| Product Number | 4H56-1-VL |
| Synonyms | 3-Amino-6-phenoxypyridine |
| Purity | 95 % |
| CAS | 25194-67-6 |
| MDL Number | MFCD01692449 |
| Molecular Formula | C11H10N2O |
| Molecular Weight | 186.214 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-5-9L
CAS: 75926-64-6
Molecule Weight: 220.66
Formula: C11H9ClN2O
PN: 8H68-1-11
CAS: 52024-70-1
Molecule Weight: 228.27
Formula: C12H8N2OS
PN: 4H56-1-A9
CAS: 218457-67-1
Molecule Weight: 242.322
Formula: C15H18N2O
![4-[(5-Aminopyridin-2-yl)oxy]benzoic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABpNAAAaTQHOa9t4AAACTHpUWHRtb2xTb3VyY2UAAHichZVtb9owEMe/ysmvhx3beQBEqFCrSZPaVVo7ae8mkxgaicRVEp6+/c4JoTGwAInOnP8/n+07m9nDId/ATpdVZoqYcOoR0EVi0qxYx+T3+/fRmDzMZwmKUFhUMfmo688pY/v9niYfOlcHU9DE5KTtnx6qzNHsJTXlmgnP4+zPy/Nbw4yyoqpVkWikqmxaNc5nk6i6mcV/QrBclbusYK2c5eWuHe2v8Ozj0UOVkq+1PGLfAlFYZRsNK1Pmqoad8Cg+3jdY60KXqtYpLI/oltTHtc9nL08m2ea6qLFpR8gStXmry22CjtxsdLLFwbDx4ykmOUdA1SZflKU6gm1Zt+KgBCgJygcVgApBRaDGoCaguIcv9nMUcFRwlHDUcBTxCPd+o23w9+OnjslPeDx9X8+t7vcrYC9un4gJTtzDcU8moFL6UWfcPkHDMPI7w1EiIxjhduAHTqbzXlqXbQ2BI8bHAaIISZRIbq2k3than4bCWpzLxNqQTqS1EY1spNGECt9ajqF539EJOuAs4JwGQV/ZhWhDYjrYOR/z2dIUaa8JWRqTJSdNon7pVSVOuSJgylSXWP52ACvtA8IFbGbPwOIWIF3A1sEw4LuArZphIHABW2PDawhdwFbkMBC5gK3f4SmNXcBW+zAwcYHmbAwTtt9JXXOW7jCX6W7O3h1GXC3+LiJvTE0ObzG/SHt7HdxhghvMV7GIm0x4VS08vLOci/R3t9MgM746J7cR1juWrLtSsXl13bLeXczwH2j+D36V7JuXjGyrAABFuklEQVR4Xu3dCbxN5f7H8S5SaDClDGUOmbo3pHKlwVSJSG5XaECjBrkp1C2kkm6hMnYbEJVoJCENtxCKZiFNxso8Dz3//Vvnv9dZ6zlnn7PXtM/ea33er9d6JevZe5+zuvf57rWe5/k9RygAAFw4Qv8LAACSQYAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQACEyhlnjDOPs86aqDZs2Kk3MVnb5ia/81ZO2oYFAQIgVKwduRz3379Ab2LKr9PP77yVk7ZhQYAACBU9QBo3Hq/WrNmiNzPk1+nnd97KSduwIEAAhIoeIHL06zdHb2bIr9PP77yVk7ZhQYAACBVrR96oUfafv/pqk940304/v/NWTtqGBQECIFSsHfldd801/3zDDW/qTfPt9PM7b+WkbVgQIABCxdqRy9iHjIHE/33Rol8Sts1NfuetnLQNCwIEQKjoHfk998wz/71btxnqzz8Tt9Xld97KSduwIEAAhIreka9du9V2FzJ37pqEbXXW806OqCBAAIRKbh35oEHzzb/r2PEldfhw1m1Ibm2t9GBI9ogKAgRAqOTWkf/00zbbXcjMmd8mbGuV33krJ23DggABECqJOvL77ltg/n3btpPV/v2HEraNy++8lZO2YUGAAAiVRB35L79sV02aTDDPTZq0ImHbuPzOW+XWVmaBjRmzRPXoMVOdf/7zRm2uyy6bph5/fKHatm2v5dWZiQABECq5deRxDzzwvnlOOvS82or8zlvl1tb6d/px0UVT1MaNiQs9ZgICBECo5NaRx61bt0OdeWb2XUhebUV+561ya9u588tq4sRlxir4rVv3qp0796v5839QrVtPMtrJFONMRoAACJXcOnKroUM/yBEeidrmd97KSVtZ0CjtWrR4Vj+VUQgQAKGSX0cu+4M0bZrzLiQ3+Z23ctJ2z56DRjsZE8lkBAiAUEmmIx827KMCDZAVKzYa7a655jX9VEYhQACESjId+aZNu4xv//m1ze+8VbJtZRHjdde9brSbPXuVfjqjECAAkELDh39shMeNN76ln8o4BAgApMjYsUuM8GjX7kW1ZQvrQAAASRg3bqkRHjLzKtEWu5mGAAGAgMXD4+yzn1Gff75BP52xCBAACFD8sZVMHf7kE/uGVpmOAAGAgMTDQ1a/f/DBj/rpjEeAAEBArFN7Ex1S4iRTESAAIkMW8PXq9YaaPHmFfioQeljkdhAgAJAB7rxzjtFpyyOl+K6EcI8AARAZffrMMr/5Hzx4WD8NhwgQAJFBgPiLAAEQGQSIvwgQAJFBgPiLAAEQGQSIvwgQAJFBgPiLAAEQGQSIvwgQAJFBgPiLAAEQGQSIvwgQAJFBgPiLAAEQGQSIvwgQAJFBgPiLAAEQGQSIvwgQAJFBgPiLAAEQGQSIvwgQAJFBgPiLAAEQGQSIvwgQAJFBgPiLAAEQGQSIvwgQAJFBgPiLAAEQGQSIvwgQAJFBgPiLAAEQGQSIvwgQAJFBgPiLAAEQGb16PaNq1brLOA4ePKSfhkMECIDIuPLK/qpcufOM48CBg/ppOESAAIiMSy7pqIoUOdY4Dhw4oJ+GQwQIgMho27atOuKII4yDAPGOAAEQGQSIvwgQAJFBgPiLAAEQGQSIvwgQAJFBgPiLAAEQGQSIvwgQAJFBgPiLAAEQGQSIvwgQAJFBgPiLAAEQGQSIvwgQAJFBgPiLAAEQGQSIvwgQAJFBgPiLAAEQGQSIvwgQAJFBgPiLAAEQGQSIvwgQAJFBgPiLAAEQGQSIvwgQAJFBgPiLAAEQGa1btyZAfESAAIiEefPmqaJFi5oB8uijjxIiHhEgAEJt9erVqn379mZwWI9atWqpWbNm6S9BkggQAKG0Y8cO1b9/f9tdhxxlypRRhQsXtv3dRRddpFauXKm/BfJBgAAIlT///FP997//VSeddJItJKpXr65mzpxptPn2229VmzZtbOePPPJI1bdvX7Vt2zbtHZEIAQIgND7++GPVqFEjWzAce+yx6qGHHlL79+/Xm6u3335bnXrqqbb2J5xwgho/frw6fPiw3hwaAgRAxvvll19U165dbUFQqFAhdfXVV6sNGzbozW1kIH3EiBHq+OOPt73+9NNPV++//77eHBYECICMtWfPHvXAAw+o4sWL2zr/s88+W3366ad68zxt3rxZ9ezZM8f4SOfOndXatWv15lAECIAMNW3aNFW5cmVbZ1+pUiU1efJkvakjn3/+uWrevLntfY8++mh17733ql27dunNI40AAZBRPvvsM/X3v//d1sEXK1bM6OB3796tN3ftpZdeyhFQFStWVJMmTdKbRhYBAiAjbNq0yXjEJGMb1k79iiuuUD/++KPe3Bd79+5VgwcPViVKlLB95llnnaUWL16sN48cAgRAWpNBblk1ntsg9wcffKA3D0Rug/R/+ctfVI8ePdT69ev15pFBgABIW2+99Vau02wnTJhQINNsZZpw48aNbT+PTBMeNmxYrtOEw44AAZB2ZKGftfChHLKi/M477yzwhX6yUPHZZ5/NsVCxWrVqasaMGXrzUCNAAKSNLVu2qNtuu81YFW7tnNOx1IiUSrn77rvVUUcdZftZzz//fPXll1/qzUOJAAFQ4A4dOqTGjBmjypYta+uMa9eurWbPnq03TytSrLFDhw62n7tIkSLqxhtvVL///rvePFQIEAAF6r333lMNGjSwdcClSpVSjz/+eEaVW5dy8fXq1cvxe4wcOVIdPHhQbx4KBAiAAvHDDz+ojh072jpcWQV+/fXXq99++01vnhHkTuqpp54yKv5af686deqoOXPm6M0zHgECIKV27typBgwYkGPsoEWLFmrFihV684wkYzl9+vQxHmVZf8d27dqp77//Xm+esQgQACkhs5eef/55VaFCBVunWrVqVTV9+nS9eSh8/fXXqmXLlrbfV2aT/etf/1Lbt2/Xm2ccAgRA4BYuXKjOPPNMW0d6zDHHqKFDh6p9+/bpzUPn9ddfVzVq1LD9/uXKlVMTJ04skPUsfiFAAATm119/Vd26dTNWbcc7Tvlz9+7d1bp16/TmoSYLDR955BF13HHH2YLkb3/7m/roo4/05hmBAAHgO7mrGDJkiHGXYe0s5S5k0aJFevNI2bhxo7r22mtz1PT6xz/+oX766Se9eVojQAD46pVXXjHGNaydo4x7yPiHjIMETWZ3ydqRUaNGqVtuucWoYSUD9HLINNsqVaoY/4z/nZyXdjLddtasWWrVqlX6WwZi6dKlqlmzZrbrJFWF//3vf/taVThIBAgAXyxfvtzokK0dosy0GjhwoDHzKgiyvkLGV6QWVatWrXJUzXV7SEcuK8qlEu+HH34YaJ2rF198UZ1yyim2zz/55JONv093BAgAT2TNRu/evXPs5NepUyfjbsBvstZC1lTI2Ir+iCy/QzpmuQORf+rn8jokUC6//HKj1lUQg/6ys6Lceeg7K55zzjnGnUq6IkAAuCKrxGW1eMmSJW2dnqwqX7Bggd7cszVr1qi+ffuq8uXL5+jg44cs2LvqqquMOxJ5lCZ3RX/88Yf+VjayZkPWn8hU4oceesgo0V6/fv0c7x0/ZHW57EsiG1v5TcZArrzyStvnyViJjJnI2Em6IUAAOCZjDFKnytrRSR2rsWPHGncIfvrqq6+McQp9UZ4cMrYiK9enTp3qewcrdawkVGR8RB/TiR/y2ExKmPhNZmWdccYZts+S2VsyiyvIx2lOESAAkiYVcaUyrrVjk8q5t99+u9q6dave3BMZzL7ssstsU4DlkMdWcpcwd+7clK6hkL1Abr75ZmM/Ej1IGjVqpObPn6+/xBP53Z555hl14okn2j5L1pPIupJ0QIAAyJfswSGPj/Qy67Jnh+zd4ScZDxg0aFCOUicybiEzpQp6hpIM3MsAd8OGDXMEiYyT+L29rqxYl5XrsoLd+lkXXnihsdK9IBEgABKSb8Hjx4/P8a1bdgmU3QL9JtNoZZDb+lk1a9Y0vomnY2Ve+XmbN29u+3llwF1mb/ldgVfuyKSWlvWz5LGePGLLb5wnKAQIgFy9//77xr7j1g5L9iUfMWKE7525vJ/sNmh9XCVTcmVQ2+/PCoLMztLHSWTRZBCz0N59911jsoD1s6T675NPPul7aOWHAAFgs3btWtW5c2dbByVTdGXm0ebNm/XmnsnnNWnSxPZ5UuY901Zl7927V91///3GHUj895CB7yDWc0hQyELJ0qVL265b3bp1AxnUT4QAAWCQcQ55hq+PPcgjmiCmrApZpCfTYuOfJQPksmI9k33zzTc5xkfkMZPfs9OEzBS76aabcsxQk0CWBZZBI0AAGOTbq7UTqly5snrppZf0Zr6ZOXOm7du6rB/xe0C+oMhiQ9kPxHo927dvH9gEANmDXVbOWz9P7hqDLh1DgAAwVKpUyex8ZBBYHskEZcKECbaV6126dDFmX4WNjI1YV5c3bdo0kMeAcfrnBVVCJo4AAWA477zzjE5HBrKDJOFh/aYsj3dSuZ4j1aT6sHUWm9zpyaOnoFxyySXmZ+3atUs/7SsCBIDhggsuCDxAXnvtNdudh2woFQUyBde6oVTjxo3Vjh079Ga+uPTSSwkQAKkVdIDIgLl1zCMq4RG3fv16Vb16dfP3l8rFQTwmJEAApFyQASJTda2zreSxVRTJupCKFSua10HGfvxGgABIuaACRBYCWvdDl04zzGMe+ZHyI1J4Mn49nnjiCb2JJwQIgJQLKkBkhXm8Q5My6UE8tsk0UngxPhYk9cWkUKNfCBAAKRdEgEitqHh5ElkkGJZ1Hn6QPUviHb081vKrnhUBAiDl/A4QWddhLYyY6SvM/SaL/KzFEWXTKD8QIABSzu8AkZLs8Y5MalshJ7nrKFeunHndpYClVwQIgJTzM0C+//57s6aWVNXNtMKIqTR58mSzw5ddHr3uOEiAAEg5PwNEdhKMd2JSkh15a9mypXm9hg8frp92hAABkHJ+BYjsYV6oUCHjvWT1tddv1FGwevVqc8dBKXvipeMnQACknF8B0rVrV7MDk50EkZzevXub1+3RRx/VTyeNAAGQcn4EyJo1a8y9KWQP80zYTTBdyF7q8buQE0880XXpdwIEQMr5ESB9+/Y1O6+RI0fqp5GPXr16mddv3Lhx+umkECAAUs5rgMiOe+XLlzfe49hjjw288wqjlStXmgsvZe8QNwgQACnnNUDmzJljdlzdu3fXTyNJzZo1M6+jm5X7BAiAlPMaIN26dTM7rrlz5+qnkaSJEyea17F///766XwRIABSzkuAHDx40HhsJa+vUKFCpKvteiUbTcniS7mWUgrGKQIEQMp5CZCFCxeandb111+vn4ZDHTp0MK+nrOp3ggABkHJeAsRaWXbq1Kn6aTj05JNPmtdzzJgx+uk8ESAAUq5ly7aqcOGjVZEixfRT+WrVqpUZPhs2bNBPw6HvvvvODIFOnTrpp/NEgABIuY4db1dly/5dnXBCc/1UnmS8I/7Mvk6dOvppuFSpUiXjmsruhU4QIABSrkePp9Wpp96hatXqq5/Kk+zzHe+wmL7rH7nziF9XJ3d1BAiAlLvxxrfUGWeMU40aOVsB/c4775gd1tChQ/XTcGngwIHmdV2wYIF+OiECBEDKuQ2QUaNGmR3Wyy+/rJ+GS5MmTTKvq5OBdAIEQMq5DZBbbrnF7LCWL1+un4ZLS5cuNa/rbbfdpp9OiAABkHJuA+Tyyy83O6wtW7bop+HSb7/9Zl7XLl266KcTIkAApJzbAGnTpo3ZYcmKdPhDNuKKX9e2bdvqpxMiQACknNsAOeecc4zOqlgx5+tHkLf4vvJSYDFZBAiAlHMbIA0aNDA6K9mKFf6SayrXtmHDhvqphAgQACnnNkBq1qxpdFaVK1fWT8EjuaZybeUaJ4sAAZBybgOEO5DgcAcCICO4DRDGQILDGAiAjOA2QJiFFQxmYQHIGG4DhHUgwWAdCICM4TZAbr75ZrPDWrFihX4aLllXot9666366YQIEAAp5zZARo4caXZYr7zyin4aLk2ZMsW8rk8//bR+OiECBEDKuQ2Q2bNnmx3Wgw8+qJ+GS/fee695Xd977z39dEIECICUcxsga9asMTusHj166KfhUufOnc3run79ev10QgQIgJRzGyCHDh1SxYsXNzqs+vXr66fhUpUqVYxrWrp0af1UnggQACnnNkDEBRdcYHRYsie6zB6CN6tXrzZDoEOHDvrpPBEgAFLOS4AMGTLE7LSmT5+un4ZD48aNM6/n6NGj9dN5IkAApJyXAPnwww/NTks2mII3V1xxhXk9v/76a/10nggQACnnJUBk1XR8HKRatWrqzz//1JsgSXv37lUlS5Y0rmWFChX00/kiQACknJcAEdYV6Z988ol+GkmaNm2aeR379Omjn84XAQIg5bwGyIwZM8yOS1anwx2pexW/jrIa3SkCBEDK9ekzywiQpk0n6KeSsm/fPlWqVCmj45Iy5BRWdE7WexQpUsS4hvXq1dNPJ4UAAZByCxasjXU+U9Xo0Yv1U0nr1auX2Xm9+OKL+mnkY+DAgeb1Gz58uH46KQQIgIy0bNkys/NysgkSlNq6das6/vjjjWt3zDHHuF5PQ4AAyFgtW7Y0O7BZs2bpp5HAAw88YF63fv366aeTRoAAyFjz5883O7DmzZvrp5GL7du3GyVL5JrJzo4bNmzQmySNAAGQ0Ro3bmx2YjI7C3mT/T7i18vN1F0rAgRARps3b57ZiVWtWtVYHIfcybhR4cKFjWsls9g2bdqkN3GEAAGQ8awLC+X5PnI6fPiwatKkiXmdxowZozdxjAABEBhZ6xE/zjprotqwYafexGRt69SPP/5oljeR5/rffPON3iTyRowYYXb2EiQSKF4RIAACYw0FOe6/f4HexOQlQMTgwYPNzkym9cpiQ2SRci9HHnmkcW1k8aA8yvIDAQIgMHqANG48Xq1Zs0VvZvAaILIavWnTpmaH5nWAOCz++OMPdcopp5jX5ZFHHtGbuEaAAAiMHiBy9Os3R29m8Bog4ocffjAXyMmGU1GflSU7OF500UVmJy9/9rN6MQECIDDWUJDCifE/f/VVztk/fgSIkLIm8U5NxkUWLVqkN4mMa6+91rwWJ598svr999/1Jp4QIAACYw2Fu+6aa/75hhve1Jv6FiBCNpqKd2xSbFG2bY2ae+65x7wGJUqUUJ9++qnexDMCBEBgrKEgYx8yBhL/90WLfknY1iuZYdS+fXuzc6tRo4ZRfTYqHn30UfN3L1q0qHrnnXf0Jr4gQAAERg+Fe+6ZZ/57t24zlPVxvN7Wqz179qgzzzzT7OCqV69ujJGEnfXOo1ChQmrKlCl6E98QIAACo4fC2rVbbXchc+euSdjWD1Jltm7dumYnJ9u2Ot33O1PIgPl1111nC4+nnnpKb+arVq1aESAAgpFbKAwaNN/8u44dX1KHD2fdhuTW1g8ycGytl1W2bFmjCGOYyFRd62wrWfMR5J2HlIsZMmSIWRZFjp07Ey8S9QMBAkRMbqHw00/bbHchM2d+m7CtX6Rza9GihdnZScc3bNgwX6e0FpSFCxfa1nnI/h5BjXmIl19+WVWpUsX8PDlktlvQCBAgYhKFwn33LTD/vm3byWr//kMJ2/pFvjV36dLF1vG1a9fO+PaeiWSigJQnia8wl0Om6gYx20p8/vnn6txzz7Vdv6OPPtrYk97v6cG5IUCAiEkUCr/8sl01aTLBPDdp0oqEbf32xBNP2DrdcuXKqcmTJ+vN0pqUIrEWRpRDHmEF0ZHLOJJsH2x9XCWHFLBcu3at3jwwBAgQMXmFwgMPvG+eO//85/Ns67ePP/5YVaxY0dYhyu6G6b5eRDaDkv08rJ251LZ6+OGHfX8cd+DAAfXYY4+pkiVL2q6T1BlbsGCB3jxwBAgQMXmFwrp1O9SZZ2bfheTVNgjy6EpWakvJk3jnKGsmevfubVT3TSeyh7mUqY/vJBg/5C7Er8KIVm+//baqVauW7bNk8sG4ceOM2V4FgQABIia/UBg69IMc4ZGo7bZte9XKlf4/ovnggw9ydJYSJPLYZuXKlXrzlJLFjwMHDjTre8UP2QxK9vPwoyS71Xfffafatm1r+yx53HfHHXcYIVaQCBAgYvILBdkfpGnTnHchun37DqrWrScZ52688a2EFX3d2r9/vxo+fLhR9sTaecrRrFkzNXHixMCnqcbJYP+0adOMjlwfd5BBa3mE5XUnQZ2Eg4SEdWxIDvkZJFTSAQECRExeoRA3bNhH+QbIjh37jQ2p4udlAP6RR/6ntm/3d8+P3bt3G2VAZGBdDxKZqtqhQwdjcZ7fnaqMvcjjIZklpt9tyCG1rPr166c2btyov9QTeRwlnyuPp6yfJ3dk8hgrnRAgQMTkFQpxmzbtsoVDorbLlq1XnTu/bGt33nnPqZde+irWEfr7KEeCZOzYsbb9RfRDpsx26tTJKB0iFYCXLl0au6PaoL+VjZyXMYupU6caj6ZkJpO+psJ61KtXz7gzkplQfpOBcBkQt36eDJjLwLkMoKcbAgSAJxIUEhgSHNYgkWBZvPhXvbkvvv32W9W/f39VuXLlHB18XofM8pJw0Gd75XeUL1/e2AxLAikIMvXWuoe8HPKoTMZ8gggqvxAgAHwhj67kEZZ1LYkcffvOUT//vF1v7ptVq1YZg9fSActAtt75uznkkZU8Ghs9enSge7lLrapBgwYZ4yjWz5fFgbJIMN0RIAB8JYPpMqhuDREZlB81arHavTv4xzAymC2Pgp5++ml12223qauvvjp2d3SeUTalQYMGxh2I/FP+XQ45L+1kHOW9997zfUwjkRdeeCHHnZD8bFKWJFMQIAAC8f77a1X79lNtQdKq1ST1+uvf2UrGR83ixYtzjOPIgPzgwYON2V6ZhAABEJgDBw6rZ5/9XP397/+1BYnsO7J8ed6D22Ej60d69OhhWyQpf77qqqvUr78GM1YUNAIEQOB+/323USbFWvFXjoED56uNG1OzlqOg7Nu3Tz344INGRV7rXYesWP/kk0/05hmFAAGQMl9/vVldc81rthA555xn1LhxS42FiWHz6quvqmrVqtmCQ2Z0Pffcc77XySoIBAiAlJs1a5VRMt4aJBdfPEXNmZPehROT9cUXXxgD99bgOOqoo4z1KalaPZ8KBAiAArF370E1duwSdfbZz9iCpGfP19W336bv2oe8SOn2G264IUe5k8suu0ytWZO9VXBYECAACtT69Ttj38zn2UKkYcOH1V13TVCbN2fGxlIHDx409jTR16HUr18/dFv1WhEgANKClEX55z9fNQKkZs1bVblyF6gTTzzVqIOVjmU84ubMmaPq1KljC44yZcoY61AKqsx6qhAgANLG4cN/qunTl6nTT++pjjuurtkh16xZU7355pt68wL1/fffq0suucQWHFI5Vyrzbtnib2XidEWAAEg727fvUnfdNcjYA8TaQbdq1SrQ0iLJ2LZtm1GFNx1/tlQjQACkLdk86uKLL06Lb/myUZTsQaKXlZe7ozfeeENvHgkECIC0984776jatWvbOu5UjjN8+OGH6q9//avt86XgopR1l42voooAAZAR8prpJEUQg/DTTz8ZG0pZP69QoULquuuu830HwkxEgADIKInWWnTs2NG3tRayedV9992nihUrZvsM2UpXNp9CFgIEQEZasWJFrqu9BwwY4Gm195QpU4ydDa3ve8oppxg7FsKOAAGQ0aTeVNWqVW0dvpt6U0uWLFHnnHOO7X1kz/X7779f7dmzR28ORYAACIG8Kt4uXLhQb24je6Jfc801xtiG9bVXXnml+vnnn/XmsCBAAITGunXrVPfu3XPsudGtW7cce27I7KmHH35YHXfccbbgOOOMM9T//vc/W1vkjgABEDqLFi3Kdde/IUOGGLv+vfbaa6pGjRq28yeeeKJ65plnjPUeSA4BAiC0ctt3vEiRIrZ/lxXld911l9q+fbv+cuSDAAEQart27VIDBw5URx99tC045Lj00kvVqlWr9JcgSQQIgEhYu3atbbxj9uzZehM4RIAAiIy2bduaAZLOJeIzBQECIDIIEH8RIAAigwDxFwECIDIIEH8RIAAigwDxFwECIDIIEH8RIAAigwDxFwECIDIIEH8RIAAigwDxFwECIDIIEH8RIAAigwDxFwECIDIIEH8RIAAigwDxFwECIDIIEH8RIAAigwDxFwECIDIIEH8RIAAigwDxFwECIDIIEH8RIAAigwDxFwECIDIIEH8RIAAigwDxFwECIDIIEH8RIAAigwDxFwECIDJujQVIo1h4yHGQAPGMAAEQGa/GAmRELDzkOEyAeEaAAIiM32MB8mssPOT4kwDxjAABEB2xAFGx8DAOAsQzAgRAdBAgviJAAEQHAeIrAgRAdBAgviJAAEQHAeIrAgRAdBAgviJAAEQHAeIrAgRAdBAgviJAAEQHAeIrAgRAdBAgviJAAEQHAeIrAgRAdBAgviJAAEQHAeIrAgRAdBAgviJAAEQHAeIrAgRAdBAgviJAAEQHAeIrAgRAdBAgviJAAEQHAeIrAgRAdBAgviJAAEQHAeIrAgRAdPTpkxUeVaroZ+ACAQIgOvbtU2raNKV++UU/AxcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAITb3r1KTZyoVMeOWes/SpRQqnjxrD936KDU+PFZbeAYAQIgvF57TamKFbNXnyc6pI20hSMECIBwGj1aqb/8JSsgjjxSqTvuUGrJEqV27FBq506lli1Tql8/pYoWzWpTqFDWa5A0AgRA+MyblxUIEgwlSyq1eLHeItvSpUqVKpUdIvPn6y2QAAECIFwOH1aqRo3sx1MzZ+otcnrjjez2NWtmvQfyRYAACJdXX80Og2bN9LOJNW+e/Tp5D+SLAAEQLtdemx0EMsMqWdI2/rqePfWzyAUBAiBcTjstOwi++EI/m5i0jb+ubl39LHJBgABJGDp0qCpbtqzq2rWr2r9/v34a6aR06ewg2LZNP5vY1q3ZrytTRj+LXBAgQB4+++wz1bx581ifcoR51KxZU70hg65IT0WKZAfBoUP62cQOHsx+nbwH8kWAALnYvHmz6tmzpypcuLAtPKxHy5Yt1TfffKO/FAWNO5CUIUAAiwMHDqgRI0ao448/3hYWp59+upoyZYq65JJLbH9fJPZNtU+fPmrLli36W6GgMAaSMgQI8P/eeustdeqpp9oC4oQTTlDjx49Xhy3rAubMmaPq1Klja1cm9o31qaeeUoecPDJBMPyYhXXddfpZ5IIAQeR9++23qnXr1rZAOPLII1Xfvn3VtgSPQA4ePKhGjhypSpUqZXtdvXr11HxWMhcs1oGkDAGCyNq6dau67bbbjLCwhsBFF12kVq5cqTfP1e+//65uvPFG41GW9T06dOig1qxZozdHKshdoHUlejJFEt98M7s9K9GTRoAgcuQx05gxY4xpudZOv3bt2mr27Nl686R88cUX6vzzz7e931FHHaXuvvtutUOK9yG15s6118L69FO9RTYpqhgfeJfXSB0tJIUAQaQsWLBANWjQwNbRl4x1MI8//rgxgO7VjBkzVLVq1WzvX758efXss8+qP//8U28Ot/73PxW79VPqk0/0M9lGjcquxisVd6UarxROlEq8u3bJHG17NV5pK69B0ggQRMIPP/ygOnXqZOvYZYru9ddfr3777Te9uSey0HDYsGHq2GOPtX1e48aNY/1dHh0e8vfzz0r985/2x015SXY/kAoVkiu6CBsCBKG2M/Ztc+DAgcbjJGtn3qJFC7VixQq9ua/Wr1+vevToEfti+xfbZ1911VXql19+0ZsjL3v2KPXAA1k7CVo7/muu0VvmJLsNTpiQtftg5cpZ71GsWNaf27dXaty4rPeHYwQIQkkeFz3//POxL5YVbJ131apV1SuvvKI3D9TixYvVWWedZfs5SpQooQYPHhzr29hKNV/Tpil1yin24KhUSanJk/WWSDECBKGzaNEideaZZ9o67GOOOcaoZ7Vv3z69ecpMmjRJVaxY0fZzValSRb300kt6UwgZ3P773+3BIXcO992n1O7demsUAAIEobFu3TrVrVs32yMj+bP8nZxLB7t27VKDBg1SRx99tC1IpN7W559/rjePpk2bshbyxWdRxY8uXZT68Ue9NQoQAYKMJ3cVcnchdxnWTlnuQhYuXKg3Twtr165VnTt3tv28Mqjfq1cvow5XJMksuEcfVer44+3B8de/KvXBB3prpAECBBlt+vTpxriGtSOWcQ8Z/8iEabPvv/++UWfL+vNLHa7HHnvMl2nFGUMW8smMKmtwnHBC1uA3i/rSFgGCjCQzqGQmlbXjlZlWMuNKZl5lElnYKPW2pO6W9feRulxvv/223jxcpJpxq1b24JB1GXfe6aySLgoEAYKMIms2ZO2GXma9Y8eOxlqPTCalVe64444cpVXatGmjvvvuO715ZpPqxbfeqmK/rD08Lr5YqSTLyKDgESDICPI4R1aLy6pxa+cqq8rfe+89vXlGk7Bo27at7feUULn99tuNkMloUqfq6aez9tuwBkft2kq9847eGmmOAEHak/pUUqfK2qFKHSupZxXm8umzZs1StWrVyvF7jx07NjN/bwn6+vXtwVGqlFJPPJG1GyAyDgGCtCUVcaUyrv5NXCroZvw38STJndd//vOfXO+8pK5XJjgoVYk7drQHR+HCSt1wg5Qz1psjgxAgSDuyB4fsxaGPBcieHbJ3RxTJ2E/v3r1zjP1Ifa90HfvZvXOnen3AADXrqKPs4XHeeTILQm+ODESAIG3Irn+JZiPJboFB27Rpk/Gt/umnnzbucq6++upYX3eeMdtLvvHLqnH5p/y7HHJe2slOhDIOs3HjRv0tfbd8+XJ17rnn2q6PLEqU2WeySDEdyPTp5557zqhCfG7s5xseO76S4KhaVeZd682RwQgQpIUPPvgg1/UQsj95UOshVq1aZYyjXH755Tl2FnR7yM8sm0mNHj1afSNTVAMi9bwk0KyfLWVSXnjhBb1pSsnCzSZNmpg/U9nYcf0xx6hvhg6VFZ96c2Q4AgQF6scff1RXXHGFrSOUxzQ9e/YMZEW2PALr37+/qly5co7OP69DOmfpsPVaVvkd8i28T58+aqnsQ+EzKcQ4ZMgQozCj9TObNm1q1ANLpV9//TXXMjLdu3dXm9OkjAz8R4CgQMjjlnvvvTfXmlCfyUY/Ptq9e7cxc0k6Vr2Djx8nn3yyMZ5wzz33qBdffNHo8Dds2KC/lY2cX7ZsmZo6darxCEnuZPS7Aush+6UPHz7c9/1H8uq8g64Blk4hhtQjQJBykydPVpUqVbJ1OHJHME3KdvtIguPRRx9V5cqVy9GZFy9e3HjUJOMXfi/SW716tRo3bpzq0qWL8UhL/2zpbPv16+f7mIn++EiOIKsQp+tjNKQOAYKU+fTTT9XZZ5+dozN94IEH1B4fN/SRHQHlm74+GC9Hs2bN1MSJE1NW7kS+oUswysJAfQaV3H3deuutxuC9X6wD2NbPknphUjfMD5kwkI/UIEAQOHnUIzOWChUqZOt0unbt6vvOfDIYry++K1q0qFHlVtaVFCTZoVA6Wf2uRAbwZTBfZqH5RQJywIABOXZilFllbndiTDSVWB7dpetUYgSLAEFg5E7goYceyrE3eKNGjdTHH3+sN/fkjz/+UNdee61tHECCQzo8GahPJ7IIUu66Spcubbsu8vhJxlT8tGbNGqNOmPVzJABuuOEG9XuSi/jCsJgRwSBAEIiZM2eq6tWr2zqck046ST377LO+l1mXMNJnR7Vs2dIYi0hn27dvNx5hWb/RFylSRD388MO+XyNZp1K/fn3bNZI7nyeeeEIdzKOMSOjKqcBXBAh89eWXX6oLLrjA1uHIYxSZOrtjxw69uWfSAVpXrMuAuQzSZxK569AHv6WES7J3CMmSDl8WSZYpU8b2WVJn7B2tkGGoCzrCNwQIfCGd3U033WR8g7Z2Ou3btw/kTkAGp2WWk/Wz2rVrZzzKykQy/iGLJq1hKFOLZeKB37Zs2WLc+eilYi6++GK1ZMmS6JSUh2cECDyTdQB6cNStW1fNmzdPb+oLGSC2biYlj4CGDRvm+2OfgiBTcU855RTzd5NpuPrdgV9kpXyrVq1s/930IxKbWsE1AgSeWQdXZWD4ySefzPO5uhdyp9O4cWPz8+R5/