| Product Number | 2701-1-18 |
| Synonyms | 4-(p-Tolyl)phenol |
| CAS | 26191-64-0 |
| MDL Number | MFCD00218802 |
| Molecular Formula | C13H12O |
| Molecular Weight | 184.238 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2604-1-09
CAS: 4084-45-1
Molecule Weight: 262.308
Formula: C18H14O2
![4'-Hydroxy[1,1'-biphenyl]-4-carboxaldehyde](data:image/png;base64,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)
PN: 2615-1-46
CAS: 100980-82-3
Molecule Weight: 198.221
Formula: C13H10O2
![4'-Hydroxy-[1,1-biphenyl]-4-carbonitrile](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABpiAAAaYgEqjVT2AAACJXpUWHRtb2xTb3VyY2UAAHiclZRta9swEID/itDnRa9+SUKcEloGg3aDtYV9G4qtpIZYKrKbl3+/kx23dtLazHG48+mek3Sn0+LmWOzQXrsytybBnDCMtEltlpttgp+fvk+m+Ga5SMEJHE2Z4Jeqep1TejgcSPqiC3W0hqS2wM34/FjmPZ+DJNZtqWCM0z8P9481M8lNWSmTaqDKfF7WxnubqqpexRdT0EK5fW5o404Lt2+i/RXMv4wcywx/7OUWxlaAok2+02hjXaEqtBeMwMu+oa022qlKZ2h9ArMkAex9uXi4s+lboU0Fqo+Qp2r3WLm3FAyF3en0DYKB8uMuwQUHQFW2WDmnTshr3qw4UgIpiVSAVIhUhFSM1BSpGVKcwR/GOThw8ODgwkPI+U77SZ9OrzrBv9Dtl7+fkDLhCyWljNFZCBJFcdCKsxF2CU8r/tuzERidYLYJI3EMQxNBJPdSEjb1MiCR8DIkctb9bscjMpNexiT2oSczIgIvOczFu4bWgXMShrUCISAkJJi+Z3i5WFuTdVSUZwlec1yn/rfelOKcfYysy7SDPPkA3rULiD7ga/UOrD4DZB/wlR0Ggj7gz8EwEPYBf2qGgagP+DM2DMRXmx4BpldLmg6nddYH/IEfnoGzPlH3xwhyWey6n0aYi3o3/TfCXJS86dcRJrhKwCgSfrK0YDjN/KL07RVyZuQHQzvtQtvLC9Sri412bj0Kd/3yHyZ5xPpQt3kRAAA5u0lEQVR4Xu3dCZQV1YHG8agssiiCaHBBYUBGBJegQoJRGdG4gTIhoowDLmPcgKBOFB00LCLECYmKLBJMxEiMBNQRRIxs0QSjCAjGJSAhoiAiIKsIAt7xK/KKevdVU11b9+tX/985dWz73tpu9amP96ruvd8wAABE8A37FwAAlAcBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAsgXXxjz6KPGfP/7xjRpYkydOsbUrr3n5y5djPnlL/fU2ZdvfGPvEiRMXaBI8dcL/N//GXPUUfk3db9FdVS3LGFCIUxdoEjx14tse/hhY/bbb8+NvHp1Y2691Zg33jBm82ZjtmwxZsECY378Y2Nq1NhTZ//996zjJ0wohKkLFCn+epFdM2fuCQTdxA85xJjXX7dr7DV/vjH16+8NkVmz7BrhQiFMXaBI8deLbNq925jmzffexJ991q5RaMqUvfWPO27PNrzChEKYukCR4q8X2fT003tv4N/9rl1atrPO2ruetuEVJhTC1AWKFH+9yKZrr917A9cbVuWlurn1rrsuvyxMKISpCxQp/nqRTSecsPcG/tZbdmnZVDe3XqtW+WVhQiFMXaBI8deLbGrQYO8NfONGu7RsGzbsXe/QQ/PLvKEQZgGqKP56kU3Vqu29ge/aZZeWbefOvetpG152MJR3Aaoo/nqRTWl/AgkSpi5QpPjrRTbxDASIjb9eZFMSb2H913/ll4UJhTB1gSLFXy+yiX4gQGz89SKb9ODc2xN9X4Mk5kydurc+PdEBAgQZNmNG/lhY8+bZNfbSoIq5B+9aR+No2cKEQpi6QJHirxfZNmLE3tF4NeKuRuPVwIkaiXfrVmMWLswfjVd1tY6fMKEQpi5QpPjrBco7H8iRR+570MUwoRCmLlCk+OsFRLMNjhu3Z/bBY4/dMxthrVp7fr70UmPGjjVm2zZ7rXxhQiFMXaBI8dcLAIiEAAEAREKAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBCjLc8/tWQD4IkAAP7Nn7+3op58BFCBAAD+PP743QPQzgAIECOCHAAECESCAHwIECESAAH4IECAQAQL4IUCAQAQI4IcAAQIRIIAfAgQIRIAAfggQIBABAvghQIBABAjghwABAhEggB8CBAhEgAB+CBAgEAEC+CFAgEAECOCHAAECESCAHwIECESAAH4IECAQAQL4IUCAQAQI4IcAAQIRIIAfAgQIRIAAfggQIBABAvghQIBABAjghwABAhEggB8CBAhEgAB+CBAgEAEC+Pjs69BY9HV4aNHPAAoRIICPBV+Hxp1fh4cW/QygEAEC+Hj669Bo8nV4aNHPAAoRIICPx78OjW98HR5a9DOAQgQI4IMAAYIRIIAPAgQIRoAAPggQIBgBAvggQIBgBAjggwABghEggA8CBAhGgAA+CBAgGAEC+CBAgGAECOCDAAGCESCADwIECEaAAD4IECAYAQL4IECAYAQI4IMAAYIRIIAPAgQIRoAAPggQIBgBAvggQIBgBAjggwABghEggA8CBAhGgAA+CBAgGAECWN5++23TtGlTN0D0s34HIB8BAvzT+vXrTe/evU21atXc8Mgt+p3KVAfAHgQIMm/nzp1m5MiRpkGDBnmh8c1vftNZvL9THdXVOkDWESDItJkzZ5pWrVrlhUT9+vXNgw8+6ISEFv2s33nraB2tC2QZAYJMWrZsmbn00kvzQuGAAw4wN954o1m3bp1d3fmdylTHu462oW0BWUSAIFM2b95s+vXrZ2rUqJEXBP/2b/9mFi9ebFcvoDqq611X29I2tW0gSwgQZMJXX31lfv3rX5tGjRrl3fz1htXkyZPt6oG0jvdNLS3atvahfQFZQICg5M2dO9ecdtppeTf7unXrmiFDhpjt27fb1ctN62ob2pZ329qX9gmUOgIEJeujjz4y//Ef/5F3c99vv/1Mz549zapVq+zqkWlb2qa27d2X9q1jAEoVAYKSs23bNjNo0CBTu3btvBv6t7/9bfPaa6/Z1ROjbWsf3n3qGHQsOiag1BAgKClPPfWUOfbYY/Nu4kcddZT5zW9+Y1dNjfalfXqPQcekYwNKCQGCkrBw4UJz5pln5t20DzzwQNO/f3+zdetWu3rqtE/tW8fgPSYdo44VKAUECKq0NWvWmOuuu87sv//+eTfqH/zgB2b58uV29QqnY9CxeI9Nx6pj1rEDVRkBgirpyy+/ND/72c9MvXr18m7OJ598spkzZ45dvdLpmHRs3mPVsescdC5AVUSAoMqZOnWqOe644/Juxg0bNjSPPPKI2bVrl129aOjYdIw6Vu+x61x0TkBVQ4CgynjvvffM+eefn3fzrV69urnlllvMhg0b7OpFS8eqY9axe89F56ZzBKoKAgRF77PPPjN9+/YtuOFecMEF5m9/+5tdvcrQsesc7EDUueqcgWJHgKBo6SufMWPGFHzl06JFCzNt2jS7epWlc9E5ec9R56xzL+av5AACBEVp9uzZ5sQTT8y7qR5yyCHm5z//eUk+dNY56dx0jt5zVhuoLYBiRICgqOi11+9///t5N1ENof7DH/7QfPrpp3b1kqNz1Lnaw8arTYrhtWTAiwBBUdiyZYv5n//5H1OzZs28G+dZZ51l3nzzTbt6ydM569y9baG2URuprYBiQICgUmno88cff9wceeSReTfLJk2amIkTJ9rVM0dtoLbwto3aSm3GsPGobAQIKs1f/vIX065du7ybY506dczgwYPNF198YVdP3OrVq51paTXH+Y9+9CPTo0cP06FDB2fRlLW6ceu/ud+pvE+fPk79l156yXz88cf2JlOhtlCbqG28baW2UxsClYUAQYVbuXKlczO2hz//z//8z1SHP1cfC938u3TpYg4++OC8fUddDjroINOpUyfzi1/8wrz11lv2LhOltlEbefevNlRbqk2BikaAoMJoAqZ77723YAKm008/3bz66qt29URoCtpbb721YHTcoOWII45wPoHov3bZvpbDDjvM3HDDDamdj2jbajPvftWmats4E2QBYREgqBCTJk0q+C5fN+fHHnss8e/yN23aZEaMGGHatGlTcIPPLcccc4zp2rWrueuuu8yTTz5p5s+fHzjJlMoXLFhgfve73zkj7WqQRHtaW++iIUp0U9dXZUlTm6nt7IBTG6utgYpAgCBVixYtcp4feG9yepvozjvvNJs3b7arx7Jx40bnWUGDBg0KbuZ6fqDAUOe8pUuX2qvGotdrx40bZ7p37+67bw3p3rt3b/Phhx/aq8amNlRb2m+vqc3V9kCaCBCkYu3ateb6668v6M+g5w9///vf7eqxfP75586sf/Xr1y+4eetGOn78eKdORdBXSPoE0Llz54KhV2rUqOH08UjjOY/aVG3r3Z/aXtdA1wJIAwGCRKlHtR4o2z2qW7dubWbNmmVXj+2FF14o+BpJ/xrv1atXpXe803wfAwcOLPhUogfvw4cPNzt37rRXiU1trLb27k/XQtekFHvwo3IRIEiMbub/+q//mnfzOvTQQ82oUaMSH9NJzxUuv/zyvH3pqyK9ZltsbyTpa6af/vSnzgN27/FqmJI///nPdvXY1NZqc7W9d3+6NrpGQFIIEMS2ZMkSc9FFF+XdrKpVq+bczNMYVXbGjBkFN2N9ZbRixQq7alHRNLd33HFH3ldbmp3w7rvvTjxgRW2va6Br4W0rXStdMyAuAgSR6aH1bbfdVvBd/3nnnWfeffddu3psevNIbzV5n6vo9dzJkyfbVYva22+/XTB/u57VBL0FFpWuha6Jd3+6Zrp2uoZAVAQIItGcFfZ3+3ptdcqUKXbVRGj8J/tTTrdu3ZxXdqsqfc2kr91y53P44YenOh2vro09k6Ouoa4lEAUBgtDsZw/q1f2///u/ZseOHXbVRKxbt860bds271/PDz30kF2tSlq4cKFp3ry5e256ASDNT1S6RrpWdk98XVMgLAIEoZ199tnujeff//3fzSeffGJXSYzGm9J4VLn9qeNcmr28K4M+RamPSu4c9RWd+qukSddM1y63T11TICwCBKHpwWzuxvPXv/7VLk6M+ks0a9bM3Zde1122bJldrSTs3r3bGdDR+6lg6NChdrVE6drl9qVrCoRFgCA0740urQDRv8pPOukkdz8tW7Ysutdz03DfffflhUian0S8AaJrCoRFgCC0tANEHd46duzo7kMd47LUm1qhkTt3fZ2V1jMRAgRxESAILe0A6dmzp7t9vaabxhhSxc77SURvaqXxdhYBgrgIEISWZoCMHTvW3bbeFMrygIDedtYrvkn3EyFAEBcBgtDSChB1eKtdu7azXfXQnj59ul0lU/Rg3ft2lt6USrLHOgGCuAgQhJZGgGgUW+9D8379+tlVMkkvE3j7iWjYk6QQIIiLAEFoaQSIAiO3TXUaZOTYvdTZMNdjXZ/MkhqAkQBBXAQIQks6QDSwn+bK0PY01Hmp9vWIY/To0W6baxTfJIaCJ0AQFwGC0JIOkAsvvNDd3v33328Xw+wZSPKss85y20nzicRFgCAuAgShJRkgGuAvt60WLVqkNp5WKdAovrmRj/VJLe7MhgQI4iJAEFpSAaJ/VevrmNy2mOwo2O233+6213XXXWcXh0KAIC4CBKElFSDPP/+8u51zzz3XLoYPTUqlPiFqMz03itPJkgBBXAQIQksqQLzf6c+cOdMuRhmGDRvmtlvv3r3t4nIjQBAXAYLQkgiQuXPnuts47bTT7GLsg+ZYz03mVatWLWfI+ygIEMRFgCC0JALEO97VpEmT7GIEGDhwoNt+Q4YMsYvLhQBBXAQIQosbINu2bXPeItL6jRo1SnR4jqxYs2aN+0aW3l6LggBBXAQIQosbIBMnTnTXZz7u6Dp37uy2Y5RZGgkQxEWAILS4AXLJJZe467/++ut2McpJX/3l2vHGG2+0iwMRIIiLAEFocQJEX1/VrFnTWfe4446zixGCBqDMPUzXq73qVxMGAYK4CBCEFidAZs+e7a7L11fxde/e3W3PxYsX28X7RIAgLgIEocUJkAEDBrjrPvPMM3YxQho3bpzbng888IBdvE8ECOIiQBBanADRpEhaT8OSr1u3zi5GSMuXL3evRadOnezifSJAEBcBgtCiBoiGIM/Na6HJo5CMpk2bOm1ar169UM9BCBDERYAgtKgB8v7777vrXXXVVXYxIrrsssvcdl25cqVdXCYCBHERIAgtaoBMmzbNXe++++6zixHRPffc47ZrmDHFCBDERYAgtKgBooe8ufUYviQ5EyZMcNt15MiRdnGZCBDERYAgtKgBcvPNN7vrLVq0yC5GRPPnz3fbtU+fPnZxmQgQxEWAILSoAdK1a1d3vfXr19vFiGjt2rVuu+p5SHkRIIiLAEFoUQPke9/7nrvel19+aRcjIvVIz7XrBRdcYBeXiQBBXAQIQosaIO3bt3fW0au8SJZmJ1TbnnHGGXZRmQgQxEWAILSoAZKb/7xhw4Z2EWJSm6ptw/SvIUAQFwGC0KIGSPPmzZ11jjnmGLsIMalN1bZq4/IiQBAXAYLQogYIn0DSwycQVAYCBKFFDRCegaSHZyCoDAQIQosaILyFlQ7ewkJlIUAQWtQAoR9IOugHgspCgCC0qAFCT/R0vPHGG2670hMdFYkAQWhRA+TBBx901/v9739vFyOiJ554wm3XUaNG2cVlIkAQFwGC0KIGyAsvvOCuN2TIELsYEfXv399t11mzZtnFZSJAEBcBgtCiBsiyZcvc9Xr27GkXIyLvs6VVq1bZxWUiQBAXAYLQogbIrl27TK1atZz1TjjhBLsYEeU6EdavX98u2icCBHERIAgtaoDIOeec46y33377mTVr1tjFCGnJkiXutejSpYtdvE8ECOIiQBBanAC599573XUnTpxoFyOk0aNHu+358MMP28X7RIAgLgIEocUJkFdeecVd96abbrKLEZL3+ce7775rF+8TAYK4CBCEFidAduzYYerUqeOs27hxY7N79267Csppy5Ytpm7duk5bHnXUUXZxIAIEcREgCC1OgMjll1/urj979my7GOU0fvx4tx1vvfVWuzgQAYK4CBCEFjdApk6d6q5/7bXX2sUopw4dOrjtuHjxYrs4EAGCuAgQhBY3QDSQ4mGHHeasX69ePfPFF1/YVRBg+fLlzptsasM2bdrYxeVCgCAuAgShxQ0Q6d27t7uNMWPG2MUI4B1XbMSIEXZxuRAgiIsAQWhJBMh7771n9t9/f2cbTZs2NTt37rSroAwrV640NWvWdNquQYMGZtOmTXaVciFAEBcBgtCSCBDxvoKqAQFRPhpxN9dugwcPtovLjQBBXAQIQksqQObPn+9uR0Ob8Ckk2IoVK5wZHdVmGrpk48aNdpVyI0AQFwGC0JIKEDn//PPdbT3wwAN2MSydO3d222vQoEF2cSgECOIiQBBakgGi9atXr+5s6+CDDzarV6+2q+Cfnn76abfd9dzo888/t6uEQoAgLgIEoSUZIKJOcLntXXnllXYxvqYH5eptnmsnza0SFwGCuAgQhJZ0gGzevNkceeSR7jYnTZpkV8m8bt26ue2jnvxJIEAQFwGC0JIOEFFo5LZ5yCGHOB3lsId3KmB1wEzqaz4CBHERIAgtjQCR66+/3t3u6aef7gy8mHVz5841NWrUcNrkgAMOMDNmzLCrREaAIC4CBKGlFSAa0uTEE090t33NNdfYVTJFUwA3atTIbQ/NpZIkAgRxESAILa0AEfVQzw1RruXOO++0q2SCepvrTatcO1x88cXmq6++sqvFQoAgLgIEoaUZIDJ9+nT31V4tegaQJWvXrjUtW7Z0z79t27bOiwZJI0AQFwGC0NIOENHQJrnRZjVmVlZC5MMPPzStWrVy27d169Zm/fr1drVEECCIiwBBaBURIDJ8+HB3P1pK/eusRYsW5b3O3KxZM/Pxxx/b1RJDgCAuAgShdezY0b3x6EF31NFgy0MhkvskouXqq6925hMpNS+++KI56KCD3PPUywR6DpIWXTNdu9z+dE2BsAgQhHbppZfmfTI4/PDDzaOPPpra/Ob6Osv7TESv+JZKPxGFYb9+/dyh7XM387RCWddI10rXzHsNdU2BsAgQhLZ9+3ZnyJHatWvn3YQ0M96f/vQnu3oi9GDd+3aWZjKcPHmyXa1K0Wu6ekDubcOePXum9glL10bXyLs/XUNdS11TICwCBJGpR7S+UvL+61nLFVdc4Qw7njS94uvtJ6JFN7+kemZXFHWQvP/++/O+stKNfOzYsXbVROha6Jp4203XTNeuqrUdigsBgtjmzZtn2rdvn3eDqlWrlhkwYEDsEWNt27Zty+uxrkWj+Goo+Kown4gGQWzRokXe8Z988snmnXfesavGprbXNdC18O5P10rXDIiLAEFiJkyYYI4++ui8m1Xjxo3Nb3/7W7tqbBo7y/vGkhZNSqXnJcUYJDNnzjTnnXde3vFqiBI9/0jj6yO1udreuz9dG10jICkECBK1detWc8899xT8q/eMM85wZiBMkh40ayj4atWq5e1LPbhHjx7tDI1SmXbt2uU8pzn11FPzjk/LhRdeaJYsWWKvEpvaWG3t3Zeuha6Jrg2QJAIEqfjggw/yhiDXou/dr732WvPJJ5/Y1WNRfwbvzIa5RV9taX9z5sxJfBiQfXn99ddN375988axyi16hjNlyhR7ldjUpjpX+3mUroGuBZAGAgSpevnll80pp5xScGPXQ+SkR9tdsGCB6dq1a8FNVIu+zrnpppvMxIkTzZo1a+xVY1FP8WeeecbpjKfOf/a+tZx55plm6tSp9qqx5R7Iq029+1Obq+2BNBEgSJ36HowbN86Zy8J7k2vevLl57rnn7Oqx6W2tXr16FezPu+h5SY8ePczQoUOd5ynqBa4xqPZl3bp1Tj3VHzZsmLnqqqvMSSedVLDt3KLXjlXn1VdftTeVCLWd2tC7T52z2jqtPjmAFwGCCrNx40Zz2223ufNb5JZzzz03lbeQ1J9C/+rXDH52n5WgRdPHNmnSJG8a2fIsNWvWNJdccol56qmnnDfG0qC2Upt596s2VduqjYGKQoCgwunh8UUXXZR3A9SD8N69e6c2cKC+6lFHusGDB5tzzjmn4CF/1OXAAw80Z599tvO67OzZs1MLDVHbqI3slwbUlmk8kAeCECCoNOpdfvzxx+fdDA899FAzcuTICnkVd+nSpWbatGnOSL/6ykufVDp06OAsGk5dn0D039zvVH7zzTc7fU6ef/5556ZdEQ/n1RZqE7WNt63UdmpDoLIQIKhU+ppJN2TNg+69OWpIc/WdyDq1gXd4dy1qK7VZWkOeAOVFgKAo6AH2DTfc4Mz77b1ZdunSxRkzKmt0zjp3b1uobdRGQQ/7gYpCgKCoLF682Pm6yHvj1INpzQWSxqx8xUbnqHPVOXvbQG2itgGKCQGCoqQe3N45wbWoY95jjz1WIc8dKprOSedmdz5UG1T1UYdRuggQFC2NETVkyJC8Ydy1aD6QuXPn2tWrLJ2Lzsl7jjpnnXsa42QBSSFAUPRWrVrlzJPhnZlQi4Zy/+ijj+zqVYaOXefgPSedo85V5wwUOwIEVcZrr71m2rVrl3fDrVOnjhk0aFClD5wYho5Vx6xj956Lzk3nCFQVBAiqFD0rePzxxwuGcj/22GOdca6KnY5Rx+o9dp2LzqkUn+2gtBEgqJK2bNli+vfvX/C20llnnWUWLlxoV690OiYdm/dYdew6B50LUBURIKjSli9f7ozA670xq7/EddddZz799FO7eoXTMehY7P4tOmYdO1CVESAoCZrzwx4Zt169emb48OGV0mNb+9S+dQzeY9Ix6liBUkCAoGRoBsBHHnnENGzYMO+mrTnINXZVRdG+7HnPdUw6Nh0jUCoIEJScDRs2ODMCVq9ePe8mrlkLNVdIWrRte2ZEHYOORccElBoCBCWrom7olRVYQGUjQFDyyvpKacyYMbG+UtK62kZlf2UGVBYCBJmQ9EPtYntoD1QGAgSZEve12mJ/bRioSAQIMilsx76q1nERqAgECDItaGiRqj50CpAmAgSZV9bghs2bN3cW7++q4uCNQFoIEOCf/IZX9y5Vffh4IGkECGDRBE9HHHGEGxz6uZQmsAKSQoAAPsaPH+8GiH4GUIgAAXzowXkuQPQzgEIECOCDAAGCESCADwIECEaAAD4IECAYAQL4IECAYAQI4IMAAYIRIIAPAgQIRoAAPggQIBgBAvggQIBgBAjggwABghEggA8CBAhGgAA+CBAgGAEC+CBAgGAECOCDAAGCESCADwIECEaAAD4IECAYAQL4IECAYAQI4IMAAYIRIIAPAgQIRoAAPggQIBgBAvggQIBgBAjggwABghEggA8CBAhGgAA+CBAgGAEC+CBAgGAECOCDAAGCESCADwIECEaAAD4IECAYAQL4IECAYAQI4IMAAYIRIIAPAgQIRoAAPggQIBgBAvggQIBgBAjggwABghEggA8CBAhGgAA+CBAgGAEC+CBAgGAECOCDAAGCESCADwIECEaAAD4IECAYAQL4IECAYAQI4IMAAYIRIIAPAgQIRoAAPggQIBgBAvggQIBgBAjggwABghEggA8CBAhGgAA+CBAgGAEC+CBAgGAECOCDAAGCESCADwIECEaAAD4IECAYAQL4IECAYAQI4IMAAYIRIIAPAgQIRoAAPggQIBgBAvggQIBgBAjggwABghEggA8CBAhGgAA+CBAgGAEC+CBAgGAECOCDAAGCESCADwIECEaAAJZ169aZdu3auQHStm1b53cA8hEgwD/t3LnTPPTQQ6Z+/fpueOQW/U5lqgNgDwIE+Nof/vAH07Jly7zQqFmzprN4f6c6qguAAEHGLV261HTq1CkvJKpVq2Z69epl1q9f7yz6Wb/z1tE6WhfIMgIEmbRp0ybz4x//2NSoUSMvGDp27Gjefvttu7rzO5V562pdbUPbArKIAEGm7N692zz66KPm8MMPzwuDZs2amWeffdauXkB1VNe7rralbWrbQJYQIMiMV155xbRp0ybv5n/QQQeZYcOGmR07dtjVy6S6WkfrerelbWsfQFYQICh5K1asMFdccUXezX7//fc3V199tVm9erVdvdy0rrahbXm3rX1pn0CpI0BQsj7//HMzYMAAU6tWrbwbfPv27c28efPs6pFpW9qmdx/ap/atYwBKFQGCkvTb3/7WNG7cOO+mfvTRR5sJEybYVROjbWsf3n3qGHQsQCkiQFBS3njjDXPGGWcUfBr4yU9+UiGfBrQP7cv+1KNj0rEBpYQAQUn45JNPzDXXXFPwPKJbt27mgw8+sKunTvvUvr3HomPTMepYgVJAgKBK0xtRP/3pT83BBx+cd7P+1re+ZV5++WW7eoXTMehYvMemY9Uxh3nzCyhGBAiqrOeee840b9487+Z82GGHmXHjxhVVnwwdi45Jx+Y9Vh27zgGoqggQVDnvvPOOOffcc/NuxuoV/t///d9m48aNdvWioWPTMdq933UuOiegqiFAUGVoXKrevXsXjEt18cUXmyVLltjVi5aOVcfsPQedk85N5whUFQQIip6GUB85cqRp0KBB3k33+OOPNy+++KJdvcrQsescvOekc9S5Mmw8qgICBEVt5syZplWrVnk3Wc3N8eCDD5ovv/zSrl7l6Bx0LvYcJDpnnTtQzAgQFKVly5aZSy+9NO+mesABB5gbbrjBrF271q5e5emcdG46R+85qw3UFkAxIkBQVDZv3mz69etX8KC5Q4cOZvHixXb1kqNz1Ll6z11toTZR2wDFhABBUfjqq6/Mr3/9a9OoUaO8m2fTpk3N5MmT7eolT+esc/e2hdpGbaS2AooBAYJKN3fuXHPaaafl3Szr1q1rhgwZYrZv325Xzwydu9pAbeFtG7WV2gyobAQIKs1HH31krrzyyryb43777Wd69uxpVq1aZVdPnIZj14NqvfX0ox/9yPTo0cP5+kiLHmI3adLE+W/udyrv06ePU/+ll14yH3/8sb3JVKgt1CZqG29bqe3UhkBlIUBQ4bZt22YGDRpkateunXdDbNeunXnttdfs6ol57733nJt/ly5dCoY+ibpoUinNj/6LX/zCvPXWW/YuE6W2URt59682VFuqTYGKRoCgQj311FPm2GOPzbsJHnnkkeY3v/lNKt/t66H0rbfeao466qiCm/++liOOOML5BKL/2mX7WjRcid6mevXVV+1DSYTaSG2lNvPuV22qtgUqEgGCCrFw4UJz5pln5t30atasafr372+2bNliV49l06ZNZsSIEQXT13qXY445xnTt2tXcdddd5sknnzTz588P/NpM5QsWLDC/+93vnOP+wQ9+UPCg27scd9xx5t57740162FZ1GY6BrWhd59qY7U1UBEIEKTq008/Ndddd11B/wbdvJcvX25Xj0VjTQ0ePLigx7qWOnXqOPscM2aMWbp0qb1qLDoPDZbYvXt3330feOCBzjAlH374ob1qbNq3zsu7P7W12lxtD6SJAEEq1MN6+PDhpl69enk3t5NOOsnMmTPHrh6LJnHScwC7N7cWPfweP358hUwmJXpzatKkSaZz586mevXqecei/hw//OEPU3nwrTZV23r3p7bXNSiFHvsoTgQIEvf888+bFi1a5N3MGjZsaB555BGza9cuu3osL7zwQsHXSPpap1evXol/wglrzZo1ZuDAgQWfSvTgXTf2pMe7UtuqjdXW3v3pWuiaAEkjQJAYveV0/vnn59289K/wW265xWzYsMGuHoueK1x++eV5+9JXRXrNduXKlXb1SqUe5JpAyp4P5MQTTzR//vOf7eqxqa3V5vYnIF0bXSMgKQQIYvvss89M3759C25YF1xwQSo3rBkzZhTcjPWV0YoVK+yqRWXr1q3mjjvuyGsnTXN79913J/7JTNT2ugbedtK+da10zYC4CBBEppueHkr7fWUybdo0u3pseoVVbzV5H8jr9dyqNtTJ22+/XfBGmp7VBL0FFpWuhd9Xirp2aQQXsoMAQSQTJkwwrVu3zrsppfnQVq+tXnTRRXn769atm/PKblU1atQo52u33Pkcfvjhib9gkFPWSw26hrqWQBQECELT9+vem5A+EejtorReG123bp1p27atuz99DfPQQw/Z1aok9dnwzuuuFwDS/ESla6RrZb9WrWsKhEWAILT27du7Nx4N7Pfmm2/aVRKj8aa8E0qpZ3havbwriz5Fefty6Oaur5fSpGvmHcBS1xQIiwBBaHpFNnfj+etf/2oXJ0b9JZo1a+buS6/rlurkSrt373YGdPR+Khg6dKhdLVG6drl96ZoCYREgCM17o0srQPSvcm/HuJYtWxbd67lpuO+++/JCJM1PIt4A0TUFwiJAEFraAaIHvh07dnT3oQe9pTiNbVkUGrlz19dZaT0TIUAQFwGC0NIOEM19kdu+XtNNYwypYuf9JKI3tdJ4O4sAQVwECEJLM0DGjh3rbltzdixatMiukhnedtYrvkn3EyFAEBcBgtDSCpB3333XnWRKPbSnT59uV8kUPVj3vp119tlnJ9rxjwBBXAQIQksjQDSKrfeheb9+/ewqmaSXCbz9RDTsSVIIEMRFgCC0NAJEgZHbpjoNptGbvapSZ8Ncj3V9MktqAEYCBHERIAgt6QBZsmSJM1eGtqehzku1r0cco0ePdttco/gmMRQ8AYK4CBCElnSAXHjhhe727r//frsYZs9AkmeddZbbThrXKi4CBHERIAgtyQCZMmWKuy2NGLtjxw67Cv5Jo/jmhoLXJ7W4MxsSIIiLAEFoSQWI/lWtr2Ny29Lsgti322+/3W0vzXseBwGCuAgQhJZUgGia1dx2zj33XLsYPjQplfqEqM303ChOJ0sCBHERIAgtqQDxfqc/c+ZMuxhlGDZsmNtuvXv3tovLjQBBXAQIQksiQObOnetuQ8OKo/w0x3qDBg2ctqtVq5Yz5H0UBAjiIkAQWhIB4h3vatKkSXYxAgwcONBtvyFDhtjF5UKAIC4CBKHFDZBt27Y5bxFp/UaNGiU6PEdWrFmzxn0jS2+vRUGAIC4CBKHFDZCJEye66/ft29cuRjl17tzZbccoszQSIIiLAEFocQPkkksucdd//fXX7WKUk776y7XjjTfeaBcHIkAQFwGC0OIEiL6+qlmzprPucccdZxcjBA1AmXuYrld71a8mDAIEcREgCC1OgMyePdtdl6+v4uvevbvbnosXL7aL94kAQVwECEKLEyADBgxw133mmWfsYoQ0btw4tz0feOABu3ifCBDERYAgtDgBokmRtJ6GJV+3bp1djJCWL1/uXotOnTrZxftEgCAuAgShRQ0QDUGem9dCk0chGU2bNnXatF69eqGegxAgiIsAQWhRA+T9999317vqqqvsYkR02WWXue26cuVKu7hMBAjiIkAQWtQAmTZtmrvefffdZxcjonvuucdt1zBjihEgiIsAQWhRA0QPeXPrMXxJciZMmOC268iRI+3iMhEgiIsAQWhRA+Tmm29211u0aJFdjIjmz5/vtmufPn3s4jIRIIiLAEFoUQOka9eu7nrr16+3ixHR2rVr3XbV85DyIkAQFwGC0KIGyPe+9z13vS+//NIuRkTqkZ5r1wsuuMAuLhMBgrgIEIQWNUDat2/vrKNXeZEszU6otj3jjDPsojIRIIiLAEFoUQMkN/95w4YN7SLEpDZV24bpX0OAIC4CBKFFDZDmzZs76xxzzDF2EWJSm6pt1cblRYAgLgIEoUUNED6BpIdPIKgMBAhCixogPANJD89AUBkIEIQWNUB4CysdvIWFykKAILSoAUI/kHTQDwSVhQBBaFEDhJ7o6XjjjTfcdqUnOioSAYLQogbIgw8+6K73+9//3i5GRE888YTbrqNGjbKLy0SAIC4CBKFFDZAXXnjBXW/IkCF2MSLq37+/266zZs2yi8tEgCAuAgShRQ2QZcuWuev17NnTLkZE3mdLq1atsovLRIAgLgIEoUUNkF27dplatWo5651wwgl2MSLKdSKsX7++XbRPBAjiIkAQWtQAkXPOOcdZb7/99jNr1qyxixHSkiVL3GvRpUsXu3ifCBDERYAgtDgBcu+997rrTpw40S5GSKNHj3bb8+GHH7aL94kAQVwECEKLEyCvvPKKu+5NN91kFyMk7/OPd9991y7eJwIEcREgCC1OgOzYscPUqVPHWbdx48Zm9+7ddhWU05YtW0zdunWdtjzqqKPs4kAECOIiQBBanACRyy+/3F1/9uzZdjHKafz48W473nrrrXZxIAIEcREgCC1ugEydOtVd/9prr7WLUU4dOnRw23Hx4sV2cSACBHERIAgtboBoIMXDDjvMWb9evXrmiy++sKsgwPLly5032dSGbdq0sYvLhQBBXAQIQosbINK7d293G2PGjLGLEcA7rtiIESPs4nIhQBAXAYLQkgiQ9957z+y///7ONpo2bWp27txpV0EZVq5caWrWrOm0XYMGDcymTZvsKuVCgCAuAgShJREg4n0FVQMConw04m6u3QYPHmwXlxsBgrgIEISWVIDMnz/f3Y6GNuFTSLAVK1Y4MzqqzTR0ycaNG+0q5UaAIC4CBKElFSBy/vnnu9t64IEH7GJYOnfu7LbXoEGD7OJQCBDERYAgtCQDROtXr17d2dbBBx9sVq9ebVfBPz399NNuu+u50eeff25XCYUAQVwECEJLMkBEneBy27vyyivtYnxND8rV2zzXTppbJS4CBHERIAgt6QDZvHmzOfLII91tTpo0ya6Sed26dXPbRz35k0CAIC4CBKElHSCi0Mht85BDDnE6ymEP71TA6oCZ1Nd8BAjiIkAQWhoBItdff7273dNPP90ZeDHr5s6da2rUqOG0yQEHHGBmzJhhV4mMAEFcBAhCSytANKTJiSee6G77mmuusatkiqYAbtSokdsemkslSQQI4iJAEFpaASLqoZ4bolzLnXfeaVfJBPU215tWuXa4+OKLzVdffWVXi4UAQVwECEJLM0Bk+vTp7qu9WvQMIEvWrl1rWrZs6Z5/27ZtnRcNkkaAIC4CBKGlHSCioU1yo81qzKyshMiHH35oWrVq5bZv69atzfr16+1qiSBAEBcBgtAqIkBk+PDh7n60lPrXWYsWLcp7nblZs2bm448/tqslhgBBXAQIQuvUqZN74xkwYECq09IqRHKfRLRcffXVznwipebFF180Bx10kHueeplAz0HSomuma5fbn64pEBYBgtDOOeecvE8Gp5xyivnjH/9oV0uMvs7yPhPRK76l0k9EYdivXz93aHstHTt2jDxEe3noWumaea+hrikQFgGC0D755BNz6qmn5n0y0HLZZZeZf/zjH3b1ROjBuvftLM1kOHnyZLtalaLXdPWA3NuGPXv2TO0Tlq6NrpF3f7qGupa6pkBYBAgi03Ds3/3ud/NuSBpq/J577jFbt261q8emV3y9/US0aOyspHpmVxR1kLz//vvzvrKqXbu2GTt2rF01EboWuia5YeBzi66driEQFQGC2J588klzzDHH5N2cjj766FQmidq2bVtej3UtGsVXQ8FXhflENAhiixYt8o7/5JNPNu+8845dNRG6BroW3v3pWumaAXERIEiEbuwDBw50/iXtvVl95zvfMfPmzbOrx6axs7xvLGnRpFS6YRZjkMycOdOcd955ecerIUr0/GP79u129djU5mp77/50bXSNdK2AJBAgSJRmzOvevXvejUvfs1911VWJv5KqB80aCr5atWp5+1MP7tGjRztDo1SmXbt2Oc9p9IzBe3xaLrzwQrNkyRJ7ldjUxmpr+/mUromuDZAkAgSp+NOf/lRw49R3/kOHDk18kET1Z/DObJhb9NXWtddea+bMmZP4MCD78vrrr5u+ffvmjWOVW/QMZ8qUKfYqsalN1bbe5ypadA10LYA0ECBIjfoa/OpXvzLf/OY3825q//Iv/2KeeeYZu3psCxYsMF27ds17JTa3NG7c2Nx0001m4sSJZs2aNfaqsainuM5HnfHU+c/et5YzzzzTTJ061V41Edq32tS7P7W52j7NPjoAAYLU6aum22+/3R2WPLeo70EaPdn1tlavXr2cuTPsG3lu0fOSHj16OP9q1/MU9QLXGFT7sm7dOqee6g8bNsz5quikk04q2HZu0WvHqvPqq6/am0qE2s7uk6M2Vlun2Y8EyCFAUGHef/9907lz57wbnp5f6JOBbs5JU38K/atfM/jZD/eDFk0f26RJk7xpZMuz1KxZ01xyySXmqaeeSu1htdpKbWY/+1Hbqo2BikKAoMK99NJLzicA782vfv36ZsSIEam9QaVnBHoWMHjwYOdf7bVq1Sq4+UdZ1Lfi7LPPdoYFmT17dmqhIWobtZHaynsMaku1KVDRCBBUitzNsEGDBnk3Qw1jXlE3w6VLl5pp06Y5I/3qKy99UunQoYOz6Dj0CUT/zf1O5TfffLPT5+T555933qKqqIfzahPvEO9a1HZphi4QhABBpdLXMbop+30doxt81qkN/L72U5ul8bUfEAYBgqLAA+F8Ff3iARAFAYKi8uyzzxa8CqtXUh999NFMvJKqc9S52q8+q03UNkAxIUBQdMrqFNemTZuS7hSnc9M5es85rc6XQBIIEBQtDcuhCaTsYTmuuOKKkhqWQ+eic/Keo85Z55708C9AkggQFD2/gQH1Gq5enf3888/t6lWGjl3nYL9SnNYAlEDSCBBUGX5Dk2uIkqo4NLmOWcfuPZe0hsAH0kKAoEqp6pMjVfQkXECaCBBUSR988IHp1q1b3o1Ygyhq9N1inJ5Vx6Rjswd61DnoXICqiABBlfbyyy+bU045Je+mrGHcNWVsMby5lJu+VsfkPUYds44dqMoIEFR56jvxy1/+smD03ebNm5vnnnvOrl5htG8dg/eYdIw61iz0aUHpI0BQMjZu3Ghuu+02U7169bybtqaSTWvOcT/alz19rY5Jx6ZjBEoFAYKSo0EOL7roorwbuMaP6tOnjzP5U1q0be3DHtdLx5LG9LVAZSNAULKmT59ujj/++Lyb+aGHHmpGjRrlzFeeFG1L29S2vfvSvnUMQKkiQFDSNKmUhl8/5JBD8m7urVu3NjNnzrSrh6ZtaFvebWtf2qf2DZQyAgSZoOlqb7jhBnPAAQfk3ey7dOlili1bZlcPpHW0rndb2rb2ETQ1LlAqCBBkyuLFi53Jobw3fk1De+edd5rNmzfb1QuojupqHe82tE1tG8gSAgSZNHnyZNO0adO8EGjUqJF57LHHfGcZ1O9UpjredbQNbQvIIgIEmbV9+3YzZMgQU7du3bxQOP30083cuXPdevpZv/PW0TpaV9sAsooAQeatWrXK9OjRo2DYeE0la08nqzqqq3WArCNAgH/6y1/+Ytq1a5cXGN5FZaoDYA8CBPDQs47HH3/c1KlTxw0O/azf+T0bAbKMAAF8PPLII26A6GcAhQgQwIc+ceQCRD8DKESAAD4IECAYAQL4IECAYAQI4IMAAYIRIIAPAgQIRoAAPggQIBgBAvggQIBgBAjggwABghEggA8CBAhGgAA+CBAgGAEC+CBAgGAECOCDAAGCESCADwIECEaAAD4IECAYAQL4IECAYAQI4IMAAYIRIIAPAgQIRoAAPggQIBgBAvggQIBgBAjggwABghEggA8CBAhGgAA+CBAgGAEC+CBAgGAECOCDAAGCESCADwIECEaAAD4IECAYAQL4IECAYAQI4IMAAYIRIIAPAgQIRoAAPggQIBgBAvggQIBgBAjggwABghEggA8CBAhGgAA+CBAgGAEC+CBAgGAECOCDAAGCESCADwIECEaAAD4IECAYAQL4IECAYAQI4IMAAYIRIIAPAgQIRoAAPggQIBgBAvggQIBgBAjggwABghEggA8CBAhGgAA+CBAgGAEC+CBAgGAECOCDAAGCESCADwIECEaAAD4IECAYAQL4IECAYAQI4IMAAYIRIIAPAgQIRoAAPggQIBgBAvggQIBgBAjggwABghEggA8CBAhGgAA+CBAgGAEC+CBAgGAECOCDAAGCESCADwIECEaAAD4IECAYAYLM2L17t9m2bZv9a19RAkTb1j6ArCBAkAkbNmwwTZo0MXXr1jXz5s2ziwv8/Oc/dwNEPwfRNrVt7UP7ArKAAEEmzJkzxw2EoUOH2sUFbrnlFre+fg6ibebqa19AFhAgyIRZs2a5N/ghQ4bYxQUee+wxt75+DqJt5uprX0AWECDIhLABEvYZCAGCLCJAkAkECJA8AgSZQIAAySNAkAkECJA8AgSZQIAAySNAkAkECJA8AgSZQIAAySNAkAkECJA8AgSZQIAAySNAkAkECJA8AgSZQIAAySNAkAkECJA8AgSZQIAAySNAkAkECJA8AgSZQIAAySNAkAkECJA8AgSZQIAAySNAkAkECJA8AgSZQIAAySNAkAkECJA8AgSZQIAAySNAkAkECJA8AgSZQIAAySNAkAkvv/yaOfjgVs7ys5+NtYsLPPnkc259/RxE28zV176ALCBAkAlz575rmjS5ylkefniKXVzg6af/7NbXz0G0zVx97QvIAgIEmTBv3kfmW98a6SyPPvqGXVxg6tS/ufX1cxBtM1df+wKygABBJsybt8qceupYZ/nVrxbaxQWef36JW18/B9E2c/W1LyALCBBkAgECJI8AQSYQIEDyCBBkAgECJI8AQSYQIEDyCBBkAgECJI8AQSYQIEDyCBBkAgECJI8AQSYQIEDyCBBkAgECJI8AQSYQIEDyCBBkAgECJI8AQSYQIEDyCBBkAgECJI8AQSYQIEDyCBBkAgECJI8AQSYQIEDyCBBkAgECJI8AQSYQIEDyCBBkAgECJI8AQSYQIEDyCBBkwkcfbTKnn/5L5wb/4ovv28UF3nxztRsI+jmItqm62of2BWQBAYLMeOutNebllz+wf10mfZII82lC29Y+gKwgQAAAkRAgAIBICBAAQCQECAAgEgIEABAJAYJMy72qq+U733nUrF69xa7i8tYFQIAg47yhoGXgwDl2FRcBAuQjQJBpdoCoI+Df//6ZXc1BgAD5CBBkmh0gWn784z/Y1RwECJCPAEGmeUPhtNP2/vz224U9ygkQIB8BgkzzhsIdd8xwf77xxql2VQIEsBAgyDRvKOjZR27ARS2vvfZRmXUBECDIODsU7rprpvv/PXo8Y776quy6QNYRIMg0OxT+8Y8NeZ9CZsz4e5l1gawjQJBpfqFw992z3N99//sTze7dez6G+NUFsowAQab5hcKKFRvzPoU8++x7ZdYFsowAQaaVFQo/+ckc9/cXXjjB7Nixq8y6QFYRIMi0skJB09K2bTvOLXviicVl1gWyigBBpu0rFAYN+qNbds45j++zLpBFBAgybV+hsGrVZtOu3d5PIfuqC2QRAYJMCwqFIUNeLgiPsuoCWUOAINOCQkHzg3z724WfQgAQIMi48oTC0KF/IkAAHwQIMq08obBmzVZntsLy1AWyhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACR/D+iQoRPrjX6AwAAAABJRU5ErkJggg==)
PN: 4637-1-Z2
CAS: 19812-93-2
Molecule Weight: 195.221
Formula: C13H9NO
Melting Point: 150-152 ℃
TSCA: Not listed on TSCA inventory
