| Product Number | 2615-1-25 |
| CAS | 1210-05-5 |
| MDL Number | MFCD00142732 |
| Molecular Formula | C14H10O2 |
| Molecular Weight | 210.232 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2615-1-25
CAS: 1210-05-5
Molecule Weight: 210.232
Formula: C14H10O2
![2'-Methyl [1,1'-biphenyl]-2-carboxaldehyde](data:image/png;base64,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)
PN: 2715-1-11
CAS: 7111-68-4
Molecule Weight: 196.249
Formula: C14H12O
![4'-Methyl [1,1'-biphenyl]-2-carboxaldehyde](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACKRAAAikQE37tIiAAACIXpUWHRtb2xTb3VyY2UAAHicjZRta9swEID/yqHPi2RJjp2EJCWsDAYtg7WDfRuKraSGWCqym5d/v5NfWjtZ7TkOJ5/uuZPupFvenfMDHLUrMmtWhNOAgDaJTTOzX5Ffz98mM3K3XiZohIamWJGXsnxdMHY6nWjyonN1toYmNif1/OJcZD2bk6TW7ZkIAs5+Pz48VcwkM0WpTKKRKrJFUSkfbKLKahWfhGC5csfMsNqc5e5Ye/sjAv8G9Fyk5GMvX3FugyjssoOGnXW5KuEoAopv8AX22minSp3C9oJqSUPc+3r5eG+Tt1ybEofeQ5aow1Pp3hJU5Pagkzd0hoPv9yuScwRUafONc+oCfuTVioMSoCSoENQUVAQqBjUDNQfFA/zjPEcDjhYcTfgUc37QPujz5VXjyuHz3w9MmfCFklLG0AhBoygOW9EocZf4tOL/LSeNtpEELhhvEtA49pOCSu6lpMHMy5BGwssplfPudzsf0bn0MqZx5XxORVgFwWi8q2gNWqB2iAlm7xleL7fWpJ0hZOmKbDmpUv9T7wrRZJ+Adal2mCfvwJt2AdEHfK3egc2/ANkHfGWHgbAP+HMwDEz7gD81w0DUB/wZGwbim02PALObJc2G0zrvA/7AD0fgQZ+o7scIcl3s6j6NMFf1ru/fCHNV8vq+jjDhTQJGkau61y1hOM38qvRtC2kY8cGwznVhbfPC4U1jY52ux7DXr/8CARLE9EJhVGMAAErvSURBVHhe7d0L2FVT4sfxIVGD7jUiRKko5VaIvzIy0aQ0TMx0kftkGJLkFqGGTDS5dpEyUmnMoEHTaEahjISQUTHKVHIpUuQ+6+93zHmds/Z537f3nLX3Xvuc7+d51vPMOHvts89anf17z95rrf0DAwBAHn5g/wcAALYGAQIAyAsBAgDICwECAMgLAQIAyAsBAgDICwECAMgLAQIAyAsBAgDICwECAMgLAQIAyAsBAgDICwECAMgLAQIAyAsBAgDICwECAMgLAQIAyAsBAgDICwECAMgLAQIAyAsBAgDICwECAMgLAQIAyAsBAgDICwECAMgLAQIAyAsBAgDICwECAMgLAQIAyAsBAgDICwECAMgLAQIAyAsBAgDICwECAMgLAQIk0Ndff23+9re/mUsvvdQcfvjhpmnTpmannXYy22+/vWnYsKFp06aN+eUvf2luvfVWs3r1art6lh/84AdlJR+F1kdy0eNAgvz3v/81U6dONS1atMg6cVdUttlmG3Psscea+fPn27tLKTQACq2P5KLHgYT45JNPTK9evQIBUZWSS2WvV6bQ+kguehxIAIXHQQcdlHWybtSoUeoS1uzZs83bb7+d2mbLli1m5cqV5oknnjBDhgwxzZo1q/QEX9nrlSm0PpKLHgcS4Be/+EXZSVqXpIYNG2Y+/fRTe7OAb775xkybNq0sSHIpNAAKrY/koscBzz344INZ4TF9+nR7k0pt3rzZ9O3b1/7PKYUGQKH1kVz0OOC5zEtXl1xyif1ywQoNgELrI7noccBjCxcuLDs516pVy3z88cf2JgUrNAAKrY/koscBj1133XVlJ+eBAwfaLztRaAAUWh/JRY8DHuvSpUvZyfmBBx6wX3ai0AAotD6Six4HPNa8efOyk/Mbb7xhv+xEZgAUWlBa6HHAY/Xq1Ss7OX/00Uf2y07YIVBIQWmhxwGPbbfddmUn56+++sp+2Qk7BAopKC30OOCxunXrlp2co/gFko9C6yO56HHAY5n3QN588037ZScKDYBC6yO56HHAY8ccc0zZyXnmzJn2y04UGgAV1deNfy0p3717d9OyZcvUkvM1atRILa3Sv39/8+yzz9pVkCDBHgfgjWuvvbbs5HzeeefZLztRUQBsjYrqZ76Wq2hplssvv9yuhoQI9jgAbyxYsKDsZFu7dm2zadMme5OCVRQAW6Oi+gcccIAZNWpU6pfGe++9l1ox+NVXXzWDBg3KGiAwZcoUuyoSINjjALxy4IEHlp1otXy7axUFwNbIt/6NN95YVu/ggw+2X0YCVK3HAURO9z7SJ1pd8vnjH/9ob1Iprcarew655BsAafnWX7NmTVm9mjVr2i8jAarW4wBi0bt377KT7bbbbmuGDx+eenhUZfQ8EC2Bkh7NlUu+AZCWb31d0krXq1+/vv0yEqBqPQ4gFvoF0a5du6yT9S677GKGDh1q5syZY/7zn/+kHjClUFm1apWZO3du6ua0Rj5VdoKv7PXK5Fv/jjvuKKt35pln2i8jAarW4wBioxvoPXr0yDphV7XkUtnrlalK/c8++8wsX7489QtKw3lVp0OHDmbDhg32pkiAynscgDd0Seree+/NmmBYWdF9k65du5qnnnrK3l1KVQIgl62pbx+Tih6UNXbsWPPll1/amyMhyu9xAN7Suli6dKUnFB522GFmzz33NDvuuKOpXr26adCggWnTpo355S9/aW6//Xazdu1au3qWrQmAimxNfTs8VOrUqZM6xueee87eHAlRfo8DgGNffPGFWblypZk4caLZe++9U0Gi+SAjR460N0UCECAAYqHH82qiYfoXyfTp0+1N4DkCBEBsnnjiibIAad++vf0yPEeAAIiNhh6nA0SjspAsBAiA2GhocjpAtNYXkoUAARCbxx9/vCxADj30UPtleI4AARAL3URv27ZtWYD8/ve/tzeB5wgQAKFo1aqVueKKK8y8efNSD5bSciwaxvvWW29lDeNVOeSQQ5hQmEAECIBQpMOhsnLCCSeYDz/80K6OBCBAgITTyVcPbNLsdJ/oGe5aMPHEE080rVu3NvXq1UtNGtQMdM3/+NWvflXu8ipIBgIESDBdDtKJWX/JH3300fbLQKgIECDBbrvttqzLQVrWHYgKAQIk2OjRo7MCZMWKFfYmQGgIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEowAQZwIECDBCBDEiQABEmzkyJEECGJDgAAJ9N///tdMmTLF1KxZMytADjjgALN48WJ7cyAUBAiQMAsXLjQdOnTICo7Msu2225ozzjjDvPvuu3ZVwCkCBEiINWvWmL59+5ptttkmEBq5Sq1atcyoUaPMF198Ye8KcIIAATz32Wefmeuvv97suOOOgZDQr40BAwaYWbNmmUMOOSTwukrz5s3NI488Yu8WKBgBAnhs5syZpmnTpoFQUOnYsaNZtGhR2ba6L3LPPfeYXXbZJbCtSpcuXcxrr72WsXegMAQI4KElS5aYTp06BUJApUmTJmbq1Kl2lTKbNm0yQ4cONdtvv32g7nbbbWfOP/98s2HDBrsaUGUECOCRDz74wJxzzjmmWrVqgZN/jRo1zLBhw8wnn3xiV8vpzTffND179gzsR6V+/frmjjvuMF999ZVdDdhqBAjggS+//NLccsstpk6dOoGTvUrv3r3NqlWr7GpbZe7cuaZ169aBfaq0adMm9TqQDwIEiNnjjz9uWrZsGTi5q2hex/z58+0qVaZfGrfffrupV69e4D1UTjzxxNQvFqAqCBAgJsuWLTPHH3984GSu0rBhQzNhwgTzzTff2NUKonsfugeieyH2e+6www7msssuS91DAbYGAQJE7KOPPjKDBg0y1atXD5zE9d8uvvhis3HjRruaU0uXLk2NyrLfX0WjuCZPnpwa1QVUhAABIvL111+b8ePHp35d2CdtlW7dupnly5fb1UL18MMPp+aJ2Mei0r59e7NgwQK7ClCGAAEiMG/ePNOuXbvASVqlVatWZvbs2XaVyGim+o033piauW4fm0qfPn3M6tWr7WoAAQKEaeXKlebkk08OnJRVNOJqzJgxqRFYPtDaWaeffnpqdrt9rJoFf+2116ZmxQNpBAgQAs3VuOqqq1JzN+yTseZ4nHvuuak5Hz56/vnnzRFHHBE4bpU999zTPPDAA3YVlCgCBHDsvvvuM7vttlvg5KvSuXNn8/LLL9tVvHT//feb3XffPfAZVI466ijz4osv2lVQYggQwJHnnnvOHH744YGTrcpee+1lHnzwQbuK9z799FNzzTXXBJ47oqJfUmeddZZ5//337WooEQQIUKB33nnHnHbaaTmXWd9pp53MiBEjzOeff25XS5S3337bnHLKKYHPp1K7du3Uo3V9uZeD6BAgQJ4UCnqk7M477xw4qSpM+vXrZ9auXWtXS7SnnnrKHHTQQYHPq9KiRQvz6KOP2lVQxAgQIA9/+tOfzN577x04iaoceuih5tlnn7WrFA3Njr/77rtNo0aNAp9dpWvXrub111+3q6EIESBAFbzyyivm6KOPDpw0VXbddVdz7733lswMbs2Wv+SSS3IuG68Z9RdeeGFq1j2KFwECbIX169ebgQMHlruG1JVXXmk2b95sVysJK1asMN27dw+0i0qDBg3MuHHjUrPwUXwIEKACWsV27Nixpm7duoGTo8pJJ51k3nrrLbtaSZozZ47Zd999A22k0rZtW/Pkk0/aVZBwBAhQDk6IVUfglhYCBLBUdknmrrvu4pJMJXTJ71e/+hWX/IocAQL8z8cff8xNYccYdFDcCBCUPIalhq+yYc///Oc/7SpIAAIEJY2JcdFJT7zU7Hy7rTXxsn///kU38bLYESAoSVqa49RTTw2cyFR8X5pDz+/QMvEqWn9LN/PTRf8//Zq281EpLP1SKggQlJSkLA744YcfmmeeeSb1XHTdl+nZs2dqRJiO0T7uioq2Vz3V1360P+1X+4+bwu6www4LHLNKUhefLDUECEqGz8uT6wb+rFmzUs9KL+/Jha6L3kfvp/fV+8flD3/4Q1Esf1+KCBAUPV8fkKTLaLon0KFDhyr/snBd9P46Dh2PjitqSX4AVykjQFC0fHxE66