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BAEgQABYoAAQRAIECAGCBAEgQABYoAAQRAIECAGCBAEgQABYoAAQRAIECAGCBAEgQABYoAAQRAIECAGCBAEgQABYoAAQRAIECAGCBAEgQABYoAAQRAIECAGCBAEgQABYoAAQRAIECAGCBAEgQABYoAAQRAIECAGCBAEgQABYoAAQRAIECAGCBAEgQABYiA1QGrXrm0/DHhCgAARt3TpUtOgQYNkgJQvX948++yz9mFAmREgQET98MMPzjePKlWqJMMjtbVo0cLMnTvX7gZkjQABImjs2LHm8MMPd4WG3SpUqGC6dOli1q5da58C2CsCBIiQOXPmmDPPPNMVFGrnnXee6dq1q9l///1dj9WqVcsMHDjQbNu2zT4lUCICBIiAFStWmGuvvdYZ37DDoVGjRub5559PHrts2TLTqVOnjMcee+yxZtq0aSlnBkpGgABFbOvWraZv376mevXqrjCoUaOGeeSRR5xjMpk9e7Y57bTTXP3ULrzwQrNw4UK7C5CGAAGK1HPPPWeOOuoo18V/n332Mdddd51ZvXq13cVl165dZtSoUebQQw91nadSpUrmzjvvNBs2bLC7AQ4CBCgyH3/8sWnZsqXrgq929tlnm/fff9/uslebNm0yPXv2NJUrV3ad86CDDjLDhw83O3futLsh5ggQoEisW7fO3HLLLaZixYqui3y9evXMuHHj7C5ltmjRInPZZZe5zq928sknm9dff93ughgjQIACt337dvP44487FeT2Rb1q1armwQcfNJs3b7a75eS1114zTZo0cf08tSuuuMIsWbLE7oIYIkCAAvbKK6+Y4447znURV7vqqqvM119/bXfxzY4dO8yQIUOctbPsn63iRBUpqlgR8UWAAAXoiy++MBdffLHrwq126qmnmpkzZ9pdAvPdd9859SMaVLefi4oVVbSIeCJAgAKyceNG06NHD7Pvvvu6LtaHHHKI+fvf/563wexPP/3UXHDBBa7npabiRRUxIl4IEKAAKBQUDgoJ++KsMLnrrruccCkEKkpUcaL9PFWYqGJGFTUiHggQIM90O0q3pewLstoll1zi3M4qNCpOVJGiihXt56yiRhU3llTAiOggQIA8+eqrr5yBcPsCrHb88cc7A+iFTsWK119/vVO8aP8bGjZsaCZPnmx3QYQQIEDINOVWU281Bde+6GqqrqbsaupuMVHxoooY7X+PmooeVfyI6CFAgBCp2E9Ff/ZFVsWBKhL89ttv7S5FZfz48aX++1QMieggQIAQvPfeeyX+ha5l1qP0F3pp37AOOOCAovyGhcwIECBAq1atchY2zDRGoIUQtSBiVKnIsaQxHhVHFsMYD0pHgAAB2NsspX79+sVmltKsWbNKnGWmYslCnGWG7BAggM9UJ3H00Ue7Lpb6FqI6iZUrV9pdIm9vdS4qniyUOhdkjwABfPLJJ5+UWKl91llnUalt9lTaqyiyECvtUXYECJCjxFpRmZZZ11pRTz/9tN0l9nTbSkWS9u9L7Ze//GWoa33BOwIE8Eir1Q4ePDjjarX77bcfq9Vm4T//+Y9TNGn//tSuvPJKp9gShYsAATwobb+Mjh07mqVLl9pdUIK97XfywAMP+L7fCfxBgABl8OWXX5pLL73UdaFT0459b7zxht0FWVIRZdA7LsJfBAiQBe0Zfs8995S4Z/iIESMKdvBXF2btIKhxhxkzZjghqP9dqFXvKqpUcaX9e1ZTMaaKMlEYCBCgFLt27TIjR440hx56qOtipplE3bt3Nxs2bLC7heqbb74xL7/8snMb6LbbbjOtWrUyDRo0cD3f0tqRRx5pWrdu7UwGeOKJJ5wiv3wvy64iSxVb2s9V06FVnKkiTeQXAQKUYPbs2aZZs2auC5jahRdeaBYuXGh3CYUqvEeNGmU6d+5s6tat63pufjbdOvr973/vzCTLR6Co2FJFlyq+tJ+bijQffvjh2BRkFiICBLDoL/pOnTq5Llhqxx57rJk2bZrdJXDvvvuu6datW8aNnMJsmjF19913OzUvYVLxpYowMy0Jo6LNqVOn2l0QAgIE+K+ffvrJ9OnTx+y///6ui1StWrXMwIEDzbZt2+xugVm2bJnp379/idNcMzXdatP4wa233uosaDhs2DDn28rEiROd8Y9E0//Wf9fjOk6D11p2/Re/+IXrnCU1fTvTNOYwx1JUjKmiTPu5qKmIM+xgizsCBNhtwoQJGccNKlSoYLp06WLWrl1rdwmMZnLpFlmmv7ZTmyq3tVihBvA1sKyBfj9oTEcXaoXLFVdckXF6bWrTxIKrr7461Iu3bqmpSNN+LprBpXEcFXcieAQIYu3DDz80zZs3d12I1Fq0aGHmzZtndwmMBq5Lei5qCjP9lT1o0KDQl3/XhlFaHLK056fAU+B89NFHdvdA/Pjjj+b+++93ijbt56LiTn07UrEngkOAIJbWrFljbrzxRueibF98NCNp0qRJdpfAaEzltNNOcz2PRFPBoi7e+RjEzmTx4sVOcV/9+vVdz1WtfPny5rLLLgvtG4mKNlW8aT+PxO/u1VdftbvAJwQIYkVjGI8++qipWbOm62JTrVo189BDD5ktW7bY3QKhZTp0obWfh5qmCCvg9Jd/IdN4SkmFlZUqVXJqZ8KqItetv1NOOcX1PNT0HFX/An8RIIiNF1980RxzzDGui4v+YtaU2OXLl9tdAqEQ0/TTTIP1VapUce7ha6puMdGtvssvv9z5Xdr/Jn2je+mll+wugVAxp8aEVNxpPw+N1SjQ/BorAgGCGFiwYIFp06aN64Kidvrpp5u3337b7hIYDU5nmlWli9uf/vSnoi+Omz9/vunQoYPr36em20xhDW5rIoCKPDMtG6+ZZioOVZEockOAILLWr19v7rjjDudWin0ROeyww8zo0aNDvYhoGnCm56KB8c8//9w+vKj9+9//zlhFrpluqmkJi4o9f/3rX7ueh5qmIb/55pt2F5QBAYLI0cwbTUGtU6eO66Khv/R79eplvv/+e7tbYBRk7dq1cz0XVZE/88wz9uGRoboa/a7tbwF6DYYMGWIfHigt9aIiUPs1UNMUZBWPouwIEESKBnWbNm3qukio6R69ZhCFSbesMtWXaIA8LvfiNRvrpJNOcv0OdOHWVNywaOxJ3wIPOOAA13PReJSKSBV6yB4Bgsg48cQTXRcGNQWKgiVsL7zwgrOfRepz0ZpO//jHP+xDI08zsbSmlv3aqKpc39DCpKJQFYdmmsKtb0ssyZ89AgSRoHvZ9sVAt7B0KysfxWRaJsTe10J/hedrAcZCoT3P7cI//V7yMXlAM8dULGq/b8444wz7UJSAAEEkaCmP1ItA+/btQ//LNkFFf/Z01muuuYbbI/81d+5c1yrCWiRSe5Tkg4pGUyc3aDl8ZIcAQSRo+YzUC5K2nM0H1RmkPg81Tc8Nc7ZXMVBYaBXd1N+T1rbKV7Ff6irHf/jDH+yHUQICBJFQCAGibx6pz0HfQgYMGGAfhv/SbSt7cF0X8jAXrkxILTAlQLJHgCAS8h0gGvNIvW2l8Y8xY8bYh8Gi24z28uwq7gxzdpYQIN4QIIiEfAaIZlulDpgrSFSkiOyoatyeen3JJZeEOvmBAPGGAEEk5CtAVOdhT9XltlXZafOsI444Iu33qP3dw0KAeEOAIBLyESBa18kuEuzRo4d9GLKkdbTsIr+wltUnQLwhQBAJ+QgQexlzTdVltlVuXn/99bQptQoU7fcRNALEGwIEkRB2gGhJjNSfp9lE1Hn4Q0vdp/5uf/WrXwU+HkKAeEOAIBLCDJB33nknbYFALU8S9wpzP+lbnFYoTn0977vvPvswXxEg3hAgiISwAkQL8p1wwglpP2vcuHH2YcjRypUrzSGHHJL8HWuWW5D7wBMg3hAgiISwAsS+vaJVdREM7RWfWlujdauCQoB4Q4AgEsIIEO1hnroNrdZzisuS7Pny29/+Nu11DWr/FALEGwIEkRBGgNizriZMmGAfAp9pn3qNMSV+51ov64cffrAPyxkB4g0BgkgIOkB0OyX1/BrkRTjs24a9e/e2D8kZAeINAYJICDpAtD5T4tzakjVqe5gXsq1bt5rGjRsnf/81atRwlj/xEwHiDQGCSAgyQF555ZW0c3fv3t0+BAGbPHly2mvQt29f+5CcECDeECCIhCADpHnz5snzajc9TTFFuFQbcuyxxyZfB03x9bNwkwDxhgBBJAQVINofO/W8YS7wh3RPPfVU2msxZMgQ+xDPCBBvCBBEQlAB0rZt2+Q5VX3+9ddf24cgJCri1CysxOtx1FFH+bb2GAHiDQGCSAgiQLTEeIUKFZLnvOGGG+xDELLHHnss7XX+f//v/9mHeEKAeEOAIBKCCJD+/funnfP999+3D0HIvv3227R1yLp06WIf4gkB4g0BgkgIIkCOP/745PmaNGliP4w8adeuXfJ1qV27tjPNN1cEiDcECCLB7wB599130873yCOP2IcgTyZOnJj22kyZMsU+pMwIEG8IEESC3wHSrVu35Lk0DqIlNVAYNH1XxYSJ16djx472IWVGgHhDgCAS/A6QRo0aJc/VunVr+2Hk2bXXXpt8fbRr4c6dO+1DyoQA8YYAQST4GSCaqpt6rkGDBtmHIM/Gjx+f9hp98MEH9iFlQoB4Q4AgEvwMkFGjRqWdK8iNjODNihUr0vYK0RbDuSBAvCFAEAl+Bsg111yTPI+WzPCrWA3+Sl1gUTOzckGAeEOAIBL8DBBtFJU4z5VXXmk/jAKhGpDE65TrOAgB4g0BgkjwK0Ds8Y/hw4fbh6BAaC/61Nfqs88+sw/JGgHiDQGCSPArQOyl21UPgsL0ySefpL1Wzz//vH1I1ggQbwgQRIJfAfLEE08kz6FB2o0bN9qHoEBs2bIlba2yAQMG2IdkjQDxhgBBJPgVILfeemvyHBoLQWE78sgjk6/XTTfdZD+cNQLEGwIEkeBXgJx//vnJc7Rs2dJ+GAVGRZ6J16tFixb2w1kjQLwhQBAJfgVIvXr1uJAUka5duyZfr1y+MRIg3hAgiAS/AqRq1arJc/i97zb8l7rkfuXKle2Hs0aAeEOAIBL8CJDt27ennUMD6ihsgwcPTnvNtGuhFwSINwQIIsGPAPnuu+/SzqElTVDYxowZk/aaacMpLwgQbwgQRIIfAfLVV1+lneOf//ynfQgKzOTJk9Nes6VLl9qHZIUA8YYAQST4ESDz589PO4eKClHY/vOf/6S9ZnoNvSBAvCFAEAl+BIi9C+GsWbPsQ1Bg9BqlvmZz5syxD8kKAeINAYJI8CNA+AZSfPgGkl8ECCLBjwBhDKT4MAaSXwQIIsGPAGEWVvEZPXp02mvGLKxwESCIBD8ChDqQ4kMdSH4RIIgEPwJEqEQvLlSi5xcBgkjwK0BS18K6+eab7YdRYFgLK78IEESCXwGSuhrvueeeaz+MAtOqVavk68VqvOEjQBAJfgXIbbfdljzHYYcdZj+MAtOgQYPk68V+IOEjQBAJfgXIk08+mTyHdiTcsGGDfQgKxE8//WT22Wef5Ov16KOP2odkjQDxhgBBJPgVIK+++mraed555x37EBSIjz/+OO21+te//mUfkjUCxBsCBJHgV4AsW7Ys7TxDhw61D0GBGDt2bNprtXDhQvuQrBEg3hAgiAS/AkRSZ2J16NDBfhgF4vrrr0++TnXq1DG7du2yD8kaAeINAYJI8DNAfv/73yfPc+CBB5qdO3fah6AANGzYMPk6tW/f3n64TAgQbwgQRIKfAfL000+nneuDDz6wD0Ge2euW5bpqAAHiDQGCSPAzQFasWOHMwEqc63/+53/sQ5Bn9hpYGlDPBQHiDQGCSPAzQOSEE05Inqt58+b2w8iz3/zmN8nX5+CDD85p/EMIEG8IEESC3wFy1113Jc+lbyOLFi2yD0GebNy40ey3337J16dz5872IWVGgHhDgCAS/A6QTz75JO18DzzwgH0I8uSpp55Ke2382PiLAPGGAEEk+B0g0qxZs+T5tGRGrrdJ4I+WLVsmXxctN7Njxw77kDIjQLwhQBAJQQSIvdfEjBkz7EMQsm+++SZt+ZLu3bvbh3hCgHhDgCASgggQ7W6nPSYS57z00kvtQxCye++9N+11/vDDD+1DPCFAvCFAEAlBBIhcffXVyXNqMH3u3Ln2IQiJFrasVatW8vU49dRT7UM8I0C8IUAQCUEFiAbTU2+ZXH755fYhCIl2iEx9jZ999ln7EM8IEG8IEERCUAEiV1xxRfK8CpNci9ZQdps3b3bqPRKvQ+PGjX1dYoYA8YYAQSQEGSA6d+q3EBZYDN/AgQPTXt+RI0fah+SEAPGGAEEkBBkgosX6Us/vR+0BsrN69WpzwAEHJH/39evXN9u2bbMPywkB4g0BgkgIOkDmz59vKlWqlDz/UUcd5eyIh+Bde+21aa/t3//+d/uQnBEg3hAgiISgA0TuueeetJ/Rq1cv+xD4bNasWWkLW5555pmBFHQSIN4QIIiEMALkxx9/NEceeWTyZ+y7777OLC0EY/v27eakk05K/r4rVKgQ2NL6BIg3BAgiIYwAkZdeeint5+gCpxlC8J++4aX+rm+77Tb7EN8QIN4QIIiEsAJEOnbsmPaztIMh/KVJCqkz3w455BCzfv16+zDfECDeECCIhDAD5LvvvnMWV0z9eUEM7MaVNvRSYCR+twqSl19+2T7MVwSINwQIIiHMAJF33303bZ0s7U/BMie5U3Fg6mq7apq8EDQCxBsCBJEQdoDIkCFD0n5m3bp1zZIlS+zDUAZdunRJ+53+6le/cgbTg0aAeEOAIBLyESCSutii2tFHH21WrVplH4YsaNOu1N/lgQceaL7++mv7sEAQIN4QIIiEfAWIpvaeddZZaT9bM7OCHPCNIvvbnG4PTp8+3T4sMASINwQIIiFfASIKi9R6BTWFivbuxt6NHz/eqfFI/O70//u50m42CBBvCBBEQj4DRHTbSrevUp9D06ZNzbJly+xDkULfPFLDQ03/LWwEiDcECCIh3wEiGkA//PDD057