 226.45 Tm
(Thas, )Tj
0.0105 Tc 2.764 0 Td
(eds.\), )Tj
0.0142 Tc 2.615 0 Td
(Oxford )Tj
0.0182 Tc 3.325 0 Td
(University )Tj
0.0275 Tc 4.753 0 Td
(Press, )Tj
-0.0046 Tc 2.963 0 Td
(1991, )Tj
-0.0047 Tc 2.632 0 Td
(pp. )Tj
0.0341 Tc 1.674 0 Td
(337-35l. )Tj
-0.035 Tc 8.4951 0 0 9.5 19.42 206.83 Tm
([13] )Tj
0.0151 Tc 9.5 0 0 9.5 38.78 206.83 Tm
(C. )Tj
-0.035 Tc 9.054 0 0 9.5 51.8 206.83 Tm
(M. )Tj
0.0213 Tc 9.5 0 0 9.5 66.14 206.83 Tm
(O'Keefe )Tj
0.05 Tc 9.6349 0 0 9.5 102.14 206.83 Tm
(and )Tj
0.0134 Tc 9.5 0 0 9.5 120.73 206.83 Tm
(J. )Tj
-0.035 Tc 9.0852 0 0 9.5 131.38 206.83 Tm
(A. )Tj
0.0293 Tc 9.5 0 0 9.5 143.92 206.83 Tm
(Thas, )Tj
/T1_1 1 Tf
0.0286 Tc 9.1 0 0 9.1 170.64 206.83 Tm
(Collineations )Tj
0.05 Tc 10.2615 0 0 9.1 226.89 206.83 Tm
(of )Tj
0.0253 Tc 9.1 0 0 9.1 237.77 206.83 Tm
(Subiaco )Tj
0.05 Tc 9.5024 0 0 9.1 272.82 206.83 Tm
(and )Tj
0.0166 Tc 9.1 0 0 9.1 291.96 206.83 Tm
(Cherowitzo )Tj
0.0079 Tc 5.177 0 Td
(hyper-)Tj
0.0109 Tc -32.956 -1.266 Td
(ovals, )Tj
/T1_0 1 Tf
0.0008 Tc 9.5 0 0 9.5 65.12 195.31 Tm
(Bull. )Tj
-0.0028 Tc 2.406 0 Td
(Belg. )Tj
0.0334 Tc 2.558 0 Td
(Math. )Tj
-0.0283 Tc 2.942 0 Td
(Soc. )Tj
0.0051 Tc 2.065 0 Td
(Simon )Tj
0.0268 Tc 2.975 0 Td
(Stevin )Tj
0 Tc 3.057 0 Td
(3 )Tj
0.0003 Tc 0.947 0 Td
(\(1996\), )Tj
-0.0076 Tc 3.326 0 Td
(no. )Tj
-0.035 Tc 9.3091 0 0 9.5 274.09 195.31 Tm
(2, )Tj
0.0126 Tc 9.5 0 0 9.5 284.79 195.31 Tm
(177-192. )Tj
-0.035 Tc 8.613 0 0 9.5 19.23 176.05 Tm
([14] )Tj
0.05 Tc 9.8708 0 0 9.5 38.62 176.05 Tm
(T. )Tj
-0.0096 Tc 9.5 0 0 9.5 52.28 176.05 Tm
(G. )Tj
0.0371 Tc 1.459 0 Td
(Ostrom, )Tj
/T1_1 1 Tf
0.0431 Tc 9.1 0 0 9.1 104.39 176.05 Tm
(Semi-translation )Tj
0.0138 Tc 7.769 0 Td
(planes, )Tj
/T1_0 1 Tf
0.0212 Tc 9.5 0 0 9.5 206.56 176.05 Tm
(Trans. )Tj
0.0191 Tc 3.133 0 Td
(Amer. )Tj
0.05 Tc 9.5353 0 0 9.5 266 176.05 Tm
(Math. )Tj
-0.022 Tc 9.5 0 0 9.5 295.03 176.05 Tm
(Soc. )Tj
0.0436 Tc 2.219 0 Td
(111 )Tj
-0.0155 Tc 2.069 0 Td
(\(1964\), )Tj
0.0324 Tc -31.248 -1.213 Td
(1-48. )Tj
-0.035 Tc 8.4951 0 0 9.5 19.6 144.55 Tm
([15] )Tj
-0.0136 Tc 9.5 0 0 9.5 38.89 144.55 Tm
(S. )Tj
-0.0058 Tc 9.2 0 0 9.2 49.99 144.55 Tm
(E. )Tj
0.0217 Tc 9.5 0 0 9.5 62.06 144.55 Tm
(Payne, )Tj
0.047 Tc 3.198 0 Td
(T. )Tj
0.0442 Tc 1.331 0 Td
(Penttila, )Tj
0.0324 Tc 4.029 0 Td
(and )Tj
-0.0285 Tc 1.876 0 Td
(G. )Tj
-0.012 Tc 1.352 0 Td
(F. )Tj
-0.0038 Tc 1.194 0 Td
(Royle, )Tj
/T1_1 1 Tf
0.0481 Tc 9.1 0 0 9.1 214.09 144.55 Tm
(Building )Tj
0 Tc 4.179 0 Td
(a )Tj
0.036 Tc 0.869 0 Td
(cyclic )Tj
0.0434 Tc 2.87 0 Td
(q-clans, )Tj
/T1_0 1 Tf
0.0203 Tc 9.5 0 0 9.5 321.91 144.55 Tm
(\(preprint\). )Tj
-0.035 Tc 8.613 0 0 9.5 19.59 124.9299 Tm
([16] )Tj
0.05 Tc 9.8708 0 0 9.5 38.8 124.9299 Tm
