Three Options Spread
Seven cards show the heart of the choice and the likely consequences of each of the three paths.
- 1Question
- 2Cards
- 3Interpretation
What is the Three Options spread
The Three Options spread extends the idea of the two path layout to three alternatives. A first card names the heart of the choice, and each option then gets two cards: one for its nature and one for its outcome.
It is useful when the decision is not a simple either-or: three job offers, three cities, three directions of study.
The 7 positions explained
- 1
The heart of the choice
What the decision is really about.
- 2
Option A
What the first path is and what it asks of you.
- 3
Outcome of A
Where the first path is likely to lead.
- 4
Option B
What the second path is and what it asks of you.
- 5
Outcome of B
Where the second path is likely to lead.
- 6
Option C
What the third path is and what it asks of you.
- 7
Outcome of C
Where the third path is likely to lead.
How to read it
Read each path as a pair
An option card and its outcome card tell one story: what you do and what you get.
Compare across the three
Look for the path whose outcome is steadiest, and the one with the most hidden cost.
Return to the first card
After comparing, go back to the heart of the choice and check which path answers it best.
Tips
Write the three options as short, concrete phrases before you begin. If one of them is only there for completeness, drop it and use the Two Options spread, which gives a clearer picture.
Frequently asked questions
When should I use three options instead of two?
When you really have three realistic alternatives. If one is a filler, the Two Options spread is clearer.
Does the order of the options matter?
No. A, B and C are only labels; the position of a card does not make an option better.
What if the outcomes are similar?
Then look at the option cards themselves and at the heart of the choice: the difference may lie in what each path asks of you.
Can I repeat the spread with different options?
Yes, if the options have changed. Repeating it on the same options only blurs the answer.
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