| Product Number | 3H30-5-1V |
| CAS | 6316-09-2 |
| MDL Number | MFCD00665927 |
| Molecular Formula | C6H9ClN4 |
| Molecular Weight | 172.62 |
| 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: 3H30-5-1V
CAS: 6316-09-2
Molecule Weight: 172.62
Formula: C6H9ClN4
PN: 3H30-5-8S
CAS: 116895-09-1
Molecule Weight: 200.67
Formula: C8H13ClN4
![2-[(2-Amino-6-chloropyrimidin-4-yl)amino]ethanol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB3ZAAAd2QGdWeg4AAAB+3pUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfF79BII1CqijVpEltJ62dtG+TA06KBHZlyNu/3xlICkvHIshdzvecfS/O4v5UFnDQrsqtSYignIA2qc1ys0vIz9evkxm5Xy5SdEJHUyXkra7f54wdj0eavulSnayhqS1Juz4/VfnA5xhQ63ZMci7Yr6fHl4aZ5KaqlUk1UlU+rxrjo01V3ZziH1uwUrlDbljrzkp3aKP9ltw/nJ6qjHzkssa1FaKwzQsNW+tKVcNBcooP/wI7bbRTtc5gc0ZzQEPMfbl4erDpvtSmRtVHyFNVvNRun6KhtIVO9xgMlW8PCSkFAqq25co5dQavebMSoCSoAFQIagoqAhWDmoG6AyU4vrguJNa50H6j1/O7TsgzrMG/68J/tSp8h2eskPR9CYIghk5IGkVxeBF4bo5huzXMDT8w6X5eZed8ka0bgTMGD+hsioikgeA+zjT0AS6BOI3jnvzb3FGTgPKZlyGN5DUKlodd67NcbKzJeirkWUI2gjSF+6G3lexqR8C6TDtM2wfwrn1ADgFf6Suw+gwIhoDvyzgQDgHfxfEjTW+AaHyHaAj4CRkH4iHg52n8SLMh4KdvHLgbAs2sjhN+fdC6Zrb/w4ibRIQcT13cNvxzhPXmi13uKqo395j1LjnDv7blHx5Rey+atBNPAAA2BUlEQVR4Xu3dCbzN1f7/8QZlKCJD061oMFyaQ0UubvFX6Vb4pTQZmlylyU/DJSU3SoWbMiRkihRudUuFqJREaDAk0sEl83jMn7/P129/7b32Pufss84e1vfs1/Px+D5yznetvc/Ze7fe5/td0xECAICFI8xvAAAQDwIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAdLkkksGRhzTp/9mFokSXj4n8ZQx2dQBCBAgTcwAadFinOzff8AsFiGehj6eMiabOgABAqSJGSB6vPfeQrNYhHga+njKmGzqAAQIkCZmeOjRuPEIyc7eaxb1xdPQx1PGZFMHIECANDGDI/TvwYPnmEV98TT08ZQx2dQBCBAgTcIb7Xff/dn/95VXvikbN2abxT3xNPTxlDHZ1AEIECBNwhvtffv2y003jfW/7tXrS7O4J56GPp4yJps6AAECpInZaE+Zssz/unbtwbJixWajRnSdWOIpY7KpAxAgQJrEarTvumuC/71OnT4JK31IrDqmeMqYbOoABAiQJrEa7TlzVkd8f8GCtWE1YtcxhZexOYB4ESBAmuTUaHfs+JH//bZtJ0Wcy6lOODMQ8nsA8SJAgDTJqdFeunSD1Kw5yD/3+efL/XM51QlnBkJ+DyBeBAiQJrk12t26TfPPNWs21l/iJLc6IfGUMdnUAQgQIE1ya7TXrNkml1/+hn9e54mo3OqExFPGZFMHIECANMmr0e7T52v/fKNGI2Tnzr151lHxlDHFqpOVtUXGjftJHnlksjRvPtab4Kih1rTpaOnSZarMn78m7BGQiQgQIE1iNdrhtmzZJfXrD/XLDBz4XZ51VDxlTLHqhH8vp0NDDpmLAAHSJFajbRo+fJ5fRq8A4qkTTxlTrDrXXz9GevSYIZ999qssWbJBNm3K9hZ6/OWXDdKz5xd+R/+ECbmvIIzCiwAB0iRWo23avXufNGkyMqJsXnXiKWOyqRMKt1tuGW+eQoYgQIA0ibfRnjRpUVR45FYnnjImmzpbt+72ymu/CDITAQKkSbyNtg7h1d0KXQsQXTFYy1911XDzFDIEAQKkSX4abd0v3bUAGTlyvlf+ySenmKeQIQgQAPn2668bpW7dId6qwfpvZCYCBEC+rFq11e/YHzVqgXkaGYQAARA33aPk2mtHeeHx0kszzdPIMAQIgLgsXrxerr76