![exo-8-Methyl-3-amino-azabicyclo[3.2.1]octane](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACNUAAAjVAFn8x+tAAACAXpUWHRtb2xTb3VyY2UAAHicnVTvb5swEP1XTv682MYmGKKQqmo1bVK7D0sn7dvkgJMiBbsy5Nd/v3NI01C2VKpAuuPx3jvfYTO92ddr2BrfVM7mJKKcgLGFKyu7ysmvp6+jlNzMpgWSkGibnDy37cuEsd1uR4tnU+u9s7RwNeneT/ZN1ePsJHV+xQTnEfv9+DA/akaVbVptC4Oqppo0R/DBFbo9ruI/JVit/bayrKOz2m87tz+Ch5vTfVOSt17u8N0tSmFZrQ0sna91C1vBKd78C6yMNV63poTFAWFJY+x9Nn28d8WmNrbFNDhUhV7PW78pEKjd2hQbNMPk+31O6oiAXjTz1njjcoIsgw66dfWt9/oAIQs8HYEWoCXoGPQYdAJagU5BZ6CjMPC1CRWfDi8Glw0/4O7iwiecksgJri9RHARNuIgxREmWAqdZMj6HEyhpoiIBMZUyi2FMU4WhAwkc0GrEaaySCDByzgVEVEnO0UUFOaJKITo6wnGIMlXqzH5TISyxY3ZueTZdOFtepFCVOVmEOSHlp1k24jQOAs6XxuOWCwaBeikQfYF8LwjMbuyzb5369DS0kgOr+HrtuC8In+y6YNwXJB8KkoHg092pgZW6XjvtC9IPBdlAkH12sWGvv/MK0LXqUTT4fP+WsIuNx14PKqaDQ8wuTjjD/9rsL5YShaTHnYH8AAAxGklEQVR4Xu3dC7yVU/7H8SHVUFS66OJS1MgwwjSJJpdS6J8RTQ2SGCpESuNW8irJjL9MCSlJpaILSv9kdNPopomudJk6HZmTVHJKpRvW3+8xe3ue9ezrb+999u3zfr3Wa8w5a+3TOWed57ufZ91+YQAAUPiF/QEAAGJBgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBEiGKiwsNCtWrLA/DAAZgwDJQF26dDG/+MUvnFKuXDlz7bXXmqeeesosWLDAHDhwwK4OAGlBgGSQb7/91nTo0CEYHqFKmTJlzIUXXmh69uxp3nzzTbNt2zb7ZQCgRBAgGUIeWZ1//vm+wIilnH766U7wvPDCC2blypXmhx9+sF8eAJKOAMkAc+bMMVWqVPEFQ/Xq1c2JJ57o+3i0csIJJ5iWLVuafv36mVmzZplvvvnG/pIAkDACJM2efvppc8wxx3gC4Oijj3aK+2Nyd/HQQw+Zpk2bmmOPPdYXGpHKUUcdZc477zzTrVs3M378eLN582b7nwEAcSNA0mT//v3mhhtu8F3sK1eubAYOHOj7eK9evYJtDx8+bJYuXWoGDx5s2rZta2rUqOGrH61Im+uvv955DXkteU0AiAcBkgYFBQWmQYMGvou63CXI3cGnn37q+fgvf/lL065dO/tlPKTdhAkTnLsMeR37DiZakbsaubuRu5y3337b7Nq1y/4SAOBBgJSw9957L+S4xk033eTclYi9e/eayy67zBnDmD9/vmrqrox7yPiHvIaMh8i4iP01o5X69eub2267zYwcOdIJNQBwI0BK0N/+9jdTqlQpz0Vaxj+eeeYZu2rSycwsmaElYyk333yzM3PLDoxopVKlSqZ169bmySefNO+//34w8ADkJwKkBOzbt895BGVfkGXm1dy5c+3qJUbWkLz11lvOmhJZWyJrTOx/Y6Qi4dewYUNz3333mcmTJ5uioiL7SwDIYQRIim3cuNGcc845vovvBRdcYD777DO7elrJozJZ7S6r3mX1uwzo2//uaOW0005zJgcMHTrULF++3Hz//ff2lwGQIwiQFJo5c6bz2Me+yHbs2NFZdZ4N1q9fb0aPHm06d+5szj77bN/3Eq2UL1/eNG/e3PTt29f5eezevdv+EgCyFAGSIk888UTI8Y4hQ4bYVbNKcXGxmTFjhundu7cz0C97ddmhEa2ce+65pmvXrmbs2LHOHRqA7ESAJJnMoJL1FfZFs1q1as7Ac645cuSI+eijj5xgbN++vTn55JN933u0UrVqVdOmTRszaNAgs2jRInPw4EH7ywDIQARIEm3YsMH8+te/9l0gZaD5888/t6urydhJJm9PsmXLFjNx4kTTvXt3Z6zHvhOLVsqWLWsuvvhiZ/Hk1KlTzY4dO+wvASADECBJIo91KlSo4LsY3nrrrap1HG4SGGPGjHHWZNSpU8d53ZKY+pssMgtNZpsNGDDAtGrVKuTPKVqpW7euueWWW8zw4cPNqlWr7C8BIA0IkATJ+or+/fv7Vn6XLl3aPP/883b1uMg4QSAw7CJ3Otls9erVZsSIEaZTp06mXr16vu8vWpEQuvrqq83jjz/ubEYpjw4BlCwCJAHyGEmmu9oXt5NOOsl88MEHdvW4ybtu+7XdRcYLcsXOnTvNtGnTzF/+8hfTpEkTZ/sW+/uNVOQxmWyHf++995rXX3/deYwGILUIEKV169Y5W33YF7JGjRolbUFds2bNfK8vA86yKFFWlCfr62QiGUhfvHix86juuuuucyYh2D+LaKVWrVrOz0oG+JctW+YM+ANIHgJEQTYbDLW31O23357UGUQyfuIOjHzfj2rTpk3m1VdfNXfeeWfIzSijleOOO85pJ8H84Ycf2i8PIE4ESBxkvOOxxx4LOd7x4osv2tUTxqK7yPbs2WPeffdd53dyxRVXOIsW7dAIV2RNjrQHoEeAxEguNrKRoH0hknM1Fi5caFdHGsi2KStWrDDPPfecufHGG51tVezfl7vIADwAPQIkBvLo6Fe/+pXvAnTRRReZrVu32tWRQeT3M2XKFNOjRw/fnmQyRpLMR45AviFAopDdao8//nhfeHTp0sUcOnTIro4MJyve3b9HmUoMQIcACUMeh/Tp08c5T9x9wZEtz1966SW7OrLExx9/7PmdyrkozM4CdAiQEGTDQFmkZt911KxZ0yxZssSujixj/25lZheA+BEgljVr1oRcwCeL2+QApkwid0myvuHpp592zjJHbGTSg/t3e9ZZZ3FuCaBAgLjIYGuoqaB33XWXOXz4sF29xLkDQ2aEudeiyNTizZs3200QhmxF7/4dy+8eQHwIEPPThfnhhx/2jXfIrrCjRo2yq5eogoKCkIERqjz66KN2c4Qxe/Zsz89OtkEBEJ+8D5Cvv/7aXHnllb6LsZxrsXTpUrt6iXv22Wd9/7ZwpWXLlnZzRCDbzrh/fu+8845dBUAEeR0gsi24zMKxL8SXXHKJ+fLLL+3qaSHnYdj/vkCRHXnvvvtuM3nyZM7MUJAtadw/TzmDBEDs8jZA5MCjUMex3nPPPRk1rVOmnRIYqSFb08jxuu7f/7x58+xqAMLIuwD57rvvzAMPPOALDtk+XA5tyjSyZTyBkTryRsLdD5o3b25XARBGXgXIV1995Wy6Z4fHKaec4pzrjfwjEyjsbWrYqReITd4EiGyyV7t2bV94yHRO3t3nt1deecXTJ6655hq7CoAQ8iJAJkyY4JwFYYeHbLCXSeMdSA9Z4+PeuVemc69cudKuBsCS0wEi4x3333+/LziOPfZYM27cOLs68pgc2OXuI+3bt7erALDkbIDIGduhjoSVd5rLly+3q+ecvXv3slV5HA4cOOCc7RLoJ3LG+vr16+1qAFxyMkBk6uupp57qCw+ZYSPBkoskMGbOnOnsiXXhhRc6J+69+OJwuxoiGDRokKe/yJHCAMLLuQCRnVXlEZUdHr169XIeaeWKUIFx9NGlf/zf403ZslV+/BmcbJo2bWM3QwTyM61cuXKwz8hRxYWFhXY1AP+VMwEig+Hdu3f3BYcMnr