| Product Number | 3H32-1-91 |
| Synonyms | 1-(o-Tolyl)piperazine |
| Purity | 98 % |
| CAS | 39512-51-1 |
| MDL Number | MFCD00040729 |
| Molecular Formula | C11H16N2 |
| Molecular Weight | 176.263 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 1 g | 55 | In Stock | |
| 5 g | 75 | In Stock | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-1-91
CAS: 39512-51-1
Molecule Weight: 176.263
Formula: C11H16N2
PN: 3H31-5-3G
CAS: 70849-60-4
Molecule Weight: 212.72
Formula: C11H17ClN2
PN: 3H30-1-3N
CAS: 73518-73-7
Molecule Weight: 267.376
Formula: C17H21N3
PN: 3H37-1-2T
CAS: 111373-03-6
Molecule Weight: 187.246
Formula: C11H13N3
![[2-(4-Methylpiperazin-1-yl)phenyl]methylamine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACKRAAAikQE37tIiAAACIXpUWHRtb2xTb3VyY2UAAHicjZRtb9owEID/ysmfh19DAgioUKtJk9p+WDtp3yqTGBqJ2FUS3v79zgnpEliTQeCc8z1n+85387tTtoODyYvU2QURlBMwNnZJarcL8uv1+2hC7pbzGI3Q0BYL8l6WHzPGjscjjd9Npk/O0thlpJ6fnYq0Y3NU1OVbJjkX7PfT40vFjFJblNrGBqkinRWV8tHFuqx28cUSLNP5IbWsNmdZfqi9vUnuH05PRUL+nuUe51aIwibdGdi4PNMlHCSn+PBvsDXW5Lo0CazPqFY0wLMv508PLt5nxpY49B7SWO9eynwfoyJzOxPv0RkOfjwsSCYQ0KXLVnmuz+BHXq0FaAlagQ5Aj0GHoCPQE9BT0ILjD+cFGgi0EGgixhjznfGLvp4/DO4cnuEemv/u9xlDJn2ilFIRXISkYRgFjbgo8ZT4acT/W44u2oskcMb1RpxGkZ+UVAkvFeUTLwMaSi/HVE3b7818SKfKy4hGlfMplUG1CK4m2orGoAFqhxhg9hnh5XztbNIaQposyFqQKvQ/zaaQl+gTcHlicoyTd+BN24DsAj5X/YDqAj6z/UDQBfw96AfGXcDfmn4g7AL+jvUD0c2hB4DJzZYm/cC0C/gL/wms/gUI3iWq+hhArpNd1dMAc5Xvuv4GmKuU1/U6wAQ3ARhErvJet4T+MIur1Dct5JZhrXJhTfPC4U1jY62ux7DXL/8AasbEqA6ZcIcAAENMSURBVHhe7d0L+FVT4v9xcpeKCPnnMiLG/VZIpiiTWxGjUUIzLjMuDQ0RMy4hxSCXyiWRkcptIoyZLqNEfpFruZSoFJV0V0ll/X32POfMOWuf7+2cvfZe+/t9v55nPQ+dtc53n73O3p+9z1577Y0MAABF2Mj+BwAAKoMAAQAUhQABABSFAAEAFIUAAQAUhQABABSFAAEAFIUAAQAUhQABABSFAAEAFIUAAQAUhQABABSFAAEAFIUAAQAUhQABABSFAAEAFIUAAQAUhQABABSFAAEAFIUAAQAUhQABABSFAAEAFIUAAQAUhQABABSFAAEAFIUAAQAUhQABABSFAAEAFIUAAQAUhQABABSFAAEAFIUAAQAUhQABABSFAAEAFIUAAVJk/fr1ZvTo0eaaa64xRx99tNljjz3MNttsYzbffHPToEEDc8ABB5jOnTub+++/38ydO9dunmejjTbKlmKU2h7pR88DKfDTTz+ZoUOHmiZNmuTtuMsrG2+8sTnhhBPMhAkT7LcLlBoApbZH+tHzgOe+//5706FDh1BAVKUUUtHrFSm1PdKPngc8pvA47LDD8nbWO+64Y/AT1quvvmrmzJkT1Fm9erWZNWuWGTNmjOnRo4dp3LhxhTv4il6vSKntkX70POCxTp06ZXfS+knqhhtuMKtWrbKrhWzYsMEMGzYsGySFlBoApbZH+tHzgKeee+65vPAYPny4XaVCK1euNF26dLH/OVBqAJTaHulHzwOeyv3p6uqrr7ZfLlmpAVBqe6QfPQ94aNKkSdmdc926dc3y5cvtKiUrNQBKbY/0o+cBD91yyy3ZnfMll1xivxyJUgOg1PZIP3oe8FCbNm2yO+enn37afjkSpQZAqe2RfvQ84KG99toru3P+/PPP7ZcjkRsApRbUTPQ84KH69etnd85Lly61X46EHQKlFNRM9DzgoU033TS7c163bp39ciTsECiloGai5wEPbbfddtmdcxxnIMUotT3Sj54HPJR7DWTmzJn2y5EoNQBKbY/0o+cBD7Vu3Tq7c37mmWfslyNRagBU1F4X/zWt/Kmnnmr22WefYNr5LbfcMphe5bzzzjNvvfWW3QQpU7jnASSqV69e2Z3zpZdear8ciYoCoCIVtc99vVDR9CzXXXed3QwpUrjnASTqzTffzO5o69WrZ1asWGFXKVlFAVCRitofcsgh5o477gjONBYuXBjMGjx16lTTvXv3vEECQ4YMsZsiJQr3PIDEHXroodmdrKZvj1pFAVCRUtr37ds32/bwww+3X0ZKVL3nAcRC1z4yO1n93PPss8/aVSqk2Xh1vaGQUgJASmk/b968bNutttrKfhkpUfWeBxCbjh07Zne0tWrVMjfffHPw8KiK6HkgmgIlM5qrkFICQEppr5+0Mm233357+2WkRNV7HkBsdAZx8MEH5+2sd955Z3Pttdeaf//73+arr74KHjClUJk9e7YZO3ZscGFao54q2sFX9HpFSmk/YMCAbNsLLrjAfhkpUfWeBxArXUBv37593g67qqWQil6vSFXbr1mzxkyfPj04i9JwXrVr1qyZWbx4sV0VKVG5ngeQKP0k9cQTT+TdYFhR0XWTtm3bmtdff91+u0BVA8BW2fb2