Sequence A → ligand → sequence B. Pick two receptors, supply one or more compounds, and the model says which receptor binds each one more tightly.
The layout is the mirror of the potency model. The ligand sits in the middle and the two receptors are the things being compared, so the question the forest answers is which receptor wins, not how tightly either binds.
CCC(=O)N(c1ccccc1)[C@H]1CCN(C[C@H](O)c2ccccc2)C[C@H]1COc1cccc(CCN(CCc2ccccc2)CC2CCCCC2)c1Receptors the model was fitted on are grouped first with their held-out accuracy. Selectivity accuracy varies a great deal by receptor: across the 75 receptors carrying at least 50 held-out comparisons the median is 0.675 and 21 fall below 0.60. Closely related receptors are the hard ones.
One at minimum, 2 at most per run. Each compound is put to both receptors.
Drawing structures never needs an email. Pasting or uploading a list of compounds does, and the full report is emailed back to you.
Unlocks the paste box and the file upload below ↓
We send the full results there, and let you know when the models change.
Strength is defined the same way as on the potency page, the larger of the two output probabilities. What a given strength buys is not the same on the two models, so use the numbers below rather than carrying a threshold across.
| Strength | Right this often | Share of comparisons |
|---|---|---|
| 0.90 and above | 96.8% | 4.4% |
| 0.80 to 0.90 | 89.2% | 10.3% |
| 0.70 to 0.80 | 78.2% | 18.1% |
| 0.60 to 0.70 | 70.2% | 28.8% |
| 0.50 to 0.60 | 56.3% | 38.4% |
Two receptors that a compound genuinely cannot tell apart are two receptors the model cannot tell apart either. Muscarinic receptors sit near chance here for exactly that reason, while opioid receptors reach 0.91.