Formats: - HTML - YAML - JSON - 2026-10-15T23:11:58.351711
Query: /api/g2c_plots/?_offset=0
Show schema

{'id': 20309, 'label': '100325.b.100325.1', 'plot': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAoAAAAHgCAYAAAA10dzkAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAPYQAAD2EBqD%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%2BudSihfTjj1IU0Rtwxu/3KzExUampqUpISHBdDgAEHTEkCHw%2BKSVFKl1a%2BuUXaeRI1xUBAAAvIwAGSY0a0rPP2n2/ftIff7itBwAAeBcBMIjuv19q3lxKS5N69LCpYQAAgGAjAAZRdLT09tu2M3jSJOmjj1xXBAAAvIgAGGRNm0qPPmr3vXpJu3a5rQcAAHgPAdCBf/1LatxY2rpV6t3bdTUAAMBrCIAOxMXZVLDPJ733nvTNN64rAgAAXkIAdKRFC6lnT7u/5x5p71639QAAAO8gADr07LNSzZrSunVS//6uqwEAAF5BAHSodGmbCpak4cPthBAAAICiRgB0rE0bqVs3u%2B/WTUpPd1sPAACIfATAEPDSS1LVqtKKFdKAAa6rAQAAkY4AGALKlJHeesvuhw6VZs50Ww8Q6gYNGiSfz3fEVblyZddlAUDYIACGiA4dpNtvt%2BPhunZlKhg4niZNmmjz5s2HrgULFrguCQDCBgEwhLz6qlSlirRsmfTEE66rAUJbTEyMKleufOiqUKGC65IAIGwQAEPIaacdORX8yy9u6wFC2YoVK1S1alXVrl1bXbp00erVq12XBABhwxcIBAKui8CR7rhDGj1aatBAmjNHKlnSdUVAaJkyZYr279%2BvBg0aaOvWrXr66ae1dOlSLVq0SOXKlTvq8zMyMpSRkXHosd/vV40aNZSamqqEhIRglg4AIYEAGIJ275aaNpU2bZIeekh65RXXFQGhbd%2B%2Bfapbt6769u2rRx555KiPDxo0SE8%2B%2BeRR7ycAAvAqAmCImjJFuvJKOy/4hx%2Bkyy5zXREQ2q644grVq1dPb7755lEfYwQQAI7EGsAQ9be/SXfdlbcrOC3NdUVA6MrIyNCSJUtUpUqVfD8eFxenhISEIy4A8DICYAh7%2BWU7K3jNGqlPH9fVAKGjT58%2Bmj59utasWaPffvtNN9xwg/x%2Bv%2B644w7XpQFAWCAAhrCEBGnUKLt/6y1p8mS39QChYuPGjbr55pvVsGFDXXfddYqNjdWvv/6qmjVrui4NAMICawDDwMMP5/UIXLBAymeTI4CT4Pf7lZiYyBpAAJ7FCGAYePZZqXFjafNm6b77bF0gAADAqSIAhoESJawvYEyM9OGH0tixrisCAADhjAAYJs47L%2B94uB49pPXr3dYDAADCFwEwjPTvLzVvLqWm2mkhOTmuKwIAAOGIABhGYmKk99%2BXSpWSpk3jhBAAAHBqCIBhpn59aehQu%2B/fX5o3z209AAAg/BAAw9Ddd0sdO0qZmdKtt0rp6a4rAgAA4YQAGIZ8Puntt6VKlaRFi6S%2BfV1XBAAAwgkBMExVqCC9957dDx/OKSEAAODEEQDDWPv20gMP2H3XrtLWrW7rAQAA4YEAGOaGDJGaNZO2baM1DAAAODEEwDBXvLg0bpy9/fpr6bXXXFcEAABCHQEwAjRpktcapl8/afZst/UAAIDQRgCMEPfeK3XqZK1hbr5Z2rvXdUVA6ElJSVFSUpKSk5NdlwIATvkCgUDAdREoHLt2SWeeKW3cKN15pzRqlOuKgNDk9/uVmJio1NRUJSQkuC4HAIKOEcAIUrasNGaMFBVlLWI%2B%2BMB1RQAAIBQRACPMpZdKTzxh9/fdJ61Y4bYeAAAQegiAEejxx6XLLrN1gDfdJB044LoiAAAQSgiAESg6Who7VipfXpozR%2BrTx3VFAAAglBAAI1TVqtLo0XafkiJ99JHbegAAQOggAEawv/3N%2BgJKUrdu0qpVbusBAAChgQAY4QYPllq0kPx%2BqXNn1gMCAAACYMQrVkyaMEEqV85OCHnkEdcVAQAA1wiAHlC9uvT%2B%2B3b/5pt2djAAAPAuAqBH/O1v0r/%2BZfd33y0tWeK2HgAA4A4B0EMGDZJatZL27ZNuuIHzggEA8CoCoIfExNj0b5Uq0uLFUvfuEidBAwDgPQRAj6lUyTaF5DaLTklxXREAAAg2AqAHXXKJ9MILdv/II9LMmW7rAQAAwUUA9KiHH5ZuvFHKzLT1gFu3uq4IAAAECwHQo3w%2B6Z13pEaNpE2bpJtusjAIAAAiHwHQw%2BLjpU8%2BsbfTp0uPPuq6IgAAEAwEQI9r1Eh67z27HzqUJtGIbCkpKUpKSlJycrLrUgDAKV8gQCMQSI89Jj33nFSihG0KOfNM1xUBRcfv9ysxMVGpqalKSEhwXQ4ABB0jgJAkDR4stWsnpadLnTpJO3e6rggAABQVAiAkWV/AceOkunWltWttU0hWluuqAABAUSAA4pDTTpM%2B/VQqVUr67jupb1/XFQEAgKJAAMQRmjaV/v1vu3/llbx7AAAQOQiAOMr110sDBth99%2B7Sr7%2B6rQcAABQuAiDyNWiQbQbJyJCuvVbauNF1RQAAoLAQAJGvqChp9GibEt6yxcLg/v2uqwIAAIWBAIhjio%2BXPvtMKl9e%2Bv13