Show that there is a stochastic process (left(W_{t}ight)_{t in mathbb{R}}) satisfying (B0)-(B4). Glue together, back-to-back, two independent

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Show that there is a stochastic process \(\left(W_{t}ight)_{t \in \mathbb{R}}\) satisfying (B0)-(B4). Glue together, back-to-back, two independent Browninan motions .

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