| Product Number | 2129-1-X7 |
| CAS | 41892-81-3 |
| MDL Number | MFCD00204229 |
| Molecular Formula | C9H14O4 |
| Molecular Weight | 186.207 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2129-1-X7
CAS: 41892-81-3
Molecule Weight: 186.207
Formula: C9H14O4
PN: 2129-1-41
CAS: 41117-76-4
Molecule Weight: 230.26
Formula: C11H18O5
PN: 2229-1-03
CAS: 87121-89-9
Molecule Weight: 142.154
Formula: C7H10O3
PN: 2229-1-59
CAS: 227607-44-5
Molecule Weight: 156.181
Formula: C8H12O3
PN: 2229-1-1X
CAS: 126290-87-7
Molecule Weight: 170.208
Formula: C9H14O3
![Diethyl 2,5-dioxobicyclo[2.2.2]octane-1,4-dicarboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABnmAAAZ5gHD7fuzAAACdnpUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfZeTrjWHMOQqpqlYrrdSq0raV9m7lgJMiBVwBzeHtdwxJCSQLAjQ+/N/YZsb24u6Qb2GnyirTRcyQ2wxUkeg0KzYxe3/7OQvZ3XKRkIiERRWzj7r+nFvWfr/nyYfK5UEXPNE5a/vnhyrrafYO1+XGEraN1p/np9eGmWVFVcsiUURV2bxqGp90IutmFv8ZwsplucsKq5Vbeblrvf0VtnltfqhS1q3lgfruCYV1tlWw1mUua9gJm9Nr/4CNKlQpa5XC6kjNDndp7cvF86NOvnJV1FQ0HrJEbl/r8iuhhlxvVfJFzqjw6zFmORIga53fl6U8gimZZokgBUgHpAvSA+mDDECGICOQaNNH/UgCJAWSBEmDJEJSIcmQdMLEYavMRN6On4pWAw/wcvq6p2156Wr0Q0XMZhRHP/SB1up7eDbIvSgMQPDIEe65htxxBXamaexzZ299/rbm1OlSq4+nGoOjmZNLFTsCsugbK7gvjEUeepd1mztI1uYBeiENGrjkUPDAj8z8oigyg7oembPU5eQYweN20Bmf+0gm4E7YgSc3LU/Bs76jt1ysdJFeFCFLY7ZC1oT1t1pX4hRZBrpMVUmbxTgw0ktA9AGTB+OA0wdM1owDbh8wOfYNiFuAdwX44yP4fcDk7zgQ9AGT7eNA2AfM3hgHoj7Q7KRxwvT3QtfsvAkGr1Y+iQwC3m7u8YCgc72aiSzBQdTbs2NiGO8G402MM4h9ezZNMIPwt2fZBBNe/4KJnMFBDrRH5fgvEMMkCNujdXQHXyfBbcS6ODGs891Axat7w7q4VCy6Spf/AGfII/uvxWLdAAA+yklEQVR4Xu3dCdxN1f7H8czzzJMxhZJbVIbmJAkZSjSSlFylSbf4m0pX0qUomosMldItDVeuRApJg3RDiSQiIpnn6fc/v306x9nrGc85+9nP2Xt/3q/XfoX92+cZzr3re/Zae611nAAAkIDjzH8AACAnCBAAQEIIEABAQggQAEBCCBAAQEIIEABAQggQAEBCCBAAQEIIEABAQggQAEBCCBAAQEIIEABAQggQAEBCCBAAQEIIEABAQggQAEBCCBAAQEIIEABAQggQAEBCCBAAQEIIEABAQggQAEBCCBAAQEIIEABAQggQAEBCCJC/HHfccdaRU/HWZ2X79u0yZswYad++vdSsWVNKlCghRYsWlRNOOEE6deokEydOlP3795uXAUCecqYF9IF4AyHe+sw89dRTUqZMmejrZXZUqVJF3n77bfNyAMgzybeAPhFvIMRbn5GePXtar5E/f3655pprZOrUqbJu3TrrbmPr1q2yaNEiGThwoKSlpTny9QDASbRIf4m3gY633vTkk09a11esWFHmzp1rnrbRMLnpppuS+noA4DRapL/EGwjx1sf6888/pVSpUtadx6effmqeztSAAQPMfwKAPJNYC+hD8QZCvPWxRo0aZV2rA+QA4FWJtYA+FG8gxFsfq3Xr1ta1OuYBAF6VWAvoQ5FAiPdIRPXq1a1rf/31V/MUAHhGYi2gD5nBkNMjEcWKFbOu3bdvn3kKADwjsRbQh+INhHjrYxEgAPwgsRbQh+INhHjrY9GFBcAPEmsBfSjeQIitX7p0qfWIbePGjaV8+fJSpEgRqVOnjvTq1UvWrl1rXMkgOgB/yHmL6XPJBEjkzxkdukzJN998Y7uWx3gB+EHOW0yfSyZA6tevLw8//LA1o1y7pXRsQ+9KWrRoYdVcdNFFtmsTnUioy5oAQKrIeYvpc8kESGZ0XSut0UFzU+QuRJcymTdvnnnaZtu2bdKtW7dsvx4AuIkW6S85CYRYOanfuHGjVaPLsmeke/fu1nm9E7n22mvl3XfflfXr11uLKWpoaNfXgw8+KJUrV8706+3du1feeust2bRpk3kKAHJV+hYpoDJroDOTVf3hw4dlxYoV0q5dO6tm+PDhZkmULqpYunTp6OtldlStWjXDQfdICOlr6Nc5cOCAWQIAuSLjFjCAsgqEjGRWH9voV6tWzdooKju62q4GSdu2baVGjRpSvHjx6IZSHTt2lEmTJmUaDJEl4SOHPv313nvvmWUA4Lj0LSCSEtuYFyxYUJo3by4LFy40yxyj3V1DhgyxdjGM/do6gL9s2TKzHAAcQ4DkgkOHDlnzP5555hlrXkiBAgVk1qxZZpmjdMC+S5cu6QLsrrvusp76AgCnESC5bMaMGVZjrpMM3bBgwQJp0qSJLUg0xDTMNNgAwCkESC7bs2eP1Yhn9Chvbjl69KhMmDDB9vSWHqeddprMnj3bLAeAhBAguWzmzJlW412zZk3zVK7buXOn9O/f31paJTZIrrzySlm1apVZDgBxIUAc0KhRI3nxxRdlyZIlsn37dtm9e7f1GO+IESOkbNmyVqPdr18/8zLXaFh06NDBFiKFCxe2vicNGQBIBAHigNiGOaNDn8TSrqy8pt1X2o0V+71pN9f48eOtbi8AiAcB4oDvvvtO+vbtKw0bNpRy5cpJoUKFpEqVKtKmTRt57bXX5MiRI+YleUYH0nVAvUKFCrYg0UF+HYAHgJwiQAJKH+3VR3z1Ud/YIOncubP1SDAAZIcACbjvv/8+umpw5NCZ8Do5UdfZAoDMECCwvP/++9YyKLFBok+OTZkyxSwFAAsBgihdb0ufHDMXd9T9TBYvXmyWAwg4AgTp/P7779Yqv7rMfCRE9M89evRg2XgAUQQIMrVo0SK54IILbHcjukXv448/LgcPHjTLAQQMAYJsTZ482VpmPjZITj75ZJk2bZpZCiBACBDkiE6EfOihh6w1vWKDpFWrVrJ8+XKzHEAAECCIiy5Tf/3119tCRCdO9u7d29oYC0BwECBIyPz5862Z97FBUrFiRXn++eetLX0B+B8BgoTpEi3jxo2TtLQ0W5DUr19f5syZY5YD8BkCBEnbsWOHtRaYrvAbGyS6n/vq1avNcgA+QYDAMStXrpT27dvbQkT3Ihk4cKDs2rXLLAfgcQQIHKebaNWrV88WJFWrVpVJkyaxbDzgIwQIcoUuGz9mzBhrefvYIKldu7a8/vrrZjkADyJAkKu2bNkivXr1si0bny9fPmvcBIC3ESBwxdKlS61urEiIsOcI4H0ECFzTs2fPaIBs3LjRPA3AYwgQuIYAAfyFAIFrCBDAXwgQuIYAAfyFAIFrCBDAXwgQuIYAAfyFAIFrCBDAXwgQuIYAAfyFAIFrCBDAXwgQuIYAAfyFAIFrCBDAXwgQuIYAAfyFAIFrCBDAXwgQuIYAAfyFAIFrCBDAXwgQuIYAAfyFAIFrCBDAXwgQuIYAAfyFAIFrCBDAXwgQuIYAAfyFAIFrCBDAXwgQuGZMKEBah8JDj60ECOB5BAhcszAUIJNC4aHHXgIE8DwCBK45EgqQQ6Hw0EMIEMDzCBC4JxQgouFBgAC+QIDAPQQI4CsECNxDgAC+QoDAPQQI4CsECNxDgAC+QoDAPQQI4CsECNxDgAC+QoDAPQQI4CsECNxDgAC+QoDAPQQI4CsECNxDgAC+QoDAPQQI4CsECNxDgAC+QoDAPQQI4CsECNxDgAC+QoDAPQQI4CsECNxDgAC+QoDAPQQI4CsECNxDgAC+QoDAPQQI4CsECNxDgAC+QoDAPQQI4CsECNzTv384PAoVEtm92zwLwGMIELhn61aRgQNFpk0zzwDwIAIEAJAQAgQAkBACBACQEAIEAJAQAgQAkBACBACQEAIEAJAQAgS5a/VqkUGDRM4+WyQtLTyJsFKl8N91TsjPP5tXIJXw/iELBAhyx5EjIgMGhBucyPIlGR16Xmeoaz1SB+8fcoAAgfOOHhXp1CncwOTLJ3LDDSL//a/Ipk0iBw+KbN4sMmOGSOfO4fNap/V6HfIe7x9yiACB84YNCzcqZcqIzJplnrWbPVukdOlwvV6HvMf7hxwiQOCsP/4QKV483KDkdM0rrdN6vU6vR97h/UMcCBA467HHwo3J5ZebZ7LWunX4Or0eeYf3D3EgQOCsVq3CDcmUKeaZrL3xRvg6bYiQd3j/EAcCBM6qXj3ckKxZY57J2i+/hK/T65F3eP8QBwIEzipaNNyQ7N1rnsma1ut1xYqZZ+Am3j/EgQCBs2iAvI33D3EgQOCsatXoAklFhw+Hn5bS33NWeP8QBwIEzmrZMtyQxDsIq/V6nQ7iwlkffyxy+unh32/FiiL795sVx/D+IQ4ECJw1YkS4IWnTxjyTNX1sVK/jMVDn6DpVV10V/r1GDl3HKqsA4f1DHAgQOEuXudB+cF3iQpe/yInp08ONj16n1yM5O3eG17EqUsQeHldckf3ih7x/iAMBAucNGRJuUMqWFZkzxzxr98kn4TqtHzrUPIt46FpUEyeKVKliD46//S37JUli8f4hhwgQOE9XZu3QIdyo5M8v0qWLyIcfhj+d6mJ8utzFzJkiXbuGz2ud1me2oqs+4fPkkyIffWSeQcTnn4s0aWIPjvLlRZ5+WuTQIbM6a06/f/AtAgS5Q5/66ds3++XACxYM12l9ZvSTbaReZzr/+KNZEVzr14vceGP63+mdd4r8+adZnXNOvn/wrePMfwActWpVuD9ePx3rE0Da4Oh/GzcO7yOh57OjT/hElg3XQxu1e+8V2bbNrAyOfftEHn5YpEQJe4N+6aUiy5aZ1Ylz4v2DbxEg8Ia5c0XOOsveWGpD9sILwfv0++9/i5x4ov13Ubu2yLvvmpVAriJA4B3axz52bPhR1NjG84wzwoO5fvfttyIXX2z/2UuVEvnXv0QOHDCrgVxHgMB7tm8Xuf9+kcKF7Y3p1VdnP9Pai3Tw+u9/FylQ4NjPqoPXN98ssnGjWR0fvXv78sus54YAmSBA4F0rVoi0bWsPEV3LadAgkd27zWrPOapPPI0adewx2chx/vkiX31llsfv00/Dd2/6mi1amGeBbBEg8D59xPTUU+2NrK7p9MorZqVnfDF9ukyoW1d+iv2ZdJ2p114zS+Ond2l6txb72vXrm1VAtggQ+IPOdRg9WqRcOXvDeO65odb4C7M6Zf3444/SunVrSQt9791Dx7uh45DO8B48WGTPHrM8PnpX9sADx1bcjRy6bMnq1WY1kC0CBP6yZYvI7bfbxwv0EeCbbhL57TezOmVs27ZN7r33XilUqFDoWz7OOs4OHVOvvVYOxLsybkb0biyy0m7k0Lu2GTPMSiDHCBD403ffiVxyib3BLFlSZNiwlBowPnz4sLz44otSsWLFaHDocdZZZ8l8fXQ5WTpArndhsb8HHVPRmf06xgIkgQCBv739tshJJ9kbUP371Klmpes++eQTOeOMM2zBUalSJRk7dqwcSXZZkA0bRLp1s0/A1Luy224LL0UCOIAAgf/pHccjj4TvQGKC5H+hO5QNeqfisl9++UWuvvpqW3AULlxY7r//ftmujygnQ39WvcsyflZp1ix8VwY4iABBcOgYiI6FhD6Vrwk1qs+GjrahT+W33367bNGxk1y2e/dueeCBB6Ro0aK28Gjbtq2s0EeSk6V3VbVqpb/b0rswIBcQIAieL76QBeeeK71CDWyNvxrxcuXKyejRo+VQvCvX5tArr7wi1apVswXHqaeeKh/qI8jJWrIk4/EevetKofEe+A8BgsD6MDcb9b98EQqrc0NhFfs1HAsrjz5xBv8gQBBo2q00aNAgx7uVfgs14DeFGvJ8oQY98poFQg39bbfdJn8kOYh9NLM5L+ec46k5L/A+AgQQnUe32pGB7f3798uwYcOkZMmSttdq1qyZfOfAIPb/Zs6Ud+vVky2xwVG1qsikSeEdCQEXESBADH20tkGDBrbGPy0tLUeP1k6dOlVq1aplu/akk06Stx0YxF65cqW0a9dO6oZes0/o+FSDQ/c813W/du0yywFXECCAQSf3vfDCCxlO7pubweS+JUuWyCWXXGKr1TuQRx55xLojSYbe/fTp08e6G4q8duvQMaNTJznE8iPIYwQIkImMlhfR47rrrpM1a9ZYj/7qI8A6thE5p2MeOvahYyDJ0LudcePGWXc/sV9b744+D8LeJ/AEAgTIRmSBw9iGXEPFHHjXp630qatkzZs3Txo2bGh7bb0b0rsivTsCUgUBAuTQ9OnT5ZRTTrE17HroY7k6z+NokoPYa9eute5uzKDq3bu3dTcEpBoCBIjDwYMH5Z///Kft8Vw9zj//fPn666/N8hzZs2ePDB48WIoVK2Z7zVatWsny5cvNciBlECBAAnQMpFu3brbxj/z588sNN9xgPTGVU5MnT5YaNWrYgkPvcj744AOzFEg5BAiQhG+//VaaNm1qCwANkuwmIerdygUXXGC7rkyZMjJy5EjrLgfwAgIEcMCbb74p5cuXj4bBq6++apZYNm7cKLfccosVMpFavYvp0aOHbN682SwHUhoBAjhkxIgR0VD49NNPbecOHDggw4cPl9KlS9vuOvTuZfHixbZawCsIEMAho0aNyjBA3nvvPalTp44tOGrWrGndtQBeRoAADjEDZNmyZdKiRQtbcJQoUUKGDBki+/btMy8HPIcAARwSGyBXXXWVFCxY0BYeXbp0kXXr1pmXAZ5FgAAOiQ2Q2KNJkyayYMECsxzwPAIEcIiugRUbHJUrV5YJEyYkPUMdSFUECOCQO+64IxoenTt3lp07d5olgK8QIIBDzEF0wO8IEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAeNDq1SKDBomcfbZIWppIoUIilSqF/z5woMjPP5tXIAYBAjiEAPGQI0dEBgwIB0bo/cr00PP9+4frkQ4BAjiEAPGIo0dFOnUKB0S+fCI33CDy3/+KbNokcvCgyObNIjNmiHTuHD6vdVqv18GGAAEcQoB4xLBh4VAoU0Zk1izzrN3s2SKlS4fr9TrYECCAQwgQD/jjD5HixcOBMG2aeTZjWqf1ep1ejygCBHAIAeIBjz0WDoPLLzfPZK116/B1ej2iCBDAIQSIB7RqFQ6CKVPMM1l7443wdRokiCJAAIcQIB5QvXo4CNasMc9k7Zdfwtfp9YgiQAAHLFmyRMqXLx8NkHPPPVc2bNhgliGvFS0aDoK9e80zWdN6va5YMfNMoBEgQBK2bNkit99+uxQoUCAaHpGjVKlS8uijj8qBAwfMy5BXCBBHESBAAg4dOiSjR4+WcuXKpQuO/Pnz2/5eq1Yteeedd8yXgNP27BE5fNj8V7tq1ejCchABAsTpww8/lFNPPdUWEscff3z0z1dffbUMHTpUSpYsaatp3ry5LF261Hw5JGvfPpGHHxYpUUKkZk2RrVvNimNatkxsEF3r9TodhEcUAQLk0MqVK6Vdu3a2UChSpIgMGjRIxo4dG/235557zqpfv369dO3aVfLlyxc9V7BgQenVq5fV9QUHvPlmODS0cY8c331nVh0zYkS4pk0b80zW9LFfvY7HeG0IECAb27dvlz59+kjhwoVt4dGpUydZrYvxhdx6663Rf//+++9t1y9cuFDOPvts27Xa9TVmzBirKwwJWLxYpGlTe3DojPEnnzQr7XSZEh3H0CVKdPmSnJg+Pfz6ep1ejygCBMjEkSNHZNy4cZKWlmZr/Bs0aCCffPKJrbZ27drWOe3KysjRo0dl0qRJUrVqVdtr1atXTz766COzHJnRBrxHD5ECBY4FR/78IrfcIrJxo1mdsSFDwteVLSsyZ4551k7fZ63T+qFDzbOBR4AAGZg3b56cddZZtsa+YsWK8sILL8hhY6D2119/jdZce+21tnOmXbt2ycCBA62ur9jXbt++vdVFhkzoIocjR4bXr4oEhx4XXCDy9ddmddZ0Zd0OHY6FT5cuOrAVDif9OrpcycyZIl27hs9rndazIm86BAgQY82aNXLdddfZGvdChQrJvffeK9u2bTPLLa+++mq0NjL+kR3t+urYsaPt62gXWd++fWXHjh1mebB98IHIKafYg6NGDZHJk83KnNMPAaHfdbbLuRcsGK7L7umugCJAANEnQPfI4MGDpVixYrZGvXXr1rJ8+XKz3Car8Y/szJkzR+rXr2/7mtplpl1n2oUWaPp7jyw9Ejl0HCL0PlmP7Dph1arwviBNmkjoFjMcGPrfxo3D+4DoeWSKAEHgTQ59kq0R+kQb24ifEvrE+4F+8s2B7MY/sqNdYs8//7xUqFDB9j00bNhQ5s+fb5b7n97phe740t0dhO4M456/gVxFgCCwvv76a7ngggtsjXaZMmVk5MiRclD7wnMgnvGP7GzdulV69+5tdZnFfk/XX3+9rF271iz3H+0meuGF8B1AbHCcdZYOSpnVSAEECAJn48aNcsstt9hmjOtSJD169JDNcT6mmcj4R3a0y6xly5a2ENGutYceesjqavMlfdqpQQN7cOge5ePGMXidwggQBIauSTV8+HApXbq0rXFu2rSpfPvtt2Z5jiQz/pGdadOmycknn2z7XrWr7fXXXzdLvUvn0US2l40chQuL9OmjE3DM6vjs3y/yyCMi5cqFvwYcR4AgEN57773oWEXkqFmzprypM5mTkOz4R3a0K+3xxx+3utZiv3ftelu0aJFZ7hl7d+2SBYMGyU9FitjDo107nfJvlsfv7bdFTjrp2Ovq47i7d5tVSBIBAl9btmyZtGjRwtb4lihRQh5++GHZp2soJcHJ8Y/sbNq0ybrbie120z93795dfv/9d7M8ZUUmVDaoWlW6h36Gd0LHIW3g69ULz71Ili5jcskl9lAqWVLk2WfNSjiAAIEv/fnnn3LnnXdaa0/FhkeXLl1k3bp1ZnlCcmP8IzuLFy+Wiy66yPYzaZfciBEjUn7Z+C+++ELOOeec6Pd9duh4rFw52Tx6tC5vbJbHRyf/3X67fYa6Lldy000iv/1mVsMhBAh8RdeWevrpp22bO+nRpEkTWbBggVmelNwc/8jOlClTrC642J+xTp068v7775ulee63UAN+U6ghj11UUh9auCfU4O9MdlFJDR4NIB3niASHHueeq4llVsNhBAh8Y9asWXLaaafZGtXKlSvLhAkTrK4Tp+X2+Ed29u7dK0OGDJHixYvbfmbtsnM70DKyf/9+eeSRR9Ita3/JJZdYOzgmTZcfOfVUe3Dofh+vvGJWIpcQIPC8VatWyZVXXmlrpHStqf79+8vOnTvNcke4Of6RHf1eOnfubPv5tevurrvusrry8sLbb78tJ510ku170o21pk6dapbGb8UKkbZt7cGhOw0+8AAD5S4jQOBZGg79+vVLt8x6hw4drFDJTXkx/pGdzz77TBo3bmz7Xejs9meffda1ZeO/++47adasme170DuQYcOGWXckSdHHeu+/P/yYb2x4XH11eMdAuI4Agedod9T48eOt7qnYhur000+X2bNnm+W5Ii/HP7KSV7+bP/74Q2677Tbb3vA65tGtWzfZsGGDWR4fnUg4dqxIpUr24DjjjPAEROQZAgSektWnbHOZ9dyU1+Mf2XHr7kznqTz55JPp9oY/99xz5csvvzTL4zd3bngpk9jg0KVOdMkTF99vZIwAgSdk1s9/9913W2tIuSmVxj+yk5vjQzNmzEi3N3y1atXkFScGsXXRRP3dxgaHLq6oiyxmsqw+3EeAIKVl9qTRZZddlmddR6k4/pEdJ59QW7FihbRp08b2WkWLFpUHHnhAdic5iL1/zx5ZPHiw/KnLtseGR+vWIj/+aJYjjxEgSFmpOtchVcc/sqMD6c8880zCc2R0b/j7778/XbfY1VdfLb84MIj92muvycXVq8v9odf8NBIcdeuG9yRHSiJAkHK++eablJ5tnerjH9nRR3v1Ed+cztLXja3Gjh0rlSpVstWfccYZ6faGT8RXX30l559/fvR1W4WOsWXLyo5Ro8JbzCJlESBIGV5Y78lL4x/ZyWydMO0yjKwTNnfu3Az3hn/xxReTfmhBl9W/+eab0y2r3/fvf5ddcS6rj7xBgCDPZbbi7IUXXphyK856cfwjO7pSsXYNxv7udTD8vPPOs/2bbnT1j3/8I9O94XNK7yL/9a9/SalSpWyvf/HFFye8rD7yBgGCPJXRnhcnnHBCyu554dXxj+xktldK5Lj88svlRwcGsd999910y+qfeOKJ8u9//9sshQcQIMgTP/zwQ7pd9/RJq1Tfdc/r4x/Z0W6lG2+80fa+aBdTIrs1xtLusksvvdT2uk4tq4+8Q4DAVTpn45577vHkvt9+Gv/Ijm60Zc7xiHe/eJXZsvoaUhkN2MNbCBC4RpfYiF3qQo+GDRvK/PnzzdKU5Mfxj+xMnjzZ2kY39j3T/dl1zausZLWs/ueff26Ww6MIELjmzDPPjDYk+kjoyy+/bD0i6hV+Hf/IjnYpDh482Db/Q9e9yoxOWvzb3/5mC44qVarIxIkT4560iNRGgMA12k0VaVBWOrHvtcv8Pv6RHZ21Hnn/9O7C9NNPP8kVV1xhCw5dNmXAgAFJL5uC1ESAwDU9e/aMNiw6WOslQRr/yMwHH3wQ/R289NJL0X/fsWOH/N///V+6GepXXXWV/PzzzzGvAL8hQOAaLwdIEMc/TGaAaPejdkPqHVlscOjS8R9//LF5OXyIAIFrvBwgQR3/iBUbIHrH0ahRI1tw5MWy+shbBAhc4+UACfr4h4oNkNgjr5bVR94jQOAarwYI4x9h+hSVGR66rL5OCkUwESBwjVcDhPGPsNGjR0d/D2lpafKf//zHLEHAECBwjVcDhPGPsNgurCAHKY4hQOAarwZIrVq1rO85yOMfynwKCyBA4BovBsiSJUui37Mu/hhkBAhMBAhc48UA0fW7It+zzqQPMgIEJgIErvFigOiWrZHv+YknnjBPBwoBAhMBAtd4PUD0KaQgI0BgIkDgGgLE2wgQmAgQuIYA8TYCBCYCBK4hQLyNAIGJAIFrCBBvI0BgIkDgGgLE2wgQmAgQuIYA8TYCBCYCBK4hQLyNAIGJAIFrCBBvI0BgIkDgGgLE2wgQmAgQuIYA8TYCBCYCBK4hQLyNAIGJAIFrCBBvI0BgIkDgGgLE2wgQmAgQuIYA8TYCBCYCBK4hQLyNAIGJAIFrCBBvI0BgIkDgGgLE2wgQmAgQuIYA8TYCBCYCBK4hQLyNAIGJAIFrCBBvI0BgIkDgGgLE2wgQmAgQuIYA8TYCBCYCBK4hQLyNAIGJAIFrCBBvI0BgIkDgGgLE2wgQmAgQuIYA8TYCBCYCBK4hQLyNAIGJAIFrCBBvI0BgIkDgGgLE2wgQmAgQuIYA8TYCBCYCBK4hQLyNAIGJAIFrCBBvI0BgIkDgGgLE2wgQmAgQuIYA8TYCBCYCBK4hQLyNAIGJAIFrCBBvI0BgIkDgGgLE2wgQmAgQuIYA8TYCBCYCBK4hQLyNAIGJAIFrvBggs2bNin7PQ4YMMU8HCgECEwEC13gxQMaNGxf9ntu3b2+eDhQCBCYCBK7xYoBs27ZN8ufPb33PF110kXk6UAgQmAgQuMaLAaLOOecc63suVqyY7N+/3zwdGAQITAQIXNOyZUtPBki/fv2i3/fcuXPN04FBgMBEgCDXLVu2TC699NJo46PHzz//bJalrBkzZkS/74cfftg8HRgECEwECHLNn3/+KXfeeacULFjQFh5euwPZuXNn9Gdo3ry5eTowCBCYCBA47tChQ/L0009L+fLlbaFRqVIlTwaIYhyEAEF6BAgcpfMm/va3v9mCo0qVKjJhwgTPDqIrxkEIEKRHgMARP/30k1xxxRW24ChSpIj079/f6gJSXg4QxkEIEKRHgCApO3bssD6dFy5c2BYeHTp0kFWrVtlqvRwgjIMQIEiPAEFCjh49KuPHj5fKlSvbguP000+Xjz/+2Cy3tGrVKlo3ZcoU83TKC/I4yJEjR+Tuu++Ovn+PPPKIWYIAIkAQt88++0waN25sC44KFSrIs88+K4cPHzbLo84991zbNe3atZOVK1eaZSkrqOMg+rOeddZZtvfu/vvvN8sQQAQIcuzXX3+Vzp072xoS7dbRT6Zbt241y9PRsDjllFNs12vXV58+fWT79u1mecoJ2jjImjVr5Nprr7W9XwUKFJALL7xQ9u3bZ5YjgAgQZGvv3r3yz3/+U4oXL25rTC677DL5/vvvzfJs6RLpDRo0sL2WDrjfc889VldJqgrKOMiePXtk8ODBVldd7HvUunVr+fHHH81yBBgBgiy98cYbcsIJJ9gakjp16sh//vMfszQu2tWloVSoUCHbazds2FDmzZtnlqcMv4+DvPbaa1K9enXbe1K3bl2ZPn26WQoQIMjYN998Y60+G9uQlC5dWkaMGCEHDhwwy+Oi3V29e/dOFx6xx3XXXSdr1641L81zfh0H+eqrr+T888+3vQdly5aVUaNGycGDB81ywEKAwGbzpk1y6623Rpcw10P/3L17d/n999/N8rjoXcfzzz9vDbjHNlR616GffGOf0tJDP+VrV4p2qaQKv42D6OPUN998s+391nGOv//97/LHH3+Y5YANAQLL0dCnzAWPPy4Xlylja8R1wHTRokVmedzmzJkj9evXt712WlqatWFT7LiHzjUwB9pr1KghkydPjnm1vOOXcRC9i/zXv/4lpUqVsv2uL774Yvn222/NciBDBAhEpk2T/SefLG+FGpBuoaNC6NBxj9dff92sjJuuutuxY0dbI6VPXvXt29eahJgR7TIZOXKklDHC7IILLpCvv/7aLHed18dB3n33Xaldu7btd3viiSfKv//9b7MUyBIBEmQ//KCbdIT+V3CcdSwPHaOLF5cJ//yn9eRVMnbt2iUDBw60nq6Kbah0W9iczv3YvHmz9OjRw+pSiVyvXS233HJLns5k9+o4yNKlS9Mtq1+iRAmrK47HcpEIAiSIdM7GPfeIFCoUDQ/ruOEG2ZfkwLXOUJ84caJUrVrV1lDVq1dPPvroI7M8RxYvXixNmza1vZ4O6A8fPjzpAf1EeG0cRJfVv+OOO2zL6ufLl09uvPFGWb9+vVkO5BgBEiQ6S/y550QqVLAHR6NGIvPnm9VxW7hwoZx99tm2hr5cuXIyZswYa4n3ZL355ptSs2ZN2+vrI8XvvfeeWZqrvDIOor/zp556Kt2y+voeff7552Y5EDcCJCjmzBGpX98eHMcfL/Lyy7rQkVkdF/0U27VrV+tTbaSR0ga2V69esmXLFrM8KdrVMmTIEKvrJbZRbNGihbXzoVtSfRwks2X19e5Q7xIBJxAgfqdbx151lT04ChcW6dtXl9I1q+OijfnQoUOlZMmStoZKP5Vrf3tuWrdunXTp0sX2dTW07rrrLqvLJrel6jhIZsvqDxgwILqsPuAUAsSvdu0SGThQQq2HPTzat9dWxqyO21tvvWU9uRPbUNWqVUveeecdszRXLViwQJo0aWL7PrTL5plnnnGk2ywzqTYOok+0/d///V+6ZfWvCn148NL+8/AWAsRvtHti4kSRKlXswVGvnkiCg9ix/ve//0mzZs1sjZTOJXj00UfzZEBbaZeM7nhoLi1/2mmnWV05uSFVxkF0Ds3LL78sxx9/vO1nz2pZfcApBIifLFwocvbZ9uAIfRqXp57SEVWzOi46K1k3hIp9pFbHPLp16yYbNmwwy/OENuq6A6L56PCVV16ZbnMrJ+T1OIguq9+oUSPbz6qz/J977rksl9UHnEKA+IE+innjjRJq0Y8FR+jTsdxxh0iSg9g6Q/2TJ56QM8uWtTVU5513nnz55ZdmeUrQsNAdEWO/X+3a0XELJ8cB8mocRJfVv+GGG2w/n64rltNl9QGnECBeppO/hg4VKVHCftehXSpODGL/97+yuW5deSn0mleEjvyhQ1dqffXVV83KlDR79myrKye2odVuLt1J0YknkdweB8lqWf0fdFIo4DICxKvWrROpVcseHLVrizgxiK17PrRpE33dz0PH4KJF5ZkHH5Tdu3eb1SlNB9J1p0RzAUfdUVG7gJLh5jhIRsvqn3zyyUkvqw8kgwDxqkmTjgVHqVIijz6qK+SZVfHRXQHvuy/dDPW911wju3/5xaz2FH20Vx/xjZ2NrYfusKhdQonK7XEQXVZfF7SM/Z51Fv5jjz2WZw8tABEEiFdpX37XruFxjmQHsXUi4UsviVSqZL+jOfNMkU8/Nas9TXdQ1EmHsQ2ydgnp5MRE1v/KrXGQTZksq6//pueAVECABJ0GhAZFbHBokGigJDlDPZW9//771jIosUGiy6RMmTLFLM2S0+Mgelehdxd6lxH7veldiN6NAKmEAAkq7ZK65hp7cGjXlXZhaVdWAGhjrTssmo217sSoCzjmhJPjIDqeoeMasd+Ljnvo+AeQigiQoNFB8AcfFCla1B4eOmi+YoVZHQi606LuuGh2F+lS8jnpLkp2HESfoNInqWKDQ7vV9ImrRLrVALcQIHlt9WqRQYPCEwDT0sJ3AdqFpH/XpUicXIZCH7+tVs0eHHXraj+MWRlIuvOibloV25DrplaPP/54lvuCJzoOonM2dO6GuTe8zvFIZmAfcAsBkld0fGHAgHRPPKU79Hz//smNR+iEv/POs79u2bIiTzyh2/+Z1YGnOzHqNrqxjbp2LU2bNs0stcQ7DqKzxHW2uPlosc4qT/bRYsBNBEhe0ElsnTqFG3KdPR76xKmT9kS7S7RB37w5fFfQufOx2eVaH+/kN306q1s3+wz1AgVEevbUtUnMasTYs2ePPPTQQ1a3VGwj37JlS1m+fLmtNp5xEF2fypzcqOtY6XpWsXvDA15AgOSFYcPCjXmZMrpxg3nWbvZskdKlw/V6XU7o/ACdF6LzQyLBoUezZroaolmNLKxdu1auv/56W4OvXU69e/e2LRuS3TiIroirK+PGvo4ur6Ir6Ga2NzyQ6ggQt+kn/+LFww16Jl0i6Wid1ut12d056JIW5gz1E0/U9dfNSsRh/vz50rBhQ1sAaBfU888/b3VJZTYOoncnuheHucCj7tmhe3cAXkaAuO2xx8KN+uWXm2ey1rp1+Dq9PiuhT7TR4ChZMrxWVgafiBE/7WIaN26cpKWl2cKgfv361v7skb/rOEhkb3jdBTC2VncJzK0l5gG3ESBua9Uq3LjHOWFNdC6AXqdBkhVdRLFxY5Fbbw2v0gvHaZdT3759023eFNnSVwfDzb3hdZOrp59+Olc3uQLcRoC4rXr1cBCsWWOeyZpO/NPr9HqkhJUrV0r79u1tQWEeOrh+xx13uLLNLuA2AsRtkQl88U4Q03q9rlgx8wzy2MyZM6VevXrpwuPSSy/N9b3hgbxEgLiNAPEl7ZrSTbYi4aED54DfESBui8wEpwvLd0aNGhUNkE99tooxkBECxG0tWyY2iK71ep0OwiMlESAIGgLEbSNGhINAFy+Mhz72q9dl9xgv8gwBgqAhQNymy5ToOIYuL6LLl+TE9OnHxj/0eqQkAgRBQ4DkhSFDwoGgCxrOmWOetfvkk3Cd1uukQKQsAgRBQ4DkBV00r0OHcCjkzy/SpYvIhx+G7y50MUVdrmTmzPCWtXpe67SexfZSGgGCoCFA8srhwyJ9+2a/nHvBguE6rUdKI0AQNARIXlu1KrwvSJMmIhUrhgND/6vLkeg+IHoenkCAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHEKAIGgIEMAhBAiChgABHPL4449HA+Tjjz82TwO+Q4AADuncuXM0QE488USZNWuWWQL4CgECOOQf//hHNEAix5VXXimrVq0ySwFfIEAAh8SOgcQehQsXln79+snOnTvNSwBPI0AAh8QGyBNPPCGnn366LUgqV64s48ePl6NHj5qXAp5EgAAOMZ/COnz4sDz77LNSoUIFW5A0btxYPvvsM/NywHMIEMAhZoBEbN26Ve6++24pWLCgLUh00P3XX3+NeQXAWwgQwCEaEpFwyOgx3u+//14uu+wyW4gUL15chgwZInv37jXLgZRHgABJWrdunXTp0sUWDBMmTDDLot5//32pU6eOrb5mzZoyZcoUsxRIaQQIkCC9a9C7B72LiA2DqlWryp49e8xymwMHDsiIESOkdOnStmsvuugi+eabb8xyICURIEACHnzwQalUqZKt8de7Cr27iMfvv/8