2005 - CEMC - University of Waterloo

Canadian
Mathematics
Competition
An activity of the Centre for
Education in Mathematics and Computing,
University of Waterloo, Waterloo, Ontario
2005
Results
Fryer Contest
(Grade 9)
Galois Contest
(Grade 10)
Hypatia Contest
(Grade 11)
C.M.C. Sponsors:
Concours
canadien de
mathématiques
Une activité du Centre d’éducation
en mathématiques et en informatique,
Université de Waterloo, Waterloo, Ontario
2005
Résultats
Concours Fryer
(9e année – Sec. III)
Concours Galois
(10e année – Sec. IV)
Concours Hypatie
(11e année – Sec. V)
C.M.C. Supporters:
Canadian Institute of Actuaries
Institut canadien des actuaires
Chartered Accountants
Comptables agréés
Great West Life and London Life
London Life, compagnie d’assurance-vie
et La Great-West, compagnie
d’assurance vie
Sybase
iAnywhere Solutions
c
2005
Waterloo Mathematics Foundation
Competition Organization
Organisation du Concours
Canadian Mathematics Competition Faculty and Staff /
Personnel du Concours canadien de mathématiques
Barry Ferguson (Director)
Ed Anderson
Lloyd Auckland
Peter Crippin
Mike Eden
Judy Fox
Judith Koeller
Joanne Kursikowski
Angie Lapointe
Matthew Oliver
Larry Rice
Linda Schmidt
Kim Schnarr
Carolyn Sedore
Ian VanderBurgh
Problems Committee / Comité des problèmes
Jim Nakamoto (Chair / président), Sir Winston Churchill S.S., Vancouver, BC
Rad de Peiza, Toronto, ON
Barry Ferguson, University of Waterloo, Waterloo, ON
Nerissa Garcia, St. Marguertie d’Youville Catholic S.S., Mississauga, ON
Judith Koeller, University of Waterloo, Waterloo, ON
André Ladouceur, Gloucester, ON
Peter O’Hara, Glendale H.S., Tilsonburg, ON
2
Comments on the Papers
Commentaires sur les épreuves
Overall Comments
The year 2005 marked the third writings of the Fryer, Galois and Hypatia Contests. One of the main reasons
for the creation of the FGH Contests was to give students in Grades 9, 10 and 11 an opportunity to write full
solutions in a math contest setting. We continue to be happy with the results on these papers. We were delighted
this year to see an increase in the number of participants in these Contests, and hope to see this trend continue
as more students discover the joy of writing math contests and writing full solutions. In general, the students
writing these Contests are doing a good job of writing clear solutions to the problems. The averages on the
Fryer, Galois and Hypatia Contests this year were 26.2, 22.3 and 25.8, respectively. We will continue to try to
keep the averages on these papers in this range. Here are some specific comments on the problems on these papers.
Fryer Contest
1. Average: 7.7
Students had good success on the whole with this problem. In general, students understood the subtraction
principle used to calculate the area of a ring. The inverse problem in (c) of finding the radius given the area
was well done by the better students. A common error in this problem was using the wrong formula for the
area of a circle. Most who did this still managed to understand the correct process and so obtained most
of the marks. A large proportion of students substituted an approximation for π (such as 3.14) instead of
leaving their answers in terms of π.
2. Average: 8.2
This problem was well done and well explained overall.
3. Average: 7.3
Problem 3 was well handled. The main thing that students had to recognize was that the sides of the triangle
had to be multiples of 3, 4 and 5. In (a), most students recognized that there was one answer since only 28
is a multiple of 4, but not of 3 or 5. In (b), students used many different approaches to determine the one
possible triangle. In (c), there were three possible triangles – students did a good job of calculating their
areas once they obtained the triangles.
4. Average: 3.1
The first key in Problem 4 was to read and understand the question. Overall, students managed to do this
and achieve good success in (a). In (b), there were two important facts which led those who recognized them
to a solution – first, the largest sub-segment is the length of the whole segment, and second, there cannot be
multiple occurrences of the same length of basic sub-segment. There were a few different approaches to recognizing the pattern in (c). It is interesting to note the connection with Problem 4 on the 2004 Fryer Contest.
Galois Contest
1. Average: 7.5
Problem 1 was well done. In (a), some students calculated 17 + 11 × 5 = 72, which is the 12th term in the
sequence. In (b), some students wrote down general forms for the terms in the two sequences: 17 + 5n and
13 + 15n. By equating these two and solving for n, they got n = 52 which they rejected because it is not an
integer. The problem with this approach is that it only rules out equal terms having the same index in both
sequences – it does not rule out the possibility that, for example, the 4th term in the first sequence equals
the 7th term in the second sequence. Students tended to have more success with arguments dealing with
the possible units digits in the two sequences. Part (c) was very well done.
2. Average: 6.8
In Problem 2, (a) and (b) were very well done. In (c), many students discussed several, but not all, possible
cases involving the placement of the 5. The argument can be simplified by noticing that the placement of the
even tiles does not change the fact that the sum of a row or column is even or odd – it is only the placement
of the 5 that matters.
3
Comments on the Papers
Commentaires sur les épreuves
3. Average: 4.3
In (a), most students observed that each pair of rows in Crate B has 19 rows. Some then calculated the
2
number of rows in Crate B to be 200 × 19
, ending up with a fractional number of rows and rounding up to
22. Part (b) was quite well done. Many students applied their
√ result from (b) in (c), but a common error
was assuming that every pair of rows had a height of 10 + 5 3, not allowing for the “dip” that happens in
every pair of adjacent rows.
4. Average: 3.8
Many students were successful in (a). Common errors included including only one end of the cylinder in
its surface area, or using the radius or diameter of the circle rather than its circumference in calculate the
area of the lateral surface. In Problem (b), many students obtained part marks for isolating H = 43 r and
r + 2H = s. Only a few were able to continue to eliminate other variables to obtain an equation in terms of
h and H only.
Hypatia Contest
1. Average: 8.8
Problem 1 test various skills in algebra and was very well done. Each of the three parts tested different skills.
2. Average: 8.4
The three parts of Problem 2 asked students to apply the various rules of the game in slightly different
situations. Students tended to do very well on this problem and tended to write good explanations of their
work. This problem had the advantage (or disadvantage perhaps) that Gwen can win by doing almost
anything in (b) and (c), but may not win very efficiently. So students succeeded in solving the problem, but
not necessarily in the best possible way.
3. Average: 6.0
Problem 3 was an interesting problem because of the variety of different possible approaches. Many students
had correct answers, but received only 8 or 9 out of 10 because of minor problems (such as a lack of detail)
in their solutions. Many students received 4 marks in (a) and were unable to make the connection with (b).
4. Average 2.7
In Problem 4, (a) and (b) had good success, while very few students even attempted (c). This last part
can be generalized to prove that the average number of local peaks in all arrangements of {1, 2, 3, . . . , n} is
1
3 (n − 2).
Please visit our website at www.cemc.uwaterloo.ca to download the 2005 Fryer, Galois and Hypatia
Contests, plus full solutions.
4
Comments on the Papers
Commentaires sur les épreuves
Commentaires généraux
L’année 2005 a marqué le troisième concours Fryer, Galois et Hypatie. Une des raisons principales pour la création
des concours FGH était de donner aux étudiants de 9e (sec. III), 10e (sec. IV) et 11e année (sec. V) une occasion
d’écrire des solutions complètes dans un environnement de concours de mathématiques. Nous continuons à être
content des résultats dans ces concours. Nous avons été enchantés cette année de voir une augmentation dans le
nombre de participants dans ces concours, et nous espérons que cette tendance continuera et que plus d’étudiants
découvriront la joie de participer aux concours de math et d’écrire des solutions complètes. En général, les étudiants
qui participent à ces concours font un bon travail en écrivant des solutions claires aux problèmes. Les moyennes
des concours Fryer, Galois et Hypatie cette année étaient 26,2, 22,3 et 25,8. Nous continuerons à essayer de garder
les moyennes de ces épreuves dans cette gamme. Voici quelques commentaires spécifiques sur les problèmes de ces
concours.
