Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit364-06-20021107_150200_20021107_194600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/11/07 |
Start Time | | 2002/11/07 15:02 |
End Time | | 2002/11/07 19:44 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 7.06 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.80 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit364-06-20021107_150200_20021107_194600-constBx0 |
Minimum Dst Value | | -37 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMzozNzo1MiBFU1QgMjAxOAiWJAEAAAHKdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzNjQtMDYtMjAwMjExMDdfMTUwMjAwXzIwMDIxMTA3XzE5NDYwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIElNUC04IHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAyLTExLTA3VDE1OjAyOjAwLjAwMFoiLCAibWF4IjoiMjAwMi0xMS0wN1QxOTo0NDowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcwOSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjUuMjg1NTM0OTk5NSwgIm1heCI6OC42NzkzNjUwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19yelD7gAAAARnQU1BAACvyDcFiukAAEhpSURBVHic7d1/fBT1nT/whQRIQowJRBMwkSDBYo0YuegFkypKpKFGjW3OCxowKJ5ehTbtRQgSIF6xTc/II3hY0gIe7SNXI+VRczYij7tcUx94Tb30DF4KUcAGGrwgsa6QtgsEyPf93fc5t52dnZ2Z/cyP3Xk9/8hjdzM789nPZ2Y+75n5/PCMAQAAAIBQHrsTAAAAABBrEGABAAAACIYACwAAAEAwBFgAAAAAgiHAAgAAABAMARYAAACAYAiwAAAAAARDgAUAAAAgGAIsAAAAAMEQYAEAAAAIhgALAAAAQDAEWAAAAACCIcACAAAAEAwBFgAAAIBgCLAAAAAABEOABQAAACAYAiwAAAAAwRBgAQAAAAiGAAsAAABAMARYAAAAAIIhwAIAAAAQDAEWAAAAgGAIsAAAAAAEQ4AFAAAAIBgCLAAAAADBEGABAAAACIYACwAAAEAwBFgAAAAAgiHAAgAAABAMARYAAACAYK4IsDweV/xMAACxzDh5/vKXv5w9e3bYNZuxadQFYCVX7G2hDiocbAAAKsw4SRYXF//0pz+1ZdM45zPkgzVckct6L5Vef/312267bdKkSdOmTXv44YdPnjwp/evAgQOLFi2aPHny9OnTd+7cGfit4eHh7OxslW1dunRp9erVqampaWlpdXV19FbLaiVvvPHGnXfemZCQQKl69NFHP/74Y/XVhvo81Ho4H1hw/gR/Hmr9nj+XkpISKkNUVi5bSdiNisoc5LzX6122bNmUKVPS09M3btwo+4riTq649wrJeTOE2tPGjRuXkZFRWVk5ODio8nUD6R8aGvrqV7+ak5MzYcIE+lZpaSmdYRQTI/uQXnz+858P3AS9vu666wIXkP7V39//5S9/mQpu4sSJBQUFP/nJT/jzTz/9lNI5e/bsxMRE2vp9993X2dkZNs3BiTG8QDDaM8+ePRv5pg0wNbDQVXCMdjk63AJPBYE++OCDsrKyVD96QW9VNmoBhGV6uSK/9J4j7rjjDrrAoprmzJkzzzzzDFWK/Pn7779PtUtra+snn3xy/PjxJUuWBH6LzqHf/va3VbbV0tIyb9683/rRi+3bt2tZreSuu+7au3fvyMjIRx999Pjjj999993qqw31eaj1hM0u2eeh1h9o8+bNtbW1oTJEZeWh0qD3R+nNHEWuyvnq6moKMk76PfDAAy+99FLgf4N38lB7r5CcN0OoPe3ixYsffvjh3/3d3xUXF6t8XW/6T5w4MWPGDFrtoUOH/vSnP1FV+rOf/eyLX/yiYmJkH9ILCpVee+016V+vvvoqfRIcYB0+fJiq6qamJioCil1+9atffeUrX+F/0bYee+wxWuDcuXOnTp165ZVXbr/9dvU0KybG8AKGvxLVAZbGgqPd46/+6q8efPBBxRXOnz9/3bp1Xr+1a9fSW5WNWgABll7RnV90Kvn617+e4UcvpKsi2g+ogsnKyqKrUn773e9+98orr6TLuyeffJJONNJiY39+3R+8CaoOk5KS+DVVHlu3blVMCZ09Z82a5fP5VHZBOjyofuXX9KKoqCjsakOhyG/y5Mnqqw31eaj1SDRW82HXT/k8c+ZMOoNo+UUaAyy9PyqSzFEU8zk/depUiv/4NcVYgdGG4k4eau+NMOdHR0fXr19/9dVX07U7xQ38ocrxvm3bNopjEhISCgsL+/r6+PPOzs6bbrqJPqR/cSQUfLDLfv6nn36amJhIL5544onA4HLnzp30iXr6FYvvkUceoapR8TeG+kpg2nbv3h24Cfp1P/nJT4ITTzX0pk2bFDdBP4d+VKgEBG5U5SQ5FiLz1U+eer8SfN5WLNZQu0EgivspxKTfkpKScv/99w8PD2v5OeobpR2AVkjLU0aJKjhChxsddMFrI1T10ImCX58+fVqqiQK3GLw/B+Zh2Hyg64pvfetbOTk5aWlpy5cv/8Mf/sCfBx+AwdvSUv9+4QtfePnll6UE0wXAtGnTtOyQsSG6AyzaA0pKSgb97rjjjg0bNvDnVMD33XcfXY9Kb2mxE370oqGhQfpc9kKG9rbvfOc70p0G2o1oi7R/0P66bNkyuqqQlvzSl770z//8zyqrGvPfGJf2b7qUpB037GpDaW9vX7BggfpqQ30eaj0SjdV82PVTlUZHbNjforhyepuenk4nlLy8vC1btly4cEHjRsfEZY6imM95OtfTOvk1nfoDV664k4faeyPMeQoXKH+OHj36ySef1NTU8Icqx3t5efnAwAAdsM8884xUsVGq9uzZQ+d9Oq0/+uijir83sKYZGhpas2YN3+ChCOO222575ZVX6HVbWxu9Pn/+vHr6FYuP0kCVnOJvDPWVwPMSpWr27Nn/8R//QW+7urroNX0SfOKiUlB8fkQWL178wAMPvPXWW3/6059CJWNMw0lSJfNDrVPvV4LP24rFGmq1gebOnfvzn/+cfjLV5StXrlyxYoX2n6O40fr6esrJD/0WLVokquDGVAOsiooKShj9BDqsKAH0VmWjinkYNh+ef/75hQsX/va3v6UDraqq6pvf/CZ/rngAyralpf7dt2/fddddR7+d/0WHYWNjo+KPjUnRHWBdc801Bw8e5Nd0qUGX1/yaCvjYsWPSYvRWWuw3v/lN4GKyF4E4VKdLuiNHjvAncXFxtAt+5FdZWVldXc2f/+u//ustt9zCT9xVTjfjx4/nczShF7Q29dWG8s4778ycOVM6a4dabajPQ60n8Icrblf2ufr66Yi69tprDx06pP5b1DdKVWNPTw+d46QjXO+PMpw5ityQ80uXLn3ooYd4b3zwwQfj4+P581A7eai9N8Kcz83NlW4eSFSOd4qN+PUf//hHvgVFsrOzX3jhhd/97ncqv9fz5+g6nk4R/K+TJ09SMdXV1dFfqSGm3j2HMjAwsgm+3xD8Fdl/v//97997771j/od9P/jBD4IX4K34fD7FBJw+fZoqwhtvvDEhIYEysLa2VvH+QdiTpErmh/rter8SfN5WLNZQqw2FciArK0v7zwm10f7+fn5NXxRVcBSFVPopppyfL/MOQy+ksElxo9LbwDwMmw9z5sx57733+DXt5LQVfq14AMq2pbH+vfnmm/nC7PDhw5QAylXF5MWk6A6w6JQhnVboBb3l11TAgQ0M6W2oxWQvZGiP3Lhx4xe+8AV+SxevgRf36enp/PqGG27Yv39/8KpkJ1OVa3rF1cq+zuhi6Oqrr3777belT4zdKgheT2CyFXND130Uuui/5557FNejZeWBjh8/bvhHCbyD5ZKc//3vf09xFcUZGRkZzz77bGZmJn8eaicPtffqzRzZ3h54aEtUjnfFX/Rf//Vf5eXlU6dOnT17tvRcL9TCnJ5169ZJbS4JXZTTAtIzSpX0h0IZqBJJT5gwQfaEi34XxXCBi9EC06ZN+/GPf0x/padssvWo3MGS0CmRIqeHH344uPHfmIaTpMbMD6T3K8Hnbdl/1VcbiC7MqBxpN+adSoqD9f6cwOWlkgrVFERWLuoFJ13A0/WMdATJjoKSkpK1a9dKbbDorcpGpbeBeRg2HyiCDLzAkPY9xQNQti2N9W97e/vnPve5CxcuLFmyhC54gn9CDIvuAEvjFVLgxRm9CF6MH1crohhLaitTXFwc2DwlOBJSDIkkoVpvhFptMKo7p0+f/utf/1rLalUaiyiuR6KxmldvTJOfn//WW2+F+iHaN0oGBwep/gi7UVGZo8idOf/iiy9KzW9D7eSh9t4Ic55CIl13sFR+EZ3rOzo6pEhRdrDLFj5z5ox00+LAgQN0wf3Tn/70qquukm5j691zKKCpq6uTfSht9LrrrvvVr34V+K/u7u6cnBzZYt/5znfi4+OlZyvBARYV07e//W31lDCqqi+77LLgz8OeJENlvsrJ08AdLC1vtdzBog9/+MMf0tUC1ev0NzjH9O5LBu5gjWkoOHW0K6q3wRoLtz+HzQcKfQYGBoJXq3gAyralMQ/pAKTLs6eeeop2bKltn0tEd4BFl5vSM2CK0+vr6/nz4INk0aJF3LyAXgQ3BbjiiisCH6ksXbqU3p4/f/53v/vdypUrpQu+nTt3Sk9PKisrFZu5qBw527ZtU+x/pGW1Y/6H5VdffbV0kIddbajPQ60n7E+QfR5q/WP+cS5uvfXWUOvXsnLKBzpi6WikgqAiXrVqlbEfpTdzFLkq52lXpKOJquGXX345OztbenwQ6iuh9t4Ic/7ZZ59dsGDBBx98ENgERPvxzi8oPVQB0F5EARbFtfyh7GAP/O7HH3+8fv36wsLCMX/7S6oV3nzzTXr92muv3XTTTfykTyX9isV37Ngx2rTUi5B+zs9+9jNpSQphaSu/+MUvTvt1dXXl5eX9wz/8g8oKx5Tq6cOHD1MEuXnzZsqZs2fPvv3221Ivwttvv/2VV16h2JdOaJTmxx9/fPHixYrrVD9Jhsp8WX4G0lheoTIw1NtQqw1EufHqq69SVtAuRFkRnGN69yVaXmqD9cUvflFjgKV3ARmK5ilhfAfr6aefVozmVfbnMQ350NzcTPlAa6DD5L//+7//+q//mj9XPABl29JevnRhSR/u2LFDMTdiWHT/Qp/PR1Uv92KgF9LtyuCDhDvIpKWl/e3f/m1gZwd+QTVfamqq9Hb37t1z586dOHEiVTB0PqLAX1oVnXfoGp3WQ0GYYmt0lZ2GAnmK4nlQkzVr1gTeRA272jGlWwgjIyMqqw31eaj1BP8r1KbD/pzi4uL29vZQ+aD+u/hDLoJJkybRVREdxlLJ6v1RejMHOU8BEwUEdK181113vfPOO6G+GPhWce+NMOcpGqAaJSsri1ZLcQN/qP145xcUI9IFekJCAoVHP//5z/lD2cEemANTpky59957jx49Sp8vW7aM280wSgPHjirp94Q49o8fP/7II49QrsbHx0+dOvX+++//5S9/KeXGP/3TPxUUFFzuRy9++MMfhl2hR6meppqP1kypohPXzTffLI2D9e///u/0OWUj5cPMmTOffPLJwBNa4DrVT5KhMl+Wn4E0lleo3xvqbajVBqIrDSr6CRMm0CXNCy+8EJxjevclWuBv/uZvKHMoi/7+7/+e1qySfl0Fp4Li5tLSUt43KLzjPVMmeH8O/G/YfLh48SJ9PmfOHDrZUqwvnT0UD0DZtrSXL+2Ns2fPHh0dVcyNGBb7vxAAANS5obYT5d1336VQ1e5UGHfhwgWp84o17rnnnh//+MdWbtEhcFABALgdAqywampqhoaGjh07tnDhwm984xt2J8e4np4eqbeg2S5evPj973//hhtukEZqcBUcVGCF4KdjDjyhR0Ui9YrJHwXCYa8Iq7m5OSsr68orr3zssceieqyB5OTk733ve9Zsi/arnJwcCums2ZzT4KACAAAAEAwBFgAAAIBgCLAAAAAABEOABQAAACAYAiwAAAAAwRBgAQAAAAjmlgBLsbM6AAAAiGJ3Ve8sbskOFDwAAIB5UM/KuCU7UPAAAADmQT0r45bsQMEDAACYB/WsjFuyAwUPAABgHtSzMrGcHWh8BwAAYA3UszJOyY4PPvigrKws1Y9e0NvgZSIJmFDwAAAA5kE9K+OU7Jg/f/66deu8fmvXrqW3wctEUngoeAAnGPWzOxUAIB7qWRmnZEdSUtKZM2f49enTp+lt8DIIsACi2sDAQFZWVlpa2m9+8xu70wIAgqGelXFKdlRUVGzYsOHTTz/1er319fX0NngZKrz09HSKvfLy8rZs2XLhwgXt60fBA9hu165d/Hz/pptuwn0sgBiDelbGKdlx4sSJGTNm8MmXXnz44Yehljx79mxPT09RUVFNTY3sXxhhFsDJ6PIpLS2Nj8e6ujq7kwMAIqGelXFKdpSUlKxdu1Zqg0Vv1Zc/fvx4amqq9vWj4AFs5/P5EhIS6GCMj4+nvzt27LA7RQAgDOpZGadkR2JiYtg2WIEGBwczMjK0rx8FD2C7np4eOhLz8vIotOIwq6ury+5EAYAYqGdlnJId8+fPr6+v5ztYTz/9dFFRkfQvqcwqKyv7+vrOnTt36NChkpKSVatWaV8/Ch7Ads3NzXQkrlixgl7X1dXR69TU1P7+frvTBQACoJ6VcUp2HD58uLS09HK/xYsXHz16VPqXVGa7d++eO3fupEmTZs2atW7dOp/Pp339KHgA21VVVdGR2NLSMuYfr6G8vJzezpkzZ3h42O6kAUCkUM/KuCU7UPAAtsvNzaUjsbe3l9+OjIzk5+fTJwsWLECnQoBoh3pWJpazA70IAZzD6/XSYZicnBwYSw0NDWVmZtLn1dXVNqYNACKHelbGLdmBggewV0dHBx2GxcXFss97enoo6qJ/NTY22pIwABAC9ayMW7IDBQ9gr4aGBjoMa2trg//V3t7Ot5nphfUJAwAhUM/KuCU7UPAA9iorK6PDcM+ePYr/bWxs5AeIPT09FicMAIRAPSvjluxAwQPYKzU1lQ7DwcHBUAtUV1fTApmZmUNDQ1YmDACEQD0rE8vZgUbuAA5x5MgRDp5UlhkdHV2wYAEtlpGRcezYMcvSBgBCoJ6VcUt2oOABbNTa2krHYHl5ufpi//mf/8mXQxRpWZMwABAF9ayMW7IDBQ9go5qaGi39BL1eL09WOH36dGsSBgCioJ6VcUt2oOABbFRQUEDHYGdnZ9glBwcHubWWNB4pAEQF1LMybskOFDyAXXw+H9+XGhkZ0bL8ypUrQw3oAACOhXpWJpazA43cAZygp6eHDsC8vDyNy+/fv5+Wz8rKMjVVACAW6lkZt2QHCh7ALs3NzXQArlixQvtXcnJy6CtdXV2mJQoABEM9K+OW7EDBA9ilqqqKDsCWlhbtX6mvr9cbkwGAvVDPyrglO1DwAHbJzc3V22i9v7+fvpKenu7z+cxLGAAIhHpWxi3ZgYIHsIXX6+U5cEZHR3V9MT8/P7ZnJ/zBD36QlZX1wgsv2J0QADFQz8q4JTtQ8AC26OjooKOvuLhY7xebmproixUVFWakygkmT55MPzAhIcHuhACIgXpWJpazA70IAWzX0NBgbMyFwcFBjj80Du4QXehHTZw4kU9N+/fvtzs5AAKgnpVxSnZ88MEHZWVlqX70gt4GL3Pp0qXVq1fTAmlpaXV1dfRW+/pR8AC2oMOZjr49e/YY+G5JSQl9d9euXcJTZbuWlhYOH+nvnDlz0NQMYgDqWRmnZMf8+fPXrVvn9Vu7di29DV6GTknz5s37rR+92L59u/b1o+ABbMHDsg8ODhr47o4dO+i7FGYJT5XteGj71tZWiq7oBV0x2p0igEihnpVxSnYkJSWdOXOGX58+fZreBi9DUdfevXv5Nb0oKirSvn4UPID1jhw5QodeZmamsa/z1ITx8fHG4jPH6uvro2yh0NPn83V3d8f7YWogiHaoZ2Wckh0VFRUbNmz49NNP6ZRaX1+v2LI1JSVleHiYX586dYpOT9rXj4IHsF5raysdeuXl5YbXQN+lNTQ3NwtMle14LiD6y295Juz8/Hy9HS0BHAX1rIxTsuPEiRMzZszgJp/04sMPPwxeZvz48efPn+fX9CIuLk62gEeV6b8BAP4chw6NjY2G19De3k5rKCgoEJgqe/l8Pn5s2tfXx5+MjIzwyPVNTU32pg0gEqhnZZySHSUlJWvXrpXaYCm2usAdLIDowi2NOjs7Da+BwpHk5GRayZEjRwQmzEZ8V6+wsDDwQ8oibvPe399vV8IAIoR6VsYp2ZGYmIg2WACxhGIj7iUX4TgLK1asoJXU19eLSpi9FixYoDhxUHV1NX1O/7UlVQCRQz0r45TsoOCJTqB8B+vpp58ODJ6kMtu2bRt6EQJEi56eHjru8vLyIlwP393Jzc0Vkip78RRAycnJwUEnnfoyMzPpv1u3brUlbQARQj0r45TsOHz4cGlp6eV+ixcvPnr0qPQvqcwuXbr01FNP8VhZa9aswThYsW10dBT9qqJac3OzqAmbs7KyaFXd3d2Rr8petbW19EOeeOIJxf/u2bOHexfGWK9JcAnUszJuyQ4UfNSZO3culdpjjz1md0LAoKqqKsVnYQZwY3n6G/mqbETXDHyPSiVSrKiooAXKysqsTBiAEKhnZWI5O9CLMKrxRCLx8fFNTU0Y5zoa5ebmUgkKuQ1JK6FVpaenR/VABnyDSv2Z6eDgIPcxbGtrsyxhAEKgnpVxS3ag4KPO7NmzpeA4JycnJudLiWFer5cbG4kKiXjE80g6JNqutLRUSxMr2tU5mpQ6TQNEBdSzMm7JDhR8dKFamTug0XV8fn4+h1n0IqrrV1fp6OigIisuLha1wk2bNtEKq6qqRK3QYtLc1RR6hl2YexpG748Fd0I9K+OW7EDBRxd+JDRnzpwxf7BF1/TczNnjn5kOjd+dr6GhgQqrtrZW1Ap51p3k5OQofV7MGVJZWall4YGBAR79q6WlJUp/L7gQ6lkZt2QHCj66UL0iu4KnaqaxsZGbp5Dq6ur33ntv3759Wu4HgPXKysqomPbs2SNwncXFxR7/BMkC12kNukjgK4Suri6NX2lqauJd/ZprronqlmfgHqhnZWI5O9DIPXrx2JLBM9BROFVTU8NPD+Pi4ujv9ddfb0sKQR2HwmKHG9i6dasnspkN7cIPTPmOrEYUVE2dOpW+NX78eDTGgqiAelbGLdnhnoJ/7bXXHnnkkWi/r8Ptrvbv36/43yNHjvAQACQtLc3itEFY/DgvMzNT7Gopzoj3i7qAgwdf0Dsn48aNG+lbCxcuNClVAGK5p57VyC3Z4YaC7+3tvf/++znsuPPOO+1OjnE+n4/rUfXWJ3V1dfRLqeqyLGGgEU+3Z8atJu6IJ2RsLcsMDQ3x/kwvdH2xq6vLEzRrIYBjuaGe1cUt2RHbBd/R0cHdjiQzZ860O1HG7d+/n/sMqi+G6sexeFxQvTdstODQTWDnRAtQPhi7EqCAzOMf2N2MVAEIF9v1rAFuyY6YLHifz7dr1668vDwOquhEXFtb++qrr3Jv8OjtfKRxipXh4WFUP85UUFBg0phVIyMj3AJv3759wlduEh5w1ViCuSmb3ltfALaIyXo2ErGcHTHcyN3r9dJlMU+7QbKysigokdpdcQMm7f2VnIbbV+3YsSPskunp6ah+nIYie46BguczFiI+Pt7jH3vWjJULx/dZ6Qg11hOwsLDQpFAVQLgYq2cj55bsiI2CHx4evuGGG1JSUpKSkji0oliqtbVVdu7mxkn01650Rkj7FCv8YDSKbma4QU9PjyfchDCR4CHdo+UheGVlJaW2oaHB2NefeOIJj4bB3wGcIDbqWYHckh2xUfCvvPKKdEOutLQ01HUtBRy0QEFBgcXJE4KnWElISNByxb9y5UrF0RzARhqf8BrGLZNsfwi+adMmlWOQ0RURpTM+Pt7wcBWcmbSfG/s6gJVio54VyC3ZERsF//DDD9MPmThxovo9G+kZTTQO1kA1lvam6zwwEl3lm50q0I6f8Jra0c/2h+DcD4NlZmbST961a1fwo2rePykOM7whvlhasGBBZOkFsEJs1LMCuSU7YqDgd+zYwRfuPT09YRcuKSnx+CfysyBhYnGXq5qaGi0LoyOhA2l/wmuY7Q/BT5w4MW7cOI9/SubAhp55eXm1tbUUFdFFzsjIyDXXXOOJbDh7vl1HWxGYeACTxEA9K5ZbsiPaC767u5vb9tKFspblOUyJxls75eXlHs3ToaAjodPwE97k5GRTZ3ex/SF4e3u757NZBPr7+5ubm0tLS3n2QJbgRy8mT54cYVZwR8KoG1sVXCja61nhYjk7YqYXIV3FcodB7U0xuKFxtPS0CsRTtlGlpXF5dCR0FJ4Txuxxqmx/CM4jszc1NclS1dXVVVdXx6NUMF3T4yjijoTR2ykY3COq61kzOCU7ZMFQSkpK2GX0rl9QSq1Gl798hl2wYIGuS2G+8D1y5Ih5aRPOwMiK6EjoKA0NDVQctbW1Zm/Ixofg0lhcKk3Xh4eH165de/fddx89ejTCzVVXV3vQkRCiQfTWsyZxYnZs3rxZ8QQdSeFFb8HztMdZWVl6b9Jw//DomlSEn7xQ3an9K+hI6ChlZWURtjrSyMaH4Lt27bKy4XlTU5Ouu9cAdoneetYkjsuOc+fOzZw588SJE8H/cmGApathu+J3o2uqvvr6er33P9CR0FH4vqnhUQm0s/EhON880zIQrhD81DWSrogA1ojSetY8jsuO7du3L1++XPFf3JsmKSkpLy9vy5YtFy5c0L7aaCx4vQ3bZQYGBqKuATjf/2hvb9f+FXQkdI4jR45QWVxxxRXWbM6Wh+A8czNd81jW/IsP5MzMTGs2B2BYNNazpnJWdly8ePHaa689dOiQyjJnz56li9eioqLgnvweVWYmXDwDDduDcYd5CtQEJsxUBu5/oCOhc/A4bXFxcdb0ObDlITiP/FleXm7lRrl/YjQOaweuEnX1rNmclR1tbW333HOPliWPHz+uq06NroI33LBdhufZ2LRpk8C0mYfvfxgY8gcdCR3ipptu4osZ7Z1AI2HLQ3DuIWhBI7PgjUbRlRK4U3TVsxZwVnbk5+e/9dZbWpYcHBzMyMjQvuboKnjDDdtlqBqwsjVuhDi1Bu4NoCOhE/h8vqlTp1JBPPfcc9Zs0fqH4HwNkJycbPEsPdyRMLo6rIALRVc9awEHZcfrr79+6623Bn8ulVllZWVfX9+5c+cOHTpUUlKyatUq7SuPooKPpGG7jNfr5fYiIyMjQtJmqpqaGmP329CR0Am4ByhdI1m5UYsfgvMgFOZNsxiKrukNAOwSRfWsNRyUHcXFxYqtm6Uy271799y5cydNmjRr1qx169bpuoiMloLfvn17XFyc4YbtwfhRY1Tc3aEdgJLa0dGh94voSOgEimNvms3ih+Acz6lP8GwGDl7RkRAcLlrqWcvEcnZEXSP3LVu2cFKXLVsmap0GBj6wC7fkNTAlCDoS2k7L2JtmsPIheHd3Nz+4N3UWIEX9/f28aQPfbW1tXblyJWbaAQtERT1rJbdkh/MLfmho6Morr+QAS2NDNC04+MjLyxO1QpP09fVROnNzcw18Fx0JbWfx2JsSKx+C8yNsu57Tcfyq92fu37+fTylpaWm6Rj8BMMD59azF3JIdDi94iq7mzJlDiaQYS2xTVp/Px3eGHN7JLsIeYehIaC+Lx94MZM1D8NHRUR42pbe319QNhZKfn09b19suk1IbeBefji+LbzGCqzi8nrWeW7LDyQUvRVf014wQobS0lFbe2toqfM0CcUN1wy140JHQRtaPvRnImofgnZ2dhu+wCsGDfultmskdLRMTE7du3coXWqmpqeiNCCZxcj1rC7dkh2ML3uzoauyzoRGrq6vNWLkoPNLP/v37jX0dHQltZMvYmxJrHoJXVVXZO6QcdyTUG0fyo1sumsHBQZ4pgRQXF1szVhm4imPrWbu4JTucWfAWRFdjnzVvMtZC1ho+n48nBTLckgYdCW1ky9ibEgsegkubsHhankDckZAiJF3f4vtedHRIn1Ax8bPOhISEhoYG6xvsQwxzZj1ro1jODof3IrQmumJ8SnXsNStP3BvJTQh0JLSLXWNvBjL7IXhbWxvf9TFp/VpwR0K9k1srHvher5eHMuaTDwaIB1EcWM/ayy3Z4bSCtzK6GvvsAYdjn6Dx/adIHmKiI6Fd7Bp7M5DZD8HLy8ttP3xGR0f13uXlFu6hbl3TNQmfgsjll1++fft2cYkFl3JaPWs7t2SHowre4uhq7LOmGHqfL1iGZwIJfJBhADoS2sKusTcDmfoQnGL3eD/bh5LKy8vT1ZGwqalJPe70+Xxf/epXpXv8mZmZdCVG5wocRGCMo+pZJ3BLdjin4K2Prnij/BzHmU0u9NYcitCR0Ho2jr0pY95DcB5AxAmjqPNY+W1tbRqX1/jkdPHixYmJiXx9IqFDsra2lo4mG5/8QtRxTj3rEG7JDocUvC3RFePtGu6mZ56RkRFuchvhqRwdCa1n79ibgcx7CM4zODlhlBN+GltXV6dlYQNt/yk8pQyksIy/yOjAvPHGGz//+c/v3bs3grSDKziknnWOWM4OpzVy7+zsTElJsSW6GvusLqRztMXbDYvbpxcUFES4HnQktJjtY28GMukh+ODgIAcZTpgunecF0jgcRiSjV1BwRl+nSI77h0rttAysClzFCfWso7glO5xQ8FwbjRs37uDBg9ZvvaOjw5n97LilyMqVKyNcDzoSWsz2sTcDmfQQfNOmTbTaqqoqges0jJua0eWZloV5/NXIby4ODw8XFRVxjOWE23jgZE6oZx3FLdlhe8HTuYlPUtdff70tCaBLcG6r64Rr8UDcsiTyWVbQkdBito+9KWPGQ3CeoIYuTgSu0zCpI6GWh+liZxDieegpfrVxJDBwPtvrWacRnx108NPF06xZsxISEujvhg0bzp49K3wretlb8FT3cxtSOk/ZmAxuBu60OV+5GxpdnUe+KnQktIwTxt6UEf4QnIc5oJ3K9ib8Eg4iwz6T5TmwxV5N8ZilFHE6JzfAaRBgyYjPjlWrVt15551UX9IpmP7ecccdX//614VvRS97C57PTbZ3ROJGspE/jBOIbztRVS1kbehIaBknjL0pI/wheF1dndNa9fGIXGE7EvKw73Q4CNw0xWp8LeSEPg3gTAiwZMRnR0ZGRuCE7fSaPhG+Fb1sLHg+71MMMTAwYFcaGHeq19iGwxqcOaLqaXQktIwTxt6UEf4QPCsry2kdbznmq6+vV1+MgkIzerT09PTwM0qHPDMFp0GAJRPLAZYTehF6vV4+TTuhKhodHeXHOraHehJuRKx3CttQ0JHQGs4Ze1NG1ENwOlLWrFnj0T81jdn4xmFFRYX6Yvwk0Yw5cHjQ/PT09MCTPABDgCVjyiPCkpKSgwcP+nw++kuvtTwilAVDKSkpwctcunRp9erVqampaWlpdCVHb7Wnyq6C53sqhYWFDmm4wDcedu3aZXdC/ldZWZlH3DzB6EhoDeeMvSkj6iE4D/pAlixZIiRhonCzMPXBF+jyyYwOlRIev5RiWYec08A5EGDJmNLIfd26dddcc01CQgL9Xb9+vd5G7ps3b1a8pdHS0jJv3rzf+tELXZNn2VLwXN/Thb5zZlmmPKQkVVZW2p2Q/8XN0kU1lEZHQms4Z+xNGVEPwb/2ta9xgPXGG28ISZgodHblU4pKcMPRocbhsgygo4zvyjtwUD2wFwIsGcdlx7lz52bOnHnixIngf82fP18aTZheFBUVaV+t9QVPp0K+Ue+o0xCFeh7/pGN2J+T/41EcxcZD6EhoNkeNvSkj5CE4/UDaJ2kl3/3ud8UlTRg+q6j0uuUuNRHO7Kmus7OTnxE7qoEa2A4BlozjsmP79u3Lly9X/FdKSorU5uPUqVO6KmbrC762tpZv5jvtRjqPd6p9RjPzcF8nsaNvoyOh2Rw19mawyB+C82PrsO2c7MI/UOWpunnTMgbigUyzsrKc1g4PbIQAS0Z8dtClVVFRUWJiooEG5hcvXrz22msPHTqk+N/x48efP3+eX9OLuLg42QIeVYZ/kQG9vb18hWdGO9MIcdFQ2pqamuydyZVj0LBdonRBR0KzOWrszWARPgTn52vp6emOjRu4I2Go++LcSIviHrOTQdeN/KTYvGeREHUQYMmIz47CwsJnnnnmj3/8o4HvtrW13XPPPaH+Gy13sOjUw5WQqM5xYt1yyy1S0JmTk2Njg/eSkhKP6IFP0ZHQVA4ce1Mmkofg0sNBUb0uzMAhYKgbbDzxVHV1tQUpkbIL1zPAEGDJiM+OhISEP/zhD8a+S3HJW2+9Feq/0dIGq7GxkWMXBzZSGfM3Duvu7n799dc5CvT4R2fu7Oy0PiV8dhZ7qwAdCU3lwLE3g11xxRWUyCeffFLvFx3+cJD19PSodCTkLn6W9T/gp/x0znfChN9gOwRYMuKzY8aMGcZamFKVf+uttwZ/LpXZtm3bnN+LkC6g6XRDm6Oa3potGjY6OkpXw9whiJSUlFh5luSZa4U/y0BHQlM5cOzNYFOmTKFExsXF6brCcf7DQUY/imOa4H9J8xdZ2cmDH8pPnTr1zTfftGyj4EwIsGTEZ8f3vve98vJyA0d4cXGx4tMiqcwuXbr01FNPpfqtWbPGmeNgcbsEa27RC0En5cbGRr6ZxCmn+NiCtln8pFLsbB4MHQlN8sYbb1DGXnXVVXYnJIxvfetb48eP9/hnCNAYY0XFw0FJTk6OYjN2vn2rPkqWcHSu4KybNGmSvW06wXYIsGTEZId663K7Mt36NDz33HN8V8br9VqwOYEowTU1NXzvbcKECVQ/3XfffeZtjh9zEMV7lhFCR0IzdHZ28u6RnJzs/HqUgg/uTKcxxoqKh4MSTm3w5SiPs2r9XIGUb3w4/+IXv7B40+AoCLBk3JIdFhQ8Dz8TLRfBio4cOVJVVcW/gmIs8+rR0dFRrq1feukl4StHR0KxqLC46RW78sorHdvCPZD2GCtaHg5KuPttY2Oj7PPCwkJbLi3oRPHggw96/EO8Oj/4BvMgwJIRnx3jxo0Tvs7ImVrwvb29UnSVmJho3oassXbtWvohM2fONG8T+/fv95g20Rs6Ego0MDBQUFDg8Y/rsXHjxp07dzpnIsuwtMRY0fVwkHFEKBuKQvhc17pQzM0joFIsbv3WwSEQYMmIz46rrrrqf/7nf4SvNkImFXxHRwc/kPL4G9XSb3fCAJ4RkprKmjefK49SaNKzDHQkFIV2Zt4TKBR24IhuWoSNsaLr4SDjGYHy8/MDP+QOfWY0atSeKo7w0KPQtRBgyYjPjs2bN3/5y18+duyYrkboZhNb8BSC0EVkXl4eh1Z0BVxbWxtLrar5QaF5T9lyc3M9pnW0REfCyFEsUl1dzbt3ZWVl1LUpDKQSY0Xdw0FGxeEJ6kjIT8btnZiLLpk48ouKh8ggHAIsGfHZ4ZxG7rJUCVkPndoaGxv5fM3t2SkKierqR1FraytXSGasnIeCNHWwSnQkjERvby9HwMnJyTt27LA7OQIoxljR+HBQwj8ncJZ0fkJn741Gylvu4djU1GRjMsAuTqjrHSWWs0NskLdt27a8vLykpCReG12lURQSqxdqdKLkRuhmxCg8md2KFSuEr1mCjoSG0QVDfHw87+Fmz2dnpeAYKxofDkp4QFFpwiKegZsCYtvPSJ2dnXx3LZZ2HgiL9kDuY2F3QpzFLdkRYcHTNf24ceM4tKJTmy3jnluM55Q14wYGH4diZ8iRQUdCA959993rr7+ed/KamprY6w4WGGNt3LgxGh8OSvhhnHSjiJ91OmRaQH64bGNrMLAez9GEAEvGLdkRScHv2bOHm/p6DM2/EaX4KWFJSYnY1UqX2qbW3+hIaAA/L5swYYJjJ3KOnBRjsZdfftnuFBnEc1pLAxpzo0na7e1NFfN6vZzJDkkPWICOLL7zbXdCnMUt2UEF/6Mf/chAYykeu48sW7bsvffeMyNtzkR5xX2CxF7ic+hj9qU2OhLqNTo6GhcXR5l2yy232J0Wc1FNkJiYyAd1YBum6MIdCQsKCvgtBzTOeSpHF6Uef0cT83oig6PwyDsIsGTckh1c9pdddllTU5PGeycjIyP8mIyCDHc+bCopKRH+lJDXafZktFHXkZBqentbz3DTmezs7Ch9ZKYLVQYUfL/44ot2J8Q47kiYnJw8Ztq0nhHi4d3LysrsTghYgUfeQYAlE8vZ4QkhJydn165d6t8dGBjgURioknZDiytFFFqJvdsk3RWzoN9lFHUkbGxspKR+7nOfszHG4mdMmzZtsisBoBfftaIzFV3+eZw3/6nUSTMGhgaEsLjfMQIsGbdkB7eq3rdvX35+Pu8H9CJU5NTV1cXV85w5c6L3IULkhoeHKRhKSEgQNTa0Se26FInqSEhBj+LPp9Ctr6+PdpWmpqba2tpIsigrK4uSOm7cuGPHjkWQUuOkoWXdvLdHHd7DOzo6uEeh2XeFDYjSYcZALzpvcEEjwJJxS3ZIBU/1JR32XKVxZS8bd7ilpYUb65WVldky6YSjFBcXCzx38yNXa5q+CulI6PV6aVeZMGFCZWVldXU17S0Ul0s7T6C5c+ca2wQ/m2MaZyYWjgcBl40MDg7He3hjYyMHx868WctRYFVVld0JARPxyDt8F9zutDiLW7JDVvB0yU4nJr6DzXfXDx48ODAwsGLFCv6kvr7e9hFlnICfPgh5SmjBDDyBhHQk5Mbyiuhybc6cOVR/TJw40eOfG7unp0fv+mkf4yfRlE6NMxObweyB+8EMvIfz+KK0F9mdHGV0UuWjvqmpyZkhoGu98MILDz/8sJCbi3wdztdpka8tlrglOxQL3uv11tTU8Iia4/w8/najDrzZbheBoyrw4WdZzz4hHQmpeqDIiXYM2k927dq1b98+iqJksx339vYuXLjQ2La4s31ubi5lr5aZic0gDSqLDl/RJTD6N2laTyGkEZJoN0OM5RDSjfN58+ZFuCquI7glCQIsGbdkh0rBHzly5K677uK9LSUlxcB9iNgmXZ1EuB6+O2hZM2ohHQl5OMfKykr1xejMws8NKWDSvnKK7/keqpS3tsRYpk6LBObhPZw5edKC0dHRq666itPpnIEkXI5bTbEI5zUK7AuFAEsmlrND9kxHfeEnn3zyjjvuOHjwoDVpiyLcxy3CVhR0kuUmkFaeYSPsSCgFQLJWeoqkgX+033LnNjSyJv/Wx1jcMA7PB6MR7+Hx8fEOby36xhtvUDqTkpJib3qAKMXDVvHMb7T/dHV1GV5V4Gg+CLBkHJQdBw4cWLRo0eTJk6dPn75z587gBXQFTMHfFZRM1+FrnQifEvLjjNzcXIEJC+u2227Te1cpEEeW2vs8cmcujb3l+/r6eMQKeiH7l5UxFj8fFD6cLFjj5ptvpv1kypQpzg9c+EY44niHqKur4yfLPH4VnXCMtRCQnUBQz8o4JTvef//97Ozs1tbWTz755Pjx40uWLAleJpLCQ8FHgse2iOQxBD9ro4NZYKrC+ou/+AvaaFxcnIHogWosjnK0/2qKRLkxE10dhl2YL/tWrlyp+F/LYiy+vW/NwBkg3C233MJXm86f3YibYObk5KDzkBPwsFV0pqLi4HNRYWGhgaKRNTBAPSvjlOygiCps730EWHbhXrgrVqwwvAY6sWqMPATiSWeNVT88hI/ekQs4o/Ly8tRPVVzZpKamqgy4ak2MZcZg/WCZAwcO0E7yl3/5lw5/RMi4wyO6ENmOh/5PT0/n0xRdf/L52UCfa1kHZNSzMk7JjoyMjPXr10+bNm3KlCnLli1TrHh4n0hKSqIKbMuWLRcuXNC+fhR8JKiyDzwg9ert7fXYMZWHz+f70pe+pCXiCWasMqAt8qVhY2Nj2GXCPrs0O8bigWTxfBCsYeyiBYQLvmDu6enhu+9h5zgJdPLkSf6WNEAx6lkZp2RHXFwcxcIf+fGgjqGWPHv2LO0NRUVFwT2TPapM/gUxjmMCY7MG8WP+SG6AGaYl4gnGd5goIjQQUHL/5+Tk5FBtGrhpl8aYT4qx6MLj4YcfFvt4RfhUSAAqDDx2BzNwkw/ZfX0Ofylg0tKnh1177bUef9d76RPUszJOyQ4qpFOnTvFrirHS09PVlz9+/LiuHvgo+AhxkGRs3E4+nu2a0pHb19OJQ/s8MDz8tOEGuXSFECpwGRoa4nEXtecGxVj8FeF5KHaYfoCweEwsOr7sToh7qQxtyCPp5OTkhL2l7fV6qUbgkSOnTZsmfY56VsYp2UHneoqr+PXJkyfDBli0l2RkZGhfPwo+QoYf80mdEG1s3MqNsTQ25e7u7uYGUoafyknT3AZfqXNKKioqdK1w+/btHv9YuO+++66xJCkm0vPZ8ICi1gmgTtfQJ2AGnpxDcWw/OkUXFBTQf0tLS0OdrulzWgOPD0JuuOGGwLGNUM/KOCU7du7c+dBDD0mPCJcvXy79Syoz+ryvr+/cuXOHDh2iynLVqlXa14+Cj5zU8UTXt/h4tncyMrog4zOClhYGPC5UXV1dJFvkX03XgoGXiRy66bqXJlmyZIlH8xgQ2lOI54NgsdraWgPXGCAK354Pdd+arrv4Ma5ij++2tjauBfg2JJ3QZAugnpVxUHZs2LCBasG0tLSlS5cGNnKXymz37t1z586dNGnSrFmz1q1bp2voFxR85HioBb2TcvBzKDoyTUqVRtydmHYw9bvfFPrEx8dHPqcHXefxg9HA81RhYWGoM1dY0hgQoi79RQ3QD6ALHVk8cpKBywyIEPdrUb9v3dnZScvIGml1dXXxzS2Pf/rLUOcN1LMysZwdaOQuFg/+q+spIc/m4ZDnUDwkgfpNIB5dXUh7fOl+FQ9ezxEeXR0azgoOcIWMWSVk8FgAY/hBeahB4MA8Gse946ZydH6gE0VfX19ZWRnXoXT6ojWoNPZAPSvjluxAwQvBM+5pv4nCxzMdn6amSqOBgQG+CRSqqThfW3vEzefDjUbpdEZBFd94j6RFudR+JfKm7txP297ntuBaPOwL5n62Hrd/0DLuXUVFBS05fvz4uLg4bpPa0NAQ9noM9ayMW7IDBS+E3gHZ+dLHOeNY8hAJubm5imcKOoOIbZZEIRG3/eLncYWFhRGukNMf+UhC/PgSzwfBLlzT0xFnd0JchKe18WibnvXgwYN812rcuHErV67UGAqjnpVxS3ag4IXgQZ40TikoHc/OGcdSahoV3IadQi4OhsQON8/38Fhwm1C9KJF8E1HXeIAy/HzQ8LCxAJHj9gapqal4SG0ZnpBemtYmrMcff/yaa655+eWXtW8C9ayMW7IDBS8EVckchWh5StjW1qbreLYGRTmKsyxzr7rIbzIF4ygzOTlZyNp4PEBZ/0RdbBz3FUCC6Z8txtPaNDU1mbcJ1LMybskOFLwo3K5o06ZNYZeUTVPlHNySPXByU3rB3Y/NeGrG0/WIaogm3YQzfKKMZFB+AFEw/bOVKJN5vGJTO2+inpWJ5exAL0Iz8FPCsM2ArDmejRkZGeEHbdL84nzzXOOjTwPEDqu4b98+T7i5olVSgueD4BCY/tkyGs/bEUI9K+OW7EDBiyJFTpWVlQ2hLV68mJa58cYb7U6vMr56phiFZwzke0JhZ192Dh4tsLa2Vu8X+fmg3sHMAMyA6Z8tw08ejA3Cpx3qWRm3ZAcKXiAOR7R48MEH7U5sSNwPuby8nCcrzMzMjKL2tnwjKiEhYWBgQNcX+dad2Ib8AMZg+mfL6B1hxxjUszJuyQ4UvEDPPvusxz9Eyje/+U3F21fc+or8y7/8i92JDUmaMTA7O1tjqzJH4UzWNXmOgaFiAUyF6Z8twAe+eU0gJKhnZdySHSh4gUZHR9vb22W98GTokjRwpgVnWrVqFQeCkyZNMtCeyV4GJs8xNtkRgHkw/bMF6urqrDnwUc/KxHJ2oJE7qGtpaeF947777rM7LUbonTzHmscEALpg+mezccdhCxoGoJ6VcUt2oOAh2MjIyOrVq7/yla84YapEA3RNnvO1r32NlpwxY4b56QLQAdM/m6qvr487DluwLdSzMm7JDhQ8xCQtk+f09vbee++9fK/Osf06wc0w/bN5eOJRawYWRj0r45bsQMFDTFKfPKejo4MHdPD45xSjv88//7z1iQRQd+DAAdo54+Pjjx07ZndaYg13+ramnybqWRm3ZAcKHmJV8OQ59II+zMvL49AqNTW1traWqi69YzoAWKO1tZX31ezsbOylAg0ODnr883RZMwYN6lkZt2QHCh5iVeDkOV6vt7GxkccW4hEZmpubo66DJLhNX1/fpEmT+CYr7b1dXV12pyhG8BSrVVVV1mwO9axMLGcHehGCS7z66qs8MllSUhLv7RRytba2Yj4ciBbDw8NHjx4tLS3lZ4U7duywO0WxgFsIWDYZEepZGQdlx4EDBxYtWjR58uTp06fv3LkzeIFLly6tXr06NTU1LS2trq6O3mpfOQoeYhjP/MOoisJEzhCl6JKAB20iTzzxBK4QIkExK4WqCQkJlvWSRj0r45TseP/997OzsynQ/uSTT44fP75kyZLgZVpaWubNm/dbP3qxfft27etHwUMM83q9N998M12ZvPrqq3anBSBSVBHwILoLFiygKEH7F/E0PNCOHTv4isuyLaKelXFKdlBEtXXrVvVl5s+fv3fvXn5NL4qKirSvHwUPABAtenp6uClhTk6O+qQRbHR0tLCw0GP+fMZRpKysjDLEyoetqGdlnJIdGRkZ69evnzZt2pQpU5YtW6Z4IZKSkiJdzZw6dSo1NVX7+lHwAABRZGhoiGOm5OTk9vZ2xWUGBgZaWloqKip4xF0yceLEUAu7ysjICN8F1HULMEKoZ2Wckh1xcXFVVVUf+VVWVipOYTt+/Pjz58/za3pBX5Et4FFl+m8AAABxfD4fj0FKGhoa+EMKHSiEeuKJJ3gGGAldpdNFOL+mkGtwcNDexNurra2N8qG4uNjKjaKelXFKdtCBcerUKX5NMZbiuP64gwUA4DZNTU3x8fF0Dp82bVpBQQG/lsZ4o1iqpaWFR88aHR3dunVrcnIy/4s+tzvttqmqqqJMaG5utnKjqGdlnJIdFGhTXMWvT548qRhgoQ0WAIALSfOy8yAOVF80NDR0d3crdjMcHBzk5kd8C6e/v9/6BNvL5/NxlGnx9I6oZ2Wckh07d+586KGHpEeEy5cvl/4lldm2bdvQixAAwG0oYsjMzBw/fvw3vvENjYMO7Nmzh5vJJyQkUDTmqhEfeGC87Oxsi7eLelbGQdmxYcOG9PT0tLS0pUuXBjZyl8rs0qVLTz31VKrfmjVrMA4WAIBLUIw1NDSk6ytUj6xYsYJvZc2ZM6e7u9uktDnKjh07EhMT+VdbPCY+6lmZWM4ONHIHAHA5CjIouuJaYOHChbt377ayY52V+vv7pcnd+VkqHhHayy3ZgYIHAHAnn89XX1/Pcx2yzMzMsrKy2tratra2vr4+6QFid3d3NIZflP5NmzbxuAzp6en0o3p6eqyfNhv1rIxbsgMFDwDgZsXFxR7/QFncADwQhSb5+fk333wzvb788sstm1tGCAoK8/Ly+IdUV1fbOJw96lkZt2QHCh4AwM2Ghoaam5v5qRn9bW9vb2hoKC8vl42nRY4ePWp3YjWhQHDlypU8bgX9CotbXAVDPSvjluxAwQMAgCKKVLq7uxsbG5OSkqiyqK2ttTtF4XV0dGRlZXFbq7q6Op/PZ3eKUM/KuSU7UPAAAKBu//79fEPIsYOUjo6Ovvnmm7feeivfbCssLOzt7bU7Uf8L9axMLGcHehECAIAura2tfFto3759dqfl/wTPujhu3LjnnnvOUeN7oZ6VcUt2oOABAECLhoYGj3+S6b6+PlsSwA3VQ826ePnll9PfSZMm2dieXRHqWRm3ZAcKHgAANOK5/LKysvSObhq5Rx55hAeSCDXrIsVVzc3NPT09FicsLNSzMm7JDhQ8AABoNDo6ysM6FBQUWDZqQ29vb2VlpTReV9hZF50G9ayMW7IDBQ8AANoNDw/zEPDl5eVmxzcdHR3SIOxxcXHTpk1bs2ZNdA3HNYZ6NkgsZwcauQMAgGH9/f3p6enmDdzg8/l27dolDROamppKG7L+oaQoqGdl3JIdKHgAANDLpIEbvF5vY2NjZmYmh1ZZWVnNzc1Oa7SuF+pZGbdkBwoeAAAMEDtww7/927/dfvvtkydP5tAqPz+f1h8VTazCQj0r45bsQMEDAIAxogZuGBoaiouL49CqtLS0s7NTVAqdAPWsjFuyAwUPAACGRT5wA32RW82TiooKsclzAtSzMm7JDhQ8AAAYNjo6yhPUzJgxw0BjKSm6ys3N3bFjhxOmDhQO9axMLGcHehECAIAo//iP/8i1yfTp03XNAChFV/Q3ejsJhoV6VsYp2aElGIokYELBAwBAJPbt2ydVQPHx8c3NzVq+5ZLoagz1bBCnZIeWgomk8FDwAAAQob6+vgMHDtTU1EgN1YeHh1WWd090NYZ6NohTsgMBFgAARIuOjg4egzQzMzNUZ0BXRVdjqGeDOCU7qGBoZ01KSsrLy9uyZcuFCxeMLaOyfnGJBQAAtxscHCwpKeFbWXV1dbKxrNwWXY2hng3irOw4e/ZsT09PUVFRTU2NgWU8qkxOOwAAuAsFVY2NjTzUe0FBwcDAAH/uwuhqDAFWECdmx/Hjx1NTUyNfJhAKHgAAzNDd3Z2Tk+Pxj0Ta1tbmzuhqDPVsECdmx+DgYEZGRuTLBELBAwCASbxeb2VlJT8tmTRpkgujqzHUs0Gckh20a/b19Z07d+7QoUMlJSWrVq2S/iWVmcoyYaHgAQDAVGvWrOEYa+rUqW6LrsZQzwZxSnbs3r177ty5FPjPmjVr3bp1gaPcSmWmskxYKHgAADDV8PDwZZddFhcX96Mf/cjutNgA9axMLGcHGrkDAICV6Mp/cHDQ7lTYA/WsjFuyAwUPAABgHtSzMm7JDhQ8AACAeVDPyrglO1DwAAAA5kE9K+OW7EDBAwAAmAf1rIxbsgMFDwAAYB7UszKxnB3oRQgAAGAN1LMybskO9WkKAQAAIEJ2V/XOguyIlAW7lDV7LX6IozYRS1vBD3HaVvBD3LkVBEAWQ3ZHKmaOCvwQR20ilraCH+K0reCHuHMrCLAshuyOVMwcFfghjtpELG0FP8RpW8EPcedWEGBZDNkdqZg5KvBDHLWJWNoKfojTtoIf4s6tIMCyGLIbrIPD24FQKE6DEnEalAgYg/0GrIPzlAOhUJwGJeI0KBEwBvsNWAfnKQdCoTgNSsRpUCJgDPYbsA7OUw6EQnEalIjToETAGOw3YB2cpxwIheI0KBGnQYmAMdhvAAAAAARDgAUAAAAgGAIsAAAAAMEQYAEAAAAIhgALAAAAQDAEWAAAAACCIcACAAAAEAwBFhjn+Yzs8wMHDixatGjy5MnTp0/fuXNn8BcvXbq0evXq1NTUtLS0uro6eqv+OWinWCieP5eSkhL8RRSKSRRL5IMPPigrK0v1oxf0NviLKBGTKJaI1+tdtmzZlClT0tPTN27cqPhFlAjoggALIiU7T73//vvZ2dmtra2ffPLJ8ePHlyxZEvyVlpaWefPm/daPXmzfvl39c9BLZWjEzZs319bWBn+OQjGVrETmz5+/bt06r9/atWvpbfBXUCKmkpVIdXV1ZWXlSb8HHnjgpZdeCv4KSgR0QYAFkZKdpyii2rp1q/qSVJ3s3buXX9OLoqIi9c9Br1AB1rlz52bOnHnixIngJVEoppKVSFJS0pkzZ/j16dOn6W3wkigRU8lKZOrUqR999BG/phiruLg4eEmUCOiCAAsiJTtPZWRkrF+/ftq0aVOmTFm2bBldoAcvmZKSMjw8zK9PnTqVmpqq/jnoFSrAomvr5cuXKy6JQjGVrEQqKio2bNjw6aef0gFSX19Pb4OXRImYKjjAoszk1xRpBeYqSgSMQYAFkZKdp+Li4qqqqj7yq6ysrK6uDv7K+PHjz58/z6/pBX1F/XPQSzHAunjx4rXXXnvo0CHFr6BQTCUrkRMnTsyYMYNbAtGLDz/8MPgrKBFTyUpk6dKlDz30EJ+4Hnzwwfj4+OCvoERAFwRYECnZeYou5gIvBNPT04O/ggtBsykGWG1tbffcc0+or6BQTCUrkZKSkrVr10ptsOht8FdQIqaSlcjvf/97iqvS0tIyMjKeffbZzMzM4K+gREAXBFgQKdl5qri4OLApg2KAhaYMZlMMsPLz8996661QX0GhmEpWIomJiaHaYElQIqZS6Qjy4osvUrAV/DlKBHRBgAWRkp2ndu7cKd1pr6ysDGzxIy25bds2xU43oT4HvYIrj9dff/3WW29VWRKFYqrgXoT19fV8B+vpp58OrJJRItaQlQidtQYHB6k4Xn755ezs7Pfeey94SZQI6IIAC4yTja4kfb5hw4b09PS0tLSlS5cqNnK/dOnSU089xYMArVmzJnA4GcXPQbtQhVJcXNze3q64PL9AoZhEsUQOHz5cWlp6ud/ixYuPHj0auDy/QImYRLFE6Mpw+vTpSUlJd9111zvvvCNbnl+gREAXBFgAAAAAgiHAAgAAABAMARYAAACAYAiwAAAAAARDgAUGvfHGG3feeWdCQsK0adMeffTRjz/+mD/XOx9qqPUEU5yiVeXzQKG2LmvuqjgLMgAAgF4IsMCgu+66a+/evSMjIx999NHjjz9+99138+d650MNtZ5QQgVS6gGWltlYQ82CDAAAoBcCLBDgzJkzkydP5teRjMUXuJ5QjAVYYbcePAsyAACAYQiwQID29vYFCxbw60hmkwhcTyjGAqywWw+eBRkAAMAwBFgQqXfeeWfmzJnvv/8+vzU8H6psPaEYC7DUt64+CzIAAIBeCLAgIl1dXVdfffXbb78tfWLsDlbwelSatCumRPa57OvqW1efBRkAAEAvBFhgHMUl06dP//Wvfx34oYE2WIrrCcWMNljqsyADAADohQALDHr++eevvvrq/v5+2ed650MNtZ5QjAVYKrOxhpoFGQAAwDAEWGCQJ8jIyMiY/vlQQ60n7BbDfh5IZTbWULMgAwAAGIYACwAAAEAwBFgAAAAAgiHAAgAAABAMARYAAACAYAiwAAAAAARDgAUAAAAgGAIsAAAAAMEQYAEAAAAIhgALAAAAQDAEWAAAAACCIcACAAAAEAwBFgAAAIBgCLAAAAAABEOABQAAACAYAiwAAAAAwRBgAQAAAAiGAAsAAABAMARYAAAAAIIhwAIAAAAQDAEWAAAAgGAIsAAAAAAEQ4AFAAAAIBgCLAAAAADBEGABAAAACIYACwAAAEAwBFgAAAAAgv0/YuJ/bbtIKlIAAAAASUVORK5CYII=)
| VMR Tools created by Darren De Zeeuw. |