| Product Number | 2218-1-X5 |
| Synonyms | 2-Methyl-1,3-dioxocyclopentane |
| CAS | 765-69-5 |
| MDL Number | MFCD00001406 |
| Molecular Formula | C6H8O2 |
| Molecular Weight | 112.128 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2218-1-X0
CAS: 4505-54-8
Molecule Weight: 126.111
Formula: C6H6O3
PN: 2217-1-1L
CAS: 28056-54-4
Molecule Weight: 126.199
Formula: C8H14O
Melting Point: 213-215 ℃
Hazard Statement: H319
TSCA: Not listed on TSCA inventory
HTN: 2914.29.5000
EINECS: 212-153-2
![Spiro[4.4]nonane-4,9-dione](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACmMAAApjAF5mBRgAAAB9XpUWHRtb2xTb3VyY2UAAHichZTbauMwEIZfZdD1Rief4hCnlJaFhZbCtoW9WxRbSQ22VGTn9PY7SpzG3uw6PqDxaL5f0mjk+d2+rmCrXVNakxFBOQFtcluUZp2R97fvkym5W8xzDMJA02Tko20/Z4ztdjuaf+ha7a2hua3JqX+2b8pBzC6g1q2Z5FywX89Pr0dmUpqmVSbXSDXlrDk6n2yu2uMs/jMEq5Xbloadwlnttie135L7h9N9U5DLWh6w7x5RWJWVhpV1tWphKznFh3+DtTbaqVYXsDygO6Ahrn0xf360+abWpkXTK5S5ql5bt8nRUdtK5xsUQ+PHY0ZqgYBqbX3vnDqAt7xbCVASVAAqBBWBikEloKagUlCC4yswx5X2g7wdPnVGXuDh6n7B1Ei/IWnIIxA0jMMYcOJ4waRrO6+kQZxOIaAyiTiENAnS+Nx0TkmTNMVhDyg56TRRJUyitKcWhdyHcoFeTpPk8tX1TS4TOKEnKcwC+0rDYr60puiZUBYZWeLgPuSnXjWySxEB6wrtMiK9gA/tA3II+IR+AeJfQDAEfPrHgXAI+M0aB6Ih4Ld2HIiv1nADSIaAr5xxYDoEfJ2NA+kQ8FU5Dgg+JI5FfAMRV8u4ify13edzcl0hrFde7Hwi0bw6rax3lBn+wBZ/AO5/dd0J0PTcAAA2i0lEQVR4Xu3dB9QURbrGcROoCAqKCcUErphzWnPOCa8YERV1VcyZNcc1rdlV16y7q2J2r+kaWLNizoo5oKCyKghKrDvPh3i6354ZZt6e3P/fOXWOQn013VXV9XzM9FRPFwAAcJjO/gEAAKUgQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECIoaN25cuP7668Mqq6wSNtlkkzBixAhbBS1CY6sx1lhrzDX2QDEECBJ++eWXcO+994Y999wzzDHHHGG66ab7vcw111xh4sSJ9kfQ5DSmGtvoWGvsNQc0FzQnAIsAQZsxY8aE22+/Peyyyy6hY8eOsYXEllNOOcX+OJqcxtSOc7RoTmhuaI5orgBCgGTYTz/9FG655Zawww47hFlnnTWxaBQqM844Y3jqqadsc2hSGkuNqR3nQkVzRXNGc0dzCNlFgGTM999/3/b+9hZbbBFmnnnmxOJQaunevXv473//a5tHk9EYaizt+JZaNIc0lzSnNLeQLQRIBnzzzTfhqquuChtttFGYaaaZEotAoTL//POHAw88MDz++OOhT58+ib/Xb6FobhpDO64aa425xl5zwP59oaK5pTmmuaY5h9ZHgLSoL774Ilx88cVh3XXXDTPMMEPiYi9UFlpooXD44Ye3va0xefLk39v78ccfwyKLLJKof+WVV0ZeFc1EY2fHU2OssZ5Kc0BzQXNCc8PWL1Q05zT3NAc1F9GaCJAW8vHHH4dzzz03rLHGGokLuljp0aNHOP7448OLL75om4x57rnnEv+C0fvhb7/9tq2KBqcxs597aWw1xsVojmiuaM7YeVSsaE5qbmqOonUQIE3uvffeC6effnpYccUVExdtsbLkkkuGk08+Obz++uu2yaLOOuusRFvLLLMMt3k2EY2VxsyOo8a2HJo7mkOaS7atYkVzVXNWcxfNjQBpQmku3DPOOCO8//77tsmSTZo0KWywwQaJtvV+OZqDxsqOn8ZUY+ulOaW5VatfZNAYCJAm8cILL4TjjjvO/dbBJ598Ypt0GzZsWOjatWvite655x5bFQ1GY2THTWOpMa0UzTXvW6ma45rraA4ESINK++HlJZdcUtUPL++///4w/fTTx157zjnnDF9++aWtigahsdEYRcdMY6ixrBbNQc3FSt3MgcZCgDQQbSfRTLdPHnLIIYlj0UKR5q0QVIfGRGNjx0tjWCuVuJ2cbXQaCwFSZ9qw7qGHHgr77LNP3reFChV9gWvLLbes6xe4fv3117D88ssnju20006zVVFnGhM7Tho7jWE9TP1Cq+ZwOV9o1TWia0XXDJs91h8BUge6C0bvRfft2zexWWGx0ohbSLz77ruhQ4cOsePUthhPP/20rYo60VjYrUo0Zhq7RuDdUkfXjq4hXUvcBVgfBEiN/Pzzz+G2224LO++8c5htttkSF0Ohok3sdt1114bexO6aa65JHLfew2ark/rTGOT7DE1j1oimbuqpOT+tTT2jRdeUri1dY7rWUBsESBXpG70333xz2H777cv6zapz585t22jfd999TfOb1U477ZQ4jx133NFWQ41pDOy4aKyagea+rgFdC7om7HkUKrrWdM3p2ot+qx6VR4BU2HfffReuu+66sPnmm4f27dsnJnehMvfcc4f+/fuHhx9+OIwfP9422/B++OGHsPDCCyfO6+qrr7ZVUSPqezseGiONVbPRNaFrQ9eIrhV7XoWKrkFdi7omdW2isgiQCvj666/b9hXacMMNy7q7pFu3buGggw4KTzzxREvcXfLss88mzl/vtb/zzju2KqpMfW4/m9LYaIyana4VXTO6dnQN2euqUNH56xrVtaprFukRIE66v/2iiy4K66yzTuL7EMWKfgM84ogjWvZDZn0b2Z7zsssu2zRvxbUC9bX63I6DxqYV6VrSNZXvX8CFiq5ZXbu6hqv5falWR4CUQRvBnXPOOWH11VdPTMhipWfPnmHgwIFhyJAhtsmWo+8brL/++ok+GDBggK2KKlFf2/7XmGTh+zm6xnSt6ZqzfVCs6JrWtc1mj+UhQKZBtzpq47cVVlghMemKlaWWWqptj5833njDNtnyvvrqq8TztfUbn56tjepSH9t/EWssNCZZo2tP16CuRXt9Fiu61nXNN8ptzo2MAMnjtddeCyeddFLo1atXYnIVKyuttFLb2wQffPCBbTJztJDZ/snqQlYr+YJbheAObdekrk1do7Z/ihWtAVoLtCYgiQD5zfPPPx+OPfbYsNhiiyUmUbGy5pprhvPOO6+imxW2iiy/lVJrvHVYOl2rumZ17dr+Kla0NmiN0FqBKTIbINqg7cknnwyHHXZYWc+E1oZw6623Xrj00kvZOHAasvZhbj1x84KPrmFdy7qmy9nsUWuG1g6tIVne7DFTATJhwoS2DdkOOOCAMN988yUmRaHSrl27sPHGG7fdVz98+HDbLIpo5dtJGwW3T1eGrm1d47rWdc3bdaBQ0VqiNUVri9aYLGn5ANGGaw8++GDbBmz53h8uVLTB21ZbbRVuuOGGMHLkSNssypDvC2169nYzfqGt0agP8z2rni9wpqNrXte+1oByNnvUGqO1RmtOFjZ7bMkAGTt27O+bFc4+++yJQS5U9Ftb79692zZ2GzVqlG0WKTTzlhqNjC1kqk9rgdYErQ32X9PFitaeqZs9ak1qRS0TINpA7dZbbw19+vQpe7PC3XbbLQwaNKhhNytsBc22qV8zYBPL2tMaobVCa0a5mz1qbdIa1UqbPTZ1gGijtJtuuilst912YZZZZkkMWqGijdn69evX9iQ2PmSsnUbfVryZsI1+/Wnt0BqitaSczR61VmnN0trV7Js9Nl2AaEO0a6+9Nmy22WZlb1a47777hkceeaQpNytsFY32YKNmxIO8Go/WFK0tWmPK3exRa5nWtGbc7LEpAkQbn/3tb39r2wjN/gZbrGijNd0HP3jw4JbYrLAVNMKjVZsdjxJubFprtOZo7Slns0etbVrjtNY1y2aPDRsgSmM9VGaJJZZIbM1QrGhDtSOPPDI888wztkk0CN17P+ecc8bGTWOstwNQnPrIXg/qS76T1Li0FmlNKnezR619WgMb+V8mDRkgupe6nA+otHHan//85/DSSy/ZptCgdGeKHUc973rYsGG2Kn6jvlEf2X5TX6I5aI3SWlXOZo9aCxv1+yUNGSD//ve/E51oy9JLLx1OOeWU8Oabb9ofR5M48MADE+O6wQYb8FZMHuoT9Y3tL/UhmpPWLq1hWsvsuNqiNbERNWSA6BudtgNVVl555XDmmWeyWWGL0F0syyyzTGKczzrrLFs189Qntp/Ud9xF2Bq0pmlt0xpnx1lFa2IjasgAeeGFFxIdyAZmrentt99OPC9e23I899xztmpmqS/sViXqM/UdWo/WOrv+aU1sRE0TIGwD3rr0iFE73osuumjT3yNfCeoD9YXtH/UZWpPWOjveBEgZCJDs2WGHHRJjvvPOO9tqmaM+sP2ivkLrIkBSIkCyR9tv5NtW/7rrrrNVM0PnbvtDfcRWJa2NAEmJAMmmp556KvFFUe0h9P7779uqLU/nbPd0U9+oj9DaCJCUCJDs0m2Nduz1jOosbXWic9U5235Q36D1ESApESDZpW0g1l577cT46+lvWaFzteevPmE7nmwgQFIiQLLt888/D126dImNv7Z2+N///V9bteXoHO1WJeoL9QmygQBJiQDBXXfdlZgD2uW0WTaZ89C55dvJVX2B7CBAUiJAIH/6058S82CjjTZqya1OdE46N3u+6gNkCwGSEgEC0WNAl1pqqcRc+Mtf/mKrNj2dkz1PnXurPgoVhREgKREgmEobztmnTbZr165hLygPnYvOKXqOOmc2Cs0mAiQlAgRRV1xxRWI+LLbYYuGnn36yVZuOzkHnYs9P54xsIkBSIkBg6RnSdk7oYTvNTudgz0vniuwiQFIiQGCNHDkyLLjggol5ccMNN9iqTUPHbs9H56hzRXYRICkRIMjnP//5T2KrEz2trRmfD6Njtk/d1LnpHJFtBEhKBAgKOemkkxJzY6WVVgrjxo2zVRuWjlXHbM9D5wYQICkRIChE23mstdZaiflxxBFH2KoNS8dqj1/nxFYlEAIkJQIExXz22Wehc+fOsfmh7T8efPBBW7Xh6BjtViU6F50TIARISgQIpmXQoEGJOTLPPPOEb775xlZtGDo2HaM9bp0LMBUBkhIBglLst99+iXmyySabhMmTJ9uqdadj0rHZ49U5AFEESEoECEoxZsyYsOSSSybmyrnnnmur1p2OyR6njl3nAEQRICkRICjVG2+8kXerkyFDhtiqdaNjybdViY4dsAiQlAgQlOPSSy9NzJcePXqEUaNG2ao1p2PQsdjj0zED+RAgKREgKNc222yTmDO77767rVZzOgZ7XDpWoBACJCUCBOX67rvvwgILLJCYNzfddJOtWjN6bXs8OkYdK1AIAZISAQKPJ554IswwwwyxedOpU6cwdOhQW7Xq9Jp67eix6Nh0jEAxBEhKBAi8TjjhhMTcWWWVVWq61YleS69pj0PHBkwLAZISAQKvCRMmhDXXXDMxf4466ihbtWr0Wvb1dUw6NmBaCJCUCBCk8emnnya2OtHbRw8//LCtWnF6Dfs2mo5FxwSUggBJiQBBWrfddltiDs0777xh+PDhtmrFqG29hn1dHQtQKgIkJQIEldC/f//EPNpss82qstWJ2lTb9vV0DEA5CJCUCBBUws8//xx69eqVmEvnn3++rZqa2rSvo9fWMQDlIEBSIkBQKa+99lqYeeaZY3Opffv24aWXXrJV3dSW2oy+hl5Trw2UiwBJiQBBJV188cWJ+bT44otXZKsTtaG2bPt6TcCDAEmJAEEl6fOJrbfeOjGn+vbta6uWTW3YdvVa1ficBdlAgKREgKDSvv3229CtW7fEvLrlllts1ZLpZ217eg29FuBFgKREgKAaHnvsscR3NGafffbw0Ucf2arTpJ/Rz0bbUtt6DSANAiQlAgTVMnDgwMTcWnXVVcP48eNt1YJUVz9j21HbQFoESEoECKpF24msscYaifl1zDHH2KoFqa79ebXJViWoBAIkJQIE1fTJJ5+EOeaYIza/9PbTI488YqsmqI59G0xtqU2gEgiQlAgQVNu//vWvxBybb775wogRI2zV3+nvVMf+nNoCKoUASYkAQS3svffeiXm2xRZb5L0FV3+mv7P11QZQSQRISgQIakHbjCyxxBKJufbXv/7VVm37M1tPP8tWJag0AiQlAgS18uqrrya2OtH/v/LKK7/X0X/nq6OfBSqNAEmJAEEtXXjhhYn59oc//CGMHj26rei/7d/rZ4BqIEBSIkBQS/p8Y8stt0zMuX79+rUV++eqm+9zEqASCJCUCBDUmu6wmn/++RPzzhbVKXanFpAWAZISAYJ6ePTRRxPf8YgW/Z3qANVEgKREgKBejjvuuMTcm1r0d0C1ESApESCoF+1z1bVr18T805+Vs18W4EWApESAoF4KvY3F21eoFQIkJQIE9aDneBT7IF1/x7M+UG0ESEoECGqt0K28tnALL6qNAEmJAEGtXXTRRYk516NHj7Zi/1x1gWohQFIiQFBL+bYzad++fXj55Zfbiv47+ndsY4JqIkBSIkBQK4U2VLzgggt+r6P/tn/PRoqoFgIkJQIEtZJvS/fNN9889jmH/lt/ZuuxlTuqgQBJiQBBLdx6662JeaYHRg0fPtxWbfuzfA+TUhtAJREgKREgqDbPY215nC1qgQBJiQBBNU2YMCGsscYaiTl2zDHH2KoJqmN/Tm2pTaASCJCUCBBU08CBAxPza9VVVy1pqxLVUV3782oTqAQCJCUCBNXy+OOPJ96G6tSpU/jwww9t1YJUVz8TbUNtqm0gLQIkJQIE1fDdd9+Fbt26JebWzTffbKtOk37GtqO29RpAGgRISgQIqmHrrbdOzKu+ffvaaiXTz9r29BpAGgRISgQIKu2SSy5JzKmePXuGUaNG2aol08+qDduuXgvwIkBSIkBQSa+//nqYZZZZYvNJ25MMGTLEVi2b2rBbnei19JqABwGSEgGCShkzZkzo1atXYj6dd955tqqb2rLt6zX12kC5CJCUCBBUSv/+/RNzadNNN63oluxqS23a19FrA+UiQFIiQFAJt99+e2IezTvvvOGbb76xVVNTm2rbvp6OASgHAZISAYK0Pv3009C5c+fYHJp++unDQw89ZKtWjNrWa0RfU8egYwFKRYCkRIAgDW0r8sc//jExh4488khbteL0GvZ1dSxsdYJSESApESBI48QTT0zMn5VXXjmMGzfOVq04vYZey76+jgkoBQGSEgECr8GDB4cZZ5wxNnc6duwYhg4daqtWjV5Lrxk9Bh2Tjg2YFgIkJQIEHt9//31YYIEFEnPnxhtvtFWrTq9pj0PHpmMEiiFAUiJA4LHtttsm5s1uu+1mq9WMXtsej44RKIYASYkAQbkuu+yyxJzp0aNH+Omnn2zVmtFr6xjscelYgUIIkJQIEJTjjTfeSGxV0q5du/Diiy/aqjWnY9CxRI9Nx6pjBvIhQFIiQFAqbRey1FJLJebLOeecY6vWjY7FHp+Oma1OkA8BkhIBglLtv//+ibmy8cYbh0mTJtmqdaNj0THZ49SxAxYBkhIBglLccccdiXkyzzzzhK+//tpWrTsdk47NHq/OAYgiQFIiQDAtn3/+eejSpUtsjmgbkQceeMBWbRg6NrvVic5B5wJMRYCkRICgmIkTJ4a11lorMUcOP/xwW7Xh6BjtcetcdE6AECApESAo5uSTT07MjxVXXDH8+uuvtmrD0THqWO3x65wAIUBSIkBQyJNPPpl3q5L333/fVm1YOtZ8W53o3AACJCUCBPmMHDkyLLjggom5cf3119uqDU/HbM9D56ZzRLYRICkRIMhn++23T8yLXXbZxVZrGjp2ez46R2QbAZISAQLriiuuSMyJRRddNPz444+2atPQsesc7HnpXJFdBEhKBAii3nrrrTDrrLPG5oO2B3n++edt1aajc7Bbnehcdc7IJgIkJQIEU40dOzYsvfTSiflw9tln26pNS+diz0/nrHNH9hAgKREgmOqAAw5IzIWNNtqoobYqSUvnonOy56lzR/YQICkRIJC77rorMQ/mnnvuMGzYMFu16emcdG72fNUHyBYCJCUCBF988UXerUr+/e9/26otQ+eWb6sT9QWygwBJiQDJNm3rsc466yTmwKGHHmqrthydoz1v9QVbnWQHAZISAZJtp556amL8V1hhhabYqiQtnaPO1Z6/+gTZQICkRIBk11NPPZXYqmS22WYL7733nq3asnSuOudoH6hP1DdofQRISgRINv33v/8N3bt3T4z9tddea6u2PJ2z7Qf1jfoIrY0ASYkAyabevXsnxr1Pnz62Wmbo3G1/qI/Q2giQlAiQ7LnyyisTY77IIos09VYlaenc1Qe2X9RXaF0ESEoESLa8/fbbia1KZppppvDcc8/ZqpmjPlBfRPtGfaU+Q2siQFIiQLLjl19+Ccsss0xivM8880xbNbPUF7Z/1GfqO7QeAiQl/dZlO3DNNdcMl19+eUt+CznLDjrooMRYb7DBBi21VUla6gv1ie0n9R1ah9Y2rXFa6+xYN+q/xhsyQAYNGpTowGhZe+21w1//+tfw2Wef2R9FE7nnnnsSY9u1a1f+tZmH+kR9Y/tLfYjmpTVMa5nWNDu20aI1sRE1ZIAoie2WDoXKKqusEs4666zw4Ycf2mbQwL788ssw55xzxsZSY37//ffbqviN+sZeF+pD9