| Product Number | 3H32-1-RA |
| Purity | 95 % |
| CAS | 155726-05-9 |
| MDL Number | MFCD08275443 |
| Molecular Formula | C11H22N2 |
| Molecular Weight | 182.311 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-1-RA
CAS: 155726-05-9
Molecule Weight: 182.311
Formula: C11H22N2
PN: 3H32-1-SA
CAS: 84466-85-3
Molecule Weight: 182.311
Formula: C11H22N2
PN: 3H32-1-LQ
CAS: 112906-37-3
Molecule Weight: 168.284
Formula: C10H20N2
![(R)-1-[(Pyrrolidin-2-yl)methyl]piperidine dihydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB2aAAAdmgHPwYw8AAACKnpUWHRtb2xTb3VyY2UAAHichZTbjpswEEB/ZeTnxgbMNQqsVl1VqrTbh2ar9q1ywMkiAV4Zcvv7jnFJYNOS4GhmPHPGt7FXD6e6goPUbamalLjUISCbXBVls0vJj9cvi5g8ZKscgzCwaVPy1nXvS8aOxyPN32QtTqqhuaqJ9S9PbTmJOXKq9I55juOyXy/P655ZlE3biSaXSLXlsu07n1Uuun4W/xmC1UIfyobZcFbrg83223NMc+ipLch1LZ/R94gobMtKwlbpWnRw8ByKzfkEO9lILTpZwOaM3Zz6uPZs9fKk8n0tmw5Vk6HMRbXu9D7HjlpVMt9jMlS+PqWkdgmITbvupJYqJRglMYPoVP2otTiD0UyccEF4IDgIH0QAIgQRgYhBJCBcB//odzHAxQjXxwOopJnB6/ld4jIqMO3yfcPvYuH+eSnB9eAPOI18FAuXcs6jq0R3HMVGBqGxPeo6VgZREvZ+gw/yL+bRMIz8QdhOAufrcAMWUjc0MqJRb8c0dAIPh8eAMIlHyuAJKE9MJKdxYKUTj+3BbzPjlrLLnmarjWqKkQplkZKNOQgM+S63LU7QbDMnoHQhNdY0sZH2mLKfKzayrDFO5d2kCiapbgA+Bcz5zgP+FDDVMA8EU8DUzjwQ3qzhDhBNAazDZB6Ip0BfyPNEMiVs3c8jJuWE6e/JHeZDKdh7dYf5cObDPZxl+O0O/BNho4JlwwuC6s3rwkZPD8MHN/sD3OKko4uxPokAAC+zSURBVHhe7d0JnI3l4sDxrGUJCRFSVxctyi1LlKWEKFnKSOriUkqk3XWL3Io/LVK02Ilcsq9dIUvRtWUnS40lu2GMZWaY8fw9p+u95zzvmTlnHueced73/X3v5/nceJ/3HI2385sz532f9woBAICGK9TfAAAgHAQEAKCFgAAAtBAQAIAWAgIA0EJAAABaCAgAQAsBAQBoISAAAC0EBACghYAAALQQEACAFgICANBCQAAAWggIAEALAQEAaCEgAAAtBAQAoIWAAAC0EBAAgBYCAgDQQkAAAFoICABACwEBAGghIAAALQQEAKCFgAAAtBAQAIAWAgIA0EJAAABaCAgAQAsBAQBoISAAAC0EBACghYAAALQQEACAFgICANBCQAAAWggIAEALAQEAaCEgAAAtBAQAoIWAAAC0EBAAgBYCAgDQQkAAAFoICABACwEBAGghIAAALQQEAKCFgAAAtBAQeNIVQ6+wBuB02XU8x/bZ4Ho6B7LOPkeSj4jBmweL5vObi/L/Ki8Kjy4s8gzPI4qPLS6qTasmuv7YVSzev1hcuPi/YHSeE96jc5zo7OPU4zm2zwbX0zmQs7JPSlqK6LGyhygwskDAfhmNWybdIubtnac+TJaeE96lc5xkZR+nH8+xfTa4ns6BHO4+h88eFjVn1LT9RxXOUGW2DbhE5zgJdx83HM+xfTa4ns6BHM4+59LPiXtn3hswt9KkSmLQpkFi3bF1IiElQZxPPy+OJR/z/fqLLV+IBnMbiBxDcwR93HCeE9A5TsLZxy3Hc2yfDa6ncyCHs0+v1b2sOTmH5RR9f+6b4c+D/W1P3C6afNtE/e2wnhPQOU7C2cctx3Nsnw2up3Mgh9onMTVRFBpdyJoj/2O7XKGeE5B0jpNQ+7jpeI7ts8H1dA7kUPsM3TrU2i7f5ofznVoooZ4TkHSOk1D7uOl4ju2zwfV0DuRQ+7Re2NraLn9