Please reflect upon "Gyro-Lattice 1 - Arrows" at puzzle 6061.

The rotations available are: - [V] vertical [red] - [H] horizontal [magenta] - [R] right-down diagonal [green] - [L] left-down diagonal [salmon] The assigned operations programmed for this are:

V ±: +/- 1    H ±: ×/÷ 2     R ±: x2/√    L ±: ceil/floor  

("+" represents the high value, ie, V+ = +1; V- = -1).

Using this syntax how can you arrive at each output from the given input value?
Use values like H+, V-, L+ to fill in my table.
Oh, for each assigned task each operation (with a corresponding "±" value) is required.

In the first row we get:

 100 Op1[√] 10  Op2[+1] 11  Op3[*2] 22 Op4[floor] 22
 100  R-    10   V+     11   H+     22  L-        22

There will be more than one route to a destination.

	In	Op1	Op2	Op3	Op4	Out		In	Op1	Op2	Op3	Op4	Out
	100	R-	V+	H+	L-	22		7					4
	100					19		7					3
	100					14		47					9.592..
	100					4999		47					15
	100					6		47					1152