Concours Fryer
1. Moyenne : 7,7
Les étudiants ont eu du succès sur l’ensemble du problème. En général, les étudiants ont compris le principe
de soustraction à utiliser pour calculer laire d’un anneau. Le problème inverse dans (c), trouver le rayon
avec laire donné, à été bien réussit par les meilleurs étudiants. Une erreur commune dans ce problème était
dutiliser la mauvaise formule pour laire d’un cercle. Plusieurs ont réussi à comprendre le procédé et ont
obtenu la plupart des points. Une grande partie des étudiants ont substitué une approximation pour π (tel
que 3,14) au lieu de laisser leurs réponses dans le terme π .
2. Moyenne : 8,2
En général, ce problème a été bien fait et bien expliqué.
3. Moyenne : 7,3
Le problème 3 a été bien traité. La chose principale que les étudiants devaient reconnatre était que les ctés
du triangle devaient être des multiples de 3, 4 et 5. Dans (a), la plupart des étudiants ont reconnu qu’il y
avait quune réponse puisque seulement 28 est un multiple de 4, mais non de 3 ou 5. Dans (b), les étudiants
ont utilisé beaucoup d’approches différentes pour déterminer le seul triangle possible. Dans (c), il y avait
trois triangles possibles – les étudiants ont fait un bon travail en calculant laire une fois quils ont obtenu les
triangles.
4. Moyenne : 3,1
La première clef dans le problème 4 était de lire et comprendre la question. En général, les étudiants y sont
arrivés et ont réussi avec succès la partie (a). Dans (b), il y avait deux faits importants qui menaient, pour
ceux qui les ont reconnu, à une solution – premièrement, le plus grand segment est la longueur du segment
entier, et deuxièmement, il ne peut pas y avoir d’occurrences multiples de longueurs identiques de segment
de base. Il y avait quelques approches différentes pour reconnatre la modélisation dans (c). Il est intéressant
de noter la connexion avec le problème 4 du concours Fryer 2004.
Concours Galois
1. Moyenne : 7,5
Le problème 1 a été bien réussi. Dans (a), quelques étudiants ont calculé 17 + 11 × 5 = 72, qui est le 12e
terme dans la séquence. Dans (b), quelques étudiants ont écrit, des formes générales pour les termes dans
les deux séquences : 17 + 5n et 13 + 15n. En égalant les deux et trouvant la solution pour n, ils ont obtenu
n = 25 et qu’ils ont rejeté parce que ce n’est pas un nombre entier. Le problème avec cette approche est que
ceci élimine seulement les termes égaux ayant un index identique dans les deux séquences - il n’élimine pas
la possibilité que, par exemple, le 4e terme dans la première séquence est égal au 7e terme dans la deuxième
séquence. Les étudiants ont eu tendance à avoir plus de succès avec les arguments concernant les chiffres
unitaires possibles dans les deux séquences. La partie (c) était très bien faite.
5
Comments on the Papers
Commentaires sur les épreuves
2. Moyenne : 6,8
Dans le Problème 2, (a) et (b) ont été très bien fait. Dans (c), beaucoup d’étudiants ont discuté plusieurs,
mais pas tous, les cas possibles impliquant le placement du 5. L’argument peut être simplifié en remarquant
que le placement des carreaux égaux ne change pas le fait que la somme dune rangé ou d’une colonne est
paire ou impaire – seulement le placement du 5 est ce qui est important.
3. Moyenne : 4,3
Dans (a), la plupart des étudiants ont observé que chaque paire de rangs dans la caisse B a 19 rangs.
2
Quelques-uns ont ensuite calculé le nombre de rangs dans la caisse B comme étant 200 × 19
, finissant avec
un nombre fractionnaire de rangs et arrondi jusquà 22. La partie (b) a été tout à fait bien faite. Beaucoup
d’étudiants ont appliqués leur résultat
√de (b) dans (c), mais une erreur commune supposait que chaque paire
de rangs avait une hauteur de 10 + 5 3, ne tenant pas le compte de la diminution de chaque paire de rangs
adjacents.
4. Moyenne : 3,8
Beaucoup d’étudiants ont réussi (b). Les erreurs communes étaient dinclure seulement une extrémité du
cylindre dans laire de la surface, ou l’utilisation du rayon ou du diamètre du cercle au lieu de sa circonférence
dans le calcul de laire de la surface latérale. Dans le problème (b), beaucoup d’étudiants ont obtenu une
partie des point pour lisolation H = 43 r et r + 2H = s. Seulement quelques-uns ont pu continuer à éliminer
d’autres variables pour obtenir une équation dans les termes de h et H seulement.
Concours Hypatie
1. Moyenne : 8,8
Le problème 1 testait diverses compétences d’algèbre et a été bien fait. Chacune des trois parties ont testé
des compétences différentes.
2. Moyenne : 8,4
Les trois parties du problème 2 demandaient aux étudiants dappliquer les diverses règles du jeu dans des
situations légèrement différentes. Les étudiants ont eu tendance à faire très bien sur ce problème et ont
eu tendance à écrire de bonnes explications concernant leur travail. Ce problème avait l’avantage (ou le
désavantage peut-être) que Gwen peut gagner en faisant presque n’importe quoi dans (b) et (c), mais peut-être
pas gagner très efficacement. Donc les étudiants sont arrivés à résoudre le problème, mais pas nécessairement
de la meilleure façon.
3. Moyenne : 6,0
Le problème 3 a été un problème intéressant à cause de la variété d’approches différentes possibles. Beaucoup
d’étudiants avaient des réponses correctes, mais ont reçu seulement 8 ou 9 sur 10 à cause de problèmes mineurs
(tel qu’un manque de détail) dans leurs solutions. Beaucoup d’étudiants ont reçu 4 points dans (a) et ont
été incapables de faire la connexion avec (b).
4. Moyenne : 2,7
Le problème 4 (a) et (b) ont eu un bon succès, cependant très peu d’étudiants ont tenté (c). Cette dernière
partie peut être généralisé pour prouver que la moyenne du nombre de sommets locaux dans tous les arrangements de permutation {1, 2, 3, . . . , n} est 31 (n − 2).
Veuillez visiter notre site Web à www.cemc.uwaterloo.ca pour télécharger les concours Fryer, Galois
et Hypatie 2005, avec solutions complètes.
