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)
| Product Number | 2H10-3-03 |
| Purity | 95 % |
| CAS | 850348-78-6 |
| MDL Number | MFCD06657694 |
| Molecular Formula | C10H11FO3 |
| Molecular Weight | 198.193 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H10-3-03
CAS: 850348-78-6
Molecule Weight: 198.193
Formula: C10H11FO3
![2-(2-Fluoro-phenoxymethyl)-[1,3]dioxolane](data:image/png;base64,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)
PN: 2H10-3-01
CAS: 850348-82-2
Molecule Weight: 198.193
Formula: C10H11FO3
![2-(3-Fluoro-phenoxymethyl)-[1,3]dioxolane](data:image/png;base64,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)
PN: 2H10-3-02
CAS: 850348-80-0
Molecule Weight: 198.193
Formula: C10H11FO3
![2-Phenoxymethyl-[1,3]dioxolane](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACM1AAAjNQHYvZm0AAACEnpUWHRtb2xTb3VyY2UAAHichZRtb6MwDID/ipXPR0ISXqvSqdp00kmbJt026b6dUkg7pEImoG///hygG7Q72oJsbD+G2E7md8diC3td1bkpE8KpS0CXqcnycpOQt9efTkTuFvMUgzCwrBPy3jQfM8YOhwNN33WhjqakqSlI558d63wUc5DUVBsmXJezP0+PLy3j5GXdqDLVSNX5rG6NjyZVTfsV/3kFK1S1z0vWhbOi2nfZ/grXXi491hn5Wss9+paIwjrfalibqlAN7IVL8XJ/wEaXulKNzmB1QrOkHq59MX96MOmu0GWDqs2Qp2r70lS7FA2F2ep0h8lQ+fWQkIIjoBpTLKtKncBq1qw4KAFKgvJA+aACUCGoCFQMirt4o59jAJdY6622L3s9fWj8YniG+9G/e37GMomECBoEoQecSinDs8C14O8semMfORaSxlwKFJ5ss0RxKzzBfQInzO9I6kaYxBFUcitdGobD3L6Honf2T73P8WggrPSpL3wBTkDjKI6+ZGfHcrHPei3mK1NmAxXyLCErTtpC/tbrWvS1JGCqTFc4njaBDR0CYgzYyk8DcgzYPn0Cy+8AbwzYrk4D/hiwMzANBGPATsw0EI4BO1/TQHS16BtAfNWHeLqs3B0T7bTfQC6b3e6OG8xFv7vddIO5aPl5900y3vVyvkXYYIzZ+YhA9er4YIOzheGJuvgHDvicwu1+6+0AAD0NSURBVHhe7d0JvJZz/v9xaVVaSNIiRSV7JOtYxtrwz1jGVlqnsfdnIpMw0s+PH5Jl+I0lZDTZswxDm5gUEUmMsaSISETaKPr8z/s+/3POfX2vc3K6z3Vf9/e67tfz8fg+HnS+13Wu+/qe832fa/tcmxgAADnYxP0HAACqgwABAOSEAAEA5IQAAQDkhAABAOSEAAEA5IQAAQDkhAABAOSEAAEA5IQAAQDkhAABAOSEAAEA5IQAAQDkhAABAOSEAAEA5IQAAQDkhAABAOSEAAEA5IQAAQDkhAABAOSEAAEA5IQAAQDkhAABAOSEAAEA5IQAAQDkhAABAOSEAAEA5IQAAQDkhAABAOSEAAEA5IQAAQDkhABB7BYuXGg77rij1alTx3baaSf79NNP3S4AEoAAQWxWr15tI0aMsPr169smm2xS3ho0aGAjR460NWvWuIsA8BgBgliMHz/e2rVrFwgOt7Vv394eeeQRd1EAniJAkFdvvPGG/epXvwqFhVqtWrVC/6Z2yCGH2Jw5c9xVAfAMAYK8WLJkiQ0cONA23XTTUEDo2sf5559vH374oZ1zzjmZ/3f71K5d2/7whz/YV1995a4agCcIEETqxx9/tOuvv96aNGkSCgW1I444wt59993AMvPmzbPDDjss1FetWbNmduONN9ratWsDywAoPAIEkXn66aetU6dOoRBQ69ixoz311FPuIgETJkyw7bffPrSsWufOne3ZZ591FwFQQAQIauzf//63HXnkkaFJX01HItddd13myKQ61O+aa66xxo0bh9al1qNHD/vPf/7jLgagAAgQ5GzZsmU2ePDgSq9h6NqHroF8+eWX7mLVsnjxYuvXr1+lF9rr1q1rF154oX377bfuYgBiRIBgo/300092++23W/PmzUOTu9qBBx5os2fPdhfLyaxZs2z//fcPfQ+1rbbayu64447M9gCIHwGCjTJ16lTbddddQ5O52rbbbpt53iMfHnjgAWvTpk3oe6rtscceNm3aNHcRAHlGgKBa5s+fbyeccEJo8lbbbLPN7Morr7RVq1a5i0Vq5cqVdsUVV2SeXHe3Qe13v/udLViwwF0MQJ4QINig77//3i699NJQ+ZGydtppp9knn3ziLpZXComTTz45tC1qCpfLL788EzYA8osAQaXWr19vY8eOtVatWoUmabW99trLpk+f7i4WqxdffNG6du0a2jY1ne7629/+5i4CIEIECEJmzpxp3bt3D03KaltvvbWNGTPGfv75Z3exgtB23HXXXdaiRYvQtqrtt99+9uqrr7qLAYgAAYJyixYtsjPOOCM0CavVq1fPhg4dasuXL3cX88J3331nQ4YMydzi6267bgXu27evff755+5iAGqAAEGmjLrKqTdq1Cg0+ar17NnTPvjgA3cxL73//vt2zDHHhD6D2uabb27//d//bT/88IO7GIAcECBF7uGHH86UUXcnWzW97GnSpEnuIonwz3/+M/PSKvczqXXo0MEef/xxdxEAG4kAKVIql66y6e7kqrbFFlvYLbfcYuvWrXMXSxQVYBw9enSmIKP7GdV+/etf29y5c93FAFQTAVJkVB5dZdJVLt2dUFWSROXVv/76a3exRFu6dKmdeeaZlX5m/dvZZ5+dus8MxIEAKRL6a1xl0av6a1zl1FVWPc3eeustO/TQQ0OfXU1HXTfffHPij7qAOBEgRUBl0FUO3Z001VQ+XWXUi8mjjz5a5XWfLl262PPPP+8uAqASBEiKqey5yp+7k6SayqWrbHp1y6ynje7E+q//+q/MnVnuvlE79thjM3d0AagaAZJCKnOucudVPROhMukqlw6zzz77zPr06VNp2Xg9+3LRRRdlnjEBEEaApIjKmqu8ucqcu5Ohmsqiqzw6wl555RXbd999Q/tMTU/f33333d48fQ/4ggBJCZUzV1lzd/JTU10olUPHhqn+1/3332+tW7cO7UO1Pffc0/71r3+5iwFFiwBJOFWmVRlzd7JTU2ValT+nMu3GWbFihQ0fPrzKCsSnnnqqLVy40F0MKDoESEIpFFS2vKp3Y6jcOe/GqJmPP/7YTjzxxNC+VdM7UP785z/n/R0ogM8IkARSmfKq3s6n8uYqc47ovPDCC7bbbruF9rWa3sI4btw4dxGgKBAgCaKy5CpP7k5iaipnrrLmvl7o1RPwOiJ67733Mtdr1B566KHy/9a/6+vq5yPdoPDXv/61yhsUDjjgAHv99dfdxYBUI0ASQGXIVY68sltNdauuypj7cKupSobo6Od///d/M7cR/+Y3v6nygb1falpOy2s9Wp/Wq/UX2rJly+yCCy6o9BbpTTfd1AYMGGBffPGFuxiQSgSIx/Swm8qPV/Wwm8qWF/JhN73u9umnn7bBgwdnKve625ePpu+j76fvq+9fKDpiOvroo0Pbp6aHNP/nf/6naB/SRPEgQDylcuMqO+5OTmoqU65y5YWgu4+uuuqqzCkbFV90ty3Opu+v7dD2FOquqH/84x/WqVOn0Lap7bDDDvbkk0+6iwCpQYB4RuXFVWbcnYzUVAhR5clVGDFOq1evzly4V8HFyk6jVdV0G6wuPp900knWv3//zF1LI0aMyJSK1/vWy5r+X/+ur6uf+mu5qm6jraxpu7R92k5tb5w0HjfccIM1bdo0tF1qhx9+uL3zzjvuYkDiESCeUDlxlRWvquS4ypHHfQ3g3XfftUGDBmVOybjb5DZNnscff7yNGjUqc3opqlNrWo/Wp/Vq/VVN0tlN26vt1vbHacmSJZnvq2sh7jbpaOm8886zb775xl0MSCwCpMBUPlxlxFVO3J101FR+XGXI46Sy7qecckqlE2FZ09GBjpSuvvrqzN1hcd39pe+j76fvq++/oaMUbb8+R9xl6t9880076KCDQtujtuWWW9pf/vIXysYjFQiQAlLZcJUPdycZNd2FpLLjcXr77bczT7Vv6DRV9+7d7fbbb/fmL2lth7ZH2+Vua1nT59Hn0ueLk25T3m677ULbo7bzzjvb5MmT3UWARCFACkCnZVQu3J1U1HTHlcqM6w6suOj0ma49VBUcKiaoqrS+n8fX9mk7tb3uZ1DT59PnjPPtg7oeo4v8DRs2DG2P2nHHHWcffvihuxiQCARIjPSshiY4lQl3JxJNbiorrvLicbrvvvusefPmoe1Ra9WqVeb02po1a9zFvKbt1XZr+93PpKbPq88dp0WLFlmvXr1C26Kmn4dLLrnEli9f7i4GeI0AiYHO26sceFV/GauMuMqJx0kvmzrkkENC26KmMik6Tx/nUVA+aPv1Oaoq+6LPr/0QpxkzZtjee+8d2ha1li1b2r333pupCgwkAQGSZyr/rTLg7mShprLhKh8e94Shv84rOwrS3Ut6b3raHoDT59HnquxuMu0H7Y84abwVFNtss01oe9QUMC+//LK7GOAdAiRP9GCbyn67k4Oa7hxSuXCVDY+TntxWlV53e9R++9vf2qeffuoukir6fPqc7mdX036J+8l2fb8//elPlYa5mk55pX1MkGwESMRU3lsPxKnctzshqKk8uMqEx023suoJdnd7VE32iSeecLunmj6vPre7L7R/4r7lVz766KMqg00X3/WQZdwPRwLVQYBESGW9K5uY1PRktcqCF4K2q7K7gHr37h37UZAv9Ln1+d19ov1UqPLsU6ZMsV122SW0TWrt2rWzBx980F0EKCgCJAK6fVQPiLm/9Goq/60y4CoHXggqseHenqtTaNomWGY/uA8jan9pvxWCHjC87bbbNvjzpEKOgA8IkAhUdpFc5b5V9lvlvwvl0ksvDW2XHlCcPXu227WoaX9UVnZe+69Q9IDk+eefX2nBSj00CfiAAImAe21BZb4L+Veibhs+55xzQhPPEUccUdBA85n2i/aPu8+0H+Mq01IZHd2qGGP2Nuk0F+ADAiQC2RdAdfqjkHSq7PTTTw9NhCrlkbbbc6Om/aP95O477c9CnYIUfe/s7dEdY4APCJAIZE86KuBXSKro606Av//97ws6ASaJ9pP2l7sPtV8LxQ0QBRrgAwIkAr4EiCrUuhPfxRdf7HZDNWi/uftS+7cQCBD4igCJgA8BohczuXdbDRs2zO2GjaD9l70/tX+1n+NGgMBXBEgECh0gEydOzNz1lT3J9O3b1+2GHGg/Zu9X7Wft7zgRIPAVARKBQgaInmp339J31FFHxf7a27TSftT+zN6/2t9xVhMgQOArAiQChQoQTW777bdfYHLRMylx13RKO+1P91kf7fe4QpoAga8IkAgUKkBUiC97YlF118WLF7vdEAHtV7d6rvZ/HAgQ+IoAiUAhAmTSpEmBd5brv+M+N19stH/dfa5xyDcCBL4iQCIQd4B89dVXBftruNhVdtSn8cgnAgS+IkAiEHeADBgwIDChxHk+vthVdt1J45FPBAh8RYBEIM4A0atvs0+jNGnSJNY7glB655v2e/aY5/OVxAQIfEWARCCuAFFRv27dugUmk9GjR7vdEAPt9+xx0Ljkq+giAQJfESARiCtA9O6K7IlEVVn1/gjET/vdfflTvt6xQoDAVwRIBOIIEL0fonnz5oGJZNq0aW43xEj7P3s8ND4ap6gRIPAVARKBOALkyiuvDEwip512mtsFBaBxyB4XjVPUCBD4igCJQL4DRO/vzn7FaYMGDWzRokVuNxSAxkHjUTY2Gqeo3zNPgMBXBEgE8h0go0aNCkwgZ511ltsFBaTxyB4fjVeUCBD4igCJQD4DRG/Ja926dfn69Y7s+fPnu91QQBqP7HeXa7yifPsjAQJfESARyGeA3HXXXYHJo1evXm4XeEDjkj1OGreoECDwFQESgXwGyB577FG+br3Q6O2333a7wAMal+wXemncokKAwFcESATyFSCalLInjh49erhd4BGNT/Z4RRX2BAh8RYBEIF8BcskllwQmjvHjx7td4BGNT/Z4afyiQIDAVwRIBPIRICqL0bZt2/L1Nm7c2FatWuV2g0c0PhqnsjHT+EVR3oQAga8IkAjkI0CmTp0amDT69evndoGHNE7Z46ZxrCkCBL4iQCKQjwAZNGhQYNKYPHmy2wUe0jhlj5vGsaYIEPiKAIlAPgKkXbt25ets1apVJKdCkH8aJ41X2dhpHGuKAIGvCJAIRB0gejAte8Lo06eP2wUe03hlj19NH/wkQOArAiQCUQfImDFjAhPGPffc43aBxzRe2eOn8awJAgS+IkAiEHWA9O7dOzBh8MbBZNF4ZY+fxrMmCBD4igCJQNQB0qZNm/L1tW/f3v0yEkDjVjaGGs+aIEDgKwIkAlEGiPvX64ABA9wuSACNW/Y41uQokgCBrwiQCEQZIM8++2xgssjXa1KRX+7rhzWuuSJA4CsCJAJRBshNN90UmCyieBAN8XMfBNW45ooAga8IkAhEGSBnn312YLL47LPP3C5IAI1b9jhqXHNFgMBXBEgEogyQww47rHxdm2++ua1fv97tggTQuGn8ysZS45orAgS+IkAiEGWAZN+Btddee7lfRoJo/MrGsiZ3YhEg8BUBEoGoAuSHH34IvJTo1FNPdbsgQTR+ZWOpcdX45oIAga8IkAhEFSBLly4NTBTnnXee2wUJovHLHk+Nby4IEPiKAIlAVAHiPgMybNgwtwsSROOXPZ65PgtCgMBXBEgEogqQuXPnBiaKq6++2u2CBNH4ZY+nxjcXBAh8RYBEIKoAefnllwMTxS233OJ2QYJo/LLHU+ObCwIEviJAIhBVgDz//POBieLee+91uyBBNH7Z46nxzQUBAl8RIBGIKkAmTJgQmCgeeughtwsSROOXPZ4a31wQIPAVARKBqAKEI5B04QgEaUeARCCqAOEaSLpwDQRpR4BEIKoA4S6sdOEuLKQdARKBqAKE50DShedAkHYESASiChCeRE8XnkRH2hEgEYgqQKiFlS7UwkLaESARiCpApG3btuXr2nPPPd0vI0E0fmVjqXHNFQECXxEgEYgyQA4//PDydTVq1Ij3gSSUxk3jVzaWGtdcESDwFQESgSgD5JxzzglMFosWLXK7IAE0btnjqHHNFQECXxEgEYgyQG6++ebAZDFlyhS3CxJA45Y9jhrXXBEg8BUBEoEoA+S5554LTBa333672wUJoHHLHkeNa64IEPiKAIlAlAGycOHCwGTRp08ftwsSQOOWPY4a11wRIPAVARKBKANE2rVrV76+mty9g8LJvptO41kTBAh8RYBEIOoA6devX2DC+OCDD9wu8JjGK3v8NJ41QYDAVwRIBKIOkLFjxwYmjDvuuMPtAo9pvLLHT+NZEwQIfEWARCDqAPnkk08CEwZPpCdL9hPoahrPmiBA4CsCJAJRB4h07NixfJ3Nmze3tWvXul3gIY2Txqts7DSONUWAwFcESATyESBuIb4nn3zS7QIPaZyyxy2KgpgECHxFgEQgHwHyyiuvBCaNk046ye0CD2mcssdN41hTBAh8RYBEIB8BIp06dSpfb/369W3ZsmVuF3hE46NxKhszjV8UCBD4igCJQL4CZOTIkYGJ484773S7wCMan+zx0vhFgQCBrwiQCOQrQPQGu+z3g+yzzz5uF3hE41M2Vhq3XN9A6CJA4CsCJAL5ChA56KCDApPH1KlT3S7wgMYle5w0blEhQOArAiQC+QyQxx9/PDB51OS9Esif7Pe4qGncokKAwFcESATyGSB6MdEuu+wSmECiuLMH0XHvmNN4RfkiMAIEviJAIpDPAJEHHnggMIH07NnT7YIC0nhkj4/GK0oECHxFgEQg3wGybt0622GHHcq/hy7Qzpo1y+2GAtA4ZN/ooHHSeEWJAIGvCJAI5DtA5K677gpMIt26dbOff/7Z7YYYaf9rHLLHReMUNQIEviJAIhBHgPz444+20047BSYS3lZYWO5bBzU+GqeoESDwFQESgTgCRF544YXARLLFFlvYkiVL3G6Igfa79n/2eGh88oEAga8IkAjEFSCiySN7