De aequat. algebricis 467 



(3)(3)(1)(2) (4)(4)(1)(2) (5)(5)(1)(2) 



. (3X3)(1)(4) (4)(4)(1)(3) (5)(5)(1)(3) 



(3)(3)(1)(5) (4)(4)(1)(5) (5)(5)(1)(4) 



(3)(3)(2)(4) (4)(4)(2)(3) (5)(5)(2)(3) 



(3)(3)(2)(5) (4)(4)(2)(5) (5)(5)(2)(4) 



(3)(3)(4)(4) (4)(4)(3)(5) (5)(5)(3)(4) 



(3)(3)(4)(5) (4)(4)(5)(5) 

 (3)(3)(5)(5) 



(1)(1)(1)(1) (2)(2)(2)(1) (3)(3)(3)(1) 



(1)(1)(1)(2) (2)(2)(2)(2) (3)(3)(3)(2) 



(1)(1)(1)(3) (2X2)(2)(3) (3)(3)(3)(3) 



(1)(1)(1)(4) (2)(2)(2)(4) (3)(3)(3)(4) 



(1)(1)(1)(5) (2)(2)(2)(5) (3)(3)(3)(5) 



(4)(4)(4)(1) (5)(5)(5)(1) 



(4)(4)(4)(2) (5)(5)(5)(2) 



(4)(4)(4)(3) (5)(5)(5)(3) 



(4)(4)(4)(4) (5)(5)(5)(4) 



(4)(4)(4)(5) (5)(5)(5)(5) 



Ex hisce productis illi in quibus aggregatum ex numeris in- 

 ter parentheses clausis est 8 , sunt 



(1X1X1X5) 



(1X1)(2X4) 



(1X1X3X3) 



(1)(2X2)(3) 



(2)(2)(2);2) 



ideo termini quarti coeflicienlis H erunt 



(1)(1X1)(5) 

 2.3 



_ (1X1X2X4) 

 2 



_ (1X1X3X3) 

 2.2 

 T. V. , 59. 



