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Prologue

Andrew Forsthoefel sets out to do something that usually doesn't work as a radio story. After losing a job, he decided to try walking across America from his home in Philadelphia all the way to the Pacific.

Act One: Grandmas

A surprising number of coincidences involve grandmothers — that’s one of the things we learned doing this show. One grandma has so many coincidences happen to her, it drives her granddaughter, 16-year-old Juliana Bontrager, to try to beat her at her own coincidence game.

Prologue

Host Ira Glass tells the story of man in Florida named Lanail Hudson who it turned out wasn't actually Lanail Hudson. He had stolen Lanail Hudson's identity and had been using his name for decades.

Act One: Replacement Claus

Jonathan Goldstein tells the story of Santa Claus, who, after losing his wife, Martha Claus, sets out to find love once again. Jonathan's the host of podcast/radio show Wiretap, which is heard on the CBC and on many public radio stations in this country.

Act One: The Old College Try

Ira talks to Rick Clark, director of undergraduate admissions at the Georgia Institute of Technology, better known as Georgia Tech. Clark says the latest trend in misguided college admissions efforts: parents emailing and calling the admissions office, pretending to be their own children.

Act Two: Car Pool

Sierra Teller Ornelas tells a story about the time as a 10 year old she went on a very short, but memorable adventure in a car with the coolest girl she knew. Sierra's story was recorded live at the L.A. storytelling series Public School and aired on the CBC radio show WireTap with Jonathan Goldstein.

Act Two: Wonder Woman

Kelly McEvers with the story of Zora, a self-made superhero. From the time she was five years old, Zora had recurring dreams in which she was a 6'5" warrior queen, who could fly and shoot lightning from her hands.

Act Seven

Joe Monti’s real name is Joe Montalbano. But when he started in the car business, he didn't want to lose a sale because a customer couldn’t keep his name straight so he simplified it for the job.

Act Two: My Ames is True

Writer Michael Lewis tells the story of a man named Emir Kamenica, whose path to college started with fleeing the war in Bosnia and becoming a refugee in the United States. Then he had a stroke of luck: a student teacher read an essay he’d plagiarized from a book he’d stolen from a library back in Bosnia, and was so impressed that she got him out of a bad high school and into a much better one.

Prologue

Host Ira Glass visits Claremont Middle School in Oakland, CA — a school with two principals. Principals Reggie and Ronnie Richardson are also twins.

Act One

Chana Joffe-Walt spent six months reporting on the rise in people on disability. She spends time in Hale County, Alabama, talking to the only general practitioner in town, the main person who okays so many of the county's residents for disability.

Act Two

Chana Joffe-Walt continues her story about the phenomenal rise in disability payments over the last 30 years, since President Bill Clinton signed legislation pledging to "end welfare as we know it." Turns out, two private sector groups have really contributed to the growing disability roles. One is a group of people you'd probably expect, the other is a shock.

Prologue

Ira talks to 15 year old Jada who, when she was in third grade, moved from Akron Public Schools in Ohio, to the nearby Copley-Fairlawn schools in the suburbs. After two years, Jada was kicked out by administrators who discovered that her mother was using Jada's grandfather's address in Copley, instead of her own in Akron.

Prologue

Host Ira Glass remembers Hurricane Sandy, and the feeling that we might be getting a preview of what the world would looking like as climate change continues. He talks about how stuck the country’s conversation about climate change has been, but how for the first time in a long time, it seems that might change.

Prologue

David Kestenbaum tells Ira about the time, when he was doing graduate work in physics, he and his other single friends decided to figure out the mathematical probability that they’d find girlfriends. They wanted to know what the chances were that there was more than one person in the world for them.