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7bdfS28gIjIwyhSPSEAolVYMSHxn9fHHH195wGEajm222aYwr5UVkdVTtnhEAkKptFJA4oZ73nnnhfXXX78uHPHPvve971XmFImI5CljPCIBoVRaJSC33npr5ewiDUc8C/nMZz5TOSspKhHpn7LGIxIQSmWwA/L73/8+7L///nXhiGPPPfcMc+fOTZcUkoj0TZnjEQkIpTJYAXn55ZfDF7/4xZU+Zn3SpEnhP/7jP9IlhSciPSt7PCIBoVSaHZDly5eHH/3oR5WNMw3HqFGjwhlnnFHZSMpKRFauHeIRCQil0syA/OpXvwo77rhjXTjiXeXTpk2r3GXeDkSkVrvEIxIQSqUZAYnPpTriiCPqwhHHLrvsEu6+++50SemJyArtFI9IQCiVRgYkPgn3G9/4RuXJuGk44iZxxRVXVJ6o267aPSLtFo9IQCiVRgXkqquuCptttlldOOI7O0455ZTKOzxo34i0YzwiAaFUBjogv/nNb8IHP/jBunDEceihh4Ynn3wyXdL22i0i7RqPSEAolYEKSHzP+DHHHLPSx6xPmTIl3H777ekSummXiLRzPCIBoVRWNyBLly4NZ599dlh33XXrwjFu3Lhw0UUXtcRj1oug7BFp93hEAkKprE5Arr/++rDVVlvVhSPeHPiFL3whLFq0KF1CL8oaEfFYQUAolZyA/Pa3vw0f/vCH68IRx0c/+tHwyCOPpEvoh7JFRDy6CAil0p+ALFiwIJx44olh2LBhdeHYeuutw4033pguIVNZIiIetQSEUulLQJYtWxYuuOCCMHbs2LpwjBkzJnznO9+p/BbCwCp6RMSjnoBQKr0F5Be/+EXNnOpYc801w6c//enw/PPPp0sYQEWNiHisnIBQKqsKyOOPPx4+/vGP14Ujjt133z3cf//93Y5CIxUtIuKxagJCqaQBeeWVV8I///M/hxEjRtSFY4sttgj//u//nh6CJihKRMSjZwJCqXQPSLyC6l3velddONZZZ50wffr0sGTJknQ5TdTqERGP3gkIpbKy3ze6j0984hPhmWeeSZcxSFo1IuLRNwJCqazsDvI4dtppp/DrX/86nU4LaLWIiEffCQilEd/TkYYjfoX1r//6r5U3B9K6WiUi4tE/AkJppC95+tjHPlb5EZ1iGOyIiEf/CQilEF8v2/0f/PgDOsUzWBERjzwCQuHFr6e6v5s8vuTJezqKq9kREY98AkLhXXrppTX/8H/1q19Np1AwzYqIeKweAaHQXn755crG0v0ffq+XLYdGR0Q8Vp+AUGhf/OIXazaAK664Ip1CgTUqIuIxMASEwor/sHd/RMkuu+wS3nnnnXQaBTfQERGPgSMgFNb+++/fuQHEd5fffffd6RRKYqAiIh4DS0AopFtuuaVmE5g2bVo6hZJZ3YiIx8ATEAonbiTbbrtt5yYwatSoMH/+/HQaJZQbEfFoDAGhcL7//e/XbARnnnlmOoUS629ExKNxBIRCeeGFF8L666/fuRFMmjSpskHQXvoaEfFoLAGhUE444YSazeC6665Lp9AmeouIeDSegFAYDzzwQBg6dGjnZrDnnnumU2gzq4rIfffdJx5NICAUxl577dW5GcSQzJ07N51CG1pZRNJXGItHYwgIhRC/quq+IRx//PHpFNrYyiIiHo0nILS8+F12/LG8uiHEH9Hjj+nQ3coiMnbsWPFoIAGh5Z111lk1m0K8jBdWJkZkyy23rPzvZNiwYeGee+5JpzCABISWFm8QHD16dGc8ttlmm8omAT2J4Vi4cGH6xwwwAaGlxUeUdD/7uPnmm9MpwCAREFpW/H+R8SGJ1Xjst99+6RRgEAkILSk+ln3XXXftjMfw4cPDo48+mk4DBpGA0JKuvPLKmq+uTj755HQKMMgEhJYTX0k7YcKEznjEO4tfeumldBowyASElnPKKafUnH1ccskl6RSgBQgILWXevHlh7bXX7ozHDjvsEJYvX55OA1qAgNBSDjvssJqzj1mzZqVTgBYhILSMO+64oyYehx9+eDoFaCECQkt4++23w/bbb98Zj/g11lNPPZVOA1qIgNASLrroopqzj1NPPTWdArQYAWHQLVq0KIwfP74zHptuumlYvHhxOg1oMQLCoDvppJNqzj6uuuqqdArQggSEQfXII49UHlNSjcfUqVMrjzEBWp+AMKi6v7d6zTXXDLNnz06nAC1KQBg0P//5z2u+uvrkJz+ZTgFamIAwKJYuXRomT57cGY/40qhnn302nQa0MAFhUJx77rk1Zx9nn312OgVocQJC0z3//PNhzJgxnfHYaqutwptvvplOA1qcgNB0xx13XM3Zx09/+tN0ClAAAkJTzZkzp3K1VTUee++9dzoFKAgBoan22GOPzngMHTo0PPTQQ+kUoCAEhKa59tpra766OvHEE9MpQIEICE2xZMmSMHHixM54jB07Nrz44ovpNKBABISmOP3002vOPs4///x0ClAwAkLDPfPMM2HUqFGd8dhuu+3CsmXL0mlAwQgIDXfUUUfVnH3MnDkznQIUkIDQUHfddVcYMmRIZzwOPPDAdApQUAJCwyxfvjzsvPPOnfEYMWJEePzxx9NpQEEJCA1z+eWX13x19eUvfzmdAhSYgNAQr776ath4440747HRRhuFV155JZ0GFJiA0BBf+cpXas4+LrvssnQKUHACwoB74oknwlprrdUZj/e///2V30OAchEQBtzBBx/cGY94Bdadd96ZTgFKQEAYULfddlvNV1dHHnlkOgUoCQFhwMS7y6dMmdIZj5EjR4Y//vGP6TSgJASEAfPDH/6w5uzjtNNOS6cAJSIgDIiFCxeGcePGdcZj8803D6+//no6DSgRAWFAfP7zn685+5gxY0Y6BSiZwQ1Ix0bTOford+3cuSGccUYIH/pQCJMmhTBqVAjrrBPCxInxdXkhTJ8e37uarqIHDz/8cBg2bFhnPHbbbbfwzjvvpNOAkunn7jvAciMQ9XftI4+EcNBBtet6GvGhf3ENvdpnn31CNR7xfef33XdfOgUooT7uvg3S3wh015+1N94YwujR9ZHobcQ1cS2rdMMNN4TuX10de+yx6RSgpPqw+zZQ9826v/q69qabQsf/La6df/DBIVx9dQhPPhnC4sUhxB97n3oqhPi9/aGHhjBkSNfcuDYegzpvvPFGGD9+fGc81l133fDcc8+l04CS6mX3bbC+RmBl+rI2RmHs2K55m20Wwj33pLPqzZ69Ym51XTxGPBY1jjjiiM54xPHtb387nQKUWA+7bxP0JQKr0pe106Z1zdlkkxDmz09nrFqcG9dU1x99dDqjrcUzje7Pu4rjkksuSacBJdbD7tsEfYnAqvS2Np4xDBvWNeeXv0xn9O6227rWx2M5C+kUf+voHo843vWud3lkO7SRVey+TdJbBHrS29rzz+/6PF6em2v33buO84MfpJ+2pXiVVbzaKg1IHF4aBe1jFbtvk/QWgZ70tvaQQ7o+v/ji9NO+u/DCruPEH9jbXLy/I97nUQ1GvP/jve99b+e/9tpaaB+r2H2bpHsEVmeszOTJXZ8/9FD6ad89+GDXceIx21y8w7z7GUe8A/3Xv/515bHt1T/7+Mc/ni4DSmgVu2+TpCHIHSuzwQZdny9cmH7adwsWdB1n3Lj00xVefDGEWbMGZSzsGH/oGLM7xqzVHLfccku44IILKo9kTz+LY+bMmZVX01ZDEZ99FZ+BFX3iE5/o/PM4/uu//qvy50B5rWL3bZI0BLljZbr/gL5sWfpp3731Vtdx4jFT8eua9dar/8/UpHFrxzipY0xeo/73iEaP+PTdqmeeeSass846nZ/Fr7Xi492B8loj/YOmWqPbZthfva1t1hlIfNd39/8sTR6DFZB49pEGYvr06TVzfuCiAyi1NdI/aKo1um2G/dXb2q237vq8kb+B/PnPIWyxRd3G3qwxGAGJv3dcFsOZWLJkScffii06540dO7ajvwvSaUBJrJH+QVOt0W0z7K/e1sbHlVQ/b/RVWG+/veIekUEYSzrGwo4xv2M8tZrjvPPOqwlFvNcjnfNQR4xfeOGFsCrXXHNNzTE+97nPpVOAkljF7tskvUWgJ72tdR9Iv8VLdKdOndq5+Q8fPjw8kvFE4j06/n5XjxEv843RAcpnFbtvk/QWgZ70tnbevBCGDu2ac/vt6YzeteGd6LNnz665SXDfffdNp/Tq/vvvrznGhz/84XQKUAKr2H2bpLcI9KQva486qmvOhAmehdVHxxxzTOfmH8fPf/7zdEqvPv3pT9cc4/rrr0+nAAXXw+7bBH2JwKr0ZW18XPuYMV3z4hN27703nVWvzZ/G++yzz4bRo0d3bv6TJ08OS5cuTaf16Pnnnw/rrbde5zG22mqr8Oabb6bTgALrYfdtgr5EYFX6uvaGG2rf7xH/Oj7mJL77I0YhvgtkyZIQnn46/gIcwmGHeR9Ih7PPPrtz84/j3HPPTaf06rvf/W7NMc4555x0ClBgvey+DdbXCKxMf9bGr0/iu8+7r+nLiG8k/NnP0qO1hXi2EM8aqpv/mI4zuXhW0R/xrGXrrbfuPEZ84VQ8uwHKoQ+7bwN136z7q79rH344hP33r4/EqsYBB7T9O9Hj7xbdzyCOO+64dEqvbrzxxppjxN9XgHLo4+7bIN037P7KXTtnTrxlesWlvfEGwJEjV4z41/HPvvnNFXOoiFdQVTf/eGXVnIy/Nx/72MdqjhGv9AKKr5+7L+0m3sMxdOjQzgDEezz663e/+13lnpLqMT74wQ9W7jkBik1A6NWJJ57YufnHEe82768vfOELNce4+uqr0ylAwQgIvXrxxRcrz7Wqbv4TJ06sPPeqPxYtWhTGjx/feYzNNtssLF68OJ0GFIiA0CfxybrdzyBOP/30dEqvLrzwwppjfP3rX0+nAAUiIPRJfHT7dttt17n5jxo1qvIOkP54++23w/ve977OY4wcObLygEagmASEPotvJOx+BhHfQthft99+e80xjjjiiHQKUBACQr8ceOCBnZt/fC9IfB96fx166KE1EfnVr36VTgEKQEDol8cffzyMGDGic/Pfeeedw/Lly9NpPXryySfDWmut1XmMHXfcsd/HAAafgNBvX/7yl2vOIC6//PJ0Sq9OOeWUmmNceuml6RSgxQkI/fbKK6+EjTbaqHPz33jjjcOrr76aTuvRa6+9FjbZZJPOY2y44Ybh5ZdfTqcBLUxAyBLfid79DOIrX/lKOqVXV1xxRc0xTj755HQK0MIEhCzxN4u//Mu/7Nz8428aTzzxRDqtR/FxJrvssktl/fCOsf2IEWH+Y4+l04AWJSBku/POOytXYlUjcvDBB6dTenX33XeHSR3H+EjH+hM6xk/iE5OBQhAQVsuRRx5Z8zXUbfE98v108bRp4fSOtf+3Y9zbMd665ZZ0CtCCBITV8sc//rFyR3k1IFOmTKnctd4fi+fPD3fGO9s71oc4tt02hLfeSqcBLUZAWG2nnXZazVnID3/4w3RKr94588wV8aiO738/nQK0GAFhtb3++uth88037wzIBhtsEBYuXJhO69kbb4QwaVJXQNZfP4QXXkhnAS1EQBgQM2bMqDkL+fznP59O6d1119WehZxwQjoDaCECwoCIl+TutttunQFZd9iw8ER8D31/7blnV0CGDg3hgQfSGUCLEBAGzH333Vd55/l7Ojb/fTvGBfvsk07p3dy5K8JRjchee6UzgBYhIAyoc449NnyqY+P/Vse4tmO8fMMN6ZTeHX987VdZ8astoOUICAPqteeeC1evt174fx0b/3Nx83/3u0NYujSd1rP443n8Eb0akPjjevyRHWgpAsKAe+lf/qX2DCL+6/6Kl/F2P8ZZZ6UzgEEmIAy8eMbxnvd0bf7rrhtCx5lJv8QbCbfZpusYo0eHMH9+OgsYRAJCY8TfPrqfQRx7bDqjdzffXHuMadPSGcAgEhAaJ16FVd3811wzXqaVzujdfvt1HWPIkBDuuSedAQwSAaFx4n0gw4Z1BWC33eINI+msnj36aAjDh3cdY9dd+38MoCEEhMaKd6R3/xpqxox0Ru/ii6a6H+PKK9MZwCAQEBorPhNr3LiuzX/zzePDs9JZPXvppRA23LDrGBMmxHfiprOAJhMQGi8+nbf7GcRpp6UzenfJJbXHOOWUdAbQZAJC48X3g0yZ0rX5jxwZXySSzurZ8uUh7LBD1zHWXjuEefPSWUATCQjNEd9U2P0M4sgj0xm9mzWr9hiHHZbOAJpIQGie+M706uYfL8m98850Ru8OP7w2Infckc4AmkRAaJ4nnghhrbW6Nv/3v3/FV1P98dRTK76+qh5j++1DePvtdBbQBAJCc/2f/1N7BnHZZemM3p16au0xLroonQE0gYDQXK++GsLGG3dt/httFMIrr6SzerZ4cQibbtp1jPHjQ1i0KJ0FNJiA0HyXX157BvGlL6UzenfVVbXH+NrX0hlAgwkIzRd/99h5567Nf8SIEB5/PJ3Vs/g4k6lTu44Rf1wHmkpAGBx33bXiSqxqAA48MJ3Ru8ceC2GnnVb8kH7//emnQIMJCIPnqKNqv4aaOTOdAbQwAWHwPPNMCKNGdQVku+1W3LUOFIKAMLhOP732LOT889MZQIsSEAbXkiUhTJzYFZCxY0N48cV0FtCCBITBd+21tWch//AP6QygBQkIrWGPPboCEt/9AbQ8AaE1PPhgCOussyIgOU/qBZpOQGgd8aqseH/IW2+lnwAtSEAAyCIgFN/cuSGccUYIH/pQCJMmrbi3JH4dFq/uir+tTJ8ewpw56SpgNQkIxfXIIyEcdFDtFVw9jfi4lLgGGBACQjHdeGMIo0fXR6K3EdfEtcBqExCK56abQlhzzdowxNflXn11CE8+ueJ9Ia+/vuLthTNmhHDoobUPboxr4zGA1SIgFEuMQrxbvRqDzTYL4Z570ln1Zs9eMbe6Lh4jHgvIJiAUy7RpXRHYZJMQ5s9PZ6xanBvXVNcffXQ6A+gHAaE44hnDsGFdAfjlL9MZvbvttq718VjOQiCbgFAc8Um91c0/Xp6ba/fdu47zgx+knwJ9JCAUxyGHdG38F1+cftp3F17YdZz4AzuQRUAojsmTuzb+hx5KP+27+Nyt6nHiMYEsAkJxbLBB18a/cGH6ad8tWNB1nHHj0k+BPhIQiqP7D+ir8+rb+LDG6nHiMYEsAkJxOAOBliIgFMfWW3dt/H4DgUEnIBRHfFxJdeN3FRYMOgGhONwHAi1FQCiOefNCGDq0a/O//fZ0Ru/ciQ4DRkAolqOO6grAhAmehQWDSEAolvi49jFjuiIQn7B7773prHqexgsDTkAonhtuqH2/R/zr+JiT+O6PGIX4LpAlS0J4+ukQrrkmhMMO8z4QaAABoZiuv37Fu8+rUejriG8k/NnP0qMBGQSE4nr44RD2378+EqsaBxzgnegwgASE4pszJ4Tp01dc2rvFFiGMHLlixL+Of/bNb66YAwwoAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAlv8Pesf7XfVx+GoAAAAASUVORK5CYII=)
