| Product Number | 2229-1-0K |
| CAS | 142148-13-8 |
| MDL Number | MFCD17011836 |
| Molecular Formula | C6H10O3 |
| Molecular Weight | 130.143 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 2221-1-57
CAS: 1423031-57-5
Molecule Weight: 144.17
Formula: C7H12O3
PN: 2223-1-0R
CAS: 2415-95-4
Molecule Weight: 156.225
Formula: C9H16O2
PN: 2229-1-0K
CAS: 142148-13-8
Molecule Weight: 130.143
Formula: C6H10O3
PN: 2123-1-0P
CAS: 54043-71-9
Molecule Weight: 160.169
Formula: C7H12O4
PN: 2223-1-1A
CAS: 13279-88-4
Molecule Weight: 144.126
Formula: C6H8O4
TSCA: Not listed on TSCA inventory
![5-Oxaspiro[2.4]heptan-6-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACcIAAAnCAH590m2AAAByHpUWHRtb2xTb3VyY2UAAHichZNta9swEMe/yqHXiyRLdh2HOKW0DAYthbWDvRuKrKQGWyqy8/Ttd7LT1CadZwt0Pv1/J93pvLw91hXsjW9KZ3MSUU7AWO2K0m5z8uv1+2xObldLjSIU2iYnb237vmDscDhQ/WZqdXSWaleTfn1xbMqR5iCp81smOI/Y76fHl46ZlbZpldUGqaZcNJ3z0WnVdqf4xxasVn5fWtbLWe33fbQ/gofB6bEpyGcu97h2hyhsysrAxvlatbAXnOLg32BrrPGqNQWsT+iWNMbcV8unB6d3tbEtmiFCqVX10vqdRkftKqN3GAyNHw85qSMEVOvqO+/VCYIV3CoCJUBJUDGoBNQNqBTUHAtbmRD59fRucvIM94P3GSshchLTLM5ikDTlMgFBhZxnEFEpZQozPDY+cJ7Oi72UwAlpVGQ8ERclznGaZEik6ScY0STueB4l2fkL82CXRFbLtbPFwISyyMk6Il2GP82mEeckCThfGJ8TEQIE6RAQYyCU5AJEXwFyDIQCTgPxGAjlngaSMRAuZxq4udrhP0B6BaTTwHwM9J0yBWRXZf0SYINLZB+di+ZVV7NByzP80Vd/AaamPDOPl70EAAAuNUlEQVR4Xu3dC7xVc/7/8UZuhVJSSEqjm8hlJOlCjHvGyEQUE79cQoxULjExJsyjNO7GXXIJk0GuIU0mxkiSaxc1RSi3qGSM6fPf731m/2fv7zq7zvmcfc5Za+/X8/H4PB4zx1prn7PPab33Wuv7/XzrGAAADnXCLwAAUBEECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEibd27Vrbb7/9bKONNrJtt93WbrzxRlu+fHm4GYACI0CQeGeddZbVqVMnp+rWrWu9evVKh8nSpUvDXQAUAAGCRHvzzTfTVx5hgITVvXt3u+aaa+yf//xneAgATgQIEmvVqlXWvn37SFisr/baay8bPXq0zZ8/PzwkgEogQJBYp5xySiQcDjroIGvVqlXk6/lq1113tcsuu8zeeeed8PAA1oMAQSJNnDgxEgZ9+vT5//995syZNnLkSGvbtm1ku3ylbbWP9gWwfgQIEmfRokXWsGHDnJP/DjvsYF999VW4aZquLnSVoauNMDTyla5ihg0bZjNmzAgPB+C/CBAkyr///W/r2rVrzsleI65efvnlcNNy6bmHnn907tw5Ehr5avvtt7chQ4bYtGnT7D//+U94SKBkESBIlIsvvjhygtfVhYdGZGlklkZohcfMV82aNbNTTz3Vnn/++XSYAaWMAEFiTJ061TbYYIOcE3qPHj3sxx9/DDetNM0V0ZwRzR3RFU0YHOVV48aNbeDAgfbkk0/a999/Hx4SKHoECBLh888/t+bNm0dO4EuWLAk3rTLNYr/99tvt4IMPrtAcE9UWW2xh/fv3tz//+c/23XffhYcEihIBgkQ48sgjIyftRx99NNys4L7++mu755570q+/6aabRr6H8qp+/fr2q1/9yu6//35btXJleEigaBAgiL3rr78+cpI+44wzws2q3cpUGDzwwAPWt2/fdEiE31N5tXcqdG7s3dvmpULoxzyjxICkIkAQa2+99Vbkk3/Hjh1r/TaRXn/SpEk2YMCA9O2rMDhUm6eqV6ouSNWkVH280UZmBx1kdvvtZsuWhYcEEocAQWytXr3aOnTokHNSrlevnr399tvhprVKD9CfeuopO/nkk9PPZTLfa4tUHZOqP6RqaqpWpcoyVbeu2f77m91wg9nHH4eHBBKBAEFsabhs+Kn+5ptvDjeLFQ3tfeGFF+y0006zA5o1s0Gp7/m2VM3ODo/yqls3s7FjNUsyPCQQWwQIYunhhx+OhMfRRx8dbhZra//zH/tw2jSbfc459vH220dDI1/ttZfZ739vNm9eeEggVggQxI4m+G255ZY54dGiRQv78ssvw02T5ZVXzIYPN9txx2ho5KtddjHTRMnavm2nSZMvvWQ2bJhZ165mrVubbbZZWenn2Wcfs6FDzV580eyHH8K9UaQIEMSKJgV269YtJzw0se+vf/1ruGmyvfGG2SWXmLVrFw2NfNWmjdnIkWavvx4erfqsXWt2331mO+wQ/X7yVSrsbcKEsn1R1OqEXwBq06WXXmrhravf/va34WbF5d13zS6/3KxTp+jJOF+1amV2/vlmf/tbeLTC+eILsx49oq9d0erevewYKFp1wi8AtUXNCsM2IupTVYhWJYmxYIHZlVea7b139IScr5o3Nzv77LJbTIVq9rh4sVn79tHXOuQQs7vuMps71+zbbzU5pux/jx9vdvjh0e11DFaBLFp1wi8AteGL1CdVdb3NDo9GjRqlzmOLw01Lh372cePKPsn/5CfRk3N51bSp2aBBZlOm+J9FrFlT9uwl+7gaBPDss+GWUc8/H73dpWPpmCg6BAhi4aijjkqHRnaprxT+a+lSs5tuMuvVq2wOSRgc5VUqgG3gQLPJkzVZJTxifprln30chceHH4Zb5acrjjBEzjwz3ApFoE74BaCmqQtuGB6aR4E8li83u+OOsttJG28cDY7yavPNzU48cf3zTPRwP3s/hZW+VlmzZ5ttuGHusWbNCrdCwhEgqFVz5syJtCrZeeeda71VSWJ8/XXZ84df/MJSb2Q0OMLq2DE8Qq4TTsjdXkNzvTTkN/tYAwaEWyDhCBDUGoWEwiI7PBQmChU4rFpl9uCDZsceWzY/IwwPlZ6l/Otf4Z5l1J9L/boy2+rqQ7fOvD75JPd2m45ND7CiQoCg1px++uk54aHS7SwUgK7g1O5en/obNPjfSVzPRPKZODE3bDSqqqqOOCL3mA89FG6BBCNAUCv0gDwMDz1IRzXQFce0aWUjs9Y1zFdDgbNP9mPGhFtUno6RfcwhQ8ItkGAECGqchuZqiG52eGgIr4byohapHUn2yV7zSqpKx8g+ptqgoGgQIKhRmhSoyYHZ4aHJgy8V4mSFqlF/q+yTfSHm4GhIb/Yxd9op3AIJFrsAGZK6xG3VqlW68yojcYrPqFGjcsJDdYl6QqH2ad5I9sl+xYpwi8rTKLHsYzZuHG6BBItVgGith+wTS5MmTeyRRx4JN0NCqSFi2Kpk3333Ta+hgRgI520UooWMfrfZx9RroGjEKkD69OmTc3LJ1P7772+zNTEJiaVW7GrJnv17Vct2tW5HTKR+Hzkn+2++CbeoPF3FZB9TVzkoGrEKkJEjR0bCI1P65KrZyZ9//nm4GxJAtyTD36kWjUKM8AwElRSrAPnDH/4QOcmEpU+t48aNsx+8jeJQ48Jbk6pBaviHeOnSJfdkr6G/VaVjZB9TI71QNGIdIM2aNYuceDLVrl07e/rpp8NDIGbeeecdq1evXs7vrkOHDrZ69epwU9Q2NTzMPtlrjfaq0jGyj6m5JigasQ4QzVSeMGFCpM13dh122GH2wQcfhIdCDKxZs8Z22WWXnN+XWpXwPCum1AYl+2SvWeRV1bt37jGZiV5UYh8gsmrVqvRKdWHTvUxttNFGNnToUPtaQwYRG4MHD478rq6//vpwM8TFp5/mjsRSHyv1s/IKj6f//dln4VZIsEQESMaiRYusb9++kZNSprbeemu77bbb7D/rateAGvHoo49Gfj9HHnlkuBnipl+/3CuG4cPDLSpuxIjcY/XvH26BhEtUgGRo6dPdd989coLKlP6btkHtWLJkiTVu3Djnd9K8eXNG0CXB66/nnvR11eC55aiOytmdfVWedUUQa4kMENFVhq42dNURBkimdLWiqxbUHLUq6dmzZ87vYYMNNrCpU6eGmyKuTj0198TfsmXl1jVPfYCwVq1yjzF4cLgVikBiAyRjxYoV6ecfeg4SBohKz030/ETPUVD9Lrvsssjv4OKLLw43Q5xphFyHDrkBoCVqtd75+uiDQhgerIletBIfIBlz5861ww8/PHLyypRuoWhEF6rPyy+/HGlV0rVrV1qVJNHChWZt2uQGgerQQ83uucds3jyzlSvLFrGaP99M/7bCtT9U7dpV7uoFiVI0AZLxzDPPpOeIhAGSfUJ77bXXwt1QRV999VXqQ+oOOe91w4YNuYWYZHpmte++0VCoaHXvbkaL/qJWdAEimqWu2eqatR4GiOonP/mJ/frXv7ZPqjJEETmOOeaYyPs8USvcIdnWri1bc71Fi2hA5Ctte++9ZfuiqBVlgGRo1I/6Z4W3VTK1xRZb2JVXXmn/yrdGNCrkT3/6U+S9PeWUU8LNkGRqHfTii2ZDh5a1I9Fzjvr1y0r/W1877zyzF14o2xYloagDJEMzn9XRNzzJZap169bpeQuovHfffTd1Dqmf8362b9+eQQtACSiJAMnQ2iI77rhjJEAydcABB9gcjV9HhahVya677przHm6yySb25ptvhpsCKEIlFSDy/fff2xVXXGGbb755JEBUG264YboFB+tzr99ZZ50Vef+uvfbacDMARarkAiTj448/thNPPDH9QD08CaoaNWpk1113HUNQ83jsscci79kRRxxha3lwCpSMkg2QjFdffdW6dOkSORlmSq3Hn3vuuXC3kvbRRx/ZVlttlfM+bbfddrZ8+fJwUwBFrOQDRPSpefz48emTYBggmerdu7fN0+SpEqcWMvvtt1/Oe6NWJS9o9A2AkkKAZFm5cmW67YYeBIcBotp4441t+PDh9k0h1opOqN/97neR9+XCCy8MNwNQAgiQcixcuND69OkTOVFmqmnTpnbHHXeUXNv4GTNmpAcZZL8Xuv3H8sJAaSJA1kEdZMNhqtm15557pvs/lQIt1tWyZcucn1+tSj788MNwUwAlggBZD7Unv+WWW6xJkyaRAMlUv379bPHixeGuRaW8hbweeOCBcDMAJYQAqSA1Czz33HPzto2vV6+ejRo1ylarFXaR0bor4c87cODAcDMAJYYAqaT333/fDjnkkMgJNVMtWrSw+++/P9wtsd57771Iq5K2bdumBxyghGm+z0UXla31cdZZ9L8qUQSI0+TJk9Mn0jBAMtWtWzebOXNmuFuiaNb+brvtlvNzaYTaGyxNikmTUmePOv+rm28Ot0AJIECqQKOPxowZk36YHAaISvMj1JX2s88+C3dNhCFDhkR+JrXJB+z3v88NkLPPDrdACSBACmDZsmU2aNCgdGCEJ1xVgwYN0j9bktrGP/HEE5E2L4cddhitSlCGAIERIAU1a9Ys69GjRyRAMrXTTjvZ448/Hu4WO0uXLo2MOtt2223TQQmkESAwAqRaaCW+cM5Edv385z9Pr6MRR5oc2atXr5zvV1dWU6ZMCTdFKSNAYARItfnuu+/s8ssvj4xgypRmdJ+d+kf35ZdfhrvWqtGjR0e+1xEjRoSbodQRIDACpNqpc23//v0jJ+VMqavtjTfeGIu28a+88kqkVcnee+9NqxJEESAwAqTGqI/UXnvtFQmQTHXs2LFWO9quWLHCWrVqlfM96eH/ggULwk0BAgRpBEgN0gimu+66y7bZZptIgGTql7/8Za2ctI877rjI93LfffeFmwFlCBAYAVIrvv32W7vgggvS7eHDk7ZKk/XUIl3b1YQ777wz8j2cdNJJ4WbA/xAgMAKkVulK46ijjoqcvDOlK5W77767WudefPDBB7bZZpvlvG6bNm1oVYJ1I0BgBEgs6NmHnoGEAZKpzp07p5+hFJpaley+++45r6WroqS3YEENIEBgBEhsaBSWRmM1btw4EiCZ0mgujeoqFHUXDl9j7Nix4WZAFAECI0BiR/NCND8kHE6bKd1u0vySNWvWhLtWypNPPhlpVXLooYdW6+0yFBECBEaAxJZmqmvGehggmdJM94ceeijcrUI++eQT23rrrXOOp+ctSW36iFpAgMAIkNh77LHH0j20wgDJVM+ePdM9uCpKrUoOPPDAnGOoVcmzzz4bbgrkR4DACJBEUBffq6++Oj2xLwwQVd26ddPdgJcvXx7uGnHVVVdF9h82bFi4GbBuBAiMAEkU3WI6+eST87aN17okegier/XI3//+98iSvJodn6Q284gJAgRGgCTS66+/nl7xMAyQTGmlRD0kz/bNN99Y69atc7bbYostbP78+TnbARVCgMAIkETT2utagz0MkExp7Xat4S7HH3985L/fe++9wRGBCiJAYARI4q1evdpGjRpl9erViwSESresDjrooMjXBwwYEB4KqDgCBEaAFI3Fixdbv379IkFRXmlUV0312UKRIkBgBEjRmT59uu25556R0MiUJij+4x//CHcDKocAgREgRScz5DffLS09ONfaH0CVECAwAqSoPP744+ucdJgprf0BVAkBAiNAisL62p6UdzWiNUAANwIERoAk2voaL9avXz/deHHZsmXpNT6y/5uaMmotEMCFAIERIInkaf2uyYfhCoh77LFHek0QoNIIEBgBkjjrW3xKrUnyLT41ZsyYyPa/+c1vws2A9SNAYARIYlRk+du77rprnet56L9pdnr2floTJGx7AqwXAQIjQGJPE/4uvPBC22STTSKhodJtqQsuuKDCEwPVkLFZs2Y5x9DaIFojBKgwAgRGgMSWrhbuvvvu9JVFGBqZ0hWJrkwqS2t/hB19NYpLa4UAFUKAwAiQWNIzDD3LCAMjU3oGomchVXH++edHjqu1QoAKIUBgBEisaNSURk+FJ/ZMadSVRl9pFFZVacZ6GFJqvKg1Q4D1IkBgBEgsrFmzJj1fQ3MzwtBQaZ6H5nto3kchzZs3L93aJPu1tGaI1g4B1uWjVIDMSP29ZGohAVKSCJBaNnHiRGvZsmUkNDKlZxOaaV5dxo8fH3nNE044IdwMyPFKKkD+kPpbydTzBEhJIkBqyaxZs6xnz56Rk3em1NNKva1qQnm3zfQAH8jn4VSA/CL1d5KpWwmQkkSA1LDly5fboEGDrG7dupGTtqpBgwbpbro1uU65hgD/9Kc/zfk+Nt98c5s7d264KZB2TSpAGqf+TjI1ggApSQRIDfnhhx9s7Nix1rBhw0hoqDSs9uSTT07P06gNWiMkbHWidUVqMsiQHL9PBUj234qe0aH0ECA1QDO927ZtGwmNTHXr1i3dq6q2he+/aujQoeFmAAGCNAKkGr3//vuR1iHZ1aJFC7v//vvD3WqNJi+G66er1cnTTz8dbooSR4BACJBq8PXXX9u5556bnlcRhoZK63OMGjXKVq9eHe5a6z799FNr2rRpzver/6+vAxkECIQAKaAff/zRbrnlFmvSpEkkNDLVr18/W7x4cbhrrOiKQ1ce2d+3rkzW1agRpYUAgRAgBTJ16lTr1KlTJDAypQfS06dPD3eLrfPOOy/yM+j3AwgBAiFAqmjhwoV2zDHHRE62mdLtnzvuuCNxjQo1+kqhl/2zaJSWRmsBBAiEAHFauXKljRw5cp1t1ocNG5botiCaB6L5INk/l+aLVLR1PIoXAQIhQCpJzwHU/mO77baLhEamevfune4zVQw0Iz38+QYMGBBuhhJDgEAIkEp49dVXrUuXLpETaqY6dOhgzz33XLhb4h1//PGRn1UhitJFgEAIkApYunSpnXjiiZGRSZlq1KiRXXfddQVpsx5Hug2nLr3ZP7O6+BbLVRYqjwCBECDr8P3336f/oYTPATKlNuuDBw+2L774Ity16GidkHBei9YTodVJaSJAIARIHo888ojtuOOOkdDIVK9evWzOnDnhbkVNKxaG74MGCqD0ECAQAiTw1ltv2f777x85UWZKt3ImTZoU7lYSNBT5wAMPzHk/1ARSa6yjtBAgEALkvz7//PP06+Vrs657/qNHj07f1ipln3zyiW299dY5702zZs1qrYswagcBAin5AFGb9T/+8Y+25ZZbRkJDpQfnv/71r9MnTpRRd+FwQIGaRtLqpHQQIJCSDpBnnnnG2rdvHwmNTHXt2tVee+21cDekqFlk+H6NGTMm3AxFigCBlGSAaIb14YcfHjkBZqp58+Y2YcKEcDdk0a283XffPed90+z7OKxrgupHgEBKKkBWrFiRXiApHI6aqU033dQuueQSW7VqVbgryvHBBx/YZpttlvMetmnThlYnJYAAgZREgGj00G233RZ5+Jtdv/rVr2zRokXhrliPO++8M/JennTSSeFmKDIECKToA+Svf/1r5FZLdu222242bdq0cDdUwnHHHRd5X7kFWNwIEEjRBsg///lPO/bYYyMntkzpauTWW29NLwKFqtGtwXDSZYMGDWzBggXhpigSV1xxRc7v+7TTTgs3QQkougDR84tLL700/TwjDA2Vnn9osSQtO4vCeeWVV9KtXbLf686dO6eHSaP4nHDCCTm/a31gULsblJaiChDdNtl+++0joZGpww47LP3gF9VDEy3D93zEiBHhZigCRx11VOR3rQ9nV155ZeIWT4NfUQSIVsnTnI3wDzpT7dq1S6/zjeqlE4d6hGW/92p1MmXKlHBTJJwWUwv/nWXqgAMOSHewRvFLdIBodvjAgQMjs6Izpdnl48aN4zZKDdKJo0mTJjm/h2222caWLVsWbooECx+ih6W/gcmTJ4e7ocgkMkDUQlyXyupPFf7hqtTPSg/11N8KNe+