![3-Hydroxy-6-methyl-2H,3H,4H-furo[3,2-c]pyran-4-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABzmAAAc5gGXHhb/AAACDnpUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnRacPOYhTBCsGDGhRYG2BvQ2KraQGbKuwnevfj3LSNF4yF75Iih8lkZRnd/uqhK1t2sLVKRGUE7B15vKiXqfk9eXHRJO7+SxDJ3Ss25S8dd37lLHdbkezN1uZvatp5ipyHJ/u22Lgs1PUNWsmORfs9+PDc89MirrtTJ1ZpNpi2vbGB5eZrl/Ff6ZglWm2Rc2O7qxqtsdofyT3N6f7Niefe/mOYwtEYVWUFlauqUwHW8kp3vwbrG1tG9PZHJYHNCsa4N7ns8d7l20qW3co+ghFZsrnrtlkaKhcabMNBkPh531KKoGA6Vy1aBpzAC95sxFgJBgFJgATgonAxGA0mASM4PjguJCY59L6iV4O7xZXC8frafB+wgTJlIRUJLEGRXUUCJA0VDwAgcYohgluKIoTmKAeK/GpcxoHSn+4naDT5xiJwEH6misuNY7wWHr3oRYmUYKaDlDDDGkdQ0jDUCmMEYneqDR+QppIqU9GTAs752U+W7o6vxChyFOyxNm9yy+7auUpZwRck9sGl+QDeNdLQA4Bn+EzsLgFqCHg6zEOBEPAV298SeEQ8LUeB6Ih4DtjHIiHgO+jcUBfAck4kFxtOhnPkuBDou/qL5B/i92fgjMjbzLyBiO/mEdd9chthF20JPs41iheHXl28T9g+Bec/wWk0IlkPUr5JwAAN3pJREFUeF7t3Qe4FNXdx3ELGBBFlGaNvWBBlNhADdUIlqhoDIqKLRgjitGgEbBiQYyggCWKJYlY0bzWCCYqlqCRF5QoQpSoUbCLDYxv4nn3N5fZnT07d+/cszPb5vt5nnlMmDN79+7dnd/OnHP+ZxUDAICDVex/AAAgCgIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABopg1y5gRI4zp1s2YTp2MadnSmI4djdl5Z2POOMOYp5+2jwDqHgECFLN4sTH9+mU+Kas0vfXt29AeSAkCBGjM7NkNVxnBgLjvPmOWLDHm3/82ZulSY6ZPzw8YtX/hBfuRgLpEgABhFBKdOzeEwqqrGjNxot0i3zXXNLRT+/XXbwgXoM4RIECYQw/NXVWce669N5za+cccdpi9F6g7BAhge/XV3NXEhhsa8803dotwaqf2/lWLHgeoYwQIYDv//NyVxHnn2XuLU3v/2AsusPcCdYUAAWz77psLgZkz7b3FzZiRO7ZXL3svUFcIEMC20Ua5EGhuZ7g63/1jN9nE3gvUFQIEsLVqlQuBqP0fvhUrcse2bm3vBeoKAQLYSgkQtfePXXNNey9QVwgQwMYtLCASAgSwBTvRn3jC3lucOt39Y+lER50jQADbmDG5EBg1yt5bHMN4kSIECGCbPz83kVC3s1T3Kgq1YyIhUoQAAcIcfHDzr0KCVx+UMkEKECBAmHffzVXi1dXE5Ml2i3za71+1qAijOtOBOkeAAI15/nlj2rfPXVWobPv99zeMzPr2W2Pef9+YBx4wpn//XJsOHRrKwAMpUP4A8T9o2qJq7jGsHoe4vPGGMb17578HG9v69DHmzTftRwDqVsQzcoyaGwYS9RhWj0NS9KXj9NMbvoToKqNFi4b/du1qzPDhxjz1lH0EUPeaOCMnIGoYBEU5htXjAKCsipyRExIlDGxNHcPqcQBQdo2ckRPUVBiEaeoYVo8DgLJr5IycoKbCIEyxY1g9DgAqIuSMnLBiYdCYYsewehwAVETIGTlhxcKgMcWOYfU4AKiIkDNywoJh4LLZKL0NABURckZOmB0Izd1spSz+w+pxAOAs5IycsGJh0Jhix5QSIKweBwDOQs7ICSsWBo0pdgy3sJCECROMGTCgeXWtJk0yZv/9jXn2WXsPUJdCzsgJKxYGjSl2DKvHIW7vvJN7X/ToYe8Npy8v/nDy3Xaz9wJ1KeSMnLBiYdCYYsewehzi9soruffFDjvYe8O9/nrumK23tvcCdSnkjJywYmHQmGLHsHoc4kaAAJGEnJETViwMGtPUMawehzgRIEAkjZyRE9RUGIRp6hhWj0OcCBAgkkbOyAlqKgzCRDmG1eMQFwIEiKTIGTkhUcLAFvUYVo9DHAgQIJImzsgJiBoGQc09htXjUAoCBIgk4hkZSBECBIiEAAFsBAgQCQEC2AgQIBICBLARIEAkBAhgI0CASAgQwEaAAJEQIICNAAEiIUAAGwECRJKOAPnPf4yZM6dhCVugKQQIEEk6AuTwwxs+2Hvuacx339l7gXwECBBJOgJk441zH+4XXrD3AvkIECCSdATI0KG5D/fIkfZeIB8BAkSSjgB56KHch3vLLe29QD4CBIgkHQHyzTfGtG2b+4DPnWu3AHIIECCSdASIHHVU7gM+Zoy9F8ghQIBI0hMg06fnPuDbb2/vBXIIECCS9ATI118b06ZN7kP+2mt2C6ABAQJEkp4AkUGDch/ySy6x9wKerzMBMjvzHtH2csQAWZEJEP+YeQQIUiJdATJtWi5AunWz9wKepZkAOSfzHtF2dcQA+TATIP4x4wkQpES6AuSLL4xp1SoXIm+8YbcAzMJMgGydeX9oGxgxQBZnAsQ/pj8BgpRIV4DIQQflAmTcOHsvYF7JBMgqmfeHth0iBsjrmQDxj9maAEFKpC9AbrstFyB77GHvBQgQIKL0BcinnxrTsmVDgKy6qjHvvGO3QMoRIEA06QsQ2W+/3FXIxIn2XqQcAQJEk84AufHGXIDss4+9FylHgADRpDNAPvjAmNVXbwiQ1VYzZulSuwVSjAABoklngEivXrmrkOuus/cixQgQIJr0BsikSbkA6dvX3osUI0CAaNIbIO++23D7SgHSooUxH39st0BKESBANOkNEOnRI3cVMnWqvRcpRYAA0aQ7QK66KhcgAwfae5FSBAgQTboD5J//bJhMqABZYw1jli2zWyCFCBAgmnQHiHTvnr0K+eb3v7f3IoUIECCa1AfI15ddZuZmPvSPZraZhxxi70YKESBANKkPkGULF5oLMx/6YZltUOvWZvlXX9lNkDIECBBN6gNEjthpJ7P+yg//PffcY+9GyhAgQDQESMaFF16Y/fAfeeSR9m6kDAECREOAmPwTxlprrWVWrFhhN0GKECBANATISttss032BPDHP/7R3o0UIUCAaAiQlX79619nTwDHHHOMvRspQoAA0RAgK7300kvZE0C7du3Mv//9b7sJUoIAAaIhQAI222yz7Engscces3cjJQgQIBoCJOCss87KngROOukkezdSggABoiFAAp577rnsSaBDhw7mP//5j90EKVAsQPSeuPzyy80jjzyS9+8ECNKIAAn47rvvzEYbbZQ9Efz5z3+2myAFGguQZ555xmy88cbZfYceeqhZunI5ZAIEaUSAWE477bTsieDUU0+1dyMF7AB55513zODBg7P/FtzWXntt74pk/vz5BAhShwCxPPnkk9kTwQYbbGD++9//2k1Q54IB0qlTJ7Pmmmvmhcbqq69eECTf//73CRCkDgFi0T1unTT8k4FuWyBdggFibyp189Zbb5mZM2ea7bffvmC/tk033dR+SKAuESAhfvazn2VPBmeeeaa9G3Vszpw5Ztdddy0IhV122cXMmjUrr+3//d//mUmTJpn11lsvr+2qq67q3f785JNP8toD9YYACfH444/nfZtU5zrq2wcffGBOPPFEs9pqq+WFQatWrcxNN91U9FamgmLYsGEFoaNgufbaa72gAeoRARLi22+/zftW+eKLL9pNUCdUceDKK680bdu2zTv5t2zZ0gwcONAsWbLEPqRRjz76qNfpbgeJbnXNmDHDbg7UPAKkEUOHDs2eAM455xx7N+rAgw8+6HV42yf8Aw44wCxcuNBuHpmKcW655ZYFj3vwwQebf/zjH3ZzoGYRII3QycX/4G+11Vb2btSw1157zfTv37/gBL/ddtuZP/3pT3ZzJ7qyueKKK7xhvsGfscYaa5iRI0eazz//3D4EqDkESCO++eabvNsa8+bNs5ugxnz66adm+PDhpkWLFnkn9XXXXddMnDgxkb4KTTQ8/vjjC/pWOnfubKZOnVq0bwWodgRIEcHJY2PGjLF3o0ZoaPaUKVNM+/bt807ims9xyimnmI8//tg+JHZ/+9vfTI8ePfJ+vrbu3bszVBw1iwAp4r777st+0NURitqjcjQ77rhjwYm7d+/e3nyPcvvDH/5gNtlkk4Lnoy8rmvEO1BICpIivv/46bxbyggUL7CaoUm+++aZXq8o+UW+++eZm+vTpdvOy0vvq/PPPN61bt857bnqvXXjhhWb58uX2IUBVIkCaMGjQoLxvidyzrm5ffPGFt7rk9773