L̲̅o̲̅v̲̅e̲̅ F̲̅u̲̅n̲̅d̲̅,̲̅ L̲̅o̲̅a̲̅n̲̅,̲̅ A̲̅p̲̅p̲̅ C̲̅u̲̅s̲̅t̲̅o̲̅m̲̅e̲̅r̲̅ C̲̅a̲̅r̲̅e̲̅ H̲̅e̲̅l̲̅p̲̅l̲̅i̲̅n̲̅e̲̅ T̲̅o̲̅l̲̅l̲̅ f̲̅r̲̅e̲̅e̲̅ 9̲̅1̲̅9̲̅9̲̅4̲̅8̲̅2̲̅4̲̅6̲̅3̲̅/̲̅/̲̅9̲̅1̲̅9̲̅*̲̅9̲̅4̲̅8̲̅2̲̅*̲̅4̲̅6̲̅3̲̅/̲̅/̲̅T̲̅o̲̅l̲̅l̲̅ f̲̅r̲̅e̲̅e̲̅ #̲̅ ·̲̅

L̲̅o̲̅v̲̅e̲̅ F̲̅u̲̅n̲̅d̲̅,̲̅ L̲̅o̲̅a̲̅n̲̅,̲̅ A̲̅p̲̅p̲̅ C̲̅u̲̅s̲̅t̲̅o̲̅m̲̅e̲̅r̲̅ C̲̅a̲̅r̲̅e̲̅ H̲̅e̲̅l̲̅p̲̅l̲̅i̲̅n̲̅e̲̅ T̲̅o̲̅l̲̅l̲̅ f̲̅r̲̅e̲̅e̲̅ 9̲̅1̲̅9̲̅9̲̅4̲̅8̲̅2̲̅4̲̅6̲̅3̲̅/̲̅/̲̅9̲̅1̲̅9̲̲̅̅9̲̅4̲̅8̲̅2̲̲̅̅4̲̅6̲̅3̲̅/̲̅/̲̅T̲̅o̲̅l̲̅l̲̅ f̲̅r̲̅e̲̅e̲̅ #̲̅ ·̲̅ 7̲̅ ·̲̅ 4̲̅7̲̅ m̲̅i̲̅n̲̅u̲̅t̲̅e̲̅s̲̅ a̲̅g̲̅o̲̅ ;̲̅ L̲̅o̲̅v̲̅e̲̅ F̲̅u̲̅n̲̅d̲̅ l̲̅o̲̅a̲̅n̲̅ c̲̅u̲̅s̲̅t̲̅o̲̅m̲̅e̲̅r̲̅ c̲̅a̲̅r̲̅e̲̅