ZNm8w999yT+ss61z2A8ooef9u+ffvU88kvu+wyM3z48NRzzKdMmZIq+hWR/t/673pd22l71VN9e5/lFR2Xjk/HqeONUpIeAQwCBEVIN491Eq1Vq1bgJKSik+rq1avtaqFaunRpapRRrnsvdmnSpElqKXhNWNQosffee8/eXV60H+1P+9X+9T72e9tFx6vj1vFHad68eeVeymvVqpWZPXu2XQUxIEBQVB555BHTvHnzwElHRX+JL1iwwK4SqsWLF5tevXpV+GtDQaeHNWnRweXLl9u7CJXeT++r9y8vcFV0/Poc+jxR0Wz/8ePHp2b/28ej0q1bt8jbC9kIEBSF1157zXTp0iVwklHZZZddzOTJkyOd8aygOu644wLHki5a4kMnwOnTp0d+Ga08Og4dj44r1xIk6aLPFWUQa/a/bvZrNQD7WLRqwODBg1NLyyN6BAgSbcOGDeb888/PecLTmku6DxDldXzdd9HlIftY0kWTE3UdX9v5TMen49Tx2p8hXfQ5o/wcy5YtM8cff3zgOFQaNmxoJk6cmFpVANEhQJBIWvX19ttvN/Xq1QucTFROPPFE8+abb9rVQqPLLbfddlu5N6u1eu+MGTMSd4LT8eq4dfz2Z1LR59XnjnJxyccff9y0bNkycCwqBxxwgJk/f75dBSEhQJA4c+fONa1btw6cPFT03/V6lBYtWmQOPPDAwLGoaJ0n3ZcpBvoc+jz2Z1TR51c7REUjsW655ZZyA7t3795m1apVdjU4RoAgMfSLQjOq7ZOFSv369VO/SPTLJEpa8iTXtXmtNDtt2jR786Kgz6XPZ39mtYPaI0qaG3L22WfnnEejEWTDhg1LrT6AcBAg8J7uYQwdOjTnMuu696F7ILoXEiW9X65nhuh4LrroolhndkdBn0+fM9e9J7VL1P2xZMkS06lTp8CxqGi48tSpU+0qcIAAgbc0akqT2TSKyj4pqGjUlUZfRU0jkPbYY4/A8ejyTqktu6HPm+uyltonypFaaTNnzjRNmzYNHI9Kx44dI73MVgoIEHjpvvvuy3mSVtE8j7juK2imt33JSnMkLr300sgvn/lCn1uf357ronZSe0VNw5Gvv/761GoD9r8drUqgBRz11EkUjgCBdzTKxv7iq2ii26hRo2Jbpvymm24KnCQ1ye2xxx6zNy1Jagd70p/aS+0WhzVr1pi+ffsG+kxFa25FOS+oWBEg8M7AgQOzvuz6q/GMM86IdM5BJp1oLr744sBJ6Mgjj4x8SRTfqT3ULnZbqf3iOmEvXLgwtVCkfUx6LgkKQ4DAO5pXkPlF13LfcdHlGf0Va598tPRHXL+EfKd2UfvYbaZ2jOsyn8KrR48eWcfjw3Nfko4AgXf0fPLML7qWY4+DTjq5wuOCCy5I3ITAqKl91E5226k94/olouXiCRC3CBB4x5cAyXXZSo9bxdZTe9ltqHaNAwHiHgEC7/gQILpZb5/47rzzTnszbAW1m92Wat+oESDuESDwTtwBoqGn9sgdfnkUxv4lovaNeogvAeIeAQLvxBkgmvxmz/PQtXwUzr4nonaOcrIhAeIeAQLvxBUgWn7Dnryo0UTcMHdD7WiPzlJ7R7XsCQHiHgEC78QRIBoZdMIJJ2S9r+YzMFTXLbWnPU9E7R7FyCwCxD0CBN6JI0C0imzme2pGNZMEw6F2tWesR7GKLwHiHgEC70QdIFpgL/O+h2a+szxJuNS+aud0m6v9w17okABxjwCBd6IMED1Jz34YlBYGRPjUzpntrn4I88mGBIh7BAi8E2WA2MumaGnyuJbbKDVqZ3spePVHWAgQ9wgQeCeqANHijLVr1y57Hz0cSQ8mQnTU3pkPpVJ/hLVoJgHiHgEC70QVIPY6V3rCHqKnds/sB/VLGAgQ9wgQeCeKANEEtszZ5o0bNy76x9D6Su2u9k/3hfoljAmGBIh7BAi8E0WAdO3aNes9pk2bZm+CCKn9M/tD/eMaAeIeAQLvhB0gixcvztq/buQifvYNdfWTSwSIewQIvBN2gPTq1Str/7NmzbI3QQzUD5n9on5yiQBxjwCBd8IMkKVLl2ZNYGvbtm0ky2igcuoH9Ue6b9RP6i9XCBD3CBB4J8wA6d+/f9a+Z8yYYW+CGKk/MvtH/eUKAeIeAQLvhBUgGu1Ts2bNsv22aNGClXY9o/5Qv6T7SP3lanQcAeIeAQLvhBUgkyZNytrvmDFj7E3gAfVLZj+p31wgQNwjQOCdsAKkc+fOZfvU7OewZjyjMOqXzNnp6jcXCBD3CBB4J4wAWbVqVdbN827dutmbwCPqn3Rfqd/Uf4UiQNwjQOCdMAJk5MiRWfucPn26vQk8ov7J7C/1X6EIEPcIEHgnjADp0KFD2f5q1apltmzZYm8Cj6h/1E/pPlP/FYoAcY8AgXdcB8jGjRtNtWrVyvbXu3dvexN4SP2U7jP1n/qxEASIewQIvOM6QOwZzuPGjbM3gYfUT5n9VuiKAQSIewQIvOM6QAYNGpS1v+XLl9ubwEPqp8x+Uz8WggBxjwCBd1wHSLt27cr21aRJE/tleEz9le479WMhCBD3CBB4x2WAbNiwIWv4br9+/exN4DH1V7rv1I/qz3wRIO4RIPCOywB5+umns/Y1fvx4exN4TP2V2X/qz3wRIO4RIPCOywCx9zV//nx7E3hM/ZXZf+rPfBEg7hEg8I590i8kQIYMGZK1L5YvSRb1V2b/qT/zRYC4R4DAOy4DpEePHmX7qVOnjv0yEkD9lu5D9We+CBD3CBB4x2WAtGzZsmw/PLo2mTIfdav+zBcB4h4BAu+4ChA94a569epl+2EEVjJljsRSf+b7BEkCxD0CBN5xFSCbN2/O2s/gwYPtTZAA6rfMflS/5oMAcY8AgXdcBci6deuy9jN8+HB7EySA+i2zH9Wv+SBA3CNA4B1XAbJixYqs/dx88832JkgA9VtmP6pf80GAuEeAwDuuAuSFF17I2s+ECRPsTZAA6rfMflS/5oMAcY8AgXdcBci8efOy9jNt2jR7EySA+i2zH9Wv+SBA3CNA4B1XATJ79uys/Tz88MP2JkgA9VtmP6pf80GAuEeAwDuuAoRfIMWBXyD+IkDgHVcBwj2Q4sA9EH8RIPCOqwBhFFZxYBSWvwgQeMdVgDAPpDgwD8RfBAi84ypAmIleHJiJ7i8CBN5xFSCshVUcWAvLXwQIvOMqQITVeJOP1Xj9RYDAOy4DhOeBJB/PA/EXAQLvuAwQnkiYbDyR0G8ECLzjMkDsffFM9GThmeh+I0DgHfukX0iAPP3001n7Gj9+vL0JPKb+yuw/9We+CBD3CBB4x2WAbNiwwWy77bZl+2IkVrJkjsBSP6o/80WAuEeAwDsuA0TatWtXtq8mTZrYL8Nj6q9036kfC0GAuEeAwDuuA2TQoEFZ+1u+fLm9CTykfsrsN/VjIQgQ9wgQeMd1gMyaNStrf+PGjbM3gYfUT5n9pn4sBAHiHgEC77gOkI0bN5pq1aqV7a937972JvCQ+indZ+o/9WMhCBD3CBB4x3WASIcOHcr2V6tWLbNlyxZ7E3hE/aN+SveZ+q9QBIh7BAi8E0aAjBw5Mmuf06dPtzeBR9Q/mf2l/isUAeIeAQLvhBEgq1atyhrO261bN3sTeET9k+4r9Zv6r1AEiHsECLwTRoBI586dy/a53XbbsayJp9Qv6p90X6nfXCBA3CNA4J2wAmTSpElZ+x0zZoy9CTygfsnsJ/WbCwSIewQIvBNWgHz88cemZs2aZftt0aKF+eabb+zNECP1h/ol3UfqL/WbCwSIewQIvBNWgEj//v2z9j1jxgx7E8RI/ZHZP+ovVwgQ9wgQeCfMAFm6dGnWzfS2bdvm/YQ7uKV+UH+k+0b9pP5yhQBxjwCBd8IMEOnVq1fW/gud4Qw37BUD1E8uESDuESDwTtgBsnjx4qz986hbP2Q+ulZF/eQSAeIeAQLvhB0g0rVr16z3mDZtmr0JIqT2z+wP9Y9rBIh7BAi8E0WALFiwwGyzzTZl79G4cWNno31QNWp3tX+6L9Qv6h/XCBD3CBB4J4oAkb59+2a9z0UXXWRvggio3TP7Qf0SBgLEPQIE3okqQDTjuXbt2mXvo9nPS5YssTdDiNTembPO1R9hrRBAgLhHgMA7UQWI3HbbbVnvpRu5X331lb0ZQqB2tm+cqz/CQoC4R4DAO1EGyNdff20OPPDArPe79NJL7c0QArVzZrurH9QfYSFA3CNA4J0oA0QWLVpkqlevXvZ+msD22GOP2ZvBIbVv5oROtb/6IUwEiHsECLwTdYDI6NGjs96zQYMGZvXq1fZmcEDtqvbNbG+1f9gIEPcIEHgnjgDRMhonnHBC1vseeeSR5osvvrA3RQHUnmrXzHZWu0exnAwB4h4BAu/EESCyYcMGs8cee2S99ymnnMKKvY6oHdWeme2r9la7R4EAcY8AgXfiChDRBLbM+yEqF1xwgb0Z8qB2zGxXtXMYEwbLQ4C4R4DAO3EGiEyZMiVrlrrKiBEj7M1QBWq/zPZU+6qdo0SAuEeAwDtxB4iMGjUq6xhU7rzzTnszbAW1m92Wat+oESDuESDwjg8BIhdffHHgxMcvkaqxf3moqF3jQIC4R4DAO74EiEYG2etlqehaPjfWK6b2se95qKg9oxhxlQsB4h4BAu+MHz8+64s+d+5ce5PIaLmNXCGi0UQM8c1N7WKPtkqHR5zLxJx11lkEiGMECLxz/vnnZ33Ra9WqZcaOHRvbyUd/Mee6nKX5DEw2zKb2sOd5qKj94vrl8d5775kzzzwzMDBi7dq19qaoIgIE3pk4cWLgBKSy7777mjlz5tibR+amm24KnIQ0o5plT76jdrBnmKu91G5x+PLLL83vfve7rBWX06VatWqx/UFSTAgQeGngwIGmRo0agS++imYur1ixwq4SCQ09teeJ6CSphQFL9YSkz63Pb4er2inqobppf/nLX8w+++wT+Lej0rBhQzNz5ky7CvJAgMBbH374obnwwgsDJ2yV7bff3gwZMiSWpwhq8ps9Y11FS5O//PLL9uZFTZ/XXpJdRe0T5STBtH/961/mJz/5SeB4VH70ox+ZSZMmMQDCIQIE3nv99dcDzzBPl0aNGqVGbUV9UtDyG927dw8cjx6OpCfsxRFsUdLn0+fMfBhUuqhdolqeJE1/bPzmN78p948N/UIq9j6JAwGCxNBliRYtWgROECoHHXSQefrpp+0qodMqsrlOWrvuuquZNm2avXlR0OfS57M/s9ohilV1M+n5IZqoWL9+/cDxqOhy5xtvvGFXgyMECBKlohujKqeeeqp5++237Wqh0nMs7IdSpYsu7zzyyCN2lUTS58h1uUpFnz/s53nY/v73v5v9998/cCwq++23n/nb3/5mV4FjBAgSSUMzNa4/86FE6VKzZk1zzTXXmE8//dSuFhr9JazHsdapUydwPCpt27Y1M2bMiPxSW6F0vDpuHb/9mVT0efW5w3ySoO3f//636dWrV+BYVOrVq2duvfXWkh3QEDUCBIn24osvmv/7v/8LnEhUdt9998gvI7377rumX79+gWNJF12CGzNmTGo7n+n4dJzlXTJU0eeM8nNs3rzZXH755WaHHXYIHIvuxZx33nlm/fr1djWEiABBUdBfyXvuuWfgxKJyxBFHmMWLF9tVQqURSMcdd1zgWDJPeN26dTPTp083n332mV09FjoOHY+OK9fN8XTR54pyhJUmIGo4cOPGjQPHonLMMceYV1991a6GCBAgKBpbtmwx1157rfnhD38YOMnoUtcZZ5wR6V/MouDS5RZ7jkRm0Ux7Lf0xbtw4s3z5cnsXodL76X31/joO+9jSRcevzxF1EC9cuNB06NAhcDwqzZo1Mw899JBdBREiQFB0tJxGnz59Aiec9MlaS4lHvY7V0qVLTf/+/VP3Z+xjskuTJk1Sl4fuuusu89RTT6Xu97ig/Wh/2q/2r/ex39suOl4dt44/SmvWrEmtnZUreHfeeWdzww03RN6HCCJAULR0meWQQw4JnIBUmjdvHsvoqE2bNpl77rnHdO7cOefJsbyim9Xt27dPBeNll11mhg8fbm688cbUpR2VWbNmlf1v/Xe9ru20veqVd3M/V9Fx6fh0nDreKOky2vXXX2923HHHwHHpV+SAAQPMunXr7GqICQGCoqbr5zoR7rLLLoETkkqXLl3Ma6+9ZleLhIYbjxw5MnWJRmsz2ccWZdH76zh0PFEPg07T8iJNmzYNHJtKx44dIx8mjMoRICgJ+kt66NChqVnJ9slJN4y1AnDUs6czaZa0fkUMGjTItGvXLnCMYRS9j95P7xvnLO0lS5aYTp06BY5PRZfZpk6daleBJwgQlJQ333zT9OzZM3CiUtFs5jvuuMOLOQRamuOZZ54xEyZMMJdccknqmLUacVV/qWh71VN97Uf70361/7h98MEH5pxzzsn5mbSQ5rBhw8wnn3xiV4NHCBCUJD2kqnXr1oETl0qbNm1ifYhVZXTzeOXKlany3HPPmSeffLKs6P+nX/P1JrNWE7jlllvKvS/Tu3dvs2rVKrsaPESAoGTpl8btt9+emr1sn8RUTjzxxNQvFrjz+OOPm5YtWwbaWuWAAw4w8+fPt6vAYwQISp7ufegeSK7Jc5r1rNFMUY9GKjbLli0zxx9/fKB9VfR8Dj1ELGnLvIAAAcporoNGZdknOBWN4po8eXJsj2VNqo8++ih1oz7XisX6b3rU7caNG+1qSAgCBLA8/PDDqXki9glPRXMqolzGI6m0uOL48eMDj7hNFy2XEvWse7hHgAA56Aa0JuSVt7yHJuhpxjuC5s2bV+5Q5FatWpnZs2fbVZBQBAhQAa2ddfrpp+dcNl6zpbX2li+LIcZNI79OPvnkQDupaMSVVvfVCCwUDwIE2ArPP/98alVf+8SoolWAH3jgAbtKydBcjauuuio1d8NuG83xOPfcc1NzPlB8CBCgCu6///7Uc0bsE6XKUUcdlXo+SSm57777zG677RZoCxWtp/Xyyy/bVVBECBCgivSkQz3xMNfKuvqLW09KfP/99+1qRUUTFg877LDA51fZa6+9zIMPPmhXQREiQIA8adFBPUfDPoGq6Jnto0ePLrpr/u+884457bTTcq4kvNNOO5kRI0aYzz//3K6GIkWAAAXSMzYOOuigwAlVRY+EffTRR+0qiaNQ0Eq9ehaH/RkVJnq+yNq1a+1qKHIECOCAZlHffffdplGjRoETrErXrl3N66+/bldLhD/96U9m7733DnwmlUMPPdT885//tKugRBAggENaFl2r3uZaNl4zry+88MLU7OwkeOWVV8zRRx8d+Bwqu+66q7n33nuZmV/iCBAgBCtWrDDdu3cPnHhVNDtbzyHXbG0frV+/3gwcOLDctcGuvPJKs3nzZrsaShABEiY9pGf6dGP69zemTRtjGjUy3/4ZakzDht/9/z59NC7UGNYCKlpz5sxJPY/DPhGrtG3bNrUEuy+0OvHYsWNN3bp1A8eqctJJJ5m33nrLroYSRoCEQc9hGDPGmPr1v23hH1Re6tUzZvTo7+qh6CThxJykoIM/CBDX9KS3o44KhsTWlCOO0Nri9h5RJHy8NFTZpba77rrL20ttiB8B4pIuRe23X3Yo7L67McOHG/Pss1pYSY9jM+a99zQTy5jrrjOmadPs7Vu21BrY9p5RRHy4OV1MN/sRHwLEpZNOyg6DK64wprKF9jTp6uqrs+v16mVvhSIUx/DYYh5ujOgRIK7MmJEdAuPG2VtU7NsvdVb9adPsLVCE0hP0NIvbPplrgl7//v2dTdArhQmPiBYB4soBB3x/8j/jDPvVrXPmmd/vo107+1UUsTCXCNGSK6eeempgvyrFuuQKokGAuKAn1KVP/DVqGJPv0tWqp/rpfT3zjL0FipzLRQpZ9BFhI0Bc0M3w9El/wAD71apR/fS+tF+UpD/84Q8FLZPOsvOIAgHiwrHHfn/SnzrVfrVqVD+9L+0XJSufBzXx4CtEiQBxoXnz70/6y5fbr1bNsmXf72uffexXUYK25lGxej47j95F1AgQF+rW/f6kX+jYeU0kTO9LM9SB/5k3b55p165dICBUct18V+nTp08qXIAwECAubLfd9yf9r76yX60a1U/vS/sFMmhW+Pjx41OzxO2wyCzt27c3CzS4AwgRAeICv0AQMc0SHzRoUOCSVf369c3kyZNDn8kOCAHiQrNm35/0Xd4D0b0VoAKDBw/OCpCXXnrJ3gQIDQHiQpcu35/0XY7C0n6BCmgSYGaAaHFEICoEiAtaLDF90i90Hsjpp3+/r2uvtV8FshAgiBMB4sLTT39/0q9ZM/+Z6OvXf1c/vS/tF6gAAYI4ESCutG37/Yn/rLPsV7fO2Wd/vw/tD6gEAYI4ESCuaPXc9MlfZeJEe4uKTZ6cXV+PugUqQYAgTgSISz17ZofAsGHfPe+jInqMre51bLPN9/V69LC3AnIiQBAnAsQlPc5WTxTMDJE99vguIPQEQq18qmWzdY/k+eeNGTHCmL32yt5ey5fwWFtsJQIEcSJAXNONcD3bPDMUtrYcdlj+N+BRkggQxIkACYMuS/3ud9/NJLdDIlepU8eYUaMqv9wFWAgQxIkACdPHH393M7xvX2NatzamYUNjqlc3pkEDY/bbz5hf/tKY++4rfPkTlCwCBHEiQIAEI0AQJwIESDACBHEiQIAEI0AQJwIESDACBHEiQIAEI0AQJwIESDACBHEiQIAEI0AQJwIESDACBHEiQIAEI0AQJwIESDACBHEiQKI0c+Z3j7x99FH7lcpt3GjMkCHGXHSRMe++a7+KEkWAIE4ESFSWLjVm222/WzxR62G9/ba9RcUGDvx+8cWTTrJfRYkiQBAnAiQqf/zj9wGgMneuvUXFOnX6vu6++9qvokQRIIgTARIVAgQhIEAQJwIkKgQIQkCAIE4ESFQIEISAAEGcCJCoECAIAQGCOBEgUSFAEAICBHEiQKJCgCAEBAjiRIBEhQBBCAgQxIkAiQoBghAQIIgTARIVAgQhIEAQJwIkKgQIQkCAIE4ESFQIEISAAEGcCJCoECAIAQGCOBEgUSFAEAICBHEiQKJCgCAEBAjiRIBEhQBBCAgQxIkAiQoBghAQIIgTARIVAgQhIEAQJwIkKgQIQkCAIE4ESFQIEISAAEGcCJCoECAIAQGCOBEgUSFAEAICBHEiQKJCgCAEBAjiRIBEhQBBCAgQxIkAiQoBghAQIIgTARIVAgQhIEAQJwIkKgQIQkCAIE4ESFQIEISAAEGcCJCoECAIAQGCOBEgEfnw2wBZ/O0XPF02VTFAln8bIOm6SwkQ/A8BgjgRIBFZ9m2A3PjtFzxdVlUxQO7/NkDSdScSIPgfAgRxIkAiMv/bAOny7Rc8XV6sYoBc/G2ApOueQYDgfwgQxIkAicgfvw2QzC/63CoGSKdvAyRdd18CBP9DgCBOBEhECBCEgQBBnAiQiBAgCAMBgjgRIBEhQBAGAgRxIkAiQoAgDAQI4kSARIQAQRgIEMSJAIkIAYIwECCIEwESEQIEYSBAECcCJCIECMJAgCBOBEhECBCEgQBBnAiQiBAgCAMBgjgRIBEhQBAGAgRxIkAiQoAgDAQI4kSARIQAQRgIEMSJAIkIAYIwECCIEwESEQIEYSBAECcCJCIECMJAgCBOBEhECBCEgQBBnAiQiBAgCAMBgjgRIBEhQBAGAgRxIkAiUmiA/PrXvy6r+/Of/9x+GSWKAEGcCJCIFBogmzZtMpdffrkZPHiwef/99+2XUaIIEMSJAIlIoQEC5EKAIE4ESEQIEISBAEGcCJCIECAIAwGCOBEgESFAEAYCBHEiQCJCgCAMBAjiRIBEhABBGAgQxIkAiQgBgjAQIIgTARKR+++/P+uLfsstt9ibAFX2s5/9LOvf1axZs+xNgNAQIBG5+uqrs77oKppRvnLlSntToFKLFi0yHTt2DPybqlatmjnnnHPMBx98YFcBnCNAIrJ48WKzzTbbBL7wNWrUMMOGDTOffPKJXQUIWLdunRkwYIDZdtttA/+WMkudOnVSv3K//PJLexeAMwRIhP7yl7+Yli1bBr7sKrvttpu577777CpAyhdffGFuuOEGs/POOwf+7egPkx/+8IeB/66if2+PP/64vTvACQIkBrqhvtdeewW+7CqHH364ee655+wqKGEPPfSQadasWeDfikqHDh3MwoULzTfffGMmTJhgGjZsGNhG5fjjjzfLli2zdw0UhACJyeeff26uv/56s9NOOwW+7PqL8rTTTjPvvPOOXQ0lZOnSpeaYY44J/PtQady4sZkyZYr573//m1Vn48aN5uKLLzbVq1cP1NF/GzRokPnoo4+y6gD5IkBitmbNGtOvX7+c90d0ueK3v/1t6vIFSseGDRtSy/dvt912gX8TO+ywQ2pVZq3OXJHly5ebbt26Beqr6FeKfq18/fXXdjWgSggQTzz77LPm0EMPDXzZVfbee2/z5z//2a6CIvPVV1+Z2267zdSrVy/wb0ClV69e5t///rddrUKzZ882rVq1CuxL5YADDjDz5s2zqwBbjQDxiC5H3HvvvWbXXXcNfNlVfvzjH5tXX33VroYi8MQTT5j99tsv0Ocqbdq0MX//+9/tKltNI7HGjBmTGpll71uF4eTIFwHioc2bN5srrrgidbnC/rLrssbAgQPN+vXr7WpIoDfeeMP06NEj0M8q9evXN3fccYezS02aG3Luueem5orY76Xh5FdddRXDyVElBIjH3nrrrcBM43SpW7euGTt2bOqyB5Ln448/NpdeeqnZfvvtA32rPxIuuOAC8+GHH9rVnFiyZInp3Llz4H1VGE6OqiBAEuAf//iH2X///QNfdpV9993XzJkzx64CT2m47aRJk8yPfvSjQF+qHHvsseZf//