297 De forfori ad gerovi816

Item si de rotulis forfori 453 rotulos gerovi facere volueris, describes
for. ger.
13 6
   
453 \({1 \over 13}\) 209
817 forforinos sub forforinis, hoc est 453 [V:47r] sub 13, et multiplica818 6 per 453 que sunt ex adverso et divide819 per 13: exibunt rotuli \({1 \over 13}\) 209, ut [S:55r] in hac descriptione ostenditur.

[R:78r] 298 Rursus si de rotulis gerovinis \({1 \over 5}\) \({1 \over 4}\) \({1 \over 3}\) 23 forforinos facere volueris,
for. ger.
13 6
unc. ℞ 1427
\({2~~\phantom{1}4~~\phantom{1}6 \over 5~~12~~12}\) 51 \({1 \over 5}\) \({1 \over 4}\) \({1 \over 3}\) 23
820 describe821 gerovinos sub gerovinis, hoc est \({1 \over 5}\) \({1 \over 4}\) \({1 \over 3}\) 23 sub 6, et multiplica 23 per suas virgulas: erunt 1427, que multiplica per 13 et divide822 per 6 et per ruptos. Tamen si vis multiplica summam823 per 2 ut habeas \({\phantom{1}1~~\phantom{1}0 \over 12~~12}\) in virgula propter uncias et miliarenses: exibunt rotuli forfori \({2~~\phantom{1}4~~\phantom{1}6 \over 5~~12~~12}\) 51, hoc est rotuli 51 et uncie 6 et miliarenses \({2 \over 5}\) 4.

  • 816De forfori ad gerovi:   om. R S   De forforis ad gerovi F
  • 817
    for. ger.
    13 6
       
    453 \({1 \over 13}\) 209
    :   om. V
  • 818multiplica:   multiplicabis R
  • 819divide:   divides R
  • 820
    for. ger.
    13 6
    unc. ℞ 1427 (1427:   14276 S)
    \({2~~\phantom{1}4~~\phantom{1}6 \over 5~~12~~12}\) 51 (\({2~~\phantom{1}4~~\phantom{1}6 \over 5~~12~~12}\) 51:   \({2~~\phantom{1}4~~\phantom{1}6 \over 5~~12~~12}\) S) \({1 \over 5}\) \({1 \over 4}\) \({1 \over 3}\) 23
    (1427:   14276 S) (\({2~~\phantom{1}4~~\phantom{1}6 \over 5~~12~~12}\) 51:   \({2~~\phantom{1}4~~\phantom{1}6 \over 5~~12~~12}\) S) :   om. V
  • 821describe:   describes R
  • 822divide:   divides R
  • 823summam:   eam summam S   

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Capitulum octavum

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