cqnoYVn33Xef+fHHH+3qSJHyex6AVzQvln660hMKjzrqKLP77rub2rVrm80228zssMMO5oADDjCdO3c2/fv3N19//bXdPE9lA6AslW1vh4fKtttuGyzn5MmT7epIkfJ7HgAisnbtWjNr1iwzaNAgs+eeewZBovtBevfubVdFShAgAGKnR/TqRsPMGcnw4cPtKkgBAgRAIsaMGZMNkKZNm9ovIwUIEACJ0PDjTIBoVBbShwABkAgNT84EiOb7QvoQIAAS8c9//jMbIEceeaT9MlKAAAEQO11EP+igg7IBcu+999pVkAIECIDI7bvvvub6668348ePDx4spSlZNIz3yy+/zBvGq3LEEUdwQ2FKESAAIpcJh4pKu3btzJIlS+zmSAkCBEgxzWqru7k11YlP9Bx3TZh4+umnm/3339/Ur18/uGlQd6Dr/o8//vGPZU6xgvQgQICU+vDDD4PnjOtI/swzz7RfBpwjQICU0qy2mZ+CNHGiHhkLxIkAAVJKz/3IvZ7AtOiIGwECpBQBgqQRIEBKESBIGgECpBQBgqQRIEBKESBIGgECpBQBgqQRIEBKESBIGgECpBQBgqQRIEBKESBIGgECpBQBgqQRIEBKESBIGgECpBQBgqQRIEBKESBIGgECpBQBgqQRIEBKESBIGgECpBQBgqQRIEBKESBIGgECpBQBgqQRIEBKESBIGgECpNRf/nKT2XTT2tmyePESuwrgFAECpNTttz9hGjY8NVuWLl1hVwGcIkCAlLr//onm4IPvypZly9bYVQCnCBAgpfr3n2wOP/zhbFm+/Ae7CuAUAQKkFAGCpBEgQEoRIEgaAQKkFAGCpBEgQEoRIEgaAQKkFAGCpBEgQEoRIEgaAQKkFAGCpBEgQEoRIEgaAQKkFAGCpBEgQEoRIEgaAQKkFAGCpBEgQEoRIEgaAQKkFAGCpBEgQEoRIEgaAQKkFAGCpBEgQEoRIEgaAQKk1KhR07PhccIJfzc//WTXANwiQICU2rDhJzNo0LumZ88xZurUhfbLgHMECACgKAQIAKAoBAgAoCgECACgKAQIAKAoBAgAoCgECACgKAQIAKAoBAjgsdypSlR69RpvVylXblsgagQI4DE7QJo2fcTMnLnYrlYmAgQuESCAx+wAUenW7Z92tTIRIHCJAAE8Zp99ZP578uR5dtWCCBC4RIAAHssNgFtvnZD973POeb5Ss+8SIHCJAAE8lhsAixatMi1aDM7+/yuvzLCrhxAgcIkAATxmB8CDD76T/f9TT33KrF273mqRz24PRIkAATxmB8CqVT8GD4/K/Nvf//6h1SKf3R6IEgECeKxQADz77MfZf2vV6vFyH2VbqD0QFQIE8FihAFi/foM544yns/9+zz1v5bTIV6g9EBUCBPBYWQEwfvys7L8fddQg8/XXK/JezyirPRAFAgTwWHkBcOGFL2Zfu/76cfbLgfLaA6UiQACPlRcAU6cuzL52xBEPm48//tauUm57oFQECOCxigKgZ88x2dcvvvgl++UK2wOlIEAAj1UUAPPmLQ+ugWTqTJw4J+/1itoDpSBAAI9VJgDuuuvNbJ2zznrGbNjwvzlOKtMeKBYBAnisMgGwbNka07Ll49l6I0d+mn2tMu2BYhEggMcqGwBDhryfrde27ZNmzZp1wb9Xtj1QDAIE8FhlA0BzYp1yylPZuoMGvRv8e2XbA8UgQACPVSUAXn55erbuscc+ZhYvXl2l9kBVESCAx6oSALp43qnTc9n6ffpMrFJ7oKoIECAB06d/Zy655OVgx37ddWPzRk7lqmoA6EmFmfrNmv1veG9Z7T/6aGEwu68mZdTPXhVNDw/kIkCAGC1dusbcdtuEvMfTquiu8kIqCoBCLr/8lbx25bXv0WN0Xh09Y2T06C/sakBBBAgQg3XrNpihQz8MjvTtHXvz5oPNt9+uspsEKgqAQmbMWBwKqLLa9+8/OVRP5aKLRgVnSUB5CBDAsTfemJM3/Xpu6dz5+TLPPqSiAChLr17jQ3+rEE0N//DDU4IQs+srhHS2tGTJGrsZECBAAEdmz15qunX7Z2jHrNKmzRPBDX9lXfuI2zffrAyuxdjLqaKbFJ988sPgLArIRYAAEVuxYq25++5J5sgj8y9iq2jeqn793jIrV661m3nhvffmB2dF9nKrdOgwIjibAjIIECAiOpt4/vlPTOvWT4R2vipXXPGqmTNnmd3MO/ocOjvKffZ6btFZ1axZS+1mqIEIECACU6Z8nXcPRm4588ynzaRJc+0m3tNZ0r33vpU322+m6OxKZ1k620LNRYAAJdCjZK+55n/P5Mgtxx03xDz11Eepv3ags6Yrr3w19PlUdLalsy5fruUgXgQIUITVq9eZgQPfMUcf/Whop6rRS717vx7c81Gd6CxKZ1P251U5++xng7Mw1CwECFBFr7wyw5x00tDQTlRFTwXUfRjVlYb9Dhs2NTi7sj+7im5M1FkZagYCBKikadMWmq5dR4Z2mirt2g0z48Z9aTeptvQMkttvn1jwhkWdlQ0Y8LZZtepHuxmqGQIEqMCiRavMTTe9Zo44IhwcmvV28OD3auwcUp9/vtj84Q8vhdaLyoknPhmcrf3E5ZFqiwAByqBQUDgoJOydo8LkxhtfK3MKkppGZ1/t2w8PrScVnbWVd7c90osAAQoob4d4/vnsEAshcGseAgTIUdFPMnpoEz/JlE8hobDgJ7/qjwABjKZZX81F4YjpLI1BB9UbAYIabd269WbQoFE/Hy33NIcc0i+0o2NYaunKG/bctesQ8+mnX9lNkBIECGqsf//73+bQQ1uaHXY4xuy+exez3343ZHds3BgXrUI3Xh588D1mr726mV13Pc10736LWbSI54+kDQGCGmfGjBnm1FNPNRtttJGpVWsLU6fOvmbnnU8yjRtfan71q/5MzeFQ7tQvv/zlX81uu51jtt++udlyy4Zmu+22M/fee+/PZ4Xr7GbwFAGCGmPZsmXm6quvNptvvnkQHpmyxRYNzE47NTc33zzErFix2m4GB955Z87PIX7bz8Hd9ucAb/JzkP+vT/bdd1/zr3/9y24CDxEgqPY2bNhgHn30UbPjjjvmBUemnHTSSWb69Jl2MzimaVGGDPmH2WWXJqE