| Product Number | 4956-1-01 |
| Synonyms | 3-[4-(Dimethylamino)phenyl]prop-2-enal; N,N-Dimethyl-4-(3-oxoprop-1-en-1-yl)aniline |
| CAS | 6203-18-5 |
| MDL Number | MFCD00007002 |
| Molecular Formula | C11H13NO |
| Molecular Weight | 175.231 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4956-1-01
CAS: 6203-18-5
Molecule Weight: 175.231
Formula: C11H13NO
![4-[4-(Dimethylamino)phenyl]but-3-en-2-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB7yAAAe8gG17ERgAAACFHpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfh41tEpIopIpaTZrUbtLaSfs2OeCkSMGuDM3Lv9+Z0BQnGQOSM3f3nO27w/O7Q7WFnXZ1aU1GOI0JaJPbojSbjPx6+RpNyN1inqMTOpo6I69N8zZjbL/f0/xVV+pgDc1tRU722aEuA5+9pNZtmIhjzn4/PT63TFSaulEm10jV5axulY82V027in9MwSrldqVhJ3dWud0p2h8R+yemh7ogn3u5R9sSUViXWw1r6yrVwE7EFJ/4C2y00U41uoDVEdWSJrj3xfzpwebvlTYNDn2EMlfb58a956io7Fbn7xgMB98eMlJxBFRjq6Vz6gh+5NWKgxKgJKgE1AjUGFQKagJqCorH+EM7RweOHjzBfG+1n/Dl+KZx1fAd7q/uH/4fkyUygovHCziVUqYg6HicJhdvobITUQdGYYCok532JAgccaaEjrFsIOlkhKJ7E1Tylh4lvWAo09TLzhxJGk+87KhoROW0J89r8FEwieycxcV8ZU3RG0JZZGTFSZven3pdiy7DBKwrtMOm9QG8ax8QIeDrMQzIKyAZBpIQ8LU+A8tbwCgEfGcMA+MQ8H00DKQh4LtueA+TEPA9egbELWAaAm1HD0/h7UHp2i/gP8xluT0jhlfGxdXmuRxOF7+o+ccHOchcl/02wnp9zD5ODhxenSqsd+QwPGgXfwGRyaCmo8GRcwAAQF5JREFUeF7t3Qm4FNW57nFBJplHESVqRIIScQhDCBEngspRwSkqHtRErsbhiKKGOEUNmoNxOirBhKMiISbG6aogSkQEh2BEcb4IomIQQRFEBEXG7/I26aZ7Ve9m7+pVvbur/r/nqSeGrlXVvar293bXsGo7AwAghO3cfwAAoDoIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQCpINttt11mqomw7apr06ZNNmXKFLv44outV69e1rFjR2vUqJE1btzYdtllFzvssMPs8ssvt9mzZ7tNEWM+9ouw+27YdqgZereChP2jCNuuOiZNmmT77LNPzjoKTd27d7enn37aXQxixtd+kT1PTYRth5qhdytI2D+KsO0K2bhxY+rbo1sIqjshnnzvF4VeKyRsO9QMvVtBwv5RhG1XyGWXXZaz3GbNmtmwYcNs8uTJtmjRIluzZo198803tnjxYps+fbrdcMMN1qNHD+/vA+XF934Rdt8N2w41Q+9WkLB/FGHbVeWJJ57IWebRRx9ty5cvd2fL67XXXrP+/fu7/4wYiGK/CLvvhm2HmqF3K0jYP4qw7fLRidF99903s7xjjjkm9W9Itqj2i7D7bth2qBl6t4KE/aMI2y6fqVOnZpalwxNffPGFOwsSKKr9Iuy+G7YdaoberSBh/yjCtsvnkksuySzrwgsvdF9GQkW1X4Tdd8O2Q83QuxUk7B9F2Hb5/PCHP8ws68knn3RfRkJFtV+E3XfDtkPN0LsVJPuPIuxULN0Mll7WJ5984r6MhIpqv3D33zATokPvVhD3DyPMVKwddtghsyxdkglIVPuFu/+GmRAdereCuH8YYaZiaSiK9LJ8FgpUtqj2C3f/DTMhOvRuBQn7RxG2XT4awyi9LJ+HKlDZotovwu67YduhZujdChL2jyJsu3w0KF56WT5PlqKyRbVfhN13w7ZDzdC7FSTsH0Whdu+++66NGjXKDjnkENt1112tfv361qZNGzv88MPtgQcecGeP7HJNVLao9otC+24hhdrVdJ9H1YK9i7JV6I+ikELtsl/LNw0ePDg1QF6aRkxNv9a8eXNbsWJF1tKQVFHtF4X23UIKtXP3cXdy93lULdi7KFuF/igKKdRu//33t9/97nf20ksv2WeffWarV6+2t99+24YPH2716tVLtbn99tsz82t4im7dumWWd+yxx3oZsgKVLar9otC+W0ihdjXd51G1YO+ibBX6oygkbDuNlKo2GuMo28SJE3OWqWJR3W+cGjRPhwoQP1HsF2H33bDtqtrnkV/Nehe1KuwfRdh2Gn5bbXSJpuuXv/xlznJ12OKiiy6yp556KnUVji7l1KRhu2fMmJH6xtezZ89Q7wOVw/d+EXbfDduu0D6PoJr1LmpV2D+KsO30815tdtxxR/el1DHiSy+9NGfZNZny+fDDD23+/PnuP6MMLFu2rOCjZ9N87xeFXiskbLtC+zyCata7qFVh/yjCthszZkyqjQ5FVOWxxx6zrl275qyj0KSHB2nkVtczzzxj22+/fWoencRcuHChOwtqgR7+dO2116aeY65tc+WVV7qz5OVrv8iepybCtqvOPo+tata7qFVh/yhq0k6HF+bNm5cqGvoZ36RJk9Tx6UJ0slSHKHSoQoVg5513toYNG6aGt9ANZv369UsVnkLLueKKK3LepwqW3oMKGGrH/fffn7rMNXu76H6P6vKxX9Rk381Wk3Zh9nlsse3eRSJk/8Glp4MOOshmzZrlzhqJDz74wPbYY4/Ae1ABUyFD6ehQ1YEHHhjYFiqsjz76qDt7xXI/X6n3+TggQJDi/iFpatWqlZ155pn26aefurNHQt8Er7vuulShct+LClp1jsEjPB3/1/auW7duTt/XqVPHhgwZkjrBHCfuPlYb+3ylI0CQY/369bZkyZLU860HDRqU+qPSCUXdvVsqKlQqWCpc2X/cKmxDhw5NFTr4s3btWrvxxhtTV0y5BVWHrGbOnOk2iZVy2OcrFQGCgnSMWn9QRx11lPtS5FS4ssdYSk8qdCp4Knwoju7d6Ny5c6CPO3ToYOPHj/dyM2Clqc19vtIQIChIz7bWH5MOK9UGFTAVMhU0t8ip8KkAoubmzJlj/fv3D/SpTnLrgoZVq1a5TRKjtvf5SkKAoKClS5dmvvXXJhW0yy+/PFXg3KKnQqiCiG1TcbzgggsyQ3ZkT8cdd1zqYoakK5d9vhIQICjosssuS/0x6ZLLcqACp0LnFj+NqDps2LBUgUTQhg0bUvc4aNRZt+80htWzzz7rNkmsctvnyxkBkmB77bVX6nCFhpTQHeD6lp8+oTh58uTUzVT6Q9LJbN3oV06mTZuWM3hfelKBvPPOO1MFE1vMmDHT9tlnH/rKKnufL0cESIK5BSXf1LRpU5swYYLbtCyo8KkA5vtWrYKpkEmyRYtW2n/913hr1+4Qq1dv66XRSf615u4n+aZy3ufLDQGSYLr79uabb06dQ9hzzz1Td3/rHINOWB922GGph+5UwvXwKoQqiCqM2YWgcePv2NChv7OPP67eiLBx8fXX6+z3v3/ZfvSju+2AA+6w3XY73Zo33zKsiEa8TfL5orjs8+WCAEFsqDCqQKpQ1q3b0Nq2/bF17nxRqpCqoKqwxpmuuJ00aZ4dccSfrXv3sZlp772vsj59htrkyX93mwBFIUAQO5MmTbL99+9vu+56qu23362ZQqrCqgIbx1sb3nzzUzvttP+bExyaDj74Xpsw4U1bvz455zlQOgQIYmnduvV2993PpQqoW1RPP/3RVMGNg88+W22//vWzgc/Ys+f/2siRz9ny5QxGiegQIIg1FVAVUhXU7ALbo8fYVOFVAa5Ea9dusLvu0qCH9wTC4//8n8ft3Xc/d5sA3hEgSAQVVBVWt9iqAKsQqyBXiqlTP7Bjjvlr4LMcddRf7O9/f9+dHYgMAYJEUYFVoXWLrwqyCnM5mzdvmZ111sTAe//xj++xsWNftW+/Xe82ASJFgCBxVGhVcFV43WKsAq1CXU6++GKNXX998DCcpiuvnGaffprccatQuwgQJJYKrwqwW5RVqFWwV6xY4zYJcNs+8kj17rHIblOV9es32n33vWmHHBK8EEBXXL3xxhK3CVBSBAgST4V4yJBHAkVahVsFXIW8Km6b/v0nVOt+k20FyIsv/suOP/6BwPIPP/zP9vjjc2N5KTIqDwECbLZx46ZUYVYAuEV78OCHbc2a/OcX3Hk13XnnK+5sAYUCZNSoFwLL7N37Lrvjjpdt9WqegYLyQYAAWVSgb7/9n6mCnV3AX345/+Nc3UKvqU+fe7Z5eXBVAaIgc891DB8+xRYuXJkzH1AOCBAgDxXsiy/+e6qA61BSVd/8swt99mGwa66Z7s6ao6oAkfSNgT/96YNVBhdQDggQoADdiFjdcyCvvvpJ5r/1K2Lu3Kpv5isUILKtXzBAOSBAgCK4QaDDTen/f845k5y5t3LbAZWIAAGK4AbBggUrrFevredPXnjhX06LLdx2QCUiQIAi5AuC//7vrVdRnXjiA6kT46587YBKQ4AARcgXBDpv0rfvuMy/P/zw/8tqsUW+dkClIUCAIlQVBHffPTvz7/luLqyqHVBJCBCgCFUFgW48HDDgvsxrY8bMynm9qnZAJSFAgCIUCgLd2Z5+TTcXZg96WKgdUCkIEKAIhYJAJ89POeWhzOu6QTCtUDugUhAgQBG2FQT//OfHmdf1FMT0kwK31Q6oBAQIUITqBMF//dfkzDxnn73l5sLqtAPKHQECFKE6QTB//vKcARKfe+6jarUDyh0BAhShukHwm9/MyMx3wgm5z/kAKhUBAhShukGwdOnXeR+hu612QDkjQIAi1CQI/vCHVwLhUZ12QLkiQIAi1CQIdDd6viceApWKAAGKUNMgeOSROQQIYoMAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAEZg8+T07/vgH7Kab/uG+BMQGAQJEoF+/P2WGKpk3b5n7MhALBAgQgd6978oEyOzZi92XgVggQIAIECBIAgIEiAABgiQgQIAIECBIAgIEiAABgiQgQIAIECBIAgIEiAABgiQgQIAIECBIAgIEiAABgiQgQIAIECBIAgIEiAABgiQgQIAIECBIAgIEiAABgiQgQIAIECBIAgIEiAABgiQgQIAIECBIAgIEiAABgiQgQIAIECBIAgIEiAABgiQgQIAIECBIAgIEiAABgiQgQIAIECBIAgIEiAABgiQgQIAIECBIAgIEiAABgiQgQIAIECBIAgIEiAABgiQgQIAIECBIAgIEiMAPfnCjdes2KjW9+upC92UgFggQIAKdOp1hu+76n6npn/98130ZiAUCBIhAu3bdrUWLfVPTP/7xqvsyEAsECBCBBg0a2nbb1UlNzz33nPsyEAsECBCBBg0abA6P7VITAYK4IkCACBAgSAICBIgAAYIkIECACBAgSAICBIgAAYIkIECACBAgSAICBIgAAYIkIECACBAgSAICBIgAAYIkIECACBAgSAICBIgAAYIkIECACBAgSAICBIgAAYIkIECACBAgSAICBIgAAYIkIECACBAgSAICBIgAAYIkIECACBAgSAICBIgAAYIkIECACBAgSAICBIgAAYIkIECACBAgSAICBIgAAYIkIEAAz5YvX2516tTJBMi4cePcWYBYIEAAT9avX2+jR4+21q1bZ8JDU926de38889PBQsQJwQI4MHUqVOta9euOcHhTgoWBYyCBogDAgQowvz5823gwIGBsKhfv7798Ic/DPwa0aSgUeAAlY4AAUJYuXKljRgxIudkeXoaMGCAzZ07NzXfihUr7KKLLkoFijufgkcBBFQqAgSogY0bN6ZOirdv3z4QCF26dLHJkye7TVIUKEceeWSgjQJIQaRAAioNAQJU04svvmjdu3cPhEDLli3tlltusXXr1rlNAhQwChp3GQokBdOmTZvcJkDZIkCAbVi4cKGdeuqpgaK//fbb21lnnWWff/6526QgBY0CR8HjLrNHjx6poAIqAQECVOGbb76xa6+91ho3bhwo9AcffLC9/vrrbpMaWbp0aSqAFETu8hVYCi6gnBEgQB7333+/7brrroHCvvvuu9uDDz7ozl4UBZECyV2XgksBpiADyhEBAmSZPXu29e3bN1DMmzRpYiNHjrQ1a9a4TbxRMCmg3HUryBRoQLkhQIDNPvvsMxs6dGjqrvHs4q0hSYYMGWKLFi1ym0RCAaWgUmC5QaJgU8AB5YIAQaKtXbvWbrzxRmvRokWgYPfq1ctmzpzpNimJjz/+OBVc7ntSwCnoFHhAbSNAkFiTJk2yzp07B4p0hw4dbPz48WVxSa0CrGfPnoH3qMC76aabqnXpMBAVAgSJM2fOHDv88MMDRblhw4Z2+eWX26pVq9wmtUpBpkBTsLnvWQGoIARqAwGCxPjiiy9s2LBheYcVOe644+yDDz5wm5SVr776KhVwCjr3/SsQFYxAKREgiL0NGzbYnXfeaW3atAkU3n322cemTZvmNilrCjoFnvtZFIwKSAUlUAoECGJN4dCtW7dAsVWYKFQULpVKn00BGMfPhspAgCCWkvItXSExZsyYvL+uFJyV9usKlYUAQazoBHhV5wn69+8f2/MECsQLLrjA6tWrF/jclXB+B5WJAEEsbOtKpYkTJ7pNYkkBqaB0+0CBesUVV5TdFWaobAQIKp7uldBNf27RbN68eeomQd0smDQKzHK/xwWVjwBBxdLwIrpbW8ONZBdJ7tbeIn2XvYLUDZLavMse8UGAoOJovKjrrrsu73hRBx54IONFORSkZ555Zq2P84X4IUBQURixNjwFqwLW7TsFsQI5ypGGEU8ECCpCpT0zQ3eNL1iwIPW/5aaUzzpBvBEgKGt6XGxVT+0bPHhwrTy179NPP7VnnnnGfv/736cunT3iiCNSxVdTvsuHNenf0/NofrVTey1Hyyu1bT1t8Y033nCbAAEECMpSoeeGd+/evaTPDdc5gj/96U922mmn2c477xx4Pz4mLVfL13pKeU5CAawgdt+PAvvss8+u8fPekSwECMrOk08+aV26dAkUtfbt29s999xjGzdudJt49+6779pll11me++9d+B9lGLSerV+vY9SeOGFF1LB7L4PBfitt97KsPHIiwBB2Zg7d64NGDAgUMQaNGhgI0aMsJUrV7pNvNLyx44da7179w68B3fSHd9du3ZN3eWtQj9u3Dh76KGHbPr06alJ5z/SU/rf9Lrm0/xqp/b57hx3J70fva+oP7+CWQGtoHbfgwJdwQ5kI0BQ61asWGHDhw/PO8z6wIEDbf78+W4Tr3QY59xzz7UddtghsP701KxZs9R7GT16tL399tveBirUcrQ8LVfL13rcdacnvT+9z6jP+yioFNgKbvc9KOAV9IAQIKg1Kp76Zt22bdtAodK386lTp7pNvPrXv/5l55xzTt5CqWmXXXZJjav1j3/8w1tgbIvWo/VpvVq/+5406f3qfev9R0nBrVBz16+gV+Ar+JFsBAhqxYwZM2y//fYLFKfWrVunvo2vX7/ebeLN8uXLU9/k8wWHrpY66aST7KmnnirJuZZCtH69D72ffFd36f3rc+jzROnpp59OBbq7/nbt2qW+AJQqXFF+CBCUlM4JnHjiiYFipHMB5513XuTF8M9//nOq8Lnr1zPGf/3rX9uyZcvcJmVB70vvT+/Tfe/6PPpcUVKg33HHHamAd9evLwL6QoDkIUBQEqtXr7arrrrKGjVqFChA/fr1s3feecdt4pUOx/zkJz8JrFtXGV199dUV83wQvU+933yXN+vzRX2+SAGvoM938l9fDPQFAclBgCByEyZMyHs8v1OnTvboo4+6s3v3xz/+MRBcKoCVfBw/feGBW8j1OfV5o6YT/wp+d5tq/fqioC8MiD8CBJF5+eWX814SqyuNRo0aFfkw619//bWdfvrpgfX36NEjNgMu6nPo87ifUZ9bnz9q+gKgLwLu+vWFIerDaqh9BAi8W7x4sZ1xxhl5h1n/2c9+ZkuWLHGbeDdv3rzAs9CbNm1qt912W+xO+urz6HPp82V/Xn1+9UPU9EVAXwjyXYKsLxD6IoF4IkDgjZ52p+PjbiHT1KdPH5s1a5bbJBK6ash9Bobu7I7r42zT9PncO+fVD+qPUtAXA31ByDds/NFHH839IzFEgMCbfCd2O3bsaPfdd587a2QeeeSRwCWvp5xySmIe5arPqc+b/fnVH+qXUtEXBX1hcPcFBQuDNMYLAQIvli5dmlMsdDJVVwuV4jh82r333pszaq9OMOuekiTS584+wa5+Uf+Ukr446AtE9n6hE+yIDwIEXujyzuxCobGfSknnALLPuSjAHn/8cXe2RNHnz776TP2jfiolfYHIvnflL3/5izsLKhgBAi/cACnFyds0fbPODg+dzC11gJUr9UP2yW31U6l/iWQ/vIoHVsULAQIvaitApkyZkjMIY5s2bUp2sr5SqD/UL+k+Un+p30qFAIkvAgRe1EaAvPbaaznfrnX1V1zu7/BN/ZJ9dZz6Tf1XCgRIfBEg8KLUAaIhzTt06FBr36orkftrTf0X9dDwQoDEFwECL0oZILpx7sADD8ysqzaO61cq93yR+jHqGysJkPgiQOBFKQNEo9Jmr+uaa65xZ0EB6q/s/lN/RokAiS8CBF6UKkA0bHj2vR4agba2n9tRadRf2SMTqz+jHI6dAIkvAgRelCJAtI7sG9N23HHHkoyrFUfqN/Vfui/Vr1E9i4UAiS8CBF6UIkDOPvvszPJ1HF9P60N46r/s8yHq3ygQIPFFgMCLqAPk1VdfzRmk78ILL3RnQQjqx3Sfqn/Vz74RIPFFgMCLKANk06ZNOc8V2Xnnne2rr75yZ0MI6kf1Z7pv1c/qb58IkPgiQOBFlAEybty4nGWXcnTfJFB/Zvev+tsnAiS+CBB4EVWArFmzJueGwb59+7qzwAP1a7qP1d/qd18IkPgiQOBFVAHyhz/8IbNMHaN/88033Vnggfo1+xyT+t0XAiS+CBB4EUWA6A7pPfbYI7PME044wZ0FHql/032tfvd1hzoBEl8ECLyIIkD07IjsZUZxhRC2Uv9m97evZ3cQIPFFgMCLKAJk3333zSyvf//+7suIgPo53efqfx8IkPgiQOCF7wCZOXNmzvKeffZZdxZEQP2c3e/aDsUiQOKLAIEXvgPkvPPOyyzr+9//vvsyIqT+Tve9tkOxCJD4IkDghc8AWbdunbVt2zazrFGjRrmzIELq73TfaztoexSDAIkvAgRe+AyQiRMnZpajS0v/9a9/ubMgQurv7Et6tT2KQYDEFwECL3wGyMknn5xZziGHHOK+jBJQv6e3gbZHMQiQ+CJA4IWvANGzKlq1apVZzv/+7/+6s6AE1O/pbaDtUcwzVwiQ+CJA4IWvAJk9e3bOcjh8VTvU79nbQdslLAIkvggQeOErQG6++ebMMjp16uS+jBJS/6e3hbZLWARIfBEg8MJXgBx99NGZZQwdOtR9GSWk/k9vC22XsAiQ+CJA4IWPANHYSy1atMgsg2Hba1f2MO/aLmHHxiJA4osAgRc+AuS9997LWQbnP2qXex5E2ycMAiS+CBB44SNAnnjiiUz7pk2ben8yHmpG/a/tkN4m2j5hECDxRYDACx8Bcsstt2Ta/+AHP3BfRi3QdkhvE22fMAiQ+CJA4IWPAPnFL36RaX/KKae4L6MWaDukt4m2TxgESHwRIPDCR4Bk3/18zTXXuC+jFmg7pLdJ2FEBCJD4IkDghY8A2XPPPTPt//SnP7kvoxZoO6S3ibZPGARIfBEg8MJHgLRv3z7T/rHHHnNfRi3QdkhvE22fMAiQ+CJA4IWPAGnSpEmm/bRp09yXUQu0HdLbRNsnDAIkvggQeFFsgOgmtTp16mTaz5o1y50FtUDbIb1NtH3C3ExIgMQXAQIvig2QL7/8Mqf9nDlz3FlQC7QdsreLtlNNESDxRYDAi2IDZPHixTntP/roI3cW1AJth+ztou1UUwRIfBEg8KLYAOEXSHniFwgKIUDgRbEBwjmQ8sQ5EBRCgMCLYgNEuAqr/HAVFgohQOCFjwDZaaedMu25D6Q8ZN8Hou0TBgESXwQIvPARINyJXn64Ex2FECDwwkeAHHrooZn2V199tfsyaoG2Q3qbaPuEQYDEFwECL3wEyDnnnJNpf/LJJ7svoxZoO6S3ibZPGARIfBEg8MJHgNx6662Z9gcccID7MmqBtkN6m2j7hEGAxBcBAi98BMjkyZMz7XXFD08krF3q/+wr47R9wiBA4osAgRc+AuT999/PWcaCBQvcWVBC6v/s7aHtEwYBEl8ECLzwESAbN260li1bZpYxfvx4dxaUkPo/vS20XbR9wiBA4osAgRc+AkQGDRqUWcYZZ5zhvowSUv+nt4W2S1gESHwRIPDCV4DcdtttmWWo8KD2ZBd+bZewCJD4IkDgha8Aeeutt3KWM3/+fHcWlID6PXs7aLuERYDEFwECL3wFiK78adeuXWY5d9xxhzsLSkD9nt4G2h7FXBFHgMQXAQIvfAWIZB9779mzp/sySkD9nt4GxZ6LIkDiiwCBFz4DZOrUqTnLevfdd91ZECH1d3b/a3sUgwCJLwIEXvgMEF0u2rFjx8yyrrjiCncWREj9ne57bYewl++mESDxRYDAC58BIr/61a8yy9ptt92KLmKoHvWz+jvd99oOxSJA4osAgRe+A+Sdd97JWd4DDzzgzoIIqJ+z+13boVgESHwRIPDCd4DIIYccklnefvvtV9SVQNg29a/6Od3n6n8fCJD4IkDgRRQB4p5MnzRpkjsLPFL/Zvd3sSfP0wiQ+CJA4EUUASK9evXKLLN3797uy/BI/Zvua/W7LwRIfBEg8CKqAHn88cdzlvvoo4+6s8AD9Wt2P6vffSFA4osAgRdRBYiOy++///6Z5eoKoa+//tqdDUVQf2ZfeaX+9nm+iQCJLwIEXkQVIPL8889bnTp1Msu+/PLL3VlQBPVnum/Vz+pvnwiQ+CJA4EWUASLZw5s0aNCAu9M9UT+qP9N9W+ywJfkQIPFFgMCLqAPks88+s1atWmWW36dPH1u/fr07G2pA/ad+TPep+lf97BsBEl8ECLyIOkBkzJgxOevwcZd0kmXf7a9J/RsFAiS+CBB4UYoA0TAbRxxxRGYddevWtSeffNKdDdWgflP/pftS/RrVcDEESHwRIPCiFAEiOsSy8847Z9bTtm1b+/jjj93ZUID6S/2W7kP1ZxSHrtIIkPgiQOBFqQJEZsyYYdtvv31mXQcccICtXLnSnQ15qJ/UX+m+Uz+qP6NEgMQXAQIvShkgMnLkyJz1HXroofbtt9+6syGL+kf9lN1v6seoESDxRYDAi1IHiI7Xn3LKKTnrPOGEEyI7jl/p1C/qn+z+Uv+Vor8IkPgiQOBFqQNE1q5da/37989Z79ChQ0tSFCuJ+kP9kt1P6jf1XykQIPFFgMCL2ggQWbVqlfXo0SNn3fqmzeGsLdQP7i8P9Zf6rVQIkPgiQOCFGyA+HkRUXUuXLrUuXbrkrF/Pskj6iXV9/uxnqmhSP6m/Sqldu3aZ9fNgsHghQOCFLgPNLlT61lnKkXNVFN1fIrraaNGiRe6siaDPnX21lSb1TynD4+2337Z+/frlvIdrrrnGnQ0VjACBFxq9tX79+jnFQpMKiApJKeiwjHtORPc7JO1mQ33e7Ps8NKlfSnXYatmyZXbeeedZvXr1AvvDU0895c6OCkaAwJtXXnkl8CtAkwqJCooOc0VNJ4bdq7M0wuyIESNiP3aWPp8+Z/bIxZrUH6U4Ya7133HHHda6devAPvCd73zH7r77brcJKhwBAu90Y1r2s7XTkwqLCkzUhVxXHen+huybDTX96Ec/srlz57qzx4I+lz5f9ufV51c/lOKqtKefftq6du0a2OY6/zF27FjbsGGD2wQxQIAgEioYKhzuoRRNKjQqOFFTkGUPe6JJQ5fr+RdxeSiVPoc+T/aQ7Jr0uaO+w1zmz59vxxxzTGAb63Dm8OHDbcWKFW4TxAgBgkipgKiQ5Ds/MnDgwFQBipJOGmcPwJie9AS+Up7kj4Lef/aTBNOTPm/UJ8t1hZcOl7nBpWnAgAGx/aWHXAQISkIFRYXFLTYqQCpEUV5yqxP8d955Z87zRNJT7969beLEiW6Tsqb3q/ftfhZ9Pn1On4+jdelw2D333GPt27cPrF+XCCftgoWkI0BQUiow7j0bmlSQVJiiPF6vb+V64p57klmTztnoHoUo118MvS+9v3znlvR59Lmi/tXxwgsvWPfu3QPrb9mypd166622bt06twlijgBByanQqOCo8LjFSAVKhSpKWv7+++8fWLcm3b9yxRVXlM0jc/U+9H6y7+bOnvQ5ou6vhQsX2uDBgwPr1kn6s88+2z7//HO3CRKCAEGtUeFRAXKvltKkgqXCFaXHHnvMevXqFVh3eurZs2fqqrGoz9O4tD6tV+t331N60vvW+4/SN998Y9dee601btw4sP6DDz7Y3njjDbcJEoYAQa1TIVJBcouUCpcKmApZlHRFmDvkhzvpF4AOE40fP94++OADdxFF0fK0XC2/ql8a6UnvsxRXsP31r3/N+1523313e+ihh9zZkVAECMqGBtpTgXKLlgrZ/fff787uncbv0nPCO3bsGHgP7tSkSZPUUCEnnXSS/frXv04FwOOPP27Tp0+35557zhYsWJCZ9P/173pd82l+tVN7Lcddtjvp/eh9lWJ8sVdffdUOPPDAwHvQ+7zuuutszZo1bhMkGAGCsqICpUKVr7CqsM2ePdtt4p1OWD/zzDOpXwT57mMpxaT1av16H6U4sf/pp5/amWeemfOcdE06QX/aaacldkwxFEaAoCypYA0ZMiRwxZQKnJ5tEeUzvF1vvfWW3XbbbTZo0CBr0aJFoNj7mLRcLV/r0fpKRUOc3Hjjjda8efPAe9J5lpdeesltAmQQIChrM2fOzHuiWwVPha8UYzy53nvvPXviiSfsf/7nf+zcc89NPSZWh940ud/g05P+PT2P5lc7tddytLzaoPtJOnfuHHivHTp0SB1qi/J+EsQDAYKyp0KmgqbC5hY7FcByvBFQN0bq/EeUN0iGNWfOnMCoxZoaNmyYumS4VKP2ovIRIKgYKmwa90mFzi1+KogqjKjaF198YRdccEHeYdaPP/5471eXIf4IEFQcFbrjjjsuUARVGFUgVSixlQa2HDNmjLVp0ybQZ926dbNnn33WbQJUCwGCijVt2rRUAXSLogqlCiZDiG/po3322SdvH2ncLPoIxSBAUNFUAFUI8327VuFUAU0i/Uo79thjA32iUZGHDRvGrzR4QYAgFlQQVRjzDRuvw11JOb7/1VdfVXme6PDDD+c8EbwiQBArKpAqlG7xVEFVYVWBjSNdqXbvvfdWeaXapEmT3CZA0QgQxJIKZlLucdC9MvkGXtTNiTfddBPDrCMyBAhiS4VTBTTf3eMquCq8lezjjz9O3a3vfrbauFsfyUSAIPZUSFVQ890lrgJcaeM8abywkSNH5h0vrG/fviUZLwwQAgSJocKqAusWXRViFeRKGGlWTyWsasTiv/3tb+7sQKQIECSOhoav6lkXGlK+HL3++ut20EEHBd6znpnym9/8JvJnpgD5ECBIpG09bU8FuxzoOednnXVW3qc2nnrqqZE/tREohABBoqkAqxC7xVkFW4VbBbw26AKAW265Je9z43v06GEvvvii2wQoOQIE2EwFWYXZLdYq4CrkpbwUdvLkyfa9730v8F522mknGzduXKwuQUZlI0CAf9OT/1Sg27dvHyjeXbp0SRX2KM2dO9eOPPLIwLobNGiQeqRtXG+CROUiQACHnuExYsSIVOF2i7kKvAq9TytWrLCLLroo7zAsekrh+++/7zYBygIBAlRh/vz5NnDgwEBRV6FXwVfhL4YGgvzjH/+Y97nr3//+923q1KluE6CsECDANqiQd+3aNVDkVfjHjh0bakj06dOn23777RdYZuvWrW306NG2fv16twlQdggQoBpU0FXYVeDdoq8gUCBUx4cffmgnnnhiYBl6GNb5559vy5cvd5sAZYsAAWpABV6FPt9jYRUMeg56PqtXr7Yrr7zSGjVqFGjXr18/e+edd9wmQNkjQIAQVPBV+N0wUEBcddVVqcBImzBhgu2yyy6BeTt16mSPPfZY1lKBykKAAEVQACgI3HBQYFxzzTXWu3fvwGvNmze3G264wdauXesuDqgoBAhQJAWBAqFZs2aBsMieNBrwz3/+c1uyZIm7CKAiESCAJwoGBUS+YeP79Oljr7zyitsEqGgECOCZgiI7PPQoXSCOCBAgAtl3sT/33HPuy0AsECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSAAEESECBABAgQJAEBAkSgfv36BAhijwABPFq+fLmdd955mfDQ9NBDD7mzAbFAgAAerF+/3kaPHm2tW7fOCQ9NM2bMcGcHYoEAAYo0depU69q1ayA4GjVqZBdccIE7OxAbBAgQ0vz5823gwIGB4ND5j+HDh9uKFSvcJkCsECBADa1cudJGjBiRc6VVehowYIDNnTvXbQLEEgECVNPGjRvtnnvusfbt2weCo0uXLvbkk0+6TYBYI0CAanjxxRete/fugeBo2bKl3XLLLbZu3Tq3CRB7BAhQwMKFC23w4MGB4Nh+++3trLPOss8//9xtAiQGAQLk8c0339i1115rjRs3DoTHwQcfbK+//rrbBEgcAgRw3H///bbrrrsGgmP33Xe3Bx980J0dSCwCBPi32bNn24EHHhgIjiZNmth1111na9ascZsAiUaAIPE+++wzGzp0qNWtWzcnOOrUqWNDhgyxRYsWuU0AGAGCBFu7dq3deOON1rx588Cvjl69etnMmTPdJgCyECBIpIkTJ1rnzp0DwdGhQwcbP368bdq0yW0CwEGAIFHmzJlj/fv3DwRHw4YN7fLLL7dVq1a5TQBUgQBBInzxxRc2bNiwnOd0pKfjjjvOPvjgA7cJgG0gQBBrGzZssDvvvNPatGkTCI5u3brZtGnT3CZF+fbbb+3WW2+1c8891xYsWOC+DMQKAYLYUjjss88+geBQmChUFC4+Pfzww/bd7343s56f/OQn7ixArBAgiB0djtJhKTc4dPhKh7F0OMunN9980w499NDA+o4++mh3ViBWCBDEhk6A60S4Toi7xfzwww9PnUD3admyZXbOOeekxsVy13fyySfb0qVL3SZArBAgqHi65FaX3uoSXLeQ61LdSZMmuU2KosfX3nbbbdaqVavA+g444AB7/vnn3SZALBEgqGi62U83/bmFvEWLFqmbBHWzoE9TpkyxvfbaK7C+HXfc0e6+++7UM0OApCBAUJE0vIiGGdFwI9mFXMORaFgSDU/i07x58+yoo44KBIeeSnjppZfal19+6TYBYo8AQUXRgIYjR45MDXDoFvO+ffumBkT0ScFwySWX5H18rU6Sv/fee24TIDEIEFQMDaWuIdXdQq6h1zUEu086FHXXXXdZu3btAuvbe++9U4eygKQjQFD29PAmPcTJLeR62JMe+qSHP/n03HPPpU6Gu+vTSXOdPNdJdAAECMqYHherx8bmu0z21FNPTT1u1qePPvrITjrppMC6tH5drqvLdgFsRYCg7Kxbt85uueUWa9myZaCYd+/e3V588UW3SVG+/vpru/rqq22HHXYIrE83CL711ltuEwBGgKDMTJ482bp06RIo5O3bt7dx48Z5v0z2vvvus44dOwbWt8cee9gjjzzizg4gCwGCsjB37lwbMGBAoJDr6qcRI0bYypUr3SZFmTVrlvXp0yewvqZNm9pvf/vb1KCIAAojQFCrVqxYYcOHD887zPrAgQNt/vz5bpOiLFmyxH72s5/lfXztGWecYYsXL3abAKgCAYJaoZFwx44da23btg0ER9euXW3q1Kluk6LojvRRo0ZZs2bNAuvr3bu3vfzyy24TANtAgKDkpk+fbvvtt1+gkLdu3dpGjx7t/TLZRx991Dp16hRY3y677GITJkxwZwdQTQQISkYPWDrxxBMDhbxevXp2/vnn2/Lly90mRXnnnXesX79+gfU1atTIrrrqKlu9erXbBEANECCInAq1CrYKt1vMVeBV6H1SECmQFEzu+hRgPCkQ8IMAQaR0iEiHitxCrkNKOrTkkw596RCYDoW569MhMx06A+APAYJI6KS0Tk67hVwnsXUy2/cw6zrprpPv7vp0kl4n630/vhYAAQLPdBns6aefnneYdV0+q8tofdJlvrrc1w0OXRasy4N1mTCAaBAg8ObMM8/MO26Vbth75ZVX3NmLohsLdYNhvmHWdUOibkwEEC0CBF589dVXgUKuIUI0VIhPGsrknnvuSQ1t4q5PQ6BoKBQApUGAwAuNVJtdzHUVlAYp9EmDKGowRTc4NOiiBl/UIIwASocAgRe6dDa7qOsRsL5o2PbBgwcHgkOHyzTcu4Z9B1B6BAi8iCJA9KAoPTBKD45yw0MPmNKDpgDUHgIEXvgOED2iVo+qdYNDj7TVo20B1D4CBF74CpDZs2db3759A8HRpEkTGzlypK1Zs8ZtAqCWECDwotgAWbVqlQ0dOjTvMOtDhgyxRYsWuU0A1DICBF4UGyDnnntu4FdHr169bObMme6sAMoEAQIvig0Q/fpIt+3QoYONHz/eNm3a5M4GoIwQIPCi2ADRfSQXX3xxapwsHc4CUP4IEHhRbIAAqDwECLwgQIDkIUDgBQECJA8BAi8IECB5CBB4QYAAyUOAwAsCBEgeAgReECBA8hAg8IIAAZKHAIEXBAiQPAQIvCBAgOQhQOAFAQIkDwECLwgQIHkIEHhBgADJQ4DACwIESB4CBF4QIEDyECDwggABkocAgRcECJA8BAi8IECA5CFA4AUBAiQPAQIvCBAgeQgQeEGAAMlDgMALAgRIHgIEXhAgQPIQIPCCAAGShwCBFwQIkDwECLwgQIDkIUDgBQECJA8BAi8IECB5CBB4QYAAyUOAwAsCBEgeAgReECBA8hAg8IIAAZKHAIEXBAiQPAQIvCBAgOQhQOAFAQIkDwECLwgQIHkIEHhBgADJQ4DACwIESB4CBF4QIEDyECDwggABkocAgRcECJA8BAi8IECA5CFA4AUBAiQPAQIvCBAgeQgQeEGAAMlDgMALAgRIHgIEXhAgQPIQIPCCAAGShwCBFwQIkDwECLwgQIDkIUDgBQECJA8BAi8IECB5CBB4QYAAyUOAwAsCBEgeAgReECBA8hAg8IIAAZKHAIEXBAiQPAQIvCBAgOQhQOAFAQIkDwGCon377bd21VVX5QTI22+/7c4GIGYIEBTlkUcesT322CMnPDT985//dGcFEDMECEJ566237NBDDw0EB4ewgOQgQFAjy5Yts3POOce23377QGgQIECyECColvXr19ttt91mrVq1CoTFAQccYJMmTSJAgIQhQLBNU6ZMsb322isQHO3atbO77rrLNm7cyFVYQAIRIKjSe++9Z0cffXQgOBo0aGCXXHKJffnll5l5CRAgeQgQBCgYLr300lRQuOFx1FFH5Q0HAgRIHgIEGToUdffdd9uOO+4YCA4dwtKhrKq4AaJfKGvXrnVnAxAjBAhSnn/++dTJcDc4dNJcJ891Er2QlStXBtp26tTJHn30UXdWADFBgCTcRx99ZCeffHKg+OsyXV2uq8t2q+uUU06xOnXqBJbVr18/7kwHYogASaivv/7arr76atthhx0CBV83CL755ptuk2pZsGCB/fSnPw0ss169ejZo0KBUYAGIBwIkgf7yl7/Yd77znUCR/+53v2sPP/ywO3soM2bMsP322y+wDv2yuf3227d5SAxA+SNAEuSVV16xH//4x4Gi3rRpU7v++utTgyL6NHXqVNtll10C69PUtWtXe/rpp90mACoIAZIAS5YssZ///OdWt27dnCKu8xWnn366ffLJJ26TonzwwQd23HHHBUIj33TMMcfY/Pnz3UUAqAAESIzpMtobbrjBmjdvHijcvXv39j5i7qpVq+zyyy+3hg0bBtbXv39/mzx5sg0YMCDwmu43GTFiROpKLgCVgwCJqTcfe8z+o1OnQLHWIaUJEya4sxdl06ZNNn78eOvQoUNgfZ07d7aJEyfmzP/kk09aly5dAvO2b9/e7rnnntT9KADKHwESN++8Yx/85Cd2++aCfNzmqfW/i3OjRo3syiuvTP1K8GnmzJnWq1evQBi0aNHCbrzxxipvJly3bp3deuut1rJly0Db7t272wsvvOA2AVBmCJC4WL7c7PzzzerVs683F+EnN08jNk+9Nk8nnHCCffjhh26LoixatMiGDBkSuO9D51mGDh1qn332mdskr88//9zOPvvsvMPDDx482BYuXOg2AVAmCJBKp8thR482a91689bcLjO9t3l6ZN99bc706W6LoqxZs8auu+46a9KkSaDgH3jggTZ79my3SbW88cYbdvDBBweW2bhxY7v22mvtm2++cZsAqGUESCWbOtXs+9/PCY7U1Lat2R//aJs2bHBbFOXBBx+03XffPVDkd911V7v//vvd2UMptI6//vWv7uwAahEBUonef99s0KBgcNSvb3bRRWYrVrgtivL666+X9NfBtn7lvPrqq24TALWAAKkkX31l9qtfmTVoEAyPI480e/ddt0VRdH7irLPOqrXzEzrPctppp+U9z3LmmWdW+zwLgGgQIJVg0yazcePMdtopGBzf+57Z5Mlui6LoCqlbbrmlyiukXnzxRbdJpF566aW8V3rp/pZCV3oBiBYBUu5UrHv0CAZHixa2ucqr2rstilKu92jU9F4TANEjQMqVDg+demowOLbf3uyss8yWLnVbFGXu3LkVcZe47mO54oorqrzbfc6cOW4TABEhQMqNTkj/5jdmjRsHw+Ogg3RG221RlBUrVtjw4cOtfv36gYI8cODAsh2nSuNtHX/88YH3rGHjL7jgAvviiy/cJgA8I0DKyd/+ZrbbbsHg2H13swcecOcuyoYNG2zs2LHWtm3bQBHWSLkaSbcSPPvss9atW7fAZ2jTpo2NGTMm9TkBRIMAKQe6+a5v32BwNGliNnKkrmt1WxRl3vTpdmyeZ3W0bt3aRo8eXXHP6lBI3HnnnanQcD/TPvvsY9OmTXObAPCAAKlNugx16FCzunWD4TFkiNnHH7stirNggX1w4ol28+blH7N5avbvIqvDPueff74t13AoFUyHrYYNG5b3cJyGl9dhLwD+ECC1QVcy3Xzzliup3ODo2VMjFLotirN6tdlVV5k1amQrN6/j8c3T8M3TD7bb8rzyd955x21R0XQi/fDDDw+EiE68a7j5r3Q/DYCiESC14cYbg8HRoYPZvfduuefDJw3dvssuOeuas3m6r1Mnm/Xoo+7csTJp0qTUJb5ukOhS4Hs397UuDQYQHgFSGy6+eGtB3/yt2C67bMtd5j69/LJZ797BoGrWzDaOGmUbE3LznW6KvOmmm1LDy7tB0nPzrz0NRw8gHAKkNnz+udl//ueW8x++j8svXmx2xhlmderkBofOs/zsZ3q+rdsiETTsiYaZdx/rq0nD0n/s+3wTkAAESFx8+63Zb39r1rRp8FdHnz5ms2a5LRJJw8337ds3ECIauHHkyJGpgRwBVA8BEgePPGK2xx7B4OjY0ey++9y5sZmGn9cQ8W6QaCj5BzzfcwPEFQFSUzr89Pvfm/3Hf5h997tb7tXQXeP67wEDtjzcyfMwI1V66y2zQw8NBscOO5hdfbXZ11+7LZBFw9BrOHoNS+8GiYav1zD2NaUT81OmTLGLL744NQBkx80hrscJax16Hv1hhx2WuhKs0IO3st9HTYRtB4TFnlZduvR21Ciz5s2DBdudNM9///eWNlFYtszsnHO2jIvlrvukk8w++shtgQI0LP2pp56aU4A1aRh7DWdf3efI66ov3bjoLqeqSSMbP/300+5icuapibDtgLDY06pDx8WPOy5YrLc1qY3PY+q6Q/y228xatQqu64ADzJ57zm2BGtAw9T169DC30OuZ7YVohGL9qnDbVXdyFXqtkLDtgLDY06pj8ODcYq3zDbffrjvWNDzslhv15s7dcvhqzz1z59XVVj78/e9me+8dDI527czuuiu6XzsJo0NQ48aNs5122ilTjE8//XR3thyXXXZZTvFu1qxZ6o74yZMnpx6KpRPzOly2ePFimz59ut1www05QeUKGwRh2wFhsadti27Eyy7Y+jZa6B4KvfaLX+S2+fOf3bmq7733zI4+OhgceirhJZeYffml2wIe6G7166+/3i688EL79NNP3ZcznnjiiZzCffTmbVXdIWFee+211BD0rrBBELYdEBZ7WiH6Vt+p09airV8i1ZX9q0W/Smr6C0HBcOml+R9fe9RRZvPmuS1QYvq1su+++2aK9jHHHOPl7vawQRC2HRAWe1ohkyZtLdoat6om3/ZXrMgd62rzN9Vqu/tusx13DAbHXnuZTZnizo1aoiHv0wVbh618PYMkbBCEbQeExZ5WyIUXbi3e+u+aym5/0UXuq/ndemswOHTSXCfPK2yY9bi75JJLMgVbh7p8CRsEYdsBYbGnFaKRcdNF/Mkn3Ve3bfLkre179XJfzS/7/Iku09Xlurr3BGXnhz/8YaZg61nyvoQNgrDtgLDY0wrZeeetxfyTT9xXt23Roq3tNSJudSxYYDZo0Jb7Od58030VZUQ3CaYL9idh9o8qZAdB2AkoBfa0Qho12hoAYe7n0PPN0+11dzhiZYfN2zRdsH2OoeWGQZgJKAX2tEKKDRC1SbcnQGJHQ5SkCzYBgiRiTytED3nSH6OmMIcowhzCQsXQ2Fbpgh3VIayaCNsOCIs9rZAePbYGQJiTpGFOoqNiaLDEdMHmJDqSiD2tkGHDtgZAdS/DzRbmMl5UjEq6jPfdd9+1UaNG2SGHHJIaxr5+/frWpk2b1LPjGb4eYQX3NGw1ceLWAGjZ0mzlSneOqummw+wbCXVTImJFI+mmC3bz5s1thW4e9aBQEBRSqF32a/mmwYMHpwaFBGoiuKdhqw0btjznQ3+QmoYMceeomgZRTLfTcCj8ccaOhi3p1q1bpggfe+yxZTuUyf7772+/+93v7KWXXko93nf16tX29ttv2/Dhw61evXqpNrdrgFCgBoJ7GnLde+/WINB07rlm69a5c22l1847L7eNBmRELE3c/Cs1u3ArRKr7S0SDKeoQkqtQEBQStp1GB1YbjesF1ETN9rSk0k192YGgwRE1dLuGcNdQ7nrynwY3HDPGrHPn3HlPPtldGmLml7/8ZU7x1uGsiy66yJ566qnU1Vm6xFeThnOfMWNG6pdAz549qyz2YYMgbDsNOa82uiwZqIma7WlJpYAYODA3GKozqQ2PlY09nTu49NJLcwp4TSZXodcKCdtOh7TUZkcN4AnUQM32tCTT+ZDrrzdr1iwYFO6kea67bksbJMZjjz1mXbt2zSnkhSY9VEoj+rrCBkHYdmM2/3JWGx1+A2qiZnsazJYuNbvjDrMjjzTbfXezxo23TLvtZnbEEVueVLj5Gx2SSSfRdehKh7AUEDvvvLM1bNgwNeyJbjzs16+fXXnllanzH1UJGwQ1aadDavPmzbNrr702deiqSZMmBd8TkM+29zQAsZEdMunpoIMOslmzZrmzAttEgAAJ4oaHplatWtmZZ55Z8NG9QD4ECJBA69evtyVLlqSe6T5o0KBUkOgkuu5YB6qLAAGQOi+jEDnqqKPcl4AqESAAUs9zV4DoZDpQXQQIAFu6dGkqQHQTJFBdBAgAu+yyy1IBosuMgeoiQICY22uvveyKK65IDaMyf/58W7VqVeYk+uTJk1M3ECo86tSpY88884zbHKgSAQLEnHvZbr6padOmNoFBP1FDBAgQc7rj/Oabb7b+/fvbnnvuaY0bN07dHd+hQwc77LDDUg+a4h4QhEGAAABCIUAAAKEQIACAUAgQAEAoBAgAIBQCBAAQCgECAAiFAAEAhEKAAABCIUAAAKEQIACAUAgQAEAoBAgAIBQCBAAQCgECAAiFAAEAhEKAAABCIUAAAKEQIACAUAgQAEAoBAgAIBQCBAAQCgECAAiFAAEAhEKAAABCIUAAAKEQIACAUAgQAEAoBAgAIBQCBAAQCgECAAiFAAEAhEKAAABCIUAAAKH8f69A+FSp6w6fAAAAAElFTkSuQmCC)
PN: 4956-1-08
CAS: 5432-53-1
Molecule Weight: 189.258
Formula: C12H15NO
PN: 4958-1-01
CAS: 1552-96-1
Molecule Weight: 191.23
Formula: C11H13NO2
PN: 3937-1-X6
CAS: 2826-28-0
Molecule Weight: 197.241
Formula: C12H11N3
Melting Point: 138-140 ℃
TSCA: Listed on TSCA inventory
