题目若a6(x−1)6+a5(x−1)5+a4(x−1)4+a3(x−1)3+a2(x−1)2+a1(x−1)+a0=4xa_{6}(x-1)^{6}+a_{5}(x-1)^{5}+a_{4}(x-1)^{4}+a_{3}(x-1)^{3}+a_{2}(x-1)^{2}+a_{1}(x-1)+a_{0}=4xa6(x−1)6+a5(x−1)5+a4(x−1)4+a3(x−1)3+a2(x−1)2+a1(x−1)+a0=4x,则a6+a4+a2+a0=______.a_{6}+a_{4}+a_{2}+a_{0}= \_\_\_\_\_\_.a6+a4+a2+a0=______.知识点：等式的性质章节：第5章 一元一次方程 / 5.1 从算式到方程 / 5.1.2 等式的性质
