ARML POWER ROUND Ⅱ Date：26th February，2022 10:00-10:45 (45mins）
ARML LOCAL Date：23rd April, 2022, 13:00-15:40（160 mins）
Since its inception in 1976, the American Regions Mathematics League (ARML) has brought together the top mathematics students in the US, involving over 2000 students and teachers every year. ARML brings together the nation's finest students. They meet, compete against, and socialize with one another, forming friendships and sharpen their mathematical skills. The contest is supported by many famous technology companies and top education institutions both inside and outside the USA. Top US high schools, such as the Thomas Jefferson High School for Science and Technology in Virginia, and the Academy for the Advancement of Science and Technology (AAST) in New Jersey attend the challenge every year as they value its academic merits.
ARML runs four contests during the year: the ARML Local contest, the ARML Power I, the ARML Power II and our main contests (ARML as well as IRML for international teams). Both the ARML Local and Power contests are organized by schools and students can sit in the exams within the school, which allow a wider range of students who are interested in mathematics to compete. ARML and IRML are co-hosted by Pennsylvania State University, the University of Georgia, Iowa State University, and the University of Nevada Las Vegas. In recent years, over 150 teams from 42 states as well as Canada, China, Macau, Korea, Vietnam, the Philippines have competed.
Since 2016, ARML and ASDAN China have cooperated to bring the ARML Local and ARML Power Contests to China, and bing the ARML Power Round II to China in 2021. The Chinese local competitions will take place alongside and at the same time as the American local, running with the same exam format and questions. Results and winners will be announced on a global ranking allowing Chinese students to compare their results with their international peers.
The ARML Local consists of multiple rounds, including a team round, an individual round and tiebreaker question, and three relay rounds (in which a contestant solves a problem and passes his/her answer to another team member, who then uses this answer to solve another problem). The ARML Power Round I&II Contest is proof-based, mirroring the power round in the main ARML and testing students’ mathematical skills as well as their ability to clearly explain their proofs and reasoning. Students who score well in the ARML Local in China will be invited to attend the ARML Power Round I Contest.
American Regions Mathematics League
Official ARML Local China Invitation Letter
On behalf of the executive board of the American Regions Mathematics League, I would like to invite mathematics teachers and coaches in China to organize teams for the ARML Local China , coordinated by ASDAN China. The primary ARML brings together the top mathematics students from around the country and is held in late May or early June every year, and this year we had over 150 teams of 15 students competing at four sites around the United States. In 2008, we decided to introduce ARML Local that could be completed at schools, and encouraged teams to invite other local schools to compete, essentially creating ARML Local contest sites around the country. We now wish to extend that invitation to schools throughout China to compete in ARML Local.
The contest format for ARML Local is similar to our main contest, mixing both team and individual elements. Teams consist of six students, and a school may field as many teams as they like. There is a 15 question Team Round that is worked together by each team for 45 minutes, followed by five pairs of Individual Round questions, with 10 Minutes per pair.
The final round is the Relay Round, where teams break up into groups of two, three, and six,and the answer to the first person’s question is needed to solve the second person's question, and so on. We will generate results for ARML Local, ARML Local China, and an aggregated results list so that teams can see how they stack up against teams from their own country and from around the world.
We welcome your participation in ARML Local China, and thank ASDAN China for coordinating the contest.
Paul Dreyer, Ph.D.
President, American Regions Mathematics League
The diffenence between ARML and AMC
|Format||6 people in a team.Rounds:individual round, team round,relay rongd and tie beeaker.||Individual|
|Contest Problems||Simple answer and proof based problems||Multiple choices|
|Duration||160 minutes||75 minutes|
|Outcomes||Improve team work,problem solving skills,inspire students to enjoy and further explore math.||Showcase individual competence through solving challenging problems.|
|Competition Date||Held globally on the same day.||Schools decide competition date within a fixed period.|
|Target||Regional competition,difficult and challenging for students,American schools select top students from AMC to attend ARML.||Held in schools as the first round of selection for the US Math Olympiad.|
Coach and Participants
Language Chinese and English
Date： 23rd April, 2022 13:00-15:40pm (160 mins)
Locations： Exam Centers / Online (exam computer or phone must be equipped with a camera)
Competitors：A team of 6 high school students
Format and rules：
1) 13:00-13:45：Team round consists of 15 simple answer problems with 4 points for each correct answer and a maximum score of 60 points.
2) 14:00-14:50： Individual round consists of 5 rounds, each round begins with 2 simple answer problems lasting 10 minutes. At the end of the round, questions for the next round will be handed out. For each correct answer, 1 point will be awarded. The maximum score available is 60 points.
3) 15:00-15:10：Tie breaker round
a)10 minutes tiebreaker containing only one problem;
b)The tiebreaker is only for the individual ranking and has no effect on team round results.
4) 15:20-15:40：Relay round
3 rounds, the maximum points for one team is 24 points. The answer to the first question will be used to solve the second question.
a) For the first relay round (4 minutes), each team has been broken down into squads of 2 (A1+B1, A2+B2, and A3+B3). Each squad receives a different set of two problems. All correct answers are worth one point;
b) In the second round (5 minutes), each team has been broken down into squads of 3 (A1+A2+A3 and B1+B2+B3). Each squad receives a different set of three problems. Correct answers to the first and second question of each squad are worth one point, while correct answers to the third question of each squad are worth two points;
c) The team will compete together on a single relay of six problems (6 minutes). Questions 1 through 3 are worth one point, questions 4 and 5 are worth two points, and question 6 is worth three points.
Introduction of Rules
Results will be announced within 6 weeks after the exam
ASDAN EPQ Scholarship
Noted：The ASDAN Scholarship is only available to Year 10, 11 and 12 students for participating ASDAN Extended Project Qualification(EPQ). EPQ is recommended by the G5 group and many leading universities as a competitive academic experience. Scholarships cannot be exchanged for cash. For further details see:http://www.seedasdan.org/epq/。
ARML Power Round Ⅰ
Date30th October, 2022 (Sunday), 13:50-14:45pm (reading time：10mins exam time：45mins)
Deadline19th October, 2022
LocationsExam Centers across China/ Online (exam computer or phone must be equipped with a camera)
CompetitorsAwarded students from the ARML Local tournament，6-8 students one team，at least 1 person.
（1）Global award: Global Top 10
Gold: Top 10% teams
Silver: Top 20% teams
Bronze: Top 35% teams
Regional Honorable awards: Top 15% teams(In addition to Gold, Silver and Bronze)
ARML Power Round Ⅱ
Date26th February, 2022 (Saturday), 10:00-10:45am (45mins)
Deadline16th February, 2022
LocationsExam Centers across China / Online(exam computer or phone must be equipped with a camera)
CompetitorsAwarded students from the ARML Power RoundⅠ
Global award: Global Top 10
Gold: Top 10% teams
Silver: Top 20% teams
Bronze: Top 35% teams
You will be accessed to the past exam papers and teaching videos after you register for ARML.