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C4+qrr3Zz584Nq+aF1rj629/+VqbfRMOQH3vssUSWWymEYc4ECJAwLUuiCX0Kj5tuejUsLiq60L355pt+pJEu9mGYqL9CdxPPP/982o7jXE6UU/OaHit1QUV1ls+ePTusWi3Uf3HLLbeUmQh50kknJdJUJ+VNtKxfv35eJloSIECCtI5VixYDfXicdtogt2JF5p/Qi8G7777r153aZ599NgoT3Vmcc845bvDgwX6vcPnggw9yulSHOr6bN28eP7Y6xhVmhUhNW6mvhe7u1CSYlPKWemnZsmVOl3ohQIAEXX/9Kz48dAfywQfJfMIUXSjV6ayRP5rQpjb91Ilu+re+rnLVy3REUVUoHLp06eI3SQrDZKuttvK78KXeFWixQN3NJEUXzL322it+/NNPP91v4lTotBpvdLegTnZNTkxSuNik+keaNm2ayKi2EAECJOSZZ6bE/R6apFcV+mPXhaBDhw5+5FB4gc7k0Pfp+/U4ubh4pNKopr/+9a9+Yl54HrlYrlwbSEVbxuoifNdddyXSr5AvupNLDT+NGEvy/DXvpXv37mWWu1f/U9IIECABWggxWgTx979/ccPF0nYx0OqsGk1T3kio6GK53377xZPbtNNd9P/6eury4KmHHk+Pq8fPNQ011Sde/VwttZ70hkljx46NL4zqS1FAFiONmDr22GPj9+jCCy9MvPNbAwiix+/Xr19YXGUECFBF2kXwnHOe9eHRpEl/t3Dhf9r/s6FmJzXBhBd+TRZT85T2+tan/MrWX1K56qm+vk/fHz6mfk6uJwo+8MAD/mdpBFKSPvzwQ99xr8fWZL033ngjrFJUNIgg9X1XiCR5J6JRctFjayBD0ggQoIr+9rd/x01XmpiXDc2JOPfcc8tc4NU088c//tE30yRBj6PHi5p8okM/Vz8/F3IRIPo0rU5yPa5CJF/zOnJNdx0Kjuh9UXNWUggQoIBF+5nr6Np1bFiclsbr61N09Aeui+ODDz7o50vkgh5Xjx9dhHXo5+s8kpZ0gGihwmiOhzqgX321uIdHhxQiqXciSXWsEyBAgZo/f5VvslJ4nHvuELd2bfrmpYhGCqUuR6F2fHVw5rqjO6Kfo5+XusyHzifJEUxJB8jFF18cn2su2vILgebRRH0i6svSZM6qIkCAAqRO8ssvf8GHh1a4zXRZ9E8//bRMv4TmBXz++edhtbzQz02dl6Dz0vklIckA0Uz16BxvuOGGsLikqGM9Gp2leSJVnWxIgAAF6OGHx8dNV889NzUsLteECRPiVWE1P0JzKCrrFM81/XydRzRfQ+en86yqpAJk1qxZcaf5oYcemre7tOqkIb4avabnrBnrVelUJ0CAAjNx4vx4qZJOnf4VFpdLF+XoQqhJdkOHDg2rVCudj85L56fzrGqIJBUgWpJEj6NZ7kktjV4MNNkwuvBr7SwrAgQoIKlLlfzud5ktVaKlJKI7D12cC3Xoqc4rCjmdb1WWwEgiQLRrYHTxu++++8Likhc1L2qBxEWLFoXFGSFAgALSvv1DrkGDu/0dyKRJlbdPq2M6WjdKn/ALNTwiOr/oTkTnbe1Yr2qAaCZ1tESK/qt/1zRTp06Nm7K0XI0FAQIUiIcf7u122OEQt8ce57iHHspspdNotJX6GAqt2aoiOs+oT0Tnb1HVAOnTp0984dOdSE2lVXyj35/JkyeHxZUiQIACoD/eaNhrs2bn+w2jKqP5FdEfrzqqi4nONzp3yzyRqgSIOo2juw8t0VKTaSn4aFmbNm3ahMWVIkCAaqbx+dGChlphds6cOWGVjWiGdzRJUG3Z1T3aKls636gNXs8j2xnrVQmQYcOGxRe9l19+OSyucbQplV4LzQ3JdiABAQJUM23lGv0RZtoMFS1PoruW6prnUVU67+iuS88nG1UJkBNOOMF/b8OGDcOiGkmLUUbb42p9s2wQIEA1UmBEf4AKkkxoocLoe3KxhHY+6fyj55LNAozWANFGU9Fe6eoHwX9oj3W9Jholl80ujgQIUE3UVKUmK/3xqQkr3ZatqU477TT/PdoCNps9wwuRzj/aylbPK1PWAOnatav/Po0EW7FiRVhcY2nzrCgIBg4cGBZXiAABqoH6AI4//vj4YvbRRx+FVcql/TaiT9BauLAU6Hno+eh5ZbqfiDVADjroIP99rVu3DotqvCOOOMK/Ntq2NlMECFAN/vznP8d/eD179gyLK6RNm/Q9Wjo90zuWQqfnES0Fr+eXCUuAaNmS6DV/7rnnwuIaLxrVpy1qM707I0CAPNO+3dHOflpKI1Napykacqn9N0qJno+el55fJutRWQKkf//+/ns058E6gbGUzZgxIw6DF198MSwuFwEC5NGyZcviNn/tm6HVUTOlP+rojzWpzaAKhZ5PNhcvS4C0bdvWf88hhxwSFuH/1a1bN6sPKAQIkEfRzHHdgWS77EjHjh3992pZ9FIULUOv51kZS4BES74kuSNfqWnXrp1/jQ4++OCwqFwECJAnDz/8cPzHZpk5Hk02zHasfrHQ89Lz0/OsTLYBoqGp0eAD7eeO8kVLvGhXxkzWByNAgDyYMmVKPGlOu8JlO3N8yZIlJX8B1PPS89Pz1PNNJ9sA0eiu6EJXas1/SRo3blz8Ok2bNi0s3ggBAuSY9gqPho9qxq8ms2Xrrbfeiv9QP/nkk7C4JOh5Rc9RzzedbANEF7conLT/OcqnPrnoPdCSL5UhQIAcu+qqq+I/siFDhoTFGcm2aaEY6Xnp+el5VjZLPNsAiSYQ1q5dOyxCIBpSfe+994ZFGyFAgBxKXbivKn0Xt912m3+MevXqhUUlRc9Pz1PPN51sA+Tmm2/29XUniPTq16/vX6tbb701LNoIAYJqo7ZoTe4q1UPtybVq1fJ/XAceeGBWawyFogmERx11VFhUUvT89Dwrm1CYbYBEr9/RRx8dFiFw5JFH+teqQ4cOYdFGCBBUi+OOOy7+xSv1QzN7P/zww/AlyMqll17qH6tZs2ZhUUnR89Pz1PNNJ9sAueSSS2rE65eEpk2bZvQeCAGCvNNWmtGOdDXhULt+tvsshM455xz/WC1btgyLSoqen56nnm862QZITXn9kpDpeyAECPJOi7XpF05LR2vW8ZgxY0ry0NIZ0dDdQw89NKMlOirCHUhZ2QYIdyCZ4w4EBSt1OQ7LVqbF5sknn4yf7w033BAWZ4w+kLKyDRD6QDJHHwgKkj6BR6NsNNt43bp1YZWSdPHFF/vnrDkIL730UlicEUZhlZVtgDAKK3PRKKzK3gMhQJA33bt3j3/ZXnvttbC4ZGni2n777eef9y677OIWLFgQVqkU80DKyjZAunXr5uszD6Ryek31WunvtTIECPJi4cKFvs9Dv2jZLGFeKsaPH++22GIL//zVB/Tjjz+GVdJiJnpZ2QaIJnCqvu4CM93roiZavHhx/B4MHz48LN4IAYK8iFb53HLLLd1nn30WFtcImtkb/bFlMss3FWthlZVtgGgYdfTaK8xRvrFjx8avUyYfVAgQ5JwmDEbDdjt37hwW1xi664hGoOlu5P333w