| Product Number | 3H30-1-J5 |
| Synonyms | (1-Methyl-1H-pyrazol-5-yl)methylamine |
| Purity | 97.0 % |
| CAS | 863548-52-1 |
| MDL Number | MFCD03419808 |
| Molecular Formula | C5H9N3 |
| Molecular Weight | 111.148 |
| 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: 3H30-1-J5
CAS: 863548-52-1
Molecule Weight: 111.148
Formula: C5H9N3
![1-Methyl-5-[(methylamino)methyl]-1H-pyrazole](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACl7AAApewEq8kq7AAAB2HpUWHRtb2xTb3VyY2UAAHichZNZa+MwEID/yqDnjQ7fDrZLaFlYaPuw7cK+FUVWUoMtFdm5/v2OnKQbk20WC2Y0mm+sOVTc7bsWttr1jTUlEZQT0EbZujHrkvx6/T7LyF1VKHRCR9OX5H0YPuaM7XY7qt51J/fWUGU7cjyf7/tm4rMLqXVrFnAu2O+nx5eRmTWmH6RRGqm+mfej8dEqOYy3+OIXrJNu2xh2dGed2x6jvQXcL073fU3+5nKPZwtEYdW0GlbWdXKAbcApLv4N1tpoJwddw/KA5pBGmHtVPD1Ytem0GVD1ERol25fBbRQaOttqtcFgqPx4KEknEJCD7RbOyQN4zZulABmADEFGIGOQCcgUZAYyx9q22gd/PXxovCE8w/3pe/Y6liMoyQyvmIY5nCU2Jc6zswhoyOMUd1mAO3TJUKCryBIBM0GTmKcEDhgnpnnIOUQ0zFGENMEmIM4zFIKKNBq5Mz/Kk/kUpSrYZ3ZVsbSmvlChqUuyFGRM+6de9cEpcwLW1drhMPkA3vUSCKaAr9NtIJwCvqq3gWgK+B58Aot/AfEU8B27DSRTwPf3NpBOAT8Nt4HsKof/APkUOA7bdZXYRRPZeZxRvRp1dvEOGL7+6g8zNkEWvUfj+AAAP4hJREFUeF7t3Qm0FMX59/G4gIBIBE0QRcUlLjHGDRURUKIiIIoGEsAtoKiEuIAi7gsuMe4iGhHEK6ugiCAgmwiiKIiAV0S5ICIgm2yiIDv1+kz+wzv99My9M9Xds3R/P+fU8Xinumame6jfTHdX1W8MAAAWfqP/AABAOggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQhM7WrVvN6NGjza233mrOOeccc+ihh5pKlSqZvfbay1SrVs0cffTRplGjRqZbt25m8uTJZteuXboJAGkgQBAaP/30k7n//vvNAQccYH7zm9+kXSRQnnzySbNp0ybdpIve1gs/2wJygU8tQmHs2LGmRo0ark45k1KrVi0zYsQI3bSD3sYLP9sCcoFPLQre888/b/bcc09HZ7z33nubSy65xLz00kvm888/N8uXL4+d2vrhhx9McXGxef31102rVq1MlSpVMurIM6lbFj/bAnKBTy0KWr9+/VwdcfPmzU1JSYmumtQvv/xinn32WVO1atW0OnL9XF742RaQC3xqUbC++uors++++zo64XvvvVdXS4v8MmnSpEmZHbmfnb6fbQG5wKcWBUnunDrppJMcHbDcdeWFtFlWG352+n62BeQCn1oUJLnYndj5HnfccWbz5s26mu/87PT9bAvIBT61KEhnn322o/MdMmSIrhIIPzt9P9sCcoFPLQrOt99+6+h4f/e738XusMoGPzt9P9sCcoFPLQrOa6+95uh4r732Wl0lMH52+n62BeQCn1oUnGuuucbR8fbs2VNXCYyfnb6fbQG5wKcWBeeMM85wdLyffvqprhIYPzt9P9sCcoFPLQrOUUcd5eh4lyxZoqsERnf6fhag0PCpRcFJHDUuZcOGDbpKYHSn72cBCg2fWhQcmecqsePdsWOHrhIY3en7WYBCw6cWBSeffoF44WdbQC7wqUXByadrIF742RaQC3xqUXD0XVgzZszQVQLjZ6fvZ1tALvCpRcFp166do+N9+eWXdZXA+Nnp+9kWkAt8alFwioqKHB1vWEeiL1261LzxxhumU6dOpkGDBuaYY46JXf8pV65cbNneM88809x2221mzpw5elMgK9yfWiDPRWUuLP14qrLHHnuY66+/PiuzEQOJ3J9aoADUrVvX0YmGcTZe/XhZRRbEkjVNgGxxf2qBAjB8+HBH53n88cdn5Ru47rS9KKutI488MvbLok+fPuaTTz4xixYtii3BK2XBggWxv59wwgmONl599VXdDBAY96cWKABBrUgo1xRKU1annwk/2tqyZYu58MILd7dRv359XQUIjN2nFsgDydZEv++++3S1tMia6E2bNi2zI/ej04/zq60vvvhidxv777+/fhgIjP2nFsgD/fr1c3XEl156qZk/f76umpSc9urRo4epVq1aWh25fi4v/GpLfoXE29hnn330w0Bg7D+1QJ7o3r177E6kxM5YbnVt3rx5bIxIcXGxWblypdm2bZtZvXp17Bu7XHS/4oorXNOilNWRZ1K3LH61NW/evN1tyLUgIFvsP7VAHhkzZoypUaOGq1POpBxxxBHmnXfe0U076G288KMtmUiyZcuWu9t46KGHdBUgMHafWiAPyaSKcg1EBtnpzrm0cuyxx5pnnnkmdndTWfS2Xti2JWNeZP6vwYMHmzp16uzevnbt2mbTpk26OhCY9D+1QIGQDnbUqFGxEdxyV1LNmjVNxYoVzV577RU7ZXX00Uebxo0bm4cffth89NFHevNS2Xb6yWTSlq6bWOR9yem4jRs36s2AQJX+qQWQF3RoxMuee+4ZC8rFixfrTYDAESBAAdDBoYv8CvnXv/4VuyMLyBYCBCgwcuuxXAMZOXKkadu2beyOs3iQNGrUKKsrNCLaCBCgwM2ePdtUr159d4i8+OKLugoQCAIECAGZ9j0eIHI3FpANBAgQAj///PPuAKlUqZJ+GAgEAQKEwLp163YHyH777acfBgJBgAAh0Ldv390BIlO8A9lAgAAFbsaMGY7R93fccYeuAgSCAAHykKx/fsstt5gBAwaYadOmxWYXXrt2bewWXZmuZOHCheatt96KjUDfe++9d4eHTOe+YsUK3RwQCAIEyEPxQMikyMXzcePG6aaAwBAgQB7S4VBWqVevXmzaeiCbCBCE2tdffx2bOPG0006LnfIpFDLSXNYskdNYDRo0iM0YLNc5ZMqSypUrxyaIPP/8882dd94ZuwYC5AIBglA75ZRTdn9LL1++fKxjBuAPAgShJRec9UqFo0eP1tUAWCJAEFrbt293XSuQCQgB+IMAQWgRIECwCBCEFgECBIsAQWgRIECwCBCEFgECBIsAQWgRIECwCBCEFgECBIsAQWgRIECwCBCEFgECBIsAQWgRIECwCBCEFgECBIsAQWgRIECwCBCEFgECBIsAQWgRIECwCBCEFgECBIsAQWgRIECwCBCEFgECBIsAQWgRIECwCBCEFgECBIsAQWgRIECwCBCEFgECBIsAQWgRIECwCBCEFgECBIsAQWhJgFSqdKijvPvue7oaAEsECEJr+/YdpmbNFo4yYcJnuhoASwQIQmvHjp3mz39+3FE++OAbXQ2AJQIEoSUBctppLzvKlCmLdTUAlggQhBYBAgSLAEFoESBAsAgQhBYBAgSLAEFoESBAsAgQhBYBAgSLAEFoESBAsAgQhBYBAgSLAEFoESBAsAgQhBYBAgSLAEFoESBAsAgQhBYBAgSLAEFoESBAsAgQhBYBAgSLAEFoESBAsAgQhBYBAgSLAEFoESBAsAgQhBYBAgSLAEFoESBAsAgQhBYBAgSLAEFo7dy5y5x+ei9HgEydukRXA2CJAEGoXX/9yN3hUb/+q2bdus26CgBLBAhCbc2aTeaxxz40XbtOMF98sUo/DMADAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQBAoPRuuF5m2petLadNmaGySxUzpdgAQIAiYnx1vpm3p+vEyalSJrlom3QYAAgQB87PjzbQtXT9emjYdaLZu3aGrl0q3AYAAQcD87HgzbUvXTyxFRbN19VLp7QEQIAiYnx1vpm3p+omlQYMis359+muD6O0BECAImJ8db6Zt6foNG77m+P8nnpiqN0lJtwWAAEHA/Ox4M21L1x8woNjx/2ee2dssXvyj3iwp3RYAAgQB87PjzbQtXX/btp3m4osHOf52++3j9WZJ6bYAECAImJ8db6ZtJas/duwC19+Li1eqLd30NgAIEATMz44307aS1d+1y5irrhrm+Hu7dsPVlm7J2gKijgBBoPzseDNtK1X9mTOXux6bOPHbhC3ddH0ABAgC5mfHm2lbpdXv1GmM47FLL33dbN++01EnUWltAVFFgCBQuuP1s5SltPoLF64zp5/ey/H44MFzHHUSldYWEFUECAKlO14/S1nKqv/IIx84Hj/vvL5m48atulpMWW0BUUSAIFC64/WzlKWs+qtXbzL16vVx1OnRY7quFlNWW0AUESAIlJ8db6ZtpVO/Z88Zjjp16/YxK1f+rKul1RYQNQQIAuVnx5tpW+nU37Rpm7nggn6Oeg88MElXS6stIGoIEATKz44307bSrT906FxHPbm4XlKyxlEn3baAKCFAECg/O95M20q3/o4dO02LFkMcdTt2HO2ok25bQJQQIAiUnx1vpm1lUn/y5EWu+h9/vHT34/oxAAQIAuZnx5tpW5nWb99+hKN+q1Zv7l4/PdO2gCggQBAoPzveTNvKtP6cOatc24wYMS/2mP47AAIEAfOz4820rUzrizvumODYpkmTAWbz5u1WbQFhR4AgUH52vJm2lWl9sXTphthCU4nb9ekzy6otIOwIEATKz44307YyrR/35JNTHdvVr/+qdVtAmBEgCJSfHW+mbWVaP+7HHzebc84pcm1v0xYQZgQIAuVnx5tpW5nWT1RUNNu1vW1bQFgRIAiUnx1vpm1lWj/R1q07TNOmA11t2LQFhBUBgkD52fFm2lam9bWRI0tcbdi2BYQRAYJA+dnxZtpWpvU1GUTYps1QVzup2pJZfOP1//nPUearr1brKkCoECCAT7p1m+wIGZmUUf62du0vuioQCgQI4JO77nrP9UtFSoMGRaZv38/Ntm2p11wHChEBAvhk7twfzLnnpr7997LLBpsPPvhObwYULAIE8NGqVRvNffe9b2rXdgdIvMhU8d9+u15vChQcAgQIwBdfrDL/+MfbrvCIlzPO6G2eeGKq2bBhi94UKBgECBCQXbuMGTWqxDRu3N8VIPHyl7/0NW+8MXf3tPFAISFAgIDJuusvvvipOeusV1wBEi9///ub5tNPl+lNgbxGgABZsmzZT+b228e7wiOxdOkyznz//Qa9KZCXCBAgy2bMWGZat37TFR7xIr9UXnhheuyXC5DPCBAgB+Sax9Chc8155/V1BUi8XHhhf/POOyWxaylAPiJAgBySu7CeemqqaxGrxHLVVcNMcfFKvSmQcwQIkAcWLVpvbrxxtCs8EouML5FxJkC+IECAPPLhh4tjI9Z1eMRLvXp9TO/eM2PTzQO5RoAAeWb79p2mf//iUldFvPjiQWb8+IV6UyCrCBAgT61bt9k8/PAHsVl9dYDEy3XXvWNKStboTYGsIECAPDdv3mrTvv0IV3jEiwTMI498EAscIJsIEKBAjBv3jWnWLPUyuzIT8IABxbFTYEA2ECBAAdmyZbvp1WumOfvsPq4AiZf/TRs/X28K+I4AAQqQ3M57770TXeEh5aSTnjJ/+MPN5oorupn58xfpTQHfECBAAZMBhjLQMDFAjj/+HnP44Vea3/2ugdl//6NNp06dzfr1rD8C/xEgQIGTqU5GjJhnGjXqb0488T/mqKM6mho1LjK//e2fTLlyVcxvfvMbc+CBB5qePXuaHTsYPwL/ECBASMjki0899a458sgrzQEH1DUVKx4SC4/EctJJJ5lJkybpTQErBAgQMosWLTetW//L7LVXRVeAxEvLli1/rbdIbwpkhAABQuq9994zJ5xwgis84qVChQrmnnvuMRs3Mr8W7BAgQIht377dvPDCC6ZatWquAImXQw45xPTr109vCpSJAAEiYO3atebGG280e++9tytA4qVOnTpm2rRpelMgJQIEiJC5c+ea888/3xUe8bLHHnuYq6++2ixbxvrsKBsBAkTQiBEjzNFHH+0KkHipXLmyefTRR82WLVv0psBuBAgQUVu3bjX/+c9/TJUq/xsrkqwcccQR5q233tKbAjEECBBxK1euNO3atTN77rmnK0DipWHDhqa4uFhviogjQADEzJgxw5x99tmu8IiXvfbay3To0MGsWcP6I/gfAgSAw8CBA82hhx7qCpB4qVq1qnnuueditwgj2ggQAC6bNm0yDzzwgKlYMfVo9uOOO86MHTtWb4oIIUAApLR48WLTunVrV3gklosuusiUlJToTREBBAiAMk2ZMsWceuqprvCIl/Lly5vbbrvN/Pjjj3pThBgBAiAtO3fuNK+88or5/e9/7wqQeJGR7g8++KDeFCFFgADIyIYNG0yXLl1ivzp0gMTLwoUL9WYIIQIEgJX58+ebZs2aucJDyqBBg3R1hBABAsCTIUOGuALko48+0tUQQgQIAE9WrVrlCpCpU6fqagghAgSAJwRIdBEgADwhQKKLAAHgCQESXQQIAE8IkOgiQAB4QoBEFwECwBMCJLoIEACeECDRRYAA8IQAiS4CBIAnBEh0ESAAPCFAoosAAeAJARJdBAgATwiQ6CJAAHhCgEQXAQLAEwIkuggQAJ4QINFFgADwhACJLgIEgCcESHQRIAA8IUCiiwAB4AkBEl0ECABPCJDoIkAAeEKARBcBAsATAiS6CBAAnhAg0UWAAPCEAIkuAgSAJwRIdBEgADwhQKKLAAHgCQESXQQIAE8IkOgiQAB4QoBEFwECwBMCJLoIEACeECDRRYAA8IQAiS4CBIAnBEh0ESAAPCFAoosAAeAJARJdBAgATwiQ6CJAAHhCgEQXAQLAEwIkuggQAJ4QINFFgADwhACJLgIEgCcESHQRIAA8IUCiiwAB4AkBEl0ECABPCJDoIkAAeEKARBcBAsATAiS6CBAAnhAg0UWAAPCEAIkuAgSAJwRIdBEgADwhQKKLAAHgCQESXQQIAE8IkOgiQAB4QoBEFwECwBMCJLoIEACeECDRRYAA8IQAiS4CBIAnBEh0ESAAPCFAoosAAeAJARJdBAgATwiQ6CJAAHhCgEQXAQLAEwIkuggQAJ4QINFFgADwhACJLgIEgCcESHQRIAA8IUCiiwAB4AkBEl0ECABPCJDoIkAAeEKARBcBAsATAiS6CBAAnhAg0UWAAPCEAIkuAgSAJwRIdBEgADwhQKKLAAHgCQESXQQIAE8IkOgiQAB4QoBEFwECwBMCJLoIEACeECDRRYAA8IQAiS4CBIAnBEh0ESAAPCFAoosAAeAJARJdBAgATwiQ6CJAAHhCgEQXAQLAEwIkuggQAJ4QINFFgADwhACJLgIEgCcESHQRIAA8IUCiiwAB4AkBEl0ECABPCJDoIkAAeEKARBcBAsATAiS6CBAAnhAg0UWAAPCEAIkuAgSAJwRIdBEgADwhQKKLAAHgCQESXQQIAE+SBciUKVN0NYQQAQLA2tq1a03jxo1dAXL88ceb7777TldHyBAgAKxMnjzZHHrooa7wiJf999/fDBkyRG+GECFAAGRkx44d5v777zd77bWXKzSSlfbt25tNmzbpZhACBAiAtC1evNicffbZrpCQIoFSvnx519+lyCmtzz//XDeHAkeAAEjL0KFDY6eldDhIOfLII8306dPNggULTO3atV2PS9lnn31M9+7ddbMoYAQIgFLJ6afrr7/eFQjxcvnll5sNGzbsrr9t2zbTpUsXs+eee7rqSmnWrJlZvXp1wjOgUBEgAFIqLi42f/zjH10hIKVy5crmtdde05vsNm7cOHPQQQe5tpNy8MEHm4kTJ+pNUGAIEABJ9ejRw1SoUMHV+Us57bTTzPz58/UmLitXrkx6m68U+YVy1113me3bt+vNUCAIEAAOa9asMZdccomrw5eyxx57mFtvvTV2mipdu3btMk8//XTKC+x16tQxixYt0puhABAgAHabNGmSqVmzpquTl1K9enUzZswYvUnaPvvsM/OHP/zB1a6U3/72t2bw4MF6E+Q5AgRA7DTSPffck3JsR6NGjcyKFSv0Zhn7+eefzdVXX+1qP17atWtnNm7cqDdDniJAgIiTKUfq1q3r6syllCtXzjz55JOx01B+GjBggKlSpYrr+aQce+yxZtasWXoT5CECBIiwN954I+XYjqOPPtrMmDFDb+KbhQsXmjPOOMP1vFJkzMizzz6rN0GeIUCACJKxHTLFiO644+XKK680P/30k97Md3IxvmvXrinHjDRt2tT88MMPejPkibwMEP0h8sLPtmxt3brVjB49Onb3yjnnnBObgK5SpUqx883VqlWLfdOTc8zdunWLTVDn9+kCIJFMKSJTi+h/G1L2228/069fP71J4CZMmGBq1Kjhej1S5O/yOPJPbnrUMugPkBd+tpUp+QYnk84dcMABrtdRWpFAkfPOTEAHv8lUInJ6SH/mpMgUJDIVSa7ILw35xaFflxT5hXLHHXcwZiTPZLdHTZP+8HjhZ1uZGDt2bMpvVOmWWrVqmREjRuimgYzJ1CEyhYj+jEmRzlmmHslkbEeQnnnmmZRjRuSaiVw7QX7IXo+aAf2h8cLPttL1/PPPu87p7r333rHBWS+99FLsFMLy5ctjp7bkW5dMF/H666+bVq1aJb0zBfBCpgyRqUP050qKTDUiU47kG7kLS+7G0q9XivwbGTRokN4EOZCXvZP+wHjhZ1vpkPPH+jmbN29uSkpKdNWkfvnll9jdJ1WrVs3aa0Y4yekemSpEf5mJF5liRKYayVcyHkTGhejXHS//+Mc/YuNKkDt52TvpD4oXfrZVlq+++srsu+++jue79957dbW0yC+TJk2aBP6aEU4yNYhMEaI//1Lk9JBMLVIoN2vIrw0Zqa7fh5RjjjnGzJw5U2+CLMnL3kl/SLzws63SyD/Gk046yfFccteVF9Km1zYQPTIlSKoOV6YSkSlFCs23335rzjzzTNf7kSKBKNdNCiUQwyS4HtUD/QHxws+2SiMXuxOf57jjjjObN2/W1YDAlHXKR6YQKeRTPnJK7s4770x5Sk5+sa9atUpvhgAF16N6oD8YXvjZVmn0Mp9DhgzRVYDAzJ79RakXnWXqkLB47733Sr0pYPz48XoTBCS4HtUD/aHwws+2UpGf14nP8bvf/S52hxWQDb16vWUOPPDPplw59x18Yb3ttazbkm+//fa8uS05zILpUT3SHwgv/GwrFVmVLfE5rr32Wl0F8N26dTIdSU9Ts+bffg2Qs82++x7xa+f5v0GC0onKFCFh70Sfe+65lAMjTz/9dPPNN9/oTeCjYHpUj/QHwQs/20rlmmuucTxHz549dRXAV9Onf28uvLC/OeGEh8xRR3UwBx98ialatbapWPHg2ADWKJ3GmT17duyao/63LkWmZunfv7/eBD4Jpkf1SH8I/CxB0DOKfvrpp7oK4IsdO3aa55+f/uu3617mtNNeNqec8oI5/vi7Ta1a7cxBB11o/va3juaHH9bozUJPbiCQX/7633u8yA0E2ZgcMmqC6VE90gffzxKEo446yvEcS5Ys0VUAz77/fsOvHeHbseBILCed9PSvv0S6mt69R+tNIkduXkl1C3PQ09NHUTA9qkf6wPtZgpA4alzKhg0bdBXAk7FjF5gGDYpc4SHlr38dYr7+On9HlGebDKI866yzXP/2pcgCWU899RRjRnwSTI/qkT7oXvjZVioyz1Xic+zYsUNXAaxs2rTNPPjgJFdoxEu3bpPNL78wQ61W1hK9F154YV5P41IogulRPdIH2ws/20qFXyAIwtdfrzaXXTbYFRpS5NeI/CpB6d5//31zyCGHuPoBKdWrV4/Nmg17wfSoHukD7YWfbaXCNRD4Sc6uDBz4halTp7crOKT84x9vm2XLuCCcrjVr1piLL77Y1RdI2WOPPcxtt90W+tudgxJMj+qRPshe+NlWKvouLC7Uwdbatb+Ym2561xUaUuTOqx49psfuxELmZJmFChUquPoEKbKY1vz58/UmKEMwPapH+uB6UVZbS5cuNW+88Ybp1KmTadCgQWx2TzklJRfbZCVBmcBNvqHMmTNHb7qbnn/o5Zdf1lWAMk2bttQ0atTfFRxSGjfuHxv7AW/KWs63b9++ehOUwt2j5gF9YL0oqy39eKoiP3Wvv/76pBMkFhUVOepmeyS6XDCUEbeylggKz/btO0337tN2j+3QpVOnMWb9evfnLhfkVM+XX35phg0bFpuB4ZFHHjEPPvhg7EtW27Ztdxf5f/m7PC71pL5slw+nimSp6Ouuu871bzxerrjiCsaMpMndo+YBfUC9KKst/XhZRWb81LcA5nIuLLnecuSRR8aet1KlSqZly5Zm4MCBBT3rapQsXbrBXHXVMFdoSDnrrFfMoEGpf/kGTW4GkVmmO3fuHJt3Sn6d638PNkXakfakXWk/VzedvPnmm2b//fd3vT4pcl2TAcFlc/eoeUAfTC/Kaks6X/ll0adPH/PJJ5/E7iGXb/JSFixYEPv7CSec4Gjj1Vdf1c2YunXrOupkazZeme9Iv0cpcq5XLhzKt7/169frzZAHRo+eb+rXf9UVHFJatBhiSkqyO6J8y5YtsbuS5DMl80ilmjbd7yLPI88nzyvPL68jW7777jvXv914kdPYjz/+uOsLI/4/d4+aB/SB9MKPtuQDLfeNx9uoX7++rmKGDx/ueB45z5rsdJff7r77btd71EX+ITRq1Mj07t07ttIhckvGdtx/f+qxHQ899EFWx3ZMnTrVdOjQwXU7eq6KvA55PfK6skHGbd13330px4xccMEFZsWKFXozGAIkbV988cXuNuRnrxbUioRyLrk0coui3EGi32eqIv9Izj33XPPCCy+YZcuW6eYQsLlzfzCXXvq6KzSknHNOkRk/PjtTr0uH2K1bN9ct6JkUWZOjVq1a5tRTT419ps4777zY9Q/5r/y//F0eT7V2RzpFXp+8zmx04JMnTzY1a9Z0vQYpv//97827776rN4k8+x41QPrgeeFXW/IrJN6GTB+dTLI10eWbjQ35pdC0adO0X7OcfpNTAPHrIekWWQhLpnaQn/IIjpwF6d+/2Jx5ZvKxHe3aDc/K2A45zh07dkx5O2uycthhh5lWrVrFLorLcrmzZs3K+Bqb1JftZHtpR9qTdvVzpSryeuV1B/05Xbt2rWnevLnr+aXIjTRy3SZb1zcLQXq9U5bpA+eFX23NmzdvdxtyeiqVfv36uZ7z0ksvTfsecznt1aNHD1OtWjXr1yzTW0twpZriOlWRXzKPPvpo7NoP/CNjO268cbQrNKTInVcvvvhp4GM7SkpKYreby+lMfdx1kRHarVu3Nr169Qr8syDty/PI88nz6teii7x+eR/yfoIkv9BThaz8sgr6+QtF5r1TFugD5oUfbck5Urm7Kd7GQw89pKs4dO/ePfZtJfF55YMv32xkjEhxcXFsHh65pVFWVpPTY3LRXW4fTHYe2gv5VSSvV59eK6uceOKJsW+KpY1/Qdk+/nipueCCfq7gkNKkyQAzY0awpxF//PFHc/PNN7vma9NFfjnLlOeyXGyuLhrL88rzy+vQv+R1kfcj70veX1Dk36W+gSZeKleuHLt9P+q89U4B0QfLC9u25Geq3CIrP7nr1Kmze3v5li73kZdlzJgxsYV99PNnUo444gjzzjvv6KatydKm//nPf2KDI/VzlVb+8Ic/xCam++yzz3STSEHGdjz77Ce/fl7cwSGlc+exgY/tkHXQy/oMyg0h8qs5nc90Nsnrkdclr0+/5sQi7y/I9d7lbswbbrjB9bzx0qZNm5zdhpwP0u9Rs0gfJC8yaUvXTSxy8Vl+IcjCNemSD5acSpIR7bq90sqxxx5rnnnmmUAHBi5evPjXDu7Z2D9Q/WuptCIXRWW96U8+maWbxP9ZsqT0sR2DBwf7q05Or8hFbH3sEkvjxo3Nhx9+qDfNS/I65fXq95BY5P0GeVrprbfeSnp2QIpcd5w+fbreJBJK71EjRn8w4kXuU5epTqTTtSG/ZkaNGhVrQzpsudOjYsWKsVCSD6UsdCP/QB5++GHz0Ucf6c0Dt3z5cvPSSy+Zv/zlL2We6pBSrtz+v4ZinV9/mXU2jz02wcycudzs3Jmb0x75ZtSokpRjO1q2DH5sh0zFUdrpH7keN3PmTL1ZQZDXLa9fv6d4kfcd5FQk8u+/Xr16rueVIqeoH3vssV//HQR7LSvfECAJ9IdCF+nw//Wvf2V1oFO2yTUZGTwpgVa+fHnXPpBSsWJNU736Bb8G303m1FNfjHWOcp7/kUc+iM3XJKdvokbGdtx770RXaMSL7JvNm4Mb2yGnfPScbIlFftXK1OZhIO9D3o9+j/Ei+yGoU3JyPfSBBx5IOWZEbmGWL2RRQYCkIHdDyTWQkSNHxu5tT7x7RQblRWHRKLlAKeeh5Vuf/GL63/vfw1Spcrw55JC/xtbi1h2llIYNX4stgjRlyuJff32Ffz+tXPlzyrEd555bZN57L9ixHXPnzk15sVemt/n3v/+dF3NQ+Unej7wveX/6PUuR/SH7JShTpkwxhx56qOt5pchURnLGIQoIkDTJrbGJtxm++OKLukqoybUfuaHg8svbmpo1zzW1av3DnHjif1wdpi5yOke+mU+c+G2g38Dj9PNLadNmqNUpNt1OKjJyXNeVImM7li/PbLxEpuTbeJUqVVydmBSZXTrocRO5Ju9P3qd+71JkvwT5q2vdunXmsssucz2vFLmueMstt4R+zAgBkgGZ9j3+AZG7saJqy5atZvz4YnPffe/FRk/rjjNVOfvsPub228ebd99dEDvlEwT9nPEi1yYypdtI5e67naeuZGzHSy/NsAqtTMhkgDKoVXdecs1O7pqLwq9kIe9T3m+yubtk/8h+CpJcP/z/v9Cd5ZRTTomNIQsrAiQDMpo2/sGQn86QUwk7zdSpS2Jrc593Xl9Xp5uqyN1IMk35yJElZsMG/64p6eeJl6ZNB2Z8Ok23kcq8eatjp+2kTrNmA2M3FQTtv//9b9Lz8DLlxvjx43X1SJD3Le9f7xPZT7K/giTjpf70pz+5nluKXNyX64phRIBkQH6yxj8UsvgMnOQb96efLjP//veH5sILky+MlKzI9B4dO442w4Z9HRu17YVuO7EUFc3W1Uulty+NTH44a9aKrNxAILMF6E5Kysknnxz5+c3k/ct+0PtGiuy3IMlt9//85z9dzxsvMn1LkAMfc4EAyYDcIhj/MMhFOqQmg5mlQ3366Y/NRRcNdHXGqYqc/rn++pFmyJAvzapV6Y+5idPtJZYGDYoyGrynt88H8k1ad0xSZBxElAe0JZL9kGocTNC/RMTbb7/tmIooscg4Kpm3LiwIkDTJOueJAwLvuOMOXQWlmDNnlXn++emmefPkdyulKtdcM8L061ec9kSDevv4qaV4eeKJ9KcI123lmpzLT3baqkWLFqG+tdyG7A/ZL3pfyf4L+pqIkDs4U13cl7FW8msoDGNGIh0gsjKa3CkhUyFMmzYtNuGhzMYpF+XkPnKZ+kNGoMoI9MQBdjKdezamlw4rGUwnF5llYJ3upEsrV1751q//+OeWenFabzNgQLHj/+V02eLF6Z1G0G3l0sSJE5NeMJflk8PQEQVB9ovsH73PZD/K/gya9CMyFX2qwbkycLfQTzlGOkD0AU2nyMXzcePG6aZgadGi9aZ375mxW211h52qSCikouvKRf6LLx7k+JvcCZYO3VauyHiGZLfqyjdswqN0sn+S/RKR/RnkOJFEMhVLqqnrDzzwwNhYs0JFgGRQZBoDmUkXwfj++w2mb9/PTdu2b7s678Ry881j9Ka76bpi7NgFrr8XF69UW7rpbXJBfgknGyTYsGFDTlulSfaT7C+9D2W/BjViXZNlpf/617+6XkO83HTTTQV5PCMdIHKeUqZRl9NYcr5SpkeQ6xxynlSma5Y5q84//3xz5513xq6BIHtkdPegQXPMdde9E7uwntiRyzWRVJJ1+nJBX09uKIP8ypKsrWxLNj2JjC3ggnlmZH/JftP7UvZvNvXs2TPl6HlZckGWXygkkQ4QFIY1azaZt976KjbWRP5b2nIVqTp9GZuhH5PR8aXR9bMt8a6/eJFxDoV+3jxXZL8lGycS5ASMycipsz//+c+u1yFFxoz07t1bb5K3CBCESmmdvgxcTHxM5q8qbdxGaW0FTUYv61l1ZaR1VAcJ+kX2nx6xLvs526PFZa49mZhVB0i8/O1vfyuIMSMECEKltE5/4cJ1rtNhpa3NUVpbQUt2zl6m64B3sh/1vpX9nQvDhw9PuV7Q4YcfbqZOTf+281wgQBAqZXX6Mq164uMy/crGjVt1tZiy2grKwIEDXZ2JXKOLytxWQZP9mGyMhuz3XPj+++9TDnyUcvnll+tN8gYBglApq9NfvXqTqVevj6NOjx7JV5Mrq60gyMXegw46yNGByCmWsM+qm22yP/UpQtnvubo5QW43lgXlUo0ZkdnA8xEBglBJp9Pv2XOGo07dun1id31p6bTlt5tvvtnVeci6F/Cf7Fe9r2X/55Kcskp2oT9f1xchQBAq6XT6MpW8rKCYWO+BBybpamm15SdZ01tPVXLccceFfk2JXJH9Kvs3cX/L/g9ybfV0tGnTxvGaKlSokLcDRgkQhEq6nf7QoXMd9eTiul6vPN22/JJszEc2ptyIMtm/ep9ne2xIIllpsWrVqo7X07FjR10tbxAgCJV0O/0dO2SKC+dcXDKlfKJ02/KDnJNPXDZZiiwljODJfk7c73IccnXNaezYsa5Ay+cvEQQIQiWTTn/y5EWu+h9/vHT34/qxIMm3zMROQ5ZE/eyzz3Q1BED2s+zvfPjWf9111zleh6yvns933xEgCJVMO/327Uc46rdq9ebu2X4zbcvW8uXLY+e5EzuOxo0b62oIkOzvxP0vx0OOSzZJUOgL6O3bt9fV8goBglDJtNOXdUr0NiNG/G9Usv57UGTK78ROQ4rM4Irskf2tj4Ecl2yaNGmS6zWMGZN64tB8QIAgVGw6/TvumODYpkmTAWbz5u1Wbdk4+uijHZ2GDHJD9unBhXJcsunGG290PL+sO5Tvd+ARIAgVm05/6dINsYWmErfr02eWVVuZkvv+9bfOfv366WrIAtnv+lhkayqRXbt2mUMOOcTx3FdffbWulncIEISKbaf/5JNTHdvVr/+qdVuZ6NChg6PTkGUENm7MfC14eCf7XfZ/4vGQ45MNyb5IyDxZ+Y4AQajYdvo//rjZnHNOkWt7m7bSJQsIVatWreC+dYaZ7P/E4yHHJxsLPd16662O591vv/1iM/bmOwIEoeKl0y8qmu3a3ratdCS753/ChAm6GrJI9r8+JnKcglarVi3Hc7Zq1UpXyUsECELFS6e/desO07TpQFcbNm2lo2vXro5Oo3r16nk7ZUVUyP6X45B4XOQ4BUlWO9Wh9cYbb+hqeYkAQah47fRHjixxtWHbVllq167t6DRat26tqyAH5DgkHhc5TkG66667HM9XsWLFgrkORoAgVLx2+jKIsE2boa52bNoqzfr1610TJ/bq1UtXQw7IcUg8LnKc5HgF5ZhjjnE832WXXaar5C0CBMgBucMmsdOQsmDBAl0NOSDHQR+boO6I+uKLL1zP1b9/f10tbxEgQA506dLF0WkcdthhugpySI5H4vGR4xWEBx54wPE8++yzT0GshR5HgAA5cNFFFzk6Dq5/5Bd9HUSOVxD+9Kc/OZ6nadOmukpeI0CAHNDTlzz44IO6CnJIjkfi8QliWpN58+Y5nkNKnz59dLW8RoAAWSbzG+m1r19//XVdDTkkxyPx+Mjx8nteqkcffdT1HGvWOBc1y3cECJBlc+fOdX3znDlzpq6GHJLjoY+RHDc/nXbaaY72zz//fF0l7xEgQJYNGzbM0XHIYkaFct9/VMjx0ItMyXHzy7fffutq/6WXXtLV8h4BAmRZz549HR2HLCKE/KMXd5Lj5pennnrK0baMNVmxYoWulvcIECDLnnzySUfnEcQFWninb3SQ4+aXs846y9F2/fr1dZWCQIAASfz881bTsePo2Aj0G28cbTZs8G9G1vvvv9/ReZxyyim6CvKAHJfE4yTHzQ/ff/+96/TVc889p6sVBAIESOLFFz91TGPSvfs0XcVa586dHZ0HKxDmJ71CoRw3Pzz//POOdiVMlixZoqsVBAIESOLxxz9yBIjM0rtrl65lp3379o4OJKhBavBGD/aU4+aHc88919HumWeeqasUDAIESOL99xe5JlOcM2eVrmbliiuucHQgLVu21FWQB+S4JB4nOW5erVq1yjWJ5hNPPKGrFQwCBEhiy5btpl69PoGcxuIXSGEI4hfIyy+/7GhTyjfffKOrFQwCBEiha9cJjgC55BJ/RotzDaQwBHENpFGjRo42Tz75ZF2loBAgQArjxn3jOo01b95qXS1j3IVVGPy+C2vt2rWmXLlyjjYffvhhXa2gECBACps2bTNnnfWKI0Dk7iyvGAdSGPweB1JUVORoT8pXX32lqxUUAgQoRefOYx0B0qLFEF0lY4xELwx+j0Rv1qyZo70//vGPukrBIUCAUowaVeI6jbVw4TpdLSPMhZX//J4La8OGDbHFohLbu++++3S1gkOAAKWQEeh16vR2BEjv3t5mzmU23vzn92y8gwYNcrX3+eef62oFhwAByiBTmSQGSJs2Q3WVjLAeSP7zez2QFi1aONoLy3UvAgQow7BhX7tOYy1ZskFXy4i+QMuKhPnFzxUJN23aZCpVquRor2vXrrpaQSJAgDKsW7fZnH56L0eAvPbabF0tI3qQGmui5xc/10QfOnSooy0p06dP19UKEgECpOGGG0Y6AuSqq+wvqIouXbo4OpTDDjtMV0EOyfFIPD5yvGy1adPGdax3+TWxWo4RIEAahgz50hEgtWu/bFas+FlXS9vw4cNd30oXLFigqyEH5DjoYyPHy8aWLVtMlSpVHG116tRJVytYBAiQhh9+2OQ6jTVw4Be6WtrWr1/vmlSvV69euhpyQI5D4nGR4yTHy8bIkSNdYfThhx/qagWLAAHSdM01IxwBcu21I3SVjNSuXdvRsXAdJD/o6x9ynGy1bdvW0VaNGjXMzp07dbWCRYAAaRowoNgRIPKLZPXqTbpa2uROnMTOpXr16qHqXAqR7H85DonHxfaOqW3btplq1ao52urYsaOuVtAIECBNy5b9FLv2kRgib7xhP7hs7Nixjs5FyoQJE3Q1ZJHsf31M5DjZGDdunKutiRMn6moFjQABMiB3XyUGSIcOI3WVtMkFVv0N9eqrr9bVkEWy/xOPhxwfOU42rr/+ekdbBx54oNmxY4euVtAIECADRUWzHQFyxhm9zfr1m3W1tHXo0MHRyVSuXJl5sXJE9rvs/8TjIcfHhgSFnozx2muv1dUKHgECZGDx4h8dASJl+PCvdbW0TZ061dHJSOnXr5+uhiyQ/a6PhRwfG5MmTXK19e677+pqBY8AATLUuvWbjgC56SZvHYOe1oQVCnNDr0DoZfqSm266ydHW/vvv72kurXxFgAAZevnlzxwBIrP1/vSTfefQrVs317fVMI0VKASyv/UxkONiQ0aZH3LIIY62rrrqKl0tFAgQIEPffLPWdRpr9Oj5ulrali9fbipUqODocBo3bqyrIUCyvxP3vxwPOS42Pv74Y1cY2Y5kz3cECGDhr38d4giQW28dp6tkRMYHJHY4spjRZ599pqshALKf9eJRXsZr3HbbbY625ML85s32N1rkMwIEsCBroycGSN26fWJrqNv67rvvTLly5Rwdz6WXXqqrIQCynxP3uxwHOR62jjjiCEd7f//733WV0CBAAAtff73adRpr3LhvdLWMtGvXztHxSAnbwLN8I/tX73M5Drbk14xub8iQIbpaaBAggKWLLx7kCJA77/Q2irykpMQ1weJxxx0Xyrt38oHsV9m/iftb9r8cB1t33XWXo72KFSuan3+2n7U53xEggKXnnvvEESD1679qtmzZrqtl5Oabb3Z9g/33v/+tq8EHsl/1vpb978Wxxx7raC/spyEJEMBScfFK12msSZMW6WoZ2bBhgznooIMcndC+++7r6Zw83GR/yn5N3M+y32X/25ozZ44rkPr376+rhQoBAliSReWaNBngCJD77ntfV8vYwIEDXR2RDHIL2zxKuSL7UQ8alCL73Qu9jnr58uWt1xEpFAQI4METT0x1BMi55xaZbdu8T8nesGFDVwd3zz336GqwIPtR71vZ316deOKJjjabNGmiq4QOAQJ4MHPmctdprI8+WqyrZWzevHmuUyx77rmnGT9+vK6KDMj+k/2YuF9lP8v+9kIuvOtQeuWVV3S10CFAAA927txlLrignyNAunWbrKtZ6du3r6tTkhlely1bpqsiDbLf9Ay5UmQ/e6UvyO+9995m9erVulroECCAR48+OsURIOed19fs2OH9NJZINjbklFNO8XSxN4pkf8l+0/vSy5iPRKeddpqj3fPOO09XCSUCBPBo2rSlrtNY06d/r6tZ2bRpkznhhBNcHZ+cs7dd6ChqZD8lu6Yk+1X2r1eLFi1yTYXy3//+V1cLJQIE8Eh+bTRs+JojQB57zL/ZdOfOnWuqVKni6gBbtGjBGuplkP0j+0nvO9mfsl/98PTTTzvalmssK1as0NVCiQABfPDgg5McAdKoUf/Y9RG/yJQb++yzj6sjlFXuCJHkZL/I/tH7TPajn1PE1K1b19F+/fr1dZXQIkAAH0yZsth1GmvWLH+/hb755puuqU6kyDdsTmc5yf5I9stD9p/sR7/IhXl9V9ezzz6rq4UWAQL4YOtWGZxW5AiQp56yWw61NHJuXXeKUs4991wurP8f2Q+yP/Q+kuL3tYkePXo42pdrIYsXe7+Nu1AQIIBP7rlnoiNALrpoYGy0ut8effRRV8co5eSTT478Lb7y/mU/6H0jRfab33RQnXHGGbpKqBEggE8mTvzWdRrryy9X6Wq+kG/SyU5nyTiHqA42lPedbJyH7Ce/f3mIVatWuY7B448/rquFGgEC+GTz5u2mXr0+jgDp3n2aruYbOZef7MK6nJOX6TqiMneWvE95v/pahBTZP35e80jUq1cv1/N98423NWEKDQEC+Khr1wmOAGne/HVdxVfvv/9+0lt8pciEgWGfxVfeX7KJEaXIfpH9E5QLL7zQ8Xxy6ixqCBDAR2PHLnCdxiopWaOr+UrGMyQbbCilUqVKsWk2tm2zX243H8n7kfcl70+/ZymyP/wa55HMunXrXEsQP/TQQ7pa6BEggI9kXfSzznrFESD//e8MXc13MqI62bQn8SILHQX5bTyb5H3ohZsSi+wHP0aYl+a1115zPW+QgZWvCBDAZ507j3UESNu2b+sqgZGJAfUsvolFVsibOXOm3