已知（10，6）系统循环码的生成多项式为：g(x)=x4+x+1，请设计该循环码的编码器。输入随机码元序列长度至少1000位。按照错误概率Pe随机产生差错图样，得到实际接收码字。 根据接收到的码字进行译码，计算误码率。调整Pe的大小，画出误码率与Pe之间的关系曲线。程序难度不大，如需要其他参数请自行调整。有问题可以私聊。(The generating polynomial of known (10, 6) system cyclic codes is g (x) =x4+x+1, please design the encoder of the cyclic code. The input random code sequence length is at least 1000 bits. According to the error probability Pe, the error pattern is generated randomly, and the actual receiving code word is obtained. The code is decoded according to the received code word to calculate the bit error rate. Adjust the size of the Pe and draw the relationship curve between the bit error rate and Pe. The program is not very difficult. If you need other parameters, please adjust it yourself. If you have a problem, you can talk privately.)