| Product Number | 4H56-3-7F |
| Purity | 97.0 % |
| CAS | 1258639-21-2 |
| MDL Number | MFCD18433781 |
| Molecular Formula | C12H21F2NO3 |
| Molecular Weight | 265.301 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H56-3-7F
CAS: 1258639-21-2
Molecule Weight: 265.301
Formula: C12H21F2NO3
PN: 4H56-3-9X
CAS: 550371-74-9
Molecule Weight: 269.264
Formula: C11H18F3NO3
PN: 4H56-3-9G
CAS: 259143-03-8
Molecule Weight: 217.284
Formula: C11H20FNO2
PN: 4H58-3-1M
CAS: 1864073-07-3
Molecule Weight: 307.338
Formula: C14H23F2NO4
![tert-butyl 2-(aminomethyl)-1,1-difluoro-6-azaspiro[2.5]octane-6-carboxylate](data:image/png;base64,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)
PN: 4H56-3-JT
CAS:
Molecule Weight: 276.328
Formula: C13H22F2N2O2
![tert-Butyl 2-amino-1,1-difluoro-6-azaspiro[2.5]octane-6-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABJmAAASZgHojMw7AAACSXpUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfZeTrjY3NOQqpqlaRVmp3pW1X2ruVA06KFHAFNIe33zGkDaeFALI9838+zdhZ3Z2zAxxVUaY6jwinFgGVxzpJ831Efr9uFgG5W69iFKEwLyPyVlXvS8ZOpxON31Qmzzqnsc5I41+ey7SjOdlUF3smLIuzP89PLzWzSPOyknmskCrTZVkbn3Qsq3oW/xmCZbI4pjlr5Cwrjk1vf4VlXouey4Tc1vKAvntEYZceFOx0kckKjsKi+FrfYK9yVchKJbC9oNmmDq59vXp+1PFHpvIKq6aHNJaHl6r4iNGQ6YOKP7AzrHx/jEjGEZCVzu6LQl7A1IxZcpACpA3SAemC9ED6IAOQIUhu4Yd+jgKOCo4SjhqOIo4qHuD+H5SZwOvlXeEqoHl+1t8PeGg9prWBDW6iiEhIA8v2IaDCGxQe9QUWLg3dW8uhDsfCpp6DhaDc4Jza9q119eF+4Q8WFvV9LD+bqA1d4+W2IwhccBJXro+73s147WRxtfaaPXO3v9bAdj1X12k0oRXgYJbvmICwr4isV1udJ60qpElEtpzUofqldqW4RouALhJV4AEwHRhpGxBdwMR2GrAHgDMNOAPAnQbcLmCybBrwuoDJyS9AjAH+AAimRwi6gMn3aSDsAvXpmCaMvxO6+jTNMP1w16dvhulFvDmtM4w9WP8s4oxMbSZTeC/yzQUyw3gjzEy+cH9kbnNMLwWaS22GCUeY0UxjrcPMPq9irA6uada6wxn+c63/AWLT/Lj9IkzMAAApy0lEQVR4Xu3dCZxVdf3/cTdSIYlERU0Uy0IMFWQRIUBACDU0AzUSg3KhiFzQIP2hiKZoKopaMuyyqKCgoISoBaioqGyJO38HRvZ9EZCtz38+3+sdhi93mfnMnTv3nPN6Ph7nMXo/Z2buuZw577N8l4MEAACDg/wXAAAoCQIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECIDA2717t4waNUrat28vNWrUkEqVKrmvDRo0kF69esmCBQv2W/+ggw5ySzLp6ojhEwIQaCtWrJDGjRsXHfSTLcUleq24dHXE8AkBCKxdu3a5qww92J900kkyePBgyc/Pl507d8ratWtl3rx58uijj8rZZ5+93/elC4h0dcTwCQEIrCFDhrgDfa1atWT16tV+Oal0AZGujhg+IQCB1bp1a3egHz16tF9KKV1ApKsjhk8IQGBVr17dHehXrVrll1KKB0S6BanxCQEIrMMOO8wd6LUVVmn4QZFsQWp8QgACq6xXIMmkqyOGTwhAYLVq1cod6HkGUjH4hAAEVl5enjvQn3rqqbJmzRq/nFS6gPDrr7/+urRp00aOOuooOeGEE6Rr166lvuoJo+SfIADkOO3vUb9+fXewr1mzpguUJUuWuP4h69atk/nz58ugQYOkXr16+32fHxA+v65XOhMnTpTly5fLli1bpH///q4FWNQl/wQBIACWLVtW1Jkw1VJcoteKS1ffunWrVK5c2X85cpJ/QgAQEHrFMWLECGnXrp0cd9xxbiws/arBcsstt8jChQv3Wz9dQKSqf/311zJgwAC5+OKL/VLkJP6EAAAHiAeLhtMXX3zhlyOHAAGAUti8ebP069dPmjdv7pcihwABgFLSEKlSpYr/cuQQIACQxmWXXeZG9t2xY4cUFBRIz549eQYiBIjkXX9QygUApkyZIo0aNZIjjzzSNRfu3r27rF+/3l8tciJ/hPQDw18ABIv201i8eLH/MspB5I+QBAUQLpdeeqkcfvjhsnHjRr+EDIv8kZMAAcLl3HPPdU1tv/zyS7+EDIv8kZMAAcKFAMmeyB85/WcePP8Ago0AyZ7IHyX90CBAgGAjQLIn8kdJwgIIFwIkeyJ/5CRAgHAhQLIn8kdOAgQIFwIkeyJ/5CRAgHAhQLIn8kdOAgQIFwIkeyJ/5CRAgHAhQLKHIyeAUCFAsocAARAqBEj2ECAAQoUAyR4CBECoECDZQ4AACBUCJHsIkEIzRnWTWWOu818GEEAESPZEPkD27t0tQ7ofImNuPd4vAQggAiR7Ih8g2zatcP1Anut/pl8CEEAESPZEPkDWfbXABcjLj1zglwAEEAGSPZEPkK8+mu4C5N/DfuOXAAQQAZI9kQ+Qz98d4wLk7fE3+SUAAUSAZE/kA2Thaw+7AJk/bYBfAhBABEj2RD5A5kzs4wLk07eG+yUAAUSAZE/kA0T7gGiALF34kl8CEEAESPZkLEDiw6InW3LVtMcucu9vTf57fglAABEg2ZOxI7sfGP6Sqybd29C9v63rlvglAAFEgGRPxo7suR4UyYzrU9O97927tvslIHo2bRLp10/krLNEqlSJLWeeKXLHHSIbN/pr56QgBcju3btl1KhR0r59e6lRo4ZUqlTJfW3QoIH06tVLFixYsN/6ul26JJOunmkZ+01BDZBhPQ6XkTdU9V8Goufjj0VOPlmPQokXrek6OS4oAbJixQpp3Lhx0UE/2VJcoteKS1fPtIz9piAGyM7tm9x7fqbvaX4JiJZt20R+/ONYUJx9tsi0aSJbt4p8/bXI9Oki9erFarqOrpvDghAgu3btclcZ+j5POukkGTx4sOTn58vOnTtl7dq1Mm/ePHn00UcL/ynO3u/70gVEunqmZew3+c88gvD8Y9Oqz9z7e/GBpn4JiJbCg5ULiDp1YsHh09dOPz22zqBBfjWnBCFAhgwZ4t5jrVq1ZPXq1X45qXQBka6eaRn7TX5oBCFAVn7xpnt/05+8zC8B0dKiRSwcnn3Wr+zzzDOxdVq29Cs5JQgB0rp1a/ceR48e7ZdSShcQ6eqZlrHflOthkciX8ya69/zG2O5+CYiWo4+OhUOqs+GVK2PrVK/uV3JKEAKkeuFnqO9x1apVfimleECkW7IlY78piAEyY8qT8oe2B8nUMXf4pVC78MILpVmzZtKtW7dALU2aNJEuXbr4m4NMOOywWDjs3u1X9tm1K7aOrlvcsGFS+A9U5uW9wqV/twP/3Uu7VKlSxR1EO3XqdECtIpcBA/YNl3RY4Weo71FbYZWGHxTJlmzJ2G8qaYC8/2JfmfPCbbJt43K/lHUPDrhLah5zkIwZ8YRfCq3JkycfsLMFbZk9e7a/WSirklyB6NmyruNfgWiTX329jMuEwqXRQQf+e4dlqVatmuzZs8d9ZGW9AkkmXT3TMvabShogT/U6xq03tMd3ZNZT18jGVZ/6q2RNjx493Ic9YcIEvxRK2sLjtNNOc9vcv39/mTFjRqCWm2++2b33hg0byv/+9z9/81AWZXkGov1DCv99yrqsKVw+KFxmlHGpXbu220+efvrpA2oVuazUW4DfatWqlXuPPAP5VkkDZOuGApk9/kYZ/ucqbn2dTlYfYq/On+OvWu70Elc/7JkzZ/qlUHrggQfc9p5//vl+KRD07O2swrNd3YaRI0f6ZZRFvBXWGWfEmu769DWt6Tq0wiqzvLw89x5PPfVUWbNmjV9OKl1A+PXXX39d2rRpI0cddZSccMIJ0rVr11Jf9aSS/J2UUkkDJG7H1+vkg5fuKroi0eWlh86XgkXT/FXLTfPmzd2H/XEAOkeVle40VatWlUMPPVQWLlzolwNDz+T03+z444+XLVu2+GVYaUAUXp26gDjnnFjfD31N+3y89lrsNa3RDyQj9G5A/fr13fusWbOmC5QlS5a4/iHr1q2T+fPnF+b0IKmn/W+K8QPC59f1SmfixImyfPly9/eidx60BVimJH8nWbJ75zb58N+DZNxtpxQFyfN3ny2L33tG/rc3dr+wvMQvddevX++XQuf3v/+929Y//OEPfilwOnbs6LalT58+fglloSdShQczFxSJFq0F4GQrCAGili1bVtSZMNVSXKLXiktX37p1q1SuXNl/2Sz5b8qyvXt3u9kBn7urblGQPHP7D2XRjCdkz64d/uoZ8f3vf9+NPRP2++kffPCBHHLIIW57tZdr0OmB4YgjjpDDDz9cFi9e7JdRFvo84847Y+Nf6YFGl7p1GQurnOgVx4gRI6Rdu3Zy3HHHueORftVgueWWWw64W5AuIFLVvy68otSWYBdffLFfMkv8myqYzs0x+cHmRUEy+pbjZN7Uv8k32zb4q5rpJeTBBx8sJ554ol8KHW2yqzvVI4884pcC6/bbb3fb9Mtf/tIvIeKCFCDZEg8WDacvvvjCL5vlZIDErVo8W175xyWS1/1gFyQjbjhK3pnQS7ZuWOavWmpfffWV+0D1PmSYaUsU3c46deq4s52w0EtxDX/dNn1QCMQRIIlt3rxZ+vXr5579ZkpOB0jchhUfyYyRXWXoHyu5ILmt43fkb7f9Tj755BN/1RKbO3eu28l+/vOf+6XQ2LZtm3tAp9s5TQfHCxltAqnbVrdu3VJ3yEJ4ESDJaYhoR8tMCUSAxH294SuZ/exN0u2CKnLS0Qe5W1B6C+Pdd9/1V03rX//6l9vJrr76ar8UGnq2oduYyXueuUSfXcUPFk88EZ3OoEiNANnnsssucyP77tixQwoKCqRnz54ZPR4EKkDiNm9aL3fffbcce+yxRff2WrZsKVOnTvVXTUoncdHvu/XWW/1SKCxdutS1tvjOd74jn332mV8ODT150BMJ7dkbhdZ0GffNNyK//rV2TPArgUWA7DNlyhRp1KiRHHnkke5uRPfu3TP6dxLIAInbvn27PPbYY25I5HiQaEezcePGpb2l8fe//92tr1/D6Morr3Tbp7OahZ1eReq26tkVSum++2JNdK+6yq8EFgGSPYEOkDgNi7Fjxxb1UtZFQ+Xxxx93IZOINpHT9fRKJGzeeOMNd1auLS426RSlIaedpL773e+6AeoWLVrkl5HMihUiRx0VGxzxww/9amARINkTigAp7uWXX5YWLVoUBYne5rrnnnsOuGyLn7WG7eHy3r175ZxzznHbppPWRMW9997rtrlt27Z+Ccl07Rq7+vjTn/xKoBEg2RO6AIl755135NJLL3Vn4roz6RmqDsanzXeVtr7S17U1VpgMGzbMbZcOgaBhEhX6kFDHFapSpZa88srbfhm+OXNEDjkkNgrvunV+NdAIkOwJbYDE6ThXOha/PkzWnUq/6v+ffvrp7v/jgRIG2kSvRo0aLjRnzZrll0PvpZdmSK1a3eSii/4pu3ZFJzxLTUdeOO+82NXHY4/51cAjQLIn9AESp+PO6BWIXonEb2/pUpa+JLlGW5TpNl1++eV+KTKuv/4ladAgT556aoFfQtyYMbHw+OlPU08gFVAESPZEJkDiNmzY4J6JxANEx1P661//GviRXT///HN3daXN9XRUz6j6/PP10qjREGnRYqSsX5+4AUWk6Qi7P/hBLEBefdWvhgIBkj2RC5C4eKsdDRDd2XSsfJ1jIqgDK3bo0MFtxx066F3E3Xffm+4qpH//mX4JffvGwuOSS/xKaBAg2RPZANEJVvRsXXeyX/3qV0VXJNrp5u23g/UQdvr06e69n3TSSW7EzajbuHGHtGo1yl2JfPxx8Ecfzpj8fCnc6aXwrEkkgwPq5RoCJHsiHyBx//nPf/brR9KlS5dAPGDXPjBnnHGGe8/agRIx48b9112F/P73k/1SdHXqFLv6+Mtf/EqoECDZQ4AUo1OmPvnkk3LMMce4HVAHHdMhU7SJaK7SWcv0vTZt2jSwt9/Kw+7dewuPl+NdiLzySnjPtktMp23W8KhRQyTgz/vSIUCyhwBJQB+033jjjW5yF90RtVf7+PHj/dUqnE59qZNE6WRR7733nl+OvNmzC1yAXHTRuMKTgPC1Niox7Q+kU6NqgAwf7ldDhwDJHgIkBW3iG+9wqIv2cNe5inNFjx493PvSfi1I7MYbp7kQycv7wC9Fhw6UqOHRoEEsTEKOAMkeAqQEdHiUn/zkJ26nPPTQQ+W6666TNWvW+Ktl1X//+1/Xiky3Y4WOaYSEli7dJE2aDJVmzYbLypVb/XL46TS0xx4rcvDBIm+95VdDiQDJHgKkhHQ2v4ceeki+973vuZ1Tvz788MMVNstf69at3fu4//77/RI8Awe+465CbrstejMX/r+bb45dfXTu7JdCiwDJHgKklPTK49prr3XPHXQn1SuT0sxDkgmTJk1yv/tHP/qRfKPzOSClrVt3Stu2o6VhwzyZN2+lXw6tLz79VK6sVEmerFxZdhUU+OXQIkCyhwAx0lm+dG7h+POR9u3bZ2VYFA2MH/7wh+53vvDCC34ZSUya9Im7Crnqqomyd280WqtddNFFbj957K67/FKoESDZQ4CU0bPPPiunnHKK22G11dZNN90kG/W+czkZMGCA+11t2rTxS0hBQ6Nz5+ddiLz4YvkHfUWLT9l88skny7Zt2/xyqBEg2UOAZIBOWtW/f383hazuuNqPZPDgwa5fSSbpw3J93/rw/MMQTQCULXPnrnC3sfR21p494W2NpM/lateu7fZFPcGJGgIkewiQDNKe61dddVXRbS3t2T5jxgx/NbOuXbu6n/unkE0AlE333/+mXHnlc7JzZ2bDPZcMHDjQ7Sc/+9nP/FIkECDZQ4CUg9mzZxee6TYsCpKOHTuWeWeeM2eOe3B/9NFHuw6EQCLayKNatWpuXwnbZGklRYBkDwFSTnRYkREjRsjxxx/vduYjjjhC/u///k+2bi19XwT9Weedd577OY+FcAIgZE737t3dfnLNNdf4pcggQLKHAClnOs9Inz59imZE/MEPfiCjR4/2V0tpzJgx7nt/+tOfusETUXb6MF2XQYPe9UtOvB4kCxYscB1dq1atKqtWrfLLkUGAZA8BkiWLFy92c7THb2s1adJE3n038cGrOB2eXYdp1+95NaQTAFWEeECce+5QWbLkwFZzQQyQli1buv3kwQcf9EuR8sc//lFOPPFE17gF5YsAybLXX3/dXUnoH7rOXf7b3/5Wli9f