题目

Description

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" alt="在这里插入图片描述">

Input

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" alt="在这里插入图片描述">

Output

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ZPzJKOsxA4Nab+8V+dBx980BylTPfoaVKpDzygNr4uZR54gOvm3m2DI5s/SO0bBkQvJDiNtsT0GasOOinSdVTLxlKmBYsiTIsDN9fdveO7YcOG6OM999yjy6wrsrAZtmANRWRNSrqmQs2Vif0ThdO5Fp3EE7q8YYocqdBMotQXGmuxYCXIknhzWkJtlBb7sR/YpshqxIPG6tI29EgnsS3movask3D77bfH6zWg06kEPo7jrm9fQieRlq4KDIFBTJkf/5gqNKmp9M5BVdi7vPHGGxq5zTnVEF3cK9L5QUJvYev6cuaZZ+ZIAH7t8MMPT5mKRYsWVQ+M980e0MiIENpmkuwn8hp2XOxRJ0OpuydrSUQ3zdawUMQTUc3uzs6ILUJNGYbiwnpLdhUmyESnTAtOWWkNREetSpkadvlx1ebNm2nZuk6aPXs22wC1IZpKGC5zFLtSkFljxoyxyDtjhVu6cQmYX6wNxGKIdOCmrZKCSTRc9mWXXVYP5IHtb/7uBsfBinpIfsccrGXw4ME5yjprEnm3yNLc5jd/qYc7EP8sfmWyTjI7TKWOhu0qncQFp0oreI1e6SRuaOTIkfnzlyOOOIJLinQwc+ZMvkIUCV8f9EQnnXDCCe5uJyqddZJbG5bg5Zdfzqd2BlVVm6kEW7I2U6aivtMNiAk7lvy2hL7UiQ/K6w+NAhut3Xbbbfny5Slf0Z1O2rJliylmzPV9kbWfw4l21jczdWzDYhMfsCiqImUqeKFUtIKrZ5bx0YyWn3zyyUuWLLFI99tvPzrG5C5YsICDii0xbE2tICXpJDtnNpO/cayFJqWHOmmHi872mws1klpopWiMC2GQ3eLWW281RKAXNcaIxVWB0E4itEVPVZjKtUCEqbByVNvRVjJCbbpsVMkUsTk+xNyF3+/OOqkzDZ1k0qsPJGZbetyyg2JKdjvoTifpaei8K664wkp0hH9mh5MmTWp8P6POOeecYwpMqFtbHTFZHT76sMSuvfba5HTee4/iyYaNhk6CXbdL6sSjCoM/YMAAVVlEttlCEvuJSwK+dNiwYTrVGhrAgHdWJ5ly0++u1olBt/hVyrinTJnCuFmSERECmazwZtDTZdUTaafq8J6sOWUqcmjEnDlzTFgPqT/oNkbmpuGXMwJwtpuA20219IColpNavXp1XJ5p1UngeuKr9RKmzfjYl7gj05k6dSqP8+STT06fPl2YGTVqlFNuofEKxFMly4xHljDs8bDEMKrKjZiINSAeCAy8hlM7gxttU47bY6Kt7ZSp0XjiVUc94mjKdANnRB6RStISBE0cN7ax8jm7n/70pzkOMaRY0hnblNY3mVh8XSeJCtmPOEV2MMuMAWR7cTaja6p1d/CbrNpC+uSTT9zd7jMV2rpVgM99NCmkYb9+/cxsYFEIlimzPXXz5qco5pRp0UliD4diNxzZhQsXWv/mWhnx2xGqRdoKr8OKWjvVByzb+lNr9FYnQWvj+QTV6/L6S98ZS6aDTsrEgg2dxC+zh9ioZJ1UVwbGMJ8iVmLZ9pDGx8qiexaybXtd5+OPPzbFbt1QG1CJ4G1CG14eGzduNHEsLeW76E4nwbqYNm1afEzPY9iUcxGcRmzQhw8fzrdEutESA1jfvmttNrAGLrQf02DVij3XXHNNLHl1WggawJIvuOACjVSAyCM+dN8e+O233zYdIoLypilqQ2ed1NtFB7dQwD7Tlljwpg55Ks4nna40q32IwJzyXVj7Os75NIhglAq1I3YprRiBVKIFbTDCYRUQue+8887GE5Q+k3VSPFttwKiiWEMniRRGCVoVTnXy5Mn1b3606iS7NS56n332US3TstYyhtcgGwHeSRhKF9Rg+aZVnfGgEcKcNR5OrBXGVpfI/EBnnWTibK2594CRRAi2IzVfJIqe+nvjjTfWH0+aFC0J23BVNKzBzuokHtwqZbImyaBLPPbYY4w7vKSDEmyxVSe5MHRoRuH6WgK7t0givXTpUoGzh+THsNI6KSi27kiCVp3EhUUlPYGnSJe10FYnZbgewxLvSzE7Dk7CajejsqtWrcoeWdoIh4/LB8Utu6hIw0xbHldXaH/jQ40+wCLtaDO2hhYSOUIBmMp0tIu8gwzsD7IVssvszvQufwyaeeONNzg1cxTv2ruRrlX787ulDz300Ei7NsqDhrBt3fasoAvK0iJPmS54pbp41Yz8yTqHyx4atG5ruGzLUsiHjufoJTYLCXnjaHasz0jDgLgwZaoR4O5TphtslUSXumxq6CS4RTYnrsqYN3RS3YMEbR+S9YFdopMyFJLLGx+jBJ11Es9rWBBrIXSSU9IRG3aok4xVWrc9IyrP2IbOmzcv0m17ndFCipmwcGttS0e7ULNwkh+pZl599VXxzCURsSJ6BTwY2ZEyhxyihrikgYEVWsaMGSNWMVeQ6UKRBAMTolK5Cg5Esdw81Xank8BJWoONlS7aNRygRcEwYmnEK0ehk6qT/6SzTurDossIgWGrhoiDjYNwbdtBUyY7KF6FdUWazXdeOxMmTHAtu6pjT67ZqUQFL2Q2OWSTYgfFJMRpVs0FifH282ZWl92uw2OYnqCGuk6y32b5Ab/dnU4S/iLNR4XV6YVhz9sY1dZ1EjGhgwQKPeq42lpxO1PA3jjw2NyuWLHCEVL76KOPHjhwIAlLwTA/u31LPszVTnjOnDkNSdAHnZRnE86Gz9Tlm266KQ42EG3dXZcpJFl/WXXMptpMVqRjPxCXNOjp+0kB35QHnXHvt99+Fp4x7U4nGdBGJ1t1ksmr+83eos/sUvyzSOrDXadVJ+0qOuskWBhcYU+IL6aCF6AqjjnmGCuBI5ZG/u8R5pIJMt8FCxbEkZ2HcVAwZpOgkbXg89vijlx00UX5s8IgvoSVPaDGZ8O1xphgxPUgHpirZOTIkXOrr0SZKWmblREjRpj6wFXWVVwSGFt36czNXV/5CbgkjlJ4Nt3dEWo1w39lE42PACItClqiuUk2T/VPT+gkq64KZ9sQqJgxyxfD6tTvNWXKFI6sPpL8tS7wcSnf9ZqwvylfeTRHsk7imHi6OsbwO6iTWK9VKVKmfI3OOilvmYK2OsloSLi7WwTGP07FVX1m/fr16om3GaDXEd4ydZHBw7IQwtcl2sZgNtWg11ljylS4xOJl9qKFs+bOEZuKZJe//W18eJ0yv/1tfo8tWLlyZUyBedFTOyu9DsMgyOJ9O2PS0CXWnTiUMpVOMsumoE7+dyRg5ArUYecWbMp0Ed+vzoRO4hYMSOaggw4yMpxVyg8dml/K7tuiM4axoCylcFAWnVmw3g0I+BleVCJGO1PXSWwvaykT2mHtsL0BAwa0fovFZp6zSpkuaA5C4cUXX3TriLWCTl4dW7ZscdWll17acKS9RYNj7cRaqM+1ONhznYRLLrlk2LBh0R7V1nUSn//www93pxjqmPH89M7KtZCZpZ1ALHzNY5DZVIwMdRUhoE4fdJK+14kQrHcsM8q4qemIhcyobD+efvpp45B1Uh6rZ599lonGswkaevjw4W29Vq91kmhqk6RGxk1v8vKW/b9RJxmR2B98N3XSp59+qlV1aFtTa5RSvgsTFpcIk8aTR+MWJUCzx0ewwdixY6njttPZB8wpS2UrdkVxZPXq1Sz17bffpj5ZGBfT2AFYY3XnW9dJ33zzjYmoT/FLL71EVahBnfEMgJdxCx7tqKOOipcDTCIf1wgMLuEOAsMoHBqKlK9w+d3bf8/FETZpj8v9GWSNDLeecRc+OpWu6M5lw0QIEsuWLZO25+Dm4jj0yARZ+YGambEG07UcYnyIwMnmiMuBkjiN1rbqJDAnjiBlWnSSeQ+TyNiC7yqdpMHmLuO+PdRJ+nv77bdnj/nQQw/pLClc/2Q8Y8nspE5at26dhHHWvMAcxam4qs9cffXV/FvKVL0W7HU8o0A6Vz1FeO+99wQDt9Y2hSU6oC9ffPGFteOvBZIjVsaYG5yUaYGNhWGETlKSsZl9KkHlhlRga9VJhpdUSplKJx188MGMvE5e+Jg/f368y5KxZCZMmJAyXdQ3QgidJCCFTQYLFy7UMHEx5X//+/x1zr4tOp7TApc49thj4xEXRWUkZ8yYsW1TsvvubsfwJBpfuajrJN23uQqLYvMd1g4FbDwbPYVb140E+mhqGuiFDWfK1GitsOdo8K7SSZrBD4fuV23jczeQDgRlBxr/rCR1r4Z7aaTIlfJd1BcRIvqEzwET3aFOIpQ5ioBTzTrJajWhZsd99Tr/F/uIlW11klVjuPiu++67T4hplXFBj3QS2ciamZoGaYGVYzkxbobL4PTTZPy7dFLGEFMbKbM9/0adFNinNr4Gwq2kGFvRePHwueeeGzRoULzSa/Ab7o/lmebG4/Hewmtb8KNGjVK5kNZYJ1yPVcR881OujPsST/WnWXWdBF0TzhtfIYmdeohaZ1ViHR5zzDGXXXYZqcQhUtupaDvsIxlx4/VJ2j9CbMYKyZ+sidzML56Qwc7JuNmy16MCOrhs2O7HbnvixInxoWFAJw0cOFCvA4uZGTsuNlgOxlZVDDIKw+q1/h1P+Yq2Oonn0tM8uQ2dxPmGMsi4e6uv11kGw5mmfA+wbDWYSdTJWtxdqIRIZ1gO89Bgw85aYi6I1D333FNs1vL+/fu3fsoTOmnz5s1hWuZohzqJCxM+bSSkVUuHGaL667fGME6lfF9hDJxbfuuiba8bZJ1ktVbvoSa4ctublKlIF1T0Vie9++67wn+8xy3BckaMGEFMaN68efPoBrFfVGg4CpFM26zW/AEoI2ydkVas09xgM8sSJMxsdyMcOillughHV29Ppg+LznRbZRrPCehmDIUJqocbx1ubgayT3n//fU268cYbQzq4tjudxPD4xvq/a8kIzAY/ZSrYZ9IOFead97ZU99lnH4561qxZ6UQFNZku63prvuf/yEaD6zopuh8Yq+50kuPugvwUM7BZDRfh8ladFEvvlFNOMXqtWIBhFZnUvS5M8eDBg9VgEBh2OlrR0CIc5tlnn135m0Tdq7fVSePGjVMmEKqyTiKCLQc2UH9Emmmrk8CfCEluFG8Vt6VHOknT4xXUadOm6Xw8rGPcEV8tpKKTOmPmYmUi3Me27U8NSzfOBvGf06y3e+65x4DXP1164okneCVWyFzSoYoPPvhA+fiPET2B6zQ7V1xxhfbQu411IlzpV8SzdKgLymb//fevC7uGTsKYMWMaH6JZG9oswZsfffTRcdCtDz30UHtErrwRSOpQiiJxq9LnjOqv+0TEqssOXjX2TMafazvuuOMaIglaxWIFaWhzw2VnTj755Pr/VaOTiEjrLVBz6CTizyaSzxJu8wNCvPDCC62LkOdqNBhWuBHOz+cbOkmanddhHg1f/9Zbb5GDRpWHav3mQXewsQ6/jtSqGAypxjDF+LZX2ImZMixjx44NuXPdddcZh8ZLrJYMA9C82Dn0RCfVMSCtbn2X6CQKW2xjA8OGDYstSmuvW8k6KeW7UE+rEsr0VieJtXnVcBcsJD40oaetU+5CA0jJhk6yMTBQLNO94pOFnugk9iNm5C8cZJ3ESwwYMIDlx/E6fdBJvV10q1atMjvqfPLJJ+nv2EjYX82ePTsKoDuddNddd3GkRAkPSVPSl+GNlyxZEiHDkXhHPuO+Qim9mPI1OKLu3g1lrtYCb2ajy4EvWrRIF+gA6yKVqGH6zI4ZUb67yNXAoEWsdK1xa5BflmjopG3Lpou2Ntm6oBBL78VufktUs8MqWuHBRATa4KmnnlLD2rVryRem2N2DtNNOO43QTJkW2uokTobTC8jZrJNOrb05YKOen3AH3ekkS+PEE0+0UW9dxZmdej/JHEiYOQkm5TatOsn8VaEkMXr0aKaTMhX69h+ok9q6jzqCqNCuJKlrZYZf2LBhgwnm6fiyWIdRGKZGYaGxvs/uTLhOhE5yodDOCtm0g5s2bTKkzD1/0Rd2qPHRT8pXtOokBQTIvIu15Fg2LSjB7vN7sgLb+PHj+X2Dw0+1ajJNshq5P01ybTpaEQKivhW7+uqrhw8fnjIVtp62L4qB4eX21OGy96h+eg/a3J3LpueyWnXTBQsW6MjKlSsffPDBkIAHHXRQKDmL0+20JP8WVXfEt9k7fxemoZPqT6QDcYKzSJkKK86ESlhcNl5xcCdpVQwcqADAArOyYYHG0IYqRAZ4c/607ryQ/79GmHRPdNLTTz/teOAI0dzYV/CJiu2MTtIYyuPiiy+WtgSsI95Zl78LOokZG9gcS6wXwx7f8GCHgpBhiVN1nbR+/frddtvNqDprFVtoNgk71EmLFy92L23Ly002R0Rqg1hhcg0n0wed1NtFZyLi9SammIeO5ddHTFVtdRLWrVsnytB5JLV1wYTSiQo7hEm1H95ZuHChQa7vweqccMIJjT0qLPabbrqJCdkkxKN0/plhGyhuQTc5yccee6zuxDjJ0Fs8rcIWSxzvQNZJnWnopBx6QjFHus6u0kkKz5w5k+ybNm2aBSWrBr3j2M2ayMXsqflUume01Un1cONsW51kvWhkylQYB1Mv4a/GmLJbb73VolOD9Wvnxne1bqSDndJJ9Pjrr79uETIpq+KNN94wi3UXZsIGDhzokg5YMN+GTmJ27FIks1ewtlu/6LRL6KyTmNq2D/Nnzz733HP37PonFvaCrOeCCy6IbJ0wSk0lJS1U02ZfYlKN8P7776871nk2Ecf1K/sRC9KFNveR7RUWD7sxWS6fOnVquGBs2bLljDPO4G0nT54c39QgAiZOnBhnOWIbNXA6Gh8Hg6+++mrChAn58wsmy4VZMIaL3ZuaP1b/b557JYDIDgVEJs7ikksuiRuR3bomBrgwPyQj7Kx/Vsf1WAPHdf2rpICspIoEFTsYl3CsKnQ7ooHD4t3czr5BtbakzDWu4rLzOtSX/PFo4Mjdd9+tKlMm5MRBkkuXzTs3J95zDRy6C/noU045hY50R8e1XHtaI6jh1Qbhyu5W4Q6bGIROskXjAux4zIVEHeNg7iRy8zij2FmKeTvzu2/xugmj8vfAAw9s+xlEYF7MpnaazRyzg1WrVjluRlK+Cngh4ywEjTcCBlOCklaSvpSGbaIyrNr4s5zq0m1Y46JOfHjhrJBGquqyerrbsPYE80Xp5hp02SwbbWZpmrT5oosuuuaaa7R81qxZ5EIUQ0MnsSubjdWrV7tctIiDrYRO0rXobND4vhs0Q2GLjiXnJ7g8Q1aE1mAoA1Ly4Ycf1uDYOWiPkdTsqtS2qbRsDVF4FRbLMudU6JF0jGcMoyPW73vvvWfWrJSGYmC9GtMQCn3QSb1adObF4PB4VI4WaoNIxAlwquGs9N2aUj5/zg694D+vr373PpxYRMH4d69XXnklW8J1111n2LMjNbkKOx7ZgDtyd+MgGBuQxpuUfKaDvAFrT4e6dFKkDa+QzMEyJ1vcOKhCHkwjdYpjr0uo7uisk4zVo48+Gp8iGZ84KKaY30jbKOYv3NEuvC6tY/mIL7oQxzOhkzgx4rsVp+o6SW0MXjziB/IUZJ0UWd20DzFlRx99dN6it8UQsXx90UJz0XiVPusk3WF17CR2g2aQD+FXGQ//T/dY1NUVCWLDmEtYmKplUcKB6Y79M3PlLc1a/hpgnd7pJMvGZEfaBmXp0qXHVr9bblmuWLFCO2wxX6v9I8fQUinTDWJn6yT1AbfODyrAh4qRXKoowiUJn+nELuWWW25x35RpgamZ0Z4Ty89o2N/UPzHRF+7G/DXegDMdOXqxvEsvvbT+9ZCeIxLQbTRl27Vq+dnJhSetw0b1HVre4VMzMPoIjbZcfIdlwF/oZrxkEAgD7JvYjecry5cvt3qZe+O+IjFHz76Fq8Ypi9CaJNw5HT7r2muvFbEMXTpdveShQu5SRCTI4iAPW7fYBtYkdcI3NR7hNrBZ5EC131rIgUHoGjNmTOvLB1aNboKXbGyVWjFWXPCnn35qmXQmP9u3TxKHKBvauj7CvYXiEaotImrVQu4wShBxu9uKmP36LOSVyH50vzu6ewDMDwo5KVM9tNdZPrER2HqLtdP6z2AYWMRj2wAGw85tGziTDjqJ+XG1EDbq6rBB6CSBJPW2G2LMDWyO4uCBhZyU6YJQJtzzp1ScPqNtSHBWJE5YiTrLwzBaV7FYLYkCbpcNhj/XCxsnI9xwnnRGDvZBW51E3HO/bc2mt4tOJLO+eCcdD4lmEU2aNMnUhGmRApZ84/+ruYqf4aB0uSHX5s+fr1/V5za/sLcxueFM1Oa4kY9iGX0xoZYD55PVT0bfWx+TiIYhczMkUV1xyhr5wYMHDxw4sIcfd+hm2//tHlB+Bhx0YTys7YDB5ILYDGjoVjmreaZV+GalrRiKxjjINqKAOimqxmeXxnmHLwOIONwOhg0bZsU1+pJ1EiM0yNofyoanFf6YDQQI4aBhpVknGW1qsu3HFwJ661Cgdzqp8J2F9GZA35Ic3OVYhCn1LVCPyt3RkzI9h0jtvEP618NrfNeaVMiIUkiZwrdGTz7M+vdC0TYewRY602dnK+j02e0XnVQoFAqFQqHQnqKTCoVCoVAoFNpTdFKhUCgUCoVCe4pOKhQKhUKhUGhP0UmFQqFQKBQK7Sk6qVAoFAqFQqE9RScVCoVCoVAotKfopEKhUCgUCoX2FJ1UKBQKhUKh0J6+66S//e1vr7322rf3P3//0vULXJs2bfrf8m+mu6O7X9d79913e/hved96660d/q5qZ7744os//elP3958FVphw/V/ur958+b8a0eff/5560+a9Bk3avyKi2z+LafuaFyCTz/9tDtbLRQKhf9M+q6Tnn/++e9973utrnaX8Oabb/br1y9+A+iII4646aab4nh3fPnll+mHZ7qh9ceb7r777l/1gPwbPWvWrEm/pNUDFixYEFfBEBmo+BHpOhrg+KRJk3qiXX7+85//+te/Tpk+QSTVf4iq0EMo1OpHituQSnTP4YcfXv/lpjvuuCP/NPott9xiTiPdHVu2bKGrNmzYsGzZMkY1derUY4899kc/+lHrL6mdddZZ55xzTspU3HDDDaNHj06Zbhg1atRdd92VMhVae+CBB6ZMoVAoFHZGJz377LPi7rf0pGfmzJnkkQSp5C5r164V4BvUn8S88847inXg+9//firahWBT/Vz0Pxk5cuTxxx+fMl3k33ckmH5Z4yc/+cmAAQMiLd4MHjw40kH+mVWsWrVKbEuZLpYsWbLXXnutWLHi0EMPveiii9LRLozqAQccUP8R04ZO0pj6r+V/8803qbld3HfffelcF0Un9Q0K+9RTT+3fv//RRx8tgaFDh/74xz+WMCMN6voYWSedfPLJTOuQQw5hMxIYNmwYq4j08uXLozy5f9hhhw0ZMkSx3XffPUz3v6pf1CewZsyYMXfuXIVbf3V4//33b/ws5dixYy+99NKUaYc1pXIq8Dc1xo0bt/fee6dMReuvRRYKhcJ/FH3XSX/4wx9+8IMfpMwuhWumIeLHoq+99tqIFq3Ut8Khkzj9v7Xj8ccfb+ikjRs3xoOfOiSLaJQyNRq/eByIf6JgpJVp+2zgL3/5iyioWt2JiBg/dk0k7bHHHk8++aT0n//8Z1Hw8ssvr/9EnzbrzvPPP5/yLTrJ3QmplKl+4a/65f7EiBEjDj744HSuix3qJNH3pJNOivBMBzz00EPpRIWx1f7ddtvNWbfOoT14/fXXhdi41lkqrd4dWRU6pQBN+cQTT6QT22OcDRRZ0PYTRgPlrBpy5HaLe+65J9dM5tYftEyfPp0QOffcc2+++WYTJLHnnnsa5zhrxG655RYFXNuvXz8aaOXKlXGqLe6SnyyaCFJYgrWYx1DGIHFOO+20KBNknbR48WKJs88+m1SSgPIaHOn82+kx7/PmzVuzZs2GDRuMww517ZtvvvnUU0+5avXq1a+88ko8tvz8888N4913363mTENdnXfeeSeccMLXX38tkdE8Ai5lKr6lB8aFQqHwv4W+6yTBb/DgwSmzS7FpVrO99RdffGFvPWfOnOTpu1i3bh3dIyqkC7p0Uus+OxBIGjrJ5nvQoEGiZh0RYsyYMSnThWpffPHFuIp0EPkCDevfv3+ktVYMjjSmTJkS5QW522677aCDDjrzzDPjMY94ef3114thM2fOfKaLO++8Uw0TJ07csmVLXNhbndTAXcaPH6/ZqUEVw4cPV6fYTEilcjWE2xANOrX//vtLGLH8UMpQ0ygO/vCHP6TqqCXaIusGM0IuOKuGoUOHSiA/zLjqqqviCFWtTgmV3HHHHXG2zqmnnqpaZ9u+IvPTn/7UuCmQI3doaAqJKHRV1Lxo0aI4q/y2u1YyCBJKGrc4e+GFFzqiQpOeW0X6x9lW2uqkV199Vafyx6Zk0JVXXhnpadOmkZWGhUqWoDIdpNeNRhQg6a677rpIZ2LeKdqU7wHEmUsy8bneggULUr7GL37xi7gEFLy2xVakDqGcW1goFAoF9EgniVtpd1mDpBA7U2Z7evhuclveeOMNEStetrjhhhuEwKjtq6++uvfeez/55BNp8XvEiBHbSnfRB51k66x8etNk9uz169eL04TRE088kQ7Nni0EqjbrJNHdVQrgkksuoQkiPXXq1COPPDLS559/fv0Tsc8++8ythUl3JJtEJoOmGN3jkszrr79+1FFHuWNc1VudpJ133XVXDtjXXHONWfjwww+NWCb0Ck2WtUKdI444gvohkuJF4zPOOENWKCVKjLxZcK2s8f/mm280RnbAgAHxqatxk9W8eIakp7qsKsH4gw8+oE6cDWFEKDguS16YaEcydIPjaKuTHnjggTibdZJbq0qWOKMvX3jhBVJVAX81WAE6SRfc3V8HDXt+QmZSXKuRFCHrWr58ub64toPup5PGjRt3bgXbC53kRiohMaMMSZS11NKlS435wIED2YaEUY1Hfa3UZznmff78+Sy2M/l9Ozrpnnvu0QvcfPPNdJJKtPbGG2/Uzcxll102YcKEuASEuxtlXRifJIJwNFCRJqzjbKFQKPwn03edFE8dhMyUr8Flpyt7iQvJBdWKRkKLwLx48eI4FSEkJItdu5AQx4O+6SRRX2AL1BA66aWXXkqHfv97gT/fFIK9wBZpauPwdp+73XbbbXWdpNjo0aOj8QKqxKuvvprO1XBcA/KHLFFeA1wSjB07dsqUKSnz5pu6X9dJAqFQd/HFF0d24sSJJGakM50/dzPUzo4aNSqywjxtAcJuzZo1cTb3a+HChdSMgKqFsoMGDTK89Y9ByRdK6JVXXlFAJa5VQ5waP368rLP1d/MpqiiGVp1kWh2Ms1kn6YigHuVfe+01l0QjFYgP5uJ50oUXXjh37txly5bVX6QjWzXAWc3+6KOPtDN0ElKJFuiG008/ndYEGwidBJMbauOLL76gyUxiHMfGjRtVeMstt0jHhJKJVFEdk0g0R3lEMW3Tqc4QOnEJnUSHRdq96KQ5c+YMGzbsyy+/jIMBw85tNrmGTt+zTpImtkx0hqm7S5wtFAqF/2T6+LmbnbR9vO1y/SHHzkMA7b333rFxF/nOP//8r7/+OiJchBCSxa1b31/prU4S1T788EOSRewPli9fHjrpzjvvTIeOO05IVmeWfYKHeBnB8pRTTtl3330jrcFkSqR/9rOfuTDKg34iWaLx9I0j8+fPF9sCm/63336bghGxsgJDlO9MXSdhw4YNpIbKDZeEGOygiJjfE+qsk0KmUGORfeyxx0yuI2eccca8efNCVRifOKtaIsmRCy64QFZAlVbm+uuvF55XrVpltGWN3tNPPx1nWUtcO2PGDFnUX3WPJ1JxF+UbOikUT5zNOgkUef/+/ePjpLVr10aT9tlnnzgbVwn5BHd87JUxJqbPtZMnT5Y19XHtoYceGgVaMe8hCpE/dwPxGp8wrly5kl6Mg8HVV1+tTjWb95hQt4uNRMbZuk7asmWLYlmX9wRW1NBJBKvpa+gkbY5ntPYGhojO1qO6Trr22msfqGElFp1UKBQK6KNOEv9sSbljG/H6f4jZSQgOga36cOPcOMKtC5DiXNZJd999d36QkwmdJPTG52UNRIiGTgpIrvhUAuLKM888o343Soc++yyLjEDbxJvgoosuMgIanPI1CIt0wdat9IHoe+yxx2rekUceefHFF2uPKOtGM2fO/NWvfvXb3/6WHGzoJPxle8aPH69YylR8+umnqWgX4j0Zodr4arf2U3LxPAM9eZ5EW0Q26yRheO7cuUZPmraIs48++mjoqmOOOUZ24sSJUUBkza8K5feTbr31VvqAjoksKRYl8/MntTniQtMUp+o66f7773dw1KhR7i5R10kBGbR+/foRI0bsvvvuepEfQIZOil6AOMhCJ0NwaxjFoIAePf744+lEC93ppEceeWS//faj5lnsWWedFQdBW48cOZJ6JqTMuza7BUGjkjqureskHVesIRM7Y4IMLwWP0047Ld5P2rx585AhQ2wPogwoWrJMguWcfvrpEg2dRN/rVIZhF51UKBQK6KNOErNPPPFEiTFjxnDQcXDnideP6jpJaBFBJbJO+vDDD0XEjRs3RoHgo48+OrUjkyZNSkUrNN5Wvoe0fm8fGiYGizop3w0rVqywO1+4cKHGUwwrV66kk6ZOnSq6X3XVVd3pJDK0ESwb7yfBCGTxkbn55pvd6PKub3WRO0JgPJ/oiU4ym5FdsGBBSB+Sa9WqVaGKaLU46y7xmZcgLUsE0DHxvAe77bbbsGHD6p9zZfIHXm5HxjniWsPoknXr1gnkTtV1kmmVda/XXnuNCHC2oZPy+09xKp5vBaGT1Ew6kKqKuXVdCakzLoRbXH311elEO6gKmuaQCg2mJOI4qe3U0qVL9YjOjoO4/fbbKSSC3vyeeeaZ11xzjbv85je/qXT7PyGj6zrppZdeUszGg+6PVdAWU5kuqHSSwf9FBbEYOgk33HADacjMImts8+DE89GGTooHkBl9KTqpUCgU0BedJMCIK3bD0vbTlER3H3j1jQgGkbbNveyyyySyToqDREZ1vkkUqCP2pFSN999/v3rP558sX75cKH3uuedSvsbHH3/skrPPPltoyfSvSJl21B+zReNVJS06kh0HHHDAgAEDutNJzuYPU4JWnSTo5peiMjSNGx1zzDHidxyZMWMGlaAxnXXS0Op7ahpGhbjWJbKgk77++mvtkRbU1fPll19GYYROolwlZENagSIhqvJ75YHwPHr0aMJFAM5f4J88ebLyMcWtOumkk05y5MYbb5Ruq5OkyRHFQmy5Nn+HS3lHTKu0NscbSIMGDcoCjggzpyeccIJex7VRuC0mlMnRNFBz1kmggSgS+inlq2c22vPCCy+ETmJslsy2/zBRobUjR45Mmf/5n/o/ILWm4sO7mCxzt+1fnW4Pq4ulFxj5xudukTb4lolsWMI555zTsB89quskq9j8ZmSLTioUCgX0RSdx9OPGjUuZrVtPP/30eEdkV5F1EvlFkIk30nWddN999wnV24puz+9+9ztxtB54Nm7cKAbkz2LqvPzyywJz5qijjhIeUqZG/vBC+W1f4q8YO3askJ8yFZqkeRqQ8s88k5UKyAtnr7/+ert8Okm0c1CMlNiFOolocKE699tvv9AW2LJly6mnnvrOO+901knUJHFDLhiEIUOGKBlPmOKVHfJR1lmCQHzNZ0OQhUhS0lgddNBB4msUyP9WIDjrrLMoUWE+f+9s5cqVSroktIvRls06aenSpVFtjGRbnZTZtGmTmuPy+IcR6iRQ4izGjBnjrPDf+n+S6NdQeNqcH8A00OusTuqfu+H11193rdlM+a1bV69ePXHiRInQSRps8DOnnHIK806ZCootLiS54qGdg+psO1kmqCc6CaodPHiwBkifccYZIUYzDZ20YsWKbZ/mdkHIFp1UKBQK6LVOmjt3rlhlf5zy1eMEvrsRxTN1udBDsk5SZ34nuq6TPvvsM21ofOokwtmL0yIp38X9998vDBAuKd/F8urb4NWW/n9El7zFJzVOPvnknL7tttvSBV2oSksuueSS/OUmMkh4y19Byrz77ruTJk1Sc4TwI444wujRSSQRwXTCCSfsQp1knAXvI4888h//+IcgR19u2LAhnavoEHoD40ksupBciKcsysdEQOwX9Qkdx3WW4HB25syZtJHyOhjvSrv75ZdfHh+u1WP2FVdc4YiJUJ4umTJlChlEITnYQAP8FaTjC5UN4lO2fffd15gbQ0OXf8UsnoERcxqg74yBkcQ/80R8DKfaBQsWEC7KGE+CIM4y4DjbOt1B6CS9I5eZh7Ydcsgha9asceqCCy5wrenLpv7NN9/EE9bQSZSZ4QrcQmGkfEV+Vev4448PNbNLdBLykzkqs/EItqGTLrzwwrD5YPr06a066eOPP7777rvdvfGksFAoFP4P0zudxKELVA888EDKd8GtC5+zZs