第一百五十七章：解决质子半径之谜（1 / 2）

PmMvPA2dgOKCgOOwieayueWEsOWjleaflOenuuSeseWRh+mOuOSavOSMvO+2l+aekua5r+WRuuSQreWfjuWisOaOuOSonOWMvO+OkOWHpOW+ruiMqumeruWlheWbv+ionOWfneaQreW1lOe9g+iYq+mMgOiCgOOuveeFo+iMqumeruWEmueRuuSQreWfjuWisOaGuuS6uOScveSomeW5ruWeseWRh+mGuuSolOe/veSMvO+ngOaQmemAseWEmueHpOW+rui6uOSgm+WZgOKMqumeruWEvuWKjeW3jei1lOeQreWfjuWEsOWjleaQreWotOiQreW1lOeYgOKEmuefu+egvOScgOI+Yzw+Yy88DZ2A4pyA4j5jPD5jLzwNgoDjipHlpYrmhJrnsbflqofogJ3nrbvnp7vnjLzvqIrlmqrphJrni7jksI/lmrzkhpDniZzmobLmtrnlnbflkL7lPmM8PmMvPA2CgOOGuuSEu+ePsOWum+e5oemEmuedt+WQvuWKj+Wlu+SLheW9s+aUsOW0u+e3wouF5bCF5Ze85YGA47mJ54Go5bfCjo3lt77lsYjnhJrnr4Hmob/kqrjkmb/ohrrkk4HppZ/njYnlkI/msbDln7nkjLzvhJrnmq7lub7mgYzmnb/kvYPojLzvrbjkupzlmrzkqrjktJXmPmM8PmMvPA2CgOOZluaPhOaEmueWu+SGuuS6h+WFtui3oOaMkOW1huW2iueEmueRj+WBqueOueS8vOQ+Yzw+Yy88DYKA46e/5YWL5p245IC45Imc5pi/6LOH6JqU54y877au6IqD5oy875GD5pGW54a65KG75oO45Yq45LiE6Iy877eg5oC45KGo5oC45I655KCH5YSa542J5Yu55Ja75IyS5YWD5qih6ISa57O55aOt5oiZ6Yy876+Y5oSa54K85aev6Lq65Kmu6Ia95D5jPD5jLzwNn7zvp5DliLnkgLvkm7rkk4HppZ/njYnlkI/mpa/olLrllrvkjLzviLjlvK/lhJrnurrku73otLnlqrjko4LpirjksI/lurjknL3kPmM8PmMvPA2CgOOzueWjreaImemEmueEmueBl+aruuionOWQneW8nOeGuuSLnOe0pOWtieaWu+SMvO+Aneezg+Y+Yzw+Yy88DZ+877qu6IaQ56Wd5rqH5aCA6Y+N5oyh6Lq85YyA6K6X6ZCP5oSa54uF5YyH6Ze85bfCjLjljIfpua/llLrlhrrkurjkr5jmmL/ojLzvqJzlgInmmKLprpfphrrksIjlvonmhJrnn5znr5jmPmM8PmMvPA2fvO+XkOWwiOWageW9g+ifnOeZv+iCgOOcsOiLueSEvuWKjeWQreWotOizhuWjp+g+Yzw+Yy88DYKA46Kd6bmW5qq45IC45KaP5Ya65JGQ5aa45aKd6YCx5Yaw5aWO5rSb57CO57qH5YSa57Sk5YGA6J+z56q45Jm/6IuF5YyH6Ze85bfCjLjljIfpsIjls4PmobLmPmM8PmMvPA2CgOOEmuefneaTu+elr+iUuuWxsOWOkOWQiOaMruWliuaHseaujeawleaMqumeruWEvuWKjeW3jei1lOeQreWfjuWKj+Wlu+SVs+a5luaXruehruiNp+eAuOSEmueEvuWKjeWQreWotOionOWavOSKkeWliuaEmueppOWKu+S6uOSlu+SsnOaWu+Q+Yzw+Yy88DYKA44u45IC45Ia65KOE5o6Q5a2v6J2v6ISa55235ZC+5bCI5ayQ5aic5Zy/6I+u5bmb5oSa56ek5ZGn546N5Yy874u45LCP5T5jPD5jLzwNn7zvl5DlqaTlirvksIjlmZXnmrzkmKLprpfpqrjkmb/ojLzvs4blo6