יז מכדי כל שיש בהיקפו שלשה טפחים יש בו ברוחבו טפח בתריסר סגיא
17 Now then, where '[almost] all the window was higher than ten handbreadths from the ground but a part of it was within ten handbreadths' you ruled that 'the tenants may prepare two 'erubs or, if they prefer, they may prepare one was it also necessary to mention the case where '[almost] all of it was within ten handbreadths and a part of it was higher than ten handbreadths'?<span class="x" onmousemove="('comment',' Apparently not, since the latter may be deduced from the former a minori ad majus.');"><sup>37</sup></span> - This is a case of anticlimax: This,<span class="x" onmousemove="('comment',' The first case where a window was only partly within ten handbreadths from the ground.');"><sup>38</sup></span> and there is no need to say that.<span class="x" onmousemove="('comment',' The second case where almost all of it was within the ten handbreadths.');"><sup>39</sup></span> R'Johanan ruled: A round window<span class="x" onmousemove="('comment',' If it is to be regarded as a valid opening that enables the tenants of both courtyards to join in a single 'erub.');"><sup>33</sup></span> must have a circumference of twenty-four handbreadths, two and a fraction of which<span class="x" onmousemove="('comment',' Measured from the lowest point of the circumference along the diameter joining this point to the highest one opposite (cf. Tosaf.) .');"><sup>40</sup></span> must be within ten handbreadths from the ground, so that, when it<span class="x" onmousemove="('comment',' The window whose diameter (being approx. a third of its circumference) is equal to (24/3 =) eight handbreadths approx.');"><sup>41</sup></span> is squared,<span class="x" onmousemove="('comment',' And thus reduced on each side oft he square by two handbreadths, leaving a square window of the size of 8 - (2 + 2) by 8 - (2 + 2) = 4 X 4 handbreadths. He assumed that the area of a square constructed within a circle is half the area of the circle itself, v. infra.');"><sup>42</sup></span> a fraction remains within the ten handbreadths from the ground.<span class="x" onmousemove="('comment',' This fraction being the only part of the square window within the prescribed distance from the ground.');"><sup>43</sup></span> Consider: Any object that has a circumference of three handbreadths is approximately one handbreadth in diameter: should not then twelve handbreadths<span class="x" onmousemove="('comment',' A third of twelve being four.');"><sup>44</sup></span> suffice?<span class="x" onmousemove="('comment',' For the purpose of obtaining a square of four handbreadths by four within the circumference. Why then did R. Johanan require a minimum circumference of twenty-four?');"><sup>45</sup></span>