| Product Number | 4158-1-0B |
| CAS | 94778-71-9 |
| MDL Number | MFCD02682423 |
| Molecular Formula | C10H20N2O4 |
| Molecular Weight | 232.28 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4158-1-0B
CAS: 94778-71-9
Molecule Weight: 232.28
Formula: C10H20N2O4
PN: 4157-1-30
CAS: 73259-81-1
Molecule Weight: 204.226
Formula: C8H16N2O4
PN: 4H57-1-R6
CAS: 76387-70-7
Molecule Weight: 204.226
Formula: C8H16N2O4
PN: 4158-1-0C
CAS: 159002-17-2
Molecule Weight: 204.226
Formula: C8H16N2O4
![1-[(tert-Butoxy)carbonyl]-3-{[(tert-butoxy)carbonyl]amino}azetidine-3-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABTUAAAU1AEOIPv3AAACsHpUWHRtb2xTb3VyY2UAAHichZVtb5swEID/yonPw9hnm5cqSVW1mjSpXaW1k/ZtconbIgWogObl3+8MaRsgA4XIL3fP3dl3theX+3wDW1vVWVksPcG4B7ZIy3VWvCy934/f/di7XC1SUiLFol56r03zdhEEu92Opa82N/uyYGmZe538Yl9nPZ2dZGX1EiDnIvhzd/vQMn5W1I0pUktUnV3U7eRtmZqmjeI/LoLcVNusCDr1IK+2nbW/yN3H2b5ee19ruSbZFaHwnG0sPJdVbhrYImf08W/wYgtbmcau4elA05IpWvtqcXdTpu+5LRrqOgtZajYPTfWe0kRebmz6Tsao8+Nm6eWCANOU+VVVmQO4nps2AgyCkWAUGA0mBBOBicEkYASnP8kFKQjSEKQiSEeQkiAtQWqC9JD00NlBysfGuoAeD2+WVgXd7779/2z7P48z93ANX/J72lxcer5mccQ1+IrJGBPwJUtipdw4ism1jyxONI0Fi3nYjpFrAT5nUsQJcBZFnANJ9ddoIEQmuIzcrA5dS8pJpJwrlLRiGgt0Y2RhSO3RlmRSkUPBVMiVBwcKlmJRtD2OSyKSRJo2gQLFCGkylLEkX1olkmQ8pM1ClqgomY7OP0qdezxtP+bJVuxaCh+1dGGLBMMP20eHiimpFSU8+Mz4avFUFuuTLmTrpfckvLYUftnnGo/V4EFZrW1FB8wZcKqnAPYBVzvTgBwBahpQI0BPA7oPuCqeBsI+4Gr+E8BzQDQC4mkPcR9w52kaSPpAe/qmCSfvpa49rTPMMN3t6Z5hcBzaHCLPuJkpEzFIe3fhTKdF6DPMTLGIQfK7C22GGeS/uwBnmPgMM1M1IjnDzBQO8lF6cKZycFAF3f09wwzPPe/u+3F6gpN7Jvh4hag7eqGCk+croEd79Q9PPj3bvSqkWwAAPflJREFUeF7t3Qu81HP+x3G6Kd2U2y4ptwrd3ArlrkLyXw9lZZM2hbKo1qK0ii62KGlzi5TIXcQuSkIh92vJJm0lW0iqjS6Sz38+39/+5sz5npk5v/meOWd+v5nX8/H4Pbad72eO0zTzff/m9/tedhIAABzsZD8AAEAQBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACd5HyA77bSTOdIJUpPKsmXLZODAgdKyZUvZbbfdZJdddpFGjRpJ27ZtZejQobJo0SL7KQCQF9x6zQgJEg5BapIZN26cVKlSJf78VAcA5KO8792CdOJBamzjx483z9l5552lZ8+eMm/ePFm/fr1s3bpVVqxYIQsWLJDhw4dLs2bN7KcCQF7IrNeMoCDhEKQm0cqVK6Vq1armOdOnT7ebAaAgBO81IypIOASpSTRo0CBT3717d7sJAApG8F4zooKEQ5CaRK1btzb1c+fOtZsAoGAE7zUjyg+HIEdQ9evXN/Xr1q2zmwCgYATvNSPKDol0R1D+yKvt27fbTQBQMIL3mhEVJByC1CTiGwgAECBGkJpE3AMBAALESKyZOXOmdOnSRRo0aCC1atWSVq1aycSJE+WXX36J1/ujsC688ML4YwDKaPFikX79RJo2FalZU2TXXUWaNBHp29drQ+ik71nzQKYB0qlTJ5k2bZosWbJENm/eLAsXLpT27dtL//794/X+PBCdRPjoo4/GHwfgaPRokcqV9cOY/NC2MWPsZyHH0veseSDTAElm1apVUqdOnWKPjR071jxHQ6RXr14yf/582bhxo2zbts0EjM5EHzFihDRv3rzY8wBYbr/dC4nYZ0l69xZ55x2RTZtEfvpJ5N13Rfr08dq0ZsIE+9nIodS9Zp4oLRxUaTVr1qwxN85to2NnTZVjZ0b+81MdAFL46iuRatW8cJgyxW4tom1ao7WxEzqEQ973bkE68VQ1et9DL2V17txZrr76arvZWLp0qQwYMEBatGhhvqXoarwNGzaUdu3aybBhw+Szzz6znwLAd/31XjB07Wq3lNSli1c7ZIjdghwp2WvCSPwGoeGgl6cAZFnr1l4ozJ5tt5Q0a5ZXe8wxdgtyhABJ4+effzY30Tt06CA9evSwmwGUVb16XigEmVO1dq1Xu/vudgtyhAAJYPXq1VK7dm37YQBlVaWKFwpBVnWIndCZWn0OQoEACWD58uWxkx7OeoCs4xtIpBEgFp3zMWfOnNh7da1s2rTJDMfV7Wl18iCALPPvgbz0kt1Skt4n0do2bewW5AgBYtHlSTp27Gj2N9ehu21ib9bJkyfLr7/+apempaOzHn/88WIz2AFYBg/2QuG88+yWknSkltbqyC2EAgFSTs466ywzguvhhx+2mwD4Vq4UqVrVC4YHH7Rbi0yb5tXoPBCdO4JQIEDKSZ8+fUyAXHTRRXYTgERjx3rhoLPNL7nEm32us9A3bxZ57z2RSy8tmol+2232s5FDBEg5eeyxx0yA7LPPPnYTANvIkSKVKnkhkezQtlGj7GchxwiQcqI34SvF3vQaIosWLbKbAdj0c6Ir7zZu7K3EW6OG9+fLLvPaEDoESDk68sgjTYCMHz/ebgKAyCNAytG1115rAkRvqANAviFAypHOJ9EA0Y2pdFkUAMgnBEg52rJli9SoUcOEyLx58+xmAIg0AqSc6cx2DZAbbrjBbgLgSmeu6/BfJurmFAFSzsaMGWMC5LjjjrObALg64ghveO+zz9otqEAESDn74IMPTIBUqVJFNmzYYDcDsG3Z4h3p/P73XoD86U92CyoQAVLOduzYIXvssYcJkWeeecZuBmBr106kVi2Rr7+2W4rcd58XIE2b2i2oQARIBTj//PNNgPyJsyWgdIcd5oXDpEl2S5Hly4tmqet6WsgJAqQC3Bc7W9IAadKkid0EwHbllV4wlLZC78EHe3X332+3oIIQIBVAN6Ty91dfydkSkJ7eGNdg0I2jduywW4v06+fVXXCB3YIKQoBUkMaNG5sAuZ+zJSC9jRuLlnjX1XhTmTHDq9lrL5EM9+tBdhAgFaRf7GxJA+SCfDpbWrzYOwvUG5k1a3oL4OllOl0QT9sAV3ojXcPhb3+zW4r88INI5cpe3Ucf2a2oAARIBZkRO1vSANkrdraU6e6GoTR6dNGHN9mhbWPG2M8Cghk2zHsfnXqq3VLcMcd4dbfearegAhAgFWT9+vWxPrWyCZGPon62dPvt3odWN/np3VvknXdENm3yNgHSzYD69CnaAGjCBPvZQOlef917/1Sv7m0slcqQIV7d6afbLagABEgFOiZ2tqQBcmuUz5Z0O1HdVlQ/tFOm2K1FtE1rtHbVKrsVSE8XH61d23sPzZ5ttxZ59VWvRi+fbt1qt6KcESAVaEjsbEkDpGPHjnZTdFx/vfeB7drVbimpSxevVs8SgUydfbb3/rnmGrulyLZt3v03rZs7125FOSNAKtBrr71mAmTX2NnS1qieLbVuXfpZoW/WLK9Wr1MDmdLLn/r+Ofxwu6W4M8/06gYPtltQzgiQCrQtdrZUM3a2pCEyN6pnS/XqeR/WdevslpLWrvVqdTw/kCkdyafvH90P/dtv7dYi48Z5dUcfbbegnBEgFezM2NmSBsigQYPspmioUsX7sG7fbreUpNextVafA7jYd1/vPfTII3ZLkU8/9Wp05F+QExtkDQFSwW677TYTIEdH9WyJbyCoSD17eu+hiy+2W4rosPjf/Mare/JJuxXliACpYJ/GzpY0QCrFvpZ///33dnN46NDJN98UWbGi+OP+PRDd0Kc0ep9Ea9u0sVuAYKZP995DDRvaLcV17+7VXXqp3YJyRIBUMJ1E+JvY2ZKGyBNPPGE355YuG6Ezf087zRt/rx/IQw4pXqM3KvXx0ha6UzpSS2t15BbgYs2aojlFS5bYrUUeeEB+jdV8feCBdgvKEQGSAxdeeKEJkEtzfbakS2Lrvgrnny9Sv773IU08dE8Gu/PXxSD9dYoefLB4W6Jp07wanQeic0cAVy1aeO+lO+6wW+I2r1olE2I1V8eOb5Yts5tRTgiQHHggdrakAXLAAQfYTeVLd0R86ilvraqDDioZGHqzu21bkaFDRebP926CJ6N7UWu9nhlecok3+1xnoetlL/0Wo8HonzXedpv9bCAzf/6z91465xy7pZiOhx4q1WJ199xzj92EckKA5MDXX38d6193NiHy5Zdf2s3Zo5OsdKauTuTTuRg6HNIODV0IUTe6mjlT5L//tX9CaiNHJv95/qFto0bZzwIy9tMLL8jc2Hvqkbp1ZUea0X9XXXWV+Ux1DTLJFVlBgOTIobGzJX2zZ/ts6YtPP5WPY98QdpxxRtEM3cRDl77+wx+8pUbKemlp0SLv20zjxt5SEjVqeH++7DKvDciCbT/+KF2rVZOjYu/f9xYssJvjnnvuOfOZql+/vtlKGuWPAMmRbJ0trVq1SqZOnSrdu3eXvffeW/aI/czrY8cKPzC0Y9eF5nT9rY8/tp8ORMLJJ59sPi/Dhw+3m+L+G/sGXbVqVVP3rl5WRbkjQHLE9WxJPyT63CuuuEIOOeQQ8zMSD700dlObNrJSb36/8kr4Fpj75BNvmffYWSUQ1MiRI837+8QTT7SbimnXrp2pu/nmm+0mlAMCJEeCni1t375dXn/9dRk2bJj5cFSpUqVEaBx44IFmRJcOC/5BN9kJM3/dIu0ICBEE9Pbbb5v3erVq1WSTbh2Qwo033mjqTi1tHxFkBQGSQ8cff3zSs6XPP/9c/v73v0vnzp2ldu3aJQKjXr16ct5558mkSZNkWdSGLOrkwl12IUSQkV9++cW87/X9/89//tNujnvjjTdMzS6x99hPOjIQ5YoAySH/bEm/WUyfPl3++Mc/SoMGDUoERvXq1c0ZlQaNfluJ/I6Gzz9PiCBj5557rvk8DBgwwG6K02/sderUMXWzdDVolCsCJAf0zOjFF1+Ubt26lQgL/zj88MPlmmuuiZ2wz5bN6XZkiypCBBm66667zGejWbNmdlMx//d//2fq/vKXv9hNyDICpALoTXK9hqs3AnU0iX69tgNjjz32kIsvvlgeeeQR+e677+wfkZ8IEWRg6dKl5rOiA0X+85//2M1xevlX61q1amU3IcsIkHKib/a7775bunTpInXr1i0RGPo1+3e/+118JNXVV19t/4jCQIggA/vvv7/5vDyYZhmdxYsXx4Pm23T7iKDMCJAs0ZV1H3vsMenTp0/8TZ546IirE044QW666SZ58803zU1BNXHiRM6WCJESjjpqkjlOPXVa7OXYZjcbfo0t1eOJgtSEkX6+9PPSo0cPu6kY/16ifqNH+SFAHG3ZskXmzJkj1113XeyDeFSJwNDjsMMOk/79+5tRI6mGHuqIK86WhBCx+B28Hvfc857dbKQKgVSPJwpSE0aPP/64+bzss88+dlMxOiBF63r16mU3IYsIkAx88MEHMnr0aGnfvr3UqFGjRGD89re/NWdG06ZNS3uN1uafLT388MN2U2EhROISA+SEE6bI+vVb7JKUIZDq8URBasJo7dq1Zi8d/bwsSrNcjo5q1Jr99tvPbkIWZTVA/I40nSA1YbFixQqZPHmyGS2lN7ntwKhVq5Z06tRJxo8fn/bNXBrOlhIQIobfwQ8Y8KL533HjSq4BlSoEUj2eKEhNWB155JHm86Kfu1S++eab+IKl//rXv+xmZElWe/Ig4RCkJh2dODdw4EBp2bKl7LbbbmZEU6NGjaRt27YydOjQMnXkGzdulBkzZki/fv2kcePGJQKjcuXKctxxx8kNN9wg8+bNk59TLXeeIf3moT+fs6X/IUTiHfySJd/L0UdPir3vJsu33xZ/HVKFQKrHEwWpCSu9bKyfl7POOstuKkb7CK3T+4woH+49eRJBwiFITSrjxo1LupSHfQS1bds2ee211+Svf/2rHHvssSYg7J/VpEkTufzyy+Xpp582AVMeEs+W9J4IpOBDJLGDHzRojvnziBHzUtYEeTxRkJqw0nuP+lnRKwDpTuL+/Oc/mzod7YjyEby3DSBIBx6kJhn9uqrP0462Z8+e5hvA+vXrZevWreZS04IFC8xKnaVNMlq4cKEJojPPPFNq1qxZIjD23HNPueCCC+T++++Xlbr7XgXhbCmJAg6RxA5+xYr10rr1vdKmzX2x9+SGpDWJ/MeDHFGkA1j8e5DaD6Sik3W1RofR6wx1ZF/mPXkaQcIhSI1NO3J/4UG9OZYJHf2kOwDqNrL+XuSJh74RO3ToIGPGjJEPP/zQfnqF0Xkg+vtwtmSxQmRHgYSI3cHfeOOr5v8PHvxyyhr78SBHVOlnVj8vejlZ6fI+enlZH2vatGnsdRosL7zwQnzSrg6dR/Zl1pOXIkg4BKmxDRo0yDxH97zIlK5SmxgY+g3m6KOPNj/z5ZdfNmczYcDZUhr/C5G3Y6/PvbEQ2VwAIWJ38KtXb5Jjj73P3A/R+yLJanypHk8UpCbM9IRPPy8aGhoe/vwQ+/AvS3fs2FE++ugj+8egjDLryUth/+OlOzLRunVr85y5c+faTaWaMmWKHHPMMXLJJZeYMeTr1q2zS0JB18fibCm19bEQuSH2+jTbydsT4sc8CBG9Kf7pp9/Kjh0lF8dM1sGPGfOGeeyqq15MWZPu8URBasJMh9TrZ0XviV500UXxfkXXjwvjJep8lVlPXgr7HyvdkQnddEmfE9bOP1tOOeUU8/fU2eooaV4sRPyQjWKI/PTTzzJ//kq55ZY3pWvXx+Od+PPPf2GXJu3g1679Sdq2vd88/tFHa5LWqFSPJwpSE2a6vpw9tP62224rVqODZPQy1hlnnCFHHHFEfP5I4uEPknnmmWfKbZBMPsusJy9FkHAIUmPzR17l+6WdUaNGmb+n7hOC5J6PUIj88ssO+fjjNTJp0vvSu/ezsW/C98U7bv8455xHZenSkidGqTr4CRPeNo/36fNsyppUjycKUhNmetlKN1JLFR7JbNiwQZ566inp27evHHzwwSXCpLyG6eezzHryUgQJhyA1tkL5BvLOO++Yv6cOGNAdC5FcmENk+fL18vjji2TgwFlmBrkdGCefPFWuu26OzJixWL7+OvUZb6oOfsOGLbG/89RiP9OW6vFEQWrCyr7noaMyXSxfvlzuu+8+Of/882X33XcvESg6TLhnp07yzvjx8stnn9lPh0QkQMpyDyRK9Gu5H5b/+Mc/7GYkCEuIrFu3WV54YakZJXXmmdNLBIZOALzssn/I/fd/KIsWfStB9wJL18HrN5pCDRA7PIJ88wjq/fffL7FU0XGxY6r2V3ro+lsXXSSiKwGvXm0/vSBl1pOXIkg4JNbMnDnTLHeua0Fp2uuKtDoPwl+p1uePwtKhuPlOXw/9u1511VV2Eyy5CJHNm7fIvHkL5fbb35Ju3Z4sERh6XHDBU6Z9wYJVsmWL22XXdB28rs6rq/Smqkn1eKIgNWFTnuFh8xdLnX7ddfLOUUd5AWIfOudMd0fUUYLZeO8tXizSr59I06YiNWuK7LqrSJMmIn37em2p+L9POkFqHGT1J2YaILqOlC48uGTJErPrnk7y0/TXFWwT+fNAdAjuo48+Wqwt3+geIvr66Eq+KF15h4h2WnppUe9P6SCHunX3k333PTd2snNbvBPu1Olhuemm1+TFF5eabyTIvooMj6S+/17kscd0PXndlKRkmFSr5k12HT5cYmcOegPM/gnpxb75SOXKJX+uf2jbmDH2szx+TTpBahxk9SdmGiDJrFq1ymy2ZBs7dqx5noaILjo4f/58M2pCR1powOhM9BEjRkjz5s3tp0bKl19+Gf97fv3113YzkkgMEV2JQFdsLQv9N7jnnnuka9euZr01/z2rR6VKu8iBB54tf/rTw+Zeh84SR/nKeXgks3Spnu3pRu0SO6so2eFrH3bOOSJ33imxM2T72cXdfrv3nNhnXnr31puhOgNah+2JvPuuF1rapjUTJtjPDhYOQWocZPUnlhYOqrSaNWvWmPsAyej1yWTrVdlH1B1wwAHm76Ez6BGMhoj/3jjooIMy+iaigzN0jpDOFfJf+8Sj5GZgO+wfgXISyvCw7Yi9H956S2JnsCInneR9G9F+KPFo2FBiZx0iW7cWf+5XXxXVT5lSvC2RtmmN1sZOsovx/xvpBKlxkP2f6Ejve+ilrM6dO6fd3lW3ih0wYIC0aNHCfFPRM8+GsX+cdu3aybBhw+SzPBgtoR2ZflgK4Z5PNu29997xjibd5Sy9vq2rEOi9NV2VwF/IMvE49NBDzX2odJuBoXxFIjyS0ffdCy/oao4iekXE77z1sGfDX3+993js226punTxaocMKf54kHAIUuMg+z/RQeIHV4Oh0Cf0PPHEE+a10A2qEMwXX3xhXjMNg2qxszQ7RHSdM13+4vDDD08aGLpOmga2fuvj0mHuRTY8klmzRuShh7zRW/ptJVHr1l7HPnt28ceTmTXLqz3mmOKPBwmHIDUOsv8THemkHb2Jrouklbbfcb7T/dX9WbOffvqp3Ywk7rrrLvN66T2QxHsiunRFsjH+ellKl7vQjknfd/lI79HokN9kS6WEWV6FR2nq1fM69iBz3PTentbG3s/F+OEQ5Miy7P/EMlq9erXUrl3bfrjg+Pus5/WHJ4vOPfdc83rp5U2lIZK4dIXeH9E10fxg0UtT+Uznm+gcFB0lNmTI3MiESEGFh6pSxevYg6yyoTPjtVafk8gOiXRHlmX/J5aRzg7VM8ZC58990aHOSE/vn/mjpRKD4Y477jD3xh555BFzWfSNN94wNRoiunhlvtPZ7rp6b1RCpODCQ2XzG0g6QWocZP8nZkDnfOhkHR12qTcqdSiubk2rnWeh05u8+iHSCZY6VBmpvf322+a10nsf6W5433jjjabu1FNPtZvy1lNPfRaJECnI8FD+PZCXXrJbStL7JFrbpk3xx4OEQ5AaB9n/iRnQpUl0nX49e9Shu21iL8zkyZPNm6nQJe66ptvuIrWRI0ea10lvmqej30a07uabb7ab8lrYQ6Rgw0MNHux17OedZ7eUpCO1tFZHbiUKEg5Bahxk/yciazRc9QOle7YjtZNOOsm8TrqlcSp6Ccvf1fK9996zm/NeWEOkoMND6Z4ksfel6dx1lFYq06Z5NToPROeOJAoSDkFqHGT/JyJrbrnlFvOh0pu/SE6H6frDdvUSaCrPPfecqdFvurpoZSEKW4gUfHj4xo71OnedbX7JJd7sc71Ht3mziJ7sXHpp0Uz0ZK9RkHAIUuMg+z8RWaNzF/SDpSOI1q9nyYxkdMMgfY10K2B7Ec5EV155panT5UkKWVhChPCwjBwpUqlSUUdvH9o2apT9LE+QcAhS4yD7PxFZox8yncegH7Cnn37abkbMwIEDzetzjq47lIbOLNe6SZOitQJtech1iBAeKSxa5K2827ixtxJvjRreny+7zGtLJUg4BKlxkP2fiKzq1q2b+ZDptpsoSVcu0NfnTl20LgVdoNPvrJYtW2Y3F6RchQjhkV8IkJDTUWn6QWusZyIoRhfe9Jcl0XXUUpk6daqp0S1QUaSiQ4TwyD8ESMjpUvX+B27FihV2c0F76KGHzOuii2mm0717d1N3mV4KQDEVFSKER34iQCKgSZMm5kOn30ZQRPfC1tfl4osvtpvitOPShRK17sknn7SbISVDJNvL1RMe+YsAiQC9/6EfvPPPP99uKmj77ruveV3S7VL5ySefmBodyab7fiA5P0QOO+yG2PttdNoRbZkgPPIbARIBzzzzjPnwsbx7Ed33RV8TXTDxu+++s5vjxo0bZ+pa65IRSOuxx96NvcfOkKpVd5M//OEPZQ4RwiP/ESARoOs7tWrVSk4//XS7qWBNmDDBdEq6v0c6umS71g3WJSNQqkmTpsQHJpQlRAiPwkCAIJLOPvts0zFdc801dlOcLkJZs2ZNU6frriGYu+++u0whQngUDgIEkaObj+meMdo5zU6zk9urr75qanbddVfZau9FjbRcQ4TwKCwECCLn3ddfl0qxzql69eqyWdcLSmHIkCGmE+PSn5tMQ4TwKDwECCLnzWHDpH+sgxp22ml2UzG6PYB2ZLfeeqvdhICChgjhUZgIEETOz23bytJYJ7Xib3+zm+J++OEHM3RXO7OPP/7YbkYGSgsRwqNwESARo2s56QKCLVu2NBtx6fasjRo1Mjs5Dh06VBZZi675H+p0gtSExsaNRftIp9nX4/0ZM+TUWM2xe+1lOjiUTaoQITwKW0R6DSid01Al1nn6H9ZUR6Jkj9mC1ITGs8964aH7QqfZ12Nl377yTKxu1gUX2E1wZIfI9u3bCY8CF5FeA+PHjzcfUv0A6xIe8+bNM3uE6OgiXSNLN1PSHfmaNWtW7HlBwiFITWhccYUXIKVtAXrwwV7dlCl2C8ogMUT8lQAIj8IVkV6jsOmCiv52rNOnT7eb0woSDkFqQuOQQ7xgSLevx/LlXo0e9vafKLO77ror/p7RY6zuqIeCFJFeo7ANGjTIfFB1VdlMBQmHIDWhsGpVUTD8+992a5F77/Vqmja1W1BG9j0PPZLdWEdhiECvAV3HST+oLrOpg4RDkJpQmDrVC4aDDrJbivv97706vdyFrLHDQ7cHTnZjHYUjAr0G6tevbz6kLqvJJp4plnaEXqyTMsGQbl8PvbG+xx5e3cyZdisc2eHh3/Owb6wTIoUlAr0G/JFXOuolU3ZIpDtCTYfi7r23FwxPPWW3Fnn/fa9Gh/pu2GC3wkGq8PARIoUr5L0GVDa+gaQTpCbndDKg/o6VK4ukex1Gj/bqjjvOboGD0sLDR4gUppD3GlDcA4nRkT76O5a2r0f79l7d0KF2CzIUNDx8hEjhCXmvAeWPwrrwwgvtplIFCQe7ZubMmdKlSxdp0KCB1KpVy+xFMnHixNx2CGec4QXD9dfbLUV0YcXq1b26+fPtVmQg0/DwESKFJX3PglDw54HoBzPd9q3J2OGQjF3TqVMnmTZtmixZssSsdrtw4cLYiX176d+/f8KzKpAuxb7rrl4wvPKK3VrkpZe8mtq1dc13uxUBuYaHjxApHOl7FoSGTtbSD6R+MHv16hU7wZ4vGzduNJsmacDoTPQRI0ZI8+bNiz3PDodkgtSsWrVK6tSpYz9cMTQ09PfTEEm3r8e113p1nTvbLQiorOHhI0QKQ/peA6EyevTo+Aqz6Y5EyR6zBalZs2aNuZmfE3rZSn8/vYyVzhFHeHW33263IIBshYePEMl/6XsNhM7SpUtlwIAB0qJFC/ONQFfjbdiwobRr106GDRsmn332WbH6IOGQrkY/9Hopq3PsrP7qq6+2myuG3jjX3y/dkhnffSdSqZJXZ61IjNJlOzx8hEh+S95rAFIULHpoYOklswqnN8Z16K4GQ7p9PR57zKvZZx+7BaUor/DwESL5iwBBWrr/uN5E79Chg/To0cNuLn86gfD440V0W1r9cyq9e3sBctFFdgvSKO/w8BEi+YkAQSCrV6+W2jq6KawaNfIC5MEH7RakUFHh4SNE8g8BgkCWL18uu+smTmGl4Va1qt7tt1uQREWHh48QyS8ECErQOR9z5syRtWvXyqZNm8wQYd0yVyc0htY774h8+KH9KJLIVXj4CJH8QYCgBF0ypWPHjmbPdR2626ZNG5k8ebLpeBBtuQ4PHyGSHwgQoECEJTx8hEj0ESBAAQhbePgIkWgjQBBeixeL9OvnbU1bs6a3lEmTJiJ9+3ptCCSs4eEjRKKLAEE46b4e/gTCZIe2jRljPwuWsIeHjxCJJgIE4aNrWWlIxDoUM0FQR1ht2iTy008i774rsR7Ra9OaCRPsZ+N/ohIePkIkeggQhMtXX4lUq+aFw5QpdmsRbdMarV21ym4teFELDx8hEi0ECMLFX3m3a1e7paQuXbzaIUPsloIW1fDwESLRQYAgXPyVd2fPtltKmjXLqz3mGLulYEU9PHyESDQQIAiXevW8UFi3zm4pae1arzbMS6xUoHwJDx8hEn4ECMKlShUvFLZvt1tK0m1rtVafU+DyLTx8hEi4ESAIF76BZCxfw8NHiIQXAYJw8e+BvPSS3VKS3ifR2jZt7JaCke/h4SNEwokAQbgMHuyFwnnn2S0l6UgtrdWRWwWoUMLDR4iEDwGCcFm50tvXQ4Mh3eZQ06Z5NToPROeOFJhCCw8fIRIuBAjCZ+xYLxx0tvkll3izz3UWuu6P/t57IpdeWjQTvUA6zkSFGh4+QiQ8CBCE08iRIpUqeSGR7NC2UaPsZ+W9Qg8PHyESDgQIwmvRIm/l3caNvZV4a9Tw/nzZZV5bgSE8iiNEco8AASKA8EiOEMktAgQIuR07dkjnzp0JjxQSQ6R9+/bys04wRYUgQICQGzBgQDw8brrpJrsZouMuxsZfo4svvthuRjkhQICQmz17tlSpUsV0jocddph88803dklBW7dunRxxxBHm9alcubLMmDHDLkE5IUCACHj//felXr16hIglMTxq164tb775pl2CckSAABFBiBRHeOQeAQJECCHiITzCgQABIqbQQ4TwCA8CBIigQg0RwiNcCBAgogotRAiP8CFAgAgrlBAhPMKJAAEiLt9DhPAILwIEyAP5GiKER7gRIECeyLcQITzCjwAB8ki+hAjhEQ0ECJBnEkOkVavj5LvvfrBLQm3duh8Ij4ggQIA8pCGy994Hyp57nixnnDEq1ilvtktCaf36H+Xkk3tI5crVCY8IIECAPPXxx0vkqKOuix2T5Lzzngh9iGzcuFW6dXtEDjigjzRseLIsWPCWXYKQIUCAPLZ48Vo55ZQHQh8iGh5/+MMM83u2a3e3fPDBl3YJQogAAfJc2EMkMTxOOGGKfPJJNG/8FyICBCgAYQ0RwiPaCBCgQIQtRAiP6CNAgAISlhAhPPIDAQIUmFyHCOGRPwgQoADlKkQIj/xCgAAFqqJDhPDIPwQIUMAqKkQIj/xEgAAFrrxDhPDIXwQIgHILEcIjvxEgAIxshwjhkf8IEABxiSFyww2v2M0ZGTVqPuGR5wgQAMVoiPTp86zMmrXUbsrIK68sl969nyU88hgBAqBU+k1Cj1NPnSY//rjNbjb8GhQOAgRAqfxw0OOee96zmw0CpPAQIABKlRggek9j/fotdgkBUoAIEACl8sNhwIAXzf+OG7fALiFAChABAqBUfjgsWfK9HH30JDnuuMny7bc/Jq1B4SBAAJQqMRwGDZpj/jxixLyUNSgMBAiAUiWGw4oV66V163ulTZv7ZOXKDUlrUBgIECBDy5Ytk4EDB0rLli1lt912k1122UUaNWokbdu2laFDh8qiRYuK1e+0007mSCdITS7Z4XDjja+a/z948Mspa5D/wvuOBUJo3LhxUqVKlXiHn+pIlOwxW5CaXLLDYfXqTXLssfeZ+yF6XyRZDfJfeN+xQMiMHz/edPI777yz9OzZU+bNmyfr16+XrVu3yooVK2TBggUyfPhwadasWbHnBQmHIDW5lCwcxox5wzx21VUvpqxBfgvvOxYIkZUrV0rVqlVNJz99+nS7Oa0g4RCkJpeShcPatT9J27b3m8c/+mhN0hrkt/C+Y4EQGTRokOngu3fvbjeVKkg4BKnJpVThMGHC2+ZxXTsrVQ3yV3jfsUCItG7d2nTwc+fOtZtKFSQcgtTkUqpw2LBhi5x44tR4e7Ia5K/wvmOBEKlfv77p4NetW2c3lcoPhyBHWKULh0mT3idAClR437FAiPgjr7Zv3243lcoOiXRHWKULB12dV1fpTVeD/BTedywQItn4BpJOkBogbHjHAgEU+j0QIBnesUAA/iisCy+80G4qVZBwsGtmzpwpXbp0kQYNGkitWrWkVatWMnHiRPnll18SngXkVvp3NQDDnweikwgfffRRuzktOxySsWs6deok06ZNkyVLlsjmzZtl4cKF0r59e+nfv3/Cs4DcSv+uBhA3duxY08lriPTq1Uvmz58vGzdulG3btpmA0ZnoI0aMkObNmxd7nh0OyQSpWbVqldSpU8d+GMiZ9O9YAMWMHj1aKleuHO/wUx2Jkj1mC1KzZs0aczM/DL7//ie5774PSuwJgsKS/h0LoISlS5fKgAEDpEWLFuYbga7G27BhQ2nXrp0MGzZMPvvss2L1QcIhXY3e99BLWZ07d5arr77abs6JiRPfMUN2b7nlTbsJBST5OxZAKCR+q9HA0ktmYaBb2mqAjBxZfFMpFBYCBAi5n3/+2dxE79Chg/To0cNuzgkCBIoAASJi9erVUrt2bfvhnCBAoAiQCEp3vdwXpAbpff/99/LJJ5/YD+fM8uXLZffdd7cfzgkCBIoeJoKChEOQmlQy3bI1H+mN6yOOOMK8hm+99ZbdXO50zsecOXNk7dq1smnTJjNEWF9/ndAYBgQIlFsPg5wKEg5BapJx2bI1H91zzz3m71m9enX5z3/+YzeXO10ypWPHjibAdehumzZtZPLkyfLrr7/apTlBgEDlf0+Qh4J04kFqbK5btuYb/Tvvueee5rUYMmSI3QwhQODJrIdBKAQJhyA1icqyZWu+0Tke+jrsu+++8uOPTJRLhgCBCt7DIDSChEOQmkRl2bI1n3z++efxIH3ooYfsZvwPAQIVvIdBaPjhEOQIqizLleeTM88807wOxx57bGjuN4QRAQIVvIdBaNghke4IqiwbJuWL559/3rwGlSpVknfeecduRgICBCp4D4PQCBIOQWoSlWXL1nygs72bNm1qXoOLLrrIboaFAIEK3sMgNIKEQ5CaRIX+DUSHL+vfXzdvysWw3aghQKCC9zAIjSDhEKQmUSHfA/nuu++kbt265u9/8803281IggCBCt7DIDSChENiTZDtUcuyZWvUXXLJJebvfuCBB5o5LygdAQKVvhdCKGUaIEG2Ry3Llq1R9tFHH8U3iJoxY4bdjBQIEKj0vRBCKdMASSbZ9qiuW7bqDejXXnvNrNkUNSeeeKL5O59yyil2E9IgQKBS9zAIrdLCQZVWk2p7VJctW/VymD7229/+Vh544IHIzJ944oknzO+tf98wrbobBQQIVOoeBnkpyPaomW7ZqnMm/LWj9NCF//TbSpjppbz999/f/L79+vWzm1EKAgSKACkgid8gsr096oYNG0wgVatWzfx8vQymN+S//vpruzQUdFFI/T3r1atnlkxHZkaOfEIOOqivXH99Ya+bVugIkAJT3tuj6rebs846Kx5UNWvWNJ31li1b7NKc0fs/+nvp73f77bfbzQjguutGSe3aTeTKK/9qN6GAECAFqry3R501a5Yccsgh8SDRy0V6zyEMdMFI/Z0OPfTQgp15X1b+isU6BBqFiwApUBWxPap2znqGr5eJ/CA56aSTzNDZXNF7M3p5TX8XDTm4IUCgCJACkOvtUXVv8b59+8ZHd+n/asdT0fcedHSYP+NeBxHAHQECRYAUgLBsj6pDZXW+hf9tRH8fXYNK78tUhKlTp5r/rt7o/+KLL+xmZIAAgSJAUOGeeuopOeCAA+JBoqvg6lLq5em///2vmaei/71Uw5cRHAECRYAgJ3TNqZEjR5q1ufwg0c2c/vWvf9mlWeGv9bXXXntldfhyoSJAoAgQ5JQuna77b/g3tnU9roEDB8r69evtUmfLli0zkyH159933312MxwQIFAECELh7bffNtvI+t9G9thjD5k0aVKxFYNdnXPOOeZnHnHEEbJjxw67GQ4IECgCBKHy4IMPyr777hsPEl16/tVXX7XLAnv55ZfNz9FvOLo4JLKDAIEiQBA6P/74owwZMkSqV68eD5KuXbuauSuZ0G8vumSLPv/3v/+93YwyIECgCBCE1r///W8THH6IaKD89a9/NQETxJ133mmeV6NGDbMcPbJH1znT1/a0006zm1BACBCEnl7C0ktZfpDoJS691JXODz/8YGbaa/3QoUPtZpTR8ccfH//30D1VPvzwQ7sEBYAAQSTo5ah77rnH3Fz3Oy696a5LySdz5ZVXmpr99ttPfvrpJ7sZZXT55Zeb17dSpUrmf3V1gT59+pj95VE4CBBEig7v1evvOtxXOy69Od6zZ0+zOKRP9yupUqWKaX/kkUcSno1s8e+B6CXGU089NR7qdevWNTtbVtTqAsgtAgSRpBMOzzjjjHjHpRMSR40aZSYo6rIt+piu91XRy7UUCvsm+tNPPy0HHnhg/N+jSZMm8s9//tN6FvINAYJI0yVQtLPyOy7/EpdeWnnvvffscmSJf4mwd+/e8ce2bdsmN998s9kmwP/3OP300+Xzzz9PeCbyCQGCyNPLJboooy7O6Hdc+udPP/3ULkUW6LcNvVSlr7MuzGnTy4l6WTFxdYH+/fubgQ3ILwQI8obu1+4HiB56Y1eXkdfl5FF2GsiJ9zv09R09erRdFqcDHI477rhi3w7vvvvurKwugHAgQJAXvvnmG6lTp47pqPRsV4eW+h2XbmilG1ux+6Cbb7/91ox4S9zPJZMRVw899JA0aNAg/u/RsmVLeeWVV+wyRBABgryg1+K1czrooIPMtXj1+OOPm610/Y5Lt7BlF8LgNHAnTJgQD2Y9dLDClClT7NJS6eTPG264odjqAueee66ZLIroIkAQee+//358PsLMmTOLtW3ZskWGDx8uNWvWjHdcuhshG0qlN3v2bBO4/mum9zz8odF6dOvWzWl2vy5Hc95558V/jq6SfP3115udMhE9BAgiz58VrVv3prJq1ar48ht66K6Ef/nLX2TDhg12aUHTYNWA9V8nDd6bbrrJBPGXX34pv/vd7+Jtu+66q7nv5DJR87XXXpPDDz88/rP22WcfmTZtGsOuI4YAQaQ9+uijpgPSs+NFixbZzSXofvD+vuh66AZTur1voS/zrptsXXPNNSZY/deme/fuJnhtusJxs2bN4nUNGzZ0mrCpr/m9994re+65p/k5h8eOR445Rra/9ZZdipAiQBBZeuarnZd2PldccYXdnJKe5er+6P4Wt3roXiGFuNy7duIaoBqk/muhAfvmm2/apcXo/ZE77rhD6tevH3+efhPUy4mZ0m+B1/75z9KvalV5M/ZzZOedRXr00N3G7FKEDAGCyLrxxhtNx6Wd2Lp16+zmUuk+6YMHD47vVqjH+eefLytWrLBL89Lrr78uRx55ZPzv/pvf/MYEayaXkfR11/D274/ovaiLL77YjIrL1IYlS2RHp06xXmkn76hVS2TkSN3/2C5FSBAgiCS9gavX4LXTmjhxot2cEd3y1t+10HSkNWrIC0OHyg6Ha/tRsC722l3UrVv876sBqnvGa6C60vXH9B6U/zN15NaYMWPiI+Iy8uKLIk2bFgXJAQeIPPmkXYUQIEAQSToKSDsqvRafrfkdc+fOlebNm8vpsZ/7sHZc++0n8vDDdll0xQJxx7Bh8kAsIE/6X0evwak3x7Pl2WeflYMPPjgeJPpnfSxjuhjjbbeJ7LZbUZCcfLLIxx/blcghAgSRo5de/GUy5syZYzeXic6SfufOO+Xfu+9e1HG1aycS9XW1NAg1EGN/n4WxY2wseOe//LJdlRX6rUNnqCfOH+nQoYP5lpKxtWtFLr1UpHJl799C//eyy7zHkXMECCJFb/oeddRRplPSIaXlRtdtuvJKkSpVvI6rUiWRXr1E1qyxK8NNb2prAPphqMF4xx3ya5a+taWj90F6xV4zf46O3ifRRRid1sTSbx76DcT/e+g3k/HjvW8qyBkCBJFy//33m85Ir9svXbrUbs6+xYsldvpc1HHFzqpF139yubZfkfQm9sUXe8Gnv7cGoY5UcxhsUFa6KnK7WIj530Z0p0jdbniHy5pYei9k//2L/j0OOcS7Z4KcIEAQGTpXYe+99zad0LXXXms3l6/nnhNp3Lio4zr4YBFr1nsoaLCNGeMFnf+76gRLl8tHWfbwww+bHSL1369W7BjZvLlsdLmMpqOyRozwRmn5f0cdvbVkiV2JckaAIDJ0opt2PjrctCwjhpxp53zLLSU75wATGCuE3qzWYEsMOZcb2OVI5+7o7PUza9SQaf7vec45Ii438r/+2psvovNG9OdUrcporQpGgCAS9HKVP0vaZTG/rEp2eehPf8rJ5SFDv11okPkdsgacfgsJ8WW29StXyn+6dSv6nXfZRWTQIJ2cY5eWTmeuH3OM93PGjrVbUY4IEETC2WefbcLj6KOPDs+yI3qD+vjjizrB+vVFdE5KBdygNjSw9L5G4o1+DTaHSXw5o7P/jzyy6DWMfbuUqVN1uQC7Mj2tX7488+ehTAgQhJ6uDKvhoUN333jjDbs593QdqIYNizrBZs1Esjy8uBgNqDvu8EZU+f9NHWnlsIxIKOgJweTJInvtVfT3ad1apJTlVJB7BAhCTScJHnbYYSZALrjgArs5PDZv1rVVRHbdtagTPPfc1Mtw6Oiufv28Gdc1a3rPa9JEpG9fry0VHXnWvHnRfyOfJjtu3Cjyl7+IVKtW9Pfr3l2XUrYrM+P6WqNUBAhC7e9//7sJD1225KuvvrKbw0d/Rw06vwNMNjJIhwH7E+OSHdqm9zCSuesur6ZGDd3D18wuzzu6V0vnzkWvh3b6w4fr5i52ZenK8lqjVDvZDwBhoXuZ+6u96p4UkfLuu8lHQN1+u9dx6cih3r1143AR3UxJg0Cf06dP0aiiCRPsZ+vWfiIPPlj2s/IomD1b5NBDizr7Ro10m0m7KrWyvtYoFQGC0Lr88stNeDSKdRyb9RJR1Om3E//yTLqRZNqmNVpbCEGRjt7v0c69Xr2iIDnxRJGPPrIri+O1rhAECEJp4cKF8SXCH3vsMbs5mq6/3uusuna1W0rq0sWrHTLEbilMsW+j5j6GP+JMLz0NHWpXFeG1rhAECELptNNOM+Fxwgkn2E3RpSOLtKPSSzOlmTXLq9X5DSjy6acip5zivTZHHWW3FuG1rhAECELnmWeeMeGhi/B9+OGHdnN0+Zdhgkw41NVmtVaH6qIkvYeRblAFr3WFIEAQKlu3bpWDDjrIBEgfvcmZT/zLL0EmGuoqs1qrz0HmeK0rBAGCUPnb3/5mwqNu3bry7bff2s3RxllxxeG1rhAECEJj9erVUrt2bRMgt956q90cff51+ZdesltK0mv3Wtumjd2CIHitKwQBgtD44x//aMKjSZMmbntph93gwV5Hdd55dktJOnpIa3U0ETLHa10hCBCEwrvvvhvfue4f//iH3ZwfVq70lhzXzkonA6YybZpXo3MT0t0oRmq81hWCAEHO/frrr9K2bVsTHqeffrrdnF90uXHtsHQG9CWXeKOJdGa0TpTUfdd1/29/dvRtt9nPRiZ4rcsdAYKcmz59ugmPqrEzxsWFsLjdyJFFe4kkO7Rt1Cj7WXDBa12uCBDkXNOmTU2AXHXVVXZT/tJdDHU1WN0mV1eH1cUR9c+XXRaeHQ7zBa91uSFAkHOdOnUyS7b/8MMPdhOAECNAAABOCBAAgBMCBADghAApcHrzWo90gtSksmzZMhk4cKC0bNlSdtttN9lll13M/h46bHfo0KGyiJuYQGS59QrIG0HCIUhNMuPGjYvv6ZHuABBNfHoLXJBOPEiNbfz48eY5O++8s/Ts2VPmzZsn69evN6vtrlixQhYsWCDDhw+XZs2a2U8FEBGZ9QrIO0HCIUhNopUrV5pJgfocnSQIID8F7xWQl4KEQ5CaRIMGDTL13bt3t5sA5JHgvQLyUpBwCFKTqHXr1qZ+7ty5dhOAPBK8V0Be8sMhyBFU/fr1Tf26IJv5AIis4L0C8pIdEumOoPyRV9uDbCcKILKC9wrIS0HCIUhNIr6BAIUheK+AvBQkHILUJOIeCFAYgvcKyEtBwiGxZubMmdKlSxdp0KCB1KpVS1q1aiUTJ06UX375JV7vj8K68MIL448ByD/pew7kvUwDRJdenzZtmixZskQ2b94sCxculPbt20v//v3j9f48EJ1E+Oijj8YfB5Bf0vccyHuZBkgyq1atkjp16hR7bOzYseY5GiK9evWS+fPny8aNG2Xbtm0mYHQm+ogRI6R58+bFngcgOlL3CigIpYWDKq1mzZo15sa5bfTo0VK5cuX481MdAKKJT2+BC9KJp6rR+x56Katz585y9dVX283G0qVLZcCAAdKiRQvzLUVX423YsKG0a9dOhg0bJp999pn9FAARUbJXAAJI/Aah4aCXpwAUFgIEzn7++WdzE71Dhw7So0cPuxlAniNAUGarV6+W2rVr2w8DyHMECMps+fLlsvvuu9sPA8hzBAgyonM+5syZI2vXrpVNmzaZ4bi6Pa1OHgRQWAgQZESXJ+nYsaPZ31yH7rZp00YmT54sv/76q10KIM8RIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJ/8PsT18zDrAJYwAAAAASUVORK5CYII=)
PN: 4H58-1-QW
CAS: 1363382-07-3
Molecule Weight: 316.354
Formula: C14H24N2O6
PN: 4H58-1-S13
CAS: 159532-59-9
Molecule Weight: 230.264
Formula: C10H18N2O4
PN: 4H58-1-325
CAS: 1214196-85-6
Molecule Weight: 230.264
Formula: C10H18N2O4
PN: 4H58-1-R13
CAS: 278788-60-6
Molecule Weight: 230.264
Formula: C10H18N2O4
TSCA: Not listed on TSCA inventory