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KhHw/rIRvtoeM802k+HK664orztbW9r7aNPf/rTyyGHHNIsNqVOOOGEgRvjNKMDJPppR1/5xRd/W/XF3H77k8o11yzYSyud+O1vr27N7huPD3zg2Hm/VibXfXA6RLfaD3zgAx31lZ9Kd9wxZ95B7uzqR0L9Y+E73zln3o+I/ti+sZx99jWt+8zEY/PNjymXXNI/412ii2909a0PetEF+JRTTmkW6xt33HFH2XHHHeedjT7yv2elj6z+Hc/3g0Eb4zQjAyT6yo8cKbriimvPO1hf1izWF+LX5xFHXDTq1+cXvnB6ufnmOc2i02asvvIf+tCHJt1Xfqpde+1t1Y+F+qD8xjceWs1f1k9ifNAnPnFiaxvf9KbZ1f1m+lUMOozBh/V3KgYlXnZZf23v97///epMo97GOAOJM5F+NChjnGZUgIzVV35Q5qr597/nlF13PfO/17+/V17zmgPnfSEunO/2uVOtl33lp9q5515b3vnOH7YO0ptuenT54x//0Sw2peLS6e67n91qB1t55f3LPvv8vtx1V/+eJdXuvPPOsvPOO1fTocS+EIPmYpqUmC5lOkWbRrRt1PtotHlE28cg6PcxTjMiQOq+8o973OOq/4Re9pWfapdddlPZcsvjWge99dY7qJx66nnNYgvcguwrP5WiB1zcgriesyzO8Hbe+Rfzzp4mNxq+V6KzRvTEi/FA9f/tZz5zarnhhsFopxkpBoS+613vau0bT33qU6vJG6d60Fz0ooreVHVPvOhlFb2tBuEHY1O/jnEa+gA5+uij5+srPwzz9Z922hVl3XUPL0sttXV54hOXK2uttdaU1KvZVz5CeUH0lZ9qt912d/nf/z2rrLjiA7/8V131gHkHvfPL3LkL/gzvgguur8b/1MERf4/nBl1MEb/sssu2vnvLL798NWPtghb7YuyTI38wxj7by+nV42pGTBETMyrErMZx5lU/4t/xfCyPcr3Sj2OchjZALr744nm/Kldv7bxT1Vd+Ks2de2/ZffcflEUWeWDSvNihPvaxj/X0i1Kbrr7yU+2KK24pW2310xFneIeXX/ziimaxnoizizjLqN8rzj7iLGSKf6gvUDHuJm5a9ZSnPKX1XXzPe95Trr766mbRnoiz4Dgbrt8rzpLjbLkbcWku5giLxvaYZ6wOpsk+ony8Ll4f64n1daOfxjj1JEDqD2o87ZZPJE574/Rt3XXXrU6FY9BN7IzxyybSN6ZXHin+cz7ykY+0pl94/OMfX772ta/1XeNTL8VBPO5DMPJU/bvf/W7PTtX7oa/8VDvzzCtHzab8oQ8dX10+bBoZNNHhoalePlK0Z0S7RrRvxLJo74h2j+nsOr6gxcDR7bffvjVoLgaW7rLLLtVA016Idrdof6v30WiXi/a5rDgYR2+y+JFU/+If+YhxMMstt1x1qS6+e3EDqTj7iD/j3/F8LK/Hy4x8xPpivbH+bg76I8c4xeNlL3tZNVXKVMod1RvqCoyn3fLxRONbXJpp/gc0HyNFb6B4LhrKN9tss3LjjQt2FHk/ifsQvPKVr2x9LnEfgl/84hfNYpM2Vl/56MkyU0QHheioEB0W4kAf3X5vuWX0Aa8OiHgcffT8lxDHCpAvfemM1vPR02omzch86aWXlnXWWae1Ty2xxBLlyCOPbBabtOjpFz3+6h+M0VspjgHZH4xxmSjGs4wcABuPuK3yVlttVZ3hdHpZKsrH6+L19e2Z60e8T7xf9hJwPcYpJmes1xmTNsbkjVOh86P6GOoNH0+75eOJs454XfSJ/vrXv17tfNEgHl3czjvvvPKtb32r+mU80lVXXVU+9alPVctnqjjId3Mfgn7vKz/Vosv0V75yZtluuxPnaxMZGSDrrHPYfL3ixgqQuNlYXCaLMR4z1UknnTTqYPrqV7+6o+9sjC2KMUYjx0vEGKTseIk4W99zzz2rqxz1NsUYsbjdQK+na4n1xXpH3q8l3jfeP3vVIKaHj2ni61sjxHf2s5/97AL/znZ+VB9Du4Bot3ws0VUtXhOXoKaicXjYxI4TO1AdApO9D0GMxh2UvvL9oA6IerBf9OgaaznzixDYfffdy5Oe9KRWCGy++eblH/+YuCt1zGoQsxvU+2jMehCzH2TFDNFx+adeXwyGjBtyZQ/mkxXrj/cZef+V2I7Ynqz4oRg/GOv1xQ/JBXnVoLOj+jjaBUS75WOJ+0PEa7785S83F9GBOJV9+9vf3vo/iFPdCIlml8pB7is/neqAiEF+8efaa88eNXeZAGkvLkN9+MMfHtVuGVccmpehYh61mE+t3kfj8k/Mt5YVARYTe9Zth3GwPfzww5vFpkS8b33VILYntqubGRzi0nVcwq4/q7i0HZe4e62zo/o42gVEu+VjiWuj8RpnH70RjWsjf2VF41s0wg1TX/npUAdEjCepp52Jeauay2nvoosuKq973eta++jznve8cvzxx1cN8HFAHdkAHzM8d9MAHz+s6h9MceYT6293dr6gxfvHdtSjz2P7umnLiO9wdKYZ2XMyGvh72XOys6P6OOr/8HaPTtSXXrrZSRgtenxEd7+R9yGox3MsiL7yM8HIgDjhhEurv8dMzvVZiADp3E9+8pNRY7fqmSNif417ysS9ZboRUxnF/WhinXFG3m9n2rE9daN4bGdsbzfiOx3d++vvegRxXCrshc6O6uNoBsV4j04IkAUnBh5FF+j6rCPu69BtX/mZamRAxFnIBhs8cBYye/YD07kIkJzoLBOXr+t9NK5IdNM2UDv55JNb3XKj22+79pbpEttVd0uO7Y3t7lZczVl11VWrdcY92nuhs6P6ONoFRLvlY3EJa8GLXzZHHHFE82k60AyImJQx/h03B5sz5575ltOZetLTXgwCjp5f9WWwaBfs91vzxvbV7Zex3bH93Yq7S8b6YuLLXujsqD6OdgEx1vL4NbHhhhtWDUcx+Vpc74yubfWw/LoR/Stf+cqo10E/aQZEnIXUAxAPPviC+ZbTmde//vXVcSDaQroRP5bqEeRbbLFFVwP4plJsZ2xvbHdsf7eXs+oAidH6vTD+Ub8DYwXESGMtj18WMV9MTAgWg2iiq+iWW25ZNaKFuhtvDAzqh0nDYCxjBUSM84jn6gkam8uZvF4ESDRE1+1+MchuUMKjFtsb2x3bH/XopmF9aAJkLNHYM/LaXD2QMPqJx+jSyy+/vDqti25/0e87BhJFzyKYLmMFxMizkLGWM3ndBkh0Ba57W0WbQnbE93SL7a7bRKI+zS7OkzWUARIJGyPIY4r1GLhWy0xlAlNpvIA47ri/CJAe6DZAoltsvD56NfVrg/lkxfbXvbOiXhlDFyAjgyBulnLTTaMnrIsBb3GD+Zg/J4b7R1e06NoWkyluu+22fX/PYIbbeAERZyHrr3/4uMuZnG4CJNpZowtwjKvot666WVGPqE/UK9MrrS8DpFtxOhaDiKI76UYbbdRcDMxQ2QCJQXT1wNnsr/V+VZ9VRf06HfA7lAFSixGS0dMAIGQDZI899qheF708p3uEea9FfeppT6KenRjqAImeWHGfcoCQCZAYfDxr1qzqdcM6zinqFfWLenYy2HpoAiR2jBhdGdMvR6LG9bzo2rvDDjs0iwIzVCZA9t577+o1Mcttc9LQYRH1qmfxjfpO1tAESNzaMe5PHuM8opvuCiusUPbbb7+h/Q8HOtdpgESPziWXXLJ6zaGHHtpcPFSiflHPqO9kx7YMTYDAMGjXy6rdcibWaYDEbWKjfEzV0WkD86CJ+kU9o75R78kQINBH2gVEu+VMrNMAiVsTRPmYFmkmiHpGfaPekyFAoI+0C4h2y5lYJwESjcn1fFe9