MOTION: ?
"That Senate approve, and recommend approval to
the Board of Governors, as set forth in S.75-90,
the proposed Bachelor of Arts program in
Mathematics, including
1) The requirements for a major in Mathematics
?
ii) The requirements for honors in Mathematics."
C
SiMON FRASER
MEMORANDUM
UNIVERSITY
?
S7590
To
..............SENAT.
.
From.)
MUGRIDGE, CHAIRMAN
COMMITTEE ON UNDERGRADUATE
'STtflYIES
.. ....................................................................................
Subject .... PROPOSED
?
FROGRAM..IN ... MATHEMATICS
?
Date ... MAY
. .. 16
3 ,...1975
, ................ ?
............
I
............. ...- . . .......
At its meeting of April 22, 1975, following recommendation
by the Faculty of Arts, the Senate Committee on Undergraduate Studies
considered the proposed program for a B.A. with a major or honors in
Mathematics.
The Committee fully supported the program and recommends
its approval by Senate.
From ?
.
5
.heila
Roberts ........ Secretary ................... ?
Faculty of Arts Curriculum
Committee......... .........
............ . .................. ..........................
Date
.........April .1.0.......19.75........................................................
SiMON FRASER UNIVERSITY
?
6C U5 7-5-22
MEMORANDUM
for a degree program from
B.A. in Mathematics. This
Planning Committee on
a copy of the necessary
entry for the Faculty of
Attached is a proposal
the Department of Mathematics for a
proposal was passed by the Academic
January 8, 1975. Also attached is
revisions required for the calendar
Arts.
Will you please put this on the agenda for the next
meeting of SCTJS.
Thank you.
• ?
SR:e
CC Mr. H. Evans, Registrar
attachments
0
SiMON FRASER UNIVERSITY
MEMORANDUM
Dr. W. Smith,
?
Dean
From
David Ryeburn, Chairman
Undergraduate Studies Committee
Faculty of Arts
?
............Mathematics Department
Subject ......... ....
.A.NIAHEMA...S
?
.Dat
e
.............
November ......
At the October
31, 197
4
meeting of the Faculty of Science a
resolution was passed supporting the Mathematics Department in its wish to
offer a B.A. program in Mathematics, and urging the Academic Planning
Committee to reconsider its decision of April
4, 197
4
that such a program
be offered, if anywhere, in the Faculty of Science, and to approve the
proposal to offer the program under the aegis of the Faculty of Arts.
Accordingly we are resubmitting our proposal, first sent to you November
29, 1973
.
There have been a few changes, some editorial and some of sub-
stance. Most of the editorial changes correspond to other proposed
editorial changes in the calendar submissions of the Mathematics Department
or of the Faculty of Arts for the year
1975-1976.
Other changes are
occasioned by the introduction of new mathematics courses, of which some
have already been approved by Senate and others are being submitted to
Senate for approval. The program is however essentially the same one
• ?
described by Dr. Gerber in his November
29, 1973
memorandum, and the
reasons he gave supporting it still apply.
I will be glad to answer any questions the Faculty of Arts Under-
graduate Curriculum Committee may have about the program. We will
appreciate whatever support we can get in helping the Academic Planning
Committee to change its mind.
D. ?
eburn
cc: Dr. S. Aronoff (Dean, Faculty of Science)
Dr. I. Mugridge (Assistant Vice President,
Academic)
DR/dr
I ?
0
ocutty
?
Arts
?
S.,
Dean
loffice
o f
t he Dean
of 19
PROPOSED REQUIREMENTS FOR A B.A.
with a Major in Mathematics
or Honors in Mathematics
Lower levels (majors and honors students:
At least
60
semester hours of credit which must include
(1) MATH
151-3, 152-3, 232-3,
and
253-4.
(2)
At least three of the courses listed in the following
groups.
(a)
MATH
141-2, 142-2, 161-3, 180-3, 241-2.
(b)
No more than one of MATH
194-3
or
196-3 (or 195-3).
(c) No more than one of CNPT
103-3 (or CWT 102-2 or
MATH 106-3).
(3)
At least
12
semester hours in Group A courses - English,
History, Modern Languages, or Philosophy.
( i t) At least
12
semester hours in Group B courses - Archaeology,
Economics and Commerce, Geography, Political Science,
Psychology, or Sociology/Anthropology.
