| Product Number | 3H39-5-02 |
| Synonyms | 3-(Hydrazinomethyl)pyridine dihydrochloride |
| CAS | 6978-97-8 |
| MDL Number | MFCD10686872 |
| Molecular Formula | C6H11Cl2N3 |
| Molecular Weight | 196.08 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H39-5-02
CAS: 6978-97-8
Molecule Weight: 196.08
Formula: C6H11Cl2N3
PN: 3H30-1-9X
CAS: 771574-45-9
Molecule Weight: 122.171
Formula: C7H10N2
PN: 3H31-5-63
CAS: 128739-15-1
Molecule Weight: 195.09
Formula: C7H12Cl2N2
![3-[(Methylamino)methyl]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACwiAAAsIgE++RjVAAAByXpUWHRtb2xTb3VyY2UAAHicfZNtb+MgDID/isXnKyQhTbqq6VRtOumk7T7cdtJ9O1FCu0gBJkLf/v2Z9GVB2yVBsmX8GNuYxf1Rt7BXrmusqUhKEwLKSFs3ZluR36/fJzNyv1xIdEJH01Xkzfv3OWOHw4HKN6XF0RoqrSbn/fmxayKfA6fWbVmWJCn78/z00jOTxnReGKmQ6pp51xufrBS+z+I/RzAt3L4x7OzOtNufo/3NkrASeuxq8lHLA+6tEIVN0yrYWKeFh32WUFzJN9gqo5zwqob1Cc2c5lj7cvH8aOVOK+NRDREaKdoX73YSDdq2Su4wGCo/HiuiUwSEt3rlnDhB0IJZpCAyEBxEDmIKogBRgpiBuMPetioEfz29K8wQfsLD7Ucd25FVBNPDDy4ipZzz8ioyWhRlfhUXYwQQOGGMgqYFmnJaYOeB09kURUZ52kec5igmFwxlWQ7PC7tYGLtVtlysrakHKjR1RdYp6Uv+pTZddqmagHW1cjhIIUBwHQJZDIQejQM8BkJHx4E8BkL/b8DqK2AaA+G2xoEiBsLdjgNlDIRJGAdmMXCemzHg7lPRXwJscInsOsqofhpzNngDDF/+8h+XZT+y66X3qwAAQXBJREFUeF7t3Qm8TfX+//EiU5KESFIRGSIi0k2hCdEkfkk0KUUDupWuEkKTGyUy/JApKkO6XBKVJspQIpKxAZ2Q4Zij77/P+v/2eaz9Xfucs8/aa629htfz8fg87s35ftfZ55y9v++911rf7/cEBQCADSfo/wAAQDIIEACALQQIAMAWAgQAYAsBAgCwhQABANhCgAAAbCFAAAC2ECAAAFsIEACALQQIAMAWAgQAYAsBAgCwhQABANhCgAAAbCFAAAC2ECAAAFsIEACALQQIAMAWAgQAYAsBAgCwhQABANhCgAAAbCFAAAC2ECAAAFsIEACALQQIAMAWAgQAYAsBAgCwhQABANhCgAAAbCFAAAC2ECAAAFsIEACALQQIAMAWAgQAYAsBAgCwhQABANhCgAAAbCFAAAC2ECAAAFsIkBA6ePCgeu+991SPHj1UkyZN1LnnnqtOOeUUlT9/flWsWDFVoUIFVbduXdWpUyc1atQotXHjRv0QAJArAiREtmzZorp27WqExQknnJB0nXjiierKK69UEyZMUMeOHdMPG0fvmyqnjwfAO7xiQ0AG/eeee04VLlzYMiDntWrUqKHmzp2rf4ssevtUOX08AN7hFRtwe/fuVU2bNrUMxCVKlFC33367Gj9+vFq5cqXaunWrOnLkiNq/f79av369mj59urr//vuNdnrfnAbyZNsly+njAfAOr9gAy8zMVPXq1YsbgE8++WTVq1cvI1iSIddLhgwZokqWLJnUQO70gO/08QB4h1dsgLVq1Spu8D3zzDONTxt2ZGRkxB0vO04P+E4fD4B3eMUG1BtvvBE38J5xxhlq8+bNerM8+euvv1TPnj1zHMidHvCdPh4A7/CKDaA9e/ao008/PW7gldt2ndKvXz/9n7I4PeA7fTwA3uEVG0D9+/ePG3Rbt26tN3GN0wO+08cD4B1esQEjp5nOOeecuEH3k08+0Zu5xukB3+njAfAOr9iAWbZsWdyAe8EFF+hNXOX0gO/08QB4h1dswLz44otxA+6DDz6oN3GV0wO+08cD4B1esQHTtm3buAF37NixehNXOT3gO308AN7hFRswtWvXjhtwly9frjdxldMDvtPHA+AdXrEBU7p06bgBVxZQ9JI+4DtdAIKDV2zAFCpUKG7AlTkhXtIHfKcLQHDwig0YWXrdPODmtvy60/QB3+kCEBy8YgPGb59AUuX08QB4h1dswJQqVSpuwP3pp5/0Jq5yesB3+ngAvMMrNmD0u7BWrFihN3GV0wO+08cD4B1esQHTpk2buAF33LhxehNXOT3gO308AN7hFRswL7zwQtyAG4WZ6LKb4syZM9W//vUvdd1116maNWsae58ULFjQ2P/93HPPVTfddJMaMWKE2rdvn94dgEsSv2LhW0uXLo0bcKOwFpbeJqeSnRUnT56sHwKACxK/YuFbiVbjXbRokd7MNfqAnapkjqe3SaYGDx6sHwaAwxK/YuFrUdsPRE5R3X333Wr48OFGWK5bt07t3r1b/fnnn2rHjh3q008/VY899phxOit2nPz586tvv/1WPxQAByV+xcLXZPAsUaJE3MA7a9YsvZltQd2RcMOGDerss8/OOpaEDgD3pPaKRdrIu3HzwFumTBlH9kSXC9U5DeRODvjC6eO98847WceSU30A3JP6KxZpIYN9y5Yt4wZfuTPpu+++05smRU4F3XDDDbkO5E4P+E4fT2bmx44ls/YBuCf1VyzSJjMzU9WrVy9uAC5atKh65plnkr6d9dChQ+r111+3rPKbHacHfKePt3///qxjFS9eXP8yAAel/opFWu3du1c1adLEMhDLNZL27durCRMmGJ9Ktm/fro4ePaoOHDigNm7caMyrkDkkctur3jengTzZdsly+nhz5szJOlbjxo31LwNwUOqvWKSdrMjbt29fVbhwYcuAnNe68MIL1bx58/RvkUVvnyonj7dt2zZVpUqVrGNNnDhRbwLAQam9YuErmzZtMj5VyGksfWDOqWSJeHm3PmnSpFyXh9f7piqV4x0/fty4I+2rr75Sffr0ifs0ddtttxnXiQC4J2+vWATCwYMH1YwZM1S3bt3UlVdeadyNJKEicyNkroTc6lq3bl3VqVMnNXr06DztapjKgJ9IXo+nt9dLfs6nnnrKCBcA7sr9FQv4iB4Y5ipSpIh68cUX1R9//KF3A+ACAgSBoodGopJPIS+//LLeFYDDCBAElixlIp82ZIHJIUOGqDp16sQFyaOPPqp3AeAgAgShIRfNhw4dqvLly5cVIvPnz9ebAXAIAYLQefLJJ7MCpFWrVvqXATiEAEHoyETJWIDIDHsA7iBAEDqHDx/OCpACBQroXwbgEAIEofPDDz9kBUi5cuX0LwNwCAGC0OnevXtWgDRv3lz/MgCHECAIlWHDhsXdhTV+/Hi9CQCHECDwtUqVKhnre8mSK7J17ffff28smijL0Ms8kF27dmXNA5HlWWLBIXXJJZewpAngIgIEvmYOhLxU9erVjaAB4B4CBL6mB0NuVbBgQeMaiOyTAsBdBEiIHTlyRA0aNEg98MADasGCBfqXA+HXX39V06dPNyYHXnPNNapmzZrGnVWyXa1UqVKlVK1atdQdd9yhRo0axUKKgIcIkBC78847s96Zy4XlRYsW6U0AwDYCJMSKFSsWd3pHTu0AgFMIkBAz384qdf/99+tNAMA2AiTECBAAbiJAQowAAeAmAiTECBAAbiJAQowAAeAmAiTECBAAbiJAQowAAeAmAiTECBAAbiJAQowAAeAmAiTECBAAbiJAQowAAeAmAiTECBAAbiJAQowAAeAmAiTECBAAbiJAQowAAeAmAiTECBAAbiJAQowAAeAmAiTECBAAbiJAQowAAeAmAiTECBAAbiJAQowAAeAmAiTECBAAbiJAQowAAeAmAiTECBAAbiJAQowAAeAmAiTEChcurQoWLJlVXbp015sAgG0ESIideea1qkyZa7Lqn/8crDcBANsIkBCrXr2nqlr1yazq3Xu63gQAbCNAQuySS0apunVHZtWAAZ/qTQDANgIkxAgQAG4iQEKMAAHgJgIkxAgQAG4iQEKMAAHgJgIkxAgQAG4iQEKMAAHgJgIkxAgQAG4iQEKMAAHgJgIkxAgQAG4iQEKMAAHgJgIkxAgQAG4iQEKMAAHgJgIkxAgQAG4iQEKMAAHgJgIkxAgQAG4iQEKMAAHgJgIkxAgQAG4iQEKMAAHgJgIkxAgQAG4iQEKMAAHgJgIkxAgQAG4iQELs0ktHxwXICy98pjcBANsIkBDr3Pk/cQHy3/+u15sAgG0ESIht356pevT4QLVp844aOXKZ+usvvQUA2EeAAABsIUAAALYQIAAAWwgQAIAtBAgAwBYCBABgCwECALCFAAEA2EKAAABsIUAAALYQIA4zrz0llSo7x9P7SLVsOVkdOXJMb5oU/VgAIAgQhzk92No5nt4nVhMnrtSbJkU/DgAIAsRhTg+2do6n94lVkyZvqszMI3rzXOnHAQBBgDjM6cHWzvH0PuYaOvQrvXmu9GMAgCBAHOb0YGvneHofc1122RiVkbFf75Ij/RgAIAgQhzk92No5nt6nefNJcf/dr98ivUuO9OMBgCBAHOb0YGvneHqf995bG/ffslf6pk279W7Z0o8HAIIAcZjTg62d4+l9jh//y9iV0PxvslNhsvTjAYAgQBzm9GBr53iJ+nzyyWbLv3/77XatZ2J6PwAQBIjDnB5s7Rwvuz733DMr7t/lv5OR3fEARBsB4jCnB1s7x8uuj3zi0L8mn0xyo/cBAEGAOMzpwdbO8XLq0737vLivybURuUaSk5yOByC6CBCHOT3Y2jleTn02bvzDuAvL/HW5SysnOR0PQHQRIA7TB1unKxm59enb95O4r8s8kcOH/9SbZcnteACiiQBxmD7YOl3JyK2PzESXGenmNuPGfaM3y5Lb8QBEEwHiMH2wdbqSkUyfV19dEtemceNxau/ew3ozQzLHAxA9BIjDnB5s7RwvmT779h0xVuc1txs8eLHezJDM8QBEDwHiMKcHWzvHS7bP+PHfxrVr2PB/1fbtmXqzpI8HIFoIEIc5PdjaOV6yfWSHwhYtJse17d37Y71Z0scDEC0EiMOcHmztHC8vfWbN+iGurdziu379rrg2eTkegOggQBzm9GBr53h56ZNoocVHHpkb1yYvxwMQHQSIw5webO0cL699Fi3aYumzfPm2rK/rXwMAQYA4zOnB1s7x7PTp1Cl+ocWOHWdmfc3O8QCEHwHiMKcHWzvHs9Nn5crfLP0WLNhofE3/dwAQBIjDnB5s7RzPTh/x2GMfxPW7+eap6tix47aPByDcCBCHOT3Y2jmenT5i8+bdloUWp0373vbxAIQbAeIwpwdbO8ez0yfmuecWxfW99tqJKR0PQHgRIA5zerC1czw7fWJ+//2AZaFFvQBAECAOc3qwtXM8O33Mhg79ynKMVI4HIJwIEIc5PdjaOZ6dPmaZmdaFFlM5HoBwIkAc5vRga+d4dvroJk5caTlOMsf76y+ltm7dl+s2uQCCjwBxWF4G22TYOZ6dPjpZaPH66+MXWszteHL9pG3bd402zZpNNNbZIkiA8CJA4Jjnn//MEjZ33DFdffPNdr0pgBAgQOCYp55aYAmQWP3rXwsT7jUCILgIEDhmxYrtxqZUenjE6h//GKNGjlymDh/+U+8KIIAIEDhq3bqd6r773reEh7nk2sq8eev1rgAChgCBK+bP36hatkx8ET5W9947S61Zs0PvCiAgCBC4Ru7kGj16ubr88uxntsvaW337fqJ27TqodwfgcwQIXJeRsV89/fRCS3iY64orxqnx479VR48e17sD8CkCBJ6RPUc6dJhhCQ9z3XTTFGOHRAD+R4DAUzJT/f331yVc5ddcXbrMURs3/qF3B+AjBAjS4sCBo8aijTnd9lu//mj10ktfqL17D+vdAfgAAYK0+uWXvZadEPVq2nS8eued71kWBfAZAgS+8NVXv2ato5VdydelHQB/IEDgG/IJQz5pyCcOPTzMJZ9Y5JMLgPQiQOA7cs1Drn3INRA9PGIl107kGopcSwGQHgQIfEvuwpK7sfTwMNd110007uqSu7sAeIsAge/JvBCZH6KHh7lkfonMMwHgHQIEgSAz1GWmusxY18PDXDLjXWa+A3AfAYJAkTWzZO0sWUNLD49YydpbsgaXrMUFwD0ECAJJVvGV1Xz18DCXrAY8f/4GvSsAhxAgCDTZVyS7vdulatYcqG677d9q9eqNelcAKSJAEHiyw6HsdCg7HprDo06d19QFFzyuKlRop8qUuVI99FBP9fvvv+vdAdhEgCA0ZM912Xs9FiA1avRVFSvep8qWba6KF79QFShw2t//W1wNGjRIHT3K/BEgVQQIQuebb7ardu0mqSpVuqvy5duokiUvVUWKlFcnnHBCVlWpUkXNmTNH7wogDwgQhJIsi/L225+qCy9so4oVq6pOOqloXIDEqlmzZmrt2rV6dwBJIEAQavv27VdPPdVXFSxY0BIesSpQoIDq1q2b2r17t94dQA4IEETC+vXrVatWrSzhYa5SpUqpESNGqGPHmD8CJIMAQaTMnz9fVatWzRIe5qpVq5b6+OOP9a4ANAQIIufPP/9Ur732mjr99NMt4WGu1q1bq02bNundAfwfAgSRtXPnTtWlSxd10kknWcIjVoUKFVK9evVSmZmZencg8ggQRN6qVatU06ZNLeFhrnLlyqkJEyaov1g3HshCgAD/Z8aMGapixYqW8DBXgwYN1JIlS/SuQCQRIIDJkSNH1MCBA1WxYsUs4RGrE088UXXs2FFt3bpV7w5ECgECJLBt2zZ11113GWGhB0isTjnlFNW/f391+PBhvTsQCQQIkIOvv/5aNWzY0BIe5jrvvPPUtGnT9K5A6BEgQBImTpyoypePX09Lr8aNG6uVK1fqXYHQIkCAJO3fv18988wzqnDhwpbwiFX+/PlV586d1Y4dO/TuQOgQIEAebdmyRbVp08YSHuYqUaKEGjJkCMvGI9QIEMCmRYsWqdq1a1vCw1yVKlUy5o8AYUSAACk4fvy4GjVqlCpdurQlPMx10UUX6V2BwCNAAAfs2bNH9ejRw1gaXg+PWLGBFcKGAAEctG7dOtWiRQtLeEgNGzZMbw4EGgECuODZZ5+1BMjcuXP1ZkCgESCAC2bNmmUJkHnz5unNgEAjQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQAAXECCIAgIEcAEBgiggQACHbdmyRTVs2NASIFdeeaX65Zdf9OZAYBEggEMOHDigevfurYoUKWIJj1gVLVpU9evXTx06dEjvDgQOAQI4YPLkyerss8+2BEZ2dc4556i3335bPwwQKAQIkIKlS5eqf/zjH5aASLauuOIK9c033+iHBQKBAAFs2L59u7r77rtVvnz5LKEQKzldJae0evXqpU4++WTL12OVP39+1alTJ/X777/r3wbwNQIEyIMjR46oF154QZ166qmWIIjViSeeqDp06KB+/fXXrH4//fSTateunaWtuYoXL64GDRqkjh49avqOgH8RIECS3nvvPVWpUiXLwG+u+vXrq8WLF+tds3z22Weqbt26ln7mqlKlipozZ47eFfAdAgTIxerVq9XVV19tGejNdeaZZ6o333xT/fXXX3p3i+PHj6sxY8aoMmXKWI5jrmbNmqm1a9fq3QHfIECAbOzatUt17dpVnXTSSZbBPVaFChVS//rXv1RmZqbePVd79+5Vjz/+uCpYsKDluLEqUKCA6tatm9q9e7feHUg7AgTQ/Pnnn2ro0KHq9NNPtwzo5rrlllvUxo0b9e55tn79etWqVSvL8c1VqlQpNWLECHXs2DG9O5A2BAhg8uGHH6oaNWpYBnBz1axZU3300Ud615TNnz9fVatWzfL9zFWrVi318ccf612BtCBAgL9t2LBB3XjjjZYB21wlS5ZUw4cPd/VTgHz6ee2113L99NO6dWu1adMmvTvgKQIEkbZv3z715JNP5nod4pFHHlF//PGH3t01O3fuVF26dMn1+ovMMbFz/QVwAgGCSJK7pcaOHavKli1rGZjNde2116o1a9bo3T2zatUq1bRpU8vjMle5cuXUhAkTkroDDHASAYLI+fzzz1W9evUsA7G5KleurP7zn//oXdNmxowZqmLFipbHaa4GDRqoJUuW6F0B1xAgiIyff/5Z3X777ZaB11wyG/zll1/25WxwmQU/cOBAVaxYMcvjjpXMgu/YsaPaunWr3h1wHAGC0Dt48KDq27dvjutRyZpW9957r8rIyNC7+862