ISN 发表于 2018-11-4 14:22:38

气隙放电新藤模型参数设置

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oWi3379i3+d2Vra6unpxcUFFRTUyMkJLTsuhYbG6uhofHgwYOPHz+CU8t3795paGhYWFikpaVNn1qiUCg2NrZDhw4JCwuLiIiIiIhwcXHt3btXS0triSsYK8HG1rXR0VEZGRkEAtHS0rLWtkD8nPLy8jNnzvwKulZVVWVnZ2c+JyEhIXNshY+MjLCxsV26dKmwsPDKlSvLrmumpqYHDhzAd1sxNjYmJiZOSkqa0Z7q6mpWVtajR4/KyMjIycnJyckJCgr+/fffmpqakK4tM6Ojo3JycoyMjOXl5WttC8TPycrKoqGhuXnz5lobsgDm0LX29vasrKyGhobpH6Wnp1+8ePHcnJiYmIBLZi0tLVlZWQTv5ra2Nl5eXnl5+cLCwosXL/Lz8xPMDT08PIiIiJ4/fw62QEdHJygoSDDOevz4MREREah9BNja2pKQkODnWrOysjp48CBuD+rz58+5ubm4BsF5qJKSEq4+CoViZGRUVFSE5qHLDE7XysrKVqL9oaEhMBNKXV0dLitKTU3NPENirAfa2trwc7g0NjZOTU2Njo62t7cvwm9uiWRmZm44XYuOjqagoHB0dJz+UWRk5MmTJ52cnHAl4+Pj7e3tAwMDExMTQ0NDg3OCxWLBNc1nz54dP378xYsX+I13d3dzcnKKiYmVlpZev3790qVLRUVFOGlrbW21tLRkYWGJiIgAAKCzs1NCQkJMTKykpAS3LdPa2mpubs7CwoIvXgAATExMdHZ2Wlpanjt3zsfHB/ds3Lt3D4FAvHz5EoVCpaamXrx4UVdXF9caCoViYmKavm9w9erVJX/Hyw+ka3ORlpZ2/vx5gpx19PT0BA/KuqW1tVVFRYUg4V5JSYm/v7+goOBSdlEXxwbStampqcnJyYmJicDAwGPHjllbW09Mw9fXl4iICOfb+OPHj8jISD4+vhnHR3Pg4eFBSkrq6uqK33hTUxMPD4+goGBPT09ra+vDhw+5ubnDw8MnJiY6Ojrk5eUlJSWLi4vBV+zExERjY6OlpSUPD09MTMzExERzc7OsrKyMjExJSQnBa7ihoUFGRub27dspKSmqqqq4Z+P+/ftpaWnKysonTpxAIBCvX7+ur68H55g/fvwoLi6mpaWVlpYeGRmZmpqampoqLCw8e/asvLw8TqDXD5CuzUVzc3NYWJifn5+ysvK2bdvExcX9/PwCAwNra2tX4nbLS3h4uIKCwoMHD/BzJHt7e1+/fp2CguLvv/9eitfb4thAupabm3vlyhUODg5ycnIYDHbw4EGOacDh8N9//93d3R0AgMnJyYcPHx47dgwGgz179mxB90Kj0W/evFFWVsZvnJ+f/+HDh1lZWaCyNDU1vXr1SkpKioODg4eHx9zcPCMjY3o7L168kJSU5ODg4OXlvX//flZW1vTbVVVV0dDQgDnJsrKycM9GVVUVAAAZGRl+fn5RUVH4LiNRUVEMDAwwGGz37t3Kysrfvn17//49ExMTDAbbs2ePrKzsCv0BLhpI1+ZFTEwMJSXlxnJQMDU13b9/P4F49fT0UFBQwGCwQ4cOff78eZVN2kC6VllZef/+fS0tLQMDAwsLCyMjI61pGBgYPHz4sKSkBACAHz9+BAYG8vPz//e//wXXvBZKSEgIfuOmpqbTzwn4+/traWkZGxs3NTXN1s6rV6+0tLTMzc1ni8hQVVVFRUXFy8s7/4WIz58/6+np3b9/38zMzN7evqmpKS8vz8DAACyxtraur6+fZ1OrA6Rr88Lf3x8Oh6/oYZplx8zMjIiIiMCLvaury8LC4tixY+Dpq5qaGl9f3+Dg4ICAgPDw8O/fv6NQKFxJREREV1dXdXX1ixcvwJKQkJClZJ/ZQLq2OCIiIigoKJydndfakLloa2szMzNzcnLaWA7SCwLStXmxEXXN29ubl5fXzc0NzGmAn+jvxYsXEhIS2dnZ8fHxVFRU27Zt27Nnz+XLl8vLy9+9e0dJSbl169Y9e/aIiYlVVlbGxMSQk5Nv3br1zz//RCKRSwnasel1bSM+J5sSSNfmxUZ8XkdGRioqKqSkpOBwOAKBeP/+fW9vb19f3/DwcF9fX19f3/j4+NDQUGJiIhwORyKRzc3N4+PjIyMj79+/P378uKCgYEtLy/j4+PDwcHx8/LFjx4SEhBoaGpbykt/0uhYQEEBOTg6uuEGsIZCuzYuNqGsgX79+jYuLCwgIuHLlCv2/4C9s19XVnT17Ft8vqbm5+ezZs/g7+mg0mqBkcWx6XQsKCoLD4R4eHmttyK8OpGvzYiPqWmJiooWFBRjHBgCA0NBQq3+5ffv2vXv3wLiDPT09kZGR2tra1tbW3759S01N1dfXt7GxMTExefjwYXV1dUpKipaWFnjgZome5ZtY17BY7JMnT86cOQODwU6cOPHo0SMojeEaAunavJhD1yorKwMDA8FNsXUFGAt3xviuDx482L9/f3h4OH7J0aNHExMTbW1tqaiocnJy3N3dKSgo3r9/b21tTUZGtuiQk/hsel1TUFC4fv26oqIipGtrC6Rr8wLc55oxXJqfn98///zj6+s7MjKSkpISFxe3LEfol86jR49ISEiMjY2nR4t88OABMTEx6KoOYmBgQElJCYbPpaKiSk5Otre3p6Gh+fLli7OzMxkZGU4fc3Jy4uLi8IMRzp9NrGsQ6wpI1+ZieHi4qakJjUY7ODiQkJCYmJigpwGeqnN1dU1ISGBgYIDD4VevXkWhUASRsFYfNzc3GAxGTEysp6dXU1ODb7OxsTELCwv+CedHjx5xcHCEhoba2NhcuHAhIyPD29ubh4cnPDwcTCSYlpY2MDCQn58vLCwMh8M5ODhSU1MXOiSBdA1idYB0bS7S0tLY2dmpqakPHjz4xx9/EBERUU+DhIRky5YtpKSkysrKnz9/zsvLs7Oz4+HhmS3o1aphZ2d3/PhxNzc3T09PWlpafJt1dHQqKyvx8xl3dnbGx8dfvHhRTU2tqqpqaGiou7s7Li7uwoUL6urqNTU1g4ODjo6OPDw8z58/z83NDQ8P5+fnNzU1XdCKG6RrEKsDpGtz0dDQ8Pr1a09Pz5cvX4aEhLx69cpzGi9fvvTy8iImJqanpwdPyQUFBW3btm2lI3b9lPLy8tTU1OHh4fb29hcvXuDbPGM2o4mJibdv3+KfvBkfH4+JicHF1FdVVd21a1daWhoAAG1tbaSkpEJCQpCuQaxDIF1bHkJCQoKCgsbHx1+9eqWiomJhYUGQJG0TkJSU9PTp056eng8fPmhqamppaUVHRy/owDOkaxCrA6Rry8bAwMCrV6+EhYXv37+/1rasICkpKfLy8qqqqm1tbQu9FtI1iNUB0rVlYHJysrW11cPDQ1hYODIycnh4uLGxcaE5X9Y/XV1dSUlJIiIilpaWk5OTzc3NCz0rCukaxOoA6doy0NPTIysry83NnZ6e/v3794CAAAQCsdAgXOsfa2trenp6b2/vhoaGkpISXl7eO3fuQOtrEOsQSNeWgd7eXl5eXhgMxsHBwc7OTkREBIPBFhesZj1jZGQEg8FOnTrFyclJSUkJg8GuXr0Kra9BrEMgXVseCgsL/fz83N3dXV1dvb29IyIiNt88tLq62snJydLS0tzc3MLCwsnJCbdVOk8gXZubysrKGzduyOFBEBwcB7ivveY+kuuWX1fXMBjM8+fPZ8sI5+rqOj2q34x0dHTgHD5wvHjxws3NzcHB4cmTJ7OF9yOgubnZ3d19Nns8PT2/f/++0D4uCxUVFaANS9/h3Ry6VldX5+np6eXl5e3t7e7uvizv1JGRkaSkJHNzczExMRE81NTU/P39wcSMY2Njb968cXBwMDY23rdvHz8///K+O4uLi11dXZ8/f+7p6fnq1av29vaqqio3NzewxMfHp7m5eRlvt6L8orpWVVXl6urKxsY2WwZfJiYmW1vb5OTk1NTUOZ6e8vLyR48eIRAIWlpauv8LmKoZgUA8fvw4OTk5LS0Nl1V7OiUlJTY2NoyMjLPZc/78eVdX1+Tk5PT09NXJt9LR0ZGcnJycnGxmZgbasPRj/5tD1zIyMri5uXfs2LFlyxY6OrplSXbR3t7Ozs4uICCAHyYPAIAnT56QkZF5e3sDADA0NKSrq3v27FlqauqdO3fKyMjge1bPxujoaEVFBQqFwmWWwmKx5eXlKBSKYG00LCzs5MmTf/zxx65du0RFRcvLyxMTE0+dOvX777/v2rULiUQWFBQsvaerwy+na5OTk2g0WklJSUREpKCgoHMWGhsbtbW14XA4OTm5j48PBoMhaGd8fLy6ulpKSurKlStlZWWztVNbW3vt2jU4HH7y5MmAgIDpEjk2NlZSUiIqKionJ4dCoWZrp6qqSlFREQ6H09HRRURErNyZaiwW29ra2tra6uLicvz4cTgcbm5uDtowhy7Pk82ha2NjY3V1dby8vPT09AUFBdNToxMwNTWFwWBaZwKXFayjo+P8+fPnzp2rrKzElxtPT08SEhIwrtTU1FRfX19nZ2dxcTELC4uwsPD0x3I6aDRaQEBAQUEB9/PV1tby8/MrKioSTGNHRkYyMjJOnTolJCTU2to6Pj4+Ojqanp5OQ0MjLCzc1ta2DvPpzcYvp2vJyckXLlzQ1dX96SX19fXp6ekJCQlXrlxRVlYm8GmIiYnh4+MzNjaurKycu52ampr09PSYmJjLly/fuHGDQNpCQkJ4eHgsLS2nn04n4Nu3b+np6REREcLCwtra2iu0thIQEEBDQ0NDQ6Otrf358+f09PRlnH1sDl0DAGBiYkJcXJyTk3M+iwODg4NGRkY0M8HKypqYmAgAwMDAwOXLl7dv305LS/v+/XvctU+ePDly5Ag4XsPR09PDzc2NRCLno2tgfL0LFy7gslKhUKgzZ84gkcjpL6qGhgYEAiEvL49fcu7cOQUFhZ/eaF3xa+mak5OTsLCwnZ0dmHpnnrx///7mzZuSkpIpKSlgiY2NzaVLl5ycnHDRzeZDXFycmpqanJwcLpPQvXv3Ll269OTJkwVpR0xMjJKSkpKSUlFR0fyvmpvk5GQkEolEIm/evOni4uLm5paXl7dcjePYNLrW19cnIiJy/vz5+SzCjo2NJSUluc2El5cXuHY2OTmZmZkJHtSrqakBAACDwTx8+FBVVTUwMBAswdHU1MTBwSEoKDgfXfv+/Ts9PT0fHx9O19rb2+no6C5cuDBd1yoqKhgZGfFVrLm5GYFASEtLb6xkCL+KrlVVVbm7uysoKDg6Oi5iOF1ZWamvr6+jo2Nvb29jY6Ouru7m5rYIgwsLC3V1de/cuWNvb29lZaWurr7QnGwgmZmZN2/e1NTUjIqKIliRWRDFxcX6+vp6enqampoqKipXr159+/btolv7Kb+mri2O4eFhGhoaenr66Y/r/HUtJyfHzs5OU1PT398fFKbs7GxbW1stLa2AgIDpT05NTQ2YMFdXV1dPT09PT09FRYWEhERdXX0DTUKBX0fXgoKCSEhIlnIWfWpqSk5ODgaDwWCwpcTqwGKxly9fhsFgv/3227t37xbdTnt7OyMjIz8//yKSzzc1NQUHBwcHB4MBi1hZWRcnrwvl19S18fHxL1++hMxEVFRUY2MjQf28vLzg4GAvLy85OTkrK6vpDc5f1ywtLQ8ePBgZGYkrefDgASkpaXR09Iz16+vrOTg49u/fj0AgWFlZWVlZaWlpd+/eraGhsYhwe2vIr6JrYWFhx44ds7W1XfS9RkZGFBQUQD0KCAhYdDu9vb3i4uIwGGzHjh1v3rxZdDvgUoiwsPB8NsVABgcHKyoqwD1ccnJyCgqKBw8eDA0NYbFY3GbZivJr6trk5KShoSHFTDAyMuIneB0aGiooKJCXl6egoKClpY2Li8NgME1NTQQ/8fx1zd7e/uDBg/gBRG1tbUlJSaOiosD/NjQ0NDc343YqKisrmZiYJCQkent7sVgsFostLCykp6eXlZWF5qGrx+TkpLy8PBMT008X70Fdm/HtN08GBwfB8dpvv/32+vXrRbfT3d0tKvHVUvYAACAASURBVCoK6hr+i3Sh1NXVsbKyioqK/tTtY3JyEnxGX716Bf456erqlpSUlJeXd3V1LdqARZCdnX3q1Knbt2+v5k1XgsHBwcuXL7Ozs+MvjP748WNychI8gDE1NTUxMTH6L01NTeUzUVVVhdvanpyc9Pf35+XldXFxqa6urq2tnZycDA8P5+LiCg0Nxb97W1sbJyenkJDQHK+0qampyclJe3t7SkpKf39/7L/Y2NicOHEiKCgIi8WiUCgJCQltbW3cI1RdXc3ExIS/b4BGo8+dOycrKwuN11YVZWXlc+fO/TTdNDgPvXfv3qJvNDAwcOXKFXAe6uvru+h2urq6kEgk2A7B87ogamtrWVhYJCQkflozOjoanFPcuHHD398/ODh4rY5nFBUVnT59WkdHZ03uvozg9kPxXwxWVlZ6eno9PT0AAOTm5kpJSXFycnJycoqLi/90EwaDwRgbG8vKyr5582ZoaAhX7uHhceDAAYIEVxgMhpub+9KlS3OsebW3t+vp6eno6Pj7+1+/fp31XwwMDIKCgtTV1VlZWbm5uW1sbDIzM3Ga1djYeO7cOTk5OVw7aDSamZkZ2g8FAAB48+aNyqqgqKh4/Pjx/fv3X758ebY6ampqHz58+Pbtm4+PT3Z29qI7NT4+Hh8f7+Dg4OTkVF5evuh2RkZGYmJiwCMNKBRq0e2g0WgGBoa9e/fKycnN1ve7d+9WVFR8+fLFwMDAwMAAP/D3gmhvb7exsVn674VEIv/6668TJ04svSkCbGxslpKIfkGUlJTcvHlz7969W7duFRMTAw2QkpKCwWBUVFTt7e0AADx//hwGg50/f15QUHDnzp0/zSja0dFBS0v7xx9/XLt2TUNDA9evM2fObN++/dWrVwAAjIyMuLu7q6ioiIuLg6msZWRkVFRUfHx8pvvQoVCoU6dOSUpKDg4ORkVFGfzL58+fp6amIiIiDAwMHj58iO+n8uHDB1FR0d9///3vv/82MjKqr6/PyckRExP7/fff9+3bd/fu3Z+6Iq0fVkTXAgMDkavChQsXSElJ9+7de/78+dnqCAsLx8XFrUQ315be3l4HBwdJSUlBQcHZ+q6kpLSU9Ow4mpub7969u/TfC4FA7N69+59//ll6UwTcvXt3nufVlk5eXp6CgoKUlJS0tLSQkBBogKCgoJSUlLOzM+hX+PnzZ2Nj47q6upSUlEOHDtnZ2c3d5tDQkIeHh5SUFK5BEDExsRs3boCO/sPDw1ZWVkgkUkhISFpaWkpKCvzpnZycpq9FoFCo06dPc3FxzX9bKS4u7vLly9LS0pKSkhoaGtXV1Z8+fRIXFwdLVFVV1/wU9vzZ2PPQ8fFxcH2toqJirW2B+DlfvnyhoaG5devWWhuyStTW1trY2AgICKx+sovm5uarV6/q6uou/ZTIRmRj6xoAAAoKCkxMTKBz4+IYGxvr7u7u7Ozs7u7u7e0F/03A/PccpzM4OIjfVHd399TU1NTU1ODg4FJczxbByMjI9+/fcT3t6uqa3tMVPXyam5t76tQpTU3NlbvFOmFiYqK9vf3q1asyMjK1tbWr/EMDADA5OdnX1zcwMLCgQFKbho2ta8sSpygzM5Ofn//s2bP09PTMzMwMDAzTj50v+r03OjpqbGyM3xQ/P39RUdHHjx9lZGSW5cj0/AkNDQV7x8DAwMzMTEdHN72nK5rTftP4efyU2NhYYWFhU1PTBZ1sgVguIF0D6uvrPT09HRwcJCQk/vOf//Dw8EwPE6Svr6+pqZmcnLygltPS0nR0dO7cuYPflKOjo6GhIQKB2LZt28uXLxdt9iIoKipycnJycHBgZWX9/fffZWVlp/dUU1PT2Nh4hdLX/zq65uvrC4PBqKmpFRQU5OTkPn36tNYW/VpAuvY/YmNjKSkpnz59Ov2jsLCwffv2LfS4gouLy759+whCA05MTLCzs8NgsO3bty/FL3cp2NvbU1FRffz4cfpHZmZmBw4cmM0ffYn8OrpWXl5uamoKHgdWU1PLzMxca4t+LSBd+x/BwcHk5OQEvkIgoaGhRERE9vb2C2rQ1dWViIjIx8cHv3BgYMDCwuLIkSPbtm0LDQ3t6OiIi4tLSkpKTExMTEz8/v17e3s7fklXV1dbW1tsbCxYkpCQAHoSLIV79+6dOHEiNTV1+kdmZmYkJCQrJLi/jq5BrC2Qrv2PsLCw48ePGxoaov6lrq6usbGxvr7e3d0dgUDMFpR5NgICAlhYWBwcHFAoFMHi8evXr3l4eOLj49PT0+np6ffu3fvXX3+xsbHl5OSkpaXR0dH9+eeff/31Fzs7e35+/sePH8+cOQOWsLCwgJmJl4KlpeXRo0efPXuG62l9fX1jY2Ntba2+vj4HB8eMkrd0IF2DWB0gXfsfcXFxhw4dOnDgwIlpyMrK5uXlzScsDD79/f2lpaVXr149ceIELS1tfHz8xMQEeBJzaGioqalpaGiov7///fv31NTU9PT0WVlZQ0NDAwMDKSkpVFRUjIyM2dnZYJ2kpCQqKiomJqasrKxFHHQnwMXFZceOHYcOHZreUz09vdraWnyX92UE0jWI1QHStf8RGRl59OhRKSkpv39RVlbetm2bqKhoenr6opsFU7o8e/ZMSUmJ419cXV1xFXp7e1lYWAQFBXElExMTbGxswsLCuJLR0VE2NjYkErks2/a2trYHDx7U1tbG9ZSfn3/Hjh23bt1aUd9LSNcgVgdI1/5HUFAQOTk5fsSemJgYSkpKgmil8ycvL8/V1RV3+iQwMFDrX27evPnw4UPQj7y/v9/f319bW/vRo0cVFRXFxcV2dnbGxsaGhoZOTk5VVVVFRUWWlpZ37twJCwtblrAK5ubmVFRU+PPZhw8fUlNTf/78eemNzwGkaxCrA6Rr/yM4OBgOhzs4OOBKXrx4sX///p8e7psNFxeX6fsGIJ6engcOHHjy5Amu5NmzZ2RkZCEhIT4+PuTk5ImJiUFBQXA4PCIiwsvL69ChQ0s5JE/A/fv3KSgo8L3n9PT0SElJcQGBVwhI1yBWB0jX/kd0dDQFBQX+DPHdu3f8/PyWlpYtLS0AADQ0NFRUVMzfd/z58+eHDh3S19efHi782bNnxMTE+D4lTk5OR44cefv2bWBgIAUFRVRUlI+PDyUlZVxcnL+//z///OPv7z88PFxRUVFQUJCTk1NcXLzosRsYrAb/GLy7uzsvL++LFy/A4xBgnJxld1WHdA1idYB0DRgfH+/t7cVgMN7e3ocPH75//z4Gg8FgMKOjo1gstq6u7vLly5KSkpmZmdra2rKysm1tbfNsOSgoaOfOnfv379fQ0GhoaMDg4eTkdOrUKT8/P1zlZ8+e0dPTBwYGent7IxCI2NjYgIAABAIRHBzs6enJwsISGxsbFxd37NgxMjIyOByOQCCSkpKwWOz81Wd0dBS8u56eHiiUGAymr69vYmJicHDw8+fP58+f19PTy8jIkJaWvnv37rKH3IJ0DWJ1gHQNyMrKunjxIj09PRkZGQwGIyIioqenZ2Njw0X6FxMTg8FgJ06csLW1zc7O/mleNRxeXl4kJCT6+vqenp5cXFz0eKioqKSlpeF7orW2tiYkJIDhE9LS0rq7uzs6OuLj40VFRWVlZXNzczEYjKOj4/bt27W0tBISEkJCQiQkJIyMjOafmCosLIyZmZmenn7//v0wGOzIkSP09PSXLl0qLCwEAKClpYWGhmb79u3s7Oyenp7FxcXQeA1igwLpGlBbW+vi4mJlZfXo0aMnT544OjpaWVnZ2dnhIvykpaW5urra29v/NHolAWVlZeHh4Z2dnV1dXeAtcCQkJMx4SWhoKIGvf3BwMM5LtqCgIDQ0FCdklJSUDAwM888lmp+fb2NjY2Vl9fjxYw8PDzB3jIeHBxhif3BwMCYmxsnJ6dmzZ0t3JZkRSNcgVgdI1zYeUVFRVlZWZmZmRkZGQUFBGyjwPKRrG4iQkBDca3jDnW+FdG2DMTo6qqenR09Pf/78+VevXoFR8NfaqPkC6do6Z3R0tKys7OPHjwEBARISErhlk1u3bsXFxX369GmhU5a1AtK1jQQYyq2vrw+LxVZVVXFwcEhKSi4lNtwqsxF1bWRkpKmpqaWlpbW1taGhAY1Go9HohoaGhQ6TJyYmGhsb0Wh0d3f3IswYGxsD7z790AsWi21vbwcbB2lqaurs7AQt/PHjBwaDaWlpQf9fwI1vgqba2tp4eXn//PNPFhaWlJSU3n/x8vIiIyPbsWPH3bt3F2H86gPp2kbC19f3woULoJcZmMd7cflD14qNqGsZGRlcXFw0NDQ0NDTU/0JPT7/Q0ADJyclMTEzU1NQ6Ojq9vb0LNePdu3dnz56lpqY2MDAgOOUWExPDxMR08uRJ0DbQVE5OTtDLGoPB3LhxA994EAsLi+lpX759+3b69GlWVtbc3Fz8TzEYTEBAABkZmbS09IaYH0C6tpGwt7cH9zH5+PhEREQePXqEn0xo/bMRda2pqen58+dwOHz//v0WFhZeXl5eXl7u7u6qqqrm5ub4eU/mwNLSUlxc3MnJydPTU0dHR0ZGZsYgUTMyNjZmZmYmKSnp6urq6empqakpJyf35csXXIXHjx/v2LFDVlbW09PT29s7MDDw0qVL//nPf8BsL83NzXR0dOTk5C4uLqDxnp6enp6enz9/xqUNBYmMjFRRUbG1tQX3x6fz8eNHHR0dTU1N8JzMegbStY1EcXGxhYWFjo6Orq6us7PzHGnW1icbUddApKSk+Pj48Eu4ubkpKCjKyspiYmK0ZsLY2LiioqK6uvrx48eKioo4H+ySkhI9Pb3r168HBAT8NAhzXl6etbW1oqLi8+fPwZL8/HwdHR0NDY2QkBDwlWZlZbVv3z7ccZT4+HhjY2N7e/uvX78CAFBfX49AIJSVlX/aR2NjYyIiormTlj148GD//v1LyXu7Omx+XZucnMzPz09PT5/jGZqYmMjNzc3IyJjDF2x8fDwnJyczM3NFMwDMk6Ghoejo6MDAwKysrDnmBYODg+np6fn5+XPUGRgY+Pz5c2FhIcHbG5++vr5Pnz4VFRUt0aNtg+ra0NCQrKwseMYuIiIiOjr6xYsXYHK/hoYGT09Pjpm4dOlSTk5OYGDg4cOHCYKVDg8Pc3NzIxAI8BzLHDx+/JiYmBjffxsAgJ6eHgQCwcnJCS6txsTEXL9+HTzti8FgTp48ycnJifvFGxoaODk5GRgYvLy8wBgH0dHRM/4tmJiYHDx4MDExcQ577t+/T0xMjEsXv27Z/Lo2PDx85coVNjY20EtrRgYGBkRERNjZ2ec4S4DBYJBIJDc39yrnSMdnaGiopKSkpKTE1dWVmpqaiorKzMxsjgXsb9++gcm659CjsrIyRkZGJSWlOe5bWFhIR0enrq6+JOs3rK6NjIyoqqru3r37yJEjO3bs2LJlCz09/bt37+Zz7YsXL44ePUpwxLi7u5ufn5+bm/unZ1fc3d2PHTtGEPivpaWFnZ394sWLBHsIPT096enpSCRSQ0MD94ZuampiZ2ffsmULBQUFGIqKlZU1KCiotbWV4E329OlTDg4ODw8P/CT2+NTU1Ojq6goICMx/Er1W/BK6Jioqevbs2a9fv842bBkYGEAikXR0dBUVFbPVwWAwfHx8zMzMNTU1q7x0+uPHj8HBwcHBwcDAQHJycnJy8lu3bpWUlKBQqI6Ojjk0q6qqipaW9tKlSxgMZrbhWGlp6enTp8XFxQcHB2erU1BQcPLkSRkZmeHh4TmGdT9lg+ra4ODglStXuLi4YmJirly5cvbs2aSkJNzi/eTsTE1NvXz5Eg6Hu7m54TfY2dkpICDAy8v7U13z8PCAw+EEoROampo4ODgEBQUJdM3T0xOBQHh5eXV1deF+poaGBn5+/kuXLhUXF4MxRD98+MDPz3/9+nWC2Ul/f39GRsbFixc1NDQIdjYmJyeLi4uFhYXV1NSamprWw5Rlbja/ro2Njamrq//555/MzMyxsbEz1hkZGVFSUtq7dy8CgZhtHD4wMCAjIwPGsF1oApclkpKSgkAgmJiY1NTUQkJCoqOj55lwHo1Gc3JyHjhwQFxcvKioaMY6KBTq/PnzxMTE0tLSs6VrqaioOHfuHAkJiZyc3FJStW5QXRsYGBAVFeXl5e3o6Kirq3NyclJWVgb3Q3/8+GFlZcU0E3x8fFlZWeHh4VRUVAS69v37dwEBAR4envno2vHjxwl0rbm5mYODA4lEEuiatbU1CQlJeHg4fiEWi62oqGhoaMCVtLW10dHRIZHIGWejmZmZ165dExcXz8nJwRW+fv1aQEDA0tJyoyxkb35dm5iY0NTUhMFgMBgMPy4QQTvXr18H68wYVggAgKGhIRUVFbAOwXrHClFUVKSkpCQnJ3fjxg1DQ0Nzc/PZTl/NRlNTEx8fH2jzbC7jaDSai4sLBoP99ttv+Lts+KBQKFZWVhgMtmXLlqXshW1cXRMTE2NhYWlqagIAIDg4+Pfff8cl8YmOjjafCVtb2+rq6pcvXxIREXl6euI3ODY2xsXFxcjI+NP1NQcHh3379vn7++MX9vf3MzMzs7Gx9fT0EFSGw+GBgYH4hb29va9evYqIiMDFoUGhUCwsLBISErNFRc7PzzcyMlJTU4uMjGxqanr69KmSkpKzs3NHR8fPv6z1webXtdHR0atXrx46dEhERMTW1jYuLm66w9fw8LC8vPzhw4cvX75sZ2cXHx8//VXW398vJSX1zz//iIuL29vbJyQkrFCw7MbGRmdnZzC5n5CQkIiICMFfxfypr6/n4OCgoqJSVlZ2cXFJS0ub7hRSXV3NxsZ28uTJq1evurm5Td/+BwCgvLz83Llzp06dUlNTc3d3z8jIWNwGwgbVNQAApKWlOTg4wPFRdna2rq7u3bt35zNsT09P19LS0tDQwB37ra+vd3Z2VlBQcHBwAM/2otFof3//ly9fpqWlEUTBSk1NvXXr1q1bt3BTjerq6kePHikoKLi4uBA8gTPq2rdv3w4fPszBwYEr6ezsPHv2rICAAMFDXlRU9ObNG7CPg4ODdHR0Kioq2dnZjIyMCgoKYJ2qqqqoqKg5lqrXCZtf18B9AyEhobKyMkVFxdOnT09fFgX3DURERMrKyqSlpWlpaae/mjAYjJCQkISERHl5uYSEBBMT0/JuIPT29qampiYnJ9vZ2dHS0p49e/bBgwdL9E379u0bAoHQ0tL6+vUrAoEQERGZXqesrIyJiUlfX7+oqIiRkVFSUnJ6ncLCQgYGBlNT04KCgrNnz8rJyS3Ono2oa93d3YmJifT09EePHvXz8wNHWGNjYxcvXjx06NDr169/OpccHh7W1tYWERGJjIxMTk6+f//+hQsX8KMbBAQEgGNqJBJJMAQDAKC3t/fGjRvi4uLv3r1LTk42MTFBIpEzemPY2NgQExODbms4WlpawHR/4OXJyclBQUFiYmLGxsYEy2T37t3buXOniYlJSkqKr6/v4cOHb968WVhYyMbGdu7cudTU1JSUlMuXL+/bt2+t8kPOn19C1yQlJZFIZFlZ2Z07d8AMTwS/6MDAwOXLl4WFhSsqKm7fvs3Jyfn161eCOqCuiYmJVVZWamho8PDwlJWVzT9m0WyMj4+3tbW1trb6+flRUlLC4fDbt2+j0ejOzs6ljwdBXbt161ZFRYWYmJikpGRrayvBiADUNV1d3bKyskuXLsnJyXV2dhLUAXXN0NCwtLQUiUQqKSl1d3cvwntuI+paeno6CwsLCQkJMTHxiRMnwsLCwPJbt279/fffx48fj4iI+GkjAwMDoaGhp0+fhsPhqqqqtbW1+G+s6OhoYmLiPXv2qKiozHgUob+///Xr11RUVHA4XENDo6mpacadKw8PD0ZGRgJ7wE0nX19fampqOBwOh8NZWFgSEhKGh4cJBt3Pnz/fv3//4cOH4XD40aNHiYiIHj16VFtbq6CgQEJCAl5LTEx89uzZjIyM+Xx1a8iG1zVZWVkGBoY5FrOxWKyUlBQbG1t1dTW4WMDPz0+wcQ7qGjs7O5huztXVlZ+f//Xr1/h1MBiMoKAgNzd3c3NzY2Ojo6MjPz9/cHDwEruQmJhIR0dHQ0Nz9erVpKSk9PT06cF1Fw0KhUIgELKysiMjI7W1tUZGRkJCQgSb9Dg/j+Hh4ZqaGj09PWFhYYIHF+fnMTw8jEKhdHV1L1++jL+uPE++fPmy4XQNg8Hk5ubm5+cXFBR8+fIFFzKvqampoKAgMzNznqtOw8PD2dnZ6enpNTU1BB/19vaWlJQUFxej0eg5tuwzMzPnfjw6OzsrKipmzJrW19eXlZWVnp4O+jPO6BvU3d1dVFT05cuX9PT0zMzMgoKCjo6OsbGx+vr6vLw88Nrc3NyKiooVWoFZRja2rmGxWBERkZMnT+Jv90xHXl6emZkZfCCioqK2bdt2//59/AqgrrGwsICzjODg4K1btxJkdwd1jZ2dvbOzEwCAly9fbt261dnZeXGW5+fni4qKIpFIVVVVBwcHNze3pWcFnU57ezsbG5u4uDj4X1NT0x07duDiZYKAuiYjIwP+V09Pb+fOnQTTHFDXcD5uWlpau3fvXoTBpaWlZ86cuXHjxiL6AgExfza2rk1MTISEhOjo6Ghra+vNgra2NgkJydmzZ2trawEAKC0ttbGx0dLSCggIwL3ZQF1jZWUF9bG4uNjKykpbWzsoKAgXtRHUNQ4OjtbWVgAA8vPzLSwsdHV1Q0JCcBE1xsbGYmNjra2tDQwMZrMHREtLS0lJ6erVq0vcWs3NzTU2Np7tLkpKStu3bxcXFwdHASkpKUZGRoaGhm/fvsXNg0Bdk5OTA+skJSUZGhoaGxvHxsbiNhBAXVNRUQFL4uPj9fX1TUxMEhIScHOZ7u5uf39/CwuLOXp95cqV//znPxtrvAaxEdnYugZSXV0tLS3NOgtsbGx8fHxmZma4I8pTU1P8/PwnTpwAFQoAgP7+flDXcIP8sbExTk7OU6dO4a7C6Rq42Q8AwMjICAsLCx0dHU4fe3p6hISEtmzZwsDAMJs9IDY2NsvS99jYWC4urtnucv78eX5+/qdPn+JUrK6u7tixY/iZSXG6hltTq6qqIiMjExMTw9XB6RqunZKSElJSUmlpaVyd4uJiKiqqvXv3ztFrDg4OAQGBoKCgZek7BMRsbAZdAwAAzLEyG2NjY/jLFqOjoxoaGnx8fBkZGeAy7eDgIIGuDQ0NqaurX7hw4cuXL+CQrbe3l0DXBgYGlJWVBQUF8/LyQN+R79+/8/Pzc3Bw1NfXz2EPFotdriAck5OTc99ofHwc32+jvr4e3Byora0F3c3Ly8sJdA2FQgkKCioqKqLRaHDzpKioiEDXysvLL168ePXqVZz3eV5eHg0NjbKy8hzGjI6OEtgDAbESbBJdWxA/fvzo7Oz08vJCIBBgFuTx8XECXfvx40dHR8eTJ08QCISvry8AAMPDwwS6BtZxdnZmYWEBPSd7e3sFBAQEBAQWEWBrdRgfH29tbTUyMmJnZ//w4QMAAFVVVQS6NjY21traqq+vz8XFBW4glJSUEOja6OhoS0uLtrY2Nzd3dnY2AAAFBQVnzpyB5pgQ64FfUddAwsPD9+zZY2lpCQDAjx8/RERE8HUNJCAgYNeuXY8ePQIAYHR0FIlE4usaiI+Pz65du8CsowMDA/M897e2mJiY/Pnnn6Cr57dv3xgYGPB1DcTAwOCvv/4CY1iWlpbS0tLi6xqIpqbmf//7X3ADobCw8PTp09euXVu9bkBAzMKvq2tVVVVPnjy5efOmr69vU1OTnJwcGxsbga6Vl5e7u7vfunXr1atXDQ0NkpKSnJycBLoGRte4deuWv79/fX29mJjY+te1zMxMGxsbbW3tmJiYkpKS8+fPT9e19PR0KysrXV3d2NjYwsJCFhaW6bqWlpZmYWFx586dhISEvLw8ZmZmSNcg1gO/rq6BcHFxMTMzV1dXa2pqsrKygnum+ExOToJr3igU6vr16xwcHNMPkYyOjjIyMnJxcdXU1KiqqvLw8OB2JNYtdXV1ZGRkKioqKBQKiUTKyMhMz2P/7ds3UlLSGzduVFdX8/PzKykpTV8WLC0tJSEh0dbWrqqq4uHhUVNTW60eQEDMyi+tayMjI3fu3FFSUoqIiBAVFWVnZ0ej0QR1hoaGtLS0VFRUIiIihIWFeXh4ph/D6u/vv3nzpqqqanh4OBKJFBAQwE94vD6pr6+Xk5PT09MLCgpiZmZWUlKafn4AhULJyMgYGhoGBgYyMDCoq6tP9xqtrKyUlpY2NTX19/eno6OD1tcg1gO/tK5NTU0NDAxERUX9888/W7duvXDhwvRxFlgnPDyclJR0y5YtwsLCoF8uPj9+/Ojv7w8MDCQiItqyZYu4uPj0U37rjcnJyb6+Picnp507d/7xxx/a2trTtyknJib6+vrs7OzAOvr6+tPbAetYWVnt3Lnz999/NzU1XRXzISDm4pfWNZCUlJQtW7bAYLCLFy/ONn9MSEgATyZfunRpuq6BvHnzBqwjISGx/nUNxM3NDbRZV1d3NvcLBwcHsI6hoeFs7VhbW4N1zM3NV8xYCIj5Auka0NLS4uvrS05OTktLO9vhu6amJm9v76NHjzIxMRHsG+BoaGh48uTJP//8w8bGtv7noSCVlZUPHjz473//KyUlNds59rKyMjMzs7179yooKMx2erGkpMTExGTPnj2qqqoraS8ExLyAdO3/4+/v7+zsPHfooVevXrm5uc14rhiHr6+vh4cH7vTV+geLxbq6uvr5+c3hKjw4OOjs7BwQEDBHAPT+/v7Hjx8vPRAABMTSgXQNAgJiswHpGgQExGYD0jUICIjNBqRrEBAQmw1I1yAgIDYbkK5BQEBsNiBdg4CA2GxAugYBAbHZgHQNAgJiswHpGgQExGYD0jUICIjNBqRrEBAQm431pWtTU1Otra1oPMA0d8PDwz09PePj4729vY2Nja2tvCJO+AAAIABJREFUrWAupWVhaGioubl5A51UX2WGh4fR/xcw3TcGg1m36WnmoK+vD78vDQ0NY2NjU1NT3d3duDywG4KxsbHGxkb8voBJ0fr6+np6en7xpF/rS9eKi4uFhISo8bh+/XpNTY2jo6OqqmplZaW3t/fJkydpaGgCAgKW66ZxcXEXLlzw8fFZrgY3GX5+ftT/l5cvX1ZVVSkrK5ubm2+sv5+pqamHDx/i94Wenv79+/fZ2dliYmKenp5rbeACiI2NZWBgwO/L48eP6+rqNDU1NTU1BwcH19rAtWQd6dqTJ08uX75sbW3tjcfjx4+FhIQOHDhAS0tbUVFRVFSkoaGxbds2MzOz5bpvbW1taGjo169fl6vBTQMajdbX17927Zqnpyf+j2JpacnJybl169Zr167h8r2vf/Ly8m7fvq2trY3fl+fPnxsbG587dw4Gg9nZ2a21jfOiu7v73r17KioqHh4e+H2xs7Pj4+PbvXu3iIjIxhp7LjvrQtfq6uqePn2qqKj46NEjgt8D/AnJycnB7CoAAGRlZVFTU0PxpleB/Pz8o0ePysnJEZRbWFiA0XFNTEzWxLDFERYWtm/fvgcPHhCUS0tLg93x8vJaC7sWTENDw5kzZ3h5eQnKvb29wY6oqamNjo6uiW3rhHWhawkJCYcOHZoxfD6IrKwsHA4vLi4GACAxMZGSknJ6vOmSkhI/PPz9/fETrAwODkZHR+M+jYiIKCoqGhoaKiwsDA4OfvPmDS4KbmZmZlBQUGxs7ODg4PDwcFRUFHhJUFDQjBHAe3p6wsLCwDqvX7+OjIyMjIwMDQ2tr69fhq9mTSkoKDh+/Li8vDxBeXR0NCsr62+//aatrd3b2/v+/fuwsLDo6OjAwMCKioq+vr6kpCRcSWVlZW9vb2JiYnh4OFgC/o6rT3h4OBEREYGuTU5Oenp6njlzBgaDubi4fP/+/c2bNxEREVFRUSEhIY2Njd+/f4+Ojo6MjMSVdHZ2RkVFgSXBwcE1NTWr3JGGhgZaWlo+Pj6C8tTUVD4+vi1btkhJSXV2dqanp4eGhr558yY4OLiwsHBgYODTp0+4kqKiooGBgbS0NLAkKCgoOzt7Y60qzMG60LX3799TUFDo6enN+OnU1JSxsbGYmBgKhQIAICEhgUDXBgcHa2pqdHV1T+Bx8uRJR0fH5uZmLBbb0dERHBzMxsYGfkRBQbF161ZBQUEUCuXs7ExKSrp161Zvb2/wXiYmJmRkZDt27HB1dQ0NDeXg4ACvOnv27NOnT5uamnBxZScnJ5ubm319fRkZGcE65OTku3bt2rVrFz09fXx8/Mp/cytLZWWlqKioiopKXl5eYWEhvqzX1tZKSEg8fvwYTC34999/b926lYyM7PXr17W1tUpKSv/973+3bdtGRkYWEBBQU1OjqKgIlvzzzz8eHh5r0p3U1FR+fn4DA4PCwsLCwkL8naJPnz4JCQkFBwcXFxdfuHBhz549O3bsOHXqVHJycnFxMR8fH1hy+vTp1NTUgoICHh6e3bt379y589SpU1FRUavckba2Nnl5eQkJiU+fPhUWFra0tOA+6unpUVRUNDExqaur09fXP3DgwNatW0lJSZ2dnRsbG+/cuYMrcXFxaWxs1NHR2b9//9atWw8dOmRhYTFHzOSNxbrQteTkZCoqqtl0DQCAvr6+7u5u8EuPi4sj0LX3799zcHAYGRmh8CgpKZGVlZWXly8tLTUyMuLl5U1LS6uvr6+vry8vL7948eL58+fRaHRXV5ejoyMxMTFubaWjo8PT03Pnzp0HDhyQl5fPy8sDGywoKBATE7ty5QoutwsGg1FUVBQUFMzMzATrfPnyhZmZmYGB4cuXL5tggWNiYqK7u9vJyYmcnJycnNza2npwcHBwcBCLxWKx2K6ursHBwbGxsZaWFllZWRISktevX/f394+Pj7e3t8vKypKSkvr7+4MlbW1tUlJSBw8e9Pf37+7uXpPujI6Otre3Gxoagt158eIF2J3R0dGhoaGurq6RkREsFltRUcHBwUFFRfXx48fh4eHR0dGqqiqwJC0tDSypqKhgY2Ojpqb++PEjuAu5mkxOTvb09Lx8+ZKSkpKcnPzOnTudnZ2Dg4MjIyNjY2NdXV24X0FbW3vfvn1OTk4YDGZiYuL79++gkDk7O4MlnZ2dt2/f3rdvn7Ozc2dn5wZaLZ2bjaFr+EzXtYiIiIMHD05fNxEXF2djY8vNzZWVlaWhocHPXVBXV5efnw+uQcTExFBSUuKvGcfGxh49elRBQSEvLw9XODk5yc/PT09P39DQAJZ0dXWxs7OzsrLinuzR0VEhISEBAYHNtBvV3d395s2b6OhoIyMjpn+Rl5cHXXBA7ty5A4fDi4qKcCUGBgYUFBT4uzF3794lJyfPz89fVeungUajo6OjIyIiNDQ0cN0hePZERUXPnTuH78UiISGBQCDwh3hgHfwvYZUZHh5++/ZtdHS0paUlGxsb2BFhYWFwGRrE0dHx8OHD+FMHV1fXf/75JzExEVfy+PHjw4cPx8bGrqr1K8wG0LXJycnAwEBHR8e2tjYAAOLj4wl0DRSm+/fv4181PDwsJSXFwcFRUVHx8ePHe/fuKSgoyMnJycnJqaiofPv2DVczODiYnJzc3t4eVxIQEEBOTv706VP8BjEYjKCgIAcHB24l7vv376ysrAgEAvTnAgBgYmKCk5OTkZERf2qwcWlpaXFwcMDNs4qKisz/RU9PT0tLKzg4GHzDf/782cbGRktLKy4uDo1Gu7m5GRoaWllZ6evrx8fHo9FoFxeXW7duBQQEzJbJcBUoLS21sbFJT08H/5uSkoLrjo6Ojr6+flJSEgAA4+PjcXFxxsbGhoaGX758qaiosLW1NTU1ffDggZmZWXZ2dllZmaWlpa6ubnh4+OoP1gAA6O3tdXd39/PzA/9bU1NjbW0NdsTQ0PDWrVs+Pj5YLBYAgPz8/MePH9+8eTM0NLS5udnb21tPT8/GxkZPTy8sLKy5udnT0/PmzZvPnz9f/VXCFWVd6Fp8fDwJCckc+waioqL79u0rKCgAZlpfm0PXmJiYwFU5DAajoaEh8i+GhoZxcXHgqGq6rgUGBsLhcAcHB/wGp+va8PDwixcv7t69a2Nj4+Dg4ODgYGNjo66u7uDgsDm8fPPz848dOyYrKzv9o6qqKjgcLikpiVtprqyspKCguHPnTkZGxunTp83NzUtLS+np6e/evZuenn7y5Mk1TwUfFhZ24MABgucEJC4ujoiICH97NyYm5vDhw+7u7m/evDl+/Lifn19qair4touMjCQjI3N2dl5F2/8PaDT6zJkzPDw806eNGAyGgYGBm5sbN9js6upiYGCQlZXNy8s7f/68mppaTU0NLy+vgoJCbm4uKyurqKjoqvdgxVkXupabmyslJXXjxo28vDyCHZmRkZGMjAx5eXlFRcXa2loAANLS0qioqKytrXF1IiMjSUlJp89DJSQkaGlpS0pKGhoaQHXDISwsTEVFBWYLBWXRxcUF92lUVBQFBYWbmxv+JePj4yIiItzc3Lg8exMTE3V1db6+vgICAuzs7Ozs7IKCgvhT140OKEw8PDwZGRljY2P4H1VUVFBSUkpLS+N+r5ycHHJycjMzs+LiYkZGRn19/czMTDo6OnNz86KiIlpa2qtXrxK039LSUlJSsmoLkbGxsceOHZOTk5u+Ifvu3TsSEhJ856HAwEAyMjJfX9+UlBRKSsqnT5/GxMRQUFC8evUqKSnp2LFjNjY2YM2amprk5OTU1NRVO33R0tLCzc3NyMiIezfj6OrqYmJi4uXlxRlTW1tLS0urqqpaVVXFx8enoKBQWFjIxcWlrq5eWVnJw8MjJibW29tbW1ubkZGRnJycnJy8Cbby14WuTUxM9PX1aWtrCwgIpKamtuIRGRnJxcVlYWExODg4OTnZ19fn5+d3+PBhTU3Nrq4uMJ1lQkICMzOziYkJ/oW1tbUyMjISEhIlJSXa2trgQltXV1dXV1dDQ8OVK1d4eXmbmpp6e3s9PDxISUmNjIzAldT+/n43N7eDBw+amJjgzqNgsdiqqip2dnZ6evr8/HzwFFdvb6+cnBwfHx+4a1ZcXFxaWtre3o7FYjfH+uv/a+9Mo5q61j5OvauwarvurVhdimBlsmqRGUsUAmnCFCARMMQCGlBKAhhRIJECARlkuFAsBcUBZLgponBFoVSZ6gDcAoIyIykzQkGZ5yFw3g9n9azTgEhVQPLu3yd9zj7h2efs/LP3s4envr5eVVV1/fr12traOTk56MebnZ2NwWCYTCaia0+ePNHV1WWz2VlZWQQC4dy5c6WlpcbGxmfOnMnKysLhcOj++PT0dE9PD51Ox2AwJSUlK1Od3NzcrVu3fvrpp4cOHSovL0dXJz4+XkVFJSwsDCmcnp6uqan5ww8/JCcna2trJyUlZWdn6+joREZGcrlcDAYTHR09OTnZ29t78uRJWVlZWPKGhoZWYKnEH3/8oa+vLyYmpqCgkJqaiq5IaWkpHo+3trZGBsitra1EItHe3j43N5dMJp8+fbqqqurw4cMODg45OTkkEsnNza2+vt7S0nLDhg2ysrKysrJsNvvly5cCv2Rri/dC12BaW1uvXbumq6v7JQoikfjf//4XjqxBEBQaGiolJbVu3bqNGzfSaDR4hdrg4GB1dTWTyUTfqKioGBQU1NTUNDY2RqPRREREZGRk4EtKSkqhoaE8Hm9qasrX13fbtm3r1q3btGkTi8Vqb28PDw+XkJCALU5OTvDv3sOHDw8cOPDRRx+JiYmpqKhkZGRAEDQxMUEmk0VFRVVUVDT/RE1NjcVirUrY5Z1TWVmpoqJiaWmZkpJiZWWFfrx4PP7mzZttbW1I4bGxsWfPnrm4uODxeC6X29XVNTo6yuPxmEwmgUD46aef0MsJ6+vrDx48uH79enl5+RWbScjIyJCRkTl58iSXyzUwMEBXx8LCIj8//48//kAKDwwMlJeX29jYmJqa5uTk9Pb2Dg0NlZeXW1lZkcnk+/fv9/T0ZGVlEYlET0/PgoKC/Px8KpVqZ2eHtNXlo6OjQ0dHR09PLzk5mcFgoCuCwWDi4uKampqQDNZTU1M8Ho/D4ejq6sILlcbHx5uamry9vXV1dWNiYp4/f97Q0KCsrLxv377CwsLCwkIWi2VsbJyfn7/cFVk+3iNdgyBofHw8OTk5EkV6ejq6wKNHjy5evJiYmHj16tW0tDR0GKu0tBR9Y3R0NDzMhCCopKQkISEhOjoavnThwoWWlhb4Ul5eXkxMTGJi4pUrV+7evTs4OFhQUHDp0iXYkpGRAcdfW1paYmNjr127Fh8ff/ny5fr6egiChoeHzczM5OXl/fz84E8OCAiQkJDQ0tJCf0PWLn19fb/88ktdXd3s7GxWVhb68SYnJ8NPRoDHjx9fv34dPbQsLS1NSUkRGC69ePGCy+VqaWkpKiquWH+tvb09MzOzo6NjfjP7+eefF7wlNzdXoAXm5OTcvn0b/ndMTMw//vGPoKAg+L84HE5GRmYFAvCjo6PZ2dnl5eUQBD148ABdkWvXriFxEjR1dXVcLhfdLGtra7lcbnd3NwRBIyMjWVlZyOR1QECAqKhoUlLScldk+Xi/dG1t0dPTo6mpqa2tjTbCa0HQfRPAq3B1dVVQUCgoKFhtR96QJ0+ehIWFVVRUNDY2BgYG2tnZXbp0aUFZWRPU1NS4ubm5ubmxWKwrV64IhKTXFkDX3pyhoSEOh2NtbX3lypXr169fv349NjbWxsbGw8Ojr69vtb1bAzg6OiooKBQWFq62I2/F06dP3dzcTExM1vTADYKgnJyc/fv379+//9SpU6Wlpau1fPqdAHTtreDz+fCshby8vLy8vKqq6u3bt5HQBmBxmEymoqLiqq/UfWNGR0cbGhpsbW1tbW27urpevHjR09OzFrciTU9Pd3Z2Ivvkzp49Kycnd+vWrdX16m0Auva2TE1NNTQ01NTU1NTUPHv2bMGoE0CA2dnZycnJ48ePf/HFF/n5+WtRCyAISk9Px2AwbDabx+MNDQ0dO3bs0KFDa3FJdlNTE4lEQhYY+vj47NixIy0tbXW9ehuArgFWAR6PR6PRPv30UxERkT179sTHx6+2R29CcnLyBx98ICUlZWBggMFgRERE1NTUkGXbawgej7dr1y4RERF4HOro6Pjrr7/CUwprFKBrgFWgs7Pz/Pnz/v7+wcHBnp6eeXl5q+3Rm9DS0nLhwgVfX18Wi8VmswMDA9PT09/hCfUrxvDw8M2bNwMCAlgsFovFysnJWW2P3hagawAAQNgAugYAAIQNoGsAAEDYALoGAACEDaBrAABA2AC6BgAAhA2gawAAQNgAugYAAIQNoGsAAEDYALoGAACEjf+/uvb48WMOh4NOOLbCjI+Pp6SknDlzxtHRkU6nx8XFLdOe+YcPHzo5OdHpdFdX1/DwcORMzcUpKSmh0+l0Ov3vPqLR0dGYmBj0aRBwSlZ3d3f6PM6dO7diZ9W9ePHC29ubTqdHR0cv/aD2zs5OT09P2Fsmk1ldXY1c4vF4ISEhp0+fnl+vixcvrljehtraWvj9pqamvrZwZWXliRMn0K4ix2SimZmZiY2NTUlJWaNHEgi/rvH5/P/97395eXkC7ez+/fs0Gi05OXm1HOvu7sbhcKKiotra2gQCITg4eJm2FmZkZBgaGhIIBAkJCXFx8VedDYvA5/Pv3Lnj5OREIBAIBIKdnV1qauoSM2zV1dW5ubl9/PHH9vb2iLGkpERGRkZcXJwwD0dHR+RY42WlqKiIw+EQiUQCgWBubn7+/Hn40ONFmJmZKSoqCg0NNTExgb3V19f38vKC8yVDEJSamvrJJ59ISUnNrxeHw1mZNC537949deoUHo+Hc7IkJCS8ar/6yMhIfn6+l5eXnp4e2lU6nX7nzh34GJLR0dGMjIyYmBgvLy9xcXEKhQLn2F1zCL+uQRBEpVIxGMz7dtBCZ2cnfEr9Irl1p6enm5ubW1tb0cfVNzc3t7W1vcEpbz4+PrKyskg+0AXp7u7OzMzU19dns9mwJSIiAofDxcfHP3/+fJFuzvj4eGNjo5+f3+effy4mJobcDkFQQUHBnj17HBwc/q7D74Th4eGampqjR49SKBS4r5qXl2dgYODh4dHU1LTI95bP55uamioqKiKZhoeGhvT09FRUVODc2Fwud8eOHegMjStJb2/vgwcPTE1NHR0dx8fHIQiKi4vD4XCRkZELNo/ff//9q6++IpPJAj/wfn5+MjIy8KlE3d3dtra2u3fvlpGRERUVZTAY09PTK1ajd4iQ69r09HRXVxeRSFRUVCwuLu7v7x8ZGZmdnR0fHx8eHp6amkJ/UaenpwcGBoaGhuBMPJOTk/39/f39/UgTGR8fhy3zcw4hl2AGBgZem5eos7MTh8MZGRktMmDp6Oggk8k2NjZId6m1tZVEItFotAVTw4yOjiI+DA4Ojo6Oott3YGCgvLz84ucFBgUFqaurJyUlId2NkZGRu3fvHjhw4OTJk4uMSqqqqnR1dVksVnp6urq6OoPBQC4VFBQoKCicOnUKgqCZmZmxP1nEjXcInDrL3d0d6cjMzMw0NzdbWloaGBi86rTrmZmZnp4eEomkq6uLTgtApVJ1dHTg30gulysnJxcVFQVB0OTkJFypFTuA7/Lly2pqapGRkcjBtuPj48XFxXg8/ujRo/ObR0NDg5KSkqmpqYA9ICBg69atKSkpEATx+fzu7u7W1tacnBwlJSVra+s1ep6gkOtaSUmJkZHRhg0bPv744z179qiqqrLZ7Pb29gsXLmhoaBw4cCAzMxMpXFRUhMfjNTU1AwMDe3t7o6KiVFVVNTQ0srOz4QJnz55VVVX96quvcnNz0X+Fz+f7+PioosDhcA8ePFjcN1jXDAwMXr58+aoyLS0tKioq6KSlcDpIAoEwf5gzODjo4uKC+LBv3z5zc3M4mTTi/2t1zdXVVVJSUqCC9fX1u3fvplKpi+haWVnZ9u3bWSxWVVUVFotFj0MLCwv37t3L4XDa29u//fZbxMOVOXbt1q1bEhIS89MhHzp0aPfu3TU1NQvelZeXR6FQPD09q6ur0T9+PB6vqqoK7uVxudxdu3bFx8dXV1ebmJjAldLS0hJ4estEaGjoli1bBAIpL1682Ldv34LNg8fjqaiokEgkga5cQECApKTkjRs30MbW1lZNTU0qlQp07X2kubk5PDz8yy+/lJKSOnnypL+/f1paWl9f36+//komkz/44AMkmRAEQY2NjcHBwTt37ty4caOhoaGnp6e/v39AQIC7u7u9vf3hw4dPnz7t7+/v6+tLp9MjIiLgn8SioiI2mw1/OAKHw6HT6ZGRkYuEpZaiawMDAxoaGlgsFtG13t5edXV1dEJvmHv37p06dcrV1RXxQVlZWURE5Pr160iZpeiap6fnzp07BWJw5eXlKioqtra2r9K1tLQ0KysrX1/fkpKS0tJSVVXVb7/9FrlaVlamrKy8d+9eGxubs2fPIh4yGIyAgAA43fXykZGRsXPnTm9vb7RxYmLC0tJSQ0Ojrq5uwbsSEhK2bNmSlJQ0MTHh6upKoVAoFIqNjQ0yJoUgKD09fdu2bZqamgwGA6mUj48PnU7//vvvlzuBy/nz52VlZRMSEtDGlpYWLS0tEok0v+ENDg7eunXLx8fHwcHB2tqaQqFQqVR7e3sWi5WUlCQQ5aypqdHQ0Dh8+DDQtfcXGxsbLS0t5Ph2mKysrC+++ALJ2o1gZ2cnLi5uYmKC5H8zNzf/8MMPjY2Nnzx5AlvweLyKikpnZycEQVFRUZ999tl//vMfgc8hEAjq6uqLTPa9VtcqKip+/PFHBweHixcvwgGUp0+fRkZG0un0mJgY2ILg5uYmKiqKnrssLy/39fWFs7HBLIeudXd337hxg8FgBAcHw70YHo+nrKzMZDKRMr/99tv27ds3bdrEZrPR33Y6nb5t27b79+8v4s/b82a6dvv2bWlpaXNzcx8fHxqNRvkTeKANpw28ceOGqKiorKxseHg4+l48Hq+kpATH4JaPv6trMLGxsfAZxRQKBY/Hi4iIWFtbzy8GdO19Z3x83NLSUlNTE/1LC0HQjRs35OTk0P01CIKGhoZIJBIWi0Wy2w4ODhobG2OxWCTI0tfXRyQSdXR0YEtiYqKUlBSDwfgFBZfL3blzp7a29iJZcl+ra6GhoZKSkuiBxrlz5yQlJeFQiABJSUkkEik4OBjxYf56juXQteLiYikpKS0trZycnHv37mVlZX3//fc7duwwMDB4+PAh/O2CFyJcunRJ4F5HR8cvv/xyufNRvZmuZWVlSUhISEhInDhxAolVTU9PGxsbq6urw8/2/v379vb2d+7cQd84MDBAJBK1tbWXe57q7+raxMREVVXVd999R6FQHj16BEHQy5cvGQwGjUYrLCwUyD4FdO19Z2xsjEKhaGpqPnv2DG1PSUmZr2uDg4MkEklbWxvJvjEwMGBiYoLFYuHeGQRBvb29RCIRCSenpaVt3rz5s88+k/0r0tLSSLr4BXmtroWHh2/duhWtayEhIVu3bkVCId3d3T09PfAExdzc3PPnz2k0GuKAm5tbT08PPAcCsxRdY7PZ0tLS9+7dQxurqqr27t1rbW09X9fq6+v19PQkJSV37dolJycnKyu7bds2UVHRf/7zn0QisaqqCoKgiYmJ9vb2+bkHVybP3u3btz///HMOh4M2zs3NUSgUJSWl2traBe9KTk6WkpLy9fVFV3liYsLU1FRTUxMetQ0PD7e1tQlM+/T39xOJRCwWu9y6FhYWJiUlJTBQ6OzsxGAwhoaG83WtqakJh8NZWFig29vk5OTZs2f37t0rkP4Z6Nr7DqxrGAxGYObr5s2bcnJywcHBaOPw8DCZTNbW1m5ra4MtQ0NDpqam6Gba399vbGyMw+HggW18fLyUlJS7u/vjv1JZWdne3r7IaozX6lpERIS0tHRiYiJiCQ0NlZaW5nK5EAR1dXVZWVk5OzuPjo4iBZqbmxEHPDw89PX1kUkPaGm69t1338nJyaGnUyAIKisrU1JSotFo86szOTnZ1NT09OnT4uLi4uLikpKS+Ph4OTm5gwcP1tTUwL5VVFRQqdTQ0FCBex0dHffs2bPceZHv3LkjJyfn5eWFNk5MTBw6dEhNTe1V/bXk5GRZWdmwsDC0cWxsjEQi7d+/H24e9+7dO3jwIPw6EAYHB42MjLS0tJZb1+DmITD30tzcvH//fhMTk/m61tDQoKioSCKRBOyBgYFbtmxBx2EhCKqrq9u3b98333wD1nm8p4yNjVlYWBw4cACWobKysuPHj+fm5ubl5SkoKERERKALz83NWVhY6OrqIt1yPp9vZmaGw+GQ7sbU1BSZTCYQCPBKhejo6M2bN6PVByYiIsLPz2+R4PEiutbb2+vj4+Pi4nL16lVHR0f8n7i5ucXFxTEYDDweb2Bg4OXllZ2dDbe8tLQ0FxcXdAw+JCRETEwM7dhSdK26uvrixYtkMhl5Mlwul0wmBwUFLTHRZ0dHh5qampubG2LJy8v717/+deTIEYGSdDp9+/btr504fku6uroyMzOtrKyYTCbct6qoqDhy5IiTk1N+fv6rFtl0dHTcunWLSqWePn0ajqbBEIlEJHZ2+fLlDz/8UCBEOzs7SyAQkDVuywePx0tISDAzM/Pz84MtP//8s4WFhbe3d1FR0Xw9amhoUFBQMDExEbAHBARs3rxZYF61vb1dU1Nz/itbKwi/rk1MTJibm4uJidnY2DCZzBMnTjg7O7PZbENDw3Xr1ikpKSFbXurq6tzd3Tdu3PjRRx85ODhUVVU1NjaeOXNGXFx8/fr1dDq9tra2sbHR3d19w4YNn3zyCYPBePz4cVlZ2b///W9HR0cmCkdHRxqN9sMPP7zZfGhra6uSkpK5ufnQ0FBycjKy5eXu3buzs7NcLpdOp7PZbGRoDEG8aud/AAADsklEQVQQh8MRERHBYDBoH8LDw9HjrKXoGgRB4+PjYWFhR44cgT+HRqMFBATAf6ujoyM0NJTL5b5qdV52draZmdm6deu2b98eHBwM92va2tqioqKcnJyYf8XJySkqKgrpGi8rKSkpx44dg/dCHTt2zNnZGY4xwVRUVPj7+wuMviEISkpKsrOzg+9iMpnOzs4nTpy4evUq/ForKytDQkIEXr2zszOTyYyNjV3iDo23JDo6+ujRo/CztbW19fDwQMeRc3Nz/fz84LU+fX19V65cgdu/QFtF2klfX9+PP/7IZDKpVKqoqOiWLVvg2qWlpb12PeZ7hfDrGp/Pv3TpkrGxsa6uLhaLDQwMHBwcTExMxOPxxsbG+vr6LBYL7lWVlJRYWFgYGRkRiUQTE5PCwsLKykoqlQpbTE1Nf/vtt4qKCgqFAluIRCKSkSwkJASLwtTUtLi4eHHHFtc1ZWVlHR2dpe/FycnJMTMzw+PxiA/R0dECZZaoazCZmZnw58TFxSHGhoaG48ePBwcHv6qVJyUlff3118bGxoaGhra2tuiYZkpKCvavLDgBsnz8/vvvlpaWWCzWzc0N3QWDIOjBgwdWVlbzO90QBNXW1lIoFNhhPT29+bO358+fR1fK0NBwuSOGAjx69Ojrr7/GYrECgw8Ign766advvvkGncYwPz+fQCCgHb5w4QJytbu728XFBYvF4nA4Y2NjIyMjHR0dLBYbGRkJdO19ZG5ujs/nz8zMwGss4f/Ozc3Nzs4iMSPE+Lf+gdw7g2Ipm5w6Ozt1dXWJROL8lfddXV3W1tZ0On3BTQWvrSPM/D1P586dk5eXX3wfFRr4c+b/iUWaOPw8kQcr4MPMX1miG+8Q+PnM93/xeiFPdcHX+gav/p2DbttoFnwL6EYy/y74KvIS4TJrS9Sg/z+69h7S2dmJxWJ1dXVbW1tHRkYmJiaQFsbn83t6el6+fPlO2tP09PTIyMjIyIiHh4e0tPTSdQ0AWKMAXVs1enp69PX1RUVFlZWVNTQ0OBzOMm2ZTEtLw2AwGhoamzZt2rx58yoezQQArAxA11aNiYmJrKyssLAwDofj7e2dmpq6TGfClJSU+Pj4eHt7BwUFxcXFIUvzAABhBegaAAAQNoCuAQAAYQPoGgAAEDaArgEAAGED6BoAABA2gK4BAABhA+gaAAAQNoCuAQAAYQPoGgAAEDaArgEAAGED6BoAABA2gK4BAABhA+gaAAAQNoCuAQAAYQPoGgAAEDaArgEAAGHj/wDvzBPzaOlo6QAAAABJRU5ErkJggg==这里面的电感电阻值,还有开关闭合时间怎么算出来的呢?
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查看完整版本: 气隙放电新藤模型参数设置

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