ࡱ > bjbj > x x & & i i i i i } } } 8 4 } E B . D D D D D D D EG I D i E! E! E! D i i D $ $ $ E! ^ i i D $ E! D $ $ 2 Z4 P hB } ! R 3 " D D 0 E 3 J ! J D Z4 J i Z4 8 0 & " $ H d D D }" t E E! E! E! E! J & / : 04G1R270 / 89
DEGREE OF BACHELOR OF SCIENCE IN MATHEMATICS WITH GERMAN
DESIGNATED DEGREE OF BACHELOR OF SCIENCE IN MATHEMATICS WITH GERMAN
Students must also comply with the University General Regulations and the Supplementary Regulations for the Degree of Bachelor of Science.
The table below lists the compulsory courses for this degree together with the overall number of credit points required in each programme year.
PROGRAMME YEAR 1 120 Credit PointsFirst Half-SessionSecond Half-SessionCourse CodeCourse TitleCredit PointsCourse CodeCourse TitleCredit PointsMA 1005Calculus I15MA 1508Calculus II15MA 1006Algebra15GERMAN FOR AB INITIO CANDIDATESGM 1054German for Beginners 115GM 1554German for Beginners 215EITHER
GM 1049Background to German Beginners 115OR
GM 1549Background to German Beginners 215Note: Although only one of GM 1049 and GM 1549 is compulsory, intending Honours students normally take both courses.Plus further courses to be chosen with the agreement of your Adviser of Studies to give an overall total of 120 credit points.GERMAN FOR STUDENTS WITH MORE ADVANCED GERMAN LANGUAGE SKILLSGM 1052Modern German Culture 115GM 1552Modern German Culture 215Note: Although only one of GM 1052 and GM 1552 is compulsory, intending Honours students normally take both courses.Plus further courses to be chosen with the agreement of your Adviser of Studies to give an overall total of 120 credit points.
PROGRAMME YEAR 2 120 Credit PointsFirst Half-SessionSecond Half-SessionCourse CodeCourse TitleCredit PointsCourse CodeCourse TitleCredit PointsMA 2004Sets and Algebraic Structures 15MA 2506Linear Algebra 15MA 2005Introduction to Analysis15MA 2507Advanced Calculus15GERMAN FOR AB INITIO CANDIDATESGM 2040German Language (Advanced Introductory) 115GM 2540German Language (Advanced Introductory) 215Plus further courses to be chosen with the agreement of your Adviser of Studies to give an overall total of 120 credit points.GERMAN FOR STUDENTS WITH A HIGHER OR A-LEVEL PASS IN GERMANGM 2042German Language 315GM 2542German Language 415Plus further courses to be chosen with the agreement of your Adviser of Studies to give an overall total of 120 credit points.
JUNIOR HONOURS
PROGRAMME YEAR 3 120 Credit pointsFirst Half-SessionSecond Half-SessionCourse CodeCourse TitleCredit PointsCourse CodeCourse TitleCredit PointsGM 3050German Language Study 530MX 3020Group Theory15MX 3522Complex Analysis 15MX 3021Further Real Analysis15MX 3531Rings and Fields15One of the two courses lists below:MX 3532Metric and Topological Spaces15MX 3022Optimisation and Numerical Analysis 15MX 3023Mechanics A15
2012/2013
SENIOR HONOURS
PROGRAMME YEAR 4 - 120 Credit PointsThree courses from those listed below:
Four courses from the list of available Special Options or, with the permission of the Head of Mathematical Sciences, three courses from the list of available Special Options and MX 3533.
MX 3022Optimisation and Numerical Analysis (See Note (iii))15MX 3023Mechanics A (See Note (iii))15MX 4082Galois Theory 15MX 4083Measure Theory15MX 4085Nonlinear Dynamics and Chaos Theory (i)15One of the two courses listed below:MX 4020Project15MX 4021External Project15A graduating curriculum for the Honours programme must include 90 credit points from Level 4 courses.
2013/2014
SENIOR HONOURS
PROGRAMME YEAR 4 - 120 Credit PointsThree courses from those listed below:
Five courses from the list of available Special Options or, with the permission of the Head of Mathematical Sciences, three courses from the list of available Special Options and MX 3533.
MX 3022Optimisation and Numerical Analysis (See Note (iii))15MX 3023Mechanics A (See Note (iii))15MX 4082Galois Theory 15MX 4083Measure Theory15One of the two courses listed below:MX 4520Project15MX 4022External Project15A graduating curriculum for the Honours programme must include 90 credit points from Level 4 courses.
Notesi.Where alternatives are offered, choice may be restricted by timetable constraints.ii.Designated Programme:
See Supplementary Regulation 1
A minimum curriculum at Level 3 must include at least 90 credit points from the courses listed in the Honours programme of which 30 credit points must be from a Level 3 German language course (currently GM 3050).iii.A graduating curriculum for the honours degree must include 90 credit points from Level 4 courses.