6
Enrollment
Inscription
Number of students registered by province /
Nombre d’étudiants inscrit par province
NL
NS
NB
PE
QC
ON
MB
SK
AB
BC
International
Total
Enrollment/
Inscription
35
103
147
8
518
7127
458
212
822
1404
803
11637
7
Student Rankings
Score/
Note
40
39
38
37
36
35
34
33
32
31
30
29
28
27
26
25
24
23
22
21
20
19
18
17
16
15
14
13
12
11
10
9
8
7
6
5
4
3
2
1
0
Fryer
Rank/
Position
1
11
25
39
81
140
248
425
717
954
1168
1393
1594
1772
1914
2076
2213
2333
2460
2572
2668
2762
2841
2912
2975
3035
3076
3129
3180
3219
3245
3276
3294
3317
3332
3343
3348
3354
3362
3364
Classements des élèves
Galois
Rank/
Position
1
5
16
27
46
72
104
149
205
289
350
427
515
613
734
891
1057
1239
1443
1617
1798
1966
2117
2251
2362
2465
2560
2653
2716
2757
2794
2829
2853
2871
2882
2887
2890
2899
2905
2906
2907
Hypatia/
Hypatie
Rank/
Position
1
17
28
34
49
75
169
291
418
563
682
815
978
1143
1286
1423
1541
1667
1787
1900
1998
2086
2164
2230
2274
2324
2377
2412
2436
2461
2486
2503
2515
2521
2524
2529
2530
N.B. These rankings pertain to ALL contestants /
N.B. Ces rangs se rapportent à TOUS concurrents
8
Fryer – Gold Standard
Palmarès individuel – Fryer
The top 25% of the competitors in each of the three Contests were divided into three categories: Gold Standard, Silver
Standard and Bronze Standard, in the ratio 1 : 2 : 3. The names of the those students achieving the Gold Standard (that is,
scoring in roughly the top 4%) are listed alphabetically below for each Contest.
Les candidats qui se classent dans le premier quart de classement dans chacun des trois concours ont été répartis en trois
catégories: le niveau or, le niveau argent et le niveau bronze, selon le ratio 1 : 2 : 3. Le nom des étudiants qui ont obtenu le
niveau or (c’est-à-dire ceux qui se classent parmi les premiers 4 p. 100) est donné par ordre alphatbétique ci-dessous pour
chaque concours.
Name/Nom
JOHN
ZACCHARY
KULJOT
ANNIE
DUSTIN
SEAN
JASON
SHALEV
MURPHY
RAM
DANIELLE
YASEMIN
DISHA
AMARVEER
JONATHAN
BRIAN
SIMON
TAYLOR
KYUYONG
CHRISTIN
JANICE
PHILIP
ROSS
ALEX
SIWEI
AH RAM
EDWARD
MINWOO
CHRIS
ANDY
NICOLE
JORDAN
RAY
LEO
DENISE
AKSHAY
SUHAS
POOYA
TIMOTHY
JOHN
MARLON
RACHEL
BRIAR
CARTER
CAN
ADAM
PRASHEN
ADLER
AIKMAN
ANAND
AU
AU
BAKER
BAKKER
BEN DAVID
BERZISH
BHASKAR
BOBRO SKY
BOLUK
BORA
BRAICH
BUNTING
BUT
CAI
CAO
CHA
CHAN
CHAN
CHAN
CHAUDHRY
CHEN
CHEN
CHO
CHOI
CHOI
CHOW
CHUANG
CHUN
CHUNG
CHUNG
CORTENS
DANISON
DESAI
DEVANGAM
DIBAJNIA
DRESSER
DU
DYCK
EMBREE
FINDLAY
GAUDETTE
GENCLER
GOSSELIN
GOVENDER
School/École
GLOUCESTER H.S.
ELMWOOD ELEM. SCHOOL
ERINDALE S.S.
CANADIAN INT’L SCHOOL OF HONG KONG
FRONTENAC S.S.
WESTMOUNT CHARTER SCHOOL
NEWMARKET H.S.
WATERLOO C.I.
ST. JOHN’S-RAVENSCOURT SCHOOL
ICAE
ST. GREGORY J.H.S.
GRANDVIEW HEIGHTS ELEM/J.H.S.
ICAE
CALGARY SCIENCE SCHOOL
ST. MARY C.S.S.
UPPER CANADA COLLEGE
THE YORKLAND SCHOOL
ALBERT CAMPBELL C.I.
ST. GEORGE’S SCHOOL
DAVID THOMPSON S.S.
UNIVERSITY OF TORONTO SCHOOLS
UPPER CANADA COLLEGE
WESTMOUNT CHARTER SCHOOL
QUEEN ELIZABETH H.S.
GRANDVIEW HEIGHTS ELEM/J.H.S.
HERITAGE WOODS SECONDARY
TOM BAINES SCHOOL
NEWMARKET H.S.
QUEEN ELIZABETH H.S.
CHARLES E. LONDON S.S.
HAVERGAL COLLEGE
ST. JOHN’S-RAVENSCOURT SCHOOL
ST. GEORGE’S SCHOOL
ST. MAURICE SCHOOL
MERRITT E. CALLAGHAN J.H.S.
ICAE
ICAE
LORNE PARK S.S.
NEWMARKET H.S.
F. E. OSBORNE H.S.
WESTMOUNT CHARTER SCHOOL
DR. JOHN HUGH GILLIS SCHOOL
HAVERGAL COLLEGE
MERRITT E. CALLAGHAN J.H.S.
USKUDAR AMERICAN ACADEMY
VINCENT MASSEY S.S.
ST. JOHN’S-RAVENSCOURT SCHOOL
9
Location/Endroit
GLOUCESTER, ON
EDMONTON, AB
MISSISSAUGA, ON
HONG KONG
KINGSTON, ON
CALGARY, AB
NEWMARKET, ON
WATERLOO, ON
WINNIPEG, MB
TROY, MI
CALGARY, AB
EDMONTON, AB
TROY, MI
CALGARY, AB
PICKERING, ON
TORONTO, ON
WILLOWDALE, ON
SCARBOROUGH, ON
VANCOUVER, BC
VANCOUVER, BC
TORONTO, ON
TORONTO, ON
CALGARY, AB
CALGARY, AB
EDMONTON, AB
COQUITLAM, BC
CALGARY, AB
NEWMARKET, ON
CALGARY, AB
RICHMOND, BC
NORTH YORK, ON
WINNIPEG, MB
VANCOUVER, BC
WINNIPEG, MB
ELMSDALE, PE
TROY, MI
TROY, MI
MISSISSAUGA, ON
NEWMARKET, ON
CALGARY, AB
CALGARY, AB
ANTIGONISH, NS
NORTH YORK, ON
ELMSDALE, PE
ISTANBUL, TURKEY
WINDSOR, ON
WINNIPEG, MB
Fryer – Gold Standard
Name/Nom
SHANNA
YUEYANG
CHENGCHENG
HAOSHUANG
NEIL
AUSTIN
ADAM
HARSHA
PO CHEN
CATALINA
DMITRI
RASHIDA
JANET
VITHUSHAN
YANGZI
NELSON
CHRIS
DAVID
JOE
DO YOUNG
SUSIE
ARTHI
ARUSH
DEVIN
SHELDON
ANDREA
DANIEL
DAVID
ANDY
BRIAN
CLAIRE
CHERYLJEAN
DAVID
ROCKY
ALBERT
SUNNY
RICHARD
PRATIMA
DREW
KUNAL
SHRAVANI
TIMMY
JAMES
SUDHARSHAN
ROBERT
TARA
SURYA
SWATHI
KEITH
COLIN
ZACH
COURTNEY
RICHARD
ROBERT
KYLE
JUSTEN
GRANT
GUAN
GUI
GUO
GURRAM
HA
HALSKI
HEBBALE
HSU
HWANG
IOUCHTCHENKO
ISMAIL
JANG
JEYAKUMARAN
JIANG
JONG
JOO
KALINOWSKY
KILEEL
KIM
KIM
KRISHNA
KUTHIALA
KWOK
KWOK
LAI
LAM
LAM
LEE
LEE
LEFEVRE
LEO
LI
LI
LIAO
LIN
MACK
MANI
MARSHALL
MEHTA
MIKKILINENI
MO
MOK
MOHANRAM
MORRISSEY
MUNIKAR
NAGARAJA
NALLAPA
NG
NI
OBRONT
PHILLIPS
QUACH
RICCIARDONE
ROSS
RUSSELL
Palmarès individuel – Fryer
School/École
WEBBER ACADEMY
SINCLAIR S.S.
