| Product Number | 4657-1-0U |
| CAS | 96612-91-8 |
| MDL Number | MFCD00063072 |
| Molecular Formula | C16H17NO3 |
| Molecular Weight | 271.316 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4657-1-0U
CAS: 96612-91-8
Molecule Weight: 271.316
Formula: C16H17NO3
PN: 2721-1-06
CAS: 50463-48-4
Molecule Weight: 256.301
Formula: C16H16O3
PN: 4658-3-S3
CAS: 1212808-41-7
Molecule Weight: 303.333
Formula: C17H18FNO3
![3-Amino-3-[4-(benzyloxy)phenyl]propanoic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABb6AAAW+gGsmlPaAAACdHpUWHRtb2xTb3VyY2UAAHichZVtj5swDID/SpTPa0ISyktVeqp6mjTpbpN2N2nfphTSHlIhJ6Bv/35OgK5QBqWV3diPk2DHWT5dsgM6qaJMdR5hRhyMVB7rJM33Ef71/nUW4KfVMgYncMzLCH9U1eeC0vP5TOIPlcmLzkmsM1zbF5cy7ficBdHFnnLHYfT368ubZWZpXlYyjxVQZboo7eCLjmVlV/GfKWgmi1Oa09qdZsWpjvaHO+brkEuZ4H972YBtDSjapQeFdrrIZIVO3CHwdb6gvcpVISuVoO0VhgVxYe+r5euzjo+ZyitQTYQ0loe3qjjGMJDpg4qPEAyUb88RzhgAstLZuijkFRnNDEuGJEdSIOkiOUfSQ9JHMkAyRJI58AM7AwcGHgxcGPgwcGLgxcCNgR83eTgos5D366eK8He0sc8PeDY3fdN/4IXyCMNWHJiJE8/zXcSIEMJvBWwePq2tEQ3Q5QZtc4ji+q0YBDrzYXSFBc04EQxmnQniBEa2/x3i+yCbRTVi5hKPGwmzhEZ6JBRG+sS39pBw10gGgA3DGJnPrQKBLcoECTyrQDDRHWl92rD1NJBLekvmarnVeXKnojSJ8JZhm+WfalfyJtEY6SJRBZwdE8C43gO8C5iyGAdEFzBFNA64XcCU3DgwfwC8G8CHAO9hD/74DH4XMMV/A9ZDQNAFzFEZB8IuYA/WOGHsndTZgzi+D9ZPtz24E0wv4/VBn2B6Sa8bw8R+enmvG8kE00t93XgmmF7260Y1wfQKoG5sE0ww8A6mmHAgpxOVw/t10DTbUYY9FPQwQu+aBm1vC1AfbhJ6d81QuFxXfwGQfybMDdef9gAAQd9JREFUeF7t3Xn8FWP/x/G7XZtWIaFFpax3SkkpZU+S7UZlS5L1RlluuSOp2/5tsURF6EahiJLtTiSyRIUUldK+ad/7/PrM+c10ztX55pyZ+Z45c+b1fDzmIWeumTNz/XG9v+eaua7rbwIAgAt/Mz8AACAVBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAZMrf/hbbUpFK2ffeE+nYUaRmTZHSpUVKlYr9Wz/TfShY1D9AgGRMKqFg21fZpUtFWrTYUya/rWVLkeXLzaPhFfUPOP5mfoACYjcsqciv7IoVIjVqxPZVrCjSp4/I9OkiGzaIbNwoMnOmSN++IpUqxcrUqiWyapV5FrhF/QMJkrRSKBD5hUIy+ZVt0yb2+THHiCxaZO7dY8kSkeOOi5Vt187cC7eofyBBklYKBSK/UEgmWdkvv4x9VrasyLx5ifuSmT8/VlaPmTrV3It0Uf/AXlJs0eBZslDIT7KyN94Y++yOOxI/35fu3WPH3HyzuQfpov6BvaTYosGzZKGQn2Rljz029tlnnyV+vi+TJsWOOf54cw/SRf0De0mxRYNndiiks8WrUCH2WToPZbWsHqMPdeEN9Q/sxWilUGDMcEhli1e0aOyz7dsTP9+Xbdtix+ix8Ib6B/ZitFIoMMlCIT/JyvIXcLCof2AvKbZo8CxZKOQnWVm7D1771VNFH7x/qH9gLym2aPAsWSjkJ1lZ+y2g229P/Hxf9I0hPYa3gPKngwNvuEGkQQOR2bPNvXtQ/8BeUmzR4FmyUMhPsrJffBH7jHEI/tDnE088IVK+/J76HjzYLLUH9Q/sJcUWDZ4lC4X85Ff27LNjn6cyElq7TbQsI6H3Nm6cSN26e+pZH3LrL4xNm8ySiah/IEGSVgoFIr9QSCa/ssuWiRx+eGyfPRfTjBmxeZjsuZj69ROpXDlWRudiWrnSPEt0zZq1JwTsrXXrWB2mgvoHEiRppVAg8guFZPZVdvFikWbNEhvBZJvOBqsNHkTWrBG57TaRYsX21I827qNHmyX/GvUPOP5mfoACYjcsqUil7NixIpdfHpsdVtei0E3/3aGDyLvvmqWjaceO2HMN+xeBbvpcQn8lbN1qlk4P9Q8QIJGi047XqSNy6KEiL71k7s0tEyfumRFXt8KFRa66KvZ8AoAvCJAo0cYzvhunSZPYLLO5RN+QuuiixO6kpk15EwooAARI1Hz+ucjf/76ncS1USOSKK/b9VlEY6K+rnj1F9ttvz71VqybyyitmSQA+IUCiaOdOkeefFznggD2NbZkyIg89JLJli1k6+2l33CGH7LmXkiVF7rsv9maUG+vWidxzj8iRR4qMH2/uBfD/CJAo+/PP2Gjp4sX3NL41a4q8+aZZMivN/uor+aBJE9kR3111ySWxQXxu7Nol8sILIgcfvOd8jCIH8kWAQOSXX/Ys12pvp54aW+87Cy1evFiuvPJKqV6okPTYfa1f6/XqwL1PPzWLpm7yZJFGjRLrQN+y0qlOACRFgGCP99+PddvYDWiRIiLXX581g+G2bNkiDz30kJQpU2b35f3N2i444AD5WbvjtFvOjYULY6/exgdHw4axZ0UA9okAQSJd7yIvb8/05brpv/WzdNbC8Nmbb74pNWvWdIKjePHicscdd8ha7YZzY/Nmkd69RUqX3nOfBx0kMmxYrCsLwF8iQJCcdt3orw/9FWI3sPrrRH+lZND06dPl1FNPdYJDt3POOUd+0W43t15/fc+UJLrpM6C77oo9PAeQMgIE+/bDD7HnIfFdPG3ayKZ9TX3ug5UrV+7Or+ulaNGiTnAcuTvAxnt5K2raNJFTTkm8F53s8NdfzZIAUkCAIDVvvBGbqmN3o7ts95a3+6/2J7t3lz/ddiHlY/v27dK/f3+pUKGCExz67yeffFK26RTsbixfLtKlS+KvqaOOEvnwQ7MkgDQQIEidjhHp00feL1NGLv3/xr1KlSry/PPPy063D7HjTJgwQerVq+cER5HdDX7Xrl1lhds3oTRwHntMpFy5PcGhs+gOHBjo8xwgVxAgSNu6RYuk+xVXSKFChZzG/u9//7tMSme51zizZ8+Wc8891zmXbi1btpQftPvMrffei837ZQeHveZHOmuaA9gnAgSuffnll9KkSZOEhv8f//iHzE9xIJ92f3Xv3t16o8o+vkaNGvKGdpe59PvPP8u7Z50lK+3g0O2002JrdQDwFQECT3bt2iUvvfSSVK1a1QmBkiVLyr///W/ZmM9UItrdNWTIEKv7yz5Gx3b06dPHGuvhxpo1a+Sf//ynVCpWTK7dfb4PNDh0zY8xY8yiAHxCgMAX69evl3vvvVdKlCjhhMKhhx4qI0aMSCin3VwNGjRwymg32BVXXCGLXE7muGPHDnn22WelcuXKzjmb77+/TPnPf2SX1zU/AOwTAQJfzZ07Vy688EKnMdetadOmMnbsWKt7K/7zxo0bW91gbv3vf/+TY4891jlf4cKF5eqrr5YlrPkBZAQBggJhNu7xm3Z3DR8+3Or+ciNZSJ188sny9ddfm0UBFCACBAXG7l4qVaqU09BrF1fv3r1lq4vupVS7yQBkBgGCAqfPN84666yEUeW1atWSMSk+4HbzoB5AwSNAkDE///yzFSTxXU+1a9c2iyXQZyT6rCT+mHReFQZQcAgQZNx7773nvMKrb2Elo79a9O0svwYrAvAfAYJADBgwwAoFHUQYT8eB6HiQ+DU//JwuBYB/CBAE4qmnnrLCQR+I23QEuo5Et4NDw0VHqvs9YSMAfxAgCER8gOicVzr3VfxzDp0bS+fIApC9CBAEwg4QnXFXNzs4dM2P9zO8aBUAdwgQBKJnz54Jvzh0zY+8vDxrPRAA4UCAIBBdunRxwkNXHtQVCAGECwGCQAwaNMh5UA4gnAgQBCLZW1gAwoUAQSAIECD8CBAEggABwo8AQSAIECD8CBAEggABwo8AQSAIECD8CBAEggABwo8AQSAIECD8CBAEggABwo8AQSAIECD8CBAEggABwo8AQSAIECD8CBAEggABwo8AQSAIECD8CBAEggABwo8AQSAIECD8CBAEggABwo8AQSAIECD8CBAEggABwo8AQSAIECD8CBAEggABwo8AQSAIECD8CBAEggABwo8AQSAIECD8CBAEggABwo8AQSAIECD8CBAEggABwo8AQSAIECD8CBAEggABwo8AQSAIECD8CBAEggABwo8AQSAIECD8CBAEggABwo8AQSAIECD8CBAEggABwo8AQSAIECD8CBAEggABwo8AQSAIECD8CBAEggABwo8AQSAIECD8CBAEggABwo8AQSAIkOCccMJga2vYcLD8+ONyc3cCu6wpv8+TSacswoUAQSAIkODYDbpuXbq8Y+5OkF/jn9/nyaRTFuFCgCAQBEhw7Ab9tNOGW/+dOHGeWcSRX+Of3+fJpFMW4UKAIBAESHDsBv3112da/73ggtdlx46dZjFLfo1/fp8nk05ZhAsBgkAQIMGxG3QNDQ0PO0ySya/xz+/zZNIpi3AhQBAIAiQ48Q26dl/pv7U7a8OGrUbJ/Bv//D5PJp2yCBcCBIEgQIJjNuj6IF3/f+DAr+JKxZhl/+rzZNIpi3AhQBCIQYMGWQFSvHhxcxcKmNmg66u8+krvSScNkaVL18eV3Lus+Xk6G3IPAYJAdO7c2QoQ3Tp16iR//PGHWQQFJFmDfu+9H1uf3XffJwmfJysb/3k6G3IPAYJATJgwQYoWLeqESOnSpeXBBx+UzZs3m0Xhs2QN+pIl661fIPpL5OefVzifJyu7r8+TSacswoUAQWDWrl0rPXr0sLqx7CCpXr26jBo1yiwKH+XXoA8Y8JX1edeuY53P8iub3+fJpFMW4UKAIHBz5syRtm3bOiGiW4sWLeT77783i8IH+TXo+hZW69axwYWffjrf+iy/svl9nkx82VmzVsjDD38uF188Upo2HSrnnDNC7rhjwl9OqYLsRIAga3zwwQdSr149J0SKFCki1113naxYsadLBd7tq/G3BxdedFFscGF+ZfP7PJn4svpf/YXz/fdLZPPm7VZwXHbZG9Ko0XPy8cdzjSOR7QgQZJXt27fLgAEDpGLFik6QlC9fXp544gnZtm2bWRwu7Kvx19Bo3/41a/+oUT/mWza/z5OJL5uXN0V27UrcP3v2Kmv/hRe+nrgDWY8AQVZauXKl3HDDDQkP2uvWrSvjxo0ziyIJfRDerdu70qzZUJk2bUnCvr9q/P/3v3nW/tNPfynfsvl9nsxfldVfIrpfH+IjXAgQZLUZM2ZIq1atEp6PnH322TJr1iyzKHZbtWqT9O79qdUlZDfcY8f+klDmrxp0ZQ8uzK9sfp8n81dltetK91955WhzF7IcAYJQeOutt6RmzZpOiBQrVkxuu+02WbNmjVk0krZt2ykvvfSDtGjxgtNgt2o1XEaO/HGvLqO/atCVPbgwv7L5fZ7MvsquXbtFzj13hPVLaebMZeZuZDkCBKGxdetW6du3r5QtW9YJkgMOOECee+452bFjh1k8MiZN+t15bqHbiSc+L488MtlqnLPZ1q07rAfq2lX222+rzd0IAQIEobN48WK56qqrpFChQk6QHH/88TJx4kSzaE6bO3eN3Hjje05w6HbDDe9Zn2e7nTt