SWah9YqrVlau+x6lq9ozBv1nZeGDBC54IILEl+mmlZZdtll276xyweMjU1vyay33nqJ8Tv44INtVRjqI9tv6kve8mtsWpO0NmmNsuNXrGgN1FrYqBo2QKYqN62nlsUXXzyccMIJ4eWXX7ZNos5OO+20xHgtt9xyfChcAvWR+sr2n/oUjUVrj9YgrUV2vIqVZnpXpeEDJKrU9wtt0b30Rx99dHj22Wdtk6ixZ555JnFbaocOHcK7775rq6IA9ZX6LNqH6lP1LepLa4zWmnzf3ylWmvVz3aYKkKipdyzo7hS7d1KxssACC7S9DfCf//yHf/bX2A8//BAWXnjhxJj8/e9/t1UxDeoz24/qW/UxakdriNYSrSlaW+yYFCpas7R2NfudpU0bIFHffvttuOaaa8Kmm26aeL50sTLvvPOG/fbbLzz66KNh/PjxtllU2P/8z/8kxkB/Bh/6sz60VmjN0NqhNcSOQaGitUlrlNYqrVmtoCUCJEq/gd14441hm222CbPMMktiEAsV3c2y1157tT3UJwvbhtfa1VdfnehzfmNOp9C/6NTXqCytCVobtEbYuweLFa1BWou0JrXiXG+5AIkaPXp0+Ne//hV22mmnxHvGxUqnTp3C7rvvHu68884wZswY2yzK9M477yT6n/fsK6PQZ0rqc6Sja19rgNYCrQl2nShU1P9ac7T2aA1qZS0dIFFjx45te770HnvsUfZk0NsC//jHP1p+MlRDobuGTj/9dFsVTupL27/c1eaja1zXuq55+0tPsaI1RWuL1hitNVmRmQCJ0j9HH3jggbD33nuX/c/Rrbfeuu2fozyXoTR8b6H6+F5NOrqWdU3r2i73bW+tIVpLsvq2dyYDJGrChAltH4jtv//+ZX8gtskmm7R9IDZixAjbLHLuu+++xDen55prLr45XQXqU/VttK/V9xoDJOma1bWra7jcG2+0VmjN0NqRdZkPkKipt+QdcsghYcEFF0xMnkJFt+Stv/764bLLLmMfp9+oH+yCpnLvvffaqqgQ9a3tb40Bc3IK9YOuUV2r5dz6r7VAawK3/icRIEVoB8xjjjkmLLrooolJVaystdZabdsPfPrpp7bJTNBFpovU9gu7x1Zfvt2NNRZZXfh0Depa1DVp+6VY0TWva79Rd8FtFARIiV555ZVw4oknhiWWWCIx2YqVlVdeue15DkOHDrVNtqwzzjgj0Q/aA4gPdatPfZxvvyWNSVboWtM1p2vP9kOxomtb17iudZSGAHHQLZLaeyjf3UXFih4CpA3V3nrrLdtky9BWDva2Uj1Bj9tKa0d9ne8Jj628lY+uKV1b+R5OVqzoGta1zPz0IUBS+uijj8LZZ58dVl111cTkLFa0wdqf//zn8NJLL9kmm5a+KJVvD6CrrrrKVkWVqc/tOGhsWunLbLp2dA2Vu1mhrlVds7p2kQ4BUkHaCO3CCy9s2xjN3n1UrOjCPuqoo5r+i3V9+vRJnFvv3r1tNdSI+t6Oh8aomeka0bWS7xeVQkXXoq5JXZvNtllhoyNAqkQbpF1xxRWuzR4HDBgQBg8e3FQffF577bWJc1looYX4vkwdqe81BnZcNFbNQteArgVdE57NCnUNNvNmhY2OAKkBbZymi3azzTYL7du3T0z2QmWeeeYJ++67b/i///u/ht7s8b333ks8/EsX8NNPP22rosY0BvYXGI2VxqxRaa5rzmvu6xqw10WhomtL15iutVbZrLDRESA1pvegb7rpprDtttuW9a3XLl26hH79+rU91rSRvvWqY1l++eUTx6sPNNEYNBZ2fDRmjTaPNLc1xzXX7fEWKrqGdC3pmmqlz3eaBQFSRz///HPbhmt6X9r+Bl+sdOzYMey2227hjjvuqPtmj9ttt13i+NZZZ50wceJEWxV1orHQmNhx0tjVk+au5rDmsua0Pb5CRdeKrhldO7qGUD8ESIPQBmx3331324Zss88+e+KiKVS04duOO+7YtgHcqFGjbLNVpSeo2ePR/kBffPGFrYo605jk2/dNY1hLmqOaq5qz5WxWqGtC14aukSxtVtjoCJAGNG7cuN83e8y3HUihMvPMM4etttoq3HDDDWHkyJG22YrSB5P5/tWk3yjRmDQ2drw0htX+kFlzUXNSc1Nz1B5DoaK5P3WzQl0TaDwESIPThm2PPfZY+NOf/hTmm2++xEVWqGiDuI033rjt0afDhw+3zaaiO2M23HDDxGuq6MNPNCaNjR0vFY1lpe/405zT3NMcLGezQs1xzXXNeTYrbHwESBOZPHlyePLJJ8Ohhx4aunfvnrj4CpUZZpihbbvvSy+9tCI74epLWPY1phZd/GhMGhs7XlOLxjQtzS3NMc01zTn7GoWK5rLmtOa25jiaBwHSxJ5//vlw7LHHhsUWWyxxURYrf/zjH8P555/v2uxRr1nsN0ptd13p32aRnsak2OMKNKYa23JpDmkuaU7ZNosVzVnNXc9ronEQIC3i1VdfDSeddFLo1atX4mItVnT3i7aq/uCDD2yTCT/++GNJOxNr22s0Fo2JHSdbNLYa42nRXNGcKefOKRXNTc1RzVW0BgKkBb377rttG8Tl+35GsbL00kuHU045Jbz55pu2yTa77LJL4md0D769a0xvR6CxaEyiY6Qx09jZ8dQY56M5obmhOWJ/pljRHNRc1JxE6yFAWpw2jPvLX/4SVltttcTFXaz07NkzDBw4MAwZMqStneuvvz5RR+9d6w4b3ccf/XM9gIf3shuHxsI+IE1jprHL91maxlo09poDmgu2TrGiuaY5x2aFrY8AyZDPP/88XHTRRWW/X92tW7fE5x7aHkMfespdd92V+Bne224cGgs7Phoz0RjarU401hpz+zPFiuaU5pbmGLKDAMmoLbbYIrEIlFNOPvnk39vSN4rtd0KOPvroyKuhnjQW0bHRWEV3MNBY2vEtp2guIZsIkIzSt4HtQqDHfpay2aO2xrZbleibxdE6ussGjcHepaexitJYakztONuiuZHv0bCaS8gmAiSjdLeN/Vaw7pDRn2tjOu2TZJ9qp6L7+/O9TaF9iWxdHg1afxoDOy4aK0tjmu+7G5oDmguaE5obmiPRv9ccKuXOLbQmAiTDttxyy9hisNRSS8X+XhvV3XrrrWHFFVdseyiP3hu//PLLY3Wm0h5HdnfhE044wVZDjWkMomOiMSq0Z5rGVmOssdaYa+ztZoWaI9H2NIeQXQRIhl133XWxxUAlze2W22yzTawt3feP+rLfC9IYeWlu2PmiOYTsIkAy7Pvvvw8zzTRTbEE444wzbLWS3XjjjYkF5u2337bVUCPqezseGiMvzY1oW5o7mkPILgIk47TZXXRR0FsXXnqEqr3dV18iQ32o76NjobFJ84hhzY1oe5o7yDYCJOOuvPLK2KKg8vHHH9tqJdt0001jbS233HK2CmpEfR8dC42Nl+aEnSeaO8g2AiTjvvnmm8QXyc477zxbrWRXX311YqEZOnSorYYqU5/bcdDYeGlORNvSnNHcQbYRIEg87nT11Ve3VUo2YsSIRCBpWwvUlvrcLvgaGy/NiWh7mjMAAYJw8cUXxxYH3caZ5rG066+/fqy9VVdd1VZBlanPo2OgMfHSXNCciLanOQMQIKj4AnHZZZclAumzzz6z1VAl6ms7nhoTr0r/goHWQYCgjX2LYt1117VVSvbVV18lvtV84YUX2mqoEvV1tO81FhoTL82FaHtp3uJEayFA0KbSH5LaHX+1hxJqw+5XpbHwqvRNFmgtBAjaVPo2zQsuuCDWln4LHjZsmK2GClMf23/9aSy8Kn2bN1oLAYLfVfKLYnpWtn0fvtA+Wqgc9XG0zzUGGguvSn7RFK2HAMHvKr1Vxcorrxxrb4MNNrBVUGHq42ifawy8Kr3VDVoPAYLfVXqzvLPPPjsRSN9++62thgpR39oFX2PgVenNNtF6CBDEVHK77g8++CCxAF1zzTW2GipEfWv7W2PgNa3t/gECBDGVfmDQsssuG2tv8803t1VQIerbaF+r770KPXAMiCJAEPP666/HFg2VNI8sPfXUU2Nt6bGoP/zwg62GlNSn9nHE6nuvfI881twAoggQJPTs2TO2cOywww62SsnefPPNxEKkx6OistSntp/V914a82hbmhOARYAg4bjjjostHnoutn20aTn+8Ic/xNrbdtttbRWkpD6N9rH63EtjrTGPtqc5AVgECBJefPHF2OKhMmjQIFutZAMHDoy1pedyjx492laDk/rSPo9efe6lsbbjrzkBWAQIEiZPnhwWWmih2AKy884722ole/nllxML0m233WarwUl9aftXfe6lsY62pbmgOQFYBAjyOvzww2OLSKdOncIvv/xiq5VskUUWibW300472SpwUl9G+1Z97aUx1lhH29NcAPIhQJDX008/HVtEVO677z5brWRHHXVUrK3ZZpstjB071lZDmdSH6sto36qvvTTGdtw1F4B8CBDkNWnSpDD//PPHFpI999zTVivZs88+m1iY7r77blsNZVIf2n5VX3tpjKNtaQ5oLgD5ECAo6