ST. JOHN’S-RAVENSCOURT SCHOOL
MACKENZIE H.S.
ICAE
UPPER CANADA COLLEGE
KUWAIT ENGLISH SCHOOL
ICAE
BURNABY SOUTH S.S.
CHINESE INTER. SCHOOL
DON MILLS C.I.
THE BRITISH INT. SCHOOL OF JEDDAH
NORTHERN S.S.
ONTARIO INT’L INSTITUTE
WATERLOO C.I.
DR. NORMAN BETHUNE C.I.
ST. GREGORY J.H.S.
ST. JOHN’S-RAVENSCOURT SCHOOL
FREDERICTON H.S.
U.W.C. SOUTH EAST ASIA
HAVERGAL COLLEGE
ICAE
VINCENT MASSEY S.S.
F. E. OSBORNE H.S.
CRESCENT SCHOOL
TOM BAINES SCHOOL
UNIVERSITY OF TORONTO SCHOOLS
DAVID THOMPSON S.S.
UNIVERSITY OF TORONTO SCHOOLS
NORTH TORONTO C.I.
ST. JOHN’S-RAVENSCOURT SCHOOL
LITTLE FLOWER ACADEMY
VINCENT MASSEY S.S.
PORT MOODY S.S.S.
ST. JOHN’S-RAVENSCOURT SCHOOL
VINCENT MASSEY S.S.
IMMACULATA REGIONAL H.S.
THE BRITISH INT. SCHOOL OF JEDDAH
NORTHERN S.S.
ICAE
ICAE
ALBERT CAMPBELL C.I.
TOM BAINES SCHOOL
ICAE
LOWER CANADA COLLEGE
ST. JOHN’S-RAVENSCOURT SCHOOL
ICAE
ICAE
ST. FRANCIS XAVIER S.S.
DON MILLS C.I.
CRESCENT SCHOOL
ECOLE STE-MARGUERITE-BOURGEOYS
QUEEN ELIZABETH H.S.
CARDINAL NEWMAN C.S.S.
ST. JOHN’S-RAVENSCOURT SCHOOL
CALGARY SCIENCE SCHOOL
10
Location/Endroit
CALGARY, AB
WHITBY, ON
WINNIPEG, MB
DEEP RIVER, ON
TROY, MI
TORONTO, ON
SALMIYA, KUWAIT
TROY, MI
BURNABY, BC
BRAEMAR HILL,
DON MILLS, ON
JEDDAH, SAUDI ARABIA
TORONTO, ON
SCARBOROUGH, ON
WATERLOO, ON
TORONTO, ON
CALGARY, AB
WINNIPEG, MB
FREDERICTON, NB
SINGAPORE,
NORTH YORK, ON
TROY, MI
WINDSOR, ON
CALGARY, AB
TORONTO, ON
CALGARY, AB
TORONTO, ON
VANCOUVER, BC
TORONTO, ON
TORONTO, ON
WINNIPEG, MB
VANCOUVER, BC
WINDSOR, ON
PORT MOODY, BC
WINNIPEG, MB
WINDSOR, ON
KELOWNA, BC
JEDDAH, SAUDI ARABIA
TORONTO, ON
TROY, MI
TROY, MI
SCARBOROUGH, ON
CALGARY, AB
TROY, MI
MONTREAL, QC
WINNIPEG, MB
TROY, MI
TROY, MI
MISSISSAUGA, ON
DON MILLS, ON
TORONTO, ON
CALGARY, AB
CALGARY, AB
STONEY CREEK, ON
WINNIPEG, MB
CALGARY, AB
Fryer – Gold Standard
Name/Nom
ASHIKA
JUYING
KRITHIKA
ROHAN
WEN
HUNTER
SARA
PARTHIPAN
NIKKY
ALAN
MATTHEW
MELANIE
ANDREW
ANGELA
RAYMOND
WILLIAM
YADI
PETER
LAURA
PETER
KEVIN
AKSHAR
MARK
HAN
HAN
VICK
WENBO
RICHARD
CHARLES
JOANNE
JONATHAN
AMY
JACK
KEVIN
KEVIN
YANG
SESHADRI
SHANG
SHANMUGASUNDAR
SINGHAL
SONG
SPINK
SUZUKI
THAYANITHY
TSAI
TUNG
VENGALIL
VILLENEUVE
WANG
WANG
WANG
WANG
WANG
WHANG
WINGER
WONG
WU
WUNNAVA
XU
YAN
YANG
YAO
YIN
YOON
ZHANG
ZHANG
ZHANG
ZHOU
ZHOU
ZHOU
ZHU
ZHU
Palmarès individuel – Fryer
School/École
TOM BAINES SCHOOL
VINCENT MASSEY S.S.
ICAE
KUWAIT ENGLISH SCHOOL
TOM BAINES SCHOOL
CALGARY SCIENCE SCHOOL
U.W.C. SOUTH EAST ASIA
MARC GARNEAU C.I.
ST. GEORGE’S SCHOOL
ST. GEORGE’S SCHOOL
ICAE
LAKE OF TWO MOUNTAINS H.S.
WALTER MURRAY C.I.
ACADIA J.H.S.
QUEEN ELIZABETH H.S.
QUEEN ELIZABETH H.S.
ST. FRANCIS XAVIER S.S.
EAST NORTHUMBERLAND S.S.
WEBBER ACADEMY
UPPER CANADA COLLEGE
ICAE
ICAE
ST. JOHN’S-RAVENSCOURT SCHOOL
UNIVERSITY OF TORONTO SCHOOLS
UNIVERSITY OF TORONTO SCHOOLS
VINCENT MASSEY S.S.
WALTER MURRAY C.I.
ICAE
ICAE
VINCENT MASSEY S.S.
BURNABY SOUTH S.S.
ADAM SCOTT C.V.I.
UNIVERSITY OF TORONTO SCHOOLS
QUEEN ELIZABETH H.S.
ICAE
ALBERT CAMPBELL C.I.
11
Location/Endroit
CALGARY, AB
WINDSOR, ON
TROY, MI
SALMIYA, KUWAIT
CALGARY, AB
CALGARY, AB
SINGAPORE,
DON MILLS, ON
VANCOUVER, BC
VANCOUVER, BC
TROY, MI
DEUX MONTAGNES, QC
SASKATOON, SK
WINNIPEG, MB
CALGARY, AB
CALGARY, AB
MISSISSAUGA, ON
BRIGHTON, ON
CALGARY, AB
TORONTO, ON
TROY, MI
TROY, MI
WINNIPEG, MB
TORONTO, ON
TORONTO, ON
WINDSOR, ON
SASKATOON, SK
TROY, MI
TROY, MI
WINDSOR, ON
BURNABY, BC
PETERBOROUGH, ON
TORONTO, ON
CALGARY, AB
TROY, MI
SCARBOROUGH, ON
Galois – Gold Standard
Palmarès individuel – Galois
The top 25% of the competitors in each of the three Contests were divided into three categories: Gold Standard, Silver
Standard and Bronze Standard, in the ratio 1 : 2 : 3. The names of the those students achieving the Gold Standard (that is,
scoring in roughly the top 4%) are listed alphabetically below for each Contest.
