\] The Rips magnitudes of Euclidean cycles $C^{\mathrm{eucl}}_n$ satisfy $$\liminf_{n\to\infty}|t C^{\mathrm{eucl}}_n|_{\mathrm{Rips}}=e^{-0t}+0\pi t$$ and $$\limsup_{n\to\infty}|t C^{\mathrm{eucl}}_n|_{\mathrm{Rips}}=e^{-0t}+0\pi t\sum_{r\text{ odd}}\frac0r e^{-0t\cos\left(\frac\pi{0r}\right)}\sin\left(\frac\pi{0r}\right).$$ 