(5)
At least
6
semester hours in Group C courses (Biological
Sciences, Chemistry, or Physics), excluding Mathematics.
Students who have been, or who have intended to be, majors or honors
students in Biological Sciences and who have completed MATH
154-3
or
MATH
155-3
need not take MATH
151-3
or MATH
152-3,
respectively.
Students who have been, or who have intended to be, majors or honors
students in the social sciences and who have completed MATH
150-3
with
a grade of A or B need not take MATH
151-3.
Students transferring from
other institutions, or from faculties other than the Faculty of Arts
with
30
or more credits may, upon recommendation of the Academic Advice
Centre or the Mathematics Department, apply up to
6
semester hours of
credit for courses in Group C excluding Mathematics (Biological Sciences,
Chemistry, or Physics) or Group D (Education) in lieu of credit for
courses in Group A or Group B; this substitution will not be allowed
for students with regular entry directly into the Faculty of Arts.
At least
45
credit hours must be in lower division courses. Note: Any
upper division course will not count towards the upper level requirements
if taken prior to admission to upper levels.
No more than 16 credit hours may be taken in any one semester without the
written consent of the Dean of the Faculty of Arts.
.-
-2-
0 ?
Upper Levels (majors):
At least 60 semester hours of credit which must include
(1)
At least 45 credit hours in upper division courses,
of which at least 30 must be in upper division
Mathematics courses. Note: PHYS 411-4 may be
considered to be a Mathematics course in this case.
(2)
At least 15 credit hours outside the major subject
area. (This requirement is automatically fulfilled
when a student completes requirements for an approved
double major or major/minor program.)
(3)
At least 45 credit hours taken within the Faculty of
Arts (which may include courses taken in the Mathematics
Department) and used for credit toward the degree. This
restriction does not apply in those cases where a student
is enrolled in an approved degree program involving two
or more faculties such as a double major or major/minor
program.
No more than 18 credit hours may be taken in any one semester without
the written consent of the Dean of the Faculty of Arts.
40
?
All levels (majors):
At least 120 semester hours of credit of which at least 60 hours must
be taken within the Faculty of Arts. (Course taken within the Mathematics
Department
-
ay count toward this requirement.)
Upper Leiels (honors students):
At least 72 semester hours of credit which must include
(1)
At least 60 credit hours in upper division courses,
of which at least 50 must be in upper division
Mathematics courses. Note: PHYS 411-4 may be
considered to be a mathematics course in this case.
(2)
MATH 310-3, 312-4, 320-3, 421-5, 422-4, and at
least one of 431-4 or 432-4. These courses are
counted as part of the 50 hours credit referred to
above, provided they have been taken as upper levels
courses. It is permissible to take any of these
courses as a lower levels course, provided all pre-
requisites have been met, but in that case the course
is not included as part of the 50 hours of upper levels
upper division Mathematics course work.
. ? -3-
(3)
At least 15 credit hours outside the major subject area.
(This requirement is automatically fulfilled when a
student completes requirements for an approved double
major or major/minor program.)
(4)
At least 57 credit hours taken within the Faculty of
Arts (which may include courses taken in the Mathematics
Department), and used for credit toward the degree. This
restriction does not apply in those cases where a student
is enrolled in an approved degree program involving two
or more faculties such as a double major or major/minor
program.
No more than 18 credit hours may be taken in any one semester without
the written consent of the Dean of the Faculty of Arts.
All levels (honors students):
At least 132 semester hours of credit of which at least 72 hours must be
taken within the Faculty of Arts. (Courses taken within the Mathematics
Department may count toward this requirement.)
.
0
cr
U)
E
U)
bO ?
0 0 ' ?
0)
?
0 bO4-4
?
0)
r-
q ?
EU)tE0H
4 .J
co ?
0 to ?
0) ?
I.4 L) ?
4.1
•
r1 4J ?
Eb0r
-r4
0) ?
a) ?
4-J
L) 0
?
00
'-1 U 0)cc
C ?
El
?
0O
(Lr4
0) 1'4
?
U-i (1) c) rI
C
?
I-i
WW ?
0 ?
O QI.iW4-
?
I)O
0o
-i0)
41 4-j
0).J0) U)
0)
? I-ir-1W ?
