| Product Number | 4757-1-14 |
| Synonyms | (2R)-2-Amino-3-(m-tolyl)propanoic acid; (2R)-2-Amino-3-(3-methylphenyl)propanoic acid |
| CAS | 114926-39-5 |
| MDL Number | MFCD01860871 |
| Molecular Formula | C10H13NO2 |
| Molecular Weight | 179.219 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4757-1-0G
CAS: 1269902-53-5
Molecule Weight: 193.246
Formula: C11H15NO2
PN: 4757-1-S3
CAS: 142995-28-6
Molecule Weight: 193.246
Formula: C11H15NO2
![2-Amino-3-[3-(hydroxymethyl)phenyl]propanoic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACHAAAAhwAFgMsGhAAACDXpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfFxsDgSQKqaJWkya1q7R20r5NDjgpEtiVIW//fmdCEkw6wkvO9t1zh+8unj8cygJ20lS5Vgnh1CMgVaqzXG0S8vv9+2hCHhbzFI3QUFUJ+ajrzxlj+/2eph+yFAetaKpLctLPDlXu2OwDqs2G+Z7H2Z+X57eGGeWqqoVKJVJVPquaxWedirr5iv+EYKUwu1yxkzkrze7k7a/v2cejhyoj1708om6JKKzzQsJam1LUsPM9io/3DTZSSSNqmcHqiMsBDXHvi/nLk063pVQ1Dq2HPBXFW222KS6UupDpFp3h4MdTQkqOgKh1uTRGHMGO7LLgIHwQAYgQxBhEBCIGMQExBcE9fFHP0YCjBQ8x34W0Ad+PnzIhP+Gxd7+2v6+YLD8hI06DIIgBN4EXtLNW+DSK4vAsXMsz2HPQ054EgSOGCuhkjKqQRlg+aGc+DXgTdxxa7Ix7NI473trpyLWOKI8aMQ0uAlPILjlczFdaZZ0h5FlCVpw0yf0l15Xf5peANpk02LLWgTXtAr4L2GoMA4EL2NoNA6EL2EpfgOVXwNgFbF8MA5EL2C4aBmIXsD03DExcwHbo8KanLtD08zBh9b0YnA9/Fec3qb2L3Nab3+kQ3qv46Q95hwm/YK594l8Z1mljdj42cHhzpLDOecPwlF38A22ToEdc4whnAABCN0lEQVR4Xu3dDdxUc/7/cd2QVBRKJCoky7JZNiFEpJ/btXbZIqzc9I/FrrtWtGXFkrtfuc9tiMX+asmypbBCyk2UQuhG7kP3KfX5X+/pMdc18z1zrmuuOXPmOufM6/l4fB801/meOXPOzHnPnO/5fr8bGQAABdjIfQAAgHwQIACAghAgAICCECAAgIIQIACAghAgAICCECAAgIIQIACAghAgAICCECAAgIIQIACAghAgAICCECAAgIIQIACAghAgAICCECAAgIIQIACAghAgAICCECAAgIIQIACAghAgAICCECAAgIIQIACAghAgAICCECAAgIIQIACAghAgAICCECAAgIIQIACAghAgAICCECAAgIIQIACAghAgAICCECDFstFGVaW2gtSdPdvsuuvMDj3UrH17syZNNhT9f/fuZtdea/b++24tlDPeMyiSAs5YyClICBRSd+FCs1NPNatXL7t+rqJl+vQxW7DAXQvKCe8ZFNlG7gMoUOaHr7ZqW3fqVLNWrbwf+ppKy5Yb6qL88J5BCDZyH0CBMj90tVWbutOnm222WXadHj3M7r/fbO5cs2XLzFasMPv4Y7MHHzTr2TN7WdXVOlA+eM8gJHmcsZCX2oSAK9+6S5aY7bRT1bJbbGE2fry7lNe//23WvHlVPa1D60Ly8Z5BiGo4YyFv+YZALvnWvfzyquWaNjWbMcNdwp+WVUNpuv7Age4SSCLeMwhRDWcs5C3fEMgln7pLl2Z/Ixw1yl2iZnffXVVf69KlCyQX7xmErJozFmolnxDwk0/dRx6pWqZDB7N169wlaqY6ulUzvR6tE8nFewYhq+aMhVrJJwT85FP37LOrlhk61P1r/oYMqVrPOee4f0WS8J5ByKo5Y6FW8gkBP/nU7dy5apnJk92/5u+FF6rWo3UiuXjPIGTVnLFQK5khEKT42W67qmU+/9z9a/4WLapaT5s27l+RJLxnELJqzlioFTcICi1+Nt20aplVq9y/5m/lyqr1NG7s/hVJwnsGIavmjIVacYOg0OKnWCcD1U2vh5NBsvGeQciqOWOhVvIJAT/51OVyBGqL9wxCVs0ZC7WSTwj4yacuDaLlbfFis2++cR+tHu8ZhKyaMxZqJZ8Q8JNPXW7JLE8KjbPOMmvQwKxhQ7MxY9wl/PGeQciqOWOhVvIJAT/51M3sFKZxiQrtFKYOZen10CksutasMbvppuye5CpHHuku6Y/3DEJWzRkLtZJPCPjJp66GpdBAeOnl7r3XXaJmGsoiXV8nJq0T0fPss2a77pr9vkiX225zl/bHewYhq+aMhVrJJwT85Fv30kurlmvWzOy999wl/GlZDaaXrq9B9hAtc+aY9eqV/X5Il112MXv6abdGzXjPIEQ1nLGQt3xDIJd86/7wQ/a4RC1amD33nLuU1/PPb1g2XU+XJLQuRMP335tddJHZxhtnvxdU9Avihhs2XNIqBO8ZhKiGMxbylm8I5FKbum+8seFe/Mw6RxyxYSIgTQi0fPmGyYE++cRs9OgN18wzl1XfAK0Dde+nn8zuusts662zj5FK/fpmZ55p9tVXbq3a4z2DkGzkPoACZX7gaqu2dV99