| Product Number | 4H56-7-2Z |
| CAS | 1258638-14-0 |
| MDL Number | MFCD27978586 |
| Molecular Formula | C6H12ClF2NO |
| Molecular Weight | 187.61 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H56-7-2Z
CAS: 1258638-14-0
Molecule Weight: 187.61
Formula: C6H12ClF2NO
PN: 4H56-3-E8
CAS: 1417789-24-2
Molecule Weight: 133.166
Formula: C6H12FNO
![rel-[(3S,4R)-3-Fluoro-4-piperidyl]methanol](data:image/png;base64,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)
PN: 4H56-7-2J
CAS: 895577-96-5
Molecule Weight: 169.62
Formula: C6H13ClFNO
![4,4-Difluoro-6-azaspiro[2.5]octane hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABYbAAAWGwE251lQAAAB9HpUWHRtb2xTb3VyY2UAAHichZTbbtswDEB/hdDzoovvDuIURYsCA9o9rB2wt0GRldSAJRWyc/v7Uc7SxMjm2RZIUTyURFFe3B1MCzvtu8bZigjKCWirXN3YTUV+vD3NCnK3XCh0QkfbVeS97z/mjO33e6retZEHZ6lyhpzG54euGfnsY+r8hkWcC/bz5fl1YGaN7XpplUaqa+bdYHx2SvbDKv4xBTPS7xrLTu7M+N0p2q+Ih4/TQ1eTy14ecOweUVg3rYa180b2sIs4xY9/gY222ste17A6ojmmCe59uXh5dGprtO1RDREaJdvX3m8VGoxrtdpiMFS+PlbECARk78y99/IIQQtmKUBGIGOQCcgUZAYyB1mALEEKjk1gjlsdJnk7fmhcaQtP8DC0b9j+vJibqCK4Vnwgo3kuBIqUxzmklKdZBgXlCfYKWohBDL1PlzxGkdAk4CdB4HiJGNE4LyPgtMiiDASNizI+92acJmG6maAFT/KLvNijBCXmsixKTAL7zMJysXK2vlKhqSuywi0Hl+963eEShvQQcL7WHosuBAiu10A0BkIyp4H4BkingWQMhIOaBtIxEI51GsjGQCiCaSAfA6FkpoHiZtP/AcoxMFTkNBHGr5FzBU8y4naavyLsqljY+XqhenP12NW9ZPg3Wv4G1aZnJed8lf8AACBkSURBVHhe7d0JtFVl3fhxshQnNHOoHHK2nMo5lTS1fDWtlmhZ/s1gmXO9DplppqaWLM2hdJUKOKPmnIavU5rhhKQ4lWOi4gBOKCgoKLj/Prt1TvB4Dpz74164d5/PZ629lPPse7jn3rv2l3v23s/TqwCAgF75AwDQCgEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBAToMoP26TXbjZ7Ldw/oMnksGm30XL57QJcRiWrznQW6jIBUm+8s0GUEpNp8Z4EuIyDV5jsLdBkBqTbfWaDL5Fdc5Rs9m+8g0GXyYOQbPZvvINBlhKLafGeBLiMg1eY7C3QZAak231mgywhItfnOAl1GQKrNdxboMgJSbb6zQJcRkGrznQUgREAACBEQAEIEBIAQAQEgRECALjP9/anFDWd8o/jr2d8pig8+yIfp4QQE6DJjnxpev5R3yqTx+TA9nIAAXeZft/+hjMdFhy6TD1EBAgJ0mTsu3rcMyPWnfS0fogIEBOgy1560eRmQey4/OB+iAgQE6BoffFCcf+BiZUCeuOvcfJQKEBCgS7z1+rP1E+ivPvuPfJgKEBCgSzz38F/KeAzed77i/SmT8mEqQECALvHgDQPLgPzpqNXyISpCQIAucduQ3cqA3HxWv3yIihAQoEtceew6ZUDu+8sx+RAVISBAp0tTmAzZf/4yIKNHXZkPUxECAnS68S88XL8C682Xn8iHqQgBATrdv++9uIzHuT9eqPhg+rR8mIoQEJgLav8an9VWJSOvPrx8TVefsGE+RIVU66cWuqk8Fo22KrnxjB3K13T7BQPyISqkWj+10E1VMRKzcsnhK5Sv9+G/npoPUSHt8xMN81A7BWTK5DeKQft+rHy9Lzx2Sz5MhbTHTzTMY+0UkHFP3VF/vZMnjsuHqZD2+ImGeaydAvLo7X8sX+uFhy6dD1Ex7fETDfNYOwXkzov3K1/rsNO2yYeomPb4iYZ5rBaQZluVXPbrvsXZH76muy8/KB+iYqr1kwvdVB6MfKuS/7fN4sXuW/Qq7rrhnHyIiqnWTy50U1UMRSNjxjxXLNmnV/G5pXoVjzw4Mh+mYqr/Ew3dQLsEZNiwYUWvXr2K+eabr5g0ySJSVVf9n2joBiIB+evgXYs//XLV8qT0uKfvyoe7pYEDB5YBWW01i0i1g479RAMhkYBc/qs1ZzpP8qcjVynu/8uviomvjc537TZ22223MiD9+llEqh107CcaCIkEZPKEscWo648vLjtq9ZlCkrZrT9q8eHT4WcWUSePzD5un1llnnTIgxxxjEal20LGfaCAkEpAZvfLMvcVdl/64uPCnS80UknMO6F0uGfvsA9eUizjNS1OnTi3mn3/+MiBXXmkRqXYQ/4kGWjanAamZPu294tmHri3+evZ3ynjMGJMLDvlUeb7k5afvzj9srnj44YfLeKTtiScsItUO5vwnGpgnpk5+s3jsjkHFdb/9ykfe4kon3+8fduxcPV9y8cUXl/FYaKGFimnTLCLVDgQEKuCt158tRg07rvjTUat9JCbXndS3eGz42eUsuV3p8MMPLwOy4YYWkWoXAgIV88roEcWdlx5QXHjIkh85X/KXM3Yu7rvjz8V773X++ZIddtihDMiAAQPyISpKQKCi0kn1dL7klrN3qZ8vObJfr2LbL/YqVllhyWL//fcv7rnnnvzDwlZYYYUyIKeeahGpdiEg0AbS21fpbayTD/5KscHK/znRXdvSTX/HHXdc8cwzz+Qf1rI333yz+NjHPlY+3y23WESqXQgItJnnxzxTHHvsscWqq646U0jS9pWvfKUYNGhQ8cYbHTtfcscdd9SfY+zYsfkwFSUg0MbSW1jpraxPfepTM4Wkd+/exS677FJce+215f0ds3PmmWeWH7fUUkvlQ1SYgABlJK655ppi5513LuMxY0yWXHLJ4oADDihGjBiRf1hdilDad+utt86HqDABAWaS3r4666yzir59+37kLa7VV1+9PF/y7LPPzvQx6a2vNH7ggQfO9DjVJiBAU6NHjy7Pl6yyyiofickWW2xRDB48uDyBvvjii5ePDRkyJH8KKkxAgJbcfffdxX777dfwfEnt//faa68yOFXa9tlnn+LHP/5xMX369PxL0vYEBOiQ2vmSNGX7Agss8JHfTKq6HXzwwfmXou0JCBA2ZsyYYtFFFy0PsB//+MeLlVZaqXLbIossUr6+dDFBeruO/xIQIOywww4rD67pbax///vf+XAlpAsG0gSRfgv5KAEBQlIwauc/fv7zn+fDlXLUUUeVrzOtd/L444/nw21LQICQb3/72+VB9TOf+Uzx1ltv5cOVMmnSpGK55ZYrX+/222+fD7ctAQE6LM13VTu5fN555+XDlTR06ND6a77++uvz4bYkIECHvP/++8Xaa69dHkjT2h/tcnnrBx98UGy22Wbl615jjTWK9957L9+l7QgI0CFnnHFGeRBNs+/edddd+XCljRw5sphvvvnK12/aegEBOuD111+v30i422675cNtoX///uXrT3ffv/LKK/lwWxEQoGXpjux08Fx44YWL559/Ph9uC2m6+j59+pRfh7333jsfbisCArTkn//8Z/GJT3yiPHCmCRXb2cCBA8uvQ3o768EHH8yH24aAAC352te+Vh40P/e5zxXvvPNOPtxWpkyZUp9gcsstt8yH24aAALP15z//uX4J62WXXZYPt6U0H1jta3LFFVfkw21BQIBZSv/ari1/m6Zw57+22Wab8uuy4oortuVvZQICzNKJJ55Yf79/1KhR+XBbe+SRR8pJJNPX5/jjj8+HK09AgKbGjRtXv+IorfXBR9WW802z9r7wwgv5cKUJCNDUgAEDyoPjYost1vb3PDST7o1ZYoklyq/T7rvvng9XmoAADf3jH/+o33V98skn58PM4PTTTy+/Tunu/LRyY7sQEOAj0rxPm2++eXlQXH311ctVCGkuzQ+21lprlV+vzTbbuvz6tQMBgQbGjx9f3HPPPfnDbeOSSy6pX6I6bNiwfJgGbr75lqJPnzWKT3962+LKK9vjtxABgQZq72lvtdVW5Yp07WTy5MnF8ssvX77+7bbbLh9mFvbc89RizTWP/PDrNvTDr2P1Z+sVEGhgwQUXrP8LPP3/0UcfXS4q1A7Sa02vO62+99hjj+XDzMKYMW8Wm246pNhww0HFGWeMzIcrp3IB6TWoV7nBnEir7KWD6KKLLloPSVqRLi0qVGXPPfdcff3vAw88MB+mBb///YgyIJttdk7x4osT8+FK6fQjbasH8Fb2mzJtSjH48cHFt276VrH8xcsXC56zYLHY+YsVG1y9QXH0fUcXr777av4hLT0vzE4tIGnti4MOOqj813gtJGlRobQuRBXtuuuu5WtcaqmlijfeeCMfpgWTJk0ttt32ojIihx56cz5cKZ1+pG31AD67/e595d7ic5d8rr5fo22Rcxcpzn/y/Jk+bnbPC62oBeScc84p//z444+X5wNqEUmXa6Z1IdLU3lUxfPjw8nWl13fmmWfmw3TAtdc+XgYkbSNHvpgPV0anH2lbPYDPar8Uj97n9C7HN7x6w+Kipy4qnnv7ufI3kglTJxT3v3Z/cez9xxZLX7j0R55jVs8LrcoDUpPWwk7LmdZCku7STlN79/TLXNOytOuvv375mtZdd91i2rRp+S50wPTpHxS77351GZBdd72y/HMVdfqRttUDeLP9pk6fWqx06Url2L537FtM+6D5D/Lb771d9L+9/0yPNXte6IhmAUnSWtinnHJKuSJdLSRpau80O2tPNXjw4Pprue222/JhAh54YFyx0Ub/+S3k8sv/lQ9XQqcfaVs9gDfb77wnzisfX++q9WYZj2aaPS90xKwCUvPqq6+W80PVJtNLW5qdNS281JNMmDChWGaZZcrPv1+/fvkwc+