| Product Number | 4H23-1-2F |
| Purity | 97 % |
| CAS | 397328-86-8 |
| MDL Number | MFCD08435918 |
| Molecular Formula | C12H12N2O2 |
| Molecular Weight | 216.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H23-1-2F
CAS: 397328-86-8
Molecule Weight: 216.24
Formula: C12H12N2O2
PN: 4H21-1-1Y
CAS: 160388-53-4
Molecule Weight: 202.213
Formula: C11H10N2O2
PN: 4H15-1-9G
CAS: 887922-90-9
Molecule Weight: 186.214
Formula: C11H10N2O
![Methyl 4-[(3,5-dimethyl-1H-pyrazol-1-yl)methyl]benzoate](data:image/png;base64,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)
PN: 4H23-1-AJ
CAS: 957010-45-6
Molecule Weight: 244.294
Formula: C14H16N2O2
![1-[4-(Aminomethyl)benzyl]-1H-pyrazole hydrochloride, tech](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABGGAAARhgGTGICRAAACMnpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfF78TIAqpolaTJrX9sHbSvk0OOCkS4ApoXv79zrA0ockILzr7fM/Zvjt7frcvC9jausldlRBBOQFbpS7Lq01Cfr1+n0TkbjFP0QgNqyYhb237PmNst9vR9M2WZu8qmrqS9OOzfZMPbHaKunrDJOeC/X56fOmYSV41ralSi1STz5pO+ehS03ar+M8UrDT1Nq9Yb87Kett7+yO5/zjdNxk57eUex5aIwjovLKxdXZoWtpJT/Pg32NjK1qa1GawOqFZU494X86cHl36Utmqx6T3kqSle2vojRUXpCpt+oDNs/HhISCkQMK0rl3VtDuBbXm0EGAlGgdFgAjBTMCGYCEwMRnD8cVyggUALgSYiwJgX1k/6eni3uPICnuH+7H0+lxgzmRDcAz6gqfYioKFSIYSUT0MNESpxohiVOjwKgbmdRvokJVVCK9+PlO9jYGKUMY2kDI4+eo8EDqcpJZWRjEFRHqC42uM01CgmSMhQwETQYOqlpDqUCiaKxirkJ3nU/7PvcYwt+wzuYr5yVXbWhDxLyEqQLuo/7brBBXZRJ+DqzNZYy96BNz0H5BDwORoH1BDwGf0EltcAPQR8/seBYAj4ahkHpkPA19b4HsIh4CtxHIiGQFe342uKh0Rf5uOIdzlgumNxg/mS8P4Y3WDk5W5uIeoixELfQL7k/XiwR5ngoriuI+ys+NnxFsLmxQ3Fzq4vhpf24i86prYaXWZNgQAAK79JREFUeF7t3Qu8jNX+x/FKIlKEbg66SJEuLpE/6iRdJCeXKJRUUikJ5XBQqkOlOkqp3C+bolAcKpVCKIddoVyLUu73+0asv9/SM7a1Z2bP/PbM7Ll83q/XvDr2WvPM88x5vdZ31rOetdYJBgAAhRPcPwAAEAoCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQI8Jcvv/zSdO3a1Rw4cMAtgh9Tp0413bp