1K+S54VWFv4cKFKd8zQieJYcJt/oCmrpNgU17XDULUSSedJCzFuxcNRAiSyL4/5SvoJHIk0qJmvNwKyiwHy3o6I1osXrx46tSpQ4YMOfDAAyXIi2OOOUbkTiW6oCApCYE5pFX+3K2uk5YsWWLcdlIn6TVBJoLmPs6bN8+IRTrorJOMhi7kzt5+++1iJwH06KOPyj700EPO5h/l0IWQU8TTHXfcwSQa/3lowoQJ7pX/y4AysuJuPBp88MEHZa+55hrjtneNUEjuS+IMHz589OjR6URFKCR/ddMplxNnskcffXTcJX9WyHgML8Eknd9Mj1fptdmAn3feee7idqd2fYMvdBJa31LauHHjtddeq/Gm21XKMEsiyQTRW9SeNpAOzrppuqaL0EkpU00TLXviiSey1YkTJzYMhsFr0rPPPivdK51EA7k11NzQSRl3bPxby4ZOmjx5MovKnHHGGQ2d9NFHH+kjYTpu3Lj647RCoVD4v01PdRKffskllwgJ3Yke/l384P3jXexg/vz53D0fnfI9I3TS5s2bFy1alL9xpgGqyjpJ/BbLI60MsWJf3niCklEgVFT95eI+66Tg5Zdfvvnmm4cOHeq+Rx55ZL9+/Ui33/3ud/l/atdpvJ9U/9ytOr/tR2AaOulnP/sZYZRx5IgjjkiZCloh6ySBbZ999qn/g/JW/vjHP2pD2+aB4HPWDFJaROewYcNkhdLQnSEjRNMPPvjgyy+/3G+//WRJGQNLdgioul//kIv+UIAckaZ0pUHHmAXqMO5VFxBB/ipc4x32gOpy1o3ic7f4chzUFgVoKVlKSM0EPZ2kwaHt9Mj4OEtabdq06fjjj68uTe+t62M88KP1sy7PPP/88+PHjzfg991339q1aw2gdAiFxx9/3IiF/ohvgC5btqy6KFHXSTpFxBBYEuzQOJjB+jPROXPmxFfnpEMn0UOstAF7a+gk5sd6MXLkyLY6ifntu+++DUtu6KQdvsd9//33xxNTtWlD666gUCgU/k/SI520bt26gw46aP/99+/wxWmI02KhYu+++246VD1SInpSpmeETkqZ6ptlV1111bRp06i0eKW6gbglfLZ+slbnww8/FEcvvPDClN+RTlq/fv3ixYsHDhyYY5LtPmWjYYLrgAEDRBFqwNnQXm+88YZG2nA7LpyImnFV0KqTHnvsMSFNiCUrDZG7xxstgYa5y1kdGTFiRNZJxE3jC4CZBx98UMNuuOGGY489VrOz7mwQD2NEej067bTTJCiA1atXx1lzSnY4aNAE+DjLKpz661//OmjQIGf13bVPPvnklClToqrXXntNqwyIbAMH6baoHMaBaIiS/or9ZGI6t3XrZZdd5mxIGX8JJi00gFVN2/7D01NPPXXllVdSSJpBamiS6WYSzqrZWTOiwWomKFUY/2sA06dPd3bGjBmu1WDKr+3zyAahk9ibW1x00UV5SOfOnat59W8ShE4i3wlEhTUjv1zFJLRNk4g2I0keDR48+NZbb42zoZPI01Ycb+ik/OjR7IRoy1CTbkrN637jn0iFToovfqrTCEhkYi4k8r+5Ml/qefXVV20GzHUcLBQKhf/z9EgnkQjcZXbxHbDLnDdvXo4cL7zwggBcjxw9wcYaKVP9Wtl5550nmNXDQ8a9xKfGj7a25dFHH50/f37KVP8MSbiN9COPPJJfOlabEKiwEEJh5H2zCCoki8cPP/wwXdL2FQ0HV65cefbZZzceS7hWOIw3aQTpO+64Q/hU1aZNm7788kvB7Pzzz68/DaLb4t2XDixZsqS7Z111HnjgAXoOkydPpgnS0Rbinxhlvv/97+cvjkEl6USFoFt/cLJ27dqI3xlyIST1XXfdpSpyswFRUv//T2RiXLjnnnsqLyFOp3Nd/8KbBnI21M8+1T+TvOaaaxzcdlmFm9JzIUZBBBDW6Vyl26ii/AqRAU8nKvTokEMOya86dUan6M4tW7bk94oyJG/9meXFF19MMb///vvEcdvvhDIAojn2FRqcjY2BMRhaKrJ16On4bC54++23OyzMRYsWGSX6vv5CYUA/kT50z/MdqX8rgt2OHDly3LhxIZELhULhP4Fev8fdK2iOeCWl8N1n/fr1M2fOJKeI1FbFIGSK6M6a0w8//DAd7WLz5s333nsvwXfWWWcpkN+P/vjjj8XUtkSBQDDeuHHjWzXq2pr0EebTibfeks2aUpYEEfIpaWKu8TRIycsuu8xZurNxR6hz1qxZztJPRGd5N7lQKBQKrXy7OqlQKBQKhULhfy9FJxUKhUKhUCi0p+ikQqFQKBQKhfYUnVQoFAqFQqHQnqKTCoVCoVAoFNpTdFKhUCgUCoVCe4pOKhQKhUKhUGhP0UmFQqFQKBQK7Sk6qVAoFAqFQqEdW7f+f2fLxHrrEoP4AAAAAElFTkSuQmCC" alt="在这里插入图片描述">