GHAmhnhOQdI6TUPu46XiO7bPB9XQO5FD7VJhYwdouP1CMhFDPCUg6x0mofdx0PMf22eB6/geyzgim6Jii1vbjKcfVzVpCPScgqcdnVkcwbjqeY/tscD31P6CsjmByD89tbZenNkZCqOcEJPX4zOoIxk3Hc2yfDa6n/geU1RGMm75jg7Oox2dWRzBuOp5j+2xwPZ0DOdQ+bvqZMZxF5zgJtY+bjufYPhtcT+dADrWPm85agbPoHCeh9nHT8RzbZ4Pr6RzIofbxP29eLibn5PPm4Sw6x0mofdx0PMf22eB6OgdyqH1OpJ4IuHK3/7r+6pQsC/WcgKRznITax03Hc2yfDa6ncyCHs4+6dtCA9QPC+s5Nrh308LcPq78d1nMCOsdJOPu45XiO7bPB9XQO5HD2kauX1ppRK2Dubd/cJj7Z9IlYf2y977s6eUqkXMVU/vrLrV+KhnMbGrd6KZxF5zgJZx+3HM+xfTa4ns6BHO4+brh/ApxF5zgJdx83HM+xfTa4ns6BnJV9Lt3BLf/I/Lb/qIIN+V3dt3u/VR8mS88J79I5TrKyj9OP59g+G1xP50DW2UfeQ/rTTZ+KZvOb+e4hLT+UlFf4FhtbzHcP6W7Lu4mlB5aqu1l0nhPeo3Oc6Ozj1OM5ts8GAHANAgIA0EJAAABaCAgAQAsBAQBoISAAAC0EBACghYAAALQQEACAFgICANBCQAAAWggIAEALAQEAaCEgAAAtBAQAoIWAAAC0EBAAgBYCAgDQQkAAAFoICABACwEBAGghIAAALQQEAKCFgAAAtBAQAIAWAgIA0EJAAABaCAgAQAsBAQBoISAAAC0EBACghYAAALQQEACAFgICANBCQAAAWggIAEALAQEAaCEgAAAtBAQAoIWAAAC0EBAAgBYCAgDQQkAAAFoICABACwEBAGghIAAALQQEAKCFgAAAtBAQAIAWAgIA0EJAAABaCAgAQAsBAQBoISAAAC0EBACghYAAALQQEACAFgICANBCQAAAWggIAEALAQEAaCEgAAAtBAQAoIWAAAC0EBAAgBYCAgDQQkAAAFoICABACwEBAGghIAAALQQEAKCFgAAAtBAQAIAWAgIA0EJAAABaCAgAQAsBAQBoISAAAC0EBACghYAAALQQEACAFgICANBCQAAAWggIAEALAQEAaCEgAAAtBAQAoIWAAAC0EBAAgBYCAgDQQkAAAFoICABACwEBAGghIAAALQQEAKCFgAAAtBAQAIAWAgIA0EJAAABaCAgAQAsBAQBoISAAAC0EBACghYAAALQQEACAFgICANBCQAAAWggIAEALAQEAaCEgAAAtBAQAoIWAAAC0EBAAgBYCAgDQQkAAAFoICABACwEBAGghIAAALQQEAKCFgAAAtBAQAIAWAgIA0EJAAABaCAgAQAsBAQBoISAAAC0EBACghYAAALQQEACAFgICANBCQAAAWggIAEALAQEAaCEgAAAtBAQAoIWAAAC0EBDAoSZPniymTZum/jYQMwQEcJjt27eLqlWriiuuuMI37rnnHrFr1y51GhB1BARwiMTERPHqq6+KvHnzWvG4NOTv9ejRQyQlJam7AVFDQADDpaeni+HDh4sSJUrYwqGOkiVLilGjRokLFy6oDwNEHAEBDLZs2TLxl7/8xRaKW2+9VXz33Xdi3rx5omLFirbt8kdcy5cvVx8OiCgCAhho9+7donXr1rYwFC1aVHz66afi/Pnz1txz586JgQMHiiJFitjmt23bVuzbt8/vkYHIISCAQc6cOSN69+4t8uXLFxCC3Llziy5duohjx46pu1iOHj0qnn32WZErV66AffPnzy/++c9/irNnz6q7AJeFgACGGD9+vChbtqztXcQDDzwgNm3apE7P0Pr160XdunVtj1OuXDkxceJEdTqgjYAA2Wz16tWiVq1athf88uXLi+nTp6vTwyavE7nxxhttj1u7dm3x888/q9OBLCMgQDY5ePCg6NChg8iZM2fAC/zVV18t+vXrJ1JTU9Vdsiw5OVm8++67okCBAgHPIZ+zU6dO4vDhw+ouQNgICBBjMgz9+/f3hcL/RT1Hjhyiffv24sCBA+oul+33338XTz/9tO85/J+zcOHC4sMPP/R9EA9kFQEBYmjGjBm+H02pP1aqWbOmWLVqlTo94n766SdRvXp12/NXqFBBzJkzR50OZIqAADGwefNmUb9+fdsLd5kyZcS4cePU6VElLzIcM2aMKFWqlO3P06hRI7Ft2zZ1FyAoAgJEUUJCgnjhhRd8p+H6