is rather straightforward around Misiurewicz parameters.

The rest of this paper consists of two sections. In Sect.2 we perform phase space analyses. Building on them, in Sect.3 we construct the parameter set $\Delta$ by induction. To estimate the measure of the set of parameters excluded at each step, instead of Benedicks $\&$ Carleson [@BC1; @BC2] we elect to follow the approach of Tsujii [@T1; @T2], primarily because partitions depend on $a$, and the extension of this approach is more transparent in our dealing with the issues related to the singularities. Unlike [@BC1; @BC2], the current strategy relies on a geometric structure of the set of parameters excluded at each step. In addition, there is no longer the need for a large deviation argument, introduced originally in [@BC2] as an independent step of parameter exclusions.

Phase space analysis {#s2}
====================

In this section we carry out a phase space analysis. Elementary facts on $f_{a}$ are introduced in Sect. \[s2.1\]. In Sect.\[distortion\] we prove a statement on distortion. In Sect.\[s2.2\] we discuss an initial set-up. In Sect.\[s2.3\] we introduce three conditions, which wil be taken as assumptions of induction for the construction of the parameter set $\Delta$, and develop a binding argument. 