AXv7i1DMg221xYTJw4JR/u8Tr9SNvqAbzZfjvdvFP5eH5uo1XNnhc6opWA1DzwwAPlokK1iKRV+9IEe2mOpJ7g0EMPLT/vdLnyM888kw8zB8aNe7vo2/fcMiK//W31bi7s9CNtqwfwZvutcMkK5eOjJ47Oh1rS7HmhIzoSkJrLL7+8XBeiFpJ0M2KaIylNc9FdPfnkk8UCCyxQfr6/+MUv8mE6waBB95cB2WSTIcXo0dW6sq3Tj7S1A3irWy5dqpsef3fau/lQS5o9L3REJCDJu+++W64Xnqb2roVkzTXXLG6+uXtezrnjjjuWn+Oyyy5bvP322/kwneDdd98vdtjhkjIiBxzwf/lwj9bpR9o8ELPbcgJCdxANSE1aFyJN7V2LSNq+9a1vFU899VS+6zxz44031j+3Cy64IB+mE91007/rl/UOH/5cPtxjdfqRttUDeLP9vIVFdzCnAalJU3tvvPHG9QN1ervosMMOKyZOnLd3KKcrydJvRulz2mSTTdpm9th5ac89rysDstNOf/rw6z89H+6ROv1I2+oBvNl+TqLTHXRWQJJ0cD7//PPrz5m2dNVTeu50/8W88Pvf/778PNKNgyNGjMiH6QKPPfbah/+YGFxG5MILH8qHe6ROP9K2egBvtp/LeOkOOjMgNW+99VZxxBFHFL17966HZIMNNijuvPPOfNcu9dprr9VnG/7BD36QD9OFjjvu72VAttzy/GL8+Hfy4R6n04+0rR7Am+2XbiRc8ZIVy7H97txvlhFJNxIOuH3ATI81e17oiK4ISM3TTz9d7LTTTvWIpO373/9+MWbMmHzXLrHffvuVf2eaKPLFF6s7zUZ39Prrk8t4pIiccMId+XCP0+lH2lYP4LPab8apTDa6ZqNi6FNDizFvjynjMnHqxGLUa6OK40YdZyoTukxXBqTm1ltvLdZZZ516RNIsuL/61a/K9Ti6ysMPP1y/8fHXv/51PsxckN6+SgFJU530dJ1+pG31AD67/Ua8MqJ+Qr3Ztuh5ixYXPHnBTB83u+eFVsyNgCTpHpE//OEPxZJLLlkPyQorrFBceuml+a6dIi2Qlf6OlVZaqbzkmLkvzYt1881PV+KekE4/0rZ6AG9lvzR54qDHBhU73rhjsdzFy5W/lfQ5r085nfsx9x1jOne6zNwKSE1aQvcnP/lJeRd7LSR9+/Yt7r///nzXsKuuuqr+3FdeeWU+DB3mSAsNzO2A1Dz66KPF17/+9fqBfr755iv23HPP4uWXX8537ZD028bKK69cPudXv/rVfBhCBAQamFcBqbnuuuuK1VZbrR6SxRZbrDjppJPC08afcMIJ5fOk8x8PPVSNS0h7utqNhWnlwrFjm88CUNsv1+zxXKv7RQgINDCvA5KkWKRopHjUQpKikuLSES+99FJ9ad599tknH2YeqR3Y03b00X/Lh+uaBaDZ47lW94sQEGigOwSkJr19ld7GSm9n1UKS3uZKb3e1Yo899ig/5pOf/GQ5BT3dQ+3Ann4DSTcYPvXU+HyXUrMANHs81+p+EQICDXSngNSkE+rpxHotIumEezrxnk7AN3PvvffWl6k97bTT8mHmodqB/dRT7yn/+7//e0O+S6lZAJo9nmt1vwgBgQa6Y0Bq0iW+6VLfWkjSJcDpUuB82vg0hcqXv/zlcp/Pf/7z5fxXdB+1A/uECe/Wby4cNWpsvlvTADR7PNfqfhECAg1054Ak6WbDdNNhuvmwFpK11167vDmx5qKLLqqP3XBD43