Over the past few days I've gathered some combat data. Hits were recorded and put on a 0-23 scale (miss - apocalyptic strike). 775 bow, 777 crossbow, 100 agil, 100 str, lelori forester's crossbow, azurel battle bow, capped basi bolt|arrow, juvie wyverns, with STW, with CS, full aim.
BOW | First Arrow | Second Arrow | Combined | ||
average hit | 9.02±1.7 n=139 | 8.61±3.8 n=139 | 8.84±2.9 n=262 | average Mindstates gained | 2.2±0.6 n=139 |
via snipe | 8.94±1.6 n=77 | 8.84±3.3 n=77 | 8.89±2.6 n=154 | via snipe | 2.3±0.6 n=85 |
via fire | 9.07±1.8 n=54 | 8.44±4.2 n=54 | 8.76±3.3 n=108 | via fire | 2.1±0.7 n=54 |
t= | 0.45 | 0.58 | 0.34 | t= | 0.38 |
p= | 0.65 | 0.56 | 0.73 | p= | 0.70 |
So I think if I interpret that correctly, there's no Statistical difference between the first and second arrow either when using snipe over fire under the above listed conditions right? So why do I get this data with crossbow:
CROSSBOW | Hit | |||
average hit | 7.65±2.2 n=225 | average Mindstates gained | 1.5±0.6 n=225 | |
via snipe | 7.08±2.5 n=103 | via snipe | 1.4±0.7 n=103 | |
via fire | 8.15±1.9 n=101 | via fire | 1.5±0.6 n=101 | |
t= | 3.428 | t= | 0.78 | |
p= | 0.00074 | p= | 0.44 |
IF I am interpreting that p value correctly that would indicate that there -is- a -Statistical- difference between the use of snipe and fire. And fire does more damage. Does that seem right? Why would snipe make no difference for bows but make crossbows worse?
~Hunter Hanryu
>Everything Rangers have is just a lame version of something cool.~Morkim