qwgyOuW16/fU7zI+/ZjYsR0XHzxxY7nPv7443WVSCBAAJ+NGeM8jXXDDSN1lUDJ1OL69lJdGjdubD780L/pVoIkr1Ner34PiUXer5e1zDPx008/mQoVKjie/95779XVIoEAAXwmU5jImJDatV82zZoNNF9/nZtpvQcMGGBq1Kjh6mwTi0y70a9fv8BP+WRKXo+8Lnl9+jUnFnl/8j6z6fXXX3e9jtmzZ+tqkUCAAAGR0em59uOPP5qbb745tj6F7vQSi5z+ufrqq817771ndgUx+jEN8rzy/PI6SjsNJ0Xej7wveX/Z1rJlS8drOeqoo3SVyCBAgAiQ0ztycVnfOZSsVK9e3bRu3To2zmHBggW6KV9J+/I88nzyvPq16CKvX95Htk5XafLLSIdb165ddbXIIECACJFxEx07dnSdwy+tHHbYYaZVq1bmwQcfNIMHDzazZs0yP//8s266VFJftpPtpR1pT9rVz5WqyOuV153rcS1vvfWW67VNmxbcYNF8R4AAESTrVXTr1i12+kV3iOmWgw8+2NSqVcuceuqpsYvYsgpf27ZtY/+V/5e/y+NST2+bbpHXJ68zX9bXuPzyyx2v79BDD83ZKb98QIAAETd16lTToUMHU7VqVVcHnosir0Nej7yufCJTxOtR/7fccouuFikECIAY6SDHjh0bO6d/+umnJ51bKogizyPPJ88rz5+va5uMHDnS9dqnTJmiq0UKAQIgKVlXY8SIEaZz586mWbNm5phjjnF1oDZF2pH2pF1pv1DWMZHTc4nv46CDDor8apAECIC0yRxUX375pRk2bFhsOo9HHnkkdlH8tttui3Ww8SL/L3+Xx6We1JftCnVOru3bt5tq1ao5AuSf//ynrhY5BAjgMz2ZopQ2bYZarZGu20FuyFoj+peUjFmJOgIE8Jnu9ONl1KjMxy7oNpAbN9xwgyM8DjjggNivkqgjQACf6U4/Xpo2HZjx6HTdBrJPrnPoQY7XXHONrhZJBAjgM93pJ5aioszmTNLbI/smT57sOn01evRoXS2SCBDAZ7rTTywNGhSZ9es3601S0tsj+2666SZHePz2t7/99ZfkVl0tkggQwGe602/Y8DXH/z/xRPoD5HRbyC4ZZV6zZk1HgFx55ZW6WmQRIIDPdKc/YECx4//PPLO3Wbw4vVlkdVvIrk8++cR1+urtt7O3QFi+I0AAn+lOf9u2nebiiwc5/nb77eP1ZknptpBdXbp0cYRH5cqVzS+//KKrRRYBAvgsWac/dqxzlUIpxcUr1ZZuehtk1xFHHOEIkL///e+6SqQRIIDPknX6MmHrVVcNc/y9Xbvhaku3ZG0hO2QNdn36Sqajx/9HgAA+S9Xpz5y53PXYxInfJmzppusje+6++25HeMiaJJmugxJ2BAjgs9I6/U6dxjgeu/TS18327akn5CutLQTr2GOPdQRI8+bNdZXII0AAn5XW6S9cuM6cfnovx+ODB89x1ElUWlsIjkz8qE9f9evXT1eLPAIE8FlZnf4jj3zgePy88/qajRuTD0wrq61EP/20NXaa7LPPluVlmT79W/PJJ1+Zjz6aZaZM+cRMmjQpb4usu54YHuXLlzfr16/XuzzyCBDAZ2V1+qtXbzL16vVx1OnRY7quFlNWW3GzZ6+IjXLX9fOn9DTHH3+3OfzwK82BB9Y3lSod7vqGn8+lSZMmepfDECCA73TnmUzPnjMcderW7WNWrnRfoE2nLXHLLc5rK/lXCjtAunfvrnc5DAEC+E53nsls2rTNXHBBP0e9Bx6YpKul1Za46673XHXzqxR2gCxZskTvchgCBPCd7jxTGTp0rqOeXFwvKVnjqJNuW0uWbDCtWr3pqp8/pTADZI899jDXXnut3t34PwQI4DPdeaayY8dO06LFEEfdjh2d04Sn21aczPS7bNlPeVm+/36dWbp09a9ht8J8991Ss2jRorwvKB0BAvgsk05/8uRFrvoff7x09+P6MSCfECCAzzLt9Nu3H+GoL6ei4uunZ9oWkE0ECOCzTDv9OXNWubYZMWJe7DH9dyCfECCAz2w6/TvumODYpkmTAWbz5u1WbQHZQoAAPrPp9Jcu3RBbaCpxuz59Zlm1BWQLAQL4zLbTf/LJqY7t6td/1botIBsIEMBntp3+jz9uNuecU+Ta3qYtIBsIEMBnXjr9oqLZru1t2wKCRoAAPvPS6W/dusM0bTrQ1YZNW0DQCBDAZ147/ZEjS1xt2LYFBIkAAXzmtdOXQYRt2gx1tWPTFhAkAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAlf8HzBJma3P22OUAAAAASUVORK5CYII=)
PN: 3H31-1-Y3
CAS: 930111-04-9
Molecule Weight: 125.175
Formula: C6H11N3
PN: 3H30-1-W9
CAS: 499770-63-7
Molecule Weight: 125.175
Formula: C6H11N3
PN: 3H30-1-L6
CAS: 612511-81-6
Molecule Weight: 111.148
Formula: C5H9N3
PN: 3H30-1-V0
CAS: 423768-52-9
Molecule Weight: 125.175
Formula: C6H11N3
PN: 4H15-1-N1
CAS: 27258-33-9
Molecule Weight: 110.116
Formula: C5H6N2O
Boiling Point: 140 ℃
DOT/IATA/IMDG: UN 2735 - HC 8 - PG III
TSCA: Not listed on TSCA inventory