KCDDootJl26dAnjx4+31Uqi99AXWGCBWHu77767rYYyqQ+jfao+9n5eobHVGEfb0xwACiFAUNDjjz8eW0xUHnroIVutZAcffHCsrTnmmCOMGzfOVkOJ1Hfqw2ifqo+9NLZ2vDUHgEIIEBQ0ceLE0LVr19iCsu+++9pqJRs8eHBigXrggQdsNZRIfWf7U33spbGNtqWx1xwACiFAUFT//v1ji8rcc8/tXlT0c/PMM0+svQH77GOroUT75Pou2pfq2zRjo7GNtqexB4ohQFDUgw8+GFtUVJ544glbrWT7779/6JxrY9FcWSlXes81V5g4YYKthmmYkOuzuXJ9Fx0X9a2XxtSOs8YeKIYAQVF6n71z586xhWXAgAG2Wsmef+SRsEmujT65ckCuDMyVzx591FbDNDya6zO74D+S61svjWm0LY05n09hWggQTFPfvn1ji0u3bt3ct3ZOHD8+nDHnnOGCXDvX5co9uTL0gANsNUzDKbk+mzvXdzP9NiZz5vrUe4ecxlJjGh1jjTkwLQQIpunee+9N/Lb7zDPP2Gole6Vfv/Bkro23cuWrXBk733xaxWw1FDA511cDcn22Za7v1syVXrlySK5PvTSWdnw15sC0ECCYJm1v0bFjx9gCc8QRR9hqJfvl/vvDL7k2QrQ8+aSthgJG5PrqklyfnZorh+ZK31x5MdenXhrL6NhqrNNsW4PsIEBQkj59+vy+wLTLlZUWXthWKd2vv4Yw++zxADn0UFsLBYzI9dXzuT57IFf+kStX5/pyovrUaeHcWEYDRGMNlIIAQUnuuP32MF9ucVkyV/6YK1vnysdDhthqpdt113iAdO+ur6vbWrDUR7m+mpjrs+9y5YNc+VB96TQkN4b27avbc2MNlIIAQUnGjh4ddpx11rBnboE5PFdOy5Xnjj/eVivdnXfGA0TlhRdsLVjqI9Nvk9WXTsfnxjAaHnqQFM9qQakIEJRs0Pbbh8tzi8w/c+WhXHl98cVtldKNGRNChw7xxfCYY2wtWOqjaJ+pD9WXTlvnxrB7rp2OvwXI9rkxBkpFgKBkw265JbyYW2Q+zJXvc2WSFrA33rDVSrfjjvHFcLHFbA1Y6qNon6kPnb7Ojd2+uTZ658oGubJCrtydG2OgVAQISjb5xx9DaN8+voCdfLKtVrp//jPelsqrr9pamEp9Y/tLfej0Tm7srs61cU6uHJcrB+bGdozGGCgRAYLybLllfAFbemlbo3Q//RTCzDPH2zvhBFsLU6lvon2lvlMfOg3Ljd1ruXYez5U7c+VhjS1QBgIE5bn22uRvwe+9Z2uVbuut42316mVrYCr1TbSv1HdeGrPf2hmdK5/nykiNLVAGAgTl+e67EGaaKb6QnXmmrVW6G25IBtI779haUJ/YflLfeWnMom1pTDW2QBkIEJRvo43ii8+KK9oapRs5MoR27eLtnX66rQX1SbSP1GfqOy+NWbQ9jSlQJgIE5fvb3+KLz/TTh/Dxx7ZW6TbdNN7e8svbGlCfRPtIfealsdKYRdvTmAJlIkBQvm++CWGGGeIL0Pnn21qlu+qqeFsqH35oa2WX+sL2j/rMS2MVbUtjqTEFykSAwGeddeKL0Bpr2BqlGzEihBlnjLd3zjm2VnapL6J9o75Sn3lprKLtaSwBBwIEPhddFF+E9JbIl1/aWqVbb714e6uuamtkl/oi2jfqKy+NkX37SmMJOBAg8Pn88+RCdMkltlbpLr00GUh6jazL18/qKy+NEf2MCiFA4LfaavHFaN11bY3SffVVcqHkN+P8/9JTX3lpjKLtaQwBJwIEfueeG1+M9N788OG2VunWXDPe3tpr2xrZoz6I9on6yEtjYz9r0hgCTgQI/D76KL4YqaS5O+iCC+Jt6e6gr7+2tbJD527vdlMfeeW7201jCDgRIEhnhRXiC9Imm9gapfvkk+TbWFdcYWtlh8492hfqG/WRl8Ym2p7GDkiBAEE6lf6G9EorxdvbcENbIzt07tG+UN948Y1/VAEBgnTy7dF0/fW2VunOOiveVlb3aMq355j6xktjYseJPceQEgGC9JZcMr4wbbWVrVG6999PLnTXXGNrtT6ds+0H9Y2XxiTalsYMSIkAQXonnhhfnFI+pyIss0y8vS22sDVan8452gfqE698z13RmAEpESBI77XX4ouTSoon5YVTTom3pacg/vCDrdW6dK72yY/qE698T37UmAEpESCojB494gtU7962RunefDO54N18s63VunSu9vzVJ14ai2hbGiugAggQVMaxx8YXqQ4dQvj5Z1urdIsvHm9vu+1sjdalc42eu/rCS2OgsYi2p7ECKoAAQWW8+GJ8kVK54w5bq3THHx9va9ZZQxg92tZqPTpHnWv03NUXXhoDOy4aK6ACCBBUxuTJIXTvHl+odtnF1irdSy8lF77bbrO1Wo/O0Z63+sJLYxBtS2OksQIqgABB5Rx2WHyx6tQphF9+sbVKt8gi8fb69LE1Wo/OMXrO6gMv9b3GINqexgioEAIElfPUU/HFSuW++2yt0h15ZLytjh1DGDvW1modOjedY/Sc1Qde6ns7HhojoEIIEFTOpEkhzDdffMHq18/WKt2zzyYXwHvusbVah87Nnq/6wEt9H21LY6MxAiqEAEFlHXhgfNHq0iWE8eNtrdLovfpu3eLt7bGHrdU6dG7Rc9W5ez+vUJ+r76PtaWyACiJAUFmPPRZftFQeftjWKt2AAfG2OncOYdw4W6v56Zx0btFz1bl7qc/tOGhsgAoiQFBZEyaE0LVrfOHabz9bq3RPPJFcCJ9/3tZqfjone546dy/1ebQtjYnGBqggAgSVt88+8cVr7rlDmDjR1iqNfi56e7CeifHBB7ZW89M5RZ+FonNO02fq8+gYaEyACiNAUHkPPBBfvFTS/DY9ePCU21nnmCOECy+0f9s6dG46R52rztkr37/aNCZAhREgqDy9n6+FMLqApXk/H+WxnxtpLFrxcyPUHQGC6qjkHUUoXdbuXENdESCojkp/pwGlydp3Z1BXBAiqI9+3qi++2NZCpamPo33e6t/eR10RIKieffeNL2ZpPhhGadTH0T7XGABVQoCgevQo1YMOCmH99UO47jr7t6gW9bX6XH2f5tHCwDQQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFA0Hh059Att4Sw994hrLRSCHPNFUL79iG0axfCnHOGsOKKIey1Vwg33RTCjz/an24eWTlPtCwCBI3j229DOOSQEGadNf5dhmJFdQ8+eMrPNousnCda3nT2D4C6uOuuKb9124Wz1KKfvfNO22rjycp5IhOms38A1Ny55yYXyg4dQthttykLrp6VMWpUCKNHhzB06JS9nfr2TW6VonLeebb1xpGV80RmTGf/AKgpfWvaLo7bbBPCZ5/ZmklffhnCDjskf74Rv/WelfNEpkxn/wComXffnfIbeHRRPOwwW2vajj463obaVNuNIivnicwhQFAfem7FCivEF0S9XeOlO5mibantRnj+SFbOE5lEgKA+7rsvvhDOP38IP/xga5VOt7naByndf7+tVXtZOU9kEgGC+lhnnfgiePXVtkb5/v73eJvrrmtr1F5WzhOZRICg9j75JL4A6i4j3XmUltqwdyzpteolK+eJzCJAUHs33hhf/Hbd1dbw0y2x0bb1Le56ycp5IrMIENSefVLhJZfYGn5qK9r2fvvZGrWTlfNEZhEgqL3VVosvfs89Z2v4PftsvO3VV7c1aicr54nMIkBQez16xBe/Ur5MV6pPP4233bOnrVE7WTlPZBYBgtrr0iW++FVyp1ndIhttW3tH1UtWzhOZRYCg9maaKb74TZxoa/hNmBBvW69VL1k5T2QWAYLa69w5vvhV8zdz/SugXrJynsgsAgS1l5XPBrJynsgsAgS1V827k9RWtG29Vr1k5TyRWQQIam+ffeKL36WX2hp+aivadv/+tkbtZOU8kVkECGrvhhvii5++VV0p9hva+jZ4vWTlPJFZBAhq7+OP44tfJfeI6tQp3nY994jKynkiswgQ1Mdaa8UXwGrsUqudcOstK+eJTCJAUB933x1fBKvxnIx777W1ai8r54lMIkBQH5MmhbDssvGFcM89ba3S2Sf1LbfclNeot6ycJzKJAEH9vPVWCLPOGl8QDz/c1pq2Y46Jt6E2337b1qqfrJwnMocAQX3pM4Hooqiy7bYhfP65rZn01Vch9O6d/Hl9RtBosnKeyJTp7B8ANXf22cnFsUOHEPbYY8pnCB9+OOXOo59/DuGjj6Y8Z7xfv+RT+VTUVqPKynkiM6azfwDUxaBByd1ryynad0ptNLqsnCcyYTr7B0DdDB8ewoAByc8LipVZZgnhoIOm/GyzyMp5ouVNZ/8AqDvdqqpnfO+1VwgrrDDlN3ZtV66i/15++Sl3Munb15Xc4bbWsnKeaFkECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMDl/wGcSIW65G1UpgAAAABJRU5ErkJggg==)