qXXS0UDCdHoQiQhNBljLvuuss0aNAg8GVXOeGEE1hIz3PPPPOMOfjggwN9p7LPPvvEso6VhpOPGDGC4eTICwGSMLqsceGFF+Yc56/LIUOGDEldHoE//vOf/5hf/OIXgf5SqVWrlrnppptiH6q9du1ahpOjygiQhHr99ddN165dA192lUaNGpm77747dbkE8dmyZYsZPnx4zmVGtJbVmWeead577z27WqwYTo6qIEASTutrtWjRIvBlVznooIPM008/bVdBBKZPn2722GOPQJ+oHHnkkeaFF16wq3hja4aTv/LKK3Y1lCACpAhonP/vfvc7U7t27cCXXeXUU081b7/9tl0NIVAwKCDsPlBRoChYkkLDya+88kqGk6NcBEgR0eWQs846K+dS3zVr1jTXXHON+fTTT+1qcEBtr0tSudpel7B0KUuXtJKI4eQoDwFShF588UXzf//3f4Evu8ruu+9upk2bZldBnnRjWTfBy/v1p5vnuoleDDScvG3btoHPqMJw8tJEgBSxGTNmmD333DPwZVc54ogjUg+5Qv407FbDb+22VdFwXQ3bLTaVDSfv3r07w8lLCAFS5HTZ5Nprry13JNAZZ5xh3n33XbsaKqCJfj/5yU8C7amiCYKaKFjsI+C0JHxFw8kvueQShpOXAAKkRKxevdr06dMn8GVX0VyEUaNGMc6/EpqD85vf/Kbck6aWJim1kybDyUsbAVJiFixYYA455JDAl12lefPm5pFHHrGrlDxdtrnzzjtTixvabaaixRC1KGIpe/TRRyscTv7UU0/ZVVAECJASpHH+99xzj9lll10CX3aVLl26mNdee82uVpK0jHp565Bp+XUtw47vaDj56NGjyx1QwHDy4kOAlDA91W7o0KHlrgh7/vnnp56OV4r04CY9wMluFxU98OnWW29l6Go53n///dRw8lzLxjOcvLgQIDBvvvmm6dmzZ+DLrqLLNrfffnvJnCw1eU6PjC1v8tx5551XsqFaVRpOftRRRwXaUUXDye+//367ChKGAEGZuXPnmtatWwe+7Cr673q9WOmy3pQpU0zjxo0Dn13lmGOO4WmQeWI4efEiQJBFvzT0i6O853KfeOKJqV8sxWThwoWmQ4cOgc+q0qxZM/PQQw/ZVVBFlQ0nP/300xlOnkAECHLSZRrdA9FlG/sLr8s7l112WeoeSpKtWbPG9O3bt9wlzG+44QaGNjvGcPLiQoCgQhqNpVFZ9pddRaO4Jk+enLr8kySfffaZue6668yOO+4Y+Ez6a3jAgAFm3bp1djVv6AS7cuXKVNFTA5988smyov+ffs3nEzHDyYsDAYKt8vDDD6e+2PaXXaV9+/apE0ISzJw50zRt2jTwGVQ6duxoFi1aZFeJhSYtaimUCRMmpGZ1a5CD1pvKNbKpoqLtVU/1tR/tT/sN63nrVaE/PPQHCMPJk4sAwVbTX7Q33nhj6lKD/WVX0aUJXaLw0UsvvWQ6deoUOGaVJk2amKlTp9pVIqUZ7Fpba9CgQaZdu3aBYwyj6H30fnrfOGfQp4eTlzfyrZSHk/uOAEGV6WanbnrmWrpcl4V0s1SXiXzwwQcfmLPPPjvnX+6ak3D11VfHNidBk+pGjhyZuoGf6/iiLHp/HYeOJ67JfhUNJ9egjlIaTp4UBAjy9vzzz6eGYdpfdhUN23zggQfsKpHRrOibb77Z1KlTJ3BsKr179zarVq2yq4VOf21rFYDOnTvnvHlfXtHn0KVC/crTAAY9X0S/BjX0WEW/ItL/W/9dr2s7ba965bVDrqLj0vHpOOMYKFHKw8mThgBBwTQhTBPD7C+7iiaSaUJZlB577DHTsmXLwLGoHHjggWb+/Pl2ldAtXbrU9O/fP/Wrxz4mu+iSWr9+/VLLpmsNKVfPTdd+tD/tV/vX+9jvbRcdr45bxx+lyoaT65dKsQ0nTyICBE7oMpCWqMh1gtTlES1toSUuwrRs2TJz/PHHB95fpWHDhmbixImRrwyrSXJaEqWiXxu6p3TKKaeYcePGmeXLl9u7CJXeT++r9y/v3paKjl+fI+pJf5UNJ9e9kzh+JeE7BAic0vVzLZpnf9lVtMieFtvT5SWX9GwK3Qwub5n1wYMHm40bN9rVQqVRaccdd1zgeNJFJ8Ru3bqlnpHuy/0iHYeOR8eV64SdLvpcUY+6K8bh5MWAAEEodKlEy3jbX3YVLfut5b8LpWXWx48fX+7T8X76059G/he9Bhjo8pB9LJmffcyYMd7Putbx6TjLW6JdRZ8z6s+h+SHlDSfXvJKog63UESAIjS4X6YFCerCQ/WVX0YOI9ECifGjSXHnDXVu1amX++te/2lVCpTC77bbbyr1ZrWeJa02oqC+hFUrHq+Mu71no+rz63Pr8UdFwcs1YL++Sm8/DyYsNAYLQaY6BJrHlWjZel530aFRdhtoammF98sknB/ajUrdu3dRfza4vkVVGkw91c94+HpVDDz20aGZV63Po89ifUUWfP+pJmFsznFxrcCE8BAgis2LFCtO9e/fAl11Fl6F0M7e8v2Q/+eQTc9VVV5kaNWoE6uom/bnnnpua8xE13dPJde9l1113NdOmTbM3Lwr6XPp89mdWO6g9oqYb+xUNJ9cvKISDAEHk5syZk1pew/6yq+hSiS5PZfrDH/5gdtttt8C2Kpqv8PLLL2dtHwWNDsoVhrr5fNFFF8U6szsK+nz6nLlutqtd4pg57ttw8lJAgCAWGuc/duzY1GUn+8uuctJJJ6WWUT/ssMMCr6nstdde5sEHH7R3GwndqN1jjz0Cx6TLO3GEWZz0eXNd1lL7xHFD24fh5KWEAEGs1q9fbwYOHJjzL9lcZaeddjIjRowwn3/+ub2rSGimt33JSnMkLr300pJdZkOfW5/fnuuidlJ7xaGi4eQKEt13Q+EIEHjhlVdeMUcffXTgy555ktaM6LVr19pVI3PTTTcFTpK6d6OZ7/huBQB7SLXaS+0Wl4qGk+u+GgpDgMArf/rTnwJDYXW/5J///Ke9aWQ0Qe3iiy8OnICOPPJIhota1B5qF7ut1H5xTfRLDye3n//yzjvv2JuiiggQeEejsTK/6FEPD82kyzN6aqF9QtTSHz4/sClOahe1j91masc4L/MNGTIk63i4F1I4AgTe0V+LmV90rfobB/3FnCs8LrjggsRNCIya2kftZLed2jOuXyIaBk6AuEWAwDu+BEiuy1a6gY+tp/ay21DtGgcCxD0CBN7xIUC0VIZ94rvzzjvtzbAV1G52W6p9o0aAuEeAwDtxB4iGntqjrfjlURj7l4jaN+ohvgSIewQIvBNngGjymz3PQ9fyUTj7nojaOcrJhgSIewQIvBNXgGj5DXuGuUYTccPcDbWjPTpL7R3VsicEiHsECLwTR4BoZNAJJ5yQ9b6az8BQXbfUnvY8EbV7FCOzCBD3CBB4J44A0Sqyme+pGdVMEgyH2tWesR7FKr4EiHsECLwTdYBoomLmfQ89X4LlScKl9s18jofaP+wJowSIewQIvBNlgOj5I/bDoLQwIMKnds5sd/VDec+DcYEAcY8AgXeiDBA9jjXzvbQ0eZzLbZQStbO9FLz6IywEiHsECLwTVYDokai1a9cuex8tKb9kyRJ7M4RI7Z25lL/6Q/0SBgLEPQIE3okqQOx1rvSEPURP7Z7ZD+qXMBAg7hEg8E4UAaIJbJmzzRs3blz0j6H1ldpd7Z/uC/VLGBMMCRD3CBB4J4oA6dq1a9Z7TJs2zd4EEVL7Z/aH+sc1AsQ9AgTeCTtAFi9enLV/3chF/Owb6uonlwgQ9wgQeCfsAOnVq1fW/mfNmmVvghioHzL7Rf3kEgHiHgEC74QZIEuXLs2awNa2bdtIltFA5dQP6o9036if1F+uECDuESDwTpgB0r9//6x9z5gxw94EMVJ/ZPaP+ssVAsQ9AgTeCStANNqnZs2aZftt0aIFK+16Rv2hfkn3kfrL1eg4AsQ9AgTeCStAJk2alLXfMWPG2JvAA+qXzH5Sv7lAgLhHgMA7YQVI586dy/ap2c9hzXhGYdQvmbPT1W8uECDuESDwThgBsmrVqqyb5926dbM3gUfUP+m+Ur+p/wpFgLhHgMA7YQTIyJEjs/Y5ffp0exN4RP2T2V/qv0IRIO4RIPBOGAHSoUOHsv3VqlXLbNmyxd4EHlH/qJ/Sfab+KxQB4h4BAu+4DpCNGzeaatWqle2vd+/e9ibwkPop3WfqP/VjIQgQ9wgQeMd1gNgznMeNG2dvAg+pnzL7rdAVAwgQ9wgQeMd1gAwaNChrf8uXL7c3gYfUT5n9pn4sBAHiHgEC77gOkHbt2pXtq0mTJvbL8Jj6K9136sdCECDuESDwjssA2bBhQ9bw3X79+tmbwGPqr3TfqR/Vn/kiQNwjQOAdlwHy9NNPZ+1r/Pjx9ibwmPors//Un/kiQNwjQOAdlwFi72v+/Pn2JvCY+iuz/9Sf+SJA3CNA4B37pF9IgAwZMiRrXyxfkizqr8z+U3/miwBxjwCBd1wGSI8ePcr2U6dOHftlJID6Ld2H6s98ESDuESDwjssAadmyZdl+eHRtMmU+6lb9mS8CxD0CBN5xFSB6wl316tXL9sMIrGTKHIml/sz3CZIEiHsECLzjKkA2b96ctZ/BgwfbmyAB1G+Z/ah+zQcB4h4BAu+4CpB169Zl7Wf48OH2JkgA9VtmP6pf80GAuEeAwDuuAmTFihVZ+7n55pvtTZAA6rfMflS/5oMAcY8AgXdcBcgLL7yQtZ8JEybYmyAB1G+Z/ah+zQcB4h4BAu+4CpB58+Zl7WfatGn2JkgA9VtmP6pf80GAuEeAwDuuAmT27NlZ+3n44YftTZAA6rfMflS/5oMAcY8AgXdcBQi/QIoDv0D8RYDAO64ChHsgxYF7IP4iQOAdVwHCKKziwCgsfxEg8I6rAGEeSHFgHoi/CBB4x1WAMBO9ODAT3V8ECLzjKkBYC6s4sBaWvwgQeMdVgAir8SYfq/H6iwCBd1wGCM8DST6eB+IvAgTecRkgPJEw2Xgiod8IEHjHZYDY++KZ6MnCM9H9RoDAO/ZJv5AAefrpp7P2NX78eHsTeEz9ldl/6s98ESDuESDwjssA2bBhg9l2223L9sVIrGTJHIGlflR/5osAcY8AgXdcBoi0a9eubF9NmjSxX4bH1F/pvlM/FoIAcY8AgXdcB8igQYOy9rd8+XJ7E3hI/ZTZb+rHQhAg7hEg8I7rAJk1a1bW/saNG2dvAg+pnzL7Tf1YCALEPQIE3nEdIBs3bjTVqlUr21/v3r3tTeAh9VO6z9R/6sdCECDuESDwjusAkQ4dOpTtr1atWmbLli32JvCI+kf9lO4z9V+hCBD3CBB4J4wAGTlyZNY+p0+fbm8Cj6h/MvtL/VcoAsQ9AgTeCSNAVq1alTWct1u3bvYm8Ij6J91X6jf1X6EIEPcIEHgnjACRzp07l+1zu+22Y