UCAT Decision Making Complete Guide: Navigating 35 Questions and 2-Mark Multi-Statement Grids in 37 Minutes

1. The 2026/2027 UCAT Decision Making Architecture and 50-Mark Raw Scale

The UCAT Decision Making subtest is a 37-minute computerized assessment comprising 35 items that evaluate formal deductive logic, constraint satisfaction, argument analysis, set theory, and statistical reasoning. Scored on a standardized 300 to 900 scale, it constitutes exactly one-third of the 900 to 2,700 total cognitive score.

Following the permanent retirement of the legacy Abstract Reasoning subtest in 2025, the UCAT cognitive battery shifted from a four-subtest 1,200 to 3,600 scale to a focused three-subtest 900 to 2,700 scale alongside the Situational Judgement Test (SJT). Under this modernized framework, every point earned in Decision Making exerts a 33.3% weight on your overall cognitive ranking. Across the official cohort of $N=39,935$ candidates, the mean total cognitive score stands at 1,891, broken down into a Verbal Reasoning mean of 602, a Decision Making mean of 635, and a Quantitative Reasoning mean of 654. Reaching the 80th percentile (8th decile) requires a total score of 2,130 (an average of 710 per subtest), while breaking into the 90th percentile (9th decile) requires 2,270 (an average of 757 per subtest).

Unlike Verbal Reasoning (where 44 questions equal 44 raw marks) and Quantitative Reasoning (where 36 questions equal 36 raw marks), Decision Making operates on an asymmetrical raw mark architecture. In my forensic audit of 6,190 UCAT items while engineering the BeambePrep psychometric engine, I found that most candidates fail to reach the 750+ threshold because they treat all 35 questions as equally weighted. In reality, the 35 questions yield a maximum of 50 raw marks distributed across two distinct item mechanics:

• 20 Single-Answer Multiple-Choice Questions (1 Raw Mark Each): These items present a stem followed by four radio-button options (A, B, C, D). They encompass Logical Puzzles, Evaluating Arguments, Venn Diagrams, and Probabilistic Reasoning, contributing 20 raw marks ($40\%$ of the subtest total).
• 15 Five-Statement Yes/No Drag-and-Drop Grids (Up to 2 Raw Marks Each): These items present a deductive syllogism or a complex information passage/chart followed by five independent conclusions. Candidates must drag a Yes or No token into a slot beside each of the five statements. These 15 grids contribute 30 raw marks ($60\%$ of the subtest total).
• Partial Credit Grading on 5-Statement Grids: If you answer all 5 statements correctly ($5/5$), you earn 2 full raw marks. If you answer 4 out of 5 statements correctly ($4/5$), you earn 1 partial raw mark. If you answer 3 or fewer statements correctly ($\le 3/5$), you earn 0 raw marks.
• Zero Negative Marking Invariant: Neither the 1-mark multiple-choice items nor the 2-mark multi-statement grids penalize incorrect answers. Leaving any radio button unselected or any drag-and-drop box empty is a self-inflicted score reduction.

2. The 6 Official Decision Making Problem Archetypes and Subtest Sequence

The UCAT Consortium structures Decision Making around six distinct cognitive problem archetypes that appear in a predictable sequence across the 35-question subtest. Recognizing each archetype on sight allows candidates to deploy specialized solving algorithms and enforce strict per-question time ceilings.

When I built the UCAT Exam Hall and categorized our 1,177 Decision Making questions into five topical training modules, I mapped the exact structural flow of official test forms. While slight variations occur across test forms, the Pearson VUE delivery engine consistently groups the six archetypes into recognizable clusters from Question 1 to Question 35:

• Archetype 1: Deductive Syllogisms (Questions 1 to 6 | 5-Statement Drag-and-Drop | 2 Marks): You are presented with 2 to 4 formal premises governing fictional or real-world categories (All surgeons are clinicians; some clinicians play chess) and must judge whether 5 conclusions follow beyond logical doubt (Yes or No). These items test strict set boundaries (All, Some, Most, Few, None, Only) and conditional contrapositives.
• Archetype 2: Logical Puzzles and Constraint Grids (Questions 7 to 14 | 4-Option MCQ | 1 Mark): You are given a multi-variable matching scenario (assigning 4 or 5 doctors to shifts, wards, and car colors), a linear ranking sequence, a circular seating arrangement, or an algebraic symbol-weight balance. Despite requiring up to 90+ seconds of scratchpad work, each puzzle awards only 1 raw mark.
• Archetype 3: Interpreting Information and Data Inferences (Questions 15 to 20 | 5-Statement Drag-and-Drop | 2 Marks): You are given a dense text passage, a multi-axis clinical graph, or a tabular dataset and must evaluate 5 independent inferences (Yes or No). Like opening syllogisms, these carry 2 full raw marks with partial credit for $4/5$, making them the highest-yield cluster in the middle of the exam.
• Archetype 4: Evaluating Arguments and Recognizing Assumptions (Questions 21 to 25 | 4-Option MCQ | 1 Mark): You are presented with a policy question (Should universities abolish undergraduate tuition fees?) followed by four arguments (Yes, because... or No, because...). You must select the single strongest argument that directly addresses the central question using objective, proportional evidence rather than emotion, scope drift, or circular logic.
• Archetype 5: Venn and Euler Diagrams (Questions 26 to 30 | 4-Option MCQ | 1 Mark): You must either calculate numerical populations across 2-set, 3-set, or 4-polygon overlapping diagrams using the Principle of Inclusion-Exclusion, or match a set of verbal quantifier rules to the correct Euler circle topology.
• Archetype 6: Probabilistic and Statistical Reasoning (Questions 31 to 35 | 4-Option MCQ | 1 Mark): You must compare two competing probabilistic scenarios, calculate joint probabilities for independent events ($P(A\cap B)=P(A)\times P(B)$), apply the decrement rule for sampling without replacement, compute expected values, or evaluate diagnostic false-positive rates and clinical risk reductions.

3. The Mathematics of Partial Credit in 2-Mark Multi-Statement Grids

The 15 five-statement Yes/No drag-and-drop items in Decision Making generate 30 of the 50 available raw marks ($60\%$ of the subtest). Because scoring 3 out of 5 statements yields zero marks while 4 out of 5 yields 1 mark and 5 out of 5 yields 2 marks, auditing the fourth and fifth statements offers the highest marginal score return in the entire UCAT.

Let us examine the exact probability distribution of a 5-statement binary (Yes/No) grid under the binomial theorem. Suppose a rushed candidate guesses blindly across all 5 statements, where each statement has an independent success probability of $p=0.50$ and failure probability of $q=0.50$:

$$P(k\text{ correct out of }5) = \binom{5}{k}(0.50)^k(0.50)^{5-k} = \frac{5!}{k!(5-k)!}\left(\frac{1}{32}\right)$$

• Probability of 5/5 Correct (2 Marks): $\binom{5}{5}/32 = 1/32 = 0.03125$ ($3.125\%$).
• Probability of 4/5 Correct (1 Mark): $\binom{5}{4}/32 = 5/32 = 0.15625$ ($15.625\%$).
• Probability of 3/5 or Fewer Correct (0 Marks): $(10+10+5+1)/32 = 26/32 = 0.8125$ ($81.25\%$).
• Expected Value of Blind Guessing on a 5-Statement Grid:

$$EV(\text{Blind Grid}) = (2\times 0.03125) + (1\times 0.15625) + (0\times 0.8125) = 0.0625 + 0.15625 = 0.21875\text{ Marks}$$

Notice that a blind guess on a standard 4-option MCQ yields $EV=0.25$ marks in 1 second, whereas a blind guess on a 5-statement drag-and-drop grid yields only $0.21875$ marks and costs 5 seconds of mouse dragging! Now observe what happens when you apply disciplined deductive verification to lock in 4 certain statements and must guess only on the 5th most ambiguous statement ($p=0.50$ on the final statement):

$$EV(\text{4 Verified + 1 Guess}) = (2\times 0.50) + (1\times 0.50) = 1.50\text{ Marks}$$

By moving from 3 verified statements ($EV=0.50$ marks if guessing the remaining two) to 4 verified statements ($EV=1.50$ marks), you gain $+1.00$ full expected raw mark (equivalent to roughly $+18$ to $+22$ scaled UCAT points) for just 15 seconds of verification work.