This information whilst correct at the time of going to press, is subject to alteration without notice. Courses of choice agreed with Adviser may be restricted by degree regulations or timetabling, and are subject to approval by your Advisers of Studies.
PAGE
PAGE
The operates a flexible modular degree structure and details of all the degree programmes available can be accessed through the University web pages at:
http://www.abdn.ac.uk/registry/calendar
Descriptions of all courses can be found in the Catalogue of Courses or on the University web pages at:
http://www.abdn.ac.uk/registry/courses FILENAME \p Z:\Academic Services\Calendar 2012-2013\Volume 4 - Science\Mathematics with German - 04G1R270-89.doc
H l
8
@
G
N
W
Y
Z
\
]
d
e
p
q
s
u
|
}
ҹҮҮҹҹvvkhh 6CJ OJ QJ he CJ OJ QJ hh CJ OJ QJ hO h& CJ OJ QJ h& CJ OJ QJ hO h{, CJ OJ QJ h' 5CJ OJ QJ h{, CJ OJ QJ h{, 5CJ OJ QJ \^J h{, 5CJ OJ QJ hoz7 OJ QJ hoz7 5h 5OJ QJ hoz7 5OJ QJ hoz7 * H $
h $If a$gd:$
gdoz7
h d6 gdoz7 gdoz7 $
h d6 a$gdoz7 gdoz7 $a$gdoz7
h $If gd:$ h kd $$If T l 4 $ ' 0 ' 4
l aBf4yt#T T
+
8
F
G
O
Z
]
s s s s s s n a a s
h $If gd:$ Fft $
h $If a$gd:$ { kd $$If T l 4 0 $ 0 ' 4
l aBf4yt#T T ]
e
q
t
u
}
Ff $
h $If a$gd:$
h $If gd:$
0 $
h $If a$gd:$ kd $$If T l \ $ F ( 0 ' 4
l aBp( yt T
~ ~ k ~ ~ k $
h $If a$gdh
h $If gdh q kd $$If T l 4 $ ' 0 ' 4
l aBf4p
yt:$ T
7 ' ' '
h $If gd:$ kd $$If T l 4 ֈ X $ F n M 8 0 ' 4
l aBf4yt#T T
" # % & - . N O Q S G H I P C
D
- 5 [ \ c j k ɾ}}}}}} hN CJ OJ QJ h' 5CJ OJ QJ hoz7 CJ OJ QJ hoz7 5CJ OJ QJ \^J hoz7 5CJ OJ QJ hoz7 OJ QJ hh 5CJ OJ QJ h{, 5CJ OJ QJ hh 6CJ OJ QJ hh hh CJ OJ QJ hh CJ OJ QJ h{, CJ OJ QJ 1 # & . O R
h $If gd:$ $
h $If a$gd:$ R S 7 $ $
h $If a$gdh kd5
$$If T l 4 ֈ X $ F n M 8 0 ' 4
l aBf4yt#T T H { $
h $If a$gdh q kd $$If T l 4 $ ' 0 ' 4
l aBf4p
yth T H I { $
h $If a$gdh q kdT $$If T l 4 $ ' 0 ' 4
l aBf4p
yth T ~ ~ k ~ ~ k $
h $If a$gdh
h $If gdh q kd $$If T l 4 $ ' 0 ' 4
l aBf4p
yt:$ T D
: ' $
h $If a$gdh kd $$If T l ֈ X $ F n M 8 0 ' 4
l aByt#T T D
E
{ $
h $If a$gd:$ q kd $$If T l 4 $ ' 0 ' 4
l aBf4p
yth T
w $
h $If a$gd$W
h d6 gdoz7 h kd $$If T l 4 $ ' 0 ' 4
l aBf4yt:$ T
h $If gd$W h kdz $$If T l 4 $ ' 0 ' 4
l aBf4yt#T T - ; G T b c k s s s s s s n a
h $If gd$W Ff $
h $If a$gd$W { kd $$If T l 4 0 $ 0 ' 4
l aBf4yt#T T k
h $If gd$W $
h $If a$gd$W
h $If gdN : - -