1kTT6lf1D/pvlK/uUCAuEeAwDthBcikSZOy9jtmzBh7E3hA/ZLZT+o3FwgQ9wgQeCesAPn4449NzZo1y/bbokUL880339ibIUbqD/VLuo/UX+o3FwgQ9wgQeCesAJH+/ftn7XvGjBn2JoiR+iOzf9RfrhAg7hEg8E6YAbJ06dKsm+lt27bN+wl3cEv9oP5I9436Sf3lCgHiHgEC74QZINKrV6+s/Rc6wxlu2CsGqJ9cIkDcI0DgnbADZPHixVn751G3fsh8dK2K+sklAsQ9AgTeCTtApGvXrlnvMW3aNHsTREjtn9kf6h/XCBD3CBB4J4oAWbBggdlmm23K3qNx48bORvugatTuav90X6hf1D+uESDuESDwThQBIn379s16n4suusjeBBFQu2f2g/olDASIewQIvBNVgGjGc+3atcveR7OflyxZYm+GEKm9M2edqz/CWiGAAHGPAIF3ogoQue2227LeSzdyv/rqK3szhEDtbN84V3+EhQBxjwCBd6IMkK+//toceOCBWe936aWX2pshBGrnzHZXP6g/wkKAuEeAwDtRBogsWrTIVK9evez9NIHtscceszeDQ2rfzAmdan/1Q5gIEPcIEHgn6gCR0aNHZ71ngwYNzOrVq+3N4IDaVe2b2d5q/7ARIO4RIPBOHAGiZTROOOGErPc98sgjzRdffGFvigKoPdWume2sdo9iORkCxD0CBN6JI0Bkw4YNZo899sh671NOOYUVex1RO6o9M9tX7a12jwIB4h4BAu/EFSCiCWyZ90NULrjgAnsz5EHtmNmuaucwJgyWhwBxjwCBd+IMEJkyZUrWLHWVESNG2JuhCtR+me2p9lU7R4kAcY8AgXfiDhAZNWpU1jGo3HnnnfZm2ApqN7st1b5RI0DcI0DgHR8CRC6++OLAiY9fIlVj//JQUbvGgQBxjwCBd3wJEI0MstfLUtG1fG6sV0ztY9/zUFF7RjHiKhcCxD0CBN656aabsr7oQ4cODXWGckW03EauENFoIob45qZ2sUdbpcMjrmViPvjgA3PwwQcTII4RIPDOr3/968DJZ//99zf/+Mc/7E0job+Yc13O0nwGJhtmU3vY8zxU1H5x/PJQYP3+9783devWDRzTe++9Z2+OKiJA4J1//etfplq1aoEvvMrPfvYz8+9//9uuEgn9MrJHZ2lGNcuefEftYM8wV3up3eLw17/+1bRq1Srwb0ilSZMm9ubIAwECL/3nP/8xJ598ctZS3+myww47mCuuuMJs3rzZrhY6DT2154noJKmFAeO6PBM3fW59fjtc1U5RD9WV5cuXm5/+9KeBfzcq9evXT/3bKdW+co0AgddeffVV8+Mf/zhwIlDRU+x0gor60ogmv9kz1lW0NPnLL79sb17U9HntJdlV1D5RThKUjRs3msGDB5vtt98+cDwKs0GDBpmPPvrIroYCECBIhD//+c+mWbNmgRODSocOHcyzzz5rVwmVlt/o3r174Fj0i0lP2Cv2x+Pq8+lz5vqFqHaJankS0YiviRMnmoYNGwaOReW4444zy5Yts6vBAQIEiaHRPb/97W/NzjvvHDhJ6PJJv379zJo1a+xqodIqsvYlLZVdd93VTJs2zd68KOhz6fPZn1ntEMWqupnmz58feJ5LurRs2ZL7UyEjQJA477zzjhkwYEDgmrvKjjvuaK6//nrz2Wef2dVCo+dYlHcS0+WdRx55xK6SSPocuS5Xqejzh/08j0yrVq0yvXv3DhyHSp06dczNN99svvzyS7saHCNAkFg6YR1++OGBE4hK06ZNzR//+Ee7Smg0T0WPY9XJyz4WlbZt25oZM2YkbgKijlfHreO3P1P6ZK3PHdU8nU8//dRcffXVpmbNmoFj0ci9s88+OzXnA9EgQJB49913X2pYpn1CUenUqZNZsmSJXSU07777bupSmn0c6dKiRQszZsyY1HY+0/HpOHW89mdIF33OKD/H1KlTK+znl156ya6CkBEgKAqffPKJGTZsmKlRo0bg5KK/TM8555xI/zLVCCTdvLWPJV1087lbt25m+vTpkV5uq4iOQ8ej48p1czxd9LmiHGGlX5odO3YMHIeKfmnOnDnTroKIECAoKpVdG7/lllsivTa+ePFi06tXr5z3a9KlVq1aqaU/xo0bl5rDECW9n95X76/jsI8tXXT8+hz6PFFZt25d6l5X5rPT00X3uq677jpvwrdUESAoShqdc8ABBwROPCoanfP444/bVUK1dOlS079//5zX7u2iyzS6PHTXXXeZp556ytmSG9qP9qf9av/lXQ7KLDpeHbeOPyoabXfDDTeUO9pOa2pFPdoOuREgKFq6ATxhwoRy5wccf/zxkc8P2LRpk7nnnntM586dK/xVYhf9emrfvr3p06ePueyyy8zw4cPNjTfemJpIqTJr1qyy/63/rte1nbZXvfJu7ucqOi4dn45Txxulhx56qML5PgsXLrSrIEYECIqeZihrMb9c8zXinKH89ttvm5EjR6ZOjOWt/RVV0fvrOHQ8Oq6o6RfOMcccEzgulbhWHEDlCBCUDF3v1w1i+wSlol8p48ePj2w4qk0zu/UrQmHWrl27wPGFUfQ+ej+9b1wz5zVjXasv57pprzXPLr/88sh/BWHrESAoObNnzy53lVadVOfNm2dXidyHH35onnnmmdQluEsuucT07NnT7LvvvlX+paLtVU/1tR/tT/vV/uOkxQw1f6RevXqBY1bRDfu4Vl3G1iNAUJI0EkvzHMq7N/Dzn//crFy50q7mBd1k1rGpPPfcc+bJJ58sK/r/6dd8feDVE088Yfbbb79Am6u0adPG/P3vf7erwFMECEqa5oace+65Of+y15wSPQZVc0xQuDfeeMP06NEj0M4qWmb9zjvvjO0SIvJDgADmu2XJNfLIPrGp7LbbbqnZ7siP7q/oeSHlLbOuZ6fHfUkN+SFAgAxaP2uvvfYKnOhUtO6WLhFh62gY9aRJk8yPfvSjQFuqHHvssamnTyK5CBDA8vnnn5sRI0aYnXbaKXDS0xyJ0047LbUiMMqnG/UHH3xwoP1U9tlnn9TILyQfAQKUY+3atakZ27km/GmWtJ5NorDB9/Qo4l/84heB9lLRUil6PrqvN/dRdQQIUAk97bC852DsvffeqacllrotW7akZr//8Ic/DLSR1rI688wznS3JAn8QIMBW0Czoe++9N+eT+FT03PZXXnnFrlYStIJvrmfEqxx55JHmhRdesKugSBAgQBVs3rzZXHnllalZ0vbJUrOpBw4caNavX29XK0oKBgWE3Q4qChQFC4obAQLk4a233jI/+9nPAidOlbp165qxY8emZlsXI12K0iWpXMus6xKWLmXpkhaKHwECFOAf//hHuY971RIic+bMsasklm5+6yZ47dq1A59VRTfPdRMdpYMAAQqk2dN6xkaDBg0CJ1WV7t27mxUrVtjVEkXDbjX81v5sKhquq2G7KD0ECOCIloS/8MILcy4br1nYWswwrlVv86WJfprwZ38eFU0Q1ERBTRhEaSJAAMdef/1107Vr18AJV6VRo0bm7rvv9v6kq6VFfvOb35QbhlqaJGlhCPcIECAkjz76qGnRokXgBKxy0EEHpR4v6xtdjtOihlrc0D5mFS2GqEURASFAgBBp2fjRo0eXe+P51FNPjeUJgLloGfX9998/cIwqWn5dy7ADmQgQIALvv/++Oeuss3IuG1+zZk1zzTXXmE8//dSuFgk9uEkPcLKPS0UPfLr11luLdkgyCkOAABF68cUXzVFHHRU4Uavsvvvu5v7777erhEaTIvXI2PImRZ533nmpR84C5SFAgBjMmDHD7LnnnoETt8oRRxxhFi9ebFdxRsuyTJkyxTRu3Djw3irHHHOMefXVV+1qQAABAsREs7WvvfZas+OOOwZO4prlffrpp5t3333XrlaQhQsXmg4dOgTeT6VZs2bmoYcesqsA5SJAgJitXr3a9OnTJ3BCV9ES6KNGjSp4CfQ1a9aYvn37lrs0/Q033FDwe6D0ECCAJxYsWGAOOeSQwAlepXnz5uaRRx6xq1Tqs88+M9ddd125v3IGDBhg1q1bZ1cDtgoBAnhE9ycmT55sdtlll8AJX6VLly7mtddes6vlNHPmTNO0adPAPlQ6duxoFi1aZFcBqoQAATy0adMmM3To0HJHSJ1//vnljpB66aWXTKdOnQL1VJo0aWKmTp1qVwHyQoAAHnvzzTdNz549A0Ggojkat99+e9kcjQ8++MCcffbZ5c41ufrqq2Oba4LiRIAACTB37lzTunXrQDCoaJb4r371K1OnTp3Aayq9e/c2q1atsncJFIwAARJCvzT0i0O/POyQyFUOPPBAM3/+fHs3gDMECJAwuveheyC6F2KHhkrDhg3NxIkTvV/xF8lHgAAJpdFY7du3LwsOzfEYNGiQ2bhxo70pEAoCBEg4PWb2Jz/5iZk3b579EhAqAgQAkBcCBACQFwIEAJAXAgQAkBcCBACQFwIEAJAXAgQAkBcCBACQFwIEAJAXAgQAkBcCBACQFwIEAJAXAgQAkBcCBACQFwIEAJAXAgQAkBcCBACQFwIEAJAXAgQAkBcCBACQFwIEAJAXAgQAkBcCBACQFwIEAJAXAgQAkBcCBACQFwIEAJAXAgQAkBcCBACQFwIEAJAXAgQAkJf/B7+CF5vCPY0eAAAAAElFTkSuQmCC)
PN: 2715-1-17
CAS: 16191-28-9
Molecule Weight: 196.249
Formula: C14H12O
![3'-Methyl [1,1'-biphenyl]-2-carboxaldehyde](data:image/png;base64,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)
PN: 2715-1-14
CAS: 216443-17-3
Molecule Weight: 196.249
Formula: C14H12O
