From 67b20a5b7fb95e11f6bed3f3d8afbaeffc163915 Mon Sep 17 00:00:00 2001 From: Jon Griffiths Date: Sat, 23 Nov 2024 23:40:23 +1300 Subject: [PATCH] psbt: add elements (pset v2) finalization test cases Note that elements core cannot currently finalize the csv test cases. --- src/data/psbt.json | 18 ++++++++++++++++++ 1 file changed, 18 insertions(+) diff --git a/src/data/psbt.json b/src/data/psbt.json index 92b171233..45e588dce 100644 --- a/src/data/psbt.json +++ b/src/data/psbt.json @@ -1264,6 +1264,24 @@ "flags": 0, "result": 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2of2 p2sh-p2wsh un-optimized csv input w/signatures, redundant finalization", + "psbt": 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" + }, + { + "comment": "PSETv2, single 2of2 p2sh-p2wsh multisig input w/signatures, redundant finalization", + "psbt": 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" + }, + { + "comment": "PSETv2, single 2of2 p2sh-p2wsh un-optimized csv input (expired) w/signature, redundant finalization", + "psbt": 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" + }, { "comment": "v2 PSBT two multisig inputs, one P2SH the other P2SH-P2WSH", "psbt": "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",