The document discusses the number of games needed in a round-robin tournament for different numbers of teams. It shows the game schedule layout for tournaments with 3 to 13 teams. The number of games needed is calculated as (N-1)N/2, where N is the number of teams. For example, a tournament with 8 teams would need 8*7/2 = 28 games.
The Filipino Street Games is a cultural Treasure cherished by generations of Filipinos. In the age of Modern technology & high-tech game gadgets, Magna Kultura Foundation advocated the revival of the Games of our heritage among the new generation. It bonds children and adults. It enlivens communities, at the same time, it created livelihood opportunities at the grassroots. It is both social and cultural entrepreneurship.
FOR MORE INFORMATION, CONTACT:
Dickie Aguado, Magna Kultura Foundation
Mobile Nos.: +63 917.899.0025 (Globe) or +63 922.899.0026 (Sun)
Direct Line No.: (632) 514-5868
Email Address: kulturapilipinas@gmail.com
The Filipino Street Games is a cultural Treasure cherished by generations of Filipinos. In the age of Modern technology & high-tech game gadgets, Magna Kultura Foundation advocated the revival of the Games of our heritage among the new generation. It bonds children and adults. It enlivens communities, at the same time, it created livelihood opportunities at the grassroots. It is both social and cultural entrepreneurship.
FOR MORE INFORMATION, CONTACT:
Dickie Aguado, Magna Kultura Foundation
Mobile Nos.: +63 917.899.0025 (Globe) or +63 922.899.0026 (Sun)
Direct Line No.: (632) 514-5868
Email Address: kulturapilipinas@gmail.com
MHA2018 - When will it be done - Probabilistic Predictions - Prateek SinghAgileDenver
"The very first question a customer asks us when we start work is - When will it be done? Traditional methods of answering this question are fraught with errors. The most common errors include heavy reliance on estimates and use of averages to give one deterministic answer. We are all aware that our world is not deterministic and each prediction has a probability of being right and a complimentary probability of being wrong. In this session, we will use examples and a simple exercise to demonstrate a much easier method which can help make probabilistic predictions.
These predictions can help teams have more informed conversations with their customers about their probability of completing a project on time and around the risk profiles of their projects. The audience will learn how with very little estimation and simple measurements they can better inform and equip teams, managers and customers with information about possible completion dates of the project. We will show how these techniques are actively being used to predict the completion of single items and a set of multiple items in the real world. "
How to Build a Module in Odoo 17 Using the Scaffold MethodCeline George
Odoo provides an option for creating a module by using a single line command. By using this command the user can make a whole structure of a module. It is very easy for a beginner to make a module. There is no need to make each file manually. This slide will show how to create a module using the scaffold method.
Macroeconomics- Movie Location
This will be used as part of your Personal Professional Portfolio once graded.
Objective:
Prepare a presentation or a paper using research, basic comparative analysis, data organization and application of economic information. You will make an informed assessment of an economic climate outside of the United States to accomplish an entertainment industry objective.
Biological screening of herbal drugs: Introduction and Need for
Phyto-Pharmacological Screening, New Strategies for evaluating
Natural Products, In vitro evaluation techniques for Antioxidants, Antimicrobial and Anticancer drugs. In vivo evaluation techniques
for Anti-inflammatory, Antiulcer, Anticancer, Wound healing, Antidiabetic, Hepatoprotective, Cardio protective, Diuretics and
Antifertility, Toxicity studies as per OECD guidelines
Delivering Micro-Credentials in Technical and Vocational Education and TrainingAG2 Design
Explore how micro-credentials are transforming Technical and Vocational Education and Training (TVET) with this comprehensive slide deck. Discover what micro-credentials are, their importance in TVET, the advantages they offer, and the insights from industry experts. Additionally, learn about the top software applications available for creating and managing micro-credentials. This presentation also includes valuable resources and a discussion on the future of these specialised certifications.
For more detailed information on delivering micro-credentials in TVET, visit this https://tvettrainer.com/delivering-micro-credentials-in-tvet/
Executive Directors Chat Leveraging AI for Diversity, Equity, and InclusionTechSoup
Let’s explore the intersection of technology and equity in the final session of our DEI series. Discover how AI tools, like ChatGPT, can be used to support and enhance your nonprofit's DEI initiatives. Participants will gain insights into practical AI applications and get tips for leveraging technology to advance their DEI goals.
it describes the bony anatomy including the femoral head , acetabulum, labrum . also discusses the capsule , ligaments . muscle that act on the hip joint and the range of motion are outlined. factors affecting hip joint stability and weight transmission through the joint are summarized.
