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Use a template for pregnancy results.
 
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This subpage contains the data and risk models used on the [[Chances_of_Getting_Pregnant_After_Sex|main page]]. The data is based on population averages and is used to generate a risk estimate.
This subpage contains the data and risk models used on the [[Chances_of_Getting_Pregnant_After_Sex|main page]]. The data is based on population averages and is used to generate a risk estimate.


=== Age-Related Fertility ===
== Baseline Fertility Parameters ==
This table provides a relative fertility multiplier based on the woman's age. A value of 1.0 represents peak fertility, with lower values representing the average decline in fecundability (the per-cycle probability of conception) with age.
 
These are single-value constants used in the risk model calculation. The descriptions are linked to the primary sources.
* [https://www.nejm.org/doi/full/10.1056/nejm199512073332301 Peak Conception Probability (A)]: 0.33
* [https://www.ncbi.nlm.nih.gov/pmc/articles/PMC27529/ Fertile Window Width (σ, in days)]: 2.5
* Approximation of 'e': 2.71828
 
----
== Age-Related Fertility ==
This table provides a final multiplier based on the woman's age, which adjusts the overall result from the bell curve calculation.


<riskdata table="age_data" columns="age_description|age_multiplier">
<riskdata table="age_data" columns="age_description|age_multiplier">
Line 11: Line 19:
</riskdata>
</riskdata>


The risk is based on per-cycle conception rates.
* Reference: [https://www.reproductivefacts.org/news-and-publications/patient-fact-sheets-and-booklets/documents/fact-sheets-and-info-booklets/age-and-fertility/ Age and Fertility], American Society for Reproductive Medicine (ASRM), 2021.
* [https://www.asrm.org/globalassets/asrm/asrm-content/resources/patient-resources/protect-your-fertility/age-and-fertility.pdf Age and Fertility: A Guide for Patients], American Society for Reproductive Medicine (ASRM), 2021.
* [https://www.acog.org/womens-health/faqs/having-a-baby-after-age-35-how-aging-affects-fertility-and-pregnancy Having a Baby After Age 35: How Aging Affects Fertility and Pregnancy], American College of Obstetricians and Gynecologists (ACOG), 2021.


=== Timing of Intercourse ===
----
This table provides the baseline, single-event probability of conception based on when intercourse occurred relative to the start of the last menstrual period. This model assumes a regular, average-length (28-day) cycle for this baseline data. A value of -1 indicates that the time window is too uncertain to calculate a meaningful probability.
== Menstrual Cycle Profile ==
This table provides the estimated '''peak ovulation day (μ)''' for different cycle profiles. A value of -1 indicates an irregular cycle where a peak cannot be reliably predicted.


<riskdata table="timing_data" columns="timing_description|timing_base_probability">
<riskdata table="cycle_data" columns="cycle_description|cycle_ovulation_day_mu">
1-7 days ago (During or just after my period)|0.01
Regular and short (25 days or less)|11
8-13 days ago (About a week after my period)|0.15
Regular and average (26-31 days)|14
14-20 days ago (About two weeks after my period)|0.33
Regular and long (32 days or more)|18
21-28 days ago (In the week my next period was due)|0.005
Irregular or I don't know|-1
More than 28 days ago|-1
</riskdata>
</riskdata>


The probabilities represent the chance of conception from a single act of intercourse.
* Reference: [https://www.womenshealth.gov/menstrual-cycle/your-menstrual-cycle Your Menstrual Cycle], Office on Women's Health, U.S. Department of Health & Human Services, 2021.
* [https://www.nejm.org/doi/full/10.1056/nejm199512073332301 Timing of Sexual Intercourse in Relation to Ovulation — Effects on the Probability of Conception, Survival of the Pregnancy, and Sex of the Baby], Wilcox A.J. et al, New England Journal of Medicine, 1995.


=== Menstrual Cycle Profile ===
----
This table provides a multiplier to adjust the risk based on cycle regularity. An irregular cycle makes it difficult to predict ovulation, so the probability is adjusted downward from the "peak timing" assumption to a general average, and the uncertainty is increased. A `cycle_uncertainty_factor` greater than 1.0 triggers a special message.
== Timing of Intercourse ==
This table converts the user's time window into a single '''day of the cycle (x)''' for use in the calculation (using the midpoint of the range).


