How to Beat Nerdle Every Time!

Solve Nerdle every time with this unbreakable starting line up! In this short video we look at single equations with wide coverage of numbers and operations, and a double equation combination that will cover all numbers, all operations and the equal sign in 2 places! Amazing!
nerdlegame.com/

[@anthonyw4627]

start with 18/9 + 3 = 5 then 6*7 - 0 = 42. All numbers and operators covered. Then just look for the combination that works. Usually drops out in 3 sometimes it takes 4. Double numbers arent usually a problem with this.

[@FidgetMDCCLXIV]

Mine: on the first guess, get as much possible of 1, 2, 3, 4, 6, 8, and 9 in the right spot or knocked out. I also watch out for double numbers. And maybe add ONE number as 0, 5, or 7.
My best equations:
1. 96-84=12
2. 48*9=432
3. 48-36=12
4. 68*9=612
5. 24*9=216
6. 81*4=324
7. 32+16=48
8. 9*72=648
9. 6*39=234
10. 7*24=168

[@JimSolvesEverything]

That's a great strategy! If you can get all the numbers the operations will also become clear. Thanks for sharing!

[@tonyuk928]

Just wondered on your thoughts on using 2*6+-4=8 first as this uses 3 operators, if none of these are highlighted then you know it is the rarer / operation in the solution. If this first guess does not yield enough clues I than use 57/19=03.

[@JimSolvesEverything]

I think those ones work really well together! I love how you have the backup equation to cover everything.

[@00dfm00]

Nerdle's very own FAQ states you can't use a negative number (i.e. your -4 and how would you even input that anyways?) nor can you use a leading 0 (i.e. your 03). I don't know why you are even asking this question when even trying it doesn't work or gives an error - unless you are simply trolling.

[@tonyuk928]

@@00dfm00 I do not troll. On reading the FAQ's it states you can not have a negative as an answer so it is OK to use on the left side of the equation which it has obviously let me do. As for the 03 the FAQ states it can not be a answer but can be used as a guess which is how I am using it in this example just to then use up the rest of the numbers.

[@00dfm00]

@@tonyuk928 I see what you're doing then. Apologies.

[@jamesfranciswoods]

@@00dfm00 honor and cheers to good sportsmanship on the internet. Respect to both of you!

[@FidgetMDCCLXIV]

Doubles...nothing beats 86*8=688

[@JimSolvesEverything]

ha ha! That looks like a great alternate start!