![2'-Methyl [1,1'-biphenyl]-4-carboxaldehyde](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABcEAAAXBAGuiIYDAAACJHpUWHRtb2xTb3VyY2UAAHichZRZb+IwEID/ysjPG18JCSCgQq1WWqnVSttW2reVSQyNROwqCde/33EOSiANELAzM9/Yc9izh2O2hb3Oi9SaORGUE9AmtklqNnPy/vbTG5OHxSxGIzQ0xZx8lOXnlLHD4UDjD52pozU0thmp9dNjkXZsDj61+YZJzgX7+/L8WjFeaopSmVgjVaTTohI+21iV1S6+WYJlKt+nhtXmLMv3tbd/kruH02ORkK9YHlG3RBTW6VbD2uaZKmEvOcWH/4CNNjpXpU5gdUKxTwOMfTF7ebLxLtOmxKnzkMZq+1rmuxgFmd3qeIfOcPLraU4ygYAqbbbMc3UCN3NiJUBJUD6oANQIVAgqAjUGNQElOP5QL9BAoIVAEzHCnG+1W/Tt9Klx59D//e3+MWXSFcr3/QiaQdIwjIJ2aIQYJX7awWukXmPkYbgcd3MeR6gPUB+ifhx82dUcgROu6nEaRc6ZpL5wo0/5mFdOQslrJ5PL91Z/bd++N/7aPfa+Yo7ZOcmL2cqa5GIKaTInK0Gq7P/R60I2BSBg80TnmCrnwJleArILuHKdgWUf4HcBV9xhIOgCrhWGgVEXcI0zDIRdwLXZMBDdBH0HGHcB18XDaZ10AdfzwysI3iWqI3IHuS52daTuMFf1ro/gcCziquT1kT0zspcJeta50yjiqvDtlTDIhDeJ7kfYxXFh7f2F05u7jV1cfAyv+8V/jmHFZsZzzl0AADRuSURBVHhe7d0HuBTV/cbxxK7YYzeKARU1KqioiAUJ9o4lKpaIFVtsBCz/WImd2GI0FrDFHmOPxhoUFAv23lvsvdfzv++QM8yee+HO/Hb23pmd7+d55nkS9myZc915d079mQMAwOBn4T8AAJAGAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAZvfrqq65nz57uZz/7mVtzzTXde++9FxZBBxo/frybZ5553M9//nO39957u6+//josAqBBCJCUvvjiC/fHP/7RzTDDDFF4+GO22WZzJ598svvuu+/Cp6CB/vvf/7rf/e53UXAk/x6LLLKIu+KKK8LiABqAAEnhkksucb/85S/ji9T000/vevfu7aaZZpr43xZffHF34403hk9Fzr799lt37LHHullmmSWu+znmmMMtu+yyNUGyxhpruEceeSR8OoAcESBT8MADD7i+ffvWXJi22GIL9/LLL0ePP/nkk27AgAE1j6+77rrumWeeCV4Jebjmmmtct27d4rqedtpp3QEHHOA+/vjj6PF///vfbskll4wfn3rqqd1uu+1GMyPQIARIG95++2230047uammmiq+GOkX7l133RUWjfzzn/903bt3r7mw7bfffu6jjz4Ki8Lg8ccfd7/5zW9qgnr99dd3zz77bFjUff/99+700093c845Z1xWzYwjR46kmRHIGQGSoOaR4447rqZ5ZK655nJnn322++GHH8LiNSb33LPOOqvd56JtH3zwgdtzzz1rmgp79Ojhbr755rBoK3ruXnvt1aqZ8aabbgqLAjAiQP6nrbuI/fffP24eSWtydy933nlnWBSTobuI0047Lerb8HU4++yzm+4innjiiVZ3L+uttx7NjEAOKh8gusCE/Rh5XGAefPDBVv0nm2++edx/grbdeuutbfZjvP/++2HRTNR/kscPBACTVDZAJtfEkfdIqrZGcB166KHu888/D4tW2vPPP+822mijmsDt169friOp2hrBlbaJEkBrlQuQyXWyNnIux5dffukOP/xwN+OMM8bvucACC7gLL7zQ/fTTT2HxSvn000/d0KFD3XTTTRfXjeZyXHnllWHR3GgOiZoZk3NIpjRIAkDbKhUgGua51FJLxRcNNY/suuuuHTbMU7PYt95665pf2SuvvLK77777wqJN78cff3TnnXdeNIvc10WXLl3cMccc02GzyTVMe5VVVqn5eySHaQOYskoEyHcvvOCu2Hhj1zNxoejMiWb/+c9/3HLLLRd/Fv0S3mGHHdxbb70VFm1KY8aMccsvv3zN+W+//fbuzTffDIt2iIsvvrimmVGrDRx22GE0MwLtaO4A+fRT54YNc2666dxNLReGnVqOpbp2rWupixdffNGdf/757rPPPgsfykS/wM8991w399xzxxeumWee2Y0YMcJ98803YfGm8Nprr7ltttmm5hf/Siut5MaNGxcW7XBtLVWz4IILuosuuigsCuB/mjNAWi7OLVd55+adt+UMfxYdb3fp4sYffbT71tg8osAYPnx43FZ/8MEHh0VMPvnkE3fQQQfV9AH86le/cldddVVYtLTUB3TEEUfU9AHNP//87oILLihcH5CaGX/729/WhFyfPn3c/fffHxYFKq/5AuSee5xbYYU4OKJju+2ce+ONsGQqusCNGjXKzTfffPEFZaaZZnL/+te/wqJ1ee6559yGG25Yc+HSar+PPvpoWLRU/v73v7uFFlooPieNQjvkkEMK3zykZsZevXrFn1vNbDvuuGNlmhmBNJonQF5/3bltt60NjhVXdG7s2LBkamNbnqtFE5MX9UGDBrW81eth0dzccsstbokllojfTx39e+yxR93zIDraQw895FZdddWauhs4cKB76aWXwqKFpWbGc845p1LNjEAW5Q+Qr75y7sgjXcttwaTgaLlbcKNH6/YhLJ3KGy13K9u13LUkL34KknvvvTcs2hAaanzqqae2mol9yimnNGyocV7eeecdN3jw4JqZ+Msss4y74447wqKloWbGAw88MJp86M9JzYxXX311WBSolHIHyKWXOrfwwpOCY/rpnVPfhLGD+6uWMDrqqKOiJip/oVDTlZqwOqOtXpMdhwwZEt2F+M+ju5O8m8/yoEl6J5xwgpt11lnjz/qLX/zC/fWvf22aSXpqZtxggw3i89PRv39/99hjj4VFgUooZ4A89JBzq61W21y12WYaIhWWTO3yyy93Xbt2jS8M6tRWp7kmunU2XaB0oUpeuHQh0wWtCK677jq36KKLxp9Nv9R///vfN+1qxArwsJlRQa/AB6qkXAHyzjvO7byzc1NNNSk4ll7audtvD0um9tiECW711VevuThvsskm7oUXXgiLdjo1majpJHmhVtOKmlg6w1NPPeXWWmutmrpbZ5113NNPPx0WzYWG2mrujoZha8KhloTRjHIdmgDo/7f+XY+rnMrreXlTU6KaFNW06M9dTY5qelQTJFAF5QiQb7917sQTnZt11knB8YtfOHfmmc4Zm0d+fPddd9euu7r+ibZ6zVK/7bbbwqKFos5bdeKqM9d/bnXyqrNXnb4d4cMPP3T77LNPzTpiiy22mLv++uvDonXRxELNw1CfSnIhRMuh5+t19Hp5TljU4AYNcgibGTUYAmh2HRMg2oNh++2d69bNuS5dJnZ463/r39rbn0GLG7ZcnFq+mROPlouW23df56zNI+qEPukk52abzY1reb0DWo6l55zTnXHGGaX65ajhpBpWmlzPScNONfy0UVQ/f/nLX1qtI3ZiS7irDyQPWg5fy7Ynh9C2dah/RWtmaSkSDXf2h/6//l2Ph89JHnp9vY/eLw8abq33T76HhmUXpZkR6WmJGzXB6r8R/XekO339SNO2ALrrbGsSsf+bp5GlbNE19izU5NSvX21fRVtHyxfPtbUeldaISpZbe221m4Sl0rvhBucWXzx+va9bwmj83nu7z1p+UZeVJrhpolvywrXVVltFE+LydPvtt7tf//rX8XtolNUuu+zi3m25k8uDXl/9Osm7Gn9olWT1MWgFAK0bpjugNFRO5fU8PV+vE7623k/vq/fPgyaAJpsZ1ZemiaKd1cyI9PQ3UlNo+N9IeKip8lIN4Enwj6WRpWzRNe4sNG+h5YvkVFEtv1jdiBHam1QN2ZqarA3FnTv22IlNUSrTvbu+8bWvoU7x2WefeAdy3XW1j2WhvT3WXbc2jAYMmPgZmoSaZrT0hv+PU0tyaGmOetv/tXTLpptuWvMFUp/Rww8/HBY1UbOXFpRMvr7CSX0ro0ePzrW5SfR6el29fnKosQ59jjya4SbXzKilazqqmRHZKDz8Qqu6w9bq2ePHj48Ggqi/S8PT1Sy5d8sPTi36GQaA/zunkaVs0TXuLFpu350qaZll1N4SPjqJmhB69pxYtuVClSs1c+23n2u5B50UHAqqa68NSzYFhYUWAUyu56RFArVYYFZ+6RbNHPevtfDCC7vLLrssLGqizu1wJVzNWD/++ONzD43J0fvo/ZIz5XXoc+Wx0KaaGbVIZrKZUYtoNrKZETba7E1/nxVXXDEKiylRv5dW1U7KEgpZyhZdY85C6wapgmaZxblXXgkfbU3NLSqr5zzwQPhodupYP+ss5+aaa1Jw6PVbLhZRh3yT03LkW265ZauLotp226P5LvqFHi7dcuSRR0bzZOqlYdH7tYR6sqlKQ4C1tHtnTZLU++r9k0OR9fn0OfMYxq1mtPAuS+tt5d3MCBvtHqq/ie48rH1iWUIhS9mia8xZtNzmOVXQQQeFj0ze0KETn6MO8npo73Hd9ei1dGjI7+DBE+90KkYbJPVsubvz/8Hql7CGuWpDpba0tXTLtttum9vSLbqQJufaqC35rJagL8pEQ30OfZ7kCgD6vHns16Jg1gZi2kjMv7YWl1RTiRabROfZt+Wao7+H7t6tsoRClrJF15izWHbZiRdvLWyY1pgxE5/Tq1f4SDraBKjlNjR6DX/07aufF2HJStFFUVu2autW/x+utnTV1q5+5FRbS7essMIKuS7doh0f/VIgPsg6aiOvrPS5kjsW6nPr8+dBi0jqQpVsGlQzo7Y+RufwP7Lq+aGQJRSylC26xpxFyy+46AIedopPicrqOepUz0Kruh566MRlTPR8HQstpM3Iw5KV9vHHH7v999+/Zj0nDXfVCCTfKahj3nnnjUYt5dXZq90FkyNbNCwy733nG0WfMzkcWOeR126Jamb07e7+yKsTH9n4Yen1rJyQ/DumPZpBY85CczVUQVnmVaj9W8/Rc9PQ2lQXXujcAgtMCo4ZZ3Tu8MMnjvJCm5599lm33nrrtfqPWcNNhw0blkubv6eRLdr50b+HVufV3U6Z6PMmVxXW+eQ5JPfOO++M9mNP/i20rA46ju+Pq2ceWPh9SnM0g8acRaPvQMaPdy0/1yYFhw6NiqBTMrWbbropHsaqu468l25RZ2TywqgmoXq+oJ1Jn1uf35+Lzsva2doWNTNqgpp//ZM00RUdJs87kDSylC26xpyF7wNRv0ZaaftAFDTJ5qrllsv2Poj5iXV/+MMfwofqol/oyc573dk0A52HPyedX553Irrz869dz5bLyI4+ELvGnIUfhXXggeEjk6cRW3pOe6Ow1Aa9xBIT9/w499yJ29fCpBEBoj6Cfv36xV8SLfHeTHQ+/tx0nnn1iRAgnaczR2FpQu6ee+7pllxyyWhUnrZ6HjBgQGn2mkl3xlmNGzcxDDprHghSyTtANFQ12TGsiYjNSOflz1Hnm8deMQRI59H8KNV7Z8wD6du3r7vggguiNdM0z+qJJ56IV7jWEO+iS3fGFuuvPzEQ0sxEV7OVyuY9Ex1TlHeAaKir/3Koz6CZJftE8hjiS4B0rs022yyq+5VWWqndmeja92Wbbbap+TdrgLRFAzf0uLYKKLrJn0W9tMhe164Tg8GvhdWSrtEIKb8W1nHHTZotriVG2JCnQ+UZIGo/9kOENWqprB3maen8/OgsnXc97edCgHQuDXP3m4Rp6LZ+/evORP1c+ltr0dBbb7012sag0Wth6S5Ij2uJnaKb/FnkQTOew50D2zq0Gm9Oq7oivbwCRBc/P8NcX76yDdW10nn6eSI6/3qGQBMgnU8h4u9EpnTobx6uCddeKCRNrqxG46kpa6ONNor6Q6655pqwSOG0PotG0DLqgwZNXJ1Xe4Ho0P/ebruJ+32gU+QVIFozSq+jmdtlmSSYF52vn7GuerAiQIpDq/DqTkPDtdUvktwPRDtOajWB0ORCoS1tlU0GlBYtLcuCm+nOGE0pjwDRqrV+Ilaz93tMju8PUT1YV/ElQKClhdQUuvTSS0crat98881hkcIhQCqs3gDR6CO/JLsWICzq2laNpvP2CzCqPiyjsggQeH51YO1PUnQESIXVGyBat8lf9LSKbZXp/H1dWNazIkDgaV8f/XegBTeLjgCpsHoDxG+lq300irIke2fR+fv9RFQvWREg8MaMGRP9d6AZ8kVHgFRYPQGiPcT9BU+bMcFF9eDrJOse6wRINWnS4G233Rbtcqghw+r36N69e9SfRh8ICq2eANEy8Hquxqp31k6CRaN68Nvjqn6yIECqady4cdH2uPrvRqGhpUy0bcD92tW1BAiQCrMGiCY6+ZFX2lMck6g+VC+qnyzLYhAgxXP33XdHHdqYPAKkwqwBMnLkyOh5U089dWUmDaal+lC9qH5UT2kRIMXy1FNPRfN71JH9YZZtKSqGAKkwa4D06tUrep7ab9GaXwxP9ZQWAVIsd911V/z3yHuvnGZCgFSYJUDefPPN+Is1evTo8GG0UL34OlJ9pUGAFAsBkg4BUmGWALn44oszXxyrJhmyqq80CJBiIUDSIUAqzBIggwcPjp7To0eP8CEkqH5UT6qvNAiQYiFA0iFAKswSIN26dYueM2TIkPAhJKh+VE+qrzQIkGIhQNIhQCosa4BoiQW/8uyoUaPCh5Gg+lE9qb5Ub+0hQIqFAEmHAKmwrAEyYcKE+Es1duzY8GEkqH58Xane2kOAFAsBkg4BUmFZA0Sb6Pgvlbb1xOSpfnxdhZsPtYUAKRYCJB0CpMKyBsiIESOi8tqRDe3zuxWq3tpDgBQLAZIOAVJhWQNk6NChUXlGYKXjR2Kp3tpDgBQLAZIOAVJhWQNkjz32iMr37t07fAhtUD2pvlRv7SFAioUASYcAqbCsATJo0KCofP/+/cOH0AbVk+pL9dYeAqRYCJB0CJAKyxogAwcOjMpnXaq8qvyS96q39hAgxUKApEOAVFjWAOEOJBvuQMqLAEmHAKmwrAFCH0g29IGUFwGSDgFSYVkDhFFY2TAKq7wIkHQIkArLGiDMA8mGeSDlRYCkQ4BUWNYAYSZ6esxELzcCJB0CpMKyBghrYaXHWljlRoCkQ4BUWNYAYTXe9FiNt9wIkHQIkArLGiDCfiDpsB9IuREg6RAgFWYJEHYkTIcdCcuNAEmHAKkwS4CwJ3r72BO9/AiQdAiQCrMESPLiOHr06PBhtFC9ZA1ZAqRYCJB0CJAKswSI9OrVK3reWmutFT6EFqoX1Y/qKS0CpFgIkHQIkAqzBsjIkSOj50099dTujTfeCB+uNNWH6kX1o3pKiwApFgIkHQKkwqwB8vbbb7tpppkmeu7xxx8fPlxpqg/Vi+pH9ZQWAVIsBEg6BEiFWQNE/FLlCy20kPvuu+/ChytJ9aD6UL1kXfKeACkWAiQdAqTC6gmQ22+/Pf6CnXfeeeHDlaR68HWi+smCACkWAiQdAqTC6gkQ6dOnT/T8RRdd1P3www/hw5Wi81c9qD5UL1kRIMVCgKRDgFRYvQFy/fXXx1+ys846K3y4UnT+vi5UL1kRIMVCgKRDgFRYvQHy008/uVVWWSV6jTnmmMO99957YZFK0Hnr/FUPqg/VS1YESLEQIOkQIBVWb4DII488Eo/I2mmnncKHK0HnrfNXPag+LAiQYiFA0iFAKiyPAJH99tsveh2tPHvjjTeGDzc1na9foVj1YEWAFAsBkg4BUmF5BYgufl27do1eS7vwVWVyoc7T7zqo81c9WBEgxUKApEOAVFheASL33Xefm3baaaPXW3XVVd33338fFmkqOj+dp85X563zrwcBUiwESDoESIXlGSBy8sknx1+6Zu8P8f0eOnTe9SJAioUASYcAqbC8A0SjjzbffPP4izd8+PCwSFPQeflz1PlaRl2FCJBiIUDSIUAqLO8Aka+//tr169cv/vKdcMIJYZFS0/n4c9N56nzzQIAUCwGSDgFSYY0IEPnkk09cz5494y/gsGHDwiKlpPPw56Tz03nmhQApFgIkHQKkwhZeeOHoC7LrrruGD9VNK9Euu+yy8ZdQfQZl7VjX5072eei8sqy0m8ZHH30Uv/4555wTPowOpuHZ/u/x9NNPhw/jfwiQCptxxhmjL4j2r9BdSD3DUNuiX+hrrLFG/EXUqKWyDfHV5/WjrXTofPK885A77rjDLbXUUvF76O9yxhlnlDZwy0z9WdpRcrbZZov/Hhqife2114ZF4QiQStOdh9/8SMe8887rzj//fPfjjz+GRc3UR7DFFlvE76F5E2WZbKjP6ed56NB55NXnIS+99JIbOHBg/PrhoVC57bbbwqehQcaOHetWXHHFVn8Hf2inySeffDJ8WqURIBWnX9jbb799zRdl+eWXd/fcc09YtC4a6urniWjmtpqEirp2lj6XPp+fYa7PncdQXe/zzz93hxxyiJt++unjOtc+In//+9/dhAkTau7adGyyySa0wzeQvgPbbbddTZ2vsMIK0XfghhtucIsttlj871quZp999nEffvhh+DKVRIAgMm7cuFa/vrbZZhv32muvhUXNNNnOz1jXoQUItYptUZaC1+fQ5/ELI+rQ5613kqCn5pELLrjAzT///PHrq7nqiCOOcF9++WVNWXWkJ+tquummizrx825mrDLdTR599NGuS5cucT23dReujcJOOumkmmatOeec0/3lL3+pfDMjAYJYlguclS6AWjPKL8CoQ/toaDOmztrZUO+r9/f7eejQ59PnzOuCrYBeaaWV4tfX0V5A6wJ31FFHtXuBQ3ZtBXR7/YDvvvuu22WXXdxUU00VP+/Xv/51pZsZCRC08tlnn7XZxHLppZeGRc20aq1fCj75HtpT/M033wyLN4TeR+/nt6H1hz6XdVXdkN5DTYS+OUyHmgjHjBkTFp2syTWx3HvvvWFRtEN/17CJcOONN87URPjwww+71VdfveY1Nt10U/fiiy+GRZseAYLJaquTd7XVVnMPPfRQWNRMmy+tvPLKNe+hX3jqsNRomLzDRK+n19XrJ39J6tDnsGwG1RbdPRxzzDE1dw/zzDNPdKdjvXtoq5N32223da+//npYFAH1a+222241g0Y0SOHf//53WDS1yy67LB4Kr0N3MVqlQD/AqoIAQbs0zHTppZeuucDvvPPO7p133gmLmmkP8Q022KCmacsfmvA4ZMiQqOlG/RFpOzBVTuX1PD3fT5xMHno/vW/WPcyn5Morr3SLLLJIzYVl6NChU2weScsPM51vvvni159pppnckUce6b766quweOWpeVIDIML+i9NPPz2X/gvVuepefwP/+vrbjBo1KpclboqOAEEq6mA+88wza4a1zjrrrNHSHt9++21Y3EwT9EaOHOl69erV6mKfPPQ5dJFWc9Oaa64ZH/r/+vfk52zr0OvrffKcEPjoo4/WLOOiY6ONNnLPP/98WLRu+pV78MEH1zQz6tewfhVjoptuuqnmR4N+LOy1117ugw8+CIvWTXeBgwYNqvnb9+7du+mbGQkQZKIZ0/vuu2+rTvDrrrsuLFo3NTdddNFFbvDgwa579+6tQiDLoefrdfR6eTeLvf/++62aR5Zcckl36623hkVzp3b3zTbbrOZc1cyodvqqeuaZZ9x6661XUye/+c1v3BNPPBEWzZ0CQ8GRfG8FS7M2MxIgMNHyDmuvvXbNF0X//6mnngqL5uaLL76IOkE1gkb9C4ceemg0X0OHJvn5/61/1+Mqp/J6XiOoeeTPf/6zm3322eM60BDg0047LZfmkSzUBKcRQf5zqJlRI4Y0cqgqPv74Y7f//vvH84106IfDP//5z7BoQ6npSk1YYTOjRtQ1WzMjAYK6qNM5nGilO5S0/RRldfPNN7sePXrUnPeee+7ZkOaRtBRampsQNjOeeOKJuTYzFo2aV88++2w311xzxec9yyyzuGOPPbZTz1vNjOpUVx+Y/1waOnz55ZeHRUuLAEHd9CXVRUoXK/9F0UVMfSZFmSSYl2effdatv/768XnqUPPI448/HhbtNApvzZZONjMq5PMaYVYkWjU3uWinX+Xgv//9b1i002iIsIb5Jv+b0TBgrTpQdgQIcqPmEo3OSg6P1eitPEc4dRY1jxxwwAE1zSPdunVz11xzTVi0MNScqOHKyQuXmhmbYXXZl19+uWaNNR0aQPHAAw+ERQtDEw7DZkatR1fmZkYCBLlTB646cpNfbnX0lnGile6g/va3v7VqHvnTn/7kvvnmm7B4IWmAQ3KWvULw97//fTQgomy0jthhhx1WM/rsl7/8pbvkkkvCooWkZkattKyhxP7za4ixlkrprJUY6kGAoGE0cz050Upfeg09LctEq7vvvrtmYyw1j/zud78rVPNIWmpm1JDrsJnxr3/9aymaGdUxrRF0CyywQPz5Z5hhBvfHP/6xYYMkGknNjHvvvXerZkYt3lgmBAgaanITrTQZrqgTrV555RW35ZZbxp9Xh5pHxo8fHxYtHU3+bKuZUZNFi+r+++93ffr0qfl7/Pa3v3WvvvpqWLR0tDz8gAEDas5tnXXWiYYilwEBgg6hcfBadiP5RdGyHFqeoyj0S/b//u//ol+2/jMuuOCC7uKLLw6Llp6Wo0lulKVDy9Zo+ZqieOutt9yOO+5Ys46YJoD+5z//CYuWnjasSs51UjOjFvMsejMjAYIOpT0WtBBg8sKlhQI7e6dCNY8oLPxnUogoTMrYPJKF9iBJLiapZkYtpKm+hs6ivqURI0a4mWeeOf5cc889d7TVr3UdsTJQM6MW90w2M6rvrUhbHoQIEHQ4XQS0PpWWJvdfFC06qL0Z8tzxLw01S4XNI1tttVXUjFUVWqpfS/b7LY51aEl/Le3f0c2MV199tfvVr34Vfw79Ej/wwANz30bYK9rkVNHyOlo1IdnMuMwyy7g777wzLNrpCBB0Gi0uqE2SwolW+pI2mjrC1SGebB5Rh7k6zqtKe5Noj5JkmGoPE+1l0miPPfZYtJZZ8r21yOVzzz0XFq1LWZbHkQcffND17du35j0333zzaAhzURAg6HSaaKVtW5NfFO3Z0IiJVmoe0RDcsHlEQ3WL2kzQ0dTMqD1LfP0oZLWnSSMuklpHTCslJ9cRW2KJJdy//vWvsKhZmRfolLaaGXVH1JnNjB4BgsLQ3gzao8F/UXRR0USrvPZO/8c//hFN/vOvr+YRTQ7UJEHUUjOj9i7RHia+vvJsZtR