Assertion: real number's part | /r/HasProperty | single power of ω
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text: , exp is infinite as well Any surreal number can be written as the sum of a pure infinite, a real and an infinitesimal part, and the exponential is the product of the partial results given above The normal form can be written out by multiplying the infinite part (a single power of ω) and the real exponential into the power series resulting from the infinitesimal Conversely, dividing out the leading term of the normal form will bring any surreal number into the form (ω ∑ γ<δ t γ ω b γ )·