I believe we need one more dude(ette), however I think we can proceed with out said person due to the fact that that spot will remain open until full, which will make it not full, because a full array of stratified samples will still be a full array if one leaves because of the quantified infinity theory stating that once a stratified variable leaves a group of other stratified variables the group will remain full because it would shrink to compensate for the loss of the variable, this would work visa versa and our selection of stratified variables will grow to compensate for the new variable. Making all samples of stratified data strings infinite and finite at the same time due to the quantifying factors of the strings and the limitless uninomial limit of infinity. Dude.