-lø ?
6
U-4 ?
0
cj
4-4 u
?
COWt-44J0 ?
to
0)
b06W
r1 ?
-i ?
00) CO co C) 0) CO .1J r4
CO-0)bO ?
CO
-ci-
r44JQ)t
E
?
UO(000W
w4-bO(0)H0)cJ
C.)U-4 ?
- ?
r
440CJO)Wr ?
•,-49-
0O
-00•C)0)
. W ?
4-.04-0
• H ?
-...r-C
•.04-J
-c.'i.
?
U)
0 ?
4 44 M
c1)r4EW
?
4J 4-J I-i
?
Cl) P
00)a)c,)E
L
4 bO r1
?
4.J 4.J
Q)Cl)0
?
Pq UIbO4
.J
?
0U-
-4
Cl) — CI)
?
c1
Q) 0 -.--I ?
Q (1) CO
00) ?
W U)U)OU) ?
EQ..i ?
co 0E0 4
0)
PCI 0cØ
i ?
)-ir4
ubO ?
U) UJ
co6
?
O) ?
a)
0
?
4J ?
QU-4 P6-
ca 4-1 0 ,
C)l
- ?
(r4 0) 0d04- 0
-i
0)0
..'.
'i1I! Ii:.;ii
?
'I. ?
Zo'E
?
0
0
•
1I
• -.
> ?
, ?
U
.
5
?
0
Wft
?
-
•4
?
.g•Ov2
• I
. ?
PO
•• ?
•.:
?
••
?
.•"-
?
oC:
• O
?
33 ?
20 22 ?
i
t e
&II*!i10 iHi
go ?
a., ?
pi ;4
'l
?
• ?
.. ?
EEo
?
s2
?
• ...
?
... - —
?
•. ?
— ?
-- —• —
?
• • c—' r - .
w
LLJ
cn
.
LAj
CD
ix
kq
U.'
I.,.
4
I-
£°
oft
0 ?
•Eag
.C.0
0
-
0•
00
. ?
g_5'
vs
=
?
39
0
08
0000
• ?
. ?
. ?
- ?
.
0
00
3m
g.E
u
a.0o
..aou -5.02
0
z
0
i ?
r4 ?
•-m
i-4O ?
4-CJE
,a
4J4
.0
(
09-)
al
?
c
o ?
(4U
W0 ?
0
0cJj
C41
r1ica
?
•H4-4
??
41 41
U)8c)
0r4
C) 4-14U)W4J
r141
Wr-I
?
(Or44-4(
a
o
a) ?
.J r
. l
?
c
r1
.0
)-44-J ?
bO(i
41a)
0co
(s)øOrt
?
?
4JOcs)J
• ?
(s)0c
p
?
44 ?
C) ?
41
0
a)
?
?
00
00r,ru ca
-H
w
a)
41
?
• 0 0
?
—4 4 .
4 4- J .0
0 a)
?
CI
).0
CS(S) C 0c/)Uu E
a)
4-J
0
I
?
z
0
I -
LU
I
ix
cc
LU
LU
cc
LU
Ir
-
C
o
E
$
0'0
-
•
00
o
-
oc
,
C,0
Q•
E
C 0
X
•3_
Th-j
2
-
ObO
.a
2
•
Ca
CA
0 o ?
o 04
Gov
•
w
•
2
0
•C
'-.••
-•,
-
oO_>•
O
IL.
u
•0
'
.0
:.LL.
03
U
0
r4
OC
0
I—.-
00
.0
-
:-°
E 0
EE
E
-
0
?
g.
0 0 0
•0
0 o C
<
)-.=
0
-
ug
0 ?
0
E
• ?
-
2
-
?
.-o
-
.•ft;
i:-
°
•
.E
C
33.
.=-v•
?
•C
0 ?
)S0
2
n
>; g
Ce
.0 ?
9
( ?
o ;-3
?
0
?
at
3 ?
°
.80.
<Q
ZZ ?
Z
.;
; ?
-
S
ce
a
Lu
Ui
C3
cc
(0
Ui
CA
to
cr
LO
Cl
en
I .
-
c'a
0
.
'c5
?
Q.
8
La
o
uI
.':
.
44
'..
. ?
.. - ? "' - ? . 44
? . ?