h $If gd$W kd $$If T l ֈ X $ F n M 8 0 ' 4
l aByt#T T
h $If gd$W $
h $If a$gd$W w 2 4 # % M װvi\i h& 57CJ OJ QJ h 57CJ OJ QJ hz CJ OJ QJ h$ hu CJ OJ QJ h$ CJ OJ QJ h$ 5CJ OJ QJ hz h$ 5CJ OJ QJ h$ 57CJ OJ QJ ^J hh 5CJ OJ QJ hh hh CJ OJ QJ hh CJ OJ QJ hoz7 5CJ OJ QJ hN CJ OJ QJ hoz7 CJ OJ QJ : ' $
h $If a$gd$W kdl $$If T l ֈ X $ F n M 8 0 ' 4
l aByt#T T > A I s v n n $
h $If a$gd$W
h $If gd$W n kd $$If T l 4 $ ' 0 ' 4
l aBf4p
T v w : ' $
h $If a$gdh kd $$If T l ֈ X $ F n M 8 0 ' 4
l aByt#T T 3 { $
h $If a$gdh q kd $$If T l 4 $ ' 0 ' 4
l aBf4p
yth T 3 4 < N Q Y k n n n $
h $If a$gdh
h $If gdh n kd $$If T l 4 $ ' 0 ' 4
l aBf4p
T n o : ' $
h $If a$gdh kdB $$If T l ֈ X $ F n M 8 0 ' 4
l aByt#T T $ { k k $
h $If a$gdr $
h d6 a$gdT\ q kd $$If T l 4 $ ' 0 ' 4
l aBf4p
yth T $ % 8 L
h $If gdr h kdi! $$If T l 4 $ ' 0 ' 4
l aBf4ytr T L M Y f t s s s s s s n ^
h $If gdr Ff$ $
h $If a$gdr { kd" $$If T l 4 0 $ 0 ' 4
l aBf4ytr T ] M M 7 $
h d6 $If a$gdr
h $If gdr kd& $$If T l 4 F X $ 8 0 ' 4
l aBf4ytr T $
h $If a$gdr $
h $If a$gdr
h $If gdr 7 ' '
h $If gdr kd' $$If T l 4 ֈ X $ n M 8 0 ' 4
l aBf4ytr T 0 3 $
h $If a$gdr
h $If gdr $
h d6 $If a$gdr 3 4 X 7 $ $
h $If a$gdr kdH) $$If T l 4 ֈ X $ n M 8 0 ' 4
l aBf4ytr T X ` ~ : kd* $$If T l 4 \ X $ n M 8 0 ' 4
l aBf4ytr T $
h $If a$gdr
h $If gdr J : :
h $If gdr kd, $$If T l 4 \ $ 0 ' 4
l aBf4yt
T $
h $If a$gdr J 7 '
h d6 gd 0 $
h d6 a$gd$ kd:- $$If T l 4 \ $ 0 ' 4
l aBf4yt
T $
h $If a$gdr : b g kdX. $$If T l 4 $ ' 0 ' 4
l aBf4T $
p $If a$gd$W $
h d6 a$ gd
h d6 gd 0 5 ; B C _ e l m { , ŻŻϫ~o~e h CJ OJ QJ h 5CJ OJ QJ \^J h 5CJ OJ QJ h& h 5OJ QJ h 0 OJ QJ h' CJ OJ QJ h' hPe1 h' 5CJ OJ QJ ^J h CJ OJ QJ hN CJ OJ QJ hoz7 CJ OJ QJ hoz7 5CJ OJ QJ \^J hoz7 5CJ OJ QJ h 0 57CJ OJ QJ %: ; 6 9 o ` Q ? $
p $If a$gd$W
p $If gdN
p $If gd$W } kd. $$If T l 4 0 x$ 0 ' 4
l aBf4yt] T $
p $If a$gd] 9 : ; C ` c d O = $
p $If a$gd$W kd/ $$If T l 4 G\ h
x$ ~ 0 ' 4
l aBf4T
p $If gd$W d e m | ^ O @ . . $
p $If a$gd$W
p $If gdN
p $If gd$W kd)1 $$If T l 4 \ h
x$ ~ 0 ' 4
l aBf4T ^ O O = = $
p $If a$gd$W
p $If gd$W kdo2 $$If T l 4 \ h
x$ ~ 0 ' 4
l aBf4T ^ O @ . O $
p $If a$gd$W
p $If gdN
p $If gd$W kd3 $$If T l 4 \ h
x$ ~ 0 ' 4
l aBf4T ^ L =
p $If gd$W $
p $If a$gd$W kd4 $$If T l 4 \ h
x$ ~ 0 ' 4
l aBf4T
u u c u $
p $If a$gd$W
p $If gd$W z kdA6 $$If T l 4 H 0 x$ 0 ' 4