vg1tv4p6Rn2j3pNpTBcg0EfaBUS75UyskwCJdtUou/TSSzcXDbWob9Q76t+OAIE+0i4g2i1nYp0EyI477liV3WqrrZqLhlrUN+od9W9HgEAfaRcQ7ZYzsU4CZOWVV67KHnXUUc1FQy3qG/WO+rcjQKCP1AHR7kFOJwFSt3/08p7fgyDqW7eDtCNAoI80g2K8BzmTDZBrr722Krfwwgs3F80IUe+of3wOExEg0EfaBUS75UxssgFy2mmnVeWWW2655qIZIeod9Y/PYSICBPpIu4Bot5yJTTZADjnkkKpc3EN8JqrvnR6fw0QECPSRdgHRbjkTm2yA7LXXXlW5zTbbrLloRoh6R/3jc5iIAIE+0i4g2i1nYpMNkN12260qt8022zQXzQhR76h/fA4TESDQR9oFRLvlTGyyAbLTTjtV5WbKFCZN9ZQm8TlMRIBAH2kXEO2WM7HJBogzEGcgAKNMNkC0gWgDARhlsgGiF5ZeWACjTDZAjAMxDgRglMkGiJHoRqIDjDLZAAnmwjIXFkBLJwFiNl6z8QK0dBIg7gfifiAALZ0EiDsSuiMhQEsnAeKe6O6JDtDSSYCEjTfeuCo/U6Y0qacwiXpPhgABZoxOA+SUU06pyj/zmc8s9957b3PxUIn6RT2jvlHvyRAgwIzRaYDcd999Zckll6xec+ihhzYXD5WoX9Qz6hv1ngwBAswYnQZI2HvvvavXLLPMMuX+++9vLh4KUa+oX9Qz6jtZAgSYMTIBEo3Js2bNql53xBFHNBcPhahX1C/qOZnG85oAAWaMTICEPfbYo3rd4osvXm6//fbm4oEW9Yl6Rf2inp0QIMCMkQ2QaGB+2cteVr12u+22ay4eaFGfqFfUr9OOAgIEmDGyARLOOuus8uAHP7g85CEPKb/85S+biwdS1CPqE/WK+nVKgAAzRjcBEupf60972tPKP/7xj+bigRLbH/Xo5qxKgAAzRrcBMnfu3LLSSitV61httdXKXXfd1SwyEGK7Y/ujHlGfqFeGAAFmjG4DJPz9738vT37yk6v1vOMd75j0mIl+Edsb2x3bH/WI+mQJEGDG6EWAhHPOOac1T9YWW2wxMCES2xnbG9sd2x/16IYAAWaMXgVIOOmkk8rDH/7wan1xD/G77767WaSvxPbV9zqP7Y7t75YAAWaMF73oRdUBbzL3upiMk08+uTz2sY9ttYn0a8N6bFfd5hHbG9vdC/X0J0960pOai1IECNC3XvjCF1YHvHisvvrq5eKLL24W6VhcBlpsscWqdUavpn7r4hvbU/e2iu3s9rJVuPLKK8u73vWu1me56KKLNoukCBCgb/3nP/8pn/vc58rjH//46sD30Ic+tHzkIx8pN910U7NoR6Ihuu6dFeMqolvsdI9Yj/eP7Yjtie2K7eumwTzceeedZaeddiqPfvSjq3U+4hGPKB/72MfKjTfe2CyaIkCAvhcHvM0337waQFdfgolpPO65555m0UmL18YBe6GFFqrWGdODHH744c1iUyLet56eJLYntqubuoXDDjusNd17PNZff/1y2WWXNYt1RYAAA+O8884rq666auugGG0k3bYPxIjuetqTeMQst7Nnz+54mpBOxfrjfepZdeMR25EZYT7SueeeW1ZZZZVR9ZnM7W4zBAgwcGI22iWWWKJ1kFx33XXLpZde2iw2aXEw33PPPctTn/rU1jqf8YxnVHf86/XtcWN9sd5Yf/1e8b7x/t2E1g033FDe//73t87SFllkkbLXXnt1tc52BAgwkOL6/uc///nW9f3o6vrJT36y3Hrrrc2ikxYjvuOg+6xnPat1cI9HnOlstdVW5aijjirXX39982UTivLxunh93ausfsT7xPt1M0I+uvvutttuZeGFF67WGe1EH/3oR8vNN9/cLNpzAgQYaFdffXV597vf3TooP+UpTykHHHBAV4MF47Vxm