| Product Number | 4737-1-33 |
| Synonyms | 2-Amino-3-(4-methoxyphenyl)propanenitrile |
| Purity | 95 % |
| CAS | 488152-08-5 |
| MDL Number | MFCD18803587 |
| Molecular Formula | C10H12N2O |
| Molecular Weight | 176.219 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4737-1-33
CAS: 488152-08-5
Molecule Weight: 176.219
Formula: C10H12N2O
PN: 4737-1-27
CAS: 22442-48-4
Molecule Weight: 161.204
Formula: C10H11NO
PN: 4656-1-8G
CAS: 176035-15-7
Molecule Weight: 181.235
Formula: C10H15NO2
![2-[(4-Methoxyphenyl)methyl]propanedinitrile](data:image/png;base64,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)
PN: 4637-1-0Z
CAS: 5553-92-4
Molecule Weight: 186.214
Formula: C11H10N2O
![[1-(4-Methoxyphenyl)cyclopropyl]methylamine](data:image/png;base64,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)
PN: 4756-1-75
CAS: 75180-45-9
Molecule Weight: 177.247
Formula: C11H15NO
PN: 4656-1-H1
CAS: 204593-48-6
Molecule Weight: 209.289
Formula: C12H19NO2
PN: 4H30-1-9Q
CAS: 36397-23-6
Molecule Weight: 165.236
Formula: C10H15NO
![[1-(4-Methoxyphenyl)cyclobutyl]methylamine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABs5AAAbOQGyPkneAAACO3pUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfF+NXwFFIFbWaNKndpLWT9m1ywEmRAlRA3v79ztB0IemIMPLZd499vjt7dncoNrBzdZNXZUI4ZQRcmVZZXq4T8uvl6yQmd/NZikZoWDYJeW3bt2kQ7Pd7mr66wh6qkqZVQXr99NDkA5u9pFW9DgRjPPj99PjcMZO8bFpbpg6pJp823eRjldq28+I/WwSFrXd5GfTmQVHv+tX+COYbo4cmI//Oco+6BaKwyjcOVlVd2BZ2glFs7AusXelq27oMlkecllTh2eezp4cq3RaubFH0K+Sp3Ty39TbFiaLauHSLi6Hw7SEhBUfAtlWxqGt7BC/5acvBCrASrAKrwYZgI7AxWAOWM/xRz9GAowVXGO+N8xu+HN8ceg0/4P7i+973GCyREEW1YAYUNdxokDSWTONICMNxxBXjwGmoRYid0IqBoFJJBozqUEYwwV5oCRNBGRfxyXaoJXDEnTinWgsBHOMVqghiaiIdQ0RVHEsIqTTGd5GJDOpErBUYKiOlQNOIxeake7dUNMQqQB+1xAj0I4xf8BHA+WxZldmZCHmWkCUnXWR/ulUj3oNLoKozV6OLfgFveg6IIeBTMQ7IIeAT9wEsPgPUEPBpHgf0EPBFMQ6EQ8CX0DgQDQFfcONAfHXoG4C5csmMh5WzIdGV/w3kMtnddbnBiOttblQIv8h4fxtvMBdJP93eUUZfu/YpEpxVfnB6ZlC8eoKCs/cpwFd5/hfye6/XC+RwpAAAL8dJREFUeF7t3QvcFXP+wHGlmxK5dfFIiUiL3K/diKVW1l1ulc2iXDaXRJtbIi3bsrRESEooESLZiCSXoiSU/t11Vz3pfvH7P995duaZ53fOc54zvzNzzsyZz/v1mtfLNnPmnPOz5tM5M+c3uygAAAzsov8BAADpICAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAHltl112cZZ0eN0+zhghAHnNaxC8bp+Ozz77TN1+++3quOOOU3Xr1lWVK1dWe+65p2rSpInq3LmzevPNN9WOHTv0h4WefyMEACHkNQhet09l7ty5qk2bNqX2WdbSsGFDNWbMGH0XoZb5CAFAiHkNgtftyyKfOvbee29nX82bN1dDhw5V8+fPV5s2bVJr1qxRU6dOVb169VK1a9f25TmzLVqvFgA88hoEr9sns3DhQrXvvvta+6hYsaIaOHCgvkkpEpOOHTtm9Jy5EK1XCwAeeQ2C1+2TadeunbOPvn376qvLdPfdd+t/FGrmIwQAEeA1CF63102fPt15vJzXiOLJ8XSZjRAARITXIHjdXvf3v//deXyfPn301XnFbIQAICLcQfC6mGjRooXz+IkTJ+qr84rZCAFAROhR8LKYKCgocB6/fPlyfXVeMRshAIgIr0Hwur2uWrVqzuO3bNmir84rZiMEABHhNQhet9cREADIE16D4HV7HV9hAUCe8BqEZNvPnDnT+o3G8ccfb/26vGrVquqQQw5RXbt2tX406MZJdADIE8mCkEqy7d1/pi8yKeK0adOcbbmMFwDyRLIgpJJs+yOPPNKKwSeffKIWLVqkNm/ebH0qOfPMM63t5FOH7dtvv3Ue36hRI35ICABRlSwIqXjZfvHixdZ2u+22W6k/b9u2rbOPfv36lVqXikysGCXljxAARJiXIAgv2y9btsza7sADDyz15wsWLHBm4t11113VM888U2q9bu3atapTp05pPWeYROvVAoBHXoIg0tlevpaaPXu2Ovfcc63tHnnkEX0T6+uuvfbay9lXy5Yt1bBhw6y4yFdgEg05d3LPPfdYN5kq7znDKFqvFgA8SicIbuVt714vl+w+8cQT+iaOOXPmqNatW5d6TFmLnC95++239V2EWvIRAgAk5T7oV6pUSZ1xxhlqypQp+malTJo0Sd16663q2GOPtW4eJbe03WOPPdThhx9u3dJWwhHFk+0EBAA82r59u/X7j6eeeso61yHnOT788EN9s7xHQAAgA++//771aUR+ZBg3BAQAMrBx40YrIPqlvHFAQAAgAx988IEVkAYNGuir8h4BAYByHHfccWrQoEHqu+++U+vWrVMbNmywLuPt37+/qlWrlhWQnj176g/LewQEAMqhX3KrL3IllnyVFTcEBADKMWPGDNWjRw/rMlz5caBchluvXj3Vrl0768eBO3fu1B+Slp9//tn6EaLMrxVFBAQAcqRJkybWJ5hTTjlFXxUJBAQAcsQOSMWKFdXKlSv11aFHQAAgR7p16+acRxkxYoS+OvQICADkyOjRo52AdOnSRV8degQEAHJEZuSVaVAkIPqU8FFAQAAgh04++WTnU4j8tiRKCAgA5FDv3r2dgAwcOFBfHWoEBAByaOLEiU5Azj//fH11qBEQAMihrVu3qt13390KiEyLEqX7ghAQAMgx+UW7/SmkvJtThQkBAYAc+9e//uUEpE+fPvrq0CIgAJBjM2fOdALSsmVLfXVoERAACAGZnFECUqVKFfXbb7/pq0OJgABACFx99dXOp5B3331XXx1KBAQAQuCll15yAtK9e3d9dSgREAAIgV9++UVVqFDBCsgRRxyhrw4lAgIAIdG0aVNVUBSQVkUhWbd0qb46dAgIAITEu3/7m3qhKCCfFi2bhg7VV4cOAQGAsHjnnaKj8i7FS8eO+trQISAAEBbr1ytVuXJxQPbfX18bOgQEAMKkRYuSTyHff6+vDRUCAgBh8sADJQF5/HF9bagQEAAIk8mTSwLypz/pa0OFgABAmGzfrtSeexYHpGZNpbZt07cIDQICAGHz5z+XfAr59FN9bWgQEAAImyefLAnIPffoa0ODgABA2Pz0U0lATjlFXxsaBAQAwqh+/eKAVKqk1Lp1+tpQICAAEEbXXFPyKeTNN/W1oUBAACCMXnmlJCA33qivDQUCAgBhtGKFUhUqFAfk8MP1taFAQAAgrE49tTggzZrpa0KBgABAWC1bptTTTyu1cKG+JhQICADACAEBABghIAAAIwQEAGCEgAAAjBAQAAg7meJ92DClLr1UqUaNlKpRo3iRf77kEqWGDs3JtO8EBADCTKZzP+