Mishnah
Mishnah

Commentaire sur Kinim 3:2

אַחַת לָזוֹ, וּשְׁתַּיִם לָזוֹ, וְשָׁלשׁ לָזוֹ, וְעֶשֶׂר לָזוֹ, וּמֵאָה לָזוֹ, עָשָׂה כֻלָּן לְמַעְלָה, מֶחֱצָה כָשֵׁר וּמֶחֱצָה פָסוּל. כֻּלָּן לְמַטָּן, מֶחֱצָה כָשֵׁר וּמֶחֱצָה פָסוּל. חֶצְיָן לְמַעְלָן וְחֶצְיָן לְמַטָּן, הַמְרֻבֶּה כָשֵׁר. זֶה הַכְּלָל, כָּל מָקוֹם שֶׁאַתָּה יָכוֹל לַחֲלֹק אֶת הַקִּנִּין וְלֹא יְהוּ מִשֶּׁל אִשָּׁה אַחַת, בֵּין מִלְמַעְלָן בֵּין מִלְּמַטָּן, מֶחֱצָה כָשֵׁר וּמֶחֱצָה פָסוּל. כָּל מָקוֹם שֶׁאֵין אַתָּה יָכוֹל לַחֲלֹק אֶת הַקִּנִּין עַד שֶׁיְּהוּ מִשֶּׁל אִשָּׁה אַחַת, בֵּין מִלְמַעְלָן בֵּין מִלְּמַטָּן, הַמְרֻבֶּה כָשֵׁר:

Une [paire] de celle-ci [femme] et deux [paires] de celle-ci [une autre femme] et trois [paire] de celle-ci [une autre femme] et dix [paires] de celle-ci [une autre femme] et cent [ paires] de cette ome [une autre femme] s'il [le Kohen ] les a toutes faites au-dessus [de la ligne médiane de l'autel], la moitié sont valides et la moitié sont invalides. S'il les a toutes faites en dessous [de la ligne médiane de l'autel], la moitié sera valide et l'autre moitié sera invalide. S'il a fait la moitié au-dessus et la moitié en dessous, le nombre d'oiseaux dans le plus grand groupe est valide. C'est la règle: tout endroit [situation] où vous pouvez diviser les paires de sorte que les oiseaux d'une femme ne soient pas à la fois au-dessus de [la ligne médiane] et en dessous de [la ligne médiane] moitié sera valide et la moitié sera invalide. Tout endroit [situation] où vous ne pouvez pas diviser les paires autres que les [oiseaux] d'une femme peut être entièrement au-dessus et au-dessous de [la ligne médiane] le nombre d'oiseaux dans le plus grand groupe est valide.

Bartenura on Mishnah Kinnim

זה הכלל כל מקום שאתה יכול לחלוק כו' – meaning to say, that the couple of sacrificial-birds of one woman is not divided in half, but rather one couple of sacrificial birds [is offered] above [the red line] and another woman’s couple of sacrificial birds [is offered] below [the red line], half of it is kosher/fit and half of it is invalid.
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English Explanation of Mishnah Kinnim

Introduction Our mishnah is a direct continuation of yesterday's mishnah. In yesterday's mishnah we discussed scenarios where the two women brought the same number of pairs of birds. Today's mishnah deals with cases where one woman has more pairs than the other.
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English Explanation of Mishnah Kinnim

If one [pair] belonged to one woman and two [pairs] to another, or [even] three [pairs] to another, or [ten] pairs to another or a hundred to another, and he offered all of them above, then half are valid and half are invalid. If for instance one woman had two pairs and the other woman had three pairs, and they were all mixed up and he offered them all above the red line on the altar, then half are valid as olot, because it is certain that of the ten birds, five were olot.
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Bartenura on Mishnah Kinnim

וכל מקום כו' – as for example, one [couple of sacrificial birds] to this [woman] and two [couples of sacrificial birds] to that [woman] where there is a division of one woman’s [couple of sacrificial birds to be offered] above [the red line] and below [the red line], the majority are kosher, as has been explained.
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English Explanation of Mishnah Kinnim

[Similarly], if he offered all of them below, half are valid and half are invalid. Similarly, if he offers half of them below, then half are valid as hataot, because it is clear that five of the birds are hataot.
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English Explanation of Mishnah Kinnim

[If he offered] half of them above and half below, then the [number of birds as there is in the] larger part are valid. In this case, the number of birds that are valid is equivalent to the number of pairs brought by the woman with the larger number of pairs. Let's take a case where one woman brought two pairs and another woman brought three pairs. If the priest offered five birds below the line and five birds above the line, three birds are valid. This is because even if of the five birds he offered above, four of them belonged to the woman who brought two pairs, then two are for sure valid and two are for sure invalid because they should have been hataot. The fifth bird which had to have belonged to the other woman, is also valid as an olah. And if of the five birds, all belonged to the woman with three pairs, three are certainly valid as olot. However, two are certainly invalid because they should have been hataot. The same will work no matter what numbers we plug in. If one woman brought four pairs and the other woman brought six pairs, and the priest offered ten birds above and ten below, then six of the birds offered above are valid as olot. Even if all eight birds from the first woman were offered above, four are valid and then two of the other birds which belonged to the other woman will also be valid. And if all of the birds belonged to the second woman who brought ten pairs, then six are valid. But four have to be invalid because they should have been hataot. You mathematicians out there should try it out for yourself with other numbers you'll see, it always works out.
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English Explanation of Mishnah Kinnim

This is the general principle: whenever you can divide the pairs [of birds] so that those belonging to one woman need not have part of them [offered] above and part [offered] below, then half of them are valid and half are invalid; The mishnah now provides the general rule. If it is possible that he offered all of the birds of one of the women above and all of the birds of the other woman below, then half of the birds are valid. This is the case if the women bring the same numbers of pairs. If each brings, say, five pairs, and he offers five above and five below, it is possible that all of one woman's birds were offered above and all of the other's birds were offered below. Half will be valid.
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English Explanation of Mishnah Kinnim

But whenever you cannot divide the pairs [of birds] without some of those belonging to one woman being [offered] above and some below, then [the number as there is in] the larger part are valid. However, if it is not possible that all of the birds that were offered above and below belonged to the same woman, then the number of birds valid is equal to the larger number of pairs. Thus if one woman brought six and one brought four, and he offered ten above, and ten below, it is not possible that all ten above belonged to one woman and all ten below belonged to the other woman. Therefore, six are valid, equivalent to the larger number.
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