v1BfddVVolevXuL06dPqLjFz6tQp8Y9//ENceeWVAX+2PHnyiO7du4vjx4+ruwABCAgQBfJCv8GDB/su/FO/y4+Li/NdKGiKX3/9VbRs2dL25yxWrJj44osvRFpamroL4ENAgAhbsGCBb6kR9QW5SpUqYunSpep0Y3z//feicuXKtj/3HXfc4dsGqAgIECE7d+4Ujz76qO0FuHjx4mLYsGG+RRFNJ99tfP755+Laa6+1/XvIdym//fabugs8jIAAl+nkyZO+pdTVZdblZwmvvPKKbxl2p5Gff7z44ou+fwf/fyf5eYn83ER+fgIQEECTPJtJLp0ul1BXv1tv0qSJ78ZPTrd161bRsGFD27/f9ddfL8aOHcuy8R5HQAANP/74Y8BdAS+NSpUqiW+//Vad7nizZ88Wf/7zn23/vjVq1PBdWwJvIiBAFuzdu1c8+eSTthdSuZT6xx9/7OoruuW/2wcffOC7et3/311e3S6vcpdXu8NbCAgQBrkUep8+fXxLo/u/eMql0zt37uxbSt0r5PpZHTt2tK3hVbBgQd+6WykpKeoucCkCAoTwr3/9S9xwww22dx316tUTGzZsUKd7xtq1a30r+6pfl5tuusm3EjDcj4AAGcjsBXLKlCnqdM+S9xiR9xpRv04ysPLeJHAvAgIoMvsRzXvvvcePaIKQP+KTdz3kR3zeQkCA/wr1IfH+/fvVXaDw8kkGXkRAAMFpqpHmtdOcvYqAwNO4UC56vHChpdcREHhSZkt1vPnmmyzVEUFJSUmuW+oFfyAg8JTMFgt87LHHWCwwinbt2iWaNWtm+7o7abFJBCIg8AyWKzeDXO7+tttus/09yOXulyxZok6HwQgIXE/eMKlFixa2FyxumJR9MrvhVqtWrUR8fLy6CwxEQOBaoW7ZeuLECXUXxJjJt/xFaAQEriPP/hkzZowoVaqU7bvbRo0aiW3btqm7IJtt3rxZPPjgg7a/rzJlyohx48ap02EIAgJXWbFihahevbrthahChQpizpw56nQYZsaMGaJ8+fK2v7+aNWuKVatWqdORzQgIXEEuJf7UU0/5rhr3f+GRV5V/+OGHXAHtIKmpqaJ///6iUKFCAX+X8u+2ffv24sCBA+ouyCYEBI6WnJzsW0K8QIECAS82cg2mTp06iSNHjqi7wCEOHjwoOnToYFuT7Oqrrxb9+vXzhQbZi4DAsQYMGCDKli1r+3FHnTp1xM8//6xOh0OtXr1a3Hvvvba/Z7kC8MCBA9XpiCECAkd6+OGHg76gyKXF4U5ff/110G8YWrZsqU5FjBAQOJL/+kryNF25lLj8cRbc7cyZM6J3794By6LIM7WQPQgIHEmelXPpBWTIkCHqZrjcRx99ZP39161bV92MGCEgcKQGDRpYLyATJkxQN8Pl5HU+l/7+5Y8zkT0ICByJgHgbATEDAYEjERBvIyBmICBwJALibQTEDAQEjkRAvI2AmIGAwJEIiLcREDMQEDgSAfE2AmIGAgJHIiDeRkDMQEDgSATE2wiIGQgIHImAeBsBMQMBgSMREG8jIGYgIHAkAuJtBMQMBASOREC8jYCYgYDAkQiItxEQMxAQOBIB8TYCYgYCAkciIN5GQMxAQOBIBMTbCIgZCAgciYB4GwExAwGBIxEQbyMgZiAgcCQC4m0ExAwEBI5EQLyNgJiBgMCRCIi3ERAzEBA4EgHxNgJiBgICR2rcuLnIk6ewb0ycOFndDJcjIGYgIHCkxx9/RRQvXsc3pk5dqG6GyxEQMxAQOFK7dp+Jm2/u5huzZ69RN8PlCIgZCAgcqUuXueLuu4f6xr//vVPdDJcjIGYgIHAkAuJtBMQMBASOREC8jYCYgYDAkQiItxEQMxAQOBIB8TYCYgYCAkciIN5GQMxAQOBIBMTbCIgZCAgciYB4GwExAwGBIxEQbyMgZiAgcCQC4m0ExAwEBI5EQLyNgJiBgMCRCIi3ERAzEBA4EgHxNgJiBgICRyIg3kZAzEBA4EgExNsIiBkICByJgHgbATEDAYEjERBvIyBmICBwJALibQTEDAQEjkRAvI2AmIGAwJEIiLcREDMQEDgSAfE2AmIGAgJHIiDeRkDMQEDgSATE2wiIGQgIHImAeBsBMQMBgSMREG8jIGYgIHAkAuJtBMQMBASO9OKL31oBWbjwV3UzXI6AmIGAwJFkNO65Z7ho0WKiSExMVjfD5QiIGQgIHOvcuXT1t+ARBMQMBASA4xAQMxAQAI5DQMxAQAA4DgExAwEB4DgExAwEBIDjEBAzEBAAjkNAzEBAYLRLFwteGkuX7lan2PjPhzsREDMQEBhNDUirVt+I9PQL6rQABMT9CIgZCAiMpgZEjmnTtqnTAhAQ9yMgZiAgMJoaDzkaNRonkpPPq1MtBMT9CIgZCAiMpobj0j8PH75WnWohIO5HQMxAQGA0/xhMnbrV+ufatUeJ48eDL6JIQNyPgJiBgMBo/jFIS0sXLVtOsn49YMCP6nQfAuJ+BMQMBARGU2OwaNFv1q9r1Bgu9uxJVPaw7wP3ISBmICAwWrAYtG8/3fq911//zm/2H4LtA3chIGYgIDBasBisXXsg4Pc3bjzst0fwfeAuBMQMBARGyygG3bv/75a2HTvODNiW0T5wh3Pnzok2bdpYAalSpYo6BTFCQGC0jGKwa1eCqFZtmLVtyZJ4a1tG+8D55s2bJypWrGjFQ46yZcuq0xAjBARGyywGffostrY99tgka4mTzPaBM23fvl00adIkIBxy5M6dW4waNUqdjhghIDBaZjE4dOiUqFlzhLVdXiciZbYPnCUxMVG88sorIk+ePAHhyJs3r+jRo4dISkpSd0EMERAYLVQMBg36ydresOE4cfbs+ZD7wHzp6eli2LBhonjx4rZ3Hc2aNRO7du1Sd0E2ICAwWqgYnDyZIurVG23NGTp0Tch9YLYlS5b4PhhXw3HbbbeJhQsXqtORjQgIjBZODMaOXW/NkUuchLMPzBMfHy9atWplC0fRokXFkCFDxPnzGS+giexBQGC0cGKQmpomGjceHzA31D4wx+nTp0WvXr3EVVddFRAO+QF5165dRUJCgroLDEFAkG2SklLFxx//JOLiJot583aqm33CjcHMmb/Y4hFsn3Pn0kXv3ovF009PE//+d/DnROyMGzdOlC5d2vau48EHHxSbN29Wp8MwBAQxJ0+3nTJli6hff6z1Qi+Xag8msxj4k48p71YYKiDLl+8N2C4vQty27ag6DVG2cuVKUbNmTVs4br75ZjFjxgx1OgxFQBBTq1fvF088Mdn2Qt+zZ/APRzOLgUreL119XNXhw6fFAw/8L1xyyAsS//nPJSIh4aw6HRF24MAB0a5dO5EjR46AcBQqVEj0799fpKamqrvAYAQEMbF/f5Jv4UP1BV6+mE+evCXkfc4j6ciRM74fY1WtGvhnqVNntO8DefljLkSWDEO/fv3E1VdfHRCOnDlzig4dOohDhw6pu8ABCAii6syZc+Kzz1YFXPAnh1yK/YMPlvtOw80umzYdDljZ99Jo0WKi790MImPatGniT3/6k+3HVffee+/Fd6Sr1elwEAKCqLhw8Q3FnDnbxUMP/e82tJfGCy/MFb/9dkLdJdvMnbsj6FlcXbqY9ed0mk2bNl18h/mALRxy7aqvv/5anQ4HIiCIOLm8ert2wb+zX7ZsjzrdCBm9U6pefbh4//3sfafkNMeOHRPPP/+87zRc/3Dky5dP9O7d++LX+oy6CxyKgCBi5GcLvXp9b/tsoW7d0eKrrzaI8+fN/2whs89qvvkmtp/VOI280O+TTz4R11xzje1dR+vWrcWePWZ+8wB9BASXTV7IN3Lkz7arwOXZTe+8s9SRZzetWRP8bDF5zcqqVfvV6Z43f/58ccstt9jCcdddd11817lMnQ6XICC4LAsX/iqaNp1ge6Ht1Mn511fIdxtyhV//61Uujddemy9+//2kuovn7Nix4+Lff1NbOEqUKCFGjBjhWxQR7kVAoGXHjgTx7LOzbS+sDz/89cXvRt21Uqq8Yv6jj1b4zhzz/3eVn5cMGbLS9/mJ15w8eVK8/vrrvmXV/cMhf/3aa6/5lmGH+xEQZMmJE8mib99lAXcDlOPee0f6VsJNSXHvgnfx8SdEt27zbNGUV9HPnr3dd+aZ28l3FPKdhXyHob7reOSRR3zvSOAdBARhkR+Af/31xoCl0y+NN99c5Lu5k1f8+OMe3xll6tdBrq+1YYN7L4j74YcffJ9pqOGQn33Iz0DgPQQEIS1dulW0bGn/nEO+YK5ff1Cd7gkyqOPHb/CdYaZ+XeSZaHLJFLeQZ0898cQTtnDIs63kWVcss+5dBAQZ2rFjp4iL6yZuuKGNuPXWt60XSHnnP7n6rRd+ZBPK8ePJ4r33ltp+pHfffSPF8OFrHf0jPXm9xttvv+27fsM/HPL6jueee853vQe8jYDAxv8+1PnylRElStQX5cs/f/FF8lPx6acrxenTLHin2r79mHjmmVm2dyMPPNBXzJ79ozrdeBMmTPBdMa6+67j//vvFxo0b1enwKAICS7D7UOfMmVcULny76NChv9izh+84Q/nuu/+d1nz77X1FuXJ/Fddee4948MFHxLp169TpxlmzZo1vjSo1HHItq6lTp6rT4XEEBD5Lly4Neh/qW2+9VSxatFSdjkzICyuHD18t7rjjNVGy5EOiQIE/FhLMlSvXxXcpz4gjR46ou2Q7uRru3/72N9/quP5//wULFhR9+/YVKSks5QI7AuJxu3fvFnFxcbZwyPtQDx48mA9IL8OBAwmic+e3RO7cBQK+tkWKFBEfffSROHcu+68fkcusDxgwwHc/Dv8/o7xfh7xvh7x/B5ARAuJRmd2H+oUXXuA+1BG0YsUKUa1aNVukK1SoIObOnatOj5mZM2f67gCo/rnuuece3x0DgVAIiAfJ+1CXKVPG9sJRv3597kMdJRcuXBCjR48WpUqVsn3dH3roIfHLL7+ou0TNli1bfPccV/8c8t7kX331lTodyBAB8ZBVq+Ry5fb7UJcvX577UMdIUlKS+Pvf/y6uvPLKgL8DecbbSy+9JE6ciN79R+S7yq5du9qWWZfvQt966y3fu1IgKwiIB+zdu1e0b9/edh9qeXtR7kOdPX799VfRvHlzW8yLFSsmvvzyS5GWlqbuok1+jvXZZ5+Ja6+91vZ8jz/+uIiPj1d3AcJCQFzs1KlTomHDhrYF7y7dh/rgQW9eRW6SRYsWidtvv932wn7nnXeKxYsXq9OzbOHChRk+/pIlS9TpQJYQEJeSPyaRPxZRXzhq1arFfagNI99tRPodwq5duzJ8hzN06NCIvsOBdxEQl5k+fXrQO8LJq4rHjx+vTodBjh8/Lrp163ZZn1Fk9hnLyy+/HNXPWOA9BMQl5DLawX5UIUfbtm25D7WDbN26VTRo0MD295jZWVKXzvIqWbKkbb/GjRvH9CwveAcBcbjk5GTfjznUD8j9B2sXOdOsWbPEn//8Z9vfp7xO4z//+Y81b/ny5UGvM6lYsaKYN2+e3yMCkUVAHEyeQaX+qCLY4KJA55JnyL3//vtBrxSX3zi0bNnS9vctr3QfOHCgEVe6w90IiAPt3Lkz6HemwYZcihvOl9FaVf7j0lpbR486+170cA4C4iAZ3Yc6syEvEoR7yNVy77vvPtvfc926dR2x2i/chYA4gFxmfeTIkeK6666zvXCEGnXq1FEfDi7w8ccf+358Kc/QkqcAA9mBgBhO3of67rvvtoUh3CFvRQoA0UBADCXvQ92mTRtbELI65J0FASAaCIiB5BIT+fPnt8VAZ8j7TgBANBAQA8n1i9QQ6I6JEyeqDw8AEUFADCRP01VDoDuWLVumPjwARAQBMZC8/3Rm5/tnZchF9QAgGgiIoYLduS6rQ16tLJc6AYBoICCGkusdqUHI6pDLgwNAtBAQQ7Vu3doWhKyOypUrqw8LABFDQAz1xhtv2IKQ1dGoUSP1YQEgYgiIoeTyFGoQsjrk4nsAEC0ExFBz5syxBSGrQ97FDgCihYAYatOmTbYgZHV88cUX6sMCQMQQEEPJe1urQcjqmDlzpvqwABAxBMRg11xzjS0KWRny3hEAEC0ExGBVqlSxRSEr48CBA+pDAkDEEBCDNWvWzBaFcEfu3Ll9N6ICgGghIAZ78cUXbWEId5QtW1Z9OACIKAJiMHkvDzUM4Y4aNWqoDwcAEUVADDZlyhRbGMIdLVq0UB8OACKKgBhs9erVtjCEO7p27ao+HABEFAEx2OHDh21hCHf069dPfTgAiCgCYjjde6OPHTtWfSgAiCgCYrhKlSrZ4hDOWLBggfpQABBRBMRwckl2NQ7hjK1bt6oPBQARRUAM9+yzz9riEM5ITExUHwoAIoqAGK5v3762OIQaBQsWVB8GACKOgBhu/PjxtkCEGhUqVFAfBgAijoAYbtmyZbZAhBr333+/+jAAEHEExHB79uyxBSLUaNu2rfowABBxBMRwaWlpIk+ePLZIZDbeeOMN9WEAIOIIiAPceOONtkhkNgYNGqQ+BABEHAFxgLp169oikdmYPHmy+hAAEHEExAH++te/2iKR2Vi+fLn6EAAQcQTEAXr16mWLRGZj9+7d6kMAQMQREAcYMWKELRIZjRw5cojU1FT1IQAg4giIA8iFEdVQZDRKlCih7g4AUUFAHGD79u22UGQ0qlSpou4OAFFBQBwgOTnZ96MpNRbBxsMPP6zuDgBRQUAcomTJkrZYBBvPPPOMuisARAUBcYgaNWrYYhFs9OnTR90VAKKCgDhEXFycLRbBxrBhw9RdASAqCIhDvP7667ZYBBtz585VdwWAqCAgDjFkyBBbLIKNdevWqbsCQFQQEIeYNWuWLRbBxpEjR9RdASAqCIhDbNiwwRYLdeTNm1dcuHBB3RUAooKAOERiYqItGOqQy74DQKwQEAcpUqSILRr+o1atWuouABA1BMRB7rzzTls0/EerVq3UXQAgagiIgzz66KO2aPiP7t27q7sAQNQQEAfp1q2bLRr+4/3331d3AYCoISAO8sEHH9ii4T/Gjx+v7gIAUUNAHOSbb76xRcN/LF68WN0FAKKGgDjIypUrbdHwH/K+IQAQKwTEQQ4dOmSLhv84ffq0ugsARA0BcRB5lXm+fPls4ZCjcOHC6nQAiCoC4jAVK1a0xUOOW2+9VZ0KAFFFQBymYcOGtnjI8eCDD6pTASCqCIjDyFvWqvGQo127dupUAIgqAuIw7777ri0ecvTs2VOdCgBRRUAc5quvvrLFQw55wykAiCUC4jBLly61xUOOadOmqVMBIKoIiMPs3r3bFg85/vOf/6hTASCqCIjDnD9/XuTOndsWkH379qlTASCqCIgDlStXLiAeuXLl8oUFAGKJgDhQnTp1AgJSqlQpdQoARB0BcaCnn346ICBVq1ZVpwBA1BEQB3rzzTcDAiLvVAgAsUZAHGjYsGEBAXnuuefUKQAQdQTEgebPnx8QEHl1OgDEGgFxoF9++SUgIKNGjVKnAEDUERAHOnnyZEBAJkyYoE4BgKgjIA6zc+dO31lX/gG55pprxNy5c9WpABBVBMRBxo4dK66++uqAeFwaOXLkEC+99JJITU1VdwOAqCAgDpCUlCTatm0bEIycOXOKZs2a+W5l6//7d911l+8zEgCINgJiuFWrVony5csHREJeeb5gwQLf9vj4eFGzZs2A7QULFuSDdQBRR0AMdeHCBfH++++LPHnyBMShSZMm4siRIwFz5TpY8uJCuSaW/9wnnnjC94E7AEQDATHQwYMHRYMGDQJicOWVV4pBgwapUwN8//33onTp0gH73XTTTSz1DiAqCIhh5s2bJ0qUKBEQgYoVK4qff/5ZnRrUsWPHRNOmTQP2l+9i+vXrJ9LT09XpAKCNgBhCnj318ssv+86m8n/x79Chgzh9+rQ6PaRPP/1UXHXVVQGPVb9+fbF//351KgBoISAG2L59u+/sKf8Xe3l21cSJE9WpWbJ+/Xpxyy23BDxu8eLFxezZs9WpAJBlBCSbjRkzxnfWlP+L/D333OM7uyoSzpw5I5555pmAx5eje/fuIiUlRZ0OAGEjINlEnh3Vpk2bgBd1eW1Hz549o3J3wcmTJ4siRYoEPF+VKlXEtm3b1KkAEBYCkg1Wrlwp/vSnPwW8mF9//fVi0aJF6tSI2r17t6hVq1bA8xYoUECMGDFCnQoAIRGQGJJnQfXv3992bccjjzwijh49qk6PirS0NNGrVy/bNSNxcXEiMTFRnQ4AGSIgMXLgwAHfWVD+L9ry2o5PPvlEnRoTS5YsEWXKlAn489x4441ixYoV6lQACIqAxMCCBT+J0qUrBbxYy7Oj5FlS2SkhIcG3npb/nyt37tzivffe45oRACERkCg6dy5dDBgwX5Qr95S45pq7RK5c+X0v0p06dfKdHWWKIUOG2K4Zuf/++8Xvv/+uTgUACwGJkt27T4gnn5wq7r57qKhU6e8X34E0F2XKVBOTJk1Spxph48aN4rbbbguISLFixcSsWbPUqQDgQ0CiYObMX8R99430xUOOu+76TMTFDRT79h1Spxrl7NmzonPnzgERkaNbt25cMwLAhoBE0KlTqaJnz4VWOOSoVm2Y+OyzVSItzTmfKUydOtV3l0P/iNx5551i69at6lQAHkZAImTjxsOiadMJAfFo3Hi8WLPGmWtP7dmz5+K7qPsCIpI/f34xbNgwdSoAjyIglyk9/YIYNWqdqF59eEA8Xn753yIxMVmd7ijympG3337bds3I448/Lk6cOKFOB+AxBOQyHDlyRjz33OyAcNSsOUJMmrRZnepoy5YtE2XLlg2ISLly5cTy5cvVqQA8hIBoWrZsj6hff2xAPFq1+kbs2JGgTnWF48ePixYtWgRERF4z8s477/jeqQDwHgKSRampaeKDD5YHhEOOvn2XieTkyC+CaJrPP/9c5MuXLyAkdevWFfv27VOnAnA5ApIFv/12QrRpMyUgHPXqjRaLFv2mTnW1TZs2idtvvz0gItdee62YMWOGOhWAixGQME2fvi3g2g45/va3meLgwVPqVE+Q14w8//zzARGRo0uXLhffiTn75AEA4SEgIchrO3r0WBAQDnltx