| Product Number | 4648-1-0Q |
| Purity | 95 % |
| CAS | 17380-65-3 |
| MDL Number | MFCD10664451 |
| Molecular Formula | C11H13NO |
| Molecular Weight | 175.231 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4648-1-0Q
CAS: 17380-65-3
Molecule Weight: 175.231
Formula: C11H13NO
PN: 4648-1-1Y
CAS: 5296-89-9
Molecule Weight: 189.258
Formula: C12H15NO
PN: 4648-1-6L
CAS: 6120-96-3
Molecule Weight: 161.204
Formula: C10H11NO
PN: 3633-5-06
CAS: 209907-11-9
Molecule Weight: 197.71
Formula: C11H16ClN
PN: 4648-3-1L
CAS:
Molecule Weight: 211.212
Formula: C11H11F2NO
![2-[4-(Isobutyl)phenyl]propionamide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB0QAAAdEAGxhstDAAACFHpUWHRtb2xTb3VyY2UAAHichZTbbuIwEIZfZeTrxY7jHCgiVKhVpZXaXWnbSnu3MomhkYhdJeH09jtOQomBBkg01sx8Y3v8x9P7fbGGrSqr3OiEcOoRUDo1Wa5XCXl/exqNyf1smmISJuoqIR91/TlhbLfb0fRDFXJvNE1NQdr4ZF/lTs5OUFOumO95nP19eX5tmFGuq1rqVCFV5ZOqcT6bVNbNKr6ZghWy3OaatemsKLdttX++Zx+P7quMnPbygLE5orDM1wqWpixkDVvfo/h4P2CltCplrTJYHNAtaIB7n01fHk26KZSucWgr5Klcv9blJkVHYdYq3WAxHPx8TEjBEZC1KeZlKQ9gR9YtOUgfpAAZgAxBRiBjkGOQdyC5hy/GOSZwzOCYwkPs+VrZSd8OnwpXDt/9f8FvbJmfENwC/qAzI06FEDG4xqdRFAdH0zld0M0cHcu5ZQkccMaI8gh9AY3wLEHQcXgyPhW8qRYGfdyjcdyfq412ySNBvXHfdpW7OHaWfbV2Nl0YnfWGkGcJWXDS9PyPWlZ+13YCpsxUiUq2BWxqH/BdwB7SMCAugGAYCFzACmAYCF3AyuULmF8DIhew4hoGYhewUhwGxi5ghTsM3LlAI/NhwsbPtn0T4RfLsq6h3vKz824/vBuMuMLcUAk/O/X2w77BhFeYk1b8E8N62mfHKwiHF9cT691dDG/s2X8HALPl26VmfgAAP3lJREFUeF7t3Qn8TdX+//FLg5nIUBmKSuZGQ6T4hdvgFtVNg5LUFQ03v3SblfCLBlLXjUvjTamUKNwGV4aboUFKiUqSIRKJTMnn77P9z7HP2uf7dc7+nmGtc17Px2M/ir3WPuesr7Pe3z2stf4gAACE8AfzLwAASAQBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAYIV169bJ448/Lp06dZKjjz5aKlSoIAcddJBUqVJFmjZtKjfccINMnz5ddu/ebVb1/OEPf4huiQpTB8A+fHOQVdu3b5fbbrtNypQpE9OhF7TVr19fpkyZYh4mVBiEqQNgH745yJq1a9fKqaeeGgiJRDZTYfsKEqYOgH345iArdu7cKa1atYrpxOvVqyePPvqoLFiwQH766Sf57bffZP369d6fn3jiCWnfvr0UK1YsbocfJgzC1AGwD98cZMU999wT7byLFy8ugwYNKvD+ht+SJUvknHPOMf86VBiEqQNgH745yLiff/5ZypcvH+28NTyKKkwYhKkDYB++Oci4UaNGRTtuvWyVyJnH/oQJgzB1AOzDNwcZ16VLl2jHrfc8UiFMGISpA2AfvjnIuLp160Y7br1BngphwiBMHQD78M1BxlWqVCnacW/YsMHcHYo/DMJsAJLHNwcZd+CBB0Y7bn1UNxXMQEh2A5A8vjnIOM5AgNzANwcZxz0QIDfwzUHG2fwU1uLFi+WBBx6QNm3aSK1atbwJHfWMqXXr1jJixAhvBD2AvRL/tgEp4h8HopMj2jQOxP938TadGVgHQgIgQJAFGzdujBmJPnjwYLNI0uKFwf7Eq6OBduedd8rUqVNl6dKlsnXrVm/Sx3Hjxkn16tW9sr179/YdBchfiX/bgBQy58IaMmRIQmciOhfWueeea/513DDYn2TrvPvuu17ZatWqmbuAvJTYNwdIMb2X0LJly5hOvGHDhjJ8+HD55JNPvLMUfcRXZ+XVP48cOVI6dOiQ1dl4N2/e7JUtXbq0uQvIS4l9c4A0cG09kFmzZnllmzVrZu4C8lJi3xwgTSIrEupv9WZIxNv0LEXvT5iSDQOVaB09C5o0aZLUqVPHu9ym/w+AAIEldE30xx57TM4//3xvTXS9ya4j1itXruw9+XTjjTfKjBkzzGpRiYaB3/7qmOHVoEEDmThxolkMyFvxvzkAAgFSsmRJbzGrVA1+BFxHgAD7odOtaGjo471lypTxBhdOnz7dLAbkHQIESMKUKVO8sxG9rAbkOwIESMK2bdu8AOFRXoAAAZIyYcIEL0D0iSwg3xEggE/jxo29UfHz58+XVatWeYMZdQCh3gPp16+flCpVyguQgQMHmlWBvEOAAD7mk1fxtq5du6ZsISzAZQQI4PP5559L//795bTTTvMmT9SxKGXLlvUmWezevTtPXwE+BAisowMKdT2OyZMnm7sAWIQAgVU2bdrkTRfCjWrAfgQIrKI3riP3GnQaEwD2IkBgFQIEcAcBAqsQIIA7CBBYhQAB3EGAwCoECOAOAgRWIUAAdxAgsAoBAriDAIFVCBDAHQQIrEKAAO4gQGAVAgRwBwECqxAggDsIEFiFAAHcQYDAKgQI4A4CBFYhQAB3ECCwCgECuIMAgVUIEMAdBAisQoAA7iBAYBUCBHAHAQKrECCAOwgQWIUAAdxBgMAqBAjgDgIEViFAAHcQILAKAQK4gwCBVQgQwB0ECKxCgADuIEBgFQIEcAcBAqsQIIA7CBBYhQAB3EGAwCoECOAOAgRWIUAAdxAgsAoBAriDAIFVCBDAHQQIrEKAAO4gQGAVAgRwBwECqxAggDsIEFiFAAHcQYDAKgQI4A4CBFYhQAB3ECCwCgECuIMAgVUIEMAdBAisQoAA7iBAYBUCBHAHAQKrECCAOwgQWIUAAdxBgMAqBAjgDgIEViFAAHcQILAKAQK4gwCBVQgQwB0ECKxCgADuIEBgFQIEcAcBAqsQIIA7CBBYZcaMGdEAOfDAA2Xt2rVmEQCWIEBghY0bN8rNN98sBx10UDRAdCtfvrw8+OCDsmPHDrMKgCwjQJBVu3btkpEjR3qXq/zBYW7HHnusTJo0yawOIIsIEGTN9OnTpUmTJoGwaNWqlQwdOtQLDXNf+/bt5YsvvjAPBSALCBBk3LJly+TCCy8MhEPNmjVl7Nix0XJ62UovX1WoUCGmnF7muummm2TDhg2+owLINAIEGbN582a56667pESJEjGBUKpUKenXr5/8+uuvZhWP3kjv0aOHFC9ePKbeoYceKv/4xz+8y2AAMo8AQdrt3r1bnn32WTniiCMCZx1dunSR7777zqwS10cffSStW7cOHKNRo0Yybdo0sziANCNAkFZz586V5s2bBzr9k046SWbOnGkWT8iLL74otWrVChyzc+fO8s0335jFAaQJAYK00AGBV155pRQrViymk69ataqMGTNGfv/9d7NKUrZu3Sr33XeflC5dOub4ennsjjvukF9++cWsAiDFCBCk1Pbt22XgwIFStmzZmI794IMPlr59+8rPP/9sVimSFStWyKWXXho4Gzn88MPlmWee8S6fAUgPAgQpM378eKldu3agM+/YsaMsXbrULJ5Ss2fPlpNPPjnw2s2aNZP333/fLA4gBQgQFNnChQulTZs2gc67fv368tZbb5nF00Yviz355JNSrVq1mPehl9G6du0qK1euNKsAKAICBKH9+OOP0rNnTznggANiOuyKFSvK8OHD5bfffjOrZMSmTZvkb3/7m3fZzP++ypQpI/fff79s27bNrAIgBAIESdu5c6cMGzbMCwp/B62TH1533XWyfv16s0pWfPXVV3LeeecFzoyOOuooefnll83iAJJEgCAp//73v6VevXqBTrlt27by6aefmsWt8M4770iDBg0C7/mMM86QBQsWmMUBJIgAQUKWLFki5557bqATrlOnjrz66qtmcevo5bTHH39cKlWqFPP+9fLbtdde612OA5AcAgSF0sdub7nllsD9BH1Md9CgQd5juy756aef5Prrr/cut/k/zyGHHCKPPPKId3kOQGIIEMSlTzSNHj1aqlSpEtPR6hNN3bp1k9WrV5tVnLJo0SI588wzA2dUxx13nEyePNksDiAOAgQBuirgiSeeGOhcW7RoIfPmzTOLO23ChAly9NFHBz7r2WefLV9++aVZHIAPAYKo5cuXy8UXXxzoTKtXry7PPfecWTxn6LTxDzzwgJQrVy7mc+u08X369PFWSwQQRIDAm0Zdp1PXadX9HWjJkiXl7rvvli1btphVctKaNWvkqquuCkwbr6sljho1imnjAQMBkueef/55qVGjRuCs46KLLpJvv/3WLJ4X5s+fLy1btgy0yfHHH++toghgLwIkTxXWSb733ntm8bxEuAKFI0DyDJdpksPlPaBgBEie4EZx0eTrAwZAYQiQPMCjqqmTT484A/tDgOSwzz77rMDBclOmTDGLI0GFDbLUVRhdH2QJJIoA2cPfCSQqTJ1ErFu3zpuzqVOnTt5ZQ4UKFbzLTNpZNW3aVG644QbvSaDCVtrT6Tp69+4dd7qOoUOHMl1HiuTaNC9AslLb+zkqTBiEqVMY7Wxuu+02b80K/7EL2nSxpnhnER9++CETBmaY6xNNAmGlpvdznP9Ln6gwdQqydu1aOfXUUwMdUCKbSW+I+/czZXnmuDjVPVAUwR4oDxXWIRckTJ149HJSq1atYo6nndCjjz7qdfx6OUqnItdFmvTPTzzxhLRv39673h7vtT/44AOpWrWqHHvssSyalAX6s9KfnbnYlp4F2rTYFpAKwR4oD4UJgzB14rnnnnuix9GxGXrtvLD7GxF62eScc84x/xqW0KDQwIi33K8GTLaW+wVSqWi9X44IEwZh6pj0Jmz58uWjx9HwQG5ZuHChdwnL/+9FNz3L1EtegMvC9345JEwYhKlj0pHf/g4lkTMPuGn8+PFSu3btQJB07NhRli5dahYHnBC+98shYcIgTB1Tly5dosfQyxrIbfqk3cCBA73HfP3/fvQx4L59+3pnpIBLwvd+OSRMGISpY6pbt270GDwplT9WrVrlDTiMPAgR2fThhzFjxngDFQEXhO/9coj/SxxmC8s/XmPDhg3mbuS4uXPnelOgmP+edNAoT9DBBeF7vxxifoGT3cLyjxTnqZz8pZMx6qSM/n9TJUqUMIsB1gnf++UQMxCS3cLiDAQRmzdvlr/+9a/Rfw86fQ1gu/C9Xw4JEwZh6pi4BwI/Xasl8u9Bx4sAtgvf++WQMGFg1lm8eLG33kabNm2kVq1a3m+QeobRunVrGTFiRNwJDHkKC37+ANF/O4DtEu8xc5gZBokw6/j/HG/TmXTNxzT940B