experience anyway [B] without [A] harmed by [A] saved by [A] [B] with [A] avoided anyway avoided with [A] avoided without [A] not helped [B] without [A] harmed by [A] saved by [A] [B] with [A] avoided anyway avoided with [A] avoided without [A] experience anyway [B] without [A] harmed by [A] saved by [A] [B] with [A] avoided anyway avoided with [A] avoided without [A] not helped [B] without [A] harmed by [A] saved by [A] [B] with [A] avoided anyway avoided with [A] avoided without [A] experience anyway [B] without [A] harmed by [A] saved by [A] [B] with [A] avoided anyway avoided with [A] avoided without [A] not helped [B] without [A] harmed by [A] saved by [A] [B] with [A] avoided anyway avoided with [A] avoided without [A] experience anyway [B] without [A] harmed by [A] saved by [A] [B] with [A] avoided anyway avoided with avoided without not helped [B] without [A] harmed by [A] saved by [A] [B] with [A] avoided anyway avoided with [A] avoided without [A] experience anyway [B] without [A] harmed by [A] saved by [A] [B] with [A] avoided anyway not helped [B] without [A] harmed by [A] saved by [A] [B] with [A] avoided anyway avoided with [A] avoided without [A] experience anyway [B] without [A] harmed by [A] saved by [A] [B] with [A] avoided anyway not helped [B] without [A] harmed by [A] saved by [A] [B] with [A] avoided anyway avoided with [A] avoided without [A] experience anyway [B] without [A] harmed by [A] saved by [A] [B] with [A] avoided anyway not helped [B] without [A] harmed by [A] saved by [A] [B] with [A] avoided anyway avoided with [A] avoided without [A] Of all possible outcomes, the percent in which you experience [B] experience anyway [B] without [A] harmed by [A] saved by [A] [B] with [A] avoided anyway Of all possible outcomes, the percent in which you avoid [B] not helped [B] without [A] harmed by [A] saved by [A] [B] with [A] avoided anyway avoided with [A] avoided without [A] Of [D] possible outcomes, the number in which you experience [B] experience anyway [B] without [A] harmed by [A] saved by [A] [B] with [A] avoided anyway Of [D] possible outcomes, the number in which you avoid [B] not helped [B] without [A] harmed by [A] saved by [A] [B] with [A] avoided anyway avoided with [A] avoided without [A] [A] increases your chance of experiencing [B] by [round((P1/P0 - 1) * 100)]%. [A] reduces your chance of avoiding [B] by [round((P1 - P0)*1000/(1 - P0))/10]%. With [A], [round((P1/P0 - 1) * 100)]% more people like you will experience [B]. With [A], [round((P1 - P0)*1000/(1 - P0))/10]% fewer people like you will avoid [B]. With [A], [round((P1/P0 - 1) * 100)]% more possible outcomes for you will include experiencing [B]. With [A], [round((P1 - P0)*1000/(1 - P0))/10]% fewer possible outcomes for you will include avoiding [B]. Your chance of experiencing [B] without [A] is [round(P0 * 1000)/10]%, which is increased to [round(P1 * 1000)/10]% with [A]. Your chance of avoiding [B] without [A] is [round((1-P0) * 1000)/10]%, which is reduced to [round((1-P1) * 1000)/10]% with [A]. Your chance of experiencing [B] without [A] is [round(P0 * D)] in [D], which is increased to [round(P1 * D)] in [D] with [A]. Your chance of avoiding [B] without [A] is [round((1-P0) * D)] in [D], which is reduced to [round((1-P1) * D)] in [D] with [A]. [round(P0 * 1000)/10]% of people like you will experience [B] without [A], which is increased to [round(P1 * 1000)/10]% with [A]. [round((1-P0)*1000)/10]% of people like you will avoid [B] without [A], which is reduced to [round((1-P1)*1000)/10]% percent with [A]. [round(P0 * D)] out of [D] people like you will experience [B] without [A], which is increased to [round(P1 * D)] out of [D] with [A]. [round((1 - P0) * D)] out of [D] people like you will be free of [B] without [A], which is reduced to [round((1 - P1) * D)] out of [D] with [A]. Of all possible outcomes for you, [round(P0 * 1000)/10]% will involve experiencing [B] without [A], which is increased to [round(P1 * 1000)/10]% with [A]. Of all possible outcomes for you, [round((1-P0)*1000)/10]% will involve avoiding [B] without [A], which is reduced to [round((1-P1)*1000)/10]% with [A]. Of [D] possible outcomes for you, [round(P0 * D)] will involve experiencing [B] without [A], which is increased to [round(P1 * D)] out of [D] with [A]. Of [D] possible outcomes for you, [round((1 - P0) * D)] will involve avoiding [B] without [A], which is reduced [round((1 - P1) * D)] out of [D] with [A]. If we treated [round(1/(P1 - P0))] people like you with [A] we would have one extra person experiencing [B]. [A] reduces your chance of experiencing [B] by [round((1 - P1/P0) * 100)]%. [A] increases your chance of avoiding [B] by [round((P0 - P1)*100/(1 - P0))]%. With [A], [round((1 - P1/P0) * 100)]% fewer people like you will experience [B]. With [A], [round((P0 - P1)*100/(1 - P0))]% more people like you will avoid [B]. With [A], [round((1 - P1/P0) * 100)]% fewer possible outcomes for you will include experiencing [B]. With [A], [round((P0 - P1)*100/(1 - P0))]% more possible outcomes for you will include avoiding [B]. Your chance of experiencing [B] without [A] is [round(P0 * 1000)/10]%, which is reduced to [round(P1 * 1000)/10]% with [A]. Your chance of avoiding [B] without [A] is [round((1-P0) * 1000)/10]%, which is increased to [round((1-P1) * 1000)/10]% with [A]. Your chance of experiencing [B] without [A] is [round(P0 * D)] in [D], which is reduced to [round(P1 * D)] in [D] with [A]. Your chance of avoiding [B] without [A] is [round((1-P0) * D)] in [D], which is increased to [round((1-P1) * D)] in [D] with [A]. [round(P0 * 1000)/10]% of people like you will experience [B] without [A], which is reduced to [round(P1 * 1000)/10]% with [A]. [round((1-P0)*1000)/10]% of people like you will be avoid [B] without [A], which is increased to [round((1-P1)*1000)/10]% percent with [A]. [round(P0 * D)] out of [D] people like you will experience [B] without [A], which is reduced to [round(P1 * D)] out of [D] with [A]. [round((1 - P0) * D)] out of [D] people like you will be free of [B] without [A], which is increased to [round((1 - P1) * D)] out of [D] with [A]. Of all possible outcomes for you, [round(P0 * 1000)/10]% will involve experiencing [B] without [A], which is reduced to [round(P1 * 1000)/10]% with [A]. Of all possible outcomes for you, [round((1-P0)*1000)/10]% will involve avoiding [B] without [A], which is increased to [round((1-P1)*1000)/10]% with [A]. Of [D] possible outcomes for you, [round(P0 * D)] will involve experiencing [B] without [A], which is reduced to [round(P1 * D)] out of [D] with [A]. Of [D] possible outcomes for you, [round((1 - P0) * D)] will involve avoiding [B] without [A], which is increased [round((1 - P1) * D)] out of [D] with [A]. In order to save one person from experiencing [B], we would need to treat [round(1/(P0 - P1))] people like you with [A].