| Product Number | 2221-1-X6 |
| CAS | 17202-56-1 |
| MDL Number | MFCD04038994 |
| Molecular Formula | C7H10O2 |
| Molecular Weight | 126.155 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2221-1-X6
CAS: 17202-56-1
Molecule Weight: 126.155
Formula: C7H10O2
![Spiro[3.3]heptane-2,6-dicarboxylic acid](data:image/png;base64,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)
PN: 2221-1-26
CAS: 3057-91-8
Molecule Weight: 184.191
Formula: C9H12O4
![Spiro[3.3]heptane-2-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB11AAAddQHxNcpIAAAB3XpUWHRtb2xTb3VyY2UAAHichZRta9swEID/yqHPi97sxHaIU0rLYNAyWDvYt6HISmqwpSI7b/9+pyRu7SXzsIxOp3vufKeTF3eHuoKd8U3pbE4E5QSM1a4o7SYnP1+/TlJyt1xoNEJD2+TkrW3f54zt93uq30ytDs5S7Wpy3p8fmnJgs4+o8xsmORfs1/PTy4mZlLZpldUGqaacNyflk9OqPX3FP0KwWvldadnZnNV+d/b2W/IwOD00BfnM5QH37hGFdVkZWDtfqxZ2klMc/AtsjDVetaaA1RHVEY0x9+Xi+dHpbW1si2LwUGpVvbR+q1FRu8roLTpD4dtjTmqBgGpdfe+9OkKQgloJUBJUBCoGNQU1A5WASkFloESob2VCgNfju8nJd3iA8PYeLIrMyUTSmUwzmAiaTsPcrTmNBM6cJgnncNmVNIuTDDCHaJZ2q7MJgWNwx+l0FiUdJqngn6uLk5urLt5lxozZR8rLxcrZoidCWeRkJcipFj/MupGXchBwvjAeOyw4CKZ9QA6BULwPQN4CoisgHo8QD4FwMOPAdAiEYxwHZkMgHPo4kAyB0CLjQDoEQkONA9nVJ/0HCN35FxFUo4i4quxthPVahXU3CcWrW8Z6V5Dhj2f5BwNpYyW6YgPgAAAb1ElEQVR4Xu3dC6xkdX3AcXZhXWBxhQULaHmDUJ4VsMpTUl7RNJCmGpBWWktCg1ASDAgEA4sYwksbamlYFUpjIBCSamnUBtKqBBsBUSMQeTUIyPJaUba7y5t/73+vZ+be/965M/O7M3Nn5nw+yUk2e37/TfTMnC/3zpxzNkoAELBR+RcA0AkBASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQkY/IM8+m9KXv5zS8centPPOKS1ZktLmm0/++bjjUrrmmpR+/etyFQBzNLoBee21lM47L6VNN534X7HR7FueOffcyTUA9MRoBuSll1I69NANQ9Fuy2vyWgDmbPQC8uabKR1xxPQw7LtvStdfn9Kjj6a0Zk1Ka9em9NhjKX3tayntv//02SOPnPw3AJiT0QvIpZdOD8Ill6T09tvlVFPeV6754hfLKQC6NFoBeeWVlLbcshmCCy8sJ1q74ILmuvxvrF5dTgDQhdEKSP6VVBWBXXbp7ldReTZ/M6ta//WvlxMAdGG0AnLyyc0AXHllube9K65orj/llHIvAF0YrYB84APNANx/f7m3vfvua67fa69yLwBdGK2ALFvWDMBvflPubW/Vqub6rbcu9wLQhdEKyCabNAPQzecflTfeaK7P/xYAYaMVED+BAAyN0QpILz8D2XPPci8AXRitgPgWFsDQGK2AuA4EYGiMVkB+97uUli5tRmAuV6Lnq9oBCButgGQXX9wMQd6WL5/9XljvvDN576upa/K9sQCYk9ELSP4q7mGHTQ/CfvultGLF5B148514161L6fHHJ39NdcAB02cPP7y7X30BMKPRC0j2wgspffjD08PQyZbX5LUAzNloBiR79dWUPve5zp5IuHhxSuecM7kGgJ4Y3YBU8vPOr746pWOPTWnHHSefh77ZZpN/PuaYlK66KqVnnilXATBHox8QGDLr1q1Le+2118QPx5umK/K1RwydU089NS1evDgdffTR5S66ICDQQ6+99lo69NBD00YbbbR+W7hwYfr2t79djjGPrrnmmsbxydvpp59ejtAhAZnqySdTuvlmTyskJMfjYx/72LSTU97e9a53iciQKONRbWeeeWY5SgcEpLJmzeQNFvOH7kcdVe6FWc0UjyVLlojIECnjsXTpUhGZIwGpvPhiShtv3Pzm1i23lBMwo5ni8dnPfjY98sgj6X3ve5+IDIEyHh/84AfTypUr0/HHHy8icyAgU512WjMgO+wweVEizKJVPN7Jd0CY8Oijj4rIPJspHr/5/eMgXn31VRGZAwGZKl9kOPVeW5dcUk5AQ7t4VERk/swWj4qIxAlIKV9TUgUkX1Py1FPlBHQcj4qIDF4n8aiISIyAlF5/PaU99mhG5KSTyglqrtt4VERkcLqJR0VEujfeAXn66ZT+4i9SOuusyZswduqOO5oBWbAgpbvvLieoqWg8KiLSf5F4VESkO+MdkDPOaIbgssvKvbM77rjm2gMPnP2W8dTCXONREZH+mUs8KiLSufEOyD/8QzMCS5ZM3jerUw8/nNKiRc31nmBYa72KR0VEeq8X8aiISGfGOyATb/q0667NCPzVX5UTszv77Obabbf1FMOa6nU8KiLSO72MR0VE2hvvgGT/9m/NCOTPM/7nf8qJ1l5+OaVttmmuP/fccoIx1694VERk7voRj4qIzG78A5L96Z82I/AnfzL5mNtOXXddc+3Em3v9Uw+phX7HoyIicf2MR0VEWqtHQH7xi+m3KbnppnKitbfemnxkbrX2z/6snGAMDSoeFRHp3iDiURGRmdUjINnUb2Rtv31K//d/5URr//VfzbV5+8//LCcYI4OOR0VEOjfIeFREZEP1CchLL6W01VbNCFx4YTkxuz//8+bavfdO6c03ywnGwHzFoyIi7c1HPCoiMl19ApJde20zAvk56f/7v+VEa3k2r6nW53+LsTLf8aiISGvzGY+KiDTVKyD5p4Y/+qNmBPJPFd244ILm2vzTzKpV5QQjaljiURGRDQ1DPCoiMqleAcny5xdVBPKWP9/oVP7cJH9+Uq3Nn6sw8oYtHhURaRqmeFREpI4ByfI3qaoI5G9Y5W9adSp/g6tam7/Zlb/hxcga1nhURGQ441Gpe0TqGZB8LUe+pqMKwT//cznRWj6x5GtJqrX5GhNG0rDHo1LniAxzPCp1jkg9A5Llq8qrCOSrzfNV553KV7Pnq9qr9flqd0bKqMSjUseIjEI8KnWNSH0Dku9r9Qd/0IxAvu9VN/7yL5tr8/228n23GAmjFo9KnSIySvGo1DEi9Q1Ilu+wW0Ug33k334G3U/nOvvkOvxNrV05sv7