大家的Prime都会解错这个方程吗?
本帖最后由 jerryxu 于 2022-9-30 22:33 编辑方程在图二有,用XCAS一点问题没有,然而Prime居然直接0了……
有没有哪位有行货机的帮忙去和态度出了名的不好的HP支持反映一下?(我的是水货,数列号验证过不了)
固件是最新的
图似乎发不出来,方程是 ,
感觉挺正常的线性方程,就是系数怪了点
data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAUQAAAD0CAYAAADjV18HAAAfvElEQVR4Xu2dLXgWSZeGOw4cOJCMAwcOJONAbaIW3ILaoBbcIAcXVsGqsC6sCp8ibpDgwAU3yMGBIy7bTzMnU+l09+n/v7r7urjI+1Z1VZ37VD99qrrero0kSY7TfxwQgAAEoiewcZwe0VMAAAQgAIGUwMbt27cRRLoCBCAQHYE//vjjjM0bN2/eRBCj6woYDIFxCRwcHCR37tw5qVSf80eYXtS68JyysorK+PDhw0lxqd6d/P3+/ftT1fz6668Jgjhuv6A2CERHwISsSvBCwSzKXySoKq/se4MciqF9Z6KYF8Rbt24hiNH1zpkb/PvvvyfqxG/fvp15S2leEwJ54QrPLYse6wholSCqHx3++eeZZl775ZdEooggNvFgRHkfPXp0ajgj0/f395NXr14NSkF35CtXriR7e3sn9dy9ezf58uVLcnh4OGjdFD4ugTJBrBLKfAvrDJl1jgmpCeK117+cFHV4788EQRzX94urTYJ44cKFU8L0/fv35Nu3b4Pa8uTJk+Svv/46Ve+gFVL4ZASKhK9KJENhK2p0HYHNC+LVvavJfjryQBAn6wbLqFiCqOPFixdnGvzy5cssWnz37l2WpohO321tbSU/fvxInj9/ng1v09UKybVr1zKBU3oY4al8DVHOnz+ffPz4MdGwWN/pHDsUjaoclaehjOq0w87XZ3XysJ116l+GF9bdyq6C6M0Vil4+TyiIEsPD91+Sa7euJJ8/f2bIvO7u1s06RWo6dnZ2WgmiRFIi9enTp+T+/fvJ9evXkwcPHmRlScz0WSKpiPPy5csnczdPnz7NhsfhkDkviCrnxo0bJ21TeTrHRFH5q+rvRoaz+yBQNdT1niyH9XtD5nxZJohb6TSMxFAHgtiHR1dehgQxjNZkrqI4RWr5CFFRoIRTwieBkyApKjQxleAp2lMEqUNip7T8BLbSPEFURJk/v3b999MI9tuPlXsO86oISBCvXv0ZGZoY6v/KCJGF2XSq7e3t5Ny5c8mbN29OYEjkjo6OskhMomTLFxSNmSAqXX9rGPz69evsXM1FShAV2alMCeqD7QfJ96/fz4B+/PhxJqZ2rjKYeKotly5dys7fTsv6ms5p2qHhtMRUHbuqfs2DcsRLQNM8x9/OnQGwcfEoCwDyC7OzZTdpmNl6YXa4NEJPB+1o+n28LpuH5Ta8LXqqLMGROFmEJ0FU9KhzJIgWSdpw5tw5CWIqYqnIKsLT+fq7SJwkiBr+hkIclqdos+h8CbTySRDz9V9I63/5d/0I4jz611StUJ9UhKgjP2TW8Dq/tCtbmL25udlKEHWXtmGRKsw+391Kn+Loe4njT2W2fPb/0d8p+fN7gWaFJyd/nCm2POV01sYl5E+oW1EXw3uyt0oQFYnpTmuCqLuo8kvkJIhKV4R48Cb95UHqcosKNQzXkFoiK1GTeOUPlSPRCh+gnJT39y8ZFCEqSs3OT+29fOVyJoJWfj5/vv4yvDH5VwwWYW+dayHo8//aP0j+bWuz9BrXjTY/ZN5P+/K19Eab6t6pfqdCFNT1JojWqkKhTOeTBhHAOgDJ4xKoEkTNFdqTZQ2HlVeR2xlB/FvALl68mAmgCZblV1QnAdW5ElAdKtvmHPVZApoXOKvfold91