HEUcc4ayjBTd7zEPt/vvvtw8LBQHiDQGCSNAU2tQL0Z133unrfhHZ+vLLL02jRo3Snot20Xv99dftQ2Nrx44d5uabby6Y8ND+LlWrVk0+j3bt2tmHoAQECCJBA672Benkk082b7zxhn1o4NasWWPOOOOMtOeilXwffvjhQBYCLCYqErTrPHQLKx+3rbTn/S233GIqVqyY9nz83Co36ggQRIK+bdSuXdsVImpaemTp0qV2l0BpdtYll1ziei4XXHCBWblypX14LGh5ktQKczXNtgp7wFx1JY8//njG94tW/h09erTdBSUgQBAZujXSp08fp37AvjBUqVLF3HfffeaHH36wuwVGz0cLANrPRRfRadOm2YdHln4PWhgxdW0rNb1OYU7VFYXY8ccf73pN1C677DJWVy4jAgSRo7Wqunbt6ro1oaZB7qefftruEqhJkyY54yD2c1ER4vLly+3DI0X7edhTnNVUYR5WkaB88cUXGb8RqumW1cyZM+0uyAIBgsj69NNPnVtG9gVDTRsTzZkzx+4SmK+++sq5aNrPo3r16s7YiN9btOabxoG0k2DqZlBq+haita3CWJ5EVItz1113OXu32L97fRPUIpj5mGwRFQQIIu/55593zYxS08VNFzkN7IZBt3J0Gy3TN6PGjRubyZMnF/0gu7b5feyxx9L2ME+9YAe9qm6CQkHhYI+5qClMevToQaGnDwgQxMLWrVvNI488YmrUqOG6oOhbQL9+/ZxjwqBpoy1atHA9D7Vjjz3WPPXUU0X3jWTDhg2mb9++5uCDD3b9mzTL6tZbbw1teRfdjtJtKft5qF188cXO7Sz4gwBBrKhi/LrrrnMN6KodddRR5rnnnrO7BEZLeNiFh4mm/z5w4EBnqmkh++abb8y9996bcYxHTbcKg9qG1qYxlauuusr1HNSOO+44ZwAd/iJAEEvvvfeeOfvss10XGjXVKehbQhg0K6x3796mZs2aruehptstKmybMGGCc3uoEGzatMmMHDnS+T1lCmK1evXqObeQwrglpy2FH3zwwbRiwETTVF1N2Q1rzCVuCBDE2rhx45yLnX3h0TiFiszWrVtndwmEbgHpNlqme/aJplttGrPRcw5r3CZBkwBUH3HllVc6m2fZzy3RNJajcAnrFlyhvH5xRYAg9grpL9gtW7Y4Vdm6nWY/F7vpYq0NmHQrTOtt+TWGo+egb2Bjx441119/vWnYsKHrZ9vtl7/8pVMQGNaMpvfff78gvkHGHQEC/Fdp99BVfBb2PXQtw6KAyFQxXVLTxb5t27amW7duTijqNtKoUaOcWpQZM2Ykm/63/rse13Gqm2nTpo058sgjXecsqR122GGme/fu5sMPP7SfemBWr15d6hiWZrIhPAQIYCm0WTz6ZjFlyhTn9lFJg9VhtYMOOsh07tzZCdOwvm3I3mbRaQaYX9/AkD0CBMigkOsI9Be/ZmhpcD3oQNG3n/bt25snnngib7eFCqWOB24ECFCKYqhkVsX91KlTzYABA5xbXqoxOfTQQ13Pt7Sm49VPy6w/+uijzkX7s88+s39UqAppJQFkRoAAWdBtK92+si9kaoW+lpLGDbTZlf4NGv/Q/9X/1nIjhWhva5lpcB+FgQAByqC01Vw1AK/prvBGS70MHjy4YFZTxt4RIEAZlbafhKYCa1aTpgYje9qCuEmTJq7fp1o+9nNBdggQwCMVqWXa0U5NxW0qckPpFi1a5OzDYf/+1PK1oySyR4AAOdLspPPOO891AVRTsZuWTUE6LYfSs2dPZ0dC+3emqcLDhw/P++QE7B0BAvhECzFmqiBX0ZuK37SQY9xpbSwVMGaaJaZ94++8805nWRcUBwIE8JGK2bSmlYrb7AukiuBUDBfXgrfZs2ebZs2auX4vahdeeKFZuHCh3QUFjgABArBy5UqnyC3TkhsqilOdRVxoyfdOnTq5fg9q2v8kTvvDRw0BAgRIxW5nnXWW68KppiI5FctFlZaf79Onj9l///1d/3ZV0KuaPqxVexEMAgQIwdNPP51x8yjN4FLRnIrnomTixImmQYMGrn+vdidUtfzatWvtLihCBAgQEhXBqRhORXH2hVXFcyqiUzFdMdM6Xeecc47r36empVLmzZtnd0ERI0CAkKkoTsVx9gVWTcV0KqorNloW5cYbb3S+Ydj/Ji0Rr71CED0ECJAnKpJTsZx9wVW79NJLnSK7QqcxDC2+mGlV4GrVqpmHHnrI2aAK0USAAHmkYrkRI0Y4xXP2BVhFdvfcc49TdFeIXnzxRXPMMce4nreWWb/mmmvM8uXL7S6IGAIEKAAqnlMRnYrp7Auyiu60z7iK8AqBlnnX7oX281Q7/fTTzVtvvWV3QUQRIEABUTGdiursC7OaivBUjJcv69evN3fccUfGkNP2tqNHjy6YkEM4CBCgAKm4TkV29oVaTUV5Ks4Li2aGDRs2zNSpU8f1XHSbrVevXub777+3uyEGCBCgQGmAWsV2mQaoVZynIj0V6wVJG1CddNJJrp+vdvnll5vFixfbXRAjBAhQ4FR0p+K7TFNkVaw3YcIEu0vOtGNhhw4dXD9PrWnTpmb69Ol2F8QQAQIUCRXhqRjPvqCrNW/e3Cniy5WKHXv37p2x2FG3sIYOHVr0xY7wDwECFJlJkyY5xXn2BV7fUFTM53Wv8zFjxpi6deu6zqtB89tvv90ZRAdSESBAEVJxnor0VKxnX/Br1qzpFPdlu1Dh22+/bc444wzXedRat25tFixYYHcBHAQIUMRUrKeiPRXv2Rd/Ffmp2K8k6tu5c+cS+77wwgt2FyANAQJEgL5FqIjPDgI1Ff2p+C9B317++te/lvjtZcCAAVl/e0G8ESBARKiIT8V8Kuqzg0HjGCoC1DhHSeMnN9xwg+fxE8QTAQJEjIr6VNynIj87KDI1zeD64IMP7NMAe0WAABGlIj8V+9mBkWj169c3zzzzjN0NyBoBAkScqsk1tpEaHn/+85/N5s2b7UOBMiFAgBhQcWAiPLQ0CuAHAgSIAW2lmwgQbZ8L+IEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQCBAgBggQBIEAAWKAAEEQYh8giQ+VWlnl0rcsli9fboYNG2Y6dOhgjjvuOFOnTh1TsWJFU7NmTdOwYUPTrl0707dvX7Nw4UK7K+AgQBCEYK98RSCXEMilbzbWrl1runXrZipXrpz2s0prZ599tpk+fbp9KsQcAYIgBHPlKyK5hEAuffdm3rx5pl69eq6AyLYBqXr16pV8b9SoUcN+GPAk9leaXC66ufQtzUcffWSqVauWdn59s3jyySedYNE3k+3bt5v169ebRYsWmSlTppiePXuaY445JpDng+J30UUXpb2f2rdvbxYvXmwfBpRJ7K80uYRALn1LsmnTprQg0HjHSy+9ZB9WopkzZ5pzzz3X/s+IuYsvvjjt/aqmW6P33nuv+f777+3Dgaz4d+UrUrmEQC59S5J6q6F27drmiy++sA8Byqx3796uAEm0ww47zIwePdrs2rXL7gaUyr8rX5HKJQRy6ZuJvn3UqlUrec5JkybZhwCepA6iV6pUyRUiaqeffrp566237K5Aify58hWxXEIgl76ZjBs3Lnm+Jk2a2A8DntmzsF588UXTuHFjV4iUL1/eXHPNNWbZsmX2KQAXf658RSyXEMilbyZdunRJnq9///72w4BndoDItm3bzKOPPpr2rTfRNInjL3/5i9myZYt1JuBn/lz5ilguIZBL30xOOeWU5Pk0GA74JVOAJGhW34033mgqVKjgCpIGDRqYZ599Nu14IMGfK18Rsz8wXpsf6tatmzzfihUr7IcBz0oLkIQPP/zQnHPOOa73tlqLFi3M3Llz7S6IOX+ufEXM/qB4bX6oUqVK8nw//fST/TDgyY4dO0zbtm2T762qVavah6SZOHGi883Dfo/rG8pNN93kfGMBxJ8rXxGzPyRemx8IEPjt1VdfdSZkpL5XFQR7o/dfnz59zP777+96r2vM5LHHHnPGUBBv/lz5ilguIZBL30y4hQW/fPnll+bSSy91XfzVTjjhBPvwEmk2VqdOnZzZWfZ5NItr2rRpdhfEiD9XviKWSwjk0jcTBtGRK9US3XPPPRkX4FRhqpa80S2tspo9e7Y57bTTXOdUu/DCC1kJOqb8ufIVsVxCoLS+CxYsMP369XMGH7Uoooq3NHjZqlUrM2HCBPtwh+4vJ87HNF6UharIe/ToYfbdd1/XBV7/rXv37mbDhg12tzLRzxg1apQ59NBDXT9D7+8777wz55+B4uK+8sVMaSGwN6X1tT9gdrvqqqvMzp070/pQSAgv3nzzTdOsWTPXe0ytdevWvn870NpZ+iaT6VvOQQcdZIYPH+56byOa3Fe+mEl985dVaX31gdbquZr6qA+c7iUPGTLEVK9ePdln0KBBaX1YygRl8c0335irr77adRFPbUGuc6WVoC+77DLXz1Q7+eSTzeuvv253QcS4r3wxk/qmLysvfUeMGJHs07RpU/thZ3XUxOMspohMSpshVdo6V2+//bZ9Kl+89tpr5sQTT3T9TLUrrrjCLFmyxO6CiMj+yhdRqW/2svLSd9WqVck+mrZr27hxo2nUqFHyGC3nXpaZLhp8b9mypf2fEREaP6tfv77rQq2puVoKRzUaWucqdUuARNNMqs6dOztbJPtNA/P6hq1xPvvn6n2uQsYffvjB7oYil/2VL6JS3+hl5aXvunXrkn2OOOII+2FHSRtKDR482NlQSufQhlIasNRthKlTpzrfXLLZUEoXl9tvv92ZVYPioSrx5s2bp70nEk0TNfS+SJVY56pmzZqu4/XeeuihhwJZ5+q7775ztmHO9E2oweGHm1fGjrW7oIiVfKWJidQ3eFl56Zs6UK6/GEuisRMFjP0hzLZlMn/+fLPPPvskj9FA/tdff20fhgKyZs0ac8MNN2Rcp+rII4/c6ziZ+pe0zlU2/b369NNPnRmHqT/v2N3t+t3thTPPND+9847dBUUo85UmRvZ20S1NWfquXr3ajBkzJvkVX/eM9U2iNPrwd+3aNeNsl5Ka/kqdPn26fSrHrFmzXMdrWYsHH3zQbN682T4ceaRvEAMGDPDtG0RZv8H45fnnn3duydbc/XMu3N367m5v7G47y5c35ne/M4aC2aK29ytfxKV+kMoqm772h/Xoo482ffv2LdMFW/eshw4d6uxjrepfhVDFihVNjRo1TMOGDU27du2cmpNsBtxVK6C+9vNSrcr48ePtw5EHL7zwQmBjGNmMofht69atZtQjj5geu8Pwmd0/65vdzSRa9epm9wdCB9ndUARKvvLBF/YHVQOKbdq0CezWQTY+/vhjZ6Ddfm5qGmt5//337S4IgYpP9d6wXxM1P2dRlTaL64ADDjADBw4MZJ2rH3d/C19y/fXG7LPPzwGSaLv/EDKTJ9tdUOAIkJCsXLnSme6owq7Eh7Vjx46BfFCzNXn3B1bfYOyLiMZJrt/9QddtNwRv/fr15o477sg48BxkHUdpdSTHHntsmWb/lYn+QNn9h4oTHHbTDMLdf+CgOBAgeaBB0cQH9f7777cfDpVuL+iWWmqBY6LpFtkjjzziHAP/aerrsGHDnKna9u9e4169evVyilCDphl5JVWyB7rOlW6Z1qvnDpGKFY35wx80ZdHugQJDgOSBpt4mPqC6H10ItPrvtddem3HVVQ2CajAU/pkxY4ZTSGr/rtUuv/xys3jxYrtLoPQNZ+TIkRnXufJrLa2MNBb44IPGaI8ShUdqO+AAY7Raw/btdi8UCAIkD/QXfeqHs5DMmTPHnHnmma6LiNoFF1zgTM+EdwoGBYT9u1VToChY8qm01Xy1zpVWUghknStNJ7/qKneIqB13nDGvvGL3QAEgQPJAg6WJD2VJxYT5NnbsWHP44Ye7LiKawaWpxSoYQ/Z0K0q3pDJdmHULS7eyvCyzHpTS9hPRtgNvvPGG3cUfs2YZc+qp7hBRu/hiYz7/3O6BPCJA8kAb9CQ+jNddd539cMHQ0hNagiJ1p8RE01RiVcYX0kWvEOnWkAbBNRhu/w41aK7Bcw2iFypN/LB3NEw0TQJZunSp3SV3+obz978bc8gh7hDRN/YePbTmj90LeUCABEBFgg8//LBzO0hz9rXsiC4S2l70oosuSn4AVRAW9r1uL3SR0KJ49gVETRcXXWTgpmm3mn5r/87UNF1X30SLgf5I0B8Lmda52m+//Zw/Mn788Ue7W+4UEnfdtSc0yllBonD5v//bEzbIGwIkAPaHLFPT9rWqDC8mum2hZbrtf4ualvXW5ADsKfxUwV+mCQkqEFShYDHSbUvdvsxUiKrbnU8//bTdxR8qkL3kEneIqP3yl1pB1O6BkBAgAdC0Ry1DoUFnVZ5ruRDdBlJotG3b1lm1NIzpmUHQAKo2DNKAqn0R0f19bTSkgdg40tIiWmLEXghTTUuS6D2Rz7ofv3zyySfOe9v+N6pdcdZZZvHub96B+M9/jDn+eHeIqF15pTFffWX3QMAIEHiiKZ3awjRT8Zumgmrr0yCK3wqVVhbQ4oT270JLhKjuR+uaRY2mdusPpMS/teru1mp367PPPubTa681u1autLvkTlN6n3jCmNq13SGy337GPPCAMUHcTkNGBAhyom9bKjazL5xqKk6L+rLxWoRQixHa/3Y1LV6oRQyjTFPSNd6notMTd/+bb97dnt7dluiCrnWu+vULZp2rb7815tZb9xQdJgIk0TSz8cUX7R4IAAECX2jZCy1/YV9E1TTrTMtmRIkWHdTig5mWSVdxqBYtjJM1q1aZJ667zgzY/e1jtn1BP+ooY557zu7ij/nzjTnvPHeIVK5MJXsICBD4Rvf3tRBf6r7uiaaF+7SAnxbyK2aJf6MWHYzqvzEX6997z3xb0jpXutAHtc6VAkpBlfhZu4PdsJZb4AgQ+K60v84bNGhgJk6caHcpCi+//HKJ37K0KGHUvmXlZNy4kte5uuWWPbeg/KZbZQMGGHP++Xt+PgJHgCAw2lWxpPGBc845p2jGBzTO8+tf/9r1b1DTOM+bb75pd4GUts6VBsEff5x1roocAYLAPfvssyXOUNJ2q4U6Q0kzzbSIoNYrs5/7L37xC2fxwTjNNPNM02tLWudK03JZ56poESAIRWk1EhozefTRRwumRkK1Llo0sKRaFy02GNdal5yo4K+kda5UKJjFjpq+0koA/fvv2YNk9x84Zv/99zT9/+eeu2cGGYuHlooAQahUpX3NNddkrNLWdr0v5nn6parttVig/dzUtLigFhlEDva2zpWWLgl6nSuNVe1+Dxrty24/B7vpmKuv3rNaMFwIEOTFW2+9Veo6UZ999pndJVBa70uLA9rPRU3rfWkdM/hIIaFFEUta50ohE8Q6V++8Y8zBB7t/5t7a7m+jTl+kKWf/ByAshbBSrRYB1K6QWhTQfg6sOBwC3bbSMu32BVtNt7v8XOfqvffcA/qasTVypNav15r7e6rYtabb7velad06/Vj11TmQRIAg7/a2V8bf/va3QC7iWvyPPU8KhAbStXFU6gU70TQAn+stJH3jSa0TqVkzu2p17Qtfq9bP/XSOoG+xFRECBAVDS9u3b9/edUFXO+mkk3zbrU/L7J911lmun6GmRQK1WCDyQFN6NbU30zpX+utfU4I1NdiLe+75+VzVqmkNGvuIkulYDa4n+vfsaR8RWwQICs706dNL3C+8Q4cOZsmSJXaXrKxcudLZ932fffZxnVeLAk6dOtXugnzQEiQqNsy0zpWKE8ePt3uUTjPmUr9FaB+Rsho+/Of+OleRrqbtNwIEBUm3rIYOHercwrIv9loav3fv3s6OidnQgn/9+vUz1atXd51LiwBqMUAdgwKjZU80xdYOETUtl7Jsmd0js3/84+d+DRt6G5xXH03vTZxH5wQBgsKmcYjbb78947Lx2l9lzJgxdpc0zz33nDnqqKNcffUtRNsJr1q1yu6CQjN5cvr4RaJ17mwfmdlNN/3cp08f+9Hs/fnPP5+nSxf70VgiQFAUtP1r69atXUGgdsYZZzjbx6aaP3++Oe+881zHqp29+6/X95hNU1z0DbFv3z1LxJf1In7KKT/3yWUcTVs3J86jc4IAQXHRdrDaFtYOBRUmahtZDYDfcsstGbddrVevnhnHInvFbcUKY+6+25g//cmYbKd4H3bYzxd+9fdq+fKfz7P72y8IEBQhLXmi7WG1TawdEpmathR+4IEHnJoPxFCVKj9f+HNZal8zwBLn0e6HIEBQvLQIo7aLzbRsfKJdeeWV5iv2yo43vwJEfQmQNAQIit4HH3xgTj755LTg0L4jM/2sYkbx4hZWYAgQRMJHH32UFiCsXYUkBtEDQ4AgEuwAeU0fdkCYxhsYAgSRQICgRKmFhKon8VpIqCLExHkoJHQQIIgEAgQl0lImWjwxcfHXUvFlpeVPEv21lAkbijkIEEQCAYJSaaOqRACoGFHLpGRLx2oBxkR/LcwIBwGCSCBAUKoNG9LXsjrgAGNeftk+yu3f/95zbKKfbmPpXHAQIIgEAgR7NWfOnvqNRBiotWq1Z/MobSKlxTlVbLp4sTFjxxrTpk36saon0TmQRIAgEggQZGX2bGPq1EkPhmya+qgv0hAgiAQCBFnTygS//a0x5cu7g8JuOubKK41ZutQ+CwwBgoggQFBmn366Z4XfFi2MadBgz66HavXr7/lvf/2rMexOWSoCBJFAgADhI0AQCQQIED4CBJFAgADhI0AQCQQIED4CBJFAgADhI0AQCQQIED4CBJFAgADhI0AQCQQIED4CBJFAgADhI0AQCQQIED4CBJFAgADhI0AQCQQIED4CBJFAgADhI0AQCQQIED4CBJFAgADhI0AQCQQIED4CBJFAgADhI0AQCQQIED4CBJFAgADhI0AQCQQIED4CBJFAgADhI0AQCQQIED4CBJFAgADhI0AQCQQIED4CBJFAgADhI0AQCQQIED4CBJFAgADhI0AQCQQIED4CBJFAgADhI0AQCQQIED4CBJFAgADhI0AQCQQIED4CBJFAgADhI0AQCQQIED4CBJFAgADhI0AQCQQIED4CBJFAgADhI0AQCQQIED4CBJFAgADhI0AQCQQIED4CBJFAgADhI0AQCQQIED4CBJFAgADhI0AQCQQIED4CBJFAgADhI0AQCQQIED4CBJFAgADhI0AQCQQIED4CBJFAgADhI0AQCZ9//nlagMyaNcs+BIDPCBBEwq5du8z555/vhMepp55qtmzZYh8CwGcECCJlyZIlZseOHfZ/BhAAAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIitry5cvNsGHDTIcOHcxxxx1n6tSpYypWrGhq1qxpGjZsaNq1a2f69u1rFi5caHdNk1rFXla59AWKGe94FKW1a9eabt26mcqVK6ddwEtrZ599tpk+fbp9KkcuIZBLX6CY8Y5H0Zk3b56pV6+eKyCybZns7fHS5NIXKGa841FUtOputWrV0i7a+mbx5JNPOsGibybbt28369evN4sWLTJTpkwxPXv2NMccc0ypF/lcQiCXvkAx4x2PorFp06a0INB4x0svvWQfVqKZM2eac8891/7PjlxCIJe+QDHjHY+i0atXr+SFunbt2uaLL76wD/EslxDIpS9QzHjHoyjo20etWrWSF+pJkybZh+QklxDIpS9QzHjHoyiMGzcueZFu0qSJ/XDOcgmBXPoCxYx3PIpCly5dkhfp/v372w/nLJcQyKUvUMx4x6MonHLKKcmLtAbD/ZZLCOTSFyhmvONRFOrWrZu8SK9YscJ+OGepIZBLA+KEdzyKQpUqVZIX6Z9++sl+OGd2EHhtQJzwjkdRIECAwsM7HkUhzFtYZZVLX6CY8Y5HUWAQHSg8vONRFG666abkRbqYpvEuWLDA9OvXz7Ro0cJZALJSpUrmwAMPNK1atTITJkywDweKivsdDxSgYi0kTH0sU7vqqqvMzp077W5AUXC/44ECVKxLmTRr1sxZKXju3Lnm+++/N8uWLTNDhgwx1atXT/YZNGiQ3Q0oCu53PFCg7r333uRFt9gXUxwxYkSyT9OmTe2HgaKQ/TseyLONGzeaRo0aJS+8Ws592rRp9mEl0uB7y5Yt7f/s8BICCV76rlq1KtlHU5SBYpT9Ox4oACVtKDV48GBnQ6l169Y5G0pt2LDB2VBq6tSpzjeXQttQSs8z0eeII46wHwaKQvbveKBAaDxBF93UC3dZWiZ7e7w0XvqmTgrQQpFAMcr+HQ8UkDVr1piuXbuaypUruwKipNa8eXMzffp0+1QOLyGQUJa+q1evNmPGjHGm8ur4E0880fk2AhSjvb/jgQK2fPlyM3ToUNO+fXvTuHFj58JcsWJFU6NGDdOwYUPTrl07pw5jbwPuZQkBWzZ9U49RO/roo03fvn3N5s2b7UOBolHyOx6Ab+wA0cB5mzZtfJ+ODISJAAFCtHLlSvPaa6+Z1q1bJ8OkY8eOZtu2bfahQMEjQIA8ueGGG5Ihcv/999sPAwWPAAHyRNOMEwFSv359+2Gg4BEgQJ5s3bo1GSD77ruv/TBQ8AgQIE+0Um8iQCgmRDEiQIA86dSpUzJArrvuOvthoOARIEBAVCT48MMPmzlz5jj1KlpiZf369ebVV181F110UTI8tDTL4sWL7e5AwSNAgIAkAqK0pq16Z82aZXcFigIBAgRk4cKFZsCAAeaCCy5wKs+rVq3qFBAqNNq2bevsC6I9QoBiRYAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAk/8PsIhvA79iFZsAAAAASUVORK5CYII=)
| Product Number | 6666-1-X6 |
| CAS | 63635-20-1 |
| MDL Number | MFCD03094661 |
| Molecular Formula | C11H14OS |
| Molecular Weight | 194.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6666-1-X6
CAS: 63635-20-1
Molecule Weight: 194.29
Formula: C11H14OS
PN: 6666-1-43
CAS: 73242-07-6
Molecule Weight: 242.34
Formula: C15H14OS
![1-[4-(Methylsulfanyl)phenyl]pentane-1,4-dione](data:image/png;base64,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)
PN: 6266-1-00
CAS: 189501-33-5
Molecule Weight: 222.3
Formula: C12H14O2S
PN: 6666-9-X2
CAS: 42445-46-5
Molecule Weight: 245.13
Formula: C9H9BrOS
PN: 6666-3-17
CAS: 713-67-7
Molecule Weight: 220.21
Formula: C9H7F3OS
PN: 8666-3-X2
CAS: 914636-77-4
Molecule Weight: 245.22
Formula: C10H6F3NOS
PN: 6666-1-02
CAS: 7028-67-3
Molecule Weight: 224.27
Formula: C11H12O3S
Melting Point: 32-33 ℃
Boiling Point: 122-124 ℃
TSCA: Not listed on TSCA inventory
