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# Title: Leibniz-Handschriften zur Mathematik LH 35, 4, 17
# Folio 1v, page id 00068014:0002
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itaque scribi potent
abc infinitae varietates
asito Q essi
pro mutatione literarum et potestatum quae inter e id utile esset affirmando negandoque ad componen
dum datum numerum pumum jungi possent. N si vero a. b. c. d sunt ofunc
sunt 2 3 5 7
Ese numems primus datus erit inter 49 et 121, qui sic componendus est ut indivisibilitas
apparent ex terminis. Nota si Z valet debent S. +. v. X esse 0. et contra, si
volumus ut ex expressione hac analytica apparent indivosibilitas
an addi possunt: ab + ac + ad + bc + bd + cd Tulis quantitas etium non potest
dividi nec per a ob bc +bd + cd nec per aliam ob timilem rationem. Item si
aliquae abessent taman non posset dividi, ut auferarau ab, vel etiam ab + ac
itaque varii numeri sex vel quatuor partium indefieri possunt omnes primi
et à se invicen diferentes
Regula autem a sola formuta, non vero a consideratione, u omnes
primi rudice minores contineantur dependens c(quia virtate id inde sequitur
sponte) haec est, u sint primi omnes deinces, ab unitate post  unitate
abcd fieut inde abed abe ab bcd+
1 + abcd a + bcd) b + acd) c + abd) d + abc
211
a b + cd
107
ac + bd) ad + bc
Hic jam displicet quod redit 31
quod jam fuelat