puzzle

[logistic_guy]

 

[logistic_guy]

The letters below are guaranteed to fill the gaps. If you use all of them correctly, you get another list. But one smart person does not really need them.

I myself found two partial words.

\(\displaystyle \bold{loll}\textcolor{red}{\bold{ipop}}\)
\(\displaystyle \textcolor{green}{\bold{du}}\bold{ck}\)

 

[logistic_guy]

Today I also found:

\(\displaystyle \textcolor{black}{\bold{NP}}\)
\(\displaystyle \textcolor{black}{\bold{Wednes}}\textcolor{green}{\bold{d}}\textcolor{black}{\bold{ay}}\)

[math]\textcolor{purple}{\huge\bold{the \ solution \ so \ far}}[/math]

​

 

[logistic_guy]

Found \(\displaystyle \textcolor{black}{\bold{shelf}}\).

[math]\textcolor{purple}{\huge\bold{the \ solution \ so \ far}}[/math]

​

 

[logistic_guy]

Found \(\displaystyle \textcolor{black}{\bold{named}} \rightarrow \textcolor{red}{\bold{called}}\)
[math]\textcolor{purple}{\huge\bold{the \ solution \ so \ far}}[/math]

​

 

[logistic_guy]

\(\displaystyle \textcolor{black}{\bold{WILD \ CAT}} \rightarrow \textcolor{darkblue}{\bold{Lion}}\)

[math]\textcolor{purple}{\huge\bold{the \ solution \ so \ far}}[/math]

​

 

[Agent Smith]

Epic
Pus(hc)art
Already
Yard

 

[logistic_guy]

Epic
Pus(hc)art
Already
Yard

You're \(\displaystyle \textcolor{lightblack}{\bold{awesome}}\), Smith.

[math]\textcolor{purple}{\huge\bold{the \ solution \ so \ far}}[/math]

​

 

[Agent Smith]

Let us bow to each other's magnificence

Smith bows to logistic_guy
logistic_guy bows to Smith

 

[logistic_guy]

Let us bow to each other's magnificence

Smith bows to logistic_guy
logistic_guy bows to Smith

 

[logistic_guy]

Have I told the audience that I understand some chemistry?

\(\displaystyle \textcolor{darkblue}{\bold{Se}} \longrightarrow \textcolor{black}{\bold{SELENIUM}}\)

[math]\textcolor{purple}{\huge\bold{the \ solution \ so \ far}}[/math]

​

 

[logistic_guy]

\(\displaystyle \textcolor{black}{\bold{SECURE}} \longrightarrow \textcolor{darkblue}{\bold{safe}}\)

[math]\textcolor{purple}{\huge\bold{the \ solution \ so \ far}}[/math]

​

 

[logistic_guy]

\(\displaystyle \textcolor{black}{\bold{FORMER}} \longrightarrow \textcolor{darkblue}{\bold{EX}}\)

[math]\textcolor{purple}{\huge\bold{the \ solution \ so \ far}}[/math]

​

 

[logistic_guy]

\(\displaystyle \large\textcolor{green}{\bold{tic}} \ \bold{tac} \ \bold{toe}\)

[math]\textcolor{purple}{\huge\bold{the \ solution \ so \ far}}[/math]

​

 

[logistic_guy]

\(\displaystyle \textcolor{black}{\bold{ENCLOSURE}} \longrightarrow \textcolor{red}{\bold{Cage}}\)

[math]\textcolor{purple}{\huge\bold{the \ solution \ so \ far}}[/math]

​

 

[logistic_guy]

\(\displaystyle \bold{PATTERN} \rightarrow \textcolor{darkblue}{\bold{Type}}\)

[math]\textcolor{purple}{\huge\bold{the \ solution \ so \ far}}[/math]

​

 

[logistic_guy]

\(\displaystyle \bold{OVER} \rightarrow \textcolor{darkblue}{\bold{O}}\)

[math]\textcolor{purple}{\huge\bold{the \ solution \ so \ far}}[/math]

​

 

[logistic_guy]

\(\displaystyle \bold{PALM \ TREE} \rightarrow \textcolor{darkblue}{\bold{Raffia}}\)

[math]\textcolor{purple}{\huge\bold{the \ solution \ so \ far}}[/math]

​

 

[logistic_guy]

\(\displaystyle \bold{MUSIC \ GENRE} \rightarrow \textcolor{darkblue}{\bold{Rap}}\)

[math]\textcolor{purple}{\huge\bold{the \ solution \ so \ far}}[/math]

​

 

[logistic_guy]

The opposite of \(\displaystyle \bold{BESIDES} \rightarrow \textcolor{darkblue}{\bold{Without}}\)
\(\displaystyle \bold{APPLICATION} \rightarrow \textcolor{darkred}{\bold{Usage}}\)

[math]\textcolor{purple}{\huge\bold{We \ have \ cracked \ the \ pazzle.}}[/math]

​