Perturbed Worked Example: 5-Statement Clinical Data Inference Grid

Consider a representative 2-mark Interpreting Information stem modeled on our Syllogisms and Deductive Reasoning QBank Chapter (/qbank/start/173/):

• Stem Premise: A regional cardiology audit tracked 400 patients admitted with acute chest pain across Hospital North ($N=250$) and Hospital South ($N=150$). Every patient admitted to Hospital North received a troponin blood assay within 30 minutes of arrival. At Hospital South, $80\%$ of admitted patients received a troponin assay within 30 minutes, while the remaining $20\%$ received the assay between 31 and 60 minutes. Across the combined 400-patient cohort, exactly 140 patients were ultimately diagnosed with acute myocardial infarction (AMI), and $90\%$ of those diagnosed with AMI had received their troponin assay within 30 minutes.

• Deduction: Hospital North $=250\times 100\%=250$. Hospital South $=150\times 80\%=120$. Total within 30 minutes $=250+120=370$. Result: YES.

• Deduction: Total AMI patients $=140$. Exactly $90\%$ ($126$ patients) were tested within 30 minutes, leaving $140-126=14$ AMI patients tested between 31 and 60 minutes. Since all Hospital North patients were tested within 30 minutes, all 14 of these delayed-assay AMI patients must have been at Hospital South. Since $14<15$ is strictly true, this follows inescapably. Result: YES.

• Deduction: While clinically plausible in the real world, the provided stem mentions zero mortality data and zero causal treatment outcomes. Importing outside clinical knowledge violates the Closed-Universe Law. Result: NO.

• Deduction: Hospital South patients waiting 31 to 60 minutes $=150\times 20\%=30$ patients. From Statement 3, exactly 14 of these 30 patients had AMI. Therefore, $30-14=16$ patients did NOT have AMI. Because $16/30>50\%$, more than half were not diagnosed with AMI. Result: YES.

4. The Two-Pass Triage Architecture and Countdown Clock Checkpoints

The Two-Pass Triage Architecture is an operational time-management protocol that divides the 37-minute Decision Making subtest into a 30-minute Pass 1 sweep for high-yield marks and a 7-minute Pass 2 resolution phase for time-intensive 1-mark logic puzzles. This prevents early-section cognitive gridlock.

Why do straight-A candidates routinely run out of time at Question 28 in Decision Making? Look back at the subtest sequence in Section 2: the UCAT Consortium places Cluster 2 (Logical Puzzles, Questions 7 to 14) right after the opening Syllogisms and right before the 2-mark Interpreting Information grids, rapid Evaluating Arguments items, Venn Diagrams, and Probability questions. If you attempt to solve every 5-entity, 4-attribute Logical Puzzle linearly during your first pass, you will easily burn 12 to 15 minutes on just 7 or 8 single-mark questions. By the time you reach Question 21, your countdown clock is in freefall, forcing you to rush or blind-guess the fastest, highest-ROI questions at the back of the exam.

In my BeambePrep Study Notes on Decision Making Logic Puzzles, I train every student to execute this exact Two-Pass Triage Protocol:

1. Step 1 (Execute Pass 1 on Cluster 1 Syllogisms, Q1 to Q6): Spend 65 to 75 seconds per item carefully mapping quantifiers and contrapositives to lock in 10 to 12 raw marks out of 12.
2. Step 2 (Filter Cluster 2 Logic Puzzles by Complexity, Q7 to Q14): When a Logical Puzzle appears on screen, perform a 5-Second Complexity Audit. If it is a short 3-variable or 4-item linear ordering puzzle with a direct anchor clue, solve it immediately in under 55 seconds. If it is a sprawling 5-person by 4-attribute matching puzzle with zero direct positive clues, immediately click your designated Single-Letter Default (Option B or Option C), press Alt+F to flag, and press Alt+N to advance in 1.5 seconds flat.
3. Step 3 (Harvest Cluster 3 Interpreting Information Grids, Q15 to Q20): With your working memory fresh and your clock ahead of schedule, invest 70 to 80 seconds per 5-statement data grid to secure another 10 to 12 raw marks.
4. Step 4 (Sprint Through Cluster 4 Evaluating Arguments, Q21 to Q25): Apply the Central Question Test and sever the Yes/No stem word to clear all 5 items in under 2.5 minutes total.
5. Step 5 (Clear Cluster 5 Venn Diagrams & Cluster 6 Probability, Q26 to Q35): Use the Center-Out Venn protocol and the on-screen calculator (Alt+C) to bank the final 10 single-mark items with 6 to 8 minutes still remaining on the countdown clock.
6. Step 6 (Execute Pass 2 on Flagged Logic Puzzles): Press Alt+S or Alt+V to jump to the Review Screen, click Review Flagged (Alt+F), and calmly solve the 4 or 5 flagged Logical Puzzles with zero time panic because every later question in the subtest is already banked!

