If i can, i halfhitch around where i want that leg to pull on (for same kind of tensions as DWT); then continue on with line around another support,then back to the halh hitch (this gives more strength and is retreiveable lacing.
i try to place that end higher than the pull for better leveraged support. i think the best angle to run the line from the halfhitch to the support directly behind, is to plot the angle the load will have most pull at, and continue that support line up from there. This places the pull of the support in the direct most leveraged position against the hardest loadpull/line leveragd angle. For it is not only the super leveraged loads that we fight; many times the highest loads are pulling at the weakest angle (across on a vertical branch) on the support. Fortification can be given against the pull, and is most effective in supporting, by being set in the most resistant angle of pull(180o from the pull of the load) IMLHO
Then, push the first branch towards the second, while also pulling the second (bracing branch) back towards the first with the 2/1 (pull from brace to half hitch), sneak slack through half hitch; sweat in (using same leveraged numbers as speedline to tighten)tighten super hard, to fight superloading when load pulls on leveraged angle of line.
This gives 2 legs of tightened support, 1 leg (at least) in best position against worst pull, possibly 1 leg at higher leverage of pull on support than load; in a retrievable formation. once i pot a stick between both supporting legs and twisted tight; then locked the stick from unwinding with sling, carabiner set.
Dave's DWT calculator at TreeB*zz, can also be used for calculating angle's of leveraged pull on speed lines. The (t) in the formulae gives line tension at a given angle of dip in line, under a certain load's force. It shows that a speedline witha dip of 150o to have a line tension, therefore support pull of ~2x the load force. For 160o, ~3x; and 170o,~6x respectively. So the maximum pull at 170o, is also pulling across spar in leveraged angle, not down it's columnar strength.