+rpMVqvD/JNkC062H0Ozho0KCwGP+vd+/e8e9nJn2UBAhyLtr7W+3PNX0hO/V/7Lrrrv71UL9INq8H+4H8JNsAkaiDPpPHr6mi4eKZbrpFgCCnnn766fgXrG/fvmFxjfTyyy/HzVEXXXRRWFwhdiT8iSVArrjiCv89DRo0CIvw/7RLpl6jG2+8MSwqFwGCnFGzwZ577ul/uRo1auR++OGHsEqNpT/Q6A9Pc0UywZ7oP7EEiJqu9D0K70WLFoXFNd7HH38c/07qQ04mCBDkzB133BH/wVY2qqam0UXysMMO86/Pdtttl/HAgmhCnJbcVkCXAj2PaAnxyiYQRiwBMm/evPhiN3DgwLC4xosGeaj/I9OFPwkQ5MScOXPc1ltv7X+x2rRpExZjg08//dSHh14j3aFl8slbO+tFzV8PPvhgWFyU9DyiDxp6fpmwBIgcfvjh/vtatGgRFtV40SCNbIbZEyDICYWGfqkUIgoTlE/rZUV/gJ06dQqLy3Xaaaf5+nXq1PF/wMVM56/noeej55Upa4BEYaUVkr/66quwuMZ677334t/DTHYijBAgSJyaq6JPyX/5y1/CYgQuvPBC/1ppmOkrr7wSFm/k7bffjv9o77zzzrC4qOj8o+ei55Upa4BoQqvCQ997//33h8U1VjSEWislZLPSAQGCRKmjPGrbVwd6qbTT55JmRkdDWPfYYz+3aNHSsMpGzj33XF9fq/1+/vnnYXFR0HlHqxXr+WTDGiASLVeu389sLpalau7cuX6Cr16TbOdpESBIVLRmkw4N4UVm1IRQq9bebtddm7q2bf/pKlvp5Msvv4z7Txo3buzWr18fViloOl+dt85fz0PPJxtVCZDUZWH69esXFtc4V199tX8t1NycbbMeAYLErFy5Kp4kp8mDyE7PnsPcgQfetuEO7lE3YEDlOxhqOfzoj7dLly5hcUHT+UbnblnWvyoBIieccIL//v3337/owjdJs2fPju8+rr/++rC4UgQIEnPnnX3c9tsf6LbYYruSm+iWDz/88OOGT4MjfYAcdVRv9/HHi8MqG2nVqpX/41X/ydChQ8PigqTzjJYV0flbVDVA1NcUXfhKZTSbhUZc6TXQ3YdllWgCBImYM2eFa9jwDrfXXpds+CRT+TLQKN/ixatds2ZP+hBp1eppt3p1+jb65cuXu3322cf/AW+11VbujTfeCKsUFJ2fzlPnq/PW+VtUNUDk1FNP9Y9Rq1atrJtuSsHzzz8fX/y7du0aFmeEAEEirr/+FX/RO+64R9ySJavCYmThrbdmu0aNHvWv5+23jwmLN6JJiBo9oz9iLZlfqCGi84qW9Nf5Zjp5sjxJBIjm4UTNNxoJV5MouH/1q1/5537wwQebBxMQIKiyd9+d6y92Op58svK2e1Tu/vvfjl/Tl16q/EI7YcKE+OKsT/iF1pyl84nuPHSeOt+qSCJA5E9/+lN8Aawps9O1KvQZZ5zhn7OaEt95552wSsYIEFTJ+vU/uHPOeTZucvn+e9a7SoJexwsvHOpf1xNO6Ofmzq18EyRdlKM7EV0Y1FFd3R3E+vk6j6jPQ+dX1fCQpAJEF0CtPKvH0miw6dOnh1VKzl133RVf9G+//fawOCsECKrkmWemxJ+U33xzdliMKpg9+2t3/PF9/Wt78cXPu3XrKg9nNctEc0p0aKhsdc0T0c+Nhurq0Hnp/JKQVIBI6pIyas4p5R0LR4wY4TbddFP/XJs3b17lBU4JEJh9/fUa16RJf3+B69BhZFiMBLzwwidxQD/44LthcbnUvh2NztKhyXqa8Z3JWltJ0M/Rz4smCerQ+Vg7zMuTZIDI4MGD43M96aSTin6JmPKMGTMmfk/22muvSnd9zAQBArN77nnLX9iOPLL3hk+byV0cUNZtt432r/Phhz/m+5sypfkV0SdrHdrrQUNW16xZE1ZNhB5Xjx/tKaFDP98yz6MySQeIpM5NOeecc6r86byQaKJq9LuglY+1dHsSCBCYzJix1B1xRG9/YevefVxYjAR9881a17LlU/61PuWUAW7p0syXh9EM72jZk+jQBUT7byQ1V0ePo8eLlmSPDv3cbGeYZyoXASJXXnllmRAphTuRV199NR5goSHLSb3vQoDA5Kqr/sdf0E4++Qm3YkXx/5EVusmTF/o7Pb3mHTu+VOlSJyEtVHj66aeXucDrUL+EFtJ76qmn3LRp0yrtdFe56qm+vi+1vyU69HOyWRgxW9oM6qyzzvI/S8Nwk7zI6/kpOKLn0qRJk6y2HS40Wqpl8803989FIZL0vjx6L6LXasCAAWFxlREgJWjMmFlxu/yQIVPDYuRI374fxK/7oEEfhcUZ0X4b2rQp2tkwPNTBqr3aTzzxRH9o34zo//X1qAM2PPR4etxM9/PIljaD6tmzp7+gh+ew9957u+eeey78FjOFSOqdiDrWi210luZ13HDDDfFz0JyPDz9Mboi9mve07l20dJEO62TEdAiQErN27Xp35pn/aU4577whfvkN5Ide6+jO7+ijH99wJ1D5UicVUUe3RuR06NAh3kgo20Pfp+/X4+Sig/6LL77wS64fd9xx8fYA0aF/p3bS61DIJXmR1BDX6LHVf1As80QUdoceemh87toDXivuJmXs2LEuWnE7ei/081atSn4CMQFSYvr3/+lT8PvvzwuLkWOLFq12TZs+4V//888fEhabaUSOmp169+7ttyJW89Rll10WH/q3vq5y1UtiBE95NDv97rvvjncOTD20j4dGSD388MPxuk2a3f7b3/42rqO7k/bt27vFi+3hmkqjs1IHImjGeqEue6K7jvvuu89ts8028flefPHFiTXBaWO4aKO46NCiqZMmTQqrJoYAKSFLlqyO5yV06vSvsBh5oqVONIChTZvkmm2q05QpU/zGY2oqCkND+3OrGU3NJRWFlppTHnvssTKd+DvuuKPvaLcu0ZFK80SiyYY61BGt0WaV9RflkxaH1MrC0Tmqv2PQoEFhNRPt6aMPD9EW1To0DDgf2zUQICXkjjvGxM0n8+Yl86kGNhqJ9d1368IvFw2NBNIyIr/+9a83Cg01TamT/Mknn8xqUt/XX3/t2/2jTmMdBxxwgHv55ZfDqllTR73ON1o7S4cu2OqkTiKkrF566SXfdJf6+mnDrFmzZoVVTXQHpo23osdWiCjs87VRHAFSIqZOXeTnIShA/vnP98JioFLjx09zt9zyZ9/pHYaGml3OO+88/6n2m2++Cb81K+oD+N3vflfm8fXvJDrC1cSmGdypj60LbI8ePfLWtKVQ1R1Zw4YNy5yHwvJf/0qmZUDLzajvKfXx1XyXZF9KJgiQEqAho23bDvfhceqpAypdYhwQdfpPnDjf3XvvONeixUBXt25bt+229eILkpqCLrnkEjd8+PCcTG7UnUdqs46aw2688UZ/p1JVajKKNqWKDvXRaIl4DWdNqg8monPWPIvWrVvHi1KmBocCJYk7IYXg5ZdfHq9dpqNRo0Zu3LjqmetFgJSAl1/+LO44HzGi6p/iULq0uOZ7733p7rrrzXhfk+jYf/9O7te/PtVfoHRxz8XIrZAuqro72GGHHeILovpKNBggiZnmmlehJiOFR+pFXYdGP3Xs2NE3A+kTfabNcer0VhOf7sY0QVP9L+EoNB1aZ2zYsGF+dd2q0ntx7733xhMOddSuXdv17ds3kce3IkBKQOfOr/kLwCWX6Jc1LEVNp6HdY8fO9n1k0dpoqUfz5gNc165jNwTLFz5gqoPuCDS3I3UOiS7M//73v8OqJgsXLvQd60ccccRGF/rUQ/Mm1O9T3jwbfV0X7fB7Uo+DDjrIj1LTEOekvPjii65evZ/uDHWndvPNNyc2eqsqCJASMH36En8B0OqwgKgDf/Toz12XLq/HI/NSj9NOG+T3NJk0aUFBfejQRMew01lLriR5QdakR42AuuKKK8odJJDNoZn+bdu2df3790/0HEXrYTVr1qzMz9MWtzNmzAirVhsCBDCKLsaVSVcvKtPIufnzK57ole4xIur7UnOm7kiPPbbPRqGhCaYPPfSeX3al0A0ZMsTVrVs3vnBq5JcWU1y9enVYtco0YkkTHDVbXrO1NSS2Xbt2ZebZ6N/6uu4udG4Kulyciyxbtsw3raU2u2lS6KhRo8Kq1Y4AAYwyuahLunqpF3jdLVSkosfQQo7q99KWxQqhMDRat37GPfLIeH+XWmw0NFfLzm+77bbxhVQrCRfLjPNsad6KloNJXcZmp512cv/85z/dunWFOSScAAGMKrqoh9LVi8p08dcw7E8/XRpW8cp7DI2iOuOMwRuFxgUXDHWPPz7RzZpVGkv4a8VgzdhO7ag+5phj3Pvvvx9WLVqjR4/2/SfR89Pdh5ahWbq0/N+HQkGAFKDUi0pVmzWQO5m+/unqRWXRHutaybc85T2G+i7OOus/655ddtkw98QT/7vhYpvZSKJipL3BjzzyyPgiq6Gsal6Klk0pRjNnzoxXLo6Opk2buqlTi2MRVAKkAEUXCx2WZg3kR6avf7p6UZl2j9Te6vp/zc0IVfQYa9asc8uXJz9Ho1BpyOoTTzzhdt999/iCq7Ww1HeRj2HHSdEIqltvvbXMzHmtpvzCCy+EVQsaAVKAoouFpVkD+ZPp65+uXmpZnz6T/P9feumwoFb6x6iJtLLsbbfdVuYCrBFRmndRyBSAWl5lt912i89bczu6detWVAEYIUAKUHSxsDRrIH8yff3T1Ust092E5mTo3xqCW1E9/OTzzz93Z599dpkmoJNPPtlNnjw5rFrttEpy6irGaoLTEOB8LbGSCwRIAYouFtZmDeRH9PpnepQnLBs69GP/77PPfqbMpL6wHsp6/fXX/czy6OKsTuirr766IDqhtT7VRRddVCbkjj32WDd+/PiwatEhQApQ6sWCZo3CFQZEZUd5wjKFRqtWT/uvKUwqqoeNaRis9iLRPuzRhVrDYP/xj39UyzBYrR/217/+tcz+H3Xq1ElsGfdCQIAUoNSLBc0ahSvT1z9dvfLKRo2a6b+mhTH1/ldUD+XTRLzrrruuzLLx9evXd6+++mpYNWeeeeaZjSZC/vnPf87Z5MPqUhIBUtFiZlU9Nt30526XXZq4Aw64Nf4DTvq48kptN1p245uoLEKzRmHK9PVPV6+iMt1x6uu6A5WK6qFi06ZN22hpdy2sqCXfc+WDDz7YaBXg888/382ePTusWhKKPkDU9hle+JM68hEgGmW1cGHZ/RWisgjNGoUp09c/Xb2KyiZMmOe/3rhxP98XVlE9VE57woeLEXbu3Dnj1XczsWjRIr+tcOpikNqH/M033wyrlpSiDhC1eUbbbO6yyy7u8ccf94uaJXU88cQA9/TTr7hhwyb65SJycehCESrvYkGzRuHJ9PVPVy9