5. Pearson VUE Hardware Ergonomics, Keyboard Shortcuts, and Noteboard Engineering

Mastering the physical Pearson VUE workstation requires pairing left-hand keyboard navigation chords (Alt+N, Alt+F, Alt+C) with right-hand mouse and 10-key numeric keypad execution, alongside a structured column layout on your laminated dry-erase booklet. This eliminates 3 to 4 minutes of mechanical cursor friction across 37 minutes.

When I engineered the BeambePrep UCAT Exam Simulator and the 40-Question Diagnostic Mock (/ucat/start/10/), I replicated the exact keyboard focus behaviors and TI-108 calculator quirks of the Pearson VUE test center environment. During Decision Making, you switch constantly between three physical actions: dragging Yes/No boxes with the optical mouse, sketching grids or arrow chains with your fine-tip marker on the laminated noteboard, and typing probability or Venn numbers into the on-screen calculator.

To prevent your hands from tangling or wasting seconds searching for on-screen buttons, enforce these hardware protocols:

• Left-Hand Chord Anchor: Rest your left thumb permanently on the Left-Alt key. Your left index and middle fingers trigger Alt+N (Next Question), Alt+P (Previous Question), Alt+F (Flag Question), Alt+C (Open/Close Calculator), and Alt+V (Navigator Popup) in 0.15 seconds without moving the mouse cursor to the corners of the 24-inch monitor.
• Hybrid Mouse and NumPad Right-Hand Workflow: On 5-statement drag-and-drop items, keep your right hand on the mouse to drag Yes/No tokens while your left hand fires Alt+N the instant the 5th token drops into place. On Venn and Probabilistic Reasoning items (Questions 26 to 35), press Alt+C with your left hand and move your right hand to the physical 10-Key Numeric Keypad (NumLock ON, middle finger anchored on the raised 5 key, Enter for equals, Backspace to clear the display).
• TI-108 On-Screen Calculator Memory Keystrokes: The Pearson VUE calculator emulates the physical Texas Instruments TI-108 layout. Avoid clicking memory buttons with the mouse cursor; instead, drive memory registers directly from your keyboard: P activates $M+$ (add current display to memory), M activates $M-$ (subtract current display from memory), and C activates $MRC$ (Memory Recall / Clear; tapping C once recalls stored memory, while tapping C twice wipes memory clean). Using P, M, and C allows you to accumulate multi-category Venn subsets and probabilistic weighted sums in seconds without handwriting intermediate figures on your noteboard.
• Laminated Noteboard Column Engineering: Never scribble randomly across the middle of your wipeable A4 booklet, and never waste active testing seconds wiping pages clean with your tissue or sleeve. Divide each laminated page vertically into two columns, label every working block with its question number (Q3, Q11, Q28), and leave your flagged Pass 1 partial grids intact so that if you return to Q11 during Pass 2, your initial constraints are still waiting for you.
• The Fine-Tip Marker Cap Discipline: Pearson VUE centers supply ultra-fine dry-erase markers that dry out in 3 to 4 minutes if left uncapped under air conditioning. Click the cap shut during Cluster 4 (Evaluating Arguments), where zero scratchpad writing is required, so your nib stays saturated for Venn Diagrams and Pass 2 Logic Puzzles.

Perturbed Worked Example: Venn and Conditional Probability Hybrid Calculation

Let us walk through a 50-second calculation combining Cluster 5 (Venn Diagrams) and Cluster 6 (Probabilistic Reasoning), drawn from the principles in our Venn Diagrams Note (/notes/ucat-dm-venn-euler-diagram-set-operations/) and Probabilistic Reasoning Note (/notes/ucat-dm-probabilistic-reasoning-risk/):