7q9WpG/fvm7dS0I8AVBFiAeELj17HtgRNGgB0q9fP7ef6MnGzp07/XLkZLoFJBIjQCqA3oZ64okn3ANx/aPX2RH/9re/HdCrPD8/371Hvf31RYgnAKoI8YD485//5b7OnJmfsB4EOt3Acccd5/almjVrcpsTWUOAVKD169cXnv32dP069I//1FNPleeff76o3qlTJ/f6X0I+AVBFiAdEfv5Gadx4qHTo8PR+TXuDFCD33HOP20+09ZV+ffTRR/1VgHJBgOSAjz76SC644IKi5yOtWrWS4cOHu/+uUaOGexCPzCoeEA89NNv999Ch+5q9BiVAli1b5q5gdRSECRMmuOa7OkfM2rVM5YvyR4DkkMmTJ8tpp51WFCS6aJAg84oHxObN30jr1k9J06b7hnz3A0Qne7zrrhly/fUvlXnp2nW4XHJJDzn//PNLtdStW1eqV68uzZo1K3ot3kz8hhtucO/zd7/7nft/fZAcJXrbbtSoUW5MOj3p0kDVrw0aNJBevXq5FmrFxf++kklXR0xkP6FcDBAdQ0tnQtSmmPEdmJkGy4cfEBMmfOT+v3fv1xLWdUZDDZn462VZ6tTpWxgETfY7USjLordA9XaoWrlypdu3dR/SOWOiQIf4ady48QGfi78Ul+i14tLVERPZTyiXAmTv3r0yZMgQOfbYY91Oq2NqxWdC1LNN5jrPvPjBPE4HW7ziiufca3PmLDugrjREli/fUuZl2bKNsnTpCtdIojTL+++/725XaThMmzat6PVNmzbt9z51jhjdd/RWaNjpuF96laHbqy3QdAw6/Uy0JZrextNRs/WZ0Nlnn73f96ULiHR1xET2E8qVAJk5c6bUq1evaIft3LmzFBQUuD+MOnXquNeefvpp/9tQRokCIh4cl18+IWE9FzzwwANun9DbV8nowVPnitH1Jk6c6JdDRU+8dDtr1aolq1ev9stJpQuIdHXERPYTqugA0bOkyy+/vGhH1bOoN998c7919CxTa9o0M2pDcpe3ZAHRq9f0olqiekXTcIg/JyveYs/34osvunV07hi/eXiYxGfmLO3oDukCIl0dMZH9hCoqQLRn+R133OHGxtIdVB/06YNyvY2VyMUXX+zWu/POO/0SyiBZQBQUbHZzqCer5wJtbKH7hDb71j4gycRb9t13331+KTS0UYFuY2mHbokHRLoFqUX2E6qIANExrXQsLN0xtXNg7969ZfPmzf5q+/nss8/cuvpcZOnSpX4ZRqkCQsfHSlXPBW3btnX70b333uuXiixatMg9YNfnJvqgOYzifahK23nSD4pkC1KL7CeUzQDRodjjo+nqosOSlKZn+S233OK+78orr/RLiKji4ZBqKBydO0b3HR0yJ4zKegWSTLo6YiL7CWUjQPSsTyeB0jGvdGc844wz5LXXYs1ES0Nb2ehQFfpz3njjDb+MiNJRDHS/uvrqq/1SEW3eq0PmaAdDPZEJG21ppp8Bz0AqRmQ/ofIMEH3Qqfed9XfoTqh/wDqPR2kvs4uLtzY555xzkj4vQbRoOOgZuJ5YpBrZ+fHHH3f7jo4AHbYm4Xl5eW7b9HmQTqZVUukCwq/rIKht2rRxf9MnnHCCOzEs7VVPGCX/BEOuvAJk0qRJruWL7nx6i6FHjx5FnbzKQkOjfv367ucOHTrUL6OE/v3vLwsPqHNcv48w0EE5dZ/QOTCShYOeuMRHgNbncGGiJ2vxvwttraiBsmTJEtcMXmfunD9/vgwaNMg1lS/ODwifX9crHW0SrbcLdWih/v37uxZgUZf8Ewy5TAeI9vqNNynURc9WPvzwQ3+1Mpk1a5Y729SWW+kevuNAa9duk+bNR7jBE7dvt18N5hINBx3iRPe5VLdx9NaprqONOLQlYJjoeGDxzoSpluISvVZcurrOLKoNW6Iu+ScUcpkKED3L0XGH4q1BtAPXCy+84K+WMVdccYX7PbfeeqtfQhr