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  • Jesse Sakari Hyttinen

Generating r9 part 2 - Jesse Hyttinen

Updated: Apr 21, 2021

Hi and welcome to the Matladpi blog!


We continue the generation process in the column 7:


=1+7+1

=1+(1+2+1*4)+1

=1+(1+2*2+1*2)+1

=1+(1+2*3)+1

=1+(1+3+1*3)+1

=1+(1+(1+2)+1*3)+1

=1+(1+3+2+1)+1

=1+(1+(1+2)+2+1)+1

=1+(1+3*2)+1

=1+(1+(1+2)+3)+1

=1+(1+(1+2)*2)+1

=1+(1+4+1*2)+1

=1+(1+(1+2+1)+1*2)+1

=1+(1+(1+3)+1*2)+1

=1+(1+(1+(1+2))+1*2)+1

=1+(1+4+2)+1

=1+(1+(1+2+1)+2)+1

=1+(1+(1+3)+2)+1

=1+(1+(1+(1+2))+2)+1

=1+(1+5+1)+1

=1+(1+(1+2+1*2)+1)+1

=1+(1+(1+2*2)+1)+1

=1+(1+(1+3+1)+1)+1

=1+(1+(1+(1+2)+1)+1)+1

=1+(1+(1+4)+1)+1

=1+(1+(1+(1+2+1))+1)+1

=1+(1+(1+(1+3))+1)+1

=1+(1+(1+(1+(1+2)))+1)+1

=1+(1+6)+1

=1+(1+(1+2+1*3))+1

=1+(1+(1+2*2+1))+1

=1+(1+(1+3+1*2))+1

=1+(1+(1+(1+2)+1*2))+1

=1+(1+(1+3+2))+1

=1+(1+(1+(1+2)+2))+1

=1+(1+(1+4+1))+1

=1+(1+(1+(1+2+1)+1))+1

=1+(1+(1+(1+3)+1))+1

=1+(1+(1+(1+(1+2))+1))+1

=1+(1+(1+5))+1

=1+(1+(1+(1+2+1*2)))+1

=1+(1+(1+(1+2*2)))+1

=1+(1+(1+(1+3+1)))+1

=1+(1+(1+(1+(1+2)+1)))+1

=1+(1+(1+(1+4)))+1

=1+(1+(1+(1+(1+2+1))))+1

=1+(1+(1+(1+(1+3))))+1

=1+(1+(1+(1+(1+(1+2)))))+1


=1+8

=1+(1+2+1*5)

=1+(1+2*2+1*3)

=1+(1+2*3+1)

=1+(1+3+1*4)

=1+(1+(1+2)+1*4)

=1+(1+3+2+1*2)

=1+(1+(1+2)+2+1*2)

=1+(1+3+2*2)

=1+(1+(1+2)+2*2)

=1+(1+3*2+1)

=1+(1+(1+2)+3+1)

=1+(1+(1+2)*2+1)

=1+(1+4+1*3)

=1+(1+(1+2+1)+1*3)

=1+(1+(1+3)+1*3)

=1+(1+(1+(1+2))+1*3)

=1+(1+4+2+1)

=1+(1+(1+2+1)+2+1)

=1+(1+(1+3)+2+1)

=1+(1+(1+(1+2))+2+1)

=1+(1+4+3)

=1+(1+(1+2+1)+3)

=1+(1+(1+3)+3)

=1+(1+(1+(1+2))+3)

=1+(1+4+(1+2))

=1+(1+(1+2+1)+(1+2))

=1+(1+(1+3)+(1+2))

=1+(1+(1+(1+2))+(1+2))

=1+(1+5+1*2)

=1+(1+(1+2+1*2)+1*2)

=1+(1+(1+2*2)+1*2)

=1+(1+(1+3+1)+1*2)

=1+(1+(1+(1+2)+1)+1*2)

=1+(1+(1+4)+1*2)

=1+(1+(1+(1+2+1))+1*2)

=1+(1+(1+(1+3))+1*2)

=1+(1+(1+(1+(1+2)))+1*2)

=1+(1+5+2)

=1+(1+(1+2+1*2)+2)

=1+(1+(1+2*2)+2)

=1+(1+(1+3+1)+2)

=1+(1+(1+(1+2)+1)+2)

=1+(1+(1+4)+2)

=1+(1+(1+(1+2+1))+2)

=1+(1+(1+(1+3))+2)

=1+(1+(1+(1+(1+2)))+2)

=1+(1+6+1)

=1+(1+(1+2+1*3)+1)

=1+(1+(1+2*2+1)+1)

=1+(1+(1+3+1*2)+1)

=1+(1+(1+(1+2)+1*2)+1)

=1+(1+(1+3+2)+1)

=1+(1+(1+(1+2)+2)+1)

=1+(1+(1+4+1)+1)

=1+(1+(1+(1+2+1)+1)+1)

=1+(1+(1+(1+3)+1)+1)

=1+(1+(1+(1+(1+2))+1)+1)

=1+(1+(1+5)+1)

=1+(1+(1+(1+2+1*2))+1)

=1+(1+(1+(1+2*2))+1)

=1+(1+(1+(1+3+1))+1)

=1+(1+(1+(1+(1+2)+1))+1)

=1+(1+(1+(1+4))+1)

=1+(1+(1+(1+(1+2+1)))+1)

=1+(1+(1+(1+(1+3)))+1)

=1+(1+(1+(1+(1+(1+2))))+1)

=1+(1+7)

=1+(1+(1+2+1*4))

=1+(1+(1+2*2+1*2))

=1+(1+(1+2*3))

=1+(1+(1+3+1*3))

=1+(1+(1+(1+2)+1*3))

=1+(1+(1+3+2+1))

=1+(1+(1+(1+2)+2+1))

=1+(1+(1+3*2))

=1+(1+(1+(1+2)+3))

=1+(1+(1+(1+2)*2))

=1+(1+(1+4+1*2))

=1+(1+(1+(1+2+1)+1*2))

=1+(1+(1+(1+3)+1*2))

=1+(1+(1+(1+(1+2))+1*2))

=1+(1+(1+4+2))

=1+(1+(1+(1+2+1)+2))

=1+(1+(1+(1+3)+2))

=1+(1+(1+(1+(1+2))+2))

=1+(1+(1+5+1))

=1+(1+(1+(1+2+1*2)+1))

=1+(1+(1+(1+2*2)+1))

=1+(1+(1+(1+3+1)+1))

=1+(1+(1+(1+(1+2)+1)+1))

=1+(1+(1+(1+4)+1))

=1+(1+(1+(1+(1+2+1))+1))

=1+(1+(1+(1+(1+3))+1))

=1+(1+(1+(1+(1+(1+2)))+1))

=1+(1+(1+6))

=1+(1+(1+(1+2+1*3)))

=1+(1+(1+(1+2*2+1)))

=1+(1+(1+(1+3+1*2)))

=1+(1+(1+(1+(1+2)+1*2)))

=1+(1+(1+(1+3+2)))

=1+(1+(1+(1+(1+2)+2)))

=1+(1+(1+(1+4+1)))

=1+(1+(1+(1+(1+2+1)+1)))

=1+(1+(1+(1+(1+3)+1)))

=1+(1+(1+(1+(1+(1+2))+1)))

=1+(1+(1+(1+5)))

=1+(1+(1+(1+(1+2+1*2))))

=1+(1+(1+(1+(1+2*2))))

=1+(1+(1+(1+(1+3+1))))

=1+(1+(1+(1+(1+(1+2)+1))))

=1+(1+(1+(1+(1+4))))

=1+(1+(1+(1+(1+(1+2+1)))))

=1+(1+(1+(1+(1+(1+3)))))

=1+(1+(1+(1+(1+(1+(1+2))))))


Thus r9 = 123 + 48 + 115 = 286


I am Jesse Sakari Hyttinen and I will see you in the next post!

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