JJ56IhLpuH9LqpHiEAaJJpOG/Q9U555xT8v3jilniAuQvf/lLel3u8A81U/vtt5/Nnj073A01bMiQIZHfzTXXXBNuhoQKA0QLrml9mPB3rtIw+vfffz88BIpAYgLk7bffTt9bDf84M9WqVSt7+OGHs46G2qRPnZpjk/072mSTTeyNN94IN0UChQGieSC6VTx8+PD0c6/w36c6Ftxxxx3hYZBwsQ8QrfZ35plnRoaIZv9hakz6mjVrwsOhlr333ntWv379nN9X27ZtbeXKleGmSJjyAiTjueeeSz/3Cv+tqvr27ZueN4TiEOsA6datmzVu3DjyR6jSPfYBAwbYxx9/HB4GMXL77bdHfnca+IBkW1eAiNaHOfTQQyO/e5XuFmjeEJIv1gGSr/bee2/+ABNEnzrD3+H9998fboYEWV+AiAZN6LlXeQ/YdUdBx2DOSLLFKkA0sir8Q8uubbfd1u655x5G8ySMZv3rU2f271Izlz/88MNwUyTAkiVLIsshrKuVycyZM9NdmsN/zyotH81dhOSKVYCE7REypYevF198MffOE2zGjBmR51hdunRhjk5CKOyvvvrq9O8s/Pep0u3mddG/Xa3sGe6n2mqrrezxxx8Pd0ECxCpABg8eHPnjOvroo/mkWiTCBnyqCy+8MNwMMaFBEL/73e/W2c06UwcffHC4e7l061JXn+H+Kt0GYzBMssQqQLQQUWb0xuabb26PPfZYuAkSTPe7dcsi+6ShIZ/PP/98uClqiVaUPPDAA9NdHMITfL5SIKj7dUXpA6GeY4bHUXXq1MnefffdcBfEVKwCBMVP97t1yyL7pKFnW8uXLw83RQ159dVX7YILLrDWrVtHTuj5qmPHjjZq1Ch76623wsNViG5d6jXLmzOiod9aAA7xR4CgxunKMmx1csQRRzA4oobofdZCa+eee661aNEicgLPV3vuuWf6NuTcuXPDQ7rp6lMfIMLXUmmVUJZdiDcCBLXirLPOipwwrr322nAzFMi///1ve/HFF+2MM87IO8lvXaXmiM8++2x42ILQ1Wc4qitTLVu2tL/97W/hLogJAgS1Qg9Ld91115yThUbbvfnmm+GmcFLTUS1jcMopp0RuG+Yr3VLS8gflzd3QVeP5559fbSPn/vjHP5b7uhq9p4f5rB4aPwQIao0eloatTnTy0qqS8Pnuu+/SDUfV3DDfaKewtBDUz3/+8/QSz5pBLlp4bY899ohsq1LTxHnz5gWvXBizZs1K/w2Er6lSo9SPPvoo3AW1iABBrdJJKzxR6BMzKk6B++CDD9qxxx6b7g0Xvp/lla729Nzp7rvvti+//DI8ZJquYPScJHxepdJSCuPHjw93KQj9PCeffHLkNVVqbcTozPggQFDrjjnmmMiJYuLEieFmyKKGhDqBa2nZTTfdNPL+lVe62uvTp4/dd9996SHzFfXUU0/Z1ltvHTmeqn///pU6VmUoFBs2bBh5TZUarDJnpPYRIKh1X331le2www45JwidOBYuXBhuWtK0QJpaoh9yyCHlPisorzSfSh0eHnnkEVu9enV4yArT6p+aHxIeX6X1ebSsdHXQ30C+2e96hvbOO++Eu6AGESCIhZdffjm9kmT2CWKfffZJjx4qZTpx33zzzem1cML3J181atQo3TZEK0MWcjVATQS96qqr0s9MwtfU19QMtTqGYutv4KKLLip3zki9evXslltuCXdBDSFAEBuXX3555AShHmilZvHixTZu3Djr0aNHuc8fyqumTZvaoEGD0mtxVNcoqYzXXnst76TDgw46yD799NNwl4LQMOTtttsu8pqbpeqiPn1sdepKFjWLAEFs6BNuz549c04O+tSpE0exW7BgQfrTfb4WH+VV8+bN0/NpXnrppRof4vrNN9/Y8ccfH/meVAozDR+uDrqN17t375zX2zVVJ6bq1hYt7Ovp08NdUI0IEMSKhmmGi4jpU6dOHMVGw5h11RUu/buuUlt8zcWIy+Q6jeLSc5bw+9SV03nnnZceyVUdrrvuuvRIslap1/plqkal6i+pWlS3rtlll5nVcKCWKgIEsaN5DOEJ6cgjjww3SyTNc7jkkkvyznUor3baaaf0rTw1OowjtTZRm5Pw+1bp64VsfZLt7TfftIHt29vQ1Ovcm6o5qbJM9eihhUvCXVBgBAhiqbzW/tdff324WSKoWeGIESPyPjcorzLNCufMmRMeLpZ0paErjvKe2egKRVcq1eH7Vats6v/9n81Ivc6qOlkBomrUyOzRR8NdUEAECGJJY/x32WWXnBOR5jvMnj073DR2Ms0KzznnnEo1K/zZz36WXua1umZ51wQ9+9AzkPBnU+mZiZ6dVIc1Dz1k1rBhboBk6owzNEU/3AUFQIAgtjTGX8M0s09CHTp0qNJ8huqioaYvvPCCnX766ZVqVrjvvvvamDFjbNGiReEhE0ujsDQaK/xZVboK0yiuaqH3sGvXaICoUh9GLCFXc0lCgCDWNMY/PAlpuGoc6LaNZmmr7UZlmhVqUa0bbrihqNcC11WY5oXkmzOiEWcadVdwmjc0cqSZHqbXCUIk9WHEbrop3ANVQIAg9rSscXgSevjhh8PNaoSaFT766KM2YMCASjcr1CJJy5YtCw9Z1DRDXTPVw/dEpZntmihZLaZONWvePBoiql/+0ixP/y9UDgGC2FOrk/BZgpZcrcwyqlWh5n4PPPCA9e3bt1LNCjVfQQ+P9f2XMvXKUs+s8D1SqcfWk08+Ge5SGF98YabRe3XKCZHU35NNmxbugUoiQJAI06dPj7Ty0POD6mp1opXw1KzwF7/4RaWaFaoxpJoVrly5MjxkydP7qS6+4fumkVvq+ltdc0ZMo/dSv8PUi+WWbnP99rfMGakCAgSJoWGt4clHcyoKRSvjqVnhwQcfXKlmhfp0/ec//zmWD/fjZv78+en1RML3UaX1R7QOSbXQ2u077xwNEVW3buofE+6BCiBAkBhq19G9e/eck46uStTKw2vp0qV20003Wa9evSJXOPlKzQoHDhxokydPLmizwlKhXl2aTV/enBHdIrzzzjvDXQpDAX/qqdEAUW25paU+BYR7YD0IECSKGg3qBJ590lFPqC90v7uC9OxEzQoVRuWdxMorzW04NXXymTJlSrU3KywVWmO9WbNmkfdaddxxx6XXPKkWjzxSFhh1ygmS004rCxpUCAGCxJk0aVLkhKNnFeuiWydXXnmlde7cObJvvlIwnX322ekrnGoZcor0Erpa3yR871V7tGpl7736arhLYeiWlW5d1SknRHSrS7e8sF4ECBJJE/bCE86NN96Ys40mIqpZYadOnSLb5qu4NSssBZozMnbs2Jw5Ixunau9Unb7hhjZz9Gi1ag53qzo9PL/00vLnjOih+w03hHsgQIAgkTQfY+fUJ8Xsk79GSz300EPpB+tt27aNhEO+atOmjY0cOdJmzpwZvgxqkJpFqnGkficdUtUvVVen6plUfXnAAXpgFe5SGBrOu/320RBR6cq2ErdHSw0BgsRSo8GKDrENS322LrvsMnv77bfDw6IWafjzb046yY5I/Y5GpurhVM2r89+TeZMmZpMnh7sUhiYWHnVUNEBUCpcqDNQoZgQIEk0jqMJwyFcaPjp69Oj08xDE2+sTJti9W2xhb6R+bz+GJ/QhQ8yqa/SbboPmmzOiFinVNO8oqQgQJJ662IZhkalu3bql768