„ Not equallbut propor-i tionall.

Nearer butnot perfiteconical, butrather heli-call.

356 STRATIOTI COS!

1 Mlhether the right line ol the vtmoſt Randon be equalto the right line ol the Leuel Nange, oꝛ whether in al Per-tes they retaine one Proportion. f

2 Ulhether the right line ol the vtmoſt range be not lellethan the right line of 90 grades ol Randon. ö

3 Mlhether the right line or vtmolt Range be a Meaneproportional bet wens the right line ol the Leuel, and theright line ol the Vertical Range, vir. mounted 90 grades.4 Ulhether the right line ol the btmolt Randon be notrather a Meane Proportionall betwene the right line olthe Leuel Range and that Grade ol Randon that rangeththe ground ol the Leuell Range.

Vlhether the right lines made by any two Peeces atone Randon diſcharged, be not Proportional to the Ran-ges ok their Bullets at the ſame Randon.

6 Mlhether the right lines made by any two Peeces atany Randon, be not Proportionall with their vimoſt

Ranges. f

„ Ghether the vtmolt Randon, J meane to make the

btmoſt Range, be alwapes one, whether the ground beLeuel o aſcending.

8 Mhether the Bullet end his Range with a line not ſen-ſibly different krom a ſtraight line, as it doth begin hiscircuite. N

9 MMhether all Peeces at one Randon diſcharged, asthey make one Angle at the beginning ot their courſe, doallo make one Angle at the end of their rate.

10 Ulhether the Angle at the end ol the Circuite madewith the Bullet be equall with the Angle ol Randon.

11 Mhether the vpper part ol the Circuite made with theWullet, be a poꝛtion of a Circle, as Tartalea ſuppoſeth.

12 Mhether it be not rather a Conical Section and diffe-rent at euerꝝ ſeueral Randon. f

13 Uhether it be not at the vrmoſt Randon a SectionParabolicall in all kind of Pæces, and to differ in are

nelle