0ckTGgeQ3AgSuSbzHzGFmGCTCrKMBcOedd8rUqVO9gWFbt271JkkcN25c9AapTrHup6sA+keiDx48OGY/8gsBAtck3mPmMDMMEpFMnXfffdcrV61aNXNXYC6sIUOGJHQmEplCHLmDAIFr9t/75YFkwiAimTr6hI2WK126tLnLuzfSsmXLmOM1bNhQhg8fLp988ol3lqKP+OqsvPrnkSNHSocOHQqcjRfuIkDgGnogSS4MIpKpM2vWLK9cs2bNzF2eVK4HAncRIHANPZAkFwYRidTRs4ZJkyZ5K9Pp5Sn9/4JEViTUsxQzJOJtepai91uQOwgQuKbg3i+PJBIGpsLqmJ19gwYNZOLEiWaxuHRN9Mcee0zOP/98b010vcmuI9YrV67sPcl14403yowZM8xqyAEECFwT7P1QZGaAlCxZ0lv8icGCKAwBAtcQIGmk05NoaOjjvWXKlPEGF06fPt0sBngIELiGAMmQKVOmeB2DXoYC4iFA4BoCJEO2bdvmdQzxHuUFFAEC1xAgGTJhwgSvY9AnsoB4CBC4hgBJkcaNG3ujyOfPn++tOKeD/3QAod4D6devn5QqVcrrGHRJUyAeAgSuIUBSJPLFL2zr2rUrC0ehQAQIXEOApMjnn38u/fv3l9NOO82bPFHHbpQtW9abZLF79+48fYX9IkDgGgIEsAQBAtcQIIAlCBC4hgABLEGAwDUECGAJAgSuIUAASxAgcA0BAliCAIFrCBDAEgQIXEOAAJYgQOAaAgSwBAEC1xAggCUIELiGAAEsQYDANQQIYAkCBK4hQABLECBwDQECWIIAgWsIEMASBAhcQ4AAliBA4BoCBLAEAQLXECCAJQgQuIYAASxBgMA1BAhgCQIEriFAAEsQIHANAQJYggCBawgQwBIECFxDgACWIEDgGgIEsAQBAtcQIIAlCBC4hgABLEGAwDUECGAJAgSuIUAASxAgcA0BAliCAIFrCBDAEgQIXEOAAJYgQOAaAgSwBAEC1xAggCUIELiGAAEsQYDANQQIYAkCBK4hQABLECBwDQECWIIAgWsIEMASBAhcQ4AAliBA4BoCBLAEAQLXECCAJQgQuIYAASxBgMA1BAhgCQIEriFAAEsQIHANAQJYggCBawgQwBIECFxDgACWIEDgGgIEsAQBAtcQIIAlCBC4hgABLEGAwDUECGAJAgSuIUAASxAgcA0BAljiyy+/jAbIwQcfLNu3bzeLAFYhQIAs27Vrl4wYMUIqVqwYDRDdateuLePHjzeLA9YgQIAsevfdd6VRo0YxwWFubdq0kYULF5pVgawjQIAs+Prrr6VTp06BsKhVq5ZcfPHFgbORAw44QHr27Ck//vijeSggawgQIIN++eUXuf3226VEiRIxAVG6dGnp37+/bN261Su3fv166dWrlxx44IEx5TRYhg0bJjt37jSODGQeAQJkwO7du+Xpp5+Www47LHDWcdlll8mKFSvMKp5PP/1U2rZtG6hTr149mTp1qlkcyCgCBEiz//73v9K0adNACJxyyikye/Zss3hcr776qtSpUydwjHPOOUeWLFliFgcyggAB0uT777+Xyy+/PNDp61nIU0895Z2VJEMf6x00aJCUK1cu5nj6yO8tt9wiP//8s1kFSCsCBEixbdu2yf333y9lypQJdPS33Xabdx+kKFavXi3dunWTYsWKxRy/SpUqMnr0aPn999/NKkBaECBACr300kty5JFHBs46zj//fO/Jq1SaN2+etGjRIvBaJ554osyYMcMsDqQcAQKkwIIFC+T0008PdOYNGzaUd955xyyeUv/617+kevXqgdfWx4GXL19uFgdShgABimDdunVyzTXXeOM0/J23zmX197//XX777TezSlps2bJF7r77bilZsmTM+yhVqpTcc8898uuvv5pVgCIjQIAQdBzGww8/LBUqVIjpsHXcxvXXXy8//fSTWSUjvv32W7nooosCZyM1atSQ559/3iwOFAkBAiRp8uTJUrdu3UAn3a5dO1m0aJFZPCvee+89Of744wPvsWXLljJ//nyzOBAKAQIkaPHixXLWWWcFOuVjjjlGXn/9dbN41ukkjaNGjZLKlSvHvN/ixYvLVVdd5U0fDxQFAQLsx8aNG+Xmm2+Wgw46KKYjLl++vAwePFh27NhhVrGKvv8+ffoE3r+OJ3nggQesf/+wFwECFEB/gx85cmTc3+C7d+/u3G/wut7I2WefHTiDOvroo2XChAlmcWC/CBAgjunTp0uTJk0CnW2rVq3kgw8+MIs7ZcqUKXLccccFPtuZZ54pn332mVkcKBABAvgsW7ZMLrzwwkDnWrNmTRk7dqxZ3Fn6FNnQoUPlkEMOifmc+hRZ7969s/YUGdxCgAB7bN68We66667ANOs6jqJfv345O45C1xf5y1/+Enccy2OPPZaxcSxwEwGCvKYTGj733HNyxBFHBM46unTpIt99951ZJSd98skncsYZZwTaoEGDBvL222+bxQEPAYK8NXfuXGnevHmg0zzppJNk5syZZvG88PLLL8tRRx0VaJPzzjtPvvrqK7M48hwBgryzatUqufLKKwOz2VatWlXGjBmT97PZ6mzCAwYMiDub8N/+9jfZtGmTWQV5igBB3tD1NAYOHChly5YNdIx9+/ZlPQ3DypUrpWvXroGgrVatmjz55JN5H7QgQJAnxo8fL7Vr1w5cmunYsaMsXbrULA6f999/X5o1axZou5NPPllmzZplFkceIUCQ0xYuXCht2rQJdH7169eXt956yyyeVjow8YsvvvCmPXnooYfk2muv9d6b3nPR+w66RX7b1/9G/k73azktr/W0vh5Hj5cp+rDBM888I4cffnigLS+99NIC13RHbiNAkJP08dSePXsGHk+tWLGiPProoxl5PFXHWuia53o/oW3btoGp1ou66fH0uHp8fR19vXTTx53vuOOOwOPOpUuXlvvuu0+2bt1qVkEOI0CQU7QT1YDQoPB3cBok1113naxfv96sklI6r9Srr74qnTt3DtxrSfemr6evq6+f7vmtvvnmG++1zPdQq1YtefHFF83iyFEECHLGv//9b6lXr16gU9Pf0j/99FOzeErNmTNHevXq5Q3AM1/fvx122GHe+9Gyw4YNkzfffNObNkXX8dBNJz5U+t/I3+l+LafltZ7W1+OYx/Zv+j60rL6vdJo2bZo0btw48PqnnXaafPTRR2Zx5BgCBM5bsmSJnHvuuYFOrE6dOt5v4+mkHbuusWG+dmTTKVD0kWG9f5DqQYl6PD2uHl9fx3ztyKbvT99nuui9mH/84x9y6KGHxryuTjp59dVXy9q1a80qyBEECJylj93ecsst3mO4/o5LL+UMGjTIe2w3HfSGsj7VdcIJJwQ6a920M9f7BJleXEpfT1+3oDDR96vvW99/OmzYsEFuuummwLTxOu39gw8+mPbLasg8AgTO0fEHo0ePlipVqsR0VPrkUrdu3WT16tVmlZT58MMP4z7SqiGmYyb0kk66OuhE6evr+9D3Y4arbvr+9XOkiz4h1qFDh8DrHnvssTJp0iSzOBxGgMApM2bMkBNPPDHQObVo0ULmzZtnFk8ZvSehs9SaT3Xpk1A33HBDyi9PpYq+L31/5hNg+jn080TuuaTDG2+84YWG+bNq3769FzJwHwECJyxfvlwuvvjiQGdUvXp1bzLEdNL7KDrNif919Td7vXz2ww8/mMWtpO8z3uU+/VzpvE+kT8Xp2JUKFSrEvK5OG3/jjTd6l73gLgIEVtNp1HU6dZ1W3d8B6W/Ud999t2zZssWskjJ6zV5/ezdDSxde0hv3LtL3re/f/Ez6OdN5j0JvpPfo0cO7se5/Xb3xPmLEiIwOikTqECCw1vPPPy81atQIdHYXXXSR93hrOn399dfeCHD/6+qU7+PGjTOLOkk/hzmFvX5e/dzppI/2tm7dOvAzbdSokXffBm4hQGCd1157Le68Vccff7w3JiLddIoTfXLI/9o6nXmuXW7Rz6Ofy/859XNnYooXHWyogw7Nn7GOKZk/f75ZHJYiQGAVnSrDnP21cuXKMmrUqIxc5njhhRdi7hPoI6m69Gsu08/nf/RWP7+2Q7rptCc6/YlOg+L/ees08nADAQKr6Jrk/s6kT58+aX1SyE+nQPFfo9cb9Ol8sssm+jn180Y+u7aDtkcm6ESM/nXo9QkxuIEAgVV0sadIR6LzWWWK3qj3B5dOiWLro7npop/XnApG2yUT1q1bF33NcuXKmbthKQIEVvEHiF66ygT9Tdvfaeoyt+medNFW+rnNZX4zcSbiDxB95BduIEBglUwHyNixY2MuW+kgt3Q+GuwC/fzaDpE20fbRdkonAsRNBAiskskA0aeN/DfM9TdvHXeCveNv/Gci2k7pfDqLAHETAQKrZCpAdLyDf3S0XvvP18tWBdH28N8T0fZK1zgRAsRNBAiskokA0Vl6dT3vyOvoYMV8u2GeKG0X/2BObbd0zHJMgLiJAIFVMhEg/ulJ9NLM3LlzzSLw0fbxX+rT9ks1AsRNBAisku4A0YkDI8fXLdcHCaaKtpO/3VI9ASMB4iYCBFZJZ4DogMRq1apFj6/TeCBx/mlPtB1TOcCTAHETAQKrpDNAdP2LyLF1IsFcm9sq3bS9/BMwanumCgHiJgIEVklXgOgKfP7FoHJlVt1M03aLtKG2Z6pWNiRA3ESAwCrpCBBdAte/DG27du3MIkiCtl+kLbVdtX2LigBxEwECq6QjQF555ZXoMUuUKCFffvmlWQRJ0PbTdoy0qbZvUREgbiJAYJV0BIh/DfW+ffuauxGCtmOkTbV9i4oAcRMBAqukOkAmT54cPZ4ui7tmzRqzCELQdvQvM6ztXBQEiJsIEFgl1QHSsmXL6PHSMQAun/kHZGo7FwUB4iYCBFZJZYDMmTMneiwdSc10Jaml7ekfoa7tHRYB4iYCBFZJZYD06tUreqwrrrjC3I0U0HaNtLG2d1gEiJsIEFglVQGyY8cOqVSpUvRY06ZNM4sgBbRdI22s7a3tHgYB4iYCBFZJVYD457yqWbNmSsYqIEjbVds30tZh58giQNxEgMAqqQqQzp07R49z++23m7uRQtq+kbbWdg+DAHETAQKrpCJAdu7cKWXLlo0eZ9GiRWYRpJC2b6Sttd21/ZNFgLiJAIFVUhEgs2fPjh5DL68g/fyXsbT9k0WAuIkAgVVSESADBgyIHuPKK680dyMNtJ0jba7tnywCxE0ECKySigBp27Zt9BjPPPOMuRtpoO0caXNt/2QRIG4iQGCVogaIXn8vWbJk9BgMHswMbedIm2v7J3sfhABxEwECqxQ1QBYvXhytr4sfIXP8i03pzyEZBIibCBBYpagBMnHixGj9MJdSEJ7/0qH+HJJBgLiJAIFVihogDz74YLT+ddddZ+5GGml7R9pefw7JIEDcRIDAKkUNkB49ekTrDxs2zNyNNNL2jrS9/hySQYC4iQCBVYoaIG3atInWL+oaFUiOf+0V/TkkgwBxEwECqxQ1QPyrD86bN8/cjTTS9o60fbKrFBIgbiJAYJWiBsgxxxwTrf/FF1+Yu5FG2t6RttefQzIIEDcRILBKUQOkWrVq0forVqwwdyONtL0jba8/h2QQIG4iQGCVogZI6dKlo/U3btxo7kYaaXtH2l5/DskgQNxEgMAqRQ2QYsWKReuHXdwI4Wh7R9pefw7JIEDcRIDAKkUNEM5AsoczkPxDgMAqRQ0Q7oFkD/dA8g8BAqsUNUB4Cit7eAor/xAgsEpRA4RxINnDOJD8Q4DAKkUNEEaiZw8j0fMPAQKrFDVAmAsre5gLK/8QILBKUQOE2Xizh9l48w8BAqsUNUBYDyR7WA8k/xAgsEpRA4QVCbOHFQnzDwECqxQ1QFgTPTtYEz0/ESCwSlEDRPkvpTzzzDPmbqSBtnOkzcNcOiRA3ESAwCqpCJABAwZEj3HllVeau5EG2s6RNtf2TxYB4iYCBFZJRYDMnj07eoyaNWuau5EG2s6RNtf2TxYB4iYCBFZJRYDo9feyZctGj7No0SKzCFJI2zfS1truyd7/UASImwgQWCUVAaI6d+4cPc7tt99u7kYKaftG2lrbPQwCxE0ECKySqgB59dVXo8fRyyu///67WQQpoO3qv3yl7R4GAeImAgRWSVWA6OJGlSpVih5r2rRpZhGkgLZrpI21vcMu4kWAuIkAgVVSFSCqV69e0WNdccUV5m6kgLZrpI21vcMiQNxEgMAqqQyQOXPmRI918MEHM6gwxbQ9tV0jbaztHRYB4iYCBFZJZYColi1bRo93ww03mLtRBNqekbbVdi4KAsRNBAiskuoA8a9RUapUKVmzZo1ZBCFoO2p7Rtq2qGuvECBuIkBglVQHiPKvUti3b19zN0LQdoy0abKrD8ZDgLiJAIFV0hEgr7zySvSYJUqUkC+//NIsgiRo+2k7RtpU27eoCBA3ESCwSjoCRMcqNGvWLHrcdu3amUWQBG2/SFtqu6ZijA0B4iYCBFZJR4CoDz/8UA444IDosceNG2cWQQK03SJtqO2p7ZoKBIibCBBYJV0Bonr37h09ti5+tGHDBrMICqHt5V80StszVQgQNxEgsEo6A2Tjxo1SrVq16PHPO+88swgKoe0VaTttR23PVCFA3ESAwCrpDBDlnyNLt6FDh5pFEIe2k7/dws55VRACxE0ECKyS7gBR/gFwOpJ67ty5ZhH4aPv4R5ynY0AmAeImAgRWyUSAbN++XU4++eTo69SoUYNpTgqg7aLtE2krbTdtv1QjQNxEgMAqmQgQ9fXXX3sdVeS16tWrJ+vXrzeL5TVtD20Xf8eu7ZYOBIibCBBYJVMBot56662YSzPNmzeXX3/91SyWl7QdtD0ibaPtpO2VLgSImwgQWCWTAaLGjh0rxYsXj75m+/btZcuWLWaxvKKfX9sh0ibaPtpO6USAuIkAgVUyHSDq0Ucfjb6mbvqbd75eztLP7T/z0E3bJ90IEDcRILCKP0DKlStn7k6bfv36xXSaeu0/326s6+f13/PQTdslE1avXh19zTJlypi7YSkCBFbRm7T+Duz000+XBQsWmMXSQn/T9l/Oql69usybN88slpP0c+rnjXx2bYdMnHmot99+W+rWrRvz2nADAQKr7Ny5M+bGtm4659I111zjXeZItxdeeCHm9Q866KCcH2yon08/Z+Qz6+fXdki3r776Sv70pz/F/Kx1O+yww8yisBQBAuvopZQLLrhADjzwwJiORa+NP/zww17IpJM+bVS+fPmY19ZpPHJt7iz9PP7pSXTTz53Op63Upk2b5NZbbw38olC6dGnp0aOHbN682awCSxEgsNaiRYtipg6PbHq548033zSLp5ReSjvppJNiXlcnEsyVWXz1c/gnRtRNP2+6xnkonfb9ySefjJmPTLdixYrJFVdcIStXrjSrwHIECKz3+uuvyzHHHBMIkrPOOksWL15sFk+ZHTt2xEx7EtnOPPNMWbJkiVncCfq+9f2bn0k/p37edJk1a1bM6P/IpuuJzJkzxywORxAgcIJ2boMHDw5cWtJr9zfffHNKZ4Y16cSBVatWjXldvfxyyy23yA8//GAWt5K+T32/5mUj/VypnhjRTy9HXnrppYHg0LOfZ555Rnbv3m1WgUMIEDhFO8Lu3bvHPC2lm44ZGTlypOzatcuskhIaULr+hX9RKt1Klizp/fZu6yO/+r70/en79L9v/Rz6edIVvFu3bpX77rvPu6/hf11dCvfOO+/kPkeOIEDgpA8++EBatWoV+M22SZMmMn36dLN4yugKfP7lcSOb/mbftWtXmTZtWtZ/q9bX1/eh78c849BN33+qVhKMR5/gqlWrVuB19cGIb775xiwOhxEgcJpOsVGzZs1AZ3XhhRfKsmXLzOIpoR30+PHj5YQTTgi8rm76fu644w7vIYBM0tfT143XHrrp+9X3na6A01A67bTTAq/buHFj+c9//mMWRw4gQOA8nfjv3nvvlVKlSsV0XHq55K677krr5RJ9Gqxly5aBTjOyaWd+5ZVXetf7U32ZS4+nx9XjFxQauun7S+dTa3pZ8eqrrw5cVjz00EPliSeeSNtlRWQfAYKcoR1qly5dAh2o3rB99tln0/abt9IniXr16iWVKlUKvL5/00Fybdu29coOGzbM69j1ktu3337rbZF7EvrfyN/pfi2n5bWe1tfjmMf2b/o+tGw6n3DSBxuGDBkS98GGm266KefGzSCIAEHOmTlzZmAMh246SWC6Vx/UTlWfaurcubOULVs28B7Suenr6evq66fzkVw1adKkuI9Wd+jQIa2PVsMuBAhykg5aGzNmTODxWx20ppd8dNLGdNMR87Nnz5YBAwZ4Zw3mk1BF3fR4elw9vr5Oukfoq88//zxmqvfIduyxx8obb7xhFkeOI0CQ037++Wfp27dv4Gkk/W194MCBaVmetSB6L+CLL77wBkY+9NBDcu2110qbNm28s6WjjjrK2zTg9P3pfyN/p/u1nJbXelpfj5PJewt6OerGG2+MO72MvqdMhBfsQ4AgLyxdulQ6duwY+M25du3a3pNJiE9DasSIEd4NcX+76Q1znbdq7dq1ZhXkEQIEeUUnCqxfv34gSPQ3/IULF5rF85qOJWnUqFGgrVq3bi0ff/yxWRx5iABB3vntt99k+PDhUrFixZiOUUdn9+zZU3788UezSl7RCRU7deoUCI4jjzwyZyaTRGoQIMhbunyrPupqXtfXYNFHZvPtuv4vv/wit99+uzd+xt8eOh1J//79velJAD8CBHnv008/9Z5mMn/j1uVdp06dahbPOTo+5umnn5bDDz880AaXXXaZrFixwqwCeAgQ4P/T8RN16tQJdKLnnnuus9O378/7778vTZs2DXzmU045xXs0GCgMAQL46GO9gwYNCgwCjEzfro8F54Lvv/9eLr/88kBw6Aj3p556Kq2j9pE7CBAgjtWrV0u3bt2i4zIiW5UqVWT06NHeQEUXbdu2Te6//34pU6ZMICBvu+027z4IkCgCBCjEvHnzpEWLFoHf1E888USZMWOGWdxqL730kvcklflZzj///LQuZYvcRYAACXjuueekevXqgc734osvluXLl5vFrbJgwQI5/fTTA++9YcOG8s4775jFgYQRIECCtmzZInfffXdgTiudRv6ee+7xppW3ybp167zpT8xVFHWm3scff9wbDwMUBQECJEmnWL/ooosCv9HXqFFDnn/+ebN4xun4lUceecSbp8r//nS8y/XXXy8//fSTWQUIhQABQnrvvffk+OOPDwSJLuA0f/58s3hGTJ48WerWrRt4T+3atcv4ConIfQQIUAQ62eCoUaOkcuXKMR22TjZ41VVXyZo1a8wqaaFrcJx11lmB4NA1O3T2XiAdCBAgBXQFwT59+nir8fk78HLlyskDDzyQtgWe9HVvvvnmwOvqKoGDBw9O2+sCigABUujLL7+Us88+O3AmcPTRR8uECRPM4qHpmc/IkSPjnvl07949Y2c+yG8ECJAGU6ZMkeOOOy4QJGeeeaZ89tlnZvGk6BrpTZo0CRy7VatW8sEHH5jFgbQhQIA00aehhg4dKoccckhMR69PQ/Xu3Tvpp6GWLVsmF154YSA4atasKWPHjjWLA2lHgABppuuLFDQe47HHHtvveIzNmzfLXXfdFZhmXcef9OvXz7rxJ8gfBAiQIZ988omcccYZgTOIBg0axB0RrhMa6gj4I444IlCnS5cu1o+AR+4jQIAMe/nll+Woo44KhMJ5550nX331lVdm7ty5Bc7BNXPmTOOIQHYQIEAW6Ky4AwYMCMyKq4/j1qpVKzALcNWqVWXMmDHOzgKM3ESAAFm0cuVK6dq1ayAwIptOs963b9+cWYcEuYUAASygKwOa06J07NhRli5dahYFrEGAAJbQRawi4VG6dGlzN2AdAgSwhI4ejwSIPuIL2I4AASxBgMA1BAhgCQIEriFAAEsQIHANAQJYggCBawgQwBIECFxDgACWIEDgGgIEsAQBAtcQIIAlCBC4hgABLEGAwDUECGAJAgSuIUAASxAgcA0BAliCAIFrCBDAEgQIXEOAAJYgQOAaAgSwBAEC1xAggCUIELiGAAEsQYDANQQIYAkCBK4hQABLECBwDQECWIIAgWsIEMASBAhcQ4AAliBA4BoCBLAEAQLXECCAJQgQuIYAASxBgMA1BAhgCQIEriFAAEsQIHANAQJYggCBawgQwBIECFxDgACWIEDgGgIEsAQBAtcQIIAlCBC4hgABLEGAwDUECGAJAgSuIUAASxAgcA0BAliCAIFrCBDAEgQIXEOAAJYgQOAaAgSwBAEC1xAggCUIELiGAAEsQYDANQQIYAkCBK4hQABLECBwDQECWIIAgWsIEMASBAhcQ4AAliBA4BoCBLAEAQLXECCAJQgQuIYAASxBgMA1BAhgCQIEriFAAEsQIHANAQJYggCBawgQwBIECFxDgACWIEDgGgIEsAQBAtcQIIAlCBC4hgABLEGAwDUECGAJAgSuIUAASxAgcA0BYpNVq0QeeUTkj38UOeookTJlREqX3vv/HTqIPPywyMqVZi3kCAIEriFAbLB9u8itt4qULLnnJ/KHwjct07fv3jrIKQQIXEOAZNuPP4q0bBkMiv1tWkfrImcQIHANAZJNv/0m0rp1bDA0aiQycqTIkiUiW7aI/PqryNKlIv/8p0iTJrFlTz997zGQEwgQuIYAyab+/WMD4d57RX7/3Sy1j+4z69x/v1kKjiJA4BoCJFs2bRI55JB9QXDHHWaJgt1++756eoxffjFLwEEECFxDgGSLXpKKhEDt2slditKy+mRWpP7o0WYJOIgAgWsIkGy55JJ9ATBkiLl3/wYP3lf/ssvMvXAQAQLXECDZUrfuvgD44ANz7/7Nn7+vfr165l44iACBawiQbNEOIhIAP/1k7t2/9ev31T/0UHMvHOQPkLJly5q7AesQINly4IH7AiCZ+x8RO3fuq6/HgtMWL14sZ5xxRjRAdOvWrZusXr3aLApYgwDJFs5AsMeGDRvkr3/9qxx00EEx4RHZypUrJ//3f/8nO3bsMKsCWUeAZEsq74Ecd5y5F5bbtWuXPPHEE1K5cuWYwChevLh3/8MMkjp16shrr71mHgbIKgIkWzL5FNaECSIVKoi0aSMyb565Fxn2n//8R5o0aRIIiVatWsmHH37olZk6darUq1cvUOZ//ud/5LPPPjOOCGQHAZItmRwHorP7RsoWKybSrZsI19YzbtmyZXLBBRcEQqFmzZrywgsvmMVl586dMmzYMDnkkENiyh944IHSq1cvWa+XMYEsIkCy5eefRcqX39exF2Ukuo5qL8y4cSIHH7yvjm7lyokMGsSsvhmwefNmufPOO6VEiRIxQVCqVCm599575Ved76wQP/74o/Ts2VMOOOCAmPoVK1aU4cOH7/l9IolfPoAUIkCyqV+/2E79vvsKnwtr9+69c1/56+jcWInQyRnPOSe2rm516oi8+qpZGimwe8/P69lnn5UjjjgipuPX7ZJLLpHvvvvOrFKoTz75RNq0aRM4Vv369eWtt94yiwNpR4Bkkz6K26pVbIfeuLHIqFF7Z+DV30y3bhX56qu9l6mOPz627GmnJXfpS02dunfgof84urVtK/Lpp2ZphDRnzhxp3rx5oLM/6aSTZNasWWbxpLzyyitSu3btwLH/9Kc/7flns9QsDqQNAZJta9fKnp4m2KHvb9M6WjcMDa5hw2Inc9RNx5P06rX3EWGEsnLlSrniiiukWLFiXqce2apWrSpjxozZc4JZyBlmErZv3y4DBw70Bhz6X+fggw+WW2+9VTbt77ImkAIEiA22bRP53/9NbEXCEiVE+vTZW6eodEGqnj1FDjgg9jUqVhQZPjz5s5s8ph36gAEDMt6hr1q1KiOBBcRDgNhE1zt/6CGR9u1FatXaux56qVJ7/79dO5EHHxT5/nuzVtEtXLj3EV8zrOrXF+Ha+n7ZcEkpnZfMgIIQINhn/Pi9jxSbQdKx4957MohR2E3tt99+2yyedqm+aQ/sDwGCWPpY78CBIjqZnz9E9DHgvn33/8hwHtDHav/yl79Y+1htUR8bBhJFgCC+VatErrxy78BDf5BUrSoyZkzhjxvnKNcG9iU7cBFIFgGSS0aMELnpptRebpo7N/5TYiedJDJzplk6Z+nUIscdd1ygM3ZhapFEpk4BwiBAcsX77wcvN+lo91TQAYzPPityxBHBILnkEtmdw9fWlyxZIuecc06g83VtcsPCJm+8+uqr5YcffjCrAPtFgOQKHWxoTleS6stNmzeL3HXX3keJfa/zSalSMvvee2V7Dl1b/3lP+P7v//5vYJp116dXL2j6+PLly8uQIUOc/VzIDgIkl+gU7y1aBM8STjwxtZebli0TufBC79jr9mwv7Nl67Nla1KwpY8eONUs7RcdN/POf/5QqVarEdLA6ziKXFnjSBaz++Mc/xnxG3Y455hiZOHGiWRyIiwDJRc89J1K9ejBIunQRWb7cLB3e9OnycZMmcu+eY7fydUJ6bf2DMGucZNl7770nJ5xwQqBTPfXUU2Vejk6D/+abb0rdunUDn7ldu3by+eefm8WBGARIrirgcpM3MFEncUzR5abdu3bJuyNHSt0419a7d+/uxLX1b7/9Vv785z8HOtEaNWrIv/71L7N4ztGnyx5++GGpUKFCzOfXp8tuuOEG+SnMipnICwRIrvNdborZatYUSeHlpo0bNxZ4bX3w4MFWXlvfsmWL3HPPPVKyZMmY96x/1r/X/flk3bp1cs011wTGtxx66KHy97//PevjW2AfAiRfTJ8u0qRJMEh0NuAUXm5y5dq6nlnoGYb5PvVMRM9I8tnHH38sp59+eqBtGjZsKO+++65ZHHmMAMknu3aJjBwpUrlybIgULy7SvbvImjVmjdBsvbY+f/58756G+b703ofeA8E+48aNkyOPPDLQVp06dZKvv/7aLI48RIDko40bRW6+WeSgg2KDRFdI1LXWU3S5yaZr6/r01FVXXRWYtVafttKnrpi1Nr6tW7dK//79pXTp0jHtptOk3H777fLLL7+YVZBHCJB8tnixyFlnBS9rHX20yOuvm6VDK+jaeqVKldJ+bV3vvei4DR2/4X9tvVej4zx0vAf27/vvv5fLL788pg11O+yww+Tpp5/2JnJE/iFAIDJ5skjdusEg0SnkFy0yS4eW6WvrOlJcR4ybr6cjy3WEOZL33//+V0455ZRAmzZt2tTbh/xCgGAvXaXwkUdEKlSIDRFdpfD660VSeLnppZdeintt/fzzz0/JtXWdm0rnqDKPr3NZ6ZxWKBo923jqqae8sw+zjfUsRc9WEqVnp48//rh3X+XoPWe+erlTzw710qKGkl7qnD59eoFnOP7XTlSYOoiPFkSsPV9oufbawCqFOytVkuV7vui/p+hy07Zt27xr62XKlIn5QusKfrfddluoa+s6G27v3r29eyz+Y+rsuUOHDvXuySB19GekPyv9mfnbW3+metmwoE5f6QqOWtf8+Re06RorU6ZMMQ8TUyZRYeogPloQ8S1YIHL66dEA+WzPNmzP1qthQ5n2zjtm6dAKu7auv+UW1glF6D2Uxx57zFuPw38Mveei63bo+h1IHz1r1LNH82dY0GSTa9eujfskXCKbqbB9BQlTB/HRgijcSy/JpqOOklf2fNl67tmO+f9fvFRdborQ6+d6ycLsMPR6e2HX1nXlP/3t1KynKwXqioHIHL2PpfezIj8DnUbepGeBOtWN/2dVr149efTRR/f8zrLAezJPfyHQs0n9s84g3L59++jTcyb/cRIVpg7iowWxX79v2yaz7r9fzkrh5aZ49GxDn+hJ5Nq6rjWua46b5Y7SsHvlFd9RkUna+b/++uvefYt4dIR/5Gel090MGjQoobPMyLT6pjBhEKYO4qMFkbDVezrwrl27BjrtZC43JUIDSccYmEuy6lgEXaq1T58+gevuZcuWlQEDBnjX1mEnfWRap7aJ/Mw0PIoqTBiEqYP4aEEk7f333y/wctPs2bPN4qHpJTJ9Osd8Hf+mlzauuOIKWblypVkdlhk1alT056aXrVLxC0eYMAhTB/HRggglcrnp8MMPD3Tql112maxYscKsEppeHy9VqlTgdZo3by5z5swxi8NSXbp0if7s9GeaCmHCIEwdxEcLokgKu9ykj+nqVBhhfffdd3LJJZcEgkOfrnrkkUdS8hssMsc/N5reIE+FMGEQpg7iowWREgVdbtIBgzopXzJ02dXrr78+7vxLeg9ks651Aufo1DWRn6X+jFPB/PeW7IaioQWRUtOmTZNGjRoFvqitW7eWjz76yCwesGvXrkBw6HbBBRfIMl3bBM7yD/BM1fxn5r+TZDcUDS2IlNMQGDFihLcQkf/Lqo9t9ujRwxtIVhA9k/HXady4cdzxBHAPZyC5hxZE2mgnceONNwamFtH5jh566KG4U4usWrUqWk4fzdUwQm7gHkjuoQWRdrqAlI4m9n9xdTv22GPljTfeiCnrD5DKuvAVcgZPYeUeWhAZM2nSJG9pWzNIOnToIF988YVXhgDJXf5xIDr9TCqeogsTBvHq6FLMDzzwgDcFTq1atbwZgfWSm96708ux8c6WQYAgw3SBpwcffDBmRLJu+oW96aabvCAhQHLTxo0bY37ug3X1yyKKFwb7E6+O/+/ibTpwlsXHghJvdSCFfvjhB7n66qu9G+v+L6p/Rl0CJPeYc2ENGTIkoTMRnQvr3HPPNf865t9OouLV0TMifURc14vRedZ0/JI+7KGPoFevXt0rq0sFIFbirQ6kwYcffiinnXZazJc6suk6HsgteimoZcuWMT9nncF3+PDh3uzJepaij/jqrLz655EjR3qXOLM5G6/OMqxlq1WrZu7Ke4m1IJBmL7zwgnft2f/l1qe3kHtcWw9EB65qWR2fhFiJtSCQAXrZ4JZbbol+uXXGXeSmyIqE8QaNxtv0LCXecsTJhoFKts6sWbO8ss2aNTN35b3EWhDIEP9TWDoQEblN10TX1SR1gTJdE11vsuuZp97/0hvXOo5oxowZZrWoZMNAJVpHL6Ppk4N16tTx7tfo/yNW4S0IZBiP8SLb/AGjW4MGDWTixIlmMQgBAssQIMg2M0BKlizprYaYqtHzuYQAgVUIENhCp+LR0NDHe8uUKeONVSpoqd58RYDAKgQIbDRlyhTv36Tel8E+BAisQoDARtu2bfP+TfIobywCBFYhQGCjCRMmeP8m9Yks7EOAwCoECLJB153RaVXmz5/v/RvU0fA6gFDvgfTr109KlSrl/ZscOHCgWTWvESCwCgGCbIj8myts69q1a8pWUswVBAisQoAgG3TNmv79+3vzsunkiTqYURc000kWu3fvztNXBSBAYBUCBHAHAQKrECCAOwgQWIUAAdxBgMAqBAjgDgIEViFAAHcQILAKAQK4gwCBVQgQwB0ECKxCgADuIEBgldWr10jJktW8rXr1+uZuABYhQGCVNWvWy2GH/dHbGjT4s7kbgEUIEFhl7dpNctxxf/O2Fi36m7sBWIQAgVXWrftVTj55lLedeeaz5m4AFiFAYBUCBHAHAQKrECCAOwgQWIUAAdxBgMAqBAjgDgIEViFAAHcQILAKAQK4gwCBVQgQwB0ECKxCgADuIEBgFQIEcAcBAqsQIIA7CBBYhQAB3EGAwCoECOAOAgRWIUAAdxAgsAoBAriDAIFVCBDAHQQIrEKAAO4gQGAVAgRwBwECqxAggDsIEFiFAAHcQYDAKgQI4A4CBFYhQAB3ECCwCgECuIMAgVV+/HFfgLRrR4AANiNAYJXff98tnTuP8wLk1lvfNncDsAgBAuts2rRdPvpotezc+bu5C4BFCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQJAVkcGCkW3GjOVmkQB/+YIkUsYUpg4AAgRZYgbIn//8sjeIsDCJdPSJlDGFqQOAAEGWmAGi22uvLTaLxUiko0+kjClMHQAECLLEDA/d/vjHf8m2bb+ZRaMS6egTKWMKUwcAAYIsMYMj8v+jR39kFo1KpKNPpIwpTB0ABAiyxN9pv/rqF9H/b936KdmwYZtZ3JNIR59IGVOYOgAIEGSJv9Petet3ueCCl6J/HjJktlnck0hHn0gZU5g6AAgQZInZaU+btiz65+bNR8t33/1s1AjWiSeRMqYwdQAQIMiSeJ32VVdNiP5dvLVA4tUxJVLGFKYOAAIEWRKv09Y1QPx//+mna3014tcx+cuE2QAkjgBBVhTUaf/1r1Ojf9+jx8SYfQXV8TMDIdkNQOIIEGRFQZ3211//JE2b/jO67733vo3uK6iOnxkIyW4AEkeAICsK67Tvu296dN+FF74UneKksDoRiZQxhakDgABBlhTWaf/ww2Y59dQx0f06TkQVVicikTKmMHUAECDIkv112o8+Oie6v0OHf8nWrb/tt45KpIzJrLN8+UZ59tlPpFevN+VPf3pBWrQYLW3bPiPXXjtJJkxYvN9JH4F8QYAgK8xO27Rp03Zp0+bpaJlRoz7cbx2VSBmTWcf/53ibBokGGpDvCBBkhdlpx6NnAZEyOsVJInUSKWMy63TuPE6GDZsjc+d+L99/v0l27Ngla9ZslueeWyitWj3plRs+fK5xFCD/ECDICrPTjkc77rPPfj6m7P7qJFLGlEydiRO/9Mqdc85YcxeQdwgQZEWinXakwza3giRSxpRMnV9+2eGV0/siQL4jQJAViXbaesNaVyu0JUBWrNjklevU6UVzF5B3CBBkRTKdtq6XbkuADBo00yv3j398YO4C8g4BAiTorbe+llNOGeXdl9m8eYe5G8g7BAiQgP/+d4V330MHOH788RpzN5CXCBBgP2bO/M4LDp2j6913vzF3A3mLAAEK8c4733gLXOl9j9deW2zuBvIaAQIUQB8hjswM/NJLi8zdQN4jQIA4XnzxM++GOeEBFIwAAQxPPvmxFxwaIJGZgAEEESCAwRxzUtC2fv2vZlUgrxAggMEMioI2AgT5jgABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAI5f8B6epXTEtR4IUAAAAASUVORK5CYII=)
PN: 4748-1-09
CAS: 59512-17-3
Molecule Weight: 205.301
Formula: C13H19NO
PN: 4648-5-1Z
CAS: 133284-47-6
Molecule Weight: 195.65
Formula: C10H10ClNO
TSCA: Not listed on TSCA inventory