Shuffle any previously unknown cards into the random portion of the deck
then put any known cards back in their correct locations.
Shuffle any previously unknown cards into the random portion of the deck, then put any known cards back in their correct locations.
Edited Cyril Germain (Sept. 18, 2019 05:32:31 PM)
Originally posted by Cyril Germain:
Edit: mistakes and typos fixed. Proofreading is better done before publishing a reply ~~
Fair enough, I should have been more lenghy in my reasoning:
Ok, so first, let's just name the 4 bottomed cards A,B,C, D and decide that the player saw card A.Shuffle any previously unknown cards into the random portion of the deck
So we put (B-C-D) aside, the A card get reshuffled into the deck, then the random deck goes on top of (B-C-D)
>then put any known cards back in their correct locations.
The IPG doesn't have a formal definition of what is “a known card” AFAIK, but in practice, we use “the physical card, that both players agree, is/are in X position”. If I where to put a thin pink confetti in the sleeve of card A before shuffling it, I could then 100% find that “know card” by looking through the deck. If it was a software, each card could have a unique ID, and be found without troubles.
In that case, there's just a small issue arising from tracking a physical card through the deck.
So I think that marking card A, shuffling it in the deck, then retrieving it, removing the marking, and returning it to the bottom 4 is very much supported by the text of:Shuffle any previously unknown cards into the random portion of the deck, then put any known cards back in their correct locations.
The result of all these actions being: reshuffle the bottom 4.
The only leftover hangup is that “correct locations” doesn't specify the state (ordered or random) of the set, but we can't expect a 30 pages document to cover every possible case.
Cyril
Originally posted by Cyril Germain:
That was my entire point ^^
That the “follow the IPG to the letter” gives you the exact same result. Hence why “shuffle bottom 4 again” is a fix 100% supported by the IPG.
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