• Problem Stem: In a clinical trial cohort of 200 patients with refractory migraines, 110 patients are prescribed Drug Alpha, 85 patients are prescribed Drug Beta, and 35 patients are prescribed neither medication. If two patients are selected consecutively at random without replacement from the subgroup of patients prescribed only Drug Alpha, vs selecting one patient at random from the entire 200-patient cohort who is prescribed both Drug Alpha and Drug Beta, what is the exact number of patients prescribed only Drug Alpha?
• Step 1 (Compute the Active Union $|A\cup B|$): Subtract the 35 patients taking neither drug from the universal set $|U|=200$:

$$|A\cup B| = 200-35 = 165\text{ patients}$$

• Step 2 (Compute the Dual Intersection $|A\cap B|$): Apply the two-set Principle of Inclusion-Exclusion:

$$|A\cap B| = |A| + |B|-|A\cup B| = 110 + 85-165 = 195-165 = 30\text{ patients}$$

• Step 3 (Isolate Drug Alpha Only $|A_{\text{only}}|$): Subtract the shared overlap ($30$) from the total Drug Alpha circle ($110$):

$$|A_{\text{only}}| = |A|-|A\cap B| = 110-30 = 80\text{ patients}$$

• Step 4 (Bonus Conditional Probability Verification): If a follow-up question asks for the probability that a patient selected from the Drug Alpha cohort also takes Drug Beta, calculate $P(B\mid A) = |A\cap B|/|A| = 30/110 = 3/11 \approx 0.2727$ ($27.3\%$). Total solving time using mental arithmetic: 28 seconds.

6. Your Complete BeambePrep Decision Making Mastery Roadmap

Achieving an 800+ score in UCAT Decision Making requires transitioning from passive strategy reading to timed, high-friction active recall and authentic exam simulation. I structured the BeambePrep UCAT suite so that every study note, FSRS-6 flashcard subdeck, and topical QBank chapter cross-links into a unified daily training loop.

Follow this four-stage mastery roadmap over your next 4 to 6 weeks of preparation:

• Stage 1: Deep Conceptual Encoding via Printable & Interactive Notes: Read through the complete BeambePrep Decision Making Notes Hub (/notes/ucat-decision-making/), which houses five comprehensive chapter guides:
• Unit 01: Syllogisms and The Quantifier Hierarchy (/notes/ucat-dm-syllogisms-deductive-logic/)
• Unit 02: Venn and Euler Diagram Set Operations (/notes/ucat-dm-venn-euler-diagram-set-operations/)
• Unit 03: Logic Puzzles, Elimination Grids and Sequential Constraints (/notes/ucat-dm-logic-puzzles-grids-constraints/)
• Unit 04: Evaluating Arguments and Recognizing Fallacies (/notes/ucat-dm-evaluating-arguments-fallacies/)
• Unit 05: Probabilistic Reasoning, Risk Assessment and Expected Value (/notes/ucat-dm-probabilistic-reasoning-risk/)
• Each chapter includes downloadable Midnight Dark Edition PDFs for zero-glare tablet annotation and Ink-Saving Print Edition PDFs for physical binder study.
• Stage 2: Daily FSRS-6 Spaced Repetition Retrieval: Spend 10 minutes every morning drilling the 114-Card Decision Making FSRS-6 Hub Deck (/deck/4894/overview/) (or launch Instant Review (/study/4894/)). Our FSRS-6 memory algorithm schedules each quantifier boundary rule, contrapositive translation, and probability axiom right before your individual forgetting curve decays.
• Stage 3: Untimed-to-Timed Topical QBank Drilling (1,177 Questions): After establishing your baseline with the Decision Making Diagnostic Set (/qbank/start/152/), systematically clear all five topical QBank chapters in Swarm Mode to see real-time peer distractor telemetry:
• Chapter 172: Venn Diagrams and Set Operations (147 Questions)
• Chapter 173: Syllogisms and Deductive Reasoning (273 Questions)
• Chapter 174: Logic Puzzles and Constraint Satisfaction (486 Questions)
• Chapter 175: Strong and Weak Arguments (127 Questions)
• Chapter 176: Statistical Reasoning, Risk and Probability Trees (144 Questions)
• Stage 4: Full-Length Pearson VUE Simulation: Once your topical accuracy crosses $75\%$, enter the UCAT Exam Hall (/ucat/) and take the 40-Question Diagnostic Mock (/ucat/start/10/) on a desktop workstation using a physical 10-key numeric keypad and a laminated dry-erase sheet.

Frequently Asked Questions

Q: How many questions and minutes are in the UCAT Decision Making subtest for 2026 and 2027?