l aBf4T
' * + ^ O O = O $
p $If a$gd$W
p $If gd$W kd7 $$If T l 4 \ h
x$ ~ 0 ' 4
l aBf4T + , [ O $$If a$gd' kd[8 $$If T l 4 \ h
x$ ~ 0 ' 4
l aBf4yt' T s s $
p $If a$gd
d6 gd j kd9 $$If T l 4 $ ' 0 ' 4
l aBf4yt' T $
p $If a$gd j kdJ: $$If T l 4 $ ' 0 ' 4
l aBf4yt T r r ` r $
p $If a$gd
p $If gd } kd: $$If T l 4 0 x$ 0 ' 4
l aBf4yt T " % & [ L L : L $
p $If a$gd
p $If gd kd; $$If T l 4 G\ h
x$ ~ 0 ' 4
l aBf4yt T & ' / > A B [ L L : : $
p $If a$gd
p $If gd kd'= $$If T l 4 \ h
x$ ~ 0 ' 4
l aBf4yt T B C K Z ] ^ [ L L : : $
p $If a$gd
p $If gd kds> $$If T l 4 \ h
x$ ~ 0 ' 4
l aBf4yt T ^ _ [ I :
p $If gd $
p $If a$gd kd? $$If T l 4 \ h
x$ ~ 0 ' 4
l aBf4yt T r r ` r $
p $If a$gd
p $If gd } kd A $$If T l 4 H 0 x$ 0 ' 4
l aBf4yt T [ L L : L $
p $If a$gd
p $If gd kdA $$If T l 4 \ h
x$ ~ 0 ' 4
l aBf4yt T [ O $$If a$gd kd1C $$If T l 4 \ h
x$ ~ 0 ' 4
l aBf4yt T ! ' ( | } ~ B Z
ȾȪȪȾ}y}y}y}yoioie hh
hh 0J j hh 0J Uh j h U hoz7 h?P hu CJ OJ QJ h CJ OJ QJ h 0 CJ OJ QJ hYc CJ OJ QJ h4( CJ OJ QJ hoz7 CJ OJ QJ hoz7 OJ QJ hoz7 5OJ QJ h OJ QJ h CJ OJ QJ h hPe1 h 5CJ OJ QJ ^J ' ! ' l $
h d6 $If a$gd$W
h d6 gd 0 j kd}D $$If T l 4 $ ' 0 ' 4
l aBf4yt T ' ( + ~ y $$If a$gd$W $
h d6 $If a$gd$W a kd E $$If l 4 0 4
l af4 ~ u i i i $$If a$gd$W $
h d6 $If a$gd$W q kdE $$If l 0 n R > 0 4
l a u i $$If a$gd$W $
h d6 $If a$gd$W q kd>F $$If l 0 n R > 0 4
l a y ^ Y W W W W W W gdoz7 $
h d6 ^`a$gdT\
h d6 ^ gdoz7 q kdF $$If l 0 n R > 0 4
l a
\ $
hp dh $If ] a$gdf^ h]hgda &`#$gd~3 &`#$gd_ Ȳॐoc_X hoz7 h?P h hQ hh <CJ aJ hO <CJ aJ mH nH sH u hQ hh <CJ aJ mH sH (j hQ hh <CJ UaJ mH sH hh 57CJ OJ QJ +hSM hh 57B*CJ OJ QJ ^J ph /hSM hh 0J 7>* B*CJ OJ QJ ^J ph hh 7CJ OJ QJ hh
hh 0J j hh 0J U gdoz7 r kdlG $$If T l w" "
0 4
l a p
T < . . . ) ( ) ( ) ( ) ( ) ( ) 00
P 8$ :p+8
/ =!"#$% Dp $$If B!v h5 '#v ':V l 40 ' 5 '/ 4 aBf4yt#T T $$If B!v h5 5#v #v:V l 40 ' 5 5/ / / / 4 aBf4yt#T T $$If B!v h5 F5 55n5M 58#v F#v #v#vn#vM #v8:V l < 0 ' 5 F5 55n5M 58/ / / / /
/ / / 4 aBp< yt#T T kd~ $$If T l ֈ X $ F n M 8 < 0 ' 4
l aBp< yt#T T $$If B!v h5 F5 55n5M 58#v F#v #v#vn#vM #v8:V l < 0 ' 5 F5 55n5M 58/ / / / /
/ / / 4 aBp< yt#T T kd $$If T l ֈ X $ F n M 8 < 0 ' 4
l aBp< yt#T T $$If B!v h5 F5 55#v F#v #v#v:V l ( 0 ' 5 F5 55/ / / / / / 4 aBp( yt T $$If B!v h5 '#v ':V l 4 0 ' 5 '/ 4 aBf4p
yt:$ T m$$If B!v h5 F5 55n5M 58#v F#v #v#vn#vM #v8:V l 40 ' 5 F5 55n5M 58/ / / / /