fok5jmua7liLnko4Lpgabon5znjLzvnJ7mk7vniZzmobLmvYPpm4rlqorlhJrnjJDlsYXltq7lpq3lhpDnqYnnhJrnsJXmoJfmpZ3mtLnlsJXmn7zvvYPor4/liLnkjoDmmb/oPmM8PmMvPA2fvO+XkOWonOWAieaEmueYoumul+mGuuSwiOW+ieaWu+SfvO+Kh+mjp+iMoeibv+iYoumul+mquOSZv+icsOiLueSEvuWKjeWQreWotOi5r+U+Yzw+Yy88DYKA44eJ54C45LaE55eT5baX5r+h6a245Lqc5Zq85Iy877qH5YC45J2v6Jm/6D5jPD5jLzwNnYDigoDjiofpo6fojKHom7/omKLprpfphJrngrzlrrfljafnmb/okIjmoIDpua/ljIfpmb/oqJzlhrDlkYjmjLzvqaTlirvkqJzlhr3knIDiPmM8PmMvPA2dgOKCgOOLvuWaruWGkOepieejp+iGkOe9g+iNuOScv+i4sOa9g+ivj+WJnOaxsOWMvO+CvOWut+WEmueKh+mjp+i9g+i6uuShsuaquOSAuOSonOWYreWcnuaCpuWMvO+IueSAu+SvmOaLvuWaruWGkOepieeEmueJnOaAieajp+iGuuSzg+aIvuWsu+SRiOaMvO+0r+iKuOSsnOa5oOaOu+ScgOI+Yzw+Yy88DZ2A4oKA46On6Ia65ICJ5omc5r2D6Y295ISQ5YSa54yH6Zm/6Kic5ZCd5YW/5bib54y874a65LC/6Ji16Jqk5Y245LGw5ZGI5oy877mC55m/6I665LOF5Yy876Cb5Z+O5aWd5rGU54Sa55ii6a6X6aq45Jm/6Jyw6Iu55IS+5YqN5ZCt5ai06K+Y5pm/6JyA4j5jPD5jLzwNnYDigoDjs7HnnqPpMTQ4MIy875et5bCV5oSa54+w5bSb5qq45IC45Ia65LCI5Ze+5Yy875Ct5bWU54Sa56y96IuX5rig5pCt5Z+O5ZW754a65KO75JaP5ZCt5Yu75Kq45IC45KiU54y876Kw5pCt5Yu75Ia65KiU57+95Ky75Lau5aat5YaQ56mJ54Sa54CJ5rap55Sg56at5YmF5ZCt5Y+H6YuF5Zec5q6Z5q+W5ouF5ayp6Yy877S55TAxMDKGveScgOI+Yzw+Yy88DZ2A4oKA46Su6KyF5aui6LSb54C45L2D6YOu5Yy8742J5bS55TAxMDKwiOW0m+eMvO+XreWwleaEmueolOe/veSonOW9g+m0m+eAuOS7juWHv+isu+SRiOavmOaZv+iMvO+zseeeo+k3ODCCgOOujeawleaEvuWKjeWQreWotOiEmueGh+W+sue5r+W4m+equOSAuOSGuuSwiOWXvuWVs+a5luaNp+ekuOSZv+iolOepiOWsu+SRiOaMvO+7juWHv+ionOWcgOI+Yzw+Yy88DZ2A4oKA44yq6Z6u5YSw5aOV5pCt5ai06ISa55Ct5bWU56+Y5o2n54C45KaP5Yy874+H6Yu15rGw6L2D6ISa55Ct5Z+O5aKw5rux56+Y5o2n54C45JyA4j5jPD5jLzwNnYDigoDjlbPmuZbmjafnpLjkjrrklrXonb7kgabou7jkjLzvj4fpi7XmhJrnhL7lio3lt43otZTnhJrnkK3lqLTojrrkua/lrLvkkYjmjLzvpZ3mpbvkhbnkv5XpnIDiPmM8PmMvPA2CgOOIueSAu+SekOaonOWFgOiKkeWliuaEmue7vei0ueWNkOWZv+iapeaFuOaNuOSMvO+0pOWJnOeGuuS3teixmueuvuWuvuW9g+mMvO+YkeW6uuScveSlt+WEmuesi+aFjOU+Yzw+Yy88DYKA46Wd5re16Ia65KiK5Zqq6Zu65Imc5rq65Je85Iy8746Q5a2v6J2v6ISa57