{
 "layers": [
  {
   "currentVersion": 11.3,
   "cimVersion": "3.3.0",
   "id": 0,
   "name": "Red Semaforica",
   "type": "Feature Layer",
   "description": "Red compuesta por los semáforos que permiten el tránsito de vehículos, bicicletas y peatones de la ciudad de Bogotá D.C.",
   "geometryType": "esriGeometryPoint",
   "sourceSpatialReference": {
    "wkid": 4686,
    "latestWkid": 4686,
    "xyTolerance": 8.98315284119521E-9,
    "zTolerance": 0.001,
    "mTolerance": 0.001,
    "falseX": -400,
    "falseY": -400,
    "xyUnits": 9.999999999999999E8,
    "falseZ": -100000,
    "zUnits": 10000,
    "falseM": 0,
    "mUnits": 1
   },
   "copyrightText": "Secretaría Distrital de Movilidad",
   "parentLayer": null,
   "subLayers": [],
   "minScale": 0,
   "maxScale": 0,
   "referenceScale": 0.0,
   "drawingInfo": {
    "renderer": {
     "type": "simple",
     "symbol": {
      "type": "esriPMS",
      "url": "2d98602a4b699d68b965d2413ed2991f",
      "imageData": "iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAYAAAD0eNT6AAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzs3XmYXFd9J/zvOXeptbslS0byIhtsvFsIMNjBBmN2sAEnBkIwmckk87wwb4YJA2/CPEMw3tgzYU8gJoCDtZgoDAQCNiEhAmvxgmypZdngBcu7ZGvp7truds55/2hJbkmture6q+pW3fv9PI+e4O6q7l+6+97zvWcVIBpS73rXu6ydrRPPA/T5BuJMAZwB4GTAjACiAmAk7RopEwwgJgBTBzBlBH4DYx4AcL9r6w0//8FXHk67QKK5EGkXQNSJi97+kRFpgnfAiHcA5mIAo2nXRPkVeA0IYT0jpdgo4fzd+lcc86+45hqddl1ESTAA0FC4+O0ffokx5sMw5goA5bTrIQIAv9WY8V8CUlq7LVuudOziJ9f96K93p1YYUQIMADTQLnrbh3/HMvrjBngz+PdKA+bQAPAcaVm+tKxVyrE/escPv7Srz2URJcIbKg2kV7zpQ8c4Dq42MB8AINOuh2g2RwsAB0jbalqW+4njK09/bu3atapPZRElwgBAA+dVl33oDyDwt4BZmHYtRO3EBQBg+iZr2e6vhbB/d8OtX/pN76siSoYBgAbGJZdcU9TVyc8amD9LuxaiJJIEgAOktDzbcf90/U++/O0elkSUmJV2AUQA8Kq3/I9jTTH4NwBXpF0LUVIqChO/1hhja60uf/6ZFx77+IN33tLDsogSYQ8Ape7CS/+/ky2pforpdfxEQ6OTHoCZHLf0fe8Z792bN9+QPEEQdRknV1GqLr78w8ssqX4JNv6UI1HY+r3CEvf7uOYa3oMpNfzjo9S87vf++yITmVsBnJR2LUT9ZAygAv+yi+7cw/kAlBrOAaBUnHfe+xxZLt4CgfPSroVorjqZAzAbrdWKF5x1UfTYg3fc1qWSiBJjDwClonxc5ZMAXpl2HUSpMgZh4F/36ss/9Kq0S6H84SRA6rtXXvqhNwtpfgL+/dGQm+skwMPZtvOMtM2Z63/8tX1d+YJECbAHgPrqvLe9ryyE+RrY+BMdpKLwecZYX067DsoXBgDqqwoqH4fA89Oug2iQGAAqCN/76rf+z1ekXQvlBwMA9c3Fb/vAC4wxH0q7DqJBpI0WQRh8Pe06KD8YAKhvjLE+AsBNuw6iQaVV9KJXX/rBN6RdB+UDAwD1xSWX/sVSQPxR2nUQDTJjDMIo/FTadVA+MABQX0QyfD+AUtp1EA06paOXve7tH3xR2nVQ9jEAUF8I4Mq0ayAaBsYYNH31/6ZdB2UfAwD13MWX/dmFAE5Puw6iYWEQvZPnBFCv8Q+Mes4I+da0ayAaJkapxa+8q/aStOugbGMAoJ4TMK9JuwaiYWIMoELvHWnXQdnGAEA9ddHbPzJiIF6Wdh1Ew8ZAvzbtGijbGACopyzlLQdgp10H0bAxWp+Rdg2UbQwA1FNaWLyJEc2JXnDe6983lnYVlF0MANRTUoABgGgOjAEsy+J+ANQzDADUW8Ycl3YJRMPKBl6Ydg2UXQwA1GNmJO0KiIaVEVicdg2UXQwA1FPaiGraNRANK6MN5wBQzzAAUG8JFNMugWhoaZTTLoGyiwGAiGhQCVhpl0DZxQBARESUQwwAREREOcQd2ohyxcCY6X8zCQhACAghUqqLiPqNAYAoY4wx0CqCUhF0pKB1BK01jNYwRse8W0BIASmt/f8kpGVD2jYsi7cLoizhFU005IzRiMIAKgoRhSG0iubz1WC0gdIaCuEhnxFCwLJsWI4L23Fh2TYA9hgQDSsGAKIhpJVCFPoIAx9KhYCJf898GWMQRSGiKITfakAICdtxYLsFOE6RWYBoyDAAZMQFF7x3tOmYgVsyJGBstgxdYoAw8BD4LagojH99r8sxGmEwHUI8UYPtFuEUirBtJ+3SMkNAF5a/8sqFadcxUzkU6o47Vk2lXQfNHwNARrQs3C41zkq7jsNFUcQGYZ6MVvBbLYSBl2AMPx3GGIR+C6HfgmVZcIsVOG4B4KTCeQnD6P1S4/1p1zFTy8L9AM5Ouw6aPwYAogGllYLvNRD6XtqldEQphVZjCl5Lwi2UUSiW2QlENIAYAIgGjNEaXqs+dA3/4YzW8Ft1BH4TxVIFjltiECAaIAwARIPCGPh+C0GrObBd/XNhtEarUYPvtVCqjMDikBDRQGAAIBoAKorQakzNcwnfoY6zBF7oCLzAkVgqBRZbwBJLYEQCDgQK0sCFQE0DnjFoGaBlDHYr4DFl8ERo8KjSeCwCpvT8lxloFaExtQ9OoYRSucr5AUQpYwAgSpnfasBvNTHftXzPtwVeVpB4WUHgXNdCNbZ9nX7BiARGDvbNC5zhABcd9sodkcHdgcY9vsbWwMwrEIR+CyoMUKyMwHbcOX8dIpofBgCilGit0KpPQkVzf+o/1RZ4XUnitSULS63ePVE/3xZ4vm3hirIFbYBtgcatTY11XoTWHAb2tVZo1ibgFssolivg5ACi/mMAIEpBFAZo1SeP2JM/CVcAbyxJXFG2cYrT/4ZTCmBFQWJFQeJDxsZ/TAX4YS3E9jlsFRx4TegoRKk6BiF5NhlRPzEAEPWZ7zXgtxod9/iPSoHfr0i8vWxhVA7GE7MrgDeNuXhj1cFdO6ewRlnY4jgd/b8WRSEaU/tQro5CcoIgUd8wABD1Uasx1fHyvrIA3lm18e6yRGVAGv7DCUvg/BPGsHxvA9v2TGJNoYx7nOSNudYKjdoEStUxzgsg6hMGAKI+MDDw6lMIA7+j9722JPGBURvHDGjDf7jSMRW8uGjjlCf24s7AwbdKFexO2LVvjEGzNolSpQqnUOpxpUTEAEDUawZo1ScRhUHitxxvCXxozMbLC8M3Lu6WCxg7aREueGwvXjQ1ge8VS/hhsQiVaKKfQatRAyDgFIq9LpUo14bv7kI0ZJr1iY4a/0tKEjcc6w5l43+AU3Qx9vxjUbIlrvSa+FRtCku0Svz+uQyVEFFnhvcOQzToDNCqTyVu/MsCuGqBg2sWOAnW8A8+27Ww4ORFkJbEKSrCZ2qTeHkHQajV6HzIhIiSYwAg6hGvWUMYJHuKXWIJfGWRg9eVsnVJWq6N0WXHQEiJqjH4i0YNf9RqJL7xePWpgTj6mCiLsnW3IRoQgddC4LcSvfZsV+Jrix2c6mTzcnRKLkZPWAiI6e1+3up7+GCzBifBWkEDg2Z9ElolHz4gomSyecchSpGKQnjNWqLXnleQ+MIxztDM8p8rt1pAZfHIwf++MAjwvxtTKCXYCMlojVZ9Yk6bJhHR0TEAEHXRdGM1lei1FxQkPrXQQSHbbf9B5UUjcCuFg/+9PApxdWMKlQQnHyql4DWShSoiSoYBgKiLmo0p6ASz3c8rSHwiR40/AEAAIycshLStgx86NYrwvxp1uAke7sPA48oAoi5iACDqkmD/KXdxTrUFrl/gIIVt/FMnLYnq0rFDPnZWFOJ/NmuJbkZesw6t43sMiCgeAwBRF2ilEo37P08KfG6Rg3KOr7zCSBFu9dBNfl4eBnhfqx77XmM0Wo1kQyxE1F6Ob0NE3dNq1mIP93EEcM0xNhZlfMJfEtWlY9PHCs7wOt/HGxN08asw4FAAURcwABDNUxh4ibr+PzBi4+yMLvXrlOVYKB9TPeLj/8Vr4AUJlvx5rTpXBRDNE+9GRPNhzPTRvjEuKUpcXrFiX5cn5WOqEIcdFOQY4EPN+OWBRutEP3ciOjoGgIyQwvw47RryKPCasZvUjEmBD47xnPvDCUugdEzliI8fpzT+S6sZ+/7QayVacUFdZvAvaZdA3cEAkBGWYz4LgAul+8kY+F58Q/VnozYW8kqbVemYyhG9AADwmsDDOTFbABsk632hrqpDyP+TdhHUHbwtZcTmdWt2C+AradeRJ77XjB2HfpkrM7e/fzdJS6I4Vjri4wLAnyQ4MyD0fW4T3EcG4kvjG296Ju06qDt4Z8oS1/0rAPvSLiMXDGL3+pcCeP8ox/3jFMfKs378JKVwaexsfwM/4ZkLNG+TygSfT7sI6h4GgAzZsu7GCQN8Ke068iD0mzAxG9K8qWThNM76j2WXHFiF2edIvMtrxm4VHPktrgjoB2E+v33T2r1pl0Hdw7tTxpSU+AIAXqQ95sc8mdoC+OMRPv0nVRorzvrxsjF4s++3fa8xBiF7AXptQjiFL6ddBHUXA0DG3HHHqikjBCfp9JCKImgVtX3Na4sSz+OGP4m5o7MPAwDAZb6HYswTfuAxAPSUMZ/dsu7GibTLoO5iAMiimvwyAE7U6ZHAbz/zXwB4N9f8d8RyLFiuPevnRozGG4P2PS5aK6iYVQM0Z7s9WfqbtIug7mMAyKDx8ZsagPhc2nVkVRS075J+aUHiVI79d8wtF476ubf4XuzNKu73QnNlPv2bDd/iEuMM4l0qoyZd528A82TadWRNFAaxE84uLfHpfy6csnvUzy3WGmfHPOGHDAC98LTtj3w97SKoNxgAMmrHuhs9CPGZtOvImihs38hUpMCrirys5sKpHD0AAMAlQfvzFrRWUCGHAbpJGPHJzZtviN/tioYS71QZFk2ENwDYkXYdWRLXzXxJQcLl3L85kbYFaR39lnR+6KMQ0/sSRfGHMlEyBnisvmDv36ddB/UOA0CGbd++NhDAp9OuIyu0UtAxa/8v4q5/8yLdow+flIzBeTFP+FGCUxkpGQnxiYduuYXjKhnGu1XGWX712wB+m3YdWRA3y9yFwEv4+D8vttv+0KTlMb8DFUUANwXqhh3hZPAPaRdBvcUAkHGbN98QCuD6tOvIgrju5RUFgZJgAJgPqzD7UsADzo1d6mcQcTngvAkhrtm+fS27UzKOASAHTjshvAnAr9OuY9jpqP3mPyv49D9vs50MONNSrbA45gjguE2aKNaDC5wnV6VdBPUeA0AOrF27Vgkj2AswDwYGKubUuTNdXk7zJaz4EBV3TLCKCWrUnjHm6nXr1vGHmAO8Y+XElk2n3SwExtOuY1hNHzl79LFlAeBMbv4zbzKmBwAAnq/aT8TUikMA87B9fNMZ3027COoP3rFy4xqt2QswZ3HdysdZAlWOAMybSHB+wgmxQwDtAwIdnYG5GriGP8CcYADIkfGNq74H4J606xhGcY3KcTZb/65I8GM8PmYoxsDEHtVMs9o2vvGM76ddBPUPA0C+GCPN1WkXMYyMad/onMAA0BVGxy/hO1YruDFL/bRhAOiYER/l03++MADkzPj6NT+CEXekXcewidsAaEmCyWsUL0kAkJg+G6Dt14npJaBDGeBXWzet+nHadVB/MQDkEnsBOhV3ANAY2/+uMAnH70ttJmQC8b8vOpSA+Eu0m+VKmcQAkENbN63+qQB+mXYdQyWmS7nCK6krkjbc5ZjXGbZlyQls2Lpx1b+mXQb1H29bOaWF/FjaNQyTuHZpJMHsdYqngmRd98W4Xwh7ADpxVdoFUDoYAHJqfMPK2wD8R9p1DI/2DYqdZPo6xVJBsjX8sT0ADABJ/XzrhtW8D+QUA0COCaPZC5BUTHui2N50hfKTbUDHG1d3aODatGug9PA6yrEtm27eCOCnadeRBYpjzvNmjIGKkg0BxJ1RK3goUzwhbt22cTXnAuUYA0DOaQnO/k0gboc6bj47f6oVJv5LDOMaeAaAWEaoa9KugdLFAJBz29av3gyDf0m7jkEnRPtLZSLB+nVqL2jGPdc/pxXTwLMHoD0B88Px9TdzP5CcYwAg6Ok1wNwBrJ2YBmWCP715CxvJj5/fI6y2n48LbDlnAMG9QIgBgIBtm1ZtEzD/N+06Bllcg7KPswDnxWiDwEveA7A3ZkiGPQBtCPzTlo2rt6RdBqWPAYAAAMKSV4O9AEcVd0ztEzw9fV7Cpp/4r68uBPyYBl7K9j0EOaa15qmgNI0BgAAA99y26j4jcHPadQwqadltP/9YxOw0H95kK/Frn5TtfxdCCIiYwJZja7ZtWrUt7SJoMPAqoYNkhGsA8Fl2FnFPlDu1gc9RgDkxysCvJw8AO6z2v4u4sJZjygjJp386iAGADtpyx+oHAaxMu45BJC2r7Vn12gAPhewFmAuv1upo8OkROy4AsPv/KL4zvmHlb9IuggYHAwAdQgLXAEg+HTsnhBCxvQDjIbsA5sLb1+jo9Q/HPOFz/H9WoZb4RNpF0GBhAKBD3LNx9aMAbky7jkFk2U7bz9/rswegU0HdQ+Ql30apJiQeiwkAcb+nXBLiW9vWr/5t2mXQYGEAoCNIoa8FkHxQNifiGpbxUHNL4A41d9c7ev02x247WiAgYDkMAIfxlaU+mXYRNHgYAOgI92y4+SkYfDPtOgaNHRMAahrYknwpe+4FTR9hq7PRpnHLbft5y3EgeDLjYcQN9/7y5sfTroIGDwMAzcq25acANNOuY5BIy4aIGV9e7yU7zCb3DNDYNdXRWxQE7nDbh7C4kJZDHoz12bSLoMHEAECz2nzbyqcBfD3tOgaN47Z/Ar2tFXE3pQRaE42Oxv4BYIvtoB6zI6PltP/95I/5m62bvvNk2lXQYGIAoKOyXfNpALW06xgkllNo+/ndRuCOJnsB2tFKofFM539W6wvtG3chJSybewAcZNAwsD+Xdhk0uBgA6Kg2r1uzWxjz1bTrGCS248TuM//PE16fqhlOjZ1TMLqzfpIpKXCn3T4AOG4RbTdryBkh8KXxjTc9k3YdNLgYAKi9QuFzACbSLmNQCAjYbvtegDuFjSf2cvrEbFoTTXhTnS8w+ZlbRBATvJyY30vOTIYm/Ou0i6DBxgBAbW1Zd+OEAL6Udh2DxHVLbT+vAdw8FSJqdTbGnXXKD1HfOdnx+yIAP3WLbV9jWRbX/89ggC9s37R2b9p10GBjAKBYlh9+AQBvJvtZjgMZcyDNz9wCnnhqX8dd3VlltMHkE/sA0/k+CT8vFLEv5nAfp9A+lOXMhHRdhnaKxQBAsTZvXjtpBNidOINbav9E6guBH1guJh/fB6PzvTmQMQZTT+yFCjo/ZyoQwPfiGndxYPyfAMAI8bkt627ksB3FYgCgZGrWlwBwQtF+jluCkO3HpH/ilvCUF2LqyX0wOd4hsL5zEkFjbjsk/dQtYW/M079bKPH43+fs9lHgxF1KhFcNJTI+flPDGPxV2nUMCiEE3EK57WsCAdxUqiCoe2g83dmmN1lR3zUJb2JuEyInhMT3ivFP9oViZU5fP5vEZ36z4VtcukuJMABQYlMF96uA4aYi+7mFUuySwE2Oi3ttB62JBmpPT8DMYQx8KBmgtnMSrb2dnfQ30z+Uy2jEbPzj8On/OULstP3K19Iug4YHrxxKbMe6Gz0DwY1F9hNSwi227wUAgK+XK/CEgDfRxNQcJ8INE2MMpp7a1/ExvzNtsx2sj9l0CRAolOJ//rlh9Kc2b76B608pMQYA6khzbN/fAeDBIvsVimXImCfQXdLCd0rT3dRB3cPEo3ugo2yuDtBKY/KxPfDnsNb/gLoQ+NtyfLd+oViCjDmbIUeeKpvo79MugoYLrx7qyN6HHlJLT3pRC8Bbk7zeKWT8Ji0EICSisP0kt0csGy9QCsdrBR0p+JMt2EUHlpudrWtDL8TU43s73uP/cF+sjOChmDX9QkqUqmOxQzC9pqLe7vVgjIFWCVZPGPMXv9r03dt7WgxlDnsAqGO2V/kmgN+mXcegcAvF2E1oDICvlit42pq+5LRSmHx8D5q7a8jCAoHW3gYmd+ye01K/mX5cKOGuBAf6FMsjqTf+A+TRaCr6dtpF0PDJ8KMZ9crTT2/WS5edWwPE5XGvzXwPwH627SL0258BEAqBrbaLS0IfB+JC2AwQNn04JQfSHr6fkwpCTD2xb84z/Wfaarv4aqUam4csx0WxXJ339+uGQegBEMCHtt393c09LYQyiT0ANCennxB9B8Bv0q5jUEjLgluOn5D2lGXhC+URqBmH1oTNAPt+uxv1XZMwaki6A4xBc3cN+367G2EzmPeXe8Ky8PlKNfYoZSEESuWReX+/DHlwgfvUyrSLoOE0fI8cNBDuu+8+c9xJy/cBuKLd6/LSAwAAtu0gCsPY7X93WhZ2WhbOD4NDzq6LWiG8qSakELAK8acOpsEYA29yejVDUO/OqYfPWBauq4xiMsFyvlJlFHaCIYJ+SbsHQBjxZ7ev/9HWnhZBmZWPOzP1xM7H37F96bI9VwBYcrTX5CkAAAKO4yIMvNhx/ccsC1NC4qVReEgIMNogqPvTXerGwC64sTsO9sPMht+fanVte+PdUuLq6hh2J2j8nUIJhdJgbfqTagAwuG/rptP/O7BuSLqNaNDk5c5MPbHOHHfi8t0QeNfRXpGvAAAIIWFZDsIw/un4YdvGs9LCyw7rCQCmb/xhM4A30YQOFYQlYTn9/zmGXoDWnjrqT0/An/K6eq7BM5aF66qjeCbB34dl2yhXx6ZXXQyQNAOAEeJPdz3+le09LYAyLT93ZuqJnU9su3/psuWXA1g62+fzFgCA6fkAQLLGYYdl41HLxsujcNaL0RiDyAvhTTQR1FowSgNCwLItHJEausEAoR/An2ii9vQUWnvqiFph1w80esSycF3CJ38hJMqjYxAD+HeUYgDYNr7x9A/y6Z/mY/CuKBo6xy1bvhPAH8z2uTwGAACwHRdaq0RruJ+yLNxrO3hpFKLUZpdArfTBXoHWvgbCZgCjFGAMhBBz2hJXRwqRFyKo+WjuqaO+cxLewa/dm82K7rEdfLo6ilqSp3khUKkuiF1mmZa0AoAR8n27Hv/yr3v6zSnzBqs/jYbWiguvvAPA+Yd/vDy6EPaA3rz7oVmbjN0k6IBRbfDhZg3nzLFREVLAdh1IRwJyOhBIKSCkgNEGWhvAGBiloUOFKIz6uurAAPjnQglrimXohHee0sgYnNgtgdPjt+a+3XESWqnpOSUzCGDzlo2rX45M7CBBacrONmSUKi3ENdKYn6Rdx6ApVUfRrE0kelKckgKfqI7i91tNXB60IDu8vRttEHoB0J3J+V21Twh8tTyCcSd5GCxVRge68U+LNuZjYONPXcAeAOqaF1945S8McPHMj+W9BwAAYAwa9QmoMPmT/elRhA+0ajiuR93w/fQLt4AbSxXUO5jAVyyPwC2WelhVd/S/B0Bs3Lpx1UU9/aaUG9wIiLpGw1ybdg0DSQiUOxzHfsC28efVhVhbLMEf0py+U1r4VGUUXy1XO2r8S9XRoWj8UyHMx9IugbJjOO8sNLBWXHjlzwG85sB/swdgBgM0G5OIgmRzAg5YrDX+0GvgFUEwFIm9JgX+qVDGvxaK6ORkAAGB0sgo7CHq9u9vD4C5bevGNRe3fQNRBzgHgLpKaHGVkWZ92nUMJAGUK2PwrUZHDcduKfHF8gi+V1D4Pb+Fi0K/4/kB/TAhJG4pFHFroYhmh+v1Dyz1syyGxaPREHz6p65iDwB13YoLr/wpgDcC7AE4mtD34DVqMHOYy7VUa7zB93BJ6GG0y+vz5+JRaeHWYhG/dAoI5rBRj2U7KFXHIOewjDFtfewB+OnWjavf3NNvRrnDHgDqOin0X2oj3wAGzKNyCkVIy0arMQmtVEfv3SklbiqVcXOxjJeHPl4ZBlgRBXD7mAUmpMQGp4B1rosd1txvI26xjGK5Av6ptGekvjrtGih7eNVRT6y48MofAXgrewBiGAOvVUfgteb1ZQoweHEY4sVhiDNViBOU6urFHQiBR6SNux0HW20Hv7Xtea1DE0KiVB2sg33moi89AL73o62bVr+9p9+Icok9ANQT2oiPSmEuBVeatCcEiuUR2E4BXqMGrTvrDTjAh8Adjos79jeoI9rgNBXhRKVwglY4QUVYZAxGjWrbU+BDYLeUeMaS2CUtPC4tPGzZ2GFb6FakcAolFMsVCME/jQQMwKd/6g32AFDPrHjFld8rjy28gj0ACRkDv9WE70+fBNgrJWNQMQbWjGf4hhBoCole7jpg2TaK5ZGB3dZ3LnrdAwCtH7rzP755Wm+/CeUVewCod6T5OGCuSLuMoSEECuUKnEIRfqtxxBaw3dISAq0+nqonpEChWNm/tp/PHB2xrDvTLoGyi31w1DNbN6zZLoR8Nu06ho20LJSqo6iMLYLtDs+a+MMJIVEoVVAdWwS3WAYb/85JIXenXQNlF3sAqKektB4FcGzadQwjy7JQro5BqwiB10To+3NaNthvUlpwS2W4bhHoY08DEXWGAYB6S4j5TW8nSMtGsTKKQlkj8FoIAz/RMcN9JQQctwDHLQ79zH6ivGAAIBoSB7rUC6XKdK+A7yEKPGid0oFBQsC2HThuEY5b4NM+0ZBhACAaQtKyUSxXgXIVWilEUQAVBojCEMb0LhBYtg3LdmE7Lmzb5bA+0RBjACAactKy4FoloDB9gp7WClpFUFEErSJoo2GU3t9TkGAOgQCksCFtC1JakJYNS1qQtsW1+0QZwgBAlDFSTjfcs52qZ4yGMQYwB6YTGsAICCkhhIBgNz5RbjAAEOWIEJJD9UQEgPsAEBER5RIDABERUQ4xABAREeUQAwAREVEOMQAQERHlEAMAERFRDjEAEBER5RADABERUQ4xABAREeUQAwAREVEOMQAQERHlEAMAERFRDjEAEBER5RADABERUQ4xABAREeUQAwAREVEO2WkXQEQ9YgyU1tAqgtEaxqjp/6s19GEvFRAQQkBIASEkpLQgLAlLWhDSSqV8IuotBgCijFBRCBVFUFEApSJopQGY+X9hIWBZNmzbgbRtWLYLKdl5SDTsGACIhpTWBiryEQY+VBjAmC409rMxZn+4CA9+SFoWbKcA23FhOQ4ERG++NxH1DAMA0TAxQBh6CP0WojBCV57w50ArhUA1EXhNCCFgF0pwCwVYlpNKPUTUOQaAjFhx0XvO0UIU067jcAa6KjjXdN6UihD6LYS+17sn/TkyxiD0mgi9JqRlwy2U4BSKEIK9AvNlYI5d/sorz0u7jpmkMd7WDWu2p10HzR8DQEYYI9dKY85Ku47D6UhB2gwAc6VVBK/VQBT4aZeSiFYRvGYNXqsOt1BEoViB4HzF/LmQAAAgAElEQVSBOVNh+B6p8Z6065jJQN4P4Oy066D5YwAgGkAqiuC36ojCIO1S5sYYBF4Lge+hUCzDLZYgBIMA0SBhACAaIMZoeM0GwqCV1vB+dxkDv9VA4LVQKJXhFEucMEg0IBgAiAbC9BOz32p0fYz/mAqwdIHB80aBpaPAaAlwbaDoTP/fmifQCoCmb9AKBZ6ZAh7dAzy1D9BdKmU62NQR+i0UK2OwbN56iNLGq5AoZVpHaNVrhyyzm6uyC7z0+cCKZQZnHAectgRYPBL3LjPr/w4V8Phe4JFngHt2aNz1CPDIHgvzySdKKTSm9sItllEsVQBOFCRKDQMAUYoCvwmvWZ9Xd/+SMYM3niPwyjMMXnQiYHdp4z7HAk45dvrf686ZHr/fPRnirocUfvmAwG0Pu/CjuTXggddEFPooVcdgWbwNEaWBVx5RCowx8BpTCOc4u7/kAG9ZAVz6IoMXLQOE6M+EgcVjNt5yno03vVhhat8U/v1+C7f+uoCtTzkd9wzo/b0BpcooHHfgVrASZR4DAFGfaaXQqk9AKdXxe5eMGbz7AuDylwKjKbaZ0rKwYPEofvf8AG9dXsOOPQIrf1XGz35TgDr8oIF2DNCqTyEqBCiVRzgkQNRHDABEfaSiEM3aRMcT/RZXgT+5GPjd86a75geFVXAhXQcvsBv4yzfU8CcXNLFqcwm33FdE0EG+CX0PWmtUqmMMAUR9wgBA1CdhGMCrTcJ0MOBfdAz++GLgyt8RKDqDuS5QCAG3WoXyXRyPGv78NXW856VNfHFdFbc/6ib+OioMUJ/ah8roAu4ZQNQHDABEfRAGHlr1GjqZ7XfRacBHLgOOX4CO3pcWq+BCWgsQNGo4YUzhry6fwi8edvGVX1Sxq56sQdcqQmNqHyojC3gMMVGPMWYT9Vjoe2g1ppC0Ea8UgOvfYfDF95r9jf/wELYFd3QM0p4+FOjVpwZY+Z/24fLlXuKvMT05cAJGdzKZgIg6xQBA1ENhGKDVqCV+gD/nBGDl+w3evLy3dfWSEALO6CgsZ7r7v+gY/Plr6vjEZVOoFpI16lorNGr7YAxDAFGvMAAQ9UgUTY/5J23933W+wTf/q8GJx/S2rn4QAJxqFdJ9bg7Aq08N8I13T+K0Y6NEX+NgT8CAnX5IlBUMAEQ9oFSEZsIJf5YEPnLp9D8rS1ekEHArVViOc/BDJy5Q+Nt3TuJ3np/skCOtInj1yWGYAkE0dLJ0uyEaDMbAq08hyc44BQf46/cYvOv8jLZwQsAeGYWcsfd/0TH49FtreNOZyTZBCsMAXqveqwqJcosBgKjLmo0pKBXfzV1ygM+/Z3q2f5ZNDweMQMzo3rClwV++oYZ3v6SV6GsEXhNhkHwiIRHFYwAg6qLAayJKsL1v0TH44h8anH9KRp/8DyOkhFsZPWSTHyGAD7yqgXeuSBYCvEYNRne+eyIRzY4BgKhLtFLwm43Y10kBXH+FwEtP7kNRA0TYFuxS+YiP/9nFDbz5rPine2MMmvWpXpRGlEsMAETdYAya9WST/v7XZQaXnJWPJ//D2cXiISsDgOmegI+8to6XnxQ/MVBFIYJWfMgiongMAERd4HtN6ATj/u95hcEVL+tDQQPMKVcgDtvv37GAT1xaw8kL47v4Pa8JzaEAonljACCaJ60VglYz9nXLTwT+x+v7UNCAE1LOOhRQdg2uu7SGQtyZB8bAa9R6VB1RfjAAEM2T36jHdv0vLAOf+X0zUCf5pckqFiGtI48iOWVRhA++Kr6LPwoDhAkmWxLR0TEAZIQA+0TTEIUBwjC+IfrIZQbPG+1DQUPErhzZCwAAbzvXw+tPj/+Z+q06uENQ//Fekx0MABkhIG9Ku4Y88hNsUHPJWQavP6cPxQwZaTuQzuwHkn7w1XWMFts37lophD57AfpNCHwn7RqoOxgAMkLX5d8A2JV2HXkShQFU1H7iX7UI/K/L+lTQELKLs/cCLCgZvO8V8UMBfquRaOUFdc2zoRN9Le0iqDsYADJifPymhjDiM2nXkSd+guVof/wqYHG1D8UMKek4h2wTPNPbzvVw1tL2AUtrhdDnDoH9Ygw+uX3dWu7LnBEMABkyUXC+DuCJtOvIgygKoaKw7WuWLgDefQGfTuNYxeKsH5cC+PCr6zhsxeARAi9+BQZ1xdMVhDekXQR1DwNAhuxYd6MnYD6ddh15EHrx29f+6WsNCrM/3NIM0i1AYPZW/swlEX7n5PZBSyuFKEx2uiDNnQGu37RpbbJ9m2koMABkjOWPfAMGj6RdR5YZo2P3+z9+AfCm5X0qaMgJ4IjdAWf6o5fHD7UEPnsBeskAjzXH9n0r7TqouxgAMmbz5htCI82n0q4jywLfi5149t4LDWRM1zU9xyoUjvq5c46LcN6J7XsBoiDg7oC9JHDdQ7fcwiUXGcMAkEFnHB99G8ADadeRVVHMpLOxEvC2F/epmIyQjnPE9sAz/eHL45/wowT7MVDnBPCw41W59C+DGAAyaO3atcoYfDLtOrJIKwUVs+f/W15kUDp6jzYdhbSdo37uvBNDLB3Vbd/PPQF6wwDXbt58Q/suGBpKDAAZdcaJ4SoDcX/adWRNku1nL+XT/5yIo2wKBEyfGPjG09v3vKgohNHtQwJ17IGF7lNr0i6CeoMBIKPWrl2rhMC1adeRNXHdzKccC5x1XJ+KyRjLad9t8uaz48NXkm2ZqQPCXLVu3br4Yy5pKDEAZNjWDav+ETBb064jK4zRUKp9T+gbzuW6/7kSloV2i/6XLVCxGwMpLgfsInPv1g1n/FPaVVDvMABkm4GR7AXoEhWFsWfPXHR6f2rJKiHb35JecXL7Bj4K439HlIwwuAq4hmMqGcYAkHFbN636AYC70q4jC1TY/ulzURU4Y2mfiskoYbU/L/klMcsBjdFQmj3WXXD3lk1r/jntIqi3GACyzwho9gJ0gYraP32+/AXg2v95krJ9ADhnaYiCE3dKIAPAfAmBq8C+lMxjAMiBLRtv/jGA29OuY9gp1X6jmeXLeL+cr7geAMcClsfNA4g5o4Fi3bVlw+pb0i6Ceo8BICeEMB9Pu4ZhprWGMe2HQ88+oU/FZFmCHpTlx8UEgJigRu1JjY+CT/+5wACQE1s2rPmZAX6Rdh3DKq5b2baA05b0qZgMO9qhQDOdtDDmiOCYlRrUhsCGe25f/W9pl0H9wQCQI0Kaj6Vdw7CK2/1v6Rh48l83iPhb0kkL2z/hG21gDB9g50IIyXtEjjAA5MjW9WvWGwGm+7mI6f4/cSEbnK5IcEc6aaFqt10AAHBHwLn52Zb1K9elXQT1DwNAzkgjOL43BzqmQTl+Iaf/d0WCdrvoGBxbaf9Cw5MBO2aE4DyhnGEAyJktG1fdZQDO8O2Q0e0z06JqnwrJvGRP7mOl9q+LC2x0OPHj8Q2ruFIoZxgA8khLrvHtUNwT5cjRj7OnDsSMtBxUcdv/+Rr+eXfCCPDckDxiAMih8dtX3g2Au3x1IK5BGSmxwemOZAmgdPSTg6dxEmBywvxgy8ZV3C00hxgAcsrAugpJ77YUK7ZBokTihloOqBRi/nQZAJIyUlh8+s8pBoCcGt94070wgid9JRXTnugkO9hQrKTb+BatuCEASugf71m/kieG5hQDQJ5Z0VUAuHF6Iu2bFJXwyZXaMwl38fNV+8Al4tYJEgAoSys+/ecYA0CObV3/3QcAcXPadQyDuAZFaTY43ZB0/b4fF1sZAJJYffft370/7SIoPQwAOWcZcS3YCxAv5pz6qWaf6sgwo6LEY/d+1P73wR6AWMoI+cm0i6B0MQDk3N2bVj4EmO+kXcegEzGXygQDwLypMHkO3duMaeATbCmcawY3jm9Y+Zu0y6B08SohSIjrALQ/7D7n4p4o99T7VEiG6Q6O8d1dj+sBmG81mRYax+LTPzEAEHDPxtWPCuCbadcxyKRsf079zsk+FZJhJmEPgK8EJrz2ty4ZM2STZwbiG+O/vOmRtOug9PEqIQCAZcnrAbTSrmNQCat9AHhkd58KySgdRjAJtwHcOSnbTxUQIjaw5ZgHhU+nXQQNBgYAAgBsvm3l0wK4Ie06BlXcE+WzNaDu9amYDFJB8h/eg8+2P3d5uvHnGMBsjDBfH79j1RNp10GDgQGADgrD8DMAOJ1tFpbVvtExBvjts30qJmuMgQ6ST0F5cHf7p3sZ01uTYy0L5q/SLoIGBwMAHbT9rrU7jRF/k3Ydg0hICREzs3zro9wMaC5UGMB0sHXvA8+033eZ3f9HY75yz4abn0q7ChocDAB0iEBZnwVQS7uOQWTZ7Rueex7l0QpzoTw/8WtDBdz7dPveGMtu//mcqhvYf512ETRYGADoEL++8zt7DMSX065jEMU1LOOPSyjFENAJHUYdLf/bvtOBF7Uf37dtd75lZdEXxzfe9EzaRdBgYQCgI0jX+T8A9qVdx6CJ6wGY9CTGH0nemBEQeZ1NOdn8ePvfgWXZEFwCeLjJyIRfSLsIGjy8UugIW9bdOAFhvph2HYPGtp3YyeX/cT86Gs/OMx1F0GFngemXD7d/upcOn/6PYPDX2zet3Zt2GTR4GABoVpETfR4A57XPJERs9/IvH3YQNbmQIolOf06/3WPjt3vaD8PYMb00eWOAPUUtvpR2HTSYGABoVtvXra3DmM+nXcegsd1C288/OWFh644o8bn2eaV8r6OxfwD49wfa/+wBAYvj/4cQwF/dcceqqbTroMHEAEBHZRr2VwDsSruOQeIk6GL+4b1FRI1GH6oZTsZoRK3ONp1UGvjp/e0DgO24kJIbAM3wrCeKf5t2ETS4GADoqMbHb2pA4LNp1zFIhLRgxYSAnz9YwFRDI/K4s/JswkYTRne2WuIXD7vYFXMAkFOI6yHIF2HEp36z4Vtc0ktHxQBAbU067tcAcOvQGdyYYQA/EtO9AK0WdMShgJmU70EHydf9H/C9raX2LxACjsMAMMPTJQR/l3YRNNgYAKitHetu9IQRn0m7jkFiu0WImOUA372nCD8AwnqNqwL2M0ohnMMEye1P2xh/qv3kPtct8gzgGQTMJzZtWssuKGqLAYBihVPBN2DA40P3E0LAKRTbvmZvU+KH24swWiNs1PtU2eAyxiCo1dD+GL/ZfWNTJfY1cb+PPDHAY/WxCR7vTbEYACjW9u1rAyEEjxCdwS2WY/cEuOmuEhq+gA4ChHmeFGgMwloNRquO3/qrxxxsfiJm8x/bid2kKVeEuf6hW27pfJyFcocBgBKx/MqNAng47ToGhbQsODFLzva1JP7hrjKA6bHvqJXP/QGCRr3jJX8AoA3wtY3xT/+FUvxrcmSHmoi+k3YRNBwYACiRzZtvCCHE9WnXMUjcBA3PP20t4YmJ6dPpolYLkZf83PssCBv1jo76nen/jpfwwDPxB//Y3P3vIGNw9fbta+f2A6fcYQCgxE47PlgJ4Ndp1zEoLNuJbXxCBXz636rQ+4e+o2YjNz0BQb0G5c+tJ3pPQ+Dvby/Hvq5Q5NP/DA8eU3hqddpF0PDgwdmU2H333WeWnHjuXiHEO5K+xymUMn0+u7RthH77yda7ahZGiwbnLJ1eEqijCEYbWG42n1yN0QhrtY73+X/u/cDVt47ikZhtfy3bQbFcndP36BY1h6GNThhjEu8qaYAP3HHbj8Z7WhBlCnsAqCPjm874rhDgTWY/y7LhJpiB/ncby3h033NBSPne9MQ4k63jg41SCKam5jTmf8A/bSnh9h3x4ahYGZnz98ig7eMbT//HtIug4cIAQB26Rmtjrku7ikFSKFUhRPtLyY8EPvbjUTSD55YOqDCAPzk5r8ZykCg/QDA1CaM6n+1/wAPP2Ph6gol/TrEMy2rfQ5ArAh8HrslWmqSey27fLPXMrsfv/fXSZcsvBXBC3GuzPgQATO8LIKVAFLafezXRktix18brTvOf27PGmP3j5ALSGc6lbMYYRM3mvOc27G1KfPD7o5jy2ocpISXK1TGIAdj4Z0CGAO7eunH1h3taCGUSewBoLgyMYC/ADE6hlGg2+vrfurjxziMnt0WtJvypiaHrDZjuxZiA8ue3usFXAh/9lxE8U4sPi8VydSAa/0EhoD8OgNtNUsey/WhGPbPriW0PLF22/M0ATmz3ujz0ABxgOQ7CBA3hPU86WFjSOGvJYU92ero3wCgNadsD3cgZpRDW61Bea067+82kDXD9rSO487H4AOUUigO17j/tHgAD/GrrxjUf6WkRlFnsAaB5EFenXcEgkdJKPDHtC7+o4pb7Z588qAIf/sS+6d0DOzw1r9dMpBA26vAnu9NboQ3wyZ+N4D8eij/IR1oWSmVO/JtJCvNR8Omf5igfj2bUE7se3/bwkmXLXyOA5x/tNXnqAQCmVwUYraESLN3auMPFcaMKL1w8+6Q5oyJEngejNYSUEDK9vK7CEKrVQNhszmuS30zaAJ/99xHcen984y8gUBldADFgf0up9gAIbNi6Yc3HeloAZRqn0dK8CGk+Bi1uS7uOQVKoVBFFEbRq3zgoPf30W/Ml3rni6HsJKN+H8n0Iy4LlFmAVCn0JA0YpqCCA8qdDSDf5SuC6W6v45cPJjvAtVqqQnPV/CCEkG3+al8GK0zR0dj1272NLly2/GMALZvt83noAgOmnVcctIAr8REcB3/Goi1AJvPTEsP2JtsZARyGU50EFAYxSEDCAlF2ZL2CMgQkDRJ6PqNVE1GpNd/N3+TjjKU/gIz8cTTTmD0wfvDRI4/4zpdgD8O9bN6ziRFyaF0Zqmjdh9FVGyNemXccgEVKiPLIAjal9iTb7WfmrEh581sbH3zSF0WJ8g2uUglIKav9Ou8KyIKQFaVkQlgSkBSHE/kAhACEAYw4GEmMMoBWMmv6nler6U/5sHnjWxsd/MoonJ5P1YDiFIoqldHf7G0RGyGvTroGG3+BOM6ahsuKi994CY958+MfLowth5/io1igK0ZqagEk4T+uEMY1r3zKFM56XbPvXYfLDe4v48i8q8FWy247tuCiPLOhxVfPjt3p7zLNWCmFw6MoSYXDLlk2rL+3pN6ZcyFffLPXM805e/mth8P/gsFCZxyGAmaS0YNkOwjDZoTg1X+DH9xWhtcDy4yPIDET0PU2J6386gpvvLkGZZP8PWZaD8siCgV4KCaQ2BPCHu57Y9mRPvzHlQn7vzNRVzzy27ekly5a/RABnzvx43gMAML18zXIcREGyEGAMsOVJBxsfcXHa8yIcWx2spYBJGQPccn8B//tHY3hod/LRxgNP/oPe+AOpBIAfbN20+vM9/aaUG/m+M1NXLVn24nsFzH/DjF4ABoBpUlqwbRdRwp4AYHpr3B/fV8RTUxbOXhqh7A7Pcu/xpxxcfcsovr+thCBhlz8AOG4R5eroUDT+QN8DgJFSvmfnY+O7evpNKTd4Z6au2fX4+DNLT1p+LoBzDnyMAeA50rJguwWoKEi0OuCAh3bb+OG9RdR8iVMXK5ScwQ0CDz5r4/PrKvjahgqebXS2VNEtllAqj6L9UojB0tcAYMTaLRtXfbWn35ByZXiuNBoKK1757tOhrfuwP1zmfRLgbIzRaNWmEEXtDw+aTcE2uOxsH+9Y0cJJC7uzIU83