qWtXia6RAACEPwIg/lLt2tLHH0vFikn/%2BY/01FOuKwIAAAXFSSA4Ie%2B8I911l92PH299AgGXDh6Utm2za8cOa16%2Be7fk99u1b58tWzhwwD43K0vKybFR7Kwsv778MlHXXpuq0qUTVLy4VLKktUAqXVpKTLS2SGXLSuXKSRUqSBUr2kk5ABAJCIA4Yb1723nBxYtL06ZJzZu7rgiRLDNTWr1aWrFCWrXK7tetk9avt01J27cX5Kv7JSVKSpV04kfBlSkjVa0qVa8u1agh1aplV506Ur16FhR9voLUBQDBQQDECcvOts0gX3whVaok/fabVLOm66oQ7gIBO31m7lxp3jxp4UJp0SJp5crjn0YTE2Ohq3x5G6k77TQLafHxNppXsqS9YImLs8%2BNirKAtn%2B/Xw8/nKjnn09VVFSCDhywYxD37csbQdy9W9q1y0YXt2%2B3UcTjSUiQGjaUGjeWkpJsE1WzZhYWCYYAQgkBECclLU265BL7Qd20qfTzz/ZDDzhRO3dab8mZM6X//lf63/8sbOWnVCmpfn0bXatd20bbTj/dRuCqVbPQF3UKK5n9fr8SExOVmpqqhBP4DxwISKmp0qZNdm3YYNfatdKaNTZCuXHjsTdJlSkjnXWWdPbZ0nnn2VWv3qnVDgCFgQCIk7Zhg03/bt4stWsnff65bRIB8rNtm/TDD7ZsYMYMafHioz%2BnWDGpSRMLSc2a2X1SkgW9ohg5O9kAeCLS0y0ILlsmLVlio5gLF0pLl%2BY/klmmjH0fXXih1KKFvS1dulBKAYDjIgDilPz%2Bu3TppbbI/p57pBEjmOKCOXhQ%2Bukn6auvpG%2B%2BsdHiP2vY0AJP8%2BbS%2BefbaHJsbPBqLIoAeCwHD1ronTNHmj3bvnfmzLHNKYeLjrYRwssuk1q2tO8vRtcBFBUCIE7ZZ5/ZmsBAQHr%2BealfP9cVwZWdO6Uvv7T/E19/Le3de%2BTHzzhDat3aws1FF9m6PZeCGQDzk5kpzZ9vU%2BG//GKBef36Iz8nOlpKTpbatJHatpUuuICRdgCFhwCIAnntNemhh%2Bye9jDesn27NHGi9OGHNr2bnZ33sUqVpPbtbYlAmzbuA9%2BfuQ6A%2BdmwwabIp02za%2BXKIz%2BekGB/l1deaVeVKi6qBBApCIAosIcesiAYGytNnWpTV4hMaWkW%2BsaOlb791vrq5WrWzEaEr75aOvfc0N7gEIoB8M/WrZO%2B%2B86%2Bp6ZOtVHWw513ntSxo3TNNfZ3zxIMACeDAIgCy86WOne2YFCmjO0MTkpyXRUKS06ObeIYNcr%2BjdPT8z527rn2b3/99VLduu5qPFEpKSlKSUlRdna2li9fHtIB8HDZ2bZ%2BcPJkm2qfNevIj9epI113nf07nH9%2BaIdvAKGBAIhCkZ4uXX65tfY4/XR7W7Wq66pQEH/8Ib37rp0Cs25d3vsbNpRuvVW6%2BWZrZRKOwmEE8K9s3Wr9OCdNstHBwzeUVK8u3XijLcc4/3xGBgHkjwCIQrNjhy3wX77cFv3PmGFHaiF8BAI22peSYuEid11fYqIFvq5dbWNCuIeKcA%2BAh9u713Zcf/yxhcLDN%2BDUri116SLddhuj8gCORABEoVqzxtp7bN0qtWolTZlipzAgtKWnS%2B%2B/L73%2BuvWvy3Xxxdbm54YbIusc3EgKgIc7cMDC4H/%2BYzuy9%2B3L%2B9hZZ0l//7t0yy1S5cruagQQGgiAKHRz5li7j7Q0m4oaN85aWiD0bNtmo30pKXmbDEqVkm6/Xbr/fuvPF4kiNQAebv9%2Ba9I%2Bdqy9EMvMtPdHR9sO7a5dbcNOMPsvAggdBEAUiW%2B/tVYVmZlSjx7SsGHhP20YSdaulV56ydb35a4fq1VLeuAB6R//iPypey8EwMPt3ClNmCCNHm1neOcqX95GBe%2B6iyliwGsIgCgyEybYurFAQHrqKWnAANcVYeVK6dlnLQjkru877zypb1/p2mulmBi39QWL1wLg4ZYtk957z/4PbNqU9/4WLWy6v3PnyJruB5A/AiCK1PDhUq9edp%2BSYtOKCL5Vq6TBg6UPPsgLfm3aSP3721pNr43OejkA5srKslNb3n7bpopz/1%2Bcdpp0xx3SffdJDRq4rRFA0SEAosgNHGgjgD6frUfq0sV1Rd6xcaMFv3fftR/4kk3NP/GEncPrVQTAI23ebH0e33rryJY/V1xhSziuuop1vECkIQCiyAUCUs%2Be0htv2BTjpEkWQlB0du%2B285lffz1vjV/79tKTT1pvOK8jAOYvO9tGBd980xpO5/50qFXLgmC3bjZCCCD8EQARFDk5tth87FipeHH7IcORcYUvI8OC9uDBFgIla%2BXy3HP2FoYAeHxr1lgQfOcdadcue1/JktKdd0oPPsj0MBDuCIAImsxMO67qiy%2Bk%2BHjp%2B%2B9tAwIKLhCwkdU%2BfWy9nyQ1aSINGWKjrV5b43c8BMATl54ujRljo8kLFtj7fD6bFu7d217I8f8LCD8EQARVerrUoYOdNlG2rDR9euT2mguWRYtsROa77%2Bxx5co2Ati1K%2Bu2joUAePJyT4l55RV7EZfrvPPshcf113tnFzkQCQiACLq0NFtc/ttvUqVKdmQc00knz%2B%2BXBg2ykZnsbDtxpXdv29lburTr6kIbAbBgli2TXn3V2snkrjGtXdv%2B/3XtalPFAEIbARBO7N5t7UfmzbPD62fMsB8gOL5AwI76evhh270pSZ06SUOH8nd4ogiAhWP7dmvvNHx43kkyFSpIDz1kLZ/KlHFbH4BjIwDCmW3bpJYtpSVLbJfhjBlSjRquqwptq1fbbsyvvrLH9erZKSvt27utK9wQAAvX/v3Waujll%2B2UGUlKSLAQ%2BPDDUsWKTssDkI8o1wXAuypWtCPj6tWzHxqtWx95MgHyZGXZD9emTS38xcXZ9O%2BCBYQ/uFeypLV6WrHCmo03aWJLFJ5/3l7cPfSQ9McfrqsEcDhGAOHchg22k3DtWqlhQ2naNNvIALNwoZ3PO2uWPW7ZUho5knWTBcEIYNHKybHTRZ55Ju//bWysnTncr590%2Bulu6wPACCBCQI0atrvw9NNtcXnr1tLWra6rci8z036AnnOO/RBNTLRju77/nvCH0BYVJV1zjW30%2Bvpr60F58KD1qKxXT7r3Xmn9etdVAt5GAERIqFXLQmD16rYmsFUrb4fAJUukFi2kxx%2B3INixo7R4sZ3EQM%2B1U5eSkqKkpCQlJye7LsUTfD6pbVvpxx/t%2B7tVK/v/PHKkBcH77rMZAADBxxQwQsrKlTbF%2BccfUuPGNtrlpengnBxr6/Loo3aqR5kytsnj1lsJfoWJKWB3fvzR1q9%2B/709jo2V7r5beuwxqWpVp6UBnsIIIEJKvXq2BrBatbyRwNxWJ5Fu0yapXTvbNZmRYZs7Fi6UbruN8IfIcckl1rR8%2BnTpsstsajglRapb1/oIbtvmukLAGwiACDn16tkPhxo1pKVL7YfExo2uqypan34qNWtmu6JLlLC1UpMnWxAGItGll9qLve%2B%2Bky66yBpKDx0q1aljSx/27HFdIRDZCIAISXXrWgisWdNaS1x2mbRuneuqCl96uvVKu/Zaadcu2/AxZ46tjWLUD17QurVNC0%2BZYsfK7dtnm59q17Y2Mvv3u64QiEwEQISs2rUtBNapYw2QL73U1ghGiqVLpQsukN580x7/85/SzJnWCgfwEp/Pljz897/SxInWR3DPHjvWsG5d%2Bx7JzHRdJRBZCIAIaTVr5p0VvH69hcAlS1xXVXBjxthox/z51hD766%2BlF16wBfGAV/l8Nho%2Bb540erS9CNyyxUbJGzeWxo%2B3jVIACo4AiJBXrZqNBDZtahtCLr3UpknD0YED1gPttttsqqtVK2nuXGuVAcBER0t//7uNkg8bZi%2BSVq2Sbr7ZXjhNneq6QiD8EQARFipXtgXj554r7dhhwemXX1xXdXLWrbOGuCNH2kjHgAH2g6xKFdeVAaEpNtaOmFu1Sho8WIqPtxd/bdvaNXu26wqB8EUARNgoV852DF58sZSaKrVpY1On4eDbby28/v67VLas7fB96ikb6QDw10qXtp3Bq1dLDz4oFStmL57OPdd6ZK5d67pCIPwQABFWEhMt9LVvbztor75a%2Bs9/XFd1bIGA9OKL1t9v5077gTV7ttUP4OSULy%2B9%2BqodGXnrrfa%2BsWNt41Tv3raTHsCJIQAi7JQsKU2aJHXubDsDu3SRRoxwXdXR9u%2B3H1J9%2B9rC9a5dpZ9%2Bso0tAE5d7drSBx/YiPrll1sz6aFDrYfo0KHWSB3AXyMAIizFxtor/3vvtVG2%2B%2B6zKdVQOdhwwwY78WDcOCkmxk46eOcdqXhx15UBkeOcc2wqeMoU2yS2e7eNBDZuLE2YEDrPB0AoIgAibEVH24kZAwbY44EDpR49pOxst3X9%2BquUnGxTveXL2/q/%2B%2B%2BnsTNQFHJ7CM6dK739tm2qWrPGZgYuvDD8NosBwUIARFjz%2BWzkb/hwu3/zTenGG219YJHbvt2GIT/4QPrjD0n2sGVLaetWO9pt1iw7xQRA0YqOlrp1s5ODnnxSKlVK%2Bu03O2auc2fbQAIgjy8QYJAckeHDD613WEaGPelPmmQ7hwtddrbUp48NPx48KEkKxMRobtO/68K5byhDxdWxozV7Ll26CH5/FJjf71diYqJSU1OVkJDguhwUgc2bbXZg1ChbgxsbKz3wgO0mTkx0XR3gHgEQEWX6dKlTJztGqmFDa7dSp04h/yb//Kf00kv5fuh93aYF/3xfzz8vRTG%2BHrIIgN4xf76tC/z2W3tcvryNEN5zj63PBbyKAIiIs2iR9Le/2UaMChWkzz%2BXmjcvpC%2B%2Be7cdTXKMOeYcX5SiVq%2BSatUqpN8QRYEA6C2BgL0Y/Oc/846SbNzYdgzTkgleRQAsgEAgoLS0NNdlIB%2BbN9u6n/nzpbg46a23bGSwwL78Urrllr/%2BnFdftZ4vCBkZGRnKOKw3SFpampKSkrRhwwYCoIdkZtqU8LPP2ms5yRrKP/OM1KiR29rgRnx8vHwe3aFHACyA3FEEAAAQfrw8C0AALIDCHAH0%2B/2qUaNGkYxIJCcna9asWYX6NcPl62ZnS/372/m7knTTTdLrrxegH9%2BePcqq30gxB4%2Bxzdjns2HH008/xd8gTzj8/YbL1/3zCODmzZt1/vnna/HixapWrVpBSzxCKP89hPvXLeznyVWrbFPI5Mn2ODHRni/uusuOmysM4fT3W1RfN5R/vnl5BJAlsAXg8/kK/T9zQkJCoX/N6OjoInmFEy5fd8QI6YwzpB49sjRhQozWrZMmTrR%2BYSfr3Y8StCuzp/roxfw/4bbbrCNtIQiXv99w/bqSPfnz/RZeX1cqvOfJs8%2B2VR3ffy9deeVSpaY20qOP2jTx0KG2lrig2SDc/n7D4d/tcEVZb6Rjn6IH9OjRw/Nf9/77pV69vlSZMtao%2Bdxz7e2JCgRs52C3blK/wHOakvSIAnFxeR%2BPiZH%2B8Q/p//2/Qqs5nP