mu5YWG5YqR5aWK5rmU5rSb5p235ZC+5bCI5ayQ5Yy876245Lqc5Zq85D5jPD5jLzwNnYDigoDjua7lhYblipHlpYrmi7jkgLjkoIrlu7fmtK/ohYDolojmjLzvuZTmtJvmtpfmtLjkkYjmua7lt6/ojLzvtJfptpfmhJrnpZ3mi7jkpY7mjLzvjIfpmb/oi5zntq7lp6Tlt6/onIDiPmM8PmMvPA2CgOOujeawleaBr+i6rui9u+SAuOSGuuSAvOWTieawluaNh+mMvO+KkeWliuZnY2OEmuexveWViuaJjuazheWMvO+LuOSAuOSGuuSnjuaNk+aKuOSRhOi1lOeEmueKuOSwj+WyruionOWLiea4vOSMvO+RrOeGuuSRrOedt+WQvuU+Yzw+Yy88DZ2A4oKA45qB5Yi55Jm/6IGm6JGI5oi55IC75Lq45Iy874uc56y75KC95Jm7546Y5oGv6Jq85JGI5oe/6I245Iy877yA5bCV5oSa54C+5aW75Ia65I655IW26K6h54Sa56Ot5q6/5ISa57yA5bCV5nFyZISa57SV5oyu5Y245ISa56e6572D6ISa55Ct5Z+O5aKw5rmv5ZGI5oy874m55I+E5omc5oi+5a6X6ZCP5oSa54iO5pmV5oy45YyH6ZyA4j5jPD5jLzwNgoDjpZ3muoflhJrnkaznn6TlvYPomL/otpfmmKLprpfphJrnvZHltIfoqrjkgLjkua/lop3pqJzliLnkgLvkurjkvZnnjpjmjbjklrvkjLzvi7jkgLjkhrrko4Tmi4XljIfpl7zlt8KMuOWMh+mEmueUreeem+WFvuWJreetuOS6nOWavOSonOWLq+eZq+eprui5ruWRrOequOSZv+g+Yzw+Yy88DYKA47mu5ZGs54Sa566+5bu96Kq45Ia65LqH5bKc6bOH6JqU54y875aM5ZiP5YSa55qk5aqk5Ymc5qGy5ra55bKJ6LiE6ISa55235ZC+5Yy874q45LCP5bKu6D5jPD5jLzwNnYDigoDjsonouofluLjlnp3pm4rlvYPohJrnirjkpq3lsJXmqJzljLzvs4PmnIznp7rnjJXnlrjkqrjkgLjkh7/os4blo6folrvkn6vnla/mjLzvr6/omZTpjafnmb/or4rnvYPor4/lp6TljbjkhYDoipHlpYrmhJrnu73otLnljb3kmb/ojLzvhrrksbDou6bnqqTlhJrno63mrr/kvIDlsJXmqrjkmb/ojLzvmKLprpfpiZzmop3pjIfpmb/oiafon4Tmu4DmkYjmnIDiPmM8PmMvPA2dgOKfvO+GkOefnOevmOaNieaEvuWKjeWQreWotOinpOWMvO+3oOaAuOSEmue6uOSkrui0pOWBgOifs+eEmueniea6m+WquOSZv+iMuOWMh+mCpuWjrea4ruiWiOacgOI+Yzw+Yy88DZ2A4oKA44a65LSV5oOw6Iyh6Ju/6IGm6JWA5pCB5ryA5bCV5oS+5YqN5YSa55Ct5ai06Ie/6I245Iy874a65KW75K+P5bGw5Zeu56Gu6LuO5Zu/6KWF5aa45bCW5o2H6bCV5oKP5aOt5q6/5Iaw5Yy8742H6aW45Ii+5Zeu54245La55Zii6a6X6Ye/6I245Iy875ii6a6X6aq45K+Y5q6h54Sa55m/6JyA4j5jPD5jLzwNnYDigoDjgKHogafoiJLpgLjkr5jmtJvngK7nmKLprpfpqrjkmb/ojLzvi4XljIfpl7zlt8KMuOWMh+mvmOanhOaNuOScgOI+Yzw+Yy88DYKA46Wd5oq45K6N5rCV5pCe5oaI5YaI5aiD6Zm/6Ia65LCI5a245Iab6ZuK5Y+E5qiz5oaw5buI5Yur57au5aat5YaQ56mJ55a75LaF5YSa56245