请帮我解题，---**Extraction Content:** **Question Stem:** 【例】 如图, ∠A+∠C=56°, BE 平分 ∠ABC, DE 平分 ∠ADC, 求 ∠E 的度数. **Diagram Description:** * Type: Geometric figure. * Main Elements: * Points: A, B, C, D, E. * Lines: Line segments AB, BC, CD, DA, BE, DE. * Angles: * Angle A and Angle C are shown. * Angle ABC is bisected by line segment BE, indicated by two red arcs marking the equality of ∠ABE and ∠CBE. * Angle ADC is bisected by line segment DE, indicated by two small blue squares marking the equality of ∠ADE and ∠CDE. * The lines BE and DE meet at point E, forming angles around E (e.g., ∠BED, ∠AEC, etc.). The question asks for ∠E, which refers to ∠BED. * Relative Position: The figure shows a quadrilateral ABCD, with lines BE and DE drawn from vertices B and D respectively, intersecting at point E. BE bisects ∠ABC and DE bisects ∠ADC. **Other Relevant Text:** * ∠A+∠C=56° (Given condition) * BE 平分 ∠ABC (BE bisects angle ABC) * DE 平分 ∠ADC (DE bisects angle ADC) * 求 ∠E 的度数 (Find the measure of angle E) * 解: (Start of solution, handwritten)