Mqnpy4qQG/elX/mc1AkQ+IoAiUCcAbJ48WJr0qRJ+ffTBdwnnnjC7YY80v7OvnCu8dC45AsBAl8RIBGIM0Dk5ptvDkwoOpWyYMECtxvyQPvZPXWl8cgnAgS+IkAiEHeA6O6fQw89NDCp7Lvvvrx0Ks+0f7Wfs/e7xiHfd8MRIPAVARKBuANEdMpk6623DkwsQ4YMcbshQtq/2ftb+z+fp67KECDwFQESgUIEiEyaNCnz/cq+t87LP/jgg243RED7Nfu6h/a79n8cCBD4igCJQKECRC677LLA5FKvXr3YJrZiof2p/Zq9n7Xf40KAwFcESAQKGSCaXH79618HJpjGjRvb7Nmz3a7Igfaj9mf2/tX+1n6PCwECXxEgEShkgMh3331nu+++e2CSadGihX3wwQduV2wE7T/tx+z9qv2s/R0nAgS+IkAiUOgAEV3M7dChQ2Ci2W677QiRHGm/af9l70/t3zgumrsIEPiKAImADwEimvTcO7P0/6+//rrbFRug/VXZfixUGBMg8BUBEoETTjjBiwCRys7Z6/8nT57sdkUltJ8q23+FvKbkBsgpp5zidgEKggCJQJcuXUK/4AsXLnS7xaayv6B1FxG3+G6Y9o97t1Whj+A+/vhjO/HEEwPbtOuuu7rdgIIgQCKw2267BX7B1TbbbDO74oorbNWqVW73WOh0i3tNRM8x6GE4nlgP0v7Qfsl+zkNN+69Qp61WrFiRuVW4fv36oZ+tvfbay+0OFAQBEoHXXnvNNt9889Avulrbtm1t3Lhx7iKx0AVf9+4sNZXjKOQRkk+0H9zyJGrab4W4YK53qd9///3WunXr0Dap6XTam2++6S4GFAQBEhGdp77jjjtsq622Cv3Sqx1wwAGZoImbbjl1nxNRa9asmT355JNu96Kiz6/94O4b7a+4b9WVV199tdIwU9PtxHfffXfe624BG4MAidi3335rF1xwgdWtWzc0CegCe//+/e2LL75wF8srhZtOh2SXPSlreq/FV1995S6Savq87vs8ysZH+ynOhwTl888/t759+4ZOoanpmoxOrxUi0IBfQoDkyXvvvWdHH310aEJQ02mIa6+9Ni+vP92QiRMnhi6uq6k8uV7Pmva/bvX59Dndcuxq2i/aP3H64Ycf7Oqrr67y9Ocxxxxj77//vrsY4A0CJM+eeeYZ69y5c2hyUNthhx1ifxmUzuu7peDLWrdu3WzWrFnuIqmgz6XP535mNe2PuK93PPbYY6GbHMqa7up77rnn3EUA7xAgMdBdPqNGjbKmTZuGJgu1ww8/3ObNm+culjc6RaOXIGW/2TC79ezZM3M+Pg30OfR53M+ops+v/RDnKau5c+dWGeC6HnPTTTdxlxwSgwCJkc69Dxo0yGrXrh2aPOrUqWPnnnuuffPNN+5ieaO/unv16hXalrKmYJs6daq7WCJou7X97mcqa/rccR51LF261M4666xKx17/pq+pD5AkBEgB6DbMgw8+ODSRqG255ZZ266232rp169zF8uaFF14IPQyZ3fbZZx+78847MzcI+Ezbp+3U9rqfoazpc+rzxkVHEzqqqOxuLzUdjeioBEgiAqSAHn744VDBvrK28847x/peD010mnx1XcbdlrKmh9pU9+upp57y5jSLtkPbo+2q7KG7sqbPpc8X53brOkZVwazrH7oOAiQZAVJga9assauuusoaNWoUmmTUjjvuOPvwww/dxfJG1wP04OMuu+wS2pbs1rx5czv11FMzk3LcT2vr++n76vtrO9xty276HPo8cV7n0J1TuoPK3RY13XGlO690BxaQdASIJxYtWmS9e/cOTThqehbgkksuseXLl7uL5Y2eiJ4wYYIddNBBoe2prOmJ+z59+thtt92WOXLSsw1R0Hq0Pq1X69f3cb93ZU3bre3X54iLntW46KKLQvW01PSMh571iGq/AD4gQDwzY8YM6969e2gCUmvZsqXdc889sT+vsWDBgsxRUseOHUPbtKGmo6o999wzU1zy97//vY0YMSLT/vKXv9jYsWPLm/6/7Gvqp/5arqqjsqqatk/bqe2Nk8ZDT4m7L58qa3q6PC13tQHZCBAP6a/m++67z7bZZpvQZKSm5xmmT5/uLhaLmTNn2nnnnbfBayVxNm2HtkfbVQgvvfSSde3aNbRdaqpnpbpWcR4FAXEiQDz2/fff27Bhw6q8OKwXC3366afuYrH55JNPMkcQKgvSrl270Pblo+n76Pvp++r7F4qKMOpIyd0+NY2XSqKooi6QZgRIAnz00Ud2/PHHhyYqtYYNG2ZO/axevdpdLHaa0J999tnMw3l6puWII46osqrsLzUtp+W1Hq1P6y1kYJRReX6V6Ve5fneb1U466aTMOzyAYkCAJMiUKVMyLxNyJy01/WU+fvx4dxFvfPbZZ5lrE++8845NmzYt0/QCp7L/1r/r6+rnK93NVdVFfJV/1+cAigkBkjB6wFAFAau6ffVXv/qVvfHGG+5iqAGV4Vc5fndfq6l8v8r4x3mbMOALAiShVPLk/PPPz5RAcSc1lSUfOHCgLVmyxF0MG0Fl91V+v7Iy+CrXr7L9vj+dD+QTAZJw7777buZagTvBqalY4PXXXx972fik0/5SuX2V3Xf3qZrK9KtcP1DsCJCUUDmPqp7T6NSpkz399NPuIqiEyutXdYuyyvKrPD+AUgRIiugv5+uuu67KMu1HHnmk/fvf/3YXQwmV06+qeq/K8Kscf5x1tIAkIEBS6Msvv8xcA6ns3L2umQwePNiWLVvmLlaUdC1JtwpXdi1JZdZVfr/YXvkLVBcBkmKzZ8+2Aw88MDQxqukuLt3NVax3D+luNpXNV/l8d