ywkl+ll7UcemjWp34nIAAQVqNHK1W1anEgKlZU6rrrlJoyRanCQqXWr1fqq6+U6tateJ1sI9tmcd4sAgIAYfTjj0pVr14Shvff17co8eGHSlWrVrytfLUl08FnAQEBgDBq1ark66mnntLXJpJfrNvbt26trw0EAQGAsPn669LnNnbu1LdIJNu4z5XIPgJGQAAgbHr2LAlB37762rLJtvbj7rpLX+s7AgIAYXPaaSUhmDhRX1s22dZ+XIsW+lrfERAACJv99y8JgdwXJF3Ll5c8rqBAX+s7AgIAYWNfUSXLli362rLJtvbjdttNX+s7AgIAYUNAAABG6tXjKywAgAE/TqI3b66v9R0BAYCwMb2M96GHSh7HZbwAEENfflkSAvlxYDo/JPz9d6WaNCl5HD8kBICYkq+g7BjINCXlGTSoZHuZBiULCAgAhNGsWcVXUkkQ5Kqs8eP1LUp89FHJtjIBo0zEmAUEBADCauRIpapUKQ6DTNl+ww3FX2/JVO6//Vb8NdVNNym1667F28isvTIFfJYQEAAIM7myqnHjkq+nylpkm08+0R8dKAICAGEnt6uV29ZefLFSBx1U/DWVLA0bKnXRRdzSFgAQLQQEAGCEgABArsj9y888M6v3MfcTAQGAXBg+vOTqKTmXEUEEBACyzR0PWbp107eIBAICANmkx+OKK5TasUPfKhIICABkSx7FQxAQAMiGPIuHICAAELQ8jIcgIAAQpDyNhyAgABCUPI6HICAAEIQ8j4cgIADgtxjEQxAQAPBTTOIhCAgA+CVG8RAEBAD8ELN4CAICAJmKYTwEAQGATMQ0HoKAAICpGMdDEBAAMBHzeAgCAsTA+vXrVZ06dYqOc7uoo48+WvXv319NmzZN3wxpWloUj40xj4cgIECe++2339RJJ51kxUNf9t13X9WhQwc1ePBgtWDBAv2hSOK/RfG4rygeHxSN38YYx0MQECCPSTyaN2/uBKNChQoJEXEvjRs3Vl27dlVvvPGGKiws1HcXe8OL4lGtKB6nF43VPUXLdzGOhyAgQJ7S47H77rurSZMmqa+//lr169dPtWnTRlWrVi0hIvaya9GB8uSTT1a9e/dWEydOVFu3btWfIlYkHjImMjaVi5a+RfHYGeN4CAIC5KGy4qHbtGmTGj9+vLrzzjvVMccckxAR91KjRg3Vtm1bNWDAADVz5kx9V3nNHQ9ZriiKx46Yx0MQECDPpBuPZFatWqVGjBihunTpoho0aJAQEfdSt25dddVVV6khQ4aoJUuW6LvKG8SjbAQEyCOZxCOZOXPmqP/85z/qggsuUHvssUdCRNzL4Ycfrm655Rb17rvvWq8jHxCP1AgIkCf8jodODpyff/656tOnj2rZsqWqUqVKQkTspXLlyqpFixbqgQceUJMnT47kQZd4lI+AAHkg6Hgks2HDBjV27FjVvXt39Yc//CEhIu6lZs2a6rzzzlNPPfWU+umnn/RdhQ7xSA8BASIuF/FIZunSpWro0KGqY8eOav/990+IiHupX7++uuaaa6wD9YoVK/Rd5RTxSB8BASIsLPFIZtasWerxxx9Xf/rTn6zXpUfEvTRr1kzdcccdaty4cWrjxo36rrKGeHhDQICICnM8dNu2bVOffvqpuvfee9Wpp55a6iCtL1WrVlWnn366euihh9SXX36pfv/9d313gSAe3hEQIIKiFI9kZG6ut956S914443qsMMOS4iIe6lVq5a65JJL1KBBg9T//d//6bvyBfEwQ0CAiIl6PJJZtGiReuGFF6wDd+3atRMi4l4OOuggdd1116nXX39drVmzRt+VZ8TDHAEBIiQf45HMt99+q/7xj3+oP/7xj6p69eoJEbEXmdvrhBNOUHfffbeaMGGC2rJli76rlIhHZggIEBFxiYdOoiBxkEhILFJNCCmxkehIfCRCqRCPzBEQIALiGo9k5Gsr+fpKvsZq1KhRQkTcy3777acuv/xy9fzzz6uFCxc6+yAe/iAgQMgRj9TkxLqcYJcT7XvttVdCRNzLoYceat0bxf0phniYIyBAiBEPb+SS36+++ko9/PDD6owzzrAuCdYj4l6IR2YICBBSxCNzMl39Bx98oHr06GH9WNEdD7k8mHhkhoAAIUQ8gvHLL784n0