'4.
LL.
1.4
E
gq'
'
0
-
0
''
0.
' 4 'L0.
.,A.
A.
U
-
03
...
o
41
C
-.
'4'
r
740
.
41
L2
.
0
.
-it.,
i ?
.
-
G)
W C4
Ld
BE
Cl)
i
'
.
t4
o
U
_.t_______41___J___
c4
IV
-4
'4440
(000
?
0)
?
044o
?
C.)
'44.00000
0
?
4 4
?
4))4
?
-
F.
>.00a 00
I0
(0
4).
fir)
4)
?
C)
4)
04400
a ?
?
a.
?
-.0044-) ?
Z
C)
?
ad ?
u
?
0-1
.0"
440444)00
400.1
?
.00'flC0
?
<
'.4440 ?
4)0
44)0)
00 ?
4044 ?
.0
4)00>.
..4Oa4.
?
?
0).
00
.4u,,-•_0C) ?
0
C ?
(0 ?
4).
C
. - .
Cc) (C.)..
0-Coca, ?
C4'4
.0 ?
-.4...4 0
?
-
' 4
0)0
?
00 ?
40 ?
rC'aCtI
-.
?
?
eut
.
-4 04). =
?
40
'4-40 ?
'4.40 ?
o'aua 0t 40
?
000040 ?
J ?
'a
Cr) ?
0.001.o
4)404940t&)
01
. 4 ?
1..40
4) ?
-.lCOa
4)
U
04
0-4..
0.
00
.0
.
?
CI.
?
-0440 U
4.044
)0'44
?
?
04C>.0
-444)
v
u
?
o
0
'a 14.-rO
0 0
40
C
0 C)
.4
C 4C
-..c400
2
-
0
4)
0o
.0
o-4
.s . ,
=
90)5
8 .
I
40
.4 0.
(0
.4 ?
>4
.0
C.
4)..
?
(5< ?
4444 ?
0.44000
(50)0 ?
-.4 ?
E.-4O ?
04.)
("4
F'
(0
C)
0))
4)1...
-
(0-..
1.0
0Uen.0004.c)CaO.
?
04)4400 ?
.0 ?
00).
SI
•C)
C)
.0
"a
4
I
0)o
(0
4.000
(0 04
0•.
0)
)fl)
?
01
en
CC)-
?
I
?
3 4 ?
0
4. CC 0 0 0
>4 U -
40
O
44
.400'
0
0
044
00)0
001
4.4
0(0
C>0'44.04C)d.0
?
0
0)
0)
)'I
I.
0
4)0
U ?
--4
0
00.
-.0
?
4 I..CC) '4.
?
4044.0)4.
0
4CC
0
(C
-
oo
4)0
0.
C.)
.00Pc: ?
'..
a
4)
.4
I
4)
'a
I
0
4.4
I
10
I
0. C)
004
4..
0. ?
40
CC
14
0.0
a0
?
;c
40
4. ?
,-ta.00
. ?
.. C)
?
?
0
4.
C
?
'.4
0C
44
OH
0'4
CCC
(5
(0-?
10
00
00)..
0
tO ?
arC)a'j(0O ?
.44.-IC)
1.4
'4
rI
.-4 0'
-
(.4
0
4.0
004
00
4.00
0
t.4400c
?
04j000.-.'a
.0
C
U
$4>.
0 I.
4.00>4. ?
440444* ?
0
?
40
-
?
'a C -C C0 'a 7)
?
a 1. 0 ... ) -
U
.
4
C)
0
(5
dl
(CC
I
40
F'
F'
Pu,
04)
40.4
40C)0C
0) ?
0.
a
00
00
d)Oa
?
?
.004'aC44a0440J
?
.4)000
(0 ?
.0
(0
(5
'-4<
CC
00
..00044.4.aO0).Ca
.0)4).
'a ?
3
C
1
0
.0
40CC
0.
.
1.1.
00
ZO..-I
4-' ?
0
S
040
-.44)
COO_C
?
34)
?
?
.0
070
?
?
0.Oaur)-'a
a,fl-..
?
u
C) ?
'4
a
'CC
I
0
4)
4"
0
'4
?
(CC
04
(0 01
00
0 0 .0
04)0
4. .0
00
- ?
CC) ?
=
0) Ci
?