LS88dB4IQIAAyJPuU1Kv3lAvPJ5//gs5cGhtR2Q4AgRArqZOXe4v7Ni791fmaWQwAgRAjiZOXOgvWfLqq7PM08hwBAiAmMLX4Ro69HvzNECAAC6aOTNLRo/+QXbs2GOeSpnwyYV5HevX7zCrIwMQIIBjFi5cJ5deeqhhfu656ebplDFDIreDAMlMBAjgmMmTl/oN8913/9s8DTiDAAEcQ4AgKAgQwDEECIKCAAEcQ4AgKAgQwDEECIKCAAEcQ4AgKAgQwDEECIKCAAEcQ4AgKAgQwDEECIKCAAEcQ4AgKAgQwDEECIKCAAEcQ4AgKAgQwDEECIKCAAEcQ4AgKAgQwDEECIKCAAEcQ4AgKAgQwDEECIKCAAEcQ4AgKAgQwDEECIKCAAEcQ4AgKAgQwDEECIKCAAEcQ4AgKAgQwDEECIKCAAEcQ4AgKAgQwDEECIKCAAEcQ4AgKAgQwDEECIKCAAEc8/HHS+Tii/t7R7t2E8zTgDMIEMAx778/W846617vaNmyt3kacAYBAjjmvfc+kbJlL/OO6667zzwNOIMAARzz9tvj5OijS3hH/fqNzNOAMwgQwDFjxoyRI444wjvq1atnngacQYAAjiFAEBQECOAYAgRBQYAAjiFAEBQECOAYAgRBQYAAjiFAEBQECOAYAgRBQYAAjiFAEBQECOAYAgRBQYAAjiFAEBQECOAYAgRBQYAAjiFAEBQECOAYAgRBQYAAjiFAEBQECOAYAgRBQYAAjiFAEBQECOAYAgRBQYAAjiFAEBQECOAYAgRBQYAAjiFAEBQECOAYAgRBQYAAjiFAEBQECOCYYcOG+QFy3nnnmacBZxAggENGjRolpUqV8gNEj/vuu0/Wr19vFgXSjgABHDB79mypU6dORHCEH2XKlJE+ffrI3r17zapA2hAgQBqtWbNGWrduLUcddVREYBxzzDFRVyJ6VKtWTSZPnmw+DJAWBAiQBrt375aePXvGDImWLVvKihUrZN++fdK/f38pW7ZsVJnrrrtOlixZYj4skFIECJBiEydOlHPOOScqFC6++GL54osvzOKyceNGeeCBB6RIkSIR5Y899lh57LHHZPPmzWYVICUIECBFfvrpJ7nqqquigqNChQryxhtvyP79+80qEbT+1VdfbV0fSDQCBEiyDRs2SIcOHWJeQXTq1Em2bNliVsnVpEmTcryCmTFjhlkcSBoCBEgSHTH16quvyoknnhjV2Ddt2rRAfRjah9KrV6+YfSg333yz14cCJBsBAiTBZ599JtWrV49q3HUU1SeffGIWt6ajuNq0aRM1iqt48eLStWtX2bFjh1kFSBgCBEigpUuXyt/+9reo4NB5HH379k3aPI7vvvtO6tatG/W8p59+ujc5EUgGAgRIgK1bt0rnzp29fo3wBlz7Pe6///6UzSQfPXq0nHHGGVFBopMUdbIikEgECFAABw4ckDfffFNOPvnkqEa7YcOG8sMPP5hVkm7nzp3y9NNPS4kSJSJ+Hr3NpZMW//vf/5pVACsECGDpq6++kksvvTQqOM466yx57733zOIppx3pOinR/Pm0410nMWpHPFAQBAiQT1lZK6VVq1ZRDXPJkiXln//8p3MNs05O1CG+5s+rQ4F1UiNgiwAB4pSdvUdeemmUVKhQI6IhPvLII+XOO++U1atXm1WcoZMMhwwZIieddFJUkDRp0kwWLlxmVgHyRIAAcZg8eak0avSqVKx4p5Qte7kce+yh9akuv/xymTVrllncWTppUScvhjr7jzyyiJQqVU3OPLOZPPvsxIPnd5lVgBwRIEAuFi1aJ+3aTZJLLhnoHVWqdJJTT/2bVK1aX0aMGGkWD4xffvnFm8xYrNgpUr58fTnrrLvlggt6S4MGw2Ts2B9l3z6WRUHeCBAghg0bdkr37tOlZs1BfnjoUbPmK/LyyxNlx45ss0ogTZ36tdSv/5BUq/aPiN+zRYtxB6+sVprFgQgECBBm79798tZb8+Uvfxka0aDq0bnzp7Jq1VazSuDp1caYMfO8qw/zd37kkcmSlZW/tbqQOQgQ4P988cUKufHGt6Ma0VtuGS9z5rjbQZ4omzdnS8+eX0itWoMjfv/LLhss/frNOnjVtcesggxHgCDjLV++STp0+DAqOK66ari8995C2b//gFmlUFu6dIPcd9/7Ua9Ho0YjZNKkRXIgs14O5IIAQcbSEUe9e38ltWtH/sWtX7/88teybZtb8zlSberU5XL99WOiguT229+TefOYzQ4CBBlIryjGj/9J/vrX4VGN44MPfiQrVrDDX8iePfvlzTe/lyuvfDPqtXrqqSmyZs02swoyCAGCjDJ79iq5+eZ3ohrDm24aK1999btZHP9n3bod0q3bNLn00sjXrU6dITJo0BzZtSs5qwzDbQQIMoKOnurU6ZOo4Khff6iMGrXAG32FvP300x/SuvXEqNfxuutGeZMtkVkIEBRqOnKof/9v5fLL34ho8HR+R48eM2TTptTP59Atbr/55hsZNmyYPP7449KsWTOpVauWVKxY0TvMJeH169A5Lafln3jiCXnrrbe8WfAbN240nyLpPvxwiTRpMjIqSHTSpU6+RGYgQFAo6UihDz5YLP/v/42IauTuued9Wbw4NftzKF0+fcyYMXLvvfdK5cqVo9aiSsShOx22b99e3nnnnZTtPbJz5155/fXZMcP52Wene5MxUbgRIEgbs2GfPv03s0iU8PI5WbBgrdx554Sox2/adLR89tmvZvGk0KVCdE8ObdjNxj4Vx0UXXeQt2Z6VlWX+aAmntwd1kqX5eutkTJ2UmdvtQbNOoj4DSA0CBGljNh66fEZecy5yazz0dlWXLlOjOnp1BNEbb8yR3bv3mVUS6o8//pB+/fpJ7dq1oxp086hQoYK3S+Ddd98tL774ores+rRp02TmzJmyfPly79AridC/9ft6fsKECfLCCy9Iu3bt5IorrpDy5ctHPXb4oZtI6cZWQ4cOle3bt5s/ckLpZEuddGm+rzo5c+7c2MN+zbIF/QwgtQgQpI3ZeOihE/dyk1vj8dprsyPOa5BooKxdm9yGc9myZd7to2LFikU14KFDb13dc8893q2sRO8IuHLlShkxYoS0adNGKlWqFPXcoePEE0+Url27JvUWlzb++h7qJMzw96Jhw+FmUY/5/hf0M4DUIkCQNmbDoUfjxiMkOzvnIaG5NR46mip0Tm9h6a2sZFqwYIHceuut3r7nZmOth3Z49+3b12vgU0kD7fnnn5c///nPUT+THscff7w8+uijCQ+ycDoJUydjhiZp6lVILOb7X9DPAFKLAEHamI1G6N+DB88xi/pyazz0r98pU5bJ558vT+pyG9rw3nHHHd5GUmbjfPrpp3t9H0uWLDGrpcWcOXPk4YcflrJlD+1fEn4UL15cunfvntQdFH//fYtMmLAwx6vARH8GkFoECNImvCF4992f/X9rn8XGjbGH16az8di7d6+89NJL3p7iZmNcvXp1b1itlnHRtm3bpHfv3nLyySdH/eznnnuuTJ482aySEkH7DCASAYK0CW8IdElxnQ0e+rpXry/N4p50NR7aiR3rllDNmjUDta/4rl275LXXXvOulMzfpUWLFrJuXWrncATpM4BoBAjSxmwI9PZT6Gu9dx5rTSqzTrLpXuJ6m8fs59BRVDqy6UAy75UlkY7I6ty5c9SkxT/96U8yY8YMs3jSmO+ni58B5IwAQdrEagjuuuvw/A1desQUq06yaOd3gwYNIhpYDZKOHTvK5s3RDVsQLVy4MObv2KNHDy88ky3W++nSZwC5I0CQNrEaAp1LEP59cyRVrDrJMGXKFClXrlxEw1qlShWZO3euWbRQeP31171O9fDft1GjRrJlS3J3I4z1frryGUDeCBCkTU4NQceOH/nfb9t2UsS5nOok0siRI6Nu7bRu3TrpE/HSbf78+V5Ihv/eOqN9zZo1ZtGEyen9TPdnAPEhQJA2OTUEuiOerqcUOqfDckNyqpMoOn8ifHhuyZIlZfTo0WaxQktHa7Vq1SoiRM4+++yD70lyVtrN6f1M52cA8SNAkDa5NQS690ToXLNmY/3lLXKrUxDaGa6zycMbzlNPPdX7qzwTdenSJeK1OOmkk2TevHlmsQLL7f1M9WcA+UeAIG1yawh0p7vwVV51joDKrU5BPPjggxENps7rWLFihVkso/Tv31+OPvroiBBJ9JVIbu9nqj8DyD8CBGmTV0PQp8/X/vlGjUZ4y4fnVceGzhwPD4969erJpk2bzGIZady4cVK0aNGI21mJ7BPJ6/1M1WcAdggQpE1eDcGWLbu8HQNDZQYO/C7POvn1yiuvRISHrpC7Y8cOs1hG0xDRVX1Dr5F2rCdqdFZe72cqPgOwR4AgbeJpCIYPn+eX0eUt4qkTL20YwzvML7zwwkIzvyPR9HZWeNA2btw4IfNE4nk/k/kZQMEQIEibeBoC3cMj1tapudWJx6JFi7wRVqEGUZdbX7s2uav3Bp3Zsf7cc8+ZRfItnvczWZ8BFBwBgrSJtyGYNGlRVMORV53c6HwO7SQPNYS6Uu1vv/1mFkMMunx96HXTDvaCLnsS7/uZ6M8AEoMAQdrE2xDo8E3dqS5RjUf4PAe9t//xxx+bRZADnScSPtnwtNNOK9ACjPG+n4n+DCAxCBCkTX4aAt0rOxGNh+7cF34bRkdgIX90bkz47ovNmzc3i8QtP+9noj4DSBwCBBljw4YN3iq6oYZP13pKREdwJhowYEBEEKdrPxGkFwGCjNG2bVu/wdNNoVatWmUWQT40bNjQfz11UyrdawSZhQBBRpg+fXrEkN1XX33VLIJ8+vnnnyMWndR9U5BZCBAUenqbqkaNGn5DV6tWLW5dJYhuShV6XUuUKCGrV682i6AQI0BQ6I0dO9Zv5HSzpO+//94sAks6JDp8e9xHH33ULIJCjABBoaar7IZffdxxxx1mERSQ7rEeen2PP/54Wb9+vVkEhRQBgkLtnXfe8Rs3nfi2ePFiswgKKDs7W0455RT/de7atatZBIUUAYJC7fzzz/cbtttuu808jQR58cUX/de5TJky3oRDFH4ECJyzatVWGTv2R++/BfHll19GXH3o+ldIDg0MXRIm9HoPHTrULJIvOvP8gw8Wy4wZmb0ni+sIEDjlwAGRa68d5c0ybtq0YFvJtmvXzm/QrrnmGvM0Euyhhx7yX2+dI1IQw4Z97882J0TcRYDAKdu3745YqmLHjj1mkbjonh46WTDUoGlfCJJrzpw5/uuta4xlZWWZReLWpctU/zOgYQI3ESBwSqICJHzNK721wizp1Ahf5bhnz57m6bgRIMFAgMApiQoQ3fAo1JB16NDBPI0kef755/3XXXcutEWABAMBAqckIkD0aqN48eJ+QzZz5kyzCJJk2bJl/uuuS8fYLvVOgAQDAQKnJCJApkyZ4jdipUuXln379plFkESVKlXyX3/bvicCJBgIEDglEQHy5JNP+g3YDTfcYJ5GkrVp08Z//du3b2+ejgsBEgwECJySiADRxRJDDRir7qZe+ACGatWqmafjQoAEAwECpxQ0QHbu3OlNGgw1YAsXLjSLIMlWrlwZ0Q+yceNGs0ieCJBgIEDglIIGyLx58/zGq2TJkt5iiki98uXL++/D119/bZ7OEwESDAQInFLQAHn77bf9huvSSy81TyNF6tat678Pw4cPN0/niQAJBgIETilogHTr1s1vuFq1amWeRoqEd6TroIb8IkCCgQCBUwoaIC1btvQbrueee848jRTp1auX/z40b97cPJ0nAiQYCBA4paABEj4Ca9y4ceZppMi7775boFuJBEgwECBwSkEDpGrVqn7DpRMKkR7Tpk3z34fKlSubp/NEgAQDAQKnFDRATjvtNL/h+vbbb83TSJHvvvvOfx90t8L8IkCCgQCBUwoaIDp0N9RwMQckfXTzrtD7oPuk5xcBEgwECJxSkADROR+6D0Wo4dIJbUiPVatW+e+DTibcv3+/WSRXBEgwECBwSkECRDeRCjVaemzatMksghTR1z78vdD3Jj8IkGAgQOCUggQIVyDu4AokMxAgcEpBAkTRB+IG+kAyAwECpxQ0QBiF5QZGYWUGAgROKWiAMA/EDcwDyQwECJxS0ABhJrobmImeGQgQOKWgAcJaWG5gLazMQIDAKQUNEFbjdQOr8WYGAgRO0QC54IKX/UO/zg/2A3ED+4FkBgIETtm2badUrHiXf2zfnm0WyRU7ErqBHQkzAwECp2zdul1Kl77IP7Zt224WyRV7oqdf4vZEH+AdBIi7CBA4ZcuWLQcbnaP9Y+vWrWaRPIWPxHr11VfN00iyESNG+K9/tWrVzNNxefTRYXL22e29Y8CAyeZpOIIAgVM0QEKNjx42AaKdtqH6N9xwg3kaSRbegd6+fXvzdFzat39WypWr4x19+440T8MRBAickogA0QmEofqlS5eWffv2mUWQRJUqVfJf/3feecc8HZe77rpbihQp6R0vvPCyeRqOIEDglEQEyK5du6R48eL+Y8ycOdMsgiRZtmyZ/7pr/8e6devMInG5/fbb/cfp2bOneRqOIEDglEQEiGrcuLH/GB06dDBPI0mef/55/3W/6KKLzNNxI0CCgQCBUxIVIOEduWXLlvWuSpB81atXT0jDT4AEAwECpyQqQHQDo1KlSvmPY3svHvGbM2eO/3rrvixZWVlmkbgRIMFAgMApiQoQ1a5dO/9xrrnmGvM0Euyhhx7yX++GDRuap/OFAAkGAgROSWSAfPnll/7j6ORC3eQIybFt2zbvVmHo9R46dKhZJF8IkGAgQOCURAaIOv/88/3Huu2228zTSJAXX3zRf53LlCnjBUpBECDBQIDAKYkOEO37CD2WXoUsXrzYLIICys7O9nYdDL3OXbt2NYvkGwESDAQInJLoANHFFGvUqOE/3h133GEWQQG99tpr/uur+5+vX7/eLJJvBEgwECBwSqIDRI0dO9Z/vCJFisj337M4X6Js375dTj/9dP/1ffTRR80iVgiQYCBA4JRkBMj+/fsjrkJ0sUX9Hgquc+fO/utaokQJWb16tVnECgESDAQInJKMAFHTp0/3ltYIPS6r9Bbczz//LMcee6z/mnbv3t0sYo0ACQYCBE5JVoCotm3b+o+rkwxXrVplFkE+6FyP0Ot57rnnJnS2PwESDAQInJLMANmwYYNUqFDBf+xGjRpxK8vSgAEDIt6nyZMTu2cHARIMBAickswAUeFrZOnx9NNPm0WQh/nz50uxYsX817B58+ZmkQIjQIKBAIFTkh0gqlWrVv7j65pNH3/8sVkEOdAJglWqVPFfv9NOO816yfbcECDBQIDAKakIEB16Gr5qrC7B8dtvv5nFEMOtt97qv246MXPGjBlmkYQgQIKBAIFTUhEgStfFKlmypP88lStXlrVr15rFEKZLly4R781zzz1nFkkYAiQYCBA4JVUBosaNGxcxtPfCCy+UzZs3m8VwUP/+/SPeF92wK5kDEAiQYCBA4JRUBoh65ZVXIp6vTp063l4iOEyDVvuKQq+R7jSo71MyESDBQIDAKakOEKUjscKfs169erJp0yazWEbS8ChatKj/2px99tmyZs0as1jCESDBQIDAKekIEPXggw9GPK92sq9YscIsllH0tpV2lIdek5NOOkmWLl1qFksKAiQYCBA4JV0Boqv2tm/fPuK5Tz31VG/OQyYyO8w1PObNm2cWS5qbbrrJf+5nn33WPA1HECBwxrJly6Rp06YRDdf111/vfT9Vnn/++YiOdR2pNXr0aLNYoaXzPMLnyeiht61SdeWxd+9e6dOnT8SVz3HHHSdvv/22WRQOIECQdtpoPfnkkxH32sMP/f5TTz1V4F3u4jVy5MiIRQL1aN26tTd/pDDTq63wSYJ6aId5Kvo8lE7orFq1atT7HzquvPJKmTt3rlkNaUSAIG30ttHw4cO9W0VmY1G8ePGo72m5t956y6uXbFOmTJFy5cpFPL82roW1AXv99dejXnNdKyzZo62U7hJ57bXXRr3fGuLhVyJ66GgwXRSTOTtuIECQFl9//bXUrl07qtGoVKmStw2t0hFAFStWjCqj9b755hvjERNv5cqV0qBBg4jn1g2pOnbsWGjmiyxcuDDm79ijR4+kzvNQ+hrqBlTm1Z4+/wMPPCAbN270Vgho0aJF1GfghBNO8PZh37Nnj/mwSCECBCmljbKOsAnvZ9BDt0LV/STMJcF1v23tRNX74OHltb5uT5vsJdm1EdWfSxu18OfXVX2HDh2akquhZNDbcboZlNl4/+lPf0ra8iQh+poOHjxYypcvHxUMV199tbfPiEn3c9GJnmZ5XUb+/fffN4sjRQgQpIQGgzbEGhThDYAGgQaKBktu9Pxtt90WM3h0SQ0zeBJt5syZ8uc//zmqAatZs6ZMnDjRLO4sfZ10D/PwbWhDh/6ln4yFEcNpEGi/ivncGgT//ve/zeIRNHgGDRoUM3j0dpteTSG1CBAknd6SyulWlN7Kyg9tyHVLWvOx9NbX+PHjzeIJpSOEXnrpJW8zKvP5dd6I9s9oGRfpAITevXvLySefHPWza+Od6P08THor6uabb456bn0tX3jhBdm9e7dZJUd66+uRRx6RY445JuKx9Gudz6O3vpAaBAiSRucN1K9fP6rR0M5w7Ty3vf2j9YYNGyannHJK1GPr8yV77sZ///tf7/aZeTWkh/5lrzPblyxZYlZLizlz5sjDDz/srThs/qzaaa5XhflpvPNLl4Xp2rVrVAd9IjrDtfP9mmuuifq99HfVQQH79u0zqyDBCBAknN4Gueeee6JG0OhwXB2um6jhuPo4TzzxRNTwX33ee++9N+m3YxYsWOAtb272j4QOvVLq27dvnrfnEk3nzeh8lli33PTQ237aea1BmEw6HFr7VMznr1u3rhdsifLRRx/FHP573nnnydSpU83iSCACBAmjI2JefvllKV26dNT/zDqzOFkTAn/99Ve58cYbo56zTJky3qS0ZI/U0d9LZ7GH79JnHrpcvIbqmDFjEt5wa0DpTott2rTxbuWZzx06TjzxRO9qYP369eZDJNTs2bPliiuuiHr+M844w/v9k0HfY10YM6fPnn5GkHgECBJC/wo0J6Hpkcq/AnXuhj6f+TPoX6ep2HXwjz/+kH79+sUcnmweOopLV/69++67veGo2hE/bdo0r49n+fLl3qENfejf+n09P2HCBK/PoF27dl4jHatDOfzQW0UNGzb0RowleyKkBuNdd90VsXKvHiVKlJBu3brJzp07zSoJp1edevWZ7KtfHEKAoEByug+tk/DScR9an09HGcW656+T1fTnTYVffvnF6wupVq1a1M+RikNHOukihFlZWeaPlnDah6K3zMI36Aodt9xyi/z+++9mlaTLrf9N+89s+98QiQCBlS1btkunTk/FHAmjE+3SPRJGn19H5Jg/n8570Pv/qZwIqH+Z660b/ctYb2WZjVoiDg0qvY2mI96SfYsqnF4R6VpZ5s9zySWXyJdffmkWTzl9PWLd1tP+qfyOAEQ0AgT5sn//gYP/U34nF1zQVkqViuyk1V3qXBuLr5PSdI6A2YDorR+dzJbs2daxbNiwwZtJr38JP/7449KsWTOvQdOhznqYk/v069A5LafldfCADhueNWtWWsL6xx9/lL/+9a9Rr6uu2jtkyJC0vK450bkvOlco5hyk+2+XlX+kdpBDYUKAIG5z5qyWW24ZLxdf/Lqcc84DUqHCX6VYsZO9v6pdnw2sk9R0voPZ4OmtHp3chvho+P3973+PGnmmIfe///u/KVk7y5auWhCxCsJRB4/qR8hxtx4n3ad1l+x92WYV5IEAQZ5WrdoqnTt/KpdcMtA/atToIdWr3y39+g1P+iinRNF79doBresomUHyP//zP95kN8SmEyT/9a9/eSO5zNdOl9zXPp+g8NdhO+Xgz9/w4PH3g8erR0jF0RXlnV8PrcOG+BAgyNHOnXvl9ddny+WXvxERHjVrDpLu3afL+vXBHNGik9d0Eps5Wkgnu+kwV/ZEj/Tpp5/GnFOi39NzQeStBP3+cDn176fKEd0P/j4DDx/1368v89anbvOsICNAENOHHy6RJk1GRgSHHu3aTZJFi5I7QS9VdDKbTmozG0ad/KaT4DKdXlXo1YX5+uhViA5XdnXZlvzYtmubPPXtU1L0jaIRIXL0oKPlnhn3yLrswvFZTxYCBBF+/HGttG49MSo4rrtulEyenJpd6VJNR0jpJDezodR5Ft9++61ZvNDTfgztzzA787XfQ0d6aT9IYbNs6zK56ZObIkJEj9JDS8vLC16WPfuDcZs21QgQeNat2yFPPz1NLr00Mjjq1BkigwbNkV27gv/XZm50kptOdtNJb+GNpt7m0slxiZ497iIdOfXmm296I6nMMNURVz/88INZpdCZumqqnP/O+VFBUmVsFfnP7/8xi2c8AiTD7dmjjcb3cuWVb0ZddfzjH1Nk7drkzl52jU5608lvZgOqk+R0slwyFx5MJ52zoXM3zN9b53joXI9Msu/APnn9p9el3PByUUHS5D9NZNGmRWaVjEWAZLCpU5fL9dePiQqO229/T+bPT80+2K7KlAZVA1MXhDR/z8IemPHYuGujdPyqoxwz+JiIENGvH/n6Edm8O3WTUV1FgGSgpUs3yH33vR8VHI0ajZBJkxYJqzwcord0dFJcTrd0dDJdUHHLLn4LNy2Uxh82jroaKT+8vAxaOEj2H3Bn0mSqESAZZPPm7IN/VX4htWoNjgiOyy4bLP36zZIdO+gojKWwdSozaMDOBys+kMpvV44KkgvHXyifr/7cLJ4RCJAMsG/f/oONxg/SoMGwqKuORx6ZLFlZ7s4edkluw1p1kp3rw1p12PKVV14Z9fMzbDl+Ohqr9/zecsLQE6KCpMWnLWT51uVmlUKNACnkvv/+v9K8+dio4GjRYpzMmsUaQDaCNrGOiZOJ90f2H9Juejtvvkh4iBR7o5h0md1Ftu/NjMEnBEghprek6tYdEhEcehUyduyP3lUJ7AVhaQ+Wbkm+uevmSr1/14u6Gjlt5Gny7rJ3zeJJE/7cqZTaZytEwhvleMVTx7xSmD497//Jc3pcXYokNDxX+z169fpStmzZFVEGBePq4oK6uCWLR6bO20vfljNHnRnRkB816ChvgmI89IrmXz/+S26YfIOcPeZs7xaZjvbSjvqa79WUDl92kGmrpskBiT3ChQAJmJwa7dzEU8cMEL3VpEuo5ya3x/3ppz9kyJC58uuvqV/yO5O4sry5i8vXZ4qde3fKM3OekRJDSngNuQbAim0rzGIRdu3bJZ1ndZbjhhwXdRUT66g2tlrMCY0ESMDk1mjnJJ46ZoDo8d57ue+xEc/jIjXStcGSSxtoZbqs7VnSa14v74ohN2t3rpXLJ14eFRLxHKbcziVTap+tELFptOOpY4aHHo0bj5Ds7JxH+MTzuEidVG7x6soWvsgfHc1VZ1KdiIa/6tiq0ueHPvL9+u9lw64Nsnf/Xlmfvd77WmfGX/3h1XLkwCNjhgQBEjA2jXY8dczgCP178OA5ZlFfPI+L1NPJeDopzxz9pJP3dBKfTuYriClTpsh5550XFRxVq1aVjz/+2CwOh+hIrVCDr30lPeb2yLF/I9zizYvlmo+uMb9NgASNTaMdT53wMu+++7P/b+0M37gx9o5p8Twu0kcn5+kkPbOh18l8Oqkvv3799Ve58cYbox6vTJky8sorrwRmg69MpUuglBpaym/wNTwKigAJGJtGO5464WV0qO1NNx2ew6GjqGKJ53GRfjpZTyftmQ2/7kmik/zysm3bNm8v9KJFi0bUP/roo+Xee++VdevYuyIIBv48MOK2VTxXHnkhQALGptGOp45ZZsqUZf7XtWsPlhUrojtDzTpwl07a08l7OokvPAT0NpdO9tNJfybdPW/YsGFyyimnRIVP/fr1Zf78+WYVOOzmz272G3vt80gEAiRgbBrteOrEKnPXXRP873Xq9ElY6UNi1YHbdBKfTuYzA6FUqVLe5L/QKrgzZ86UWrVqRZWrVKmSjB8/3nhUBEH4elraQZ4IBEjAhDfaNkdOYpWZM2d1xPcXLIj8KzVWHQSDTurTyX2xAkKvLo488siI7x9//PHy3HPPya5dTAgNqhOHneg39rpkfCIQIAFjBkJ+j5zkVKZjx4/877dtOyniXE51EAw6uU8n+elkPzNIQocGyR133CGrVq0yqyNgigwu4jf2OlQ3EQiQgDEDIb9HTnIqo3t41Kw5yD/3+efL/XM51UGw6GQ/nfRnLotSu3Zt+eabb8ziCCiuQGDVaMdTJ7cy3bpN8881azbWX+IktzoIHl0WRYf4akd7ly5dvE50FB70gcCq0Y6nTm5l1qzZJpdf/oZ/XueJqNzqAHALo7Bg1WjHUyevMn36fO2f1y1odcXdvOoAcEf4PBBdHJF5IBnIptGOp05eZXQ59vr1h/plBg78Ls86ANyxafemiJnoPb/vaRbJNwIkYGwa7XjqxFNm+PB5fpnQfh951QHgDnMtLF29N54rEV0L69qPrjW/TYAEjU2jHU+deMrs3r1PmjQZGVE2rzoA3KGr8V4x8YqIhr/6uOrS94e+Mm/9PO8qRYf46qq8+vWAnwdIow8bsRpvYWHTaMdTJ54yatKkRVHhkVcdAO5gP5AMZtNox1MnnjJKh/DqboUECBBcoR0JQ7sY5nXoVcpHv39kPgwBEjQ2jXY8deIpE6L7pRMgQPDpnuj9fugnf5v8N29PdO1k1xnr5YaX8/ZEf+CrB2T66pz3sidAAACBQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgHiGJ1hPnNmlqxcucU8BQBOIUAc06/fLG9GuW4clZVFiABwFwHimHbtJvnLknz66a/maQBwBgHimLZtDwfIJ58QIADcRYA4hgABEBQEiGMIEABBQYA4hgABEBQEiGMIEABBQYA4hgABEBQEiGMIEABBQYA4hgABEBQEiGMIEABBQYA4hgABEBQEiGMIEABBQYA4hgABEBQEiGMIEABBQYA4hgABEBQEiGMIEABBQYA4hgABEBQEiGMIEABBQYA4hgABEBQEiGMIEABBQYA4hgABEBQEiGMIEABBQYA4hgABEBQEiGMIEABBQYA4hgABEBQEiGMIEABBQYA4hgABEBQEiGMIEABBQYA4pmXLPnLuuQ96x4cfzjVPA4AzCBDHXHfdA1K+fH3vmDhxmnkaAJxBgDimQYMmcuyxZbzjnXcmmKcBwBkEiGPq1q0rRxxxhHeMHTvWPA0AziBAHEOAAAgKAsQxBAiAoCBAHEOAAAgKAsQxBAiAoCBAHEOAAAgKAsQxBAiAoCBAHEOAAAgKAsQxBAiAoCBAHEOAAAgKAsQxBAiAoCBAHEOAAAgKAsQxBAiAoCBAHEOAAAgKAsQxBAiAoCBAHEOAAAgKAsQxBAiAoCBAHEOAAAgKAsQxBAiAoCBAHEOAAAgKAsQxBAiAoCBAHEOAAAgKAsQxl112GQECIBAIEEfs3btX+vbtK0WKFPEDpFevXmYxAHAGAeKATz75RKpVq+YHR+gYMmSIWRQAnEGApNGSJUukadOmUcFRvHhxadeunVkcAJxCgKTBli1bpFOnTnLsscdGBIfevurQoYNs2LDBrAIAziFAUmj//v3yxhtvSIUKFaKuOq666ir56aefzCoA4CwCJEW++OILufjii6OC45xzzpGJEyeaxQHAeQRIkq1YsUJatmwZFRylSpWSnj17yu7du80qABAIBEiS7NixQ55++mmvQzw8OI466ihp3bq1rFmzxqwCAIFCgCTB6NGj5fTTT4+66qhTp47Mnj3bLA4AgUSAJNB3333nhYQZHBomo0aNMosDQKARIAmgt6PatGnj3Z4KDw69faW3sfR2FgAUNgRIAWgHuC43oh3i5lWHdpxrBzoAFFYEiKVJkyZ5Q3DN4NChujNmzDCLA0ChQ4Dkk07200l/ZnDo5ECdJKiTBQEgExAgcdLlRXSZkfDVcvXQ5Ugee+wxb3kSAMgkBEgedJn1/v37S9myZaOuOq677jpvQUQAyEQESC4+++wzqVGjRlRw6NLrkydPNosDQEYhQGJYunSp3HDDDVHBUaZMGW/TJ70qAYBMR4CE2bp1qzz++ONStGjRiODQfo/7779f1q9fb1YBgIxFgBx04MABGTp0qJx88slRVx0NGjSQBQsWmFUAIONlfIB89dVXUrNmzajgOOuss+Tdd981iwMA/k/GBkhWVpa0atUqKjhKliwpPXr0kF27dplVAABhMi5AsrOz5ZlnnpHjjjsuIjiOPPJIufPOO2X16tVmFQBADBkVIGPHjpUzzzwz6qrjsssuk1mzZpnFAQC5yIgAmTt3rtSrVy8qOE477TQZMWKEWRwAEIdCHSB//PGHtGvXTo4++uiI4ChWrJj84x//kO3bt5tVAABxKpQBsmfPHundu7eccMIJUVcdzZs3l+XLl5tVAAD5VOgC5IMPPpDKlStHBccFF1wgn3/+uVkcAGCp0ATIwoULpXHjxlHBUb58eRk4cKDs27fPrAIAKIDAB8imTZukY8eOcswxx0QEh3798MMPe+cBAIkX2ADRK4oBAwZIuXLloq46mjRpIosWLTKrAAASKJABMm3aNDn//POjgqNKlSryn//8xywOAEiCQAXIsmXLpFmzZlHBUbp0aXn55Ze90VcAgNQIRIBs27ZNnnrqqahl1nV+xz333CPr1q0zqwAAkszpANFl1ocPHy6nnnpq1FXHX/7yF5k3b55ZBQCQIs4GyDfffCO1a9eOCo6KFSvKuHHjzOIAgBRzLkB++eUXadmypbc6bnhw6Oq53bt391bTBQCkn1MBMmnSpKjg0K9vu+02WblypVkcAJBGTgXIDTfcEBEetWrVkpkzZ5rFAAAOcCpAnnjiCT886tat63WiAwDc5FSA/POf//QDRHcHBAC4iwABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFhxKkBGHwyQqw6Ghx4vECAA4DSnAmT2wQDpezA89PiEAAEApzkVIJsPBsjyg+GhxzoCBACc5lSAyMEAkYPh4R0ECAA4jQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBW3AmTChMMB0rOneRYA4BC3AkSNHy8yZIjI3r3mGQCAQ9wLEABAIBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMBK+gNk1SqRl14SadxYpGJFkeOOEylR4tC/GzUS6d1bZOVKs1ZsoUmIesTLpg4AII0BsmuXSKdOIsWKRTbisQ4t89hjh+rkxiYMbOoAANIUIOvWiVxxRXRQ5HVoHa2bE5swsKkDAEhDgOgSJVdeGdlw16ghMmCAyOLFItu3i+zYIbJkicigQSLnnx9Ztl69nJc5sQkDmzoAgDQEyDPPRDbaTz8tsn+/WeowPWfWefZZs9QhNmFgUwcAkOIA2bJFpHTpww32E0+YJXL2+OOH6+ljbN1qlrALA5s6AIAUB4jekgo11pUq5XwrKhYtqyOzQvUHDzZL2IWBTR0AQIoDpGXLw411r17m2bzpHiGh+rfeap61CwObOgCAFAdI5cqHG+vZs82zefv228P1q1Y1z9qFgU0dAECKA+TEEw831hs2mGfztn794fply5pnI8PA5gAAxC21rWaRIocb6/z0f4Ts2XO4vj6WyQyE/B4AgLilttXkCgQACo3UtpqJ7AOpUsU8axcGNnUAACkOEEZhAUChkdpWk3kgAFBopLbV3LxZpFSpww12QWai66x2k00Y2NQBAKQ4QFTXrpGNdrduua+FdeDAobWvwuvo2lix2ISBTR0AQBoCRIfi1qkT2XCfd57IwIGHVuDVlXh37hT55ZdDt6kuuCCybN26Od/6sgkDmzoAgDQEiFq7VqR27cjGO55D62jdnNiEgU0dAECaAkRlZ4s88kh8OxIWLSry8MOH6uTGJgxs6gAA0hggIbrf+Ysvilx9tcgZZxzaD7148UP/vuoqkRdeEMnKMmvFZhMGNnUAAA4ECAAgkAgQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVv4/O6BykRLqsHQAAAAASUVORK5CYII=)
PN: 4H56-5-9N
CAS: 2846-77-7
Molecule Weight: 188.62
Formula: C6H9ClN4O
PN: 3H30-5-0Z
CAS: 1005-37-4
Molecule Weight: 158.59
Formula: C5H7ClN4
PN: 3H31-5-55
CAS: 872511-30-3
Molecule Weight: 157.6
Formula: C6H8ClN3
PN: 3H32-5-LT
CAS: 1007-11-0
Molecule Weight: 172.62
Formula: C6H9ClN4
PN: 3H30-5-7X
CAS: 263276-45-5
Molecule Weight: 198.65
Formula: C8H11ClN4
PN: 3H30-5-9E
CAS: 321571-55-5
Molecule Weight: 264.15
Formula: C9H15Cl2N5
TSCA: Not listed on TSCA inventory