tNtCaWOfP58/a7xZFgkgX/tvzkRQ/2dPySUoSBmD1Puf04OH/xVKogK8Dbu3bvXKkJUB1fnzB/hE0NLs3xhWtG5i/TMChpd5B8zSwJjoiTBUieTGErwJEz6XwJny3KUXxGchEr5NWzW3Vh3av2t5TgmbhclrKnA6hzdMBWF5suz8/WkWfUpUlQb9LcOr/4VuAcTcgT+b+918u/375361r4L0zQ3fZjOUW+l84USQx0miKnunVn/mgliegdvJYi7u7vJw4cPzzgr/33dfHgdAhCAgEfgf3d//nrqPx7+XNZlh77Xd/a/vteNV4J47dXlk3wmiBq5SJvCQzf+jfRu30oQNa9jC3pVqH1u+r0HgHQIQAACIvA/L14m//loO4MR/h1+Dr/PfiCQCmL+0ByiRjn5HyIowNtIn/S1EkRVEi7kDRf32t+Wp2jhb5gHd0MAAhDwCPz3zvMzWf7ryePsO6Xpb/vfMmqdbP7Q6oa8fumzArxOgugZQDoEIACBuRLI/zJLQdpGOjndOkKcq6G0CwIQgIBHQEu0wiMTxHRiEUH0yJEOAQisjoAtNzPDtCxsI/15FIK4OldjEAQg4BHQz0bDQ0+lEUSPGukQgMAqCeQFUT8SQBBX6WqMggAEPAIIokeIdAhAIBoCCGI0rsZQCEDAI4AgeoRIhwAEoiGAIEbjagyFAAQ8AgiiR4h0CEAgGgIIYjSuxlAIQMAjgCB6hEiHAASiIYAgRuNqDIUABDwCCKJHiHQIQCAaAghiNK7GUAhAwCOAIHqESIcABKIhgCBG42oMhQAEPAIIokeIdAhAIBoCCGI0rsZQCEDAI4AgeoRIhwAEoiGAIEbjagyFAAQ8AgiiR4h0CEAgGgIIYjSuxlAIQMAjgCB6hEiHAASiIYAgRuNqDIUABDwCCKJHiHQIQCAaAghiNK7GUAhAwCOAIHqESIcABKIhgCBG42oMhQAEPAIIokeIdAhAIBoCCGI0rsZQCEDAI4AgeoRIhwAEoiGAIEbjagyFAAQ8AgiiR4h0CEAgGgIIYjSuxlAIQMAjgCB6hEiHAASiIYAgRuNqDIUABDwCCKJHiHQIQCAaAghiNK7GUAhAwCOAIHqESIcABKIhgCBG42oMhQAEPAIIokeIdAhAIBoCCGI0rsZQCEDAI4AgeoRIhwAEoiGAIEbjagyFAAQ8AgiiR4h0CEAgGgIIYjSuxlAIQMAjgCB6hEiHAASiIYAgRuNqDIUABDwCCKJHiHQIQCAaAghiNK7GUAhAwCOAIHqESIcABKIhgCBG42oMhQAEPAIIokeIdAhAIBoCCGI0rsZQCEDAI4AgeoRIhwAEoiGAIEbjagyFAAQ8AgiiR4h0CEAgGgIIYjSuxlAIQMAjgCB6hEiHAASiIYAgRuNqDIUABDwCCKJHiHQIQCAaAghiNK7GUAhAwCOAIHqESIcABKIhgCBG42oMhQAEPAIIokeIdAhAIBoCCGI0rsZQCEDAI4AgeoRIhwAEoiGAIEbjagyFAAQ8AgiiR4h0CEAgGgIIYjSuxlAIQMAjgCB6hEiHAASiIYAgRuNqDIUABDwCCKJHiHQIQCAaAghiNK7GUAhAwCOAIHqESIcABKIhgCBG42oMhQAEPAIIokeIdAhAIBoCCGI0rsZQCEDAI4AgeoRIhwAEoiGAIEbjagyFAAQ8AgiiR4h0CEAgGgIIYjSuxlAIQMAjgCB6hEiHAASiIYAgRuNqDIUABDwCCKJHiHQIQCAaAghiNK7GUAhAwCOAIHqESIcABKIhgCBG42oMhQAEPAIIokeIdAhAIBoCCGI0rsZQCEDAI4AgeoRIhwAEoiGAIEbjagyFAAQ8AgiiR4h0CEAgGgIIYjSuxlAIQMAjgCB6hEiHAASiIYAgRuNqDIUABDwCCKJHiHQIQCAaAghiNK7GUAhAwCOAIHqESIcABKIhgCBG42oMhQAEPAIIokeIdAhAIBoCCGI0rsZQCEDAI4AgeoRIhwAEoiGAIEbjagyFAAQ8AgiiR4h0CEAgGgIIYjSuxlAIQMAjgCB6hEiHAASiIYAgRuNqDIUABDwCCKJHiHQIQCAaAghiNK7GUAhAwCOAIHqESIcABKIhgCBG42oMhQAEPAIIokeIdAhAIBoCCGI0rsZQCEDAIzArQfzy5Uty5coVr82kQwACEBiEwCwFUcJoBwI5iN8pFAIQKCAwG0EMo8OlR4qhoM+p1015c4HJnHrC2bbgn59MEMQB+ukcBX3qNk1df5Gb59imAbpjrSLnyGKKNiGItbpLs0xdHfnkyZNkc3MzOX/+fPL27dvk6dOnzRoww9wwmaFTgibhnxlFiHlndHXO1F2vS/svXryYPHjwIHn16lVydHSU7O3tZf/29/enNqtT/TDphG/wk/EPgjhYJ+vSufKNUrSoY2dnZ7D2jlEwTMag3L4O/IMgtu89zpl9di5Fh4oW3717N1h7xygYJmNQbl8H/kEQ2/eekQTx7t272fBZ84lLP/q64NbEZE4+jck/X79+PYX+0qVLJ59n8VCFOcSzl8a1a9eSFy9eJPfv3z+zFGBOF1LdtvRxwa2NSV12Y+SLyT8SxB8/fmRY9eDSDgkjgjhAb+vaubReUMNkzR9+/PhxgBaOXyRMxmfepMaY/BMKojEyYTw+Pj6F7fLly8lGqpSnv61B9vPnz8nt27dbRTNTRIhq740bN07uFDVMrJ0ltKdpPXrKrCfKz58/PzVvaHe02o2YWUaYdHdI077UpMaY/FMkiMbq3LlzyxdEzSvpKeydO3cSObbOUdW52pQX1lm3cxXVoyHy77//fsoEhfG3bt2qY1bSte1FlfSxLnLJTIZg2qbMsj47ln/K6llan111hPjo0aPk5s2biUJbPYDIC6IiLjlM83HhUda52pbXVBC9eqrUTzZtb2+fEc66ZZadX1RnnXWRZYyXxKSMd12mte5Wf2fyymzSZ8fyT516ltJnW80hasimIbCGaprP0j/Nbel7/a+5Lf2CwiYhbcisfIpw3r9/n/GR8zVZqbzh+eEvMLwh89bWViZ2igB1HBwcZO3R0FJt1JIUfSeRMEGUAy1N3yu/oixb4BwKYh/l1bn469RT58KS+CsiltCHRxmLfJlF51cxDs8P10V6jJfARJHab7/9dga7ReR1meYLGLPPjuWfsnqW1md17YeH9MF0ofChyr17944lQA8fPkw0pr5w4UImNBKely9fZifrYpTTbUmICaK+1zk27JMImEDqfP2t/21tndbZeYKoxivfmzdvMjtUZ14MVGY+QlQedWwJsdqnKNEE0wTRLob8z+Oaludd/E3q8TpYmSDaeUVtD8ssO99jbH4I10VWMV4SE4+5x7TofI9n0z7m9dmx/FNUj8dvKX22UBDTSOxYnV7KaZGeljzs7u6emsv69OlTFrWpEBNERQ02nycIEsTr168ntmRCd1wdElOdayIWvoml6ImXPXnVuUVD46LOpYcmsuHq1avJ69evMxG2hxNqr6KdsnV+Tcuruvib1lPWuRTN2I1GNx39tE+H+IZH2cXrne8xLloDWMV4CUy8C7nuTaaoHI9n0z7m9dmx/NNkLajX5zy+3vke46ZMSpfdSLhsSKwLWqKi4W+4SFgOtaUh4VNmiagET2Xognn8+HH2t6JLu4gFQsKn8upEiHZX0v/56FDf5TuXzSlKBCV6EmZFizaXKDGXOKrdSs8fTcsru/ib1lPnAh3qblvFuGgNoMd4CUzUT4tenlH3JuP5S1HiGH12LP+0XQu6lD7rrkOU4KlzPHv2rDBCNEELBVFRjD5LgCREmi+UMOp7mwcsu1hMKPPv7lNZaosNxy1y9e4wilglyPlOH855SqjVxjpRVlF5VYLetp6qC22ozlXG2FsXuQYmnrC1GTKP1WfH8o9Xzxr6bOGym/Sp7bE9iVFkZ5GhOoUeqkg88pPGoSCqIyiKk5D++uuvJ8PUcA5RCyH1sMXm9EJRKRoyWzSqBkvc8sLatMPafIwiX0WNYTuLIk7vgilrf9/1eO1o0/bwpmI3HWPcZV3kGph4N9wqf4zRZ3U9tF232sQ/XepZUp8tjBDTIeSxPQT4/v17JkB6qmxPiU3I9H34kCJcmK0ILj8c1fmKEhV2f/v27URc81FhXhAlyBIuzQfqUESn9mg43LbDhk+ZbV4ujCKbCmxoQ9mau77q8TpYm7aXMdYUR5d1kcZiiUzqjBjKfDFWn1U/HsM/XetZSp91h8yeIX2lexFiX/UMXY7dIKZ8Xf/QNjYtHyZNiY2bH//8w3s2gpiPsKyJSxSWoiH/uF18frXBZH4+CVuEf37SmKUgzrvr0DoIQGCtBCoFkbvGWt2OXRCAQBGBUkEsWkqy5GEs7ocABCDgEWgkiEucz/MAkD4tgfzLOKZtzT+1N+nra7BhLtynbgeCOLUHIq9/jtMyTdvUNP8YLp9jm8awu2sdCGJXggs5X79u0aJrvSpNi+K1VlHrLqd+8WzXC7ePdwF2deEabOjKYC3nI4hr8aRjhwRRv+7RSy506EUd9tahKRF0EZOu7+jry+412NAXi6WXgyAu3YMt269fUui1bvlfObQsrvVpXcQkX+lUe1ivwYbWDlzZiQjiyhxaxxz7CaaGzIeHh3VOGSxPn2Iy1R7Wa7BhMAcvrGAEcWEO69Jc/YZcoqEf6ut/vahj6XOIxqPJO/q6MCw6ty9BnNKGvpkstTwEcame69Buzb0pOpQw2gszOhTX6dQ+xKTtO/o6NTw4eQ029MVi6eUgiEv3YMv26xVtmj+0N5i3LKbzaV3FpMs7+jo3/u8C1mBDXyyWXg6CuFAPNt2j1165Jodr2Y09TNHLc72jaV1eeWF62WvB6pTR5V2Ndcqvm2epNgzp17rs5pYPQZybR2q2p+m+0pqfkvhJRDRv+OHDh0wU9V5K75h6P2C1b857WNcRxDnuady0D3n9ZA3pCOJCvdh2X+kqc8v2ay6qq84awDXs19yHDXVYtfGLt7+z17WH6ENenXNPRxBn7iENb+0Inwg33Ve6jplle7WU1RWWubb9mvvec7qMVRe/tN0z2uocog/VsWfOeRDEGXsn3IJRzQx3gvP26G2zjYAniGV7S6tt+TWAa9iveQgbilh5XbDrpmJl5Q/Rhzxb5p6OIM7dQyXt8/bobSKI3t63Xl1N974NTcrPv81lD2u1cYg9p5usNfT8YhzLfO1tser5tUkfWuhldKbZCOJCPTnmfs9VdY21H7Dc1OYCbRtdDbHndNv1km1t8Lr2EH3Iq3Pu6Qji3D1UESFqDkk7DzbZV7rK3Kohc1Fd3hrANezX3JcNHqs2fvEiRK9rD7FnuFfn3NMRxLl7qEIQNaTra1/pKgxFe0t32ae3bIfFJe1h3cSGLqzqdM82kbPKnYJ3HXumzNNJEHVB7uzsJIosbFPuqX8bOyXMMeseYl/psvYX1dV1n14TlLI1fHPew9o41bWhKyuvX3UVRF2zY/H2bJk6vZMgajP6Z8+eJfpfwijH638OCNQhYK/eb/K6/jrljplnDTaMyWsOdX39+vVUMy5dunTyubUgKjrUXUUvHdWR/zwHw2nD/Al0/R3wHCxcgw1z4DhWGySINpIN1/lKGFsLoh7pa6Ld3paiyWdFiprT4oAABCAwVwKhIFobTRiPj49PNVvTgRupeh7nhzH5u6AWrSoqtJcDqEC9bHTJw5+5OpB2QQAC/REoEkQrXQ/AwiMTxDR0PM4LYP5zlwjR5l36M5GSIAABCNQjoOAt//C3MkKsI4iKDvWS0c3NzawVWnSqByo2p1ivaeSCAAQgMC6BQeYQZYLmDPVTK/2vxcGK/Jb8lHmukWss0xDwPysMMOmfSfggRaWH0WLrIbMKsnWI9kBF4rjkdYhzfFo4xzYNdT+fo61Tt2nq+ot8PXWbhqy/9VPmoS6KNuX2tQl7V9Bz2DS9Lr85tjUm/nX9BJPiCLHLqKmq769GEPvYhL1L5+v6EtC6F0gf+eba1lj4N/EhTPoVRK/vr0IQ88jabsLepfPl2zDVpulNLjbLO5e2xsq/ymcw6VcQvet0dYLYZRP2PjvfVJumtxHEubQ1Vv5jCeJc/Nymj4bnDNlPViOIfWzC3hfoJi8B7do5up4/p7bGyN/zH0yGixCL+v5qBNGwddmEvY/O1/YloN6FMUT63NoaG/86PoXJMIJY1vdXJ4jC13YT9q6dr8tLQOtcHH3mmWNbY+Jf15cw6V8Qq/r+LAWx6QbaXTZhL5ubaNqGKTdNH7OtTeuqe+ErX3jxN61nSfxh0oRAtSD23U8WJ4hFG5Z32YS9qSCuYcNxvZjDXghq9qsjKLL2jqk3rV8Df4/xmvtkH+tf69w42/aTRQlil42517DheJON5HVRDcFryk3rvTVkntCU8evCSXW23fA9tj5Zx39TM5lUEMfYhH1NG457+ybrZ5MHBwfZxlP7+/vZ+yr1enl9p/dW1vldrMdr6k3rQ9Frun6yjF8bTmE7mm747jGuEyGGfp6SSdM+WdbWuTCZTBDH3IR9LRuOe52vbCP5pntuVPHyNjdXhx9j0/qierwIcajtPD0mRfxj75Nz7SeTCWJV5+17A+2lbzjubVg+Ji+vrrE2rW+yftLjZ31xzA3fY++Tc+0nu7u7p6Sp9gtivbtxl/Q+N9Be04bjZRHOmLzmsGl92/WTQ0WITfnH3ieL/DcXJrONEPvehH0NG4433Ujei3yqblpFvOwBwpSb1ndZPzmUILbd8D3GPun5b2omsxXEsTZhDx/hFz3ODzeCZ8Px4s3Nu3CBf/U6uzX1ySX0k1kL4lgbaFunK1vfZGv22HD89BKTvrjAv1wU19Qnu14/Y/STWQpil/nHtufakpQuL55sWzfn/fyVig74/9MbYFJ8oxiynzQSRGveWjtt19+NImzdCMC/evjcje56zh6yn5QKovANWfF63IMlEIDAWggUCqI2ql+LgdgBAQhAoC6B0l336hZAPghAAAJrIZCPEI+OjpINbVS/FgOxAwIQgEBdApVziHULIR8EIACBNRBAENfgRWyAAAR6IYAg9oKRQiAAgTUQQBDX4EVsgAAEeiGAIPaCkUIgAIE1EEAQ1+BFbIAABHohgCD2gpFCIACBNRBAENfgRWyAAAR6IYAg9oKRQiAAgTUQQBDX4EVsgAAEeiGAIPaCkUIgAIE1EHBf/7VEI6ve11hnb+I52oxNc/TK2Tbhp2X4KWxl6LPK1389f/58edalLX78+HHW7tBQE0Jsmo9L8dN8fFHVkjX6KbQ3tK9QENO9MlbxthsZKlGUGC5VCPMdFZuWIyL0vWX4ylqpa6vwfYgI4nwdiSDO1zf5qANBXIavqgQxex9ibIL49u3bLJLUBtpDHfv7+1kd2l5VR1Gd7969y6JZ3aXu379f2BQEcSgP9VsufuqX5xilFUWIjQTx27dvyfv375OvX79mF/GFCxeSW7duJdpsWhe20k0AxjCo7fDy8PAwa7M2Mh/qyAtivk7xkiBubm5mTVB7ig4utKE81G+5+KlfnmOUViqIOzs77hyilHNvby8TkevXr2ft1YSkoiBdzAcHBycC2dYY1aEjP66vW9729vbJHOLLly/rnjZIPrESG90wio6PHz8m2re2LDK0c+ZkU1+gsKkvksOWs0Y/hcRkX15rsgixjiAq+nv9+nVy7969M9GMIh1d3HbcvHnzJFIM065evZoJRJngmegqj/I2PfIOlOh8+vQpUbkWzUqkJFYq36JZfdbfiuIU/SrvnTt3MpvMLmu7tanonNu3b59EnUV1WJ2KstWukJciRt1sQgHVTcaG2kqfWuSb+qMs/xovNGzqq3eMV04nQVQzX716lUWHRcPioghRYqgo8k4qFKkKZkNERZMSjqJDwqU6dIQCVhdR2CnTedFMwDUkVZ1qh8rU30VipbrVLuVRO79//54JlMRdIqnvwpuBygjPkcCpDov4qgRR9uQjRAmvhPLBgwcn5koAJdI2WY8g1u0J4+dDEMdn3rXGUkF88eKFO2RW5YpSQuEL1/29efMmExMTO4mFLmBFWhbtSTAkUrrolTd/SIRMEC0t3QAruXv3bmH+/Pkq18TDBFEilp8rVB1hxKfPyqO26pA4yc6wnbJF0ZtNF+TPsbZLgNWGojrCOiV+qscE0HjZ+UqTCEs4zaY8m64dYqrzQz9h01Re8Otdo59Cq2Vf4ZC5riCqMF24NhSVqG1tbWWFShAlXjbkM4EIRSV/0eddYun2vQls1a8B8gaG4iFBUeRmQmQi7ImVCaIt4FQdOkeRcSiI+WG0RFM3BH3v1ZEXRNUhEdYhYdbf4mpzkboZIR7+RTxVjjWKxxpt6l0QrUCb77uaisStdBhdJojb21Lhf6JBLZi2KKhMEG243HQesciBikoljBr2WrSYf+CR/yzxkT1Vglj00CQURK8OCaLqCR+qWASuUF5lidPTp0+JEKdSuQb1rlE81mhTLUHc3d2tNWTO9w8Nf+0BhP5WhBgOmU38TNgkSopydMEXDZklsorOlL/Nk2aJi0WIEqTwkMDpkMioDVqDqPlBi/7Cz2qD8v/2228nRUigFCGG52g+0pbNKCJWHomuDZmr6vjw4UM2PxjOGR4l6TTD859DcwmmBLnKpgbX66yyYtOs3FHamDX6KTRW9hUOmesIosTsy19fkiuXr2RlKvLSsM4EQH9LFEwgVJG+Uz4Nq3Vobd758+ezc4Y4QgdKjPVkXOIkobV1gRLsvgTR7NX8oy2yltgXiWy+ziJB1Hk2zNfQXG1dY6fEpiF6f/9lrtFPvQmiLn6Jiv63ZSy3b2t5zM81ifp+L00/Sv/XhWxzbRJFW7oicdL8WJvor46784Jo7VV9qnvzTroI+tzP+cA+IkSLRnWzUHQs4Q/nKZtGiLLRomhFjipzjZ0Sm+r05unzrNFPtQQxHV62GjJP77LTLbC5SZsDHLJ96YOoTFTLlhC1rVtDZf178uRJVsSYNrVtc9PzsKkpsWnyr9FPIUnZVzhkRhCbd7i+BfHHjx8/o+x07lNziPa0fo2dEpua97cpzlijnxDEgXpS34Ko8jRc1lSDzbkSIQ7kvAGKXaN4rNGmWoKYRifZkNmexA7QXwYt0h7kFL0gFpsGRd+ocPzUCNdkmdfop7wQ6rP0Iv+C2Oy3zOnkfSaIvG5/sj54pmJeTT8fX1S1BD8tw09hK90tBI7TY3lm0WIIQAAC/RLQEroNBLFfqJQGAQgsl8D/A4rzhxCmTq2EAAAAAElFTkSuQmCC
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
本帖最后由 大号波斯猫 于 2022-12-31 10:35 编辑
手机模拟器也出现了同样的问题
而且用矩阵形式写,出来的结果形式也乱七八糟的。
实际结果应该是下面这样的:
等大佬解答。
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