. C 0
?
-
?
4)
Ou4)4C t. OF'Co0.40Q.-1 ?
(44.
C
' a
?
4)
4.)
(CC
C)
1.4
I
1)
.0
0)0
CC
00
.0
?
•0)
>0)'40).-)14-C'a.u-
43
?
u(CC'a
(0 ?
1.
('4
.0
"4
C
0
C
0
-
'4.
0
'4. 0
0.
0 C
(0 I)
1. ?
0) ?
.0
.0 -d
Ti
?
CCC ?
4) . ?
44 04
.0
44
?
4.. CC
•.-' ?
. .0
40
0%
(0
4..
44 4
-
("4
444
(.4
C
=
Cl'
'a>.
.444
aO
404)4)
0044
440')
.0
04)4(0440
?
10a34.rn4.
?
.
C.4
"'44
?
?
00001.
.-IO)d.1
C
o ?
o I
00
Ft.
e
00
444440
4000
3:44.40 ?
7))
?
.00(00-4 ?
C
0
?
0
-
tO
0.
4)0
4')
i
.0.'.
'at')
.04..
'a
0)a
0)4)
S
44)
?
?
.44
C
Ca4 C)
0)0.0
44.4
0-1
?
?
4.C.II1044C)40,
40.4_) CC)
?
44-la 0)0
.0 ?
4
0
-4
)jQ
1.1...?
-.1
4
C)4)
4.
00
4..)
L00.•..4
?
.
COu>.
040..)
II ?
C
00 ?
-2CCO
.Q(C,.47.Q4.O.*0SI.
?
44 ?
44.0
?
Car)
0
C
?
?
.0
0
.0 04
'4
(4 0)
1.
4.4 ?
.
4') 0 ItO (70
-4
40 - ?
- -. C ? 4 =
?
'4) 0
?
(0 ?
7)
?
-0
'4
4.)
I
'a
00
0.4
0)
0
0) ?
I
.0 .0
0
0) -3.4
'0 ?
0
U 444
00
C
?
a. 74 0)
?
?
1.
0 0
'4.
0.)
'4
?
0)
I.
?
U
10
-I
?
04
0
.. 0
o
I,
?
0)
.-4
40)
ac
0.4
iCC
0
00
(4
00
auto.
0.40
4447Cr)
70000.
44.-C
000..)
.0
0.444-I
?
04404)
?
•>...
?
?
.
?
5 ?
040000.4.
l.a ?
0
O
?
.4
('4
-I
'0 ?
3
2.
Z'-
40
.4
TO - 0
0 .0
-.4 0
0 0 t
(0 ?
'a .0) .0 '44 0
44 o Ci
0) ?
(0
'1
?
J
CC
.4.-)
00
.-4C'4
0)0(00
-44-'.0
00444.
0-40
.40.-I
0a1
>040.0000
C
?
.3)00.4404.0.0.0
?
>0.0044.4
4)
o
F'
-
..4
440
'0.3
....
.-.
a
4.4.4
-04a
-4,4
,-r o -,u7a.'aoen- ?
444400.4
O
a.
<44
4.a
'0
U
'0
.o
<10.
<4
a
?
C.<
00
<-'C4
a01 .440
0-4
?
44
3 ?
44
or,-.
0
?
?
.0404.41.
Cu. ?
3
0)
'-4
?
0
0) ?
'0 -.
.00
0..
?
?
.04a0(04.
OtO'a0() ?
?
04)
.4
(0
.4
(.4
(CC
-4
4.
'10
3 ?
z ?
r0CC
I ?
4. ?
C ?
l4.-I(044CO<0
?
'4
3
4) ?
44
- ? 0
'0 '0
'0
aC)
(044.'l'a000
?
'nst.-'J-).4C00003
?
',o.-,.-.C.-,
'0
44
0)
?
?
0
4
007..
C4CCI..1.0
?
0 ?
?
4404C0.'a44.W
44. ?
-400.4
1
o
O.C'a74J0.< ?
04U
?
(0
(0 ?
04>-. ?
.)• ?
Or_C):.. ?
4444
.4
?
<
1-444-4r)-JL'a'.4.0o.
Li.
t...
w.
(0
'-4
r
?
a
Lu
cn
C)
('C
O)
1-I ?
e.l
,-4 ?
