3,2,4,14 to 8 models = choose up two, choose none, or choose all (remember to rank the models best to worst)
View attachment 2500752
and my choice is #1, #3, #4 and #2
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3,2,4,14 to 8 models = choose up two, choose none, or choose all (remember to rank the models best to worst)
View attachment 2500752
and my choice is #1, #3, #4 and #2
Wow, now this is a TOUGH one! They're all very sexy, & honestly, out of my league; I'd wrestle a bear to get to any of them. That being said, I think I'd say 4, 3, 1 and then 2.4 to 8 models = choose up two, choose none, or choose all (remember to rank the models best to worst)
View attachment 2500752
and my choice is #1, #3, #4 and #2
3, 4, 1, 24 to 8 models = choose up two, choose none, or choose all (remember to rank the models best to worst)
View attachment 2500752
and my choice is #1, #3, #4 and #2
2, 1, 33 models = have to choose one single, choose none, or choose all (if choose all remember to rank the models best to worst)
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33 models = have to choose one single, choose none, or choose all (if choose all remember to rank the models best to worst)
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1,3,2,44 to 8 models = choose up two, choose none, or choose all (remember to rank the models best to worst)
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4, 34 to 8 models = choose up two, choose none, or choose all (remember to rank the models best to worst)
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I have to go #1, #2 and #3.3 models = have to choose one single, choose none, or choose all (if choose all remember to rank the models best to worst)
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#3 long way ahead, then #1 and #33 models = have to choose one single, choose none, or choose all (if choose all remember to rank the models best to worst)
View attachment 2500962
2, 3, 4, 14 to 8 models = choose up two, choose none, or choose all (remember to rank the models best to worst)
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1, 3, 23 models = have to choose one single, choose none, or choose all (if choose all remember to rank the models best to worst)
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#4, #3, #1 and #24 to 8 models = choose up two, choose none, or choose all (remember to rank the models best to worst)
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#1 would be sufficient, but 3 then 2 are the backups3 models = have to choose one single, choose none, or choose all (if choose all remember to rank the models best to worst)
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4,2,1,34 to 8 models = choose up two, choose none, or choose all (remember to rank the models best to worst)
View attachment 2499652
4,3,1,24 to 8 models = choose up two, choose none, or choose all (remember to rank the models best to worst)
View attachment 2500161
and my order is #1, #2, #4 and #3
3,3,3..and then 3 again3 models = have to choose one single, choose none, or choose all (if choose all remember to rank the models best to worst)
View attachment 2500961
1,3,4,24 to 8 models = choose up two, choose none, or choose all (remember to rank the models best to worst)
View attachment 2500966
Same here: 1, 3, 2, 44 to 8 models = choose up two, choose none, or choose all (remember to rank the models best to worst)
Not sure if they are not AI, but what the heck...
View attachment 2501141
My choice is #1, #3, #2 and #4
1,3,4,24 to 8 models = choose up two, choose none, or choose all (remember to rank the models best to worst)
Not sure if they are not AI, but what the heck...
View attachment 2501141
My choice is #1, #3, #2 and #4
4 2 1 34 to 8 models = choose up two, choose none, or choose all (remember to rank the models best to worst)
View attachment 2499652
2 4 1 34 to 8 models = choose up two, choose none, or choose all (remember to rank the models best to worst)
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