5%2Bw/HrFpVw%2B3sIt69bFFq3ll588XuNHGkbx5Ytkzp0sAC4eHHBvna4/f2G07%2BbFH71hhKmgEMEuxKDY%2BVK6Zpr7Em9WDHptdfsOLm/epWfmWmf8%2B679rh/f1s07tu5Q/s/%2B0x3d%2BumEUuXKr5hw%2BD8IVBgGzduPDQlVb16ddfl4AQF43kyNdW%2Bv1991b73o6PtqMlBg4qor6gH8PMtNDECGCLi4uI0cOBAxR02qoTCV6%2Bejfxdf709ud9/v23q9fvz//zdu20U4N13ra/fm2/aDkKfT1L58oq%2B9VbVHzhQsbR9CSu532d8v4WXYDxPJiZKL7xgLxKvucbWEQ8fLtWvLw0bZs8bODn8fAtNjADCkwIB6eWXpUcftSf4mjVt9vaKK/I%2BZ84cO1Zu1So7Vmr8eOmqq9zVjMLDiARO1HffSQ8/LC1YYI8bN5ZeeUVq185tXUBBEQDhaTNnSrfeaofHSzba16lT3sHymZkWDj/9VDrrLLe1ovAQAHEysrLs%2BWDAAGnHDntfhw72IpKVHwhXBEB4Xlqa9NhjUkqKjQwerlMnGxksX95NbSgaBECcij17pKeesqngrCw7Sq5XL%2BmJJ6QyZVxXB5wcAiDwf1autH6Bc%2BdKlStLd95puwM92iIqohEAURDLltn5wl9%2BaY/Ll5cGD5buvts2jQDhgAAIwHMIgCgMX30lPfJI3vnCzZrZ7uHWrd3WBZwIdgGHgMzMTPXr10/NmjVTqVKlVLVqVd1%2B%2B%2B3atGmT69I858ABOxVg7Fhp6dLjf/7EiRPVrl07lS9fXj6fT3Pnzi36IgGPmTFjhq6%2B%2BmpVrVpVPp9Pn376qeuSJEnt20vz5tnpQqedZhtFLr9cuvZa2zzmdc8995ySk5MVHx%2BvihUrqlOnTlq2bJnrsvB/CIAhYP/%2B/Zo9e7YGDBig2bNna%2BLEiVq%2BfLk6duzoujTPCAQs9NWqZYu7b73Vdvu1aSP91SlD%2B/bt00UXXaTnn38%2BaLUCXrNv3z6deeaZGj58uOtSjlKsmK0DXLFC6tnTpoA//VRKSpL69Tt2iykvmD59unr06KFff/1VU6dOVVZWltq2bat9%2B/a5Lg1iCjhkzZo1S%2Beff77WrVun0wvhXFkcW2am9MADdmScJFWtakHwv/%2B1hd4%2Bn/ULHDLE2sHkZ%2B3atapdu7bmzJmjs9guHPKYAg5fPp9Pn3zyiTp16uS6lHwtWmRtY6ZOtccVK1rv0DvvZH3g9u3bVbFiRU2fPl2XXnqp63I8jxHAEJWamiqfz6cybC0rUvv3207fESMs6A0caC1hfv7ZXtHfdpuNDqak2PqeH3/80xdYv15au/bo7cMAPKlJE%2Bnrr6XPP5caNJC2bZPuuktKTpamT3ddnVupqamSpLJlyzquBBIBMCQdOHBAjz76qG655RZGJ4qQ3299/yZPlkqUkCZNsuOeYmPt47VqSe%2B/b6/kTz/dguFll1nz6MzxH0lnnGFNAmvXVrXWrdXV5R8GQMjw%2Baxp/IIF1iswMdEay7dsKd1wQ17fUS8JBAJ65JFHdPHFF6tp06auy4EIgE6MGTNGpUuXPnT9eNiwUmZmprp06aKcnBy98cYbDquMbGlpFv5mzJASEizkXX11/p/bpo09kV9yySoFAtKWIe%2Bp2M035h0NIKnY2rV6V1LFUaOC8wcAEPJiY22X8IoVdp54VJT08ce2vrh/f3se8oqePXtq/vz5GjdunOtS8H9YA%2BhAWlqatm7deuhxtWrVVKJECWVmZqpz585avXq1vv/%2Be5Xj5PEisXev7d77%2BWfbuffNN9J55x3/16WlpWnMqF269qHmqhTYmu/nZBcvrujNm%2BkKG%2BJYAxi%2BQn0N4F9ZsMDWB373nT2uVEl65pnIXx/Yq1cvffrpp5oxY4Zq167tuhz8H0bAWmyZAAAgAElEQVQAHYiPj1e9evUOXYeHvxUrVujbb78l/BWR9HQb6fv5Z8toU6eeWPiT7N/t3kbLjhn%2BJCn6wAFb/AMAf9KsmT3nTJok1a8vbd1q6wPPO0%2BaNs11dYUvEAioZ8%2Bemjhxor7//nvCX4ghAIaArKws3XDDDfrf//6nMWPGKDs7W1u2bNGWLVt08OBB1%2BVFjIMHpeuvtyfa%2BHhbqH3uuSf5RU5gzmbDkiXasmXLKdWIopWSkqKkpCQlJye7LgUnYe/evZo7d%2B6hPptr1qzR3LlztX79eseVnTyfT%2BrYUVq4MG994Ny5UqtW9vy0erXrCgtPjx499MEHH2js2LGKj48/9HMtPT3ddWkQU8AhIbeFSH5%2B%2BOEHtWzZMrgFRaDsbOnmm6UPP5RKlrQO/pdccgpfaM0aqV49KSfnmJ9yvkrryoG9NWjQoFOuF0WLKeDwMm3aNLVq1eqo999xxx167733gl9QIdq%2B3boPjBxpTyuxsdKDD0r/%2BpeFw3DmO8Y5mqNGjdKdd94Z3GJwFAIgIl4gYAuw33rLmrZ%2B/rnUrl0BvuC111qn13zM1AW6sdpMvfNOAX8PFCkCIELNokW2YeSbb%2BxxhQp2vvBdd0X2%2BkC4wxQwIt7jj1v4i4qy0z4KHMzeeUdq3vyod%2B%2Bv1Vh9a32oP/6wTSb33OPtUwAAnLgmTWxm4osvpIYNbWTw3nuls8/O2zQCFCZGABHRhg2zUz4km2K5555C%2BsKBQN6zdU6OdMUVUseO2n8wRv3729mgkvUPfPtt%2BzBCByOACGWZmdKbb1pf0t277