About The Hook-Up Game

An open, transparent look at how this educational tool estimates STI risk — so educators can check the math and the sources before using it with students.

What this is

The Hook-Up Game lets a student describe a year of sexual choices — their anatomy and their partners' anatomy, what kind of partners (relationship, friend, acquaintance, stranger), how many, whether they use condoms, and whether they've had the HPV vaccine — and then estimates the chance they'd contract one or more STIs that year. It "rolls the dice" to show a possible outcome and lets students tweak one variable at a time to see how risk moves.

It is a teaching model built from published, population-level statistics, not a diagnostic tool. It cannot predict any real person's risk. The goal is to make the relationships between behavior and risk visible and explorable — especially the outsized roles of partner count, condoms (for fluid-borne STIs), and the HPV vaccine.

How the math works

The model is built per STI rather than as one aggregate number. For each STI and each partner, the chance that partner transmits it to the student is:

risk_per_partner = [ prevalence × tier_multiplier ] × transmission(anatomy_pairing) × condom_factor × vaccine_factor

Across a year with N partners, and then across all STIs, assuming independent partners:

P(get STI s) = 1 − ∏partners ( 1 − risk_per_partner )
P(any STI) = 1 − ∏STIs ( 1 − P(get STI s) )

The numbers

Table 1 — Prevalence & condom protection (per STI)

"Stranger-pool prevalence" is the chance a random unscreened young adult carries it. The condom factor is the transmission multiplier when condoms are used: fluid-borne STIs are cut ~98%, but skin-contact HPV and herpes only ~40%, because they spread from areas a condom doesn't cover.

STIStranger-pool prevalenceCondom factorCondom reduction
HPV0.400.60~40% (skin contact)
Herpes (HSV-2)0.100.60~40% (skin contact)
Chlamydia0.040.02~98%
Trichomoniasis0.020.02~98%
Gonorrhea0.0070.02~98%
HIV0.0030.02~98%
Syphilis0.0020.02~98%

Syphilis is technically skin-contact too, but is grouped with the 98% set here since its prevalence is negligible in this population.

Table 2 — Transmission per partnership, by anatomy pairing

The probability the infection crosses to the student in a typical partnership (condomless, partner infected). Receptive roles acquire infections more easily than insertive ones. Bi/pan students are evaluated using whichever pairing carries the higher risk.

STIVulva + penis (receptive)Penis + vulva (insertive)Penis + penis (anal, blended)Vulva + vulva
HPV0.550.450.500.30
Herpes0.150.080.120.08
Chlamydia0.350.100.300.02
Trichomoniasis0.400.100.050.10
Gonorrhea0.500.200.450.02
HIV0.020.0070.080.0005
Syphilis0.300.300.400.10

Chlamydia values are anchored to published per-partnership transmission estimates (≈0.35 male→female, ≈0.10 female→male); the other STIs are scaled from these by their relative per-act transmissibility. The penis+penis figure is a 50/50 blend of insertive and receptive anal roles.

Table 3 — Partner-tier prevalence multipliers

A committed partner is far less likely to be carrying an STI than an anonymous one, because they are a "lower-prevalence pool" (more likely to be tested, monogamous, or known). The student picks one partner type and a number of partners (1–10).

Partner typePrevalence multiplier
Stranger1.00
Acquaintance0.60
Friend0.30
Relationship partner0.12

The HPV vaccine

When a student reports having the HPV vaccine, HPV transmission is multiplied by 0.10 — a 90% reduction. This figure focuses on the high-risk, cancer-causing HPV types the vaccine targets (HPV 16, 18 and others), which are the strains that matter most for long-term health. Because risk compounds across multiple partners, the resulting drop in yearly HPV probability is large but slightly below a flat 90%.

Rolling the outcome

When a student rolls the dice, each STI is rolled independently against its own probability. A student can therefore come away with zero, one, or several STIs in a year — and the result screen shows every STI that lands, titling the box "You contracted multiple STIs" when more than one does. This is more realistic than forcing a single result and lets rarer STIs surface on their own merits rather than always being eclipsed by the most common one.

Worked example

A straight woman (vulva; partners have penises), 3 strangers, no condoms, unvaccinated → about a 58% chance of an STI that year, dominated by HPV. Turning condoms on drops it to ~36% — chlamydia, gonorrhea, trichomoniasis and HIV nearly vanish, but HPV stays high because condoms barely affect it. The HPV vaccine is the bigger lever here: it drops the unprotected case to ~17%, and condoms plus the vaccine together reach ~7%. The contrast — condoms for fluid-borne STIs, the vaccine for HPV — is the central teaching point.

Assumptions & caveats

Using this in your classroom

This tool is free to use and adapt for non-commercial educational purposes. All of the parameters above live in a single, readable file (riskModel.js) so you can review or adjust any number for your own curriculum. We encourage pairing it with a conversation about the limits of population models and the importance of testing, communication, and consent.

Source code & adoption: the entire project is open-source on GitHub — fork it, adapt it for your classroom, review every parameter, or open an issue at github.com/rossdavilla/hookup-sti-risk-game.

Sources

Every parameter above is grounded in the following public-health literature. We encourage educators to read the primary sources directly.

Prevalence & overall burden

Transmission probabilities

Condom effectiveness

HPV vaccine effectiveness

Disclaimer. The Hook-Up Game is an educational model using simplified, population-level estimates. It cannot predict any real individual's risk and is not medical advice. Real risk depends on testing, treatment, local prevalence, vaccination, partner history, and many factors not captured here. For personal guidance, consult a healthcare provider. Parameter values reflect the sources above as interpreted for a classroom tool and may differ from any single study.

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