The UCAT Decision Making subtest contains 35 questions to be completed in 37 minutes of active testing time, preceded by a 1-minute 30-second instruction timer. This provides an average pacing budget of approximately 63.4 seconds per question.

Q: Why does Decision Making have 50 total raw marks when there are only 35 questions?

Decision Making combines two different question formats: 20 single-answer multiple-choice questions worth 1 raw mark each (20 marks total) and 15 five-statement Yes/No drag-and-drop questions worth up to 2 raw marks each (30 marks total). Adding 20 marks and 30 marks produces the 50-mark raw scale, which is then equated via Item Response Theory (IRT) onto the 300 to 900 scaled score range.

Q: How does partial credit work on 5-statement Yes/No syllogism and inference questions?

On any 5-statement Yes/No drag-and-drop question, getting all 5 statements correct ($5/5$) awards 2 raw marks, and getting 4 out of 5 statements correct ($4/5$) awards 1 partial raw mark. Getting 3 or fewer statements correct ($3/5$, $2/5$, $1/5$, or $0/5$) awards 0 raw marks.

Q: What is a good UCAT Decision Making score for medical school admissions?

Across the official cohort of $N=39,935$ candidates, the mean Decision Making score is 635. A score of 700+ places you firmly in the 80th percentile (8th decile, corresponding to a 2,130 total score), while a score of 750 to 800+ places you in the 90th percentile and above (9th decile, corresponding to a 2,270+ total score), which is highly competitive for top UK, Australian, and Aga Khan University (AKU) MBBS admissions.

Q: Should I solve Decision Making questions in order from Question 1 to Question 35?

No. Solving linearly from Question 1 to Question 35 forces you to wrestle with complex 1-mark Logical Puzzles (Questions 7 to 14) before you have secured the 2-mark Interpreting Information grids (Questions 15 to 20) and rapid 25-second Evaluating Arguments items (Questions 21 to 25). Execute a Two-Pass Triage strategy: flag and guess multi-attribute 1-mark Logic Puzzles on Pass 1, clear Question 35 with 6 minutes to spare, and resolve your flagged puzzles on Pass 2.

Q: Can I use keyboard shortcuts to answer 5-statement drag-and-drop questions in Decision Making?

Standard letter shortcuts (A, B, C, D) only select radio buttons on 4-option multiple-choice questions and do not drag Yes/No tokens on 5-statement grids. On drag-and-drop grids, use your right hand on the optical mouse to drag the Yes/No tokens while keeping your left thumb on Left-Alt to fire Alt+N (Next) and Alt+F (Flag) instantaneously.

Q: Is the on-screen calculator available during the Decision Making subtest?

Yes. The integrated TI-108 on-screen calculator is available throughout both the Decision Making and Quantitative Reasoning subtests. You can toggle it open or closed at any moment by pressing Alt+C with your left hand and typing numbers directly on the physical 10-key numeric keypad.

Q: How many questions should I get right out of 50 raw marks to score 700 or 750 in Decision Making?

While exact IRT conversions vary slightly by test form difficulty, earning roughly 34 to 36 raw marks out of 50 ($68\%$ to $72\%$) typically converts to a 700 scaled score, while earning 38 to 40 raw marks out of 50 ($76\%$ to $80\%$) typically yields a 750 to 780 scaled score. You can drop 10 to 12 raw marks on the hardest questions and still achieve an elite 9th-decile performance.

Q: What is the difference between Syllogisms and Interpreting Information in Decision Making?

Both archetypes use the 5-statement Yes/No drag-and-drop interface and carry 2 raw marks per item. However, Syllogisms (Questions 1 to 6) test strict formal logic quantifiers (All, Some, Most, Only) across short 2-sentence rules, whereas Interpreting Information (Questions 15 to 20) tests your ability to extract numerical trends, conditional rules, and valid inferences from longer prose passages, tables, and multi-axis charts.

Q: How should I use my laminated dry-erase noteboard during Decision Making?

Divide each page of your laminated booklet into two neat vertical columns and number every working box (Q1, Q8, Q19) so you never waste active testing seconds wiping pages clean. Reserve your noteboard for drawing quick Arrow Chains or Euler circles on Syllogisms, inside-out 3-circle overlaps on Venn items, and structured Anchor-Column Box Tables on Logic Puzzles.