r88nKCITSq8ajUISKjGI9K3SJS74DkZ3zkZ31UEZk48N147bLL0r0T6/51Ylu+xRbp5ZUryxGGyKjHozLOERnleFTqFJF6ByTLTxuc+nnGf/xHOdHSWxMvlK/uvHP69MS6D01sf/fXf12OMCTGJR6VcYzIOMSjUpeICEiWn3teBSQ/Dz0/F71DP7j99rTd718gCxcuTPfee285wjwbt3hUxiki4xSPSh0iIiDZU0+ltNlmzYhcfXU5MauPfvSjjRfIIYccMvInpnEyrvGojENExjEelXGPiIBULr64GZClS1N64YVyoqWf/exnaeONN268QL75zW+WI8yDcY9HZZQjMs7xqIxzRASksnZtSjvs0IjIO6edVk7M6vTTT2+8ON7//venNWvWlCMMUF3iURnFiNQhHpVxjYiATHXLLevj8dTEdufChenFBx4oJ1p68cUX05Zbbtl4cXzhC18oRxiQusWjMkoRqVM8KuMYEQGZauIE84vDDkvfmDiw501sFxxxRDkxq6985SuNF8Zmm22WnnzyyXKEPqtrPCqjEJE6xqMybhERkMKz99+fPjXx08cfTxzYTSe2W2+9tRxp6Y033kh77rln44XxiU98ohyhj+oej8owR6TO8aiMU0QEZAZ//5nPNA7sjjvumNatW1eOtPSd73xn2gvjBz/4QTlCH4jHdMMYEfFoGpeICMgMnnvuubR06dLGgV2+fHk5MqupJ7IDDjggvZ2veKdvxGNmwxQR8djQOEREQFq48sorGwd18803T08//XQ50tIvf/nLtGjRosb6FStWlCP0iHjMbhgiIh6tjXpEBKSF119/Pe2+++6Ng/qpT32qHJnVOeec01j73ve+N/32t78tR5gj8ejMfEZEPNob5YgIyCzym6w6oAsWLEj33HNPOdJSDkYOR7U+B4XeEY/uzEdExKNzoxoRAWnjmGOOaRzQgw46qKvPM66//vrG2vwrrUceeaQcIUA8YgYZEfHo3ihGREDaeOihh9Imm2zSOKA33HBDOdJSjk3+EL1a+/GPf7wcoUviMTeDiIh4xI1aRASkA2eddVbjYG633XZp9erV5UhL3//+96e9GL773e+WI3RIPHqjnxERj7kbpYgISAfyG2DrrbduHMzPf/7z5cis8gWF1dp8oWG+4JDuiEdv9SMi4tE7oxIRAenQV7/61caBXLx4cXr88cfLkZbyLU023XTTxvp8yxM6Jx790cuIiEfvjUJEBKRDb775Ztp3330bB/KEE04oR2Z10UUXNdbmmy7mmy/Snnj0Vy8iIh79M+wREZAu3HXXXdMO5J133lmOtJRv755v816tzbd/Z3biMRhziYh49N8wR0RAunTiiSc2DuI+++yz/ieTTuUHTVVr8wOofv7zn5cj/J54DFYkIuIxOMMaEQHp0hNPPLH+M5DqIObPRjqVT34f+chHGmvzo3DZkHjMj24iIh6DN4wREZCA888/v3EAly1b1tUb5957700LFy5srL/99tvLkVoTj/nVSUTEY/4MW0QEJCBfB5KvB4kewFNPPbWxduedd17/okA8hsVsERGP+TdMERGQoBtvvLFx8PKV6g8++GA50tLKlSvTFlts0Vh/2WWXlSO1Ix7DZaaIfGbKc3LEY34NS0QEJCif2A4++ODGwcv3zJpJftNts802699sRx11VGPbddddG2vzB+qHHHLItP112o488shp18mIx3AoIyIew2WmiOT30iAJyBz86Ec/Wn+X3urglb8rzrctKd94tvbbpz/9afEYEjki7373u6cdn/wfP+IxHHJEpn4xJ2933HFHOdY3AjJHp5xySuPA7bbbbuufI5LlE+CHPvShDU6OtvbbLrvskn71q18V/08zH8rPPPI20wfrzI8f//jH6T3veU/j2OT/oH3sscfKsb4RkDnKTypcsmRJ4wBeccUV6//+pptuavxd/hXVl770pfV/V26XX375+kfmln9fty0/sGvqt9NEZP6V8civYxEZHmU88pNTB31MBKQHLr300sZBzD/u52tFtt9++8bfnXHGGeUSZnDzzTdPO0mJyPwp45E/87jvvvs2+GB90CcsJpXxyOed/Cv1QROQHli3bl3aaaedGgdz//33b/x5q622SqtWrSqX0IKIzL+Z4lF95lF+sC4igzcs8cgEpEduu+22aW+6arv22mvLUdoQkfkzWzwqIjJ/hikemYD00BFHHDHtzbf33nt3da8smkRk8DqJR0VEBm/Y4pEJSA+tWLFi2htwkF+nG0ciMjjdxKMiIoMzjPHIBKRH3nrrrbTffvs1DnD+Si9zJyL9F4lHRUT6b1jjkQlIj1x33XXT3kSD/C72uBOR/plLPCoi0j/DHI9MQHrg5ZdfnvbM9HPPPbccYY5EpPd6EY+KiPTesMcjE5AeOPvssxsHedttt02vvPJKOUIPiEjv9DIeFRHpnVGIRyYgc/Twww+nRYsWNQ70N77xjXKEHhKRuetHPCoiMnejEo9MQObouOOOaxzoAw88ML399tvlCD0mInH9jEdFROJGKR6ZgMxB/ppudaDzTczuvvvucoQ+EZHuDSIeFRHp3qjFIxOQoHzX3T322KNxsE866aRyhD4Tkc4NMh4VEencKMYjE5Cgq6++unGw810wn3rqqXKEARCR9uYjHhURaW9U45EJSMDzzz+fli5d2jjgl1xySTnCAIlIa/MZj4qItDbK8cgEJOC0005rHPAddtghrV27thxhwERkQ8MQj4qIbGjU45EJSJceeOCBaQ8+uuWWW8oR5omINA1TPCoi0jQO8cgEpEuHH35446Afdthh5W7mmYgMZzwqIjI+8cgEpAs/vfXWdOzEAf/DiS3/FPKTn/ykHGEI1DkiwxyPSp0jMk7xyASkQ++sXZv+e8cd0zUTB/20ie3yv/3bcoQhUseIjEI8KnWMyLjFIxOQTi1fnt6aOOgPTmzfWro0rXn++XKCIVOniIxSPCp1isg4xiMTkE48/XRKm28+8f/WRuu316+8spxgSNUhIqMYj0odIjKu8cgEpBMnn9yIR9p993wZejnBEBvniIxyPCrjHJFxjkcmIO3cc09KCxY0A/Lv/15OMALGMSLjEI/KOEZk3OORCchs8p11DzqoGY9jjy0nGCHjFJFxikdlnCJSh3hkAjKbG25oxmOTTVJ66KFyghEzDhEZx3hUxiEidYlHJiCtrF6d0rbbNgNy1lnlBCNqlCMyzvGojHJE6hSPTEBaOe+8Zjy23jqlMXuT1t0oRqQO8aiMYkTqFo9MQGby+OMpLV7cDMg//VM5wRgYpYjUKR6VUYpIHeORCchMTjihGY99903pzTfLCcbEKESkjvGojEJE6hqPTEBKd97ZjEfe7rqrnGDMDHNE6hyPyjBHpM7xyARkqvyTxj77NONx4onlBGNqGCMiHk3DGJG6xyMTkKn+8R+b8cifgTzxRDnBGBumiIjHhoYpIuIxSUAqq1altGxZMyDnn19OUAPDEBHxaG0YIiIeTQJSOfPMZjy2227yOhBqaT4jIh7tzWdExGM6AckefHDySvMqIP/yL+UENTMfERGPzs1HRMRjQwKSHX10Mx4HH5zSO++UE9TQICMiHt0bZETEY2YC8q1vNeOR77rrRcEUg4iIeMQNIiLi0Vq9A/LaaynttlszIKecUk5AXyMiHnPXz4iIx+zqHZArrmjGY8mSlJ55ppyA9foREfHonX5ERDzaq29AnnsuTbwimgH54hfLCZimlxERj97rZUTEozP1Dcjf/E0zHjvtlNK6deUEbKAXERGP/ulFRMSjc/UMyJo107+2e9tt5QS0NJeIiEf/zSUi4tGdegYkP6p2//0n43H88eVeaCsSEfEYnEhExKN79QxItnZtSvfc41bthHUTEfEYvG4iIh4x9Q0I9EAnERGP+dNJRMQjTkBgjmaLiHjMv9kiIh5zIyDQAzNF5KKLLhKPITFTRK666irxmCMBgR4pIyIew6WMyNRNPGIEBHpopoiIx/CYKSLiEScg0GPXXntt4+S0bNky8RgyOSKLFi1af3wWLFiQfvjDH5YjdGiwAZk4YI2tU5E1zz6b0pe/PHmNx847T97navPNJ/983HH5k82Ufv3rchX0zI033phOOumktHLlynIXQ+CnP/1p+uQnP5m+973vlbvoQhdn5R6IxKCbNfnuuuedl9Kmm05fN9OWZ849d3INAF3r4KzcQ93EoNLpmpdeSunQQzcMRbstr8lrAehKm7Nyj3Uag6k6WZOvJj/iiOmz++6b0vXX5194Tt77Kl95/thjKX3ta83bmFTbkUe6Ih2gS7OclfugkxiUOllz6aXT5y65ZPJ+V63kfeUat3MH6MosZ+U+6CQGpXZrXnklpS23bM5ceGE50doFFzTX5X9j9epyAoAWWpyV+6RdDGbSbk3+lVS1f5dduvtVVJ7N38yq1n/96+UEAC20OCv3SbsYzKTdmpNPbu6/8spyb3tTH2vrmegAHWtxVu6TdjGYSbs1H/hAc//995d727vvvub6vfYq9wLQQouzcp9MjUFkm8myZc39kSt+V61qrt9663IvAC20OCv3SRmEbreZTH00bTeff1TeeKO5Pv9bAHSkxVm5T8ogdLvNxE8gAPOixVm5T9rFYCbt1vTyM5A99yz3AtBCi7Nyn7SLwUzarfEtLIB50eKs3CftYjCTdmtcBwIwL1qclfukXQxm0m7N736X0tKlzZm5XImer2oHoCMtzsp90i4GM+lkzcUXT59bvnz2e2G9887kva+mrsn3xgKgY7OclfugkxiUOlmTv4p72GHTZ/fbL6UVKybvwJvvxLtuXUqPPz75a6oDDpg+e/jh3f3qC4AxCUj2wgspffjD0+c72fKavBaArrQ5K/dYpzGYqps1r76a0uc+19kTCRcvTumccybXANC1Ds7KPdRNDCqRNfl551dfndKxx6a0446Tz0PfbLPJPx9zTEpXXZXSM8+UqwDoQhdnZQBoEhAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQv4fHSHBp/1K8ZsAAAAASUVORK5CYII=)
PN: 2221-1-28
CAS: 28114-87-6
Molecule Weight: 140.182
Formula: C8H12O2
![Spiro[2.5]octane-1-carboxylic acid](data:image/png;base64,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)
PN: 2221-1-33
CAS: 17202-86-7
Molecule Weight: 154.209
Formula: C9H14O2
![Spiro[2.2]pentane-1-carboxylic acid](data:image/png;base64,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)
PN: 2221-1-46
CAS: 17202-64-1
Molecule Weight: 112.128
Formula: C6H8O2
![Bicyclo[6.1.0]nonane-9-carboxylic acid](data:image/png;base64,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)
PN: 2221-1-17
CAS: 1008497-43-5
Molecule Weight: 168.236
Formula: C10H16O2
![Bicyclo[4.1.0]heptane-7-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB60AAAetAHKzkWSAAAB53pUWHRtb2xTb3VyY2UAAHichZTra9swEMD/lUOfZ738SkKcUloGg5bB2sG+DUVWUoMtFdl5/fc72WkbL52Hbe6h+52k08nLm2NTw974tnK2IIJyAsZqV1Z2W5Cfz1+jGblZLTUGYaBtC/LSda8Lxg6HA9UvplFHZ6l2DRnGF8e2GsUcYur8lknOBfv1+PDUM1Fl205ZbZBqq0XbOx+cVl2/in9MwRrl95VlQzhr/H7I9lvy8HJ6bEvysZc7HLtFFDZVbWDjfKM62EtO8eVfYGus8aozJaxP6I5pgntfLR/vnd41xnaohgyVVvVT53caHY2rjd5hMlS+3RekEQiozjW33qsTBC24lQAlQcWgElApqAxUDmoGag5KhPrWJkzwfHo1BfkOdxC+iweLIgsScTrPsxiisOBB9ragcRznIGmW5QngorngkKIzyd/E2TmEEDiFbJIKjhhmyXPOgdM0G5mc96K3orMZCZomQUoaiw8bN83ed71arp0tL1SoyoKsBenL8cNsWnmuCAHnS+OxyUKCEHoJyDEQ6vcOyM+A+ApIpmdIxkA4m2kgHQPhJKeBbAyEc58G8jEQumQamI2B0FPTwHwMnDtwigjjf9Xpv4i4qtTnCLvoFfZ2m1C9umns4hoy/Pms/gDTkWM4MtYuKwAAKg5JREFUeF7t3QnclWP6wHFFtEhKhZI2lVDUtFCWEqNosgslNdY0KsoysqYFI6k0liKRIVlHTdZMhZI9W4WUSmhBSYwZ1/9cp/95zznX827n6j3ve55zft/P5/l8jPPcDe/x3r+zPM997yAAADjsYP8GAADFQUAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC4EBADgQkAAAC7ZE5B160Tuukvk+ONFGjYUqVJFpHLlbX/drZvIhAki331nRwEIofnz50uLFi2kc+fOsmHDBvswSkn4A/K//4mMHi2y226Rf5sdCj/0nFGjto0BEDobN26UQYMGSfny5SO/0jtEj6pVq8o999wj//3vf+3pSLNwB2TrVpGTTw6GoqhDx+hYAKGgcbj77rulZs2aeeGwx8EHHyyvvvqqHYo0CndAzjorOQyNGomMGyfyyScimzeL/PSTyJIl2z6+2m+/5HN79bJ/GoAMNGfOnOjHVTYYlStXlp122inw90877TT58ssv7R+DNAhvQB56KDkIF14o8uuv9qw4feyii5LHPPywPQtAhli+fLmccsopgUDsvPPOcsUVV8iPP/4oS5culRNOOCFwTsWKFWXYsGGR15A/2T8WJSicAdHvMBo3jodA34kUV+K7Fn1XwvchQEbZvHmzXHPNNbLLLrsEwtC9e3dZtmyZHSLPP/+87L///oHz69atG3mt+ZA9HSUknAF57rl4BKpVE/nhB3tGwb7/ftuY2PiZM+0ZAMrA77//LlOnTpU6deoEQtC8eXN54YUX7JAkv/32m9x5551SvXr1wPhDDz1UFi5caIdgO4UzIIMGxQOgf52qxPGDB9tHAZSyBQsWSPv27QMTv8Zg3Lhx0TgU1/r16+Xiiy+WHXfcMenPKleunPTp00fWrFljh8ApnAFp2zYegH/9yz5atFmz