Where to Watch Christmas with the Campbells online
'%3e%3cpath%20id='Path_1119'%20data-name='Path%201119'%20d='M12.013,4.349a.23.23,0,0,0-.2-.16l-3.855-.56L6.237.133a.237.237,0,0,0-.427,0l-1.734,3.5-3.842.56a.251.251,0,0,0-.2.16A.254.254,0,0,0,.1,4.6L2.888,7.324l-.654,3.842a.265.265,0,0,0,.093.24.269.269,0,0,0,.147.04.251.251,0,0,0,.107-.027L6.023,9.6l3.442,1.814a.246.246,0,0,0,.253-.013.265.265,0,0,0,.093-.24L9.158,7.324,11.946,4.6A.254.254,0,0,0,12.013,4.349Z'%20transform='translate(-0.023)'%20fill='%23d8ae43'/%3e%3c/g%3e%3c/svg%3e)
Reviews
'%20fill='%2355cbf2'/%3e%3c/svg%3e)
8Whatever will happen?! You can probably guess, but in answering the question, this saucy, playful pic provides two hours of ha-ha-holiday fun.
Read full review at Common Sense Media
5...an entertaining effort, one that will certainly pass the time while you’re wrapping gifts or trimming the tree with the TV on. Maybe just make sure the kids are out of the room first.
Read full review at The A.V. Club'%20fill='%235cad8a'/%3e%3c/svg%3e)
6Cast & Crew
Frequently asked questions
What is Christmas with the Campbells about? 
Christmas with the Campbells is a heartwarming holiday romance movie that follows the story of Jesses, a dumped girlfriend, who spent Christmas with her ex's family and found love with his charming cousin, David. The film takes a fun turn when Shawn, Jesse's ex, returns unexpectedly and tries to win her back. The movie is a tale of love, family, and the magic of the holiday season.
Where can I stream Christmas with the Campbells?
You can stream Christmas with the Campbells on: Hulu Apple TV Amazon Store Fandango at Home Amazon Prime ⎥ AMC+
What movies are similar to Christmas with the Campbells?
Some movies that have similar genres and were produced around the same time as Christmas with the Campbells include Materialists, The Roses, Anora, Palm Springs, French Lover, Hit Man.
When was Christmas with the Campbells released for streaming?
Christmas with the Campbells was released for streaming on December 2, 2022.
;}%3c/style%3e%3clinearGradient%20id='linear-gradient'%20x1='-90.03'%20y1='-40.23'%20x2='-34.8'%20y2='-101.48'%20gradientTransform='translate(74.02%20108.65)'%20gradientUnits='userSpaceOnUse'%3e%3cstop%20offset='0'%20stop-color='%23de00b9'/%3e%3cstop%20offset='0.99'%20stop-color='%23ff557b'/%3e%3c/linearGradient%3e%3c/defs%3e%3cg%20id='Layer_2'%20data-name='Layer%202'%3e%3cg%20id='Layer_1-2'%20data-name='Layer%201'%3e%3cpath%20class='cls-1'%20d='M57.48,31.48C57.48,22.17,20.85,2.19,9.2.18,7.42-.12,3.78-.37,1.36,2.25-4.32,8.39,9.62,21.5,9.62,31.48S-4.32,54.57,1.36,60.72c2.42,2.61,6.06,2.37,7.84,2.06C20.85,60.78,57.48,40.79,57.48,31.48Z'/%3e%3c/g%3e%3c/g%3e%3c/svg%3e){kind=small}