bdvUXXfdZYSF/nPE6pRTTlH9+/dXhw8f1rsDjiFAEGpTp05VFSpUsAyw5mrUqJFavny53tX3vv7664QbV5nrvPPOU9OmTdO7Ao4gQBBKEggSDPqAai4JlilTpuhdA2fixImqfPnylp/PXI0bN1YrV67UuwIpIUAQKnIKSk5F5bTMupzK6tOnj3FqKyz279+vnnnmGVW4cGHLzxsrWTa+c+fOaseOHXp3wBYCBKEgF73l4rdcBNcHTnPJRXS5mB5Wsh97mzZtLD+3uUqUKKGGDBniyxsFECwECAJPbreV2271gdJcctuu3L4bFYsWLVK1a9e2/B7MVbVqVTVv3jy9K5A0AgSBJRP8ZKKfPjCaSyYKyoTBKE6yk2XjR40apUqXLm35vZjr+uuvV+vWrdO7A7kiQBA4sqSILC0iS4zog2GsZGkSWaJEliqJuj179qgePXrk+vt67LHHjLZAsggQBIYsYiiLGcqihvoAaC5ZFFGWSEc8+ZTRokULy+/LXPJpZfTo0canFyA3BAgCQZZPl2XU9QHPXLIMuyzHjpzNnTvXuP6h//7MVadOHeM6CpATAgS+Jhs2ycZN+gBnLln6XDaAkqXQkRy5A2vw4MHqtNNOs/w+zdW2bVvjzi4gEQIEviRLlMtWsbJkuT6oxUqWOpctZ2XrWdgjc0JkbojMEdF/v7EqUqSI6t27tzpw4IDeHRFHgMBX5G6pN998U5155pmWgcxcV111lVq9erXeHTZ9++23xmx1/fdsLpntPmnSJL0rIowAgW8sXrxY1a9f3zJwmatSpUrqvffe07vCIe+++66xfpb+ezfXZZddZqzDBRAgSLtff/1VdejQIcfVZU899VT1wgsvGEuaw12ygq+s5Csr+up/h1jJUjGyIvD27dv17ogQAgRpc+jQIfXcc8+pokWLWgYo80B19913M1Clgewpkluwy94kzz//PMEeUQQI0kJOlZx77rmWAclccqpk6dKleld4TE4tym6H+t/HXHJqcebMmXpXhBwBAk/Jxdorr7zSMgCZ6+yzz1aTJ0/WuyKN5OaG8ePHG/uv638vc3FzQ7QQIPCE3C56//33c7towMnt1b169cr19uouXbpwe3UEECBwlUxYe+WVV3KdsPY///M/TFgLkE2bNjHBEwQI3PPf//5XXXDBBZaBxVyyZMann36qd0VAyBIztWrVsvxdzVW9enWWmAkpAgSO++GHH1Tz5s0tA4m5zjjjjEAv2ier/C5btky99dZbxics2eFQdgSUW1ulWrZsaUzMi5UsmR772tNPP220//e//230lxsF9u7dq3+LwJBFLt944w1VqlQpy9/ZXDfccAOLXIYMAQLH7N69W3Xv3j3XZcP/+c9/BmbZcAkK2XRJdvCT8/pykTi3WfJ2S/YuadKkiXrwwQeNdarkE1yQgkWW2X/00Udz/fs/8cQTgfq5kD0CBCmTd6DJblz0448/6t19ReamLFy40LhQ3LBhQ+OCsP5zeFkyD0Zm5/fs2VN98MEHgbjBYO3ateq6666z/CzmKlOmjBozZkxgP4Hi/yNAkJJPPvkk8FunymmVAQMGqKZNmxp3gumP308l7+AbNWqknn32WfXdd9/pP4qvzJ49W1WpUsXyM5irbt26kdpqOGwIENiyefNm1aZNG8uAYK4SJUoYp378eBeOnG4bOXKkMVlRf9yp1sknn2xMkpS65JJLsv6//LveNtWS8JZrML/99pv+I/qC3IU3aNAgVbx4cctjN1e7du3Uzz//rHeHzxEgyJP9+/cbF4ELFy5sGQRiJXM9HnjgAbVz5069e1pJkM2ZM8fY4yKnx59TyfUPuQ4i10MkHOU6xYYNG4xAlTWkkiHtpL30k/6vvvqqsSz9Nddck+tEvexKTrXJboNTpkwxTsP5ze+//646deqU4zwgCVi5ueDgwYN6d/gUAYKkTZw4UZ111lmWF7655CKw306tSOjJu+C8XvyWdZ7kuo3cLSV3XHm1v7pM1lu+fLl67bXX1E033ZTru3e9pL1cM5FB229WrFihrrjiCstjNleFChWMIIT/ESDI1VdffWVcUNZf6OaqWLGimj59ut41reROn4EDB+Z6cT9W8qlEroPISrRffvmlcXOAH8gyInKr74svvqiaNWuW4+KT5pLrOXJXlKx27DdTp05V55xzjuUxm+vyyy83ghT+RYAgW9u2bVN33nlnjquxypLfcgE62dM3XpDbSeVUiFyD0R9vopJ5GmPHjjXe+QeBnKKSAVg+HSVzl5gsOyLLyMj2wH4ip6r69u2b47UhuQvt3nvvVRkZGXp3+AABAgtZmlveucspHP0FHSsJlY4dOxpLfvuFXLCVMJO9Q/THq5esHtuvX7/AL58iF89lzojM6Nd/Rr0kbO655x5jXTI/+eWXX1T79u0tj9dc8jd96aWXWDbeZwgQxJkxY4ZxOkp/AZvr0ksvVUuWLNG7ppXcTlytWjXLYzWXhJ6s3xTW20ZXrVpl7G+e00KHUrJG1YgRI3w3B+OLL75Q9erVszxec1WuXFm9//77elekCQECg1z4lvP/+gvWXHIBfcKECXrXtJJ303KaTX+s5pI7f2677TZjgI0C+VTYrVu3HE8NSckERbk5wE/kes+4ceOMWfn64zWX3LG2Zs0avTs8RoBEnNxqK0tn5HQuXS4uy627cjeTX8hAI2tpybtp/fHGSn4mOc0ma3NFkdyF9dRTT+V4Sk/CVW4hlnkxfiJ3vD355JPGxEn9McdKlkx55JFHjGteSA8CJKJkToTMP8jtQvOtt95qzFnwE7mgevXVV1seq7nkVJXfLhqni4SD3Nab02As80/kNKDfyFyZG2+80fJ4zVWyZEk1fPhw39w1FyUESATJmkq5XS+46KKL1Mcff6x3TTtZ+j2nyXYy41uW0ICVrFEld5zpv7NYyacR2aPeb9dGxIIFC1SNGjUsj9lcF154obGOGbxDgESILGQoy4zrLzxzyZLcssSH397NySkrmQeR3ak2OZ0h77KDsNhguk2aNCnHawxyfcGPS6PIp+bXX389x9OWUjfffDOfPj1CgESATKiTJdRzOoUhA7Asxe63c+FCznHnFHyyuOD333+vd0MOZDn9hx9+ONulRWTWvmwW5UeyVe5DDz2U7ZsJKbkTTa7/eLV6QFQRICEnM5Flsp/+AjOXzG7264Xm1atXG6el9McsJYOfTBj04ymXoJBTPtkt8SK/X/nU51fypiG3a2FyA4G8eYI7CJAQy22lWdluVhYX9CuZa5Ld6QrZ0ZBtUp0hp6tyGojlTYicQvSrWbNmqfPPP9/yuM0lt6jDeQRIiGW3BMlpp51mLBAoM7f9av78+dl+cpJTVn6aAR8G8ilOZuZnd0pLllv38/NFZqjLp6XsblmWnwvOI0BCTH8RSaDcd999vlyl1ezdd99NeL1GHr9sh+rH/UXCQu68y+4ut2uvvdb364XJp6m7777b8uZJ1tSC8wiQEJMXjflF1Lp1a72J78jWuIneBcsFU5mhDPfJ2lTVq1e3/A2kZIMsv78BEfpNFzIZFs4jQEJMDxBZkdXP5BZNfcCKvfhnzpypN4eL5E6n7K6hyRbFfluQUacvbyPLusB5BEiIBSlApk2bZnm8UrIisF9vJw07mVMjS8brfxMp+STi59NZBIg3CJAQ0wdkvwaIzC5PtMWsbAQlGykhfeR6kz4Yx0quifj1wrr+mAkQdxAgIRaEAJF7+ROtx1WmTBlj6Q2kn9zCK6v76n8jKbk7y4+3+BIg3iBAQszvASJbrcr+1/qgJLfvspWpv0hI6INyrGSeiN/oj5UAcQcBEmJ+DhBZYqJWrVqWwUiWVJk3b57eHD4gp7OyuybitxnrBIg3CJAQ83OAdOjQwTIIyb37b775pt4UPiIX1hs2bGj528mt135avZkA8QYBEmJ+DZDx48dbBiAp2Ycd/ie3+CZaWl3W1PLLKr4EiDcIkBDzY4CsW7cu4RIlMkMewSGTDRPNWJel4P2wuCUB4g0CJMT8FiCHDx9WF198sWXQkWshhw4d0pvD5+SUVaJVA2RTqnQjQLxBgISY3wJE7tbRB5uiRYtyu26AyQKM+t9UQiXd2+MSIN4gQELMTwEi2+jqC9xJjRkzRm+KAJHTVYmWgpfTW+ncnIwA8QYBEmJ+CRBZarty5cqWQUYmoSH45MJ5ok2punbtqjf1DAHiDQIkxPwSIHJ3lT64VKpUydhqF+Eg65Xp10Pkv9M1IZQA8QYBEmJ+CBC5W0euc+gBsmDBAr0pAk72WNf/zvXr10/LXVkEiDcIkBDzQ4C0bdvWMqjceuutejOEgHyiLFu2rOXvPWLECL2p6wgQbxAgIZbuAJHTGvpgIp9GfvrpJ70pQmLy5MmWv7nsa+/1JlQEiDcIkBBLZ4AcO3Ys4Wzl/v37600RMk2aNLH83e+99169masIEG8QICGWzgCZOnWqZRA5//zzjcmECLc1a9ZY9rSXLYk3btyoN3UNAeINAiTE0hkgderUsQTI7Nmz9WYIqSeffNLy9/fy+UeAeIMACbF0BYgsx64PHg0aNNCbIcRkEuGpp54a9xwoVKiQsQeMFwgQbxAgIZauAGncuLElQGbOnKk3Q8g99dRTlueBV5tPESDeIEBCLB0BsnjxYsugUa1aNV9uewp3yZ1XMnDrA3lGRobe1HEEiDcIkBBLR4DceOONlgBhk6joSrSXes+ePfVmjiNAvEGAhJjXASJ32ejfU/Y8P3r0qN4UESHXPOTah/k5Ubx4cXXw4EG9qaMIEG8QICGmD+ZuB4jsA2H+flKvvvqq3gwR07lzZ8vzYsqUKXozRxEg3iBAQszrAKlatWrc9ytSpAgLJkKtWrXKEiAtWrTQmzmKAPEGARJiXgbIsmXLLIOErIMFCH1ekEwsdHP/dALEGwRIiHkZIN27d7cEyKxZs/RmiKjBgwdbnh+vvPKK3swxBIg3CJAQ8ypAZN0rfUOhkiVLGhtJAUI+bcinDvNzpHbt2nozxxAg3iBAQsyrAJk/f37c95F64IEH9GaIuOuvv97yPPnuu+/0Zo4gQLxBgISYVwEiYaEPDJ999pneDBGXaIHNZ599Vm/mCALEGwRIiHkVIPrdV+XLl2fmOSwOHTpk2Z2yUaNGejNHECDeIEBCzIsA2b59uzrxxBPjvk/Hjh31ZoChWbNmcc8VWfb9wIEDerOUESDeIEBCzIsASXRaYuzYsXozwPDSSy9Zni8ffPCB3ixlBIg3CJAQK1y49N/v8EpmVZcu3fUmKUt0/cPLjYMQLEuXLrU8X2TvEKcRIN4gQEKsZMlLVIkSdbOqW7cBepOU6dc/ZO0rIDvHjx//+7lYIu45U79+fb1ZyggQbxAgIXb22a3VWWfdklVPPPGG3iQl27Zt4/oH8uymm26Ke87kz59f7dmzR2+WEgLEGwRIiFWt2kNVqdI9q5555h29SUqmTZsW9yKV4voHciMLbOrPm7lz5+rNUkKAeIMACbGLL35N1a79alY999xCvUlKBgwYYBkI1q5dqzcD4iRaN02WOnESAeINAiTELrlklKpbd2RWDRjwqd4kJfqLVJaqYO8P5CYzM9Ny6tPplQv05yYB4g4CJMTcDpCGDRvGvUjPP/98vQmQkEw2NT93GjdurDdJCQHiDQIkxNwOEFkw0fwidXuPB4THVVddFffcKVeunN4kJQSINwiQEHMzQHbu3Bn3ApWS/a+BZHTp0iXuuSOntJzcfIwA8QYBEmJuBsiXX35pCZDhw4frzYCEEt2JJZMMnUKAeIMACTE3A2T8+PGWAWDBggV6MyChefPmWZ4/kyZN0pvZRoB4gwAJMTcDZNCgQZYBYP369XozIKEffvjB8vxx8lZeAsQbBEiIuRkgffr0sQwAbu5xjXCRVQz050+/fv30ZrYRIN4gQELMzQB57LHHLAOAG8tyI5xkLoj+/Hn88cf1ZrYRIN4gQELMzQCRpeHNL1BZzwhIlmw4pm834ORkQgLEGwRIiLkZILfffnvcC7R48eJ6EyBHp556atxzqH379noT2wgQbxAgIeZmgLRq1SruBXrWWWfpTYAcyXPG/By64YYb9Ca2ESDeIEBCzM0AadKkSdwLVPYFAfLiggsuiHsOyXPKKQSINwiQEHMzQC699NK4F2idOnX0JkCO5Dljfg7Jc8opBIg3CJAQczNA+ASCVPEJJPgIkBBzM0C4BoJUcQ0k+AiQEHMzQLgLC6niLqzgI0BCzM0AYR4IUsE8kHAgQELMzQBhJjpSwUz0cCBAQszNAGEtLKSCtbDCgQAJMTcDhNV4kQpW4w0HAiTE3AyQRPuBfPjhh3ozIKG5c+danj/sBxI8BEiIuRkgixcvtgwAw4YN05sBCQ0ZMsTy/GFHwuAhQELMzQDZtWuXZQB49NFH9WZAQg8++GDcc0f2RN+3b5/ezDYCxBsESIi5GSCiVKlScS/S5s2b602AhPSVDJyeiEqAeIMACTG3A+Syyy6Le5FWqlRJbwIkpM9Cd3IZE0GAeIMACTG3A+Suu+6Ke5HKZMIjR47ozYA4cqpKTlmZnztySstJBIg3CJAQcztABg4cGPcilfr+++/1ZkCcr7/+2vK8kYvqTiJAvEGAhJjbATJjxgzLQDB69Gi9GRDnlVdesTxvPvjgA71ZSggQbxAgIeZ2gGRkZFhORcgii0BOWrZsGfecOemkkxy9A0sQIN4gQELM7QARNWrUiHuhlitXTm8CZPnzzz8tq/A2bNhQb5YyAsQbBEiIeREgXbt2jXuhSq1bt05vBhi+/PJLy/OlV69eerOUESDeIEBCzIsAmTZtmmVAGDlypN4MMPTv39/yfFm4cKHeLGUEiDcIkBDzIkB27NhhuQ5y22236c0AQ9OmTeOeK0WKFFGHDh3Sm6WMAPEGARJiXgSIqFmzZtyLtUyZMurYsWN6M0ScXCgvXLhw3HPlqquu0ps5ggDxBgESYl4FiKyBZX6xSjl9WyaCb+zYsZbnyYABA/RmjiBAvEGAhJhXAfLpp59aBoYOHTrozRBxjRs3jnuOyKnPH3/8UW/mCALEGwRIiHkVILK/9bnnnhv3gj3llFPU/v379aaIqM2bN1uulclaam4hQLxBgISYVwEi5FZM8wtWyskNghBssl2t/vwYMWKE3swxBIg3CJAQu+aaCXEBMmzY13oTx6xdu9YyQDRr1kxvhog6//zz454bcjF99+7dejPHECDeIEBCbMKElVnh0aTJm+qXX/bqTRxVr169uBetLFGxfft2vRki5vPPP7e8uWjbtq3ezFEEiDcIkJBbtSpDzZ27Xu3adVD/kuMSbVP69NNP680QMbfccovleTFnzhy9maMIEG8QIHDMb7/9pgoWLBj3wi1RooTjC+UhOFatWqXy5csX95yQ9dJkTSw3ESDeIEDgqHvuucfybvPFF1/UmyEiZFUC/fkwaNAgvZnjCBBvECBwlCykKDsTml+8ZcuWdWW5CvjbDz/8YHkulC5d2pPbuwkQbxAgcJxcINXfdQ4bNkxvhpDr2LGj5Xkgu1h6gQDxBgECx33zzTeWSWMy0dDt897wj40bNxp34ZmfA3I9bO9ed+8EjCFAvEGAwBUtWrSwvPt0et9r+FeiO6/69OmjN3MNAeINAgSu+OyzzywDiOxEx7yQ8Js9e3bCv/0ff/yhN3UNAeINAgSuSfQp5I477tCbIUQOHDhgWRdNyq1Vd7NDgHiDAIFrNmzYYNn/Qa6NfPLJJ3pThETPnj0t4VGtWjV15MgRvamrCBBvECABZF7fKlYtW07++0VqbxMn/VhO6t27t2VAufDCC7mgHkLff/+9ZSJput4wECDeIEACSB/wYzVx4kq9aVL04zjp4MGD6rzzzrOEyMsvv6w3RYAdP35cNWrUyPJ3loE8HQgQbxAgAaQP+LGSBRMzM/N+qkA/jtPef/99y8BSqFAhtWLFCr0pAqpv376Wv/Hpp5+ufv/9d72pJwgQbxAgAaQP+OYaOvQrvXmu9GO4oVWrVpYBpnLlyqyTFQIffvihZca51OjRo/WmniFAvEGABJA+4JvrssvGqIyMvC0VoR/DDVu2bFGnnXaaZZBp166d3hQBsnXrVnXGGWdY/q5XX321sVNluhAg3iBAAkgf8Js3nxT33/36LdK75Eg/nltmzJhhGWikRo0apTdFAMiNEImue8hquxkZGXpzTxEg3iBAAkgf8N97b23cf8tWtps2Jb/bm348Nz300EOWAadIkSLGst8IlieeeMLyt5TlSz791L2tk5NFgHiDAAkgfcA/fvwv1abNO3H/1qPHB3q3bOnHc9Phw4fVxRdfbBl4KlasaOwngmAYN26cZb0zKb8s3U+AeIMACaBEA/4nn2y2/Pu33ya3bIjez23r1683lrbQB586dep4ttge7Js5c6ZloUQpuVEindc9zAgQbxAgAZTdgH/PPbPi/l3+OxnZHc9NU6dOtQxAUk2bNjU+pcCfPvroI8vqAlKyfImXa13lhgDxBgESQNkN+PKJQ/+afDLJjd