8iFNPPbVm+2CtKXbKKafkNh+imbYIUDPj4YcfXtPMqCHNF154YYc3MyYRICgUXVi0V0M40Up7OlgvLFpmpH///jVfci1HomVJMGVqZtRWr8lmRv0a154nVrfcckt0l+FfTz8U9thjj+huJA/NukmZaOjy1ltvXfMeamZUqHUGAgSFpF962rsh+etRv/ZuvPHGsOhkaWFD/UpMvoYWQNRCiMhGe5po69fkhUt7n2TZ+lf9GRtuuGHNa6iJSP0feajKNsmiLZGXW265+PXVzLjDDjt02Hl6BAgKTXs4hBOt1l133SlOtNJdjJZUD5tHtPS69S4GE2mPE+114utVdw/aC2VKdw8aQXXQQQfV3MVopJVGXOVBd0maMxHuUaMmuM76e+t99f7JJWT0+fQ589iZUtTMeO6559Y0M6pvT6PFOmqZHQIEpaA9HcKJVtr7Iey/aOsCt/vuu0/xAodsJhfQ6kBOXrD9BU6DFJIXOM3xyOsCp6Ybjdzzr6/PVKR5E/oc+jzJutLnzbPJSQGtLZPDZsarrroqLJo7AgSloYlWxx13XLSYof+iaKKV9oLQHYm2j/X/rkNNLNpmFo2hJkLtgRI2EWorWc0Wb6uJRbPL86J+Mb86sl/GPa8BF3nT59Ln88PG9bn1+fOkZsa2mggb+R0gQFA6GiapL2OywzI5n6PeTl5ko0EK2hMleeFKHupIzvMXt0aBJZdy1/DaLH1jnUmfMzkcWOeRx6i2pHCQgr4bWramEQgQlJb2fkhOtNL4eLX/5v2FRDraG0VLq/u/h5q18h5mquYazRHy76ELY2cvg5OVPm9yHTKdT94z7f0waQ299u/TiO10CRCUniZVaYc33cKjc2nQg79g5TkZUHTnmdx9UHehHb33fF70ufX5/bnovPKegCiaIOvfQ3NJ8kaAAMiN5tb4C1aeq+bqF3pybxYtgdMMdB7+nHR+ed+JaBY7AQKgFBoRIGqS1IAI/7raGKuZ6Hz8uek882yCJUAAlEbeAaL+Ey0g6F9z+PDhYZGmoPPy56jzzavfiAABUBp5B4iGuvrXU59BM0v2ieQ1xJcAAVAaeQaIhv76eR4atVTWDvO0dH5+dJbOO4+hzwQIgNLIK0C03IefYa55E2Ubqmul8/TzRHT+9S57QoAAKI28AkRrRuk1NAmuLJME86Lz9RNjVQ/1IEAAlEYeAaJVa/3yKM3e7zE5vj9E9VDPKr4ECIDSqDdANPrIL8muBQiLurZVo+m8/QKMqg/rqCwCBEBp1Bsg2nzJP1+r2FaZzt/XhXVTKgIEQGnUGyB9+vSJnqt9NIqyJHtn0fn7/URULxYECIDSqCdAtIe4f642Y4KL6sHXiWWPdQIEQGnUEyAbbLBB9DxtB9tZOwkWjerBb4+r+smKAAFQGtYA0Uq0fuSV9hTHJKoP1YvqJ+uKvQQIgNKwBoi2w9VztAVxVSYNpqX6UL2oflRPWRAgAErDGiC9evWKnrPWWmuFD6GF6kX1o3rKggABUBqWAHnzzTfj54wePTp8GC1UL76OVF9pESAASsMSIBdffLHp4lglyZBVfaVFgAAoDUuADB48OCrfo0eP8CEkqH5UT6qvtAgQAKVhCZBu3bpF5YcMGRI+hATVj+pJ9ZUWAQKgNLIGyBdffBGvPDtq1KjwYSSoflRPqi/VWxoECIDSyBogEyZMiMuPHTs2fBgJqh9fV6q3NAgQAKWRNUAuu+yyuPwHH3wQPowE1Y+vK9VbGgQIgNLIGiAjRoyIymoXPrTP71aoekuDAAFQGlkDZOjQoVFZRmCl40diqd7SIEAAlEbWANljjz2isr179w4fQhtUT6ov1VsaBAiA0sgaIIMGDYrK9u/fP3wIbVA9qb5Ub2kQIABKI2uADBw4MCprWaq8ivyS96q3NAgQAKWRNUC4A8mGOxAATStrgNAHkg19IACaVtYAYRRWNozCAtC0sgYI80CyYR4IgKaVNUCYiZ4eM9EBNLWsAcJaWOmxFhaAppY1QFiNNz1W4wXQ1LIGiLAfSDrsBwKgqVkChB0J02FHQgBNzRIg7InePvZEB9D0LAGSvDiOHj06fBgtVC+WkCVAAJSGJUCkV69e0XPWWmut8CG0UL2oflRPWRAgAErDGiAjR46MnjP11FO7N954I3y40lQfqhfVj+opCwIEQGlYA+Ttt99200wzTfS8448/Pny40lQfqhfVj+opCwIEQGlYA0T8UuULLbSQ++6778KHK0n1oPpQvViWvCdAAJRGPQFy++23x88977zzwocrSfXg60T1kxUBAqA06gkQ6dOnT/TcRRdd1P3www/hw5Wi81c9qD5ULxYECIDSqDdArr/++vj5Z511Vvhwpej8fV2oXiwIEAClUW+A/PTTT26VVVaJnj/HHHO49957LyxSCTpvnb/qQfWherEgQACURr0BIo888kg8ImunnXYKH64EnbfOX/Wg+rAiQACURh4BIvvtt1/0Glp59sYbbwwfbmo6X79CseqhHgQIgNLIK0A+/fRT17Vr1+h1tAtfVSYX6jz9roM6f9VDPQgQAKWRV4DIfffd56addtrotVZddVX3/fffh0Wais5P56nz1Xnr/OtFgAAojTwDRE4++eT49Zq9P8T3e+jQeeeBAAFQGnkHiEYfbb755vFrDh8+PCzSFHRe/hx1vtZRVyECBEBp5B0g8vXXX7t+/frFr3vCCSeERUpN5+PPTeep880LAQKgNBoRIPLJJ5+4nj17xq89bNiwsEgp6Tz8Oen8dJ55IkAAlMaECRPiC9aOO+7ovvjii7CImVaiXXbZZePXV59BWTvW9bmTfR46r6wr7bbngw8+iPcRIUAAFJ52y/NzGHQsuOCC7qKLLgqLmekX+hprrBG/vkYtlW2Irz6vH22lQ+eT552Hwum0006LZ7Lr0KiuvPpVkggQALnSXcjGG28cX7x0aDHA+++/Pyxqoj6CLbbYIn5tzZsoy2RDfU4/z0OHziPPPo9bb73VLbnkkvHrayOqbbbZxr3yyith0VwQIAAa4u677463qtWhOxM1a7311lthURMNdfXzRPTaahIq6tpZ+lz6fP7uTJ87r6G68vzzz7cKbXXI17MMShoECICG+fHHH90555zj5p577vjCNvPMM7s//elP7ptvvgmLZ6bJdn7Gug4122gV26IsBa/Poc+TbE7S581jkqBopvof/vAHN91008Wvv8gii7grr7wyLNoQBAiAhlMb/4EHHhjfMejo1q2b+8c//hEWzUwXUa0Z5Rdg1KF9NLQZU2ftbKj31fv7/Tx06PPpc9a7PIkomPX688wzT/z6Xbp0cUcffXSuTWLtIUAAdJjnnnsu3rrWH/3793ePP/54WDQzNdf4peD9oe1gtae4Ovc7gt5H7+e3ofWHPldezUn33HOPW3755ePXVrPY9ttv32HnmESAAOhwN998s+vRo0d8EVRn75AhQ6Khp/XS5ksrr7xyzQV8qqmmioa0jh49OvcLrV5Pr6vX1/sk31efw7oZVOi1116LOsSTr7/SSiu5cePGhUU7DAECoFOomefPf/6zm3322eMLovoKTj311Fzmd2gPcd3tJJu2/LH44otHgXX++edH/REffvhh+PQ2qZzK63l6vl4nfG29n97Xsod5WzR/44gjjnAzzjhj/B7zzz+/u+CCCxoyNDcLAgRAp3r//ffd7rvvHt2F+AvkEkss4W655ZawqIkm6I0cObJmRFhbh4bXqgNazU1rrrlmfOj/69+Tw2/bOvT6ep88JwReeumlNc1h008/vTvkkEPcZ599FhbtFAQIgEJ49NFHowt28qK84YYbRkNU86LmJk1sHDx4sOvevXurEMhy6Pl6Hb1e3s1iDz30UM1kQx0DBw50L730Uli0UxEgAArlqquuin7x+wunhqgedNBBuc7W9rTUijq3r7jiCnfMMce4Qw89NJqvoUOT/Pz/1r/rcZVT+TyXaEl655133M4771zTl7L00ku7O+64IyxaCAQIgMLRHBFdsDVnxF9INWT13HPPjYawNptvv/02WpV31llnjc9XTWZnnnlmYea0tIUAAVBYahraYYcdatbXWm655dyYMWPCoqV13XXXtZovsu+++7qPPvooLFo4BAiAwtPIp3Bo7tZbb+1effXVsGhpPPXUUzWr5epYe+213dNPPx0WLSwCBEApaMjqhRde6BZYYIH4gquhrYcffnhDlipvFA0F3meffWqGFy+22GK5zRfpSAQIgFL5/PPPo05tDWn1F2ANdb3kkkvCooWiuS3q00gOB1afx4knnhj1gZQRAQKglF5++eWa/dJ19O3b1z344INh0U6nSYUaTeU/p0ZZ7bLLLu7dd98Ni5YKAQKg1O688063zDLL1FycNT8jzwl9Vi+++KLbbLPNakJutdVWcw8//HBYtJQIEACl55dNn2uuuWqah7SwYWc0D2mm+MEHH1zTzLbwwgu7yy67LCxaagQIgKahoa9aMj25bLxmjF977bVh0YZQR78WVpxvvvni959pppnckUce6b766quweOkRIACazjPPPOPWXXfdmqajAQMGuCeffDIsmpuxY8e6FVdcseY9t912W/f666+HRZsGAQKgad1www3REFl/QdfQ2b333jv16rtpvPHGG2677barCY4VVljB3XvvvWHRpkOAAGhqWjb+pJNOcrPNNlt8gZ9zzjndGWecUdey8dr576ijjop2AvSvO++880ZLvTfjcittIUAAVIKGzO666641CxUutdRS7rbbbguLtkuLKib3YteCj8OGDctlu9oyIUAAVMqECRPc6quvXtPktOmmm7oXXnghLNqKnrvGGmvUPHeTTTZJ9dxmRIAAqKTLL7+81V3E8OHD29ys6b333ovuXpKbXlnvXpoJAQKgsjS0Vv0YGmrrg0FDcEeNGhUNyVX/ycknn9yq/+T000+vq/+kWRAgACpPI6kGDRpU0zSl0Vua/Of/v0Zw7bXXXrmO4Co7AgQA/kdzOXr37l0TJDo0h+SJJ54Ii1ceAQIACWq60qq56u/QcvFXX311WAT/Q4AAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmPw/fUJlZrwFV6IAAAAASUVORK5CYII=)
PN: 2715-1-13
CAS: 108934-21-0
Molecule Weight: 196.249
Formula: C14H12O
![4'-Fluoro-[1,1'-biphenyl]-2-carboxaldehyde](data:image/png;base64,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)
PN: 2615-3-X3
CAS: 192863-46-0
Molecule Weight: 200.212
Formula: C13H9FO
TSCA: Not listed on TSCA inventory