/22mt29awTS2CUL1/XVKhwjqlUqaGpUqWJqVatuVmzZpP9UohAjrl19x/ZSBNAaDkRINu3bzeXXnqpLzzq1KmTE7NpZK2CbOwYS2DUqPE/5owzbjDt2z9hhgyZZj77jCnK8ZCzYNybVsoC0y+++MKuBsDkQIDI9uayENAOjxYtWphdu3bZ1bNWvXqNYgqMDz/8tzl4kKnJiXjkkUc8fUkefwLwy+oAGT16tPMO0Q4PecyTS+MdolWrOwmMEiILS93rhmTPtFydfAEkIisDRMY7unXr5gsO+UOfNGmSXT0nDBs2ncAoQffdd5+nb3HWCuCXdQEi26w3bdrUFx5nnHGGWb16tV0dUCkqKnLGnQL9q2LFimb37t12NSCvZVWAyCZ3tWrV8oXHVVdd5RwMBSRTly5dPP1s4MCBdhUgr2VNgLz88sued4RSZM+i3r17O7OUgGST44RlunSgv1WtWtXs37/frgbkrYwPENnormvXrr67jvLly5s33njDrg4kVceOHT39bvDgwXYVIG9ldIDI/Hs5ZtQOj3r16plPPvnEro4wtm3ba2bM2GDGj19lfwpRrF271hx99NHBviePUNljDPhJxgbI4sWLTc2aNX3h0apVKwYzowgERv/+880f/vC6+e1vRzilUaORZscOHsHEq23btp4+OHw4e4wBIiMDZMSIEaZMmTKeP1oZ7+jbty/jHSGEC4xQZdSo3N+JONlkc07pf4G+KDsccI4MkGEBcujQIXPHHXf47jpka4mpU6fa1fNWPIFhl06d+DlqyJ2vu0+OHTvWrgLknYwJkK1bt5rGjRv7wuPMM890nkPDmOnTN8QdGFdcMdY8+OBsM2nSJ6aggKnOWosWLfL0y7POOou7YeS9jAiQBQsWmOrVq/vCQ86m3rNnj109b40du9IXEHYhMFLnsssu8/TPKVOm2FWAvJL2AJF9q+zgkFkv/fr1Mz/88INdPa+9994mAiONZs+e7emn559/vl0FyCtpDxB7M8QKFSqY6dOn29Xwo1WrviQw0kzOYnH31xkzZthVgLyR9gBxnx4o/8051OF9/z13ZOkmb27cASLrlIB8lfYAca/1aNiwof1pIKPIY9UGDRp4QmTevHl2NSAvpD1ATj755OAfojweADLdxIkTPQHSvHlzuwqQFwiQPCZzFI4cYSpqvGT6rkwvd4fIkiVL7GpAziNA8ogExtq1O824catMz57/MJdeOtpZW4L4yWmY7gBp3bq1XQXIeQRIDgsVGPY04Ntvf9tuhhjILtG1a9cO9l3Z6mTlypV2NSCnESA5JJbAsEvDhiNMYWGx/VKIwbBhwzx3Ie3bt7erADmNAMlimsBwl3btJpu//nWB2bRpl/3SiMGBAwdMjRo1gv1XFsAyDR35hADJMocOfZdwYMyaVWB27frWfmkoDBo0yHMX0qlTJ7sKkLMIkCxz8OAR57GTHQ6hCoGRevv27TOVK1cO9uHSpUubwsJCuxqQkwiQLNSixau+sCAw0mfAgAGeu5C77rrLrgLkJAIkC3Xs+BaBkUGKi4udPdwC/Vj2d5PjCYBcR4BkoTVrthMYGaZ3796eu5D777/frgLkHAIESIIdO3aY4447LtiXy5UrZ3bu3GlXA3IKAQIkSY8ePTx3IX369LGrADmFAIFj//7DZtGiz52z1qFTVFRkypYtG+zPFStWNLt377arATmDAMlTgcAYOnSpufXWqaZRo5HOwPxFF71siosP2NURo65du3ruQgYOHGhXAXIGAZInwgVGqDJhwmq7OWJUUFBgjjnmmGCfrlq16o8/+/12NSAnECA5Kp7AsEuHDm/aL4c4dOzY0XMX8ve//92uAuQEAiRHJBIY8tiqc+fpZvjwZWbZsq3OdinQW7t2rbMvVqBf16pVyxw8eNCuBmQ9AiRLERiZ7Y9//KPnLmT48OF2FSDrESBZasCAf/qCIVwhMEre8uXLnTNCAn27Tp065siRI3Y1IKsRIFlq5MiPfUFBYGSWVq1aee5Cxo4da1cBshoBkqVkvQaBkdkWLVrkCZD69es756kDuYIAyVJyCBSBkfkuv/xyT4hMnjzZrgJkLQIESKE5c+Z4AuS8884zP8hRkkAOIECAFGvcuLEnRGbMmGFXAbISAQKk2PTp0z0BctFFF9lVgKxEgAApJo+sGjRo4AmRuXPn2tWArEOAACVg0qRJngBp1qyZXQXIOgRIjrLXhjzxxD/tKhG52yJxMn33zDPP9ITI4sWL7WpQKqn+Hmu9cBJtn2kIkBxl/0HJVidbtsR+NkWudfRMMGbMGE+AtG7d2q4CpZLq77HWCyfR9pmGAMlR9h+UlEcemWNXCyvXOnomkK1MateuHezvstXJihUr7Gr4r8WL/2P++tcF5u673/kxbCeYbdv22lWC7L6eqv4ea71wEm2faQiQHGX/MUlp2HCE2bDhK7tqSLnW0TPFsGHDPHch7dq1s6vkvIMHj5iioj32h32eeWaxpx/GGyCp6O+x1gsn0faZhgDJUe6O+sADs4L/fe+9M+2qIeVaR88Usq17zZo1g31etn1ft26dXS0nPfroXHPVVeOcPtW+/RT70z7aAEllf4+1XjiJts80BEiOcnfUwsJi87vfvRT8/8uXb7Or++RaR88kzzzzjOcu5JZbbrGrZAU5UkDe4c+ZU2BWrIjep66/flKwT6UyQFLZ32OtF06i7TMNAZKj7I7av//84P+//fa3rdp+dnskz759+0yVKlWC/b506dJm8+bNdrWM9p//7PH0ETmXJpqSChCRqv4ea71wEm2faQiQHGV3VPnjk117Ax9buHCL1cLLbo/kGjBggOcu5M4777SrlKiioiIzceJE88QTTzhH8q5cudKu4pHpAZKq/h5rvXASbZ9pCJAcFaqjDhq0KPixG298w0Ta0y9UeyRPcXGxqVChQrDvly1b1mzdutWuVmKGDh3qCbT58+fbVTwyPUBEKvp7rPXCSbR9piFAclSojvr11wdM06avBD/+3nubXC28QrVHcvXu3dtz0e7Zs6ddRU0Or7rxxhvN7373O3PKKafYn/bJxQBJRX+PtV44ibbPNARIjgrXUYcNWxb8+HXXTTTffRf6gKNw7ZE8O3bsMOXKlQv2f/nvnTt32tU8pM3GjRvtD/tcddVVnteNJhcDRCS7v8daL5xE22caAiRHheuoe/ceMpdfPib4ubfeCj2FNFx7JJfcdbgv3H369LGrOJsxXnDBBeaEE05w6sSydoQA+Umy+7u7XqIlFxAgOSpSRx07dmXwc1dfPT7kiYaR2iN5ZPBaxj8CfwNlypQx27dv99SRfbTcF3cCxC9Sf01mf3fXS7TkAgIkR0XqqLISOLCgS8q4cavsKhHbI7luuukmz8W7Q4cOns8TID8VbYAks7+76yVacgEBkqOiddQ331wb/Hzz5mOdRWFu0dojeQiQ0JIVICJZ/T3WeuEk2j7TECA5KlpHlcHENm1eD9YZMeIjz+ejtUdy8AgrvGQGSLL6e6z1wkm0faYhQHJULB31H//YGKwj0x2Liw8EPxdLeySOQfTwkhkgIhn9PdZ64STaPtMQIDkqlo4qC6tkgVWgnvzBBsTSXuzYsd9s3LjL/jBiwDTeyJIdIMno77HWCydUe/m+3n13o7N1/W23TTPXXPOaadJklLn44lHOf8vmkLNmFfx4JxphJWSaECA5KlRHDeWDD7YE68nWD9u373M+Hkv7JUv+Yxo3HunUkdkt//u/i8zHH3+RkR09E7GQMLJkB4hIpL+LWOuFE6q9+2ORys03vxnTNvgliQDJUaE6ajh//vPbwboDBvx0FGgs7WV7bruTS2nR4lXnSNGlS4vMkSOhF27lO7YySU+ACG1/F7HWCydU+8D/79x