7HK7Jfuj4QSd16663GxDT4y9KlS1WxYsUsfy+Z77F69Wq9eVoRIN4gQAIopwG/e/d5cV+TayNyjSQnOR3Pbffdd59lQJJ68MEH9aZIo7Vr1xq7Cep/p6JFi6olS5bozdOOAPEGARJAOQ34Gzf+YdyFZf663KWVk5yO57Zjx46pm266yTIwSXXp0oVPIj6wbNkyVaZMGcvfR1YTmD9/vt7cFwgQbxAgAZTbgN+37ydxX5d5IocPZ794YW7Hc5vsl37FFVdYBigpOZ3FNZH0mTdvnjrllFMsfxeZef7uu+/qzX2DAPEGARJAuQ34MhNdZqSb24wb943eLEtux/PC7t27Va1atSwDlVSTJk24OysNxo8frwoUKGD5e0j5ffInAeINAiSAkhnwX311SVybxo3H/T0IJ34nn8zxvCC7FdasWdMyWEnJLb7ME/HOwIEDE87zkE8er7/+ut7cd26++ea4xy13jsF5BEgAJTPg79t3xFid19xu8ODFejNDMsfzyp49e7I9nVWpUiX13Xff6V3gIDmdmN2NDTIIT5s2Te/iK/JJ9fHHH1f58uWLe+zy33AeARJAyQ7448d/G9euYcP//ftdfqbeLOnjeUUGsewurMuyJ34/fRJUcqfVRRddZPmdS5UoUcIXS5RkR262GDNmTMKL/QSIewiQAEp2wJcdClu0mBzXtnfvj/VmSR/PS3J3VnbvhKVkFV+WgneODL5yS67+e5aqUKGCsdugX3322WcJl8cx1yWXXKJ3gwMIkADKy4A/a9YPcW3lFt/163fFtcnL8byW3WRDKdlPhE2pUiOnfCSM9d9trOSa1K+//qp384WffvpJ3XbbbZbHbC651bh9+/bcDu4SAiSA8jLgJ1po8ZFH5sa1ycvx0mHKlCkJ186KDRCyPS57rOfdwoULjUUs9d9prDp06KAyM62nPNPtwIED6tlnnzXurNIfc6zkYr98gk3XjohRQYAEUF4H/EWLtlj6LF++Levr+tf8SBZgzOk0xYUXXvj3z5m3fVCi6ueff/77TUUby+8wVjLvQ27h9aO33nrLOKWmP2ZzyU0Y33yT/W3rcA4BEkB2BvxOneIXWuzYcWbW1+wcLx1kQmGi/UTMdccddxi3A8PqyJEjqn///tle65CSkP7xxx/1rmkns+Evv/xyy+M1lyzo+Pbbb+td4SICJIDsDPgrV/5m6bdgwUbja/q/+9306dMTbo8bq+LFi6shQ4ZwWstk9uzZ6vzzz7f8rmIlcz4effRRI2T8ROb+3HPPPZbbcs0lgdivXz/j7j14iwAJILsD/mOPfRDX7+abp6pjx47bPl46yR7rLVu2tAwm5pJ3pMOGDYvsUiiyN4fs3dGgQQPL78ZccjPCBx98oHdPKwky2Zwqu2tfsZIL5L/88oveHR4hQALI7oC/efNuy0KL06Z9b/t4fvD++++r8847zzKwmEvmBshgFJXbfo8eParefPNNVa1aNcvvwlzyzn3AgAG++9Qxa9asHD8tScltuV9++aXeFR4jQAIolQH/uecWxfW99tqJKR3PD+TURe/evY07svSBxlwyGU5uCw7rkigSkHLq7uyzz7b87Hq1bdvWuJjuJzLX5JprrrE8VnOdeeaZxna6ftn5MOoIkABKZcD//fcDloUW9cqJvG4nT/5OdekyR40cucxYMsUvNmzYoJo3b24ZdPSS7VibNWumJk2aZNwSGmTy6UHesUsgyCx9/WfVq3r16saugn4iOxk+/PDDCbfJjZW8OejZs2dkPkUGBQESQHkZ8BMZOvQryzGSPd5bb62Ka3v11ePV9Olrct20yksyM7lFixaWQShRyWkcme8g1wBk9ntQyLIinTt3NnYD1H+mRFW7dm3jDiU//YzyWOQaVcmSJS2P11yyrI28OYD/ECABlJcBP5HMTOtCi8ker1u3uZb2Uu3aTYubW+IHMhdA3pnLpDJ9UEpUZ5xxhjGzeeTIkWrdunX64dJq06ZNauzYsapjx46qfPnylseeXTVu3FjNnRs/cdQPFixYYMzd0R+vueTrMtkR/kWABJA+eNsxceJKy3GSOd7o0cst7c31xBMfqq1b/XWaQcJAbgUtWLCgZZDKqcqVK2fc5TN69Gjj/LxcnPaC3H68Zs2arMDIbeKcXnJL7o033qgWL068+nI6ySeJ7BbKjJV8IpFPJn76tITECJAA0gdtO2Shxeuvj19oMZnjyW2/gwZ9Ybmby1yy6u/w4UvVwYP+mochF8/lInO9evUsg1ayJbe8yukxmTMh+2LIqS/5dLB58+ak11uSdtJeSraElcGyW7duf/89rldVqlRJuA9HMnXBBRcY8yHk8fiNXLuQaxg53egg10DkWohcE0EwECCwRRZk7Nz5P5bwMJdspTtnjv9mNQtZurxXr17qnHPOsQxkqZYsBSJzUKTq16+f9f+LFStmaZtqyV1J3bt3V0uXLtV/RF+Qu6XkrqmyZctaHru55O4rP6/4i8QIEKRk4cJN6oYbpljCw1x33/2eWr06Q+/qG7KGlnyiyG43RL9V1apV1QMPPGB8evHzaZ4vvpBPqpdYHr+5ZL6HzOVBMBEgSJmcDhszZoVq1GisJTxiVa/eSPXssx+rHTv8fdvszp07jV33unbtqmrUqGEZ8NJRscCQVYmDsM6XzAyXa0f6z2EumWH+0ksv+W4SI/KGAIFjJBwkJCQs9ACJlYSMhI2EThBkZGQYa2+98MIL6q677lINGzbM9bZTuyXHvfTSS9Wdd96pnn/+eSPIghAYMTKhU67B5LRYo6xpJTc0hHUyZ9QQIHCcnK66666ZlvAwl5z2ktNfQbVr1y61ZMkSNXHiRGOw79Onj3GRWEJGSi60yy20sZIJjrGvSTtpP3DgQKO/HEeOF2QyxyS360mymq6sqovwIEDgGrmALhfS9fAw1wMP/MeyQyKCQ+bayP4beliYS25Dln08ED4ECFwlt/LKLb1ya68eHrGqX3/03+/iP1N79rAcd1DITn+dOnXKcZKm7Bgon7QOHjyod0dIECDwhEwulEmGeniYS2bHT5myyphrAn+SyZSDBg0y9lzRA8Ncss+67FmOcCNA4Klly7Yay57o4WGuW299Wy1ezB4PfiObUslERz0szFW3bl1jLTJEAwECz8nCi7IA41VXjbeEh7lk3a2fftqjd4fHZNKlrF6sh4W5ZM+VMWPGJD0bH+FAgCBtZCn4f//7S9WgwWhLeMTq0ktHqyFDFqv9+5kv4LXdu3cbS6wUKFDAEhixkvXFHn/8cbV37169OyKAAEHabdmyWz388H8t4WGua66ZoN57b62vlo0PK5ndPmLECFWqVClLYJirVatWav369Xp3RAgBAt/4/POf1C23vG0JD3O1bz9drVgRnMl1QfPxxx+rWrVqWcLCXLJVriyjAhAg8JU//zyuJk1aqRo3HmcJD3M99dQCtX17pt4dNskKvq1bt7aEhblk86rXXnvNWG4eEAQIfGn37kOqf/9FOS4bL1vzyra6hw4xoNmVmZlprEqc2zLrXbp0MdYJA8wIEPjaunU71X33vW8JD3O1aDFZzZ69Su+KHMgy6+PHjzc2zdIDw1xNmzZVq1bxu0ViBAgC4cMPN6pWrd6yhIfURRf9W11wwT/VLbf0Ud9884PeFRpZe6tBgwaWsDBXpUqV1MyZM/WuQBwCBIEhK/jKlrqXXz7GFCAjVPXqz6qKFe9TZ555vTr99Lrq/vsfZbXXBLZu3WpskZvTjoey6ZUs8sgy60gGAYLAycjYr5555iNj2fhatV5UlSt3U2ef3VaVKnW5Klq0osqfv4ix34Qswc5AqNThw4dV//79jZ0S9cCIlYSKrBS8bds2vTuQLQIEgbVy5XbVtu1wde65d6uyZa9TxYvXUoUKxc9dkB3vZs2apXeNDNlT5LzzzrMEhrlkj5Ovv/5a7wrkigBBoMnF4Hfe+VhVr95SnXzyOSpfvsSzpq+++upI7bm9cqXcCt3Y8nswV/ny5Y39SAC7CBCEwv79B9TTT/fN9XbUhx56KPCbN+Vkx44dqnPnzjkus164cGH1zDPP/P072693B/KEAEGobNy4Ud18882WQdNcMiHu9ddfD9WEOFlmffDgwapEiRKWn9dcbdu2VVu2bNG7A7YQIAilhQsXqpo1a1oGUHPVqFFDLViwQO8aOPPmzVNVq1a1/Hzmql27tlq0aJHeFUgJAYLQkkUBhw8frkqWLGkZUM114403qg0bNujdfW/dunXq+uuvt/w85ipdurQaNWoUy6zDFQQIQu+PP/5QjzzySK7Lkj/55JNq3759enff2bNnj3rssceMx6z/HLGSn7VHjx5GW8AtBAgiY82aNeraa6+1DLbmKlu2rBo7dqxxd5ffyKeI0aNHG58q9MdtrhYtWhifTgC3ESCInPfff19VrlzZMvCaq169euqLL77Qu6aNXL+oU6eO5XGaS66DzJ07V+8KuIYAQSTJDPWXXnpJFS9e3DIQm6t9+/bql1/Stz+73DEld07pj8tcp512mnEHltyJBXiJAEGkZWRkqHvvvVfly5fPMjDH6uSTT1Z9+/ZVBw8e1Lu75sCBA6p3796qSJEilscTK5nrIXM+ZO4HkA4ECPC35ctlkcbLLYO0uc455xw1depUvavjJk2aZMwS17+/uWSWucw2B9KJAAFMpkyZoipUqGAZsM3VqFEjtWLFCr1rymQ9qssuu8zy/cwl61q9++67elcgLQgQQCOnqvr06WOcutIH8FjJKa9OnToZp8BStX37dmMl3JxOo8lKurKirqysC/gFAQJk4+eff1bt2rWzDObmkovwL7/8sq0L2HIh//nnnzf24NCPGytZZr1Dhw7GXh6A3xAgQC4+//xzVbduXcvgbq4qVaqo2bNn612zJbv9ya5/+nHMJbsGLl68WO8K+AYBAiRBJvGNGTNGlSlTxjLQm+u6665Ta9eu1btnkf3Fr7rqKks/c8k+5bJfuR8nMwJmBAiQB3v37lVPPPFErsuIPProo8YSKjGyhHyXLl2MJeX19rGSpeh79eqlMjMzTd8R8C8CBLBh/fr16oYbbrCEgLlKlSqlhg0bpoYMGWIsIa9/3VytW7dWmzZt0r8N4GsECJCCDz/8UFWvXt0SCMlWrVq11EcffaQfFggEAgRIkWxMNXTo0Fw/ZZhLPp288cYbxpLzQFARIIBD5DpH165dc7zOEbs+snv3br07EDgECOCw1atXqyuuuMISHnL3VU53aAFBQ4AALnnxxRfVGWecYdz6+8orr+hfBgKPAAEA2EKAAABsIUAAALYQIAAAWwgQAIAtBAgAwBYCBABgCwECALCFAAEA2EKAAABsIUAAALYQIAAAWwgQAIAtBAgAwBYCBABgCwECALCFAAEA2EKAAABsIUAAALYQIAAAWwgQAIAtBAgAwBYCBABgCwECALCFAAEA2EKAAABsIUAAALYQIAAAWwgQAIAtBAgAwBYCBABgCwECALCFAAEA2EKAAABsIUAAALYQIAAAWwgQAIAtBAgAwBYCBABgCwECALDl/wHNcyOjOKzrvwAAAABJRU5ErkJggg==)
PN: 3H31-1-P0
CAS: 20173-04-0
Molecule Weight: 122.171
Formula: C7H10N2
TSCA: Not listed on TSCA inventory
