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Backcross-to-Congenic Calculator.

Compute how many backcross generations and how many months it takes to reach a target recipient genome proportion — with or without marker-assisted speed congenic.

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Validated2026-04-06
CitableMethods and citation included

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Load example backcross-to-congenic calculator data to see the full workflow

Target & Strategy

Fraction of the genome that should match the recipient strain (0.51 – 0.9999).

Default 0.5 (F1 from donor × recipient). Override if you are continuing an in-progress backcross.

Mating to next mating. Default 11 weeks for B6-class strains.

Time to Congenic

Conventional backcrossing to N9 takes 22.8 months — consider speed congenic with MAS to cut this in half.
Conventional generations
N9
backcrosses to recipient
Final proportion
99.90%
recipient genome
Total time
22.8 mo
99 weeks
Saveable with MAS
4 gen
10 months

Per-Generation Convergence

GenerationConventionalSpeed (MAS)Weeks
N175.00%87.50%11
N287.50%96.88%22
N393.75%99.22%33
N496.88%99.80%44
N598.44%99.95%55
N699.22%99.99%66
N799.61%100.00%77
N899.80%100.00%88
N999.90%100.00%99
N1099.95%100.00%110
N1199.98%100.00%121
N1299.99%100.00%132

Green cells indicate the first generation to reach your target proportion on each path.

When to use

  • Planning a new knock-out, knock-in, or transgene transfer onto a clean inbred background
  • Estimating the time and cost to reach JAX-quality (>99.9%) congenic status
  • Comparing conventional vs speed congenic for budget justification
  • Onboarding rotation students to the math behind backcrossing
  • Forecasting when a congenic line will be ready for downstream experiments

Do not use for

  • For F2 intercross or recombinant inbred line setup (different goal)
  • For transgene rescue experiments where background is irrelevant
  • For consomic strain construction (whole-chromosome substitution — different math)

The locus you care about is always 100% donor

Backcrossing converges on recipient *outside* the target locus. The 1-2 cM around your gene of interest stays donor — that's the linkage drag. Speed congenic shrinks this drag faster than conventional.

N-numbering is ambiguous — use the math, not the label

Some labs call F1 "N1," others call it "F1" and the first backcross "N1." Always say "X backcrosses to recipient" and quote the percentage. This calculator uses backcross count.

Don't confuse generations with months

A mouse generation is 10-12 weeks if everything goes right. Half your delay comes from rebreeding old males, occasional mis-genotyping, and the dam that doesn't plug. Always pad your timeline by 25%.

Speed congenic pays off most for sensitive phenotypes

If your target phenotype is robust (e.g., a survival assay), conventional backcrossing is fine. If it's a behavioral or immunological readout where background noise dominates, speed congenic is worth the SNP cost.

1

Method

Conventional: recipient(N) = 1 − (1 − starting) ×\times (0.5)^N. Default starting = 0.5 (F1). Speed congenic with marker-assisted selection: recipient(N) = 1 − (1 − starting) ×\times (0.25)^N (Markel et al. 1997). Generation time defaults to 11 weeks per backcross (mating to next mating). Search returns the smallest N reaching the target. Per-generation table runs N1-N12 for both paths.

2

Validated

Last validated 2026-04-06. Calculations are designed for planning and documentation support; verify procurement decisions against manufacturer specifications or institutional SOPs.

3

How to cite

How to Cite

ConductScience Backcross-to-Congenic Calculator (v1.0.0). ConductScience, Inc. 2026. Available at: https://conductscience.com/tools/backcross-congenic-calculator

Markel P, Shu P, Ebeling C, Klingenstein G, Sansone J, Klein J, et al. Theoretical and empirical issues for marker-assisted breeding of congenic mouse strains. Nat Genet. 1997;17:280-284.

Wakeland E, Morel L, Achey K, Yui M, Longmate J. Speed congenics: a classic technique in the fast lane (relatively speaking). Immunol Today. 1997;18:472-477.

Backcross-to-Congenic Basics

The goal

Move a single gene, transgene, or chromosomal region from a donor strain onto a recipient strain background, *without* dragging along thousands of donor SNPs that could confound your phenotype.

The recipe

1. Cross donor ×\times recipient → F1 (50% recipient genome, all heterozygous at the target locus) 2. Backcross F1 carrier ×\times recipient → BC1 (75% recipient on average) 3. Genotype the offspring, pick carriers, repeat 4. After ~10 backcrosses, the donor genome outside the target locus is <0.1% 5. Intercross two carriers to get a homozygous congenic stock

The math

recipient proportion = 1 − (donor at start) ×\times (0.5)^N. With F1 starting at 50% recipient, donor halves every generation. Geometric, not linear.

Why it matters

A "knock-out on a 129 background" is a different mouse than the same knock-out on a B6 background. Behavioral, immunological, and metabolic phenotypes can flip sign on a different background. If you want your paper to replicate, your KO needs to be on the background everyone else uses — usually B6.

Speed Congenic with Marker-Assisted Selection

The bottleneck

Conventional backcrossing wastes time because you pick carriers blind. Even after 5 generations, the carrier you bred from might happen to have an unlucky 35% donor background — pulling the average back up.

The fix

Genotype 96-384 SNP markers spaced across the genome on every potential breeder. Pick the carrier whose *background* is most recipient — the one that "won" the random shuffle that generation. Markel et al. (1997) showed this gets you N10-equivalent in 4-5 generations instead of 10.

The cost
  • SNP panel per breeder per generation: ~$50-100
  • Per generation, 10-20 breeders typed: $500-2000
  • Total speed congenic: $3000-10000
  • Saved per-diem (5 generations × 11 weeks × ~$1.50/cage/day ×\times ~10 cages): ~$5,000
  • Saved postdoc time: 1+ year of waiting → priceless
When to skip MAS

If your target locus is on a chromosome with already-low recipient density, MAS gains less. If the line is a permanent backbone strain (not a one-shot project), the time savings dominate.

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