3SffuE6R582Hy00+8ZRdWBAhCa+rUqXLSSSclPB+5+OKLZd68eWbRnKK/LB59dLI0bvy8Exz6C8Qeu5HttEtNp0zR658yZaG5GyFCgCD0Xn75ZalWrZoTIvvtt5/07NlTNmzYYBYNNf2rXV+t1WcbdnCccsoLMnz499YzkLDo2/cz6/nKuHFzzF0IGQIEOUHD4r777rPCww6SQw45xAqXXDB16iL5xz9GOcGhb1k98MBE662rMLGnSxkxYrq5CyFEgCCnzJ8/3+rGiu/W0m6ur77ae62LMPjjj7XWs4L45xydO7+dMOFhmMTfR7Jt3bqt5iHIYgQIctKnn35qPVi3Q0QfuF955ZXWA/gw2Lhxmwwa9JU1uM5uXNu0GSHvv0+3D7IHAYKctXPnTusVX33V1w4SfQVYXwXWV4KzkT5g1oF/Z575shMcJ588VAYP/ka2bNluFgcCRYAg5/35559y++23W4MP7SDRQYk6ODGbfP31T3LJJYMSunT+9a+P91olEMgWBAgi45dffpFzzjkn4fmITpMyfXqwD3R1NcaOHTtKuXL15bDDLpfjjnts9/+/udccVkC2IUAQOePHj5cjjzzSCRGdsLFbt27WBI6ZpKsv6iqMuhpj7DrKSv367WTUqC+tV3aBbEeAIJJ0avgnn3zSmireDpIKFSpI//79rSnlC9rIkSOt1Rft79ZVGe+8805Zt47uKoQHAYJI08Wqunbtai1eZTfmuqiVrtleEHSVRV1tMb4b7bzzzrNWZQTChgABJNawt2zZMqFhP/fcc2X27NlmUVc0qLp06ZIQVPXr17dWYQTCigAB4owaNUpq1KiR0LXUvXt3Wbt2rVk0JdpVpqspxneV6WqLuupiJrrKgIJEgACGLVu2SJ8+faRMmTJOo1+lShUZMmSINbYkVbp6oq6iaJ9DH9brKourVq0yiwKhRIAA+Vi0aJF06tQpYdr4Bg0ayKRJk8yiCXS1RF01Mb47rHXr1tbqikAuIUCAvzBlyhRp3LhxQiBceuml8vvvvyeU09URdZXE+AGLtWrVktGjWaoVuYkAAVKwa9cuGT58uFStWtUJh5IlS0qvXr1k3bp1MnjwYKlcubKzT6dM6devX9ZOmQL4gQAB0rB+/Xq59957pUSJEk5YFC5cOOHfulrikiWMIkfuI0AAF+bOnSsXXHBBQrdW06ZNrVUSgaggQAAP7EGBuiIiEDUECODBtddeawVIkyZNzF1AziNAAA8IEEQZAQJ4QIAgyggQwAMCBFFGgAAeECCIMgIE8IAAQZQRIIAHBAiijAABPCBAEGUECOABAYIoI0AADwgQRBkBAnhAgCDKCBDAAwIEUUaAAB4QIIgyAgTwgABBlBEggAcECKKMAAE8IEAQZQQI4AEBgigjQAAPCBBEGQECeECAIMoIEMADAgRRRoAAHhAgiDICBPCAAEGUESCABwQIoowAATwgQBBlBAjgAQGCKCNAAA8IEEQZAQJ4QIAgyggQwAMCBFFGgAAeECCIMgIE8IAAQZQRIIAHBAiijAABPCBAEGUECOABAYIoI0AADwgQRBkBAnhAgCDKCBDAAwIEUUaAAB4QIIgyAgTwgABBlBEggAcECKKMAAE8IEAQZQQI4AEBgigjQAAPCBBEGQECeECAIMoIEMADAgRRRoAAHhAgiDICBPCAAEGUESCABwQIoowAATwgQBBlBAjgAQGCKCNAAA8IEEQZAQJ4QIAgyggQwAMCBFFGgAAeECCIMgIE8IAAQZQRIIAHBAiijAABXPrxxx+lXLlyVoAULVpUPvnkE7MIkNMIECBNq1atkptuuskKDQ2P+O3CCy+UuXPnmocAOYkAAVK0fft2GTRokFSsWNEJDP0F0rZtW6lWrZrzWYkSJeTee++V9evXm6cAcgoBAqTgo48+kqOOOsoJiSJFiljPP5YvX27t37hxo/Tq1UtKlizplKlataoMHz5cdu3aZZwNyA0ECLAPv/76q7Rr1y6hm+qUU06R7777zixq+f333+XSSy9NKN+4cWOZMmWKWRQIPQIESGLdunVy1113SfHixZ0gOPzww+X11183iyY1adIkadCggXNsoUKFpFOnTrJo0SKzKBBaBAgQR7ubhg0bJgcddJDT+JcuXVoeeOAB2bx5s1l8n3bu3ClDhgyRKlWqOOcqU6aM9OnTR7Zs2WIWB0KHAAH+3+TJk6Vhw4YJ3U8dOnSQhQsXmkXTsnbtWunevXvCr5kaNWrIG2+8YRYFQoUAQeRpQGhQxAdHo0aNrEDx0+zZs+Xcc89N+J6WLVvKDz/8YBYFQoEAQWRt2rTJ6poqVaqU06Br19ULL7xQoG9OTZgwQerVq+d8p77R1bVrV1mxYoVZFMhqBAgi6bXXXrMeituNuI7duPvuu62H55mgY0r69+8vFSpUcK6hfPny8uSTT8q2bdvM4kBWIkAQKfr6bfPmzRO6kc4//3zrdd0grFy5Urp165Ywqv3II4+U8ePHm0WBrEOAIBKWLVtmDfwrXLiw01AfffTR1gDBbDB9+nRp1apVQrCdc8458ssvv5hFgaxBgCCnaXfQo48+6kx6qFulSpWsKUm0GynbvPXWW1KzZk3nWosVKya33367/Pnnn2ZRIHAECHLW2LFjpU6dOk5jrN1EOgmiToaYzXSMyEMPPSRly5Z1rv2AAw6Q5557zhpbAmQLAgQ55+eff5YzzzwzoTvotNNOs6ZfD5PFixfLlVdeaY1it+/j+OOPl08//dQsCgSCAEHOWL16tdx6661Wt4/d4B5xxBHy9ttvm0VD5auvvpKTTjopIRAvueQSmT9/vlkUyCgCBKG3Y8cOeeaZZ6Ry5cpOA7v//vvLww8/LFu3bjWLh9bLL78shxxyiHOP++23n9x3332yYcMGsyiQEQQIQk1XATzmmGOcRlXfsrrmmmtk6dKlZtGcoGHRs2dPKzzse9a1SF555RWzKFDgCBCEkq76d8EFFyR065x88snyzTffmEV9oet9TJs2TUaOHGlNhqiN+FVXXWVt2p1k/1s/1/1aTsvrcQVh3rx5cvHFFyfcv3ZzTZ061SwKFBgCBKGiq/z961//skaO2w3noYceKv/973/Nop7oA2z9q75z585Su3bthIY63U2P1/Po+fS8fpo4caIcd9xxznfpA3cNMr+/B0iGAEEo6NxUurqfrvJnN5a6+p+uAujXX/k62DAvL09OOOGEvUIgftNxJNWrV5emTZtakyHam/6/fq77zWPiNz2/fo9+nx/0GdDgwYOtV33t79BXgPv27ZtTz4CQfQgQZD1dzU9X9YtvhHXVP139zw/6V7yuax7/9pa96TgSnehw6NCh1nWkOoZEy2l5PU6Pjx+PYm/6ffq9+v1+WLNmjdx2220J91GrVi0ZPXq0WRTwBQGCrPXHH39Yq/jFj4PQVf4+++wzs6gr48aNk2bNmiU06vpdOqWILirldR0Qk55Pz6vnj78n3fQ69Hr8MGvWLDn77LMTzq/fOWPGDLMo4AkBgqyjI7EffPBBa/U+uwHUVf10dT8/RmLPnDnTWtc8voHV12O1y2fBggVm8QKh36PfF/9arm56XXp9ftBAqlu3rnNuHYl/ww03WBM4An4gQJBVRo0aZa3WZzd6uopfjx49rFX9vNIH8LoyYHwXj8479eyzzwb2rEC/V7/fnP9Kr1Ov1yudC+yJJ56wpoq3z1+xYkUZMGBAVs4FhnAhQJAVvv/+e+tBdPxf4/p8QFfx84O+3hvfSGuDOnDgwKxpRPU69HriG3q9Xr9eS9bFqq677jpr8Sr7/PXr15cPPvjALAqkjABBoJI1bLpan67a5xf9azt+PfKOHTtm7UBDvS69Pvta9br1+v2iQd2iRYu9gnrOnDlmUeAvESAIhL56qiPG42ec1dX5dJU+v34VaPfQZZddlnD+MWPGmMWykl5n/GqFeh9+drPpQEd95dg+v3abtWnThucjSAsBgkDceeedTuOlD3d1VT4/Gy99fqAz8Nrfoa8Bh23yQb3e+NeX9X78eC5i27x5s/WyQunSpZ3v0If4QKoIEATi/vvvtxosnbvK79dLly9fnjAYsEOHDqFdZ1yvW6/fvhe9L70/P+nr0vbgR10FEUgVAYJAPPXUU1aDpVOS+En/Qo8PDx1Yp6PYw0yvX+8jPkT8/CWiGjZsaJ37+uuvN3cB+SJAEIiCCBB9RhDfbdW7d2+zSKjp/dj3pvfp5zMRAgRuECAIREEESPwDc/2LPRfF/xLR+/ULAQI3CBAEwu8A0Vdd7YZVnxmEvdsqP3pf8c9E/HrFlwCBGwQIAuFngOhgO3t69yZNmoT2gXmq9P70Pu3682OwIQECNwgQBMKvANGHyfYIcx03EbZXdd3S+7THiej9e32oToDADQIEgfArQHTOKD2Pzm4blkGCftH7tWf11XrwggCBGwQIAuFHgOj4EXtiRJ3+I4rsaU+0HryMpyFA4AYBgkD4ESD2lOzlypXL2rmtCpret96/1oOXUeQECNwgQBAIrwEyfvx463jddBbbKNP7t+tC68UNAgRuECAIhNcAsVcS1AfIfk2+GFZ6//aLBFovbhAgcIMAQSC8BIiuIW7/xT148GBzdyRpPdh14maNdQIEbhAgCISXANH1K/TYatWq+TqdR5hpPWh9aL1o/aSLAIEbBAgC4TZAli1b5rx5pWuKYw+tD60XrR+tp3QQIHCDAEEg3AZIXl6edZxOA79gwQJzd6RpfWi9aP1oPaWDAIEbBAgC4TZA7KnaW7VqZe7CblovWj9aT+kgQOAGAYJAuAmQxYsXOyOvhw4dau7GblovWj9aT1pfqSJA4AYBgkC4CZARI0ZYx+i2cOFCczd203qx60jrK1UECNwgQBAINwHSuXNn65g6deqYuxBH60frSesrVQQI3CBAEAg3AVKrVi3rmK5du5q7EEfrR+tJ6ytVBAjcIEAQiHQDZOPGjc4bRsOGDTN3I47Wj9aT1pfWWyoIELhBgCAQ6QbItGnTnL79yZMnm7sRR+vHriutt1QQIHCDAEEg0g2Q1157zWkUV65cae5GHK0fu6603lJBgMANAgSBSDdAHnroIat8pUqVzF1IQutJ60vrLRUECNwgQBCIdAOkR48eVvm6deuau5CE1pPWl9ZbKggQuEGAIBDpBog2bFpeGzr8tXQDId3ygCJAEIh0A6RDhw5W+VNPPdXchSS0nrS+tN5SQYDADQIEgUg3QNq3b2+Vb9OmjbkLSWg9aX1pvaWCAIEbBAgCkW6A8AskPfwCQSYQIAhEugHCM5D0pBsI6ZYHFAGCQKQbILyFlR7ewkImECAIRLoBwjiQ9DAOBJlAgCAQ6QYII9FTx0h0ZAoBgkCkGyDMhZU65sJCphAgCES6AcJsvKljNl5kCgGCQKQbIIr1QFLDeiDIFAIEgXATIKxImBpWJESmECAIhJsAYU30v8aa6MgkAgSBcBMgixcvlkKFClnHDR061NyN3bRetH60nrS+UkWAwA0CBIFwEyDqhBNOsI5r1aqVuQu7ab1o/Wg9pYMAgRsECALhNkDy8vKs4/QNowULFpi7I03rw35TTespHQQI3CBAEAi3AbJs2TIpVqyYdWzfvn3N3ZGm9aH1ovWj9ZQOAgRuECAIhNsAUW3btrWOrVatmmzdutXcHUlaD1ofWi9aP+kiQOAGAYJAeAmQiRMnWsfqNnjwYHN3JGk92HWi9ZMuAgRuECAIhJcAUc2aNbOOr1mzpmzfvt3cHSl6/1oPWh9aL24QIHCDAEEgvAbI+PHjnb+4Bw4caO6OFL1/uy60XtwgQOAGAYJAeA0Qdcopp1jnKFeunCxdutTcHQl633r/Wg9aH24RIHCDAEEg/AiQGTNmOG9kdezY0dwdCXrfev9aD1ofbhEgcIMAQSD8CBDVvXt36zw68nrMmDHm7pym92uPzNd68IIAgRsECALhV4CsX7/eeYBcoUIFmT9/vlkkJ+l96v3qfev9az14QYDADQIEgfArQNQ333xjnUfP16RJE9m2bZtZJKfo/el92vWn9+8VAQI3CBAEws8AUQMGDLDOp1uHDh1k165dZpGcoPel92ffq963HwgQuEGAIBB+B4i67LLLnIb1tttuM3fnBL0v+x71fv1CgMANAgSBKIgA0ek8TjvtNKeB7d27t1kk1PR+7HvT+/RzGhcCBG4QIAhEQQSI0ofJ9pTv9i+RsHdn6fXH//LQ+/P60NxEgMANAgSBsP+a1unH/X5zavny5Qkhos8MwvpgXa87/pmH3pfen59Wr14tBx54oHX+du3ambuBfBEgCMSNN97oNIr77bef3HfffbJhwwazmGv6F3p8d1bjxo19D6qCpter123fg96Pn788duzYIc8884xUrlzZ+Y7mzZubxYB8ESAIxObNm+Wcc86R4sWLO42XTkf+yiuvmEVd02cE8Q/WddxEWAYb6nXa4zx00/vw85nHJ598Iscee6xzfv0lqGHFIl1IBwGCQM2bN08uuugipyHTrWnTpjJ16lSzqGv6qmt8UOn0H9k6d5Zelz09iW563X69qqvmzp0rF1xwQUJ9n3zyyb6MJUH0ECDICrqGxXHHHZfwF/FVV10lS5YsMYu6og2kPWJdt/Lly1uz2GbLVPB6HXo9el32Ner1+tWwa9fXv/71L2fApW6HHnqojBgxwiwKpIwAQdbQPnldGCm+T75s2bLSr18/X7pvtBHVOaPsCRjtRvrZZ5/15fxu6Pfq98eHm16fXqcfzzv0Da7hw4dL1apVnfOXLFlSevXqJRs3bjSLA2khQJB11qxZY722Gt/Q16pVS0aPHm0WdWXmzJnOVPD2dsghh1hrimfqGYB+j36ffm/8deh16fX5YcqUKQkP4XW79NJL5ffffzeLAq4QIMhas2bNkrPPPjuhAWzdurWnacvjjRs3zlnZ0N50dttWrVrJsGHDZOHCheYhnuj59Lx6fnsWXXvT69Dr8cMff/whnTp1SviOBg0ayGeffWYWBTwhQJD1tGGtW7eu0xgWLVpUbrjhBlm5cqVZ1BV9/tK2bduEXzz2VqdOHenatasMHTrU+ot+1apV5uFJaTktr8fp8Xoe89z6ffq9btYwT2bLli3y4IMPSpkyZZzvqFKligwZMkR27txpFgc8I0AQCjqg7oknnkh4yFyxYkXrDSW/HoQvW7ZM8vLyEgYhJtsqVaok1atXt94Wa9mypbPp/+vnut88Jn7T8+v36Pf5ZdSoUVKjRg3nO/TtrR49esjatWvNooBvCBCEyooVK+S6666TIkWKOI1l/fr15YMPPjCLerJ48WJrTErnzp2ldu3ae4VAOpser+fR8+l5/fT9999b4RX/ffqrZvbs2WZRwHcECEJJG84WLVrs1XDOmTPHLOoLfWNp2rRpMnLkSOnTp4/07NnTes1Yt0suucT5t36u+7Wcli+oN52SBWm9evVkwoQJZlGgwBAgCDVtqLXbyG5EtevmzjvvzNmuG+3Ke/LJJxO68nTEev/+/X3rygNSRYAg9HRaFH14XLp0aadR1ckB9QF2Lj08Hj9+vBx55JHOPerLBN26dfPtZQIgXQQIcoa+vqrTgMS/vqoPrMP++uovv/xizRsW312nrwJPnz7dLApkFAGCnPPFF1/IiSeemNDg6mSEmRok6Jc///xTbr/99r1Gzr/11ltmUSAQBAhykk7h8eKLL8rBBx/sNL6lSpWS+++/XzZt2mQWzyra7fbcc8/JAQcc4Fy7TumiI9eDmnIFSIYAQU5LNongYYcdJv/973/NollBBxUef/zxzrVqd9yVV17p++u/gB8IEETCb7/9Ju3bt0/o1tLpQ/ya7dYrndb+4osvTri+k046Sb766iuzKJA1CBBEyscffyzHHHOM00jrtPHXXHNNYOuD6CqMuhqjrspoX5NOsPjyyy+bRYGsQ4AgcnTa+KeffjphypH9999fHnnkkYw+Y9CQ0FUY7WsoiKV9gYJEgCCyVq9eLbfcckvCW0467cg777xjFvWVrrao3VPx3VXafaXdWECYECCIvJ9++knOOOOMhAb99NNPtz73kz4I1+lO4sep6ANzv2bjBTKNAAH+39ixYxMmTtSR3jfffLP1S8UL7RbTV3D1VVz73PqKrr6qm0sj5RE9BAgQR+eaevTRR6VcuXJOY6/PSp566inr2Um6dNCfuVytDg7UQYJA2BEgQBK6VodOwa5vadmN/9FHH229xZUKXTVRpxuJ7xbT1RV1lUUgVxAgwD58++230rx584QgOP/8861xJcnoxIa6WqJ2f9nldTVFv5arBbIJAQKk4NVXX7VGsNuhoCPb77nnHlm3bp21X6dS19URdWp1u4xOua6rKGq3GJCLCBAgRTqHls6lpXNq2SGhc23plOq6mJP9mS7ypIs96aJPQC4jQIA06ay+l19+eUK3lr3p8rK6WiIQBQQI4NLnn38uZcqUcX51jBo1yiwC5DQCBPBA39TSAGnUqJG5C8h5BAjgwbXXXmsFSJMmTcxdQM4jQAAPCBBEGQECeECAIMoIEMADAgRRRoAAHhAgiDICBPCAAEGUESCABwQIoowAATwgQBBlBAjgAQGCKCNAAA8IEEQZAQJ4QIAgyggQwAMCBFFGgAAeECCIMgIE8IAAQZQRIIAHBAiijAABPCBAEGUECOABAYIoI0AADwgQRBkBAnhAgCDKCBDAg3t2B0it3QFyIQGCCCJAAA/G7w6Qh3cHyMsECCKIAAE82Lg7QFbvDpB1BAgiiAABvNgdILI7QIQAQQQRIIAXBAgijAABvCBAEGEECOAFAYIII0AALwgQRBgBAnhBgCDCCBDACwIEEUaAAF4QIIgwAgTwggBBhBEggBcECCKMAAG8IEAQYQQI4AUBgggjQAAvCBBEGAECeEGAIMIIEMALAgQRRoAAXhAgiDACBPCCAEGEESCAFwQIIowAAbzo1y8WIB06mHuAnEeAAF7s2iUyebLIli3mHiDnESAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQAB3HjvPZGOHUVq1hQpXVqkVKnYv/Uz3QdEAAECpGPpUpEWLWJjP/a1tWwpsny5eTSQUwgQIFUrVojUqBELiIoVRfr0EZk+XWTDBpGNG0VmzhTp21ekUqVYmVq1RFatMs8C5AwCBEhVmzaxYDjmGJFFi8y9eyxZInLccbGy7dqZe4GcQYAAqfjyy1gglC0rMm+euXdv8+fHyuoxU6eae4GcQIAAqbjxxlgY3HGHuSd/3bvHjrn5ZnMPkBMIECAVxx4bC4PPPjP35G/SpNgxxx9v7gFyAgECpKJChVgYpPNQXMvqMfpQHchBBAiQiqJFY2Gwfbu5J3/btsWO0WOBHESAAKngFwiwFwIESIX9DESfa6SKZyDIcQQIkAr7Lazbbzf35E/f2OItLOQwAgRIxRdfxMKAcSCAgwABUnX22bFASGUkunZbaVlGoiOHESBAqpYtEzn88Fgw2HNhzZgRmwfLngurXz+RypVjZXQurJUrzbOIfPCByOjR5qdA6BAgQDoWLxZp1iwWEPvadDZeDRyTdm0VKhQr07SpyNdfmyWA0CBAADfGjhW5/PLY7Ly6Fohu+u8OHUTefdcsvcfmzSKNGu0JmsKFRa6+OtbtBYQMAQJk2o4dIs8+u6erSzd94P6f/4hs3WqWBrIWAQIEZc0akX/+U6RYsT1Bos9NxowxSwJZiQABgjZrlshZZyU+Q2ndOvZQHshiBAiQLXQt9Tp19oSIzqGlAxjTmT4FyCACBMgmOgHj44+LlC+/J0j0leGBA9ObyBHIAAIEyEbLl4t06SJSpMieIKlfX+TDD82SQGAIECCbTZsm0qJF4vOR884TmTPHLAlkHAEChMHrr4tUr74nRIoXF7nzTpG1a82SQMYQIEBY6CDE3r1FSpfeEyQHHigybJjs2rnTLA0UOAIECJuFC0U6dnRC5Mfd23MNG8p3n39ulgQKFAEChNUXX8i2Ro3kld0B0m739rfd2+WXXy4LFiwwSwIFggABwmzXLpn6wgvS8OCDrQDRrVSpUnL//ffLpk2bzNKArwgQIAesW7dO7rnnHilRooQTJIcddpi8+uqrZlHANwQIkEN+++03Of/8850Q0a158+by7bffmkUBzwgQIAd9/PHHcvTRRzshUrhwYencubMsS7ZGCeASAQLkqB07dshTTz0llSpVcoKkXLly8uijj8o2nTIF8IgAAXLc6tWr5eabb5aiRYs6QVK7dm0Zq4tiAR4QIEBE/PTTT3L66acnPB8544wzrM8BNwgQIGLeeecd6xeIHSLFihWTW265xfqlAqSDAAEiaOvWrfLII4/I/vvv7wSJdnE9q0vtAikiQIAIW7p0qVxzzTVOiDRo0MAsAuSLAAEg9evXtwLk6quvNncB+SJAAEjDhg2tALn++uvNXUC+CBAABAhcIUAAECBwhQABQIDAFQIEAAECVwgQAAQIXCFAABAgcIUAAUCAwBUCBAABAlcIEAAECFwhQAAQIHCFAAFAgMAVAgQAAQJXCBAABAhcIUAAECBwhQABQIDAFQIEAAECVwgQAAQIXCFAABAgcIUAAUCAwBUCBAABAlcIEAAECFwhQAAQIHCFAAFAgMAVAgQAAQJXCBAABAhcIUAAECBwhQABQIDAFQIEAAECVwgQAAQIXCFAABAgcIUAAUCAwBUCBAABAlcIEAAECFwhQAAQIHCFAAFAgMAVAgQAAQJXCBAABAhcIUAAECBwhQABQIDAFQIEAAECVwgQAAQIXCFAABAgcIUAAUCAwBUCBAABAlcIEAAECFwhQAAQIHCFAAFAgMAVAgQAAQJXCBAABAhcIUAAECBwhQABQIDAFQIEAAECVwgQAAQIXCFAAMgxxxxjBUjnzp3NXUC+CBAgwrZv3y55eXlSqFAhK0D2228/efPNN81iQFIECBBR77//vhx55JFWcJjbqaeeKtOnTzcPARIQIEDE/PLLL9KmTZu9AuOZZ55JCJSiRYtKt27dZOXKleYpAAsBAkTEn3/+KXfccYcUL17cCYmaNWsmdFlt27ZNnnzySSlfvrxTpkKFCtK/f3+ruwuIR4AAOW7nzp3y/PPPywEHHOCEQpkyZeShhx6SLVu2mMUtK1askK5du0qRIkWcY+rVqycTJkwwiyLCCBAgh3366afy97//3QkBfVh+xRVXyKJFi8yiSf3www/SsmXLhO6uc889V2bPnm0WRQQRIEAOmj9/vlxyySUJDX+TJk3kyy+/NIum5I033pAaNWo459JusO7du8vatWvNoogQAgTIIRs3bpR///vfUrJkSaexP+SQQ+Sll14yi6ZNu7v69OljdX/Z565SpYoMGTLE6iZD9BAgQI545ZVXpFq1ak7jrmM6evbsKRs2bDCLeqLdX506dXLGjujWoEEDmTRpklkUOY4AAUJu6tSp0rRp04TuqosuukjmzZtnFvXVlClTpHHjxgnfe+mll8rvv/9uFkWOIkCAkFqyZIlcddVVUrhwYacBP+644+R///ufWbTA7Nq1S4YPHy5Vq1Z1rkG7z3r16mV1pyG3ESBAyGzdulX69esnZcuWdRrtypUry+DBg2XHjh1m8YxYv3693HvvvVKiRAnnmg499FAZMWKEWRQ5hAABQmT06NFSq1Ytp5EuVqyY3HbbbbJmzRqzaCDmzp0rF154YUK31sknnyxff/21WRQ5gAABQmDmzJnSunXrhIb5rLPOklmzZplFs4J2ox177LHOtWo329VXXy1Lly41iyLECBAgi61atUpuvPFGa14quzGuW7euvPfee2bRrKPdaTq/lnav2de+//77y3/+8x+rGw7hR4AAWUjnnRo4cKBUrFjRaXx1fqrHH3/cmq8qTLR77dZbb7W62+x7OeKII+Ttt982iyJkCBAgy3z44YdSv359p7HV+ai6dOlizU8VZj///LOceeaZCd1wp512mvz4449mUYQEAQJkiTlz5sh5552X0MC2aNFCpk2bZhYNtXfffVfq1Knj3KN2z910001Wdx3ChQABAqbzSd15550J06xXr15dRo4caRbNGdoN99hjj0m5cuWce9buukGDBjFtfIgQIEBAdP6ooUOHyoEHHug0oqVLl5bevXvL5s2bzeK+0MF9+otGw0nntdKpTnQwom46+aL9b/1c92s5LV9QgwKXL18u1157bcK08UcddZR89NFHZlFkIQIECMDnn38uJ5xwgtNo6rxSHTt2lD/++MMs6snixYutObI6d+4stWvXTugeS3fT4/U8ej49r5++++47OeWUUxK+r127dvLrr7+aRZFFCBAggxYsWCCXXXZZQkN54oknyhdffGEWdW3ZsmWSl5eXEFDJtkqVKlldZTqPlq75YW/6//q57jePid/0/Po9+n1+ef311+Xwww93vkO79e666y5Zt26dWRRZgAABMmDTpk1y//33S6lSpZzG8eCDD5YXX3zRmk/KDxMnTpS2bdsmvC5rb/rQWlcY1C4znQQx1QfWWk7L63F6fPzDb3vT79Pv1e/3g3bfPfDAA1Z3nv0dBx10kAwbNsy3uoI/CBCggL366qty2GGHOY2hzhd1zz33+PZX9bhx46RZs2YJjbp2ibVq1cpqdBcuXGge4omeT8+r54+f0l03vQ69Hj/o93To0CHh/A0bNpTJkyebRREQAgQoIN9+++1eDXv79u3lt99+M4u6otObmM8NdPGovn37Wl1lmaDfo9+n3xt/HXpden1+0MBo1KhRwvk1WPwORqSPAAF8ps8E9GFz/DTrRx99tHz88cdmUVd05ltdTja+q6pmzZry7LPPBjZFiH6vfr9eh31Nen16nXq9XmnX1QsvvGB1Zdnn1+5A7erS7kEEgwABfKKN6COPPJIwtkEfRD/99NO+TbP+zTffJDTSOr2JTnmSLWMn7ClY9Lriw02v2w/a7Xf33XcnTBuvD91fe+01sygygAABfPDOO+8kvCarf33ffPPNsnr1arOoawMGDEgYbKiv/Wbr7LZ6XXp99rXqdev1+0Vf7z3//POd8+vWvHlz63VgZA4BAnigDVaNGjUSGrLTTz9dfvrpJ7Ooa/rLJv7V3woVKsiYMWPMYllJr1Ov1752vQ8/u9l0wKEOPLTPrw/19fXibFkfJdcRIIAHOobDbrz0F4j+EvGTPj/QCQft79A1yOfPn28Wy2p6vfFrp+v9+PFcxKbdZjoFSvy4FZ0CHwWPAAE8sLtRtB/ez7+slU7zET8YUN88CttU7ja97vhXcvW+9P78pGNW7BcX9FkUCh4BAnig8zhpg9WkSRNzlyf6F3p8eOiytWEfRKfXr/cRHyJ+/hJR9sJb+kYYCh4BAnhQEAGiv2Tiu610csVcovdj35vep5+/3AiQzCJAAA8KIkDiH5jrX+y5KP6XiN6vXwiQzCJAAA/8DhB91dVuWPWZQdi7rfKj9xX/TMSvV3wJkMwiQAAP/AwQHWxnD5DT84X1gXmq9P70PvV+9b79GGxIgGQWAQJ44FeA6MNke4S5jpsI26u6bul92uNE9P69PlQnQDKLAAE88CtAdM4oPY8OhAvLIEG/6P3as/pqPXhBgGQWAQJ44EeAzJgxw5kYUaf/iCJ72hOtB60PtwiQzCJAAA/8CBB7SnadhDFb57YqaHrf9iSUWh9uESCZRYAAHngNkPHjx1vH66az2EaZ3r9dF1ovbhAgmUWAAB54DRB7wSl9gJwtU7IHRe/ffpFA68UNAiSzCBDAAy8BomuI239xDx482NwdSVoPdp24WWOdAMksAgTwwEuAtG3b1jq2WrVqvk7nEWZaD1ofWi9aP+kiQDKLAAE8cBsguuyt/eaVrimOPbQ+tF60frSe0kGAZBYBAnjgNkDy8vKs43T68QULFpi7I03rw56WXespHQRIZhEggAduA8Seqr1Vq1bmLuym9aL1o/WUDgIkswgQwAM3AbJ48WJn5PXQoUPN3dhN60XrR+tJ6ytVBEhmESCAB24CZMSIEdYxui1cuNDcjd20Xuw60vpKFQGSWQQI4IGbAOncubN1TJ06dcxdiKP1o/Wk9ZUqAiSzCBDAAzcBUqtWLeuYrl27mrsQR+tH60nrK1UESGYRIIAH6QbIxo0bnTeMhg0bZu5GHK0frSetL623VBAgmUWAAB6kGyDTpk1z+vYnT55s7kYcrR+7rrTeUkGAZBYBAniQboC89tprTqO4cuVKczfiaP3YdaX1lgoCJLMIEMCDdAPkoYcesspXqlTJ3IUktJ60vrTeUkGAZBYBAniQboD06NHDKl+3bl1zF5LQetL60npLBQGSWQQI4EG6AXL99ddb5Rs2bGjuQhJaT1pfWm+pIEAyiwABPEg3QDp06GCVP/XUU81dSELrSetL6y0VBEhmESCAB+kGSPv27a3ybdq0MXchCa0nrS+tt1QQIJlFgAAepBsg/AJJD79AshsBAniQboDwDCQ9PAPJbgQI4EG6AcJbWOnhLazsRoAAHqQbIIwDSQ/jQLIbAQJ4kG6AMBI9dYxEz34ECOBBugHCXFipYy6s7EeAAB6kGyDMxps6ZuPNfgQI4EG6AaJYDyQ1rAeS/QgQwAM3AcKKhKlhRcLsR4AAHrgJENZE/2usiR4OBAjggZsAWbx4sRQqVMg6bujQoeZu7Kb1ovWj9aT1lSoCJLMIEMADNwGiTjjhBOu4Vq1ambuwm9aL1o/WUzoIkMwiQAAP3AZIXl6edZy+YbRgwQJzd6Rpfdhvqmk9pYMAySwCBPDAbYAsW7ZMihUrZh3bt29fc3ekaX1ovWj9aD2lgwDJLAIE8MBtgKi2bdtax1arVk22bt1q7o4krQetD60XrZ90ESCZRYAAHngJkIkTJ1rH6jZ48GBzdyRpPdh1ovWTLgIkswgQwAMvAaKaNWtmHV+zZk3Zvn27uTtS9P61HrQ+tF7cIEAyiwABPPAaIOPHj3f+4h44cKC5O1L0/u260HpxgwDJLAIE8MBrgKhTTjnFOke5cuVk6dKl5u5I0PvW+9d60PpwiwDJLAIE8MCPAJkxY4bzRlbHjh3N3ZGg9633r/Wg9eEWAZJZBAjggR8Borp3726dR0dejxkzxtyd0/R+7ZH5Wg9eECCZRYAAHvgVIOvXr