XU7PCUvHdggX2befO0ZO5arfdzN57L9ylMNR0sWPH6Guq9t1Xw/jCPUoWAYLEW7JkSbp1SPaVhh6oF3OzwpKhIdPDh5ttsEH0ZL7ZZma33x7uURhq/3766dHXVGkIcC31YosbAgRFQf2qbk+dTLjSKFJTpphts030ZK7q29esuuaMTJpUtjBV+JoqdYUu8TkjBAiAZFAn48MOi57IVS1bms2YEe5RGJozoiVyw9dUdehgVsIDMQgQAMmxdq3ZuHFmG28cPZlvuKHZFVdU35yRUaPKnzPStGnJXokQIACS5403zNq2jZ7MVfvvb1Zdz7+mTy9rBR++ZonOXCdAACSTWuYPHBg9mau22srs8cfDPQpD67scffT/XqtTp5JtCU+AAEi2Bx4wa9AgGiKqs882W7Mm3KMwXnzR7MEHzb75JvwvJYMAAZB8H35otvfe0QDJXCG8+264BwqAAAFQHDRL/MILy58zUr++2a23hnugiggQAMXl+efNtt02GiKqY47ResXhHnAiQAAUn+XLzQ4/PBogqh12MHv55XAPOBAgAIrXtdeabbJJNEQ0Z+Tyy2tm9JRuramb77BhZl27mrVuXdaGRbXjjmb77GM2dGjZQ/mErXZJgAAobrNmmbVrFw0RVc+eaqYW7lEYmvR4331lVzzh6+YrzTGZMKFs3wQgQAAUv1WrzE45JXrCVjVubPaXv4R7VI0WocrX/qQi1b17IhayqhN+AQCK1sSJZg0bRk/YqjPPLMycEfXOat8+evxDDjG76y6zuXPNvv22bCKk/vf48eU/r9ExYt46ngABUFrUsVnPHcITtmqXXarWHFEBpGNkH1MrGj77bLhllEaPhbe7dKxChFo1IUAAlB492L7oovLnjNSrZ3bLLeEeFXPGGdHw0CTHitIVRxgiujKKKQIEQOnSyKfttouGiOqqq8Kt100NHrP3V+defa2yZs8uGyWWfSwNBIghAgRAafv8c7PevaMBsvPO4ZbrdsIJuftraK6XhvxmH2vAgHCLWCBAAECuuy53zkhlTtpa7Gqjjf63r64+li4Nt6q4Tz7JXXtEx9ZrxAwBAgAZ77xT9szh0kvLhv5WlEZ3ZV8xaFRVVR1xRO4xH3oo3KLWESAAUFVqG599sh8zJtyi8nSM7GMOGRJuUesIEACoqnBYsFqXVJWOkX1MtUGJGQIEAKpK/a2yT/aaTFhVGtKbfcyddgq3qHUECABUVaNGuSf7FSvCLSpPbeezj6mWKzFDgABAVYXzNgrR5VeTHbOPqdeIGQIEAKpqyy1zT/aFWCddVzHZx9RVTswQIABQVTwDAQC4dOmSe7KfNi3covJ0jOxjaqRXzBAgAFBVmnyYfbIfOzbcovJ0jOxjaq5JzBAgAFBVDz6Ye7LXLPKqCvtzMRMdAIrQp5/mjsRSHyv1s/IKj6f//dln4Va1jgABgELo1y/3imH48HCLihsxIvdY/fuHW8QCAQIAhfD667knfV01aG2PypozJ7ezr8qzrkgNIEAAoFBOPTX3xN+yZeXWNV+yxKxVq9xjDB4cbhUbBAgAFMrq1WYdOuQGgJao1Xrn6zN1ajQ8WBMdAErIwoVmbdrkBoHq0EPN7rnHbN48s5Ury9YbmT/fbMKE6NofqnbtKnf1UgsIEAAoNC2Tu+++0VCoaHXvbvbFF+FRY4cAAYDqsHat2fjxZi1aRAMiX2nbe+8t2zcBCBAAqE4//GD24otmQ4eWtSPRc4769ctK/1tfO+88sxdeKNs2QQgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHD5fwFSWltUwNWDAAAAAElFTkSuQmCC)