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Preprint Number 1300
1300. Philipp Hieronymi and Erik Walsberg On continuous functions definable in expansions of the ordered real
additive group E-mail: Submission date: 10 September 2017 Abstract: Let R be an expansion of the ordered real additive group.
Then one
of the following holds: either every continuous function [0,1] →
Mathematics Subject Classification: Primary 03C64 Secondary 03C40, 03D05, 03E15, 26A21, 54F45 Keywords and phrases: |

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