/dMu/MeGA/99wHyv/v3//P2V7NA9Ds8Vyr+0UICDTQ3QNSk6Y/SdOg1EKRtjRNyiOPPFIst9xy5Z932GGH/MPoBmY8sKc1Q7bbbmj559tum3lVyGYBaPZ4rtX9IgQEGugpAalJEzKmiRlrEamdcJ9//vmLJ554It+dbiA/sF999WPln3fe+fJi2rT/ztKc75c/3urWFQQEGuhpAUnS1PDHHHNMGY1aSNK5D7qn/MCeotGv32XlYykmzfbLH2916woCAg30tICky3P32muv+kSJtS3dQ5Kmb6f7aXRgv/XW0eVj228/tHxbq9l+s3o81+p+EQICDfSUgKQrq0455ZRi8cUXr0djlVVWKT/v2rrsafp2up9mB/Z0Ij09nk6sJ832a/Z4rtX9IgQEGugJAbn++uuLNdZYox6OPn36FAMHDqxPd5Kma0+Pp99K0jTudC/NDuz33/9S+fhXv3p+eYlvs/2aPZ5rdb8IAYEGunNAHn/88WK77barhyPdKNi/f/9i7NiZ7yFIEyimadvTPltvvfVMY8x7szqwp5sK09hpp41oul+zx3Ot7hchINBAdwzIm2++WRx00EEznSTfbLPNipEjR+a71qVp22v7Xn11z1/AqEpmdWBP05qk6U3SNCfN9mv2eK7V/SIEBBroTgGZNm1acdZZZxVLLbVUPQbpHo+hQ4fmuzaUpm9PH5Omc7eIVPcxuwN7mmCxtk+j/Zo9nmt1vwgBgQa6S0Buv/324otf/GI9HAsuuOCHB5aji0mTJuW7NpWmb69dnZWmdad7mN2B/aWX3io23XRI0/2aPZ5rdb8IAYEG5nVAnnnmmWKXXXaphyNt3/3ud4tnn30237UlaRr39BxpWvc0vTt0BgGBBuZVQN5+++3il7/8ZdG7d+96ONZbb73i73//e75rh6T7RNJ07un5fvjDH+bDECIg0MDcDkiaOffCCy8sll122Xo4ll566WLw4MHlHeadIU3nnp43TXOSpnmHOSUg0MDcDEg6mNemXU9busrqpz/9aTFhwoR81zmSbjpMU5ukvyP9fSlazBsvvDCxmDy550+vLyDQwNwISDoXkVYLrC34lLY0c+6TTz6Z79pp0rTutb8rTffO3FebrmTvvf+SD/U4AgINdGVApkyZUvzmN7+pr1OetvSbwdxas+Mb3/hG+XemS4HTORfmnilT3i923PGSMiA/+9nN+XCPIyDQQFcF5Kqrrirvx6iFI53YTucm5uZqgWl699rNiEceeWQ+TBcaNOj+Mh6bbDKkePrp5ksR9xQCAg10dkDSXFRbbbVVPRzpvox0ae28min3kEMOKT+PdF9JumSYrvfyy28XffueWwbkpJPuyod7JAGBBjorICkQ++6770zTrKeQpJv75qU0LUq6yit9Pul+E7rekUfeVsZj660vKCZOnJIP90gCAg3MaUDSW1K/+93v6vdepC1NbJjmpuouBg0aVP/c0h3vdJ2HHhpXbLTRf+4Iv/zyf+XDPZaAQANzEpAbb7yx+MIXvlA/OKeT5Wlq9XTyvDtJ95d86UtfKj/H9N805xadb/r0D4of/ODqMh7f/e4VMy1X29MJCDQQCUi6/DZdhlsLR7o8N12m++KLL+a7dhvpDvfa55smbKTzXXfdE/X5qO6994V8uEcTEGigIwFJN/ylG/9mnGY93ag3YsSIfNdu6Tvf+U75OadzIuncCJ0n3Sy47bYXlfE45JCb8uEeT0CggVYCkt4CSlON1E5Gpy1NRZKmJOlJd3mnCRoXWmih8vM/+OCD82HmwOmn31vGI63r8fzzE/PhHk9AoIHZBWT48OHlJIe1cKTJD9M9FT31xryjjjqqfB3pt6i04iFzLgWjtiBUCkkVCQg00Cwgzz33XLHrrrvWw5G2nXfeucffS5HWF0l3pqfXs/322+fDBKS3rFI8/ud/hlZi3qtGBAQayAOSDrBpIad0410tHOuuu27xt7/9LfvIniutcFh7bddff30+TAekk+W1E+fpJHpVCQg0MGNALr744mL55ZevH1zT0rLpiqWqXfaazttsuumm5WtMc3PNzelVqiRdppsu103xSJfvpst4q0pAoIFaQFZdddV6ONL5gYMOOqh444038t0rY+TIkeV6Ien1nnrqqfkwLUg3CqZ4pBsH0w2EVSYg0MCMM+Wmbbvttmubk8v9+/cvX/Piiy9ermRI6yZMeLecqiQFJE1dUnUCAg3ULmv97Gc/WwwbNiwfrrSxY8fWA7r33nvnw8xCmiQxxSNNmpgmT6w6AYEG0nQkhx9+eLebfmRuGThwYBmQ9HbWgw8+mA/TQJqePU3TngKSpm1vBwICfEQK5yqrrFJGZMstt8yHaWDAgHTPx9nlglFp4ah2ICBAQ9dcc039HNAVV1yRDzODYcNuKZZZ5mvFyivv+eFvr9WZbXd2BARoaptttikDsuKKKxbvvPNOPkzxn9/W0tV6n/hEn2L77X+YD1eagABNPfLII/XFsI4//vh8mA+deOKJ9fNFo0aNyocrTUCAWdp///3LA+QiiyxSvPBCtaYjn1Pjxo0r+vTpU359fvSjH+XDlScgwCy9/vrrxRJLLFEeJHffffd8uK0NGDCg/LostthixSuvvJIPV56AALN1+umnlwfKtEjW3XffnQ+3pfvuu69+1/7JJ5+cD7cFAQFm6/333y/WWmut8mC58cYb96j1TrpCev2bb755+fVYffXVi6lTp+a7tAUBAVpy00031S/rPf/88/PhtnLJJZfUvxbtNlPBjAQEaNk3v/nN8qCZpnh566238uG2MHny5PrszGmOtHYmIEDLnnrqqWKBBRYoD55HHHFEPtwW0row6fWn2ZkfffTRfLitCAjQIT/72c/KA2haxnf06NH5cKWlFSlrE20eeOCB+XDbERCgQyZOnFh8+tOfLg+iO+20Uz5cabXljNOiYlVeF6ZVAgJ02JAhQ+onkW+99dZ8uJKGDx9eXsacXvOZZ56ZD7clAQE6bPr06cUGG2xQHkzXWWedyi3vm0uvd/311y9f77rrrlv519sqAQFC7rjjjvq/yP/4xz/mw5UyePDg+m9ct91W/ZUGWyUgQNj3vve98qC65JJLFuPHj8+HK2HChAnFMsssU77Ofv365cNtTUCAsDFjxhQLL7xweXBdc801y7mhqratvfbabXvV2ewICDBH9thjj/rbO1Xe0m9bzExAgDmS3uJJJ9S32GKLj/zrvQpbWtJ3vfXWK2clZmYCAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhPx/aS0myEmTi2QAAAAASUVORK5CYII=)
PN: 3H31-7-3R
CAS: 1282532-00-6
Molecule Weight: 183.63
Formula: C7H12ClF2N
PN: 3H31-7-02
CAS: 496807-97-7
Molecule Weight: 157.59
Formula: C5H10ClF2N
TSCA: Not listed on TSCA inventory