<riskdata table="cycle_data" columns="cycle_description|cycle_multiplier|cycle_uncertainty_factor">
<riskdata table="timing_data" columns="timing_description|timing_intercourse_day_x">
Regular and short (25 days or less)|1.0|1.0
Don't know/unsure|-1
Regular and average (26-31 days)|1.0|1.0
1-7 days (During or just after my period)|4
Regular and long (32 days or more)|1.0|1.0
8-13 days (About a week after my period)|11
Irregular or I don't know|0.2|2.0
14-20 days (About two weeks after my period)|17
21-28 days (In the week my next period was due)|25
More than 28 days|-1
</riskdata>
</riskdata>


The multiplier adjusts the single-event probability.
* Reference: Based on standard menstrual cycle phases.
* [https://www.womenshealth.gov/menstrual-cycle/your-menstrual-cycle Your Menstrual Cycle], Office on Women's Health, U.S. Department of Health & Human Services, 2021.
 
----
== Contraception Use Case Logic ==
This table provides mutually exclusive multipliers to simulate conditional logic. Selecting a row sets one multiplier to 1 and the others to 0.


=== Risk Models ===
<riskdata table="logic_selectors" columns="logic_description|logic_typical|logic_perfect|logic_failed">
This section defines the calculations and output text for the risk estimates on the main page.
Unsure (Typical Use)|1|0|0
It was used correctly (Perfect Use)|0|1|0
It broke / there was a mistake (Failed Use)|0|0|1
</riskdata>


<riskmodel name="PregnancyRiskPerEvent" calculation="timing_base_probability * age_multiplier * cycle_multiplier">
== Contraception Method ==
{{#ifexpr: {result} < 0
This table provides the failure rates for typical, perfect, and failed use cases for each method. A value of 1.0 means no risk reduction.
| ''Because your last period started more than 28 days ago, it is not possible to provide a reliable estimate. You could be in a low-risk or high-risk phase of your cycle, or you may already be pregnant. Consider taking a pregnancy test if your period is late.''
 
| {{#ifexpr: {cycle_uncertainty_factor} > 1.5
<riskdata table="birth_control_data" columns="bc_description|bc_typical_mult|bc_perfect_mult|bc_failed_mult">
  | ''Because your cycle is irregular, your chances are highly variable and difficult to predict. The risk can range from almost zero on non-fertile days to a peak of about a {{One_In_X|{{#expr:0.33 * {age_multiplier} }} }} chance on your most fertile day.''
None (unprotected sex)|1.0|1.0|1.0
  | Your estimated chance of pregnancy is about '''{{One_In_X|{result}}}''' from this event.
Male Condom|0.13|0.02|1.0
  }}
The Pill (combined)|0.07|0.003|1.0
Withdrawal ("pulling out")|0.22|0.04|1.0
Hormonal IUD (Mirena, etc.)|0.002|0.002|1.0
Copper IUD (Paragard)|0.008|0.008|1.0
The Implant (Nexplanon)|0.001|0.001|1.0
The Shot (Depo-Provera)|0.04|0.006|1.0
</riskdata>
 
* Reference: [https://www.cdc.gov/contraception/about/index.html Contraception], U.S. Centers for Disease Control and Prevention (CDC).
 
----
== Risk Models ==
This model uses a Gaussian (bell curve) function to estimate risk, approximating the mathematical constant 'e' with 2.71828.
 
<riskmodel name="PregnancyRiskPerEvent">
{{PregnancyResult
|{{#expr: 0.33 * (e ^ (-0.5 * (({timing_intercourse_day_x} - {cycle_ovulation_day_mu}) / 2.5) ^ 2)) * {age_multiplier} * (({bc_typical_mult} * {logic_typical}) + ({bc_perfect_mult} * {logic_perfect}) + ({bc_failed_mult} * {logic_failed})) }}
|{{#expr: 0.33 * {age_multiplier} * (( {bc_typical_mult} * {logic_typical} ) + ( {bc_perfect_mult} * {logic_perfect} ) + ( {bc_failed_mult} * {logic_failed} ))
{pagestate}
}}
}}
</riskmodel>
</riskmodel>


''Calculation Explanation:'' The model calculates the final risk by taking the '''timing_base_probability''' and adjusting it using the multipliers for '''age_multiplier''' and '''cycle_multiplier'''. The model then displays one of three messages based on the result: a specific chance for a standard calculation, a message about variability for irregular cycles, or a message about uncertainty if the timing is unknown.
''Calculation Explanation:'' 🔢 This model calculates the distance in days between intercourse (`x`) and the estimated day of ovulation (`μ`), then inputs that distance into a bell curve formula to find the corresponding probability. This result is then adjusted by the '''age_multiplier'''. This method more accurately reflects the rise and fall of fertility throughout the cycle.