X1XXy299JI1lwYKAwEQEes//5G6dLGs9vTTtqYmWKZPl7p2zWv4etdd0osv0h0mVBAAEQ527ZKefFJ64w07ljImxs4bfuIJa2EFFARTwIhI06dLf/%2B7hb8ePaTHHgvu73/ZZdL8%2BfZkLdkoYJMm0mefBbcOAOGrbFnptdesf%2BCVV1oIfPVV24eWkmKPgVNFAETEWbRIuuYaa/ty3XX2BHqMzWhFqnRpm4KePt16fm3aZHV17izRJQbAiWrUSPryS1t1kpRkI4M9e0pnnmntrIBTQQBERNm82V4pp6ZKLVpIY8a430F36aXSvHlS375Wy4cf2lFQ/%2B///WU3GQA4Qrt29lySkiKVKyctXmwbzjp0kJYtc10dwg0BEBFj3z47gH39elso/dlnUvHirqsyJUpIQ4ZIs2ZJ55wj7dljG1IuvdRGLAHgRMTESPffL61cacfKxcRIkydLTZva49xNI8DxEAAREXIbPc%2BeLZUvb0%2BIoXia3tlnS7/9Jr3yilSqlB1Jd9ZZUr9%2BdkYxAJyIMmWkoUPtBeRVV%2BWtD2zQQBoxwp4Tgb9CAERE6N3bGjzHxdnIX926ris6tpgY6aGHpCVLpE6d7In7hRdsbc9HH9nGFQA4EQ0a2HPf11/b0pIdO6T77rOZhkg8XxiFhwCIsDdihG30kKTRo6ULL3Rbz4mqUUP65BMLrLVqSRs2SDfeaOt8lixxXR2AcNK2ra0PfP11axEzf76dL9y5sy2LAf6MAIiwNnVqXquVp5%2B2J7twc/XVNo0zYICNYE6dKp1xho1qpqa6rg5AuChWTOrVS1qxwkYBo6Js01mjRtJTT0np6a4rRCihETTC1rJl0gUX2IaK226z0T8X7V4K06pVtpD788/tcYUKFmy7dXO/mzmS0AgaXjBvnvTgg9aKSpJq17b1xx07hv9zJQqOEUCEpd277Ulszx6b8n377ch4Qqtb16aEp0zJOw%2B0e3fbPDJ1quvqAISTM8%2BUfvhBGjdOqlbNTibq1Mnaxqxc6bo6uEYARNjJyrIj3pYvt7N2P/nEpk4jSfv21v3/1VdtPc%2BCBbbG58orpYULXVcHIFz4fPZ8uXSp9OijNk08ZYq1jRk0SDpwwHWFcIUAiLDTt6/0zTdSyZLSpElSpUquKyoaxYrZ9M2KFfY2JsaeuM8806aEN250XSGAcFG6tPTcc/Zi8oorpIwMO2e4aVN7PoX3EAARVkaPtjUsufdnneW2nmAoV85GAhcvlq6/3k4PefddO16ub187FgoATkTDhtYyZsIEqWpVW3fcrp2NEnJEpbcQABE2Zs2y0zMk6fHHLQx5Sf361ifwl1%2BkSy6xqZsXX7SF3YMHS2lprisMfSkpKUpKSlJycrLrUgBnfD7rmLBkic0uREVZIGzc2NZTszXUG9gFjLCwdat03nk27Xn11dKnn9qTllcFAnbayWOPWb8vyUYK%2B/WzY6JKlXJbX6hjFzCQ5/ff7cX17Nn2uFUrO6s8lBvqo%2BA8/CMU4SIz016tbtxo0xfvv%2B/t8CfZK/gOHaQ5c2yHX4MG0s6dNiVcp4708st2NjIAHM%2B559oRlS%2B9ZOeW//CD1KyZLT3hSLnI5fEfowgHfftKM2ZI8fE28peY6Lqi0BEVZWt3Fi2SRo2y8Ldtm9Snj00NDxnC1DCA44uJsebzCxfaCGB6uvUkbdnS1gki8hAAEdLGj7dXoZL0739bR3scLSZGuvNOa/XwzjsW/rZvt7YPNWtau4edO11XCSDU1akjffedHbFZurT00092MtGIEawNjDSsAUTIWrhQat5c2r9f6t9fevZZ1xWFj6wsacwY%2BztbvtzeV6qUdPfd0iOP2DnEXsYaQOD41q6VunaVpk2zxx06WAeCihVdVoXCQgBESPL7peRkCy9t2khffcVRaKciO1v6%2BGPr/zV3rr0vJsamjfv0sZ6CXkQABE5MTo702mv2Ijwjw/quvv%2B%2B9RJEeGMKGCEnEJD%2B8Q8Lf9WrS2PHEv5OVXS0baCZPduaSLdsaaODH3xgPRTbtJG%2B/NKe5AHgz6KibC3grFlSkybWkaFdO%2Blf/7LnEoQvAiBCzuuv26hVsWLW965CBdcVhT%2Bfz46X%2B%2BEHeyK/6SYLh999J111lfX/Gj6cDSMA8tesmT133HuvvUh/9lkbBdy61XVlOFVMASOk/PqrNTnOyrIg2KuX64oi17p10rBh1u/L77f3xcdLd9xhvQQbN3ZbX1FiChg4dePH23rivXvtNJGJE229NsILARAhY%2BdO6eyzpQ0bbNpy/HgbuULR2rvXdlgPGyYtW5b3/ssuk%2B67T7r2Wik21l19RYEACBTM0qXSddfZaSKxsfZC8vbbXVeFk0EAREjIyZE6drT1aPXrS//7n8TP5eDKybEp4ZQU6fPP89YFVqhgo4J33WWNuCMBARAouLQ0C32ffmqPH3vMjqX0eqP%2BcEEAREh48UVr%2BBwXZx3pvbo7NVRs2GCv6N95R9q0Ke/9F11kG3RuvNGmi8MVARAoHDk50oABeW26brnFmtJH2qxBJCIAwrmZM6VLL7V1fyNGSN27u64IubKybFT27bft7OHcUcESJaTrr7dX/61bh98ubQIgULjee8/WBWZlSW3b2rpAziQPbQRAOLV7t637W7fOdqaOG8e6v1C1aZM0erQ90R%2B%2BVrBKFesreOut0jnnhMe/HwEQKHxff23rAvfvt9mCyZNZyhPKCIBwJhCQbrjBXinWqSPNmcOTRTgIBGyafvRoacIEadeuvI/Vr29BvnNnqWnT0A2DBECgaMycKV15pbRnj3RB84C%2B7TdVpb6YYAsGk5NtDUm5cq7LhAiAcGjECNtlWqyY9Msv0nnnua4IJ%2BvgQTulZcwY2ziSnp73sUaNbJr4%2Buut6XQohUECIFB0Zs%2BWrrw8Q%2B/uuVZXasqRH0xIkCZNsq70cIoACCcWLrQXgwcOSC%2B9JPXu7boiFNTevdJnn9mo4FdfWTjMVauW1KmTXRddZMfRuUQABIrWltv7qvL7L%2Bb/wTJlbN0P33tOEQARdOnp0vnnWwhs3942GdA2ILL4/TYi%2BPHHFgYPHxk87TTpb3%2Bzg%2BXbt5fKlnVRHwEQKDIHDliH6N27j/05KSnWcR7OEAARdD172vd%2BpUrSvHn2FpFr3z7pm2%2BsV9iXX1rD71xRUdIFF1gQbN/eNpEEY0cxARAoQitWSA0a/PXn3HOPNHJkcOpBvgiACKovvpCuvtruv/rKDhWHd2Rn2yLxL76wMLhw4ZEfL1vW2spcfrld9eoV7trBlJQUpaSkKDs7W8uXLycAAkVh2zapcmXbMXYs/fpJzz8fvJpwFAIggmbrVjtQfPt26eGHpaFDXVcE19avtxcCX31lp5Dknkmcq3p1Wyt%2B2WXWK7J%2B/cIJhIwAAkWsbVtp6tRjf3z%2BfPuBAGcIgAiKQMDWfE2ZYt/z//2vVLy466oQSrKypFmz7GfG99/bSOHhG0kkWy5w8cW2kaRFC%2BsheSonDhAAgSI2Z469cktLO%2BpDv5zRXS3mjXBQFA5HAERQvPGG1KOHHfX2v/9Zjzjgr%2Bzfb%2B2Bpk%2BXpk2zFw1/DoRxcbZusHlz21WenHxi08YEQCAI5s%2BXBg60HWHZ2dpXuY4e2/KAUqIe0Ow5Pp1xhusCvY0AiCK3dKmN1Bw4IL36qvTgg64rQjg6cMBGCH/%2B2a6ZM4/cUJIrMdFC4Tnn2P%2B7s86y9ejFiuV9DgEQCKL9%2B60VQNmyuuFGnz7%2B2NZ/f/WV68K8jQCIIpWZKV14ofT777YkZMoUWr6gcAQC0sqVdirJb79ZOJw7V8rIOPpzY2OlpCRbftC0qVSnjl833pio3btTVaYMARAIltWrpYYNbcnHzJnWBQBuEABRpAYOlJ56ynq/LVggVavmuiJEssxMadEie8ExZ45d8%2Bdbk%2Boj%2BSUlqnjxVDVqlKCGDW2UsEED22hSr57tSA6l00uASNGtm/Tuu3Zk5IQJrqvxLgIgisxvv9li/exsafx4OyMWCLacHGntWguCCxZYQJw/368lSxIlpUrKfwQwMVGqXTvvqlnTrtNPt93J5csTEIFTMXdu3gaurVvtYBAEHwEQRWL/fluDtWyZdPPN0tixrisC8uSuAZw9O1UbNiRo2TLrXbt8uU0r//HH8b9GXJyNaFerJlWpkndVqmRXxYpShQoWFEuWLPo/ExBOmjSRFi%2BWxo2TunRxXY03OT6RE5Gqf38Lf1Wr2qkfQCiqW9dGIv4sPV1as8bWK61ZYyOIa9da38L1663PbUaGfXz16uP/PiVKSOXK2bRy2bK2JKJMGRtlzL3i4/OuUqXyrpIl7dfnXq7PUc5PIGDT7wcP2tvc%2B9zHf/X28F9z%2BMeysuw6/D73ys62Kyfn6Cs/Pp%2BtPY6KspNmoqNtU1BMjF2xsRboY2OtPVXuVbKkXaVKSaVL29uEBLtOpf0Q8rRrZwFwxgwCoCsh%2BFSCcPfDD9Lrr9v9O%2B/YDzsgnJQoYZtGkpLy//jBgzZKuHGjtGmTXVu22LV1q13bt9t18KAFyo0b7SqoqCgLK7mBJTY2L8wUK5YXcGJi8kKPz3fklTvvEwjYlZOT9zY3WOWGrNzA9edAdvjb7OyC/7nCTVycBfcyZfKCfdmyNuJboYJdFSvaVbmyjQ7T%2BzTPWWfZ22XL3NbhZQRAFKq0NKlrV7vv3t3OdwUiTWxs3trAvxII2PfEjh3WsmbXLmn3brv27JFSU/OutLS8a98%2B27iyf79dh%2B9szsmxQJmeXrR/xoLKHVnLDaj5vf3z%2B/585Y7QHX5/eLiNjs4LuX8Ourlyg%2B3h1%2BGjiYePRGZk2HXgQN7f8b599m%2Bwd2/ev4lkn7dtm10nqmxZmxWpVs3WkZ5%2Bet7a0lq17H2hOMJbFCpWtLe7drmtw8s88l8NwfLPf0rr1tmT2Ysvuq4GcMvny5syrFPn1L9OTo6FktwrN6j8efr08NG6w6dIc0f6/rzi%2B/DAlBugckcQD78OD165gexYV2ysfU6kbpDJzraQnhvcd%2B%2B2ELNrl4X8nTst8OeGw9xR4YyMvM/78xnYuaKjLRTWrWs70evVs13pDRrY/59ImnY%2BcMDeRtKfKdwQAFFopk6VRo60%2B1GjbC0TgIKLispbjwa3oqNt2vdkdq4GAhYUc5cL5C4HyF1TunatvXA%2BeNDWnK5ZI3377dG/b926UuPGUqNG9rZJE3tbqlSh/hGDIjcEH28UHUWHAIhC4fdLd91l9z17Si1bOi0HAEKGz5e3RvBYx2Dm5Fg4XL1aWrXKrhUr8nan79tnb5cvlyZNOvJr16plX7dZM%2BmMM%2BxtgwYhMp28a5cVvHevndV4wQXKzpbGjLEPt27ttjwvow0MCkX37tJbb9k0xfz54fmKFN7BUXAIJ4GAhcOlS6UlS%2BxavNh6Wm7fnv%2BvyT395swz864zzrBNKkHz7LPS008fuWC1eXO92fpD3f9cDZUpYyOffAu6QQBEgX33ndSmjd3/8AOjfwh9BEBEiu3bbTp14UJrdJ577duX