| Product Number | 3H31-1-XF |
| Synonyms | 5-Methyl-4-[methyl(aminomethyl)]-1-phenyl-1H-pyrazole |
| Purity | 97 % |
| CAS | 1031843-22-7 |
| MDL Number | MFCD11109316 |
| Molecular Formula | C12H15N3 |
| Molecular Weight | 201.273 |
| 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: 3H31-1-XF
CAS: 1031843-22-7
Molecule Weight: 201.273
Formula: C12H15N3
PN: 3H30-5-77
CAS: 879896-52-3
Molecule Weight: 237.73
Formula: C12H16ClN3
PN: 4H56-1-0SU
CAS: 204260-39-9
Molecule Weight: 216.244
Formula: C11H12N4O
PN: 4H15-1-0N
CAS: 98700-50-6
Molecule Weight: 186.214
Formula: C11H10N2O
PN: 4H01-1-Z9
CAS: 153863-35-5
Molecule Weight: 188.23
Formula: C11H12N2O
PN: 3H37-1-7U
CAS: 23198-55-2
Molecule Weight: 197.241
Formula: C12H11N3
PN: 3H32-1-K9
CAS: 6831-91-0
Molecule Weight: 158.204
Formula: C10H10N2
![1-Phenyl-4,5,6,7-tetrahydro-1H-pyrazolo[4,3-c]pyridine hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABO+AAATvgH4tXztAAACXHpUWHRtb2xTb3VyY2UAAHichZVtb5swEID/ysmfF2MbDDgKqaJUkya1/bB20r5NDjgpUoAKyNu/3xmWF0gGCejs8z0+++5sZk/HbAt7U1ZpkUeEU0bA5HGRpPkmIr8+vk9C8jSfxWiEhnkVkc+6/po6zuFwoPGnyfSxyGlcZKQdnx6rtGNzcGlRbhzBGHd+v768N8wkzata57FBqkqnVaN8KWJdN6v4jwsn0+U+zZ3W3MnKfTvbH8Hsw+ixSsh1L0scWyAK63RrYF2Uma5hLxjFh32DjclNqWuTwOqEapd6uPf57PW5iHeZyWts2hnSWG/f63IXoyIrtibe4WTY+PEckYwjoOsiW5SlPoFtWbXmoAVoF7QHWoL2QQegQ9AKNGf44jhHA44WHE042nAf47411vHH6cvg6rewvPzfmvftRrPEyImI4E7wB5xRzhmHkAaB70FAPU8EZ/FPebaRVAWhFSwQ6tqTTAjwqXSR8CmTfggelZJJcKnE7KFQSioCp6tbRhWmFQV3G9H0BHpF4VLBrz1BFZcKOPWDxtITnoAJVpuHDiaC8tBTMHGp7ylppfJVYPWhkK61c33mY6ydS7Dns1WRJzdNSJOIrDhpsvDTrCtcZpMFAkWZmBJr205gTW8B0QVszoYBtwvYDF+AxSPA6wK2HoY9yC5gq2cY8O82PQIEd0sKh/cQdgFbysOA6gJN4Q8TdrwX2FGkl+32bA1vnfcS3p7FET+9nLdnd4Tppb096yNML/Pt3TDC9JJ/vksGmeBBDB4yzs0hc863Hzbvbkbn5tp08GMx/wvd49e1C6jJzwAANexJREFUeF7t3Qn8TXXi//GmJCSEFqkpCi1T8hupMIo2lFCUSUnSOqaGfjXVtKgGkTZptWQZiZItSyJla7FGKkuMLCl7ZOfz7/3xO/f//X6+272f793v6zmP+5D7Oefcc+7U533P+WyHGQAAPBzmvgEAQDgIEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEQMb55ptvzC+//OK+jQgRIAAyxs8//2xat25tDjvsMFO0aFHzxhtvmP3797ubIUwECIC0t2fPHtOjRw9TunRpGx5/+MMf7J96Va9e3UydOtXdBWEgQACktbFjx5oqVaqEAqNevXpmzpw5pl+/fuaEE04Ivd+iRQuzcuVKd3fkgwABkJa+/fZbc+WVV4YC4tRTTzXDhg3Lts22bdvMgw8+aB9naZtixYqZxx57zOzYsSPbdsgdAQIgrWzevNncd9995sgjj7ShcPTRR5unnnrK7Nq1y900ZNmyZaZJkyahsKlYsaIZNGiQuxkcBAiAtKDG8Ndee82UK1cuFARqMF+9erW7aZ4mTZpkzjrrrND+F110kfniiy/czfB/CBAAKW/KlCnm3HPPDVX8F1xwgZk5c6a7WVj27dtnevXqZcqWLWuPpQb3Nm3amLVr17qbZjwCBEDK+uGHH0zz5s1DwXHiiSeat99+2xw8eNDdNGIbN2409957rylSpIg9dsmSJU2XLl3M7t273U0zFgECIOVs377dPPLII+aoo46ylbv+fPjhh82vv/7qblpoixYtMg0aNAiFVKVKlcyIESPczTISAQIkkQsvvNBUq1bNDBkyxFaSyE53FgMGDDAVKlQIVejNmjUzy5cvdzeNug8++MCcfvrpoc+tX7++WbhwkbtZRiFAgCTx8ssvhyonvdSl9JprrrEVpnoWZbpZs2aZWrVqhb6fc845x0yePNndLKY0ILFr167mmGOOsedQtmx189hjQ8zWrXn38EpnBAiQBBYsWGADQ5WSnunXqFEjW5ioS+oVV1xh+vTpY6fjyCRr1qwxN998c2j0uHpZ9e7d2zZ2J8q6detM+/YdTMWKTc255z77+93IAPPOO4vM/v0H3E3TGgECJNhvv/1mzjzzTFs5tmrVKvT+ihUrTPfu3W1X0qxhcsQRR5hLL73UvPLKK7ZyTVcat/HMM8/YcRy6bjVmd+jQwWzatMndNGEWLlxlbrttlPnzn9+0r+uvH/b7nVL43YZTHQECJFj79u1tBanG2a1bt7rF1o8//mgfcWkajsMPPzxboNSpU8f07NkzrabhGD58uDnttNNC13j55ZebxYsXu5sljXHjlppGjf4TCpL7759gVq3K/f/LdEKAAAmkqTWCR1Sff/65W5yrn376yc4ie9lll4W6mAavmjVrmn//+99m6dKl7m4pYf78+eaSSy4JXc8ZZ5xhRo8e7W6WlHbu3Gdef322ufjivjZELrqoj3nxxc/N9u173E3TBgECJIjuGMqUKWMrSjXM+tBYhf79+5vGjRuHurQGrz/96U+mc+fOthtqstuwYYO544477OM5nXupUqXs4zs1Wqeadeu2m4cf/jh0N3LFFYPMyJHfmQMHCj82JdkQIEACqAG4du3atrLUGIMDBwrf+KqJAQcPHmwb4YsXL54tTDQb7aOPPmpmz57t7pZQe/fuNc8//3woSPV4rl27dmb9+vXupiln7tx15q9/fT8UJDfdNMLMm/eTu1lKI0CABNCMr6owjzvuuJhMkaGGeT0eU6O8RlBnDRO1LTzwwANmxowZ7m5xNX78eDvmJTgvteVomvV0oruODz74zlx++cBQkDzyyGR7l5IOCBAgzrR4kR7VqFuq1qqINfVmUjuC5nMKfukHL806q55NOqdo3AWF4/vvvzeNGjUKncMpp5xi3nnnHXeztKJ2kBde+NxceGEfGyK1a/czb7wx+/f/b3J2RQ6CpmnTobl2Cw7KXXm9Hyio3AcBAsSR2ixUaavi1JTj8aZHRhMnTjS33367vfvJGibHH3+87RGmGWm1XbRt2bLFdOzYMTTNuh6zPfnkk/ZuKVOoZ9Z9900IVebXXTfMuNN2BWV6jRr1XfbCLOWuvN4PFFTugwAB4ujaa6+1lef555+f8En5NP35J598YicMPOmkk7KFybHHHmtuvfVWM2bMmEKfpz7nzTffNOXLlw8dX4/WVq1a5W6aMWbO/NHcfPMI2y7iyhogTZq8Y/bty34XklcQ5PV+oKByHwQIECca+KfKUwPjvvsu5y/LRJs+fbq9Q9DKfVnDRG0oN910k3nvvfcivlv49NNP7ZrjwbH+53/+x34O8hZU9C1bDrd/jhjxba7lrrzeDxRU7oMAAeLg66+/Dk1V0rdvX7c46Xz11Vd2tluNw8gaJiVKlDDXX3+9+c9//pPvzLfqoqw1xoP99HhM1x2vdpZUFlT0H3203P7ZuPEQs2fP/hzlrrzeDxRU7oMAAWJMv9rPPvtsW5HecMMNbnHSU/g98cQToWsIXhp3cvXVV9v1N4LpRbSWuHqYBWGptca15ri6GCM8QUWvHlwtWgyz/zxs2Dc5yl15vR8oqNwHAQLE2D33/MNWpuo+m9dUJZHQL/+5c+ead9991y7hqsGCwUt/1/vz5s2LyXTwS5YssfNT6VFU1jBRw7imYsnaZVhrjKfqiPhEylrRT5y4zP5zw4aDQ3cheQVB8H5Br2giQIAYmjjxa3PiiVeZUqVOt9OR+1Aj9siRI21jt6Ywz1pxF/Q677zzzP333297