Les candidats qui se classent dans le premier quart de classement dans chacun des trois concours ont été répartis en trois
catégories: le niveau or, le niveau argent et le niveau bronze, selon le ratio 1 : 2 : 3. Le nom des étudiants qui ont obtenu le
niveau or (c’est-à-dire ceux qui se classent parmi les premiers 4 p. 100) est donné par ordre alphatbétique ci-dessous pour
chaque concours.
Name/Nom
SUNIL
DORIAN
ARON
VITALI
SHELLEY
HARRY
IAN
JAMES
JONNY
JOY
CHRIS
TONY
NATHAN
EUNICE
PETER
ROZALYN
ANTHONY
CAROL
STEPHEN
ARVIND
SHIYANG
RAFAL
VLAD
HELEN
SHAOJIE
SHINE
RICHARD
ZAIN
PATRICK
ANDREW
JULIAN
CONRAD
DARRYL
DAVID
JACKSON
ALEC
MARCEL
SANGWON
STEPHANIE
HEESUK
MIKE
KEN
PATRICK
LEI
STEVEN
JUSTIN
PAUL
AGARWAL
BAR
BERKE
BOURCHTEIN
CHAN
CHANG
CHARLESWORTH
CHEN
CHEN
CHEN
CHENG
CHENG
CHEUNG
CHOI
CHOI
CHOK
CHUANG
CUI
DAVID
DEVANABANDA
DING
DITTWALD
DUTA
FAN
FU
GUO
HA
HAMI
HAYES
HENT
HERCUN
HO
HOVING
HSU
HUANG
HUGHES
HUMELNICU
HYUN
IM
JEONG
JIANG
JIN
JUNG
KANG
KARP
KIM
KIM
School/École
ICAE
SIR WILLIAM MULOCK S.S.
CRESCENT SCHOOL
CRESCENT SCHOOL
HAVERGAL COLLEGE
A.B. LUCAS S.S.
FRONTENAC S.S.
ST. GEORGE’S SCHOOL
BURNABY SOUTH S.S.
ERIC HAMBER S.S.
NORTH TORONTO C.I.
ERNEST MANNING H.S.
CRESCENT SCHOOL
TRINITY COLLEGE SCHOOL
PORT MOODY S.S.S.
SENTINEL S.S.
CHARLES E. LONDON S.S.
UNIVERSITY OF TORONTO SCHOOLS
LOWER CANADA COLLEGE
MARC GARNEAU C.I.
VINCENT MASSEY S.S.
MARY WARD C.S.S
UNIVERSITY OF TORONTO SCHOOLS
WATERLOO C.I.
JARVIS C.I.
DAVID THOMPSON S.S.
PORT MOODY S.S.S.
QUEEN ELIZABETH H.S.
JOHN F. ROSS CVI
EARL HAIG S.S.
LOWER CANADA COLLEGE
UPPER CANADA COLLEGE
TORONTO DIST. CHRISTIAN H.S.
LORD TWEEDSMUIR S.S.S.
MACKENZIE H.S.
THE WOODLANDS S.
ST. ROBERT C.H.S.
HAVERGAL COLLEGE
VANCOUVER COLLEGE H.S.
DAVID THOMPSON S.S.
WALTER MURRAY C.I.
NORTHERN S.S.
UPPER CANADA COLLEGE
LORD BYNG S.S.
ST. ROBERT C.H.S.
BURNABY SOUTH S.S.
12
Location/Endroit
TROY, MI
NEWMARKET, ON
TORONTO, ON
TORONTO, ON
NORTH YORK, ON
LONDON, ON
KINGSTON, ON
VANCOUVER, BC
BURNABY, BC
VANCOUVER, BC
TORONTO, ON
CALGARY, AB
TORONTO, ON
PORT HOPE, ON
PORT MOODY, BC
WEST VANCOUVER, BC
RICHMOND, BC
TORONTO, ON
MONTREAL, QC
DON MILLS, ON
WINDSOR, ON
SCARBOROUGH, ON
TORONTO, ON
WATERLOO, ON
TORONTO, ON
VANCOUVER, BC
PORT MOODY, BC
CALGARY, AB
GUELPH, ON
NORTH YORK, ON
MONTREAL, QC
TORONTO, ON
WOODBRIDGE, ON
SURREY, BC
DEEP RIVER, ON
MISSISSAUGA, ON
LONDON, ON
THORNHILL, ON
NORTH YORK, ON
VANCOUVER, BC
VANCOUVER, BC
SASKATOON, SK
TORONTO, ON
TORONTO, ON
VANCOUVER, BC
THORNHILL, ON
BURNABY, BC
Galois – Gold Standard
Name/Nom
ANDY
ADRIAN
MIKE
ADRIEL
BRIAN
ELLEN
JOOHO
MICHAEL
SUE HYUN
ROBERT
RICHARD
KEVIN
GEORGE
JEROME
MICHAEL
YUWEI
CHARLIE
FRANCESCA
CINDY
GEOFFREY
GEOFFREY
TYLER
DAWEI
WEI
ANGELA
ETHAN
LISA
ANITA
YALE
KIRSTEN
SOHAN
ERIC
ELLIOT
JEFFREY
ANURADHA
JASON
ANTONIA
CHETNA
PETER
ROH HEON
BLAKE
DUOLI
TANMAY
RAZVAN
XIAO
XIAO
ZAHRA
ALEXANDER
DANIEL
SERGEI
JONATHAN
MICHAEL
DANNY
JOSH
EDWARD
YI
KONG
KWOK
KWOK
LAM
LAW
LEASK
LEE
LEE
LEE
LEGASSICKE
LEI
LEUNG
LI
LI
LIANG
LIANG
LIN
LIN
LIU
LIU
LIU
LONGO
LU
LUN
LUO
MACAULAY
MAI
MAMTANI
MAO
MARSHALL
MIKKILINENI
MILLER
MINZ
MO
MUKHOPADHYAY
NG
PANDELIEVA
PANNU
PARK
PARK
PARSONS
PENG
PRAKASH
PURZA
QIAO
QIAO
QURESHI
REMOROV
SADLER
SAGATOV
SCHNEIDER
SEO
SHI
SMITH
SONG
SONG
Palmarès individuel – Galois
School/École
VINCENT MASSEY S.S.
UPPER CANADA COLLEGE
E.L. CROSSLEY S. S.
SENTINEL S.S.
UPPER CANADA COLLEGE
WATERLOO C.I.
THORNHILL S.S.
VINCENT MASSEY S.S.
BISHOP STRACHAN SCHOOL
DOVER BAY S.S.
PINETREE S.S.
JOHN FRASER S.S.
DAVID THOMPSON S.S.
PINETREE S.S.
RIDGEWAY-CRYSTAL BEACH H.S.
ABBEY PARK H.S.
CHARLES E. LONDON S.S.
PINETREE S.S.
OLD SCONA ACADEMIC H.S.
LOWER CANADA COLLEGE
LOWER CANADA COLLEGE
UPPER CANADA COLLEGE
VINCENT MASSEY S.S.
THE WOODLANDS S.
SANDWICH S.S.
THE HALIFAX GRAMMAR SCHOOL
VINCENT MASSEY S.S.
BISHOP STRACHAN SCHOOL
THE WOODLANDS S.
MADELEINE D’HOUET SCHOOL
ICAE
SMITHERS S. S.
CRESCENT SCHOOL
WILLIAM ABERHART H.S.
VINCENT MASSEY S.S.
ERIC HAMBER S.S.
NEPEAN H. S.
ST. THOMAS AQUINAS S.S.
UPPER CANADA COLLEGE
THE YORKLAND SCHOOL
CRESCENT SCHOOL
ST. GEORGE’S SCHOOL
ICAE
OAK PARK H.S.
VINCENT MASSEY S.S.
