Matching game
Chiasmus in French: reverse the structure without reversing the logic
Match French chiasmus structures to their plain propositions. Identify ABBA crossing and distinguish a reversed structure from simple opposition.
- C1
- 5 pairs
- Tap to match
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In short
A chiasmus crosses corresponding elements in an ABBA pattern. In adapter l’outil à l’usager, non l’usager à l’outil, the order is tool–user / user–tool. Explain the relation that crossing supports rather than treating reversal alone as proof.
Yellow the idea to rememberBlue French to learn
A neat crossed sentence can clarify a priority, reciprocity or contrast. It can also sound persuasive while leaving its premise unsupported. The task pairs each construction with its plain proposition and includes a simple antithesis as a contrast case.
| Passage | Pattern | Plain issue |
|---|---|---|
| L’outil doit servir l’usager, non l’usager servir l’outil. | outil A – usager B / usager B – outil A | Which should serve which? |
| Le service soutient l’équipe, et l’équipe soutient le service. | service A – équipe B / équipe B – service A | Reciprocal support |
| La procédure est rapide, mais l’accès est difficile. | Two opposed propositions, no repeated crossed pair | A contrast rather than this ABBA pattern |
Tap one on the left, then its partner on the right.
A crossing can state a criterion without justifying it
The tool–user crossing gives a priority. To defend that priority, explain the service’s purpose or the consequences of the design choice. The figure makes the relation salient; it does not replace the reason why that relation is desirable. Similarly, reciprocal syntax does not prove that the support is equal in practice.
La formule oppose deux priorités ; le paragraphe suivant doit expliquer pourquoi l’une sert mieux l’objectif annoncé.
The formula contrasts two priorities; the following paragraph must explain why one better serves the stated aim.
When reading, recover the two elements and the verbs connecting them. When writing, check that reversing the elements has not created a claim you cannot defend. Clarity of proposition is more valuable than symmetry alone.