Sample Input

6 10

4 6

4 5

3 6

5 2

3 2

1 2

3 4

6 1

2 4

1 3

Sample Output

2132

Data Constraint

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" alt="在这里插入图片描述">

题目大意

给你一个无向图,让你从起点出发,经过所以边至少一次的最小时间。


思考过程

2i2^i2i这个东西值得深思。

可以发现两点之间的最短路径的长度大于最短路径上的最长边,小于它的两倍。

因为最短路径中一个边不可能经过两次,对于最长边mxmxmx,任意∑i&lt;mx2i≤2mx\sum_{i&lt;mx}{2^i} \leq 2^{mx}∑i<mx​2i≤2mx

这是很显然的。

很容易想出这题或许和最小生成树有关系。

如果要求两点间的最短路,就要使路径上的最长边最小。

因为最小生成树后,对于两个点uuu和vvv,它们的最短路径路径一定在树上。

如果有一条非树边(u,v)(u,v)(u,v),(u,v)(u,v)(u,v)的长度必定小于它们在树上的路径长度。

所以每一条非树边只会经过一次。

然后呢,然后呢,我就想不出什么性质了……

正解

要用到一个叫欧拉回路的东西。

无向图中,如果每个点的度数为偶数,那么就是欧拉回路(可以理解成能够一笔画的图),否则不是。

在这题中,每个点不一定都是奇数度数。

所以我们要将那些奇数度数的点两两配对。

配对后给它们之间加一条边,这条边的长度即是最小生成树上两点之间的路径长度

然后整个图就变成了一个欧拉回路了……

那么如何两两配对?

其实我们并不需要真正地两两配对。

对于树上的一个点xxx,如果它的子树的奇数度点的个数为奇数时,说明在那些点中肯定有一个点,必定是和子树外面的点配对,所以就必须经过xxx和它的父亲之间的那条边。

所以直接记录下贡献就好了。

还有,每条边最多经过两次……

怎么证明呢?感性理解吧,我不会。


代码

using namespace std;
#include <cstdio>
#include <cstring>
#include <algorithm>
#define MAXN 500000
#define MAXM 500000
#define mod 998244353
int n,m;
int pow2[MAXM+1];
struct edge{
int u,v;
} ed[MAXM+1];
int fa[MAXN+1];
int getfa(int x){
if (fa[x]==x)
return x;
return fa[x]=getfa(fa[x]);
}
struct EDGE{
int to,num;
EDGE *las;
} e[MAXM*2+1];
int ne;
EDGE *lst[MAXN+1];
inline void link(int u,int v,int num){
++ne;
e[ne]={v,num,lst[u]};
lst[u]=e+ne;
}
int d[MAXN+1];
int sum[MAXN+1];
void dfs(int,int);
int ans=0;
int main(){
freopen("travel.in","r",stdin);
freopen("travel.out","w",stdout);
scanf("%d%d",&n,&m);
pow2[0]=1;
for (int i=1;i<=m;++i){
pow2[i]=(pow2[i-1]<<1)%mod;
ans=(ans+pow2[i])%mod;//每个点至少经过一次
}
for (int i=1;i<=m;++i){
scanf("%d%d",&ed[i].u,&ed[i].v);
d[ed[i].u]++;
d[ed[i].v]++;
}
//最小生成树
for (int i=1;i<=n;++i)
fa[i]=i;
for (int i=1;i<=m;++i){
int x=getfa(ed[i].u),y=getfa(ed[i].v);
if (x!=y){
fa[x]=y;
link(ed[i].u,ed[i].v,i),link(ed[i].v,ed[i].u,i);
}
}
dfs(1,0);
printf("%d\n",ans);
return 0;
}
void dfs(int x,int fa){
sum[x]=d[x];
for (EDGE *ei=lst[x];ei;ei=ei->las)
if (ei->to!=fa){
dfs(ei->to,x);
sum[x]^=sum[ei->to];//其实真正有价值的是二进制的第0位,直接异或起来只是方便了
if (sum[ei->to]&1)
ans=(ans+pow2[ei->num])%mod;//统计答案
}
}

总结

欧拉回路……

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