NfdJp6aiOqqLuvfii2Z77eU9Rirdupm9+aZbIxjeMwjBRu4DKFDmh662Cqk7f75Z795m9ep5P/Ru0TInn2w2b567FpTap5+anXii9xip7Lij2WOPuTWKh/cMimwj9wEUKPPDV1tB6r7/vtmwYWaHHGLWrt2G+atVdDLSY9dcYzZrllureuq1XNs6qJ4uEw0alD28SLroeKmvhcacKoUw3jMoSwWcsZBoL79s1qjRhhNbjx6cSIrhoYc2DAHiBoeKfhEsWODWAGKBAEG2P/4x+wSn3s/nnbdhKA3UztSpZvvt5w0NlX32MXvlFbcGECsECLJNmmS2ySbeE95WW23oxLZ2rVsDLl0CPO203G0NrVub3Xef2fr1bi0gdggQeM2YseFauHvyU9ljD7OJE90akNWrN7QfZHa+SxeF8mWX0ZMbiUKAwN+TT2Z3Qsssxx9vNneuW6N8PfVU9phRmeW448LbV7qz6ve/39AJUX07gsz7AdQSAYLq6Vv13/6W+1u1Gts1vEUZf6v+/t137fPu3b37RmX33c0mTHCrFIc6/g0e7O0g+K9/uUsCoSFAkB9NKtS3r/91/fvvL6vr+ou//dZG9O9vVzdsaBMr9sHKzP2x5ZZmI0aE116kEXHbtvUeB10m03haQIkQIKid118369LFe/JS2XdfsylT3BqJsrYiFG699VZr0aKF7VLxmk+rKHdXlFl6/bpjbcCA8O5Ymz7d7IADvPtdRRM90WMcJUaAoPb0S0N9GzKnTM0sffqYLVzo1oq9559/3nbbbbeKl7hRqjSoKAdVlMsryms9ethPM2e6VYrjyy/N/vCHDeNjufu6ZUuze+4pbK4PICACBIVbtszsiiuqOh5mliZNNsyCl4BG3Q8//NCOPvroyuDILAfstJNNGzvWrVIcP/5o9ve/m22+uXf/6nLVn//MCLmoUwQIgtMorr/5jfckp6LhMR5/3K0RCz9UnJwvvvjiinP1Jp7g2LzipH7ddddVnON/dKsVx7hxZjvv7N2fKkcdZfbBB24NoOQIEBTP5Mlme+7pPeGpHHSQ2VtvuTUiad26dTZq1Chr1aqVJzjq169vZ5xxhn3xxRduteLQ0DEaQsbdfyqdOuU3lwdQIgQIiktzXNx5Z+6hwxs0MOvXz+zrr91akfHyyy/b3nvv7QmO1OWqAw6wadOmuVWKQw3vGjJGDfHuftPETrfcEt5dXUCBCBCEQ7PsXXih7yx7K4cPt3WFzrIXgvnz59tJJ53kCQ2Vtm3b2iO6dTYMCoWRIzcMFePuJwXuueeaffutWwuIBAIE4Zo92zvDXUWZUlHu7NjRpj7zjFujpFasWGGDBw+2xo0be4JDj1111VWpZUKhIWHU2dANDhV1TtSQMkCEESAojfHjzSoCQyfHeRXlwYryh4rSoaL07NmzImdmuzVCp18V+nXhBoeKfo3MC2syJQ1roqFg3NBQ0dAxGkIGiAECBKWzZo2tGz7cXtxiCxtUcbLslnHC3njjje3CCy+073XpK2Rqx1B7hhsaKp07d061g4RCQ75o6Jdctz1rqBgNGaOhY4CYIEBQciu//tru6tfP2jRo4DmBb7311nbnnXfaT2qML7Ivv/wydQeV7qRyn1d3XOnOK92BVXTqeKmhXjTkixscGhpGQ8RoqBggZggQ1Jm3337bDjroIM/JXGXPPfe0ybotuAjUV0N9NtR3w30e9fFQXw/1+QjDkilT7CcN8eIGh4omm9LQMEBMESCoc48//rjtuOOOnpO7ym9+8xv7RB0VCzR27FjbeeedPetVUe9y9TIPw5cLF9o9ffrYfRXP84EbHJreVkPBADFHgCASVq1aZUOHDrUmTZp4TvSNGjWyK664wpZp6JQ8zZw503r06OFZl0qnTp3suZA65Ol1DBkyxLaseB2HVjyX2nr+XVGWKjg23XTD0C/Ll7vVgFgiQBApCyu+ufep+ObunvRVtttuO3vwwQdtfTXDxi9evNjOO+88a9iwoae+RtC95ZZbUiPqhsH9JdWuovSpKLdVlE811EuAX1JAFBEgiKQpU6bYvvvu6wkBlS5dutjrTtuBQmHkyJG25ZZbepZv0KCBnXvuufZtSB3y3nrrLd+2nFP33NPmFqktB4gaAgSRpV8a999/v7Vu3dpzYq5Xr5717dvXFi1aZBMnTrTdd9/ds4xK9+7d7d1333VXXRRff/219evXLxVQ7vOGeTcZEBUECCJv6dKldvnll6faQtwTda5LVSodOnSwpzRPeQjWrFljw4cPty222MLzvKXszwLUNQIEsTF37lw7/vjjPSftzNK0aVO75pprbHVIHfKeeeYZ69ixo+d5VY488kibw5SyKCMECGJHl6z22GMPzwlcZf/997cZIYwhpaFWNOSK+3wqCpTxGqoFKDMECGJJbQsDBgzI2f6gx8455xz75ptv3Gq1pktRF1xwQerSlPs8uoR14403pi5pAeWIAEGsfffdd3b++efnbAtp3ry5DRw40FauXOlWq5EC6o477kg1hrvrVUCdddZZqUZ0oJwRIEiEWbNm2eGHH+452aeDpDZ3Q02aNCk1lIq7HhXdrqshWAAQIEiYcePG5Ry65IUXXnAX9dCQKRo6xa2r0q5du1RHQQBVCBAkjgZPPOWUU7IC4J133nEXq6QhUjRUSq7bhDW0ioZY0RAlALIRIEikJ554IisIcnUmVEdFDY2iIVLc4FBRCGloFQC5ESBIpJoC5LXXXksNieKGhoqGUHn11VezlgfgRYAgkfwCREOfnHrqqamhUNzg2HbbbVNDp1Q3WCOAKgQIEskNkOnTp9vf/va3VE91NzjU9qGhUjRkCoD8ESBIJDdA2rRp4wkOFQ2N8vHHH7vVAeSBAEEiuQHiFg2Fks+tvQD8ESBIJA2l7oaGylZbbWW33XZbrToWAsiNAEEiDRo0KCs4NPyIhjzR0CcAioMAQSI9+uijWQEyduxYdxEAAREgSCS3DcTtBwIgOAIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIBAgQPgIEiUSAAOEjQJBIY8aMyQqQGTNmuIsACIgAQeKMHTvWttpqq6wA6dSpk7366qvuogACIECQGDNnzrTDDjssKzjccsopp9jChQvdqgAKQIAg9hYvXmwDBgywhg0begIjV2nSpIkNHTrUVq1a5a4KQC0QIIittWvX2ogRI2zLLbf0hITCpH///vbmm2/aCSec4Pm7Srt27ezxxx93VwsgTwQIYmnChAm2++67e0JBpXv37p67riZNmmR77rmnZ1mVgw8+2N5+++2s5QHUjABBrHz00Ud23HHHeUJApUOHDvbUU0+5VSr99NNPdscdd9jWW2/tqdugQQM766yz7Ouvv3arAfBBgCAWli5dapdddpltsskmnpN/s2bN7JprrrHVq1e71XL6/vvv7YILLrCNN97Ys67mzZvbjTfeaGvWrHGrAXAQIIi09evX23333WetW7f2nOzr1atnp512mn3++edutbzMnj3bevbs6VmvSseOHW38+PFuFQAZCBBE1iuvvGL77LOP5+Su0rVrV5s6dapbpSDPPPNMKjDc51A58sgjbc6cOW4VAEaAIIIWLFhgvXv39pzMVdq0aWOjR492qwSmS1bDhw+3LbbYwvOcutR14YUXpi59AahCgCAyVq5caX/9619ts80285zEN910Uxs0aJAtX77crVZUakTv169fqlHd3QY1vt95552pxngABAgiQmNX7bDDDp6TtsqJJ55on376qVslVG+99ZYddNBBnm1R2WuvvWzy5MluFaDsECCoU+ro161bN89JOn2ifvHFF90qJfXYY4/Zjjvu6Nm2ugo2IEoIENSJr776ys4880yrX7++58TcsmVLu+uuuyJzqUiX1oYMGVKnl9aAKCJAUFJr1qy1m2++07ex+qKLLopsY7UGYezTp49nu1XUuP/QQw+5VYBEI0BQMpMmzbIDD+xvzZvvZQ0bNss6Affq1Ss2t8tOmTLF9/bi/fbbz15//XW3CpBIBAhC98kn39uAAePt5z8fZu3b97NWrQ6zJk3ap064u+66qz377LNulchTB8f777/ft4Nj3759bdGiRW41IFEIEIRmyZLVdsMNU6xLl3vsl7+8K1U6dbrM2rb9nbVr191uvfX22A8Zkh5ipVGjRp4gadq0aa2GWAHihgBB0a1bt96eeGKWHXrog5XBkS6/+MVwu+KKR23x4iVutVibO3eu7yCP7du3r3aQRyCuCBAU1bRpi+ykk57wBIfKWWf9yz744Fu3SqJMnDix2mHmmZsdSUKAoCg++2yJXXLJfzyhoXLMMY/ahAkfu1USSxNdjRw5MudEV+rhfu6559q33yY7SFEeCBAEsmLFGrvttjesa9dRnuA48MB7bdSoN+3HH6PRn6PUNNXueeedl3Oq3RYtWtgtt9ySChsgrggQFGT9erOnn/7AevYc7QmOffa5y668cpJ99RWd62TWrFnWo0cPT4iodOrUyZ577jm3ChALBAhq7d13v7K+ff/PExwqenzGjC/dKqgwbtw423nnnT0honLUUUfZBx984FYBIo0AQd70i0K/LPQLww0O/RLRLxL9MoG/H3/80f7+97/b5ptv7gkRzbb45z//2X744Qe3GhBJBAhqpDYMtWWoTcMNDrV9qA1EbSHI35dffmlnnHFGzrHAWrVqZffcc4+tW7fOrQZECgGCaunuKd1F5QaHysUXP5+6+wqFmz59uh1wwAGeEFHp3Lmzvfzyy24VIDIIEOSk/hrqt+GGhor6eai/B4rnkUcesbZt23pCROWkk06yefPmuVWAOkeAIMv336+ya6552fbd925PcKhnuXqYq6c5im/FihU2ePBga9y4sSdE9NhVV12VWgaICgIEKWvXrqv4FvyuHXLI/Z7g0FhWGtNKY1shfPPnz7eTTz7ZEyIq22+/vT388MNuFaBOECCwKVMW2AknPO4JDhWNoqvRdFF6av/Ye++9PSGisv/++9u0adPcKkBJESAZMk+ctRWkbi7uifyuu6a7i/jKd1vmzfvezj//Wc9zqfz6149VnMDmu1VQYroTa9SoUak7s9wQ0R1cupPriy++cKsBJUGAZMj3xJtLkLq5uCf0bt3us8WLV7qL5ZTPtjzwwNtZw6yny8EH328PPTQjdUkL0bFkyRK7+OKLU31F3CBp1qyZXXfddak+JkApESAZ8jnx+glSNxf3xK5y3XX/dRfLqaZtURC5jeT699ChL+UdUqgbH374oR199NGeEFHZaaedbOzYsW4VIDQESIaaTrzVCVI3Fzc8VPSLYcGCmvtd1LQtK1euzWos79dvnM2e/Y27GCLs+eeft912280TIiqHHXaYzZw5060CFB0BkqGmE291gtTNJXN95577dOX/X375BHdRj3y2Zc6cb+yWW16zSZM+df+EmNBIvrfeemtqZF83RDQC8IABA1IjAgNhIUAy5HPi9ROkbi6Z65s16+vK8af0X/27OsXeFkSb5hbp379/zmHjNSfJiBEjGDYeoSBAMgQ58Qapm4u7vssum1D5b/0iqY5bF+Xh3XfftUMPPdQTIio/+9nPbMKEmn+9ArVBgGQIcuINUjcXd31q+/jVr6rumnr11YVOjSpuXZSXf/7zn9ahQwdPiKgce+yx9tFHH7lVgIIQIBmCnHiD1M0l1/quvfa/lY/9/vdP+g6dnqsuysvq1att2LBhqVt83RDRrcCXXnpp6tZgIAgCJEOQE2+QurnkWp9usc0cUn38+A8zalTJVRfl6fPPP7fTTjvN6tWr5wmSbbbZxu677z6GjUfBCJAMmSfeIKUY/NZ3xx3TKh/XMOtr1ng//H51Ub6mTp1qXbt29YSIyg477GCjR492qwA1IkAyuEFQaCkGv/Vp4qYePR6s/JsGQHT51QUUFG3atPGEiMrkyZPdxYFqESAZ3CAotBRDdesbM+a9yr8ddtiDtnz5j1l/r64usHz5chs0aJA1atQoK0D+8pe/uIsC1SJAMgQ58Qapm0t169Nlq8xZAjWlbKbq6gJp6s2eGSAME4/aIkAyBDnxBqmbS03re/bZjyr/fsAB99o331RNNFRTXUA03ElmgDz22GPuIkC1CJAMQU68fnUXLVpq48bNsSuvnGS9ez9lRxwxOjWmVffuD9gf/jDO7r33Lfvhh1VZdcRvfWm6hVe38qaX0SyCaTXVBYQAQVAESIYgJ16/upmP+xW1Y7z+enbHQL/1ZVJnwvQy6mSo+T0kn7oAAYKgCJAMQU68fnX1b/3i0C+QV16Zn5pzXKPhajyrSy+tGp6ka9dR9vHH32XVy7U+V//+z1Qud8kl/0k9lm9dlDcCBEERIBmCnHj96l500XOpy1h+dOkpXW/gwImVj/utz5U50KLKe+99lXddlDcCBEERIBmCnHgLrfvZZ0sq6x1++EOVj9dmfRriPb3sWWf9q1Z1Ub4IEARFgGQIcuIttO6PP/5UWW+//e6pfLw269NAi7mmp82nLsoXAYKgCJAMQU68hdb94INvK+sdffQjlY/Xdn2a7tYNj3zrojwRIAiKAMkQ5MRbaN3MNpCrr36p8vHark8DLXbrdh8BgrwRIAiKAMkQ5MRbSN233/7C9t337lQd/beQu7Ay3Xln1UCLta2L8kOAICgCpI58/fWKVKfC9In+xhtfdRcBQkWAICgCpA4sXfqjnXzyE5XhoR7qq1czZzVKiwBBUARIia1atdbOOGNsZXj07DnavvpqubsYEDoCBEERICWkW3b/3/8bXxkeGgRRHQGBukCAICgCpER++mmd/elPz1eGhxrNX355vrsYUDIECIIiQEpg3br1NmjQC1l3R40dO9tdDCgpAgRBESAlMGxYdie/Bx54210EKDkCBEERICH73/+dmhUet976ursIUCcIEARFgIQsMzzyKdyRhVIhQBAUARIyNyBqKgQISoUAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZYoAQVAECFCmCBAERYAAZWrSpElZAXLttde6iwDVIkCAMrNq1Sq7+uqrbdNNN80KkPr161v//v3t22+/dasAOREgQBn5xz/+Ye3atcsKDre0aNHCbr31Vlu7dq1bHchCgABl4J133rGDDz7YExYqm2yyiecxld12282ef/55d1VAJQIESLBvvvnGzj77bGvQoIEnILbaaiu7/fbb7aeffrKxY8faTjvt5FlG5eijj7YPP/zQXTVAgABJtGbNGrvpppusefPmnkDYeOON7Y9//KN99913WXV+/PFHu+6662zzzTf31NGvlIsvvtiWLFmSVQfljQABEubZZ5+1XXfd1RMCKkcccYS9//77bpUsX3zxhZ1xxhmpRnW3fqtWrWzUqFG2bt06txrKEAECJMScOXOsV69enpO+yi677GJPP/20W6Va06ZNswMOOMCzLpW9997bXn75ZbcKygwBAsTc999/bxdddFHq0pR7ot9iiy3shhtuSF3SKtQjjzxibdu29axb5aSTTrL58+e7VVAmCBAgptT4fdddd1nLli09J3ZdfjrzzDPtq6++cqsVZMWKFXbVVVdZ48aNPc+lxwYPHpxaBuWFAAFi6MUXX7S99trLczJX6datm7355ptulaKYN29e6leH+5wq+pWiXysoHwQIECOffvqpnXjiiZ6Tt8oOO+xgY8aMcauEQu0fnTt39myDitpN1H6C5CNAgBhYvny5DRo0yDP8iMpmm21mf/3rX23lypVutVDpTqx77rkndWeWu026hKY7ub788ku3GhKEAAEibvTo0damTRvPSVqld+/etmDBArdKSf3www+pPiK5erSrT4n6lqiPCZKHAAEiaurUqbbffvt5Tsoq++yzj73yyitulTql3urqte5uq8rOO++c6u2OZCFAgIj5/PPP7bTTTrN69ep5TsStW7e2++67z9avX+9Wi4znnnvOOnXq5Nl2lR49etisWbPcKogpAgSIiNWrV9s111xjzZo185x4dXnosssus6VLl7rVIkkj+d5yyy2pkX3d19KwYUM777zzbPHixW41xAwBAkTAU089ZR06dPCcbFWOO+44++ijj9wqsaC5Rc4999ycgzluueWWNnLkSIaNjzECBKhD7777rnXv3t1zclXZfffdbcKECW6VWKrpdU6cONGtghggQIA6oG/mmv1Pl3PcE6q+mY8YMSKR38xr+qU1d+5ctwoijAABSkihoNn+/NoGBgwYkPi2gXRbT9OmTT37IG5tPeWOAAFKRLP7aZY/96Spcthhh9nMmTPdKommu8369u0b27vNQIAAoauuf4RmASz3/hE19XeZMmWKWwURQYAAIdHsffTQzt9DDz3k2+O+T58+tnDhQrcK6hgBAhSZxojSrH3VjRGlWf/gVdOYX0OGDCn5mF/wR4AARaRRajVbn3vyU9l///0ZpTZP1Y06vOOOO9pjjz3mVkEdIECAItCsfCeffLLnZKfCPBmFmzx5crXznrz11ltuFZQQAQIEoFn4NBuf30x9msWPmfqCSc+8uPXWW3v2sS4J9uvXr2gzL6J2CBCgQDXNFa7Z+6JIbQi6RKSiO5z0LV//TT8W1TaGsOd+R+0RIEAtqR1Ds+65JzEVzdKndpC6pJPoe++9l+r1rTu91NfiV7/6lTVv3tyzvdUVLa96qq/1aH1ab12fpOfMmWNHHnmkZ3tVOnbsaE8//bRbBSEhQIA8aXY93UGlyybuiUt3XGl2Pt2BVRemT59u119/vfXq1StnD+9iFq1fz6Pn0/PWlfHjx9uuu+7q2T6Vnj172uzZs90qKDICBKiB+mroG7j6brgnKvXxUF8PzcpXShoO5Mknn7Tf/va3tf5lUeyi59d2aHu0XaWkX0M33nhjzn2gS10XXHCBfffdd241FAkBAlRj3Lhxqdn03JOTylFHHZXqZV5Kr776amoQRg246G6PX1Hjs24hPvvss1Nzpw8dOtQeeOCBVNHlHrWB6L/px/R3LaflVS9X47Vf0XZp+7SdpfTNN9/YWWedlXPYeG3/HXfckWqMR3ERIEAOmjVPs+e5JyMVzbanWfdKRd/qNW/GLrvs4tkWt2gMKc2Tfuedd9rrr79etIEZtR6tT+vV+vU87nO7Rdur7S7lr5K3337bDj74YM+2qPz85z+3SZMmuVUQAAECZNCJUrPl5RpmXSPoapa9Ug2zrl7Zw4cPr/Zk3ahRIzvmmGNSw7+XeqpYPZ+eV8+v7XC3LV20/Xodej2l8o9//MPatWvn2RaVE044wT755BO3CgpAgAC2YZh1fVvOdWlIl0U0q57m8CiFZcuW2dVXX13tpaOuXbva7bffXrRfGEFpO7Q92i53W9NFr0evS6+vFFatWpW6HNekSRPPtijw/vKXv5RsW5KKAEHZ02x4mhXPPcmoaBY9zaZXKmqI9utbol9AAwcOLHm7S21p+7SdueY8UdHr0+sslc8++8xOOeWUnMPGb7fddvbggw8ybHyBCBCULc1+p1nw3JOKimbNU7+HUtG2+PVtaNmypQ0bNiw1um+caHu13dp+9zWp6PWWcgZCNeyrX4u7HSpdunSx1157za2CGhAgKDua7U6z3uUaZl19HDRbXqkafnXpTJdZco0+q7aDm2++OfZDoWj79TpyteXodev1l6pdSb80dKfZtttu69kW/UI59dRTU79YkB8CBGVDJw/NcpfrRKaTh3pcL1q0yK0WGs1vceCBB3q2RQ34F154Yex+cdREr0evK9cNCtoPpZzvQ18idJktV+O/vkSoraZUXyLijABBWdBYT5rdzj1ZqGg2PN2iWkrqRZ2rkVz9Lt555x138UTR69PrdF+79of2Syl9/PHH9utf/9qzLSrt27e3J554wq2CDAQIEk3fajWbnXtyUNHsd5oFr5R0qUaXz9wG3WbNmqWGQimXxly9Tr1eve7M/aD9ov1TqktaaS+88ILtsccenveIyiGHHJL4UC8UAYLE0jfLXD2Tdd1ds96Vsl+C6Pk0hpS7PZrv4oMPPnAXLwt63bnm+9B+KvXxUU913Yq81VZbebZHwfbLX/4ysiMV1xUCBImkhlL3JKCiWe40ZHmpqQ+JLpW526PhQtRfoZzp9Ws/uPtG+6tUfW8yaeys888/P+ew8aeffrq7eFkjQJBI1157bdYHX6O2asynuqDZCjX8Seb2aH7vRx991F20rGl/aL9k7iftN+2/uvD+++/b4YcfnrU9Rx99tLtYWSNAkEhq/Mz84NfVNWwNKb799ttnbYt6u5d6sMG40H5xRwPQ/qvLodkzt0WXPlGFAEEiuQFSyt7kafrm7IaH/l3qMaviRvsn136rq18imdtx5ZVXun8uawQIEqmuA0TX7nfbbbesbdC/FyxY4C6KHLSfcu2/umgTIUD8ESBIpLoMEPW81tAY7slPc1Ygf9pfbohov5a6Zz4B4o8AQSLVVYCo/4I7ppUGD+SXR2G039zBJbV/S9lPhADxR4AgkeoqQNQJLvN51SBMm0cw2n9uw7r2c6kQIP4IECRSXQSIhuGoX79+5XPqllTutioO7cfMW3y1n0s17AkB4o8AQSKVOkA0ZIo7ttWYMWPcxRCA9mfm/tX+LsUAjASIPwIEiVTKANH1eHdU3XPOOcddDEWg/Zq5n7Xfw24PIUD8ESBIpFIGyJAhQ7KeS2M7lfvwJGHRfnXHztL+DxMB4o8AQSKVKkA0o17mZFAaXbZcB0YsFe3fzFF8tf/DnNmQAPFHgCCRShUg7i27GqIc4dN+ztzvOg5hIUD8ESBIpFIEyJNPPpn1HJokqVzm86hr2s/upFQ6HmEgQPwRIEiksANk2bJlWR3cNE1rXQ3YWK60vzOnx9Xx0HEpNgLEHwGCRAo7QDRndub6Ndc3Sk/7PfM46LgUGwHijwBBIoUZIJopL7PPx7bbbmtLly51F0MJaL9r/6ePhY5LsWcyJED8ESBIpDADZPjw4Vnrvummm9xFUELa/5nHQ8enmAgQfwQIEimsAFE/hMxvvC1btiz56LDIpv2v45A+Jjo+xeyHQ4D4I0CQSGEFyMiRI7PWO2zYMHcR1AEdh8zjouNULASIPwIEiRRWgHTs2LFynS1atLAlS5a4i6AO6DjoeKSPjY5TsRAg/ggQJFIYAaIRYTPXOXDgQHcR1CEdj8zjU6yRkAkQfwQIEimMAOnfv3/l+urVq8eQJRGj46Hjkj5GOl7FQID4I0CQSMUOkNWrV2dNatS1a1d3EUSAjkv6GOl46bgFRYD4I0CQSMUOEHfYkttvv91dBBGg45J5nIoxvAkB4o8AQSIVO0BOPPHEynU1atTIFi9e7C6CCNBx0fFJHysdt6AIEH8ECBKpmAGybt26rMtXxx57rLsIIkTHJ32sdNx0/IIgQPwRIEikYgbIm2++mbWuESNGuIsgQnR8Mo+Xjl8QBIg/AgSJVMwAueGGG7LWNWvWLHcRRIiOT+bx0vELggDxR4AgkYoZIL169apcT+vWrd0/I4J0nNLHTMcvCALEHwGCRCpWgKxZs8aaNm1auZ7evXu7iyCCdJzSx0zHT8exUASIPwIEiVSsAJk5c2bWeu6++253EUSQjlPmcdNxLBQB4o8AQSIVK0CeeuqprPUUa3gMhMsddkbHsVAEiD8CBIlUrABxR3ml/0c86DhlHrcgoyYTIP4IECRSsQKkb9++levQnBOIj8w5QnQcC0WA+CNAkEjFCpAuXbpUrqNbt27unxFhOl7pY6fjWCgCxB8BgkQqVoBk9kA/88wz3T8jwnS80sdOx7FQBIg/AgSJVIwAWb9+vdWvX5+TR0zpeKWPnY6jjmchCBB/BAgSqRgBsnTp0qx1XH/99e4iiDAdr8zjp+NZCALEHwGCRCpGgCxatChrHXfccYe7CCJMxyvz+Ol4FoIA8UeAIJGKESBz5szJWsfDDz/sLoII0/HKPH46noUgQPwRIEikYgTItGnTstYxbtw4dxFEmI5X5vHT8SwEAeKPAEEiFSNAXnrppax1TJgwwV0EEabjlXn8dDwLQYD4I0CQSMUIEH6BxBu/QMJHgCCRihEgtIHEG20g4SNAkEjFCBDuwoo37sIKHwGCRCpGgNAPJN7oBxI+AgSJVIwAoSd6vNETPXwECBKpGAEijIUVX4yFFT4CBIlUrABhNN74YjTe8BEgSKRiBQjzgcQX84GEjwBBIhUrQJiRMJ6YkbA0CBAkUrEChDnR44k50UuDAEEiFStAZs6cmbWeu+++210EEaTjlHncdBwLRYD4I0CQSMUKkDVr1ljTpk0r19O7d293EUSQjlP6mOn46TgWigDxR4AgkYoVINKrV6/K9bRu3dr9MyJIxyl9zHT8giBA/BEgSKRiBsgNN9yQta5Zs2a5iyBCdHwyj5eOXxAEiD8CBIlUzAB58803s9Y1YsQIdxFEiI5P5vHS8QuCAPFHgCCRihkg69aty+qRfuyxx7qLIEJ0fNLHSsdNxy8IAsQfAYJEKmaAyIknnli5rkaNGtEfJKJ0XHR80sdKxy0oAsQfAYJEKnaAPPnkk1nru/32291FEAE6LpnHScctKALEHwGCRCp2gKxevTrrMlbXrl3dRRABOi7pY6TjpeMWFAHijwBBIhU7QKR///6V66tXr5598MEH7iKoQzoeOi7pY6TjVQwEiD8CBIkURoC4w2MMHDjQXQR1SMcj8/gUa9gZAsQfAYJECiNApGPHjpXrbNGihS1ZssRdBHVAx0HHI31sdJyKhQDxR4AgkcIKkJEjR2atN8goryged9RkHadiIUD8ESBIpLACZNWqVbbttttWrldzTqxYscJdDCWk/Z8594eOj45TsRAg/ggQJFJYASLDhw/PWvdNN93kLoIS0v7PPB46PsVEgPgjQJBIYQbI8uXLbeutt65ct77xLl261F0MJaD9nvmLUMdFx6eYCBB/BAgSKcwAkauvvjpr/RdeeKG7CEpA+z3zOOi4FBsB4o8AQSKFHSDLli2ztm3bVq6/YcOG9s4777iLIUTa39rv6WOg46HjUmwEiD8CBIkUdoCIO7zJ/vvvb+vXr3cXQwi0n7W/M/d/MYYtyYUA8UeAIJFKESBy5JFHZj3PPffc4y6CEGg/Z+53HYewECD+CBAkUqkCZO7cubbppptWPk+zZs0Y4iRk2r/az+l9rv2v4xAWAsQfAYJEKlWAyJAhQ7Kea6+99ipqPwRU0X7V/s3c39r/YSJA/BEgSKRSBsjatWvtwAMPzHq+c845x10MRaD9mrmftd+1/8NEgPgjQJBIpQwQWbhwYVbfEJUxY8a4iyEA7c/M/av9rf0eNgLEHwGCRCp1gMj48eOtfv36lc+52WabFW1E2HKn/aj9md632s/a36VAgPgjQJBIdREgctlll2U9ryY1mjVrlrsYakH7L3MyLxXt51IhQPwRIEikugoQXY93b+1VB7cFCxa4iyIP2m+ZHTZVtH/DbvfIRID4I0CQSHUVIKLRYbt06ZL1/Lvttpt988037qKohvaX9lvmftR+LfXoxwSIPwIEiVSXASLffvut5+Snf/NLJD/aT7n2n/ZrqREg/ggQJFJdB4jMnz/ftt9++6zt0L9pE6me9k+u/ab9WRcIEH8ECBJH18f79OmT9cG//vrr3cVKYvbs2Z6ToRqEuTsrN+0Xt8Fc+0/7sS68/PLLWdtC/55sBAgS5T//+Y/n0ke6dOvWzd566y23Suj0zblTp05Z26JbUh999FF30bKm/ZF5q66K9ltd/PLQc5500kme99ARRxzhLlrWCBAkwocffmjHHHOM5wPvFvUf6Nevn3311VfuKkKla/f77befZ3vOPvvssh/2RK9f+8HdN9pfpW7zUAP94MGDrXHjxp7tqVevno0bN86tUtYIEMTakiVL7JJLLrFNNtnE84Fv2rSp/eIXv7CNN97Y87ctttjCbrjhBluzZo27ytBoprxevXp5tkVjO5XrAIx63e7YViraT8WeWbAmjzzyiOeW4XTp2bOnzZgxw61S9ggQxNK6devs3nvvtW222cbzYdevjNNPP92++OKL1LJz5szJeeJW2WWXXezpp5921h4etc+oE5y+zWZuh0aX1RDl5TKfiF6nXm/mqLoq2i/aP6Xs5zFt2jQ74IADPO8Nlc6dO6faQZAbAYLY+e9//2t7772358OuokmG3njjDbdKioa+2HXXXT11VHRtu5QNtdoWd+ys9PYnfWZDvT53MigV7Y9SDU8iX375pZ1xxhlZw8+kS6tWrWzUqFGpLyrwR4AgNtSwefLJJ3s+7Cq6U+fhhx92q3joktWNN95ozZs396xDl7ouuOAC++6779xqodBAgO4oviqaplVzfevyXJLo9eh1ZU5Dmy7aD6UYGFF+/PFHu+6662zzzTf3bIcuhV588cX2ww8/uNWQAwGCyKuuYVOPXXXVVbXunaxezmeddZY1aNDAs059E77jjjvsp59+cqsVnS7VDB06NGtSqnRp3bq13XzzzbV+bVGj7dfr0OtxX6Net15/qS5ZjR071nbeeWfPdqgcffTRqZsxkD8CBJGmWzv9GjZ/97vf2bx589wqtfL222/bwQcf7Fm3ys9//nObNGmSWyUUmlHPHUMrXVq2bGnDhg2L3S8Sba+2W9vvviYVvd4wZxLMNHPmTOvRo4dnG1R0q/Bzzz3nVkEeCBBE0vTp03Ne3lFRw+ZLL73kVgnkH//4h7Vr187zXConnHCCffLJJ26VUDz55JO+gdmiRQsbOHBg5L8la/u0ndpe9zWo6PXpdZbC4sWL7bzzzst52Uzbd8stt5Ts108SESCIFDVs/uEPf8jZsKlvsrpzJ6yGTfVH0OWUJk2aeJ67UaNG9pe//MWWLVvmVis6PcfVV1+ds5E9Xbp27Wq333576gQZBdoObY+2y93WdNHr0esqxT5UKIwcOdLTq11Fly3PPffckvcxSSICBJGghs2///3vvg2bf/7zn0vWsPnZZ5/ZKaec4rnVVmW77bazBx98sCS326ofxPDhw3O2HaSLgk0dKEeMGFHyMbb0fHpePb+2w922dNH263WUql/HxIkTbffdd/dsh0r37t3rZFy0pCJAUOfUu9evYfOoo46qs052GpfpV7/6lWebVPT4a6+95lYJxerVq1PfptVnxd0Ot+hk3bt3b7vzzjvt9ddfL9ovFK1H69N6tf7qQi1dtL3abm1/Kag95bjjjvNsh0qHDh3sqaeecqsgIAIEdUbfYA8//HDPh10lKg2b+qXxwAMP2LbbbuvZRv1COfXUU1O/WEpFoda/f/+cl2b8ii4dqd+Fhgv561//mrpMp9ekok6UkydPTv03/Zj+ruW0vOpVdynNLdoubV8pB4tcunRpqvOh32gE11xzTclCrNwQICg5fZs9//zzfRs2dctnKYcYyYeu26thONelGp2kdG2/lCcpPZcaon/729/m7NNSyqLn13Zoe0q5DxTu9913X85fQwr3vn372ueff+5WQxERICgZ9au47bbbbKuttvJ84NWwqaGyoz5r38cff2y//vWvPduvoru4NA9JXdBdaxqyXkO2KNDcbStm0fr1PHo+PW9dmDJliu2zzz6ebVPRIIxTp051qyAEBAhKQg2be+yxh+fDrnLIIYfEbqC6F154IdVPxH0t6ddTl8OR6Nfbe++9l7rmrx7X+iauNpva/lLR8qqn+lqP1qf11uWvQ/VWVxuMu60qbdq0sYceesitghARIAiVGjaPP/54z4ddpX379iXrDxAG/aLSrat+v6jUhhDFX1QrV660Tz/9NFX0TV5tIPpv+jH9PWq0TUOGDPHMF6Ki3uyDBg0q2V1eqEKAIBRq2Lz88st92wz+9re/lfR6eZg0dtYf//jHnMPG61v8TTfdVKff2uPusccesx133NGzb1VOPPHEVOihbhAgKCo1bN5///3VNmwuWrTIrZYI77//fmpUX/d1q2gU4Geffdatgmpo9kjNIunuSxXNIaJfTqhbBAiKRpdB9t13X8+HXaVLly6pfgTl4F//+pdvn43/+Z//qbN+LXGh2SI1a2Su0Qh0S/Fdd91VkoEuUTMCBIGpYbNPnz6eD7tKKXtuR4l61usuJc186O4TXer605/+VLKe9XGhy3yaJdJvn1100UX2/fffu9VQhwgQFKymsaOuuOKKkox7FGX6Nn3mmWfm/Datsb3uvvvu0Mb2ihN1ZPT71aZbhjWrJKKHAEFBHn/8cd+Gzd/85jclG702Lt58803f0YU1b/uLL77oVikLmgVS8427+0RF7UalnKEQtUeAoFbUsHnQQQd5Puwqe+65Jw2bNRgzZoztsMMOnn2not7c5XJHke5c0+yPfneuadZI7lyLPgIEefn6669TDZt+M/hpkD0aNvOjPg0aa8qvT8OVV16Z2D4Neo9otsdc42vpvaVZIqPYdwa5ESColr4Faihuv4ZNzXFNw2ZhFixYYL///e89+1VFvapHjx7tVok1ze7o13tfs0JqdkjECwECX88884x17NjR82FX0XSkun6N4F555RX75S9/6dnHKpqgKe7jOqk9TLM6uq9NReOHaTZIxBMBAo/qGjYVKAoWFJfuxLr33nttm2228exzdcA87bTTYjeyrO7A0yyOuUYj0J17uoNPd/IhvggQVNKlKF2SytWwqUtYupRFw2a4lixZYpdeemnOuS2aNWtmw4YNS/UxiTL1+VHfH/UBcl+DwlCzPZZyDhWEhwBBqmFTjeB+DZtqPFcjOkrno48+smOPPdZzPFQ0u94///lPt0okaJZGjTrgbrOKRvYt5URTCB8BUuZ0261uv3U/7Cq6XZeGzbo1YcIE+9nPfuY5NiqHHnpoanj1KNAvCs3OmGseec3mqJkOy200gnJAgJQpNWyqw5/7YVdRB0F1FEQ0rF271kaMGJFzGlvN6qgpZL/99lu3WkloRGXNxphrEiu1fWgWR43MjGQiQMqMGjY1xAgNm/GjqYAHDBjgOxXwrbfemgqbUtHsi7qLyt0WFc3aqNkbkWwESJmormFTRYMhalBERN/MmTPtsMMO8xxDld12282ef/55t0pRabZFzbroPreKZp3UbI0oDwRIGdAw6n4Nmxp+XcOwI37+7//+z3baaSfPMVU55phj7MMPP3SrBKIe4pplMddoBJqVUbMzMhpBeSFAEkwTN2kCp1wNm5rwSRM/0bAZb7ql99prr03d4useY90KfMkll6RuDQ5Ct25rVsVcc6rrlm/NxqixrVB+CJAEUsOmpoz1a9jUVLM0bCbLF198YaeffnrOYeNbtWplo0aNKmjY+H//+9+pUXHddaocfvjhqVkYUb4IkIR58sknrX379p4Pu8rxxx9vc+fOdasgQd544w3bf//