19683 Creations (I-Phone Only)

Discuss tricky levels, and show off your diabolical creations
19683
Posts: 151
Joined: Wed Jun 05, 2013 12:15 pm

19683 Creations (I-Phone Only)

Postby 19683 » Tue Jul 09, 2013 11:33 am

These are cool levels that I made on the agent :H app.

The app doesn't :Have level codes, so I will list the particles in each row from left to right. Blanks will be marked with an X.
Last edited by 19683 on Tue Jul 09, 2013 11:56 am, edited 2 times in total.
Binomial Theorem: ((a+b)^n)= sum k=0->k=n((n!(a^(n-k))(b^k))/(k!(n-k)!))

19683
Posts: 151
Joined: Wed Jun 05, 2013 12:15 pm

Re: Triple Tau Trouble

Postby 19683 » Tue Jul 09, 2013 11:47 am

Triple Tau Trouble (Best score: 87):

Top row: X,X,X,X,(decay),(wood box),v(mu)
Row 2: anti-T,(6 metal boxes)
Row 3: X,X,X,e-,(2 metal boxes),X
Row 4: X,X,anti-T,(4 metal boxes)
Row 5: X,anti-mu,X,X,(2 metal boxes),X
Row 6: X,X,X,anti-T,(2 metal boxes), :H
Row 7: X,X,X,(3 metal boxes),X
Bottom row: v(t),(5 metal boxes),X

If you beat my best score (87 moves), please reply.
Binomial Theorem: ((a+b)^n)= sum k=0->k=n((n!(a^(n-k))(b^k))/(k!(n-k)!))

19683
Posts: 151
Joined: Wed Jun 05, 2013 12:15 pm

Re: 19683 Creations (I-Phone Only)

Postby 19683 » Tue Jul 09, 2013 1:00 pm

Diagonal 4 (Best score: 90):

Top row: anti-T,(metal box),anti-v(e),e-,(2*anti-v(e)),(oscillate (bottom))
Row 2: (metal box),mu,(2*anti-v(e)),T,anti-v(e),e-
Row 3: anti-v(e),mu,v(mu),(3*anti-v(e)),T
Row 4: anti-v(e),e-,anti-v(e),anti-v(t),mu,v(mu),anti-v(e)
Row 5: T,(6*anti-v(e))
Row 6: (3*anti-v(e)),e-,mu,anti-v(e),T
Row 7: (3 metal boxes),(3*anti-v(e)),e-
Bottom row: :H,(metal box),(decay),(metal box),v(mu),(2*anti-v(e))

If you beat my best score (90 moves), please reply.
Last edited by 19683 on Sat Aug 03, 2013 9:31 pm, edited 1 time in total.
Binomial Theorem: ((a+b)^n)= sum k=0->k=n((n!(a^(n-k))(b^k))/(k!(n-k)!))

19683
Posts: 151
Joined: Wed Jun 05, 2013 12:15 pm

Re: 19683 Creations (I-Phone Only)

Postby 19683 » Tue Jul 09, 2013 1:37 pm

Electric 4 (Best score: 21):

Top row: (metal box),anti-mu,X,(metal box),v(mu),(wood box),e+
Row 2: anti-mu,(2 metal boxes),anti-T,X,v(t),anti-v(e)
Row 3: X,(metal box),anti-T,(metal box),anti-v(e),e+,T
Row 4: e-,(metal box),X,(2 metal boxes),v(t),(wood box)
Row 5: v(e),(metal box),X,X,X,(metal box),v(mu)
Row 6: (wood box),v(mu),(2 metal boxes),X,(metal box),mu
Row 7: mu,v(e),(metal box),X,X,(metal box),(wood box)
Bottom row: e+,v(mu),(metal box), :H,(metal box),X,anti-T

If you beat my best score (21 moves), please reply.
Edit: 18 moves!
Last edited by 19683 on Sat Aug 03, 2013 10:16 pm, edited 2 times in total.
Binomial Theorem: ((a+b)^n)= sum k=0->k=n((n!(a^(n-k))(b^k))/(k!(n-k)!))