9+s1wLaseeOAtvxRoxcMh1ZTJ2nhD19OplcNGrzh0Cul27dq554U6FpZ+1WDRRigLFy7cb/10AZGqrgE8YMAA18Q+6hJ/QhFQ1gDRMz+9NNaRT3VH05+nO1V5T+ajl+f6vrVp7+eff+6XkcSiRaulUaMh0qrVKNm0KXnfiaCKz3Z5++23+6Ui2vLv8MMPd32QCvLz/TJKIB4sGk6laUkZVgSIwfTp04uGGdHWLd26dXOD2GWLdkTU3/2LX/zCLyEBfTTQrdsL7upj/PhFfjkUdMrkeDikmgv8tt69pW3hvjOxUye/hBLS28c6A2Tz5s39UuQQIKWgZ/wdOnQoOgtp2rRphYyWq8OaxOdJf+WVV/wyPFOnfu7CQ8e42rMnvC3Y+vTp4/aJjh07+qUi32zZItOPP1426+2ZGTP8MkpIQ6RKlSr+y5FDgJSA7iw6K6DeNtI/UD14jx071l8tq8aNG+fei/YtKUvz4LDTh+UXXjjWBci7737ll0NFWwfF5weZkSocRozQezEiOkItTcJL5LLLLnMj++rQMTrYqfbB4RkIAeK/vB9tOjts2LCi+aZ1fb19lAsDG2qTTb0C0velz2KQ2D//+b4Lj5tvjsaV2siRI90+ocOX79mzb4re/WhoNGgQC5HBg/0qEpgyZYo0atTIHQO0uXD37t0z0jw/6AiQJHRkXO20F79dpa2f9AF2LtH5IeJTmGprMOxP597QWQbPO2+YGyQxCvTEolHDhnJ+4T77/pNP+uV93npL5OCDRY49Vmcy86tAiRAgHh2w8Ne//nVRcGgnJe1/kav0Ab6+z6hNYVoSOrugXn3o4IhR8uXs2TKpMBw2HHNM6nDo3Dl2FXLzzX4FKBEC5Ft6W0pbVuhrekDW2QG1x3euDxsSxSlMS2Lu3BUuPNq2HV34b7vLL4ffb34TC4ebbvIr+xQUiGhnuEqVRD75xK8CaREgEnsgrfc1NTj0Qbl2PPKnCc1l8SlMGVohRocp6dz5eRcgkyd/6pej4auvRLSVULpw6N8/FjQXXuhXgLQiHSDabl7nHI/frtJWFTr/RtDojHPxKUx1LK6omzjxYxceXbpMDM2YVyZ33x0Lh/bt/co+27eLnHxybL2pU/0qkFJkA0Rv+cSD4/TTT3fTxwZZVKYwTWfLlp1ywQVPScOGebJgQfY6d+YkDYdTTomFw8sv+9V9nn02tk7t2jomiF8FkopkgGhPcj3Y6sCEjzzyiBtHJwyiMIVpOg8//La7+rj99n/7pWgaPz4WDj/5Sepw0F7Vut7AgX4FSCpyAaKd7rTznR5otY9HmOjov2GfwjSV/PwNcu65Q6VZs+GyalXyQQUjp0WLWDg8/LBf2WfuXJFDDhGpVk2kFPNqINoiFyA6sZOGh04xm2z+hCCLT2GqE95ETZcud0vt2n+RvLwP/FK0zZsXC4fvfU9k9Wq/us+118aC5vrr/QqQUKQCRDvbxaf3rIgxrLKh+DaGcQrTZKZOnSqVKlWTs87qIDt2lO+IyIF03XWxcNCvyWi4VK2qDwhFvOHPgUQiFSA6O2AUzs7DPIVpIvoMq3bt2m6bn9UHwjiQhoNegeiVyPz5fnUfvc2lQaPjZQFpRCZA4s8HtPlu2J8PhHkK00QGDhzotpXhtdN46KFYOOgzkWT0hOOjjxhkESUSmQDRKWb1IKOTPkXBq6++6rY3jFOYFrdmzRqpVq2au2U3Vx8EIzlthaWtsTREJkzwq0CpRSJAdIrZKPaRiE9h2rdvX78UGtdff73bxmuuucYvIRHtD6IBov1DtJ8IUAahD5Ao99KOT2GqQ7bkh3AK0wULFrgOoVWrVpXVqVoXYX/aM11D5O23/QpQKqEPEL1lpeER1XGievfu7ba/UwinMG3ZsqXbtgcffNAvIRUd+n/KFJ5zoMxCHSD6sFwfmuvD86iOVKuz1NWoUcMdaGfOnOmXA+u5555z2/TjH/9Ydu6k2W7G6CCi/fqJnHVWbDBGXc48U+SOO1IPDY9ICnWAxOfK0Oa7UTZ8+HD3Oegsdbk+PH1J6LSitWrVctukM8UhQz7+eN/AiokWrek6wLdCGyDaUVBb5minuqjP1qeh0aBBA3fAzcvL88uBc88997htadeunV+ClU7TXHg154JC50rXwUW3bhXRFnzTp4vUqxer6To5MKUzckMoA4T5wg/01ltvucEjdaKsjQG+FbFs2TKpUqWKVKpUST7S/grIjEcfjQVEnTqx4PDpa6efHluHvyl8K5QBMm7cMy48dNBE7VSHmM6dO7vP5eYAT2HapUsXtw033HCDX0JZxAdcTNWT/5lnYuu0bOlXEFGhC5Dt23dK/fpd5Lvf/ZEbth37FBQUSOXKld3Z+6efBm+mvrfffttdRR1zzDGyYcMGv4yyOProWDikag69cmVsnerV/QoiKnQB8uST78uZZ94v1177uF9CobvuusudwettIH0QHaTliCOOcO/9H//4h79ZKKvDDouFQ6ordu3JruvouoCELEBWrNgqTZsOlyZNhsrSpcGZ0zybtm3b5uYL0QNxEBdtFLFnzx5/s1BWJbkCWbWKKxDsJ1QB0qfPa242ukGD3vVLAFLhGQgMQhMgc+eucOHRtu1o+fprOpYBpRJvhXXGGbGmuz59TWu6Dq2w8K1QBMjevf+Tzp2fdwHy4ouf+GUA6WhAnHZaLCDOOSfW90Nf0z4fr70We01r9ANBMaEIkEmTPnHhcdVVE12YADDQXuY1a8aCItGiNXqio5jAB8jWrTvdbauGDfNk/vyVfhlAaWgn0zvvjI1/VblybKlbl7GwkFDgA2TgwHfc1cdtt73ulwAA5SjQAbJkyUbXZLdZs+GycmWC4RcAAOUm0AFy443T3NVHXt4HfgkAUM4CGyCzZxe48LjoonGyY0eK3rMAgHIRyADZvXuvdOw43gXI9OmL/TIAIAsCGSDjxv3Xhcc110z2SwCALAlcgOzatVfOP3+kNGo0RD7+eK1fBgBkSeACZOfOPdK16wvy+ONz/BIAIIsCFyAAgNxAgAAATDISIPpAW5dk0tXj4uslG469pD8HAFD+cjJAzj13qOtl7ivpzwEAlL+cDBBdevac6pdL/HMAAOUvJwPkz3/+l/s6c2Z+wjoAoOLlZIDk52+Uxo2HSocOT7tmu34dAFDxMhog6ZZ0iq/30EOz3X8PHTo3YR0AULFyNkA2b/5GWrd+Spo23TdUe0l/DgCg/GU0QJJJV4/z15sw4SP3/717v5awDgCoODkdIDq/+RVXPOdemzNn2QF1AEDFyXqAvP/+ctdEt0WLkfLzn4+Ru++eJZs27Thgvbh4cFx++YSEdQBAxch6gFx77WSZNWuJbNy4Q9av3y733vuGm1nQX6+4Xr2mF9US1QEA2Zf1APFt27bLXY2oZOsVFGx2c58nqwMAsq/CA0Q7C+pViUq1no6PlaoOAMiujASI1aefrpULLxwrn322zi8BAHJchQXIBx8sd+Exd+4KvwQACIAKCZDp0xdL+/ZjZNGi1X4JABAQWQ+QsWMXysUXj5MvvzxwuHYAQHBkPUDiD8L9RVtjAQCCI+sBAgAIBwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGDy/wEVCcwH+JvIWQAAAABJRU5ErkJggg==)
PN: 4H56-3-JW
CAS:
Molecule Weight: 262.301
Formula: C12H20F2N2O2
PN: 4H56-3-B4
CAS: 1373502-94-3
Molecule Weight: 235.275
Formula: C11H19F2NO2
PN: 4H56-3-7J
CAS: 1211582-61-4
Molecule Weight: 268.28
Formula: C11H19F3N2O2
TSCA: Not listed on TSCA inventory