dmUbfqaxHj3fS1kPltGx89+7d/R4n0QVeK+9qn46qLBuvx73//vvLLEcfXYuq8rjFoqgDpFevXvGbVujjv7NR0cWCZo3Ckunrn65eujLN/9EdauoaV6gaLeuuVXhTN2Q67LDD3NixY8OqlRo5cmSZ1Xx1Z9OpU6dE72wKXdEGiDrKotEWGvddSiq6WNCsUVgyff3T1UtXJlqJIKqTrh6yM2nSJHf88cfHF38dbdq0cXPmzAmrbuSTTz7xOxumfu/pp5++IfA/DauWvKINEI2y0Bun8d6FOGmoKtJdLGjWKByZvv7p6qUrk3nzVrqjjupdaT3YaFfBvfbaKw6Crbfe2i/briXeQ8uXL/c7EKaO7jrwwAMT2+e8GBVlgGijlehNvOaaa8LiopfuYkGzBpAshcVf/vIXHx5RMOy5557uqaee8uXqa33kkUfKzC/Zcccd/Q6H1TG/pJAUZYBEQ/M0SWjJkuLb56AylQUDzRpA8jRj/IILLijTNKXZ7an9HGrxuOqqq0ryumNRdAGiIXnRm6kZpqWosmCgWQPInXHjxrlGjRqVCRIdTZo0cR999FFYvUYrqgDRapXRpwHNLK3pt48AckOr5mqUp+Z1bLXVVu7ZZ58Nq8AVWYDcd9998aeBfC5LAADYWNEEiMZvR5OAtBwBAKB6FU2AaPKPwkOTdXK5lk2xWrlybfglAMipoggQTfqJZo7edNNNYXGN17Pn+74zPZqhDgD5UBQBEs0Y1do1NWmZgEw98MB/JhUec0wfP0ILAPKh4ANE6+pHHeda+AwbW7Ro9YaQ7etDpHPn18JiAMiJgg4QzRCNlhnQgmc1YXVLq2jnQh3lbX8LAEkr6ADR8gIKD20WZVktsybRplRnnDHYB0ibNs9tCNsfwyoAkKiCDRCtihntJawdvVA5bXkb3YWkbjwFALlQsAESrUmjBc4yWWIZ/9G+/QgfIE2bPsHQXgA5VZABorVooj3OtbQyMhet1qsQuf/+t8NiAEhMwQWI1qCJFjLTksqrV68Oq6ASd9891gfIkUf2dl98sTwsBoBEFFyA9O3bNx62G63Hj+wsX77GNWnS34eINqACgFwoqABZuXKlq127tg+P4447LixGFgYPnhx3qI8bRx8SgOQVVIDcfPPNPjy0bMnEiRPDYmRh3bofXOvWz/gAOfvsZ/y/ASBJBRMgM2bMcFtuuaUPkHbt2oXFMNCdR3QXMmgQG+EASFbBBMiZZ57pw2P77bd3X331VVgMo+uue9kHyIkn9nPLlq0JiwHArCAC5LXXXos7zu+9996wGFUwe/bX8fa3d931ZlgMAGbVHiDalvaggw7y4VGvXj2/bS2SFa3Wq/kh06cvCYsBwKTaA+Shhx6K7z5efPHFsBgJWLVqrWvW7EkfIr//Pa8xgGRUa4AsXbrU/eIXv/Dhccopp4TFSNDzz0+LO9RHjZoZFgNA1qo1QDp06ODDY7PNNnNTp04Ni5Egrc57wQVDfYBo1V6t3gsAVVFtATJlyhQfHAqQjh07hsXIgUmTFrhGjR51Bx/c3fXs+UpYDABZqbYAadq0qQ8PNWEtW7YsLEaO/PGPA12dOue5Pfds4ubNWxAWA0DGqiVAhg8fHnec9+zZMyxGDs2d+5Xbeef6bpNNNnMXXXRRWAwAGct7gGiY7n777efDo0GDBm79etri861Lly7+9deS+e+8805YDAAZyXuA3HPPPfHdx6hRo8Ji5IGWyN9jjz38e3DEEUf4JfQBIFt5DZAFCxb4pUp04TrrrLPCYuTRoEGD4iDv379/WAwAlcprgLRt29ZfsLRo4syZzEWoTrrrOOaYY/z7sfvuu7tVq1aFVQAgrbwFyPjx4/0y7bpg3XLLLWExqkHqe3LrrbeGxQCQVl4CRJ92jz32WH+h2m233fzGUSgMl112GXeFAEzyEiCDBw+mvb1AqV9qu+228+9Nq1atwmIAqFDOA0QjfurUqeMvUIcffjgjfgpQt27d4oAfPXp0WAwA5cp5gNx+++3+wqQ5B2+//XZYjALw3XffuX333de/T8zNAZCpnAbI7Nmz3c9//nN/YbrwwgvDYhSQ1NUBevXqFRYDwEZyGiDnnXeevyBts802bu7cuWExCky0PtnOO+/M+mQAKpWzAHnzzTd9s5UuSHfeeWdYjAI0efLkeIXka6+9NiwGgDJyEiA//PCDO/TQQ/2FqG7duu7bb78Nq6BAXXPNNf5923zzzdmjBUBaOQmQ3r17x+3pzz77bFiMArZkyRK30047+feuefPmYTEAxBIPkPnz58cd540bNw6LUQRS96l/4IEHwmIA8BIPkO7du8cXnz59+oTFKAJaF0tNWHoP69evHxYDgJd4gKxYscLVqlXLX3wOOeQQ3x+C4qJBD9GHgIEDB4bFAOAlHiAyZMiQ+AKk/hAUjy+//NIPu9Z7d+6554bFABDLSYCI+j90Edpll138XQmKg7a51fumfqwvvvgiLAaAWM4C5IMPPnCbbrqpvxjdeOONYTEKkJaaiebuaAkaAEgnZwEiV155pb8YbbHFFm769OlhMQqIFrnU9rZ6v7TdrRbBBIB0chogixYtcjvssIO/KJ1++ulhMQqIltmP+q203S0AVCanASI9evSIL0yvvPJKWIwCoGG72tZW75G2uWXJfQCZyHmAfP/9927//ff3F6cDDzzQrVu3LqyCaqbtbPX+aHtbbXMLAJnIeYDIyJEj47uQv//972ExqpG2sdV2tnpv2rZtGxYDQIXyEiDSokULf5Hacccd3eLFi8NiVBNtY6v3RdvaantbAMhU3gJk2rRp8fIYV111VViMaqDta6M7Q21rCwDZyFuAyPXXX+8vVpof8uGHH4bFyCNtW6vta/V+aDvbtWvXhlUAIK28Bsjy5cvdL3/5S3/RatKkSViMPNK2tdHdh7azBYBs5TVA5JFHHokvXEOHDg2LkQfarlbb1uo90Da2AGCR9wDR6rwNGzb0F6+9997bfffdd2EV5Ji2q9Xrr+1rtY0tAFjkPUBkzJgx/gK21Va7ugceeCIsRg5pm9poMIO2rwUAq2oJELn00k5u993P3HA3crNbtOibsBg5om1qFR7atlbb1wKAVbUFyNy5S1yjRve5ww571N1++5iwGDkwYsSIuP9J29YCQFVUW4BIz57v+wA5/PDH3JQpC8NiJEjDdOvVq+fD4ze/+Q1LygCosmoNkG+/XedatBjoQ+Syy4Y51vDLndS96l999dWwGACyVq0BIiNHfuoDRIf+H8lbuHCh23777X14tGzZMiwGAJNqDxDddejuQwGiuxHdlSBZV1xxhQ8PLZr42WefhcUAYFLtASLq/1A/iEJE/SJIzsSJE/0y7QqQzp07h8UAYFYQASIaiaUAOfrox928eSvDYhgdf/zxPjxq167tVq7kdQWQnIIJkMWLV2+42PX1IXLTTXTyJuHpp5+OO8779OkTFgNAlRRMgEjfvh/EHeoTJswLi5GFb7/91u25554+PA477DC/hAwAJKmgAmTt2vWuZcunfIC0afPchose43qt7rjjDh8em2yyiXvrrbfCYgCosoIKEBk9+vP4LmTo0I/DYmRgzpw5buutt/YB0qZNm7AYABJRcAEi7duP8AHStOkTbuVKNjrKlkJD4aEQUZgAQC4UZIB89tnSeFjv/fe/HRYjDTVXqdlKAaJmLADIlYIMEOnadawPkCOP7O1mzVoeFqMc6ihXh7nCQx3o6kgHgFwp2ABZvnyNa9Kkvw+Rjh1fCotRDg3VjYbtaggvAORSwQaIDB48Oe5Qf+ut2WExUmiSoCYLKjw0eRAAcq2gA2T9+h9c69bP+AC5++6xYTFSaJkShYeWLdHyJQCQawUdIDJ9+hLfH6L/onxaIFELJSpA2rVrFxYDQE4UfICgclqiXeGhJdu1dDsA5AMBUuS0OVTUca5NowAgXwiQIqZtabU9rcJD29Vq21oAyBcCpIg99NBD8d3Hiy++GBYDQE4RIEVq6dKlbqeddvLhccopp4TFAJBz1R4g0TyPyqSrF5VpM6r581eFxbF0j1FsrrnmGh8em2++uZs6dWpYDAA5V1IBoqNLl9fD4li6xygmkydPdptttpkPkGuvvTYsBoC8KKkA0R2IFmH89NOlYRUv3WMUk6ZNm/rw2Hnnnd2yZcvCYgDIi5IKEK3cq/9WtHZWuscoFsOHD487znv16hUWA0DelFSAfP31GnfCCf38/0+cOD+slvYxioGG6e67774+PBo0aODWr18fVgGAvCmpAJE+fSb5/7/00mFBrfSPUQy6desW332MHj06LAaAvCq5AFmzZp1r3nyA/7e2x62oXrFZsGCB22677Xx4tGrVKiwGgLwrmADJ9ChPWKa91PXvs89+xq/oW1E9Wbr0W/f44xPdo49OSOx48MGRrmvXXn5HwKSOQw45xIeHFk2cOXNmmecAANWhJANEodGq1dP+awqTiupJ9+7jNvoZVT323fdqV6vWQXFzU5LH5ZdfXub8AaC6FEyAVCZdvfLKRo2a6b926qkDfLNWRfXU2X7++UPcGWcMTuxo3LiLa9DgFFe3bt3EDjVfacMoVtsFUChKNkBEHen6ujrWpaJ6AIDslXSATJgwz3+9ceN+fohvRfUAANkr6QARTSpUWY8e76StBwDITskHiJY10fImWuYkXT0AQHZKPkBECyxGddLVAwBkrkYEyLx5K91RR/WutB4AIHPVHiAAgOJEgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIDJ/wFzWZlkHcY8ggAAAABJRU5ErkJggg==)
| Product Number | 3H32-1-4H |
| Synonyms | 1-[(1H-Benzimidazol-2-yl)methyl]piperazine |
| CAS | 59052-85-6 |
| MDL Number | MFCD01075240 |
| Molecular Formula | C12H16N4 |
| Molecular Weight | 216.288 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-1-4H
CAS: 59052-85-6
Molecule Weight: 216.288
Formula: C12H16N4
PN: 3H31-1-8D
CAS: 64019-57-4
Molecule Weight: 407.481
Formula: C24H21N7
PN: 3H31-1-CG
CAS: 98997-01-4
Molecule Weight: 161.208
Formula: C9H11N3
PN: 3H30-1-6K
CAS: 5805-57-2
Molecule Weight: 147.181
Formula: C8H9N3
TSCA: Not listed on TSCA inventory