![(3S)-3-{[(Pyridin-4-yl)methyl]amino}piperidine trihydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABloAAAZaAFCVzveAAACSHpUWHRtb2xTb3VyY2UAAHichVVtb5swEP4rJ39ebMxLTKKQKlo1aVK7D2un7dvkgJMiAa4Mefv3O2PSBpKRxOjO5+c5n7k7s3g4lgXslalzXSWEU4+AqlKd5dU2Ib9ev01i8rBcpAhCYFUn5K1p3ueMHQ4Hmr6pUh51RVNdErc+P9Z5D3MIqDZb5nseZ3+en15aziSv6kZWqUJWnc/r1vikU9m0UfxnC1ZKs88r5uCsNHvn7a/v2eHRY52Rz7N8xbUVUmGTFwo22pSygb3vURzeF9iqShnZqAzWJzQHNMSzLxfPjzrdlapqULUe8lQWL43ZpWgodaHSHTpD5ftjQkpOQK7rl0YZpROCKIUeZKPLlTHyBFazOMlB+iADkCHICOQUpAAZg5yB5B4+uM4RwBHBEcIRwxHEBSajUDaa19O7wiMV0A34gY/7DzR8pX5C8Ij4g4CKEEU3C2kcBQKmlMciPAtBIx+D6ERn7JB9ESCk9dmKW84InD737sQkpl4coRRUdPNQWMkRwDtFxK3i08BvlYB6s77ljMGNplZGNGgRAYbhpBdfzt06poN95GO5WOsqu1AhzxKytklEyE+1qTH4NkUEtMmUwX6wDiz0kuD3CdMhwSJdTSx/O3Y3u3YVXLkS43uHfYIto3FC1CfYohsnTPuEtkTHGaLPcBU9Tomvzn2PMbvKEvfHGTbsXlxth31wVjc5g2JwHXmHM6gH18F3OIPEu46/wxnk/nxDjHKiG+/gJodd9AY7X3SoXl2C7OKGZPhdWP4DjirQUpBXCTcAADgASURBVHhe7d0J3JTz/v9xJa1akBbSRpyDk6VFKEo6lTWynpQsWaIfRzgO4lg6hI44tqTSSpTOibKkUtRBhUpIqbSn7hZt913dff4+l/9Mc31nrrnnuq7ZrpnX8/G4HjTXZ65r5nvP/X3f11zX93sdIAAAeHCA+QAAAIkgQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoBEOGDgAdYCpBqfNeSCjH6C3f4SJVq/pWiLPLfgObnwgwul3qh6UmlwJSn/WnmpO6qudP6os7y+6HUp3FtoPi3h7SN43P5sE63ns4Z8ltFPsNtfokTqn1/wvFQdWjVc67TUHlFbxi4da3tuIttHMLn92SZSz2cN+S6jn2C3v0Ql1d804yZrfelXS8vlky+XcUvHycrtK62/ADcVbpI5G+bI/V/eLzWG14i5rViPITe4/dmWVM9nDcihAHl2/rPWuurDqsv0NdPN1Tb6C95tWreobcXbPoLN7c82Xj2fNeB3Gf0Eu/0lcqovKCyQykMqW38NfrLmE3O1o79/8Xfbv522j+Bz+7N1quezBuyX0U+w218ip/r+8/pbj+tJSz+cto/gc/uzdarnswbsl9FPsNtfIqf6DpM6WI/r99B+OG0fwef2Z+tUz2cN2C+jn+DQL5HbxVRnZB3r8RXbVpirXHHaPoLP/Awlupj4rAH7ZfQTbP6yJrqYKgyuYD2+a+8uc5UrTttH8JmfoUQXE581YL+MfoLd/hI51fNLjZK4/dk61fNZA/bL6CfY7S+RUz1fK6Akbn+2TvV81oD9MvoJdvtL5FTPiU2UxO3P1qmezxqwX0Y/wW5/iZzqubQSJXH7s3Wq57MG7JfRT7DbXyKneq+Du3SqiUhO20fwuf3ZOtXzWQP2y+gn2O0vUbz60F+GOr3EjLUzzNU2m4s2y7XTro3aVrztI9jc/mzj1fNZA36X0U+w21+ikuqv/+R6a73+dXjF5Ctk/LLxsmr7KmuCO/1FnrthrvSZ3UdqjagVc1uxHkNucPuzLamezxqQYwGidKK7KkOrhGudliNGHBF1IjSR7SOY3P5sE6nns4Z8l9FPsNtfokTrdQZU/eU+//3z5ahRR0nFwRXDN/m59KNLZdiiYVJUXGQ+LeHtI3jc/mwTreezhnzGJxgA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECBAjmvSZGB4mTZtmbk6SqgWKAkBAuS4yADp1OkN2b272CyxIUCQKAIEyHGhQLj88res/44cOc8ssSFAkCgCBMhxoUCYOXOF9d/WrYfKli27zLIwAgSJIkCAHBcZCL16TbL+v1+/z4yq/QgQJIoAAXJcZCAsXbpZmjcfZC36/7EQIEgUAQLkODMQ9OhD/61HI7GY9YATAgTIcWYgbN1aKG3avG49NmvWyojK35n1gBMCBMhxsQJh1Kj51mN6ZVZx8T7bulj1QCwECJDjYgXCnj3Fcsklb1qPv/32Qtu6WPVALAQIkOOcAmH69OXW423bDpNt24rCjzvVAyYCBMhx8QKhZ8+J1roBA/4XfixePRCJAAFyXLxAWLKkQJo1e1VatBgkK1dutR6LVw9EIkCAHFdSIPTtO8Naf889H1n/LqkeCCFAgBxXUiBs2rRLzj57qFUzd+4ax/p9+0QWLdooe/fGn4wR+YMAAQJOL8PVK6n0ktwXXvjCXO0YCJGGD59n1XTpMs6x/sknP7Uev/TSMfLZZz+bq5GHCBAgwL78crVcccXb4U7/zDMHmyWOgRBJp3i/+OI3wrWx6vUrrsj1OpJ9+fLY06EgPxAgQACtWrVV7r77Q1uH3qrVEBk37juz1DEQTFOnLosbIDqC/bHHplsn3UM1p502SPr3nyW//rr/MmDkDwIECJAdO3ZbX1Odfvpr4U68adOB0qfPVPnllx1meUr88MMG6dFjgi1sdCyJhpc5qh25jQABAkBPYL/77iJp336EreO+9trxMn/+erM8LT766Ce54IJRttdz9dVjZc6c1WYpchQBAmS5efPWSbdu420ddYcOI+S99xZZwZJJRUV75dVX50rLloNtr+/eeyfL6tW/muXIMQQIkKXWr99ufTWlX1GFOmb96urFF7+0vsrKJvpaH3xwii1E9LW+9NJs2blzj1mOHEGAAFlG/6ofNCj6r3q9Cirb/6rXo6WuXd+xve6OHUfKxIk/mqXIAQQIkEUmT/5JLrxwtK0DvuqqtwN1XkG/VpswYZH8+c/28zXdu4+XBQsyc74GqUGAAFlAR3jHurJp7NiFgb2ySb9m+/e/o68Ye+ihaWm7YgypRYAAGbR58y55/PHosRXPPDMzZ8ZW6CSNvXt/aAtHHbMyePBX1td1CC4CBMiA3bv3yJAh06V169/noAott98+UZYty83R3V98scqabiXy/V500RsyZcpSsxQBQYAAaTZx4kRp2vQiqVu3i/zpT09aHaneHfDTT3N/fimdiHHMmG/lnHOG2YLk5pvflUWL1pnlyHIECJAmP/zwg3To0EEOOOAAKVeuutSo0UZOPfVvMmLEPOsWs/lEp0Xp1+8zad58kBUgJ530jBx99PVy111PyMaNBWY5shQBAqTY5s2b5a9//ascdNBBVnjocuCBB8rttz/4W2f5+02cUmXr1q0yZ84cGT16tDzwwAPSvXt36dKli7Ru3dpamjZtGv5/fVzXa53W6/P0+an000+b5NZb35Njj+0tNWv+WSpUOEIOOeQQGTBgwG+hyviRbEeAACmyd+9eGThwoFSvXj0cHLqcddZZ8tVXX5nlSbFmzRoZOXKk3HDDDdKgQQPbfr0uuh3dnm5Xt58KH300R0455Xzbfv/whz/IBx98YJYiixAgQApMmzZNTjrpJFuHWK9ePRkzZoxZ6tuqVaukX79+0rhx46jO32mpXbu21K9fP7zov80ap0X3o/vT/SZTUVGRtd0qVarY9nf++efLjz8yEDEbESBAEi1btkwuu+wyWwdYqVIleeSRR2TXrl1muWd6dKNh1K5dOyldunRUJ69Lo0aN5Nprr5WnnnpKxo8fLwsXLizxayFdr3Var8/T5+t2zG3rovvV/evr0NeTLOvWrZPrr7/e9r7Kli0rd999t2zZssUsRwYRIEASbN+uc0E9KOXLl7d1snpeYeXKlWa5Z7t375bBgwfH7NQrV64s3bp1k2HDhsmKFSvMp/qi29Pt6vZ1P+a+9fXo69LXlyx6DubMM8+07adGjRoyaNAgKS7Or4sOshUBAvg0fPhwOfLII20dXbNmzWTmzJlmqS+vv/661K1b17afMmXKWFd26UnvnTt3mk9JCd2P7k/3q/uPfD36+vR1JtOoUaPkqKOOsu3nlFNOkRkzZpilSDMCBPDo888/lxYtWtg6tlq1asnQoUNlXxLnWZ8/f760bNnSth890rnttttk+fLlZnla6f71dZhHXvp69XUny44dO+Thhx+WChUq2PZz5ZVXZrwN8hkBArikVyLpVzmlSpUKd2TlypWT++67T379NXmz5RYWFlrf+0f+la8dde/evWXt2rVmeUbp69HXFRkk+rr19ev7SJaff/5ZrrrqKluIaKg89NBDVsggvQgQIEHaEfbt21cOPvhgWwfWqVMnWbJkiVnuy+LFi+XUU0+17adjx45J30+y6evT1xn5uvV96PtJpk8//TSqffRrLv26C+lDgAAJGDdunDRs2NDWYZ1wwgny8ccfm6W+6VVNkZey1qlTx9p/kOjr1dcdeg/6fpJ9CbOeSH/ttdesE+uRP5czzjhDZs+ebZYjBQgQII5JkybJ8ccfb+ugDjvsMHnhhRdKvCTWCx0FHrmv8847TzZu3GiWBYK+bn39ke9H31+y6Wj5e+65x7rUN7QfvQS4VatWjB9JMQIEiEOnHAl1Svqd/u233y4FBcmfq0nHUdx44422femgumSejM8Eff36PiLP4+j7TOa4kRANiwsvvNAWWDpAEqlDgAAO9AgjsiPSAXapoAMM9TxKaF/6dc+UKVPMskDT9xP5tZy+32QOrIz04Ycfho9GDj/8cHM1kogAARxEBoiOyE4F/Us8Mjxq1qyZsnmyMk3fl76/yBBJxZGI0nm0dB9NmjQxVyGJCBDAQToCJPJrK520MNuvsvJL31/kJI/6/lOBAEkPAgRwkOoAiTxhrn+Z53p4hOj7jDwSScWJdQIkPQgQwEEqA0QvaQ1tW88N5OrXVk70/UaeE0n2Jb4ESHoQIICDVAWIDqoLdZ56k6lcO2GeKH3foZtsaXskc7AhAZIeBAjgIBUBoqPZI0dQ6yWu+Uzff6gttF2SNe0JAZIeBAjgIBUBonNDhbapg+yCPs7DL33/kYMNtX2SgQBJDwIEcJDsANHZaUNf2ej070EdYZ5s2g6h6fC1fZIxiy8Bkh4ECOAgmQGif2nr1Bqh7QVtbqtU0/YItY22k98jMwIkPQgQwEEyA0RvshTals5Wi2iRs/j6vSkVAZIeBAjgIFkBord5rVevnrUdvV9Gvoz3cEvbJXQ/EW0vP7fHJUDSgwABHCQrQIYMGRLejt50Cc60fUJtpe3mFQGSHgQI4CAZAaJzPTVq1Ch89KF3M4QzbZ/QUYi2m9e5sgiQ9CBAAAfJCJDIEec9e/Y0VyMGbadQm3kdoU6ApAcBAjhIRoC0a9fOer7eD2P58uXmasSg7RS6f4i2nxcESHoQIIADvwGyatWq8A2puPLKndAVWdp+2o5uESDpQYAADvwGSOQ0HaNHjzZXIw5tr1DbeZnuhQBJDwIEcOA3QBo3bmw9VycK3Llzp7kacWh7hSac1HZ0iwBJDwIEcOAnQFavXi2lSpWyntu1a1dzNRKg7abtp+2o7ekGAZIeBAjgwE+AjBw5MvzcYcOGmauRAG23UBtqe7pBgKQHAQI48BMgN9xwQ/i5K1asMFcjAdpuoTbU9nSDAEkPAgRw4CdAGjZsaD1PB8PBu9AgTG1PNwiQ9CBAAAdeA2Tr1q3h8x/du3c3V8MFbT9tR21PbddEESDpQYAADrwGyOzZs8PPe/LJJ83VcEHbL9SW2q6JIkDSgwABHHgNkMgT6OPHjzdXwwVtv1BbujmRToCkBwECOPAaIH369Ak/77vvvjNXwwVtv1BbarsmigBJDwIEcOA1QK677rrw8woLC83VcEHbL9SW2q6JIkDSgwABHHgNkMsuu8x6Trly5cxV8EDbUdtT2zVRBEh6ECCAA68B0r59e+s51atXN1fBA21HbU9t10QRIOlBgAAOvAbImWeeaT2nQYMG5ip4oO2o7antmigCJD0IEMCB1wA55ZRTrOeccMIJ5ip4oO2o7antmigCJD0IEMCB1wDhCCS5OALJXgQI4MBrgHAOJLk4B5K9CBDAgdcA4Sqs5OIqrOxFgAAOvAYI40CSh3Eg2Y0AARx4DRBGoicPI9GzGwECOPAaIMyFlTzMhZXdCBDAgdcAYTbe5GE23uxGgAAOvAYI9wNJHu4Hkt0IEMCB1wBR3JEwObgjYXYjQAAHfgKEe6L7xz3Rsx8BAjjwEyCRJ9KHDRtmrkYCtN1CbejmBLoiQNKDAAEc+AmQ1atXh8+DdO3a1VyNBGi7aftpO2p7ukGApAcBAjjwEyCqcePG1nOrVKkiO3fuNFcjDm0vbTdtP21HtwiQ9CBAAAd+A6Rfv37h548ePdpcjTi0vUJtp+3oFgGSHgQI4MBvgKxatUoOPPBA6/kdO3Y0VyMObS9tN20/bUe3CJD0IEAAB34DRLVr1856fpkyZWT58uXmasSg7aTtpe2m7ecFAZIeBAjgIBkBMmbMmPA2evbsaa5GDNpOoTbT9vOCAEkPAgRwkIwA2bt3b3gwXPny5WXNmjVmCSJo+2g7aXtpu2n7eUGApAcBAjhIRoCoIUOGhLfTu3dvczUiaPuE2krbzSsCJD0IEMBBsgJk9+7dUq9evfBRyJIlS8wS/EbbJXT0oe2l7eYVAZIeBAjgIFkBol5//fXwtrgiK7bQlVe6aHv5QYCkBwECOEhmgOzbt09atWoV3t64cePMkrym7RFqG20nbS8/CJD0IEAAB8kMEDV//nw56KCDrO0deeSRsnHjRrMkL2k7aHtou2j7aDv5RYCkBwECOEh2gKi77747vM3zzjvP91/aQafvX9sh1CbaPslAgKQHAQI4SEWAFBYWyqmnnhrerpdpOnJJ5HQv2i7aPslAgKQHAQI4SEWAqMWLF4cnCtSvbKZMmWKW5AV936Gv9LQ9tF2ShQBJDwIEcJCqAFGRI9S18/zqq6/Mkpym7zcUorp4HXHuhABJDwIEcJDKAFEPPPBAePs1a9bMm/Eh+j71/Ybeu7ZDshEg6UGAAA5SHSDqxhtvDO+jQYMGOR8i+v70fYbes77/VCBA0oMAARykI0B0rqdOnTrZjkRy9essfV+RRx76vr3OdVUSAiQ9CBDAQWSAnH322ebqpNm1a5ctRPTcQK6dWNf3E3nOQ9+vvu9UKCoqkho1alj7OeaYY8zVSCICBHBQXFwc7vB0Oeuss1J2dKB/iUd+naX3w9BLXIM+TkRfv76P0P09dNH3maojj//+979WaIT2VbVqVbMESUSAAHHo/EylSpUKd0h6hzztAH/55RezNCkiT6zrooPsgjpiXV935CBBXVJxwlwtXLhQzj33XNu+NLT69OljliKJCBCgBD/88IN06NDB1jnpX7bPPPOMrxljneglrZFf99SpUydwc2fp69XXHXoP+n6SfamuKigokNtvv912hKMhf8sttwQ2eIOEAAESNHHiRDnuuONsQXLsscfKe++9Z5b6poPqIkes66JHQ9l+lZa+vshZdXXR95HMQYJKz0+98MILcthhh9n21aZNm6TMpYXEECCAC3rE0b9/f6lWrZqt42rfvr18//33ZrkvOq2Hzg0V+de13i9Db7q0du1aszyj9PXo6wrdz0MXfd36+pM1PUnIxx9/LCeccIKt/Rs2bBi4o7RcQIAAHug5kB49elhfl4Q6MZ2W44477pDNmzeb5b7oX9QtW7a0dZjaUd92222yfPlyszytdP/6OiKDQxd9vck+EtCjm8ir1XQ5+OCDpW/fvkkPKSSGAAF8+Prrr61LfCM7terVq8vLL7+c9CuN9CZLdevWte1L/8rX8zOjR4+WnTt3mk9JCd2P7k/3G3l0pIu+Pr83gzL9+uuvct9990m5cuXC+9ELG7p16yarV682y5FGBAiQBG+99ZbUr1/f1pk2btxYpk2bZpb6ol+hDR48WBo1amTbly6VK1e2OtVhw4bJihUrzKf6otvT7er2dT/mvvX16OtK5kUFegnw0KFDpVatWrZ9tWjRQj7//HOzHBlAgABJogPjHn30UalUqZKtw+vcubMsXbrULPdFj270qqZ27dpJ6dKlozr0UKeuI+ifeuopGT9+vHWpq558jkfXa53W6/P0+bHCShfdr+5fX0eyj7ZmzpwpzZo1s+1Pbzo1fPhwsxQZRIAASbZq1Sq55pprbONH9OsXHQOxbds2s9w33Z8O1tMjHrOTd1pq165tHTGFFv23WeO06H50f7rfZFu5cqV06dLFtj89v/Lggw/K9u3bzXJkGAECpMisWbOkefPmts7wiCOOsL4KStUI8zVr1sjIkSPlhhtusE1a6GfR7ej2dLu6/VTQo7dHHnkk6ujtsssuk2XLlpnlyBIECJBCGhR6Utn8C/+0005Ly/f4W7dulTlz5lgnvfUIqHv37tZf+K1bt7aWpk2bhv9fH9f1Wqf1+jx9fqrpV2D16tWztc9JJ52U9PNHSD4CBEgDvZLo73//e9SVRF27ds3bK4l0XjGdXywyOPQKtoEDByb9nApSgwAB0uinn36SSy65xNZp6liGxx9/PG/GMugYGp1PzBxDc+eddyZ9DA1SiwABMkCnNz/xxBNtQaLnGsaOHWuW5gy9xFfnD9N5xCLft44n0fnGEDwECJAh+jXNiy++GDWfk56PmDdvnlkeaDpfmM4bFvk+dV4xnV8MwUWAABm2adMm6dWrV9SMsjfffLNs2LDBLA8UnR9M5wmLDA6dR0znE0vmoENkBgECZInvvvvOGphndrbPPvts4DpbPZeh84LpuY3IUNT5w1J1LxWkHwECZJkJEyZEjf7We3y///77ZmnW0a/lXnnlFetqqsjXr/OF6bxhyC0ECJCF9L7eOpVI5I2ldNE7/C1atMgszwo6bsMcDa+j3HWeMOQmAgTIYuvXr7dGgUfOd6VfC911112yZcsWszwjdJ4vne8rMjh0RLnOC6YjzJG7CBAgAObOnRt1T5DDDz9cBg0aJMXFxWZ5Wui8Xjpq3RwcqfOApWKeLGQfAgQIkDfeeCPqniAnn3yyTJ8+3SxNGZ2eRefz0nm9Il+Hzvul838hfxAgQMDoDZ3+8Y9/SMWKFW0d+BVXXJHyOxTq/F06j1fkfnWeL53vK1UTRCJ7ESBAQOlNnq6++mpbZ65Tn/fp0yfpU5/rfF16Mylzinqd30vn+UJ+IkCAgPvss8+kSZMmtiCpU6eONf26Xzo/l87TpfN1RW5f5/PSeb2Q3wgQIAfoiXS9pWzNmjVtHf0ZZ5whX375pVmeEJ2Xy7yniM7fpfN4AYoAAXKI3r/j3nvvlbJly4Y7fb0EWO/zsXbtWrM8Jp2HS+fjigwOna9L5+1imnVEIkCAHLR48WK56KKLbCFQuXJleeKJJ6xBirHovFs6/1bkNOs6P5fO06XzdQEmAgTIYZMnT5bjjz/eFiRHH320jB8/Plyj82zpfFs671Zknc7LpfNzAU4IECDH7dmzR55//nk59NBDbQHRtm1befnll615tiIf13m4dD4uoCQECJAnCgoKpGfPnrZp4yMXnXdL599y+ooLMBEgQJ5ZsGCBdfQRGR4635bOuwW4QYAAeapChQpWeOgYEsALAgTIU6FzIh07djRXAQkhQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFMECPwiQIA8RYDALwIEyFPVqlWzAqRdu3bmKiAhBAiQp8qUKWMFSNmyZeXVV1+V4uJiswSIiwAB8lT16tWtAAktJ598skyfPt0sAxwRIECe2rx5s9x6661SsWJFW5BcccUVsnz5crMciEKAAHluxYoVcvXVV9tCpHz58tKnTx/Zvn27WQ6EESAALJ999pk0adLEFiR16tSRkSNHmqWAhQABEKYn0gcPHiw1a9a0Bcnpp58uX375pVmOPEeAAIiydetWuffee60rtEIhUqpUKenevbusWbPGLEeeIkAiHDDwAGsB8LvFixfLRRddZDsaqVy5svzzn/+UoqIisxx5JqO9pdsOO9H6LUVb5LkFz8mFH1wo9UbVk0qDK0n518pL3VF1pfNHneX1Ra9L4d5C82kJbx/IN5MnT5bjjz/eFiRHH320jB8/3ixFHslob+m2w06k/vkFz0vVoVXDtU5L7RG1ZezSsbbnJrJ9IF/t2bNH/v3vf4enQAkt55xzjixYsMAsRx7IaG/ptsMuqf6mGTdZ60u/Wloun3y5jFs6TlZuX2kdbWwq3CRzNsyR+7+8X2oMrxFzW7EeA2BXUFAgt912W3gkuy76/z179pSNGzea5chhGe0t3XbY8eqfnf+sta76sOoyfU380bQaJt2mdYvaVrztA7D79ttvpW3btrajET06ef75562jFeS+jPaWbjtsp/qCwgKpPKSydeTxyZpPzNWO/v7F323/dto+AGd6HkTPh0QGiZ4vmTp1plmKHJPR3tJth+1U339ef+txPUHuh9P2AcSnV2Q98cQT1hVaGiDly9eUmjXPlZtvHiQrVmw1y5EjMtpbuu2wneo7TOpgPa7nPPxw2j6AxKxdu1auu+56OfTQJlKvXjdp3PgpadFikDz33OeyfTuX/eaajPaWoQ7b7WKqM7KO9fiKbSvMVa44bR+AO19/vUiuvvoladJkYHhp1264/Pe/P0hx8T6zHAGV0d7SDIZEF1OFwRWsx3ft3WWucsVp+wC8mTRpsXTsONIWJNdcM+63gFlrliKAMtpbuu2wneoJECB77dq1R155ZbacccZgW5Dcf/8UWbt2m1mOAMlob+m2w3aq5yssIPutWbNN7rtvsi1EzjxzsAwcOEcKC7nsN4gy2lu67bCd6jmJDgTH3Llr5C9/GWcLkvPPHyUffLDYLEWWy2hv6bbDdqrnMl4gWPRE+vjx38u55w6zBckNN/xXvvtug1mOLJXR3tJth+1U73UgoU5rEslp+wBSY9u2Inn22f9Zl/qGQqRZs1flkUc+kYKCnWY5skxGe0u3HXa8+tBRiE5lMmPtDHO1zeaizXLttGujthVv+wBS5+eft8gdd7xvOxo566yhMmzYN7J7d7FZjiyR0d7SbYddUv31n1xvrdcjkSsmXyHjl42XVdtXWZMpamjM3TBX+szuI7VG1Iq5rViPAUifWbNWSufOY2xBcsklb8r06cvNUmSBjPaWbjvsROp1UsUqQ6uEa52WI0YcEXXSPZHtA0itPXuKZfToBdKmzeu2IOnZc6KsX7/dVhu5ftq0ZbZ1sYRqY4m3Lha39bkoo72l2w470XqdbVeD5Pz3z5ejRh0lFQdXDN9Q6tKPLpVhi4ZJUXH0tAqJbh9A6m3evEv69p1hnRMJddb//OentprIAOnU6Y0Sv+6K1+nHWxeL2/pcRG8JIKv9+GOB3Hrre3L66a/JlClLbetCnfjll79l/XfkyHm29aZ4nX68dbG4rc9FBAiAwAp14jNnrrD+27r1UNmyxXlGinidfrx1sbitz0UECIDAiuzEe/WaZP1/v36fGVX7xev0462LxW19LiJAAARWZCe+dOlmad58kLXo/8cSr9OPty4Wt/W5iAABEFhmJ65HH/pvPRqJxayPFG9dLG7rcxEBAiCwzE5869bC8OW/OqbEZNZHCq1zu+QzAgRAYMXqxEeNmm89pldmmTevilUfYgZDoks+I0AABFasTlwHIurodX387bcX2tbFqg+Jty4Wt/W5iAABEFhOnbhOfaKPt207zJqwMcSpXsVbF4vb+lxEgAAIrHiduE59ousGDPhf+LF49fHWxeK2PhcRIAACK14nvmRJgTUNik4Vv3LlVuuxePXx1sXitj4XESAAAqukTlzn0tL199zzkfXvePXx1sXitj4XESAAAqukTnzTpl1y9tlDrRq9lW68+njrYnFbn4sIEACBlUgnPnz4PKumS5f992GPJd66WNzW5yICBEBgJdKJ6xTvF1/8RrjWqT7euljc1uciAgRAYCXaiU+duowASQECBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAiAwNmxY7f84x/TfC967xB4R4AACJx9+0RatRpiGxzodmnXbri5WbhEgAAIpK5d34kKBTdLjx4TzE3CJQIEQCA9+OCUqFBws+hU7/CHAAEQSIMGzY0KBTfLqFHzzU3CJQIEQCBNnvxTVCi4WT777Gdzk3CJAAEQSIsXF0SFgptl1arfb3ML7wgQAIFUVLTXuue5GQyJLKef/poUF+8zNwmXCBAAgXXRRfYbRSW6XHnl2+am4AEBAiCwevWaFBUOiSz33jvZ3BQ8IEAABFb//rOiwiGR5aWXZpubggcECIDAGjfuu6hwSGSZNGmxuSl4QIAACKy5c9dEhUMiy8KFv5ibggcECIDAKijYGRUOJS1Nmw60JmOEfwQIgEBr0+b1qJCIt3TsONLcBDwiQAAEWvfu46NCIt5y663vmZuARwQIgEB7+OFpUSERb+nX7zNzE/CIAAEQaEOHfh0VEvGWN99cYG4CHhEgAAJt2rRlUSERb/n885XmJuARAQIg0JYu3RwVEvGWdeu2mZuARwQIgEDT+5o3bz4oKihiLS1bDrZuh4vkIEAABN6ll46JCotYS5cu48ynwgcCBEDg3XbbKDn++IdKXO6+m1l4k4kAARB4jz46SGrVal/i0r8/gwiTiQABEHhDh46UsmUPKXF56613zKfCBwIEQODNnDlTDjjggBKXb775xnwqfCBAAATexo0bo8LCXEqXLi07d+40nwofCBAAOeHwww+PCo3IpX79+uZT4BMBAiAntGrVKio0Ipf27dubT4FPBAiAnHDjjTdGhUbkcscdd5hPgU8ECICc8PTTT0eFRuTy8ssvm0+BTwQIgJzw7rvvRoVG5DJ16lTzKfCJAAGQExYvXhwVGpHLmjVrzKfAJwIEQE7Yu3evlC1bNio4dKlatapZjiQgQADkjBNOOCEqPHRp3ry5WYokIEAA5IxLL700Kjx06dq1q1mKJCBAAOSM+++/Pyo8dOnbt69ZiiQgQADkjGHDhkWFhy7jxnEfkFQgQADkjC+++CIqPHT59ttvzVIkAQECIGds2bJFSpUqZQuPMmXKSGFhoVmKJCBAAOSU2rVr2wKkUaNGZgmShAABkFNat25tC5ALLrjALEGSECAAcsott9xiC5DevXubJUgSAgRAThkwYIAtQAYNGmSWIEkIEAA55f3337cFyKeffmqWIEkIEAA5ZdmyZbYA+eWXX8wSJAkBAiCnrFixwrr/uYaHXsK7bt06swRJQoAAyAm7du2Sxx57TCpVqmQ7AqlSpYr069dPioqKzKfAJwIEQOC99dZbUr9+fVtwlCtXzvbvY445RiZMmGA+FT4QIAAC65tvvpGzzz7bFhTVq1e3bl+ro8/1iqxDDjnEtr5du3aycOFCc1PwgAABEDgbNmyQm266SQ488MBwMBx00EFyxx13yKZNm2y1GzdutMaGRNbquZFevXpF1cIdAgRAYOzevVv+9a9/SbVq1WxHFe3bt5fvv//eLLeZN2+etGnTxva8ww47TF588UXrboZwjwABEAiTJk2S4447zhYAOs/Vu+++a5bGNXbsWGnQoIFtOyeeeKJ8/PHHZilKQIAAyGo//PCDdOzY0dbh6z3On376aeuIxAs9P/L444/LwQcfbNtup06dZMmSJWY5HBAgALLS5s2b5a9//at1biPUwev4jhtvvFHWr19vlnuyevVq6datm20KeL1667777pNff/3VLIeBAAGQVfR8xMCBA+Xwww+3HR20atVKvvrqK7M8KT7//HNp0aKFbX86LfzQoUNl3759Zjn+PwIEQNb45JNP5KSTTrJ15PXq1ZM333zTLE2J4cOHy5FHHmnbf7NmzWTmzJlmKYQAAZAFdP6qyy+/3NZxV6xYUR555BHZuXOnWZ5S27ZtkwceeEDKly9vez1dunSRlStXmuV5jQABkDHbt2+XBx98MKqz/stf/pLxznrp0qXSuXNn2+vSaVIeffRRa9oUECAAMmTEiBFRXxc1bdo0674umjZtmjRu3Nj2OvVrtTFjxpileYcAAZBWX3zxhZx++um2DrlWrVoyZMiQrD1hrSf2X3nlFWualMjXfdZZZ8nXX39tlucNAgRAWqxZs0auvfZa2yWzZcuWlb/97W+BuWRWLy2+8847bZcW6xQpPXr0yMv7jhAgAFJKB+317dtXKleubPvr/eKLLw7soD2dNqVDhw6296ODG5955hnPgxuDiAABkDLvvPOONGzY0NbRnnDCCTkzbcjEiRPl2GOPtb0//bc+ng8IEABJN3/+fDnnnHNsHeuhhx4qL7zwguzZs8csDzQ94ujfv791BBL5fvUIpaQJHoOOAAGQNDp1+q233mpNlx7qSPX/b7/9dikoKDDLc4qeA9FzIeYU83rORM+d5CICBIBvelTx3HPPRd286dxzz5Vvv/3WLM9pelWWXp0V2Q569ZZexZVr08YTIAB8+fDDD+WPf/yjrcPU28f+5z//MUvzio4TMW+zq+NJdFxJriBAAHjy448/ygUXXGDrIKtUqSJPPvmkFBUVmeV5SUes68h1HcEe2U46wl1HugcdAQLAla1bt8rdd99tjeEIdYg6zfp1110n69atM8vxG52W5ZprrrGFiE4br3Nu6dxbQUWAAEhIcXGxvPbaa1KjRg1bR3jmmWfK7NmzzXLEMGvWLGt238j2O+KII6xZgLN1FH48BAiAEs2YMUNOPfVUW8d31FFHyahRo8xSlECDQu8zovcbiWxPvR+J3pckSAgQAI5+/vlnueqqq2wdXYUKFeThhx+WHTt2mOVwQadv0Tsf6ldZobbVaV70Dol6p8QgIEAARNFw0JDQsIgMjyuvvNIKFSSPTuei92KPbGe9V7ves12ngclmBAgAG/1aSr+eiuzQ9Osr/RoLqTNlyhQ58cQTbe3eoEEDGTt2rFmaNQgQABY9Ea4nxCM7MD1hrifO9QQ6Uk8HGr744oty2GGH2X4OrVu3lnnz5pnlGUeAAHlOL73VS3D1UtxQh6WX6Oqlulu2bDHLkQabNm2SXr162aaE0SlSbr75ZtmwYYNZnjEECJCn9Hay9957rzX4L/KvXR0cqIMEkXkLFy6Udu3a2X4+Ol1Mnz59suK2ugQIkKdq1qxp65h0OhKdlgTZZ8KECdb0MJE/r7p165plaUeAAHkqNGuszhirEyHm2jTruUanh3nqqafCPze9/DfTCBAgT1WrVs3qiHTGXARH6H7yOoI90wgQIE/pDZ60I+rYsaO5ClksNFW8XmqdaQQIkKcIkGAiQABkHAESTAQIgIwjQIKJAAGQcQRIMBEgADKOAAkmAgRAxhEgwUSAAMg4AiSYCBAAGUeABBMBAiDjCJBgIkAAZBwBEkwECICMI0CCiQABkHEESDARIAAyjgAJJgIEQMYRIMFEgADIOAIkmAgQABlHgAQTAQIg4wiQYCJAAGQcARJMBAiAjCNAgokAAZBx9eq1kCpV/iidO99krkIWI0AAZNzJJ/eU+vWvle7d+5urkMUIEAAZ17r1YDn11JekV6/3zFXIYgQIgIxr0+Z1adJk4G8BMslchSxGgADIOAIkmAgQABlHgAQTAQIg4wiQYCJAAGQcARJMBAiAjCNAgokAAZBxBEgwESAAMo4ACSYCBEDGESDBRIAAyDgCJJgIEAAZR4AEEwECIOMIkGAiQABkHAESTAQIgIwjQIKJAAGQcQRIMBEgADKOAAkmAgRAxhEgwUSAAMg4AiSYCBAAGUeABBMBAiDjCJBgIkAAZBwBEkwECICMI0CCiQABkHFdu75jBUi/fp+Zq5DFCBAAGVdQsFMmT/5Jior2mquQxQgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAuKZjNnRJVLz60Dpdpk1bZq6OEm9bSC8CBIBrbjvxePWRAdKp0xuye3exWWITb1tILwIEgGtuO/F49aF1l1/+lvXfkSPnmSU28baF9CJAALjmthOPVx9aN3PmCuu/rVsPlS1bdpllYfG2hfQiQAC45rYTj1cfuU4nU9T/jzcnVrxtIb0IEACuue3E49VHrlu6dLM0bz7IWvT/Y4m3LaQXAQLANbedeLx6c50efei/naZ2N+uROQQIANdCnbjbJRZz3datheH7g8yatTKi8ndmPTKnSZMmVoDUrFnTXJV2BAgQEGYwJLrEEmvdqFHzrcf0yqzi4n22dbHqkV6//PKL9OjRQ0qVKmUFSNmyZc2StCNAgIBw24nHq4+1bs+eYrnkkjetx99+e6FtXax6pMfu3bulf//+UrVqVSs4QoseiWQaAQIEhNtOPF6907rp05dbj7dtO0y2bSsKP+5Uj9SaOHGiHHvssbbg0H/r49mAAAECwm0nHq8+3rqePSda6wYM+F/4sXj1SL7vv/9eOnToYAsOPQJ55plnrCOSbEGAAAHhthOPVx9v3ZIlBdKs2avSosUgWblyq/VYvHokz+bNm+XOO++Ugw46KBwcBx54oHXuQ8+BZBsCBAgIt514vPp461TfvjOs9ffc85H175Lq4c/evXvllVdekerVq9uOOvSS3a+//toszxoECBAQbjvxePXx1qlNm3bJ2WcPtWrmzl1TYj28mzZtmjRu3NgWHPXq1ZMxY8aYpVmHAAECwm0nHq8+3rqQ4cPnWTVduoxLqB7uLF26VDp37mwLjkqVKsmjjz4qu3Y5z0uWTQgQICDcduLx6uOtC9Ep3i+++I1wbaz6jRt3WJf/InHbtm2TBx54QMqXL28Ljy5dusjKldGDOLMZAQIEhFMn7iRefbx1kaZOXeYYIJMmLbYeu+CCUfLhh0ts6xDb8OHD5cgjj7QFR7NmzWTmzJlmaSAQIAA8eeWV2bZwufHG/8oPP2wwy/Cbzz//XFq0aGELjtq1a8vQoUNl3z77qP8gIUAAeFJYuEf6958lp502KBwievnvY49Nl4KCnWZ5Xlq9erV069YtPP2ILuXKlZP77rtPfv31V7M8cAgQAL4sX745fE+R0KJXcOlJ+Hw9P1JYWCiPP/64HHzwwbajjk6dOsmSJbnzdR8BAiAp9O6Gl146xhYkOrfWjBk/m6U5bezYsdKgQQNbcJx44ony8ccfm6WBR4AASBo94tBZffUWuZFBcvvtE2XZstg3q8oV8+bNkzZt2tiC47DDDpMXX3zRGiiYiwgQAEm3efMuazS7nhMJhYieK3nmmZnWvUdyycaNG+WWW26xphwJBUeZMmWkV69esmnTJrM8pxAgAFJm0aKN0qPHBNvRiM70O3bswqh7jgTNnj17ZMCAAXLIIYfYjjratWsnCxfap8PPVQQIgJSbPPknufDC0bYgufLKt2X27NVmaSB88MEH8oc//MEWHMccc4xMmDDBLM1pBAiAtCgq2iuvvTZXWrYcbAsSnbBx9epgXNK6aNEiOf/8823BUaVKFenXr99v76/ILM95BAiAtFq/frv06TNVmjbdHyKnn/6avPDCLNmxIzvPj2zZskV69+5t3UY2FBylS5eW66+/XtatW2eW5w0CBEBGzJ+/Xrp1Gx8OkeOOu1dOOulKGTHizawZnV1cXCyDBg2Sww8/3HbU0bJlS5kzZ45ZnncIEAAZoznx7ruL5JxzXpK6da+WypV/P69w2mmnyf/+t/+OiJkwffp0OeWUU2zBUbduXRk9erRZmrcIEAAZp19dPf74q1Kp0qHhzlqn/+jatausWrXKLE+p5cuXyxVXXGELjooVK8rDDz8sO3cyRUskAgRA1vjpp5/kkksusXXeOh3IY489Zk0Pkko7duyQhx56SCpUqGDb/9VXXy0//5xfo+kTRYAAyDpTp06VP/3pT7aOvH79+vL222+bpUkxcuRIqVOnjm1/TZo0kU8//dQsRQQCBEBW0uk/XnrpJWs6kMiOvXXr1vLNN9+Y5Z7Mnj1bzjjjDNv2a9asKYMHD7ZOoCM+AgRAVtPpQP7v//5PDjrooHAnr9OG3HTTTbJhg7f7j6xdu1a6d+9uXYob2qZeonvPPffI1q1bzXI4IEAABMJ3330nf/7zn21HC9WqVZN//etfsnv3brM8Jh3s98QTT0jlypVt27nwwgtl8eLFZjlKQIAACJR3331XGjVqZAuA4447Tt5//32z1Gb8+PFy9NFH2573xz/+UT766COzFAkiQAAEjh5xPP3001K1alVbIJx33nnWdCORvv32W2nbtq2t7tBDD5Xnn3/emhAR3hEgAAJr/fr1csMNN9jOZei5krvuukuWLVsmt912mzW1emid/n/Pnj2tKdjhHwECIPDmzp0rrVq1sh1lRN6HXJdzzjlHFixYYD4VPhAgAHLGG2+8YU03EhkcDRs2lHfeeccsRRIQIAByik430rlzZylfvrx06dIlL6dZTxcCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAn/w+65RwjgAyo2AAAAABJRU5ErkJggg==)
| Product Number | 3H31-5-S4 |
| Synonyms | (3S)-N-[(Pyridin-4-yl)methyl]piperidin-3-amine trihydrochloride; 4-({[(3S)-Piperidin-3-yl]amino}methyl)pyridine trihydrochloride |
| CAS | 1338222-11-9 |
| MDL Number | MFCD19381688 |
| Molecular Formula | C11H20Cl3N3 |
| Molecular Weight | 300.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-5-S4
CAS: 1338222-11-9
Molecule Weight: 300.65
Formula: C11H20Cl3N3
![N-[(3S)-(Piperidin-3-yl)]isonicotinamide dihydrochloride](data:image/png;base64,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)
PN: 4H48-5-S6
CAS: 1338222-53-9
Molecule Weight: 278.18
Formula: C11H17Cl2N3O
![(3R)-3-Amino-1-[(pyridin-4-yl)methyl]pyrrolidine trihydrochloride](data:image/png;base64,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)
PN: 3H30-5-R4
CAS: 1349702-35-7
Molecule Weight: 286.63
Formula: C10H18Cl3N3
PN: 3H31-1-9F
CAS: 128802-98-2
Molecule Weight: 190.29
Formula: C12H18N2
TSCA: Not listed on TSCA inventory