(T. )Tj
0.0394 Tc 9.5 0 0 9.5 51.98 124.9299 Tm
(Penttila, )Tj
/T1_1 1 Tf
0.0483 Tc 9.1 0 0 9.1 91.43 124.9299 Tm
(The )Tj
0.038 Tc 2.066 0 Td
(Plane )Tj
0.0194 Tc 2.927 0 Td
(Equivalence )Tj
0.0181 Tc 5.629 0 Td
(Theorem, )Tj
/T1_0 1 Tf
0.0134 Tc 9.5 0 0 9.5 228.67 124.9299 Tm
(\(in )Tj
0.0452 Tc 1.509 0 Td
(preparation\). )Tj
-0.035 Tc 8.613 0 0 9.5 19.41 105.49 Tm
([17] )Tj
0.05 Tc 9.8708 0 0 9.5 38.8 105.49 Tm
(T. )Tj
0.0483 Tc 9.5 0 0 9.5 52.34 105.49 Tm
(Penttila )Tj
0.05 Tc 9.6349 0 0 9.5 88.46 105.49 Tm
(and )Tj
-0.0096 Tc 9.5 0 0 9.5 107.36 105.49 Tm
(G. )Tj
0.0259 Tc 1.446 0 Td
(F. )Tj
-0.0114 Tc 1.288 0 Td
(Royle, )Tj
/T1_1 1 Tf
0.0097 Tc 9.1 0 0 9.1 162.8 105.49 Tm
(Hyperovals )Tj
0.05 Tc 9.333 0 0 9.1 209.94 105.49 Tm
(in )Tj
9.5304 0 0 9.1 221.47 105.49 Tm
(PG\(2, )Tj
-0.035 Tc 8.9618 0 0 9.1 248.89 105.49 Tm
(q\) )Tj
0.05 Tc 9.4156 0 0 9.1 260.78 105.49 Tm
(for )Tj
9.2283 0 0 9.1 277.41 105.49 Tm
(small )Tj
-0.035 Tc 8.7387 0 0 9.1 302.53 105.49 Tm
(q, )Tj
/T1_0 1 Tf
0.0323 Tc 9.5 0 0 9.5 313.33 105.49 Tm
(J. )Tj
0.0188 Tc 1.132 0 Td
(Geometry )Tj
/T1_2 1 Tf
0.05 Tc 9.1793 0 0 8.8 38.95 93.97 Tm
(54 )Tj
/T1_0 1 Tf
0.0003 Tc 9.5 0 0 9.5 53.71 93.97 Tm
(\(1995\), )Tj
0.024 Tc 3.297 0 Td
(90-104. )Tj
-0.035 Tc 8.613 0 0 9.5 19.59 74.53 Tm
([18] )Tj
0.05 Tc 9.8708 0 0 9.5 38.8 74.53 Tm
(T. )Tj
0.0394 Tc 9.5 0 0 9.5 51.26 74.53 Tm
(Penttila, )Tj
-0.0285 Tc 3.992 0 Td
(G. )Tj
0.0259 Tc 1.314 0 Td
(F. )Tj
-0.0076 Tc 1.213 0 Td
(Royle, )Tj
0.0324 Tc 2.968 0 Td
(and )Tj
-0.035 Tc 9.2186 0 0 9.5 158.72 74.53 Tm
(M. )Tj
9.2422 0 0 9.5 172.22 74.53 Tm
(K. )Tj
0.0107 Tc 9.5 0 0 9.5 184.33 74.53 Tm
(Simpson, )Tj
/T1_1 1 Tf
0.0207 Tc 9.1 0 0 9.1 224.18 74.53 Tm
(Hyperovals )Tj
0.05 Tc 9.9996 0 0 9.1 271.32 74.53 Tm
(in )Tj
0.026 Tc 9.1 0 0 9.1 282.85 74.53 Tm
(the )Tj
0.0425 Tc 1.652 0 Td
(known )Tj
0.0152 Tc 3.102 0 Td
(projective )Tj
0.0428 Tc -31.53 -1.266 Td
(planes )Tj
0.05 Tc 10.0385 0 0 9.1 68.86 63.0099 Tm
(of )Tj
0.0333 Tc 9.1 0 0 9.1 79.85 63.0099 Tm
(order )Tj
/T1_0 1 Tf
-0.0209 Tc 9.5 0 0 9.5 104.61 63.0099 Tm
(16, )Tj
-0.0009 Tc 10 0 0 10 119.82 63.0099 Tm
(J. )Tj
0.0211 Tc 9.5 0 0 9.5 130.41 63.0099 Tm
(of )Tj
0 Tc 1.136 0 Td
(Comb. )Tj
-0.0034 Tc 3.114 0 Td
(Designs )Tj
0 Tc 3.581 0 Td
(4 )Tj
0.0003 Tc 0.94 0 Td
(\(1996\), )Tj
-0.017 Tc 3.326 0 Td
(no. )Tj
0.05 Tc 9.9181 0 0 9.5 261.38 63.0099 Tm
(1,59-65. )Tj
-0.035 Tc 9.4068 0 0 9.5 185.25 21.61 Tm
(113 )Tj
ET
endstream
endobj
239 0 obj
<>/Filter/CCITTFaxDecode/Height 1872/Length 41599/Name/Im0/Subtype/Image/Type/XObject/Width 2240>>stream
Q# CQDGQ#F@TQF@TYBc *&GQEF@TQF@TYBc *&ubGP
( 2$uQE:#:##@TQG *(#VRAƌe(LH4C_d\ 4A8P@(qa;V(T]DC8D$é1؎0m
EvH$