第54章 材料算法两大难（1 / 2）

PmMvPA2dgOKCgOOYoum+mumTgemAuOS0oOe7lOaMvO+Eu+ePsOWmreWwleaquOSAuOSLq+eQiOazg+aRiOacgOI+Yzw+Yy88DYKA47OK5ZK+5a+Y5p+55Iy877a75K+96Imc5qGy5oy874a65Imc5ra75Kyh54y875mI5aaQ5Yy877Sg54Gq54Gm6ICc6Yy875Wz5peu56q45IC45Imc5pi/6Iy875S45IyA6D5jPD5jLzwNgoDjhrrksbflqofosIXmnYrliKbliJnpuIjniJnpgJ3niYvmjLzvjIfptq7lsbflqofokbfogabourrkpL7nmb/ooa7osLzkjLzvjKHopK3lj4TmgLjksbflqofonJ7mgqbljLzvkIXohrHorYPnhrrkjbjkg5DlpYDmg7/ljLzvp5DlpZ3mooXmooXmPmM8PmMvPA2CgOOVs+azg+aEmuetuOSDv+WGuuStgeeoo+eMvO+Ahuipgui4gOiGuuS4gOizlOeImemMvO+Fg+aooeiEmue9peWgveSGuuS6uOSMvO+vieWAuOSjgumvmOa9g+m6uuSJnOaAieaLnOc+Yzw+Yy88DZ2A4oKA46eQ5YO/5Zmd6Zqk5aKd6Yq45Jm/6Kic5b2l5b2l5a+Y5pi/6Iy874aI5amk5YSa57mJ56yL54mc5qC95Iy874q45JG+6Ja856Cb5bqf5amJ542k5qic5bGw5ZOB6aek5YS65be65YSa56C95Iy877OU54iZ6YKA45CI5qCX5ou65IC45I6Q5YCc5oy874u45IC45IyH6aOC6Yy874u45IC45IyH6Zm/6Iy875qk5Yi+5ZWz5rOD5oy874a65Jqk5Yuc55GI5rq65Lu96LS55Yy874qV5a+36JOB6ZmU6bC16IGm6I245JyA4pq875OB6YO/5Yap5aOP5aaL6IiO5pmV5pWQ5T5jPD5jLzwNnYDigoDji7jkgLjkga/ojKrpgabos4PmjLzvv6XonLjkm7rkiZzmr5jmsbDlnIDimrzvk4Hpi6LokYTogJ3niY/ms5TniJnpPmM8PmMvPA2CgOOLteippOWruuiAuOSZv+iGuuSOnue9mec+Yzw+Yy88DZ+874i55IC75JqB5bOD5qC95Iy874aQ56mJ56at5Yy874eW5qat5buO5ZG36Iy874a65K+36KGd5pm/6LC16I245Ja75I6Q5baE54y875ir6by06Iu16Kmk5aat5bCV5oy877q65ISa54yJ55GH6Zu16KWl5aat5bCV5oa65L+L5o295IC45K+Y5o+D5bGw5Zm/6D5jPD5jLzwNgoDjlrvkgJ3nvK/lnYrlqJzlvYPpjLzvs5TniJnpo6fohpDnjbjkvYPpjLzvurrkiZzmgInmPmM8PmMvPA2dgOKfvO+GkOepieeekOaBpuigveSIueSOgOaMvO+RiOauuOWavOSgveSAneezg+asnOaMvO+GuuSYoum+r+iquOSjgumAvOWBpuixsOWRiOaMvO+fneaTu+e2qeeUoOe1jOiLueSgvOaZsuaJreeCgOOOveSYq+mPh+mnuuSEmueGseifnOW2iOWnjualu+Svj+WMvO+DruWhj+aMjuafvO+XkOWXiOWPuuWgm+W6n+WEmuezheWJnOaolOecveSIkOWJheWOuOS1ruajgumGseifnOWXvuWwruiYv+iMvO+zlOeImemcgOKavO+GuuSdr+i0r+ifueSJneapveSgvOU+Yzw+Yy88DZ2A4oKA46KR5b+V6Zi/6K+36JOB6YSa56Kd6Y2J5Yy877OU54iZ6Yy877eO6KmW5oCJ5omc5r2D6I2J5pqv6JSZ6J+U54C45IGm6ICc6Yy8752u5bCR56ek5Z+85ISa54yu5Y245JiO5pGP5b2D6bq65KO75KCH5Yy876+c5oCK5pG+6Ja856Cb5bqf5amJ55+U55yA4pq875OB6bOU54iZ6bCF5p2K5Yy875y95KW35a245IuJ5oa65Iu45JyB5Z+55Iy874iO5pmV5oGA6ISa57u05rK55aWM5oeM5omd5qm95KC85aui6I295IC45D5jPD5jLzwNnYDigoDjqZPlmI7mkY/liZzmobLmjLzvsJzlqaTlhJrnlJjpv7nltJvmiZzmmL/ojLzvkqfogLjksbHlsIblhrrksIjli5znqo/ln7nkrLvkkYjmjLzvn5/lhqLpgLjkmb/ojLzvr5jmhr3kgoDjhrrkurrkgLjkrKznr5jmrqHnhJrnjLzvroznobTohJrnp6TlpK3mgqblhrrkuoflmoHln5/lhqLpgLjkmb/oqJzloL3kjLzvgYDolo3lgYDomoDlkYjmr5jmjbjkjLzvs5TniJnpn7zvhrrkorTnoo7mn5/lhqLpgLjkmb/or5zmgIrmkb7olrznoJvlup/lqJzlrbvnp7vnjbjkoL3kjLzvs5TniJnphrrkiLnkjoDmnIDiPmM8PmMvPA2CgOOyiei4hOiGuuSYj+WIjuaZleaVkOU+Yzw+Yy88DZ2A4oKA44yh6K+P5Y245K+P5ZOB6aWf54245Iy877+l6Jy45JO86aON5pO86aON5rm+6KOC6aSu5Yyq6Z6u5YaQ56mJ57uO5bOD5pGI5pye5oKm5Yy874iO5pmV5pyA4pq875OB6bSv6IiO5pmV5pWQ5ZGQ5Yuc57OU54iZ6Yy875uK5aqK5YSa55qB5YCJ5oqP56m95KC85Ya65Jqu5a+C6D5jPD5jLzwNgoDjlq7mgbnnq7/ltJvmjLzvq7/ltJvmprrln4DpvYrokY/ltYzoi7nkoLzmmbLmqa7ojLzvhojlqIPpgLjkhJrntYzoi7nkoLzmmbLmhrrkkIjmg67lhJrngKfnmLzkjLzvqJzlsI7nr5jmhr3kPmM8PmMvPA2CgOOLlOmIheWlgOaEmuegvOaZsuaGkOe7suaMvO+gvOaZsuaYj+W5lOavmOaNieaDruWMvO+6uOSkrui9g+m6uuSJnOaAieaPu+e+m+aMvO+dgOKLjueLueSrouiNpOagvOaZsuacgOK6uOSJquirouiMvO+puOaYq+mQgOi6vOW9oem9keWflOeMvO+tuOSgvOaZsuaonOW/lemflOexsOWruuisnOaOuuSxlOeCgOO9iuiRj+Wlu+Svj+WxsOWFhuW2l+aPsOWquOSJuOSkuOSonOWMvO+QreWNp+eEmuerv+WAnOa9iuiRj+WMleeWuOSoheWMvO+RoOatouatouY+Yzw+Yy88DZ2A4oKA47SX6baX5r2K6JGP5bWM6Iu55KC85pmy5oa65JaM5Zi85Iy877q85bSb5rWu5oeJ56Cb5bqf5YSa54ab6YeH6Yq45Ku66IOu5Y675Iy875Gg5q2i5q2i5o2n55+O5aqg5oC45LCI5b6J5qy75JGI5oy874Sa56+Y5pyA4j5jPD5jLzwNnYDin7zvhrrkrZ/ntJvml77lmI/ltJfptpfmvYrokY/lj4PlvaXltYzoi7nkoLzmmbLmo7vkm5vlrKznmb/ojLzvipHlpYrmi7jkgLjkhrrki5znkYjmnIDiPmM8PmMvPA2dgOKCgOOYq+m0m+amuuWbhumgs+eMvO+XiOWPuuWWj+WQj+atuOSQreWNp+eOu+SvmOaUuOSMgOiMvO+Jjei+sOWXi+eXqeeajuWMvO+EmuevmOacgOI+Yzw+Yy88DZ2A4oKA45eI5Y+65aCb5bqf5YSa57qI5byp6Yaq6YiQ5ZGl5aCK5bSb5oy874a65I2n55q65ISa54KA6YiQ5YCc5oa65LCI5b6J5qy75KC95Iy877m+6KOC6YmN6LS35b6w5ZeL54y875Ct5beg5ouc55yA4pq875OB6bSv6Iy877Sk5bmC54a65LmC54y874qR5aWK5oyq6ZWv6ICd54uc57OU54iZ6T5jPD5jLzwNnYDigoDju7TmmK3lhJrnvaXltJvmn6TlvYPojLzvjaTmjafngaPliIjmqJzljLzvqYnnp7rko7vkm5vlrKznr5jml67njLzvvIDluq7ohpDnhJrntK/ogInmoL3ks5TniJnpsIjlvr7ojrrkiLvnp4DmsaLnkJvnkIDojLzvkK3ljafntYzoi7nkoLzmmbLmhJrnoazmuYnmgLjkmb/onIDiPmM8PmMvPA2CgOOQreWNp+e1jOiLueSgvOaZsua5iea5ieaAuOS6h+Wygui5n+WMvO+1ruaHieegm+W6n+WNp+eEkOWIkOWdvOeMvO+qieWBo+iMoeibv+iEmueKtOeNuOShneaJnOaMvO+IjuaZleaBgOiEmue9meexiuiRj+W0pOWbuuSjgumLuOSVuuWLieaAneeljOaHjOaMvO+NieWwj+WcveSlt+WonOWJneapveSgvOU+Yzw+Yy88DYKA44mc5qGy5r2D6byg5oS16ISa54yH6Zm/6JG/6KCd6Z6/6Iy8746N5a245I+k5aWT5ZG76Y295KOC6a+Y5o+D5T5jPD5jLzwNgoDjuZbmsJzlhJrnnL3kjZPmhq/lvrLngJzmjLzvjpDlgJzmmoHlr5jmjLzvjIfpmb/oPmM8PmMvPA2CgOOwleaLueSHjOaBjeWztuiNuOSMvO+npOWdk+iquOS0leaMvO+EmueMh+mZv+ilheWbv+i9g+iMvO+5luawnOWEmue1jOiLueSgvOaZsuaygui5n+WvmOaMh+mZv+iMvO+kruWMqumeruW3j+UxMIO/5big5rCI5aWd5qy75Ja75Iy875Wv5oyu5ZuA6bKX6aSu5ZGn54mc5oCJ5j5jPA==