Normal Labour/ Stages of Labour/ Mechanism of LabourWasim Ak
Normal labor is also termed spontaneous labor, defined as the natural physiological process through which the fetus, placenta, and membranes are expelled from the uterus through the birth canal at term (37 to 42 weeks
1. Tadeo A. Rosalia 4BPE-SPE
3 TEAMS
GAME ROUND 1 GAME ROUND 2 GAME ROUND
3
BYE 3 BYE 2 BYE 1
1 1 vs. 2 2 3 vs. 1 3 2 vs. 3
=
(N − 1)N
2
=
(3 − 1)3
2
=
(2)3
2
=
6
2
= 3 𝐺𝐴𝑀𝐸𝑆
G - GAMES
R - ROUNDS
Numbers - # of Teams
2. Tadeo A. Rosalia 4BPE-SPE
4 TEAMS
GAME ROUND 1 GAME ROUND 2 GAME ROUND 3
1 1 vs. 4 3 1 vs. 3 5 1 vs. 2
2 2 vs. 3 4 4 vs. 2 6 3 vs. 4
4 TEAMS
(N - 1) N = # of games
2
= (4 - 1) 4
2
= (3) 4
2
= 12
2
= 6 Games
G - GAMES
R - ROUNDS
Numbers - # of Teams
3. Tadeo A. Rosalia 4BPE-SPE
5 TEAMS
GAME ROUND 1 GAME ROUND 2 GAME ROUND 3
BYE 5 BYE 4 BYE 3
1 1 vs. 4 3 5 vs. 3 5 4 vs. 2
2 2 vs. 3 4 1 vs. 2 6 5 vs. 1
GAME ROUND 4 GAME ROUND 5
BYE 2 BYE 1
7 3 vs. 1 9 2 vs. 5
8 4 vs. 5 10 3 vs. 4 5 TEAMS
(N - 1) N = # of games
2
= (5 - 1) 5
2
= (4) 5
2
= 20
2
= 10 Games
G - GAMES
R - ROUNDS
Numbers - # of Teams
4. Tadeo A. Rosalia 4BPE-SPE
6 TEAMS
GAME ROUND 1 GAME ROUND 2 GAME ROUND 3
1 1 vs. 6 4 1 vs. 5 7 1 vs. 4
2 2 vs. 5 5 6 vs. 4 8 5 vs. 3
3 3 vs. 4 6 2 vs. 3 9 6 vs. 2
GAME ROUND 4 GAME ROUND 5
10 1 vs. 3 13 1 vs. 2
11 4 vs. 2 14 3 vs. 6
12 5 vs. 6 15 4 vs. 5
6 TEAMS
(N - 1) N = # of games
2
= (6 - 1) 6
2
= (5) 6
2
= 30
2
= 15 Games
G - GAMES
R - ROUNDS
Numbers - # of Teams
5. Tadeo A. Rosalia 4BPE-SPE
7 TEAMS
GAME ROUND 1 GAME ROUND 2 GAME ROUND 3
BYE 7 BYE 6 BYE 5
1 1 vs. 6 4 7 vs. 5 7 6 vs. 4
2 2 vs. 5 5 1 vs. 4 8 7 vs. 3
3 3 vs. 4 6 2 vs. 3 9 1 vs. 2
GAME ROUND 4 GAME ROUND 5 GAME ROUND 6
BYE 4 BYE 3 BYE 2
10 5 vs. 3 13 4 vs. 2 16 3 vs. 1
11 6 vs. 2 14 5 vs. 1 17 4 vs. 7
12 7 vs. 1 15 6 vs. 7 18 5 vs. 6
GAME ROUND 7
BYE 1
19 2 vs. 7
20 3 vs. 6
21 4 vs. 5
7 TEAMS
(N - 1) N = # of games
2
= (7 - 1) 7
2
= (6) 7
2
= 42
2
= 21 Games
G - GAMES
R - ROUNDS
Numbers - # of Teams
6. Tadeo A. Rosalia 4BPE-SPE
8 TEAMS
GAME ROUND 1 GAME ROUND 2 GAME ROUND 3
1 1 vs. 8 5 1 vs. 7 9 1 vs. 6
2 2 vs. 7 6 8 vs. 6 10 7 vs. 5
3 3 vs. 6 7 2 vs. 5 11 8 vs. 4
4 4 vs. 5 8 3 vs. 4 12 2 vs. 3
GAME ROUND 4 GAME ROUND 5 GAME ROUND 6
13 1 vs. 5 17 1 vs. 4 21 1 vs. 3
14 6 vs. 4 18 5 vs. 3 22 4 vs. 2
15 7 vs. 3 19 6 vs. 2 23 5 vs. 8
16 8 vs. 2 20 7 vs. 8 24 6 vs. 7
GAME ROUND 7
25 1 vs. 2
26 3 vs. 8
27 4 vs. 7
28 5 vs. 6
8 TEAMS
(N - 1) N = # of games
2
= (8 - 1) 8
2
= (7) 8
2
= 56
2
= 28 Games
G - GAMES
R - ROUNDS
Numbers - # of Teams
7. Tadeo A. Rosalia 4BPE-SPE
9 TEAMS
GAME ROUND 4 GAME ROUND 5 GAME ROUND 6
BYE 6 BYE 5 BYE 4
13 7 vs. 5 17 6 vs. 4 21 5 vs. 3
14 8 vs. 4 18 7 vs. 3 22 6 vs. 2
15 9 vs. 3 19 8 vs. 2 23 7 vs. 1
16 1 vs. 2 20 9 vs. 1 24 8 vs. 9
GAME ROUND 1 GAME ROUND 2 GAME ROUND 3
BYE 9 BYE 8 BYE 7
1 1 vs. 8 5 9 vs. 7 9 8 vs. 6
2 2 vs. 7 6 1 vs. 6 10 9 vs. 5
3 3 vs. 6 7 2 vs. 5 11 1 vs. 4
4 4 vs. 5 8 3 vs. 4 12 2 vs. 3
GAME ROUND 7 GAME ROUND 8 GAME ROUND 9
BYE 3 BYE 2 BYE 1
25 4 vs. 2 29 3 vs. 1 33 2 vs. 9
26 5 vs. 1 30 4 vs. 9 34 3 vs. 8
27 6 vs. 9 31 5 vs. 8 35 4 vs. 7
28 7 vs. 8 32 6 vs. 7 36 5 vs. 6
9 TEAMS
(N - 1) N = # of
2 games
= (9 - 1) 9
2
= (8) 9
2
= 72
2
= 36 GamesG - GAMES
R - ROUNDS
Numbers - # of Teams
8. Tadeo A. Rosalia 4BPE-SPE
10 TEAMS
GAME ROUND 4 GAME ROUND 5 GAME ROUND 6
16 1 vs. 7 21 1 vs. 6 26 1 vs. 5
17 8 vs. 6 22 7 vs. 5 27 6 vs. 4
18 9 vs. 5 23 8 vs. 4 28 7 vs. 3
19 10 vs. 4 24 9 vs. 3 29 8 vs. 2
20 2 vs. 3 25 10 vs. 2 30 9 vs. 10
GAME ROUND 1 GAME ROUND 2 GAME ROUND 3
1 1 vs. 10 6 1 vs. 9 11 1 vs. 8
2 2 vs. 9 7 10 vs. 8 12 9 vs. 7
3 3 vs. 8 8 2 vs. 7 13 10 vs. 6
4 4 vs. 7 9 3 vs. 6 14 2 vs. 5
5 5 vs. 6 10 4 vs. 5 15 3 vs. 4
GAME ROUND 7 GAME ROUND 8 GAME ROUND 9
31 1 vs. 4 36 1 vs. 3 41 1 vs. 2
32 5 vs. 3 37 4 vs. 2 42 3 vs. 10
33 6 vs. 2 38 5 vs. 10 43 4 vs. 9
34 7 vs. 10 39 6 vs. 9 44 5 vs. 8
35 8 vs. 9 40 7 vs. 8 45 6 vs. 7
10 TEAMS
(N - 1) N = # of
2 games
= (10 - 1) 10
2
= (9) 10
2
= 90
2
= 45 Games
G - GAMES
R - ROUNDS
Numbers - # of Teams
9. Tadeo A. Rosalia 4BPE-SPE
11 TEAMS
GAME ROUND 1 GAME ROUND 2 GAME ROUND 3
BYE 11 BYE 10 BYE 9
1 1 vs. 10 6 11 vs. 9 11 10 vs. 8
2 2 vs. 9 7 1 vs. 8 12 11 vs. 7
3 3 vs. 8 8 2 vs. 7 13 1 vs. 6
4 4 vs. 7 9 3 vs. 6 14 2 vs. 5
5 5 vs. 6 10 4 vs. 5 15 3 vs. 4
GAME ROUND 4 GAME ROUND 5 GAME ROUND 6
BYE 8 BYE 7 BYE 6
16 9 vs. 7 21 8 vs. 6 26 7 vs. 5
17 10 vs. 6 22 9 vs. 5 27 8 vs. 4
18 11 vs. 5 23 10 vs. 4 28 9 vs. 3
19 1 vs. 4 24 11 vs. 3 29 10 vs. 2
20 2 vs. 3 25 1 vs. 2 30 11 vs. 1
10. Tadeo A. Rosalia 4BPE-SPE
11 TEAMS
GAME ROUND 7 GAME ROUND 8 GAME ROUND 9
BYE 5 BYE 4 BYE 3
31 6 vs. 4 36 5 vs. 3 41 4 vs. 2
32 7 vs. 3 37 6 vs. 2 42 5 vs. 1
33 8 vs. 2 38 7 vs. 1 43 6 vs. 11
34 9 vs. 1 39 8 vs. 11 44 7 vs. 10
35 10 vs. 11 40 9 vs. 10 45 8 vs. 9
GAME ROUND 10 GAME ROUND 11
BYE 2 BYE 1
46 3 vs. 1 51 2 vs. 11
47 4 vs. 11 52 3 vs. 10
48 5 vs. 10 53 4 vs. 9
49 6 vs. 9 54 5 vs. 8
50 7 vs. 8 55 6 vs. 7
10 TEAMS
(N - 1) N = # of
2 games
= (11 - 1) 11
2
= (10) 11
2
= 110
2
= 55 Games
G - GAMES
R - ROUNDS
Numbers - # of Teams
11. Tadeo A. Rosalia 4BPE-SPE
12 TEAMS
GAME ROUND 1 GAME ROUND 2 GAME ROUND 3
1 1 vs. 12 7 1 vs. 11 13 1 vs. 10
2 2 vs. 11 8 12 vs. 10 14 11 vs. 9
3 3 vs. 10 9 2 vs. 9 15 12 vs. 8
4 4 vs. 9 10 3 vs. 8 16 2 vs. 7
5 5 vs. 8 11 4 vs. 7 17 3 vs. 6
6 6 vs. 7 12 5 vs. 6 18 4 vs. 5
GAME ROUND 4 GAME ROUND 5 GAME ROUND 6
19 1 vs. 9 25 1 vs. 8 31 1 vs. 7
20 10 vs. 8 26 9 vs. 7 32 8 vs. 6
21 11 vs. 7 27 10 vs. 6 33 9 vs. 5
22 12 vs. 6 28 11 vs. 5 34 10 vs. 4
23 2 vs. 5 29 12 vs. 4 35 11 vs. 3
24 3 vs. 4 30 2 vs. 3 36 12 vs. 2
12. Tadeo A. Rosalia 4BPE-SPE
12 TEAMS
GAME ROUND 7 GAME ROUND 8 GAME ROUND 9
37 1 vs. 6 43 1 vs. 5 49 1 vs. 4
38 7 vs. 5 44 6 vs. 4 50 5 vs. 3
39 8 vs. 4 45 7 vs. 3 51 6 vs. 2
40 9 vs. 3 46 8 vs. 2 52 7 vs. 12
41 10 vs. 2 47 9 vs. 12 53 8 vs. 11
42 11 vs. 12 48 10 vs. 11 54 9 vs. 10
GAME ROUND 10 GAME ROUND 11
55 1 vs. 3 61 1 vs. 2
56 4 vs. 2 62 3 vs. 12
57 5 vs. 12 63 4 vs. 11
58 6 vs. 11 64 5 vs. 10
59 7 vs. 10 65 6 vs. 9
60 8 vs. 9 66 7 vs. 8
12 TEAMS
(N - 1) N = # of
2 games
= (12 - 1) 12
2
= (11) 12
2
= 132
2
= 66 Games
G - GAMES
R - ROUNDS
Numbers - # of Teams
13. Tadeo A. Rosalia 4BPE-SPE
13 TEAMS
GAME ROUND 1 GAME ROUND 2 GAME ROUND 3
BYE 13 BYE 12 BYE 11
1 1 vs. 12 7 13 vs. 11 13 12 vs. 10