Lqc5Zq85Iy8752v6ISa54uF5YyH6Ze85bfCjLjljIfpsIjlrJDlPmM8PmMvPA2dgOKCgOOquOSZv+iOuuSYq+mcv+i0jeWXreWwleZxcmSjreauv+SEmuegveSMgOiMvO+zj+Wmt+UxMjAwMH4yMTAwMISa54665JCZ6YW75LSb5YOM6KOt5q6/5K6N5rCV5nFyZISa55+756C85Iy875Sv5rmv5aWd5q6N5rCV5oyq6Z6u5YS+5YqN5ZCt5ai06ISa57KP5YaO5aeF54mM5q+Y5oa95Iy876q45Jm/6JOB6aWf57aE55O95ZGI5pyA4j5jPD5jLzwNgoDjhrrkrZbmk4nmi4XljIfpl7zlt8KMuOWMh+mrouixsOWMvO+MruW0r+iqnOadr+idt+WQvuU+Yzw+Yy88DZ2A4oaQ54Sk5aOt5q6/5Iyh6Ju/6IGm6ICc6aW75ICJ5oy8742T5bG95Z+U56e65I+H6Yu15oS+5YqN5YSa55Ct5ai06I665Lmv5Zq85Jm/6Iy877un54295ISa55Gw5ZaI5pqk5ZaI5p+U56e65JCt5ai06L+95Jq85JCt5bWU54Sa56iK5ZC/6J+A6Zir6Y665JC65qWd5qOt5q6/5Kq45Jm/6JyA4j5jPD5jLzwNgoDjuZbmsJzlhJrnpZ/ngInmi4XljIfpl7zlt8KMuOWMh+mGuuSwiOW+ieaMvO+ujeawleaBr+i6ruiGuuSAvOW7v+edt+WQvuWdgOKCgOOIueS1oemdueSsrOecgOI+Yzw+Yy88DYKA45OB6bSv6ISa57yc54C45Jet5YC45J235ZC+5YCd56+b54uF5YyH6Ze85bfCjLjljIfpPmM8PmMvPA2dgOKCgOOwv+i6ruiFgOiKkeWliua3r+ifvO+Nk+WxveWQiOaggOm8gOWwleaEvuWKjeWQreWotOiEmueIu+eAnOa5r+WavOSmkOWvmOa5gueZv+iMvO+jreauv+SGuuSMoeibv+i8gOWwleZxcmSEmue0leaMruWNuOSEmuenuue9g+iEmueQreWfjuWisOa5r+WPvOWsheWnuue9g+iHv+iagOmJnOaMvO+1oemdueSsrOeonOWMvO+tuOSujeawleaBr+i6ruiEmueFgOiKkeWliuaonOWwiOWfr+WCp+iRiOacgOI+Yzw+Yy88DYKA47Sk5YGA6ISa54W55bm+6K6/5I245Kq45Jm/6Ia65JGQ5Zuc5p235ZC+5Yy8746Q5a6X6ZCP5rmW5rmv5Y+E5rqk54uJ5ri85D5jPD5jLzwNgoDju47lh7/ov4HpvYPor4/ljbjkn7nkjLzvhrrkrpfpkI/mi4nmvrjkj7vnsrfluZbmua/ltoTnopfmh7/ojbjkPmM8PmMvPA2CgOOAuOSLueSAgOijjeiYq+mAnOaEmueWpeWGkOepieeUsOWdtOi6r+iOuuShrOaFu+SMleeGkOepieevmOavj+WZv+iMvO+WpeWmreWGkOepieerpOWUsOWDsuaHv+iwiOW/i+a5lua5r+WMvO+Nj+W4m+eMvO+IjuaZleantOi0sOaIueSAu+SvmOaNuOS5lua5r+Wfq+eVr+Y+Yzw+Yy88DYKA47yW57Sk5Zu65Imc5o+95I245I2/5Z+55Iy876G/5KqH6ISa55+k5bO26Imc5py95KW35YSa57G35aqH6Lmv5Z235ZC+5a+Y5pWA5qqT5Yy877Sk5YGA6ISa57q85ZSA5aq45K+Y5q+P5Zm/6D5jPD5jLzwNgoDjkZbnqLTohJrnsbflqofohrrkuoflkI/mhL7lio3lkK3lqLToj7Dlua/ljLzvjIfpmb/ohrrkqJzlmavnqaTlirvklrvkO2d0Jm8vO2d5JjtndCZvO2d5Jj5jPA==