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** and S
** For every non-empty set S there is a binary operation defined on S that makes it a group.
** If S is a set of sentences of first-order logic and B is a consistent subset of S, then B is included in a set that is maximal among consistent subsets of S. The special case where S is the set of all first-order sentences in a given signature is weaker, equivalent to the Boolean prime ideal theorem ; see the section " Weaker forms " below.
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** and Isaiah
** Before the reading or chanting of the Gospel, the priest prays: " Cleanse my heart and my lips, O almighty God, who didst cleanse the lips of the prophet Isaias ...", a reference to Isaiah 6: 6.
** Prophets: Isaiah, Ezekiel, Jeremiah, Daniel.
** C: Isaiah 43: 16-21
** A: Isaiah 42: 5 43: 10
** S, AF, AH, AP: Isaiah 42: 5 21
** I: Isaiah 42: 1 21
** Y: Isaiah 42: 1 16
** R ; Isaiah 65: 16 66: 11
** K: Isaiah 65: 7 66: 13
** A, Y, I, Maghreb: Isaiah 54: 1 55: 5
** S, AF, AH: Isaiah 54: 1 10
** K, R: Isaiah 54: 9 55: 12
** A, S: Isaiah 40: 27 41: 16
** Y, I: Isaiah 40: 25 41: 17
** R: Isaiah 33: 17 34: 13
** K: Isaiah 33: 17 35: 10
** K, R: Isaiah 51: 2 22
** K, R: Isaiah 65: 23 66: 18
** R: Isaiah 32: 18 33: 18
** K: Isaiah 32: 18 33: 22
** R: Isaiah 29: 7 30: 4
** K: Isaiah 29: 7 24
** A: Isaiah 27: 6 28: 13 & 29: 22 23
** K, R, AH: Isaiah 27: 6 28: 13
** K, R: Isaiah 42: 8 43: 5

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