Pz58/VmGU3uoqxViOVuYMqUKXoz37z55puqZs2atuCQ/6aR21YXjhEg8Cze+cispyAfIck0UrmziXdysvf5119/rTcLBRmvuO6668zfVaZAy6LHoEhQyPWMf14QZWQQPgQIPDvzzDONTkem6wZFFhrGP0cOmeEVhbUHUlrFGiJB3onEJz/IVGggGQQIPAs6QGSAWQbj4x1pjRo1jEV5USHlWOK/u9zlBTUmQoDAKQIEngUdILfccovZgUp5kiBmdaU7652IlH8JYnYWAQKnCBB4FmSASGXceMcpBRCjXOFVVtrHr4VM8fV7nQgBAqcIEHgWVIDIGEe8bpR0ajNmzNCbRIoMrFtnZ8mf/Zy6TIDAKQIEngURIDIN2Lp/h2zKhKwpvtZ1Io888ojexDUCBE4RIPAsiAAZPHiw2Uk2bNgwkP0sMtUnn3xirhSXBZx+FWAkQOAUAQLP/A4QqZ4r4x3ynsWKFQt0b/FMJWVP4gErdbT8KAVPgMApAgSe+R0gsr9EvHOUsufISQLDWoBR9hPxigCBUwQIPPMzQKR+VrxTlF30pGgiciePruKl4KU0u9edDQkQOEWAwDM/A8Ra5yrqs66SIVV149fL60QDAgROESDwzK8AkaKI8c6wefPm+mnkQjaliu9sKONFsn2wWwQInCJA4JlfASK7CMYDRHbCQ3JknCh+3fr166efThoBAqcIEHjmR4DI8/x4JyjTdpE82SEwvuBS9g+RqsVuECBwigCBZ34ESK9evcwAkfIlcGbgwIHm9Rs+fLh+OikECJwiQOCZ1wCRRYIyi0jeQ4olBrUZVZhJdeL4rpD16tXTTyeFAIFTBAg88xogMtsq/u355ptv1k8jSW3btjWv49KlS/XT+SJA4BQBAs+8Boh14aCU6YA706ZNM6+jmym9BAicIkDgmZcA2b9/v1m2pFq1ar5Wl40aWXQZ359etqd1igCBUwQIPPMSIB9++KH5rVk2joI3V1xxhXk9ne4XT4DAKQIEnnkJkCFDhpgd3vTp0/XTcGjcuHHm9Rw9erR+Ok8ECJwiQOCZlwCxdlpu1y8gm2z3Gw+QDh066KfzRIDAKQIEnrkNENlhLz7+Ub9+ff00XKpSpYpxTaXEiRMECJwiQOCZ2wBZs2aN+W25R48e+mm41LlzZ/O6yvqQZBEgcIoAgWduA2T27NlmR/fggw/qp+HSvffea17X9957Tz+dEAECpwgQeOY2QEaOHGl2dK+88op+Gi5NmTLFvK5PP/20fjohAgROESDwzG2AyKrzeEe3YsUK/TRcklXo8esq+4UkiwCBUwQIPHMbINYV6Fu2bNFPwyWZzRa/rl26dNFPJ0SAwCkCBJ65DZA2bdqYHR0FFP0jq/vj11XqYyWLAIFTBAg8cxsg55xzjvE62UkP/jrqqKOMa9usWTP9VEIECJwiQOCZ2wBp0KCB8Top4Q5/yTWVa+tkcy4CBE4RIPDMbYDUrFnTeF3lypX1U/BIrqlcW7nGySJA4BQBAs/cBgh3IMHhDgSpQIDAM7cBwhhIcBgDQSoQIPDMbYAwCysYzMJCqhAg8MxtgLAOJBisA0GqECDwzG2AyAZS8Y5u+fLl+mm4ZF2Jftttt+mnEyJA4BQBAs/cBsioUaPMju7ll1/WT8OlSZMmmdd1zJgx+umECBA4RYDAM7cB8s4775gd3dChQ/XTcGngwIHmdV2wYIF+OiECBE4RIPDMbYD88MMPZkfXvXt3/TRc6tSpk3ldN2zYoJ9OiACBUwQIPHMbIIcPH1YlSpQwXlunTh39NFyqVKmScU3Lli2rn8oTAQKnCBB45jZARKtWrcxOy8m3ZeTuu+++M+8+5E7ECQIEThEg8MxLgAwbNszs8KZOnaqfhkNPPvmkeT2dDKALAgROESDwzEuALFy40Ozwrr/+ev00HOrQoYN5Pb///nv9dJ4IEDhFgMAzLwEiK9DldfL6ChUqGOMicGfHjh3mmFKVKlX00/kiQOAUAQLPvASI6Natm/mtee7cufppJGnixInmdezfv79+Ol8ECJwiQOCZ1wCZM2eO2fExndc9KZwYv47ffvutfjpfBAicIkDgmdcAOXTokCpfvrz5Hrt27dKbIB8rV640On65hk2bNtVPJ4UAgVMECDzzGiCib9++5rfnkSNH6qeRj169epnXb9y4cfrppBAgcIoAgWd+BMiaNWtUkSJFjPc5+eST1YEDB/QmSODHH39URYsWNa7diSeeqHbv3q03SQoBAqcIEHjmR4CIrl27mt+in3nmGf00Eujdu7d53R599FH9dNIIEDhFgMAzvwLkq6++UoUKFTLeq0aNGsbGSMjb6tWrzbsP2cbWy/gRAQKnCBB45leAiMsuu8z8Nv3QQw/pp6Fp2bKleb2GDx+un3aEAIFTBAg88zNAZPV0fD9vWRT3008/6U3w/yZPnmyGR+3atT3fsREgcCr1AbJ3r6x4UqpjR6VktWysk1DFi2f9uUMHpcaPz2qDjOFngIhBgwaZHWNH+d8Jcvjjjz9UuXLlzA7//fff15s4RoDAqdQGyGuvKVWxYuxTj8j7kDbSFhnB7wDZs2ePUYojHiLPP/+83iTS/vzzT9WuXTvz+lx77bV6E1cIEDiVugAZPVop+R+mBMSRRyp1xx1KLVkiBXyU2rlTqWXLlOrXT6miRbPaFCqU9RqkPb8DRMyaNctcGHfMMce4WlkdVtYKxhVjX7bkbsQPBAicSk2AzJuXFQgSDCVLKrV4sd4i29KlSpUqlR0i8+frLZBmgggQceedd5odZf369dVeHm3G/u8wXxUuXNi4JkfGvoh9/PHHehPXCBA4FXyASHXVGjWyH0/NnKm3yOmNN7Lb16yZ9R5IW0EFiCwmjL+3HF26dIl0td6vv/7a2GUwfj2eeOIJvYknBAicCj5AXn01OwyaNdPPJta8efbr5D2QtoIKELF27drYDWkps9O85ZZb9CaRIPvHy+Mqa5j6jQCBU8EHiAzwxYNAZlglS9rGX9ezp34WaSTIABEffvihKlasmNl5Dh06VG8SauvXr1fVq1c3f/8WLVoE8jiPAIFTwQfIaadlB8EXX+hnE5O28dfVraufRRoJOkDEa6+9Zj77j1KIrFq1yliVH/+9GzdubGwcFQQCBE4FHyClS2cHwbZt+tnEtm7Nfl2ZMvpZpJFUBIiYMGGC2ZHKIY+zwjwmsmjRIqM8Sfz3rRv7IvX777/rzXxDgMCp4AOkSJHsIDh0SD+b2MGD2a+T90Bakg7tuOOOMzoeqWMlz+qDJCFivRORsQBZNxI2M2bMUMWLFzd/T9njY/PmzXoz32yNfWE75ZRTzM8DkhH8/1K4Awkl2ct81KhRsf+8pc1ORw4pQzJgwAC1U9b2BGTmzJm2MZEGDRqEZp3Ivn37VJ8+fWzXtH379q5LtOdHNvOS/UOsdzrcgSBZwQcIYyCh8+6776o6derYOrn4or/4UaFCBWMFuayaDoIMrFtnZ8liw0xfsf7NN9+ohg0b2q6jPKaTTj4IUv5E/zxZW3LjjTfqTYFcBR8gfszCuu46/Ww2GVD85z+Vuvpq2ZVIPwsfyYCutYSGHLIJlHRyMlNIBralI7eel/GRhQsX6m/lC5ni26RJE9vnSe2sTCvAKDOq7r//fttdlTwWfPHFF/WmvpDr1rlzZ9t1k8eCsqthkI/JED7BB0jQ60AmTcpud9RRSg0YkFUaBb7Zvn27+te//mXuOxE/LrzwQmNxm9W6detU9+7dbXck8udu3bqpX3/91dbWD7LYUFasWz9PqvhKKfhM2NVQxjqqVq1qu64SukGMJcleIVKo8uijj7Z93rnnnqs+//xzvTmQr+ADRG6/rSvRkymS+Oab2e3zW4kunZL1/eWoUEEpeZwR0OOTqJAZTrIzoGyTau1wZFrp66+/rje3kRlE1lXkcsjdyZAhQ4zn/H6T2lnWAoxy1Iz9b0d+/nQMEvl5m8e+JFl/XrkDGTx4sDG+5LdJsS9a1oWIcsj1eumll/SmQNKCDxAxd669Ftann+otsklRxfjAu7xG6mjlRzokWRcQ66CM18WPJk2UCujxSdh99NFH6owzzrB1OPJY5ZFHHkl63wkZ/5BxCRkPsb6PfON+5ZVX9OaeyWws+YYd308kfsge6yNHjgxsIDpZEgzyWEofd5Dj8ssvN/Y299vixYvVWWedZfssuUOToApiMSKiJTUBIkaNyq7GKxV3pRqvFE6Ux02yDednn9mr8UpbeY0T69Yp1b179ufE36dbt6w7FeRLxg+uvPJKW4cj03OlZPjGjRv15kmRGVkDBw7M0bHLiurly5frzT2TsRrZ2VAf2Jc7oB49esS+z8xN6foRKXh4880322Y6xY9GjRoZBRL9JmNS8rvq1+Cqq65Sv/zyi94ccCV1ASKS3Q9EHkElU3QxkUWLlGra1P6ecncyZAibVSUg395lINe69kCOc845J5bzS/Xmrshz/U6dOtneXwZve/furX777Te9uWeyx3rXrl2NgX6945a7ouuvv15NnTrVdTAmImtjpk+fbkwu0Mc34kerVq1iN9dJ3F07JI8HH3zwQWNRp/XzZAX7J598ojcHPEltgAjpwCdMyNp9sHLlrN0IixXL+nP79kqNGye9mf4q52T844UXssLoCEuQyM6HATw+yWTyWMW6iEwOeewzZcoUvakvFixYYKzdsH5eyZIl1eOPPx7IeMWaNWtU3759Vfny5XN05PFDpiXLt3PZa0Mer8mdUX77bGzZskWtWLHCCAsZtJdv/FJ2Xn/v+CHTjnv27Bm72f5MfytfyIB8tWrVbJ8pv/Nzzz0X2HRqRFvqAyTV5BHZwIFZM7SOsARJixZKBfD4JJPInUWzZs1sHY4M5P773/8OfLxA1jaMHTvWVp5cjlq1aqnZs2frzX0hnzlnzhxjRpg+3Ti/QwJVBp3ln/q5vA65njK+IZ17EJMHxBdffKHOP/982+fK48J77rknsLpZgAh/gMTJtMhOnewhUriwUr17KxXA45N0Jo9sZExDxjasnc4//vGPlK+hkBIat99+u7GAzfqzXHTRRWrlypV6c9/IgLasT5E7DnmcJAPLeufv5pDAkM5cBqllsWOyEw7ckEdlsuhPf0Qn4z9y1wUELToBErdggVINGtiDRGaG/ec/sqhAbx0q0pkNHz7crF0VP/72t78Zs64KkpQiad26te3nklCRR0/bnJTA8UDGaOTuR0q0yPiFjJ/IQL8c9erVM+5A5J/xv5Pz0k5meMm0XBm8TwUJP/lM60p8OeRnC2JAHkgkswJEnsnL+InXb3WyNmXsWKXKlrUHSa1aMkFfbx0Kb7zxhq0suBzlypVTEydOTOmMpPy89dZb6tRTT7X9nDJ7afz48Wn1cxYUeQSnl5EpU6aMeuqppwIreQIkkjkB8uGH2R29LC6UbW+9koKNt9+uYl917UFy0UVKffed3jojyUrxli1b2jocWVEuK8tlhXk6koH0ESNGqOOPP972c59++ulG/aYo+v7779Ull1xiux7y6EoKL8pgPlAQMidAYv8HUiVK2Dv6WMeovvlGb+mcVHJt08b23itjofJ+375qV4oen/hNOhXpXPTn49IJSWeUCaQuk8xaspZvl0PqOEk9pyiQkO/Xr1+OMjLypUCKLwIFKXMCREjHF+sAbSEie4XEOkrlx7ewt99W6tRT1d7Y+74aO66NHadl2OMTeYwhjzPksYa1w5HHHvL4IxPJtFe97IfUc7r33nuN+k5hJP97k8eL8pjR+ntLeRZ5HAmkg8wKkDjpCGMdoi1IZM+QWMfpaNOq3Bw4oDaOGKEePv541cTyf9xMeHwiA6gykGrtcGSgVQZcg6ivlGpSt6ly5cq2369SpUpGnacwkdlbMrHB+nvKxAeZABHkrC7AqcwMECEdYqxjjPWQ9iCJdaDKh5ko2zdvVrf06pURj09Wr16tOnToYPs55dGVTPEMcgvUgiD1m2SKrD7tVuo9fZpXjbUMIFOoZSq19feKl5HZtGmT3hwocJkbIHHSQcoGONatc+W47DJf9geRMtfp+vhEFondfffdOWpMyToEWVwWZlLPSabRWn9vqft09dVXG3WgMoks2pTFm9b9QOSQRZ7LpLgokKYyP0DipMOMdZy2EJHV5/fck7XplEe5PT6R8tgF8fhEylI8++yzOUpzSBkLWfEcJVKoUOo8Wa+D1IGSBYKZ8LhHysXoq9ulrExQm0kBfgpPgMRJBxrrSG1BEutoYz2u5/1B8np8ImWzU0EK4mVyhxmEeKCedNJJtuuSzoG6ZMkSo1Cl9eeVQpZS0FIKWwKZIHwBIqTmUKxDjfWs9iCJdbzKh4qkiR6fSDG9oB6fFMRnZpq8Hul9+eWXevMCIWVkrrnmmhxlZKSE/s8//6w3B9JaOAMkTjrWWAdr2x9Ejquukh5Zb+1YKh6fpMNdT6ZJNKngpptuKrBJBfK/h4cffjhHGRnZtKugy8gAboU7QOKko411uLYQkUWJsY7Z6/4gQY5HyLiLvk1rQY27ZCLZbyO3ac1S6yqV05pl+1+9jIxsEyzb7WbK+iIgN9EIkDjpeLUNrX6PddA/+LAvtJ+PT9J55lemyWth5bvvvqs395WUkbnwwgttnysryu+66660LSMDOBGtABHSAQ8apGI9shEg82PHnbGj27nnGh23V4kenySzJkNKd/TKkLUnmUY2h5LKuXppl3bt2vle2iXRZ1166aUpq9gLpEL0AiQu1iFvjHXMo2L/x279//8Hl45bOnDpyL1K9Pgkt1XhUjzwscceo3hgCiS6K/CjuKT8d33yySdV6dKlbe9/2mmnBX63AxSE6AbI/1sZ66BbNWxo+z+8bK8qHbrX7VXzenwSr0v19ttvU768APg9LiFfGOrWrWt7PwmSVI+3AKkU+QAR0tGPGzfO6LitHYB07NLBe5WoMq5eKC++gZLs0ofgycyoRx55JMfMKCcbbMkjy/bt29teH5/xld+e6kCmI0AspOO+4447cmyv2qZNG/WdD/uDyOOT8847z/be8aNt27a+fAacc7PFr0ya6N+/f44y6xdccIHjSRNApiJAciEduXTo1o5BQkX27nZ7dyB3OWPHjlVly5a1va98+5XtUFHwli5datSfsv73kdXhUqdK6lUJmbb93//+N8eq9+rVq6uZM2dq7wiEGwGSB+nYa9WqZesoJAAkCJxsHyrPxxs0aGB7HxlnkUCShYJIL1KHKrf6VFJmpFGjRra/l4WjDz30kG8LR4FMQoDkQwbS//Of/xgdvrXjaNiwoVqwYIHePIfWrVvbXiczvXr37q1+++03vSnSSKIKufFDHndJ5d8NGzboLwUigwBJknT40vHrazQuv/zyPNdoyDfUeNsWLVqo5cuX602QxnLbo+Pss8/O+L1HAD8QIA5JAJx77rm2DkVWiQ8cODDXVeK1a9c22kiQIHNNnjzZ+G95j2wPAMBAgLj08ssv51qn6oUXXrC1++tf/2qck7UgABAmBIgHMgA+ZMiQHJVymzZtqhYtWmS0IUAAhBUB4oNff/1VdevWzdifIx4i8ufu3bub5UwIEABhQ4D4aOHChapJkya2u5H44jQpawEAYUKA+EwWmj333HM59geRFcsAECYESEB27typBgwYYD7Wkum/ABAmBEjApJS3BIgsRASAMCFAAsYsLABhRYAEjAABEFYESMAIEABhRYAEjAABEFYESMAIEABhRYAEjAABEFYESMAIEABhRYAEjAABEFYESMAIEABhRYAEjAABEFYESMAIEABhRYAEjAABEFYESMAIEABhRYAEjAABEFYESMAIEABhRYAErHEsQI6MBchJBAiAkCFAAjYoFiDdYgFyIwECIGQIkIB9FAuQt2MBMpcAARAyBEjQYgGiYgGiCBAAIUOABI0AARBSBEjQCBAAIUWABI0AARBSBEjQCBAAIUWABI0AARBSBEjQCBAAIUWABI0AARBSBEjQCBAAIUWABI0AARBSBEjQCBAAIUWABI0AARBSBEjQCBAAIUWABI0AARBSBEjQCBAAIUWABI0AARBSBEjQCBAAIUWABI0AARBSBEjQCBAAIUWABI0AARBSBEjQCBAAIUWABK1Jk6wAOekk/QwAZDQCJGiTJilVtapSw4frZwAgoxEgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoD4be9epSZOVKpjR6WqVFGqRAmlihfP+nOHDkqNH5/VJi+ybiR+5MdJWwDwEb2On157TamKFe2dem6HtJG2iTgJBSdtAcBH9Dp+GT1aqb/8JasjP/JIpe64Q6klS5TasUOpnTuVWrZMqX79lCpaNKtNoUJZr8mNk1Bw0hYAfESv44d587ICQTrxkiWVWrxYb5Ft6VKlSpXKDpH58/UWzkLBSVsA8BG9jleHDytVo0Z2Jz5zpt4ipzfeyG5fs2bWe1g5CQUnbQHAR/Q6Xr36anYH3qyZfjax5s2zXyfvYeUkFJy0BQAf0et4de212R24zLBKlrSNv65nT/s5J6HgpC0A+Ihex6vTTsvuwL/4Qj+bmLSNv65uXfs5J6HgpC0A+Ihex6vSpbM78G3b9LOJbd2a/Tp9sylrKDg5ACCF6HW8KlIkuwM/dEg/m9jBg9mvk/ew0oMh2QMAUohex6ug70Dy46QtAPiIXscrxkAARBS9jld+zMK67jr7OSeh4KQtAPiIXscr1oEAiCh6Ha9k4Ny6Ej2vIolxb76Z3Z6V6AAyFL2OH+bOtdfC+vRTvUU2KaoYH3iX10gdLZ2TUHDSFgB8RK/jl1GjsqvxSsVdqcYrhROlEu+uXUp99pm9Gq+0ldfkxkkoOGkLAD6i1/FTsvuBVKiQd9FFJ6HgpC0A+Ihex2+y2+CECVm7D1aunLUbYbFiWX9u316pceOU2rNHf5Wdk1Bw0hYAfESvAwBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFf+D4y45RZ8cCZaAAAAAElFTkSuQmCC)
PN: 4H57-1-62
CAS: 887350-55-2
Molecule Weight: 230.223
Formula: C12H10N2O3
PN: 4H56-3-X3
CAS: 175135-64-5
Molecule Weight: 204.204
Formula: C11H9FN2O
PN: 4H30-1-40
CAS: 86556-09-4
Molecule Weight: 186.214
Formula: C11H10N2O
Melting Point: 71-72 ℃
Hazard Statement: H302-H315-H319-H335-H317
TSCA: Not listed on TSCA inventory