9+oqdy+yu4DqBoBUgT0fMi2224bmiTV9FxJUl8alSsVZ1S5fHdfqKm8vsrsA/hlBEiR0BPUV155ZZVPUJ9wwgk2f/58d7FUUVl8lcd3P7uaCjeqEKPK6wOoHgKkyKgcyGmnnRaaQNVUw+nSSy/N1OBKE5XBVzn8ysqsq6mMvsrpA9g4BEiRUjXfvfbaKzSZqrVq1SpTrDDpVWRVZl3l71UG3/2Maiqbr/L5AHJDgBQxTbBjxoyxrbfeOjS5lk2whSqTXlMKSJW9dz+Tmsrkq1x+0gMSKDQCBJlTPEOHDq3yFM8ZZ5yRmFM8Km+vMvfuZ1DTKTqVx0/bKTqgUAgQlNO7xnv27BmaeNV0kXnkyJHeXmRWOXuVtVd5e3fb1VQOX2XxAUSHAEHIxIkTbaeddgpNwmrt27e3Rx55xF2koHSbclUvtNJtyiqDDyB6BAgqpQftbrnlFttiiy1Ck7LaIYccYnPmzHEXi5XK1qt8vbttamUPSupzAMgPAgQb9PXXX9s555xTZamPP/zhD7GX+lCZ+g2ValGZe5UoAZBfBAiqRcUGDzvssNCErdasWTO78cYb815sUMUiVZ6+qmKRKmuv8vYA4kGAYKNMmDDBtt9++9DkraZy53p3eT6oHL3K0rvfU01l7FXOHkC8CBBsNB0JXHPNNVW+cKlHjx72n//8x10sJyo/rzL07vdQ05GIytfzwiygMAgQ5Gzx4sXWr18/q1WrVmhy1ytfL7zwwpxf+apy8yo7X9m1l7JX9qpsPYDCIUBQY7NmzbL9998/NNGrbbXVVnbHHXdUu2y8+unuKd1F5a5LTeXpVaYeQOERIIjMAw88YG3atAlN+mp77LGHTZs2zV0kQGXl9dyGu6yaytHreQ8A/iBAEKmVK1faFVdcYQ0aNAiFgNrvfvc7W7BgQWAZlZFXOXm3r5rKz6sMvcrRA/ALAYK8UEicfPLJoUBQU7hcfvnlmWsYKh+vGlVuHzWVnVf5eQB+IkCQVy+++KJ17do1FA5qlV18V1OZeVXTBeA3AgR5p7Lxd911l7Vo0SIUFtlNZeVVXl79AfiPAEFsvvvuOxsyZEioBIlKoqicvMrKA0gOAgSxGz16dCBAbrvtNrcLgAQgQBC7hx9+OBAgKo8CIHkIEMSOAAHSgQBB7AgQIB0IEMSOAAHSgQBB7AgQIB0IEMSOAAHSgQBB7AgQIB0IEMSOAAHSgQBB7AgQIB0IEMSOAAHSgQBB7AgQIB0IEMSOAAHSgQBB7AgQIB0IEMSOAAHSgQBB7AgQIB0IEMSOAAHSgQBB7AgQIB0IEMSOAAHSgQBB7AgQIB0IEMSOAAHSgQBB7AgQIB0IEMSOAAHSgQBB7AgQIB0IEMSOAAHSgQBB7AgQIB0IEMSOAAHSgQBB7AgQIB0IEMSOAAHSgQBB7CaXBEj3kuAoa9MIECCRCBDEbm5JgPypJDjK2jsECJBIBAhi90VJgEwsCY6ytoQAARKJAEHs1pcEyLqS4Chr6wkQIJEIEMSvJECsJDjKGwECJBIBgvgRIEAqECCIHwECpAIBgvgRIEAqECCIHwECpAIBgvgRIEAqECCIHwECpAIBgvgRIEAqECCIHwECpAIBgvgRIEAqECCIHwECpAIBgvgRIEAqECCIHwECpAIBgvgRIEAqECCIHwECpAIBgvgRIEAqECCIHwECpAIBgvgRIEAqECCIHwECpAIBgvgRIEAqECCIHwECpAIBgvgRIEAqECCIHwECpAIBgvgRIEAqECCIHwECpAIBgvgRIEAqECCIHwECpAIBgvgRIEAqECCIHwECpAIBgvgRIEAqECCI36OPBgPkySfdHgASgABB/D75xGyzzUrDo2FDs0WL3B4AEoAAQWHMnWt23XVm8+a5XwGQEAQIACAnBAgAICcECAAgJwQIACAnBAgAICcECAAgJwQIACAnBAjisX692YwZZpdfbnbggWYdOpg1alT6IGH79mYHHGA2fLjZ9OmlfQF4jwBB/k2darb33sHyJRtq3bqZTZnirgWAZwgQ5I+OJIYODQdEddvFF3M0AniMAEF+aOI//fRgINSrZ9avX2kxxY8/NluxwmzVKrMFC8wef9xswACz+vWDy2gdhAjgJQIE+XH99cEgOOIIs/nz3V5hCpOjjw4ue8MNbi8AHiBAEL233zarUyd4FLF2rdurauvWmfXpU7F83boUXQQ8RIAgetmnrnbf3eyHH9wev+zHH826dq1YT69ebg8ABUaAIFp6t0f20ccrr7g9qm/WrIr1aJ28NwTwCgGCaI0ZUzHp69mOmtI6ytZ3zz3uVwEUEAGCaPXtWzHh60J6TWVfjNcdXAC8QYAgWrrmUTbh68nzmtI6ytanayIAvEGAIFpt2lRM+J9/7n514332WcX62rZ1vwqggAgQRKtBg4oJf/Vq96sbTw8alq1PdbMAeIMAQbSyA2TNGverG0/rKFvfZpu5XwVQQAQIotW6NaewgCJBgCBa2RfRZ850v7rxtI6y9e2xh/tVAAVEgCBaZ5xRMeFHfRuvbhEG4A0CBNG6++6KCV8vjqopraNsfXpIEYA3CBBE69NPzWrXrpj0X33V7VF9r71WsR5KmQDeIUAQvVNPrZj4dd0i12KKe+5ZsR6KKQLeIUAQvTlzggUVNfnXpJy71qUS8QC8QoAgP669tiIA1PRCKb2F8JcsXMgLpYCEIECQH3oN7SmnBIOg7JW2jz1WGiYrV1a80nbCBLOBA3mlLZAgBAjy5+efzf74x2AgbEwbMqR64fHPf5oNHWr2r3+5XwGQRwQI8m/yZLNu3cIBUVXba6/SZapDd2ptumnFsiedVL1TZQBqjABBPHQkMX262fDhpS+J2m670uKIavrv/fc3GzastE91jjrKPPhgOIB0Guyyy8xWrHB7A4gQAYJk03WU7LcWZjfV5br//o0LJADVRoAg+XStRU/At2gRDhG1ffet2bvZAVSKAEF6fPed2UUXld7t5YZIrVqlz5ZEUSEYQAYBgvR5/32zY48Nh4ja5pubXX11bk/HAwggQJBezz9v1qVLOETUOnQofR4FQM4IEKSbSqjcdJPZFluEQ0Tt0EPN5s51lwJQDQQIisPSpWZnnRWsFFzW9G/6mvoAqDYCBMVFRxs66nBDRK1Zs9KjlY0p/AgUMQIExUnXP3QdxA0RNV03ee45dwkADgIExUt3YumOLN2Z5YaI2jHHlN7RBaBSBAigZ0P0vnU9K+KGSN26pUUd9YwJgAACBCij1+/qqXU3RNT0lPtdd5U+9Q4ggwABsqlulupnqY6WGyJqXbuavfSSuxRQlAgQoDKq5KuKvu4Lrkra2pL23imn2HK9PREoYgQIsCF6t4jeMZIVIB+UtL+VtAsbNLC/XnGFrVRFYKAIESBAdUybZrb77ra8JDgmlbSRJe3Ykta8pLVt29bGjRvnLgGkHgECVNdPP9nXd9xhf9tqKxtYEhy7lLRNstr+++9vr+kNiUCRIECAjbTm22/t9gsvtKZ16wYCRK1WrVrWv39/W7x4sbsYkDoECJCj9957z3r06BEKEbXGjRvbNddcYz/++KO7GJAaBAhQQ88884x17tw5FCJqO+ywgz3xxBPuIkAqECBABNauXWujRo2ypk2bhkJE7bDDDrN58+a5iwGJRoAAEfrqq69s0KBBVrt27VCI1KlTx84991z7+uuv3cWARCJAgDyYM2eOHXzwwaEQUdtyyy3t1ltvtXXr1rmLAYlCgAB59PDDD9t2220XChG1nXfe2SZNmuQuAiQGAQLk2Zo1a2zkyJHWqFGjUIio9ezZ0z788EN3McB7BAgQk0WLFlnv3r1DAaJWr149Gzp0qC1fvtxdDPAWAQLEbMaMGda9e/dQiKi1bNnS7rnnHvuZsvFIAAIEKID169fbfffdZ9tss00oRNS6detm06dPdxcDvEKAAAX0/fff27Bhw6x+/fqhEFE7/fTT7ZNPPnEXA7xAgAAe+Oijj+z4448PBYhaw4YNbcSIEbZ69Wp3MaCgCBDAI1OmTLFdd901FCJqzZs3t8svv9xdBCgYAgTwzE8//WS33357JjDcEFE788wz3UWAgiBAAE8tW7bMBg8enCmBkh0gnTp1crsCBUGAAJ57++23AwFy5JFHul2AgiBAAM/plFZ2gOjOLMAHBAjgOQIEviJAAM8RIPAVAQJ4jgCBrwgQwHMECHxFgACeI0DgKwIE8BwBAl8RIIDnCBD4igABPEeAwFcECOA5AgS+IkAAzxEg8BUBAniOAIGvCBDAcwQIfEWAAJ4jQOArAgTwHAECXxEggOcIEPiKAAE8R4DAVwQI4DkCBL4iQADPESDwFQECeI4Aga8IEMBzBAh8RYAAniNA4CsCBPAcAQJfESCA5wgQ+IoAATxHgMBXBAjgOQIEviJAAM8RIPAVAQJ4jgCBrwgQwHMECHxFgACeI0DgKwIE8BwBAl8RIIDnCBD4igABPEeAwFcECOA5AgS+IkAAzxEg8BUBAniOAIGvCBDAcwQIfEWAAJ4jQOArAgTwHAECXxEggOcIEPiKAAE8R4DAVwQI4DkCBL4iQADPESDwFQECeI4Aga8IEMBzBAh8RYAAniNA4CsCBPAcAQJfESCA5wgQ+IoAATxHgMBXBAjgOQIEviJAAM8RIPAVAQJ4jgCBrwgQwHMECHxFgACeI0DgKwIE8BwBAl8RIIDnCBD4igABPEeAwFcECOA5AgS+IkAAzxEg8BUBAniOAIGvCBDAcwQIfEWAAJ4jQOArAgTwHAECXxEggOcIEPiKAAE8R4DAVwQI4DkCBL4iQADPESDwFQECeI4Aga8IEMBzBAh8RYAAniNA4CsCBPAcAQJfESCA5wgQ+IoAATxHgMBXBAjgOQIEviJAAM8RIPAVAQJ4jgCBrwgQwHMECHxFgACeI0DgKwIE8BwBAl8RIIDnCBD4igABPEeAwFcECOA5AgS+IkAAzxEg8BUBAniOAIGvCBDAcwQIfEWAAJ6bP39+IEDatWtn69atc7sBsSNAAI898sgj1qxZs0CAqO2777728ccfu92BWBEggIdWrVplgwYNCgVHdmvatKmNHz/eXRSIDQECeOatt96ynXbaKRQY9evXt1q1aoX+fcCAAbZy5Up3NUDeESCAR2699dZMULghccQRR9jixYvt+eeft5YtW4a+vuOOO9qbb77prg7IKwIE8MDSpUutZ8+eoWCoW7euXXfddbZ+/fryvl9++aUdffTRob716tWz0aNHZ60VyC8CBCiwF154wdq0aRMKhO23395mzZrlds9QoIwaNSoTGu5yxxxzjH311VfuIkDkCBCgQHQr7vDhw23TTTcNhUCvXr1s+fLl7iIhs2fPtk6dOoWWb9WqlU2ePNntDkSKAAEKYMGCBbbffvuFJv7NN9/cxo4d63bfoBUrVljfvn1D61IwXXLJJbZ27Vp3ESASBAgQs4ceeihzC6474Xfr1s0++OADt3u1jRs3zpo0aRJa7z777JN5GBGIGgECxES32g4cODA0wevW3CFDhkRypPDRRx9Z9+7dQ99DwfL3v//d7Q7UCAECxGDOnDnWpUuX0MSuW3Kfe+45t3uNKIiGDh1a6bUVnerSKS8gCgQIkGc333xzpc92HHXUUfbFF1+43SMzadKkzMV09/vqorsuvgM1RYAAeaJbaY899tjQBK5nO2644