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15R'Ashi said, But we have not learnt so [in our Mishnah]! [For it states]: ONE MAY NOT OFFER ONE [LOG], TWO, OR FIVE [LOGS], BUT ONE MAY OFFER THREE, FOUR, SIX, OR ANYTHING ABOVE SIX. Now here five is stated alongside with two, therefore as two can under no circumstances be admitted for drink-offerings, so five cannot be admitted at all? - This does not necessarily follow; each follows its own rule.<span class="x" onmousemove="('comment',' Two logs, admittedly, cannot under any circumstances be offered, but five may be offered in the manner already described, namely, four logs, being the drink-offering of a ram, are offered, and the remaining log is kept for a freewill-offering. Our Mishnah disallows the offering of five logs only in the first instance, for it is not proper to bring at the outset such a quantity as must inevitably lead to a surplus.');"><sup>27</sup></span> Abaye said, If you are able to prove that the wine of the drink-offerings is not indivisible, then it is not indivisible.<span class="x" onmousemove="('comment',' Therefore any quantity above two logs may be offered.');"><sup>28</sup></span> But if you prove that it is indivisible, then I am clear as to the law with regard to any number of logs up to ten,<span class="x" onmousemove="('comment',' Thus offerings of one, two, or five logs may not be brought, but any other quantity, up to and including ten, may. V. supra p. 638, n. 13.');"><sup>29</sup></span> but about eleven