1MwcPHnSLkCIIEKS8LVu2mEcffdScdNJJ5oQTTjBlypQxH3/8sVsNf9m0aZN56KGHzIknnmi/r0svvdR89tlnbjWkAAIEKUt+Ob/xxhvmzDPPtA3hOeecY6pXr27/t7xuvfVWs3TpUvdtKUt6Zn379jWFCxe238+5555rrrnmGt/39Y9//MOsWLHCfRuSGAGClPT555+b8uXL24YvX7589lbMrl27bNnMmTNNxYoVbVnevHlNx44dzfbt250jpJZPPvnE9jTkOzn11FPN008/bfbs2WPLvvrqK3PFFVfYslNOOcV07tzZ7NixwzkCkhEBgpQiv5Dll7L3q7lRo0Zm5cqVbjVz6NAhM2jQIHPWWWfZesWLFzcDBw60f08ly5Ytsz0x7/tq2rSp+fXXX91q5s8//zTvvPOOKVasmK139tlnmyFDhqTc95VqCBCkBPlFLL+M5ReyNHDyi1kGzbMjPY8nn3zS976rrrrKTJ8+3a2WdOS6peclPTC5bumRzZgxw62WxbZt28wTTzzhe1/lypXN119/7VZDkiBAkNTkF7D8EpZfxNKgyS/kt99+2/5iDsfy5ctNvXr1fL/EmzRpYlatWuVWS3jyfUlPS3pcXs9LemLh9iSWLFlibr75Zt/31axZM7N69Wq3GhIcAYKkNWvWLPsLWBow+UXcvn17+ws5Jz799FPfWED+/PlNjx49zO7du91qCUl6GNLDkmuTHlenTp1yPPYzefJkU7ZsWXvMAgUKmJ49e5q9e/e61ZCgCBAknTVrNpuWLR/x/fqVX8LyizhS5Omt1157zRQpUsQev0SJEiYtLc2tljBkTEN6VN73JT0tGfuIFHl665VXXjFnnHGGPX6pUqXMu+++61ZDAiJAkDQyMg6aAQPmm0qV/m2KF7/W/vKVX8DRsnnzZvPwww+bPHny2IZRHgGeO3euWy1uSc9JelDSk5Lzl56V9LCiZePGjaZ169a+76tmzZomPT3drYYEQoAgKUyd+vORX86jTeXKA8x11w0zgwZNPfLLNzYzpBcuXGiuv/562yjK5Lp7773XrF271q0WV6TH9Le//c2es/SkpEcVqxnl3333nbn22mvtZ8vkzfvvv99s2LDBrYYEQIAgoS1Zssk88MBEGxxXXz3QPP/8DLN16z63WkyMHz/eXHjhhbZhLFSokOndu7fZv3+/Wy1X/e9///NNlpSegPSgpCeVG8aOHWtKly5tz+X00083ffr0ibvvC8ERIEhIW7bsNc89N8OGhoTHgw9OMkuXbnKrxVxGRobp1auXOe2002zDKIEyYcIEt1rMSY+oVatWvuVHpMe0YMECt1rM7du378j/j8+ZggUL2vO6+OKLzaRJk9xqiFMECBLKgQOHzIgRP9jbVBIct9022t6+ijdr1qwxLVu29DXYtWvXNosWLXKrRZ38opeekPSI5DwuuOACM27cOLdarvv9999NixYt7DnK68YbbzSLFy92qyHOECBIGDNm/GoaNhxjg6NmzSFm4MB0O3Aez7799lvfelEnn3yyeeSRR2J2y0h6Pt4tNekR/fvf/7Y9pHg2e/bsI73Kq33fV7t27czWrVvdaogTBAji3sqV28yjj06xwSGv7t2nmQ0bEmvuxciRI+3jvt6g9euvvx61QWvp6UiPRz5LekDSE5IeUSTIcWTtq4kTJ5rhw4f7XvJv+XskPufw4cNm2LBhdnFLuYaiRYua/v37hz35E9FHgCBu7diRYV5+ebapVm2QDY577plgFixY71ZLGPLYbPfu3X2PzZYrV87uqREp0rNp27at/eUux5eej/SAtGRxySlTptgJhZUqVfKN62T3knpSX94n7/cWqQzXzp07TZcuXexil3LcChUqmGnTprnVkIsIEATk/eL3J1iZP1798eOz3tf2d6zJk5cd+RU9wv79ppvSzKRJy478Mj2uSsKSJVDuuOMOX4Nbv359u1SKlvRk+vXr51uWXno60uPRkF/5shfKXXfdZVfdzRwMJUuWtJMy5baSzCiXl/Q+vP8tf5dyqZf5fXIcOZ4cV9OL+Pnnn02DBg18x2vYsKH55Zdf3GrIBQQIAvLXsHuClfnj1a9bd5TZv//4RsQ91qFDh0316oPtq1+/uWbPnuTcIVBu+Vx55ZW2UZSlQ5566qmwl0GXjZykJyPHkJ5N5mXpwyGD7bIG1kUXXeRrqGW/D3nM94MPPgh73Ebqy/vk/XIc75hyfPkczeO6X3zxhe2FyHGkVyK7R0ovBbmHAEFAbsOeWbAyf7z68kpLO/7xUX/H+vnnLWbduvAbwkQjv8gHDBjgWwZdlo8fPHhwtosXyrL00nPxGubGjRv7XZY+FDIfw+s1yNwQ6R3J/h+a3oI/chw5nhzXm4UunyefGy45loyHyLiIF3LSC5JxE8QeAYKA/DXsnmBl/nj1GzUaa264YcRxvYpwj5WMZJHHDh06+JZBlzEEf8ugSw9FeiqZl6WXnoyG3AaSx2W94JB5ItHegVGOL5/jBYl8vuZ2lGxDLLfMvPEeeXJrzpw5bjVEGQGCgII17MHK/PHqT5++yv5X1qxyy3C0gb3lllt8PQsZO/jtt9/8LksvGzhpewlye8lb3LBatWoxX5NKPk8+Vz5fzkPOR+Onn34yderU8X1fd999t51TgtggQBCQ17AHe4Uqc32ZNV6r1lCzffvRJUfCPVYqkKeXLrnkEtsoyv1+b+Vf6aHIhk3aZekliGRZe+9Yr776ara3y6JFPlc+3+t1yXlpz0UeIy5Tpow9jgzaN2/e3K2CKCBAEFCwhj1YmT+Z6y9evMlUqTLA9O37TZYyHCPLoEsDKwsOSsNYq1atHC1LL5MIvWXbZQ2qeFk5WM7DWxNLzk872VEG5l966SVfIPnbeheRRYAgoGANe7Ayf9z6MhlQnrKSCYFuGY7n3dLKyaO+0ijfdNNN9jjy5Ne6devcKrlKzsd7Ik3OUxsiwhvXIUCijwBBQMEa9mBl/rj15QkrCZBevWZmKcPxGjVqlKMAkdtCXs9D9uDI6S6D0SLnJefn9US0t7Nuu+02AiRGCBAEFKxhd8vmzVtjHntsirn22mHm5pvT7Eq53hiHv/pC5nhUrXp0lrlbhmNyGiAyZiLvl+1q4zU8PHJ+3ra6ct4aBEjsECAIKFjD7pa1bj3RLna4bds+u9S69Czat/8kYH2xe/d+U6fO0dnmbhmOyUmAyNNN3phHvN22CkTO0xsT0TydRYDEDgGCgII17MHKhMzzkN6IJ1D9sWN/DFiGo7QBIvMr5BFZmTOSkzWxcoOcr5y3nH+480QIkNghQBAVMt9DeiXIOW2AeIPJ8iRXIpLzlvOX6wgHARI7BAgiTnYGlDWvli0Lb/0k+KcJEFkmRN4jk/W0g9G5Tc7bm2wYzrInBEjsECCIqPnz19jwSE9f6xZBKdwAkfkQstaULBcS6xnmkSbnL9ch1xPqAowESOwQIIgY2Vr2llvSzI8/bnCLkAPhBoisdiv1Zc2pZCDXIdcj1xUKAiR2CBBExKhRC0y9eqPt7oGIrHACRNbGkiXT5Vd7tBdGjBW5Drkeua5Q1v4iQGKHAEFEeE9Sua9k3csjlsIJENm0SerK0unJxNuAS64vOwRI7BAgQJwLJ0Bk9V6pK/tvJBO5Hrkuub7sECCxQ4AAcS7UAJGdCGUlWtlkKZRbPYlErkeuS64vux0XCZDYIUCAOBdqgMgS8FLvkUcecYuSglyXXJ9cZzAESOwQIECcCzVAOnXqZOtplv9IBN6yLHKdwRAgsUOAAHEu1ACRbV1PPPFEs2nTJrcoKch1yfXJdQZDgMQOAQLEuVAC5PDhw+a0004zpUqVcouSilyfXKdcbyAESOwQIECcCyVAZB9wqRPuulGJxlvfK9i+5wRI7BAgQJwLJUCmT59u67Rt29YtSipyfXKdcr2BECCxQ4AAcS6UAPnoo49snR49erhFSUWuT65TrjcQAiR2CBAgzoUSIGlpabbOSy+95BYlFbk+uU653kAIkNghQIA4F0qADBgwwNZ544033KKkItcn1ynXGwgBEjsECBDnQgkQeiDHECCxQ4AAcS6UAGEM5BgCJHYIECDOhRIgPIV1DAESOwQIEOdCCRDmgRxDgMQOAQLEuVAChJnoxxAgsUOAAHEulAARrIV1FAESOwQIEOdCDRBW4z2KAIkdAgSIc6EGCPuBHEWAxA4BAsS5UAOEHQmPIkBihwAB4lyoASLYE50AiSUCBIhz4QTIxx9/bOvecccdblFCk+uR65Lryw4BEjsECBDnwgkQudVz0UUXmTx58pilS5e6xQlJrkOuR64rlFtzBEjsECBAnAsnQMTAgQNt/VatWrlFCUmuQ65HrisUBEjsECBAnAs3QPbv329Klixpf7Wnp6e7xQlFzl+uQ65HrisUBEjsECBAnAs3QMTYsWPte6pVq2YOHTrkFicEOW85f7kOuZ5QESCxQ4AAcU4TIMJbN+rVV191ixKCnLecf7jrexEgsUOAAHFOGyC//PKLOeOMM8wpp5xivv32W7c4rsn5ynnL+ct1hIMAiR0CBIhz2gAR3vIfpUuXNuvWrXOL45Kcp5yvnLdmWRYCJHYIECDO5SRAxBNPPGHff9VVV5nt27e7xXFFzk/OU85XzluDAIkdAgSIczkNEBmMbtKkiT1GzZo14zZE5Lzk/OQ85Xy1g/8ESOwQIECcu+6662yD+PXXX7tFIcvIyDA33XSTPc6VV14Zd7ez5HzkvOT85DzlfDUkdC6++GJ7nHnz5rnFiDACBIhzsv+FNIgFChQwzz//vNm3b59bJSTSKHs9ERljmDt3rlslV8h5eGMecn7a8Jg1a5apUqWKPY68ZOOpF154IeT5IwgfAQLEOWlQn3nmGXP66afbhvH8889XDS4L+YXevn17e5y8efPaR2W1t4pySj5XPl/OQ85HzktzLqtXrzbNmzf3BYc89itLv0uAyL9lCZQPP/zQfRsigAABEoTc5rnvvvvMSSedZBvGv//97+aHH35wq4VEAkgekZXjyGS9WM9Yl8/zJgnKeWgCce/evaZnz562ZybHKVu2rJk8ebKvfM2aNaZly5Z2F0Mpv+GGG8yiRYsyHQE5RYAACUbu7deoUcM2irLMR5s2bVTb2Mr8Cm+yoRxH1pyK9gKMcnz5HPk8r7cQ7jwP8d5779n90b0Aevnll82BAwfcapbMKfHC6uSTTzZt27Y1mzdvdqtBgQABEtTo0aPtGlHSMBYuXNj85z//CdiIBiPLhHjHkYZdlk6X/TdCWfk2FHIcOZ4c1wsO+bxwlifxSM+lVq1a9hjSE2vdurXZsGGDWy2Lw4cPmxEjRpjzzjvPvvfMM880/fr1MwcPHnSrIgwECJDA9uzZY55++mm7U580jJdccklIe2a4ZKBZVruV8QI5jrxkB8CHH37Y3l4K9xe71Jf3yfvlON4x5fjyOeEObEtIPPDAA77bdxIi3333nVstW7KbYbdu3Uy+fPnsccqXL28+++wztxpCRIAASUDmPNx5552+hrpu3bqq21HSW5AAkp3/vFDyXtJruPnmm027du3s2IO8hg8f7vvf8ncp93oz3kuOI8eT44bbq5Eeldye8sZr5GmtMWPGuNXCtnLlStO4cWPfOdavX9+sWLHCrYZsECBAEpk5c6apWLGibRTl6aaOHTuabdu2udVCIr/Wp0yZYjp16mQqVarke6opu5fUk/ryPnl/dnuYB/Lf//7XN6dDBsqfffZZO3AeSV999ZW54oor7GfI2ludO3c2O3bscKshAAIESDLyKOygQYPMWWedZRvG4sWL29tGmkdkXfJkkzS6EydOtL0P7yX/lr9LeU4tXrzYN+lRXi1atDC///67Wy1ipFf0zjvvmGLFitnPO/vss82QIUMi8n0lOwIESFKyNMiTTz5pf1lLwyhrTE2fPt2tFje2bt1qHn/8cd+8EJkUOHv2bLda1EhPTdbf8j6/cuXKOZr9nwoIECDJyRpa3vpQ8pLZ3qtWrXKr5RrpAbz11lumaNGi9vzOOeccM3ToUPvkVG5YsmSJueWWW3zfV7NmzexkRWRFgAAp4tNPPzWXXnqpbRTz589vevToYXbv3u1Wi6lp06aZyy+/3DcG8c9//tPs3LnTrZYrZFKiTE70xmDkQYFIj8EkOgIESCEy7+G1114zRYoUsQ1jiRIlTFpamlst6mTyYMOGDX2/8m+//Xbz888/u9VynTwF9sorr/ieApPJi++++65bLWURIEAKknkaMkfDm9hXvXr1mCyuKE9kde3a1TcP47LLLjNffPGFWy3ubNy40U5a9L4vWXZ+/vz5brWUkzABcsKAE+wLQOQsXLjQXH/99bZRlDWj7r33XrN27Vq3Wo7JeIY8reVNKpSZ4G+++WbCzQT//vvvzbXXXmuvQSY13n///Wb9+vVutZQRkRY5WOMerGz1rtWmw5wOpvz75U3BIQVNoaGFTIUPKpjWM1qbeRuPX8s/2HEA5Mz48ePNhRdeaBvGQoUKmd69e4c9WzyQOXPmmKpVq9pjy1pUjz32mNmyZYtbLaHIMizeEvSySnKfPn0i9n0lkoi0yMEa90BlU3+fak4fdrop814Z8/4v75stGVvM3oN7zZz1c8ztU2/P8p5AxwEQGbJsfK9evXwTBiVQJkyY4FYL2R9//GHuvvtu32q4derUMT/99JNbLWHJvizPPfecKViwoL0+mfQ4adIkt1pSi0iLHKxx91f2267fbG+jxKgSZtM+/6uIPpv+7HH/9nccAJEnt7AyL4Neu3Zte6srVNKwysZXXsNapkwZ89FHH7nVkoZMcpTJjnKt8pIVhmUyZCqISIscrHH3V9Z+dnv7tzd/fPO4vwfj7zgAokcG1a+55hrfrSfZpCm7RRXff/99u+GVd2vnxRdfTJlbOzLp0ds9Ur4vWRtMJkcms4i0yMEad39ll4y9xP5txY7QFy/zdxwA0Tdy5Ej7uK80jPL47+uvv55l8Fs2tvL2bpfBZdn4KhUHl+VhgWHDhtnJkPJdyOTI/v37h72IZKKISIvsNe7BXpnlH5zf/i3jz9D3PvZ3HACxIRMOu3fvbicgSsNYrlw5M3XqVLuRlWxo5T3eKhtdyYZXqU4mQ3bp0sX3uHKFChXspMlkE5EWOVjj7q+MAAESkyyBIhtDeff7vXWjZAl32eAKx5PJkQ0aNPB9XxK8ybRIY0Ra5GCNu78ybmEBiU1W3pVVa2WgXTZoko2tEJhMlpTHoyVEkmldrYi0yMEad39l3iB6/5/6H/f3YPwdB0Dukfv9yXpvPxpkky8JEHm8OVlEpEUO1rj7K/t116/2Md6So0uazfv8P9XxXPpzx/3b33EAIFEQIAEEa9wDlXkTCcuOKWs++OUDszVjq51I+M2Gb5hICCDpECABBGvcg5XJhEJZyqTc2HLm1CGn2l7JZe9fZh6c8aCZv+n4hcqCHQcA4h0BAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCo1KvXwOTJU+BIgKxxixIWAQIAMdCy5UumVKlmZt26LW5RwiJAACAG2rX72FSuPMBs2LDbLUpYBAgAxAABAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAAJVXX51j6tQZYTIyDrpFCYsAAYAY2b//T/dPCY0AAQCoECAAABUCBACgQoAAAFQIEACIEnlsV17jxy92i3xliYwAAYAo8UKibt1RWZ7AIkAAAAF5ISGvtLQFfssSGQECAFHihUSjRmPNDTeMMHv2HMhSlsgIEACIEi8kpk9fZf87YMD8LGWJjAABgCjJHBIPPjjJ1Ko11Gzfvi9LWaIiQAAgSjKHxOLFm0yVKgNM377fZClLVAQIAESJGxLdu08z1asPtivyumWJiAABgChxQ2Ldul02QHr1mpmlLBERIAAQJf5Col+/uaZq1UF+yxINAQIAUeIvJHbv3m/3BfFXlmgIEADIoY0b95h//vPz4x7TFYFCYuzYH7OULV26ydx//0T7yG+iIEAAIAdmzPjVThKUMOjZ8yu3OGTp6Wt9t7ZefPHrLEufxCMCBAAUpIHv02e2bfCvvnqg7X0cOnTYrRaWBQvWm9tuG22PeeedH5hfftnqVokrBAgAhGnlym2mWbNxtqG/9dbR5rvv1rlV1Hbu3G9vh8mxa9QY4ncl33hBgABAGCZMWGJq1hxiG/innvrM7NiR4VaJCPkcCZBof05OECAAEIJdu471DP7v/4aYceN+cqtEXOaeTr16o83330eupxMJBAgAZCM3xyYyj7XIIHskxloihQABgACkoR48OD0uno7K/LRX69YTzfr1u9wqMUeAAIAfsl5Vmzb/tQ329dcPV83P2Lt3r/nhhx/M5MmTzfDhw30v+bf8fd++oyvzhkrO6aGHjp3Tl1+ucqvEFAECAA75tV+79tFf+7IMuzTcoTh48KD55JNPTLt27cxll11mTjjhhGxfV1xxhenUqZOZNm2aOXw4+1tT0isaMuQ7X6+od++vTUbGQbdaTBAgAPAXuT310kuzfOMNgwalhzTesHbtWvPUU0+Zc845xxcMefLkMVdeeaVp2rSp6dGjh+nZs6cZNmyY/W/37t1NkyZNbHiceOKJvvecf/755oUXXjA7duxwPyKLhQs3mPr137Xn2rTpB2b58rVulagjQADgCBkYv+uuD2yDLAPmP/yQ/RNPW7ZsMY899pjJly+fDYBTTz3VtGjRwnz44YchhYCQY4wZM8Y0aNDA5M2b1x6naNGi5pVXXrE9mmDkybCuXb840tt5zpQuXc+8/XbWZVOiiQABkPJksp4356Jz58/tZL7sjBw50hQrVsw2+MWLFz/Sc3kp5NAIZN26daZDhw4mf/789rgVK1a0YyXZGTPmyyOhc4F9jwSRhFIsECAAUpYEhUzSk+CQAJHJe9nZtWuXad68uW2spcfQpUsXs3t3aGMkoVq9erWpX7++r1czYsQIt0oWS5YsMVdddZV9T8mSJc2MGTPcKhFHgABIWffd95END7l1Fcrcjt