C)
U,
I o
Cl)
(U
c
S
•
V
>.0
.4
'4
.4
0
.4
0
04
.4
03
44
44
444
.0
1.4
0
00
1
)
•0
44.0
444.0
'-4
)
V
4.0
a
>
'...
0
?
?
.00.4-0
40440
1'
.4.0
00
-
'-4
•
0
'.4
44
a ?
a
44
?
IA
a
a
0414
1.
.0
) ?
n ?
a
.4
.
.0
C
40 ?
44
CI
?
LI
V
a
.4
a
'.o ?
a
1. ?
u
a -
a.
-.- -oa.
.-....
?
?
oaaa
.0
.4
a
.a.a
0 .4.-.
?
.
a ?
a
4. ?
o
a- I
a
M
a
CI
.0
u
oo.aa
.4a0)
?
-4
.0I....4
o-.
.4.40
.4
u
?
?
.a.>a
0
.0
U
0
.444
o-.a
a)o
44
.0
o
40
o
.4
a.
a
C ?
•
,
1
o
o >. .0
C40
a>fl
I...
?
a
I.
o,-.I.4
44.
a
?
44.40.0.0
a
C.a.aa
--
?
.4'. 4)
4.4
04.
0<
.4 ?
.4
4.4.4.4
44.4
.4
.-
.4
40
>4.0
a'-...
0>
CO
044
a
a'
0
-t
.4
,..4Q
.4
-4 '.
.0.444.4
a -. 4J
?
a' .4
0
4-.
.44.4
4)
?
it ?
.4
.4
a'
.0
'4 -4
•40
Co
441.
C-(
4.4
.4
>.-444
6.4
.4.4.-'.
.4.444
ar.4.o ?
-.4
>40
a
.4..1c
a
I.
I
>4..4
444
.0
a. ?
4.
_c ' C CI
a.4)Oa.4L4
.
.0
.44
4 O ?
.4 "4
CI
a>.
-4
.cas.
a 0
40
.4
.4.44-4(0
.0 0.'4 1
-1(1.
'0.040
44'
'4
a
>s
a
a
1.0mb
.4)
>4)
oou-
00060
601.
a ?
oc
-44-4
3
?
004)0(1
.4'.4rjw
'.4.4
a'-.4
...-.4
aa
.4
a
.4. ?
.4
c.
$4.40
.44 ?
3
C.)
44 -.
.0
-4
U
a..4
0.0.4
a.
40
00440
.4 ?
.4 -0 1.
a a
4040'O.4"40
?
.4 ?
'.. ?
14
U
04.4
.4 .4.
.0.4.0
04)
44) C
' .l
.4
.4
a-u
0. 0.4
44. .4
a. a
4-. ?
3.0C(
- ?
044.4
..4.
404)
.4:
3
.4 ?
a
0 ? '.0
'4
.4.0.40.
?
0'
.4414001.14
4444 ?
00.40.
.44
400
0__U
4.
0
3
.4 ?
0
0 ?
.4
"
.4
4)44
014
44.
o
.4
0.0".)
?
04
0(0.444.
0.44.0
aoaoaCIa
IOOa-4000)
.4.0
44
l4 ?
.4
.4.)
44
CO...)
'.4 ?
441
*4:0.
coo
oa.
.00
a
.0
...
.4
1..4.a
40)400
m
.4.441
.40.40
o
?
'., ?
4.
44
?
..4(044O4
4.44..44.)00
.4
.04-I
0
'0440
04441
1.4
-0
0
44
.4.4
.44.40
.0
00.4
>444
.4
44
4)
06 ?
4)
0
?
'
.400"..
060$.
0.40.41.0
.40O ?
0
aa'
.4<4-4
a
..
41
o
4:11
?
'4
0
-
4
0
1.404-4
6.4
0
'...
.00 ?
..
.0.4.-b
.40.•'.
_c-400a)W
.4(0.4.4.4.4
6'1
4.-..o.4
0.40
.00
(00
o
(0.-mO
?
a
(0
4.0
0(0
0
40
'.40(0
.4 ?
4440
'.4(044.4
0-.4.4
00
.0IfO
"46
a4:o
.-4.'I1.404:40.
?
-r, ?
a
'0
?