/ / / 4 aBf4yt#T T m$$If B!v h5 F5 55n5M 58#v F#v #v#vn#vM #v8:V l 40 ' 5 F5 55n5M 58/ / / / /
/ / / 4 aBf4yt#T T $$If B!v h5 '#v ':V l 4 0 ' 5 '/ 4 aBf4p
yth T $$If B!v h5 '#v ':V l 4 0 ' 5 '/ 4 aBf4p
yth T $$If B!v h5 '#v ':V l 4 0 ' 5 '/ 4 aBf4p
yt:$ T g$$If B!v h5 F5 55n5M 58#v F#v #v#vn#vM #v8:V l 0 ' 5 F5 55n5M 58/ / / / /
/ / / 4 aByt#T T $$If B!v h5 '#v ':V l 4 0 ' 5 '/ 4 aBf4p
yth T $$If B!v h5 '#v ':V l 40 ' 5 '/ / 4 aBf4yt:$ T $$If B!v h5 '#v ':V l 40 ' 5 '/ 4 aBf4yt#T T $$If B!v h5 5#v #v:V l 40 ' 5 5/ / / / 4 aBf4yt#T T $$If B!v h5 F5 55n5M 58#v F#v #v#vn#vM #v8:V l < 0 ' 5 F5 55n5M 58/ / / / /
/ / / 4 aBp< yt#T T kd $$If T l ֈ X $ F n M 8 < 0 ' 4
l aBp< yt#T T g$$If B!v h5 F5 55n5M 58#v F#v #v#vn#vM #v8:V l 0 ' 5 F5 55n5M 58/ / / / /
/ / / 4 aByt#T T g$$If B!v h5 F5 55n5M 58#v F#v #v#vn#vM #v8:V l 0 ' 5 F5 55n5M 58/ / / / /
/ / / 4 aByt#T T $$If B!v h5 '#v ':V l 4 0 ' 5 '/ 4 aBf4p
T g$$If B!v h5 F5 55n5M 58#v F#v #v#vn#vM #v8:V l 0 ' 5 F5 55n5M 58/ / / / /
/ / / 4 aByt#T T $$If B!v h5 '#v ':V l 4 0 ' 5 '/ 4 aBf4p
yth T $$If B!v h5 '#v ':V l 4 0 ' 5 '/ 4 aBf4p
T g$$If B!v h5 F5 55n5M 58#v F#v #v#vn#vM #v8:V l 0 ' 5 F5 55n5M 58/ / / / /
/ / / 4 aByt#T T $$If B!v h5 '#v ':V l 4 0 ' 5 '/ / 4 aBf4p
yth T $$If B!v h5 '#v ':V l 40 ' 5 '/ 4 aBf4ytr T $$If B!v h5 5#v #v:V l 40 ' 5 5/ / / / 4 aBf4ytr T $$If B!v h5 5 55n5M 58#v #v #v#vn#vM #v8:V l < 0 ' 5 5 55n5M 58/ / / /
/ / 4 aBp< ytr T kd" $$If T l ֈ X $ n M 8 < 0 ' 4
l aBp< ytr T $$If B!v h5 5 58#v #v #v8:V l 40 ' 5 5 58/ / / 4 aBf4ytr T $$If B!v h5 5 55n5M 58#v #v #v#vn#vM #v8:V l 40 ' 5 5 55n5M 58/ / / /
/ / / / / / 4 aBf4ytr T $$If B!v h5 5 55n5M 58#v #v #v#vn#vM #v8:V l 40 ' 5 5 55n5M 58/ / / /
/ / / / / / 4 aBf4ytr T A$$If B!v h5 5n5M 58#v #vn#vM #v8:V l 40 ' 5 5n5M 58/
/
/ / / / / / 4 aBf4ytr T "$$If B!v h5 5 55#v #v #v#v:V l 40 ' +,5 5 55/ / / / / 4 aBf4yt
T $$If B!v h5 5 55#v #v #v#v:V l 40 ' +5 5 55/ / / / / 4 aBf4yt
T $$If B!v h5 '#v ':V l 40 ' 5 '/ 4 aBf4T $$If B!v h5 5#v #v:V l 4 0 ' +,5 5/ / / / 4 aBf4yt] T D$$If B!v h5 5~ 55#v #v~ #v#v:V l 4G0 ' +5 5~ 55/ / / / / / / / 4 aBf4T D$$If B!v h5 5~ 55#v #v~ #v#v:V l 4 0 ' +5 5~ 55/ / / / / / / / 4 aBf4T D$$If B!v h5 5~ 55#v #v~ #v#v:V l 4 0 ' +5 5~ 55/ / / / / / / / 4 aBf4T D$$If B!v h5 5~ 55#v #v~ #v#v:V l 4 0 ' +5 5~ 55/ / / / / / / / 4 aBf4T D$$If B!v h5 5~ 55#v #v~ #v#v:V l 4 0 ' +5 5~ 55/ / / / / / / / 4 aBf4T $$If B!v h5 5#v #v:V l 4H 0 ' +5 5/ /