+UTnllFN+7pfpdjN4hABBtfb666+bQw89NLRzUmnSpIl5+eWX7SaI2dKlS0337t3NZpttFuojnS1eddVVwdkj/EOAoFqaPXu2+e1vfxvaIanUq1fP3HXXXebHHxmW65PPPvvMnHjiiaH+UmnQoIEZNGhQcDYJfxAgqFZWrdJNbDearbbaKrQT2mSTTcyFF15ovv32W7sZPPLKK6+YffbZJ9R/KjqbnDBhgt0ECSFAUG089dRTZtdddw3tdFR+9atfmffff99uAk/p7PDuu+822267bagvVTp27BicZSJZBAhS75133jHHHHNMaCejsvvuu5unn37aboKUWLRokbnooouCs0e7b3WWqbNNnXUiGQQIUmv+/Pnmd7/7nalVq1Zo51K7dm1zyy23mDVrqtdTAWsqnT22bNky1M8qjRo1MkOHDrWbIAYECFJn7dq1pm/fvqZu3bqhnYnKOeecY+bOnWs3QzXwzDPPmD322CPU5yrNmzc3b7/9tt0EDhEgSJUXXnjB7LXXXqGdh0rTpk3Nm2++aTdBNaOzSp1d6izT/g7obLRr167B2SncI0CQCtOmTTNt2rQJ7TBUdt55Z/P444+bn5hnvUaZN2+e6dKli9l4441D34k6deqYPn36BGercIcAgdcWL15sLrvsMrPpppuGdhJbbLGF6dmzp1mxgtlya7JJkyaZZs2ahb4fKo0bNzYjR460myAiBAi8pAn1+vfvb+rXrx/aKaicfvrpZuZMph/Bf+nsc8iQIaZhw4ah74pK69atg7NYRIsAgXcGDhxY5o7ggAMOMGPHjrWbAAGdjV533XXB2an93dFQYI3k+vprpumPCgECrzz22GOhDV9l++23NwMGDDDr1/MoVFTsiy++MB06dAh9j1Q0bTyiQYDAK2eccUbexq5rH926dTNLliyxqwIVGjduXHDWaocIAy6iQYDAKzfccEPehq6nBgKl0FmrprLJ/V4xKWM0CBB45Y477sjb0L/88ku7ClBll1xyCQHiAAECrxAgcIEAcYMAgVcIELhAgLhBgMArBAhcIEDcIEDgFQIELhAgbhAg8AoBAhcIEDcIEHiFAIELBIgbBAi8QoDABQLEDQIEXiFA4AIB4gYBAq8QIHCBAHGDAIFXCBC4QIC4QYDAKwQIXCBA3CBA4BUCBC4QIG4QIPAKAQIXCBA3CBB4hQCBCwSIGwQIvEKAwAUCxA0CBF4hQOACAeIGAQKvECBwgQBxgwCBVwgQuECAuEGAwCsECFwgQNwgQOAVAgQuECBuECDwCgECFwgQNwgQeIUAgQsEiBsECLxCgMAFAsQNAgReIUDgAgHiBgECrxAgcIEAcYMAgVcIELhAgLhBgMArBAhcIEDcIEDgFQIELhAgbhAg8AoBAhcIEDcIEHiFAIELBIgbBAi8QoDABQLEDQIEXiFA4AIB4gYBAq8QIHCBAHGDAIFXCBC4QIC4QYDAKwQIXCBA3CBA4BUCBC4QIG4QIPAKAQIXCBA3CBB4hQCBCwSIGwQIvEKAwAUCxA0CBF4hQOACAeIGAQKvECBwgQBxgwCBVwgQuECAuEGAwCsECFwgQNwgQOAVAgQuECBuECDwCgECFwgQNwgQeIUAgQsEiBsECLxCgMAFAsQNAgReIUDgAgHiBgECrxAgcIEAcYMAgVcIELhAgLhBgMArBAhcIEDcIEDgFQIELhAgbhAg8AoBAhcIEDcIEHiFAIELBIgbBAi8QoDABQLEDQIEXiFA4AIB4gYBAq8QIHCBAHGDAIFXCBC4QIC4QYDAKwQIXCBA3CBA4BUCBC4QIG4QIPAKAQIXCBA3CBB4hQCBCwSIGwQIvEKAwAUCxA0CBF4hQOACAeIGAQKvECBwgQBxgwCBVwgQuECAuEGAwCsECFwgQNwgQOAVAgQuECBuECDwCgECFwgQNwgQeIUAgQsEiBsECLxCgMAFAsQNAgReIUDgAgHiBgECrxAgcIEAcYMAgVcIELhAgLhBgMArBAhcIEDcIEDgFQIELhAgbhAg8AoBAhcIEDcIEHiFAIELBIgbBAi8QoDABQLEDQIEXiFA4AIB4gYBAq8QIHCBAHGDAIFXCBC4QIC4QYDAK7fddlvehv7RRx/ZVYAq69ChAwHiAAECr5x11ll5G/oOO+xgBg8ezAaPonz11VemU6dOed8plZ9++smuiiIQIPDKTTfdFNrYVQ4//HAzceJEuzpQ0OrVq83NN99stt5669B3aYsttrCro0gECLyjI8bNN988tOGr6LU5c+bYTYCs4cOHm9122y303VFp2LChGT16tN0ERSJA4KWFCxeaCy64wNSqVSu0E9BRpc5UdJQJZLz77rumRYsWoe+LigJFwYJoESDwmnYKxx57bGiHkNkpDBs2zG6CGqaigw39lMXBhhsECFJhxIgRZvfddw/tIFR01DllyhS7Caq5tWvXmjvvvNPUq1cv9J1Q0c+duogOdwgQpIaOInv16lXwwqiOPn//+9+bBQsW2M1QDY0aNcrsvffeoe+BigZcvPHGG3YTOECAIHV0VNm5c+fQjkOlbt26wc2IOjpF9fPJJ5+YE044IdTvKjvttBNDvmNGgCC1dJR5xBFHhHYkKnvttZd58cUX7SZIqSVLlpg//elPZrPNNgv1tUbsXXPNNWb58uV2MzhGgCDVdEPYY489ZnbeeefQjkVFR6sff/yx3QwpsX79ejNw4ECz/fbbh/pWpX379ubzzz+3myEmBAiqhRUrVphrr7224P0jm266qenWrVtwFIv0GDdunDnwwAND/amy3377mTFjxthNEDMCBNXKzJkzzWmnnRba4ajoKHbAgAHBUS389cUXX4TmrsqU+vXrmwceeMCsW7fOboYEECColnR0uv/++4d2QCoHHHCAGTt2rN0ECVu5cqW57rrrgqlG7D7TWeSll15qFi9ebDdDgggQVFs6StXRqo5a7R2Syumnnx6csSBZuo41ZMiQYJoRu49UWrdubaZOnWo3gwcIEFR7Omq97LLLgqNYe+eko92ePXuaFStW2s0Qg0mTJplmzZqF+kWlcePGZuTIkXYTeIQAQY0xbdo006ZNm9COSmXPPZua4cNfZZrvmMyb97Xp0qWL2XjjjUN9UadOHdOnTx/u5UkBAgQ1zgsvvBAc3WZ2WJtvvp3ZbrvDTKNGZ5rf/OY+88EH8+0miMgPP/xo7rrrCdOgwS9DwaHZBLp27Wrmz2f9pwUBghpJR7d9+/Y19erVN9tss7fZaacTfj4LudgceGAfc/jhD5u//nWcWbjwe7sZSjBmzExz/PG9g6BWYCu4M+HRvHlz8/bbb9tN4DkCBDXaggULzeWX32p2372T2Xff64LwyJQWLQabQYPe/TlsGPZbiunTvzMXXTQqWKcKaAW1AnubbfYyu+66hxk6dKjdBClBgAA/++ijOeb884fnBUimnHrqU2b06C/sJqjA0qVrzG23TTBNmz6Stz4V1HvvfZ7p0+cRs2oV06ynGQEC5Hj11c/NySc/FQoRFR1F62ga5Vu3bsPPZxUfmlatHg+tQ5UePV4y8+ZxP0d1QIAAljVr1pmHHnrHNG8+OLTz09G0jqqXLFljN4PRBJdzzBlnPB1abyqdOz9v3n33G7sJUowAAcrwzTe6M3psaEeo0rLl4+bJJz8MjrZhzOzZS023bv8MrSeVNm2eMCNHfmo2bGCIdHVDgAAVeO+9+cHRs71jVOnQYURw1F1TrVix1tx99yRz5JGDQuvmqKMGmX793jIrV3I/R3VFgACVoKNnHUWfcMLfQztKFR19z5q11G5WbWl9PP/8J6Z16ydC60LliiteNXPmLLOboZohQIAq0NH0vfe+FRxd2ztNHYXraFxH5dXZlClfm06dngt9fpUzz3zaTJo0126CaooAAYqgo+srr3w1tANV0VG5js6r22/+X3+9wlxzzZjQ51U57rgh5qmnPuKaUA1DgAAl0NG2jrrtHarK2Wc/Gxytp93q1evMwIHvmKOPfjT0GTUqrXfv14N7PlDzECBAidav32CGDZsaHIXbO1iVHj1GB0fvafTKKzPMSScNDX0mlYsvfsnMmMH9HDUZAQJEZNmyNeb22yeG7rxW0dH7gAFvm1WrfrSbeWnatIWma9eRoc+h0q7dMDNu3Jd2E9RABAgQsc8/X2z+8IeXQjtelRNPfDI4qvd11vhFi1aZm256zRxxRHjZjz32MTN48HvMDYYsAiQi9sbWq9d4u0q5ctuWpTJ1ylNqe1SNjtLbty88v9b55480U6cutJuE2O1cfK9EoaBwUEjYf1NhcuONr5lvv11lN0MNR4BExN7o9DPGzJmV/324Mht6ZeqUp9T2qLrK7Jh11F8Wu42L79V//jOr5KBDzUSARMTe8FR0c1llVWZDr0yd8pTaHsVTSCgsCv00pJ+1yrpb266rEuX36tlnPw69f2aZXn55urc/tcEPBEhEcje+3IuokyfPs6sWVNGGLpWpU55S26N0ZV2cfv/9wk/hy63j4nvVvfu/8uqk7WI/kkWARCR3I7z11gnZ/z7nnOcrdRRX0YYulalTnlLbIzq5w2N1v8gPP6yzqwRcf6/Gjv3CNGv237vq0zzcGMkgQCKSu6Hq5wo9zS7z/9pZVKSiDV0qU6c8pbZHtH78cYP57LNF5d69Hcf3ShfH585dbv8zUCECJCL2hvrgg+9k/19PtKto6KPdvpDK1ClPqe0RP7vPXHyvgGIRIBGxN1T9hpw7c+vf//6h1SKf3b6QytQpT6ntET+7z1x8r4BiESARKbSh5o5w0eM9ly//IadFvkLtbZWpU55S2yN+hfos6u8VUCwCJCKFNlTNkZT7eM977nkrp0W+Qu1tlalTnlLbI36F+izq7xVQLAIkImVtqOPHz8r+u54hUdYol7La58qtU2pBOpTVZ1F+r4BiESARKW9DvfDCF7OvXX/9OPvlQHntM3LrlFqQDuX1WVTfK6BYBEhEyttQNRVE5jXdifzxx9/aVcptn5Fbp9SCdCivz6L6XgHFIkAiUtGG2rPn/57kpuco2CpqL5WpU55S2yN+FfVZFN8roFgESEQq2lDnzVue9xztiRPn5L1eUXupTJ3ylNoe8auoz6L4XgHFIkAiUpkN9a673szWOeusZ/KemV2Z9pWpU55S2yN+lemzUr9XQLEIkIhUZkPVE+tatnw8W2/kyE+zr1WmfWXqlKes9hrB8+KLn5kbbviP6dz5efPrXz9pjjxykDn++CfMRReNMk8++aH5/vu1eW0Qj7L6LFep3yugWARIRCq7oQ4Z8n62Xtu2T5o1a/47iV5l2lemTnnKap/772UVTfxX6CIt3Cqrz2ylfK+AYhEgEanshqq5i0455als3UGD3g3+vTLtK1OnPGW11//rjENnIG+8MccsXbommOhv+vTvzLXX/u8i7XHHDeGpdDErq89spXyvgGIRIBGpyoaqB/Vk6upJdYsXr65U+8rUKU9Z7fVMiLJuRJPckT533PGG/TIcKqvPCin2ewUUiwCJSFU2VF3k7NTpuWz9Pn0mVqp9ZeqUp9j2eoRqpl27dsPsl+FQVfqs2O8VUCwCJCJV3VD1RLlM/cwDfSpqX5k65Sm2vX7OyrTTkFHEp6p9Vsz3CigWARKRYjbUyy9/Ja9dRe0rU6c8xbZfsGBltp2ugyA+xfRZVb9XQLEIkIgUs6HOmLE47znXFbWvTJ3yFNv+6aenZdv94Q/hu53hTjF9VtXvFVAsAiQixW6ovXqNr/SGXpk65SmmvR5gpGGhmXa6XwTxKabPpCrfK6BYBAjKpaG9mR1Qhw4jgushACAECMqU++Q7/STyzjtf21UA1GAECAp66625eaN4Bg9+z64CoIYjQBCiO9B1I1omPHQ3OgDYCBDkmT9/Zd5Fc02umJlXCQByESDIWr78B/Ob3zydDY8TT3zSLFz4vV0NAAIECAKajO+CC/73jO0WLQabTz5ZZFcDgCwCBMEcSj16jM4bcTVhwmy7GgDkIUBg7r57UjY8VHTnOQBUhACJyXvvzQ+Gws6Zs8x+KXG54VGZwnURf7z++pzgYVI8pwVJIEBioGGxmbmJ2rR5wqxe7deoJjsgKioEiB8UHpk+0eAHIG4ESAz+8Y9P83bAChSgVAMGvJ33vVqxYq1dBXCKAInB889/krehf/YZo5tQuv79J+d9rzQMG4gTARIDAgQuECBIGgESAwIELhAgSBoBEgMCBC4QIEgaARIDAgQuECBIGgESAwIELhAgSBoBEgMCBC4QIEgaARIDAgQuECBIGgESAwIELhAgSBoBEgMCBC4QIEgaARIDAgQuECBIGgESAwIELhAgSBoBEgMCBC4QIEgaARIDAgQuECBIGgESAwIELhAgSBoBEgMCBC4QIEgaARIDAgQuECBIGgESAwIELhAgSBoBEgMCBC4QIEgaARIDAgQuECBIGgESAwIELhAgSBoBEgMCBC4QIEgaARIDAgQuECBIGgESAwIELhAgSBoBEgMCBC4QIEgaARIDAgQuECBIGgESAwIELhAgSBoBEgMCBC4QIEgaARKDZ5/9yBxyyL3Z8umn39pVgCojQJA0AiQGw4a9bho3/mO2fPzxV3YVoMoIECSNAInBkCGjTIMGrbLlo49m2FWAKiNAkDQCJAaDBj1httxyp2z54IOP7CpAlfXrN8bst9+N2bJs2Wq7CuAUARKDhx56yGy00UbZ8t5779lVgCrr23eY2XXXjtmydOlKuwrgFAESAwIELvTqdZ+pV++gbFmyZJldBXCKAIkBAQIXrr/+r6ZWrc2yZfHixXYVwCkCJAYECFy47rrr8r5XBAjiRoDEgACBCwQIkkaAxIAAgQsECJJGgMSAAIELBAiSRoDEgACBCwQIkkaAxIAAgQsECJJGgMSAAIELBAiSRoDEgACBCwQIkkaAxIAAgQsECJJGgMSAAIELBAiSRoDEgACBCwQIkkaAxIAAgQsECJJGgMSAAIELBAiSRoDEgACBCwQIkkaAxIAAgQsECJJGgMSAAIELBAiSRoDEgACBCwQIkkaAxIAAgQsECJJGgMSAAIELBAiSRoDEgACBCwQIkkaAxIAAgQsECJJGgMSAAIELBAiSRoDEgACBCwQIkkaAxIAAgQsECJJGgMSAAIELBAiSRoDEgACBCwQIkkaAxOCee+7J29CffPJJuwpQJRs2bDCtWrXK+169/fbbdjXAKQIkBhdddFHehr7xxhubrl27mm+++cauClRowoQJ5tBDD837Tqlsttlm5s9//rNZtmyZ3QRwggCJwcsvvxza2FXq1Kljbr/9drN27Vq7CRAye/Zs07Fjx9D3yC4NGjQwjzzySHCWArhEgMTkqaeeMr/4xS9CG7vKnnvuaf7xj3/YTYDAqlWrzA033GC22mqr0HenVq1aZuuttw79u8ohhxxixo8fb78dEBkCJEY//fSTGTJkiNlll11CG7vK8ccfb6ZOnWo3Qw02dOhQ06hRo9B3RaVly5bm/fffNz/++GNwnW3bbbcN1VE566yzzKxZs+y3BkpGgCRg5cqV5vrrrzdbbLFFaGPfdNNNzaWXXmq+++47uxlqEF0Qb968eej7obLHHnuYZ555xm5iFi1aZC6++GKzySabhNpsueWWwVnM999/bzcDikaAJOiLL74wZ5xxRmhjV6lfv765//77zbp16+xmqMbmz58fDLDQT1P2d6J27drm1ltvNWvWrLGb5fnggw9CI7QyRWczjAJEVAgQD/znP/8xBx54YGhjV/nlL39pRo8ebTdBNaOBFH369AkGVtjfAY3a69Kli5k3b57drFzPPvtscLZiv5/K0UcfbSZPnmw3AaqEAPHE+vXrzcCBA832228f2thV2rVrZz7//HO7GaqBkSNHmsaNG4f6XKVZs2Zm0qRJdpNK++GHH4Kzlm222Sb03gqm888/n+HkKBoB4pklS5aYP/3pT8GYfnuD33zzzU2PHj3M8uXL7WZIIQ2YaN26daifVRo2bBgMuNDAiyjo7OXcc88NQsP+WwwnR7EIEE998skn5te//nVoY1fZaaedzODBgxnnn1KackQDJTRgwu5bDazQFCUaaOHCW2+9ZY488sjQ31VhODmqigDx3EsvvWT23nvv0Maucvjhh5uJEyfaTeApDYjQwAgNkLD7UqVDhw7BwArXdFbzxBNPMJwcJSNAUkDj/P/2t7+ZevXqhTZ2lU6dOpk5c+bYzeARDYTYb7/9Qn2nogEU48aNs5s4V9Fw8ksuuYTh5CgXAZIiCxcuNBdccEHBIZ66G/mmm24yq1evtpshQRr40L59+1B/qWjAhAZOaABFkr788ssyh5Nvt9125r777mM4OQoiQFLo3XffNccee2xoY1fZbbfdzLBhw+wmiJkGOlxzzTXBwAe7jzRAQgMlNGDCJwwnR1URICk2YsQIs/vuu4c2dpUWLVqYKVOm2E3gmAY2aICDBjrYfaKigREaIOErnQ09+OCDZocddggtu4qGk8+YMcNuhhqKAEk5/WTVq1evghPq6aeu3//+92bBggV2MzigAQ0a2GD3g4oGQmhARFro7OiKK65gODnKRYBUE1999ZXp3LlzaGNXqVu3rrnjjjsY5++I1r0GMtjrXUUDH+68887UrvtPP/3UtG3bNvS5VHbccUfz6KOPMpy8BiNAqpk33njDHHHEEaGNXWWvvfYyL774ot0ERdLZ380331zm2Z8GPGjgQ3VQ3nDyww47jOHkNRQBUg1pnP9jjz1mdt5559DGrnLCCSeYjz/+2G6GKhg+fHgwYMFetyoa4KCBDtVNRcPJzz77bIaT1zAESDW2YsUKc+211xYcCaRx/t26dfNuJJDvFAwaoGCvTxUFioKlutNZ1YUXXlhwOLkeeqXh5HoIFqo/AqQGmDlzpjnttNNCG7uK7kUYMGBA4vci+E47TQ1IKLTT1E9Y+imrpt2D895775U5nHzXXXdlOHkNQIDUIGPGjDH7779/aGNXOeCAA8zYsWPtJjWeLn7rIrgGItjrTEUDF3QRvSYrbzj5Mcccw3DyaowAqWF0R/EDDzxQ5nxMp59+enDGAmNGjRpV5oVjDdfVgAX8F8PJayYCpIbSjLCXXXZZmTPC9uzZM7iGUhPpRj8NNLDXi4puENQABYauFjZ37lyGk9cgBEgNN23aNNOmTZvQxq6iUVyPP/54ZM+k8J0GFGhgQaFQ1UAETU3CzXOV8+abbzKcvAYgQBB44YUXynwqXtOmTYMdQnWlAQQaSFDW0yA1GSJPg6y6ioaT68CF4eTpRoAgSz8t9O3bt8wLxuecc07wE0V1omnUNYDA/qwqmn5dAw9QmoqGk19++eXBT6pIHwIEIfPnzze/+93vCg5ZrV27trnlllvMmjVr7Gapogc36QFO9udT0QADDTRgCvNoVWY4Oes8XQgQlOmdd94JhmHaG7uKhm0+/fTTdhPv6WhYj4wt6yFKGljg89GwzhJnzZoVlMmTJ5vXXnstW/T/mdd8vlCt4eIMJ68eCBBU6KmnngpuDLM3dpVf/epX5v3337ebeEe/xw8ZMsQ0bNgw9BlUWrduHQwo8IEu5muI8COPPGKuvvrq4Khdz+PYZJNNQstdXlF9tVN7vY/eT+/rw+wDOtPo378/w8lTjgBBpWhqihtvvDGYqsLe2LWj0tQW3377rd3MC5MmTQoGAtjLraKBAyNHjrSbxEoju3TPSffu3c3BBx8cWkYXRX9Hf09/N8mRZTrb0zWQQiPfavpw8jQgQFAls2fPNr/97W9DG7uKJtm76667gkn3fKAL/l26dAktp0qdOnVMnz59EvupR5MO9u7d2zRr1qzKZxZRF/19LYeWJ6nJEBlOnk4ECIry+uuvm0MPPTS0sas0adLEvPzyy3aT2OgCvy7064K/vWwaGNC1a9dgoEDcdCStYa2tWrUyG2+8cWjZyirbbrttcAalUXA6Ite8Wxotp5/kVHQWkflv/bteVz3VVzu1t9+zrKLl0vJpOZM48tdwct0nYi+XSnUfTp5GBAiKprux9UAhPVjI3thVTjzxxOCBRHF65plnzB577BFaFpXmzZsHAwPipqPr8847r+DPf3Zp1KiROffcc4PHyiqko3qeiN5H76f31fvr79h/2y5aXi133NeGauJw8rQiQFCyZcuWBRdpC43z1yNRr7zySrN06VK7WaR0Ib9ly5ahv6+ineXQoUPtJs5pEkENFS7vbEM7Sf0k+NBDD5np06fbb+GU/p7+rv5+WTtrFS2/PkfckyJq7qzyhpNr7q20DydPOwIEkZkxY4Y59dRTQxu7yg477BDsrKKeNl4X7i+66KKC1xF0BK0L/3E/m0I/s+jsy16eTNEF45NPPjl4dogvO0Ath5ZHy1Xognam6HPF/TNSdRxOXl0QIIjcv/71L7PvvvuGNnaVgw46KLhnoVS6UH/33XeX+fu+jqp1wT9OOmLWz0P2smSKrg3169fP+1lptXxaTi2v/RkyRZ8z7s9R0XByPZ8E8SJA4ITG+d97771mu+22C23sKmeeeab58ssv7WaV8sorr5h99tkn9J4qurA/YcIEu4lTOqvSnetlhZlCU8/MSNsMvlpeLbeW3/5MKvq8+txRn1WWR2eTeuJhoetJvg8nr44IEDj13XffmT/+8Y8Ff2LSOP+//OUvZuXKlXazgj777LMyfxpq0KCBGTRoUOw76bfffrvM0WhHHnlktZl1Vp9Dn8f+jCr6/FoPcdJw47QMJ6/OCBDE4qOPPjLHHXdcaGNX2WWXXczf//73Msf56wK8LsTrgrzdVhfur7rqquBCfty0kyq0TPo81fVxrvpc+nz2Z9Z60PqIm0aWHXbYYaHlUUl6OHlNQIAgVs8//7zZc889Qxu7io5w/+///i9bVz+N6MK7LsDbdVVOOeWU2Ecuie6eLjRYQBefFXRJ3tkdB30+fc5CF9u1XuKeS6yi4eRt27aNfTh5TUGAIHY//PBDcNfzNttsE9rYNWRU9x4899xzZU7roQv0ulCfBI1A2m233ULLpPD78MMP7erVmj5voZ+1tH7iHqklPgwnr2kIECTmm2++CcKivPskcosuyOvCfFJTfutOb/snKy27nlSY1DIlTZ9bn9/uQ60nra8klDecXGdNun8E0SBAkDhNQ37UUUeFNvZM0QV4XYjXBfmk3HnnnaGdpH5a04gw/HdknP1To9aX1ltS/v3vfwezEdvfJ92YiGgQIPCGLqRvvfXWeRt70j8N6cL+n//859BOqEWLFkynYdH60Hqx15XWX1kDJFzTGdJ9990Xev5L3KP1qisCBF659dZb8zb0Yu8ViYJ2PoVm89Xw0aRm8fWd1kuh4bVaj0n+zKcpUQiQ6BEg8Modd9zhRYDoiLlQeHTr1o2dTwW0frSe7HWn9ZnUmcgll1xCgDhAgMArvgRIoZ+tbrvtNrsayqH1Za9DrdckECBuECDwig8BYi+DysCBA+1qqAStN3tdav3GjQBxgwCBV+ydd9wBoqGn9mgrzjxKY5+JaP3GPcSXAHGDAIFXkgwQ3fxm3+eh3/JROvuaiNZznDcbEiBuECDwSlIBouk37DvMNZqIHU00tB7t0Vla33FNe0KAuEGAwCtJBIhGBrVr1y7v7+p+BobqRkvr075PROs9jpFZBIgbBAi8kkSAaBbZ3L+pO6q5SdANrVf7jvU4ZvElQNwgQOCVuANEz7HIve6haS6YnsQtrd/c55xr/bt+nggB4gYBAq/EGSCaLt5+GJQmBoR7Ws+561394PLJhgSIGwQIvBJngOhxrLl/S/NuJTndRk2i9WxPBa/+cIUAcYMAgVfiCpAFCxYEjz7N/B1N8/3BBx/Y1eCQ1nfuQ6nUH+oXFwgQNwgQeCWuALHnudLDhhA/rffcflC/uECAuEGAwCtxBIhuYMu927xhw4bV/jG0vtJ61/rP9IX6xcUNhgSIGwQIvBJHgOgZ2bl/Y9iwYXYVxEjrP7c/1D9RI0DcIEDgFdcBMmXKlLz314VcJM++oK5+ihIB4gYBAq+4DpAOHTrkvf+oUaPsKkiA+iG3X9RPUSJA3CBA4BWXATJt2rS8G9gOOuigWKbRQMXUD+qPTN+on9RfUSFA3CBA4BWXAXLeeeflvfeIESPsKkiQ+iO3f9RfUSFA3CBA4BVXAaLRPltttVX2fZs0acJOxDPqD/VLpo/UX1GNjiNA3CBA4BVXATJ48OC89+3Xr59dBR5Qv+T2k/otCgSIGwQIvOIqQFq1apV9T9397OqOZ5RG/ZJ7d7r6LQoEiBsECLziIkBmz56dd/H85JNPtqvAI+qfTF+p39R/pSJA3CBA4BUXAdK7d++89xw+fLhdBR5R/+T2l/qvVASIGwQIvOIiQJo1a5Z9v7p165rVq1fbVeAR9Y/6KdNn6r9SESBuECDwStQBsmzZMrPJJptk369jx452FXhI/ZTpM/Wf+rEUBIgbBAi8EnWA2Hc4P/TQQ3YVeEj9lNtvpc4YQIC4QYDAK1EHSPfu3fPeb/r06XYVeEj9lNtv6sdSECBuECDwStQBcvDBB2ffq1GjRvbL8Jj6K9N36sdSECBuECDwSpQBsnjx4rzhu+eee65dBR5Tf2X6Tv2o/iwWAeIGAQKvRBkgEydOzHuvhx9+2K4Cj6m/cvtP/VksAsQNAgReiTJAHn300bz3mjBhgl0FHlN/5faf+rNYBIgbBAi8EmWA9OjRI++9mL4kXdRfuf2n/iwWAeIGAQKvRBkg7du3z77Ptttua7+MFFC/ZfpQ/VksAsQNAgReiTJA9tlnn+z78OjadMp91K36s1gEiBsECLwSVYDoCXebbbZZ9n0YgZVOuSOx1J/FPkGSAHGDAIFXogqQlStX5r3PVVddZVdBCqjfcvtR/VoMAsQNAgReiSpA5s+fn/c+N998s10FKaB+y+1H9WsxCBA3CBB4JaoAmTFjRt773H333XYVpID6Lbcf1a/FIEDcIEDglagC5N133817n0ceecSughRQv+X2o/q1GASIGwQIvBJVgIwfPz7vfYYNG2ZXQQqo33L7Uf1aDALEDQIEXokqQF599dW893nhhRfsKkgB9VtuP6pfi0GAuEGAwCtRBQhnINUDZyB+I0DglagChGsg1QPXQPxGgMArUQUIo7CqB0Zh+Y0AgVeiChDuA6keuA/EbwQIvBJVgHAnevXAneh+I0DglagChLmwqgfmwvIbAQKvRBUgwmy86cdsvH4jQOCVKAOE54GkH88D8RsBAq9EGSA8kTDdeCKh/wgQeCXKAOGZ6OnGM9H9R4DAK1EGyMSJE/Pe6+GHH7arwGPqr9z+U38WiwBxgwCBV6IMkMWLF5tatWpl34uRWOmSOwJL/aj+LBYB4gYBAq9EGSBy8MEHZ9+rUaNG9svwmPor03fqx1IQIG4QIPBK1AHSvXv3vPebPn26XQUeUj/l9pv6sRQEiBsECLwSdYCMGjUq7/0eeughuwo8pH7K7Tf1YykIEDcIEHgl6gBZtmyZ2WSTTbLv17FjR7sKPKR+yvSZ+k/9WAoCxA0CBF6JOkCkWbNm2ferW7euWb16tV0FHlH/qJ8yfab+KxUB4gYBAq+4CJDevXvnvefw4cPtKvCI+ie3v9R/pSJA3CBA4BUXATJ79uy84bwnn3yyXQUeUf9k+kr9pv4rFQHiBgECr7gIEGnVqlX2PTfddFOmNfGU+kX9k+kr9VsUCBA3CBB4xVWADB48OO99+/XrZ1eBB9Qvuf2kfosCAeIGAQKvuAqQ5cuXm6222ir7vk2aNGEn4hn1h/ol00fqL/VbFAgQNwgQeMVVgMh5552X994jRoywqyBB6o/c/lF/RYUAcYMAgVdcBsi0adPyLqYfdNBBRT/hDtFSP6g/Mn2jflJ/RYUAcYMAgVdcBoh06NAh7/1LvcMZ0bBnDFA/RYkAcYMAgVdcB8iUKVPy3p9H3foh99G1KuqnKBEgbhAg8IrrAJG2bdvm/Y1hw4bZVRAjrf/c/lD/RI0AcYMAgVfiCJA333zTbLzxxtm/0bBhw8hG+6BqtN61/jN9oX5R/0SNAHGDAIFX4ggQ6dKlS97fufLKK+0qiIHWe24/qF9cIEDcIEDglbgCRHc816tXL/t3dPfzBx98YFeDQ1rfuXedqz9czRBAgLhBgMArcQWIPPDAA3l/Sxdy161bZ1eDA1rP9oVz9YcrBIgbBAi8EmeArF+/3hx66KF5f++aa66xq8EBrefc9a5+UH+4QoC4QYDAK3EGiLz99ttms802y/493cD2yiuv2NUQIa3f3Bs6tf7VDy4RIG4QIPBK3AEid911V97f3GGHHczcuXPtaoiA1qvWb+761vp3jQBxgwCBV5IIEE2j0a5du7y/26JFC7N27Vq7Kkqg9an1mruetd7jmE6GAHGDAIFXkggQWbx4sdltt93y/vZvf/tbdjQR0XrU+sxdv1rfWu9xIEDcIEDglaQCRHQDW+71EJVu3brZ1VAErcfc9ar17OKGwbIQIG4QIPBKkgEiQ4YMybtLXeW2226zq6EKtP5y16fWr9ZznAgQNwgQeCXpABF7GVQGDhxoV0MlaL3Z61LrN24EiBsECLxi77yTCBD585//HNrxcSZSNfaZh4rWaxIIEDcIEHjFlwDRyCB7viwV/ZbPzqd8Wj/2NQ8Vrc84RlwVQoC4QYDAK1dddVXehq57BJLa6Wi6jUIhotFEDPEtTOvFHm2VCY+kpon5+uuvzT777EOAOECAwCu/+c1vQjsfzZn01ltv2VVjofAq9HOW7mfgZsN8Wh/2fR4qWn9JHAT88MMPwc9o22yzTWiZklie6ogAgVcmTJgQGgWlon8799xzzbx58+wmsbjzzjtDy6U7qpn25L+0Huw7zLW+tN6S8Nxzz5lf/OIXoe+Ryn777WdXR5EIEHhn+vTp5tRTTw3tsFV0NHnrrbcGR5dx09BT+z4RLaMmBkzq55mk6XPr89t9pfUU91Bd+fDDD02rVq1C3xsVPbiKgRDRIkDgrcmTJ5ujjz46tCNQ2WOPPcyzzz5rN3FON7/Zd6yr6Gc27bxqEn1ee0p2Fa2fOG8SlEWLFpk//OEPZpNNNgktz5Zbbmn++te/mu+//95uhhIRIPDek08+aRo1ahTaMajoaDPuB0Fp+g2dIdnLoocj6Ql71f3xuPp8+py5D4PKFK2XuKYnkR9//NH069fPbLvttqFlUdE1tVmzZtnNEBECBKmgo8cbbrghOJq0dxI66rz44ouDo9A4aYSY/ZOWyi677GKGDRtmV68W9Ln0+ezPrPUQx6y6uV599VWz7777hpZF5eCDDzbjx4+3myBiBAhSRUeTZ511VmiHoaKj0HvuuSc4Ko2LnmNhP5QqU/Tzzosvvmg3SSV9jkI/V6no87t+nkcuXSM7+eSTQ8uhogv5Dz/8sNOHU+F/CBCkko4uDznkkNAOREVj/v/5z3/aTZzRzkqPYy3rZ5SDDjrIjBgxInX3Hmh5tdxafvszqejz6nPHtbNetmxZcJ/Q5ptvHloWnQF1797dLF261G4GhwgQpJZ2cI888ohp0KBBaIeioqNUHa3GZcGCBcFQY3s5MqVJkybB7/Wq5zMtn5ZTy2t/hkzR54zrc6ifBw0aVGY/n3TSSeazzz6zmyEGBAhST0emulmt0PUI/ZteU524aATSiSeeGFqWTNHFZ4Xb8OHDzZo1a+zmidByaHm0XIUujmeKPlecI6x0X5AvZ5oII0BQbZT327iOXnW2EufPSFOmTDEdOnQI3SORW+rWrRtM/fHQQw/FerYk+nv6u/r7Wg572TJFy6/Poc8Tl9mzZ5uOHTuGlkUliWtdKIwAQbWj0Tn23EeZoqPZuEfnTJs2zZx33nlmq622Ci2PXTRcWT8PPfjgg+b11183CxcutN+uKHofvZ/eV+9f1rDo3KLl1XJr+eOyatWqYLRdoXWl0XYXXXRR7KPtUDYCBNWSjk51lFrWhW2N5Ir7/oAVK1aYxx57LLh3pbyzErvoMzRt2tScc845pmfPnubmm282ffv2De70Vhk1alT2v/Xvel31VF/tyloHhYqWS8un5dTyxmno0KFlBlvLli1jv98HFSNAUK3paFX3iJR1h7KOdpO4Q3nOnDmmd+/eplmzZgWXLc6iv6/l0PJoueKmIcDNmzcPLZeKZhx45pln7CbwBAGCGkFHr2XNkfT//t//C+52T4ru7NZZhIah6gY4e/lcFP0d/T393aTunJ8/f77p2rWrqVWrVmj5ateuHcx55ssgAxRGgKBG0fxZOqq1d1gqmndL828lbcmSJeaNN94ILvpfffXV5rTTTjO//OUvq3ymovpqp/Z6H72f3lfvnyQ9M6RPnz6mTp06oWXWT2h6dkhSsy6jaggQ1DiayVdHt4WeE6Ed2Pnnn2+++eYbu5kXtPPVtRsVhd1rr72WLfr/zGu+PvBq5MiRpnHjxqH1rqKf0SZNmmQ3gccIENRYOsrViKRCF7R1dHz77bd7uyNOm6lTp5rWrVuH1rOKplnXAAAe8pQ+BAhqPD3tsKx5nvbcc0/zj3/8w26CStLMvJdeemnBmxO32GILc91115mVK1fazZASBAhg/vvo2ieeeKLgTLMqxx9/fHAUjcrRg6buv/9+U79+/dC6VNGNiV988YXdDClDgAA5dDR8/fXXB0fH9k5PR9GXXHKJ+e677+xmyDF69OjgsbH2+lM58MADzbhx4+wmSCkCBCjgyy+/NGeccUZoB6iy3Xbbmfvuu6/GPsa2LJ9//rlp3759aH2pbL/99mbgwIGxzdyLeBAgQDn+85//BEfN9g5RRUNkdbRd0+k+Ej0Xvaxp1v/0pz8lPnQYbhAgQAV01Kw5pPSwInsHqdKuXTszY8YMu1m1p4kpBw8ebHbaaafQOlH59a9/bT755BO7GaoRAgSoJB1FX3HFFQWnjdfRd48ePRK7qztuEydONIcffnhoPajsvffe5qWXXrKboBoiQIAq+vTTT03btm1DO06VHXfc0Tz66KOxThsfp6+++sp06tQp9LlV6tWrZ/72t79x70wNQoAARdJRto627R2pymGHHRYcpVcXq1evDmb53XrrrUOfVXNZXXDBBZFNPY/0IECAEmjaeB116+jb3rGqnH322YnMcBulYcOGmd122y302VSOPfZY8+6779pNUEMQIEAEdPR94YUXFpxZVg9Huummm4KHJaWJgqFFixahz6OiQNEjcFGzESBAhN57773gqNze4arsuuuuwdG87xSGv//97wuGoX7C0k9Z+kkLIEAAB0aMGGF233330A5Y5Zhjjon1+eKVpYvfd955Z5nPR+/cuXNwER3IIEAAR3SU3qtXrzIvPOsof8GCBXazROjBUmUNCNBwXT1HBLARIIBjc+fODY7e7R2zio7277jjjsSGvupGvxNOOCG0XCq6QVDPRq+uQ5JROgIEiMmbb75pjjjiiNCOWmWvvfYyL774ot3EGd0U2a1bt4LTrOumSE1NUlNuikTxCBAgRpo2Xkf1O++8c2jHrdKmTRvz8ccf280io2lZBgwYEExuaP9tFU2GqEkRgcogQIAErFixwlx77bUFJyDUWcHll18ePIwpSppG/YADDgj9PRVNvz5mzBi7CVAuAgRI0MyZM81pp50W2qGr6CxBZwulThuvBzfpAU72+6vogU8PPPBAyX8DNRMBAnhg7NixZv/99w/t4FV01qDXq0pnOXpkbFkPx7rssssiP8tBzUKAAJ7QWUD//v3LfAzs6aefHpyxVETXWYYMGWIaNmwYeg+V1q1bm2nTptnNgCojQADP6KxA10AKjZDS2UTPnj2Ds4tCJk2aZJo2bRpqp9K4cWMzcuRIuwlQNAIE8JTOEjQqyw4CFY3ievzxx4OzDdG9Jl26dAnVU6lTp47p06dPYveaoPoiQADPvfDCC8F9InYwqOgucU3iWLt27dBrutu9a9euZv78+fZbApEgQIAU0NlD3759y5ynyi7Nmzc377zzjv02QKQIECBFNHfW7373u4Iz5ao0atTIDB061G4GOEGAACmkswvd/Jf7c9WNN96YumeOIN0IECDFbrjhBnPSSSfxVEAkggABABSFAAEAFIUAAQAUhQABABSFAAEAFIUAAQAUhQABABSFAAEAFIUAAQAUhQABABSFAAEAFIUAAQAUhQABABSFAAEAFIUAAQAUhQABABSFAAEAFIUAAQAUhQABABSFAAEAFIUAAQAUhQABABSFAAEAFIUAAQAUhQABABSFAAEAFIUAAQAUhQABABSFAAEAFIUAAQAUhQABABTl/wOvm2P7KHSzkAAAAABJRU5ErkJggg==)
PN: 3H30-1-Y4
CAS: 655256-68-1
Molecule Weight: 205.305
Formula: C12H19N3
PN: 4H15-1-H0
CAS: 736991-52-9
Molecule Weight: 190.246
Formula: C11H14N2O
PN: 3H31-1-24
CAS: 1013-25-8
Molecule Weight: 190.29
Formula: C12H18N2
PN: 4H15-1-1A
CAS: 85803-62-9
Molecule Weight: 204.273
Formula: C12H16N2O
Melting Point: 45-48 ℃
Boiling Point: 93-96 ℃
DOT/IATA/IMDG: UN 3263 - HC 8 - PG III
Hazard Statement: H314-H318
TSCA: Not listed on TSCA inventory
HTN: 2933.59.9500
EINECS: 254-481-9