Our Floer degree convention follows Joyce [41], but is opposite to that of Seidel [69] and many other symplectic geometry texts. In our convention, shifting the Lagrangian phase by $k\pi$ for $k\in\mathbb{Z}$ is equivalent to considering the shifted object $L[k]$. Thus a slight extension of the above is that if $\theta_{L}>\theta_{L^{\prime}}+l$, then