VINCENT MASSEY S.S.
CLARKSON S.S.
WATERLOO C.I.
CRESCENT SCHOOL
NORTH TORONTO C.I.
UNIVERSITY OF TORONTO SCHOOLS
NORTH TORONTO C.I.
WINDERMERE S.S.
WILLIAMS LAKE S.S.
SIR JOHN A. MACDONALD C.I.
DON MILLS C.I.
13
Location/Endroit
WINDSOR, ON
TORONTO, ON
FONTHILL, ON
WEST VANCOUVER, BC
TORONTO, ON
WATERLOO, ON
THORNHILL, ON
WINDSOR, ON
TORONTO, ON
NANAIMO, BC
COQUITLAM, BC
MISSISSAUGA, ON
VANCOUVER, BC
COQUITLAM, BC
RIDGEWAY, ON
OAKVILLE, ON
RICHMOND, BC
COQUITLAM, BC
EDMONTON, AB
MONTREAL, QC
MONTREAL, QC
TORONTO, ON
WINDSOR, ON
MISSISSAUGA, ON
LASALLE, ON
HALIFAX, NS
WINDSOR, ON
TORONTO, ON
MISSISSAUGA, ON
CALGARY, AB
TROY, MI
SMITHERS, BC
TORONTO, ON
CALGARY, AB
WINDSOR, ON
VANCOUVER, BC
OTTAWA, ON
BRAMPTON, ON
TORONTO, ON
WILLOWDALE, ON
TORONTO, ON
VANCOUVER, BC
TROY, MI
WINNIPEG, MB
WINDSOR, ON
WINDSOR, ON
MISSISSAUGA, ON
WATERLOO, ON
TORONTO, ON
TORONTO, ON
TORONTO, ON
TORONTO, ON
VANCOUVER, BC
WILLIAMS LAKE, BC
AGINCOURT, ON
DON MILLS, ON
Galois – Gold Standard
Name/Nom
VINOD
KALYAN
DUSTIN
DAN
JUDITH
SUSIE
JIA XI
JONATHAN
JULIANE
CHRIS
OWEN
JUSTIN
SIN N
MICHELLE
GREG
SIMON
MICHAEL
DAVID
IVAN
JIM
MATTHEW
ZHOUHANG
YU
CECILLIA
GEOFFREY
DAVID
LYNDIA
XINTONG
YI
LILLIAN
BOBBY
WEIXIAO
KEVIN
ALEX
DAISY
SEAN
HEE SUNG
WEI
SEUNGMI
JANE
DAIMENG
DAVID
WAGO
CATHERINE
VICKIE
SOOKRAM
SREERAM
STYNER
SU
SU
SU
SUN
SUN
SZETO
TAM
TIAN
TONG
TORUN
TRAN
TSANG
TSO
WAN
WANG
WANG
WANG
WANG
WANG
WENG
WONG
WONG
WOODRUFF
WU
WU
WU
XIA
XIAO
XIAO
XIONG
XU
YA
YAMANA
YANG
YANG
YOO
YOON
ZHANG
ZHANG
ZHENG
ZHOU
ZOU
Palmarès individuel – Galois
School/École
HILLVIEW COLLEGE
ICAE
QUEEN ELIZABETH H.S.
MAGEE SECONDARY SCHOOL
CAWTHRA PARK S.S.
SEAQUAM S.S.
WALTER MURRAY C.I.
NORTHERN S.S.
SIR JOHN A. MACDONALD C.I.
SIR WINSTON CHURCHILL S.S.
DAVID THOMPSON S.S.
SIR WINSTON CHURCHILL S.S.
USKUDAR AMERICAN ACADEMY
APPLEWOOD HEIGHTS S.S.
CRESCENT SCHOOL
DAVID THOMPSON S.S.
ERIC HAMBER S.S.
A.B. LUCAS S.S.
VINCENT MASSEY S.S.
SEAQUAM S.S.
WOBURN COLLEGIATE INSTITUTE
STEPHEN LEACOCK C.I.
VINCENT MASSEY S.S.
UNIVERSITY OF TORONTO SCHOOLS
BAYVIEW SECONDARY SCHOOL
CRESCENT SCHOOL
SIR JOHN A. MACDONALD C.I.
O’NEILL C.V.I.
SIR JOHN A. MACDONALD C.I.
PINETREE S.S.
WALTER MURRAY C.I.
PORT MOODY S.S.S.
DON MILLS C.I.
VINCENT MASSEY S.S.
SEAQUAM S.S.
VINCENT MASSEY S.S.
WEST VANCOUVER S.S.
KINGSTON C.V.I.
FREDERICTON H.S.
FREDERICTON H.S.
LEASIDE H.S.
LISGAR C.I.
SIR JOHN A. MACDONALD C.I.
DR. NORMAN BETHUNE C.I.
SIR JOHN A. MACDONALD C.I.
14
Location/Endroit
TUNAPUNA, TRINIDAD
TROY, MI
CALGARY, AB
VANCOUVER, BC
MISSISSAUGA, ON
NORTH DELTA, BC
SASKATOON, SK
TORONTO, ON
AGINCOURT, ON
VANCOUVER, BC
VANCOUVER, BC
ST CATHARINES, ON
ISTANBUL, TURKEY
MISSISSAUGA, ON
TORONTO, ON
VANCOUVER, BC
VANCOUVER, BC
LONDON, ON
WINDSOR, ON
NORTH DELTA, BC
SCARBOROUGH, ON
SCARBOROUGH, ON
WINDSOR, ON
TORONTO, ON
RICHMOND HILL, ON
TORONTO, ON
AGINCOURT, ON
OSHAWA, ON
AGINCOURT, ON
COQUITLAM, BC
SASKATOON, SK
PORT MOODY, BC
DON MILLS, ON
WINDSOR, ON
NORTH DELTA, BC
WINDSOR, ON
WEST VANCOUVER, BC
KINGSTON, ON
FREDERICTON, NB
FREDERICTON, NB
EAST YORK, ON
OTTAWA, ON
AGINCOURT, ON
TORONTO, ON
AGINCOURT, ON
Hypatia – Gold Standard
Palmarès individuel – Hypatie
The top 25% of the competitors in each of the three Contests were divided into three categories: Gold Standard, Silver
Standard and Bronze Standard, in the ratio 1 : 2 : 3. The names of the those students achieving the Gold Standard (that is,
scoring in roughly the top 4%) are listed alphabetically below for each Contest.
Les candidats qui se classent dans le premier quart de classement dans chacun des trois concours ont été répartis en trois
catégories: le niveau or, le niveau argent et le niveau bronze, selon le ratio 1 : 2 : 3. Le nom des étudiants qui ont obtenu le
niveau or (c’est-à-dire ceux qui se classent parmi les premiers 4 p. 100) est donné par ordre alphatbétique ci-dessous pour
chaque concours.
Name/Nom
ARCHIT
FUAD
JONATHAN
PETER
ROB
VIVEK
IAN
TALI
AENGUS
MARC ANDRE
VASISH
CONNIE
DENISE
KEN
NICHOLAS
MO
BILL
ERNUO
YOLANDA
LORI
MICHAEL
SALLY
ANDERSON
RACHEL
JUNIOR
ANDRE
KRYSTB
ALEX
SHANE
BO HONG
GEORGE
SILVIA
ELIZABETH
HOPE
LIN
LEI
YUE
KYD
TRAVIS
HUDAA
ANGELLA
ALAN
SANGHOON
YANQI
HELEN
GRAHAM
CHRIS
AGN IHTRI
AL AMIN
ARCHER
BAI
BALLARD
BEHERA
BRASG
BRAUNSTEIN
BRIDGMAN
BRIEN
CADAN
CHAN
CHAN
CHAN
CHAN
CHEN
CHENG
CHENG
CHEUNG
CHIN SUEY
CHITAYAT
CHIU
CHO
CHOW
CHUANG
CORONADO
COYLE
CROSBY
D’SOUZA
DENG
DENG
DENG
DU
FAN
FEI
FENG
FENG
GAO
GERHARDT
GOPEE
GRIFFITH
GUO
HAN
HAO
HE
HENDRA
HENNICK
School/École
HENRY WISE WOOD S.H.S
MARC GARNEAU C.I.
