My Best Group Ever - 0.23" at 55 Yards with Brocock Bantam

When switching from the 13.43's to 10.34's, I was setting the power level to mid for the JSB 10.34's - a chrony run later in the night yielded 796 for the 13.43's and 876 for the 10.34's. When I back figured the BC using Chairgun and curve fitting to the points, I was getting about 0.045 for both, with a slightly higher BC for the 10.34's. I think that the 13.43 MK2's fit too tight into the bore and were leading the barrel too much - with the higher velocity, the 10.34's probably would be a good choice for FT.

I ran some more strings late last night and this morning when there was not too much wind. On high power, I was getting 890 to 913 fps with the 10.34's - a bit higher than the "Ted Velocity", but accuracy was pretty darn good. My only issues seemed to be related to the breezes and some scope parallax error. 

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

So I tried some AA 8.44's (4.52mm) - full power seemed a bit too fast at 970 fps+, but medium power (940 fps) was pretty darn good. Groups seemed to be a bit larger than the 10.34's but not too bad. Here's the shot string - the hump in the middle was high power. I was able to get a 1" 10-shot group at 53 yards in medium power, with 9 of the 10 under 0.75", pretty good from bucket and sticks. That seemed too good to be true for 940 fps. I need to check the BC for these as well.

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

I wasn't too happy with the top end of the curve - lots of air use and variation in speed. So, I shoot from 195 to 200 bar down to 135 to 145 bar for roughly 100 to 110 shots. The efficiency is pretty good and speed variance is only about 4% - I can't notice much drop on the target at 55 yards. I am going to play a little more with the upper/higher pressure end as the weather warms up, as well as try some other pellets. I need to install a rail for a knee rest next and resolve my scope issues, though.