5dfrvadgeV106dPF0WLFg2ISOXKlcXmze46kQCAHQHJxIYNh8Qjj3wdEA95bcfatQfUqZ62d+9eUadOnYCIyGtGvvzyS3UqABchIEHIdxYjRqy1Xdvx6qvzxcmTLOkRjDwTq0+fPr4zs/xD0rJlS98ZXADch4AoLlwQonv3bwPCUavWSPHNN1vUqQjihx9+EDfccENAROSv5e8DcBcCoti/PykgHvLajp073XltR7TIq9TlOw//iMh3JvIdCteMAO5BQBSX3oHIH1/17/+DSElx/7Ud0SI/A5GfhfiHpHbt2r7PTAA4HwFBVG3ZskXccccdARGRK/1OmzZNnQrAYWIeEP8fD4UrnH3858ixdOludYpNOI+LyyevC3nhhRcCIiKHvI5EXk8CwJlcGxD52UWo6zTCeVxEjrxSXV6x7h8ReUW7vLIdgPO4NiByTJu2TZ0WIJzHRWTJ+6zXq1cvICJybS25xhYAZ3F1QBo1GpfpAofhPC4iLz09Xbz77ru2a0aaN28uEhI44w1wClcGRIbj0j8PH75WnWoJ53ERPfJ+IvK+Iv4RkfcdWbp0qToVgIFcGZCpU7da/1y79ihx/Hjwxf3CeVxEV2JiomjVqlVAROQdEHv37s01I4DhXBmQtLR00bLlJOvXAwb8qE73CedxERvyXuvqNSPynuzy3uwAzOTKgEjyHh2Xfl2jxvCLL0SJyh72fZC9tm7dKu68886AiBQpUkRMmTJFnQrAAK4NiNS+/XTr915//Tu/2X8Itg+yV0pKiujWrVtAROTo3Lkz14wAhsnWgOiMjASbI5dd9//9jRsP++0RfB+YYdasWaJYsWIBEbn++uvFnDlz1KkAsomrAyL5r6zbsePMgG0Z7QMz7N+/XzzwwAMBEcmZM6c4efKkOhVANnB9QHbtSvDdQfDStiVL4q1tGe0Dc8hrRrp37x4QkYMHD6rTAGSDbA1IuMLZJ7M5ffostrY99tgka4mTzPaBOd555x0rHvJDdgBm8ERADh06JWrWHGFtl9eJSJntA3P4n5k1ZMgQdTOAbOKJgEiDBv1kbW/YcJw4e/Z8yH2Q/Xbu3Bnw+Yf8XASAGTwTEHkv83r1Rltzhg5dE3IfZL/+/ftbAalVq5a6GUA28kxApLFj11tz5BIn4eyD7FWtWjUrIB999JG6GUA28lRAUlPTROPG4wPmhtoH2UcuY5IjRw5fPOT/x8fHq1MAZCNPBUSaOfMXWzxC7YPs8fHHH1vvPqpWrapuBpDNPBcQeQqvvFshATGfXEzxUkD+7//+T90MIJt5LiCSvF86ATHbgQMHfGddXQrIjh071CkAslnMAwKE47PPPrPiUblyZXUzAAMQEBjJfw2sPn36qJsBGICAwDhHjx4NuF/6pk2b1CkADEBAYJwRI0ZY8ahYsaK6GYAhCAiM07hxYysg//jHP9TNAAxBQGCUEydOiLx581oBWbt2rToFgCEICIzy1VdfWfG46aab1M0ADEJAYJRmzZpZAXn11VfVzQAM4omAbNhwSMyfv0ukpaWrm2CQU6dOiXz58lkBWbFihToFgEFcH5Bffjlq3dJ24MCf1M0wyKRJk6x4lC5dWly48MedIwGYyfUB+emnfdZyJQ0afGXdzhbmiYuLswLSrVs3dTMAw7g+IHIJd/97f6xZwx3tTHT27FlRsGBBKyBLlixRpwAwjOsDIvXsudAKyIABP6qbYYDp06db8bjuuutEWlqaOgWAYTwRkAULfrUC8tBD4wQ/WjfPU089ZQWkc+fO6mYABvJEQM6ePS9q1RppRUSelQVzpKamiiJFilgB+e6779QpAAzkiYBIr7023woIZ2OZZe7cuVY8ihYtKs6fP69OAWAgzwRk3rydVkCaNp2gbkY26tixoxWQ9u3bq5sBGMozATl1KlXUrDnCisiWLUfUKcgG8t1GsWLFrIDMnj1bnQLAUJ4JiPTii99aARk8eKW6Gdlg4cKFVjwKFSokUlJS1CkADOWpgMyc+YsVkBYtJqqbkQ2ef/55KyBPPvmkuhmAwTwVkMTEZFG9+nArIjt3JqhTEEPp6emiZMmSVkCmTp2qTgFgME8FRHr++TlWQIYOXaNuRgwtW7bMikeBAgXEmTNn1CkADOa5gEyZssUKSFzcZHUzYqh79+5WQB577DF1MwDDeS4gx46dsVbnlWP37hPqFMSAXGn3hhtusAIyYQKnVgNO47mASJ06zbQCMnLkz+pmxMDKlSuteFx11VUiKSlJnQLAcJ4MyIQJm6yAtG3LB7