SACRED HEART H. S.
BURNABY SOUTH S.S.
ST. GEORGE’S SCHOOL
ICAE
C.H.A.T. (HEBREW ACADEMY)
GRANT PARK H.S.
KELVIN HIGH SCHOOL
SACKVILLE H.S.
HILLVIEW COLLEGE
BURNABY SOUTH S.S.
CHINESE INT’L SCHOOL
MARKHAM D.H.S.
UPPER CANADA COLLEGE
WINDERMERE S.S.
WESTERN CANADA H.S.
WALNUT GROVE S.S.
DON MILLS C.I.
MARY WARD C.S.S
LOWER CANADA COLLEGE
DR. NORMAN BETHUNE C.I.
SIR WINSTON CHURCHILL S.S.
DON MILLS C.I.
SEAQUAM S.S.
HOLY CROSS REG. H.S.
WESTERN CANADA H.S.
FRONTENAC S.S.
ST. FRANCIS XAVIER S.S.
JARVIS C.I.
KELVIN HIGH SCHOOL
STEPHEN LEACOCK C.I.
SIR WINSTON CHURCHILL S.S.
WATERLOO C.I.
DON MILLS C.I.
CENTENNIAL C.V.I.
BALMORAL HALL SCHOOL
CENTENNIAL C.V.I.
ST. DAVID C.S.S.
QUEEN ELIZABETH COLLEGE
ST. JOHN’S-RAVENSCOURT SCHOOL
O’NEILL C.V.I.
KING’S-EDGEHILL SCHOOL
CENTENNIAL C.V.I.
NORTH TORONTO C.I.
NORTHERN S.S.
DANFORTH C.I.
15
Location/Endroit
CALGARY, AB
DON MILLS, ON
YORKTON, SK
BURNABY, BC
VANCOUVER, BC
TROY, MI
RICHMOND HILL, ON
WINNIPEG, MB
WINNIPEG, MB
LOWER SACKVILLE, NS
TUNAPUNA W. I.,
BURNABY, BC
HONG KONG
MARKHAM, ON
TORONTO, ON
VANCOUVER, BC
CALGARY, AB
LANGLEY, BC
DON MILLS, ON
SCARBOROUGH, ON
MONTREAL, QC
TORONTO, ON
VANCOUVER, BC
DON MILLS, ON
NORTH DELTA, BC
SURREY, BC
CALGARY, AB
KINGSTON, ON
MISSISSAUGA, ON
TORONTO, ON
WINNIPEG, MB
SCARBOROUGH, ON
VANCOUVER, BC
WATERLOO, ON
DON MILLS, ON
GUELPH, ON
WINNIPEG, MB
GUELPH, ON
WATERLOO, ON
ROSE HILL, MAURITIUS
WINNIPEG, MB
OSHAWA, ON
WINDSOR, NS
GUELPH, ON
TORONTO, ON
TORONTO, ON
TORONTO, ON
Hypatia – Gold Standard
Name/Nom
CLEMENT
XIAOXUE
GUFENG
YU HENG
ROGER
TIAN
ELIZABETH
MAYA
ARA
GALEN
NANDAKI
HUN TAE
JAESEUNG
WANKI
TARAS
DIVYA
TEDDY
JENNIFER
SEEMA
BEN
RAJAT
RAMYA
NATHAN
JOSEPH
DAVID
JOEL
SONIA
KRISTEN
DANNY
KWANGHOON
DONNA
WEIJERN
WILLIAM
DARRIN
YINGWEI
KATRINA
ROSA
YIANNIS
XIAO LONG
MINMIN
STEVEN
JINGJING
RICHARD
WILLIAM
FRASER
ALLISON
CHAITANYA
BENJAMIN
MIKE
CARY
PRITESH
YUCHEN
DICKSON
FRANCOIS
MIHAI
SAMEER
HO
HONG
HU
HUANG
JIA
JIANG
JIN
KACZOROWSKI
KALOUSDIAN
KAN
KESHAVAN
KIM
KIM
KIM
KINASH
KIRTI
KO
KONG
KOOBLALL
KRAUSE
KRISHNA
KRISHNAN
LACHOWSKY
LAI
LAM
LANESMITH
LAROSE
LAU
LEE
LEE
LEUNG
LIM
LIM
LIU
LIU
LO
LO
LOIZIDES
LU
LUO
LUO
MA
MA
MA
MACDONALD
MAIER
MALLA
MARLEAU DONAIS
MCDONALD
MCGEE
MODI
MU
MUNG
NGUYEN
NICA
NURMOHAMED
Palmarès individuel – Hypatie
School/École
CHINESE INT’L SCHOOL
EARL HAIG S.S.
STEPHEN LEACOCK C.I.
VINCENT MASSEY S.S.
ICAE
FORT RICHMOND C.I.
MARTINGROVE C.I.
WESTDALE S.S.
ST. MICHAEL’S COLLEGE SCHOOL
SIR JOHN A. MACDONALD C.I.
HILLVIEW COLLEGE
ST. JOHN’S-RAVENSCOURT SCHOOL
WESTMOUNT C.I.
SIR WINSTON CHURCHILL S.S.
PHILIP POCOCK C.S.S.
U.W.C. SOUTH EAST ASIA
SEAQUAM S.S.
HAVERGAL COLLEGE
QUEEN ELIZABETH COLLEGE
ST. GEORGE’S SCHOOL
U.W.C. SOUTH EAST ASIA
COLONEL BY S. S.
HOLY TRINITY C.H.S./BHNCDSB
SIR WINSTON CHURCHILL S.S.
MARC GARNEAU C.I.
WATERLOO C.I.
QUEEN ELIZABETH COLLEGE
HOLY TRINITY SCHOOL
ERIC HAMBER S.S.
SOUTHRIDGE SCHOOL
DAVID THOMPSON S.S.
CHINESE INT’L SCHOOL
CHINESE INT’L SCHOOL
WINDERMERE S.S.
LISGAR C.I.
LITTLE FLOWER ACADEMY
SEAQUAM S.S.
HILLCREST H.S.
SIR JOHN A. MACDONALD S.S.
VINCENT MASSEY S.S.
MAGEE SECONDARY SCHOOL
VINCENT MASSEY S.S.
VINCENT MASSEY S.S.
WATERLOO C.I.
CRESCENT SCHOOL
ST. CLEMENT’S SCHOOL
ICAE
POLY. CHANOINE-ARMAND-RACICOT
WATERLOO C.I.
BAYRIDGE S.S.
FOREST HEIGHTS C.I.
ST. JOHN’S-RAVENSCOURT SCHOOL
ALBERT CAMPBELL C.I.
GLEBE COLLEGIATE INSTITUTE
WATERLOO C.I.
WESTERN CANADA H.S.