19683
Posts: 151
Joined: Wed Jun 05, 2013 12:15 pm

Re: 19683 Creations (I-Phone Only)

Postby 19683 » Tue Jul 09, 2013 6:53 pm

Triple Tau Trouble 2 (Best score: 102):

Top row: X,X,X,X,(decay),(wood box),v(mu)
Row 2: anti-T,(6 metal boxes)
Row 3: X,X,X,e-,(3 metal boxes)
Row 4: X,X,anti-T,(4 metal boxes)
Row 5: X,anti-mu,X,X,(2 metal boxes),X
Row 6: X,X,X,anti-T,(2 metal boxes), :H
Row 7: X,X,X,(3 metal boxes),X
Bottom row: v(t),(5 metal boxes),X

If you beat my best score (102 moves), please reply.
Binomial Theorem: ((a+b)^n)= sum k=0->k=n((n!(a^(n-k))(b^k))/(k!(n-k)!))

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testtubegames
Site Admin
Posts: 1007
Joined: Mon Nov 19, 2012 7:54 pm

Re: 19683 Creations (I-Phone Only)

Postby testtubegames » Tue Jul 09, 2013 11:57 pm

Neat idea - putting these up. I'd love to get a better code system in place... Which should come with the quark update... But until then this works.

I'm gonna load some of these up and give 'em a try,

19683
Posts: 151
Joined: Wed Jun 05, 2013 12:15 pm

Re: 19683 Creations (I-Phone Only)

Postby 19683 » Wed Jul 10, 2013 12:07 pm

Totally Tau (Best score: 61):

Top row: X,X,(decay),(4 metal boxes)
Row 2: anti-T,(4 metal boxes),anti-T,(metal box)
Row 3: X,X,e-,(2 metal boxes),anti-mu,(metal box)
Row 4: X,X,anti-T,(2 metal boxes),X,(metal box)
Row 5: X,anti-mu,v(mu),(2 metal boxes),anti-mu,(metal box)
Row 6: X,X,X,(2 metal boxes),anti-T,(metal box)
Row 7: X,X,X,(3 metal boxes),anti-T
Bottom row: v(t),X,X,(3 metal boxes), :H

If you beat my best score (61 moves), please reply.
Binomial Theorem: ((a+b)^n)= sum k=0->k=n((n!(a^(n-k))(b^k))/(k!(n-k)!))

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testtubegames
Site Admin
Posts: 1007
Joined: Mon Nov 19, 2012 7:54 pm

Re: 19683 Creations (I-Phone Only)

Postby testtubegames » Sun Jul 14, 2013 12:09 am

19683, I got a chance to try out a couple of these levels myself. I quite enjoyed the Triple Tau Troubles -- which were frustrating (all those Taus!) yet doable. I got them both down to 45 moves -- since I used the same method for them. The only difference I noticed was a single crate, which didn't affect my strategy.

Also, check Row 7 of Diagonal 4. It seems there are only 6 tiles accounted for, so I couldn't try that one out.

19683
Posts: 151
Joined: Wed Jun 05, 2013 12:15 pm

Re: 19683 Creations (I-Phone Only)

Postby 19683 » Sat Aug 03, 2013 9:31 pm

testtubegames wrote:19683, I got a chance to try out a couple of these levels myself. I quite enjoyed the Triple Tau Troubles -- which were frustrating (all those Taus!) yet doable. I got them both down to 45 moves -- since I used the same method for them. The only difference I noticed was a single crate, which didn't affect my strategy.

Also, check Row 7 of Diagonal 4. It seems there are only 6 tiles accounted for, so I couldn't try that one out.

Oops! I forgot the electron in row 7! :oops:

Fixed! :D
Binomial Theorem: ((a+b)^n)= sum k=0->k=n((n!(a^(n-k))(b^k))/(k!(n-k)!))

19683
Posts: 151
Joined: Wed Jun 05, 2013 12:15 pm

Re: 19683 Creations (I-Phone Only)

Postby 19683 » Sat Aug 03, 2013 9:59 pm

Triple Tau Trouble 3 (Best score: 90):

Top row: X,X,X,X,(decay),(wood box),v(mu)
Row 2: anti-T,(6 metal boxes)
Row 3: X,X,X,e-,(3 metal boxes)
Row 4: X,X,anti-T,(4 metal boxes)
Row 5: X,anti-mu,X,(3 metal boxes), :H
Row 6: X,X,X,anti-T,(3 metal boxes)
Row 7: X,X,X,(3 metal boxes),X
Bottom row: v(t),(5 metal boxes),X

If you beat my best score (90 moves), please reply.
Binomial Theorem: ((a+b)^n)= sum k=0->k=n((n!(a^(n-k))(b^k))/(k!(n-k)!))


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