fZ4Y033rAC0rRpU3UzAAfwZEAOHTolqlb9IyDy//fv57vfWCtfvrwVkDFjxqibATiAJwMitWs33XoXMm7cBnUzomjdunVWPPLkySOOHz+uTgHgAJ4NyNix662AdOgwQ92MKHrrrbesgDRs2FDdDMAhPBuQfftOWgGRP8Y6fPi0OgVRcsstt1gBGTp0qLoZgEN4NiBSmzZTrIhMnLhJ3Ywo2Lp1qxWPXLlyXQz3YXUKAIfwdEBGjFhrBeSZZ2apmxEF7777rhWQevXqqZsBOIinA/LbbyesgMiLCxMSzqpTEGFVqlSxAjJ48GB1MwAH8XRApFatvrkYkC/FHXcMEJMmrVI3I4J27dplxSNnzpzi999/V6cAcBDPB+STTxaIm29+QZQr95Ro06a3uhkRNGDAACsgtWrVUjcDcBjPB2TLlt9EsWK1ReHCd1wc5UVCAtckREv16tWtgHz44YfqZgAO4/mASJUq/eXii1oO3wvb6NGj1c2IgL1794ocOf74Gsv/j4+PV6cAcBgCclGPHj2s74wfeeQRdTMiYNCgQdbX+O6771Y3A3AgAiICV4a98sorxcmTJ9UpuEy1a9e2vsb9+vVTNwNwIAIiuDdFtB08eNB31tWlr+/27dvVKQAciID810svvWS9wHF3vMj6/PPPra9t5cqV1c0AHIqA/NcPP/xgvcjlz5+f+3NHUP369a2vbZ8+fdTNAByKgPxXenq6KFWqlPVCN2XKFHUKNBw7dkzkzp3b+rpu3LhRnQLAoQiIny5dulgvdG3atFE3Q8OIESOsr2mFChXUzQAcjID4WbRokfViV6hQIZGSkqJOQRY1adLE+pr27NlT3QzAwQiIn7S0NFGsWDHrBW/WLFbovRyJiYkib9681tdzzZo16hQADkZAFB07drRe8Nq3b69uRhaMGzfO+lreeOON6mYADkdAFPPmzbNe9IoWLSrOnTunTkGYmjdvbn0tX331VXUzAIcjIIrU1FRRpEgR64Vv/vz56hSE4dSpUyJfvnzW13H58uXqFAAOR0CCePrpp60XvmeffVbdjDBMmjTJ+hqWLl3ad7U/AHchIEHMmDHDevErUaKE78N1ZE3r1q2tr2HXrl3VzQBcgIAEkZycLAoWLGi9AC5evFidgkzw9QO8gYBkIC4uju+gNfEODvAGApIBfoavj8+QAG8gIBlQzyJasWKFOgVBcBYb4B0EJBNcx5B1XEcDeAcByQRXUmed/5X87dq1UzcDcBECkgnWcsoa1hIDvIWAhNC4cWPrBZHVZDPHasaAtxCQEPzvZ8EIfzzxxBPqlxKAyxCQEI4ePWp7cWSEHgMHDlS/lABchoCEoUqVKrYXSEbGQ95TPikpSf0yAnAZAhKmnTt3ivj4eEaIsXnzZvVLB8ClCAgAQAsBAQBoISAAAC0EBACghYAAALQQEACAFgICANBCQAAAWggIAEALAQEAaCEgAAAtBAQAoIWAAAC0EBAAgBYCAgDQQkAAAFoICABACwEBAGghIAAALQQEAKCFgAAAtBAQAIAWAgIA0EJAAABaCAgAQAsBAQBoISAAAC0EBACghYAAALQQEACAFgICANBCQAAAWggIAEALAQEAaCEgAAAtBAQAoIWAAAC0EBAAgBYCAgDQQkAAAFoICABACwEBAGghIAAALQQEAKCFgAAAtBAQAIAWAgIA0EJAAABaCAgAQMv/A7jvt2zvGy3wAAAAAElFTkSuQmCC)
PN: 3H31-5-R7
CAS: 575469-26-0
Molecule Weight: 241.2
Formula: C10H22Cl2N2
![1-[(2S)-2-Pyrrolidinylmethyl]piperidine dihydrochloride](data:image/png;base64,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)
PN: 3H31-5-S7
CAS: 215918-57-3
Molecule Weight: 241.2
Formula: C10H22Cl2N2
PN: 3H32-1-R9
CAS: 60419-23-0
Molecule Weight: 154.257
Formula: C9H18N2
PN: 3H32-1-S9
CAS: 51207-66-0
Molecule Weight: 154.257
Formula: C9H18N2
PN: 3H31-1-GD
CAS: 195311-28-5
Molecule Weight: 154.257
Formula: C9H18N2
TSCA: Not listed on TSCA inventory