/ 4 aBf4T D$$If B!v h5 5~ 55#v #v~ #v#v:V l 4 0 ' +5 5~ 55/ / / / / / / / 4 aBf4T J$$If B!v h5 5~ 55#v #v~ #v#v:V l 4 0 ' +5 5~ 55/ / / / / / / / 4 aBf4yt' T $$If B!v h5 '#v ':V l 4 0 ' 5 '/ 4 aBf4yt' T $$If B!v h5 '#v ':V l 40 ' 5 '/ 4 aBf4yt T $$If B!v h5 5#v #v:V l 4 0 ' +,5 5/ / / / 4 aBf4yt T J$$If B!v h5 5~ 55#v #v~ #v#v:V l 4G0 ' +5 5~ 55/ / / / / / / / 4 aBf4yt T J$$If B!v h5 5~ 55#v #v~ #v#v:V l 4 0 ' +5 5~ 55/ / / / / / / / 4 aBf4yt T J$$If B!v h5 5~ 55#v #v~ #v#v:V l 4 0 ' +5 5~ 55/ / / / / / / / 4 aBf4yt T J$$If B!v h5 5~ 55#v #v~ #v#v:V l 4 0 ' +5 5~ 55/ / / / / / / / 4 aBf4yt T $$If B!v h5 5#v #v:V l 4H 0 ' +5 5/ /
/ 4 aBf4yt T J$$If B!v h5 5~ 55#v #v~ #v#v:V l 4 0 ' +5 5~ 55/ / / / / / / / 4 aBf4yt T J$$If B!v h5 5~ 55#v #v~ #v#v:V l 4 0 ' +5 5~ 55/ / / / / / / / 4 aBf4yt T $$If B!v h5 '#v ':V l 4 0 ' 5 '/ 4 aBf4yt T $$If !v h5 #v :V l 40 5 4 af4 $$If !v h5 R5> #v R#v> :V l 0 5 R5> 4 a $$If !v h5 R5> #v R#v> :V l 0 5 R5> 4 a $$If !v h5 R5> #v R#v> :V l 0 5 R5> 4 a $$If !v h5 "#v ":V l
0 5 "4 p
T ^$ 2 0 @ P ` p 2 ( 0 @ P ` p 0 @ P ` p 0 @ P ` p 0 @ P ` p 0 @ P ` p 0 @ P ` p 8 X V ~ _HmH nH sH tH 8 ` 8 m N o r m a l _HmH sH tH \ @ \ H e a d i n g 1 $$
h d6 a$ 5OJ QJ kH ` ` H e a d i n g 2 $$
h d6 a$ 5CJ OJ QJ kH ^ ^ H e a d i n g 3 " $$
h d6 a$ 5OJ QJ kH f f H e a d i n g 4 * $$
h d6 ]a$ 5OJ QJ kH Z Z H e a d i n g 5 $$
h a$ 6CJ OJ QJ kH n n H e a d i n g 6 2 $$
h d6 ]^ a$ 5OJ QJ kH T T H e a d i n g 7 $
h 6CJ OJ QJ kH ` ` H e a d i n g 8 $ $
h d6 ^ 5OJ QJ kH Z Z H e a d i n g 9 $d6
h 5CJ OJ QJ kH D A` D D e f a u l t P a r a g r a p h F o n t V i@ V T a b l e N o r m a l :V 4 4
l a ( k ( N o L i s t X B@ X B o d y T e x t $
h d6 a$ 5OJ QJ kH R Q@ R B o d y T e x t 3 $d1 a$ 7CJ OJ QJ kH 4 @ 4 H e a d e r
9r 4 @ "4 F o o t e r
9r 0 U@ 10 H y p e r l i n k >*B*` P B` B o d y T e x t 2 $
h d6 a$ 5CJ OJ QJ kH n R Rn B o d y T e x t I n d e n t 2 $
p ^`a$ CJ OJ QJ kH. )@ a. P a g e N u m b e r l S rl B o d y T e x t I n d e n t 3
8 ^` CJ OJ QJ kH\ " \ C a p t i o n $ $
h d6 ]a$ 5OJ QJ kH n T n
B l o c k T e x t / $
h 0d6 ]0^a$ CJ OJ QJ kHD Y D D o c u m e n t M a p -D OJ QJ kHD D B a l l o o n T e x t CJ OJ QJ kHF V F F o l l o w e d H y p e r l i n k >*B* ph H C H ' B o d y T e x t I n d e n t x ^ j j >>