XkV79lpN9tijRw9z8cUXZ/tMTQz50UcfuZsjTFkret2FaIJG/X3IkIU5yrNygyKvVzQRIECM/PTTdjvN9znndDa9en3gFhdI80JpVHbp0qVzBIN+7Tds2NC0bdvW3HXXXfbuQ3/q71dddVWOhnC9TjjhBPOPf/wjJpMuarLH4HNYu6Rw3Ip+/PhDdyGaEkXjRtzyQF7vBwoq90GAADGgX47t2o22/8HeddfYiOZB0gjxK6+8MlvlX7VqVduorTsJtTOEQ4+6PvzwQ9uzSoP1gmPpcZMGFf73v/91d/GmlQKD4+fXuI6CuRW9/t1p3vxd+97AgQtylAfyej9QULkPAgSIAY0y1n+sl1020Pz8c3gV/urVq2132aAiViP1nXfeGZX5q1TBa8yHln8NFmZSjyrN3BuNQYMESPTkVtFruvjg36fcyiWv9wMFlfsgQIAo0yR6F1zwlqlZ803z2Wfh/cofOnRoaJoR3SHoUVOsJhT85ptv7Oy9QYWvKeB/+OEHd7OIECDRk1tFn/UuJLdyyev9QEHlPggQIIq2bdsdWlioe/eCJyvUr3+1cwSVb/369eM2yHDUqFGmQoUK9nPVzjJhwgR3k7ARINGTV0U/duwSAgRIZw888JH9j7RVq/eyDf7KjRqbtTStKl2Nl3juuedsRRxPusvRWuvBnY+mg/dBgERPXhW97kKaNRuaZ3le7wcKKvdBgABR8t57i+1/oHXq9DMrVmxxi7NReGg+LFW45cqVM9OmTXM3iRvNVaUeXDoXtY/4hAgBkpkIECAKli/fZKfoVoBo/Yf8qIKtVauWrWzV3VaD85KBenkFdyKRPs4iQDITAQIU0u7d+0IT3z300MducTaqaJs2bWorWrU/LFu2zN0koYI7EbWJRNKwToBkJgIEKKSuXafb8LjmmiG/V5573OJsNA2IKlnNyLtw4aGRxclEkx0GbSLqnRXumuQESGYiQIBC+OSTlTY8atXqYxYsyH+9a43nKFKkiK1ktdxsslLDetA7q0uXLm5xrgiQzESAAJ7Wrz80VYkCpE+fuW5xNuquG6yLodUAk526+OpcNdgwnBHrBEjsfP31evuYNBkRIIAHdals3/7QVCV33DGmwKlKXn311VC7h5Z2TQWaql3nrGlPCkKAxMaUKSvsv2M9e850i5ICAQJ4GD36e/sfdoMGBU9VsmvXrtA66P3793eLk5ZGrB9++OG2V9bKAiZgJEBiQ6sR6t+zf/1riluUFAgQwMO0aavMddcNMzNmFLyu9+uvv24r1ipVqkR9SvVY09xZOndNrZIfAiQ2CBAgwwWLL735ZnRHAceDJmDUuWsq+PzCjwCJDQIEyGBa00OVqrrtpuKyrgqGYCr48ePHu8UhBEhsECBAigjmCmradKjZv/+AWxwqj8TTTz9tK9XWrVu7RSmjU6dO9hq0smFeCJDYIECAFBEEhF6jRuWcjsQnQOrWrWsr1UGDBrlFKUOLUukatDxuXgiQ2CBAgBSRNUCaNHnH7NuX/S4k0gDRKG71YFKlum7dOrc4ZejRm3pjaaLF7du3u8UWARIbBAiQIoKACOa10n+8uZWHS91gVaGqATrVBWusz52b+4BJAiQ2CBAgRQQB8dFHy+2fjRsPybamR6QB8t5779kKVYtEpbpgfiytnJgbAiQ2CBAgRQQBoVHlLVoMs/88bNg3OcrD1bt3b1uh3nLLLW5Rymnbtq29ll69erlFFgESGwQIkCKyBsTEicvsPzdsODh0FxJpgHTr1s1WqH/729/copTToUMHey15Ta5IgMQGAQKkiKwBobuQ668/dBcyZMjCHOXheOyxx2yF+tBDD7lFKUfXoGvRNeWGAIkNAgRIEW5AjB9/6C7kiisGmV279uUoLwh3ICgsAgRIEW5A6C6kefN37XsDBy7IUV4Q2kBQWAQIkCJyC4hx45ba9y67bGCu5fmhFxYKiwABUkRuAZH1LiS38vwwDgSFRYAAKSKvgBg7dolXgDASHYVFgAApIq+A0F1Is2ZD8yzPD3NhoTAGD55kTj65penQ4WW3KCkQIEAMMRsvCuOtt/r/fhdbytxyy+1uUVIgQIAYYj0QFMYbb7xhv9ObbrrJLUoKBAjgYceOPbZtZOfOvFfpC7AiIXwRIEAaGjz4a9se0rHjRLcoB9ZEhy8CBEhDq1ZtNXXr9rMh8u67i9zibHbt2mUqVqxoK4L+/fu7xUlL3ZDV+0o9yVauXOkWZ0OAxAYBAqSp0aO/twFy8cV9zZIlG93ibF599