vbyTs9a6v/TSS72+rWqhGe2a2W6HnMqi3HvnnXZzoOoQIE0YO3Zs3odbnZ+aqa5SFkl0usKNJnvedtttXv2y4N9Ls8KPPfZY895779mHVA3NcNdM9+Dz/kFmu37vvc0Xc+bYzYGqQYAUsWLFCtOlS5eCb4j+psmGmi/y8MMPV9U327R5/vnnzW677Vbw99lzzz3N7Nmz7eZVSVe2mvGuOmydM8/96Mx2S2Z7Z7XVjDnhBE2Vtw8BKo4AKeLnP/959mSkYZh2zaPgpvH+Rx99tHd/nXvY5fHuu++aIUOGFPwttKbL7373O7t5TVi2bJmZctZZ5tI11jDPZX4X429t2xpz5ZWaYGIfAlQMAdKIBx54IO+kdOONN3q3SXS74YwzzggdSeNv6gw9/PDDzR133GG+/PJL+6FRIl0ZXnzxxaZNmzZ5r7vqVo0ePdp89dVX9iE158tFi8wXBxyQCxB/U6n4Bx+0mwMVQYCE+Ne//pV3taGO9DC6PaIyJ1tssUVBiARPagcddJB3f14T2VCae+65x2y22WYFr7MC+5///KfdvPZpZvx22xUGSf/+mlJvtwbKigCx6F70vvvumz0xaURMlBP/3LlzvcmGKodhn9z8TQX6VEJD97pV/RXR6fX94Q9/WPCa7rzzzt4iYHVNgzUmTjRm3XXzQ6RFC2OGD9cUe/sIoCwIEMtFF12UPTlpprLLLGHVWtItlm7duhWc8IKP3atXLzN58uSqHiFUaR9++KE5+eSTC1YB7NChg7nhhhu8WeapoRnzp5xiMi9GfpC0b2/MlCmacm8fASSKAAlQWARPVAqTUmlCm4rq7bHHHgUhEtx69uxprrrqKm9uABpK6v/mN78x7dq1y3uddBU3YsQI89lnn9mHpIdm0PfuXXhba8cdNfXebg0khgBZSbepguta6zZW3JMGVapCRfv02JqfYIeIv/3gBz/wJr2ltfT3I488YrbddtuC12X//fc3r7/+ut08vTSjfostCoPk0EP1zcVuDcSOAFkpOONcHejqSE+SqrRef/31pk+fPgXVYYPbTjvt5JW3mD9/vv0QdUfhoJCwXwOFiUIFITT/KPNlw6y1Vn6IfO97xvz615qabx8BxIYAydAQ3eAJS0N4y0nVYFXae8CAAd56EfYJ1N+0+NGoUaPMSy+9ZD9ETdPtKN2W0u2p4O+r21e6jaXbWeWiW44KqwkTJnjzgPr27Wv22msvb+SXNr9Eiv7r/5smLKqdKvteffXV3sTSsl89qh/t2GNN5tI2P0g22MCY227TVH37CKBkqQ+QV199Na9gok4alaSFhjQJ7pBDDikothfcdOI6++yzzbPPPms/RM1QB7jCWx3iwd9N/VDqOFcHetJUkVcnfa1CaC/+VOqmeSq6otKSuWULfc28zwRa5gnkb7vtpin7dmugJKkOEE1I0y0i/wOvst/6t2qhCXF33XWX+elPf1owaS64aeb1aaed5g1njbvfJil6rhqCa/8uGqqrIbtJ0mCJk046ySsbYv/8JDddUR1zzDHm8ccfT/7vpJn4mfdF5gfnb0OGaKKT3RpwkuoA+cUvfpH9cOvb/t///ne7SdVQsGmtbRUGXGeddQpOTv6mk6K+vavYYzlv/USlyX6a9Gc/b11RaZJgUjSA4ZJLLgldq9x+/TTIIXg7SoGj563Nn+Wu//r/pv3B215aa0RFN+3HDm4KfS1tm+h7Ts919GhjWrXKD5HMlZZpzgqbs2YZM2KEMd26mcwLZEzLlsZ07Ggy3wCMOeMMY55+2j4CKZHaANHJODgSSh3atULrbT/22GPmhBNOKLj9E9y0VKuKPT700EMVL/aoE67KjGhmfvA56spKc2aSuvJbuHChOe644xodqKBVCn/yk594t9Li7rdQuKhvSzXS7CrBwW3gwIHmueeesw+Pj2boZ0I788NyWybsmrR4sTH9+hVexYRtffs2tEeqpDJAVIQvuLypFh6qVepH0Kp7+uZb7CSl9TB0ItMqi1rQqJzUp6Nv3PZzUiHEpEa7afEv/b72BERtuoJTSf5y9x/97//+rznzzDPN+uuvX/CctGlEnv6WidGM/czVlenVq+nqvupL0VXGKoGAyLx3zJIlDQUdly5tGEYcDBi1f+EF+5FQx1IXILr3rBng/odWRRGjlCqpBX6xR41oCs5psTcNGtCwZS2vmmSxR9UK0wgl++er9LpKsCdBC0qdfvrpocGhW0t33nlnYlc7UWkdGd0a