Qualified for the IOI National Team! 42 Students Promoted to USACO Platinum Level! Full-System Curriculum Supports Academic Advancement in Computer Science

In the era of rapid AI development, computer science has become one of the most competitive fields in global university applications. High-level international computing competitions have become a key way for students to strengthen their academic profiles and gain admission to top universities worldwide. Over the years, Hanlin International Education has been deeply engaged in computer science competition training, helping countless students achieve outstanding results and demonstrating its strong teaching capabilities through proven outcomes.

1. Competition Achievements | Consistent Success on the International Stage

With years of dedicated development, Hanlin students have continued to achieve breakthroughs in top global competitions such as USACO, IOI, and Kaggle, earning numerous prestigious honors:

  • In the International Olympiad in Informatics (IOI), student Y successfully qualified for the 2025 New Zealand IOI national team, reaching the highest level of international informatics competition.

USACO Achievement Summary (2020–2024)

  • 42 students reached Platinum (highest level)
  • 133 students reached Gold level

USACO Promotion Statistics by Season

Season Platinum Gold Silver
2024–2025 5 25 38
2023–2024 8 32 37
2022–2023 10 29 71
2021–2022 8 29 53
2020–2021 11 18 25

2. Exclusive Curriculum | A Complete System for Competitive Advancement

To address the lack of unified official teaching materials in international computing competitions, Hanlin has developed a complete educational system consisting of:

  • Exclusive compiled teaching materials
  • Step-by-step structured courses
  • Full-cycle academic mentoring support

This system is designed to support students at different learning levels and competition stages.

2.1 USACO & CCC Exclusive Teaching Materials

Hanlin’s teaching team has developed specialized materials for both USACO and CCC competitions, covering all levels and major programming languages.

Key features:

  • Tiered structure design
    • CCC: Junior / Senior levels
    • USACO: Bronze / Silver / Gold / Platinum levels
  • Multi-language support
    • C++
    • Java
    • Python
  • Exam-driven learning system
    • Each topic is explained using real competition problems
    • Practice problems are selected from past contest questions
    • Solutions include full code templates for implementation learning

2.2 Python Full-Level Programming Curriculum

To help beginners transition into competitive programming, Hanlin offers a structured Python learning system divided into two stages:

Python Programming Foundation Course

Item Details
Total Hours 30
Structure Programming Basics + Algorithm Introduction
Target Students Ages 7–12, beginners, CCC/USACO entry-level students

This course uses project-based learning to develop coding logic and algorithmic thinking.

Python Advanced Creative Course

Item Details
Total Hours 30
Language Bilingual (Chinese & English)
Modules Graphics Drawing, Application Development, Python Game Design

This course strengthens students’ practical development skills and engineering thinking.

2.3 Tiered Competition Class System

Hanlin provides structured courses for both USACO and CCC competitions, guided by professional instructors.

USACO Course System

Course Class Size Hours
USACO Bronze 3–8 students 40H
USACO Bronze 10–16 students 60H
USACO Silver 3–8 students 50H
USACO Gold 3–8 students 60H
USACO Platinum 3–8 students 60H

CCC Course System

Course Class Size Hours
CCC Junior Full Program 3–8 students 40H
CCC Senior Full Program 3–8 students 120H

In addition, instructors provide continuous monitoring, real-time feedback, and personalized learning guidance to ensure optimal progress.

3. Elite Teaching Team | World-Class Academic Background + Industry Experience

Hanlin’s computer science teaching team is composed of graduates from top institutions such as Tsinghua University and Ivy League universities. All instructors hold master’s or doctoral degrees, and many have extensive industry and research experience.

Instructor Highlights

  • Mr. He
    • Cambridge University Master’s in Technology Policy
    • AP certified instructor
    • Proficient in Java, Python, and C++
    • Author of multiple USACO teaching materials
    • Achieved a 100% AP CSA score of 5 among students in 2022
  • Mr. Jiang
    • East China Normal University (top-tier direct master’s admission)
    • Former Alibaba senior engineer with 16 years of experience
    • Holds 7 national patents
    • Developed the “Algorithm Thinking Decomposition Method”
    • Helped students progress from Bronze to Gold in as little as 8 weeks
  • Mr. Wei
    • Tsinghua University Master’s in Software Engineering
    • Led student to IOI national team qualification (2024–2025 NZOI)
    • Multiple students promoted to USACO Platinum and Gold
  • Mr. Luo
    • University of California, Riverside (BS & MS in Computer Science)
    • 10 years of overseas experience
    • Helped 2 students reach USACO Platinum in 2023
    • 100% AP CSA full-score rate across multiple cohorts
  • Mr. Hong
    • Columbia University Master’s in Data Science
    • Extensive international teaching experience
    • Focuses on building scientific thinking and student motivation

Final Notes

Hanlin’s USACO full-tier curriculum and Python programming system continue to enroll students. From beginner-level programming to elite international competition training, the program supports students throughout their entire academic development journey in computer science.

USACO / CCC Trial Class + Intensive Training Available (Starting at $9.9)

From Bronze → Silver → Gold, taught by elite instructors

Scan to learn more about course details

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2026 USACO Contest 1 Recap: Problems, Solutions, and Expert Analysis

The first contest of the 2025–2026 USACO season has concluded, and it’s time to start preparing for Contest 2. What topics were tested in this round? How difficult was it? This article provides a comprehensive breakdown.

The full set of problems, video explanations, and reference solutions is now available. Hanlin Computer Science instructors Mr. Wei and Mr. Luo delivered immediate post-contest analysis, covering Bronze, Silver, and Gold divisions in depth. Let’s take a closer look at the key insights from this contest.

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USACO Contest 1 Analysis

Bronze Division

Score Cutoff Trends (Bronze)

Season December January February March
2024–2025 700 700 700 700
2023–2024 700 750 750 650
2022–2023 750 750 750 750
2021–2022 700 750 700 700

The official cutoff for Contest 1 has not yet been announced. Based on past trends and this round’s difficulty, the expected cutoff is around 700–750.

Difficulty Overview

The difficulty level of this Bronze round was similar to previous contests. Achieving a perfect score was somewhat challenging, especially for Problem 2. However, partial solutions could still secure enough points to reach the promotion cutoff.

Key Topics and Problem Insights

Problem 1: Ad Hoc (Math Reasoning)
This problem requires analyzing different cases based on relationships between variables. One common pitfall is recognizing that B can be redundant up to a certain point without triggering additional operations. Careful case analysis is essential.

Problem 2: Greedy
This was considered the most difficult problem in the Bronze set. Many students were misled by sample patterns. While simple grouping strategies can earn partial points, achieving full marks requires recognizing that two operations are sufficient under certain conditions by restructuring the string.

Problem 3: Complete Search
A relatively straightforward problem. Instead of recomputing everything, only local changes need to be considered. By enumerating squares that include the current position and updating incrementally, the solution becomes efficient.

Bronze Summary

The Bronze division featured a balanced distribution of topics, with an emphasis on logical reasoning. Simulation was not tested in this round and may appear in upcoming contests.

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Silver Division

Score Cutoff Trends (Silver)

Season December January February March
2024–2025 700 700 700 750
2023–2024 750 750 750 650
2022–2023 750 700 700 750
2021–2022 700 750 650 800

The expected cutoff is around 700–750.

Difficulty Overview

This round was challenging for achieving full scores. Students needed both strong logical reasoning and solid algorithmic skills to reach the promotion level.

Key Topics and Problem Insights

Problem 1: Ad Hoc + Simulation
By listing out steps carefully, patterns become visible. Instead of simulating every step, time and position differences can be used to reduce complexity to O(log T). Reverse thinking is also required for certain queries.

Problem 2: Graph + Coordinate Compression + Difference + Prefix Sum
A complex problem combining multiple techniques. Initial test cases suggest a chain structure, reducing to interval overlap problems. Full solutions must consider cycles, including odd and even cycle behavior. Implementation involves adapting classic templates such as graph coloring, coordinate compression, and prefix sums.

Problem 3: Greedy
This is a constructive greedy problem. The sequence can be divided into k independent chains. Each chain is analyzed separately, and a global constraint must still be satisfied. XOR-like operations simplify implementation.

Silver Summary

Silver problems combined reasoning and algorithmic techniques. Students should learn to analyze simple cases first and extend to complex scenarios. Key algorithms like binary search and trees may appear in future contests.

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Gold Division

Score Cutoff Trends (Gold)

Season December January February March
2024–2025 700 700 700 850
2023–2024 800 800 800 700
2022–2023 700 750 750 750
2021–2022 700 650 750 800

The expected cutoff is around 800–850.

Difficulty Overview

This Gold round was relatively easier compared to previous years, but achieving full marks remained difficult. Problem 2 was the most challenging, although partial solutions with O(N²) complexity could still secure enough points for promotion.

Key Topics and Problem Insights

Problem 1: Disjoint Set Union (DSU)
A standard DSU problem with slight modifications. The structure tracks counts of different categories within each set and supports resetting parent nodes when necessary.

Problem 2: Greedy + BIT (Binary Indexed Tree)
The key idea lies in understanding weighted sums. Smaller values should be merged earlier to minimize impact. Instead of direct simulation, reverse thinking allows efficient computation using a Binary Indexed Tree to track swaps and updates.

Problem 3: BIT / Segment Tree + Dynamic Programming
A classic data structure problem. By inserting elements in reverse and counting valid combinations, dynamic programming is used to compute the final result efficiently.

Gold Summary

Gold problems were relatively straightforward in terms of identifying algorithms, except for Problem 2, which required deeper reasoning. The combination of greedy strategies and advanced data structures remains a key focus.


Final Thoughts

The first contest of the 2026 USACO season highlights the importance of both logical reasoning and algorithmic fundamentals.

Students preparing for upcoming contests should focus on:

  • Strengthening problem analysis skills
  • Mastering core data structures such as BIT and segment trees
  • Practicing greedy strategies and optimization techniques
  • Learning to derive patterns from test cases

The next USACO contest is scheduled for January 30 to February 2, 2026. Be sure to prepare in advance and make the most of available resources.

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2026 USACO Contest 2 Recap: Official Solutions and Video Explanations Released

The 2026 USACO season is ongoing, and Contest 2 has officially concluded. Students have completed another round of competition and progressed to the next level.

The full set of problems, solutions, and video explanations is now available. Hanlin Computer Science instructors Mr. Luo, Mr. Wei, and Mr. Jiang provided immediate post-contest analysis, breaking down the key concepts in the Gold, Silver, and Bronze divisions. Below is a detailed overview of the topics tested in this contest.

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USACO Contest 2 Analysis

Bronze Division

Score Cutoff Trends (Bronze)

Season Contest 1 Contest 2 Contest 3 Contest 4
2025–2026 700
2024–2025 700 700 700 700
2023–2024 700 750 750 650
2022–2023 750 750 750 750
2021–2022 700 750 700 700

The official cutoff for Contest 2 has not yet been released. Based on historical data and the difficulty of this round, the expected cutoff is around 700–750.

Difficulty Overview

This Bronze round was slightly more difficult than Contest 1. Achieving a perfect score was not easy, especially for Problem 2. Due to large input size, a naive complete search approach would not pass. Without using bitwise optimization, it would be difficult to obtain full points. However, reaching the promotion cutoff is still achievable for most students.

Key Topics and Problem Insights

Problem 1: Simulation
This is a reverse simulation problem. The final output depends on the original key pressed and the number of 'O's after that position.

  • If the number of 'O's after a position is even, the character remains unchanged.
  • If odd, the character flips.

Forward simulation is inefficient, so processing from back to front is required.

Problem 2: Complete Search Optimization
Initially, this appears to be a complete search problem with 2^20 possibilities. However, with up to 2×10^5 queries, brute force is too slow.

Optimization relies on avoiding repeated computation. Since each position has only two states, a bitmask representation can be used. Selecting 3 positions from 20 reduces possibilities to 20×19×18 = 6840 combinations.

Further optimization allows grouping valid configurations and aggregating scores, significantly improving efficiency.

Problem 3: Greedy + Preprocessing
This problem uses binary decomposition. Any integer can be expressed as a sum of powers of 2.

We preprocess the minimum cost for each unit and consider:

  • Combining smaller units
  • Over-purchasing larger units if cheaper

The goal is to reach at least x units, so the final answer compares exact purchase and over-purchase strategies.

Bronze Summary

The Bronze division covered simulation, complete search optimization, and greedy strategies. Bitwise operations and binary techniques are essential areas for future preparation.

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Silver Division

Score Cutoff Trends (Silver)

Season Contest 1 Contest 2 Contest 3 Contest 4
2025–2026 700
2024–2025 700 700 700 750
2023–2024 750 750 750 650
2022–2023 750 700 700 750
2021–2022 700 750 650 800

The expected cutoff is also around 700–750.

Difficulty Overview

This round was slightly harder than Contest 1. It focused less on standard algorithms and more on logical reasoning and flexible use of data structures. Both promotion and perfect scores were more difficult.

Key Topics and Problem Insights

Problem 1: Greedy Construction
This problem involves constructing a valid sequence under constraints, similar to a Hamiltonian cycle.

Key conditions:

  • Equal counts of specific transitions
  • Parity constraints
  • State switching using pattern pairs

Problem 2: Simulation + Priority Queue
This problem resembles the classic USACO “Cereal” problem. Since queries involve suffixes, processing from back to front is optimal.

A priority queue is used to track candidates and allow efficient replacement operations.

Problem 3: Two Pointers + Sweep Line + Priority Queue
This is a circular interval problem with bidirectional traversal.

Using a sweep line approach:

  • Define key transition events
  • Maintain two priority queues
  • Use lazy deletion for efficiency

Silver Summary

Silver problems emphasized logical reasoning, greedy construction, and data structure usage. Students should focus on generalizing problem-solving strategies and strengthening core algorithm knowledge.

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Gold Division

Score Cutoff Trends (Gold)

Season Contest 1 Contest 2 Contest 3 Contest 4
2025–2026 800
2024–2025 700 700 700 850
2023–2024 800 800 800 700
2022–2023 700 750 750 750
2021–2022 750 650 750 800

Due to a system crash in the final 30 minutes of the contest, the cutoff may be slightly lowered. The expected range is around 750–800.

Difficulty Overview

This was a highly challenging round requiring strong mathematical insight and deep understanding of graph structures.

Key Topics and Problem Insights

Problem 1: Binary Search + Mathematics
The outer layer uses binary search, while the inner logic involves analyzing convex functions and identifying optimal points through slope changes.

Problem 2: BFS + Greedy
This problem combines breadth-first search with greedy strategies to maintain optimal states dynamically.

Problem 3: Functional Graph
A complex graph theory problem involving cycles and tree-like structures.

Gold Summary

Gold-level problems required advanced mathematical modeling, graph theory, and strong abstraction skills. The focus is shifting toward deeper reasoning rather than straightforward implementation.

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Final Thoughts

The 2026 USACO Contest 2 demonstrates a clear trend toward testing problem-solving depth, logical reasoning, and mathematical abstraction.

Students preparing for future contests should focus on:

  • Bitwise optimization techniques
  • Data structure efficiency
  • Graph theory fundamentals
  • Pattern recognition and modeling skills

Hanlin Computer Science continues to provide structured training, detailed solutions, and expert guidance to help students succeed in USACO competitions.

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2026 USACO February Contest (Round 3) Recap: Solutions and Video Explanations Released

The third round of the 2026 USACO season has officially concluded. At the same time, results for the second contest—previously delayed due to academic integrity reviews—have now been fully released.

In the second contest of the 2026 USACO season, students from Shenzhen Foreign Languages School International Division, Affiliated High School of South China Normal University International Division, BASIS Guangzhou, Soong Mei-ling School, Chengdu Tianli School, and Westover School achieved strong results. One student advanced to Platinum, three to Gold, and eleven to Silver. Additionally, two Bronze-level students achieved perfect scores and were promoted to Silver. More results are still being updated.

For Round 3, instructors Jiang and Wei from Hanlin Computer Science provided in-depth breakdowns of the Bronze, Silver, and Gold divisions, covering key concepts and detailed walkthroughs of the official problems. Let’s dive into the analysis.

Immediately following each competition, Hanlin mentors provide a prompt analysis of the exam, producing a comprehensive package of [Video Explanations + Suggested Answers] for every set of questions. This resource is designed to help you prepare more effectively for future competitions. Students and parents interested in obtaining these materials can scan the QR code to claim them for free!

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Bronze Division Analysis

Score Trends

The official cutoff for Round 3 has not yet been announced. Based on historical data and this contest’s difficulty, the cutoff is expected to be around 700–750.

Difficulty Overview

This Bronze round was slightly easier than the first two contests of the season. Problems 1 and 3 followed relatively standard approaches, while Problem 2 required deeper observation and pattern recognition. Notably, recent Bronze problems have increasingly involved binary-related thinking. Given past cutoff trends, most participants should find it manageable to reach promotion scores.

Key Problem Insights

Problem 1: Greedy + Sorting
This problem involves modular arithmetic. By grouping numbers based on their remainder modulo K, we observe that only numbers with the same remainder can potentially become equal after adding K repeatedly. Within each group, we sort the quotients and apply a greedy strategy to ensure they form a strictly increasing sequence with minimal operations. Whenever a conflict occurs, incrementing by exactly one step ensures optimality.

Problem 2: Ad Hoc Pattern Discovery
This problem asks for the minimum number of operations to reduce a large number x to zero under specific rules. Direct simulation is infeasible due to the size constraint (up to 10^(2×10^5)). The key insight is transforming the number into a binary-like structure. From there, the total number of operations can be simplified to a formula:
total operations = val + floor(val / 2).
This reduces a complex iterative process into a straightforward mathematical computation. The challenge lies in recognizing the pattern through small-scale simulations.

Problem 3: Greedy + Simulation
This is a string transformation problem involving two types of swaps: within a string and between two strings. The solution processes the string from left to right, always choosing the lowest-cost operation first. Each position can be fixed in at most two operations, making the greedy approach both efficient and optimal.

Summary

The Bronze division tested a mix of mathematical reasoning, greedy strategies, and simulation skills. Problem 2 especially highlights the importance of discovering hidden patterns rather than relying on standard templates.

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Silver Division Analysis

Score Trends

The expected cutoff remains around 700–750 based on previous contests.

Difficulty Overview

The difficulty level is similar to the second contest. While fewer classic algorithms were required, the problems demanded strong logical reasoning and flexible use of data structures. Achieving full scores was slightly harder than in the previous round.

Key Problem Insights

Problem 1: Greedy + Simulation + Data Structures
This problem combines multiple techniques, including priority queues, queues, prefix sums, and binary search. The main challenge is avoiding timeouts by identifying cycles in the simulation. Once a repeating pattern is detected, the simulation can be optimized into two phases: entering the cycle and processing within the cycle. Prefix sums and binary search are then used to compute results efficiently.

Problem 2: Math + Segment Tree
This problem revolves around modeling water flow across buckets with periodic flipping behavior. By deriving recurrence relations for each bucket’s flipping time and start time, we can compute the total water flow mathematically. Due to dynamic updates, a segment tree is required for efficient recalculation. While full implementation is complex, partial solutions can still earn significant points.

Problem 3: Greedy + Parity Constraints
This problem focuses on constructing valid pairings under parity constraints. By segmenting values and analyzing odd-even properties, we determine feasible matching ranges. The final step involves combining results from two dimensions and verifying both range coverage and parity consistency.

Summary

Silver problems continue to emphasize pattern recognition, greedy construction, and logical reasoning rather than heavy algorithmic implementation. Future preparation should focus on these areas alongside core algorithms.

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Gold Division Analysis

Score Trends

The expected cutoff is likely around 700–750.

Difficulty Overview

This round was notably challenging, emphasizing mathematically driven algorithm design. Problems 2 and 3, in particular, required deep logical reasoning and abstraction.

Key Problem Insights

Problem 1: BIT + Greedy + Rotation
This problem involves analyzing a permutation under cyclic shifts. A Binary Indexed Tree (Fenwick Tree) is used to efficiently compute inversion-related metrics. The key idea is converting dynamic rotation effects into static contribution changes using difference arrays, then finding the optimal shift via a greedy scan.