/%2BdXrWpB8PCrYcMiWIv31ls2MpCPxWqsMzRfb4yM0T33FPLvixNGAESB7N1r0w1r10r330/PP4QHAiAiWe7pN/Pm2TV/vr09Vs/KmBibMm7SJG9dYcOGtgHllNad5uTYL/6LJpnvdvhYXT%2B/LmI3C4UDAiAK5IEHpGHDrI3BggVs/EB4IADCi9LS7Hl6/vy8a8ECW8N9LNWr2%2BaT2rWlGjXscZUq1uewbFl7zi9RwjapZGfbyGPavNVq1KHuX9YSuPc%2B%2Bd58o5D/hDgZobBEFGHq55%2Bl4cPt/q23CH8IfSkpKUpJSVG2FzsXw/Pi46UWLezKFQjYjuSFC21N4eLFtsZw2TLbuZy7Y3n69BP/fU5XtNYd53N8MdGn9GdA4WEEEKfkwAHr5L5smTV%2Bfvdd1xUBJ44RQOD4duywXcirV9uU8oYNdgLOli229nD3bhtVPDxFREfb6U%2B/7G2m%2BgeO0fBQkr7%2BWmrbtsj/DDg2AiBOyeOPS888Y0ccLV7McW8ILwRAoHDkngOdnZ13xrLPJ%2Bnjj6Ubbsj/F7VoIf30U%2BR2Cw8TUa4LQPiZP18aMsTuU1IIfwDgVT6f7SAuUcLeHsp0118v/fvftmAwV3S0hcIvvyT8hQBGAHFSsrOlCy%2BUZs2SrrvOXuQB4YYRQCBIMjOlGTNsrvicc%2BysO4QENoHgpAwbZuEvMdHuAQA4pmLFpMsvd10F8sEUME7YunW29k%2BSXnjBGooCAIDwQwDECQkEpB49rMfTxRfnnfsLAADCDwEQJ%2BSjj2zdbmys9fyL4n8OAABhix/jOK49e%2BzED0l69FE7JggAAIQvAiCO67HHrPFn/fpS//6uqwEAAAVFAMRf%2Bu03acQIux85Uipe3G09AACg4AiAOKasLKl7d9sAcvvtUqtWrisCAACFgQCIYxo2TJo3z076eOkl19UAAIDCQgBEvv74Q3riCbsfMkSqUMFtPQAAoPAQAJGvhx%2BW9u61Y9%2B6dXNdDZDnzjvvlM/nO%2BK64IILXJcFAGGFo%2BBwlK%2B/lj780M7tfvNNev4h9LRv316jRo069Dg2NtZhNQAQfgiAOMKBA1KvXnbfq5d05plu6wHyExcXp8qVK7suAwDCFmM7OMJLL0krVkhVqkhPPum6GiB/06ZNU8WKFdWgQQPdfffd2rZt219%2BfkZGhvx%2B/xEXAHiZLxAIBFwXgdCwdq2UlCSlp0tjx0o33%2By6IuBoEyZMUOnSpVWzZk2tWbNGAwYMUFZWln7//XfFxcXl%2B2sGDRqkJ/N5RZOamqqEhISiLhkAQg4BEId06iRNmiS1bCl9/73k87muCF43ZswYde/e/dDjKVOm6JJLLjniczZv3qyaNWtq/Pjxuu666/L9OhkZGcrIyDj02O/3q0aNGgRAAJ7FGkBIkqZMsfAXEyMNH074Q2jo2LGjmjdvfuhxtWrVjvqcKlWqqGbNmlqxYsUxv05cXNwxRwcBwIsIgFBGhvTgg3b/wANSkyZu6wFyxcfHKz4%2B/i8/Z%2BfOndqwYYOqVKkSpKoAIPyxCQQaOtQ2flSuLA0c6Loa4Nj27t2rPn36aObMmVq7dq2mTZumq6%2B%2BWuXLl9e1117rujwACBuMAHrcxo3SM8/Y/QsvSCyHQiiLjo7WggULNHr0aO3Zs0dVqlRRq1atNGHChOOOFAIA8rAJxONuuUUaN05q0UL66SfW/sEb/H6/EhMT2QQCwLOYAvawH3%2B08OfzScOGEf4AAPAKAqBHZWfbhg9Juvtu6Zxz3NYDAACChwDoUW%2B/Lc2dK5UpIz39tOtqAABAMBEAPWjPHunxx%2B1%2B0CCpQgWn5QAAgCAjAHrQk09KO3ZIjRtL99/vuhoAABBsBECPWbbMTvqQpFdflYoVc1sPAAAIPgKgxzzyiJSVJV11ldS2retqAACACwRAD/nmG2nyZDvv9%2BWXXVcDAABcIQB6RFaWjf5JUs%2BeUoMGbusBAADuEAA94q23pEWLpHLlpCeecF0NAABwiQDoAamp0sCBdj9okHTaaU7LAQAAjhEAPeCZZ6ztS6NGUvfurqsBAACuEQAj3Jo10muv2f1LL9H2Bd6WkpKipKQkJScnuy4FAJzyBQKBgOsiUHRuukn6z3%2BkNm1sF7DP57oiwD2/36/ExESlpqYqISHBdTkAEHSMAEawX3%2B18Ofz2egf4Q8AAEgEwIgVCEi9e9v9nXdKZ57ptBwAABBCCIARauJE6ZdfpJIlpcGDXVcDAABCCQEwAh08KD36qN337i1Vq%2Ba2HgAAEFoIgBFo5Ehp5UqpUiWpb1/X1QAAgFBDAIwwqanSU0/Z/ZNPSqVLu60HAACEHgJghHnhBWv63LCh1K2b62oAAEAoIgBGkD/%2BkF55xe6ff16KiXFbDwAACE0EwAgyaJCUni61aCFdc43ragAAQKgiAEaIJUukd9%2B1%2BxdfpOkzAAA4NgJghOjfX8rJsZG/Fi1cVwMAAEIZATACzJwpTZokRUVJzz3nuhoAABDqCIBhLhCQ%2BvWz%2B65dpcaN3dYDAABCHwEwzE2eLP34o1S8uG0CAQAAOB4CYBjLyZEee8zue/WSqld3Ww8AAAgPBMAwNm6cNH%2B%2BlJiYd/YvAADA8RAAw9TBg9ITT9h9375S2bJu6wEAAOGDABim3nlHWr1aqlRJevBB19UAAIBwQgAMQ/v3S4MH2/3jj0ulSrmtBwgXKSkpSkpKUnJysutSAMApXyAQCLguAifnhRes9UutWtLSpVJcnOuKgPDi9