2 2 vs. 11 8 1 vs. 10 14 13 vs. 9
3 3 vs. 10 9 2 vs. 9 15 1 vs. 8
4 4 vs. 9 10 3 vs. 8 16 2 vs. 7
5 5 vs. 8 11 4 vs. 7 17 3 vs. 6
6 6 vs. 7 12 5 vs. 6 18 4 vs. 5
GAME ROUND 4 GAME ROUND 5 GAME ROUND 6
BYE 10 BYE 9 BYE 8
19 11 vs. 9 25 10 vs. 8 31 9 vs. 7
20 12 vs. 8 26 11 vs. 7 32 10 vs. 6
21 13 vs. 7 27 12 vs. 6 33 11 vs. 5
22 1 vs. 6 28 13 vs. 5 34 12 vs. 4
23 2 vs. 5 29 1 vs. 4 35 13 vs. 3
24 3 vs. 4 30 2 vs. 3 36 1 vs. 2
14. Tadeo A. Rosalia 4BPE-SPE
13 TEAMS
GAME ROUND 10 GAME ROUND 11 GAME ROUND 12
BYE 4 BYE 3 BYE 2
55 5 vs. 3 61 4 vs. 2 67 3 vs. 1
56 6 vs. 2 62 5 vs. 1 68 4 vs. 13
57 7 vs. 1 63 6 vs. 13 69 5 vs. 12
58 8 vs. 13 64 7 vs. 12 70 6 vs. 11
59 9 vs. 12 65 8 vs. 11 71 7 vs. 10
60 10 vs. 11 66 9 vs. 10 72 8 vs. 9
GAME ROUND 7 GAME ROUND 8 GAME ROUND 9
BYE 7 BYE 6 BYE 5
37 8 vs. 6 43 7 vs. 5 49 6 vs. 4
38 9 vs. 5 44 8 vs. 4 50 7 vs. 3
39 10 vs. 4 45 9 vs. 3 51 8 vs. 2
40 11 vs. 3 46 10 vs. 2 52 9 vs. 1
41 12 vs. 2 47 11 vs. 1 53 10 vs. 13
42 13 vs. 1 48 12 vs. 13 54 11 vs. 12
GAME ROUND 13
BYE 1
73 2 vs. 13
74 3 vs. 12
75 4 vs. 11
76 5 vs. 10
77 6 vs. 9
78 7 vs. 8
13 TEAMS
(N - 1) N = # of
2 games
= (13 - 1) 13
2
= (12) 13
2
= 156
2
= 78 Games
G - GAMES
R - ROUNDS
Numbers - # of Teams
15. Tadeo A. Rosalia 4BPE-SPE
14 TEAMS
GAME ROUND 1 GAME ROUND 2 GAME ROUND 3
1 1 vs. 14 8 1 vs. 13 15 1 vs. 12
2 2 vs. 13 9 14 vs. 12 16 13 vs. 11
3 3 vs. 12 10 2 vs. 11 17 12 vs. 10
4 4 vs. 11 11 3 vs. 10 18 2 vs. 9
5 5 vs. 10 12 4 vs. 9 19 3 vs. 8
6 6 vs. 9 13 5 vs. 8 20 4 vs. 7
7 7 vs. 8 14 6 vs. 7 21 5 vs. 6
GAME ROUND 4 GAME ROUND 5 GAME ROUND 6
22 1 vs. 11 29 1 vs. 10 36 1 vs. 9
23 12 vs. 10 30 11 vs. 9 37 10 vs. 8
24 13 vs. 9 31 12 vs. 8 38 11 vs. 7
25 14 vs. 8 32 13 vs. 7 39 12 vs. 6
26 2 vs. 7 33 14 vs. 6 40 13 vs. 5
27 3 vs. 6 34 2 vs. 5 41 14 vs. 4
28 4 vs. 5 35 3 vs. 4 42 2 vs. 3
GAME ROUND 7 GAME ROUND 8 GAME ROUND 9
43 1 vs. 8 50 1 vs. 7 57 1 vs. 6
44 9 vs. 7 51 8 vs. 6 58 7 vs. 5
45 10 vs. 6 52 9 vs. 5 59 8 vs. 4
16. Tadeo A. Rosalia 4BPE-SPE
GAME ROUND 10 GAME ROUND 11 GAME ROUND 12
64 1 vs. 5 71 1 vs. 4 78 1 vs. 3
65 6 vs. 4 72 5 vs. 3 79 4 vs. 2
66 7 vs. 3 73 6 vs. 2 80 5 vs. 14
67 8 vs. 2 74 7 vs. 14 81 6 vs. 13
68 9 vs. 14 75 8 vs. 13 82 7 vs. 12
69 10 vs. 13 76 9 vs. 12 83 8 vs. 11
70 11 vs. 12 77 10 vs. 11 84 9 vs. 10
GAME ROUND 13
85 1 vs. 2
86 3 vs. 14
87 4 vs. 13
88 5 vs. 12
89 6 vs. 11
90 7 vs. 10
91 8 vs. 9
46 11 vs. 5 53 10 vs. 4 60 9 vs. 3
47 12 vs. 4 54 11 vs. 3 61 10 vs. 2
48 13 vs. 3 55 12 vs. 2 62 11 vs. 14
49 14 vs. 2 56 13 vs. 14 63 12 vs. 13
14 TEAMS
(N - 1) N = # of
2 games
= (14 - 1) 14
2
= (13) 14
2
= 182
2
= 91 Games
G - GAMES
R - ROUNDS
Numbers - # of Teams
17. Tadeo A. Rosalia 4BPE-SPE
15 TEAMS
GAME ROUND 1 GAME ROUND 2 GAME ROUND 3
BYE 15 BYE 14 BYE 13
1 1 vs. 14 8 15 vs. 13 15 14 vs. 12
2 2 vs. 13 9 1 vs. 12 16 15 vs. 11
3 3 vs. 12 10 2 vs. 11 17 1 vs. 10
4 4 vs. 11 11 3 vs. 10 18 2 vs. 9
5 5 vs. 10 12 4 vs. 9 19 3 vs. 8
6 6 vs. 9 13 5 vs. 8 20 4 vs. 7
7 7 vs. 8 14 6 vs. 7 21 5 vs. 6
GAME ROUND 4 GAME ROUND 5 GAME ROUND 6
BYE 12 BYE 11 BYE 10
22 13 vs. 11 29 12 vs. 10 36 11 vs. 9
23 14 vs. 10 30 13 vs. 9 37 12 vs. 8
24 15 vs. 9 31 14 vs. 8 38 13 vs. 7
25 1 vs. 8 32 15 vs. 7 39 14 vs. 6
26 2 vs. 7 33 1 vs. 6 40 15 vs. 5
27 3 vs. 6 34 2 vs. 5 41 1 vs. 4
28 4 vs. 5 35 3 vs. 4 42 2 vs. 3
18. Tadeo A. Rosalia 4BPE-SPE
15 TEAMS
GAME ROUND 7 GAME ROUND 8 GAME ROUND 9
BYE 9 BYE 8 BYE 7
43 10 vs. 8 50 9 vs. 7 57 8 vs. 6
44 11 vs. 7 51 10 vs. 6 58 9 vs. 5
45 12 vs. 6 52 11 vs. 5 59 10 vs. 4
46 13 vs. 5 53 12 vs. 4 60 11 vs. 3
47 14 vs. 4 54 13 vs. 3 61 12 vs. 2
48 15 vs. 3 55 14 vs. 2 62 13 vs. 1
49 1 vs. 2 56 15 vs. 1 63 14 vs. 15
GAME ROUND 10 GAME ROUND 11 GAME ROUND 12
BYE 6 BYE 5 BYE 4
64 7 vs. 5 71 6 vs. 4 78 5 vs. 3
65 8 vs. 4 72 7 vs. 3 79 6 vs. 2
66 9 vs. 3 73 8 vs. 2 80 7 vs. 1
67 10 vs. 2 74 9 vs. 1 81 8 vs. 15
68 11 vs. 1 75 10 vs. 15 82 9 vs. 14
69 12 vs. 15 76 11 vs. 14 83 10 vs. 13
70 13 vs. 14 77 12 vs. 13 84 11 vs. 12
19. Tadeo A. Rosalia 4BPE-SPE
GAME ROUND 13 GAME ROUND 14 GAME ROUND 13
BYE 3 BYE 2 BYE 1
85 4 vs. 2 92 3 vs. 1 99 2 vs. 15
86 5 vs. 1 93 4 vs. 15 100 3 vs. 14
87 6 vs. 15 94 5 vs. 14 101 4 vs. 13
88 7 vs. 14 95 6 vs. 13 102 5 vs. 12
89 8 vs. 13 96 7 vs. 12 103 6 vs. 11
90 9 vs. 12 97 8 vs. 11 104 7 vs. 10
91 10 vs. 11 98 9 vs. 10 105 8 vs. 9
15 TEAMS
(N - 1) N = # of
2 games
= (15 - 1) 15
2
= (14) 15
2
= 210
2
= 105 Games
G - GAMES
R - ROUNDS
Numbers - # of Teams
20. Tadeo A. Rosalia 4BPE-SPE
16 TEAMS
GAME ROUND 1 GAME ROUND 2 GAME ROUND 3
1 1 vs. 16 9 1 vs. 15 17 1 vs. 14
2 2 vs. 15 10 16 vs. 14 18 15 vs. 13
3 3 vs. 14 11 2 vs. 13 19 16 vs. 12
4 4 vs. 13 12 3 vs. 12 20 2 vs. 11
5 5 vs. 12 13 4 vs. 11 21 3 vs. 10
6 6 vs. 11 14 5 vs. 10 22 4 vs. 9
7 7 vs. 10 15 6 vs. 9 23 5 vs. 8
8 8 vs. 9 16 7 vs. 8 24 6 vs. 7
GAME ROUND 4 GAME ROUND 5 GAME ROUND 6
25 1 vs. 13 33 1 vs. 12 41 1 vs. 11
26 14 vs. 12 34 13 vs. 11 42 12 vs. 10
27 15 vs. 11 35 14 vs. 10 43 13 vs. 9
28 16 vs. 10 36 15 vs. 9 44 14 vs. 8
29 2 vs. 9 37 16 vs. 8 45 15 vs. 7
30 3 vs. 8 38 2 vs. 7 46 16 vs. 6
31 4 vs. 7 39 3 vs. 6 47 2 vs. 5
32 5 vs. 6 40 4 vs. 5 48 3 vs. 4
21. Tadeo A. Rosalia 4BPE-SPE
GAME ROUND 7 GAME ROUND 8 GAME ROUND 9
49 1 vs. 10 57 1 vs. 9 65 1 vs. 8
50 11 vs. 9 58 10 vs. 8 66 9 vs. 7
51 12 vs. 8 59 11 vs. 7 67 10 vs. 6
52 13 vs. 7 60 12 vs. 6 68 11 vs. 5
53 14 vs. 6 61 13 vs. 5 69 12 vs. 4
54 15 vs. 5 62 14 vs. 4 70 13 vs. 3
55 16 vs. 4 63 15 vs. 3 71 14 vs. 2
56 2 vs. 3 64 16 vs. 2 72 15 vs. 16
GAME ROUND 10 GAME ROUND 11 GAME ROUND 12
73 1 vs. 7 81 1 vs. 6 89 1 vs. 5
74 8 vs. 6 82 7 vs. 5 90 6 vs. 4
75 9 vs. 5 83 8 vs. 4 91 7 vs. 3
76 10 vs. 4 84 9 vs. 3 92 8 vs. 2
77 11 vs. 3 85 10 vs. 2 93 9 vs. 16
78 12 vs. 2 86 11 vs. 16 94 10 vs. 15
79 13 vs. 16 87 12 vs. 15 95 11 vs. 14
80 14 vs. 15 88 13 vs. 14 96 12 vs. 13
22. Tadeo A. Rosalia 4BPE-SPE
16 TEAMS
GAME ROUND 13 GAME ROUND 14 GAME ROUND 13
97 1 vs. 4 105 1 vs. 3 113 1 vs. 2
98 5 vs. 3 106 4 vs. 2 114 3 vs. 16
99 6 vs. 2 107 5 vs. 16 115 4 vs. 15
100 7 vs. 16 108 6 vs. 15 116 5 vs. 14
101 8 vs. 15 109 7 vs. 14 117 6 vs. 13
102 9 vs. 14 110 8 vs. 13 118 7 vs. 12
103 10 vs. 13 111 9 vs. 12 119 8 vs. 11
104 11 vs. 12 112 10 vs. 11 120 9 vs. 10
16 TEAMS
(N - 1) N = # of
2 games
= (16 - 1) 16
2
= (15) 16
2
= 240
2
= 120 Games
G - GAMES
R - ROUNDS
Numbers - # of Teams