4uPbtbOPAiglq1evlnPOOSc6uSdO9vrleP/+/aMx8Prggw+i94nYKO26664ycuRI+eWXX+wQpCicAYm8xc0LgOfVROQ/2rzxdevaRwGkmU7eN998c3QytxP80UcfLYsXL7ZD3J544glp2LBh4P9H/96TTz5pT0cKwhmQihXjAfDcz/Hzz/HxlSrZRwGk0YwZM/Kd0Bs1aiRPPfWUPb1EaLBGjBiRb7D0XYq+W0HqcjMgOoaAAKXq/fffl06dOgUmcL2TfNSoUfJrYZfhlxD9/kO/B7Efmen3Jfq9yfZ8ZJaLwhmQvffmIywgJNatWycXXnhhvl9qn3vuufL111/bIWmnV2TplVk2ZvqlvV7JlcqX9rksnAFp0yYeAL5EBzLSf/7zHxk7dqzsvvvugYn6sMMOkzfffNMOKXV6j4jeK2L/+fSeEr23BIULZ0AGDowHwHMZLpfxAmk1e/ZsadasWWBi1sn64QxbAULvVte71vXudfvPq3e5693uyF84A/LPf8YDEHl1Iz/+aM8omN50mHgjod6UCKBE6GR7/PHHByZinZyvu+66jF5aRJdO0XW07D+7Lp0yZMiQyNSRwg3LOSKcAdFlm3Wfj1gEeve2ZxRMF1GMjdPlUFjKBNhuOrlefvnlUqFChcAEfPrpp4dqcUNd0VdX9rX/HrVr15ZJkyZFpgzmjJhwBkRNmRIPgR79++uHrvasOH3skkuSx7BGDrBddDK97777pFatWoEJ95BDDpF///vfdkgo6PLxusdIfsvHt2rVSubNm2eH5KTwBkSdcUZyEHRxRF26XZdw17fKW7boe2qRiRNFmjRJPrdnT/unAUiBxkEjYSdYjYlGJRteqX///fcyePDgfN9Z9YzMIStWrLBDckq4A6KB6NEjOQzFOXSMjgWQMv04Sj+WshOqTrL6MZZOutlmSeRFadeuXQP/zpUqVZLrr78+Mp3k5nwS7oAo/T5kxAiRqlWDobCHnnPzzdvGAEiJfgGuX4Tnd7VSt27dopNstps1a5Y0bdo08O+/zz77yLRp0+zpWS/8AYn57juR8eMl8jJBpEEDkcqVtx3164scd9y2nQq//daOAlAMeumtTpJ24tRLdf/luRcrxPT+ljFjxuR7f0uHDh3krbfeskOyVvYEBECJW7RoUfSmPztR6uR5xx13RCfTXPVd5EXrBRdcELjDvnz58tKvXz9Zu3atHZJ1CAiAAF1epG/fvvmuGaXLkujyJNjmvffekyOPPDIQWV3j65ZbbimVNb7KCgEBkEcnO13YUCc/OyHqQoi6ICLyN336dGnQoEHg59a4cWN55pln7OlZgYAURhdqZJln5AhdSl2XVLcToE6KugQ7irZ161YZPny4VKlSJfBz7NKli3z00Ud2SKgRkIJoOPRL+MgTL7fdZh8FssaHH34Y3cTJTng6CeqmTzopIjWrVq2S3r17B36mutPigAEDZMOGDXZIKBGQgkyaFL/8V/cMWbnSngGEmu59odvG6qSWOMnp9x66zaxuN4vt88Ybb0jbtm0DIalRo4ZMmDAh9MvGE5CC6GXBiYsucuc6soROWuPHj4/ufWEntnbt2smCBQvsEGyH33//XaZMmSJ777134Od9wAEHyEsvvWSHhAYBKcyYMfGARF6VCevfIORefPFFad68eWAiq1Onjjz44IPRyQ7psWnTJrn66qtll112Cfz8e/ToIZ999pkdkvEISGH0GvemTeMRadWK1XsRSsuWLZM//elPgYlLJ7NrrrlGNm/ebIcgTb744gs56aSTAs+FLht/5ZVXyo+pbE9RxghIUWbOjAdED/1uBAgJnYyuuOKK6ORkJ6xTTjklOpmhbLzyyity0EEHBZ6XPffcUx544IFQLEaZWwHRtXrmztUPJe0jhdPlUWIBqV07tQ2sgDKgk8/9998fnYzsBNWiRQuZM2eOHYIyoMvGT5w4UfbYY4/A89SmTRt57bXX7JCMkjsBeecdkQoVtkUg8jYxJZ9+Gh+rx5Ah9gwgY8yfP19at24dmJB0krr77rujkxYyy8aNG+XSSy8NXBGnx9lnny1fffWVHZIRcicgunlULAAag48/tmcUTvdOj43feWf9UNmeAZSplStXyplnnhmYgHSZ9YEDB0YnKWS2Tz75RI499tjAc1i5cmW58cYb5eeff7ZDylTuBGTTJom8n49H4I9/tGcUTvc4qFkzPr57d3sGUCZ0L4obbrghOsnYieePkf/OdVJCuPzzn/+UJk2aBJ7PfffdVx599FF7epnJnYCo+++PB0CPyJOUksjb/6Txzz9vzwBK1T/+8Y/opGInGp18nnvuOXs6QkTXJbvttttkt912Czy/RxxxhLyjH8uXsdwKiF7V8Ic/xAOg29ymslKmfnbcsmV8fPPmeleWPQtIu7ffflsOP/zwwMRSrVo1+dvf/pbTy6xnm2+++Ub+/Oc/R5eJT3yu9X+fd9558m0Z7nOUWwFRelWD3hQYi0Cq61y9+mryu5A777RnAGkTWzo8EycTpFdBLxr0HcqgQYPK5PuR3AuIOuuseAAiP/xI4u0ZhTv11Pj46tVF2BsBaaYfZwwdOjQweeihH2e8++67dgiyVEEfW9aqVcuemna5GRC9JC620q4ekVduKVm+XKRixfj4/v3tGUCJefbZZ2W//fYLTBj169eXxx57zJ6OHKDvNvSqLLs/fWl/dJmbAVGRH35eACJv/6P3iaTimmvi43fcUWTxYnsGsF0+/vjjfC/p1KNSpUpl8pEFMsvLL7+c9N/FL7/8Yk9Jq9wNiP7yRd4G5kXg8MPtGYXTtYPq1ImP79zZngG4FHZTWezYZ5997DDkIN2gioCUFX37HwuAHqleX514c6IeTz5pzwCKrahlLW699VYCgiQEpKwdcUQ8APqOZMsWe0bBdE2t9u3j4xs1EinlJxDZQT+KyG9hvb322iu6sJ4us643lxEQJCIgZU2/+9DvQGIR0O9GUrFwYfJlwaNG2TOAAn3++ecFLu191VVXRfeQiCEgsAhIJtCrsGIB0KuzUl247Jxz4uN33VXk66/tGUCSwjYXOvHEE6NhsQgILAKSCfTmK70fJBaBM8+0ZxRuzZpt4YiN79PHngFExbY31Y+mbDgOPPDAQrc3JSCwCEim+Nvf4gHQj6Tmz7dnFG7kyPh4/UjszTftGchxr7/+urRt2zYQjho1asiECROie5UXhoDAIiCZQtfE0rWxYhHQNbNS2RFs61aRhg2jY9dFjsWHHpr6xlXISqtWrZJevXoFwqGX6Q4YMEA2bNhgh+SLgMAiIJlEV+eNBUQPXb03Bf994gl5LzJueuQYHjlee/hhewpyyNbIi4rhw4dLlSpVAvE45phjor/8qSAgsAhIptF9QmIB0f1DEq6CKY7HO3WSCyNjO0WO1nXryk8//WRPQQ6YPn16dKkRGw5dkuSZZ56xpxcLAYFFQDKN7lSYuH3tFVfYMwq1/IMPpNmOO+Y9ocOGDbOnIIvFVsu14dAVU2+55ZboooheBAQWAclEAwfGA6Lb1372mT2jUBdffHHeE6qLnX355Zf2FGSZ7777Ts4//3zZMeHFgx66zHq/fv1k7dq1dkjKCAgsApKJdO/oxO1re/SwZxRq3bp1Ur169bwn9bTTTrOnIEvo6qe33357dCOnxF9kPTp27ChvvfWWHeJGQGARkEw1cWI8IHq8+KI9o1Bjx45NemJf1Y2okFVmzpwpTZs2DYSjXr168sgjj9jTtxsBgUVAMpVuX9uiRTQeX0eOtw48UP5XxHX6ifSVafPmzfOe2IMPPlj+l8plwchYn376qXTt2jUQDl1i/frrr5ctqaynlgICAouAZLDfXnlFFkWelGmR4/rIMXv8eHtKoWbPnp305N5zzz32FITI999/L4MHD5YKFSoE4tGzZ09ZsWKFHVKiCAgsApLhnjr5ZOkXeWI6Ro6mNWrI+vXr7SmFOuGEE/KeXN1yUichhIsus67xr1mzZiAcrVq1knnz5tkhaUFAYBGQDPf1F19Ik4QF7/TO4VQsXbo0urJqbPxll11mT0EG0++uWrZsGQhH7dq1ZfLkyaX6sSQBgUVAQkBXTY09Qbr8xIcffmhPKdTll1+eN14//tDP0JHZli9fLqeeemogHPpiYOjQofLDDz/YIWlHQGARkBDYvHmz7L333nlPUpcuXewphdLJRl+xxsZ369bNnoIMoc+13vyZ3zLr3bt3l2XLltkhpYaAwCIgIfHggw8mPVFPP/20PaVQ9913X9L4WbNm2VNQhnSZ9alTp0qdOnUC4dCr6Z5//nk7pNQREFgEJCR0gmnXrl3eE9W4ceOUniz9rPyQQw7JG9+sWbPopb4oewsXLpT27dsHwqE3g955551FLrNeWggILAISIm+88YaUK1cu78nStY1SMXfu3KTxd9xxhz0FpWjNmjXSp0+fpOdED12ORJejSfWKu3QjILAISMj07t0778mqWrWqfJ3i9rWnn3563vjdd989uoYSSpf+ko0YMUJ23XXXpF8+PTp37iyLFy+2QzICAYFFQEJm9erVSfs79O3b155SKL3ZTO9Yjo2/8MIL7SlIoyeeeEIaNmwYCEejRo3kySeftKdnFAICi4CE0M0335z3hOlqq4sWLbKnFOq6667LG68fl+gS4EivDz74QDp16hQIh74LGTlyZKn/4nkQEFgEJIR0p7kGDRrkPWkdOnSIfsleXLrJlE4AsfFHHXWUPQUlRFdGvuiiiwLLrOv3Hueee27KH0GWJQICi4CE1IwZM5KeuGnTptlTCqWrtSaO1z8PJUevcNMVkROX1Y8dhx56qLz55pt2SMYjILAISIjpO4fEX+hUtq/Vdyz6ziU2Xt/R6DsbbD+9Z2P//fcPhKNu3bry0EMP2dNDg4DAIiAhpt9dJH40ot9tpEK/O9HvUGLj9bsV+Om6Y4mLV8YO3RXy2muvTSnwmYiAwCIgIadXUcWePL26KtUlvfUqrth4vbpLr/JCanSpmCFDhiQtWhk7dDfIbNlSmIDAIiAhp/dx6P0csSdQ7/NIhX6Jq/eTxMb36tXLnoIC6N39kyZNii6Tb8OhG3hl2y6QBAQWAckCekd54pOod5ynQu9oj43Vq4P0jncUTn/GuheHDYfu2XHvvfdG9/DINgQEFgHJAnrFj65tFXsSdc2rVPaJ0Cdd19aKjdc1t1K5LDiX6EeEZ5xxRiAcuky+7rWSzRt2ERBYBCRL6Oq6iU+krr6bCl3dN3G8rv6LON1nXPcbT7yLP3bo8vhLliyxQ7IOAYFFQLKITmSxJ1L3/8hv0yENjX7MondA169fP3r5buzQq4Vi4/Xqrn333Tfp8Vw9atSoEVjwUA9915dLy+ITEFgEJIvoToP6UUrsydSdCBPpx1qJX7hz+A59F3Lbbbfl3HL4BAQWAcky+jl87MnUy0r13oQY/XLXToYcvmO//faTZ599NuEnn/0ICCwCkmX0S9zEy0r1xjalH2cl/v2WLVtGv+ewxwMPPCCDBw+Wm266KfBYrh733HNP9MKC/LaZPfbYY+Xjjz82z0J2IiCwCEgW0gkv8UmdPXt29OOs2P/Wdya58KVvSfvqq6/k7LPPDkRkp512kksvvVQ2btxoh2QVAgKLgGQh/a5Db2SLPal6iW7iXdL6MRf8XnvtNWnTpk0gJHvssYdMnDgxK+8BUQQEFgHJUnoXtJ3g9NCPsfK7Ogup0ftk9OO+vfbaK/AzPuigg+Tll1+2Q0KPgMAiIFlM12Gyk5t+kY6Ss2nTJrnqqqvyXQfrpJNOks8//9wOCS0CAouAZLHPPvss6f6FevXqpXSHOopPQ3HiiScGIqJfvF999dXR0IQdAYFFQLKYbmiU+OTy7iP9XnrpJTnwwAMDIdGPuqZMmRLqJWIICCwCkqXsKr16lzpKx2+//SYTJkyI3sFuQ9K2bVt5/fXX7ZBQICCwCEiW0n24Y0+q3jmdLXtShMmGDRtkwIAB0ct8bUh02fxVq1bZIRmNgMAiIFno/fffT9qpUHfDQ9nRX7JjjjkmEBHdwGv48OGh2UqYgMAiIFmoU6dOSb/oYd9KNVs888wz0SVQbEh0Ucvp06fb0zMOAYFFQLLMjBkzkp7QadOm2VNQhn799dfoBl677bZbICRHHnmkvPvuu3ZIxiAgsAhIFtGPQnT58diTedhhh4X6qp9stnbtWunXr5+UL18+6RdQP3o8//zzoxdBZBoCAouAZJERI0bkPZE6Mb355pv2FGSYt956Szp27Jj0S6hHtWrV5Pbbb8+oJeMJCCwCkiVWr14d3SQq9kSee+659hRksEceeSR6o6cNSdOmTWXmzJn29DJBQGARkCzRu3fvvCexatWq8vXXX9tTkOEK2za3a9eu0Q3DyhIBgUVAssCCBQuSliwZPXq0PQUhsmLFCunZs2cgIrrbpO7Vonu+lAUCAouAhJx+Sd6+ffu8J7BRo0al/iQiPebNmyetWrUKhET3tNc9X0p72XgCAouAhNzUqVOTnsCnnnrKnoIQ08UvJ0+eLLVr1w6ERHeV1GX7SwsBgUVAQuznzZtl/zp18p68o48+2p6CLKF7uAwdOjTfZeNPPfVUWb58uR1S4ggILAISYi/+9a9yWuRJaxE5Ku20kyxevNiegiyzbNky6d69eyAiumz8sGHDZHPkRUW6EBBYBCSk/ht5xTmvYkW5J/KkXRY5Jl5yiT0FWez555+X5s2bB0JSJ/KOVD/WTMcNpAQEFgEJq1NOifz0dpAvIseL1avL1vXr7RnIcrps/J133inVI8+/DYleWLFw4UI7ZLsQEFgEJIzmzInGI3b8b9w4ewZyyPrIi4eLL744aQVmPfTS7j59+siaNWvsEBcCAouAhI1eutmyZTwgBxygL0XtWchB+h1Y586dk36h9dAVCnSZm+395SYgsAhI2Pz970nvPuSFF+wZyHFPPvlk9H4gG5KGDRvKE088YU8vNgICi4CEycaNIjVrxuPxpz/ZM4Ao/UUeOXJk0vposUP3i/nggw/skCIREFgEJEwGDYrHY+ed9ZpOewaQRNdE04U1E5e60UO/L9Ftj9etW2eHFIiAwCIgYfHJJyIVKsQDMnSoPQMokC7tf+ihhyb9suuhV3CNHTu2WMvGExBYBCQsjjsuHo899xT58Ud7BlCkhx56SOrWrRsIyf777y+zZ8+2pychILAISBg891zyF+eTJ9szgGL76aef5Nprr5WKFSsGQnLCCSfI0qVL7ZAoAgKLgGS6X38Vado0Ho/WrXWFPXsWkLIvv/xSTjvttEBEdL2tIUOGRNffSkRAYBGQTHf77fF4lCsnMn++PQPYLrqi78EHHxwISa1atWTSpEnRFYEVAYFFQDLZt9+KVKsWD0jPnvYMoETo3iL33ntvdK8RGxLdk2Tu3LkEBAEEJJOdf348HpUri6xcac8ASpTudnjZZZdFdz+0ITn88MMJCJIQkEz17rsi5cvHA3LDDfYMIG2WLFki3bp1C0QkduiqvwAByVRHHBGPR716Ilu22DOAtJs1a5Y0a9YsEBC9MXHatGn2dOQQvZpPb0YlIJlm+vR4PPT4xz/sGUCp0ZsMx4wZI5UqVQqEpEOHDrJo0SI7BFnu4YcfDtxPpC8qYhdclBYCYv38s0j9+vF4dOxozwDKxLfffpvv3uzly5eXvn37ytq1a+0QZBld0eCwww4L/Dew0047ySBdaqmUERDrppvi8dDvQN5+254BlKn33ntPjjrqqMAkUrVqVRk9erT8qvcuIauU5JpqJYmAJPrqK5EqVeIB+fOf7RlAxnj88celQYMGgZA0btxYnn76aXs6Qki/0xg1alT0xYF9nnVV5/fff98OKVUEJNHZZ8fjsdtuIt98Y88AMsrWrVtl+PDhkdc9VQITTJcuXeTDDz+0QxASTz31VIH7ysyYMcOeXiYISMzrr2+70zwWkFtvtWcAGWv16tXSu3fvwEcc+tn4JZdcIhs2bLBDkKF0Z8ujjz46EI6S2tmyJBEQ9fvvIm3axOOx337b1sACQuaNN96Qdu3aBSafGjVqyPjx4+U3tl/OWOvXr5f+/ftHo5/43OmLgnPOOUfWrFljh5Q5AqIeeigeDz2efdaeAYTG75EXRA8++KDsvffegZAccMAB8tJLL9khKEMa9XHjxkX3hrHPV/v27WXBggV2SMYgIKpPn3g8jj3WPgqE0ubNm+Wvf/2r7LLLLoGJqUePHvLZZ5/ZIShlL7zwgjRv3jzw/OhKA1OnTo2+GMhkBETNmyeR9/giDRqI8EuFLPPFF1/IySefHJikdNn4K6+8Un5kc7RSt2zZMunevXvgOdHYDxs2LBr/MCAgQI545ZVXpEWLFoFJa88995T777+/1O9izkUa66FDh0bjbZ+HU045RZYvX26HZDQCAuQQXTb+73//u+yxxx6BCewPf/iDzGe/m7TQOE+ePDnflQRatmwpc+bMsUNCgYAAOWjjxo0ycODAfJeNP+uss+QrvakWJWLevHnSunXrwM9Z9365++67o1EPKwIC5LBPPvlEjj322MDkVrlyZbnxxhvlZ10bDi4rV66UM888M/Cz1WjrulUa8bAjIACiux02adIkMNntu+++8uijj9rTUYgtW7bIDTfckO/qyccdd5x8+umndkhoERAAUboI42233SbVqlULTHy6G+I777xjh8B45JFHpF69eoGfX9OmTWXmzJn29NArm4DskHDTXio843SVyrvuEjn+eJGGDbctlqjb0+pfd+smMmGCyHff2VFAztJl488777zoMvGJk6D+b/37+jiSvf3229KxY8dAODTGt99+e3RPl2yUwkxcgjwhUKmM00sSR4/etihi4rj8Dj1n1KhtYwBE6TuOxH3YY8dukd8XfafCsvG63uo30q9fv0BsdZn1888/P/LaNLtfnBZjJk6DxMk7FcUdt3WryMknB0NR1KFjdCyAPPodiH4XYkOi35nodye5SON56623RmNqfy5HHnmkvPvuu3ZIVipiJk6TxEk7FcUdd9ZZyec2aiQybpxecqLrO+hmwiJLlmz7+EoXTkw8t1cv+6cBOU+vxtKrsvTqLDth6lVcejVXrnj22Wcj08Z+gZ9D/fr15bHHHrOnZ7UiZuI0SZywU1GccXZhxAsvLHxlXX3soouSxzz8sD0LgOiea19F7xOxk6euIHvppZdmxaWpBfn444/lmGOOCfy7a1RvuummnLzkuZCZOI0SJ+tUFDVOv8No3Dh+jr4TKa7Edy36roTvQ4ACvfbaa9E71+1kqne4T5w4MdQ3x1m6l8pf/vKXwDLrevTq1UtWrVplh+SMAmbiNCsqBAUpatxzz8Ufr1ZN5Icf7BkF+/77bWNi47PwkjugJOnyHLqGlq6lZSfWgw46KLr2VpjpMut33XVXdC8V++/Xpk0beV03octxBczEaVZUCApS1LhBg+KP61+nKnH84MH2UQD50AUCdVXf/BYI1FWAdTXgsHn55ZflwAMPDPz77LXXXjJlypSMX2a9tBQwE6dZUSEoSFHj2raNP/6vf9lHizZrVnx8u3b2UQCF0P1FdJ8RO+nqEuW6L8mmTZvskIzz+eefy4knnhj4d9A4XnXVVaH4dyhNBczEaZYYAu+Rnzp14o97tn9cvTo+vm5d+yiAYtAdD3XnQzsJ6w6JulNiJr561zBoIPLbfEuDomFBUAEzcZrZGHiO/FSsGH/ccz+HXkURG1+pkn0UQDHp9wcTJkzI9/sD3bNd927PBBoz/UhKP5qy/5z6EZZ+lIWCFTATp5mNgefIz/YGRMfExhMQYLvpFUwDBgwIXMFUrlw56d27d+RN/2o7pNTol+D6ZbgNh0ZPvzzXCKJwBczEaVZUCApS1LjIW+S8x/kIC8gYH330kXTp0iUwWVepUkWGDx8eee3meMHnpJfd6uW39p9FI6eX62r0UDwFzMRpVlQIClLUuMiribzH+RIdyDhPP/20NG7cODB5N2jQQB5//HF7eonSG/30hr/87qbXGwT1RkGkpoCZOM2KCkFBiho3cGD8cc9luFzGC6SdriM1evRoqVq1amAiP+qoo+S9996zQ7abLjGiS43Y/z9dkkSXJoFPATNxmhUVgoIUNU4Xdos9vvvueoG6PaNgetNh4o2EelMigLRZu3at9O3bN9+VbC+44IISWclWFzXUxQ1tOHQRRF0MkRWFt08BM3GaFRWCghQ1TpdP0H0+Yuf07m3PKJguohgbp8uhsJQJUCoWLVokHTp0CEzyu0deBI4ZM8a1l4bGR5dT1xgl/pkaK11+XZdhx/YrYCZOs6JCUJDijJsyJfm8/v1FCvsPUB+75JLkMbogI4BSNW3aNNlnn32SJnw9mjVrJrP0+8li0NjoBk757aqoGz7pxk8oOYXMxGmUOFmnorjjzjgj+VxdHFGXbtcl3HUp9y1bRJYuFZk4UaRJk+Rze/a0fxqAUqL7iV9//fX57ifetWvXyK/wEjskj24Zq1vH2nG6xaxuNYuSV8RMnCaJE3YqijtOA9GjR/L5xTl0jI4FUKZWrFgReR14htgYVKhQQQYPHizf6+Kn/+/TTz+V4447LnCuRuiGG26IRgnpUcRMnCaJk3YqUhmn34eMGCFStWowFPbQc26+edsYABlj7ty50qpVq7woxI6aNWvK2LFjZeDAgdGo2MfPPPNMWblypf3jUMKKMROnQeLknQrPOL2SY/x4ibz/FWnQQKRy5W1H/foSedmybafCb7+1owBkCF02ftKkSVKrVq1AKOzRunVrmTdvnv0jkCYpzMQAUHZ++OEHGTJkSL7LxteuXVsmT54cjQ1KDwEBECpLly6NblgVi4feS6J7kqD0ERAAoaR3kKfjrnUUHwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALgQEACACwEBALj8H2RUMPJgmohMAAAAAElFTkSuQmCC)
PN: 2221-1-X7
CAS: 41894-76-2
Molecule Weight: 140.182
Formula: C8H12O2
PN: 2221-1-09
CAS: 1499025-73-8
Molecule Weight: 182.263
Formula: C11H18O2
TSCA: Not listed on TSCA inventory
HTN: 2916.20.5000