/OpxF6s3F3FXwqV9hxACxXIFbuHIMxIGXR8nASpLq+V33/7d+3v6DSlXGACo61ZceOVKAO8FGADa8Zt1+N7cTtATAlhxQoi3n+Ph4lMCFFLoFdhVl/jpr4v41/sLeHTf3Hp5pLRQqo7BsodzRXL/AoBYuXXjqv/U029GuTOcVx0NNMvIa5TQ7wb/vtoqlKuwHBdeowatO3uaNwbY8oSDLU84KNgGLz8pxMWnBrjg5ADHlHs3afCh3TZu3+Hg9h0utj3tQM8jdzhOAcUhGu9PkTJCfCLtIih7eOVRT6y48MpvAfhj9gDEM1qj1awlXiUQZ9kChRedEOKcpRFOOSbCSccojBQ6b6n3NCUe2WPj/l02fr3Lwn07HezucFx/NkIIFMtVOIXSvL9W2vrTA9D61taNa/5rT78R5RKf0KgnJHCtnh4GmMOgcL4IKVGujiEKfbQadZgOewMO9/iEhccnLPx4+3MfO6assaiisaissaCs4VpAxTWQAjAwqPsSdV+iEQg8U5N4akrCj7r/fOC4RRTL1VQPNhoqAlpL8cm0y6BsYg8A9cyKi9779fLIgvezByA5YwwCrzk9N6DLe/CnybJsFCojmesN6nUPgDFm210///sX9fSbUG4xhlPPSKjrAAznLjYpEUKgUKpgZGwRnGJ5qJbEzUZaFkqVUVTGOBQ0F9KWd6VdA2UXAwD1zD0bbn5KCLEz7TqGkZASpXIV1dFj4BTLQzdRzrJtlKpjqI4uglMogp2NcyOMrKddA2UX5wBQT0lpPQ7g+LTrGFbSslAqV2FKFYR+C4HX6njFQN8IAdtx4RaKsJ1C2tUQUQwGAOotITrf7YaOIISAWyzDLZahVITQbyEM/L4c4RvHsmzYhSJct8jJfURDhAGAaMhYlg2rPIJiuYooDKGiAGEQQOsICU8dnhchBWzbhW07sJwCpMWtnomGEQMA0dCa7nK3HReF0vQWw1EUQkURdBRBqXDePQRCCEhpT59oaNuwbAeW5XBInygDGACIMkIICccpwJkx/m6MgdYaRkcwWkNrA2M0YKbX/wMGQggIIacnGgox3egLCWHZkOzSJ8osBgCiDBNCwLIsgN30RHQYxnsiIqIcYgAgIiLKIQYAIiKiHGIAICIiyiEGACIiohxiACAiIsohBgAiIqIcYgAgIiLKIQYAIiKiHGIAICIiyiEGACIiohxiACAiIsohBgAiIqIcYgAgIiLKIQYAIiKiHGIAICIiyiE77QKIqPcMDIzW+/8ZAOawVwhACkghACEhhQREGpUSUb8wABBliDEGKoqgVQitFJSKoJWCMbqzLyQEpJSQ0oKUFizHgWU5kNJiMCDKCAYAoiFmYKDCAFEYIAojaBXhyKf7uXxhA60UtFLT/+23AABCCFi2A9txYTkuLIu3EKJhxauXaNgYgzAMEAUeojCAMV1o8BN/a7M/bAQAACklbLcAt1CCZBggGiq8YjPiJRe+5xXQopJ2HUcwZgEE+4y7QUURQr+FMPD62ui3o7VG4LUQeC1Iy4ZbKMJ2S5CSv/Nu0Fote8nvXPn6tOs4hDSNezau2ZR2GTR/DAAZoSC/KaQ5K+06DqdUBNt20i5jqEWhD7/VhIrCtEtpS6sIXrMO0WzAKRThliqQkguN5kMr9Xta4vfSrmMmA3k/gLPTroPmjwGAaBAZIAx9+K3G/nH94WFgEPgtBH4LjltEoVyGlLzVEA0aXpVEA0ZFEbxmbeCf+JMIAw9h4MEplFBgjwDRQGEAIBoQWiv4rQZC3+vZ97BswC4JWA4gnen/DluACqb/RUFv5hYcmLtQLFXgFss9+R5E1BkGAKIBEPoevGata5P7ygsFRo4XGD1eYGSJRHGBQGlMwK3Gv9ebAhrPajR2GzSeNag/YzDxmEbkz7MoY+A16wh9H6XqCFcNEKWMVyBRiozWaDWmDi6rmyunLHDs6RKLXyiw6DQLxdG5f63iKFAclVh06sw6DSafBPY8rLHnYY19jxhoNbewolSIxuQ+FEpluKXBW7hClBcMAEQpiUIfrXqt81369rOLwJKzLRy3YrrhFz1ceiekwIJlwIJlFk69xELYAp4eV3jiboXJxzoPAgYGXquBKApRqo5CCM4NIOo3BgCiFPheA36rMadN+yqLBU6+0MIJL7VgF7pfWxJOCTjpAgsnXWChudvgkTtCPHmnhgo6CyFRGKAxuRel6hgsLhcl6isGAKI+MsbAq08hDDsfUB89TuC0N9o49nSJQXpgLi8WOOcyF6deovDQbR6evtNG1Er+fq01GlP7UKqMwikUe1coER2CAYCoT4wxaNYmOl7eV1kscPobLSw9d7AP4ilWLJz75gqWXdTCoxtCPL2hAN3BFgatxhS0VihwXgBRXzAAEPWB1gqt2iRUB5v6WDZwyiUWTrnEgrQGuOU/zNhICWe8XmLx8hYe/amDiQeT32b8VgNGaxQrIz2skIgABgCintNaoTk1Aa1V4vcc8wKB5e9wUF40PA3/TAW7gMVLBArvrmHiNzZ23OoiqCUbtwj8FowQKJUTrFkkojljACDqIWM0mrXJxI2/kAIvfI3EC19nD3R3fxKu7WJUjEKcUUN1WQsP/7CIyYesRO8NvSYkgAJDAFHPDNBUIqKMMWb6yT9ht39xAfCK/2bjha8f/sb/AMdyMFKowi4ZnPH7LZz4miDxBEbfa06vlCCinmAAIOqRZgdj/guWSVz4py7GlmXvknRsF9ViFRDA8RcGOPPKFuxisvWPvd4amSjPsne3IRoAXrOGKEq2u9/S5RbOf5+DwkhGHvtnUbALKLvTZwCMnKxw1n/24FSThQCvkY2DkYgGDQMAUZeFvofAS7YQ/sTzLLzkPTbysC1+yS2hYLvT//tYhbP/qIniovhdEA0MmrVJGD23HROJaHYMAERdpFQEr1FL9NplF1g494rsjPcnUS5UYcnpiYCFBQZn/+cWiovjewKM0WjVJ3tdHlGuMAAQdYmBQas+BZNgf9/jV1g493J7oHb06wcpBKrFKsT+0GOXDc68sgV3LP7pPopCTgok6qKc3X6Iesdv1hPN+F/0Qonl78zXk/9MtrRRdMoH/9sd0TjjDzzYpfj3+q0m5wMQdQkDAFEXqChE4MeP+48sEXjpex3IHIz5t1N2SgeHAgCgtFjj9He3IGO3CTBoNaYAM7ejiInoOQwARPNlDFr1WuzJfrYr8JIrbdg87wYQQKVw6J7/1RMUlr0+/pAkrRT8BGGLiNpjACCaJ99rQSc49Wb5O21UnsdL7gDHcuBYhx4BvORlIRaeEf+z9FuNjrZWJqIj8W6UEVIYDoymwGiNwGvGvm7Z+RaWLufldrhy4ciT/055m49C3KRAY+A16z2qiqW2XDsAABp9SURBVNrhvSY7eEfKCAPcmHYNeeS3GjCmfWNVHBM48y05H/Q/CltacA/rBbAKBqe8zY+dJBkFPicEpkGLb6ddAnUHA0BGTDru1wA8kXYdeaK1TrRN7dmXc9y/nVKhfMTHRk5WWHxufOPut+J7X6irni4h+Lu0i6DuYADIiB3rbvQEzKfTriNPAq8Ru+Z/yTkSS87iZdaOLW04s2yFuOx1AaxC+59vFLIXoJ8McP2mTWs5AzMjeGfKEMsf+QYMHkm7jjzQWiOIefoXFnDGm9n1n0TBObKLxKkYLLsk/jyFJHMwaP4M8FhzbN+30q6DuocBIEM2b74hNNJ8Ku068iD0W7Fr0U8630JlcU53++mQa7kQ4sif1fPOC1E4pv0cizDwoRVXBPScwHUP3XJL/DpNGhoMABlzxvHRtwE8kHYdWRe36Y+0BE59TeyuNrSfEAKu5c7yCeC4CxL0AnBfgJ4SwMOOV/1O2nVQdzEAZMzatWuVMfhk2nVkWRT6sSfTnfASmenjfXvBtWcJAAAWr4jgjsT0AiSYjElzZ4BrN2++gZMtMoYBIIPOODFcZSDuT7uOrIob+4cAXvAqXlqdcmxn1o9LCzjugvabAxmjEYXxPQU0Jw8sdJ9ak3YR1H28S2XQ2rVrFWCuS7uOLDLGQAXtG5rFp0nu+DcHAgL2LKsBAGDxiiD2/IQwYC9ATwjx8XXr1sVvz0hDh3epjBrfePo/AmZr2nVkTRQGsUv/TngpL6u5Onxr4AOsIrDw9PZtUBT4PCSo+7Zv3XDa2rSLoN7gnSqzrtEQgr0AXRaF7SdB20VgyVmc/DdXRwsAALBoefshaGMMoojDAF1lxFXANTH7MtOwYgDIsK0bVn8fwF1p15ElUdA+ACw9V2K2yeyUjN2mn3/sFAWnErcxEOepddHdWzet+kHaRVDvMABkm4FhL0C3qCiEielift6ZfPqfDyHErPsBAICQwIKYYQDFHoCuEdAfR+wh1zTMGAAybuumVf8C4Pa068gCpdo/XUobWPRCXlLzZcmjh6ix57ff8EdFUewSTUrkri0bb/5J2kVQb/FulQNCmI+nXUMWqLD90+fCkyTsQp+KyTBLHD0AjJysYk8JVBEnrM+X1Pgo+PSfeQwAObBlw5qfGeAXadcx7KKYQ2cWvoCXUzdIefSfo1MxKB/b/glfKQaAeRHYcM/tq/8t7TKo93jHygkhzcfSrmGYGWNgdPvu57ETufNfN4iYR/yRk9r/HnTMUA21J4TkvSInGAByYuv6NesB/HvadQyrJIfNjJ3AANANR5sEeEAprgeAQwBzZgT+bcv6levSroP6gwEgRyTMVWnXMKy0bt+ouFVw7/8uiesBKC1uHwA0JwHOg+SqoRxhAMiRezau2SQMbkm7jmEU1wNQXsjGv1viegCKMccDA4YhYA4M8JPxDStvS7sO6h8GgJxRFq4CZ/d2LK5BKS1iAOgWY9r/rJ2qgVVo/yccN1+DjiQMrk27BuovBoCc2bZ+9WYD/DDtOoZNXKNUWsBLqVuSbOfvjrb/fXAvgI79YOum1XemXQT1F+9auWR9DADvkB2Ia1DcEjtVusWI+J9l3HbLOiaw0SGMlPKatIug/mMAyKHxjTfdC4HvpV3HUIlpUOwChwC6RSfoAogbAuAgVweMWHvP+pU8OTSHGADySqiPAeBAaWLtG3i7yADQLXHDLQBgxe64yASQkLJMdE3aRVA6GAByauv67z4AiDVp1zEsTEyDIngldY1KsOeCjBkCiDu0iQ5affft370/7SIoHbxt5ZhlxLUAuGtKF2jNBqdbtEnQMRXz82Z/TCLKCPnJtIug9DAA5Njdm1Y+BJjvpF3HUDDtmxSj2eR0gzE60RwAHcX8vNklE8/gxvENK3+TdhmUnv+/vXuPkess7zj+e99zzszsxXaccAkFlwQBgYoUVFSppKqKSkEVoki9pKoiEH8VIaiQKlSkFlrMLbQhAacpiIQ7aRyQyyXk1gQ1MYkvDSExvuXuxHZ8i++7O7Mz5/r2j7UTO7H3zK535szO+/385+w45/Huzpzf+5xznpd3ieeszOcksYl6ibLzSZHQAVgIWcnExZPKXlYySwhS6qKA1b/nCACe27Rh9S45fafqOgadKUkAcZMAsBCSLnfyyzt0AM6Fkb615b4bn6m6DlSLdwlkbfF5Se2q6xhkZeNpk1afChlyWZc7+SVTs390lf28PNcpcnNl1UWgegQAaNP6H+6T9M2q6xhkZR2AhA7AOXPOKeviCQDnpGRq9hO8JQCclZGu3/LATXuqrgPVIwBAkpSl6ZckTVddx6CyQTDr15uHCADnKs1TdfP8ftYyKntQwJT8vDzWNqa4quoiMBgIAJAkbX9wzQFj9PWq6xhU1s5+QmkdkhyPAp6TJIu7et30wdl/FsbY0o6Nr5wz/3mi4wcQAPCCIHL/Lmmq6joGUdmKssidpo/0qZgh5OQU5909jNI+WNL+Z/V/Nk0Ze3XVRWBwEADwvIfW3nzYSNdVXccgCmwgUzJeZmIPG9DMV5zGXU/vbe2f/QQfBOECVDR8nMy1WzbceLDqOjA4CAA4Xa32ZUnHqi5j4BgjG85+4jm6i0sA8xWn3bX/Jam5r+QSAB2AM5nIXfKVqovAYCEA4DS/Wfu94066tuo6BlEQRrN+/dhOOgDzkeZZ1wOA4qNW8fHZOzFRyc/JS8Z9ZfvGNUerLgODhQCAl8hr6TWSDlVdx6AJgtlPLM2DTp3JPhUzRNpJ9w+fTOwsf/7fEgBO46QjjcyuqroODB4CAF5i+9o1TTlHu/BFgqjkxOKkg4+ww/JcZHl24vG/7kw8Pfv1/SAq2SbQQ0b68gMP3EQ0xUsQAHBGrhVeJ+m5qusYJNYGCkquLx/YzmWAuZhOuh9AmcdGEztm//6HZSHNP4c7psHjvTgjAgDOaMuWG1uSY2DIiwRRfdavH32mYF+ALsVZorTLR/8k6dhjQekugGFIB+A0Rlc+vv47PNqLMyIA4KwmavWvS25v1XUMkqikxexyae/DdAHKOOfUjuc2ePLwttlX99aGsjwCeKr9YWf8+qqLwOAiAOCsdq79XkfG/FvVdQySIKyVTgXc/UDW9TPtvmqnbeVl83xPff1hq8lds3/fo3rjXMsaKsaZLz700A2M98ZZEQAwq+x4eoOknVXXMTBM+YmmfVQ6+ET3N7b5JstTtZPOnP7Ocw9GpaEqqs1+ecYnTtrdPO/ot6quA4ONAIBZbd++JjHSl6quY5CEXZxonrwnlXO0AV6scIWmOk3NpUWSto0Oby2/+58RwC+wMl946s47u5+uBC8RAFAqiMe/K+npqusYFEEQlg4FmtwdaO9TdF9P46Rm3FTh5naPxIGNkYq0ZPhPjfb/KXamE8n3qy4Cg48AgFIPPXRDaqTPV13HIKk3Rktfs+seo046t1b3MJtOp5Vmc7s0kjaNnvv17GHLWKsaAeB5xpiV27ev6f7xCniLAICuvOHV6Y2SHqu6jkER1uqlNwNO7gy0d1vc9Ta3w6yTdtSewzP/J+1dVytd/dfqIyrZp8knT54X7b2p6iKwOBAA0JU1a9bkxhm6AKeoN0ZKX7Pr7pomW605Pe8+bJIsUStuzfnvtQ5YHXy4ZPVvrGpd/Bx84Zz7zNq1a7vbWAHeIwCga7/Z+IYfGqMtVdcxKKL6qIyd/S0UH7fatyHSVKepLPfvcznNkhM3/c2Nc9LOO+ul9wrWGiMyho+xE7Zv2XjJj6ouAosH7xzMwcqicO5zVVcxMIxUHxkvfdm+9TW1DhhNtCcVZ/50AuI01mRnSvMZivDcg5FaZdv+svo/ndG/SiuZQoWuEQAwJ1s23PwTSZuqrmNQ1GqN0icCXC7t+FlDRSY1O1OK0+G/J6CTdtRM5r7yl6T2oUB77i1/1LI+Msbq/wVbN69/48+qLgKLC+8ezJVz1n2m6iIGhpk5EZVpH7bac8/MGOFm3NR0PK1hHBfo5NSKWzPX/OfxzytSo6d+UldRcrXEBiGr/1M588+s/jFXBADM2ZZ1N98qZx6ouo5BEUa1rqbQHXgw0uGtM92CdtrWRHtqzs/ED7K8KDQ5PTH/Rx+d9MwddbUPl3wsGWlkbMn8jjGEnPTrzRtvur3qOrD4EAAwT3QBTtUYW9JVO3rnHXW1Dsy8LstTTUxPKBmC+wLiLNZE+7iyovv5/i+2b0NNR7aVb+bTzWUXnxiZT2kY20noOQIA5mXzxtV3Gem+qusYFMZYNUbLbwgsMunJH40oPjrz1psZjTulyfbknDbHGRS5yzXZnlSz0zyn0cdHHw2195flW/kaG6g+yur/eUbrN2+46e6qy8DiRADAvBXGfrrqGgZJVG90dSkgaRo9trqhtPnC9Jo0TzXRmpjXsJwqOOc0nUzreGtCaX5uGx8d3xFqxy0NdZMfRseXyhim/pziX6ouAIsXu2dg3p57dsvuC1dc+seSLj7ba6L6SOnEvGESRnXlaSJXcm0/j40mdoQ6/02ZglMWvmmeKs5iGRmFNhy4CXdOTnEaqxk35zzW90wmnwn05JqGXF7+D62Pjg/czP98Ab4Hs3HOqTj7/Ih7Nm9Y/dmeFoChRgcA58S4gi7AKYwxGhlfKtPFmbt92OrRH4wqPn7627AoCrXilo5NH1MnbQ/EroIzK/62jrWOqRW3VBTnfvPisSdDPbGmoSIr/16FUb2r/Rd8Ukic/HFO/FmaoScO7Nn27IUrLn2HpNef6eu+dQCkmc1pbBAqS8qf9886RkcfDbXs4lzR+OkneienNE/VTjvK8lTGGFkTqH8dcKckSzWdTKsZN5WdY6v/VIc2RTNt/y5W/jYINbpk2UC2/ivrABjzP1s2rL6ypwfH0PPrkxk98YrXXvqocfo7naFh7WMAkGa2DJaM8i7u8C8SoyPbIjXOLzTy8jOvrAtXKMkSxVmsvMjlnJM1dsFPirnLlWSJ2llbrU7r+eMtFFdIe+6t6dkuBv1IkrVWY0uXl45crkpVAcDZ4gPP7d62t6cHx9Dz75MZC+7g7q37X7XiLb8nmUte/DVfA4AkhVEkOdfVScLl0tHHQhWptOyi/KzX/p2c8iJXkifqpB3F6cwJ+mQo0IlgUHYFwskpz3NleaYkjxWnHU3H02onbaV5uqAn/ZPSptETa0Z0ZFt3j/AZYzS69HzZYHB/f6oIAE66Zcv6m6/p6YHhhfKHboEu5M5+2hr3PnFfyWnqI+MqXKE07mI4jpP2b6xpaneg172/o8b55df+C1coPuN2w0bGaCYMzPxJhSvk5Cq5p+D4U4F23t5Q0uyyY2GMRpecp2CAT/4VcVZaWXURGA68u7AgDu7ZevBVK95yqWR+59T/7nMHQJJkpCiqy7lceZe7ASZTVoc2Rwrq0tirinO65u/czAn/5Mm/37L2zK5+z95TV5509w8xxmhsfJmCqHwuQNX63gEw+u/NG1Zf19ODwhus1rBgTGA/I2l4ZtsuFCM1xpYqmsNd7EVqtOuuuh75zoimnl2EAcpJhzZH2nbD2PPjj7thrNXYkvMWxcm/AkVRmM9XXQSGxyL8ZMGgOrB766FX/vallxjp0pP/zfsOwCmiEye1uawa06bV4S2ROoetRl9RKByt/pHAMhNPB3rqxyM6tCnqetUvnbjhb8ly2XDxXJnscwdg9ZaNq7/R0wPCK4vnnYZFwWZa6QL9jfjdOqP6yJiCINR0a6L76e1OOvJIqKOPhlr+5ky/dVmi0VcOVqPFOenY46EObKypuW/ujcUgCDW69Dy29z273BnL6h8LiqUZFtSBvVuPXrji0tdJeptEB+BMbBAqimpK00Rdzb89RfuQ1cFNkSZ3BbJWapzvVOU5M2kaHdoU6ZlbGzr4cKRkau43LNQaIxpZsmxRnvz72AH4/pYNN32npweDd1ilYcHZmY3Jr5DEhdyzsGGk8WUXqNOaVNrFwKDTOGlqV6CpXYHCu6XzL8m0/JJUSy7O1Y+slbWNJnYEOrw90uTTgea7o7ExVo2xJV3tn+C5tLD6QtVFYPgM3mgtDIW3XnbF9ZI+PLp0uUK2bp1VErcVt5rnfJd+UHNaclGuJSsKLVmRa+zCXGYBAkHaNmrts2rtDTSxI1Rrv51r4+KltYaRRsaXLvruUNxu9fT/X+S50jS+fvP6mz7S0wPBS3QA0BPWFJ8tnP2gpJGqaxl0tfqIwrCmTntKWVI+OfBs8sTo+BOhjj8x82cTSI3zc428zKlxQaFo3Kk27hSNOpnIKag5GWukQsoSKWtbFYkUTxolx606x6zah8xL9io4F8YY1UfGVWvwa9ENI+V5kH+x6jownOgAoGfe+o4rrhtdtvzv6QB0L0tjtVtNuR5M4qtaWKurMbpEdkDH+s5HrzsAKorNv7r322/r7UHgq+F5J2LghKG9UswFmJMwqmvJsgvUGB2fWZ0PgSCKNLp0uUbHlw3Vyb8fbBj+uuoaMLx4N6JnHrr/v/Yba/dVXceiY6RaY1RLlr1M9ZGxgdwFrxthFGls6XKNLeE+kPkzPW4xwGfcA4CestbukfSaqutYlIxRfWRMtcao0qSjtNPuepxwlaKoptrImAJO+sBAIwCgx0xvH5T2gDFGtfqIavURZWmiNO4oS+NKNvU5GxuEqtUbCmv1RX9nP+ALAgCwiIRRTWFUk5xTmsbKklhZmvQ/DBjJ2lBhVFNUayhYRON7AczgXQssRsYoqjUU1RqSpDzLlGWJ8jRRnmdyxQLfe2kkawOFYU1BVFMYRYtych+AFxAAgCEQhOHMKvzEjoOuKJTnqYo8V1HkKopCRV5IrpBzheR02uAhY6yMMTLWykgyQSBrQ9nAKgjCmbb+Ir0ZEcCZEQCAIWSsVWjrUul9eE6MAwH8RA8P8Bonf8BXBAAAADxEAACAAWXsOe4QBcyCAAAAA8oUbvg2hcDAIACgp4zUrroGoBf6MXuhMMFUzw8CbxEA0GOGDzAMp34MX7LFRO8PAl8RANBbxjWrLgHoBed6v9GlkznU84PAWwQA9JQptKfqGoBeKPLeXp43kmrR+CM9PQi8RgBATxVWj1ddA7DQjKSi6PH9eca4kdjx/kHPEADQU8YZPsAwdPI87/lNgCawR+6+++pWTw8CrxEA0FPTprVNUlx1HcBCyrPe73JtFWzt+UHgNQIAeuqhW2+YltEDVdcBLJSZzZV6/3i+DXVXzw8CrxEA0HPG6d6qawAWhHPKkt43tIy1MqG9tecHgtcIAOg5Z/TzqmsAFkKWJX0ZAGRNsPf+W657tOcHgtcIAOi5+29d9bCMuJ6JRS1PE+VZ1vPjGEk2tDdK7AOA3iIAoD+cu7HqEoD5yrJUWR9u/JMkEwTOmOibfTkYvEYAQF9kqf22JMYCY9HJklh5mvTteEEQ/mLd7V99um8HhLcIAOiLjXd99agz7oaq6wC6VRS5kritPO992/+kIAgUBuHKvh0QXiMAoG9MYq6RNF11HcBsiqJQmsRK445c0ft5/y8wCqLo3l/etmpjHw8KjxEA0Df337Vqv5z5YtV1AKdxTkWeK88SJXFbadxW0cdV/0lhGGZWwcf6fmB4K6y6APjl6Oiyq89rHflQlsRvrLoWoB+P9HXDGKMgDFfdd/sqHv1D3wRVFwC/HHpkbX7Rmy/bJJkPFXlGBwqQUVSrPzWa1f92x44N/XnUABABABXY/fj/PXvxm/8wca740/5eYwUGT1CrJTaovfveO695tupa4BdWYKjEfW9fdlUY1e6wlgwKfwVBqCAIPrLutq9srroW+IcAgGqsXFlMm/bltVp9o7X8GsI/NggUNeor1932H9+tuhb4yVRdAPz2rr/42AVxGq5PO51LnONyAPxgg1BhVL9+3e2rPlJ1LfAXSy9U6n9/+rUjeWovi+r1XxkuB8ADNgxVj+rXrfv98z5adS3wGx0ADIR3Xv7R8bxd+3GWJu/J+zRzHegvozAMnQ2jf1x3+7XXVF0NwJILA2HnIw8mu6/4s9UXHUjaxtg/cUVBOMXQMMYoqjeOWhv91bo7VrExFgYCH7IYOH/0vo+/yzl9L0vT11QxkQ1YKDNb+4YKarVfmMR86P67Vu2vuibgJAIABtLb//zDo2Nu9JNZnv9Tnsa1QZnYBnTLWKswqj9nrPnkutuu/UHV9QAvRgDAQHvn+//h9S4vPpUVxQfyNA4LggAGnLFWQRAdCUJ71UhS+9rdd1/dqrom4EwIAFgULnvvJ14b2PzjRZF9sMiKl+dFJhEGMCCMMbIzQ322Kgi/kTf03Y1rvtquui5gNgQALCqXX355sK/z6veYovhrVxTvLopihStyFYWTRCBAvxhZa2WtzY01W4Mwut3ZfPX9t1z3SNWVAd0iAGBRu+y9n3htaLM/kNyb0sL9rnHudSrcuJNGjbTUaXEMF3LOjVddQ18Z5UZmkayQTWqM2nJm0hhzXMY+HoTa5gqztQjqG9b//KqpqisE5oMAAAyAt152hV/tC+N+unn9zX9ZdRmAz5gECACAhwgAAAB4iAAAAICHCAAAAHiIAAAAgIcIAAAAeIgAAACAhwgAAAB4iAAAAICHCAAAAHiIAAAAgIcIAAAAeIgAAACAhwgAAAB4iAAAAICHCAAAAHiIAAAAgIcIAAAAeIgAAACAhwgAAAB4iAAAAICHCAAAAHiIAAAAgIcIAAAAeIgAAACAhwgAAAB4iAAAAICHCAAAAHiIAAAAgIcIAAAAeIgAAACAhwgAAAB4iAAAAICHCAAAAHiIAAAAgIcIAAAAeIgAAACAhwgAAAB4iAAAAICHCAAAAHiIAAAAgIcIAAAAeIgAAACAhwgAAAB4iAAAAICHCAAAAHiIAAAAgIcIAAAAeIgAAACAhwgAAAB4iAAAAICHCAAAAHiIAAAAgIcIAAAAeIgAAACAhwgAAAB4iAAAAICHCAAAAHiIAAAAgIcIAAAAeIgAAACAhwgAAAB4iAAAAICHCAAAAHiIAAAAgIcIAAAAeIgAAACAhwgAAAB4iAAAAICHCAAAAHiIAAAAgIcIAAAAeIgAAACAhwgAAAB4iAAAAICHCAAAAHiIAAAAgIcIAAAAeOj/AdF/CR9IhthSAAAAAElFTkSuQmCC",
      "contentType": "image/png",
      "width": 15,
      "height": 15,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     }
    },
    "scaleSymbols": true,
    "transparency": 0,
    "labelingInfo": null
   },
   "defaultVisibility": true,
   "extent": {
    "xmin": -74.20322592,
    "ymin": 4.48563641599998,
    "xmax": -74.02234976,
    "ymax": 4.7694440000000204,
    "spatialReference": {
     "wkid": 4686,
     "latestWkid": 4686,
     "xyTolerance": 8.98315284119521E-9,
     "zTolerance": 0.001,
     "mTolerance": 0.001,
     "falseX": -400,
     "falseY": -400,
     "xyUnits": 9.999999999999999E8,
     "falseZ": -100000,
     "zUnits": 10000,
     "falseM": -100000,
     "mUnits": 10000
    }
   },
   "hasAttachments": false,
   "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText",
   "displayField": "DIRECCION",
   "typeIdField": null,
   "subtypeFieldName": null,
   "subtypeField": null,
   "defaultSubtypeCode": null,
   "fields": [
    {
     "name": "OBJECTID",
     "type": "esriFieldTypeOID",
     "alias": "OBJECTID",
     "domain": null
    },
    {
     "name": "ID",
     "type": "esriFieldTypeSmallInteger",
     "alias": "ID",
     "domain": null
    },
    {
     "name": "EXTERNO",
     "type": "esriFieldTypeSmallInteger",
     "alias": "Externo",
     "domain": null
    },
    {
     "name": "DIRECCION",
     "type": "esriFieldTypeString",
     "alias": "Dirección",
     "length": 255,
     "domain": null
    },
    {
     "name": "LOCALIDAD",
     "type": "esriFieldTypeString",
     "alias": "Localidad",
     "length": 255,
     "domain": null
    },
    {
     "name": "EQUIPO",
     "type": "esriFieldTypeString",
     "alias": "Equipo semafórico",
     "length": 255,
     "domain": null
    },
    {
     "name": "NUMEROINTERSECCIONES_POREQUIPO",
     "type": "esriFieldTypeString",
     "alias": "Intersecciones por equipo",
     "length": 255,
     "domain": null
    },
    {
     "name": "UBICACIONEQUIPO",
     "type": "esriFieldTypeString",
     "alias": "Ubicación equipo",
     "length": 255,
     "domain": null
    },
    {
     "name": "FECHAINSTALACION",
     "type": "esriFieldTypeDate",
     "alias": "Fecha instalación semáforo",
     "length": 8,
     "domain": null
    },
    {