0628sOepjvc33njDPqx8FBKdOzeEgkZ1qYxKMddckxv9lQlHL1yQCqkLEN0H9z+o+vDqhFuvXsh8Gzz33HOL3vfXcNQDDzzQ3HrrrbEFqUqzqK/GniypKyQVlVTQJUGl9DfeeOOC3/FHP/pRsreISqC5L7rNaA9h1q0+zf+pyK1HXZGvsvKqIvP+iUTt/GMOO8zeizqVqgDRSSR4L/yCCy6wm9StefPmeetwF1sgyy/2+Nvf/tap2KNOdppBr9tlwcdVSGmZWV0dJEHDfVXx2P59+vXr54VoLVB/SVjNr6222sqpHpuzV1/NXU1suGHDRMUo1E7tdZyO1+Og7qUmQDRZLVgGfO+9905XIb4A9Q/oSsxeRjW4aQEt3eqbNGmS12fUFH37Dytrr/4lTc5Lir4U2Fcd6mOYNm2a3bQmaL6IvbqivvRcdtlliV255cl8ycj80IbtvPPsvcWpvX9sir6cpVlqAuSII47IfiA1OknDOtEw83rcuHGhfRXBTcUex48f731TDtJEPPUt2O01pybRDmGjgUQT8m79KPSGDRtW84UW1U+nUYF6nwZfU/WNJD65Up3sq6wMgZkz7b3FzZiRO1Yd9ah7qQgQrb8R/CDq2zIKKVSvueYabx6ETsZ2KPhb9+7dza9+9Svv6sK+5aLRbVOmTEn06k7DmAcPHlzwczW0uZ7oym+fffbJ+z01mk2juRITnHzY3M5wdb77x26yib0XdajuA0S3a4KzuPUNFU1TsUett6EaT43NoQhuajN8+PDYOuIboyHI6hQP/uzdd9/dvP3223bTuqARW+o/CgZ627Ztk1tEKzjpMGr/h0+j2/xjW7e296IO1XWAqFM3WC5jhx12MMuXL7eboQkq9njLLbd4xR79YoLBTR3vWkQracuWLfNupQV/tmaM64qk3unqKnhLS38HzemJXSkBovb+sWuuae9FHarrANE3Yv8Dp2GRul+P0qjYo+ZZ+K9r165d7SaJ+OSTTwpWeNQw1zRR2ZPghEzdPrz55pvtZqXhFhaaoW4D5MEHH8ybh6D78oiHyt37r+uPf/xje3fsNPEv2Begv6v6atJIt+q22267vBCJ9Uok2In+xBP23uLU6e4fSyd6KtRlgGgiW7BGVDlOcmlSzgDRiKTgCDr1BWjSY5p99NFH3qqV/muiq+u//OUvdjM3Y8bkQmDUKHtvcQzjTZ26CxCdcFRTyP9waY6Abn8gPuUMENWO8n+WNi0whYYQCV6JqGM9ltFZWvnSn0io21lR+5fUjomEqVN3AaKZ0P6HSpf3Tz31lN0EJSpXgKjsSTA8zlDpcGTpdlawT0T/O5Z5Igcf3PyrkODVB6VMUqOuAuSvf/1r3sSyMbocR+zKESCLFi3KK4miwoOJL8JUg9SxHhydpcmGJc9YV+UBvxKvriYmT7Zb5NN+/6pFRRjVmY5UqJsA0RDPzTffPPtB0nDPJCezpVnSAaJhuZqs6P8M3aopdwn6WqIhvsF5Iip7UjJVS27fPndVobLt99/fMDJLC5W9/77eCMb0759r06FDQxl4pEbdBMiRRx6Z/QBp6dC33nrLboKYJB0gWuvdf3zNd1AhSBSnyYb+a6ZJnbFUmVZJ+d69cwFRbOvTR3Vx7EdAnauLANGqb/6HR9u9995rN0GMkgwQFRMMfptO63Dd5tLVdnCos6r4xlYKXkvWnn56wxK2usrIBJT3X80BGj7cGPoZU6vmA0TrKQRLlagkNpKVVIDo3n2PHj2yjx3L/fwUUe2sYH9I2iZaovxqOkD0DStYklxrXXCvPHlJBcjtt9+efVzduop7jfI0UBVf/zXU/JCKrmyIulfTAaJhncEPy8svv2w3QQKSCBAtNhVc01339NF8GqkWXE9EV3FAUmo2QLSmdLBUiRY+QnkkESBjx47NPqYmf3711Vd2E0SkfqRgmf2k12VBetVkgCxZssR07Ngx+wE5WBOfUDZxB4gqJHfu3Dn7mJpAiNKoL9B/PVWZAUhCzQWILtG1RoX/4dDsW5UbR/nEHSDXXXdd9vE23XRTbw0MlEYrRwYn1WrpXyBuNRcgl19+efZDocv02IrIIbI4A0TDT4NrqTNsNz5Dhw7Nvq4DBw60dwMlq6kAmT17dt63qlFR6/QgVnEGyP333599LFVQZhRdfBYuXJjtC1F/ocqeAHGqmQDRQkbBb6p77bUXtzoqJM4AGTRoUPaxRo8ebe9GiYKv78iRI+3dzaOKuy+91FDKBDA1FCCDBw/OfhBUqkT3eFEZcQWI6pdp+LX/WJoUinhptKL/+qq/sKT6cH37NpQt2W8/ew9SqiYCRAsI+R8CbXfffbfdBGUUV4AES9BogSTET1fpwRFujz/+uN0kGlVC9ivurr66vRcpVfUBovu4wbLeJ554ot0EZRZXgARH01199dX2bsQkuCjX0Ucfbe+ORlcuCg9tChLAVHmAqKz3rrvumn3zq6w3E8wqL44A0d/RHxCh4olahhjJ0EqF/t9rvfXWc1tXhQBBiKoOkOA3J9VGmjt3rt0EFRBHgMyYMSP7GF1V1RWJCpaJmTNnjr27aQQIQlRtgDz66KN5pUqYH1A94ggQDcH2H2O4SoIjUbp15b/e48ePt3c3jQBBiKoMkKVLl5pOnTpl3/AHHnig3QQVFEeAaMVI/zGmT59u70bMggMWBgwYYO9uGgGCEFUXIFr/oX///tk3+4Ybbmg++ugjuxkqqNQAWbFihVljjTW843WVyd83eRr27v/NNCil2cN5CRCEqLoAGTduXPaNrs5VKolWn1IDZP78+dnjt9xyS3s3EhLsB3mzucvPEiAIUVUB8uKLL2a/mWpjTYjqVGqABMuXON1OgZNevXplX/dHHnnE3l0cAYIQVRMgWlBI30b9N/iee+5JqZIqVWqAXHHFFdnjtSgYymPYsGHZ173Z824IEISomgAJjhJZZ511zOLFi+0mqBKlBsgJJ5yQPX7y5Mn2biRkwoQJ2dddYdIsBAhCVEWABNfC1nbnnXfaTVBFSg2Q4K0U59IaaDbdtvJfd1UBaBYCBCEqHiCLFi0ya6+9dvaNffzxx9tNUGVKDZBddtkle7zTpDY4UR+j/7p3797d3l0cAYIQFQ0QlSpRET3/Tb3ttttSqqQGlBogW2+9dfZ41TpDeSxYsCD7um+zzTb27uIIEISoaICcddZZ2Te0SpWoZg+qX6kBsv7662eP1/r2KI933303+7prSG+zECAIUbEAUWkS/82sTR18qA2lBkiwurJG36E8tCib/7rrb9AsBAhCVCxAunTpkn0zd+zY0a1CKCqi1ADRBFH/eIZql49ea/9111K3zUKAIETFAsS+Amn2uHRUTKkBwhVIZXAFgrhVLEDk7LPPzr6h6QOpHaUGCH0glUEfCOJW0QBhFFZtKjVAGIVVGYzCQtwqGiDCPJDaU2qAMA+kMpgHgrhVPEDEnok+bdo0uwmqSKkBwkz0ymAmOuJWFQEiQ4YMyb65qYVV3UoNEGphVQa1sBC3qgkQqvHWjlIDhGq8lUE1XsStagJEWA+kNpQaIKwHUhmlrgfyReY4byNAsFJVBYiwImH1KzVAWJGwMkpZkfC7TIDcnjnO2wgQrFR1AcKa6NWv1ABhTfTyK3VN9P9m2h+SOVbboQQIVqq6AJGlS5eaTp06Zd/wBx54oN0EFVRqgEjPnj2zjzF9+nR7N2I2derU7OvtcttQgeMfr9AHpCoDRB599FHvjeq/aVX6BNUhjgAZNWpU9jGGDx9u70bMgit+jh8/3t7dJAIEYao2QOSXv/xl9k2rUidz5861m6AC4giQGTNmZB+ja9eu9m7ELNj/4TJ5kwBBmKoOEJU62XXXXbNv3O22245SJ1UgjgDR37Fly5beY2iwxHvvvWc3QUxUY87/e6233npOla8JEISp6gAR1UoKVm898cQT7SYoszgCRDQb2n+cZs9LQGRnnnlm9nXWrSwXBAjCVH2AyK233pp982q7++677SYoo7gCJNixq6KaiJ8m43bu3Dn7OruWjiFAEKYmAkSOOuqo7Bu4Xbt23rBEVEZcAbJs2TLTqlWr7GO9/vrrdhOU6OGHH86+vhtttFGzh+/6CBCEqZkA0WI4W2yxRfZNvNdee1HqpELiChAZNGhQ9rFGjx5t70aJgq/vyJEj7d2RESAIUzMBIrNnz852vGq7eNQouwnKIM4ACZY16dChg/n666/tJnCk/kMtXeuf9P/+97/bTSIjQBCmpgJELr/8cu9NvKlOXqutZhb/5S92EyQszgDRiSl4Zcl8n/gMHTo0+7oOHDjQ3t0sBAjC1FyAaAjisH79zNDMG3lCZnt+o43Mdx9/bDdDguIMELnuuuuyj7fppptyazIG6iMMXq0/99xzdpNmIUAQpuYCRD5fssTc3bGjmZd5MxttBx1kN0GC4g6Q5cuX540Uuu222+wmaKaTTz45+3r26dPH3t1sBAjC1GSAyPKHH25Yl8APkUmT7CZISNwBImPHjs0+5sYbb8yE0RK89NJL2b4PbXFUtCZAEKZmA8QzYkQuQFq1Mubll+0WSEASAaIFxYLlNlgLxo1u8e62227Z13H//fe3mzghQBCmtgPkm2+M2WWXXIh06WIMo3gSl0SAyO233559XNU++8c//mE3QROuv/767GuoOTZvvPGG3cQJAYIwtR0goslnbdrkQuTkk+0WiFlSAaK1YHr06JF9bH171r8hmnfffdesu+662dfvwgsvtJs4I0AQpvYDRKZOzQWItnvvtVsgRkkFiOj+vYor+o/PsN5odILfZ599sq/bVlttlblA/8Zu5owAQZj6CBD56U9zAdKunTFvvWW3QEySDBA5++yzs4+vW1nz5s2zm8CiPiP/NWvRooWZNWuW3aQkBAjC1E+ALFtmzOab50KkZ0+96+1WiEHSAaIy/t27d8/+DJXxZ4Z64x577LG8q7bLLrvMblIyAgRh6idA5K9/NaZly1yIjBljt0AMkg4QWbRoUV4Z/8MPP9xpHYt6p/IkwX6PpPqNCBCEqa8AkUsvzQXI6qsb89RTdguUqBwBIppQ6P8cbWeccYbdJNXefvttr8Ku//rof3/44Yd2s1gQIAhTfwGib6maeeuHyMYbG/PJJ3YrlKBcASLBxZC0/eY3v7GbpNJHH33k3drzX5e2bdt6Kw8mhQBBmPoLENHyqB065EIk4ZNc2pQzQHTb6ogjjsj+PN3rv/XWW+1mqaLw0AJc/mui+R5/SbioKAGCMPUZIPLgg/mlTqZMsVvAUTkDRFasWJE3RFUnsLQO79Vtq+CVh0qW3HfffXaz2BEgCFO/ASLDh+cCRKVOXnnFboFm0sJewzOvq38y6dq1q90kEZ988onp1q1b9udqi3OiXC1Qh3mwz0PhcfPNN9vNEqHaZMHXPs45Jqhd9R0gepPvvHMuRLbfXqVf7VZowscff2xuueUWM2DAAG9eRvBEoq1///7mtddesw+LnZbA7dmzZ97PPuWUU7xhv/VOQ3WDo630dyjHlYfcfffdZrPNNst73TfffHNzLxN2U6++A0QWLMgvdTJsmN0CIZYuXWpuuOEG07dvX29imh0a9qY2ujL59NNP7YeKleaD/OhHP8r72bvvvrt3a6ceaW0UTRIMzvNQh/mTTz5pN43d3Llzzb777lvwtw5uvXr1Mi9TxDS16j9A5KabcgGibfp0uwUy3nnnHTNx4kTvpBE8YdmbJvlptvhhhx2WVzZcW/v27c2UKVO8e+ZJ0RXH4MGDC36uvqXXE9W2Cvb9aNMtrCRHW4mGAms9EftvqyWHDznkEO+/wX9Xu2GZL2bq3Ee6pCNA5IgjcgGy7rrqjbRbpNKbb75pxo0bZ/bcc8+8k4K96dbRVVdd5a10F/TKK6+Y3r17F7TfcccdY1mHopgJEybkrbqn0NOJ7LPPPrOb1hSNPFNV3eAtK22aJJjUPA/59ttvvWHS7dq1y/u5eo01nNp/XXWVqTk5wddem47T30SPg3RIT4Dozb/ZZrkQ2Xvv1JY6WbBggbn44osLOqWDm75V6vbEpEmTvG/CTZmeuaoLrm3ub/rGqpBKipZq1QJUwZ+5/vrrm2nTptlNa4KKSQbX89Cm24MqT5LEDHPfI488YrbZZpuCv5/6vV5XxesQeh/tt99+BcdolFi9XQ0iXHoCRLQudObDmHmXN2wXXGC3qFsqSHj++eebLl26FHzg/U3fKNUhftNNN5kPPvjAfogmaWTOpZdemleCRJs6fM8991xv0agk6Fv5QQcdVPD79OvXz7zwwgt286qkK7uw20aqqvvMM8/YzWOjcNCVjf3abbvttl6oRPHQQw+ZrbfeuuAxBg4caBYuXGg3Rx1JV4DIJZfkAkSlTtTJXqdmz55tzjnnHLPlllsWfLj9TZPQDjzwQK9sSFwd4EuWLDHHHXecN18g+LO04qAmASb1TVpXQfbViDZ1uutKpRrpBD506NCC20H6u2iYclLDZXU7asSIEQU/V7ehdBurubeh1H78+PFmnXXWyXs8Pf4vf/lLbwQd6k/6AkSlTnr1yoVIHdXK0ol5zqxZ3onh+9//fsGJ1N/WXHNNrzjhH/7wB/Pll1/aDxMbffsP61vRLZrnn3/ebh4LXeWcfvrpBd/ktamv5s477/QmJlaSRlY9/PDD3t8g7HnqiiCulQRtGtyg0XVhHeG6Aiq1I1xXrieddFLBIIyOHTua3/72txTErDPpCxD5+GMVWTLm2mvtPbVH/Th//rNZesop5obMN/x+1snI39Zee21z9NFHe3MHyl0a/Xe/+13eBDh/GzJkiPnXv/5lN4+F7s/r9w07Qetb8s9+9jPz7LPP2oclSqOn1BmtPhr7OWnr06dPogMPNPRXEz/tn/vDH/7QG7IbJ/2u9ggybep3e/rpp+3mqFHpDJBap4lz6qQ84YRsza9PMtsdmW1IZmu/8sO63nrrebdHdI86qVshUWkm8+jRo71bM8ETSps2bbwO/aSuCnQPXrfTGpvLouG/P/nJT8yNN94Y+xrs6teYOnWqF2S6fWf/bH9TX0GSt9gWL15sBg0aVPBzNTnwnnvusZvH6q677jKbbrppwc/Wa/4Wi77VPAKkVugE+8ADxhxzjMl8hc7dggtsT2S2izp3NhecfLKZOXNms+9jl4NOqrp1Y59QdDLTjOekaI7LJZdcUrQ/SFunTp28eTCa4X711Vd7t5rUia3nrU1BKPqv/2/arw5nDWH9+c9/7t0q65z5O9iPHdx0RTZy5EivPElS9BxHjRpV9tC2LV++3Fx00UXerdPg89DzGjNmTPY1Re0hQKqZPliZb3DmyCPzZ9PbW+ZkZE47zXz11FPmuxq5x6zbKTvvvHPBiVUn77hvp9h0wtd9eoWF/fOT3NRBfUzmC8Djjz+eeF9A2G1DDWrQbcMow7KToBA/6qijCl4XDXz4/e9/bzdHDSBAqo1Gq2Q+/OaQQ4xp3bowLPxNc1rOPrthaHKNUoeubh011qGb5KQ5nyZC6krjgAMO8PqJ7JNbKZu+6atD/Morr/Tmd5SDRt6FDVxQuZekBi40l/qeguXo/W2vvfYyL774ot0cVYwAKWbWLGNGjDCmWzeT+brasFxux44NBRq1Ol5cnYEa+TJ1qsmcbYxZY43CsPC3rbc2ZtQozTazH6GmaUipOpftIaXq7HYZUloKTXoM3o5SLTCd2HSLTZtfTFL/9f9NJ2y1C972irs/pSnvvfeeOfbYY0OHTmuIdlJDp13p+ahApz2gQM9f/XYaCo7qR4CEWbzYmH79Ck/gYVvmxOG1by59QK6/vmH1xODkRnvbaSdjVLY8wXvl1UJzIjTz2f5mqhnSUSe1pY0GR4wdOzZ08qaKMCY5TDsOGnatuUprZL44BZ+/rgY1+z4NlZZr2Sr2P6Te7NkNVxn+CVwBobLZOuHrzbx0aUMxxmDAqH2UGc+qv5X5Zmv22Sd/sSt7y1zee2u7l/lbbLVQWGgmtB0kuh2k4blooCHZKqtuv06HHnpoouVjkqB5L1qczP5dNOjh/vvvt5ujShAgQQqJzp0bTuI6wU+caLfIp1Xx/CDIXIp74RJGQyX32KMwKIKbanNpvW+GNnqKFfbTRMlaL5hYCpVPDytguVPmajXJeSTloNGDO+ywQ8Hvpjky8+fPt5ujwgiQoMw3t+wJ/dxz7b3h1M4/5rDD7L1aSq+hZIrfxt/0b5oRP3lywxruCKWZ0WE1otTxrhnVSZaNrzZa2Ev9LPZrobks1113Xd28FpqpPznzudA8puDvqbk8p556qvc6oDoQIL5XX81dTWy4YcNqhlGondrrOB2vxwnSWPsNNmjYr074/fZrWJ+kDCOM6omG9mrGtP3NVDOry7G4UiXphKp1Wuzy7roaU9mWuGqYVRstY3zaaacVTAJVsFx77bXe64LKIkB855+fuzo47zx7b3Fq7x8bVuFXt7YefbShpDxKopnT9vKq2jTTWjOu682f/vQnrzy6/fuWaxnhaqDJlqqsbL8Gqiw9Y8YMuznKiADx7btvLgRmzrT3Fqc3sX+sbkshUZpBrZnUmmcRPKFoZrNmXlf7yKMoVIJFc1Psk6bKpj/44IN281T44x//6JW3t18TlfIv97BpNCBAfJrN7YdAY53hjVHnu3/sJpvYe5EQzajWzGp77oNmYGsmdi1S2fOzzjqrYFir5sRoQmLah7Xq97/iiiu8deGDr49er1/96lfm888/tw9BgggQX+bbazYEovZ/+NTP4R+r2eMoK82w1kxr+5upJvhpZnYtUGkTLeSlsufB30Fl0U888USnBb7q2dLMl7zjjz++oGy8apCpgGXSpWLQgADxlRIgau8fu+aa9l6UgWY2a8a1XfVWVyeaoa2Z2tVK5c132WWXvOetbe+99zZz5syxmyPgb3/7m+nZs2fBa9e9e/dEV3JEAwLExy2suqD+D83A9kuO+JtmamvGdqXL2gepnPmRRx5ZcPLTYmBa+ArR3XHHHZmP3iYFr+XgwYPN25rAi0QQIL5gJ/oTT9h7i1Onu38snehVQTOxNSPbPqFo5rZmcFeSFvTS+vStW7fOe24qd65lbFX+HM1X7HW94IILeF0TQID4xozJhYAKFjZHU8N4UTGama0Z2naQaCa3ZnSXm5YRDlu3Xd+UVe4cpdMVR2NXdtOmTbObF6XKwRrUoFtiKvyouTca0KCh1Sr6+MADDxSdwBn8+VG5HFMp1f8My0VlEvyJhLqdFXW0i9oVm0iIitMHXDO1NWM7+OHUjG7N7C7HzGbdq+/Ro0fBSU0npnIvrZsWs2bNMrvuumvBa67h0U1VJ1ZtLlVYto8N2zQv6X/+53/sh/AE20XlckylVP8zLKeDD27+VUjw6iOslAmqhmZsa+a2XTZeM7w10zuJmc0aLaRvqowWqgy9vjfffHPB4mHFltNVoAfLqGgwg4aFa/VJ3QbT+0jru5yX+ewHHzeMSxi4HFMp1f8My0krtfmVeHU1oTpVxWi/f9WiIoysYVATNIN7v/32y/ugatNtCc38joPmK1x++eUFi1RpvoKWsmW+Qnlpfo3miWgwhW5vNXYFottf/gJnCv0pU6bYTfIoTDTKr7GTvUsYuBxTKdX/DMtNq7a1b5+7qlDZdpWT1sgsLWz0/vsNa5P3759rk3nDeWXgUVM0o1szu+0g0S0OzQR3pfviYWuvH5y5wmXGdHUbOHBg9u+lUXtRaeRfGJcwcDmmUqr/GVbCG28Y07t3LiCKbVoQqsbWXkCOrhQ0w1sdo8EPrq4U1Hmqb65RqWZT2H3z7bff3itTjuo2b9687N9M/RrFOsejcgkDl2MqpfqfYSVpydrTT29YwlZXGVo5UP/t2tWY4cONeeop+wjUKM301oxvu69CM8M1Q7xYX4Wqxv7iF78IrRo7adKkRPpWED/VUfP/dqq1FgeXMHA5plKq/xkCZaSZ3+o0DX6ItWmmuGaMBykYFBBh61YoUBQsqB377LNP9m/4VExfDl3CwOWYSqn+ZwhUgGaCa96AHSTqgNUIHt2S0q0pe79uYelWFmqPinD6f8f31dcZA/v90dyt2lX/MwQqREM2NTNcM5mDH2p7RUBt6jRX5zlql5YD8P+ecZW8sd8nzd2qXfU/Q6DCNENcM8XtD7c2DdPVcN20l1mvB0kHSFQux1RK9T9DoEpoglmwDIlqbWmiIOpD0rewonI5plKq/xkCVURDO7Wg0aNaohh1hU705qv+ZwgAZVCtw3gXLFjg3Sbt1auXN7BDpXg08k+Bp5ny32qCc4VE/60AoI7NnTs3e+LeYostqmYiYfD/h2277bZbsya8xin6bwUAdW7AgAHZE7O+9Uelwoph7DCIwj6mS5cu3uM/9thjZtGiRd7oQE18veuuu7L9Nqeeeqr1KOUR/bcCgDqnOT7+xFAN177hhhvsJnk+++wzc9xxxzUaEHYYRNGcY5544gmvnao7V0LTzxAAUkQVB1Ti3z+J77vvvt5CYAqXFStWeKGhigVjxozxFpkqdrJvThj4mnOMlnBWO81VqoSmnyEApIxuFanTOngyb2xTf4kqO4dpThj4mnPMM88847Xbfffd7V1l0fQzBICU0gn6zDPP9FY21OJRGgHVtm1br19CC4UpOIp1tjcnDHxRjlGdNf1shZcKgDYWYElr/BkCAKpKMFy0qR5bY8vplgMBAgA1wg4QlV/RIlgaglwJBAgA1BgtpavQ0PDeNm3aeLfWnnzySbtZ4ggQAKhhKqujqxFNKCw3AgQAapiGFitAKjGUlwABgBqmdWgUIBqRVW4ECABUsZ122smMGzfOvPjii+a9997zllLWBEL1gZx//vmmdevWXoCMHTvWPjRxBAgAVDF75FXYNmTIEC9Yyo0AAYAq9uqrr5qLLrrI7L333l7xxBYtWpi11lrLm8x4/PHHV2T0lY8AAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAICT/wciMG70ty32JgAAAABJRU5ErkJggg==)
| Product Number | 2H25-1-2K |
| Purity | 95 % |
| CAS | 57053-18-6 |
| MDL Number | MFCD01443822 |
| Molecular Formula | C8H8O4 |
| Molecular Weight | 168.148 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory