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Looking for Help for Two-Weapon Fighting Macro (Pathfinder)

Hey guys, I'm currently starting a new game and I was wondering if someone might be able to help me with a Two-Weapon Fighting Macro for Pathfinder.  I'd like it to have the Main and Off Hand attack rolls, Crit (if applicable) and Damage.   I will provide my character information just incase it's necessary: 7th Level Ranger Two-Weapon Fighting Improved Two-weapon Fighting Weapon Finesse (They are both gladius' 1d6 dmg) Both +1 Main hand has Keen (18-20 Crit range x2) Off hand has 1d6 acid damage on Dmg. I appreciate any and all help you are willing to offer.  Thank you
1492321460

Edited 1492321580
Matt
Plus
Hello, Justin. 4e is my usual game but I played a TWF rogue in PF a couple years back, I will see what I can do to help you. Someone with more PF expertise should look this over to make sure I got the math right. I don't know what your BAB or main attack stat is (assuming Dex based on weapon finesse), but you could easily put those in as Attributes on your sheet, along with your weapon enhancements. Then what you could do is make a macro that looks like Two-weapon attack! Attack 1: [[1d20cs>18+@{BAB}+@{DEX} + @{ENH1} -2 +?{attack bonus 1|0} ]]. Damage 1: [[1d6+@{ENH1} + @{STR}+ (INSERT YOUR OTHER BONUSES HERE) + ?{dmg bonus 1|0}]] Attack 2: [[1d20+@{BAB}+@{DEX} + @{ENH2} -2 +?{attack bonus 2|0} ]]. Damage 2: [[1d6+@{ENH2} + @{STR}+ (INSERT YOUR OTHER BONUSES HERE) + ?{dmg bonus 2|0}]] + [[1d6]] acid damage. You could also "fluff it up" by adding things like /me makes a flurry of attacks against his enemy, rolling a [[1d20cs>18+@{BAB}+@{Dex} + @{ENH1} -2 +?{attack bonus 1|0} ]] and [[1d20+@{BAB}+@{Dex} + @{ENH2} -2 +?{attack bonus 2|0} ]] to hit vs the enemy's AC! If his attacks hit, they deal [[1d6+@{ENH1} + (INSERT YOUR OTHER BONUSES HERE) + ?{dmg bonus 1|0}]] damage and [[1d6+@{ENH2} + (INSERT YOUR OTHER BONUSES HERE) + ?{dmg bonus 2|0}]] + [[1d6]] acid damage! As for crits, just make a macro that's just the attack roll so you can roll to confirm, then all you have to do it multiply the number you got by two.
awesome!  Thanks so much man, really appreciate the help.  I was actually able to somewhat put together a semblance of know-how after looking over your syntax also.  You've helped more then you know.