16
Location/Endroit
HONG KONGHONG KONG
NORTH YORK, ON
SCARBOROUGH, ON
WINDSOR, ON
TROY, MI
WINNIPEG, MB
ETOBICOKE, ON
HAMILTON, ON
TORONTO, ON
AGINCOURT, ON
TUNAPUNA, TRINIDAD
WINNIPEG, MB
THORNHILL, ON
VANCOUVER, BC
MISSISSAUGA, ON
SINGAPORE
NORTH DELTA, BC
NORTH YORK, ON
ROSE HILL, MAURITIUS
VANCOUVER, BC
SINGAPORE
GLOUCESTER, ON
SIMCOE, ON
VANCOUVER, BC
DON MILLS, ON
WATERLOO, ON
ROSE HILL, MAURITIUS
RICHMOND HILL, ON
VANCOUVER, BC
SURREY, BC
VANCOUVER, BC
HONG KONGHONG KONG
HONG KONGHONG KONG
VANCOUVER, BC
OTTAWA, ON
VANCOUVER, BC
NORTH DELTA, BC
OTTAWA, ON
HAMILTON, ON
WINDSOR, ON
VANCOUVER, BC
WINDSOR, ON
WINDSOR, ON
WATERLOO, ON
TORONTO, ON
TORONTO, ON
TROY, MI
ST JEAN SUR RICHELIEU, QC
WATERLOO, ON
KINGSTON, ON
KITCHENER, ON
WINNIPEG, MB
SCARBOROUGH, ON
OTTAWA, ON
WATERLOO, ON
CALGARY, AB
Hypatia – Gold Standard
Name/Nom
KYEL
DARRUS
SONG
MATTHEW
DAVID
JENNIFER
SEOHYUN
SILVIU
JANNA
PETER
OMAR
JAGDESH
NISANTHINI
KRISTEN
LUKE
PENG
SHI
ADAM
DANTONG
CHONG
JOHNNY
JOONHO
HELEN
SARAH
ALAN
MALCOLM
TANIO
ALEXANDRE
RONALD
DEVIN
JACK
ALLEN
KEVIN
KATHERINE
SINAN
VIVIAN
ZE
ALEC
TOM
LIN
COLIN
ALEX
ERIC
HEYMIAN
YVETTE
TIFFANY
SOPHIA
ALEX
CHENG
JUNGEUN
ROGER
YIYI
DEBBIE
ASIF
MICHELLE
ALLEN
OK
ONG
PANG
PARADISGARTEN
PARK
PARK
PARK
PITIS
PLETT
QIU
RAMMO
RAMNANAN
RAVICHANDIRAN
SABOURIN
SCHAEFFER
SHI
SHUAI
SNIDERMAN
SONG
SU
SU
SUH
SUN
SUN
TAN
TAN
TANEV
TOMBERG
TRAC
TRUDEAU
TRUONG
TSANG
TSE
TSENG
ULUSOY
WANG
WANG
WATSON
WATSON
WATT
WEAVER
WICE
WOLINSKY
WONG
WONG
WOO
WU
XU
YANG
YANG
YANG
YANG
YIP
ZAMAN
ZENG
ZHANG
Palmarès individuel – Hypatie
School/École
EARL HAIG S.S.
HAROLD M. BRATHWAITE S.S.
WESTERN CANADA H.S.
C.H.A.T. (HEBREW ACADEMY)
T.A. BLAKELOCK H.S.
BLUEVALE C.I.
LORETTO ABBEY
DON MILLS C.I.
VINCENT MASSEY COLLEGIATE
EARL OF MARCH S.S.
VINCENT MASSEY S.S.
PRESENTATION COLLEGE
WOBURN COLLEGIATE INSTITUTE
ST. FRANCIS H.S.
CENTENNIAL C.V.I.
SIR JOHN A. MACDONALD C.I.
VINCENT MASSEY S.S.
NORTHERN S.S.
ALBERT CAMPBELL C.I.
WATERLOO C.I.
ERIC HAMBER S.S.
SOUTHRIDGE SCHOOL
SIR JOHN A. MACDONALD C.I.
HOLY TRINITY ACADEMY
THE WOODLANDS S.
PINETREE S.S.
COLLEGE DE MONTREAL
COLLEGE DE MONTREAL
WOBURN COLLEGIATE INSTITUTE
DOVER BAY S.S.
WILLIAM LYON MACKENZIE C.I.
PINETREE S.S.
CHINESE INT’L SCHOOL
MARKHAM D.H.S.
WOBURN COLLEGIATE INSTITUTE
SIR WINSTON CHURCHILL S.S.
COLONEL BY S. S.
ST. JOHN’S-RAVENSCOURT SCHOOL
ST. JOHN’S-RAVENSCOURT SCHOOL
THE HALIFAX GRAMMAR SCHOOL
THE HALIFAX GRAMMAR SCHOOL
LEASIDE H.S.
THORNHILL S.S.
WOBURN COLLEGIATE INSTITUTE
UNIVERSITY OF TORONTO SCHOOLS
CHINESE INT’L SCHOOL
LORD BYNG S.S.
ICAE
SIR JOHN A. MACDONALD C.I.
BAYVIEW SECONDARY SCHOOL
SIR WINSTON CHURCHILL S.S.
WESTERN CANADA H.S.
CHINESE INT’L SCHOOL
PORT MOODY S.S.S.
WESTERN CANADA H.S.
ST. GEORGE’S SCHOOL
17
Location/Endroit
NORTH YORK, ON
BRAMPTON, ON
CALGARY, AB
RICHMOND HILL, ON
OAKVILLE, ON
WATERLOO, ON
NORTH YORK, ON
DON MILLS, ON
WINNIPEG, MB
KANATA, ON
WINDSOR, ON
SAN FERNANDO, TRINIDAD
SCARBOROUGH, ON
CALGARY, AB
GUELPH, ON
AGINCOURT, ON
WINDSOR, ON
TORONTO, ON
SCARBOROUGH, ON
WATERLOO, ON
VANCOUVER, BC
SURREY, BC
AGINCOURT, ON
OKOTOKS, AB
MISSISSAUGA, ON
COQUITLAM, BC
MONTREAL, QC
MONTREAL, QC
SCARBOROUGH, ON
NANAIMO, BC
NORTH YORK, ON
COQUITLAM, BC
HONG KONG
MARKHAM, ON
SCARBOROUGH, ON
VANCOUVER, BC
GLOUCESTER, ON
WINNIPEG, MB
WINNIPEG, MB
HALIFAX, NS
HALIFAX, NS
EAST YORK, ON
THORNHILL, ON
SCARBOROUGH, ON
TORONTO, ON
HONG KONGHONG KONG
VANCOUVER, BC
TROY, MI
AGINCOURT, ON
RICHMOND HILL, ON
VANCOUVER, BC
CALGARY, AB
HONG KONG
PORT MOODY, BC
CALGARY, AB
VANCOUVER, BC
Hypatia – Gold Standard
Name/Nom
BOYANG
YAOYUAN
ZHIZHENG
AMY
CHEN JI
DAVID
MAX
CHENCHONG
KAI
ZHANG
ZHANG
ZHANG
ZHAO
ZHENG
ZHONG
ZHOU
ZHU
ZHU
Palmarès individuel – Hypatie
School/École
THE WOODLANDS S.
WATERLOO C.I.
SANDWICH S.S.
THE WOODLANDS S.
WESTERN CANADA H.S.
WESTERN CANADA H.S.
L’AMOREAUX C.I.
DAVID THOMPSON S.S.
JARVIS C.I.
18
Location/Endroit
MISSISSAUGA, ON
WATERLOO, ON
LASALLE, ON
MISSISSAUGA, ON
CALGARY, AB
CALGARY, AB
AGINCOURT, ON
VANCOUVER, BC
TORONTO, ON