9PcdeZe+997b//ve/bpWcNGuiZk9016GieTs06yJAgCTEjBkzqm3YnDhxolsFCfbwww/b9ttv73kvqJx88sk2f/58t0qKZknUbIm5RiPYfPPNU7MsRr0nPEqHAIk5NWyec845vg2bt912Gw2bZWrFihV21VVXWePGjT3vDT02ePDg1DKiy1uaHVGzJLrL6rKYZlXU7IpAJgIkptSwefPNN6fu/3c/8OoncP7559OwiZR58+bZ7373O8/7RKVt27ap+Uc0K6L7NxXNoqjZFIFcCJAY0mi5uSYjUlHD5qxZs9wqgL300kvWuXNnz3smV9GsiZo9EagOARJDxx13nOcDv/POO9u4cePcRYEsulR1zz335LxUpaIvJpotUbMmAjUhQGJIfTsyP/TqB0DDJmpDjeUauj+zj5A6H2qWRCBfBEgM6RtiZoDQSI5C6bKWguORRx5x/wTUiACJIQIEQBQQIDFEgACIAgIkhggQAFFAgMQQAQIgCgiQGCJAAEQBARJDBAiAKCBAYogAARAFBEgMESAAooAAiSECBEAUECAxRIAAiAICJIYIEABRQIDEEAECIAoIkBgiQABEAQESQwQIgCggQGKIAAEQBQRIDBEgAKKAAIkhAgRAFBAgMUSAAIgCAiSGCBAAUUCAxBABAiAKCJAYIkAARAEBEkMECIAoIEBiiAABEAUESAwRIACigACJIQIEQBQQIDFEgACIAgIkhggQAFFAgMQQAQIgCgiQGBpaESANK4IjXQgQAHWBAImhhysCpFdFcKTLOgIEQB0gQGLotYoAuakiONJlPQECoA4QIDH0VUWAvFcRHOlCgACoCwRIHFUEiFUER2UhQADUAQIkjggQABFAgMQRAQIgAgiQOCJAAEQAARJHBAiACCBA4ogAARABBEgcESAAIoAAiSMCBEAEECBxRIAAiAACJI4IEAARQIDEEQECIAIIkDgiQABEAAESRwQIgAggQOKIAAEQAQRIHBEgACKAAIkjAgRABBAgcUSAAIgAAiSOCBAAEUCAxBEBAiACCJA4IkAARAABEkcECIAIIEDiiAABEAEESBwRIAAigACJIwIEQAQQIHFEgACIAAIkjggQABFAgMQRAQIgAgiQOLr++qrwaNzYbP16dwkACB0BEkcLFpjtuOOGABk82P0rAJQEARJn333nPgIAJUOAAAAKQoAAAApCgAAACkKAAAAKQoAAAApCgAAACkKAAAAKQoAAAApCgMTF7Nlm111nduihZu3bmzVpsqHo/7t3N7v2WrP333drVS9zPK3aClIXQCLw6Y+6hQvNTj3VrF697JN2rqJl+vTZMNRJPoKEQJC6ABKBT3+UTZ1q1qqVNyhqKi1bbqhbkyAhEKQugETg0x9V06ebbbZZ9om6Rw+z++83mzvXbNkysxUrzD7+2OzBB8169sxeVnW1juoECYEgdQEkAp/+KFqyxGynnapO0FtsYTZ+vLuU17//bda8eVU9rUPr8hMkBILUBZAIfPqj6PLLq07OTZuazZjhLuFPy6pxPV1/4EB3iSpBQiBIXQCJwKc/apYuzf4VMWqUu0TN7r67qr7WpctduQQJgSB1ASQCn/6oeeSRqhNzhw5m69a5S9RMdXR7b3o9WmcuQUIgSF0AicCnP2rOPrvqxDx0qPvX/A0ZUrWec85x/7pBkBAIUhdAIvDpj5rOnatOzJMnu3/N3wsvVK1H68wlSAgEqQsgEfj0R81221WdmD//3P1r/hYtqlpPmzbuXzfIDIEgBUBZ4tMfNZtuWnViXrXK/Wv+Vq6sWk/jxu5fN3CDoNACoCzx6Y+aYgWI6qbXQ4AACAGf/qipq0tYtRWkLoBE4NMfNTSiA4gJPv1Rw228AGKCT3/UZHYk1FhWhXYkVCfE9HroSAggBHz6o0ZDmWjwxPTJ+d573SVqpuFP0vU1lInWmUuQEAhSF0Ai8OmPoksvrTo5N2tm9t577hL+tKwGYEzX18CMfoKEQJC6ABKBT38U/fBD9lhWLVqYPfecu5TX889vWDZdT5extC4/QUIgSF0AicCnP6reeGND/43ME/URR2yYPEqTSC1fvmFCqU8+MRs92uzII7OXVX8SraM6QUIgSF0AicCnP8pefdVs662zT9b5FNVR3ZoECYEgdQEkAp/+qJs/36x3b7N69bxB4RYtc/LJZvPmuWvJLUgIBKkLIBH49MfF+++bDRtmdsghZu3abZjzXGXHHTc8ds01ZrNmubWqFyQEgtQFkAh8+gEABSFAAAAFIUAAAAUhQAAABSFAAAAFIUAAAAUhQAAABSFAAAAFIUAAAAUhQAAABSFAAAAFIUAAAAUhQAAABSFAAAAFIUAAAAUhQAAABSFAAAAFIUAAAAUhQAAABSFAAAAFIUAAAAUhQAAABSFAAAAFIUAAAAUhQAAABSFAAAAFIUAAAAUhQAAABSFAAAAFIUAAAAUhQAAABSFAAAAFIUAAAAUhQAAABSFAAAAF+f/OwSlWssk1GQAAAABJRU5ErkJggg==)
PN: 4657-1-1C
CAS: 63999-87-1
Molecule Weight: 195.218
Formula: C10H13NO3
PN: 4757-1-0H
CAS: 98708-78-2
Molecule Weight: 207.273
Formula: C12H17NO2
![2-Amino-3-[3-(aminomethyl)phenyl]propanoic acid](data:image/png;base64,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)
PN: 4657-1-1D
CAS:
Molecule Weight: 194.234
Formula: C10H14N2O2
TSCA: Not listed on TSCA inventory
