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![Given that I can choose 6 more squares to be 'lit up', is there any possible case where I can form 8 lines of 'lit up' squares? The lines must consist of Given that I can choose 6 more squares to be 'lit up', is there any possible case where I can form 8 lines of 'lit up' squares? The lines must consist of](https://preview.redd.it/ck22jnafyg651.png?auto=webp&s=f68e69a49751c859b6dc6181419d5fc46597cf5a)
Given that I can choose 6 more squares to be 'lit up', is there any possible case where I can form 8 lines of 'lit up' squares? The lines must consist of
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![Hana Murray on Twitter: "It seems that I am looking for a rectangular number. I continued my exploration by adding rows on my quest for 100 squares. #beingmathematical https://t.co/qFNyij7O8S" / Twitter Hana Murray on Twitter: "It seems that I am looking for a rectangular number. I continued my exploration by adding rows on my quest for 100 squares. #beingmathematical https://t.co/qFNyij7O8S" / Twitter](https://pbs.twimg.com/media/EJXF8OOUcAAKpwX.jpg)
Hana Murray on Twitter: "It seems that I am looking for a rectangular number. I continued my exploration by adding rows on my quest for 100 squares. #beingmathematical https://t.co/qFNyij7O8S" / Twitter
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