----
----
 
Initially created by Gemini (Sept. 2025).
Initially created by [[https://gemini.google.com|'''Gemini (Sept. 2025)''']]

Latest revision as of 05:06, 18 September 2025

This subpage contains the data and risk models used on the main page. The data is based on population averages and is used to generate a risk estimate.

Baseline Fertility Parameters

These are single-value constants used in the risk model calculation. The descriptions are linked to the primary sources.


Age-Related Fertility

This table provides a final multiplier based on the woman's age, which adjusts the overall result from the bell curve calculation.

age_description age_multiplier

Under 25

1.0

25-30

0.9

31-39

0.65

40 and over

0.25

  • Reference: Age and Fertility, American Society for Reproductive Medicine (ASRM), 2021.

Menstrual Cycle Profile

This table provides the estimated peak ovulation day (μ) for different cycle profiles. A value of -1 indicates an irregular cycle where a peak cannot be reliably predicted.

cycle_description cycle_ovulation_day_mu

Regular and short (25 days or less)

11

Regular and average (26-31 days)

14

Regular and long (32 days or more)

18

Irregular or I don't know

-1

  • Reference: Your Menstrual Cycle, Office on Women's Health, U.S. Department of Health & Human Services, 2021.

Timing of Intercourse

This table converts the user's time window into a single day of the cycle (x) for use in the calculation (using the midpoint of the range).

timing_description timing_intercourse_day_x

Don't know/unsure

-1

1-7 days (During or just after my period)

4

8-13 days (About a week after my period)

11

14-20 days (About two weeks after my period)

17

21-28 days (In the week my next period was due)

25

More than 28 days

-1

  • Reference: Based on standard menstrual cycle phases.

Contraception Use Case Logic

This table provides mutually exclusive multipliers to simulate conditional logic. Selecting a row sets one multiplier to 1 and the others to 0.

logic_description logic_typical logic_perfect logic_failed

Unsure (Typical Use)

1

0

0

It was used correctly (Perfect Use)

0

1

0

It broke / there was a mistake (Failed Use)

0

0

1

Contraception Method

This table provides the failure rates for typical, perfect, and failed use cases for each method. A value of 1.0 means no risk reduction.

bc_description bc_typical_mult bc_perfect_mult bc_failed_mult

None (unprotected sex)

1.0

1.0

1.0

Male Condom

0.13

0.02

1.0

The Pill (combined)

0.07

0.003

1.0

Withdrawal ("pulling out")

0.22

0.04

1.0

Hormonal IUD (Mirena, etc.)

0.002

0.002

1.0

Copper IUD (Paragard)

0.008

0.008

1.0

The Implant (Nexplanon)

0.001

0.001

1.0

The Shot (Depo-Provera)

0.04

0.006

1.0

  • Reference: Contraception, U.S. Centers for Disease Control and Prevention (CDC).

Risk Models

This model uses a Gaussian (bell curve) function to estimate risk, approximating the mathematical constant 'e' with 2.71828.

  RiskModel: Chances of Getting Pregnant After Sex/Data:PregnancyRiskPerEvent
    Content: 
{{PregnancyResult
|{{#expr: 0.33 * (e ^ (-0.5 * (({timing_intercourse_day_x} - {cycle_ovulation_day_mu}) / 2.5) ^ 2)) * {age_multiplier} * (({bc_typical_mult} * {logic_typical}) + ({bc_perfect_mult} * {logic_perfect}) + ({bc_failed_mult} * {logic_failed})) }}
|{{#expr: 0.33 * {age_multiplier} * (( {bc_typical_mult} * {logic_typical} ) + ( {bc_perfect_mult} * {logic_perfect} ) + ( {bc_failed_mult} * {logic_failed} ))
{pagestate}
}}

Calculation Explanation: 🔢 This model calculates the distance in days between intercourse (`x`) and the estimated day of ovulation (`μ`), then inputs that distance into a bell curve formula to find the corresponding probability. This result is then adjusted by the age_multiplier. This method more accurately reflects the rise and fall of fertility throughout the cycle.


Initially created by Gemini (Sept. 2025).