9i413jd7XfkIw7Wyy23XNWzaZNNNinbbLNN2Xnnnas/49/xfCyvD+ojH7G+WG+sv5ttDMccc0x57nOf21r3Gmus0fMzpokIEGAo/PrXv64O2vXBdNllly2/+tWvmsU6Fmc60YYQY1FWXnnl1oj2yT6ifLwuXh/rifV1K0IiwqJ+jwiRY489tllsgRMgwNCIW73G2cfItow4O7nqqquaRbsSl6VOO+20ctBBB1XvF2cf9SP+Hc/H8k4vd7UTl6Xi8lRcpoq6xRlOXL6arlH1AgQYOrfddlv51Kc+1Zq6JNpJ4uDei1//0yEawqOtJBrGoz7RUB4N5tFwPp0ECDC0YtzDeuut1zobiXER0zXWIyvaSkZ29Y0uutFVtx8IEGDoxUF46aWXbh2EYyzJ73//+2axvhLhF4P/RoZfDA7sJwIEmBFiZHeMtYhR7PVloM0226xn03r0Slx+22GHHappR+rLbzEdST9efhMgwIwS82jFmIy6ITrm2fra1742bQ3RtegAcOCBB47qABDdgWMixH4lQIAZKWb2re83Eo+lllqqHHfccc1iUyK6IC+//PKtbYkuyGeeeWazWN8RIMCMdvTRR48ajLfmmmtWN16aCjEI8j3veU/rvWMQ5P7779/1AMOpIkCAGS8uX+26666tkeMPe9jDytZbb73ApgOZM2dO2WWXXcpjHvOY6v2iu/H222/f1TQs00GAAPxXjKvYdNNNR01IuPfee/d0QsIjjzxy1ESQ66yzTlcTQU4nAQLQEHcBjOlH6oP8i1/84q6nRD///PPLq1/96tY6426LvbjP+XQSIADjiPt1jJx2/S1veUu5/PLLm8UmFPc3j5th1XcajG7Eu+++e9c3jOoHAgRgAnFb3RiH8ahHPaoKgBifEffzaHcL3Llz55avf/3ro27H++EPf7j861//ahYdWAIEYBJiPMaGG27YOhuZNWtWNWlijN9oOv7448vznve8VtnXve515aKLLmoWG3gCBKADZ5xxRnnFK17RCocVVlihdRvaSy65pKy11lqtZc95znPKj3/848YahocAAehQjNPYb7/9ymKLLVYFxUILLVRe8IIXVN1/499xD5Avf/nL0z66fUETIABJMW5ju+22a02LEkESdyS87rrrmkWHkgAB6FLM7Lv66qsP9eWqsQgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAyv8BrqxVC0WLUssAAAAASUVORK5CYII=)
| Product Number | 3631-1-0Y |
| Purity | 95 % |
| CAS | 56904-09-7 |
| MDL Number | MFCD09037852 |
| Molecular Formula | C10H16N2 |
| Molecular Weight | 164.252 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3631-1-0Y
CAS: 56904-09-7
Molecule Weight: 164.252
Formula: C10H16N2
PN: 3631-1-0T
CAS: 102-11-4
Molecule Weight: 178.279
Formula: C11H18N2
PN: 4622-1-00
CAS: 122-75-8
Molecule Weight: 360.454
Formula: C20H28N2O4
PN: 3732-1-03
CAS: 14165-18-5
Molecule Weight: 164.252
Formula: C10H16N2
PN: 3H30-1-T1
CAS: 4553-21-3
Molecule Weight: 219.332
Formula: C13H21N3
PN: 3H32-5-44
CAS: 5321-63-1
Molecule Weight: 249.18
Formula: C11H18Cl2N2
TSCA: Not listed on TSCA inventory