T a b l e G r i d 7 :V 0 B ' B b' C o m m e n t R e f e r e n c e CJ aJ 4 4 ! b' C o m m e n t T e x t > > b' C o m m e n t T e x t C h a r tH @ j @ # b' C o m m e n t S u b j e c t " 5\F 1F " b' C o m m e n t S u b j e c t C h a r 5\PK ! [Content_Types].xmlj0Eжr(Iw},-j4 wP-t#bΙ{UTU^hd}㨫)*1P' ^W0)T9<l#$yi} ;~@(Hu* Dנz/0ǰ $ X3aZ,D0j~3߶b~i>3\`?/[G\!-Rk.sԻ..a濭? PK ! ֧ 6 _rels/.relsj0 }Q%v/C/} (h"O
= C?hv=Ʌ%[xp{۵_Pѣ<1H0ORBdJE4b$q_ 6LR7`0̞O,En7Lib/Se е PK ! ky theme/theme/themeManager.xml M
@}w7c(Ebˮ CAǠҟ7՛K
Y,
e.|,H ,lxɴIsQ}#Ր ֵ+!,^$j=GW)E+&
8 PK ! P theme/theme/theme1.xmlYOo6w toc'vuر-Mn iP@I}úama[إ4:l ЯGRX^6؊>$ !)O^rC$y@ /yH*)UDb`}"qۋJחX^)I`nEp)liV[]1M<OP6r=zgbIguSe bORD۫qu gZo~ٺlAplxpT0+[}`j zA V2Fi@qv֬5\|ʜ̭NleXd sjcs7f
W+Ն7` g ȘJj|h(KD-
dXiJ؇(x$( :;˹! I_TS 1?E ??ZBΪmU/ ?~xY'y5g&/ɋ>GMGeD3Vq%'#q$8K )fw 9:ĵ
x}rxwr:\TZaG*y8IjbRc|XŻǿI
u3KGnD 1NIBs
RuK>V.E L+M2#'fi ~V vl{u8z H
* :( W ☕
~JTe\O*tHGHY }KNP*ݾ˦ TѼ9/#A7qZ $*c?qUnwN%Oi4 =3ڗP
1Pm \\9Mؓ2aD];Yt\[x]}Wr|]g-
eW
)6-rC Sj
id DЇAΜIqbJ#x꺃 6k#ASh&ʌt(Q% p%m&]caS l=X\P1Mh9MVdDAaVB[݈fJíP|8 քAV^f
Hn- "d>znNJ ة>b&2vKyϼD:,AGm\nziÙ .uχYC6OMf3or$5N HT[XF64T,ќM0E)`#5XY`פ ;%1U٥m;R>QD DcpU'&LE/pm%]8firS4d 7y\`JnίI R 3U~7+#m qBiDi*L69mY&iHE=(K&N!V.KeLDĕ{D vEꦚdeNƟe(MN9ߜR6&3(a/DUz<{ˊYȳV)9Z[4^n5!J?Q3eBoCM m<.vp IYfZY_p[=al-Y}Nc͙ŋ4vfavl'SA8|*u{-ߟ0%M07% < ҍ PK !
ѐ ' theme/theme/_rels/themeManager.xml.relsM
0wooӺ&݈Э5
6?$Q
,.aic21h:qm@RN;d`o7gK(M&$R(.1r'JЊT8V"AȻHu}|$b{ P8g/ ]QAsم(#L[ PK- ! [Content_Types].xmlPK- ! ֧ 6 + _rels/.relsPK- ! ky theme/theme/themeManager.xmlPK- ! P theme/theme/theme1.xmlPK- !
ѐ ' theme/theme/_rels/themeManager.xml.relsPK ]
"
% 8 L S ]
R H D
k v 3 n $ L 3 X : 9 d
+ & B ^ ' ~ ! " # $ & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 9 : ; < = > ? @ A B C D E F G H I J K M N O P Q R T ! ! 8 @ 0 (
B
S ? p p p . * 6 6 = *urn:schemas-microsoft-com:office:smarttags PlaceType 9 *urn:schemas-microsoft-com:office:smarttagsplace = *urn:schemas-microsoft-com:office:smarttags PlaceName pO ( ) 1 7 3 u u " # - . N O Q S I P i j k w 2 4
5 A B C _ k l m {
&
&
! ! | } :\ nMi N Mfa m N a4"r 17 Lr4 w9vyz H g L
DZ
: L I q: U s ( x +; 4C Q mQ U u m ? %m ? o+ : - ZD z Q ,/ F S &
, > ( 9 > z < :f 2n V m t { h \I
x- 5 ^ ik n `o [z , ' ? $^ a $d { s!
