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Not enough lollipops  Cover Image Book Book

Not enough lollipops / by Megan Maynor ; art by Micah Player.

Maynor, Megan. (Author). Player, Micah. (Added Author).

Summary:

Alice wins a wagon full of lollipops in a school raffle, but no one is sure if there are enough for everyone to have one.

Record details

  • ISBN: 0593372565
  • ISBN: 9780593372562
  • Physical Description: 1 volume (unpaged) : colour illustrations
  • Edition: First edition.
  • Publisher: New York : Alfred A. Knopf, 2022.

Content descriptions

General Note:
A Junior Library Guild selection.
Immediate Source of Acquisition Note:
LSC 23.99
Subject: Sharing > Juvenile fiction.
Candy > Juvenile fiction.

Available copies

  • 1 of 1 copy available at Tsuga Consortium.

Holds

  • 0 current holds with 1 total copy.
Show Only Available Copies
Location Call Number / Copy Notes Barcode Shelving Location Status Due Date
Lakeshore Branch STO JP Mayno 31681020191615 PICTURE Available -

  • Baker & Taylor
    Winning a wagon full of lollipops, Alice is super excited until sharing them with her classmates becomes complicated and she must figure out a way to divide the sweet treats up equally. Simultaneous eBook. Illustrations.
  • Random House, Inc.
    Alice thinks it's her lucky day when she wins a wagon full of lollipops, but sharing them with her classmates is more complicated than it seems. Can she find a fair way to divvy up the sweets?

    When Alice wins an enormous basket of lollipops in the raffle she's happy to share her good fortune with friends and classmates, but everyone seems to have a different opinion about how she should divide the bounty. Suddenly, Alice's big prize becomes a big conundrum. Should she give extras to her friends? Should she withhold lollipops from the kids who always hog the tire swing? As she weighs her options, the panic grows. What if there aren't enough to go around!?

    This hilarious and thought-provoking story uses lollipops in the school yard to illustrate how cooperation and generosity can make even the most daunting problems solvable.

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