pkduHt27frm8ADAgKETC7jsXnzZjVjxgw1atQo62ugzp07q9atW1vLUUcdpRo2bOgs8r/tdbKdbC+Pk8fLfsKqffv2zthma1zzFQEBQiTb8ZDnkxl1ZR6qY489NuUlsl4W2Y/sT/Yr+5fnCYt///vfzuu877779NXwgIAAIZGteBQWFlqXtbZq1UpVqlQp4eBf3lJQUJDwZ+Ut8jzyfPK88vy59MMPPziv67TTTtNXwwMCAoRANuIhM9126NBB7bbbbgkHeHs55JBDrLsP9uzZU7344ovqiy++UPPnz1erV6/Wd2eRP5f1sp1sL4+Tx8t+9H3bizy/vA55PblywAEHWK9FbnyV66BFGQEBcizIeOzcuVONHDlSHX300QkHclnk00SnTp2s+5rLfFR+kv3JfmX/ZX1qkdclr09eZzbJORv7NYwZM0ZfjTQRECCHgoqH/B7i5ZdfVk2aNEk4aMtzyAH0o48+ytpU6fI88nzyvPL8+muS1ymvN1uvZ9iwYc5z33zzzfpqpImAADkSVDymT59u3XNDP0g3bdrU+ppJfhuRS/L88jrk9eivUV63vP6gLVu2zLlgQOIFMwQEyIEg4iHf5cv9yfUT48ccc4x64403sva3+3TJ65HXJa/P/Xrl9cv7CPrcxJFHHuk85+LFi/XVSAMBAbIsiHjISewGDRqUOhAfeOCB1u8yokBep7xe9+uX9yPvKyi33Xab81zyiQjeERAgi4KIx2OPPWZdTWTvU/5ZrobasGGDvmmoyeuV162/F3l/QXjvvfec57nyyiv11UgDAQGyxO94rFu3rtSvqmWRr4Pkdw5RJq9f/1pL3qe8Xz9JsKpUqWLtv06dOqH7ii8KCAiQBX7HY+nSpQmTA3br1s3zHfnCSt6HvB/3+5P3K+/bTzINi71/mYIF3hAQIGB+x2POnDnWfcHt/cmkgHKDpXwk70ven/1e5X3L+/dL3759nX3/85//1FejHAQECJDf8fjmm29U7dq1nf3Vq1cvK5e95pK8P3mf9nuW9y/j4Ac5SW/v95xzztFXoxwEBAiI3/H4+eefS8WjcePGat68efpmeUnep7xfd0RkPDIl9wOx72JYo0YNtXXrVn0TpEBAgAD4HQ/57t/9tZVMAbJixQp9s7wm79c9JYuMhx/nRC688EJnnx9//LG+GikQEMBnfsdDrj5ynzCXiQrjFg+bvG/3RI0yLplenfX00087++vVq5e+GikQEMBHfsdDLi11X6pbt27d2HxtVRZ5/zIO9pjI+GRyCa58FWbv68QTT9RXIwUCAvjE73gI+RGdvT+5GinfT5inS8bBfXVWpj82lDssyn523XVXtWbNGn01ykBAAB8EEY8pU6aU+lV2vl6qa0rGwx4bGScZL1PXXnuts6+oTP8SBgQEyFAQ8Vi/fn2pua3kR3VI5P6xoYyXjJuJ1157zdnPDTfcoK9GGQgIkIEg4iFkNlp7nzKtR778wtxvMi7uaU9k3EysWrVKVaxY0dqHnKRHeggIYCioeMj3+/aU7DJX06xZs/RN4CLjY89pJeNmep7o2GOPdf5dxv1ChXQREMBAUPGQq4ncN4OS2WlRPhkne8xk/EyuynLv49lnn9VXIwkCAngUVDyE3NbV3q/cHyNqU7LnioyT+34iMo5effjhh87jL730Un01kiAggAdBxmPnzp2l7mEud+tD+mS87LGTcZTx9GLz5s1qt912sx6/zz77eH58HBEQIE1BxkO4L0uV7+Phnfs8hsllz2eddZbz+KlTp+qroSEgQBrk8lC56VBQ8ZDv7N3zPPFbBDMybvYYynh6PRfSv39/5/GPPPKIvhoaAgKkoV+/fs6BRa748TMeYty4cc7+mzZt6vnAh2IybjJ+9ljKuHoxbdo057Ft2rTRV0NDQIA0yP0n7AOLfL/utw4dOjj7HzJkiL4aHsj42WMp4+qFBGi//fazHlutWjW1adMmfRO4EBAgTY0aNbIOLPKDs9WrV+urjRUWFjonb2vWrKk2btyobwIPZPxkHGU8ZVxlfL247LLLnACNHz9eXw0XAgKk6frrr3cOLCYnaMsyePBgZ7+dO3fWV8OAjKM9pjK+Xjz33HPOY3v06KGvhgsBAdI0cuRI58By3XXX6auNtW7d2tnvhAkT9NUwIONoj6mMrxcLFixwHivTpKBsBARI06+//mpN9y0HFrkbnh/k6i57xt2CggJ+e+ATGUcZTxlXGV+vkyzat8+VrytXrlypr8b/EBDAgxNOOMH52+ncuXP11Z6NHTvW2V/Hjh311ciAjKc9tjLOXnTt2tV57IgRI/TV+B8CAnhw9913OweWZ555Rl/t2e233+7sj6uv/OW+GkvG2YvRo0c7j+3SpYu+Gv9DQAAP3N+tX3zxxfpqz9y/nF60aJG+GhmQ8bTH1usv+9euXet8XSn3GUFyBATwQO4/Ub16devAsvfee2d0zkLmXrIPUgcffLC+Gj6QcZXxlXGW8fbipJNOcgI0e/ZsfTUUAQE8O/vss50Dy1dffaWvTtt3333n7OeCCy7QV8MHMq72GMt4e9G7d2/nsQMHDtRXQxEQwLNHH33UObA89NBD+uq0uS8Lvuuuu/TV8IGMqz3GMt5eTJw4kcCXg4AAHskd7+wDy+mnn66vTlvfvn2d/bz44ov6avhAxtUeYxlvL7Zu3apq1KhhPbZWrVpqx44d+iaxR0AAj2S+pNq1a1sHlqpVqxpPPXL11Vc7B7fPP/9cXw0fyLjaYyzj7VW7du2cx0+ZMkVfHXsEBDBw+eWXOwcWrzO+2tq2bevsY+HChfpq+EDG1R5jGW+vBgwY4Dz+wQcf1FfHHgEBDLzwwgvOgcXrbwxs7ptTrVmzRl8NH8i42mMs4+2V+0KHli1b6qtjj4AABty/MWjWrJm+Oi3yOHsf27dv11fDBzKumfx7kq8r69ataz1e7gMjd6VECQICGDrssMOsA0uFChXU8uXL9dXlsqeHlynHERx7qnwZbxNXXXWVEyGvU6LkOwICGLrpppucA8vw4cP11eWqV6+e9Vj5QSKCI+Mr4yzjbcI9Jcqtt96qr441AgIYeuutt5wDyzXXXKOvLhefQLIj008gS5YssT5lyj6OOOIIfXWsERDA0Lp161SlSpWsA0v9+vX11eXiHEjwMj0HYrPvsy4hWbp0qb46tggIkIFTTz3VOUD9+OOP+uqUuAoreJlehWW75ZZbnP0MHTpUXx1bBATIwL333uscWJ588kl9dUr8DiR4mf4OxPbOO+84++G+LSUICJCBTz/91Dmw/PnPf9ZXp8Qv0YOX6S/Rbe47R+6///766tgiIEAGtm3bpmrWrGkdWPbYYw9P5zKYCyt4mcyFpXN/5Thr1ix9dSwRECBD5557rnNgmTx5sr66TMzGG7xMZuPVPfDAA86+Hn/8cX11LBEQIENyMLEPLHKQSRf3AwleJvcD0clfDux9yV8aQECAjMnXGfaBxcuVPtyRMHiZ3JFQJ19PyteUsj/52lK+vow7AgL4QE6syoFFTrTKCdd0cU/04GRyT/SyyIUS9j7lAoq4IyCAD+TSTvvAIpd8pktm8rUfJ1NmwD/uKUhMZ0zWyaXa9j7lEu64IyCAD+THZfaBRX50li6ZnM9+HL8v8Jc76n5Ngig/FrX3KT8ijTsCAvhAprew50uSaS/S5f59QUFBgdq5c6e+CQzIOMp4yrh6/VqxPDJtjexXprGR6WzijIAAPpGJ9uTAIiGRCfjS1bp1a+dvtRMmTNBXw4CMoz2mMr5+kokz7X3LhJpxRkAAn8hU3/aBxcv5jMGDBzuP69y5s74aBmQc7TGV8fWTTN1v71um9I8zAgL4xH0+Q25ClK7CwkJnynG5PHTjxo36JvBAxs+eHUDGVcbXT3LzMPvrygMOOEBfHSsEBPCJ3O5UbnsqBxa5DarcDjVdHTp0MPr0gkTuq69kXP3266+/OsGXJc7TmhAQwEctW7Z0Dixefvk8btw453FyEt5LfFBCxs2+d4csMq5+kni4f7tTsWJFtWLFCn2z2CAggI8efPBB5+AyYMAAfXWZ5MB39NFHO48dNWqUvgnSIONmj6GMp58h1uMhv0r/8MMP9c1ihYAAPpoyZYpzgGnXrp2+OqXXX3/deaxfv5yOG/cBXsbTL3o85D7r06ZN0zeLHQIC+GjHjh2qVq1a1kGmRo0aauvWrfomZZLfLjRp0sQ5SL3xxhv6JkhBxsseOxlHv35TQzzKRkAAn7lngJ04caK+OqWXX37ZeeyBBx6oNmzYoG+CJGScZLzssZNx9APxSI2AAD4bOHCgc8Dp3bu3vjol+c7efZ/1nj176psgCRkne8xk/Pw490E8ykdAAJ/Nnj3bOeicdNJJ+upyTZ8+3ZomQx4vlwXH+TLRdMj42JdPy7jJ+GWKeKSHgAABaNCggXXgkftQrF27Vl9dru7duzsHr2OOOUZt2bJF3wRFZFxkfOyxknHLFPFIHwEBAtClSxfnADR69Gh9dblk8j87QrJ069ZN3wRFZFzsMZLxynTSROLhDQEBAjBixAjnINS1a1d9dVrkkmB7pl5Z/LwsNR+4L3uWcZLxygTx8I6AAAFYuXKl9StlORA1btxYX522xx57zDmgyQ/X/Ph+Px/IONi3l5VFxikTxMMMAQEC4v5ufsGCBfrqtMjVRO3bt3f2I3NszZs3T98sVuT9yzjYYyLjk8lVV8TDHAEBAtKjRw/noPTcc8/pq9MmNy1q1qyZs69DDjkktvMvyfuW92+PhYxLJjd1Ih6ZISBAQMaPH+8cmC677DJ9tSdyx8ODDjrI2Z/M8xS3iMj7dc8XJuMh42KKeGSOgAAB2bRpk6pWrZp1cNpvv/0y+ppF/Pzzz6p27drOAU/OrcTl6yx5n/J+7fcu4yDjYYp4+IOAAAFq06aNc5Dy4wD1zTfflIpIvXr18v7Eurw/eZ/ueMg4mCIe/iEgQIAeeeQR50DVv39/fbWROXPmlPo6S65GytdLfOV9ua+2kvct798U8fAXAQECNHXqVOdgddZZZ+mrjcl3/+4T67LIj+ry5Rfr8j7cPxKURd4v5zzChYAAAZIpxffZZx/rgCW3Qd28ebO+iTG5+sh9ia8scunwDz/8oG8aKfL63ZdAyyLvk6utwoeAAAG79NJLnQNXEHewkx/RuX+xLv8ss9NGbSp4eb3yuvX3wo8Ew4uAAAF79tlnnYNXUNOzf/HFF6XmzpJF7o8RlVvjyut0389DFnk/8r4yQTyCRUCAgMklqPYBTA5mQSksLLRmo7WngrcX+TpI7taX6WXEfpPXI69L/7pKXr+8D3k/mSAewSMgQBbYv56W+bFWrVqlr/aVXPbqvimVvTRt2lS9+OKL1u9TckmeX16HvB79Ncrr9uOyZOKRHQQEyIIbbrjBOZi99tpr+mrfyd/u5bau7nus28vuu++uOnfurD766KOsfSqR55Hnk+eV59dfk7xOeb1+vB7ikT0EBMgC+Y7fPqBde+21+urAyFVgI0eOLDUFiHspKChQnTp1UkOGDFGLFi3SH54R2Z/sV/Yvz6M/tyzyuuT1yev0A/HILgICZMGaNWusuxPKQa1hw4b66qwYN26c6tChg3U5sX4gtxf5qu2CCy6wTvbL10xyEnv+/Plq9erV+u4s8ueyXraT7eVx8nj3hIf6Is8vr0Nej5+IR/YRECBLTjzxROfglsk8TpmSk9PPP/+8atWqVcIJ93SWsj5NpFrkeeT55HkzPTmeDPHIDQICZEmvXr2cA9zTTz+tr86J3377TY0dO1bdcccd1gG4QoUKCQd/k0X2I/uT/cr+5XmCQjxyh4AAWfLxxx87B7kLL7xQXx0K8kv5GTNmWOdsHn74Yeukd+vWra3lqKOOsr5+sxf53/Y62U62l8fJ4/38xX0qxCO3CEgMyGWTcm+KO++805pWQ/52mM0TuSi2detW51fW8u/gb3/7m/W386j9YjwsiEfuEZA89fXXX6t+/fpZ04nb96TQlyeffFJ/GAI0fPjwhH8HslSpUkW1bNlS9enTR33++edqx44d+kOhIR7hQEDyhPzaWabMkHmX5D8m/SCVbJG/BROR7JB42FdhlbfI9OXnn3++GjhwoJo9e7a+q9gjHuFBQCJq7dq11vXz119/vTr44IMTDkLuZd9997Uumxw8eLBasGCBuvHGG511RCR4ejyuuOIK6zcSL730krr66qtL3Swp2SJzRP3lL39Rr7zyilq5cqW++1ghHuFCQCJC7o8gJ2HlSh65HFSmxNAPNPYi19nLvSfkBkZl/cdFRLIjWTySfUX1/fffqwEDBqh27dqpGjVqJPw7dS8yd1SPHj2s81q5npYkm4hH+BCQEJOrWWQq67PPPltVr1494UDiXo4//nh11113qf/+979pXwFDRIKVbjx0crL9k08+Uffcc4865ZRTUn71Jee35DyXnO+S815+TAUSRsQjnAhIiCxevNj6Ne+VV16p6tSpk3CwcC9yGaVcSfXqq6+W+SvhdBCRYJjGIxn54d3o0aNV165dVePGjRP+v+Be5MAq58HkfJicF8sHxCO8CEgObdy4rehvmvPU/fe/ok4++TJVqVLZX13sueee6qKLLrJ+gOb3r5iJiL/8jEcych5LzmfJeS05v6X/f8W9yPkxOU8m58vkvFnUEI9wIyBZtGPHTvXtt8vUoEFT1V/+MkadeOJz6rjjBqlDD7216BPHmapatZJPHVWrVrV+oNW3b19rniG/JpsrCxHxR9DxSEYOqHK+S857pZrnSs6byfkzOY8mM+OG/f7pxCP8shIQOUjaSzq8bq9zP/744wepn35Kff+FTJ8vlXnz1qpXX52pund/X7Vo8UKp57KXpk3vUQUF56uTTmqnbr/9dvX+++8XfTrZqO8qcEQkM7mIh07Of8l5MDkfJufFUk1NIufV5Pzao48+ap1vCxPiEQ15HxBZunUbq29SSqbP57Z69UY1duwcdd99H6u2bYclvBb3Iuvvv/9j9e67s9SqVev0XeUEETEThngkIwdiuf/IX//6V3XQQQclRMS91K5d23rdL7zwgu9Tu3tBPKIjFgGR5csvl+ibOTJ5vk2btqvJkxepAQOmqEsvHZnwvO5FPoHceuu4ov+gv1fz54f3+2gi4k1Y45HM3Llz1TPPPKMuvvhiVatWrYSIuJfDDjvM+v/CmDFj1Pr16/VdBYJ4REtsAnLVVXJPaH3LYl6eb+fO39XMmSvU889/o6677h118snF5zGSLXKOo0uXMdY5j+nTl1nnQKKCiKQnSvHQyXk1Ob8m59nkfJucd9MjYi8yHftpp51W9Mn6PjVp0iS1fft2fXcZIx7Rk/cBOfXU551//uCDufqmlvKeb9GiQjVq1CzVo8d41arVi6W215eLLnpN9e//mfrkkwXWVVZRRkRSi3I8kpHzbnL+Tc7DHXnkkQkRcS9yW9pzzz1XPfHEE+qHH37Qd+UZ8YimvA/I449Pcf75/PNHFP3NKfFTQFnPJyffL7jg1VLr9eWss4aq3r0nqLffnq1WrMi/WVWJSHL5Fo9kli9froYNG2ZN1X7AAQckRMS92LfGlfuaL1u2TN9VSsQjuvI+IOvWbVYtW5Z8apDzD7qynu+xxyaXWidL8+bPq5tvfq/oP5QZ6ueffy21fb4iIqXFIR7J/Pjjj9a/+/bt26uaNWsmRMS9HHHEEeq2225T7733Xsrp6olHtOV9QMSzz05z/rd8YpAT36m2t/344yp1ySWvF/3N6k01cOBXaurUX9S2bYmfYOKAiBSLazx0cg7ks88+U/fff3/RX6qaO/c5SbbIdPVyO9sHH3xQTZkyxflNE/GIvqwHxOtiQn+8nIs488yXnD+ToKTaHsnFPSLEo2xyy9p33nmn6NP5zerwww9PiIh7kVkV5PxJ/fr1iUfExSIgYvjw75w/k8tp16wpmXAw2fZILq4RIR7eLFmyRA0ZMkRdddVVqm7dugkRcS/EI7qyHpB0eN1el+zxW7fuUO3aDXf+/NFHJ6fcHmWLW0SIR+ZmzpxpzSx9zjnnlJquXsaVeERXbAIi3nzzR+fP5fcbv/xS/OOosrZH2eISEeLhP5muftSoUeq8886zpl1BdMUqIPIjQPdluX//+4SU2yO1fI8I8QBSC31AFixYq156abrq2vVd1b69THv+nGrd+kVrNttXXplpfTWlS/V88mNCe51MtDh79uqU2yO1fI0I8QDKF/qAlLd06CD3OSh9B75UzyfTmVxxxRvO+ptuGptye5Qv3yJCPID0hD4g8pXTv/41RX3xxWK1eHGh9YlDfvH9+uuzrE8iso3MfFvW45P57LOFpbYpb3uUL18iQjyA9IU+IKlMnDjf2ub004eU+vN0Hi+THOrxSLU9yhf1iBAPwJtIB0R+ICjbyISJbuk8Xu4MqMcj1fZIT1QjQjwA7yIdEJlaRLb561/fLvXn6T5e5rQiIP6LWkSIB2AmsgGRTx8yT5Vs8/nni0utS+fxQq7Akiux0t0e6YtKRIgHYC4rAfHb5s3brU8dcsDv12+SvhohEfaIEA8gM5ELiEzP3rnzm1Y85PawUbrLXxyFNSLEA8hcpAKyZEmh80ty+WFhsh8RInzCFhHiAfgjMgH57rsVzpTscvJ7yxb/78mM4IQlIsQD8E8kAjJhwjzn3uZ33/3fpLelRfjlOiLEA/BX6AMi9/E44YRnrXjIFOwyISKiK1cRIR6A/0IfEPcltqkWfT4shFe2I0I8gGAQEOREtiJCPIDghD4gyF9BR4R4AMEiIMipoCJCPIDgERDknN8RIR5AdhAQhIJfESEeQPYQEIRGphEhHkB2ERCEimlEiAeQfQQEoeM1IsQDyA0CglBKNyLEA8gdAoLQKi8ixAPILQKCUCsrIsQDyD0CgtDTI9KpUyfiAYQAAUEkuCPiXogHkDsEBJFx1llnlYrH8ccfTzyAHCIgiAT9nIf9dZZ+Yh1A9hAQhJ4ej0MPPZSIACFAQBBqejzscx76iXUiAmQfAUFolRUPGxEBcouAIJTKi4eNiAC5Q0AQOunGw0ZEgNwgIAgVr/GwEREg+wgIQsM0HjYiAmQXAUEoZBoPGxEBsoeAIOf8ioeNiADZQUCQU37Hw0ZEgOAREORMUPGwEREgWAQEORF0PGxEBAgOAUHWZSseNiICBIOAIKuyHQ8bEQH8R0CQNbmKh42IAP4iIMiKXMfDRkQA/xAQBC4s8bAREcAfBASBCls8bEQEyBwBQWDCGg8bEQEyQ0AQiLDHw0ZEAHMEBL6LSjxsRAQwQ0Dgq6jFw0ZEAO8ICHwT1XjYiAjgDQGBL6IeDxsRAdJHQJCxfImHjYgA6SEgyEi+xcNGRIDyERAYy9d42IgIkBoBgZF8j4eNiABlIyDwLC7xsBERIDkCAk/iFg8bEQESERCkLa7xsBERoDQCgrTEPR42IgKUICAoF/EojYgAxQgIUiIeyRERgIAgBeKRGhFB3BEQJEU80kNEEGcEBAmIhzdEBHFFQFAK8TBDRBBHBAQO4pEZIoK4ISCwEA9/EBHECQEB8fAZEUFcEJCYIx7BICKIAwISY8QjWEQE+Y6AxBTxyA4ignxGQGKIeGQXEUG+IiAx06tXL+sgRjyyyx0RWa6//np9EyByCEiMbNy4sdRBrH379sQjizp37lxq/OfMmaNvAkQKAYmZatWqOQewgoICDmJZsmTJEtW4cWNn7CtVqqQKCwv1zYBIISAxM3fuXNWgQQMikkV6POrUqaNmzJihbwZEDgGJIf2ARkSCw1gjnxGQmOLAFjzGGPmOgMQYB7jgMLaIAwIScxzo/MeYIi4ICDjg+YixRJwQEFg48GWOMUTcEBA4OACaY+wQRwQEpXAg9I4xQ1wRECTggJg+xgpxRkCQFAfG8jFGiDsCgjJxgCwbYwMQEJSDA2UixgQoRkBQLg6YJRgLoAQBQVo4cDIGgI6AIG1xPoDG+b0DZSEg8CSOB9I4vmcgHQQEnsXpgBqn9wp4RUBgJA4H1ji8RyATBATG8vkAm8/vDfALAUFG8vFAm4/vCQgCAUHG8umAm0/vBQgaAYEv8uHAmw/vAcgmAgLfRPkAHOXXDuQKAYGvonggjuJrBsKAgMB3UTogR+m1AmFDQBCIKByYo/AagTAjIAhMmA/QYX5tQFQQEAQqjAfqML4mIIoICAIXpgN2mF4LEHUEBFkRhgN3GF4DkE8ICLImlwfwXD43kK8ICLIqFwfyXDwnEAcEBFmXzQN6Np8LiBsCgpzIxoE9G88BxBkBQc4EeYAPct8AihEQ5FQQB/og9gkgEQFBzvl5wPdzXwBSIyAIBT8O/H7sA0D6CAhCI5MAZPJYAGYICELFJAQmjwGQOQKC0PESBC/bAvAXAUEopROGdLYBEBwCgtBKFYhU6wBkBwFBqCULxaRJkxL+jHgA2UdAEHp6RCpVqkQ8gBAgIIgEPSLEA8g9AoLIkIhUr17dikflypWJB5BjBASRMm/ePHXttdeqb7/9Vl8FIMsICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAj/w8oc69sO+hf6AAAAABJRU5ErkJggg==)
PN: 4756-1-77
CAS: 927993-41-7
Molecule Weight: 191.274
Formula: C12H17NO
TSCA: Not listed on TSCA inventory