YbAsx35smTJEvvNb34T2gbd/nvjjTfGsg1ILwIEyIMpU6ZY69atQxN3x44d7fXXX3e755VCQg8YVvbMSI8ePTIPJgK5IECACOnZjmHDhlV6/eGMM86w77//3l0kNm+88YZ17tw5tF3bbLONTZw40e0O/CICBIiIyqurzLo7QTdu3Nj+9re/ud0LQhfQ+/fvH9pGBd7FF18cyZ1gKB4ECBABlVWv7BmMvffe2z788EO3e8ElbXvhJwIEqIGq/qLXsx2+/0W/oSOmBx54wO0OhBAgQI7mv/GGHZzwawq/dM1mZQGv2cB/BAiQg/dHj7ZL69Wzw0om2iZZk25S72qq7K6xDiVtcMeO9kXMd40hOQgQYGMsWWL2m9/YWyWT65iSdnZJ23uT0ucqVF49yc9VZD+3smVJO6qkDS9pT9Wta9/fcIPuB3YXQZEjQIDqmjTJrFWrkt+aTWx1SftXSRtd0oZ06mTvpOjJ7ltvvtkOql/fzi/5bGNL2jslTZ/ZjjrKLI9PziN5CBDgl+hC+CWXmG26aelE+v/blyXtrb597ccU1pb6ZM4ce6BLF5tZ8hnXZn1ma9nSLOLaXUguAgTYkI8+MuvePRAcmdakieqnu71T5aeVK23FwIHhz16rltmQIaXBiqJGgABVUUAoKNwJdJ99zIrp/RoPPWTWtGl4P3TrZlaD95cg+QgQwKVTUn37hidMncLSqaxi/Mt7wQKz/fYL75PNNzfbyDcoIj0IECCbLoZ36hSeKHXxXBfRi9m6dWbDh4euBWVa795m1XiHO9KFAAFEt6iOGmVWr154cjzmGN3j6i5RvKZONWvTJryftt/ebNYstzdSjAAB9OBfjx7hCVFhMnq02xuydKlZz57hfVa3rtl11/HMSJEgQFDcnn++9NZUdyLccUezN990e8N1661m9euH99+RR5otXuz2RsoQIChOuhB+8cWlt6S6k9+AAWYrV7pLoCpvvWW2007h/bj11mbPPuv2RooQICg+Kle+997hCU+37I4f7/ZGdaxaZTZoUHifKqAvvNDsxx/dJZACBAiKi17s1LhxeKLbd1/VN3d7Y2M98ohZs2bh/bvnnmb/+Y/bGwlHgKA4qCz5GWeEJzbdkjpsWOktqojGwoVmBxwQ3td6ZuTee93eSDACBOn32mtmO+wQntBat1Ydc7c3oqBAvvxys9q1w/v9tNN4ZiQlCBCkl24lvf760ltL3Uns//yf0ltRkV/Tppm1bRve/x06mL36qtsbCUOAIJ1Udlzlx92JS7ec3nyz2xv59PXXZr/9bXgsFOzXXGP288/uEkgIAgTpo2c7dAupO2F16WI2Z47bG3G57TazBg3C43L44bxnJKEIEBSOTjHNmFF6rvzAA0tPazRqZNawoVn79qUXYlV7afr06j/ZPG9e5aesfv97nu3wwdy5ZjvvHB4f3VZdXfn4uUFOCBAUhuopVfYsRlVNpcOrc8Fbz3FkL6cy5A8/7PZCIa1ebXbWWcFxUuhX51RWvn5ukJNN3H8A8kp/EQ4dGv5Fr27T0+Mb+qtSd/fssUdp34MOKi1DDj899phZixalY6WjiQ3J988NcrKJ+w9A3ugX+PTTg7/YKljYr5/Zo4+WPsind3HoqWZN/I8/XlpWxK21pHX80mTw6afuv8BHa9b8cqXjOH9usFEIEMRHt9Rm/0IfcUT13uynSeHoo4PL3nCD2wtpxc+NtwgQxOPtt83q1An+Nbgxb/bTg2l9+lQsr3PmumCOdOPnxmsECOKRfQpi993NfvjB7fHLVJCva9eK9fTq5fZA2vBz4zUCBPm3aFHwr8hXXnF7VJ/eeFe2Hq1T60Y68XPjPQIE+TdmTMUvr+7Rr6nsQn333ON+FWnBz433CBDkX9++Fb+4uiBaU9kXVXUnDtKJnxvvESDIP527LvvF1RPENaV1lK1P57aRTvzceI8AQf61aVPxi/v55+5XN95nn1WsT5VekU783HiPAEH+ZRfQUxmLmtIDY2XrU/0jpBM/N94jQJB/2ROBnjyuKa2jbH2bbeZ+FWnBz433CBDkn978V/aLy6kIVBc/N94jQJB/2RdDZ850v7rxtI6y9alwItKJnxvvESDIvzPOqPjFjfp2TN3qiXTi58Z7BAjy7+67K35x9QKgmtI6ytanh82QTvzceI8AQf6ptHrt2hW/vK++6vaovtdeq1gPJSnSjZ8b7xEgiMepp1b8Auv8c65F8fbcs2I9FMVLP35uvEaAIB5z5gQL4+mXuCZlubUulfpGuvFz4zUCBPG59tqKX2Q1vRhIb5P7JQsX8mKgYsbPjbcIEMRHrxM95ZTgL3TZq0n1fmxNCitXVryadMIEs4EDeTVpsePnxlsECOL1889mf/xj8Bd7Y9qQIUwCxYifGy9t4v4DEIvJk826dQv/olfV9tqrdBkUN35uvLKJ+w9AbPQX4fTpZsOHl77sZ7vtSovcqem/99/fbNiw0j789Ygy/Nx4gwABAOSEAAEA5IQAAQDkhAABAOSEAAEA5IQAAQDkhAABAOSEAAEA5IQAAQDkhABBcrzzjtmbb7r/imKwerXZSy+ZLV3qfgUFRIAgGe66q6K+0YgR7leRZnoh1K67lo79VlvxNkGPECBIhiOPrAiQpk1zezMdkkkl27MLJI4d6/ZAgRAgSAaV486eRJ55xu2BtNJ7PLLH/o033B4oEAIEyfDyy8FJZMAAtwfSSEeajRtXjHuHDm4PFBABgmRQWe7WrSsmkubNS993jXR7+ungHw4XXeT2QAERIEiO884LTiaTJrk9kDZ6bW32mM+c6fZAAREgSI4XXghOJmed5fZAmqxda7bFFhXj3aYNL4jyDAGC5PjpJ7MWLSomlJYtS9+VjXR6/vngHwyDB7s9UGAECJLlD38ITiovvuj2QFow1t4jQJAs7l+l//f/uj2QBjra3Hrr4NGm/g1eIUCQLO558bZtOS+eRtOmBf9QOPNMtwc8QIAgefr2DU4ur7zi9kDSnX9+cIwnTnR7wAMECJLnqaeCk8vFF7s9kGQ6otQdV2Xju+WWpUee8A4BguRZsyb4dPL227s9kGQzZgT/QOjf3+0BTxAgSKbTTgtOMtRHSg+37tk//uH2gCcIECTTo48GJ5nLLnN7IKnat68Y1yZNqLzsMQIEybRypVnDhhUTTZcubg8k0ezZwT8MevVye8AjBAiS68QTg5ON3liIZLv00uCYPv642wMeIUCQXOPGBSebq65yeyBpOneuGM9GjcxWrXJ7wCMECJJr+XKz+vUrJpzdd3d7IEnefjv4B8FJJ7k94BkCBMl27LHBSeeDD9weSIorrwyO5fjxbg94hgBBst17b3DSufZatweSYtddK8axQQOz7793e8AzBAiS7euvzerUqZh4und3eyAJ3n8/+IdAz55uD3iIAEHyHXlkxcRTq5bZwoVuD/jummuCATJ2rNsDHiJAkHx//Wtw8hk92u0B33XrVjF+deuaLVvm9oCHCBAk35dfmtWuXTEBHXig2wM+W7Cg9MixbPyOOsrtAU8RIEiHgw+umIA23dTs88/dHvDVqFHBI8g773R7wFMECNLhlluCk9Btt7k94Kv9968YNx1JLlni9oCnCBCkw6JFwdMgv/612wM++uyz4LgdeqjbAx4jQJAe++2XmYS+K2nz69SxtV995faAb/7yl+CRo/4fiUGAIDWWXX+9zSyZhJ4qaWNK2lt33+12gW90xFEWHrp2pSMSJAYBgtT4fv58u6ZkIhpS0vqUtMt79HC7wCPrliyxxbVr27qyANG1ECQKAYJUOXfPPW2vksmoXUlrWq+effvtt24XeGLenXfagyXjNFlHiyVthe7GQqIQIEiVa6++uuSP2U3K2/333+92gSdGHnWUnaUjxZJ2S61atlLPgyBRCBCkynvvvRcIkOOOO87tAg988803tk3dutalZIwOKmkX60l0JA4BgtTZZZddygOkQYMGtmLFCrcLCuy+++4LBP1NqoWFxCFAkDp//vOfA5PTQw895HZBgfXs2TMwRu+rGi8ShwBB6sydOzcwOZ188sluFxTQ8uXLrX79+uXjs9tuu7ldkBAECFKpY8eO5RNUo0aNbPXq1W4XFMj48eMDAT9ixAi3CxKCAEEq/elPfwpMUhMmTHC7oEBOOumkwNi8rXehI5EIEKTSa6+9Fpikevfu7XZBAaxatSpzRFg2Lp07d3a7IEEIEKTS+vXrbbvttiufqJo2bWo//vij2w0xe+yxxwLBfumll7pdkCAECFLrj3/8Y2CyevbZZ90uiFmvXr0CYzJ79my3CxKEAEFqvfzyy4HJauDAgW4XxOiHH36wJk2alI9H+/bt3S5IGAIEqfXzzz9b69atyyes5s2b27p169xuiMk//vGPQKBfdNFFbhckDAGCVDv33HMDk9bkyZPdLohJ//79A2MxY8YMtwsShgBBqk2dOjUwaZ199tluF8Rg7dq1tuWWW5aPQ5s2bTI3OiDZCBCk2k8//WQtWrQon7i22WabzKktxGvixImBID///PPdLkggAgSpN2jQoMDk9dJLL7ldkGdnnnlmYAymTZvmdkECESBIveeeey4weV1wwQVuF+SRjgJbtmxZvv+33nrrzL8h+QgQpJ4eIGzWrFn5BLbtttty/j1GL774YiDAdTSCdCBAUBT69u0bmMReffVVtwvyZPDgwYF9r+shSAcCBEXhySefDExiQ4cOdbsgD3Skpzuuyva77sTSHVlIBwIERWHNmjXWuHHj8ols++23d7sgD2bOnBkI7n79+rldkGAECIrGqaeeGpjM3nzzTbcLIqanzbP3+dNPP+12QYIRICgajzzySGAyu+yyy9wuiFiHDh3K97fqYKkeFtKDAEHRWLlypW222WblE1qXLl3cLoiQKu1mB/bpp5/udkHCESAoKieccEJgUnv33XfdLojI8OHDA/ta7wJBuhAgKCrjxo0LTGojR450uyAiO+64Y/l+btiwYeZthEgXAgRF5bvvvrP69euXT2x77LGH2wURmDdvXiCoTzzxRLcLUoAAQdE55phjQpObSo3Tomtdu3YN7OO///3v7jAgBQgQFJ0xY8YEJjdaflvt2rVt+fLl7jAgBQgQFJ3FixeHJjla/lrbtm3dIUBKECAoSr1797ZatWqFJjtatK1Bgwb2zDPPuLsfKUGAAAByQoAAAHJCgAAAckKAAAByQoAAAHJCgAAAckKAAAByQoAAAHJCgAAAckKAAAByQoAAAHJCgAAAckKAAAByQoAAAHJCgAAAckKAAAByQoAAAHJCgAAAckKAAAByQoAAAHJCgAAAckKAAAByQoAAAHJCgAAAckKAAAByQoAAAHJCgAAAckKAAAByQoAAAHJCgAAAckKAAAByQoAAAHLy/wDikXfhZtWLdQAAAABJRU5ErkJggg==)
PN: 2H10-1-03
CAS: 850348-64-0
Molecule Weight: 180.203
Formula: C10H12O3
PN: 2608-1-20
CAS: 32438-31-6
Molecule Weight: 210.273
Formula: C12H18O3
PN: 2608-B-0E
CAS: 253429-18-4
Molecule Weight: 307.159
Formula: C12H16BrFO3
TSCA: Not listed on TSCA inventory