3ceIFeoUEHmz59vFslJep96v3rfev9aD14QIJlFgAAe+BUg6ptvvpESJUo459u2bZtZJKfo/el96v3qfev9e0WAZBYBAnjgZ4CoAQMGWOfTrUOHDrJr1y6zSE7Q+9L7s+9V79sPBEhmESCAB34HiLrsssuchvW2224zd+cEvS/7HvV+/UKAZBYBAnhQEAGi03mcdtppTgPbu3dvs0io6f3Y96b36ec0LgRIZhEggAcFESBKHybbU77bv0TC3p2l1x//y0Pvz+tDcxMBklkECOBBy5YtrQZLB8H9+OOP5m5Pli9fnhAi+swgrA/W9brjn3nofen9+enDDz90Xgfu1auXuRsFgAABPGjdurXTKOpfvzfddJOsWrXKLOaa/oUe353VuHHj0L3iq9er123fg96Pn7885syZI+edd55zft2YIj8zCBDAA+2/79atm+y///5O41WxYkUZNGiQb5Mj6nfEP1jXcRNhGWyo12mP89BN78OvZx5r166VO++8U4oXL+6c/9BDD5V+/fqZRVFACBDAB9odo89DihQp4jRmRx11lHz00UdmUdf0Vdf4xlKn/8jWubP0uuzpSXTT6/brVd2dO3fKsGHD5MADD3TOX7p0aevh/ObNm83iKEAECOCj7777zpkc0d7atWsnv/76q1nUFR1sZ49Y1618+fLWLLZ+/drxSq9Dr0evy75GvV4/Bgmqzz//POG5kB2kCxcuNIsiAwgQoAC89tprcvjhhyf8BX7XXXfJunXrzKJp0+cHOmeUPQGj3Ujrm0d+dQ+lS79Xvz8+3PT69Dr9eN6h66RffvnlCcHRqFEj+eKLL8yiyCACBCgg2p3ywAMPWN0rdqN30EEHWd0vfrySO3PmzL1+7RxyyCHWA2RtcDNBv0e/T783/jr0uvT6vNq0aZPcf//9UqpUKefcBx98sLz44ou+1CG8IUCAAqbdK/GvsOrWsGFDmTx5slnUlXHjxjkrG9qbvs7aqlUrK6z87t7R8+l59fz2a7P2pteh1+OHV199VQ477DDn3Dpf1j333OPLrzj4gwABMkQDQ4MjvsHVYPGrgdc1xNu2bZvQtWVvderUka5du8rQoUNlypQpKb9qrOW0vB6nx+t5zHPr9+n3ulnDPJlvv/1WmjdvnvAd7du3l99++80sioARIEAGabfLCy+8YHVl2Y2jds9oV5d21/hh2bJlkpeXt9fDZnOrVKmSVK9eXZo2bWoNiLQ3/X/9XPebx8Rven79Hv0+P+h5OnfuLIULF3a+4+ijj5aPP/7YLIosQYAAAdBumLvvvtuZvl03feiuD9/9tHjxYnnllVeshrl27dp7hUA6mx6v59Hz6Xn9og/gH3nkEWdJW900vJ566inZsWOHWRxZhAABAqSv9+prvvENtT6A1teBC8LGjRtl2rRpMnLkSOnTp4/07NlTrrrqKmu75JJLnH/r57pfy2l5Pa4gjB07NiHYdDT/zTffLKtXrzaLIgsRIEAW0AGHOvDQbkh1QKIOTPR7vqhs8dNPP8kZZ5yREJynn3669TnCgwABsoQOwtMpUOKfPWi3zmOPPRbaSRRN+svilltuSXjQr79A3nnnHbMoQoAAAbKMvvmkkzLaU5Prpm8/vfvuu2bR0NBnGU8//XRCOOr8YfrsI6jBj/COAAGylE4PHz8Tr25nnnmm/Pzzz2bRrKZvUR1zzDHOPehbVvow3q+3txAcAgTIcm+//bYcccQRTgOs3T+33npr1j9o1nEbOn4jPgB1oKGO80BuIECAENBunocffjhh2vjKlSvLM888k3WvuurcVzpiPP4VZR1RriPLkVsIECBEdJr0a665JmGw3bHHHiuffPKJWTTjdJCkzlGlc1XZ16aDJHUuK78GSSK7ECBACOn06CeffHJC99AFF1wgc+fONYtmhM6Ke+KJJyZcjy4elalJHREMAgQIsREjRlir8NmNtnYb3Xvvvb5MoZ6KP/74w1qPI35SRZ3i5LPPPjOLIgcRIEDI6SjxXr16ScmSJZ1GvGrVqjJ8+PACm/Jcp6p/8MEHE6aq1xUCddJFXTEQ0UCAADni999/l0svvTShG6lx48bWbLp+0ulNdLJF+zt0sSxdm1zXKEe0ECBAjpk0aZI0aNDAaeC1e6lTp06yaNEis2hadE6sFi1aJATUeeedJ3PmzDGLIiIIECAHaTfSkCFDpEqVKk5jX6ZMGWuCxC1btpjF92nFihXSpUsXa34u+1z169eXDz74wCyKiCFAgBym3Uo9evSwupnsxr9GjRoyatQos+hedP6txx9/XMqXL+8cW7FiRRkwYIA1bxdAgAARMHv2bDn33HMTup908ajvv//eLGrRZWnr1q3rlNV5uW644YaUVzJENBAgQIRMmDBB6tWr5wSDdkvpUrXaTaVmzZolZ599dkLQtG7dWmbMmGGcCSBAgMjR7qf+/ftLhQoVnJDQaeP1AXn8NOu1atWS0aNHm4cDDgIEiKiVK1dKt27dEqaN161s2bLSr18/plnHXyJAgIibPn269WBdw0OX012yZIlZBEiKAAFgYQQ50kWAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIAr/weXhZAJf4mSGAAAAABJRU5ErkJggg==)
PN: 4657-1-24
CAS: 330645-19-7
Molecule Weight: 271.316
Formula: C16H17NO3
![Ethyl 3-[4-(benzyloxy)phenyl]propanoate](data:image/png;base64,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)
PN: 2723-1-27
CAS: 186895-45-4
Molecule Weight: 284.355
Formula: C18H20O3
PN: 4657-1-X2
CAS: 50897-30-8
Molecule Weight: 211.217
Formula: C10H13NO4
TSCA: Not listed on TSCA inventory