u3bt3l/z580dfR/986623yqZNm8xyIKUQIEAcFi9eLI0aNbIFh96B6N2E3lUkatGiRXLhhRfaXrdMmTLW8igHDx40y4GUQIAAObB582bp0aOHFChQwNbIR46OHTvK6tWrzcvi9vrrr8sJJ5xge+2TTz5Zpk2bZpYCeY4AAbKgn/5Hjhxp3Q3ENuoNGzaUpk2b2v6tSJEiMnDgQNm1a5f5MnHR8ZOHHnoo3dhKy5Yt5YcffjDLgTxDgACZ+OCDD+SUU06xNeI1atSQyZMnR2tmzpwp9erVs9XoIPqkSZOSnnG+du1auf76622vXahQIbnnnntk59atZjngOgIEMCxfvlxatWpla7iLFStm3RVk9HTVoUOHZMyYMVKuXDnbNeecc44sXLjQLI/b/PnzrTueyOvWDh0DK1SQdc89J3L4sFkOuIYAAf6iM8Z79+5tfcqPDQK9C9C7gexs2bJFevXqZZtxni9fPunatausX7/eLI/LkSNH5OWXX5aqxx8vV4Zed2zo2Bg6pH59kTlzzHLAFQQIAk/XrHr++eelYsWKtuDQT/3z5s0zy7O1ZMkSad68ue21SpYsKUOHDpX9+/eb5XHZvWOHfNi3r3xRuHDo/73HHTs6dhT5+WezHMhVBAgCbUno0/uZDRrYGvu0tDQZN26c9ak/Ge+8847UqlXL9tonnXSSvPXWW2Zp3I6sXCnSvr09RIoUERk4UCTJQXwgpwgQBNPq1bI89Kl9QKjhrf9X4677dvTp00d2hD7lO0Xnhjz66KNSqlQpW5A0a9ZM/ve//5nl8fvoI5F69exBUqWKyMSJIkkO4gPZIUAQLPrpXD+lhz6tbw81tq+FjhtCxzXt2slK/VSfSzZs2CDdunWzxkQiIaJzSnr27Cl//PGHWR6fQ4dEnnpKpFw5e5CcfbaIA4P4QGYIEASDfhqfNEmkalVbI/tj6NP7zzNnmtW55ssvv5TzzjvPdjdStmxZawOqpGecb9kicscdIgULHvsZQ4ElXbuKJDmID2SEAIH/6afwc86xfzrXT+tjxoQ/veeBV199VapVq2YLkrp168qMGTPM0vgtXSrSvLn95y1RQmToUJF9+8xqIGEECPzrt9/Cn771U3ikIdVP5716hT+t57Hdu3dbizIWLVrUFiRt2rSRFStWmOXxe+cdkVq17EFy4okiDgziA4oAgf/oo7KPPCJSsqS98dRP5UuWmNV57pdffpFrrrnGFiI6F+W+++6TXdu3m+Xx0QUeH31UpFQp++/i4otFnBjER6ARIPAX/XR90kn2xlI/heun8RSn2+CeeeaZ0RApHzrurFRJfn7pJZ1JaJbHZ8MGkZtvtt+NFSgg0rOnSLKD+AgsAgT+oJ+mmzWzB4d+6tZP30lO3nOTzj15KRQYutdI09DP8Fjo+EF/llCwSMw+6wn76iuR886z/57KlhUZP96sBLJFgMDb9NPzbbeFP01HGkT9lN2tW/hTt0ft2LZNpt53n8woVMje2F9zjfZ5meXxe/VVkerVj72ufp0k9jNBMBEg8CZ95PXJJ8OfnmMbWP10/eWXZrVnHfzxR5HLL7f/jEWL6paIOgpvlsdHr9fX0Ts1DSYgTgQIvEcfdT31VHujWq1a+FO1X/33vyJ169p/Zr2D8PPPjJRHgMA79NHWNm3Sfxp/4IHkP417gd51PfFExnddOrYBuIwAQerTcLjvvnA/fWzD6dR4gNfouI8+PeWzcR94DwGC3KX7hA8aFF6XKS0tHAKVKoX/rmtS5WQJcl2eIzY4zjjDmSeSvC6rJ8+cGhB34v2DbxEgyB06b2HAgPR3Deah5/v3z3qeg3ZRaa02XC++yC58Jp37ojPMY3+vyc59cfL9g28dZ/4DkDRduLBTp3ADo10rN9wQHgTetCncj795c3ggvHPnYxPbtD6z5cf13z//nH0usqJrXOlaV7rmVWwDr7PvdW2seDj9/sG3CBA4b9iwcKNSpozIrFnmWbvZs0VKlw7X63VIjq66m+z6X7x/yCECBM7SAd7ixcMNyrRp5tmMaZ3W63Usq+EMXYFYxyli70Z0BWLtAswK7x/iQIDAWY89Fm5MdPJbPFq3Dl+n18MZ2qWkOxMae6CITk7MDO8f4kCAwFmtWoUbkilTzDNZe+ON8HXaEMFZMbswWoPtWW3Zy/uHOBAgcFZkfaU1a8wzWdP5HHqdXo/csXNn9htK8f4hDgQInKUzw7Uh2bvXPJM1rdfrihUzz8BNvH+IAwECZ9EAeRvvH+JAgMBZuqghXSDexfuHOBAgcFbLluGGJN5BWK3X63QQF3mH9w9xIEDgrBEjwg2Jrpobj8ieFzwGmrd4/xAHAgTO0mUutB9cZ0Lr8hc5MX16uPHR6/R65B3eP8SBAIHzhgwJNyi6b8WcOeZZu08+Oba/ha7lhLzH+4ccIkDgPF2ZtUOHcKOSP79Ily4iH34Y/nSqi/HpchczZ4bXbNLzWqf1rOiaGnj/kEMECHKHLrnet2/2y4HrQn9axxLtqYX3DzlAgCB3rVoV3leiSRORihXDDY7+t3Hj8D4Seh6pi/cPWSBAAAAJIUAAAAkhQAAACSFAAAAJIUAAAAkhQAAACSFAAAAJIUDgHt1aVRfby255DACeQIDAPQ88EJ69rJsW7dljngXgMQQI3NOz57ElMDZuNM8C8BgCBO4hQABfIUDgHgIE8BUCBO4hQABfIUDgHgIE8BUCBO4hQABfIUDgHgIE8BUCBO4hQABfIUDgHgIE8BUCBO4hQABfIUDgHgIE8BUCBO4hQABfIUDgHgIE8BUCBO4hQABfIUDgHgIE8BUCBO4hQABfIUDgHgIE8BUCBO4hQABfIUDgHgIE8BUCBO4hQABfIUDgHgIE8BUCBK45HAqQg6Hw0IMAAbyPAIFrFoQCZEIoPPTYS4AAnkeAwDVPhgLkslB46PEnAQJ4HgEC1/QMBchxofDQYyMBAngeAQLXECCAvxAgcA0BAvgLAQLXECCAvxAgcA0BAvgLAQLXECCAvxAgcA0BAvgLAQLXECCAvxAgcA0BAvgLAQLXECCAvxAgcA0BAvgLAQLXECCAvxAgcA0BAvgLAQLXECCAvxAgcA0BAvgLAQLXECCAvxAgcA0BAvgLAQLXECCAvxAgcA0BAvgLAQLXECCAvxAgcA0BAvgLAQLX3HjjjQQI4CMECHLd/v37ZdiwYVKoUKFogKxdu9YsA+AxBAhy1dSpU6VWrVrR4NCjePHicvjwYbMUgMcQIMgVS5YskUsuucQWHCVLlpRBgwbJ3r17zXIAHkSAwFFbtmyR22+/XQoUKBANjnz58slNN90kv/32m1kOwMMIEDji0KFDMnr0aClXrpztruOcc86RL774wiwH4AMECJL24YcfyqmnnmoLjqpVq8orr7wiR48eNcsB+AQBgoStXLlS2rZtawuOIkWKWOMcu3btMssB+AwBgrht375d+vTpI4ULF7aFR6dOnWT16tVmOQCfIkCQY0eOHJGxY8dKWlqaLTgaNGggn3zyiVkOwOcIEOTIvHnz5KyzzrIFR8WKFeWFF15gTgcQUAQIsrRmzRq57rrrbMGhM8rvvfde2bZtm1kOIEAIEGRoz549MnjwYClWrJgtPFq3bi3Lly83ywEEEAGCdCZPniw1atSwBccpp5wi06dPN0sBBBgBgqivv/5azj//fFtwlClTRkaOHCkHDx40ywEEHAECa2n1W265RfLnzx8NDl2KpEePHrJ582azHAAsBEiAHThwQIYPHy6lS5e23XU0bdpUvv32W7McAGwIkIB67733pHbt2rbgqFmzprz55ptmKQBkiAAJmGXLlsmll15qC44SJUrIww8/LPv27TPLASBTBEhA/Pnnn3LnnXdKwYIFbeHRpUsXWbdunVkOANkiQHxOl1l/+umnpXz58rbgaNKkiSxYsMAsB4AcI0B8bNasWXLaaafZgqNy5coyYcIEllkHkDQCxId++uknufLKK23Bocus9+/fX3bu3GmWA0BCCBAf0XDo169fumXWO3ToIKtWrTLLASApBIgPaHfU+PHjre6p2OA4/fTTZfbs2WY5ADiCAPlLpNHNqXjrs6IbNI0ZM0bat29vzcXQx2qLFi0qJ5xwgrVJ08SJE2X//v3mZZbvv/9eGjdubAuOChUqyLPPPssy6wBylTMtoA/EGwjx1mfmqaeestabig2AjI4qVarI22+/bV4u7dq1i9boI7p33323bN261SwDAMcl3wL6RLyBEG99Rnr27Gm9hq5Bdc0118jUqVOtORl6t6EhsGjRIhk4cKBtB0CTPqKr61a1atXKuhsBALekb5ECKrMGOjPx1puefPJJ63rd1W/u3LnmaRsNk5tuuimprwcATqNF+ku8gRBvfSydFV6qVCnrzuPTTz81T2dqwIAB5j8BQJ5JrAX0oXgDId76WKNGjbKu1QFyAPCqxFpAH4o3EOKtj6Xbwuq1OuYBAF6VWAvoQ5FAiPdIRPXq1a1rf/31V/MUAHhGYi2gD5nBkNMjEcWKFbOuZfl0AF6WWAvoQ/EGQrz1sQgQAH6QWAvoQ/EGQrz1sejCAuAHibWAPhRvIMTWL1261HrEVpcU0X03dOXbOnXqSK9evWTt2rXGlQyiA/CHnLeYPpdMgET+nNGhy5R88803tmt5jBeAH+S8xfS5ZAKkfv361p7iOqNcu6V0bEPvSlq0aGHVXHTRRbZrE51IqMuaAECqyHmL6XPJBEhmdF0rrdFBc1PkLkSXMpk3b5552mbbtm3SrVu3bL8eALiJFukvOQmEWDmp37hxo1Wjy7JnpHv37tZ5vRO59tpr5d1335X169dbiylqaGjX14MPPmjb5wMAUgUt0l/ibaCzqtd9OFasWBFdan348OFmSZQuqli6dOno62V2VK1alUF3ACkl4xYwgLIKhIxkVh/b6FerVs3aKCo7utquBknbtm2lRo0aUrx48eiGUh07dpRJkybJgQMHzMsAIE+lbwGRlNgA0Q2emjdvLgsXLjTLAMDzCJBccOjQIWv+xzPPPGPNC9ENn2bNmmWWAYCnESC5bMaMGdbdiE4yBAA/IUBy2Z49e6wAyehRXgDwMgIkl82cOdMKkJo1a5qnAMDTCBAHNGrUSF588UVZsmSJbN++XXbv3m09xjtixAgpW7asFSD9+vUzLwMATyNAHBD75FVGhz6JpV1ZAOAnBIgDvvvuO+nbt680bNhQypUrJ4UKFZIqVapImzZt5LXXXpMjR46YlwCA5xEgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIT8PwhDrbQRVNVuAAAAAElFTkSuQmCC)
PN: 2229-1-X8
CAS: 843-59-4
Molecule Weight: 282.292
Formula: C14H18O6
PN: 2129-1-13
CAS: 7152-15-0
Molecule Weight: 158.197
Formula: C8H14O3
Refractive Index: 1.44
Density: 1.06
TSCA: Not listed on TSCA inventory
HTN: 2918.30.9000
EINECS: 255-582-0