Problem 2: Shortest Path + Logical Inference
A highly complex graph problem involving reachability constraints and logical validation. The solution builds distance structures using BFS or Dijkstra and applies reverse reasoning to determine valid states. This problem requires precise control over graph traversal and condition handling.

Problem 3: Tree Combinatorics + Modular Arithmetic
This problem combines tree structures with combinatorics. By precomputing factorials and modular inverses, and analyzing subtree sizes, the solution derives a counting formula for valid configurations. This type of problem demands strong mathematical intuition and familiarity with tree-based dynamic programming.

Summary

The Gold division tested a broad range of advanced skills:

  • Problem 1 focused on data structure optimization.
  • Problem 2 emphasized complex graph modeling and logical reasoning.
  • Problem 3 required deep understanding of combinatorics and tree algorithms.

Overall, the contest highlights a shift toward evaluating mathematical abstraction and problem modeling rather than just implementation skills.

Content and Video Explanations by Hanlin Computer Science Instructors

The above analysis and video explanations were prepared by Instructor Wei and Instructor Jiang from Hanlin Computer Science.

Instructor Wei

Hanlin Computer Science Instructor

  • Master’s Degree in Software Engineering, Tsinghua University
  • Bachelor’s Degree in Software Engineering, Nanjing University

Instructor Wei is known for being patient and highly responsible with students. His teaching style simplifies complex concepts and adapts to individual learning needs. He communicates actively with students, adjusts teaching pace in real time, and focuses on key learning priorities to maximize outcomes within limited time.

Teaching Achievements (Selected)

  • One-on-one student advancement rates:
    • Silver: 85%
    • Gold: 60%
    • Platinum: 25%
  • Coached a 7th-grade student to advance to USACO Gold
  • Guided a student to join the New Zealand national team within one year

Recent Results:

  • 2024–2025 USACO Season:
    • 16 students advanced to Silver
    • 14 students advanced to Gold
    • 2 students advanced to Platinum
  • 2023–2024 USACO Season:
    • 14 students advanced to Silver
    • 9 students advanced to Gold
    • 1 student advanced to Platinum
  • 2022–2023 USACO Season:
    • 11 students advanced to Silver
    • 5 students advanced to Gold

Instructor Jiang

Hanlin Computer Science Instructor

  • East China Normal University
  • Combined Bachelor’s and Master’s Program in Computer Science (Top 4 direct admission)

Instructor Jiang integrates ACM and USACO problems with industry-level coding standards. His teaching includes:

  • A dynamic difficulty adaptation system that identifies student weaknesses in real time and adjusts training plans accordingly
  • A structured approach to algorithmic thinking
  • Competition psychology training tailored for IOI and USACO formats

Teaching Achievements (Selected)

  • 2024 Season Results:
    • 3 students advanced to Gold (including 2 middle school students)
    • 5 Gold-level students all successfully advanced further
  • Developed a unique “Algorithm Thinking Decomposition Method”
    • Helped students progress from Bronze to Gold within 3 months
    • Fastest improvement achieved in just 8 weeks

Struggling with USACO Preparation? Hanlin Can Help

Hanlin has many years of experience in USACO competition training.

The curriculum is independently developed and continuously updated by the Hanlin academic team. It supports C++, Python, and Java, and covers past USACO problems categorized by topic. Each concept is paired with example problems and exercises, with explanations that progress from basic to advanced levels.

Past contest problems are also organized into five difficulty tiers, enabling students to systematically improve their problem-solving skills step by step.


USACO Course Offerings

In addition to one-on-one coaching, Hanlin offers a variety of small-group classes:

Pre-USACO Foundation Course

  • Class size: 3–8 students
  • Total hours: 30
  • Start date: March 7

USACO Bronze Full Course

  • Class size: 3–8 students
  • Total hours: 40
  • Start date: March 2

USACO Silver Full Course

  • Class size: 3–8 students
  • Total hours: 50
  • Start date: March 7

USACO Gold Full Course

  • Class size: 3–8 students
  • Total hours: 60
  • Start date: March 7

Enroll in Hanlin’s official USACO courses to receive the full set of course materials for free.

Contact us today to learn more or reserve your spot.

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