| Product Number | 6960-1-01 |
| Synonyms | Ethyl 4-boronocinnamate |
| Purity | 96 % |
| CAS | 850568-49-9 |
| MDL Number | MFCD04115651 |
| Molecular Formula | C11H13BO4 |
| Molecular Weight | 220.03 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6960-1-01
CAS: 850568-49-9
Molecule Weight: 220.03
Formula: C11H13BO4
![[4-(E-3-Methoxy-3-oxo-1-propen-1-yl)phenyl]boronic acid](data:image/png;base64,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)
PN: 6960-1-09
CAS: 380430-58-0
Molecule Weight: 206
Formula: C10H11BO4
PN: 6960-1-03
CAS: 159896-15-8
Molecule Weight: 191.98
Formula: C9H9BO4
PN: 6960-1-04
CAS: 913835-51-5
Molecule Weight: 220.03
Formula: C11H13BO4
![3-[(E)-3-Methoxy-3-oxoprop-1-en-1-yl]benzeneboronic acid](data:image/png;base64,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)
PN: 6960-1-X1
CAS: 380430-59-1
Molecule Weight: 206
Formula: C10H11BO4
![[2-(E-3-Methoxy-3-oxo-1-propen-1-yl)phenyl]boronic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACKRAAAikQE37tIiAAACHnpUWHRtb2xTb3VyY2UAAHichZTra+MwDMD/FeHPVzvOsy1NR3fj4GBjcNvgvg03cbtAYw8nff33Jyfpw20vzQM5sn5SLMmePOzKFWykqQqtUsKpR0CqTOeFWqbk4/3XYEgeppMMjdBQVSn5quvvMWPb7ZZmX7IUO61opkvSzo93VeHYbAOqzZL5nsfZ35fnt4YZFKqqhcokUlUxrhrls85E3fzFf0KwUphNoVhrzkqzab19+p59PLqrcnJay0+cmyEKi2IlYaFNKWrY+B7Fx/sBS6mkEbXMYb5HdUBDXPt08vKks3UpVY1D66HIxOqtNusMFaVeyWyNznDw+yklJUdA1LqcGSP2YEdWLTgIH0QAIgQRgYhBJCCGIEYguIcvznM04GjB0YRHmPOVtEHf998S/xxeoX3d+xF1r5gyPyUDToMgSOAgcUl4wc2vTvg0jpPwIFzLTlx6HbTGBPYYckjDBG1iOgoawePTV0hjrDAEdBih8GnAm/BRaJ0enHs0SU6xutnOtiNbJWaVHdM6ncy1ys+GUOQpmXPS5PuPXFR+l3IC2uTSYBdbB9b0HPBdwBaoHwhcwJbzCPi3gPAKiPojRC5gW6U/QuwCtrH6IyQuYNvwCMxuAUMXsE3bD4xcoGnxfsLOO6VrtsQd5rLczRa6w/hXi7+LXNS83aX9KeYXZW939R0musHcbBZ21vzscP7g8OpsYmcHF8PjevoPiCKzs0eCnBgAAEr/SURBVHhe7d0J3JTz/v/xFlHSrogkRZIUIcQh0rGenOwqiTiO/XTsW+jIkiXbcUpFSGUNf+uxJuVE9lCWiqTSorRLPv/7Pfdv7nvme819z9wz1yzXXK/n7/F9/I7m+l5zzXXd1/c9c13f7/eqZgAApKGa+w8AAKSCAAEApIUAAQCkhQABAKSFAAEApIUAAQCkhQABAKSFAAEApIUAAQCkhQABAKSFAAEApIUAAQCkhQABAKSFAAEApIUAAQCkhQABAKSFAAEApIUAAQCkhQABAKSFAAEApIUAAQCkhQABAKSFAAEApIUAAQCkhQABAKSFAAEApIUAAQCkhQABAKSFAAEApIUAAQCkhQABAKSFAAEApIUAAQCkhQABAKSFAEGFfv/9d/vvf/9rl112me23337WqlUr22KLLWzTTTe1pk2bWocOHax37952zz332Lx589zqcapVq1ZW0pFpfQD+42yExx9//GFjx461tm3bxjXclZXq1atbjx49bNKkSe7qIjINgEzrA/AfZyPirFq1ynr16uUJiKqURJK9nkym9QH4j7MRZRQenTt3jmusmzVrFrmE9fLLL9v3338fWWbNmjU2Z84ce+211+zSSy+1Nm3aJG3gk72eTKb1AfiPsxFlTjnllLJGWpekrr32Wlu9erW7mMfGjRtt3LhxZUGSSKYBkGl9AP7jbETEU089FRce48ePdxdJauXKlda3b1/3nyMyDYBM6wPwH2cjImIvXV1yySXuyxnLNAAyrQ/Af5yNsKlTp5Y1zvXr17cVK1a4i2Qs0wDItD4A/3E2wgYPHlzWOJ9zzjnuy77INAAyrQ/Af5yNsEMPPbSscX788cfdl32RaQBkWh+A/zgbYTvuuGNZ4/zNN9+4L/siNgAyLQAKA2cjrHHjxmWN8y+//OK+7As3BDIpAAoDZyNsk002KWucN2zY4L7sCzcEMikACgNnI6xRo0ZljXMufoGkI9P6APzH2Yi4eyDffvut+7IvMg2ATOsD8B9nI6x79+5ljfMTTzzhvuyLTAOgsvq68a8p5Y8++mjbeeedI1PO165dOzK1Sr9+/ey9995zqwDwgfdsROjccMMNZY3zueee677si8oCIBWV1Y99LVHR1CxXXnmlWw1AhrxnI0JnypQpZY1tgwYN7Ndff3UXyVhlAZCKyurvvvvuduutt0Z+aSxatCgyY/Dnn39uAwcOjOsgMGbMGLcqgAx4z0aE0h577FHW0Gr6dr9VFgCpSLf+LbfcUlZvzz33dF8GkIGqnY0oWrr3EW1odcnnySefdBdJSrPx6p5DIukGQFS69X/88ceyenXq1HFfBpCBqp2NKGonnnhiWWNbo0YNu/766yMPj0pGzwPRFCjR3lyJpBsAUenW1yWtaL0mTZq4LwPIQNXORhQ1/YLo1KlTXGO99dZb2+WXX26vvvqq/fDDD5EHTClU5s6da6+//nrk5rR6PiVr4JO9nky69f/973+X1RswYID7MoAMVO1sRNHTDfSePXvGNdhVLYkkez2ZqtRfu3atzZo1K/ILSt15VadLly62dOlSd1EAGUh+NiJ0dEnq4YcfjhtgmKzovslhhx1m77zzjru6iKoEQCKp1He3SUUPyrr77rvtt99+cxcHkKGKz0aEnubF0qUrPaFw3333te23397q1q1rtWrVsi233NI6dOhgvXv3tvvuu8/mz5/vVo+TSgBUJpX6bnioNGzYMLKN06ZNcxcHkKGKz0YgoNavX29z5syxkSNHWuvWrSNBovEgQ4YMcRcFkAECBEVNj+fVQMPoL5Lx48e7iwBIEwGCovfaa6+VBcjee+/tvgwgTQQIip66HkcDRL2yAPiDAEHRU9fkaIBori8A/iBAUPReeumlsgDZZ5993JcBpIkAQVHTTfSOHTuWBchdd93lLgIgTQQIAq1du3Z21VVX2dtvvx15sJSmY1E33tmzZ8d141XZa6+9GFAI+IgAQaBFwyFZ+ctf/mLLli1zqwPIAAGClGhUuh7YVGjzSekZ7pow8a9//avtuuuu1rhx48igQY1A1/iPv//97xVOrwIgMwQIUnLIIYdEvsk3atTIvvvuO/dlACFEgCCp2IcyqWhyQgAgQJCUfnHEBsjQoUPdRQCEEAGCpAgQAIkQIEiKAAGQCAGCpAgQAIkQIEiKAAGQCAGCpAgQAIkQIEiKAAGQCAGCpAgQAIkQIEiKAAGQCAGCpAgQAIkQIEiKAAGQCAGCpAgQAIkQIEiKAAGQCAGCpAgQAIkQIEiKAAGQCAGCpAgQAIkQIEiKAAGQCAGCpAgQAIkQIEiKAAGQCAGCpH4oCZCdSoIjWkYSIACMAEEKlpcEyD0lwREtHxIgAIwAQSpKAsRKgqOsECAAjABBKggQAAkQIEiOAAGQAAGC5AgQAAkQIEiOAAGQAAGC5AgQAAkQIEiOAAGQAAGC5AgQAAkQIEiOAAGQAAGC5AgQAAkQIEiOAAGQAAGC5AgQAAkQIEiOAAGQAAGC5AgQAAkQIEiOAAGQAAGC5AgQAAkQIEiOAAGQAAGC5H74IT5A7rzTXQJACBEgSO6PP8w6dy4Njzp1zGbMcJcAEEIECFKzapXZxIlmc+a4rwAIKQIEAJAWAgQAkBYCBACQFgIEAJAWAgQAkBYCBACQFgIEAJAWAgQAkBYCBImtWGE2frxZv35mHTqYNWtmVquWWdOmpf/dp4/ZY4+ZLV/u1gQqxt9VUSFAEG/9erNhw8yaNImf/6qi0rix2e23l9YDKsLfVVGq5v4DQmzZMrMDD/SezKmU/fc3W7rUXSPA31URq+b+A0JKlwzat48/ebfbzuz6683ee89s4UKz334zW7TIbNo0s8GDzVq1il9+553NfvnFXTPCjL+rolbN/QeE1HHHxZ+0V11ltnatu1S8devMBg2Kr9erl7sUwoy/q6JGgMBswoT4k3X4cHeJyo0aFV9/3Dh3CYQRf1dFjwCB2e67l5+kZ5zhvpqaAQPK19Gpk/sqwoi/q6JHgITdlCnlJ2jt2maLF7tLpEb1VD+6rnffdZdAmPB3FQoESNjppmX05Ozf3321alQ/ui6tF+HF31UoECBh16NH+ck5dqz7atWofnRdWi/Ci7+rUCBAwm7HHctPzlmz3FerZubM8nXttJP7KsKEv6tQIEDCrlGj8pMz0772GvAVXZdGEiO8+LsKBQIk7DbZpPzk3LDBfbVqVD+6Lq0X4cXfVSgQIGHHN0VkA39XoUCAhF2bNuUnp5/XqnUNHOHF31UoECBhd+ih5Senn71ltF4Uhx9+MHvxRbM1a9xXKsbfVSgQIGGnSe2iJ2em/fVPP718XTfc4L6KoNFEiBdfbLbppqXHdI89zP74w10qMf6uQoEACbvJk8tPzjp10h8xvGRJaf3ourReBNPGjWYjR5Y+5Cl6PKNFv0ZSwd9VKBAgMOvYsfwEPfNM99XUnHVW+Tq0PgTTpEmlvzTc4FDp3t1dunL8XRU9AgSls5zGNhT69lkVDz0UX1+PJEWwzJ1rdtJJ3tBQadjQ7I47Sp/bURX8XRW9au4/IKSOOSb+ZL322tLnMlRGjxvVNenq1cvr9ezpLoVCtnp16bM3Yi8TRUvNmqW/AH7+2a2VOv6uihoBglJ67Kie/BZ7srdsWXoi60lxakT0DVTXsj/4wOzGG8122CF+eU0zweNHg0O9m1q08AaHykEHmX38sVuj6vi7KmrV3H9AiOmGpZ5B7TYmqZR99039Ruk115Q2CpdckvkgM1SdGuquXb3HUEWPk33iCbdGZnL1d4Wcq+b+A0JOlw9uu610xK97Micquj5+663JL0tExT4nQmXLLUufVPf77+6S8NuCBaVdamvU8B7HunVLp0pP9rjZdGX77wp5Uc39ByBixYrSm5Z9+5rtumtpl85atUob/PbtzXr3Nnv00ar/gvjsM29joaIeNm+95S4NP6jxvvlms3r1vPtdRcd43jy3VnZk6+8KeUGAIPdGj46fKym2HHec2ezZbg2ka+LE+GlFYsvee5tNnerWAFJGgCA/dF38738v7enjNmybbWZ29dVmK1e6tZCqGTNKx224+1aleXOzMWNSH1UOVIAAQX7pktbBB3sbOZVttjF75BEauqpQb6XzzoufTj02mK+80uzXX91aQFoIEBSGp582a93a2+ip7LOP2f/+59ZALD0z4957K75J3auX2XffubWAjBAgKBzqcTNkiNkWW3gbQA0q69fPbP58txZee630BrS7z1Q6dDB74w23hn8++qh0kJ+6Bb/7rvsqihwBgsLz00+lYRE7EjlaFC4abEb3Tlv9zTe2Ro23u49UmjQx+/e/s9c9WgMANb9V7D2sXXZxl0KRI0BQuDRSWQPJ3MZRRaOVn3rKrREKK1essMcvu8we2HRT+9TdL7r3ccEFpSPAs0Gjxm+/3axBA+8x6dzZXRpFjgBB4dON9G239TZYKt26mX36qVujKG3cuNEefPBB23arrezAks9+eUl5tqQsiu6LHj3MvvzSreafF14wa9vWewyi4ZHN90ZBIkAQDKtWlU6BUru2t/HSZZSzzy7qKS/effdd23PPPUs+brVI2a6knFhShpWUTzQtzPPPu1X889VXZocd5t3vKs2amY0aVfoMEYQOAYJgmTPH7PjjvQ2ZigYn3nVX1acdL2A//PCD9e7duyw4Yku3+vXt9aFDbaNGmmeDLoNddFHpSHF3X+sphZrLTCPLEVoECIJJ05506uRt2FTatTN75RW3RqCsWbPGrr/+ett88809wVGjRg0744wzbPGiRW41f+jG+3/+Uzq9iLtvVY4+2uzrr91aCCECBMGlhm7EiIobuqOOMps1y61V8MaPH28tW7b0BIfKAQccYB9++KFbxT9vvhn/JMHYol5Wr77q1kCIESAIPk28N3BgxZdaLr7YbPlyt1bBUTD86U9/8oSGigJFwZI1mn/s2GO9+09Flwbvvrt0sCIQgwBB8Zg50+yII7wNoIpmfdUjVQvwZu+iRYtswIABkUtTbnDoEpYuZemSVlZovjHNO6ZpTtx9pi7B55xTOm8ZkAABguLz4ovep+CVlLkl5ZU99rBvJ01ya+TF+vXrbejQodagQQNPcKiccsopkZvoWaH5xR5+uHS+MTc4VA45pHSeMqASBAiKk3pi3XFH6YOJShrEdSXlrZJyU0n5S0kZcOKJNnfuXLdWzvy///f/bKeddvKEhoq6606ePNmt4p/33iudX8wNDRXNR/bMM24NICECBMVNY0POOsu+qlnTHixpIM8qKR3+r6GuU6eODRo0yFavXu3Wypovv/zS/vznP3tCQ2Wrrbay0aNHRwYMZoXmETv11MRTxOhhUzfdVPrwKSBFBAhCYcXHH9vogw6yQ0sayy2chrtFixY2duxYt4qvli1bZhdeeKHVqlXLExybbrqpXXbZZbYiW2MqNG+Y5g+raJLK004rnX8MqCICBKHy0hNPWKtWrTyNuErXrl3t/fffd6tk5Pfff7f777/fmjRp4nk/lZ49e9o333zjVvPPk0+WzhvmBofKfvuVzjcGpIkAQeisXbvWBg8ebHXr1vU06OoJ1b9/f1uwYIFbrcreeOMN22233TzvodK+fXv773//61bxzYJPPrH3unWzZW5oqGheMT13HMgQAYLQ+vHHH61v375WvXp1TwNfr149u/nmmyM9parqu+++s169ennWqdK4cWO75557bEOWxlQsXrzYrj77bOtbs6bdW/J+02ODQ/OIaT4xzSsG+IAAQehNnTrVunTp4mnsVdq0aWMTJ050qyS0cuVKu/LKK22zzTbzrGeTTTaxc88915bqkbNZ8Ntvv9mwYcOsYcOGkffbr6T8s6Q8WVLmKzxOOKF0HjHARwQIYBoW8YeNGTPGmjdv7mn8Vbp3724zZsxwq0WkUvfzzz93q/nm5Zdftnbt2sW959YlpVdJGbP77rb87bfdKoAvCBAgxq+//lqlXxF+/XpJx6xZs+zII4/0vK9K06ZN7ekHHrCN2XoiIWAECJBQsvsY//rXv6xPnz6+3z9JxfLly+2f//xnwi7B+reBAwfaL5ofDMgyAgSohHpSdejQwdNQJyp+9uBKRAMMHyj5VaFfF+57qxxxxBE2U/OBATlCgABJJBvLodK5c2ffx5DEmjRpku2+++6e91XZeeed7aWXXnKrAFlHgAApio4mT3TZKlujyTVf1wknnOB5PxX1uLrzzjsjPbCAfCBAgCrSZa3tttvO06Cr+DWf1apVq+zaa6+12rVre96jZs2a9re//S0y5gPIJwIESNPzzz9f4Yy6egDUI4884lZJyaOPPhqZn8tdp8pBBx1kn3zyiVsFyAsCBMhA9Jke9evX9zT2Ki+88IJbpUK6h7Lffvt51qGi+bue1LxWQAEhQAAfVPRUwbPPPttd1OOnn36K9N5KdG9F83Wpy7Dm7wIKDQEC+Oixxx6LC4C79SzxCujXy0033RQZN+IGh8Lk1FNPjczXBRQqAgTw0YcffhgXBBq3kcgzzzxjrVu39gSHika2v6enBgIFjgABfJQsQDQn1iGHHOIJDRXNpaU5tTS3FhAEBAjgo4oCZMmSJZF5tDSflhscmnfrqquuiszmCwQJAQL4yA2Q4cOHR57/ofmz3OBQOfbYYyPzbgFBRIAAPnIDpKIp3vWkwjfffNOtDgQKAQL4yA0Qt2g+Lc2rpfm1gKAjQAAfTZkyxRMaKppmXfNoaT4toFgQIICPnnvuOU94/PnPf7Yvv/zSXRQIPAIE8JF7Cev88893FwGKBgEC+MgNEHccCFBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXxEgCBMCBDARwQIwoQAAXzkV4Dcdtttttlmm9luu+1mL774ovsyUBAIEMBHfgTIb7/9FgmP2PUcfvjhNnPmTHdRIK8IEMBHfgSItG3bNm49KrVq1bJ//OMf9ssvv7iLA3lBgAA+8itAvv/+ezvqqKM8IaKy5ZZb2ogRI+z33393qwE5RYAAPvIrQKJeeeUVa9eunSdEVDp16mRvvfWWWwXIGQIE8JHfASIbNmywu+66yxo1auQJEZXjjz/e5syZ41YDso4AAXyUjQCJWrx4sf3973+3mjVrekKkdu3ads0119iqVavcakDWECCAj7IZIFGffvqpHXzwwZ4QUdl2223tkUcecasAWUGAAD5yA+TGG290F/HNU089ZTvssIMnRFT23Xdf+9///udWAXxFgAA+evnll+Ma8k022cQuvfRSW7FihbuoL9atWxcJqS222MITItWrV7d+/frZ/Pnz3WqALwgQwEe6me025CrNmjWzUaNG2caNG90qvlBIKCwUGu57K1yGDBkSCRvATwQI4LN77rnHGjRo4GnIVTp37myTJ092q/hGl610+cp9X5XWrVvb008/7VYB0kaAAFmg6Ug0n1VFQXLyySdHBgtmwx9//BG5kb7NNtt43ldFN+A/++wztxpQZQQIkEWLFi2yM88802rUqOFpyOvUqWPXXXedrV692q3mi5UrV9rVV1/tmVdLRV2B1SV4yZIlbjUgZQQIkAMfffSR/elPf/I05CrbbbedjRs3zq3im9mzZ9txxx3neV8VDU7UIEUNVgSqigABcmjChAm2/fbbexpylf3339+mT5/uVvGNpj3p2LGj531VNF2Kpk0BqoIAAXJszZo1dsMNN9jmm2/uach1qeuMM86whQsXutV8oQkYhw8fHpmQ0X1vFU3g+PXXX7vVgIQIECBP5s2bZ7179/Y04ir169e3W2+91davX+9W84WmhNfU8Joi3n3vTTfd1C655BJbvny5Ww2IQ4AAeTZlyhTba6+9PA25yo477mjPPfecW8U3X331VeRhVe77qmjsysiRI7M2dgXBR4AABUBdbx988EHbeuutPQ25yqGHHmpffPGFW803emxuoodYqeyxxx72zjvvuFUAAgQoJL/++qtdfvnlkctIbkOuaVHOP/98W7p0qVvNFxq7cscdd1Q4duWkk06yuXPnutUQYgQIUIC+/fZbO+aYYzyNuEqTJk3s3//+d9a63v7888921llnJZw2XmNXBg0alLWxKwgWAgQoYK+//rrtuuuunoZcpUOHDpHXs+Xjjz+2Aw880PO+Khq78thjj7lVEDIECFDg9Evjvvvus8aNG3sacpW//vWvkV8s2fL4449XOHala9eu9sEHH7hVEBIECBAQuveheyC6F+I25Jqu5IorrojcQ8mGtWvX2uDBg61u3bqe99bYldNPP90WLFjgVkORI0CAgJkxY0akV5bbkKuoF9dDDz0U6dWVDRq70qdPH8/7qmjsyi233JK1sSsoPAQIEFDPPvtsZJyI25Cr7L333pHxJdkyderUyHu476vSpk2byLah+BEgQIDp276+9evbv9uQq+jXgn41ZIN+5ejXTvPmzT3vq9K9e/fIryUULwIEKAKaO0v3IRJNG6/7Fpp7S/cxskH3XXT/JdG08bpfc95552Vt7AryiwABioh6RGlWX7chV1FPKvWoyhb1BFOPMPd9VdSD7N57783a2BXkBwECFCGN0dBYDbchV9HYDj2fJFveeOONyBgV931VNKbltddec6sgoAgQoEhptLieeKjR425DrlHmelKiRp1ng6aN12h5jZp331tFo+y/+eYbtxoChgABipyeva55rNxGXEXzXt1+++2RebCyYdmyZXbBBRckHLui+b407xfdfoOLAAFCQjPqdu7c2dOQq2gm3hdeeMGt4hvNJNyjRw/P+6pceOGF7uIICAIECBE922PUqFGRZ324DbnKYYcdFnlGSLY8//zznrErRxxxhLsYAoIAAUJITxvUUwcTTRuvpxRedNFFkacWZoMuWQ0dOjTyWF0F2aRJk9xFEBAECBBiev750Ucf7QkRFTXwen66bogDiRAgAOzVV1+1XXbZxRMiKh07drS33nrLrQIQIABKaZDf3XffbY0aNfKEiMpxxx1ns2fPdqshxAgQAHGWLFli55xzTsKut5qu5Oqrr7aVK1e61RBCBAgSW7HCbPx4s379zDp0MGvWzKxWLbOmTUv/u08fDXfW3Vi3ZuVKGqGyko5M6yNln332mR188MGeEFHZZptt7OGHH87atPEIBs5CxNOgrmHDzJo0iW+sKyqNG5vdfntpvVTE1k1HpvVRZU8//bS1bt06Ehxu2Weffex///ufWwUhwVmIcsuWmR14oDckUin7769H5rlr9Iqtk45M6yMt69atsyFDhtgWW2xhbohUr1695IdqP5s/f75bDUWOsxCldCmqffv4Bnq77cyuv97svfc0X7iZprtYtMhs2jSzwYPNWrWKX37nnc2SjR3INAAyrY+M/PTTT3baaadFQsMNEoXLjTfeGAkbhANnIUodd1x843zVVXoQtrtUPDUUgwbF1+vVy10qXqYBkGl9+GJayZeIfffd1xMiKjvssIM99dRTbhUUIc5CmE2YEN8wDx/uLlG5UaPi648b5y5RLtMAyLQ+fPXII4/Ytttu6wkRlW7dutmnn37qVkER4SyE2e67lzfKZ5zhvpqaAQPK19Gpk/tquUwDINP68N2qVavsmmuusdq1a3tCRNPGn3322bZ48WK3GooAZ2HYTZlS3iCXNACW7omueqofXde777pLlMo0ADKtj6yZM2eOHX/88Z4QUWnYsKENGzYsa9PGIz84C8NON8OjDXL//u6rVaP60XVpvYlkGgCZ1kfWvf322yU/Qjt5QkSlXbt29vLLL7tVEFCchWHXo0d5gzx2rPtq1ah+dF1abyKZBkCm9ZETmoBxxIgRkQkZ3RBROfLII23WrFluNQQMZ2HY7bhjeYOc6Qk9c2b5unbayX21VGwAZFpQ8DQl/MCBAyNTxLshoqnkL7744sjU8ggmzsKwa9SovEFONoYjGQ0kjK5LI9QTcUMgk4LAmFny5UIPjnJDREU33/X8EQQPZ2HYbbJJeYO8YYP7atWofnRdWm8ibghkUhA4L730ku28887mhoiKpkxBsHAWhl0+f4GkI9P6yDv1xLrzzjs906Jcd9117qIocJyFYdemTXmD7Oc9EN1bSSTTAMi0PgrGxIkT4wJkgga0IlA4C8Pu0EPLG2Q/e2FpvYlkGgCZ1kfBePPNN+MC5PHHH3cXQYHjLAw7TZYYbZAzHQdy+unl67rhBvfVUpkGQKb1UTAIkODjLAy7yZPLG+Q6ddIfib5kSWn96Lq03kQyDYBM66NgECDBx1kIs44dyxvlM890X03NWWeVr0Prq0imAZBpfRQMAiT4OAtROntubMM8cqS7ROUeeii+vh51W5FMAyDT+igYBEjwcRai1DHHxDfO115b+ryPyugxtrrXUb16eb2ePd2l4mUaAJnWR8EgQIKPsxCl9DhbPVEwtoFu2bI0IPQEwp9/Ln0ioe6RfPCB2Y03mu2wQ/zymr4k2WNtMw2ATOujYBAgwcdZiHK6Ea5nm8c20qmWffdN7QZ8bJ10ZFofBYMACT7OQsTTZanbbisdSe6GRKLSsKHZrbcmv9wVlWkAZFofBYMACT7OQiS2YkXpzfC+fc123dWsaVOzWrXMttzSrH17s969zR59tOrTn2QaAJnWR8EgQIKPsxBAXhAgwUeAAMgLAiT4CBAAeUGABB8BAiAvCJDgI0AA5AUBEnwECIC8IECCjwABkBcESPARIADyggAJPgIEQF4QIMFHgADICwIk+AgQpOa998wGDDD797/dV4C0ECDBR4AgOU2UqEkTq/3fHFQvvOAuAVQZARJ8BAiSmz27PDxUhg51lwCqjAAJPgIEyX33HQEC3xEgwUeAIDkCBFlAgAQfAYLkCBBkAQESfAQIkiNAkAUESPARIEiOAEEWECDBR4AgOQIEWUCABB8BguQIEGQBARJ8BAiSI0CQBQRI8BEgSI4AQRYQIMFHgCA5AgRZQIAEHwGC5AgQZAEBEnwECJIjQJAFBEjwESBIjgBBFhAgwUeAIDkCBFlAgAQfAYLkCBBkAQESfAQIkiNAkAUESPARIEiOAEEWECDBR4AgqY2zv7Nlm1crK2uHESDIHAESfAQIklq24DsbfFS1sjL1KQIEmSNAgo8AQVJzl39nzW6vVlbue58AQeYIkOAjQJDUdyu+s2ojqpWVoZ8QIMgcARJ8BAiSIkCQDQRI8BEgSIoAQTYQIMFHgCApAgTZQIAEHwGCpAgQZAMBEnwECJIiQJANBEjwESBIigBBNhAgwUeAICkCBNlAgAQfAYKkCBBkAwESfAQIkiJAkA0ESPARIEiKAEE2ECDBR4AgKQIE2UCABB8BgqQIEGQDARJ8BAiSIkCQDQRI8BEgSIoAQTYQIMFHgCApAgTZQIAEHwGCpAgQZAMBEnwECJIiQJANBEjwESBIat6qeXEBctfnd7mLAFVGgAQfAYKU7P/c/pHwqPdgPZu1fJb7MlBlBEjwESBIyfqN6+3tn962+avnuy8BaSFAgo8AAZAXBEjwESAA8oIACT4CBEBeECDBR4AAyAsCJPgIEAB5QYAEHwECIC8IkOAjQADkBQESfAQIgLwgQIKPAEGZ2OlKKip1Rtex5o82t27/r5tdOe1K+3zp5+5qgJQQIMFHgKCMGxaplOojqtupb55qK39b6a4OqBQBEnwECMq44VCV0vXZrrZh4wZ3lUCFCJDgI0BQJjYQEvmj5P9Wb1gdmUzxoVkPWeenO8fVYZZeVAUBEnyJWwqEUrIAcekXR69Xe5XV2fuZvd1FgAoRIMGXWkuBUKhqgMiXv3xZVqf+Q/Xdl4EKESDBl3pLgaKXToCs+30dAYK0ECDBl3pLgaKXToDE/gLZ7cnd3JeBChEgwZd6S4GiV9UA+f2P3+34144vq3Pxexe7iwAVIkCCL7WWAqGQSoCs2bDGvl7+tT0862HrMrFL2fINH2rI0wpRJQRI8FXcUiB0YgOkKqXjkx3ti2VfuKsDKkWABB8BgjJuMKRSerzYwz5d+qm7KiCpO++8My5ALrnkEncRFDgCBGXccEi1aDqT8989n5HoSMncuXPtxBNPjAuPaDniiCNs5syZbhUUKAIEZWJDoSLrN663hWsW2pvz37SLplwUmVwxWufsd852FwfKrF692gYNGmR16tTxBEdsqVWrlg0cONB++eUXdxUoMBW3FAidVALE9dUvX1mzR5qV1XtnwTvuIoCNHTvWWrRo4QkLlbp163r+TaVp06b2wAMP2O+//+6uDgUi9ZYCRS+dAJERX44oq9fnjT7uywix999/37p27eoJB5VWrVrZE088EVnu5Zdftnbt2nmWUdl9993t7bffdtaMQlC1lgJFLd0AUffdaL1W41q5LyOEFixYYP3797caNWp4AkG/OAYPHmxr166Nq/Pbb7/ZsGHDrGHDhp46KieccILNmTMnrg7yq2otBYpaugHy28bfyuptNmoz92WEyPr16+3mm2+2evXqeQKgevXq1rdvX/vxxx/danEWL15sZ599ttWsWdOzjtq1a9s111xjq1atcqshD6rWUqCopRsg81bNK6vHfFjhNXHiRGvTpo2n0Vfp0qWLTZ061a1SqU8++cS6devmWZfKtttua48++qhbBTlWtZYCRS3dALn/i/vL6nV4soP7MorcjBkzrHv37p5GXqV58+Y2ZswY++OPP9xqKXvyySdthx128KxbZb/99rNp06a5VZAjVWspEEh6CNTgDwdHnmN+34z73JfLpBMgM5bNsC0f3rKsXkXzYb3/8/t2+EuHW7+3+kWmQkHwLV261M477zzbZJNNPA37ZpttZldeeaX9+uuvbrW0rFu3zm688UbbYostPO+lS2OnnXaa/fTTT241ZFnqLQUCaew3Y63F2BZx4aBGP5FUAkT3OxatWVQ2DqT2qNpldTYfvbl9v/J7t0pEu8fblS236chN7dL/XWor1q9wF0MAbNiwwe69915r3LixpzFX6dWrl3333XduNV/Mnz/fTj311EhouO+r+y433XRT5D4McqPilgKBpm/8ek55bChEi6ZgT8RdriqlxgM17LFvHnNXWab9E+09dTR+ZNRXo2zjHxvdxVGgXnvtNWvfvr2n8Vbp0KGDvfHGG26VrHjvvfdsn3328WyDSuvWre2ZZ55xqyALCJAis2D1Auv/Vv9Ig+422HVH17V7Pr/HrVLGXT7V0vKxlvbKvFfc1cX54OcPrO2Etp66Knq2+uQFk90qKCDffPON9ezZ09NYqzRp0sTuv//+nA/4032Vhx9+2LbZZhvPNqkccsgh9tlnn7nV4CMCpEhoipGbP77Z6j1Yz9NAa66qvm/2tR9XVd590q2XqGwychNrPKZx5OFRp711mj01+6nIe6dCl79u+/Q2a/BQA896VU5+/eQKL4EhP1asWGGXXXaZbbrppp4GWlOOXHDBBbZs2TK3Wk6tXLnSrr766sh9F3cbdX/mnHPOsSVLlrjV4AMCpAhMnDPR2oxv42mQVfTMjqkLq9Z9Mtt0D+XMSWcm/JWkubWum35d5MY/8mfjxo02evRo22qrrTyNskqPHj3syy8TXwrNl9mzZ9uxxx7r2VaVRo0a2d133x25fwP/ECAB9vnSz637C909jbBK80eb25hZY+wPS7/7ZLZ9tPgj+9Nzf/Jsu8p2j21n474Z51ZBDrz77ru25557ehphlZ122smef/55t0pB0XNGOnbs6Nl2lV122cVeffVVtwrSRIAE0NJ1S+3cyedGLie5Da9Ggl857Upb+dtKt1rBmvDtBNv+se09n0Vl/+f2t+mLp7tVkAU//PCDnXLKKZ5GV6V+/fo2dOjQwPRw0v2Y//znP7blllt6PovK0UcfbV9/TXfyTBEgAaLnbegmuO5BuA2tSq9Xe9l3K7LTfTLb9KjcGz68IdIV2P1cutR1xttnRKaRh//WrFlj119/vW2++eaehlZzWQ0YMMAWLVrkVgsE3Z+56KKLIvdr3M+m+zp6iJXu8yA9BEhA/HfefxN2hVXRDe035uem+2S2aVoUzejrfkYVTZNy6ye3pnzTHsmNHz/eWrZs6WlcVQ444AD78MMP3SqB9NVXX9lhhx3m+YwqzZo1s1GjRkXu+6BqCJAC98OSb6znKz09jalKk4ebRKYR+f2P3HafzIUpC6fYXs/s5fnMKjuO39Gem/ucWwVVoGBQQLiNqYoCRcFSjF544QVr27at5zOrdO7c2d55h+fZVAUBUqhKflZ/e9tldm7/Ta3e3fENaK2RtezCKRfasnX57T6ZbeoA8ODMB23rR7f2hIjKoS8cal8s+8KthkroUpQuSSWaZl2XsHQpS5e0ipmmjb/99tutQYMGnn2gcvLJJ9v339OdPBUESKHRz+jRo8222spW1K5mI/5UzbpdXN5o/vnFP1c4krxY/frbr3b5tMsjU6C4IaKOBHoeuzoWoGK6+a2b4BU1mrp5rpvoYfLzzz/bmWeemXDaeD1297rrros8hhcVI0AKyeTJZnvuWXJUqpWV6dtXs4uPr2YHPLCTPT+3sLtPZtu3K761Y149xhMiKrqcp4ki1dEA8dTtVt1v3UZSRd111W03zD766CM78MADPftGZbvttrPHHqt4ip6wI0AKgb75lXwDjA2OslLyjfHLR4bahg3cOI56/cfXbdcndvWEiIqmk9frsMhAPw34cxtFFQ0Q1EBBbhyXmzBhgm2//faefaWy//772/TpdCd3ESD5pGvN119vtvnm3uCoUcNswABdtHZrwUq7NOsXR0Vdmv/66l8jv1jCSF1XL7zwwgq7rmpqErquJqb7PzfccEOFXZpPP/10W7iQ7uRRBEi+qJdLy5be4FD505/UTcatgQR070P3QCoaVHnFK1fYr2v8eSZFodPgOU1qqMkN3cZPRZMhalJEJDdv3jzr06ePZx+qaFDlrbfeGphBldlEgOSaguGAA7yhoaJAKdLuk9mmZ5yoV1ZciNxUUs6qZluftLU99PRDGT0Vr9BpGvXddtvN09ipaPp1TcOOqpsyZYrttddenn2qsuOOO9pzz4W7OzkBkiu6FKVLUro05QaHLmHpUlaRd5/MhWfnPBsZJ1LtvpKTXL3XjispnUtK42q29957RxqEYqIHN+kBTm7jpqIHPt1zzz1MIJghffF48MEHbeutt/bsY5VDDz3UvvginN3JCZBs08/coUOt5HevNzhUevcuvYkO32ik+i3v3mL1z61v1bqVnOSt4k94XZrQJYog0xTmemRsRVOYn3vuuZFHzsI/ejzv5ZdfnnBqe+3z888/P3T7nADJJs1autNO3tBQUXfdkHefzLaFvyy00wedbjUaeAfN1a1bN3KzdO3atW61gqZvw2PGjLHmzZt7PpNK9+7d7fPPP3erFQzdN5gzZ06kTJs2zd56662yov+OvlbI9xe+/fZbO+aYYzz7XkW/+u67777Q/OojQLJBT2Y77jhvaKhstVXpQEG6T+bMBx98EOmG6Z7sKuq2+fjjj7tVCtLUqVOtS5cuns+g0qZNG5s4caJbJS/UC0xjSx544IHIZIVqbDWNeqIBe5UVLa96qq/1aH1ab74fYBX1+uuv26677urZbhX9u14vdgRINui50NWc4Cj52WuXXRaZogT5oQFhGhjmnuwqGkimAWWF6Mcff7S+ffta9erVPdtdr149u/nmm/P6jV1dgjVYceDAgdapUyfPNmaj6H30fnrffHZJ1i8N/eLQLw93G1UUfvrFUqwKJ0CqxTS26cikvv4A1fupXz+zDh3MmjUzq1XLrGnT0v/u00etj9ny5W7NxGbNKq0f3Z6ePfVQaXcp5IGmptAUFZqqwj3Z9Y1XU1toiotCoMtrgwcPjlxuc7dVYxL69+9vCxYscKvlhOaKGjJkSOQXUVV/Wfhd9P7aDm1Pvuaw0r0P3QPRvRB3+3Sf6oorrojcQyk2abS2WVItgwCQdOrrW9uwYWZNmsTXr6iUfMuw228vrZfMm29ayV9N6f9HwVFDc9JJJ0VOcLdovihNtqdJ9/LliSeesFatWnm2TaVr1672/vvvu1WyTg2geiN169Yt4a+hikrDhg0jPeDUeUENqSZsvOWWWyL3clT0KyL6v/Xvel3LaXnVU313nRUVbZe2T9uZjwZbvbHUK8vdLhX14nrooeLqTl6F1jbLqqURALGqWl/XUQ880BsSqZT999dXDneNCCBN361pvN2TXUXTfmv671z6+OOP7aCDDvJsi0qLFi1s7NixbpWsmzFjRsmP834Jf7W5Rdt46qmnRp4GqH3r14OotB6tT+vV+vU+7nu7Rdur7db255rGh2iciLtNKhpXUizdyVNsbXOgWkwDnY6q1NelqPbt4+tst13pWIz33jPTVAX69qk//mnTzAYPtpKvg/HL77yz2S+/uGtGAGk+KD1QSA8Wck92FT2ISA8kyqbFixfbWWedlfBykBrCQYMG5XxmWM39pDEmlf3a0Khs/ZIbPny4zdKl2xzS++l99f7aDnfbokXbr8+R67msdF9KI9Yr2rZi6E6eQmubI9WqEACJVKW+20Pqqqt0wdldKt66dVZyFsfXK/mjRPHQzVj19knUz1/zSunRqL/4/KVBl8nuuOOOCi/TnHjiiTZ37ly3Wlbp2/Hhhx/u2ZZo0XX+I488MvLQqULpBq3t0PZouxLdh4gWfa5cf/vX3FmaQyvRM1iC2p08KoXWNkeqVSEAEkm1/oQJ8cuWfIOpkpJvqnH1x41zl0DAff3113b00Ud7TnaVLbfcMvKtV/NOZerFF18s+SG7s+c9VPbYYw+bNGmSWyWr1NDp8pC7LdGiS3rDhg0r+MkEtX3azoqePKiiz5nrz6FfQJV1J9dswEGTpLXNoWopBkBFUq2/++7ly51xhvtqajQlSXQdnTq5r6JIvPrqq5FxCO7JrtKxY8fI4Ld0zJw504444gjPOlWaNm1qI0eOzOk06wrDe++9t8JfQfqsatxyuU1+0PZqu7X97mdS0efV5/bjy0BVBLU7eSJJWtscqpZiAFQklfr66RpdpnZtXXh2l0iN6ql+dF2MKC9a6ud/9913W6NGjTwnu8pxxx1ns2fPdqslpMtfGrtQ0TTrF198sS1Ptau4T9SbS7923O1R2WeffYpmskB9Dn0e9zOq6PPnuldbkLqTV6aS1jbHqqUQAJVJpb5uhkeX6d/ffbVqVD+6Lq0XRW3JkiV2zjnnJLy+rn7+V199dWR+qkT0DXfEiBGRy19uXZWjjjoq5zegRV2VE4XZNttsY+OK9NKsPpc+n/uZtR+0P3JN3cn1DHZ3e1QKoTt5MpW0tjlWLYUAqEwq9Xv0KF8m0+6Qqh9dl9aLUPjss8/s4IMP9pzs0Yb34Ycfjuvnr8tcFY3Obteunb3yyisxa88NDXpLdI9H4fiPf/wjryO7c0GfT58z0ZcB7Zd8TIhYaN3JU1VJa5tj1WICINNSkR13LF8m0298M2eWr0sTJiJUnn76aWvdurW5J7uKLpVoXqrjjz/e85qKLofpJm8+vlmqB1LLli0926Rt/vTTT93Fi5o+b6LLWto/ue6pJYXQnbyqKmltc6xagiBIt1Sk5MQtWybT7pj6lhJdl0aoI3TWrVsXmT5jiy22MPdkT1R0bfvss8+OjPnIB430di9ZaYyEHnEbltljXfrc+vzuWBftJ+2vfKisO7m2U7+AC0UlrW2OVUsQBOmWipT8ZC1bJtMTRvWj69J6EVo//fSTnXbaaZ5GKLZoeo18fsMfOnSoZ/t0T0ZdiVHapdq9R6X9pf2WL5V1J3/qqafcxfOiktY2x6qlEACVSaU+v0CQRXqehR4fG3ui60ZoPk923Y/55z//GbdNKgcccEDgR0H7TftD+8XdV9p/+Zy/St3J3albNKdWIaiktc2xaGOsko5U6rdpU76Mn/dAdG8FMD3y/sO4E/3+++93F8kZXZ7RNPBug6ipP/I5/Xsh035JNMmm9mM+L/M9+eSTcdujUCkElbS2ORZtjFXSkUr9Qw8tX8bPXlhaL2DeANFDkPJB35gThccFF1wQuAGBuab9o/3k7jvtz3z9EnnmmWfitoUAcUUbY5V0pFJfkyVGl8l0HMjpp5ev64Yb3FcRUoUSIIkuW914443uYqiE9pe7D7Vf84EASSbaGKukI5X6kyeXL1OnTvoj0ZcsKa0fXZfWC1hhBIhmgHUbvnxeSgsy7Td3X2r/5hoBkky0MVZJR6r1O3YsX+7MM91XU3PWWeXr0PqA/5PvAFHXU7e3Fb88MuP+EtH+zXUXXwIkmWiDrJKOVOtriobYZUeOdJeonHo/xNbXo26B/5PPANHgN3ech67lI3PuPRHt51wONiRAkoltlNNRlfrHHBO//LXXlj7vozLqtaJ7HSXfPsrq6VnnQIx8BYim33BHmKs3ETfM/aH96PbO0v7O1bQnBEgy0UZZJR1Vqa/H2eqJgrF1Sv4YIgGhJxBqFkxNM6F7JB98oN+wZjvsEL+8pi/J0R8PgiMfAaKeQX/5y1/i3lfjGeiq