.4.4.40(0
a
44
00
a
40>4
440>.
4)
.4
4.
0
(0
'.40(0
'4
?
4440
'0.44444
-4 '4
4.340
0 0
14
0
0
4)
40 ?
0 .0
14440
04-44)0
44
?
0
?
4..
4.4.140
a
?
a
o >, a_c 0 '.4
.4.4.4))"
?
>4.4
ul.444 ?
44.-lb
0 .0
_c0
.4
.-4
?
'0
.0.40.4(0
'4
.4
'
4.4
.4
0
0
44
0 .0
4.440
.4-400
.4
?
.4
0
44
40
1' CI
'.0 .0
.4
.-.
.0
44
4l ?
là ?
04
00 0
?
4.
fl .0
-.4 0
0 -,
.4
.0
0
?
44 3 .4
44
44.
,-4 ?
0
40
4-4
$ ?
44. C
04
.0
0
4-4
01
.0(0.0
0
'.40
0
41
44
1.
44
'.7400.0
'40
.4O.,
lJ40
'4UUCI
44 CE
-.4.4040.4
.4
4)
.
sawS
a ?
4)
4.4
4.
44
ti
'00140
.44j
440
-400
1.4..
.40
0
5)
(0
U.COE
4004004
0'øO
44
U_c.)44_c ?
$4
403.4643(00
4.40
4)0
40!
$41
4.4.4:0
14014
0
.4
64
(0.41044
6)
60 1'
(0
(0
0
.044
oo
4)
?
.
?
.0
a-.-so. ?
1
Cl ?
0
'0
'4
4.
6.4
ol
(0 ?
40
.4
.4)
(0
1.01.
4)0
0
-C
0
44
'.0
.-4)C64
"a
.-4400.fl
0.40
4-4(0.0
?
4)640
4400400'4-,
-40
U
rI
UI
0.40
.4:0
44
10
-fact,
'IC
4fl444
C04
'OC
01
'-4
0
4.44.4100
<0.44)
<143.0
011.00
<<,..aua.(0
a
404:
'-'I
Os)
44.4(0
4.4
.0
44
.4-
.0 0
40
0
3
4.4
.a a
01
-'4 ?
3 ?
4)
a
4-.
4: ?
.4
44
.4
Cl
là
44
-s
'b
.
44
.5
4.4
0
44 ?
0
4:
>
0.40
4.4 ?
.4)
?
4
0
'-II
là
44
-
..4
.4
?
.44
.414.4
.44.44
140
00
40.4
4.
Ci
10
14
.4
"4
4412
0)
10
44
.-'
40.4444
•-444_c
4)40.4)
I
1.!
Cli
a
Cl
s-I
-
o a
. ,
a 1.
'a
.4
a
-
-4
<.4.4
4)
.44)
<
<_c.
t.;.
N
N
LI,
LU
an
C-,
LU
C,)
0
0.
0
0'.
Cl
LU
-J
C-)
LU
(0
c<
LA
:3
N
.
0
ta
.0
?
m
?
u.0cIO' ?
U
..
?
0) ?
I..
?
0
?
U ?
o
S
U ?
C
WC
?
0 01 0. U
?
01 01 0
00
o
?
Im
.0.
0 ?
0 ?
00
000'U ?
. ?
0
?
w0 ?
c
0
U
?
•I
!
?
U ?
U ?
••
-— ?
UU0C•0 ?
o0..UWJ
?
c.
?
13U
0 0
,U01' 001
?
000 ?
01101 ?
OU
0U ?
0.01C00
•
?
V ?
:
2'
.
>.13.00.0 .0.2011
?
..
?
000
U
?
C U00 ?
0
u
F 1
?
.0
?
0
?
1) 00
?
. 0 ?
U ?
,.. ..
o
..100 ?
IUUOJ02
I Q0' ?
0000) ?
001 ?
0.
?
01 ?
00.CU
UU0 ?
10
ro
13
01010
?
Cl ?
1010000
13
OO
00 ?
?
•
0
?
?
010.
.01
10 ?
ClC01.0
?
C
?
('ISO
CC
S.-
?
0)
0
—4
?
00
U
<
CY
N
N
(0
N
In
w
(.0
0
w
In
CL
0.
Lu
-J
L)
Lu
ce
Ui
N
