device-56.home 2026-3-29:19:31:5
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@@ -137,7 +137,11 @@ header-auto-numbering:
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> > - p $[1^{2}2^{3} \longleftarrow [1^{1}2^{2}X^{2} \longleftarrow [2^{1}X^{2}n^{X}$
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> > - c $[1^{2}2^{\geq 4}$ impossible
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> > - c $[1^{2}3^{n \geq 1} \longleftarrow [1^{1}n^{3}$ impossible car $,1X,XX,$ est impossible
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> > - $1^{2}(X)$
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> > - c $[1^{2}(X\geq 4)$ impossible par le [[désintégration audioactive#^thm-jour-2|théorème du jour 2]]
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> > - p $[1^{3}X \longleftarrow [1^{1}X^{1} \longleftarrow [X^{1}$
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> > - Si $R$ commence par $2$
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> > - p $[2^{1}X \longleftarrow [X^{2} \longleftarrow [X^{X}$
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> > -
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> >
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> > ![[sources/1 - articles/Open problems in communication and computation (Cover, T. M., 1938-, Gopinath, B) (z-library.sk, 1lib.sk, z-lib.sk).pdf#page=186&rect=12,345,377,408|p.186]]
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