A few rules clarifications. When rolling attributes I could have actually placed them in any order of my choosing but made one switch afterwards if I wasn’t happy. I misinterpreted the rules as they are written. Also, the rules suggest that the Mage’s chosen spellcasting skill (in this case, elementalism) is Intelligence based rather than Will.

Nice video! You did the ability score swap correctly. The other thing to note is that typically you select (or roll for) your profession _before_ rolling attribute scores. Then, you assign your rolls to whichever attribute you want as you roll them (not after rolling all 6, like in the modern Ampersand game). I think that's a pretty fun method, and the swap rule allows you to fix it a little in case your rolls didn't turn out the way you hoped.

Very nice and cozy video! Thanks a lot!

Well, in the Swedish rules then you first roll one attribute and then decide where you want to place it. So for the first, 11, you can place it wherever you please. For 12 then you have 5 attributes to choose from. 14, then you have 4 attributes...all the way down to your last 9. Then you switch two scores. Assuming I rolled like yourself, I would have liked to be a thief, so I would place the first 11 on Int, then as I roll 12 on charisma (and hope for good scores to come), 14 on CON, 18 on AGILITY and then the two 9 on WIL and STRENGTH. After that I would switch charisma with strength in order to carry more equipment. Personally I use 4D6 and reroll all 1's (including tripple reroll if I reroll 1 again and again). The minimum sum of all abilities need to be at least 75 with CON being a minimum of 13 (else HP will be sooooo low and the character dies too easily). If the minimum score is still below 75 the player can reroll the whole ability score or choose a standard array of 18, 16, 14, 12, 10 & 8. I always let the players first roll and then choose ALL abilities and then place them where they like and also choose freely what profession they want to be. Good video!!!! keep em coming

Given that lowest roll seems to be 3 (1+1+1+1) (83% chance last one is better) and average would be 9 (3+3+3+3) (50%) and highest 18 (6+6+6+6) (0%) I am guessing those were quite amazing rolls x) ?