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2. Chore chart - Wikipedia

   en.wikipedia.org/wiki/Chore_chart

   Chore charts are also called reward charts, behavior charts, chore calendars, chore lists or task lists. A chore chart is a listing used to track and organize the house work. The chart can be physical or virtual and is often a means used by parents to post chores expected of their children. Different homes have different ways of organizing and ...

3. She Used to Be Mine - Wikipedia

   en.wikipedia.org/wiki/She_Used_to_Be_Mine

   "She Used to Be Mine" was the most-added song on hot adult contemporary (Hot AC) radio the week of its release, according to radio monitoring organization Mediabase. [12] The song debuted at number 40 on the Billboard Adult Pop Songs chart on the chart dated October 17, 2015.

4. List of Billboard Christian Songs number ones of the 2020s

   en.wikipedia.org/wiki/List_of_Billboard...

   Christian Songs is a record chart compiled and published by Billboard that measures the top-performing contemporary Christian music songs in the United States. The data was compiled by Nielsen Broadcast Data Systems based on the weekly audience impressions of each song played on contemporary Christian radio stations until the end of November 2013. [1]

5. Losing muscle may increase risk of developing dementia - AOL

   www.aol.com/losing-muscle-may-increase-risk...

   Sarcopenia is linked to an increased risk of dementia, a new study finds, but suggests that older adults may reduce this risk by exercising and consuming adequate protein.

6. Get Down (You're the One for Me) - Wikipedia

   en.wikipedia.org/wiki/Get_Down_(You're_the_One...

   Download as PDF; Printable version; In other projects ... Canada Adult Contemporary ... (Official German Charts) [40] 22 Netherlands (Dutch Top 40) ...

7. Chore division - Wikipedia

   en.wikipedia.org/wiki/Chore_division

   Chore division is a fair division problem in which the divided resource is undesirable, so that each participant wants to get as little as possible. It is the mirror-image of the fair cake-cutting problem, in which the divided resource is desirable so that each participant wants to get as much as possible.