/uVmJio1NRUJSQkuC4HAIKOEcAwk5oqDRli94MGEf4AAMDJIwCGmVdekXbtkho1km67zXU1AAAgHBEAw8iOHdLQoXb/1FNSdLTbegAAQHgiAIaRF16Q0tKks86Srr/edTUAACBcEQDDxJYt0vDhdj94sBTFvxwAADhFxIgw8eyzUnq6dMEFUocOrqsBAADhjAAYBjZskEaOtPunn5Z8Prf1AACA8EYADAPPPGNHv112mdS6tetqAABAuCMAhri1a%2B3YN8nW/jH6BwAACooAGOKeflrKypLatJEuucR1NQAAIBIQAEPYqlXSe%2B/Z/VNPOS0FAABEEAJgCBs8WMrOltq3ly680HU1AAAgUhAAQ9TKldIHH9j9oEFOSwEAABGGABiickf/OnSQmjd3XQ0AAIgkBMAQtHx53ujfwIFuawEAAJGHABiCnnlGysmx0b/kZNfVAACASEMADDErVrD2DwAAFC0CYIg5fPTvvPNcVwNElpSUFCUlJSmZoXUAHucLBAIB10XArFolNWxomz9%2B%2B006/3zXFQGRye/3KzExUampqUpISHBdDgAEHSOAIeSZZ/L6/hH%2BAABAUSEAhog1a6TRo%2B2enb8AAKAoEQBDxPPP2%2BjfFVdIF1zguhoAABDJCIAhYMMGadQou3/iCbe1AACAyEcADAFDhkiZmVLLltLFF7uuBgAARDoCoGObNklvv233Awa4rQUAAHgDAdCxl1%2BWMjKkFi2kVq1cVwMAALyAAOjQ9u3SiBF2P2CA5PO5rQcAAHgDAdChV1%2BV9u%2BXzj1XatfOdTUAAMArCICO7NkjDR9u9//6F6N/AAAgeAiAjgwfLvn9UtOm0jXXuK4GAAB4CQHQgX37bPpXkvr3l6L4VwAAAEFE9HDgrbeknTulunWlzp1dVwMAALyGABhkGRnSSy/Zfb9%2BUkyM23oAAID3EACDbPRoa/5ctap0%2B%2B2uqwEAAF5EAAyi7GzphRfsvk8fKS7ObT0AAMCbCIBB9NFH0sqVUtmy0j33uK4GAAB4FQEwSAIB6bnn7P7BB6VSpdzWA3hRSkqKkpKSlJyc7LoUAHDKFwgEAq6L8IIpU6Qrr7Tgt369jQICcMPv9ysxMVGpqalKSEhwXQ4ABB0jgEHy/PP2tnt3wh8AAHCLABgEM2dKM2ZIxYpJjzziuhoAAOB1BMAgyB39%2B/vfpWrV3NYCAABAACxiixdLn30m%2BXxS376uqwEAAJA4h6KIVa9uvf/WrJEaNnRdDQAAALuAAXgQu4ABeB1TwAAAAB5DAAQAAPAYAiAAAIDHEAABAAA8hgAIAADgMQRAAAAAjyEAAgAAeAwBEEBImThxotq1a6fy5cvL5/Np7ty5R31ORkaGevXqpfLly6tUqVLq2LGjNm7c6KBaAAhPBEAAIWXfvn266KKL9HzuIdr5eOihh/TJJ59o/Pjx%2Bumnn7R3715dddVVys7ODmKlABC%2BOAkEQEhau3atateurTlz5uiss8469P7U1FRVqFBB77//vm666SZJ0qZNm1SjRg1NnjxZ7dq1O%2B7X5iQQAF7HCCCAsPL7778rMzNTbdu2PfS%2BqlWrqmnTpvrll1/y/TUZGRny%2B/1HXADgZQRAAGFly5Ytio2N1WmnnXbE%2BytVqqQtW7bk%2B2uee%2B45JSYmHrpq1KgRjFIBIGQRAAE4M2bMGJUuXfrQ9eOPP57y1woEAvL5fPl%2BrH///kpNTT10bdiw4ZR/HwCIBDGuCwDgXR07dlTz5s0PPa5Wrdpxf03lypV18OBB7d69%2B4hRwG3btqlFixb5/pq4uDjFxcUVvGAAiBCMAAJwJj4%2BXvXq1Tt0lShR4ri/5txzz1WxYsU0derUQ%2B/bvHmzFi5ceMwACAA4EiOAAELKrl27tH79em3atJBbcVgAAAJzSURBVEmStGzZMkk28le5cmUlJiaqW7du6t27t8qVK6eyZcuqT58%2Batasmdq0aeOydAAIG4wAAggpn332mc4%2B%2B2x16NBBktSlSxedffbZGjFixKHPeeWVV9SpUyd17txZF110kUqWLKnPP/9c0dHRrsoGgLBCH0AAnkMfQABexwggAACAxxAAAQAAPIYACAAA4DEEQAAAAI8hAAIAAHgMARAAAMBjCIAAAAAeQwAEAADwGAIgAACAxxAAAQAAPIYACAAA4DEEQAAAAI8hAAIAAHgMARCAZ6SkpCgpKUnJycmuSwEAp3yBQCDguggACCa/36/ExESlpqYqISHBdTkAEHSMAAIAAHgMARAAAMBjCIAAAAAewxpAAJ4TCASUlpam%2BPh4%2BXw%2B1%2BUAQNARAAEAADyGKWAAAACPIQACAAB4DAEQAADAYwiAAAAAHkMABAAA8BgCIAAAgMcQAAEAADyGAAgAAOAxBEAAAACPIQACAAB4DAEQAADAYwiAAAAAHkMABAAA8BgCIAAAgMcQAAEAADyGAAgAAOAxBEAAAACPIQACAAB4DAEQAADAYwiAAAAAHkMABAAA8BgCIAAAgMcQAAEAADyGAAgAAOAxBEAAAACPIQACAAB4DAEQAADAYwiAAAAAHkMABAAA8BgCIAAAgMcQAAEAADyGAAgAAOAxBEAAAACPIQACAAB4DAEQAADAYwiAAAAAHkMABAAA8BgCIAAAgMcQAAEAADyGAAgAAOAxBEAAAACPIQACAAB4DAEQAADAYwiAAAAAHkMABAAA8BgCIAAAgMcQAAEAADyGAAgAAOAxBEAAAACPIQACAAB4zP8HkIzwu2kQALcAAAAASUVORK5CYII%3D'}