" "" 3" wH" I" %# [G# V# *$ :$ U$ M% 7% l& Sg& ' b' yh' `v' ( 6( ( (( J( r( x.) ]L) S) ^) p) /* D* 1F* Hd* x*
+
+ L+ -+ 6<+ T?+ JO+ Q,
, , J, +, +, )E, K, lN, O, p, }- 3- /?- d- p- . = . .)/ sk/ Po/ Q0 2Z0 g 1 1 y1 &2 O3 3 J3 N3 W3 a3 e3 ~3 4 (F4 \|4 5 V5 u6 D7 \x7 oz7 D8 x 8 8 8 v8 .9 Z]9 2: @V: n: ; M:; >; @; E; T; ; #< h8< b< v< 3 = =Y= v= O> > > +> J> W> nX> 5Z> ? %? @-? _? r? w? @ @ 6@ 8@ 8@ A )A 7A "DA gA jA B .B Q3B TB YB iB C C
C 2C jC 4D ND ;dD &E n7E jE # O :հ 8 <:U y[U qU > V V IV [V .iV %W X $X -X 1$Y %Y IY _KY tY Z \ Z [ 7[ n8[ -F[ K[ T[ u[ Ou[ D:\ ] ]
^ /*^ 7^ G^ J^ M^ f^ _ H_ ` B` ^` t` a a 4a 9a ua aob gc d v5d hd xd [e f Df fif nf #g $2g ]\g h eh Jh 0h o Ko mp Lp 7Tp ap jkp #q Aq h}q ~r pr 6s kAs *}s 4~s u t i5t 7t Dt bRt xt }t u 'u Vu v aAv nv 3w >x x 9x i/y z Fz qPz \Zz { K;{ [D{ 5R{ u{ D|{ E| 8| L| N| R| d| } J} L} *~ 6~ `E~ ee~ o~ J (` Gf s ' O F N X j x w !< H M RQ \ Nm * & 7 YM [ )u v Z x & Y \ 4 Z( M 7k Vr T ' -? M OR 6 g 3 "v
8 pB B Z h # `6 ' : M f z H< J 8N [ M ) 0 V X T^ #k x; [ .] Oi l 7 H
u v 31 b q w P V _$ / F p ( T- rK 6 H f !! ` g 3j w *E m x # S o `) Y h : (E lZ ]
U t yv ; 4C z ! / +I p '& E ?_ m % 4( OH K N CY j kE *. 3 K B L h i x G rX
U4 t5 K |X zy 8 ( ( , A? dI J {, J S u
h " Du / - 9 ,) h u " $ P $½ ^ b g 2 D 1 < C 2 H8 tL #` Vn & 0 F \ &s *x z } R _V ~ &( j] bs w $ L O 5U _7 : o J! \! % x | ( OY ~] -o @" B >T ] c = +O 2 %s 3 \t ) e7 ,G x2 I@ W \ u 3 y7 C s @[ g .7 \ Y( H Y *g , > W n # B H z c u 7 ,M ] a w| 3 P ~ j
z ?P _ 6x { m F u | 3T da N ~# u= k p y j , :
O bO w \ YA ^ u x ^ 0 n: dD fT Yc 2h xz > @ c N $+ f
$ 1 Z@ qa 2e
8 8 O Y ~ [ + @ $ & D >M I d n f= 9 d P o` #o
b ' ^ hy
# ^- AD I ?{ L
Pu 8 5R m Y. C K n 7v V# 6 r y % a - X4 lT h \7 m: >> b o Ax i4 V5 O ~ W ( X J3 .T Tu (v ( T\ |$ 6 9U 6 ; { ) j l| 2 V \w 4 u f ~ Uf @ X @ U n k n o w n G * T i m e s N e w R o m a n 5 S y m b o l 3. * A r i a l 3 * T i m e s c C G T i m e s ( W 1 ) T i m e s N e w R o m a n 5. * a T a h o m a ?= * C o u r i e r N e w ; W i n g d i n g s A B C a m b r i a M a t h " A h Ȇ%$':% | % " % " ! 24 d 3q HX
? ] 2 ! x x 2 D E G R E E O F M A S T E R O F A R T S I N A C C O U N T A N C Y ( 0 1 N 4 0 0 7 0 ) S h o n a P o t t s a d r 1 4 1 D
Oh +'0 ( 8 D
d p |
4 DEGREE OF MASTER OF ARTS IN ACCOUNTANCY (01N40070) Shona Potts Normal.dotm adr141 37 Microsoft Office Word @ R @ @ @ gB % ՜. +,D ՜. +,` h p |
" 3 DEGREE OF MASTER OF ARTS IN ACCOUNTANCY (01N40070) Title P < D _NewReviewCycle
! " # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M N O P Q R S T U W X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l m n o p q r s t u v w x y z | } ~ R o o t E n t r y F hB D a t a
V H 1 T a b l e { J W o r d D o c u m e n t
> S u m m a r y I n f o r m a t i o n ( D o c u m e n t S u m m a r y I n f o r m a t i o n 8 M s o D a t a S t o r e hBP hB S 1 I U C W O Z U 0 = = 2 hBP hB I t e m
P r o p e r t i e s U C o m p O b j
y
F' Microsoft Office Word 97-2003 Document
MSWordDoc Word.Document.8 9q