9//903OC7/XbhwoVslomTMRAJEPq9bt25ucRYZGRmmffv2dlxFxmCefvpp8+ef0XvsmAABkDQkDOTlb/0orywzmePx1lvzQprbsWzZMlOqVCnbmDdr1izivY5A0tPTzbnnnms/98knn3SL/ZLHhOW2mrynRo0a5rfffnOrRAQBAiBpeCFRt+6oLKHgL0BCJT0PLzxkjCKUx20jafny5fa2lHy+DK6HYs2aNeaGG26w7ylcuLAZN26cWyXHCBAAScMLCXmlpS3wWxYuGfPwbltJeOSWpUuXmiJFipiTTjrJTJkyxS3269ChQ/axYO/prjZt2pg9e/a41dQIEABJwwuJRo3G2mU/9uw5kKUsXN6Audy2inXPw/Xll1/asY2zzjrLrF+/3i0O6NtvvzUXXHD0Ka3y5cubBQuOD1ctAgRA0vBCQpYdkf9m3mJWEyDy9JPX6MZqzCM7Mpgu59S4cWO3KCh5xPiuu+6y75XHhN988023StgIEABJI3NIyBIktWoNNdu3H11vKtwA2bx5sx2Ilts/ixYtcotzzYEDB0yFChVsEEiPJFzyZFeBAgXs+yVQcoIAAZA0MofE4sWbTJUqA0zfvt9kKQuFzDCXRlbmecSbzz//3J5blSpV3KKQyKO+8v6OHTu6RWEhQAAkDTckunefZqpXH2wXQ3TLgpEnmOQ2j4w1xMutK1ft2rXVvRBZo0sG4//44w+3KCwECICk4YbEunW7bID06jUzS1kwnTt3to2zLE8Sr2TVXznH22+/3S0KasWKFfZ91atXd4vCRoAASBr+QqJfv7m+pc/dMn9kAUNZVVdmgG/fvt0tjhvyRJis3nvKKaeYrVuzn0XvefHFF22AhDqfJBgCBEDS8BcSu3fvN3XqHN3bwy3z5+OPP7YNrKyqG+9kfEbOdejQoW5RQFWrVrVLnaxatcotChsBAiBpBAqJsWN/DFjmevzxx22jLEuyx7tZs2bZc7377rvdIr9kSRMJj8qVK7tFKgQIAGQicz5OPvnkuL595dm/f799JFeWWQlF3759beD07t3bLVIhQADgL7KHuTydJE8pJYprrrnGhkIogVezZk1bVxaGjAQCBAD+Ips3RWKCXSy1bNnSnvO8efPcouPItrsSjjIJMVIIEAD4y6RJk2xj/K9//cstiluy33ooYzb9+/e39Z555hm3SI0AAZASpkxZbho2HGM2bgy8Gu2oUaPifv6Hq0+fPvac09LS3KLjeEu7R3ITLAIEQEqQ5d3lKayRIwOvRDtw4EDbyL7xxhtuUdySc5VzHjAg8BNmmzZtsg8GlC1b1i3KEQIEQEr4448dNkBatQp8qydZeyCDBw+2dbp27eoW5QgBAiBlNG8+3i6wKGtj+eONgUS6oY2m7t27ZzsGUrduXVtn/vxjy9tHAgECIGXIHujSC3nvPf/Ls3tPYd15551uUdy65557gj6FtW3bNrvciSx7EmkECICUsXLlNhsgsleIP/v27bM7/l1++eVuUdyqVq2aDRDZMMqfkSNH2vKcLt3uDwECIKU0afK+ufrqgWbLlr1ukSXhISEiG0rFOwk8WXY+WO+iQYMGNkBmz57tFuUYAQIgpbz99jzbCxk/frFbZMkvdWlwx44d6xbFHdkLRM61VatWbpG1a9cuu6pwiRIlorKfOwECIKUsW7bZBkjbtlPcImvatGm2UQ53n43c0K5dO3uuo0ePdossCUEpl90Vo4EAAZByGjR4z1SrNsjs2JHhFtlf6hdccIGdNyHLf8Qr2RtddkwsWLBgwF0TmzZtagPkq6++cosiggABkHJkkynphUycuNQtsmS1Wml4O3To4BbFjREjRthzvPfee90iSxaGPO2002zI/Pnnn25xRBAgAFLOjz9usAHSvv0nbpG1c+dOU7RoUTt+sHr1arc410kglCtXzu7tEWhpEpkXIgHTpk0btyhiCBAAKUfGk+vVG233S5cdC/2RLV+lAb7tttvcolznLV/SsGFDt8hHNpmSOp9++qlbFDEECICU9Oqrc2wv5JNPVrhFluyNXrFiRdsIDxs2zC3ONdIjKly4sO0drVy50i22ZKMpqVOkSBE7VhItBAiAlPT99+tsgDz11GdukY/MTJeGWl7p6eluccxJqNWoUcOG2gsvvOAW+3j7ugcaH4kUAgRASjp06LC56abhplKl58yePVmfxvJ4g9XnnnuuWb58uVscU61bt7bnUqdOnSPnf8gt9nnggQdsPVnbK5oIEAApq2vX/qZIkUpmwoTJbtFxvAULS5YsaZYu9f/kVrR17tzZnkOZMmXMxo0b3WIf6aUUK1bMFCpUyGRkBA7GSCBAAKQsb9JgKFvYdurUydaVcQWZAR4rEghez+O8884LOO7h+eKLL2zdZs2auUURR4AASFnyOKz3a13WlcqOPJkl+4rLWlndunWzjXs0yYC5N+Zx8cUXZxse4pFHHrH1x40b5xZFHAECIKV54wUTJ050i/yaMmWKnZwn76lQoYL9xR9pEmzyqK48SeWNeQS7beWRcREZqylQoIDZsyfw1r2RQoAASGmaJ5bWr19vGjdubN8nr9q1a9vj5JQ8ciuD9jJJUI4rK+3K01bBBswzmzlzpn1fo0aN3KKoIEAApLSczJmQNaaqVKniC5LSpUubLl26mFmzZtnjhkJunclxZGFEr2fjhUAot6wye+KJJ+x7Ay2uGGkECICU5+3qp521LYPxsnqv7PznBYDcRpLNnmRGeM+ePc2zzz5rhg8fbv8r/27RooWpWrWq7WVkfo/0hBYt8r9jYjCyCGSpUqVMvnz5Am4uFWkECICU99FHH9kG/MEHH3SLwrJ161YzdOhQGxrSmHvBEOwlm0HJfh6jRo3K0bjF3Llz7fFiufQKAQIg5cltJFm5tnjx4hFduXb79u12r/IJEybY3of3koUO58+fH9GegjdPJJbLrhAgAGCO7Z0RyzkekXTRRReZvHnzmi1btrhFUUOAAIA5tnvfo48+6hbFve+//96e+4033ugWRRUBAgDm2P7hMts7GvuHR1OPHj1sgLzzzjtuUVQRIADwlwYNGtiGePbs2W5RXCtfvrydHS/zU2KJAAGAv6SlpdkA6dixo1sUtxYvXmzP+brrrnOLoo4AAYC/yFNTMpdDnsbK/NRUPL9kwqEESL9+/dzLiToCBAAyufDCC7PM1UiEV27s3U6AAEAm33zzjZ2ZLrPFE+ElT40F250wmggQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACg8v9IyCMUyXbCBAAAAABJRU5ErkJggg==)
PN: 3H30-5-59
CAS: 904696-62-4
Molecule Weight: 223.7
Formula: C11H14ClN3
![3-[(1H-Pyrazol-1-yl)methyl]benzoic acid](data:image/png;base64,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)
PN: 4H21-1-CH
CAS: 562803-68-3
Molecule Weight: 202.213
Formula: C11H10N2O2
TSCA: Not listed on TSCA inventory
