Let$$s calculate the probability of finding someone special. Using a form of Fermi$$s Paradox $($the difference between having limited or no choices to having high amount of choices$).$ Let$$s calculate your probability using the following data. Multiply the number and all percentages together

N $($subscript p$)$: Number of people $=$ your target population $($number of people in your state$).$ Broward County, FL is $1,953,251$ million. Dade County, FL is $2,717,251$ million. Palm Beach County, FL is $1,497,251$ million. Harris County, TX is $4,731,251$ million. $($example: $1,374,251$ x $\mathrm{.}5$ x $\mathrm{.}44$ x $\mathrm{.}37$ x $\mathrm{.}25$ x $\mathrm{.}10$ x $\mathrm{.}10=279$ people are potential special people for you$)$

times

f $($subscript g$)=$ target gender $($multiply as a decimal. Example: $0\mathrm{.}5$ for either sex or $1\mathrm{.}0$ for both sexes$)$

times

f $($subscript s$)=$ single people $($multiply as a decimal$)$ About $44\%$ of people are single at any given time.

f $($subscript e$)=$ the number of people you$$ll run into $($multiply as a decimal$).$ Your sample size will be small if you only meet people at bars or parties so we$$re going to use $37\%$ for a variety of places.

Times

f $($subscript r$)=$ age range $($multiply as a decimal$)$ use $25\%$

f $($subscript a$)=$ attractive to you $10\%($multiply as a decimal$)$

f $($subscript t$)=$ attracted to you $10\%($multiply as a decimal$)$