     "name": "OPERACIONACTUAL",
     "type": "esriFieldTypeString",
     "alias": "Operación actual semáforo",
     "length": 255,
     "domain": null
    },
    {
     "name": "FUNCIONAMIENTO",
     "type": "esriFieldTypeString",
     "alias": "Funcionamiento semáforo",
     "length": 255,
     "domain": null
    },
    {
     "name": "IMPLEMENTACION",
     "type": "esriFieldTypeString",
     "alias": "Implementación semáforo",
     "length": 255,
     "domain": null
    },
    {
     "name": "TIPOINTERSECCION",
     "type": "esriFieldTypeString",
     "alias": "Tipo intersección semafórica",
     "length": 255,
     "domain": null
    },
    {
     "name": "GRUPOSENALES",
     "type": "esriFieldTypeSmallInteger",
     "alias": "Grupo señales",
     "domain": null
    },
    {
     "name": "TOTALGRUPOSENALES",
     "type": "esriFieldTypeSmallInteger",
     "alias": "Total grupo señales",
     "domain": null
    },
    {
     "name": "NUMEROFASES",
     "type": "esriFieldTypeSmallInteger",
     "alias": "Cantidad fases",
     "domain": null
    },
    {
     "name": "GRUPOSVEHICULARES",
     "type": "esriFieldTypeString",
     "alias": "Grupos vehículares",
     "length": 255,
     "domain": null
    },
    {
     "name": "GRUPOS_BRT",
     "type": "esriFieldTypeString",
     "alias": "Grupos BRT",
     "length": 255,
     "domain": null
    },
    {
     "name": "GRUPOSPEATONALES",
     "type": "esriFieldTypeString",
     "alias": "Grupos peatonales",
     "length": 255,
     "domain": null
    },
    {
     "name": "GRUPOSSONOROS",
     "type": "esriFieldTypeString",
     "alias": "Grupos sonoros",
     "length": 255,
     "domain": null
    },
    {
     "name": "GRUPOSCICLISTAS",
     "type": "esriFieldTypeString",
     "alias": "Grupos ciclistas",
     "length": 255,
     "domain": null
    },
    {
     "name": "CANTIDADCONTADORES",
     "type": "esriFieldTypeSmallInteger",
     "alias": "Cantidad contadores",
     "domain": null
    },
    {
     "name": "FUNCIONDETECTORES",
     "type": "esriFieldTypeString",
     "alias": "Función detectores",
     "length": 255,
     "domain": null
    },
    {
     "name": "ZONAAUTOMATICA",
     "type": "esriFieldTypeString",
     "alias": "Zona automática",
     "length": 255,
     "domain": null
    },
    {
     "name": "SHAPE",
     "type": "esriFieldTypeGeometry",
     "alias": "SHAPE",
     "domain": null
    }
   ],
   "geometryField": {
    "name": "SHAPE",
    "type": "esriFieldTypeGeometry",
    "alias": "SHAPE"
   },
   "indexes": [
    {
     "name": "R1421_SDE_ROWID_UK",
     "fields": "OBJECTID",
     "isAscending": true,
     "isUnique": true,
     "description": ""
    },
    {
     "name": "A1125_IX1",
     "fields": "SHAPE",
     "isAscending": true,
     "isUnique": true,
     "description": ""
    }
   ],
   "subtypes": [],
   "relationships": [],
   "canModifyLayer": true,
   "canScaleSymbols": false,
   "hasLabels": false,
   "capabilities": "Query,Map,Data",
   "maxRecordCount": 2000,
   "supportsStatistics": true,
   "supportsExceedsLimitStatistics": true,
   "supportsAdvancedQueries": true,
   "hasZ": true,
   "supportedQueryFormats": "JSON, geoJSON, PBF",
   "isDataVersioned": false,
   "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true},
   "useStandardizedQueries": true,
   "supportedSpatialRelationships": [
    "esriSpatialRelIntersects",
    "esriSpatialRelContains",
    "esriSpatialRelCrosses",
    "esriSpatialRelEnvelopeIntersects",
    "esriSpatialRelIndexIntersects",
    "esriSpatialRelOverlaps",
    "esriSpatialRelTouches",
    "esriSpatialRelWithin",
    "esriSpatialRelRelation"
   ],
   "advancedQueryCapabilities": {
    "useStandardizedQueries": true,
    "supportsStatistics": true,
    "supportsPercentileStatistics": true,
    "supportsHavingClause": true,
    "supportsOrderBy": true,
    "supportsDistinct": true,
    "supportsCountDistinct": true,
    "supportsAdvancedQueryRelated": true,
    "supportsQueryRelatedPagination": true,
    "supportsPagination": true,
    "supportsLod": false,
    "supportsQueryWithLodSR": false,
    "supportsTrueCurve": true,
    "supportsQueryWithDatumTransformation": true,
    "supportsReturningQueryExtent": true,
    "supportsQueryWithDistance": true,
    "supportsSqlExpression": true,
    "supportsTimeRelation": true,
    "supportsSqlFormat": false,
    "supportsQueryAnalytic": false,
    "supportsCurrentUserQueries": true
   },
   "supportsDatumTransformation": true,
   "dateFieldsTimeReference": null,
   "preferredTimeReference": null,
   "datesInUnknownTimezone": false,
   "hasMetadata": true,
   "isDataArchived": false,
   "archivingInfo": {
    "supportsQueryWithHistoricMoment": false,
    "startArchivingMoment": -1
   },
   "supportsCoordinatesQuantization": true,
   "supportsDynamicLegends": true,
   "serviceItemId": "a8dea2fe5d674782bd02f2a362795d63"
  }
 ],
 "tables": []
}