128 De libris \({1 \over 2}\) 8 venditis pro soldis327

Item libre \({1 \over 2}\) 8 pro soldis \({3~~2 \over 4~~12}\) 11; quantum veniunt rotuli \({1~~3 \over 2~~8}\) 9? Fac de
⓪ 539 17 ③
s. can.
\({3~~\phantom{1}2 \over 4~~12}\) 11 \({1~~\phantom{15}8 \over 2~~158}\)
pensa est 0 per 7 151
 
\({1~~1~~\phantom{1}8~~\phantom{1}5~~\phantom{1}6~~\phantom{1}8 \over 2~~8~~10~~10~~17~~12}\) 19 \({1~~3~~\phantom{10}9 \over 2~~8~~100}\)
328 libris \({1 \over 2}\) 8 partes unius cantarii; erunt \({1~~\phantom{1}8\phantom{1} \over 2~~158}\), et de rotulis \({1~~3 \over 2~~8}\) 9 fac similiter partes cantarii; eruntque \({1~~3~~\phantom{1}9\phantom{1} \over 2~~8~~100}\). Et329 describe questionem, et multiplica 8 que sunt super 158 per 2 et adde 1; erunt 17, que pone super \({1~~\phantom{1}8\phantom{8} \over 2~~158}\), et multiplica 11 per 12 et adde 2, que per 4 et adde 3; erunt 539, que pone super \({3~~\phantom{1}2 \over 4~~12}\) 11. 129 Adhuc multiplica 9 que sunt super 100 per 8 et adde 3, que per 2 et adde 1; erunt 151, que pone super \({1~~3~~\phantom{1}9\phantom{1} \over 2~~8~~100}\). Et multiplica 151 per 539: erunt 81389, que deberes multiplicare per 2 et per 158 que sunt sub virgula sub 17 et dividere per eadem330 17 et per ruptos aliarum virgularum. 130 Sed relinques multiplicationem de 2 que sunt post 158 in virgula et multiplica[S:46v]tionem de 2 que sunt in 158, sed multiplica331 [G:68v] tantum332 81389 per medietatem de 158, scilicet per 79, et pro ipsis 2 et 2333 per que non multiplicasti relinques334 quod non divides per 4 que sunt in virgula post 12. Multiplicatio enim de 81389 per 79 est 6429731, quibus divisis in \({1~~0~~\phantom{1}0~~\phantom{1}0~~\phantom{1}0~~\phantom{1}0 \over 2~~8~~10~~10~~17~~12}\), exibunt soldi \({1~~1~~\phantom{1}8~~\phantom{1}5~~\phantom{1}6~~\phantom{1}8 \over 2~~8~~10~~10~~17~~12}\)335 19.

  • 327De libris \({1 \over 2}\) 8 venditis pro soldis:   om. F R
  • 328
    ⓪ (⓪:   om. R) 539 17 (17:   12 α) ③ (③:   om. α R S)
    s. can.
    \({3~~\phantom{1}2 \over 4~~12}\) 11 \({1~~\phantom{15}8 \over 2~~158}\)
    pensa est 0 (pensa est 0:   om. S) per 7 151
     
    \({1~~1~~\phantom{1}8~~\phantom{1}5~~\phantom{1}6~~\phantom{1}8 \over 2~~8~~10~~10~~17~~12}\) 19 \({1~~3~~\phantom{10}9 \over 2~~8~~100}\)
    (⓪:   om. R) (17:   12 α) (③:   om. α R S) (pensa est 0:   om. S) :   om. V
  • 329Et:   om. α
  • 330dividere per eadem:   divide per eandem α
  • 331multiplica:   multiplicatam ( ex multiuplicatatum V) α
  • 332tantum:   cum α
  • 3332 et 2:   52 et 2 α   2 de \({1 \over 2}\) R
  • 334relinques:   relinquens S
  • 335\({1~~1~~\phantom{1}8~~\phantom{1}5~~\phantom{1}6~~\phantom{1}8 \over 2~~8~~10~~10~~17~~12}\):   \({1~~1~~\phantom{1}9~~\phantom{1}5~~\phantom{1}5~~\phantom{1}8 \over 2~~8~~10~~10~~17~~12}\) A   \({1~~1~~\phantom{1}9~~\phantom{1}5~~\phantom{1}5~~\phantom{1}6 \over 2~~8~~10~~10~~17~~12}\) G   \({1~~1~~\phantom{1}9~~\phantom{1}5~~\phantom{1}6~~\phantom{1}6 \over 2~~8~~10~~10~~17~~12}\) V

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