5upk6dZ1zkqLMHNu375DzJs39723VaoLZs+eg6xXTiwDJUaE6ajhy1xCoK9tgSweOpf20aes89UIVWcTVr9/7zju/UPPv8xWbKaYvQLT9XcRaL5xQ7eXExfXrwz+6lAkAUifQbsiQJXaVtCFAclSojhqJHLwTqP/ww7Njbi/vkPr2nWcuuWS0p02oIgOXctcyd+5mc+DAEful8gbbuac3QIS2v8daLxxt+3XrdgbbyWyyTEGA5Kh4O6q8A5IjQKV+4H/jaX/48Pdm0aLPnXMYmjUb62kfqsgg4YMPznYGD+05+bmOA6XSHyDa/h5rvXC07eXuPdBOxm4yBQGSozQd1X4nFm/7ALnl/te/tponn1xgWrb8eQVwuCJ/ED16vGv+7/82ZNTz3VTgSNvUH2kbK01/j7VeONr2W7d+E2wnb9AyBQGSozQdVZ4Fu48Cjbd9KDJ1Up45y9kMMgBov7ZdLrxwpPO8VwYTd+361n65rDds2DDP3UcsazpyjQwQxzKbKNUBounvsdYLR9t+1KjlwXaxnvNeEgiQHKXtqDIrJZ4/qHitXr3dPPvsh+YPf/h5VXC4In/cd9wxxYwdO8d88YV3dXY2OnLkiKldu3awvx911FFmxYoVdjX81+LF/3HWRsgbitatJyQ9QES8/T3WeuFo2stUY/e5JvPmFdpV0oYAQdrI8/MXX1xm2rb9+dm4Xc4+u5+pVauNKVfudNOkSZMf72QGmcLCQvulssKYMWM8dx+tW7e2qwAeMvZxyy1Tg38PMtU30smKJY0AQUbYvLnYjBz5sWelsJR69XqYatUuN2XKnOi5+DZs2NCZcvrvf//bfqkSVVBQ8GMIvmj++Mc/mnPOOcdUr17dmVUlq79r1Kjh9Ok77rjDvPLKK6Zu3bqe72Hx4p9XQrs/rpFoe2QeWZD70EM/j9NcdtloZywkk6S9txEgsMnz8TFjVpiOHSea2rVvM5UqXWCOOqqU5yLpLnLh7tevn1mzZo39UinzySefOOMX8hjK/vfEUpo1a+Z5PffnNBJtj8widxmPP/7z4zXZ8UEmpmSatPc2AgSRFBXtNM8//4pp2rRpTBfrevXqOVuELFu2zH6ppHnuuefMMccc4/va8ZS5c+d6XtP9OY1E2yOzyAzGQHjINOOZM6Pvf5YOae9tBAhi9cUXXziPi+TdeywXcBmw7tWrl1m4cKH9Umrdu3f3fI1SpUo5j69Gjhzp3JXIZoeHDx82X331lTM997XXXjMtWrTw/dtskT4Xi0TbI3M89dRCz2Pc8eP9B2BlirT3NgIEGrJr7ahRo5xdZ+UMDfsCbZdatWqZe+65x7z//vvO+Roaw4cP97xmy5YtY9oZt3Hjxr5/jy3S52KRaHtkBpnu7g6PF174l10lo6S9txEgSNTu3bvNq6++atq0aWOOPfZY38XaLtWqVXMGtmfNmuXcLcRi/fr1noOfZO+q776LvrfXnDlzPF/7N7/5jfnTn/5kV/PU0Ui0PdJv8OAlnvCQO5FMl/beRoDobNq068d3xMvMsmVb2aTQRfaZkk0B5SLtPmsjXKlUqZLp1KmTmTFjhnNwUzhSJ9DmkksuiSk8xOWXX+75epMnT7arONx1NBJtj/SSvcTc4SEbkEbojhkj7b2NANGZMWNDsLPJViAyP5xA8Tpw4ICZOnWqs7use+v0cMU+izxAtlmXqblSRwbyZawjFosWLfK8fv369cM+PnPX00i0PdJH1kK5w+ORR+ZkzZk6ae9tBIiOrJlwdzp3IVD8Dh06ZN59913z5z//2bMTrrvIWEqouxBZwxGoI+MesWrVqpXn9eWQp3ASDYBE2yN97L/fWErgIKx0S3tvI0B0Qm3BEK4QKF7y+Emm0d51113OYr9A/5MxlFBkt9xAnSFDhtifDmn58uWeacd16tRxtjIJJ9EASLQ90sf+e42lECD/RYDoyFbasn26PDu99dapplGjn46WjaUQKD+TO44PP/zQTJs2LeyAeoMGDYJ99F//im1WjEztdV/UZQZXJIkGQKLtAY209zYCJDkIlNRx91FZixLN2rVrnW3aA21kCrFs4x6JOwASLUBJSXtvI0BSI5FA6dDhTfvl8pp7arAMzEcjg/buC/rf//53u4qPHQKJFKCkpL23ESAlI55AmTBhtd08r/3yl78M9tFodxKyuaJ7lXzVqlV//Nnvt6v52CGQSAFKStp7GwGSHuECRR5nFRdHf5edT+QRVKCPbtsW+ejWrl27ei7mAwcOtKuElGgAJNoe0Eh7byNAMkMgUGR9Cbzcg+iRNmksKiryrFavWLGis0o+FokGQKLtAY209zYCBJnOPabx7LPP2p8O6tGjh+dC3qdPH7tKWIkGQKLtAY209zYCBJnOvZBQNm8MRXbhPe6444L1ZBsV2fAxVokGQKT2suHj0KFDnRMQzzzzTFO+fHlnXOeMM85w1rgsWbLEbgLExN/bShgBEr81a7abXbu+tT+MFJGtTAID47I4UKbp2uQMEvdF/P7777erRBQpAGIRqb37c6GKfE+PPPKI3QyIyt/bShgBEr+OHd9yBrzbtZts/vrXBWbWrAICJcXcq9Flg0T3ZorFxcWevbbk3b2ETjzcF3SNSO3POussJ+BkKxc5Avjbb791xmuGDRtmjj/++GA7ObMdiIe/t5UwAiR+LVq86pt6S6Cklmzn7j53pFu3bsGNEQcMGOC5gMsWKeF8/fXX5oYbbrA/HDEAYqFtLwdhBdr99re/tT8NRBRfb0sBAiQ+Bw8ecY64tMMjVCFQkktOQ3RfqK+++mrnHPbKlSsHPya79hYWFtpNnQWIsp1JzZo1Q17ktQEQoG3/5ZdfBtvJgkkgHvH1thQgQOIj24yMG7fK9Oz5D3PppaN9oRGpECiJu/feez0Xa/eWJVLk7kI2Tdy1a5fZsGGDmTRpknP4lBxiFekiH+lzsdC2l6N3A+1OOeUU+9NARPH1thQgQPRk5/G1a3cmHChyOBViJ1N5YzmTPVKxRfpcLLTt5cz2QDtZBAnEI77elgIESPJoAkUehxUWFtsvhSjk0dX555/vC4ZIpVSpUubaa691DpqyuetpxNt++/btzjHAgcdvctSu3I0A8Yitt6UQAZI6sQTK7be/bTdDDGTr99q1a3su3Keffro56aSTnHEQWRMiZ41In+7cubNzmFSkC3S8AWCLtb27npS6deuaJ5980pmZBcQrcm8rAQRIyQkVKNOns3WJxujRoz0XYlmklw3sAJGBczlISw7YAuJFgOQxCZQjR0Kf0Y3wZPqurOh2X4izbTX3nj17zKxZs8zvf/9759/PYkJoECBAnCZOnOgJj+bNm9tVsobMGGvWrFnwe4l0bjtgS3uABObFS2nYsKH9aSCjyBG47t15pcybN8+ullUWLlwY/F5YTIh4pD1A3Ke9yX/Lil+E9v33P9gfQgmbPn26Jzwuvvhiu0rWkUWOge9HtmEBYpX2AHGf9iZF9hSSP1L4rVr1pbniirHmwQdnm0mTPjEFBV/bVZBi8pjV3V9nzJhhV8k633zzjefvD4hV2gPkoYce8vxBSpHVvf369XMeF+Bn7723yTcNl0ApObNnz/b0U1kHkgtmzpwZ/J4Yh0Q80h4gYsGCBaZ69eq+ILnmmmuc2SL4ydixK30BYhcCJXUuu+wyT/+cMmWKXSXryN/XueeeG/yehgwZYlcBwsqIABGy/XXjxo19ISLTJUOdv5CPZM3GH/7wui80IhUCJTlk9bi7X8oW6YHdeDNZ/fr1na3c58+f7xwstXfvXnPo0CGzefNmZydeWfwY+J5kEosskARilTEBIqRj33HHHb4QOeGEE8zUqVPt6nlr27a9ztnl/fvPjztQOnXi56jRqlUrT5/Mlumu9