VVbEVSoUMFs2bLFLU5KV199tT3nNm3auEU5ECCxQYAAaeyRRybbENH075ovKy979+411atXt5XB7bcnZ4+arEaNGmXPtUSJEua///2vW5wDARIbBAiQxrZv32OXv1WIPPPMZ25xNrNnzzZFihSxFcKwYcPc4qSxfv16e6ek88xr8kQXARIbBAiQ5hYu/NlceGEfGyIff/yDW5zNM888YysEdetduHChW5xwBw4cCM17VbNmTTuaPhwESGwQIEAG6Ndvng2QSy9926xbl/t0H6KKtmnTprZS0K/8ZcuWuZsk1F133WXPrXTp0uaHH/IPw6wIkNggQIAMoOlO7r57rA2R224bZfbvP+BuEqIKtlatWrZi0CSFS5YscTdJiEceecSek3pdTZgwwS3OFwESGwQIkCF++eW30LTvr7022y3OZvPmzeb888+3lUO5cuXMtGnT3E3iZv/+/aE7D02YOHjwYHeTAhEgsUGAABlk2rRVpmbNN80FF7xl5sxZ6xZnoxC59NJLbQVRtGhR89xzz9mKOJ7UYB60eejOwyc8hACJDQIEyDDPPTfT3oU0avQfs3XrLrc4G3XvbdeuXajy1eJT3333nbtZTKirbtDbSm0ekT62yooAiQ0CBMgwe/bsN3/96/s2RDp1+sgtzpVW+itTpkzoTkBTh+juIBY0wrxx48ahCl+9rSJpMM8NARIbBAiQgVau3BKa6mTYsG/c4lytXr3aVhRBRXzUUUeZO++8044fKSxV8JoYUXNbqZ1Dx9cgwX//+9/2LqiwCJDYIECADDVy5HehqU6WLdvkFudpxowZ5sorrwxVyHpVrVrV9pKaOHGi2bFjh7tLrlSRazGojh07hqZkD+5wND1JOCPMw0WAxAYBAmSwhx/+2IZIy5bDze7deU91khutJaL2EbVPZA0TvSpVqmQaNmxo2rZta3tQde7c2f6pv1911VWhNcyzvjQlux6NrSxgYsRI7Ny503zwwQfm5ptvDn1O79697YBEFM6GDRvMX/7yF/udakmAZESAADH066//f6qTLl38uuru3r3797uZkebee+8155xzTo5gyO+lZWi1kqDuXKI1lbzugN555x1zww032BH17mcGFV4iuyanMj1SfPHFF0NtYnqFM6FlIhAgQIx9/fV6U6vWoalOpkxZ4RZHTI+I5s6da959913z2muv2buP4KW/6/158+aZ7dvzHhEfKc0gPHDgQHPttdeaYsWKZQuLM8880zz++ONmzpw5dtGs8uXLh8patWplVq1a5R4OeVBPOH2fwfdXu3btqLSBxQoBAsRB375zbYDUrz/A/PRT9Cr2WPrll19+P+++9pGYxqlkDQ3NLPzUU0+Zb7/91t3Nho3aXdTWom2LFy9unnzySfPbb7+5m+L/aDaCrD3j1GY1ZMgQd7OkQ4AAcaCpTu6889BUJ7ffPtr+PRmtXbvWrl2i8ShHHHFEttDQ9CvdunUzy5cvd3fL1ffff28aNWqUcpViPG3dutV06tQpW9g+8cQTKRO2BAgQJz//vMM0aHBoqhMtRpUsVq1abV544QVTt27dUBdfvfTPasTV8/jCPIYaP368qVatWui4derUsY+7Mpk6Gbz11lvmuOOOC30vN954Y1R7xsUDAQLE0ZdfrrGDDGfPzn+ak1hbvXqb6d9/vmnevJspVersUCWm9UoaNGhg21LWrVvn7uZNDcMKqaBhWEvl3nbbbTEbLJnMPv3009A8aHrVqFEjZTscECBAhvjhh82//+qda1q1es/eBel19tmPm4oVL7Ndgvv162e7jsaSjq/BkcHjsVKlSpnu3buHve5IKlP36ZYtW4aC4/jjjzd9+vRJ6S7PBAiQxr77boOdGbh583dDoaFX7dr97DQrH374nfn11/g/b1+wYIG55JJLQpXpGWecYUaPHu1ulhbU7Vm91ILea+qQ8L//+7+2/SPVESBAAgUVetOmQ3NdQyQoj4S6Db/88heh8SfBS1OraA33jz5abnbujM6YkMIaPny4Oe2000JBcvnll5vFixe7m6UszW588sknh67v6quvNkuXLnU3S1kECJBAWSv4UaNyzsIbToCoR9fcuetMjx4z7QzAWY95ySVv//7r9xMzderKiEfCx8uuXbvsUr/BoES1w3To0MFs2hT+9C/J5quvvjIXX3xxKDg0tkODOdMNAQIkUNbKXncM+/ZlvwvJK0B0t6IGeY1uv+KKQdmOo0WtnnrqUzNz5o9m796cdzXJas2aNXZKlKAnWNmyZe20KNEaQR8P6nig6WSCazj22GPNSy+9lFLXEAkCBEigoNLXXFn6c8SI7APz8gqQBx+clC00rrpqsOnadfrvv3zX5vooLJXMmjUrtOSvXpq+ZfLkye5mSUWdALp27WqOOeYYe87qJHD33XebjRs3upumFQIESKAgANQuoT8bNx5i1xNxy13du88wLVoMMz17zjTz5v1k4ryQYcxpdt8BAwaEFrzSq2nTpmEPYownTSZZuXLl0HlqEObChQvdzdISAQIkUBAQasdQIOifs64fkleAZArN56Vp7LU2iipn/fnwww8nxZTxixYtsmNmguBQiIwYMcLdLK0RIEACZQ2IiROX2X9u2HBw6C4k0wMkoBUTmzdvHqqsTzzxRPP222/HfQ150WMpzYysxn6dS8mSJU2XLl3srMmZhgABEihrQOgu5PrrD92FDBly6BEIAZLdlClTzLnnnhsKEi3HO3PmTHezmFBDeK9evWzDuD5bDeWaZl3zh2UqAgRIIDcgxo8/dBeinlW7du3LUQ71QNtvp1opV65cKEhat25tlwSOlUmTJpmzzjor9HkXXXSR+eKLL9zNMg4BAiSQGxC6CwlGjQ8cuCBHOf6/zZs3m/vuuy80k63GkWiKeY0riZZly5aZJk2ahIKjYsWKZtCgQe5mGYsAARIot4AYN26pfU/jOXIrR3ZakyTrGvJazleLahXGtm3bzIMPPhhaB0XTkDz22GNhr0efKQgQIIFyC4isdyG5lSN3Y8eONVWqVAkFSb169ezKjJHQxIaaVFLrxwfHadGiRVTXkU8nBAiQQHkFxNixSwgQD5o2/rnnnjOlS5e2lb8G9LVv396urliQ6dOn27Xcg+DQqotTp051N0MWUQ2Qw948zL7ykl/5wd//9/6K9821E681Jw4+0RTtU9ScMOgE8+cRfzadPu9kFmxckG37/I4FpIq8AkJ3Ic2aDc2zHPn7+eefze23327XHVEYKFB69uxpA8alxbK0dnsQHFrTXWu7q7Ee+YtqDVxQpZ5X+a97fzUNxzcMlef1yiq39wAgq7lz59pVFYNwqFq1qvnwww9tmZaN1VrtJUqUsGVqjNda7lrTHeGJag1cUKWeV7nuOvT+sQOONT2/7mmWbVtm9hzYYzbs2mDmbZhnXlr0kqn+fvVs++R1LABwDR061Pzxj3/M9njqpJNOCv1dC2ppDXdEJqo1cEGVem7lE36cYN8r/XZp892WnNNZ5yW3YwFAXnbu3Gk6d+5sihcvHgoOrdU+btw4d1OEKao1cEGVem7lrSa3su91nd812/sFye1YAFCQFStW2BHs7dq1y7VNBOGLag1cUKWeW/mpQ06170Vy9yG5HQtINZpJV4tBAakoqjVwUKkX9MqqWN9i9r1d+yMbPZrbsYBUsm3bbnPxxX3tqoFAKopqDewGRV6vrAgQZKoxYw6N9bj11pFuEZASoloDF1Sp51bOIyxkqo4dJ9oA0ZxXQCqKag1cUKWeW3nQiN5tfrds7xckt2MBqWLHjj328ZUCZM2abW4xkBKiWgMXVKnnVh504y3zdhmzZOuSbGX5ye1YQKoIFo+66abMWsEO6SWqNXBBlXpe5cFAwrIDypoXFr5gftj2gx1IuHHXRjN/43zz8qKXzfnvn59tn7yOBaSCBx+cZAOkX7/IJvsDkklUa+CCKvW8ypnKBJlEC0XVqdPPBsjKlUybgdQV1Rq4oEo9v3JNpvjeD++ZJhOb2MkUj+xzpDl+0PF2MsUHPn/AfL3p62zb53csIJlNmbLChkfLlsPdIiClUAMDcfavf02xAfL667PdIiClECBAHO3Zs9/Uq/e2DZAlSza6xUBKIUCAOJo2bZUND631AaQ6AgSIo86dp9oA6dXrS7cISDkECBAn+/YdMPXrD7ABsnhxwUusAsmOAAHi5PPPV9vwuOaaIebgQbcUSD0ECBAnXbpMswHy/POz3CIgJREgQBwcOHDQXHHFIBsg8+f/5BYDKYkAAeJAi0YpPK66arANEyAdECBAHPToMdMGyLPPTneLgJRFgAAxdvDgQVOrVgdTtWpH8+WX/3WLgZRFgAAxNmvW56ZYsQqmcuV6Zv/+A24xkLIIECDGHnjgAXPYYYeZ9u3bu0VASiNAgBirVKmSDZAJEya4RUBKI0CAGJozZ44NjzJlypg9e/a4xUBKI0CAGHr00UdtgNxyyy1uEZDyCBAghqpVq2YDZNSoUW4RkPIIECBGFi1aZMOjZMmSZteuXW4xkPIIECBGOnfubAPkxhtvdIuAtECAADFy7rnn2gAZPpy1z5GeCBAgBpYsWWLDo3jx4mbHjh1uMZAWCBAgBrp27WoDpFmzZm4RkDYIECAGatasaQNk8ODBbhGQNggQIMpWrlxp/vCHP5iiRYuarVu3usVA2iBAgCh7/vnn7d1H48aN3SIgrRAgQJTVrl3bBki/fv3cIiCtECBAFCxdutQMGTLEtG3b1oaHHmFt3LjR3QxIKwQIEKFNmzaZMWPGmCeeeMI0atTIHHvssTY03Fffvn3dXYG0QoAA+di5c6eZOXOmefHFF+2I8sqVK+cICr2OOeYY06BBA/PQQw+Z6667zr5XpEgRM3bsWPeQQNogQIAsNH9V//79zT333GNq1KhhQ8ANC72nMm2jbRcuXOgexnTo0MFuW6JECTNr1iy3GEgLBAgy1tq1a83IkSPNP//5T3v3UKpUqRxhoZfuOm644QZ7F6K7Ed2VFOTAgQOmZcuWdv9y5cqZb7/91t0ESHkECDLCr7/+aj755BPTo0cP07x5c1OxYsUcQaGX2jPUrqH2DbVzFKYhfPfu3aZ+/fr2uH/84x/NmjVr3E2AlEaAIO3s37/fzJ8/37z++uumXbt2oUkN3VexYsVMrVq1zP333297UKknVbRpIGH16tXt5+k8tmzZ4m4CpCwCBClvxYoVdsbbjh07mjp16th2Bzcs9DrrrLNMmzZtTK9evexSs3v37nUPFRPr1q0zp512mj2HevXqsTYI0gYBgpSiX/ATJkwwTz/9tGnSpIkpX758jqDQ6/jjjzdNmzY1Xbp0MZMmTUr4lCKanTc4V/XSUhsJkOoIECQttSF89dVX5uWXXzatW7c2VatWzREUeh199NH2l32nTp3M+++/b1atWuUeKil8+eWX9lx1zurBBaQ6AgRJRZVs3bp1bTdZTUbohsXhhx9u2xTuuOMO8+abb5oFCxak1K/5cePGhboG6y4KSGUECJLKmWeemS0w1HtJj3x69uxpPvvss7RYnGnAgAF2qhNdX58+fdxiIGUQIEgav/32W6gBvHfv3mb9+vXuJmmjW7du9jqPOOII210YSEUECJLGiBEjbKV69tlnu0Vp6e9//7u9XoWmBigCqYYAQdK46aabbIX6+OOPu0UxpW626qmlR0tvvPGG6dy5c+ilv+t9lWu7aFLbjUa465rLli3LaHWkHAIESUE9roKpRNQwHiv6nKlTp9qQ0rodmgTRbajP76XttZ/213F0vMJwR6uvXr3a3QRIWgQIkoJmrVUlesYZZ7hFUaHKXmt1lCxZMkco6BHS+eefb66//nq7zZ133mnvPvSn/q73VZ7bAEUdT9vo+L62bdtmj6/j/elPf2K0OlIGAYKkECzEpIkNo0W/7l977TVTqVKlbJW+/t6+fXszdOhQu355JLS99tP+uR1Xn+dzV6LHY8Hx/vKXvzBaHSmBAEHC7du3z7YBqPLUOJDC0vE0XclJJ50UqtyPO+44O+fVvHnz3M0LRcfTcXX84LP0ufp8nUckso5W14SPqTS+BZmJAEHCqYFalabaAA4ePOgWR2TGjBnZJk+sUqWKXbMj1vNe6fj6HH1e8Nk6D51PJLKOVr/77rvdYiCpECBIuLvuustWmP/4xz/corBpjQ5VuMEAPd0FDBo0yM7MG0/6PH1ucPej89F5hbOGSGD8+PHmyCOPtPs/9dRTbjGQNAgQJJQq3BNOOMFWltOnT3eLw/L999+b8847zx5D04QoiLT+RyLp83UewbQlOj+dZ7gYrY5UQIAgoT799FNbSVaoUMHrmb96bwU9q/QILNmWj9X56Lx0fjrPSNZIf/bZZ+1+Gq0+evRotxhIOAIECRWMxr733nvdogK9/fbboV/4V199tdm0aZO7SVLQeen8gjsknXe47rvvPrtf8eLFI25PAWKNAEHCqME8WFp2ypQpbnG+tD558IinQ4cOXncv8aTz03kG7SI6/3BovxtvvNHup55qixcvdjcBEoYAQcLo8Y4qRnVdjaSxW7/gg/B45pln3OKkpvMNQiTcO5E9e/aYBg0a2P1OOeUURqsjaRAgSJgHHnjAVoq33367W5QntSGk+noaOu/gcVa4bSLuaPXNmze7mwBxR4AgYYKR1+q2Gg71YgrmrtLjoFQWPM7S9YTbO+unn35itDqSCgGChJg7d66tCMuUKWMf0RRE4yiCAYLXXHNN0rd5FETnr+vQ9ei6wh0nsnTp0tCo92bNmkX06A+INgIECfHoo4/aSvCWW25xi3IVDDZUl9hk7W0VKV1H0MVX1xcurRMfjFaPZD8g2ggQJES1atVsBThq1Ci3KAcNMFSjs9oMkm2cR2HpenRdur5IBlJOmDAhNFpdMwcDiUCAIO4WLVpkKz4NrCvoOb4mJAweXRVmqpNkpusKHmVFMgHjwIEDQ73R3nrrLbcYiDkCBHGnX8yq9DS+oSCa1Vbbam6pRE9PEiu6rmDuLF1vJLp3727302j1cO7mgGgiQBB3wR3FsGHD3KJstK5GMNBQExSmM12frlPXG+l6IsEdjEarR/IYDCgsAgRxpV5EQWW3fft2tzgbLc6kbTVFerr3NtL1BVPB67ojoR5drVq1svtqtPo333zjbgLEBAGCuOrWrZut6NQFNT+a5qRy5cp2W62zkQl0nbpeXXek66KoK/Rll11m99do9R9//NHdBIg6AgRxVbNmTVvJDR482C3KRmuMazuNeYj1YlDJQtcZjPHwWWNdo9Vr1Khh9z/nnHMYrY6YI0AQN1pPXL2GihYtarZu3eoWZxOska7lYjOJrlfXrev3odHqwdiS0047zS0GoooAQdw8//zztmJr3LixW5SNGpGDKUuivYZ5stP16rp1/ZE2pgeCQZpnnHGGWwREFQGCuKldu7at2Pr27esWZRM8vtK8T5komO/K5zGW1KlTx+7PSoaINQIEcbF27Vpz+OGH21HXGzdudIuzefzxx20F2L59e7coI+i6df36HiK1bt260Pe8YcMGtxiIKgIEcdG7d29bKaqnUEGCX9BDhw51izKCrlvXr+8hUq+++qrdV+uHALFGgCAu6tevbyu2cMY4BO0fanTPRLruoB0kUsHCUwoSINYIEMTcL7/8Yqfa0KMV9RLKz5o1a2wFWKJEiZSfst2XrlvXr+9B30e49D3r0ZW+Zz3KAmKNAEHMaaI/VYZaBKkgkydPtttq9b1MFqw+qO8jXGo01z5169Z1i4CYIEAQc1dddZWt2F566SW3KIcBAwbYbQsaqZ7udP36HvR9hKthw4Z2nxdeeMEtAmKCAEFMaTS01q3QAMJVq1a5xTm88sorthJs06aNW5RRdP36HvR9hGPLli12gGa43zMQDQQIYiq4o6hVq5ZblKuuXbva7VN9zfPCCtZM1/cRjmA23wsuuMAtAmKGAEFMXXvttbZi07oV4Xjsscfs9g899JBblFF0/foe9H2Eo2nTpnb7Z5991i0CYoYAQcxooaRixYrZim358uVuca64AzkkkjsQTYsffM/Lli1zi4GYIUAQM8GAuEh6VNEGckgkbSDvvvuu3bZ69epuERBTBAhipkWLFrZie+aZZ9yiPNEL65BIemG1bNnSbvv000+7RUBMESCIid9++80cffTRtmL79ttv3eI8TZkyhV/Tv9P163vQ95GfnTt3mpIlS9ptWYkQ8UaAICZGjBhhK7WzzjrLLcqXJl3UflryNpNHouv69T3o+8jPBx98YLc788wz3SIg5ggQxETr1q1txRZuL6KsSpUqZfddsWKFW5QRdN26fn0PBbn55pvttv/617/cIiDmCBBEnRZCKl26tK3Y5s+f7xYXqF69enbfgpa9TVe6bl2/vof8aB304HvOtIW3kBwIEETdhx9+aCu1008/3S0KS+fOne3+t956q1uUEXTdun59D/kZN26c3a5y5cpuERAXBAii7pprrrEVm+9gwBkzZtj9Tz75ZLcoI+i6df36HvLTrl07u92DDz7oFgFxQYAg6oKpyNu2besWhWXfvn2mbNmy9hjTp093i9OarlfXrevX95AXlZUrV85u+8UXX7jFQFwQIIi6J5980k7qp8otnIFwufnb3/5m99ev7EwS3FXo+vPz8ccf2+1OOeUUc/DgQbcYiAsCBDGhqdtVwWlxo+HDh7vFBZozZ47dX6vyaUqUTKDrDFZj1PXn5+6777bb3XfffW4REDcECGImmBDwqKOOMp988olbXKAaNWrY/bt16+YWpSVdp65X150fjRM58cQT7bafffaZWwzEDQGCmNGjlWBOJ3U3XbBggbtJvoLBiOXLl7cTBqYzXZ+uU9er687PtGnT7HYKkUwdbInkQIAgptTYG6yUV6FCBbNy5Up3kzwpgM477zy771NPPeUWpxVdn65T11tQm8b9999vt9VjLCCRCBDE3I4dO+xCR6r0qlWrZjZs2OBukqcxY8bY/TRd+dKlS93itKDrCqZj1/XmR+GihnNtq4Z0IJEIEMTFL7/8YqpUqWIrvgsvvNBOthiu5s2b2/3q16/vFqUFXZeuT9dZEHXZ1bbqwptfN18gHggQxI3meAoafxs3bhx2BbhmzZrQ/Fg9evRwi1OarkfXpevTdRZEgwa1/W233eYWAXFHgCCuNDdWEAaRDDQM5ocqUqSImTp1qlucknQduh5dV7jzfml6GG2v6WKARCNAEHda40Jde1URPvzww25xnu699167z/HHH5/yS7fq/HUduh5dVzgUvtpePdo0kSKQaAQIEkLLsGqQoSrEXr16ucW5UqVZu3Ztu8+pp55qfvzxR3eTlKDz1vnrOnQ94YaBpsbXPpoqH0gGBAgS5uWXX7YVooJk2LBhbnGuNm/eHFqtr2rVqikXIjpfnbfOX9eh6wmXFufSflpECkgGBAgS6p///KetFCMZrf7zzz/b7sDa76STTvJacyQRdJ46X523zl/XEa7Fixfb/bRMsJaxBZIBAYKE0riGYP0LPdsPNwzWr19vatasaffT/FEjR450N0kqOr9gniudt84/Ek8//bTdt2XLlm4RkDAECBJO3XkbNWpkK8hIRqtrgOK1115r99NLI7MjGV8SDzqfYOJDvXS+Ou9IBY/thg4d6hYBCUOAICmoUq1Vq5atJNVGEO5o9f3799tpQILusHo0lCwjtHUewaM2nZ/OU+cbqeXLl9tjaLR6psxMjNRAgCBpKDSCBmaFSSS/1GfNmmUqVaoU+qXftGnThE19os/V5wfnovPS+fnq3r176O4FSCYECJKKHl/pMZYqTD3WCne0uihw1NU1mFfqiCOOMC1atDCzZ892N40JfY4+T58b3DHofCIJwtwEd2YDBw50i4CEIkCQdNSQrgZ1VZpqYC9odlqXpkxp1apVqCIP7mi0yNW6devczQtFx9Nxg0o+CC59vs6jsFatWmVXdyxatGhEXX6BeCBAkJTUpTcYra6uvj7UdqBR3sEdiV4ac6LJHLXY1bhx4+wkj5HQ9tpP++s4wWDI4I5Dn6fPjZYXX3zRHltT4gPJhgBB0tLgwqCC1qBDX1u3bjX9+/c3l112Wba7kuBVpkwZ27X2r3/9q52f66677jKdO3e2f+rvel/l2s7dV8fTcXV8fU601a1b135Onz593CIg4QgQJDVNcxLcOWj6k8JSQ/37779v/v73v9uusXo05IZCfi9tr/20v44Tbm8xH3o8putWSEV6pwTEAwGCpKcJF1V565GWJmKMNj1ymjBhghkwYIB59dVX7d1H8NLf9b7Ko/loKhz6bF13uq6DgtRHgCAl6FGSKlNNBR/uaPVUp0djuubevXu7RUBSIECQEtSdV4tQqULVolTR6OGUzPRoTIMP9Qhr7dq1bjGQFAgQpAxNC6KeTwoRLY+bTu0CGivy2WefmZ49e5rrrrvOLlmr69TASiBZESBIKfplHkwPcsEFFxR6kF4iHDhwwCxYsMC89dZb5o477rCN8lm7Awcvjf945JFH3N2BpEGAIOVkHa2u8RGRjFZPBA0GVI+tTp06mXr16tkp2d2wCO42tFiUuix/9dVXZvfu3e6hgKRCgCAl6Rd8MFq9TZs2EY9WjxWNBZk0aZLp0qWLnQ8rWLbWfZUvX940adLETtOuHl5btmxxDwUkPQIEKSvraHWNDI+3vXv3mjlz5tixKgqxYMVA91WiRAlTp04d07FjRzN8+PC07wCAzEGAIKWpQg7aDzQnVSxplt0hQ4aY+++/3859lXWKlKyvc88917Rr1868/vrrtsuxzxTuQCogQJDyXnnlFVtxK0iiteDSxo0bzZgxY8wTTzxhZwU+9thjcwSFXhUrVjTNmze3U67rjoj1OpBJCBCkBfVWUoWuR1qTJ092i/OlNcZnzpxpJy684YYbTOXKlXMEhV5akrZBgwZ2ckctUcv4DGQ6AgRpI+to9Xnz5rnFIQsXLrSTH95zzz2mRo0aodUMs770nsq0jbZdtGiRexgg4xEgSBu5jVbXXYLuFnTXoLsH3UW4YaGX7jpuvPFGexeiuxHdlQDIHwGCtJJ1tHpudxZ6qT1D7Rpq31A7x6ZNm9zDAAgDAYK0owZwPcZSWKhNRIGinlPqQZWoddKBdESAIC3pruLjjz+2YzUAxAYBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAAL/8PxOVuDboNFe8AAAAASUVORK5CYII=)
PN: 3H31-5-3T
CAS: 1075729-10-0
Molecule Weight: 235.72
Formula: C12H14ClN3
TSCA: Not listed on TSCA inventory