6y/tT3eciPZ7LnpmESDJxDbO6ahqfd0I17PNY+ulWvbdN/0b8Chq+QgQzdga+54aUc0gwezQfnVHrOdiFl8CJJnYBjod6dTXN7TbbisdSR5bv6LSsKG6uCS/3IXQynWA6DkWsfc99NhUpifJLu3f2MfTav9n+3kiBEgysQ11OjKpr+mrdTO8b1+zXXc1a9rUSv4qrOSrhln79ma9e5s9+mjm05+g6OUyQPScEfdhUJoYENmn/Ry733UcsvlkQwIECIFcBogexxr7XpqaPJ/TbYSJ9rM7FbyOR7YQIEAI5CpAFi5cGJmoMfo+ejjSJ5984i6GLNL+jn0olY6Hjks2ECBACOQqQNx5rvSEPeSe9nvscdBxyQYCBAiBXASIBrDFjjZv3rx50T+GtlBpv2v/R4+Fjks2BhgSIEAI5CJA9GjT2PcYp9kVkDfa/7HHQ8fHbwQIEALZDpDp06fHrV83cpF/7g11HSc/ESBACGQ7QHr16hW3/ueff95dBHmg4xB7XHSc/ESAACGQzQCZMWNG3AC2jh075mQaDSSn46DjET02Ok46Xn4hQIAQyGaA9OvXL27dEyZMcBdBHul4xB4fHS+/ECBACGQrQNTbp06dOmXrbdu2LTPtFhgdDx2X6DHS8fKrdxwBAoRAtgJk9OjRcesdNmyYuwgKgI5L7HHScfMDAQKEQLYCpFu3bmXr1OjnbI14RmZ0XGJHp+u4+YEAAUIgGwEyd+7cuJvnRx55pLsICoiOT/RY6bjp+GWKAAFCIBsBMmTIkLh1jh8/3l0EBUTHJ/Z46fhligABQiAbAdKlS5ey9dWvX9/WrFnjLoICouOj4xQ9Zjp+mSJAgBDwO0CWL19uNWvWLFvfiSee6C6CAqTjFD1mOn46jpkgQIAQ8DtA3BHOw4cPdxdBAdJxij1umc4YQIAAIeB3gAwcODBufbNmzXIXQQHScYo9bjqOmSBAgBDwO0A6depUtq4WLVq4L6OA6XhFj52OYyYIECAE/AyQpUuXxnXfPfXUU91FUMB0vKLHTsdRxzNdBAgQAn4GyOTJk+PWNWLECHcRFDAdr9jjp+OZLgIECAE/A2TUqFFx65o0aZK7CAqYjlfs8dPxTBcBAoSAnwFy6aWXxq2L6UuCRccr9vjpeKaLAAFCwM8A6dmzZ9l6GjZs6L6MANBxix5DHc90ESBACPgZIDvvvHPZenh0bTDFPupWxzNdBAgQAn4FiJ5wV6tWrbL10AMrmGJ7Yul4pvsESQIECAG/AmTlypVx67n44ovdRRAAOm6xx1HHNR0ECBACfgXIggUL4tZz/fXXu4sgAHTcYo+jjms6CBAgBPwKkK+//jpuPXfccYe7CAJAxy32OOq4poMAAULArwDxaz3ILx232OOo45oOAgQIAb8a/rfffjtuPePGjXMXQQDouMUeRx3XdBAgQAj4FSAvv/xy3HqeffZZdxEEgI5b7HHUcU0HAQKEgF8Bwi+Q4sAvEAAp8ytA/FoP8ot7IABS5lfDTy+s4kAvLAAp8ytAGAdSHBgHAiBlfgUII9GLAyPRAaTMrwBhLqziwFxYAFLmV4AIs/EGH7PxAkiZnwHC80CCj+eBAEiZnwHCEwmDjScSAqgSPwOEZ6IHG89EB1AlfgbI5MmT49Y1YsQIdxEUMB2v2OOn45kuAgQIAT8DZOnSpVajRo2yddETK1hie2DpOOp4posAAULAzwCRTp06la2rRYsW7ssoYDpe0WOn45gJAgQIAb8DZODAgXHrmzVrlrsICpCOU+xx03HMBAEChIDfAfL888/HrW/48OHuIihAOk6xx03HMRMECBACfgfI8uXLrWbNmmXrO/HEE91FUIB0nKLHTMdPxzETBAgQAn4HiHTp0qVsffXr17c1a9a4i6CA6PjoOEWPmY5fpggQIASyESBDhgyJW+f48ePdRVBAdHxij5eOX6YIECAEshEgc+fOjevOe+SRR7qLoIDo+ESPlY6bjl+mCBAgBLIRINKtW7eydW6yySZMa1KgdFx0fKLHSsfNDwQIEALZCpDRo0fHrXfYsGHuIigAOi6xx0nHzQ8ECBAC2QqQFStWWJ06dcrW27ZtW9u4caO7GPJIx0PHJXqMdLx03PxAgAAhkK0AkX79+sWte8KECe4iyCMdj9jjo+PlFwIECIFsBsiMGTPibqZ37Ngx7SfcwV86Djoe0WOj46Tj5RcCBAiBbAaI9OrVK279mY5whj/cGQN0nPxEgAAhkO0AmT59etz6edRtYYh9dK2KjpOfCBAgBLIdIHLYYYfFvce4cePcRZBD2v+xx0PHx28ECBACuQiQKVOmWPXq1cveo3nz5r719kHVaL9r/0ePhY6Ljo/fCBAgBHIRINK3b9+49/nHP/7hLoIc0H6PPQ46LtlAgAAhkKsA0YjnBg0alL2PRj9/8skn7mLIIu3v2FHnOh7ZmiGAAAFCIFcBIvfee2/ce+lG7oYNG9zFkAXaz+6Ncx2PbCFAgBDIZYD8/vvvtscee8S932WXXeYuhizQfo7d7zoOOh7ZQoAAIZDLAJH333/fatWqVfZ+GsD24osvuovBR9q/sQM6tf91HLKJAAFCINcBIrfffnvce2655ZY2b948dzH4QPtV+zd2f2v/ZxsBAoRAPgJE02j85S9/iXvfAw44wNavX+8uigxof2q/xu5n7fdcTCdDgAAhkI8AkaVLl1rLli3j3vukk05ixl6faD9qf8buX+1v7fdcIECAEMhXgIgGsMXeD1G54IIL3MWQBu3H2P2q/ZyNAYMVIUCAEMhngMiYMWPiRqmr3Hjjje5iqALtv9j9qf2r/ZxLBAgQAvkOELn11lvjtkHl/vvvdxdDCrTf3H2p/ZtrBAgQAoUQIPLPf/7T0/DxS6Rq3F8eKtqv+UCAACFQKAGinkHufFkqupbPjfXKaf+49zxUtD9z0eMqEQIECAENKIs90Y888khbuXKlu1hOaLqNRCGi3kR08U1M+8XtbRUNj3xNE7Nu3Trr3bt33PY8++yz7mJ5QYAAPtIoZbfx0XTfuumaj2+ves9El7M0noHBhvG0P9xxHiraf/k4dvLUU0/ZDjvs4Nmm++67z100LwgQwEe//fab1atXz3PCq3Tp0sXee+89t0pODB061NM7SyOqmfaklPaDO8Jc+0v7LR8+/fRT69atm+dvSGWzzTazZcuWuVXyggABfLZq1So777zzbIsttvCc/GqUTj31VPvxxx/dalmnX0HuOBFtjyYGzNflmXzT59bnd8NV+ynXXXVl8eLFdvbZZ1vNmjU9fzu1a9e2AQMG2JIlS9xqeUOAAFny008/Wf/+/T2Nk0rdunXtX//6l61du9atllUa/OaOWFfR1OT61hsm+rzulOwq2j+5HCQo+uV61113WaNGjTzbo3L88cfbnDlz3Gp5R4AAWaYb6/vtt5+nUVBp1aqVPfnkk26VrNL0G0cffbRnW/RwJD1hr9gfj6vPp88Z+zCoaNF+ydX0JFGvvPKKtWvXzrMtKp06dbK33nrLrVIwCBAgRx599FFr0aKFp5FQOeigg3L+REHNIute0lLZZpttbNy4ce7iRUGfS5/P/czaD7mYVTfWrFmz7KijjvJsi4rux4wYMSKrzxjxAwEC5JDuj1x77bWR69luo6Hr3n/7298i18FzRb+O3IdSRYsu7zz33HNulUDS50h0uUpFnz/bz/OItXz5crv44ott00039WyLgmzgwIH2yy+/uNUKEgEC5MHcuXPtxBNP9DQgKg0bNrQ777wzcl08F/QtV49j1fu626LSsWNHmzBhQuAGIGp7td3afvczRfezPneuvuVre0aOHGlNmzb1bIvK4YcfbjNnznSrFTQCBMijSZMm2e677+5pTFR23nlne+mll9wqWbNw4cJIDzF3O6Klbdu2NmzYsMhyhUzbp+3U9rqfIVr0OXP5OXScK/qlp+Mc1O7UBAiQZ/pmqilPKvpmesQRR+T0m6l6IOnbsLsd0aKbzxphP378+Jz3IquItkPbo+1KdHM8WvS5ctnDKtkvzTvuuCNnvzSzgQABCoSujWvUc6Ib2/m4Nj59+nTr1atXwm7I0VK/fv3I1B/Dhw+P3BTOJb2f3lfvr+1wty1atP36HPo8ubJ69WobNGiQ1alTx7M9utd11lln5fReV7YQIECBUcOob9Juw6OiXyn6tZKr6/YyY8YM69evX8LG0C3qZabLQ//5z3/snXfesUWLFrmrS4vWo/VpvVp/Rb3ZYou2V9ut7c+lsWPHVrh96m338ccfu1UCiwABCtTLL79c4fgA3Td5++233SpZ9euvv9qDDz4YmWKjsl8lbtGlmr333tv69OljV1xxhV1//fV2yy23REZ6qzz//PNl/1v/rte1nJZXvYpu7icq2i5tn7ZT25tL6snVtWtXzzapaLzPE0884VYJPAIEKGC6Pq4bwhU1oieccEJeRih///33NmTIkMj8Xomm3chl0ftrO7Q92q5cW7BgQWTGgRo1ani2TTMODB48uGDuFfmNAAECINkcSddcc01kjEk+aGS3fkXoHo1GTrvbl42i99H76X3zNXJeU7/ffPPNCSfP1C8hTQGfjznPcokAAQJEo9UrmqV12223jYx2zzfNFPvuu+9G7tVccskldswxx9guu+ySMPwqK1pe9VRf69H6tN5CmIl24sSJ1qZNG882q+jX0NSpU90qRYkAAQJI82clek6EiubdmjZtmlulIOhbuy65qWgbNc9TtOi/o68V6gOvdEO+e/funn2uks/nvuQLAQIElJ5Up+d2VzRt/GmnnRaZERiZ0wSLmqI/0RgTPZ/jyiuvzPlN+0JAgAABN3/+/EjX1kQ9o3R9/qabbirYb/SFTs8L0XQnjRs39uxbFY0v+e6779xqoUGAAEVCTzusaMLA1q1b2zPPPONWQSVee+01a9++vWdfqnTo0MHeeOMNt0roECBAEdH194cffjjhlOUqhxxyiH322WduNcT45ptvrGfPnp59p9KkSRO7//77czqQs5ARIEARWrlypV199dWR6/NuI6jr+Oecc05BPRq1EKg7sB5vW9E06xdccEFB9AArJAQIUMRmz55txx57rKdBVNHjU+++++7QPg89SpNZjh492rbaaivPPlLp0aOHffnll241GAEChMKbb75Z4XMxNNbi1VdfdauEgsaV7Lnnnp59orLTTjtFBiqiYgQIEBK6bq/JCPW4VLexVNHzwL/++mu3WlH64Ycf7JRTTvHsAxXN7Dt06FB6rqWAAAFCRlPCX3TRRQmnjdf1f436ztf0INm2Zs2ayGSNm2++ueezay6rAQMG+DaDcBgQIEBIffXVV3bYYYd5GlKVZs2a2ahRowL3GNvK6IFTLVu29HxWlQMOOMA+/PBDtwqSIECAkHvhhRcqfPxr586dI8/hCDIFgwLC/WwqChQFC9JDgACITBt/++23W4MGDTyNrMrJJ5+cl6nSM6FLUboklWiadV3C0qUsXdJC+ggQAGV+/vlnO/PMMxPOnKsn/F133XWRx7UWMt381k3wisJQN891Ex2ZI0AAeHz00Ud24IEHehpfle22284ee+wxt0pBULdbdb91t1lF3XXVbRf+IUAAVGjChAm2/fbbexpjlf3339+mT5/uVskLDfTTgD93G1U0QFADBYupQ0ChIEAAVEr3CW644YYKu76efvrptnDhQrdaTmhqkQsvvLDCLsmamqRYuyQXAgIEQErmzZtnffr08TTUKhp8d+utt+Zs8J0GRWpSQ01u6G6LiiZD1KSIyC4CBECVTJkyxfbaay9Po62y44472nPPPedW8ZWmUdd06u57q2j6dU3DjtwgQABUmaaNf+ihh2zrrbf2NOIqhx56qH3xxRdutYzowU16gJP7Xip64JMe/BT2iSFzjQABkDY9xvXyyy+vcNr4888/P/I42Exoano9Mrai9zj33HMzfg+khwABkLFvv/3WjjnmGE8DH/11cN9991X514F+5YwZM8aaN2/uWadK9+7dbcaMGW415BABAsA3r7/+uu26666exl5F/67XUzF16lTr0qWLZx0qbdq0sYkTJ7pVkAcECABf6ZeGfnHol4fb+Kvol4p+sSTy448/Wt++fa169eqeevXq1bObb745Zz29kBwBAiArdF9C90B0n8INA93P0L0T3UORtWvX2uDBg61u3bqeZTXWpH///rZgwQLnHZBvBAiArFJvLPXKcoNBRb24dBO8VatWntdUunbtau+//767ShQIAgRATmh8iMaJuCGRqLRo0cLGjh3rrgIFhgABkDO6f6ER6xq57oaGimb8HTRoUMHP+ItSBAiAnNPcWb17944Lj6OOOsrmzp3rLooCRoAAyJtnnnkmMp5D4z0QPAQIACAtBAgAIC0ECAAgLQQIACAtBAgAIC0ECAAgLQQIACAtBAgAIC0ECAAgLQQIACAtBAgAIC0ECAAgLQQIACAtBAgAIC0ECAAgLQQIACAtBAgAIC0ECAAgLQQIACAtBAgAIC0ECAAgLQQIACAtBAgAIC0ECAAgLQQIACAtBAgAIC0ECAAgLQQIACAtBAgAIC0ECAAgLQQIACAt/x8rF1f4KzirLAAAAABJRU5ErkJggg==)
PN: 6960-1-08
CAS: 372193-68-5
Molecule Weight: 206
Formula: C10H11BO4
Melting Point: 130-134 ℃
TSCA: Not listed on TSCA inventory