t9SuCJ3+7LVPBCPjAqQgBEjRnjOXpAiC5369u2bFe/6Slo8gTJq1HK7OaL4+OOPnf4X6It16tRx1k9kg02bNpkXXnjBWW1+9tlnmxNPPNHZCLJixYrmvPPOc3YK/uCDD+xmQEwyMkDE4sWLPWtEAkXeCe7evduuDpdwgdKo0UizY8d+uzqiaNu2racPyrkeADI4QMQXX3zhzLO3Q6RevXrmk08+sasjjECgjB+/yv4UopDxN/eZH7Vq1TIHDx60qwF5KaMDRMignpxTYIdI+fLlzRtvvGFXB5KqY8eOnn43ePBguwqQtzI+QAJefvllU7ZsWc8fszyXlhkmjIsgFQoKCjwHR1WtWtXs388jQCAgawJEfPjhh84jBPtu5KqrrmIGCZKuS5cunn42cOBAuwqQ17IqQMSXX35pmjZt6guRM844w6xevdquDqgUFRV57nhl1hKTNwCvrAsQIVMou3Xr5guRcuXKmUmTJtnVc8LIkf80L7ww3yxbtsUcOvSd/Wkk2X333efpW48++qhdBch7WRkgAXIqnL0ZoxTZX+u773LrInv99f1NnTp//vFO627zm988aDp1GkmgpMiOHTucI2ndb0x27txpVwPyXlYHiFi2bJk55ZRTfCHSokULs2vXLrt61mrQ4DpTrVpzU6PG/5iTT25rTj21A4GSInIyn7sv9erVy64CwORAgIjt27ebSy+91BcismJ45cqVdvWsI7PMKlY83ZQvX9dUqHCOqVSpoalSpUlMgbJlC5ML4lFcXOxsnRPoQ3KHK+uRAPjlRIAIGRfp3r27L0TkUcRrr71mV886sgneu+++++O748fM739/pTn++NoxBcqnn35uvxQiePzxxz3956677rKrAPivnAmQgFdffdVzymGgyGOIXBoXiSVQWrTg4hcP+ZlWrlw52GdKly5tCgsL7WoA/ivnAkTI5nennnqqL0SaN2+es4OhoQJl5MgJdjVEMGjQIE9/ufXWW+0qAFxyMkCEBEWzZs18IXLaaaeZ5ctzf0daCRT2bIqdnAteo0aNYD8pVaqUWb9+vV0NgEvOBoiQR1b333+/L0TkEde4cePs6shjsuW5u4+0b9/ergLAktMBEjBhwgTPvP5A6dGjR9ac64DUkQ075c400C9kj7VcmL0HpFpeBIhYsWKFqV27ti9E5JxrWTiG/PXKK694+oSczgcgurwJEPHVV1+ZK664whcishDxo48+sqsjD8gam1/96lee/iCbdgKILq8CRMi4yAMPPOALEVkwNmbMGLt62n3zzTdm8uTJ3CWlyMSJEz39QGbqAYhN3gVIgFw4ZI8jO0juueeejBoXkSnJgX/br3/9a3P33XcTKEnyww8/mHPPPdfz+583b55dDUAYeRsgYtWqVeb000/3hcgll1zibBufCaZOner79xEoyfH22297fp5yfDKA2OV1gAg5iOrKK6/0XZxPPvlks3TpUrt6iXv22Wd9/7ZwpWXLlnZzRNCoUSPPz++dd96xqwCIIO8DRMhA6sMPP+xM33RfUORAoVGjRtnVS5Qcq/r000+b1q1bezb5C1U4syJ2s2fP9vzszj//fLsKgCgIEJcpU6aY8uXL+y7MsqGerBVINwk62b4+VKAcffTRZvPmzXYThCHTt92/Y/ndA4gPAWJZs2aNqVu3ri9EmjRpYrZt22ZXTyt3oMghWojNwoULPb/bs846y/lZAogPARKCnAlx9dVX+0KkZs2aZsmSJXZ1ZBn7dys7OAOIHwEShrwj7dOnj29cpEyZMuall16yqyNLyLRo9+9UZuFl0rRtIJsQIFG89dZb5vjjj/fdjXTp0sUcOnTIro4M16ZNG8/vccSIEXYVADEiQGLw6aef+ra7kHLRRReZrVu32tWRQeT3IwPksnHmOeec4/n91apViy3vgQQQIDHas2ePM/PJDhE5Q0IGZZF+8thRNs187rnnzI033ujZYTdUkeNrAegRIHGQrS8ee+wxZ8qs+0IkR5+++OKLdvWE7d692/4QXCTU5RRG+Z3IJpmhpmCHK8ccc4zTHoAeAaIgW2CEWtR3++23J/WRiBypWrVqVdOuXTvnwCN5lJbPNm3a5MyYuvPOO02DBg18P/9oRc6EkXZyUiU77gKJI0CU1q1bZ+rXr++7SMn2GEVFRXZ1lVBH8roDJVlfJxNJEC9evNg888wz5rrrrjPVqlXz/SyiFRnjkJ/VkCFDnPUyzLYCkosASYBstX7ttdf6LlwnnXSS+eCDD+zqcQu1oNFdFi1aZDfJWnKG/bRp08xf/vIXZ9GmbK9vf7+RipxhLtuR3Hvvveb11183W7Zssb8EgCQjQBIk4yL9+/cPOS7y/PPP29Xj0rVrV1OnTh3fxVKK7MSbzVavXu1Moe3UqZOpV6+e7/uLVipUqOAsCJSB8Dlz5pi9e/faXwJAihEgSTJjxgznomZf6GQc48CBA3b1uHz22WfOYVe33XZbMFDk0U622Ldvn5k7d64ZMGCAadWqVcifU7Qid2O33HKLGT58uLMNP4D0I0CSaMOGDc6dgX3xa9iwofn888/t6moSKPL4LFPJ4yM5sKt79+7mggsucB4v2T+TSEV2QZazOXr16uWch8JZJ0BmIkCSTB6lXH/99b6LogwCv//++3b1rCcD03KevAxUt2/f3jlHxf7eoxWZGCArxAcNGuSM6yRzJhuA1CFAUuSJJ57wvfOWtQdyoc1mstGkPK7r3bu3syV6qGOBoxU5RlbGd8aOHWs2btxofwkAWYIASaGZM2eaSpUq+S6gHTt2NN9++61dPSOtX7/ejB492nTu3NmcffbZvu8lWpHFfc2bNzd9+/Z1fh4sjgRyBwGSYvIO296DSYqMDchYRiaRwf4FCxaYp556ypmeXLlyZd+/O1qR7UNuuOEGM3ToULN8+XLO2QByGAFSAmQWkixosy+2VapUcWYnpYsckCW7Dffs2dNceOGFzlb19r8xUpFHcjJB4L777jOTJ0/O6YWNAPwIkBL0t7/9LeS4SElMyZX1KitXrnRWsN98883OORh2IEQr8jhONpR88sknnQkB+/fvt78MgDxCgJSw9957z5x44om+i/NNN90UvCDLTC4ZoO7Xr5+ZP3++ah2JTPOdNWuW8xotW7YMuXdXtCJbtcjak5EjR+b9PlwA/AiQNCgoKAi5GeB5551nNm/e7Fys3R+XbT3kEVgk0m7ChAmmW7duzuvYK+OjlWOPPdY0bdrUOVtdNovctWuX/SUAwIMASRO525DBZvtCLgPXAwcO9H1cFtUFHD582CxdutQMHjzYtG3b1jmTxK4frUgbWa8iryGvJa8JAPEgQNLs6aefdsZB3Bd3uXuw7yBk7ELuDuQuQe4W7ECIVOQMcLkrkbuT8ePHO3crAJAoAiQDyGaAMiPLvvBXr1495HhJtCLjHTLuIeMfMg6SydueAMheBEiGKCwsdLYjt8MgliIzqjp06ODcpchMK5lxBQCpRoBkEFmdLkFgB4S7yFoNWbMhazfefPNNZy0HAKQDAZKBunTpEgwM2WtKVoXL6nBZJa6Z0gsAqUCAZCh5pLVixQr7wwCQMQgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAAJX/B9rjOLhYNZz/AAAAAElFTkSuQmCC)
| Product Number | 3H30-1-DR |
| Purity | 97.0 % |
| CAS | 81487-04-9 |
| MDL Number | MFCD00673132 |
| Molecular Formula | C8H16N2 |
| Molecular Weight | 140.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory