--- title: "Auto voorraad instellen" slug: "auto-voorraad-instellen" updated: 2024-03-05T18:50:44Z published: 2024-03-05T18:50:44Z canonical: "docs.retailvista.net/auto-voorraad-instellen" --- > ## Documentation Index > Fetch the complete documentation index at: https://docs.retailvista.net/llms.txt > Use this file to discover all available pages before exploring further. # Auto voorraad instellen ## <span class="fr-marker" data-id="0" data-type="true" style="display: none; line-height: 0;"></span><span class="fr-marker" data-id="0" data-type="false" style="display: none; line-height: 0;"></span>Auto voorraad instellen Deze handleiding beschrijft de instelling om automatisch voorraad te berekenen, zodat er inkooporders kunnen worden gegenereerd voor voorraadartikelen. Dit kan gebruikt worden om het schap te vullen of om de voorraad wat verkocht is aan te vullen. De benodigde voorraad kan worden berekend op basis van de gegevens die zijn ingevoerd: aantal verkoopdagen, aantal dagen voorraad en de minimale voorraad. Voor het gebruik van deze module is er een licentie nodig. Instellingen voor het gebruik van auto voorraad Extra -> Instellingen -> Sectie Voorraad -> Tabblad Auto voorraad 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VEOy6M8Ql3HLVjzBhesN67Gzw2ownW82iC9TyaYD2PJlw9jwIKLGNoEUM78RnthbuIaMeFMT7hjqN2jBnDC9Z7d4PHZjTBeh5NsJ5HE6zn0YSr51FAgWUMLWJoJz6jvXAXEe24MMYn3HHUjjFjeMF6727w2IwmWM+jCdbzaIL1PJpw9TwKKgLbWzGD0UZE0E58RnvhjoEmRYzxCXcctWPMGF6w3rsbPDajCdbzaIL1PJpgPY8mXD2PgrrAEpLxxz/+cVHR71y6+v/9fzEYDAaDwWAwGAxGUlBgiYompSnRRGAJIYQQQgghJAUKLFHRpDQlKLCEEEIIIYSQtlmkwG43M8tmsn/JpKFJaUpQYAkhhBBCCCFt01BgIarLzLKarFJgJxVNSlOCAksIIYQQQghpm2YCu33GLJvZnv23zGT/CSiwk4ompSlBgSWEEEIIIYS0TSOB7YlrIbIlnsC+N2tW2J5aF+G0FbPvFQl5GTPZOmQa1lnPmxEsJyNxHSSMJqUufv3rX6vzZVBgCSGEEEIIIW3TX2AhhStmTa57EMEVpnQ/KbD90mRP7XtmdoXLizTRs1tIaHW6aTkp65B5iY8mpQjIqwst3QUFlhBCCCGEENI2fQX2vdkVld7K6rSQxljvLNKKnk8ZeXZfPCPTsXKS1iHllmhoUirltZ/EUmAJIYQQQgghbdNHYCF6dSlcVumRFXIZE9hKmiQirJaG5SStgwLbD19IfWn1p/2gwBJCCCGEEELaJi6wkMKerDpyqa31bPrDcmtDf8UQ3gz05NbKsMSm+5XTdB0U2H74QqrJKgWWEEIIIYQQMkqiAlt/6nBBr7ezKoYQxrKXdoUitKIXtyKlUi77TAfLyWi8DgpsP3whDYkqBZYQQgghhBAyKvo/xGlQ1N5bMi5oUpoSFFhCCCGEEEJI27QosP79srLHk4wbmpSmBAWWEEIIIYQQ0jbD64ElY40mpSlBgSWEEEIIIYS0DQWWqGhSmhIUWEIIIYQQQkjbjEBg5QOUBn14kv8QJjJsNClNCQrsqMFnBEP33efLnybEh+fMdOKOM79TCVk87vM0jGunuzWP12RCfBoKbMIXHp4EHHx4EwV2XNCkNCXaFVjxBdF7LLa7sHflvHDb2MYXzSBl+cv0myZLBh5wZ49FGerT3pOYxHNmvM9Z91T+Fb2NV/bHnQuLPwEScNvB71RC+uM+L/pnBm/rGOwaHrke9NrQ/QR22NfIYZfvM+r1kXGmmcAWr80JvlZHQoGdCDQpTYmhCWzvwtY1gW2TQS7i/jL8Iug27vi0df7ynOkc7rVu7ktTvOatnJVLbnrjdzG0fe4RMsF4PzhWP6v9BHOxDLv8foz6O4HfQaQ5jQS2J66FyJYUQjrrPuB/bf6z/bAVkS+UnZDui9IT2OILvfcLtfiCR1R/uRZftn3yzRS/iFXTSAqalKbEUAQ2O3fscbc/kPgC66ZlyItgv3R34ZzJzufyfcY4fyrvNw62NN3yrsxweY5KuUXMbFe2s7dOV2YZ1XMf8/z195sOb5//xZ0HG73tUNZ/WZ/9j8lknTP9yquu3/V0qOtrtL/NrwF5adX1p1MsX/yga49d9vdsth/5Nrntaesa5tKzee472f2Y7H1n5qGde2VU6pmQKcVdd3oh2gC1tOLzjb/Vz3jleuVdX+S1031u5WfazhCfU62M3nQb12jleuP2vXY9kdchEL+epH2PKfMr6+uX3qBOyFjSX2BxovY+TDgRlBNHfKCr+QGWkV/QxfL2A+B/gcppkbeS1i+f+IWstg7SFE1KU2I4ApudV8XFt7zYBY5v7wLbNL1YRxb2wtZLdxc6ly7Pf4mf7pXXmy7WV2t4S7R1FfNqX2zufA+tv990YPuC9ROoT5KIVp99jsnEnTN9yutNF+t35Yvvl7wB6W1fcH89+m6vt/4ByLcvLw9/Yz+dyL7nyhf7U6G2fR619HJ/e4Gym+5n03ojZGqQnxXteqB8VirX6eoyTtz0629G7Rrnykeecl359RL4Zbjptq/Rcp/9ZQLToetJ8veYR/J10ZUZ+p4h40pfgcUHrvyw+NM4Mb0TDSdP5QsZJ4s7UYr89tdh7+RxJ7UX5Qe9yN80n0XZPtIITUpTYmgCa48p/p4xM/aiKI5378Ilo2m6f1Hzp91FOHQ+ufwuPVRekV47j2W5flmYpZ/3iOpF2V9/v+k+29f7kvHzk8Wh1WfDY9ILdyyBl9fO6vo506e82jRWoaS775u++5sx0DWgXH8qeYMVy+fXD1s1djuzdRTbIr9fF3cNC1yj+h2XJvVGyBTihNN9dlyPa/m5cJ851wYF4vOFz2vRVsEy8getMp/4vLrPtyKwK4r1VD+TfhneZ9tPH/gaLbaxVgZmIY8nqErYba+ly+uVsj6wqOtinzohY0sfgS0/nJWofLiUEy0qsNnyM9kHOitHnP/5SV2ZIRFlNM1nUbaPNEKT0pQYnsBiUl4AxXkhp90yTdP7TpdfJPr55PK79FB5Ynnlopt/OSl53fZXPluS0Pr7TQe2z62v91nz85PFodVnn2MCJuqc6VNebRqz8nVgn6u9GWVacH9dem19/abF+lMpjtfMdpRVlGPnZX8Xw3xr2x/anr7br1+j/EZ4sNzgeULINOI+T0r0Pitlnt7HK6P3Qxs+41mC/QzOzOZ5e8sq1xd3fVfK791CVfl8+2X41wQv3X3WQ9eCGso21srALOQp6qDJ9WSQ77HQda9fenBa1iMZR+ICixOjdhLmH6j83MXf3klgT0x3ogCcLG5a5s9PovIz4E+jqBXFtCyjaT6gbB9phCalKTFUgcWc4oJZu4i5E6N3gWyY7tYRnHZfJKHzyeWvnt/18vTlXSMzv4hr63LLV8991EN57mvr7zcd2L7aF6mfnywOrT77HBOP8T9n+pRXmwbFfroRGJXvJ5c/sL+NrwGx9aeSl7FiZiZbl1tPvg8rsu+mSt0s+hoWuEb1PS596o2QaaT2+QL+NcF95qqfFXdtRtjrMz67hYDm12ugXF9qn9XqZ7pXbu2z7MoIfbaL9L7XAh/tmhJax2DXk77fY4u+Loa2T+4TGUeiAhv8AsMJYxNwstVPAixXnlA4WdyJ4+cvTiT3YeqdeC7kCef+zmiaL7B9pD+alKbEsAW2fpHKcrnzzuZ1v1Y2TS/WEZzWLuQSl9+lh8rL0+UXXC/Eh62S3pvvtqEaeXJo/f2m9e0D6jb28pOBcV+4IqrHcFrOmX7l1csHch1lY9AR29+sxD7XCH37q+tPpbdOcf3S5oHFXcPC16j+xyVeb4RMG+6z5l9jep8l++EoPzeVz4poo+rXWqDMc8v1rgv1z3T12hG6ZoauqWL7KyGvBVUq+d1O1trgcr9A+Hqirl9Unra+xV0X+9cJGU/6P8SJTCWalKZEuwJLlhwnXV6Dm5AgPGcIIaQ5o75m8hpNxhgKLFHRpDQlKLDjjvYLavhXWkJ4zhBCyABURuUMs2eQ12gyOVBgiYompSlBgSWEEEIIIYS0DQWWqGhSmhIUWEIIIYQQQkjbjEBgccO0G6KA4QuDDI+QZYT+zrA3lnM4RBtoUpoSFFhCCCGEEEJI2zQUWPfUrgZyCIkM3hDetsAOQHT7iEOT0pSgwBJCCCGEEELappnA4gbzme3Zfw0eq0+BnQg0KU0JCiwhhBBCCCGkbRoJbE9cC5EtKYR01j1B7a/Nf5ZPOMsXEsLpCawd8ives1VMu+WrL3zWBFb83XuKWym3lXdD2Se7Yf1intuXPuudEeXU3zs4mWhSmhIUWEIIIYQQQkjb9BfYSo8lhE72oBZCKKW21sMphVMIrJXGUjar+YCUXZkW+huIaV+2s2k7Gd0+4K9X9DrXtnly0aQ0JSiwhBBCCCGEkLbpK7Dvza6o9DpWp6XsFTQRWNtj64lgrwe1Grk8yjJCfwMxbWUTZXjr8bev8XqBsr8TiialKUGBJYQQQgghhLRNH4GFsNXlbllPAAcR2Gz5mZlsnnc/rd9jWiEkrb5g+tMA8/LttsVrAttovYAC2zQosIQQQgghhJC2iQss5K4ioyCX0Nz5AgIblEqZPxfL0h39aRS1opiWZYT+BuV0uWxOr+dY3b4m6wUU2KZBgSWEEEIIIYS0TVRgg08d7vVa6kLXe3iSzSMl0M+fy2NPkq1cFsvacMvJMkJ/AzHtlyVEvLp9GY3WCyiwTYMCS4jOfffdx+hQEEIIIV1h4eKfzftbXzSv//hh8/FrvzfXLl0pUgpuGPP5+Yvm5CtzZv7vN5oPd7xqri8sFInTQ/+HOI0TENFajzEZBE1KU4ICS4gOpak78FgQQgjpCpDXI1v+t5n7Lz80e759byaoPzVnf/dv5upnl4sckNcL5uTOOfObezeYPd+61+xfc382/etMYq8WOdKZn58369atMytXrjTLly+3gb8xD2ldZDIEVvSgqj3GJBlNSlOCAivxe/JTWMyyk8Zk1AWlqTvwWBBCCGnK2sfmzX944BUzNzdnNmzYoAbSkAd5U0HPK+R199/cY3b9x/9q9qz6vvnt3/3YnN53wFy7fMVcvXTZnPrVfvObH9xvdn9ztc2ze9XqTGbvNydefrUopTlor999993m9ttvN1u2bDFHjx41CwsLNvA35iENeWzbvkNMVg8saQ0po4PEcAQWAiOHeDdgKXrlW10nBbaEAkvaZSmPxaFDh8wPf/hDc+edd5q/+Iu/sP9jGvOnBdYBIaPna1/7WnKQHIgpoh9N8/lg2DB6XiGmLiCqB/7hf2aCuscce26nFVonrza+cY/51X9aY34/+49FKc24fPmyueuuu8zGjRvN1atl7+3xn3/RnNh0k7n22Tk7jTTkQV4s0xUosERFk9KUGIrAFvdeB+/N1qDAThAU2Gb0qycv3Y5g8afxQ9Hk3++/FAJ77do185Of/MTMzMyYnTt3mnPnztlfu/E/pjEf6bJBMWmwDghZOlKFlAJbMmyBxT2vGDaMnlcpsXv+9gfmX76/wez73n+3Pa4y7VffWWve3PSY+eTwu0UpzXjooYfM+vXri6mSEw9/yRybXWau/fl0MScHebFMV+iwwLbdWKUIpKBJaUoMQ2B74lp79ZF/bN00HrrlHsyVhVsGy7t5WZRF5cvNuId8ZYEnV/ce+lVM53hlZ5GXo62zun2yvIok9MQhj3xd+jb1UJepgydrV+ss345e/mCdZATTioea2fc6I83VuTavXL5eRigtw1t3Uu97R9GlqV4Pgwuk/3lIoTh+A613/FgKgf3Rj35kf82+ceNGMacK5v/0pz+1+SYV1gEhSwcFdnCGLbB4YBPuea31siK+cU8eYt6r3/6BOfijh835I0eT74G97bbbzLFjx4qpko9++RVz8hdfNtcvfVzMyUFeLNMVGgosGkSJjcdWe6EGYKnXP+ZoUpoSrQts5XjifJSNbL/BLqb988AKn7+sm87P855A2bz+dOAzINP8ddpyizRfvrPpfFJuB8imbYK2TW4bRLmWmHz4ecW0LTNQJ7E0u77suiD3R53nUdkHj9r++esOLDdGhAVW7msGzpWBrmGLqafJqOOmjFpgf//735vvfOc7xZQxu3btMn/9139th8/if0w7kA/5Jw2/DmJMah0QspRQYAdn2AIL8MAm3POKYcPoeZXC2otv5MOGD/5ok/n4X98Y6AFON998s7l+/XoxVXJ669fNqSe+am4sXCzm5CAvlukKzQS2aHR3fuimZKnXP+ZoUpoSbQts7z2+BdVpv9Etpv3zwBfIjPK8jpRj8aZRlv1hx0VgnXI5K2gir0PZrhx/G4To1NafR+gzKntcK/UXq5NofWnCrM3LCNUVCKXV1u3XxXiSIrDynC/PnTwqacH6Lcqt9IiLeuwtl0/j2PbKmILr56gFFuvbsWOH/XvPnj22YeiHk1jkw/2gk4asg35Mah0QspTgOpNCav5Jxonp/zmVtXMDIG0xAgvwwCbc84phw36vK2L333zP/O7vfmxO/fq35vrnnxdLpYHeVDyoyecPu79rPt7xzWKqBHnHrgc23Jj1G5RuGo0m0RByy3iNrLKoPo2sjErDyu8B6s2XDWsxP9/46rbGGoNEldKUaFdg68fZRq+BHToPM4YlsPZcbrhOmdYD8/L9yE/P+nbl+MsWnxUUHlwmgD3nURbKFLIUq5NofYlt6aHMi9VVv7TKuv26GE/CAuud3+7csETOA5sm61zmLcqN1qOc9tPGiwMHDhR/1dHSRi2weJrjJ598Yv9Gj6sUVxeYDz7++GPzl3/5l/bvEnmejOdxknXQD70OcI5m+9/3GksI0cB1JoXU/JOME9OmMSh42jAe2IR7XnWBvcfsX/OAfRcsZHcQcD/r2rVri6mShU/fNVf/WBfbNWvWjNk9sJXGOL4kQg0lIKb9RrxtPPvLuuk+jSy/IZtNV7I6eg304u/gF5y/3bIxSIAmpSnRqsDi+FeOJcjPmfw8kOcSJoUUyXMC+OdhZdo/LyLTyjkZXKdYDj2fcrFeT6i/XVjGZvS3QZ6rSJOSUy/fx8rnjLftsTqJpamfG2VerK5S6lGmjTFhgdXqsji+dt+duJTRS5N1aM8LV09auf45Jaf9tPHhwoULZtWqVebZZ58t5pRgHtKQRzJqgZUNQQwbdtIqA/MBHmrk/q4zvscJ+9gUvQ7yfcdzAcofnse3PggZNSmfQZCaf5LRJDUWydzI3/OKV+XY+2C9BzbJQNrvfvgTc/a3B821THhTcU8hfvDBB6tPId50kzn+sy8UUzkQ17F7CnF1qKY/7X9piGk0PqV01BpZmOUa330aWbYhiwab8gVVa9gF1i/LizUGiUWT0pRoU2DL88RDnFM4L3vHMhM0eV5i+Xx+Mad3PuVRlh05ny3V6V65tuzYOrVzuYjajzxlWv4587fB+6z45VXyKhTnfq0+g3WSEUwLSZc/r2FdKWmx4zquNBfYfP/teaBcP3vU0uQ50+faapHTftp4oUlsSF7B+PXAOvxjLD5DWYROlS7QTg9stu/2uhQ4b9VraUEsjZApANeZFFLzTzK+oF76/FqRkjV79x61gXkuPZXPz180J3fOVd7zauMb99hhw+79sC72fOv75sA//NScm/83c+2zdLlEex3veL3jjjvM448/bj744AP7w6Hk7Nmz5pZbbjHnz58v5nSDPgJb/2K00Wt0+40dMY0vibYEtgfm5dtgl7ON8Ybrl2mxxiCx+EKaGq32wBIyQTQX2Px6l1+q5N85kFs7XWnIZ1Sui9MlsEBKbExewagFFvdz4jUxYPfu3RVxdfHP//zPNh35wvd/Ro6Tfz50DFkH/dDroNx3tCHqP/T5dSM/A7E0QqYDXGdSSM0/yTgx1QRVztPSm4Ahwb+5d0PtCcR4YBPuecWwYb9Xds+37jXz/22jObP/YFFKOvPz82bdunVm5cqVZvny5fad3JBZ8Mgjj4z8u7IJcYFFQ6gigQAXfNmoEhd/2XDyv0TttMhbmY43snoNtYJgr0Rs/aK8/O9AY5BYNClNCQosITphgfV+KPSuUfk1TaaX1zdcv3rzKz3V8Wtrjn9tlGnjiZPYmLyCUX8pHzp0yA7hd09+hKz+1V/9lf11G/87eUU68iG/jnec7Heffm50Db8OQoTrQOx773tezKvVRR72sxRLI2RKoMAOjhNTTVDlPC29CfN/v9EKqRTU/FU5m+wDmyC4GDaMntdKnr/9gfnXB9q7P/XRRx81q1dnorxrl7n11lvNqVOnipTuEBXYsofUQ4hjuOGUL5/PL+Z4DbCy7D6NLL/hJqQ6Nvywun7vCz/SGCQUWEKGRed+ycS1sPZD5fgDcY3JK1iKY4H7jfCO037vQEW+ML6wye8v77uugyyuDqr7l/fCzlbrQ224ZMTSCJkSKLCDs/ax+Z6c+oLqhhADpCFvKh/ueNXsX3N/3sv6jXvMr76z1r7n1b4q5/PP7QObcM8rhg070X312/eaA5n4nt6bvr4Q27Ztsz2x6JE9fPhwMbdb9H+IE5lKNClNCQosITqdEVjxI960tumX4ljgYRk/+clPbO8ihsjiPk/cc4T/MY35SJcP1ahhj11A2GpC2z0WVwe+oGNa/gidT8sqKUdYxdIImQ4osN3lenYdPLnz1+Y3995vhw2/uekxc/7I0cp7XvHAJtzzimHD6HmFvP7h0NvmRp9RLSk8//zzZm5uLv49tMRQYImKJqUpQYElRKdzPbBTzFIeCwyNxf2deEgRnrSL/zEdHjZcHWZeddZy/jg97Cy9DoAvsLmEVqQ9NsKKo6/IlAMhTQ0yOiCrJ15+1fx+9h/NJ4ffrcirAw9swj2vGDaMntc25XVcoMASFU1KU4ICS4gOpInRnSCEEELIeEGBJSqalKYEBZYQQgghhBDSNhRYoqJJaUpQYAkhhBBCCCFt00dg3cMRqpHfe6O99kF7krBL430m44QmpSlBgSWEEEIIIYS0TQOBDYln6NU37sXijlgZpKtoUpoSFFhCCCGEEEJI27QssADLyPkU2HFEk9KUoMASQgghhBBC2maRQ4g1gc2WmpGP+KfAjiOalKYEBZYQQgghhBDSNkPogaXATgKalKYEBZYQQgghhBDSNkMaQiyXocCOI5qUpgQFlhBCCCGEENI2fIgTUdGkNCUosIQQQgghhJC2WeQ9sH6aLrR5GiV2nNCkNCUosIQQQgghhJC26SOwZFrRpDQlKLCEEEIIIYSQtqHAEhVNSlOCAksIIYQQQghpGwosUdGkNCUosITo3HfffYwOBSGEENIVFi7+2by/9UXz+o8fNh+/9ntz7dKVIqXghjGfn79oTr4yZ+b/fqP5cMer5vrCQpE4PVBgiYompSlBgSVEh9LUHXgsCCGEdAXI65Et/9vM/Zcfmj3fvjcT1J+as7/7N3P1s8tFDsjrBXNy55z5zb0bzJ5v3Wv2r7k/m/51JrFXixzpzM/Pm3Xr1pmVK1ea5cuX28DfmIe0LtKiwMqnDYffETta+ATkQdGkNCWmQ2BHdX4N4/PEz8ZSQWnqDjwWhBBCmrL2sXnzHx54xczNzZkNGzaogTTkQd5U0PMKed39N/eYXf/xv5o9q75vfvt3Pzan9x0w1y5fMVcvXTanfrXf/OYH95vd31xt8+xetTqT2fvNiZdfLUppDtrrd999t7n99tvNli1bzNGjR83CwoIN/I15SEMe27bvEH0EVj5FuAz7FOL3Zs2KFbNZ01pjwAa3X2Z0HWSYSBkdJNoV2CZPvF4KxllgyVJBaeoOS3ksDh06ZH74wx+aO++80/zFX/yF/R/TmD8tsA4IGT1f+9rXkoPkQEwR/WiazwfDhtHzCjF1AVE98A//MxPUPebYczut0Dp5tfGNe8yv/tMa8/vZfyxKacbly5fNXXfdZTZu3GiuXi17b4///IvmxKabzLXPztlppCEP8mKZrtBAYAMNdArsRKNJaUq0L7D++ZT/uFJ95/CoocCSdIYvTf3OSy8d19nadFd+JBouSyGw165dMz/5yU/MzMyM2blzpzl37pz9tRv/YxrzkS4bFJMG64CQpSNVSCmwJcMWWNzzimHD6HmVErvnb39g/uX7G8y+7/132+Mq0371nbXmzU2PmU8Ov1uU0oyHHnrIrF+/vpgqOfHwl8yx2WXm2p9PF3NykBfLdIUBBdbrEbNdsjKv1+AuGkQ92eg1kPLI5/tl/i9lHaFlbUK+ztmZIg3bIrcp/3tmRls2wyt32t9bq0lpSgxfYAGOqZvvn6v9j/129Vzoc55U6JM36VzF7D75e5N5vl56cLnY9vWvnx78bLSKLk3e9c+Gds43QR7bVEKftclkKQT2Rz/6kf01+8aNG8WcKpj/05/+1OabVFgHhCwdFNjBGbbA4oFNuOe11suK+MY9eYh5r377B+bgjx42548cTb4H9rbbbjPHjh0rpko++uVXzMlffNlcv/RxMScHebFMV2hxCLFsNIlGkG38ysaU37jy8kZ7YCPL2r+z7XOia5H5833pJVe2C2my0eavZ/rQpDQlRiOw2ZHKpCs/pv4x63fsY+eCSLPT+rrjefG33J6UcxX4+Yu/K9sKYst521fbT/l3LJ8rD/jrI6mEBVbWc8b2GbOscv1rymKO0XQd31EL7O9//3vzne98p5gyZteuXeav//qv7fBZ/I9pB/Ih/6Th10GMSa0DQpYSCuzgDFtgAR7YhHteMWwYPa9SWHuRiSyGDR/80Sbz8b++MdADnG6++WZz/fr1Yqrk9Navm1NPfNXcWLhYzMlBXizTFVocQizzFo0x28PkLY9GWdZYbiTF/nRsWbfOSmtPbpO/LyI/yo3KxPShSWlKdE9gQ2kgljebk62j0iPZI5I39Vxtkj/181TbPrne2D7zszFMUgQ21hNeSaudB+4YyXPHzRfHsLdcPi1HJQwmz+PFqAUW69uxY4f9e8+ePbZh6IeTWOTD/aCThqyDfkxqHRCylOA6k0Jq/knGien/OZW1cwMgbTECC/DAJtzzimHDfq8rYvfffM/87u9+bE79+rfm+uefF0ulgd5UPKjJ5w+7v2s+3vHNYqoEecesBzbQWO0rsFkDaGYmm+ca0wW1BrGgicCGlrXr9BqAlW3y94WN9BialKbEaAQ2dnybpoFY3mxOT5J9InlTz9W++Qf4PNW2T643ts/8bAyTsMAKeSyirPp+x1KeTzKvO3dix1BO+2njxYEDB4q/6mhpoxZYPM3xk08+sX+jx1WKqwvMBx9//LH5y7/8S/t3iTxPxvM4yTroh14HOEez/Q+2PwghMXCdSSE1/yTjxLRpDAqeNowHNuGeV11g7zH71zxg3wUL2R0E3M+6du3aYqpk4dN3zdU/1sV2zZo1k3APbIbtDZBpMq/fuPIbYtVG+HuzK/Jpv0x1HYFlK+t0yG2SfwORv+96pw9NSlNi+AKbnwtlLxSmRR6IV/DYx6a1NH/djlhe/J16rjbJ7+eLLYc0uX1+OaF95mdjmIQF1j8nMK84tvZ8duJSRi9NngCV46mV6x/v2LkwPly4cMGsWrXKPPvss8WcEsxDGvJIRi2wsiGIYcNOWmVgPsBDjdzfdcb3OGEfm6LXQb7vuGe/ev0fz/ogZNSkfAZBav5JRpPUWCRzI3/PK16VY++D9R7YJANpv/vhT8zZ3x401zLhTcU9hfjBBx+sPoV4003m+M++UEzlQFzH8CnEgUYTUt1ws7wVJb5A/EZTUY77xdQ2gsvy5C/J1TLr0+Fl+zXU/C+4an40+ntlZvMpsLqYNo32BVYec4R/rL1jaHsrQ8c+No2/5XqqclilT96kczWjcf5ivX0/T/5+ynL8fQ7lQ/H8bLRJc4HN6743JD10IlJge2gSG5JXMH49sA7/GMvPf+yatfS00wOb7bu97gXOW++a2HgoPiFTAK4zKaTmn2R8Qb30+bUiJWv27j1qA/Nceiqfn79oTu6cq7zn1cY37rHDht37YV3s+db3zYF/+Kk5N/9v5tpn6XKJ9jre8XrHHXeYxx9/3HzwwQf2h0PJ2bNnzS233GLOnz9fzOkGfQR2SkGDsDI8afrwhTQ12hXYUTLeDfihw8/GomkusDgXnYzIv3N6Pe2VhnwGjlFveroEFkiJjckrGLXA4n5OvCYG7N69uyKuLv75n//ZpiNf+P7PyHHyz4eOIeugH3odlPuOH7hzAY2dw/IzEEsjZDrAdSaF1PyTjBNTTVDlPC29CRgS/Jt7N9SeQIwHNuGeVwwb9ntl93zrXjP/3zaaM/sPFqWkMz8/b9atW2dWrlxpli9fbt/JDZkFjzzyyMi/K5tAgbX4v2B398t/VGhSmhIU2EmBn422CQusrOc8Kj1pXs+RPBbh0QdaA90/x2ON//HESWxMXsGov5QPHTpk8I5T9+RHyOpf/dVf2V+38b+TV6QjH/LreMfJ/mihnxtdw6+DEOE6EPvek3Uxr1YXedjPUiyNkCmBAjs4Tkw1QZXztPQmzP/9RiukUlDzV+Vssg9sguBi2DB6Xit5/vYH5l8faO/+1EcffdSsXp2J8q5d5tZbbzWnTp0qUroDBZaoaFKaEuMrsIQMl879kgkJmMBedYhrTF7BUhwL3G+Ed5z2ewcq8oXxhU0Ka/d/hFhcHVT3L++Fna3WR8hIY2mETAkU2MFZ+9h8T059QXVDiAHSkDeVD3e8avavuT/vZf3GPeZX31lr3/NqX5Xz+ef2gU245xXDhp3ovvrte82BTHxP701fX4ht27bZnlj0yB4+fLiY2y0osERFk9KUoMASotMZgRU9utPapl+KY4GHZfzkJz+xvYsYIov7PHHPEf7HNOYjXT5Uo4YcJuxLWU1ou8fi6sAXdEzjPHbz8mlZJb3h9tE0QqYDCmx3uZ5dB0/u/LX5zb3322HDb256zJw/crTynlc8sAn3vGLYMHpeIa9/OPS2udFnVEsKzz//vJmbm4t/Dy0xIxZY/4uHdBVNSlOCAkuITud6YKeYpTwWGBqL+zvxkCI8aRf/Yzo8bLg6zLzqrOX86hDybpNeB6DejsiH0It5keH20TRCpgAIaWqQ0QFZPfHyq+b3s/9oPjn8bkVeHXhgE+55xbBh9Ly2Ka/jQh+Bdb9sVmPwXyspsOOCJqUpQYElRAfSxOhOEEIIIWS8aCCwbQonBXZc0KQ0JSiwhBBCCCGEkLYZWGBrQ3ZsXvFONW+YjnzUPV5AXp0P6k/hLHt6Y8tlJAwXqixHgmhSmhIUWEIIIYQQQkjbLGoIsZVY+/TKXD6rwilf3ZBN28S8vF4+K5eBHtlKWmw5ZV2VNFm+9koJoqFJaUpQYAkhhBBCCCFts+ghxO7hEZWezeCj6vsIpX16opTlBiJaW5fIWysvD3XTSAVNSlOCAksIIYQQQghpm0ULbD6UuAWBtbIp02TeRQgsbXUgNClNCQosIYQQQgghpG0WJ7AQRG0IsR3iK4fqZuXYxAQRrQhtZDl/GHJs6HEG3/nWDE1KU4ICSwghhBBCCGmbge+BXcxDnMplhIhmhN9lF1/O9QLbyObXhVaUWymHhNCkNCUosIQQQgghhJC26SOwY0ivV5gsBk1KU4ICSwghhBBCCGmbCRDYfPgye1jbRZPSlKDAEkIIIYQQQtpm8npgSStoUpoSFFhCCCGEEEJI21BgiYompSlBgSWEEEIIIYS0zYQKrP/QJ5KKJqUpQYElhBBCCCGEtE0fgVWeQjzIA5LwJGA+WGms0KQ0JSiwhOjcd999jA7FsPgfj/0zg8HoUBAyDixc/LN5f+uL5vUfP2w+fu335tqlK0VKwQ1jPj9/0Zx8Zc7M//1G8+GOV831hYUicXpoILAt9GRSYMcOTUpTggJLiM4wpYmkMWyBJYR0A34eyTgAeT2y5X+buf/yQ7Pn2/dmgvpTc/Z3/2aufna5yAF5vWBO7pwzv7l3g9nzrXvN/jX3Z9O/ziT2apEjnfn5ebNu3TqzcuVKs3z5chv4G/OQ1kUGEFj/qb/5e2F71N7/uqua32b2y5XTxTteZ2eKZYr56ntlbYKSX5aX/z0j3jFbLpvB98SqaFKaEhTYGNrnSqNpvhSGUea40I19p8B2BwosIdMBP4+kDdY+Nm/+wwOvmLm5ObNhwwY1kIY8yJsKel4hr7v/5h6z6z/+V7Nn1ffNb//ux+b0vgPm2uUr5uqly+bUr/ab3/zgfrP7m6ttnt2rVmcye7858fKrRSnNQXv97rvvNrfffrvZsmWLOXr0qFlYWLCBvzEPachj2/YdInkIcUVWgRVA1yhE/kwme36YTWOBWg+s35CU04UgV1bk5y+k1RbYLz/+Ftvdb3sr65lepIwOEu0KbHGMK+eiPG6kOdN8jndj3ymw3YECS8h0wM9jyde+9rXkIDkQU0Q/mubzwbBh9LxCTF1AVA/8w//MBHWPOfbcTiu0Tl5tfOMe86v/tMb8fvYfi1KacfnyZXPXXXeZjRs3mqtXy97b4z//ojmx6SZz7bNzdhppyIO8WKYrDDaEeLvr7XRR5MH8muFmJAusJye19eWRr0rJXynPX5fIX9vewP5OIZqUpkT7AqsdY683nTRgms/xbuz78AW233566ZUf9TLsNK6xk/8jEQWWkOmAn8eSVCGlwJYMW2BxzyuGDaPnVUrsnr/9gfmX728w+773322Pq0z71XfWmjc3PWY+OfxuUUozHnroIbN+/fpiquTEw18yx2aXmWt/Pl3MyUFeLNMV0gXWyqScJ/IMU2C1ci0U2GGgSWlKDF9gAY6Xm4882g8cBb1GuQtxnL20Uorz8yE4/LyCnne7uqw8z2Lr6J9PLz9WF7LMjOC+V3lvdkXtM4h19/Lb64K2voxgWnFcK8P/Q/PK5etlhNIyvHVXr11Lgy5N9f0YXCC9Y5xEUf8DrXf8GK3A9qtbHDfv/CWEtAIFtoQCOzjDFlg8sAn3vNZ6WRHfuCcPMe/Vb//AHPzRw+b8kaPJ98Dedttt5tixY8VUyUe//Io5+Ysvm+uXPi7m5CAvlukKgwms/Ia1DcQij20Myy/obHnktfNlOShX5JNlqF/y9S92NKjz6VB+V56/DyK/v1217ZxeNClNidEILE6dQIOvciy9881ONzg/bJooP3p+aHlDy/rrHzRfw22LlimXCddzPa+YtuX79VtMx9Ls+jJR6+0E0OZ5JO2rv+7AciMkLLByWzNwXaz88NeUxexnN+poVIxKYO0PQNnnNfyjRH78V2TnfuzUJ4QMBgW2hAI7OMMWWIAHNuGeVwwbRs+rFNZeZCKLYcMHf7TJfPyvbwz0AKebb77ZXL9+vZgqOb316+bUE181NxYuFnNykBfLdIWBhhDLXp9lMzPVPLYBWaa7HpreMsW3c/mFjnmyjEAj2iu3v/C6dH8fqvkr24EGRCXv9KJJaUosicCGetv8H13kOVFbJo88e/zcqeLnjU2H/gZyHbF8faZDdSHzRfe9juxxxeem0vvqLdQ7LrE0tT4DdRzcn4xQWm3dfp0tDSkCW+kRD1xbLcH6KcoNPeSut1w+3btOIwaS5/GiKz2w7jNRfjYIIW1CgS2hwA6OE9P/cypr5wZA2mIEFuCBTbjnFcOG/V5XxO6/+Z753d/92Jz69W/N9c8/L5ZKA72peFCTzx92f9d8vOObxVQJ8o5RD+yUgcbcFDTamqBJaUqMRmD9hrhrtAMvLSQytTSJLzzhBmg9b2w69DeQ64jli0zH6sLPl9Ja7vVuogxRD0o5rQpsbH/6pVXWLeth6QgLrJDHIsrN97fdP09kncm8RbnRepDTftp4ceDAgeKvOlpaFwRW/hhEgSVkOFBgSyiwg+PEtGkMCp42jAc24Z5XXWDvMfvXPGDfBQvZHQTcz7p27dpiqmTh03fN1T/WxXbNmjXjdA/spOM3Gse34dY2mpSmxPAFFg1t7x5M2fKTYlMZVppRmc7LkYuiQZlP+415vQGa4+eNTYf+BnIdsXyR6VhdVJbD36F917EN7BmvfFufol7kdCxNrU9lXmx/YmmV45xRqYelo3EPrJ1XHB+77fJalUcvTdaBPa5uP7VyI+dOLW18uHDhglm1apV59tlnizklmIc05JEsucB6x44CS8hwoMCWUGAHR5PUWCRzI3/PK16VY++D9R7YJANpv/vhT8zZ3x401zLhTcU9hfjBBx+sPoV4003m+M++UEzlQFzH7CnEZFrRpDQl2hdYv/HuN8rzxl8v3RvaHh0qbkVHLBtszGsy4IhJAQhJQmwdsXzx6XBdeMsF9z1AIVK1RrZXTiU9mKbVp17HsWPb+Lh7aUtFc4HNt9/+SFOTVAEFtocmsSF5BUstsJXzU0RleDghZNFQYEsosIPjC+qlz68VKVmzd+9RG5jn0lP5/PxFc3LnXOU9rza+cY8dNuzeD+tiz7e+bw78w0/Nufl/M9c+S5dLtNfxjtc77rjDPP744+aDDz6w74CVnD171txyyy3m/PnzxZxuQIElKr6Qpka7AtsyaPBzqDhZIpoLLGTSCb/8O6fXWx7taZ4ugQVSYmPyCpa8B9aDPbCEDAcKbAkFdnCcmGqCKudp6U3AkODf3Luh9gRiPLAJ97xi2LDfK7vnW/ea+f+20ZzZf7AoJZ35+Xmzbt06s3LlSrN8+XJz5513WpkFjzzyyFC/KwdlQIFdqkZOG+sd/wbaKNCkNCW6JbBoOMoeDh5/snSEBVaeo3lUZCbSWx7uaZ4+gQVOYmPyCkYlsLWe1sAPaBRYQoYDBbaEAjs4Tkw1QZXztPQmzP/9RiukUlDzV+Vssg9sguBi2DB6Xit5/vYH5l8faO/+1EcffdSsXp2J8q5d5tZbbzWnTp0qUrpDH4FFY0Z86Ua+eMcHCmwTNClNiU73wBKyhHTul0yI8QSOSIC4xuQVjLYHlhCyVPDzWEKBHZy1j8335NQXVDeEGCANeVP5cMerZv+a+/Ne1m/cY371nbX2Pa/2VTmff24f2IR7XjFs2Inuq9++1xzIxPf03vT1hdi2bZvtiUWP7OHDh4u53aKBwE6a7FFgm6BJaUpQYAnR6YzAih7dae31o8ASMh3w81hCge0u1xcWzMmdvza/ufd+O2z4zU2PmfNHjlbe84oHNuGeVwwbRs8r5PUPh942N5R3ug7K888/b+bm5ioPd+oaAwqsnJ//PSMepFI+gKI+LK5sKMWWy/CGy+Vp3vaoeQqCaaF9IhJNSlOCAkuITud6YKcYCiwh0wE/jyUQ0tQgowOyeuLlV83vZ//RfHL43Yq8OvDAJtzzimHD6HltU17HheQhxLmASgnM8/TE1IpjQBArabHlkCbv28qmbUZ/vXI98l6vlDSioUlpSlBgCdGBNDG6E8MCDWYGg9GdIIRMDq31wOqymFG8dqOMBssFXxkhlqmVm0fuuZG02nqJhialKUGBJYQQQgghhLTNcAW28joHkLBcE4FV82TE0mrrJRqalKYEBZYQQgghhBDSNsMXWCmSFaGNLGeHExd/W7K8thx/vWIIckbvvYh90+R6iYYmpSlBgSWEEEIIIYS0zdCHEOO9dr1hvJX3E8aXyyW2XLbJQ5wqvb3BtNA+EYkmpSlBgSWEEEIIIYS0TR+BJdOKJqUpQYElhBBCCCGEtA0FlqhoUpoSFFhCCCGEEEJI21BgiYompSlBgSWEEEIIIYS0DQWWqGhSmhIUWEIIIYQQQkjbtCCwoQcryacIO7wHNS0Z4/Ygp9FvryalKUGBJYQQQgghhLRNM4G1r7+RT/TNQr6jpofyJOEVs9lcx4gEtrbeAWmrnFSWar0CTUpTggJLCCGEEEIIaZu+Aov3py6ryVRIRJXeWApsOhRYQgghhBBCCKnRR2CbDF0t81Te+bpixsysENO2x1bpoc3S8ne8Ik3kz6Ls5O2XlpU563qJ/9r859p6feR+5X/PiG1Xt8eVU2xzNW+Bl1a+e9bfRswP7ZO2XuWHAbFcZRtaQpPSlKDAEkIIIYQQQtomLrAYOqwKoKQugxXRCvXAWgkTeX1i6ZW0QvjkdtbW6+NvsxBiWXatHG//5P7YNCHnlbzKNvo0Xm9sG9pDk9KUoMASonPfffcxOhTD4n889s8MBqNDQcg4sHDxz+b9rS+a13/8sPn4td+ba5euFCkFN4z5/PxFc/KVOTP/9xvNhzteNdcXForE6SFNYK1kuZ4/KW4BuaqJWCFbtidSSlhB7V5bkSeYpghcbb0+DYXQL0e7FzgLW0U12ZflBiQztE8xgY1tQ4toUpoSFFhCdIYpTSSNYQssIaQb8PNIxgHI65Et/9vM/Zcfmj3fvjcT1J+as7/7N3P1s8tFDsjrBXNy55z5zb0bzJ5v3Wv2r7k/m/51JrFXixzpzM/Pm3Xr1pmVK1ea5cuX28DfmIe0LhIXWCusUu4cEKpBBTYTrpmZLJ8nXVbM5Lp8aQukaXI4TIENmWItrc82xvapn8C2basKmpSmBAV2GPjnahsMo8xxYWn2nQLbHSiwhEwH/DySNlj72Lz5Dw+8Yubm5syGDRvUQBryIG8q6HmFvO7+m3vMrv/4X82eVd83v/27H5vT+w6Ya5evmKuXLptTv9pvfvOD+83ub662eXavWp3J7P3mxMuvFqU0B+31u+++29x+++1my5Yt5ujRo2ZhYcEG/sY8pCGPbdt3iGYPcao18tDwayiwlWWlyCGvkFhfzKTgxdI0Oayt1yeyzbK8WjneNmegfuy0n7cyHRDY0D6p63XTkW1oESmjg0S7Aov683udvfokA+Kf/9PE0uw7BbY7UGAJmQ74eSz52te+lhwkB2KK6EfTfD4YNoyeV4ipC4jqgX/4n5mg7jHHnttphdbJq41v3GN+9Z/WmN/P/mNRSjMuX75s7rrrLrNx40Zz9WrZe3v85180JzbdZK59ds5OIw15kBfLdIW+AmuxclUViPLBQb5cVRuEvQc75ZbniVwuY+4px5WHQNle2rKscJoihxnV9frEtrlaXq0cK5fFPBvlsrnsF/OzMqICm9Fof+16vW2MbENbaFKaEu0LrF9/+bkzjAdYTRf++T9NLM2+D19g++2Xdj3xp3FdqV+zJg0KLCHTAT+PJalCSoEtGbbA4p5XDBtGz6uU2D1/+wPzL9/fYPZ977/bHleZ9qvvrDVvbnrMfHL43aKUZjz00ENm/fr1xVTJiYe/ZI7NLjPX/ny6mJODvFimKzQTWJIOpD86jLnbaFKaEsMXWICGuJuPPFLqvSHqMen30vwfZ+pPqNbQ88ofKcplw9taH/GAct2yUjzaWV+1zIxgXVSx21mp4KykbN29/N6PXpWswbTiONee1q3NK5evlxFKy6j9GCfrejTo0lTf7sEF0jumSRT1PdB6x49RCWzlx0r/uHqfOe9jRQhpAQpsCQV2cIYtsHhgE+55rfWyIr5xTx5i3qvf/oE5+KOHzfkjR5Pvgb3tttvMsWPHiqmSj375FXPyF1821y99XMzJQV4s0xUosK3hN0BH3zBuE01KU2I0Aps3DNUGn20UumOABr1cvi6CZRFyXUgT5VfK9NHyNlzWS7NyaH/8yM+pcv/87W5jfX6ZcpmYzPh5xbQt36/vYjqWVuxvVYy1eR5J++qvO7DcEAkLrNy2jIF/BFvMfi1NnSwVoxHYrE7lcawcV++cjJ3LhJCBocCWUGAHZ9gCC/DAJtzzimHD6HmVwtqLTGQxbPjgjzaZj//1jYEe4HTzzTeb69evF1Mlp7d+3Zx64qvmxsLFYk4O8mKZrkCBJSqalKbEkghsqHcN8ysCJBrptWXyyLP7jfkBhc7iTYe2tcD12FR7QGUZba1P5IvWRR3Z4wrprvS+egv1jlMsTa3fQJ3H6i+UVlu3X2ejIUVgK8ffyk25X5W0YH0U5VZ6sLVjnk+7887GQPI8XoyqB7ZKVv8VgZXn4NKck4RMOhTYEgrs4Dgx/T+nsnZuAKQtRmABHtiEe14xbNjvdUXs/pvvmd/93Y/NqV//1lz//PNiqTTQm4oHNfn8Yfd3zcc7vllMlSAve2BJ59GkNCVGI7B+QzzQEIyJSy1N4jcmQ9sB/LyR6di2Frj7qVsR2Oj6vHzBulDo9RahDFEvSjmtCmxsf/qlVdYt62F0hAVWyGMR5eb62yrrxav/St6i3Oh+y2k/bbw4cOBA8VcdLW0pBLY2/L7yw4R//hNC2oACW0KBHRwnpk1jUPC0YTywCfe86gJ7j9m/5gH7LljI7iDgfta1a9cWUyULn75rrv6xLrZr1qyZ5HtgtQbokOl9+fOLv000KU2J4QssGtrePZeyUShFxh+WV5nOy6m2J91Tnf3GfOz89vNGpmPbCjBte2hy+SizyjLbWp9fZqgudKx8znjl2/oV9SSnY2lq/SrzYvsTS6sc94xKPYyOxj2w8vjbbXWSU0YvTe6zPY5uv7RyI+dKLW18uHDhglm1apV59tlnizklmIc05JGMXGBxrCo92zg+or5xjlbSCSFtQIEtocAOjiapsUjmRv6eV7wqx94H6z2wSQbSfvfDn5izvz1ormXCm4p7CvGDDz5YfQrxppvM8Z99oZjKgbiO2VOI8wZt3lhq0qjRGkvDpIX1scGgoklpSrQvsNWGu/aDRWX4o/dUZ9ejaSM7Z+pCK5YNNuZj51tMCkB1OrSt+Xb6yzlRl2W0s77acsG6CFCIVcWfgFdOJT2YptWvXuexY934PPDSRkVzgc231x77mqQKKLA9NIkNySsYpcDac8//rlGOK87f0KEmhAwGBbaEAjs4vqBe+vxakZI1e/cetYF5Lj2Vz89fNCd3zlXe82rjG/fYYcPu/bAu9nzr++bAP/zUnJv/N3Pts3S5RHsd73i94447zOOPP24++OAD+w5YydmzZ80tt9xizp8/X8zpBg16YFMaNLEG/jBoobFFgVXxhTQ12hXYlqn1ghAyOpoLLK5vTmbk3zkQIjttfxAQ10H7o4Kbni6BBVJiY/IKRiWw9kcVzUrtsZPHB/U/yu9QQqYDCmwJBXZwnJhqgirnaelNwJDg39y7ofYEYjywCfe8Ytiw3yu751v3mvn/ttGc2X+wKCWd+fl5s27dOrNy5UqzfPlyc+edd1qZBY888shQvysHZQCBzaf1V4t4jaWip6UyzLNYBlH5Pg+mhddX6WmxQoL1i3lZVNbh9fysmN1VzW8z6/ubTxf7V3kgCmb75boKiNVVt9GkNCW6JbD+eTHeDXQy3oQFVp6jecSuX/I8Dvcse9dkS+wa56eNJ05iY/IKRiKwteOWR+/Yxr4XCSGtQIEtocAOjhNTTVDlPC29CfN/v9EKqRTU/FU5m+wDmyC4GDaMntdKnr/9gfnXB9q7P/XRRx81q1dnorxrl7n11lvNqVOnipTuMKDAii9Z++WsNJYq8zPstGxIoRyZN5Dmr6+WFmlsVbZBLgeyaRSKPJXeOL9MOV00MistDD+/bDAiLVRX3UaT0pTodA8sIUtI537JrF0DJwOIa0xewah6YAkhSws/jyUU2MFZ+9h8T059QXVDiAHSkDeVD3e8avavuT/vZf3GPeZX31lr3/NqX5Xz+ef2gU245xXDhp3ovvrte82BTHxP701fX4ht27bZnlj0yB4+fLiY2y0G7oHVha342/ZQeqKGX5kr4odZhdzF0mrry9Pynsx6mi2r+CU7jyJdWYclWWClBGfU1peHvu3K8h1Fk9KUoMASotMZgbU/qMnr1fRBgSVkOuDnsYQC212uLyyYkzt/bX5z7/122PCbmx4z548crbznFQ9swj2vGDaMnlfI6x8OvW1uKO90HZTnn3/ezM3NVR7u1DWGILBZg8gOYfMaRS0LrJpmZTKwrcMUWK1ci18WBdZBgSXTSud6YKcYCiwh0wE/jyUQ0tQgowOyeuLlV83vZ//RfHL43Yq8OvDAJtzzimHD6HltU17HheH0wNq/kU9IrP21X8ibnI6lqesPpPkyKYXWXweWRV47P1Q+JqUUawKK/FVZ7z1cxabJsimwDgosmVYgTYzuxLBAg5nBYHQnCCGTQx+BzeUsHxbrRCwmZb6gFcu7Hk4ri668qvSF0+Q2aGlyW7I5MyKv/5oMbx21h0EVBac9ECXDK7dZXXUbTUpTggJLCCGEEEIIaZsGPbBLTV1SyfDRpDQlKLCEEEIIIYSQtqHAEhVNSlOCAksIIYQQQghpmzEQWLIUaFKaEhRYQgghhBBCSNtQYImKJqUpQYElhBBCCCGEtE3LAjs+DynK4fDkEJqUpgQFlhBCCCGEENI2fQQWguc/WTcGBXZS0KQ0JSiwhBBCCCGEkLZp0AObInkU2ElBk9KUoMASQgghhBBC2mYAgc2nZ8T7Vt37VGsCW7wftZe+faa3DKLyHthgWmx9GcHlim2ZdenFPnj5Kz3LgffEhsqqvHN22TiJe380KU0JCiwhhBBCCCGkbQYUWCGKVvpcuhDYyvwMOy0lD+XIvIE0f32Nl8O2ZGJZtWSRDjDttlH+DaSMK2VBhL3pyqrGHE1KU4ICSwghhBBCCGmbgXtgw6KX/W17KmWeDF/4MtCDaWfF0mrry9Ns72h0ObldBbX8omyk9XpTywiWZeUZebz9nBA0KU0JCiwhhBBCCCGkbYYgsJnUzcxkeWSvaUbLAtt/uQEE1iurRCmrB8qQsjsZaFKaEhRYQgghhBBCSNsMpwfW/p2LXU/q/OG+cjqWpq6/yXKKdNp0URaktTftbW/Ge7MrgjJcpuVgunJv7pijSWlKUGAJ0bnvvvsYHYph8T8e+2cGg9GhIGQcWLj4Z/P+1hfN6z9+2Hz82u/NtUtXipSCG8Z8fv6iOfnKnJn/+43mwx2vmusLC0Xi9NBHYHOpy4fTStFrIrCgWH7FbJaSYQXSlef1WAbT5DakLKcIbAZEs1eW7SkW++KVVe5zSIZFXrePE4ImpSlBgSVEZ5jSRNIYtsASQroBP49kHIC8Htnyv83cf/mh2fPtezNB/ak5+7t/M1c/u1zkgLxeMCd3zpnf3LvB7PnWvWb/mvuz6V9nEnu1yJHO/Py8WbdunVm5cqVZvny5DfyNeUjrIg16YJcaX5jJKNCkNCW6K7D6DxtLB8/vaYMC2x0osIRMB/w8kjZY+9i8+Q8PvGLm5ubMhg0b1EAa8iBvKuh5hbzu/pt7zK7/+F/NnlXfN7/9ux+b0/sOmGuXr5irly6bU7/ab37zg/vN7m+utnl2r1qdyez95sTLrxalNAft9bvvvtvcfvvtZsuWLebo0aNmYWHBBv7GPKQhj23bdwgKLFGRMjpItCmw5X3NHtH7lkNQYMnSQoHtDhRYQqYDfh5Lvva1ryUHyYGYIvrRNJ8Phg2j5xVi6gKieuAf/mcmqHvMsed2WqF18mrjG/eYX/2nNeb3s/9YlNKMy5cvm7vuusts3LjRXL1a9t4e//kXzYlNN5lrn52z00hDHuTFMl1hDASWLAWalKZEqz2wENXaEG2IaEBso1BgydIyfIHtd0556fZ2CH8at0Z06XMyHCiwhEwH/DyWpAopBbZk2AKLe14xbBg9r1Ji9/ztD8y/fH+D2fe9/257XGXar76z1ry56THzyeF3i1Ka8dBDD5n169cXUyUnHv6SOTa7zFz78+liTg7yYpmuQIElKpqUpkSrAqtJJxrZgXury4dpFcvZ1zohDY10r6xi2d4y9sFeZVkVQQ6m5UIwM1OmRR/o5ZVTvddazvfW7+1nuVxGsA4St40MHV2a6sd+cIFczI8iymdtghmZwFY+896xqXx2p6fuCRklFNgSCuzgDFtg8cAm3PNa62VFfOOePMS8V7/9A3PwRw+b80eOJt8De9ttt5ljx44VUyUf/fIr5uQvvmyuX/q4mJODvFimK3RPYHtf5vgilw2x0N+D0kYZk4smpSnRrsDitKg+5bmc9o+jbIAXUlC1wDLdnmtiWTstG5AoW+YNpNm/faGVeSV+GqYD52Fl+2LL+WXIOkCa2DZ/n8nICQusd86oIw+aEDmn+rKYZcePkQis/5mrHNf8GtX7fA58zAkhMSiwJRTYwRm2wAI8sAn3vGLYMHpepbD2IhNZDBs++KNN5uN/fWOgBzjdfPPN5vr168VUyemtXzennviqubFwsZiTg7xYpiv0Edi88av+aqyBL+pFffkqjbgebTespquhloompSnRtsBWzy0cu+I8qfVm5pE3CLXzqZhne2W944+yKrKLWUVZsTTlXEKa2tNZK8dbtrY/RVpsudoyeejbFvuMkVGQIrCVc8iKUHl8K2mh86Zyvrv52rmTT+O87ZUxBSI1EoGtfXbFsa59Z/LzScgwoMCWUGAHx4np/zmVtXMDIG0xAgvwwCbc84phw36vK2L333zP/O7vfmxO/fq35vrnnxdLpYHeVDyoyecPu79rPt7xzWKqBHnHrAe23jgPsmiBja0rYTsa0XZ5k4UmpSnRusBmqDJZaxxKtMYg5mWNc/sKJSd5BUpZixFYL3tOrRyxLNIq5XhpseXUlQF/29hAXmrCAivksYjysMaOI9LkMZV53fkuzw+/LDntp40XBw4cKP6qo6UtSQ+sPHYUWEJGAgW2hAI7OE5Mm8ag4GnDeGAT7nnVBfYes3/NA/ZdsJDdQcD9rGvXri2mShY+fddc/WNdbNesWTNu98DqjZ36PXVeA8w1mIK9BsUXtegZ2CDKzH/9DzWs5N/eerMo22qxNH+/iEST0pQYhsA6UavKIY5jVRYxvDif1hqDcp63rD1XRX45HUurnUuYFnkldjmRV0qrL6IyzV+uMh2rA3/btDoho6RxD2xx/bLH0Z4L1WtZ73rmnzeVY66Vq52v8lySaePDhQsXzKpVq8yzzz5bzCnBPKQhj2QkAptRef+4jeKY4HNMgSVk6FBgSyiwg6NJaiySuZG/5xWvyrH3wXoPbJKBtN/98Cfm7G8PmmuZ8KbinkL84IMPVp9CvOkmc/xnXyimciCuY/gUYq2x4zf6i/Tal7G/rPxyzhtng/UM+PkEfkNfUmv0B/IRVUpTYigCa48ZGn/ecbPHVTYOXbrWGPTnFWW689Yrq3J6BtPcdgWW86g0Zm1PcLk/kPNQWmW5bB/qQiuW7aX55zkbyEtNc4HNj7n90a8mqQIKbA9NYkPyCkYlsFVEHeNzS4ElZOhQYEsosIPjC+qlz68VKVmzd+9RG5jn0lP5/PxFc3LnXOU9rza+cY8dNuzeD+tiz7e+bw78w0/Nufl/M9c+S5dLtNfxjtc77rjDPP744+aDDz6w74CVnD171txyyy3m/PnzxZxuMHAPbDktvnD9L+NYr8GiGlZevtp6mqT56yISX0hTYzgC21WW4FzCeV1p+JJxobnA4rxy10v5d06vl93+eOFf89z0dAkskBIbk1cweoHF8fBHIonjys81IUOBAltCgR0cJ6aaoMp5WnoTMCT4N/duqD2BGA9swj2vGDbs98ru+da9Zv6/bTRn9h8sSklnfn7erFu3zqxcudIsX77c3HnnnVZmwSOPPDLU78pBGb7AyhZXhcU0rMTflcYaaJhW+Zv4aFKaEhTYtskbuuqPNGSsCAusPL55VC6fwV52JIV69RdznR1fnMTG5BWMSmDl8ak8fAtUjqt/rAghbUCBLaHADo4TU01Q5TwtvQnzf7/RCqkU1PxVOZvsA5sguBg2jJ7XSp6//YH51wfauz/10UcfNatXZ6K8a5e59dZbzalTp4qU7tC+wNbyBnoN2hRYuQIprbE0WQapoUlpSkyXwBLSnM79kun/8DghQFxj8gpG3wNLCFkK+HksocAOztrH5nty6guqG0IMkIa8qXy441Wzf839eS/rN+4xv/rOWvueV/uqnM8/tw9swj2vGDbsRPfVb99rDmTie3pv+vpCbNu2zfbEokf28OHDxdxu0UdgIXnul+GQ+FVFtHcPnxPHYK9BSwKLqch9g+E0f11EoklpSlBgCdHpjMCKa7P8nW+aoMASMh3w81hCge0u1xcWzMmdvza/ufd+O2z4zU2PmfNHjlbe84oHNuGeVwwbRs8r5PUPh942N5R3ug7K888/b+bm5ioPd+oaDXpgyTSiSWlKUGAJ0elcD+wUQ4ElZDrg57EEQpoaZHRAVk+8/Kr5/ew/mk8Ov1uRVwce2IR7XjFsGD2vbcrruECBJSqalKYEBZYQHUgTozsxLNBgZjAY3QlCyORAgSUqmpSmBAWWEEIIIYQQ0jYUWKKiSWlKUGAJIYQQQgghbUOB7QThB1QtFZqUpgQFlhBCCCGEENI2fQRWeVKwe3LlOD+2snOvjejeE5E1KU0JCiwhhBBCCCGkbdIE1sqr/+qbMYQC2xdNSlOCAksIIYQQQghpm+YCq8or0sV7Vr33CVbewVos+97silrvLfKtcAW7Ht4ievPdtszOFGkQvtj6cymcEduQl+UtgwW2Z2X2FsRy5X5ie3vbgHxuuSwquxFM07Y7w8uvv2c3tA8FXl2VZSweTUpTggJLCCGEEEIIaZtmAru9Yc+rFSohaNLwsul80u9trAtbmVas3663EM+KNXrI9duyhEjKNPwte2DldCGWpewW67fLyzpA+Q3S1O2W6UDut/93YB9sWqiMxaNJaUpQYAkhhBBCCCFt00Bg85499AJWev8coZ5EK1tiWiB7XGM9nC5ygZMyKwitvyZ0noxWhhCXadtnsv8h7DY9K0OKrSfP2A87K5Ym1+uo5ZfbGvobiLKiZSweTUpTggJLCCGEEEIIaZuke2ArQ32BlUcpTZpEYZ4U0YxeTyLShNwpIlgSEMHg+v1tEcvXBBazVmTbly1j5xd5IbJue5Rto8CGgwJLCCGEEEIIaZu0hzjZaSGxvkRhupCoXAjz2aDS05phBW9GkzAhuhllOQ1EUKw/Lysgf5WhuAV22WrPcF26xfrldCxN225//cHtTtgHf3qRaFKaEhRYQgghhBBCSNskCizAvGU9cYSI9obvZkLaEy4rVCLN6/F0wij90+Iv15MybVsi68/+DcpfRm+53gYgvyjfboe3Pm/bKtseTNO32wmyjeB2x/ehUkY2nwJLCCGEEEIImWT6CCwZG/CDgP8jwSLQpDQlKLCEEEIIIYSQtqHAji1FT7jrgW2x9xVoUpoSFFhCdO677z5Gh2JY/I/H/pnBYHQoCBkHrly5Yg4dOmT27NljTp48aa5evVqklFy6dMm8++67ZufOnebIkSPm2rVrRcr0QIElKpqUpgQFlhCdYUoTSWPYAvvRRx8xGIwOBAWWjAOQ19dee81s27bNPP3001ZQT5w4YRYWFoocpbw+//zzNs8LL7xgpxcjsfPz82bdunVm5cqVZvny5TbwN+YhrYtQYImKJqUpMb0C69+3PAyarmMU2zJtLL5OKbDdgQLLYExHUGBJG2zevNmsX7/ezM3NmQ0bNqiBNORB3lTQ8wp5ffLJJ80TTzxhnnrqKfPSSy+ZY8eO2Z5YiOz7779vpRVpLg9k9p133ilKaQ7a63fffbe5/fbbzZYtW8zRo0ftOhD4G/OQhjy2bd8hFimw49pAltvNRr6GlNFBYigCW3vAV/tDp5PBNrV47zHpOhTYSYICy2BMR1BgSw4ePJgcJAdiiuhH03w+GDaMXlWIqQsI6iuvvGIF9c0337RC6+TVxdatW83evXuLUppx+fJlc9ddd5mNGzdWhikf//kXzYlNN5lrn52z00hDHuTFMl2hj8AqT9B1EmEfs9uC/LUlAEnlUGD7oUlpSrQusPap1frTnCvvJh41FNgpYykFtum6h3FNm8zrJAWWwZiOoMCWpAopBbZk2AKLe14xbNgX1Geeecb2sj733HOqvO7bt8+cOXOmKKUZDz30kLqNJx7+kjk2u8xc+/PpYk4O8mKZrpAmsFZepUS00KihwHYSTUpTol2BxTGqy2uN4tVMLmqvMpp16Tje2jxkxTlellGR41raruqDtLQfdWLlVciXmxGvhUJe+Zqoctn6+esvl9M/X//ywaDlVLGvfaq8eyorLVuulz94/DIWfWwxr1y+XkYoLcNb92J7/aPSVFtXFr2N8Y9LiKb5UhhGmUvPaAX2kPmnBx4w/3RIzsvi0D+ZB773PfM9G156LI3BYDQOCmxJUyE9fToXGApsSVMxbZrPB72duOdV62XFsGI3tNgFxHb37t3m3LlzyffA3nbbbXZoss9Hv/yKOfmLL5vrlz4u5uQgL5bpCs0F1jbEi797yEZNrBGoN3pry7gFgo3+dsvJc3kNs+AyRV34wjOhaFKaEq0KLI5Jvx8naucnjqubLs6PipVo87xzwR1zW4YsD2TTWLa2bbKMWHk+yCs+M8V5WJ3WytWWa5qvyXJg0HJ8IuXa5QLHL5bW+Nh6xLazkibXBfx9SCckTVbwa+e5fw42Wffit7HOMMpcekYlsIf+6YGAhEJqv2c27ymm92w233vgn8yhvmkMBiMlKLAlTYT0rbfesj2BFy9epMAK1g9ZYAHuP4UsYtgwBFUKqwz0vEJecX4P8gCnm2++2Vy/fr2YKjm99evm1BNfNTcWLhZzcpAXy3SFZgK73W9AOiKNmlojMNDIxd9BAQB+A66tcuS2aX8DuQz+7tMoniA0KU2JkQsseq68Y4PevXyWPI4OZZ7W++XON6V8S+y8i5VXwz/3YtOhv0GT8xzEpgdNA/50FdnjWhn+HTt+bRxbUDseYjtDabV1x/evCbo0NSnXy+Ntc7mZeT69Vx51U86vLhdLW/x+d5El74FFD2tFSkWeWFpvHoPBaBIU2JJ+QurklT2wdZyYYqhvCKS5fIOCnljc84phw36vKwLzXn75ZfPBBx8M/PRh9KbiQU0+f9j9XfPxjm8WUyXIO2Y9sGjI5I2hshHkiDeoygai3/gRDUxfAGpl5JE3pIZRjvg7uoxY1xSgSWlKtCqw9hj1qXscu7K1bRlIYL0yeoTS+glsqLwa/rkdmw79DeR+xfLFpgdNA/60B+rLpiOfqP/Y8Wvr2Ia2s19aZd199q8BqjQp+1hHrNvWo9xHWZ/429UPkGkeveOhUElb/H6PggMHDhR/1dHSKLAMxnQEBbYEQoqeVYSPL6+AAlvixLRpDAp6YfHAJtzzGhLYF1980b4+Rz6AKQXcz7p27dpiqmTh06zMP9bFds2aNeN7DywajVWJFY2aWCOw8jcQ5foCEG3IDaMcbx+Cy2gN5clFk9KUaFdgcXhXZOeXUv/ZMbPnpN+gr0xrx06bh3NBNvzz9dppv3zkRYKdL89J/9wKlFdDLgdi06G/gdyvWL7YNP4W+1r5bKeUo2Plc8b7rMWOXyyt6bH1P9tyn2Jp/vGt1MVgNBJYu173I5rbF1G3fv6MUurrx6By7bb7IH+k8/dPS+t/XJeaCxcumFWrVplnn322mFOCeUhDHgkFlsGYjqDAlkBI8boWPPFWSqwmr4ACWyLltEkMAt7zilflaPfBykDa9u3ba++JbYp7CvGDDz5YfQrxppvM8Z99oZjKgbiO+VOIMS0lNtKgsg2hUONHlOs3EG3eUKN/GOX4f4eWURrFE4wmpSnRtsBaKo16v4Gd4aWXx1E7doHjWVtHuHz3OYAc2Hl2hd45GiuvgrdcdDr0N5D7FcsXn8Z539vmTDYHLUelkCT5ObMEj19GC8e2d5wQlX2Kp4XrYjBUabL7p5WL+lSOp3+9zegnsDatcl0GXpmhtMrf3UWT2JC8AgosgzEdQYEtgZBCWPbv39+T2JC8AgpsiRNTF1euXClS8lfgIDDPpacCeUWvqnzPqwv0uvq9sXjlDu6V/fDDDweSWLTX8Y7XO+64wzz++ON2SLJfztmzZ80tt9xizp8/X8zpBokCCzAPDTk0ZaqNmnAj0G/8VMvtLecaZMFG/zDK8coMLqM3iicVX0hTYygCS8gEEJKmXJTl9Q3g+qQIrL1OietRZdq/TooyfPGV0hpLq5XZXaTExuQVLLnA2nl8iBODMeygwJY4IXUSC3ENySugwJZIefUFVc7T0psAecV9r9qrcnDPK4YN+2mQ2B07dpjjx48XpaQzPz9v1q1bZ1auXGmWL19u7rzzTiuz4JFHHhnqd+Wg9BFYMq1oUpoSFFhCdKJfBFYa5Q9ogREvwPuxrXRP5KuWUfVSkda4J3p8BBY4iY3JKxiVwJZPIS5Ciih6WntpSg9tKI3BYDQOCmyJFFInsSF5BRTYEiemmqDKeVp6E/BDAoRUCqp7VQ6EEoKLYcNanl27dhWlLJ5HH33UrF692pZ56623mlOnThUp3YECS1Q0KU0JCiwhOl38JXMSgbjG5BWMtgeWwWAsVVBgS1KFlAJbsnnz5p6c+oLqhhADpCFvKkeOHKkMH/ZflYMfHHDPK4YNO4mFvEJ8XY9pG2zbts32xKJH9vDhw8XcbkGBJSqalKYEBZYQHQpsd6DAMhjTERTYEgpsd4GkumHEkNd9+/aZc+fOVV6Vg3tUcc8rhg07eUUP6Y0bN4ociwfrn5ubqzzcqWtQYImKJqUpQYElRIcC2x0osAzGdAQFtgRCmhpkdEBW8Q7YvXv3mjNnzqjveYXE4p5XDPFFz2ub8joudEhg5T1Wg95vNV73aXUZTUpTggJLiA6kidGdGBZoMDMYjO4EIWRy6COwoxTCwLrwoBL5ftemDLocsWhSmhIUWEIIIYQQQkjbUGCJiialKUGBJYQQQgghhLTN4ALrve6hfPXqiuq7BDPwaob8VRDFO2SV5arrcn97+cuVVF4fUX/NRGA50hhNSlOCAksIIYQQQghpm8EE1gqkeIm+zSdfou+/YD8gwZU0uS7xd60n1d8myKryAv/aciQFTUpTggJLCCGEEEIIaZvBBBa9r0ova9lBuqLXK1r2vhbUXtSvSKv82xdR5UX/iHzdFNi20KQ0JSiwhBBCCCGEkLYZisCWy3nLW/mU5cn0wN+awHrrLoksR5LQpDQlKLCEEEIIIYSQtmlnCLE/nQGhRc9orfdVymdFaCMCW9kGpElZRpYVeg9sZTmSgialKUGBJYQQQgghhLRNA4H1h+tKQSzn1zpFAwLpxNbGzIwurZW/xTJuJd66dQlWliON0aQ0JSiwhBBCCCGEkLbpI7CDI++DJeOHJqUpQYElhBBCCCGEtM1wBNb2kFaHFJPxQpPSlKDAEkIIIYQQQtpmaD2wZLzRpDQlKLCEEEIIIYSQtqHAEhVNSlOCAksIIYQQQghpmzET2OpDmkIPiiKLR5PSlKDAEqJz3333MToUw+J/PPbPDAajQ0HIOHDlyhVz6NAhs2fPHnPy5Elz9erVIqXk0qVL5t133zU7d+40R44cMdeuXStSpoc+Als8hdh7im/+dF+K4ySjSWlKUGAJ0RmmNJE0hi2wH330EYPB6EBQYMk4AHl97bXXzLZt28zTTz9tBfXEiRNmYWGhyFHK6/PPP2/zvPDCC3Z6MRI7Pz9v1q1bZ1auXGmWL19uA39jHtK6SAOBXWFWrPDe+ZpNs+dzstGkNCWmV2C9UQKdosvbNq6k1ykFtjtQYBmM6QgKLGmDzZs3m/Xr15u5uTmzYcMGNZCGPMibCnpeIa9PPvmkeeKJJ8xTTz1lXnrpJXPs2DHbEwuRff/99620Is3lgcy+8847RSnNQXv97rvvNrfffrvZsmWLOXr0qF0HAn9jHtKQx7btO0QDgc0aZ9tner2weD3OzHbZaHvPzK4o3rdaRKXDNvjO1vByWIecj8hfySPWi22yaa68PG1GvGeWr/EZHCmjg8RQBLZ2LiHc8V8i7A86s9nZTKYTCuw4Q4FlMKYjKLAlBw8eTA6SAzFF9KNpPh8MG0avKsTUBQT1lVdesYL65ptvWqF18upi69atZu/evUUpzbh8+bK56667zMaNGyvDlI///IvmxKabzLXPztlppCEP8mKZrtBMYOX/trEeabRV7ktFPvk6nabLCayoyvJkHjmNv4U8h8ojjdCkNCVaF1h7HtRfzbTk7xumwE45kWtagMGlqem60repP8Moc+mhwDIY0xEU2JJUIaXAljQV06b5fHDPK4YN+4L6zDPP2F7W5557TpXXffv2mTNnzhSlNOOhhx5St/HEw18yx2aXmWt/Pl3MyUFeLNMVGgpsIQoYOuz3hIJeb6jXKyZ6bnMaLuewEhoTYDntp6GHl++iHRRNSlOiXYHFsW1wLL3zqTz1inNh1qXjPNHmISvOubKMihzX0nZVRxHYFXrnYay8Cvly/giC/H5zf9l+oxfk5wDlumXltqWsz9ungcupYre1cn3ISsuW6+UPHs+MRR/rcB3G6tfS77rVh6g01crOordy/ziEaJovhWGUufSMVmAPmX964AHzT4fkvCwO/ZN54HvfM9+z4aXH0hgMRuOgwJY0FdLTp3OBocCWNBXTpvl80NuJe161XlYMK3ZDi11AbHfv3m3OnTuXfA/sbbfdZocm+3z0y6+Yk7/4srl+6eNiTg7yYpmu0Fhgg3/bBpds2Hhp1ZZfs+VATV6Bl6cy7acVjVa97Uz6oElpSrQqsDgX+vVy1s4XnA9uuhCSyrmozYudQ7I8kE1j2dq2yTJi5fkgrxClQnyr07IsgZdmxdBuU76P5S7629Z0ff5+DFqOT6Rcu1zgeMbSin3uf6w9YttZSZPrAv4+9CckTeVxk/jnYJN1pW9Tf4ZR5tIzKoE99E8PBCQUUvs9s3lPMb1ns/neA/9kDvVNYzAYKUGBLWkipG+99ZbtCbx48SIFVrB+yAILcP8pZBHDhiGoUlhloOcV8orze5AHON18883m+vXrxVTJ6a1fN6ee+Kq5sXCxmJODvFimKyQIrETM9yVViqnfKJTTseWyfyuN4h7+9shpPy0mC6QfmpSmxMgF1j+fMtCbl8/SzgVlnj0HM9HxwpahlG+pbZv32QiVVyN2bgNvula2zIvkfH6191OWkbK+QdOAP11F9rjaUR5ue2PHM5bW9FiDWB2G0mrrju+fhi5NTcrx8njbWG5Wnk9/HgDqopxfXS6Wlr6f48CS98Cih7UipSJPLK03j8FgNAkKbEk/IXXyyh7YOk5MMdQ3BNJcvkFBTyzuecWwYb/XFYF5L7/8svnggw8GfvowelPxoCafP+z+rvl4xzeLqRLkHdMeWEl1vmss25jJGk4iLR/SWKRljciewGaElqss00tHir89ctpPCzRaSSM0KU2JVgXWHts+x7INqVHK6BFK6yewofJqxM5t4JUbzVt+hrousLb+bDryieMRO56xtJRjHdrOfmmVdffZPwVVmpR9qiPWZetN7pOsP/zty6dfJwW9+leopKXv51Jw4MCB4q86WhoFlsGYjqDAlkBI0bOK8PHlFVBgSyClKTEo6IXFA5twz2tIYF988UX7+hz5AKYUcD/r2rVri6mShU+zMv9YF9s1a9aM0z2wLYNGWr+etBRq8kDaQpPSlGhXYHGoIWRKIzw7p6yk+Q36ynRDqbGNdNnwz9drp/3ykRcJlUY+kA39SHk1fEGITPuyg2mZt/c5wz76IiO3reH67N9i3yvrSylHx8rnjLdPseMZS2t6rGN1GEvzj3elLprRSGDtetwPeG7bRV36+TNKia/XOdIqvdu9shH+/mhp/Y/jUnPhwgWzatUq8+yzzxZzSjAPacgjocAyGNMRFNgSCCle14In3kqJ1eQVUGBLpJw2iUHAe17xqhztPlgZSNu+fXvtPbFNcU8hfvDBB6tPId50kzn+sy8UUzkQ1zF7CvFiyRvQakNpMYjGndeGIy2hSWlKtC2wlkqjXjmnvPTy3GgoNaC2jnD5TgggB3aeXaHX0I+VV8EXhPh0b512vf7oBX85t62yjLT1uR5df32p5agU0lT7LAePZ0YLxzpUh/3SwnXRDFWa7P5o5aD+2hFYm2brWqZ5ZYbSKn93F01iQ/IKKLAMxnQEBbYEQgph2b9/f09iQ/IKKLAlvqBeuXKlSMlfgYPAPJeeCuQVvaryPa8u0Ovq98bilTu4V/bDDz8cSGLRXsc7Xu+44w7z+OOP2yHJfjlnz541t9xyizl//nwxpxuMtgeWjA2+kKbGUASWkAkgJE31Hx8AxFERWCu8Qsor075sijJ88ZXSGkurldldpMTG5BUsucDaeXyIE4Mx7KDAljghdRILcQ3JK6DAlkh59QVVztPSmwB5xX2v2qtycM8rhg37aZDYHTt2mOPHjxelpDM/P2/WrVtnVq5caZYvX27uvPNOK7PgkUceGep35aBQYImKJqUpQYElRCf6RWClUfT+ZlHex+xJZLAXGvmqZVS9VKQ17nkeH4EFTmJj8gpGJbDlU4iLkCKKntZemtJDG0pjMBiNgwJbIoXUSWxIXgEFtsSJqSaocp6W3gT8kAAhlYLqXpUDoYTgYtiwlmfXrl1FKYvn0UcfNatXr7Zl3nrrrebUqVNFSndoR2B7DaniV35/mowdmpSmBAWWEJ0u/pI5iUBcY/IKRtsDy2AwlioosCWpQkqBLdm8eXNPTn1BdUOIAdKQN5UjR45Uhg/7r8rBDw645xXDhp3EQl4hvq7HtA22bdtme2LRI3v48OFibrdoJLCVe77sL/Pyd3j//rLAvYVNgfzywUxLjialKUGBJUSHAtsdKLAMxnQEBbaEAttdIKluGDHkdd++febcuXOVV+XgHlXc84phw05e0UN648aNIsfiwfrn5uYqD3fqGn0F1g4p84TSzutJrD+0bJFDzSiwnUCT0pSgwBKiQ4HtDhRYBmM6ggJbAiFNDTI6IKt4B+zevXvNmTNn1Pe8QmJxzyuG+KLntU15HRfiAmuHAmsyCknNe1kr90xl4vm/vGkror0hxXmU93QVvbWz7r6vvzb/WT612ElycHlv/Ryy3BqalKYEBZYQHUgTozsxLNBgZjAY3QlCyOQQF1j/qZQCiGOe1K8H1p+WQ4zxdyaech21HtjI8spTMwObSxLRpDQlKLCEEEIIIYSQthm+wCpP1UTkyyr3y/oCG1u+1zMr10/aQJPSlKDAEkIIIYQQQtpm0UOIGwlssFu0ocAGl3dgnUJsyaLRpDQlKLCEEEIIIYSQthnBQ5xyuZRiiaca59MBgW24fFlODqbl/bFkcDQpTQkKLCGEEEIIIaRt+gosiL9Gp5/AZvSG+rpw6YrAZvQezOTWE1ren++JNhkcTUpTggJLCCGEEEIIaZtGAkumD01KU4ICSwghhBBCCGkbCixR0aQ0JSiwhBBCCCGEkLahwBIVTUpTggJLCCGEEEIIaRsKLFHRpDQlKLCEEEIIIYSQtqHAjgT5YCv9wVX9UR6ONUQ0KU0JCiwhhBBCCCGkbRoJbPwpxBH8d7pOC9H9psACCiwhhBBCCCEklb4C2/89sBEosAoUWECBJYQQQgghhKQSF1j7nlVNmiBTTsJysZpx727NYoVNgKiV8yC8tifXE1/IsJo/izJraB0FdjvlsmKbvbRyuT5lVohtWyGkszNF2l+b/+ztt1tXvognsMX29dbdZ3vb3a8wmpSmBAWWEJ377ruP0aEghBBCusKVK1fMoUOHzJ49e8zJkyfN1atXi5SSS5cumXfffdfs3LnTHDlyxFy7dq1ImR7iArs9kzJPOB0QzzwJwiSEzopVIVr4u9IT6UlYbVogy7H5AuuwabJHU5bply/lMVZmHyp5C7mV9RTdb7ENtXX2216XNqT9EmhSmhIUWEJ0KE3dgceCEEJIV4C8vvbaa2bbtm3m6aeftoJ64sQJs7CwUOQo5fX555+3eV544QU7vRiJnZ+fN+vWrTMrV640y5cvt4G/MQ9pXaQlgQ3IVE3k8uVcjyB6ZCu9g1hfJl9lNBC22jaKvLXy8ui73RrBbVOWayKwtsdWrj+j6fa2uV8BNClNCQpsV/DPhy4zTts6OJSm7sBjQQghpCmbN28269evN3Nzc2bDhg1qIA15kDcV9LxCXp988knzxBNPmKeeesq89NJL5tixY7YnFiL7/vvvW2lFmssDmX3nnXeKUpqD9vrdd99tbr/9drNlyxZz9OhRuw4E/sY8pCGPbdt3iNaGEKvCpAhsWaYsI8NKmSxHlhtZB5aLCWwlTRIp0ye6bcpyfQU2E86ZmWye6CkFTbe3rf2KIGV0kBiOwGLfIOty//qgnYNThX8+dJlx2tbBoTR1h6U8Fn/6059so+SNN94wr7/+uv0f05g/LbAOCBk9Bw8eTA6SAzFF9KNpPh8MG0avKsTUBQT1lVdesYL65ptvWqF18upi69atZu/evUUpzbh8+bK56667zMaNGyvDlI///IvmxKabzLXPztlppCEP8mKZrtDCQ5wiwhQQYNt7mwlcRcJ8KatIY8I6KtO58Mhi0eubT0fK9Ilum7Jcbb/lumR+f/uabm/TfCCyXxE0KU2JoQhscRzK3v8GUGC986HLjNO2Ds7g0tS0foZRj5N5bJZCYG/cuGE+/PBDO+Trk08+sb90Yx7+xzTmIx3zJhXWASFLR6qQUmBLIKWIfjTN54N7XjFs2BfUZ555xvayPvfcc6q87tu3z5w5c6YopRkPPfSQuo0nHv6SOTa7zFz78+liTg7yYpmu0FdggX34ku35KqJiD37DpipMVnb9ZawA1iWkl9fmRw+lKze+jsr2ZfNXyLxWJkW5Dcv0CW+bvlx1v+W6/PxIy/I5yWq6vS3tVwhNSlNiGALbE1f/B4XaPrtp7LuoI7dMcf658M9Dhz2vvERsQ2/Ye6ycYFpxPHoP/XLbqc0rl6+XEUrL8NZdnhs+eT35D/yS53o5xH/Q7dHX0SO4rX32MXj+d5+oNNXqI4vejvvneYim+VIYRplLz1IILO5nQiMlBtKRb1JhHRCydDQV0tOnc4GhwJY0FdOm+XzQ24nrntbLimHFbmixC4jt7t27zblz55Lvgb3tttvsiBefj375FXPyF1821y99XMzJQV4s0xUaCexYgQbgVPe4tYMmpSnRusBWelLRmPZ/BJCNazFdWS7Dio+/bEjw+5QbKie6jkLMqjamzPOwZQYEopLm74+/DxKkCTG05fjTTdbpUdueUJkJ2zroch0kJE32B5PatQvnhtvXpvs5jPoYrzpuyqgFFkNj0bvo+PTTT83bb79th8/if0w7kG8Sh9L6dRBjUuuAkKWkiZC+9dZbtifw4sWLFFjB+iELLMBIFMgihg1DUKWwykDPK+T1o48+GugBTjfffLO5fv16MVVyeuvXzaknvmpuLFws5uQgL5bpChMgsH5PzeQ1spYCTUpTom2BReNe9txVp/3GtZiG+EgpwA8cnij2enYVZI9rZZ2xcqLrkELi0OZl1HrjxD6G0mrrjolHpN4s3vQg2+OXIfe137a2so/dQ5emJvsQr5+ySvJ8eq+3f72Uy8XSxquOmzJqgUWjBENkAWQVDUM/nMQin/br+Lgj66Afk1oHhCwluM7EcPLKHtg6TkxjI0iQthiBBeiJxT2vGDbs97oiMO/ll182H3zwwcBPH0ZvKh7U5POH3d81H+/4ZjFVgrzsgSWdR5PSlGhXYOsNaxuVHlnZuBbTixRYu7wtC2UKyYyVE12HJqvKPCsngX3ql1ZZt183Ej8tMj3o9lT+BmJfY9va2j52D1WaavukIfbTnpfynEGam8bfvnz651xBpWfbo5I2HnV84MCB4q86WtqoBRYPKcKv6wA9rlJcXWA+QD7kryKvheNzzktkHfRDr4P8/K6OVhiP85OQLoDrDHpWET6+vALkJzlOTJvGoODahwc24Z7XkMC++OKLdpSKfABTCrifde3atcVUycKnWZl/rIvtmjVrxu8eWDJ9aFKaEq0KLBr36tBK10j3GuhSfvwGut/wr4lAHSuf/kPHYuVE15EgsHJ9cp9iaXZdYn9lWg2/0ReZHnR7ZBkWsa+xbY2V6S/nT3ecRgJr98mJijs3Iscjo/yRxK/zPK0yeqBXNkLkDabVy+waFy5cMKtWrTLPPvtsMacE85CGPJJRC6xsCGLYsJNWGZgP8AAj93ed7h+PENjHpuh1kO87RhiER+EQQkLgM4jXteCJt1JiNXkFKZ/ZSWe9IqmxGAS85xWvytHug5WBtO3bt9t7Zpv+KChxTyF+8MEHq08h3nSTOf6zLxRTORDXsXsK8WCM6Muk18jzhWBQ+CXo0KQ0JdoU2LJh7iEa8fb+QdforjxkK18+n1/MqchBoGxJ0aiv5YuVE0xrKLAZve1GhPZJSYvVRRX/fI9PD7Y9fpnVfW103JS0ynJZeSsq6+g2qjTZ80XbB9RfOwJr0+y5LNO8MkNplb+7iyaxIXkF49cD65DHA58p8VnJwjs1OkU7PbDZvlc+M9756V1/S9HNiKURMgXgOgNh2b9/f09iQ/IKkJ/kODF1ceXKlSIlfwUOAvNceiqQV/Sqyve8ukCvq98bi1fu4F5ZPLV9EIlFex3veL3jjjvM448/bock++WcPXvW3HLLLeb8+fPFnG7QR2DrX4x+o2lR4Iuk1rPWFL3RvzjGo5E2CnwhTY1We2AJiQHxGvg6MnpC0pRLuX/9wTVJEVjbCBfXv8q0fx0TZfjiK6U1llYrs7tIiY3JKxi1wLZ3D2zkeNhzobvHavH3wJb7jh9mcgGV9eHXjWwrxNIImQ5wnQFOYiGuIXkFLj+pC6xEztPSmwB5xX2v2qtycM8rhg37aZDYHTt2mOPHjxelpDM/P2/WrVtnVq5caZYvX27uvPNOK7PgkUceGfl3ZRMaCGz14l5+YbTAogQ28gU+MMMoczzRpDQlKLBkePg/rI3XZzb6RWClUe5bZJikFZUyX+meyFcto+qlIm3gnvRu4yQ2Jq9g1F/K2lOI0fOBYbL438kriD+B1zsetfOmu8dq8U8hFvvek3UxT/kMIexnIJZGyJQghdRJbEheAQW2xImpJqhynpbeBPyQACGVgupelQOhxDURw4a1PLt27SpKWTyPPvqoWb16tS3z1ltvNadOnSpSukOywNovAHe1974Mqg0o9wWa/11/IqbXCA19gwTWUWloBSS4kqfXO+E3fkPbneE1EKdpqJEmpSlBgSVEp4u/ZE4iENeYvIKlOBYY6tXkHajIF8YXNvG95X+PdZDF1UF1//If1Wer9RFrT4TSCJkSUoWUAluyefPmnpz6guqGEAOkIW8qR44cqQwf9l+Vgx8ccM8rhg07iYW8Qnxdj2kbbNu2zfbEokf28OHDxdxukSiwufzZ67+VO5mGLxU3Lb9g8LeQxN4vpsXfsR7YxutQ8L+osmn1e0tuT6VMv3xF5icYTUpTggJLiA4FtjssxbHAg4kgZvglHUNkcb8R5uF/TGM+0jEviPzeUr7ruj4qYXF14H83Yxo/MsvvbvnDNKprRTEdSyNkOqDAdhdIKq5/GEYMed23b585d+5c5VU5uE7i+ohhw05e0UMa/c5IBOufm5urPNypayTfA9vrhVR+ycQvoeWXhPwykV82QgT7CWzjdSjYL3j5pSawX/Byv5RtreXJY1q+6DQpTQkKLCE6FNjusJTHAkNjcX8nHlKEIcT4H9PhYcPV72P5XVQZbeQNC+8y6XUA6t/9tfvHe9//LhqmETIFQEhTg4wOyCreAbt3715z5swZ9T2vkFjc84ohvuh5bVNex4X0IcSOrgtsD+TLv6jsclZM5XKBbVXWPU1oUpoSFFhCdCBNjO4EIYQQQsaLwQXW/oop0irTASm0eAJbSfNovI46/rAgTNveY19MK0Lrb3f1V+5pGmqkSWlKUGAJIYQQQgghbTO4wAIrlOVQnFLuGgpsRm/oU8gMG61DwVtOPugpPNzKK9MvI7a+CUOT0pSgwBJCCCGEEELapo/AkmlFk9KUoMASQgghhBBC2oYCS1Q0KU0JCiwhhBBCCCGkbSiwREWT0pSgwBJCCCGEEELahgJLVDQpTQkKLCGEEEIIIaRtJkBg+zzMiQyEJqUpQYElhBBCCCGEtE0fgcUTg+VTeLNY6vfI4MnAsXfHklbQpDQlKLCEEEIIIYSQtmkgsNXX6OAVNPZ9qksFBXYkaFKaEhRYQgghhBBCSNskC2xmsEUvbJE2m03Ld6QiXfTY+u9tnRHvYIUIy3eyVsRYLcfrEbYz4+9ulWVW3v+6LPJ+W6JKaUpQYAkhhBBCCCFtkyiwuUBWZLI01EIeZX7IpZvG30JoC9GsThciGisHaZUeWCmwnszK7e+Jd0E2LSdJFU1KU4ICSwghhBBCCGmb5Htgyx5NX24zfEnMQK9nPsuXy8h0rJyYwHq9ti56y9lpuU4SQpPSlKDAEkIIIYQQQtomfQhxj44KrLdcHeQXYktUNClNCQosITr33Xcfo0NBCCGEdIUrV66YQ4cOmT179piTJ0+aq1evFiklly5dMu+++67ZuXOnOXLkiLl27VqRMj20K7D+0N/KdILAxsqxf4fKyeVUiul7syvstPvfgeklfRhVx9GkNCUosIToUJq6A48FIYSQrgB5fe2118y2bdvM008/bQX1xIkTZmFhochRyuvzzz9v87zwwgt2ejESOz8/b9atW2dWrlxpli9fbgN/Yx7Suki7AgusYHrDdy0JAguC5WQ53cOY7Mz4cr0hw/58Psk4iialKUGB7Qr+5yyGzJuyXBPaLm98oTR1Bx4LQgghTdm8ebNZv369mZubMxs2bFADaciDvKmg5xXy+uSTT5onnnjCPPXUU+all14yx44dsz2xENn333/fSivSXB7I7DvvvFOU0hy01++++25z++23my1btpijR4/adSDwN+YhDXls275D9BFYMq1IGR0khiOwkCDxo0QT8MPFVP9YMajAtg0F1kFp6g5LeSz+9Kc/2UbJG2+8YV5//XX7P6Yxf1pgHRAyeg4ePJgcJAdiiuhH03w+GDaMXlWIqQsI6iuvvGIF9c0337RC6+TVxdatW83evXuLUppx+fJlc9ddd5mNGzdWhikf//kXzYlNN5lrn52z00hDHuTFMl2BAktUNClNiaEIbHGPc3lfdQMosBTYjjG4NDWtw2HU9WQev6UQ2Bs3bpgPP/zQDvn65JNP7C/dmIf/MY35SMe8SYV1QMjSkSqkFNiSYQss7nnFsGFfUJ955hnby/rcc8+p8rpv3z5z5syZopRmPPTQQ+o2nnj4S+bY7DJz7c+nizk5yItlugIFlqhoUpoSwxDYnrjWHtblN67dNIa5i2Hjbhks7+ZlEZJh3CftPxQM29C7dzpWTjCtGHpfeX9yaF65fL2MUFqGt+5oj3Uwr6zT/G//Hc6O3pB+G+K2gmDZfbY/dBvAhBCVplqdZdGrnKYS2TRfCsMoc+lZCoHF/UxopMRAOvJNKqwDQpaOpkJ6+nQuMBTYkqZi2jSfD3o7cd3TelkxrNgNLXYBsd29e7c5d+5c8j2wt912mx3x4vPRL79iTv7iy+b6pY+LOTnIi2W6AgWWqGhSmhKtC2ylJxWNaXn/td+4FtN+D6yVI39ZOS3pU26onOg6CnmrGpsyz8OWGRCISpq/P/4+SGJ5/b+FZMr1QbjkdmfT+WSsbI+Bt388CUmT/cGkNloA54arj6Z1MYw6m7zjAEYtsBgai95Fx6effmrefvttO3wW/2PagXyTOJTWr4MYk1oHhCwlTYT0rbfesj2BFy9epMAKIKWIfjTNp4GRKJBFDBuGoEphlYGeV8jrRx99NNADnG6++WZz/fr1Yqrk9Navm1NPfNXcWLhYzMlBXizTFYYosIM2eCazoTRuaFKaEm0LrP/U6Oq0f86IaciRlAJfuDJiQ5Jlj2tlnbFyouuQQuLQ5mWgnEpvnNjHUFpt3ZHPUzRv6G8gttfKp7dtoN92tLH9Y4ouTU32M16HZbXl+fQe8+LHEnW5WNrkHQcwaoFFowRDZAFkFQ1DP5zEIp/26/i4I+ugH5NaB4QsJbjOxHDyyh7YOk5MYyNIkLYYgQXoicU9rxg27Pe6IjDv5ZdfNh988MHATx9Gbyoe1OTzh93fNR/v+GYxVYK8Y9QDW2/QSImI07DB4wsG6QSalKZEuwJbPw9tVHpk5bkmphcpsLmgoSyUKSQzVk50HUL+eijzrJwE9qlfWmXdft0IonlDfwNtH5AnPy56HYgy2tr+MUWVptp+a4i6sOelPAZIc9P425dP/3gV9M5vhUraeByHAwcOFH/V0dJGLbB4SBF+XQfocZXi6gLzAfIhfxV5LRzPz4Wsg37odZCf39XRCuNxfhLSBXCdQc8qwseXV4D8JMeJadMYFFz78MAm3PMaEtgXX3zRjlKRD2BKAfezrl27tpgqWfg0K/OPdbFds2bNON0D6zdU8y/Pvu0sS8MvFF8wSCfQpDQlWhVYNO5r54g8F70GuhQkv4HuN/z9aQUrnzOeYMTKia5Dkz9lni80cp9iaXZdYn9lmk80r/z8+p/lcnvRK12tlqKXOlZ2yvb70xNAI4G1++1ExZ0b4jj4+TPKH0nq116kVUYP9MpGiLzBtHqZXePChQtm1apV5tlnny3mlGAe0pBHMmqBlQ1BDBt20ioD8wEeYOT+rtP94xEC+9gUvQ7yfccIg/IH9fGtD0JGDT6DeF0LnngrJVaTV5DymZ101iuSGotBwHte8aoc7T5YGUjbvn27vWe26Y+CEvcU4gcffLD6FOJNN5njP/tCMZUDcR2zpxDXG9ZlI6mg0tAKfaHksiEbRnkZ3nw70/siCpafb0tvWSkMZNFoUpoSbQps7ZxziEY8xKl3LmSyKc+h3nniCvHOKbVsSdGor+WLlRNMU2RVneed36F9UtJideETzis/h37jUGyvt5/yh4ZGx0RJqyyXrWdFZd3jjypNth61/UTdu3NDHIcBBNam2XNZpnllhtIqf3cXTWJD8grGrwfWIY9H6Pu1m7TTA5vte+Uz452f3nVJthuiaYRMAbjOQFj279/fk9iQvALkJzlOTF1cuXKlSMlfgYPAPJeeCuQVvaryPa8u0Ovq98bilTu4VxZPbR9EYtFexzte77jjDvP444/bIcl+OWfPnjW33HKLOX/+fDGnGyQKLL4k/GnZqJH5/TSB/OLB38GhQJHy/QZcNt3lL+1xwxfS1Gi1B5ZML/icT9gIjZA05eLuXzPlNVdcD+01VFyLK9P+dVOUoVw3e+uMpdXK7C5SYmPyCkYtsO3dAxs5HvL7tYMs/h7Yct/xw0wuoLI+/LqJtUv8Ng4hkw+uM8BJLMQ1JK/A5Sd1gZXIeVp6EyCvuO9Ve1UO7nnFsGE/DRK7Y8cOc/z48aKUdObn5826devMypUrzfLly82dd95pZRY88sgjI/+ubELiPbDel6Jt4Mj0PPI2kPdFUctbpMUENla+/ZIW5ZBW0aQ0JSiwZDD6XHMmgOgXgXLN00e1ZPSugXmU7ol81TKqXirSGveM+w3/buMkNiavYNRfytpTiNHzgWGy+N/JK4g/gbfh92sHWfxTiMW+92RdzIu1G2JphEwJUkidxIbkFVBgS5yYaoIq52npTcAPCRBSKajuVTkQSlwTMWxYy7Nr166ilMXz6KOPmtWrV9syb731VnPq1KkipTsk9MDmDcvKcBt8GQSv/P4XivxC9b6AYgLb95sF+fkl1DaalKYEBZYQnS7+kjmJQFxj8gqW4lhgqFeTd6AiX5iG368dZXF1UN2/vBd2tlm7oVGbgpDJJlVIKbAlmzdv7smpL6huCDFAGvKmcuTIkcrwYf9VOfjBAfe8Ytiwk1jIK8TX9Zi2wbZt22xPLHpkDx8+XMztFgMMIa7/0i+/DzAMLp/2vmBlJvmF2/sF1SG/nMLll+vJwTTvZWkPTUpTggJLiA4FtjssxbHAg4kgZvglHUNkcb8R5uF/TGM+0jEviPzejH2/dpTF1YFsI4C8nVDuc7jdEE8jZDqgwHYXSCqufxhGDHndt2+fOXfuXOVVObhO4vqIYcNOXtFDGv3OSATrn5ubqzzcqWskP8Qp/+LMvizcFd9N90J+iZRfMo2GrdkyvS+nUPn+/Am7T26p0aQ0JSiwhOhQYLvDUh4LDI3F/Z14SBGGEON/TIeHDVeH10vpin2/dpn0OgBeGyEDElqR9mC7JCOWRsgUACFNDTI6IKt4B+zevXvNmTNn1Pe8QmJxzyuG+KLntU15HRf6CCyZVjQpTQkKLCE6kCZGd4IQQggh4wUFlqhoUpoSFFhCCCGEEEJI21BgiYompSlBgSWEEEIIIYS0DQWWqGhSmhIUWEIIIYQQQkjbdERg5UMZ6g9o6D7juM1xNClNCQosIYQQQgghpG36CGz1qYeIxq+qwZP+BnoysC+z1fUjuvfIewqsHxRYQgghhBBCSNs0EFj5Gp1caBsJZGsCOw5iSIH1gwJLCCGEEEIIaZtEgc1UbcYTWO+dankPrddzaxeo9+aW5YSkNSyG9r1vnklj23o9xOp22YR8n2bxsnekzZj/FSur8pJ4bE9ZH9iGvNx8O2fEu/jK9WUkbItdUzD/6NCkNCUosIQQQgghhJC2SRTYqsA5cSvVT+Tv1wNrJa2ftOLvUuRc5D7prztUBpD7gb+zcirCivxiv+S2yf2AzGbrz4VSlplvZ6/I4L6BJtsSyj86NClNCQosIYQQQgghpG0S74GVYpVRCJ0f1sc0ga3l1yQv9Hcd2eNa9oZmxLYrIIRy+UpPrsi/fSb7f7vbr2zbevsXkc7UbYnmHx2alKYEBZYQQgghhBDSNgk9sPjbG84K2QqZlS+wVsyk5DWRVl8MPXo9ncgnRDC2XZo0Wty66uuE3M5sz+bb/SmWh8j21uEvI9aRui3R/KNDk9KUoMASQgghhBBC2maAIcSyN9CfdrJn/xDDaDN8MasIrRTA0N869p7cGV/6ItulSWMBykJvZ0XSgd3Wam9vtVfU3065jtRtieUfHZqUpgQFlhBCCCGEENI2yQ9xysU0Ez1nVG66F6XIOSF0eXvTdt6MkD4pgP7fYpkiKjJXyGVN8ILbFRbYfJly+0uwHWIZm0+WIbcZeOtI3ZZInY4KTUpTggJLCCGEEEIIaZs+AjtdoKez1vs6pWhSmhIUWEJ07rvvPkaHghBCCOkKV65cMYcOHTJ79uwxJ0+eNFevXi1SSi5dumTeffdds3PnTnPkyBFz7dq1ImV6oMA6ar2q040mpSlBgSVEh9LUHXgsCCGEdAXI62uvvWa2bdtmnn76aSuoJ06cMAsLC0WOUl6ff/55m+eFF16w04uR2Pn5ebNu3TqzcuVKs3z5chv4G/OQ1kUosERFk9KUoMB2BX94+zgxztsehtLUHXgsCCGENGXz5s1m/fr1Zm5uzmzYsEENpCEP8qaCnlfI65NPPmmeeOIJ89RTT5mXXnrJHDt2zPbEQmTff/99K61Ic3kgs++8805RSnPQXr/77rvN7bffbrZs2WKOHj1q14HA35iHNOSxbfsOQYElKlJGB4nhCKy7JzpBatCz7r/OaaqgwHYNSlN3WMpj8ac//ck2St544w3z+uuv2/8xjfnTAuuAkNFz8ODB5CA5EFNEP5rm88GwYfSqQkxdQFBfeeUVK6hvvvmmFVonry62bt1q9u7dW5TSjMuXL5u77rrLbNy4sTJM+fjPv2hObLrJXPvsnJ1GGvIgL5bpCh0RWNlQTWm0TmYDtwtoUpoSQxHY4knW9snTTQ86BZYC2zEGl6am9TGMeuOxaIsbN26YDz/80A75+uSTT+wv3ZiH/zGN+UjHvEmFdUDI0pEqpBTYkmELLO55xbBhX1CfeeYZ28v63HPPqfK6b98+c+bMmaKUZjz00EPqNp54+Evm2Owyc+3Pp4s5OciLZbpCH4HFU3Ll03CVV8yEGFgcyoZSUFT8V/LEmHqBGQxNSlNiGALbOx9qx99vXLtp7/x1yxRPrnYROpXs65K8RGxD7zMQKyeYVjx5etalu+3U5pXL18sIpWV46w72WFfqEXVW3gNeeaBZbD/tveNlWnl9yI/BjHjyuLx2VJ5I7r/DuTcf4ba9zz5725HUSz9iotJU2/8sKseoyX41zZfCMMpcepZCYHE/ExopMZCOfJMK64CQpaOpkJ4+nQsMBbakqZg2zeeD3k5c97ReVgwrdkOLXUBsd+/ebc6dO5d8D+xtt91mR7z4fPTLr5iTv/iyuX7p42JODvJima7QQGDlg43yRmSl4RiiBYG1jblaGQnbACiwA6FJaUq0LrCV44hzRJ6XfuNaTPvH34qOv6yclvQpN1ROdB2FiFXtS5nnYcuU2yKopPn74++DAMu5uinEKZdM8bmP7otftljOponPqdxGrEvuazadTyZu+yD73AFC0mR/MFGvd6H6DjGM/e92nQ7KqAUWQ2PRu+j49NNPzdtvv22Hz+J/TDuQbxKH0vp1EGNS64CQpaSJkL711lu2J/DixYsUWAGkFNGPpvk0MBIFsohhwxBUKawy0PMKef3oo48GeoDTzTffbK5fv15MlZze+nVz6omvmhsLF4s5OciLZbpCosBmzRi/V9Q2JMvegrIBXM7LG6vevCzKcmTjSP5dX79dX0VkykZVvVcndTuIQ5PSlGhbYP1XHFWn/ca1mK6cLxm+PGXUzmmB7HGt9UqGyomuQzmn1XkZKEecp5VexVBabd1+3UjK9W6fyf7f7uoqW0aKbWw/K9uQR57dX6/Yx941w9uuftveyj4vPbo0NdnmeH2UVZDn03u/Y9e/WFq363RQRi2waJRgiCyArKJh6IeTWOTTfh0fd2Qd9GNS64CQpQTXmRhOXtkDW8eJaWwECdIWI7AAPbG45xXDhv1eVwTmvfzyy+aDDz4Y+OnD6E3Fg5p8/rD7u+bjHd8spkqQd4x7YNGI8adlo8ZrpNZ6EwS2EeuWleVUy2wsLn4jNpu2k0nbQRyalKZEuwJbb1jb6B1X/zwU0/7xr8kOZsmGukfv/ECZ4tyPlRNdh/+ZAso8lBHap35plXX7dVMFn6eZ7VkeW0fFdkBkXRmJ+1nir1fbb+TJj6VenrdfLe3zUqNKU7QuHWK/7Hkp6xNpbhp/y3NapnnErn+VtG7XqePAgQPFX3W0tFELLB5ShF/XAXpcpbi6wHyAfMhfRV4Lu388NGQd9EOvg/z8ro5WGI/zk5AugOsMelYRPr68AuQnOesLMW0ag4JrHx7YhHteQwL74osv2lEq8gFMKeB+1rVr1xZTJQufZmX+sS62a9asGed7YL0vCNuolOl52IaTLw6gll9rHHlfRJVykOY32oq8trElyyxI2g7i0KQ0JVoVWBwv/xgW52beSPfOC3t85XnhnU8yrz+tYIVtJitTCkasnOg6NJFT5mEf5PrkPsXS7LrE/so0DZte7WXGdK/46L6g3qUo5cvn097nWOxjmSen96NUbNtT9tmf7hiNBNbug7s+yfoO1EdG+SOJX/d5Wu+HP1t3getfMK1eZte4cOGCWbVqlXn22WeLOSWYhzTkkYxaYGVDEMOGnbTKwHyABxi5v+t0/3iEwD42Ra+DfN8xwkD9MZsQEgWfQbyuBU+8lRKryStI+cxOOusVSY3FIOA9r3hVjnYfrAykbd++3d4z2/RHQYl7CvGDDz5YfQrxppvM8Z99oZjKgbiO2VOIZcM6F4byCyNDaUT1QANMSodtGMkvGPmFE/o7J9zjo31pYV7e+LJZk7aDODQpTYk2BbZsmHuI88GJl41MNuUxxfL5/GJORQ4CZUvsOaPki5UTTGsosBm97UaE9klJi9VFHZz/Yt12u71tSdjPsPCIffSXEZ/PRsdRSassl61nRXSflxZVmmydaNssj4+o09q1MK+ffFb9mtZLi13/otfGepldRJPYkLyC8euBdcjjkX83987/LLxTo1O00wOb7XvlM+Odn941ptJuiaURMgXgOgNh2b9/f09iQ/IKkJ/kODF1ceXKlSIlfwUOAvNceiqQV/Sqyve8ukCvq98bi1fu4F5ZPLV9EIlFex3veL3jjjvM448/bock++WcPXvW3HLLLeb8+fPFnG4wwBBi+eXoT+O7oehd8RtkfoOr0liSXz7eFxEoli0baI4yb2+9BZi2X0xJ20EcvpCmRqs9sISkgM90rce+O4SkKZdw/1qEa5wisPa6Jq7NlWn/GirKiF3/otdGv8zuIiU2Jq9g1ALb3j2wkePhf+d1jMXfA1vuO9oEuYDK+vDrRrZjYmmETAe4zgAnsRDXkLwCl5/UBVYi52npTYC84r5X7VU5uOcVw4b9NEjsjh07zPHjx4tS0pmfnzfr1q0zK1euNMuXLzd33nmnlVnwyCOPjPy7sgnJD3HKvxyXlQ0dN92L8suh12NS5O1N23myByX25QMwD8tp84t5/naIBmzz7SAOTUpTggJLRoffA9Xtz3P0i8BKo9yXyDBJ75pXuqe7Xmpp8etfs2t093ESG5NXMOovZe0pxOj5wDBZ/O/kFcSfwOsdj9p5091jtfinEPvf+/hbzFM+Qwj7GYilETIlSCF1EhuSV0CBLXFiqgmqnKelNwE/JEBIpaC6V+VAKHFNxLBhLc+uXbuKUhbPo48+alavXm3LvPXWW82pU6eKlO7QR2DJtKJJaUpQYAnR6eIvmZMIxDUmr2ApjgWGejV5ByryhfGFTQpr939sWFwdVPcPP7qsmJ2t1kfISGNphEwJqUJKgS3ZvHlzT059QXVDiAHSkDeVI0eOVIYP+6/KwQ8OuOcVw4adxEJeIb6ux7QNtm3bZnti0SN7+PDhYm63oMASFU1KU4ICS4gOBbY7LMWxwIOJIGb4JR1DZHG/Eebhf0xjPtIxL0iv5zHDl7Ka0HaPxdWBL+iYRk+qm5dPyyopbzGKpREyHVBguwskFdc/DCOGvO7bt8+cO3eu8qocXCdxfcSwYSev6CGNfmckgvXPzc1VHu7UNSiwREWT0pSgwBKiQ4HtDkt5LDA0Fvd34iFFGEKM/zEdHjZcHSpfddZy/jjdFpNeB8AX2FxCK9IeubUpmkbIFAAhTQ0yOiCreAfs3r17zZkzZ9T3vEJicc8rhvii57VNeR0XKLBERZPSlKDAEqIDaWJ0JwghhBAyXiyhwNZ/Re1P02X4ZMHFoklpSlBgCSGEEEIIIW3TX2Brw22ycGOXkNb0dRUpeR2DLGOhwC4WTUpTggJLCCGEEEIIaZs+AoseT18ERS8oBXZi0aQ0JSiwhBBCCCGEkLaJC2xUIL13L9peWW9eFnlnrZa3Ohy48hAKK839l7Hb11tGvi/RE9giX5lO+qFJaUpQYAkhhBBCCCFt03cIsRTLmgD26yG14hjqrRUyqrwGIPfhyDKVv4GUVvG33AbSGE1KU4ICSwghhBBCCGmbpIc4lTIbktIM+w66UnrDeYWAWskUeR2xZWrryaPs8c0Edrb778PrKpqUpgQFlhBCCCGEENI2SQLrgMiqPaS1F6h7khrsTXVgnhDRfgIre20rFMOP7fvwqu/LI83QpDQlKLCEEEIIIYSQtokLrCqJnpRKCfXzS6H184py8BJyuRim7XDlyDL531U5LcuRw4nr+Uh/NClNCQosIYQQQgghpG369MAWPZlFr2ge4uFIGb1hxYUhVh7GZHtASwGt5vVFWCwnel2DywB/uV6aFFiQS6wsl8TRpDQlKLCEEEIIIYSQthloCDGZfDQpTQkKLCGEEEIIIaRtKLBERZPSlKDAEkIIIYQQQtqGAktUNClNCQosIYQQQgghpG0osERFk9KUoMASonPfffcxOhSEEEJIV7hy5Yo5dOiQ2bNnjzl58qS5evVqkVJy6dIl8+6775qdO3eaI0eOmGvXrhUp08MQBNZ/gBIZRzQpTQkKLCE6lKbuwGNBCCGkK0BeX3vtNbNt2zbz9NNPW0E9ceKEWVhYKHKU8vr888/bPC+88IKdXozEzs/Pm3Xr1pmVK1ea5cuX28DfmIe0LhIR2OLJvVpEn+ZLgZ0ENClNCQpsV/Ce3B0lJW9T2ixzGNs3eihN3YHHghBCSFM2b95s1q9fb+bm5syGDRvUQBryIG8q6HmFvD755JPmiSeeME899ZR56aWXzLFjx2xPLET2/ffft9KKNJcHMvvOO+8UpTQH7fW7777b3H777WbLli3m6NGjdh0I/I15SEMe27bvEA17YFMajhTYSUDK6CAxHIHFeYgfURIkBq9amurXJ6V8dochiG2WOYztGz2Upu6wlMfiT3/6k22UvPHGG+b111+3/2Ma86cF1gEho+fgwYPJQXIgpoh+NM3ng2HD6FWFmLqAoL7yyitWUN98800rtE5eXWzdutXs3bu3KKUZly9fNnfddZfZuHFjZZjy8Z9/0ZzYdJO59tk5O4005EFeLNMVBhTY+vthi9fAZngCW7yrdYWb4b27tTe/WMeMeI9smUZGjSalKTEUgd0+Y98HjHcDl+dbHyiwCdI3DEFss8xhbN/oGVyamu5/149jd1gKgb1x44b58MMP7ZCvTz75xP7SjXn4H9OYj3TMm1RYB4QsHalCSoEtGbbA4p5XDBv2BfWZZ56xvazPPfecKq/79u0zZ86cKUppxkMPPaRu44mHv2SOzS4z1/58upiTg7xYpiu00wNrpdSlC4GtzAd+OVJ2kSbEpLYsGSWalKbEMAS2J66FyJb455Wb9n5occtgeTdPnnMe782u8NaTb0Pvh5VYOcG04pyfdeluO7V55fL1MkJpGd66oz3WsbzBfcjrN/hjU6zM4A9YWh1kBMvqUwfeeqJ1MGKi0lTb3yx6O+af5yGa5kthGGUuPUshsLifCY2UGEhHvkmFdUDI0tFUSE+fzgWGAlsCiUP0o2k+H/R24rqn9bJiWLEbWuwCYrt7925z7ty55Htgb7vtNjvixeejX37FnPzFl831Sx8Xc3KQF8t0hcEFNtqwdA3RfsvkkbfP/HUU5Yh2MRkdmpSmROsCCyHp9aTiXJHnhn/uiOnKchlWbPxlQ+dZn3JD5UTXUYhX1baUeR62TLktgkqavz/+PkgieaP7gL+FMDZev/wbyM+4VgexsjwGroPRE5Im+4NJbbSArKOm+zGM/e1WHbbFqAUWQ2PRu+j49NNPzdtvv22Hz+J/TDuQbxKH0vp1EGNS64CQpaSJkL711lu2J/DixYsUWAGkFNGPpvk0MBIFsohhwxBUKawy0PMKef3oo48GeoDTzTffbK5fv15MlZze+nVz6omvmhsLF4s5OciLZbrCYAJrRVQ2ZmS6a4jOZPOUnqFgI91vIMmGGxk1mpSmRNsCi8a97OWrTvvnjpiG2EgpUM7B2JBk2eNaWWesnOg6tPM6cK7bz1n+I08eYh9DabV1+3UjiOWN7kPks9qvzMo255FnV+qg377Uygtte6QOlgBdmppsY3z/y13O8+k95Kjncn51uVhat+qwLUYtsGiUYIgsgKyiYeiHk1jk034dH3dkHfRjUuuAkKUE15kYTl7ZA1vHiWlsBAnSFiOwAD2xuOcVw4b9XlcE5r388svmgw8+GPjpw+hNxYOafP6w+7vm4x3fLKZKkHf8e2D9BqJtSLl02RDFcn4jSE5nuTMpyKf9BpLSoCUjQ5PSlGhXYOsNaxuVHll57ojpRQqsXd6WhTLF+RgrJ7oO7bxW5lU+U0DsU7+0yrr9uhHE8kb3wS9TbH9imSWBOoiVVdmG2Hr87V1aVGmK1o1D7Ic9L2V9Ic1N4295Tss0j0rPtUclrVt1GOLAgQPFX3W0tFELLB5ShF/XAXpcpbi6wHyAfMhfRV4Lu388NGQd9EOvg/z8ro5WGI/zk5AugOsMelYRPr68AuQnOU5Mm8ag4NqHBzbhnteQwL744ot2lIp8AFMKuJ917dq1xVTJwqdZmX+si+2aNWsm4x5YNGZ7ImF7W1263xD1vmxso0gs21vOX4fSoCUjQ5PSlGhVYNG4rzRWQN6QyxvpOHfEuSLlxm+g+w1/f1rBilt2jlcEI1ZOdB3aea3M84VG7lMsza5L7K9M84nlje5D5LMaXX9+LahWo/sBS6mDWFn4u2kd+NNLTCOBtdvsrpFKvfv5M8I/MORpldEDvbLlNTgjmFYvs2tcuHDBrFq1yjz77LPFnBLMQxrySEYtsLIhiGHDTlplYD7AA4zc33W6fzxCYB+botdBvu8YYRAehUMICYHPIF7XgifeSonV5BWkfGYnnfWKpMZiEPCeV7wqR7sPVgbStm/fbu+ZbfqjoMQ9hfjBBx+sPoV4003m+M++UEzlQFzH9CnEZNrQpDQl2hTYsmHuIRrxEKFeo7vyg0q+fD6/mFORg0DZkqJRX8sXKyeY1lBgM3rbjQjtk5IWqwufaN7gPviNxer2p5RZCpJeB42Oq5JWWS4rd0Vle5cWVZpsvWjbiLpuR2Btmj2XZZpXZiit8nd30SQ2JK9g/HpgHfJ44LMjPgtZeKdGp2inBzbb98pnxjs/vetMKboZsTRCpgBcZyAs+/fv70lsSF4B8pMcJ6Yurly5UqTkr8BBYJ5LTwXyil5V+Z5XF+h19Xtj8cod3CuLp7YPIrFor+Mdr3fccYd5/PHH7ZBkv5yzZ8+aW265xZw/f76Y0w0osETFF9LUaLUHlpDFADGr9eAvHSFpyqXbl0Q0zBWBtY1wIfyVaa8xL8vwxVdKayytVmZ3kRIbk1cwaoFt7x7YyPGoiF33WPw9sOW+44eZXEBlffh1I38ci6URMh3gOgOcxEJcQ/IKXH5SF1iJnKelNwHyivtetVfl4J5XDBv20yCxO3bsMMePHy9KSWd+ft6sW7fOrFy50ixfvtzceeedVmbBI488MvLvyiZQYImKJqUpQYElS4ffI9Wtxnz0i8BKo9z2yDBJryepdE/kq5ZR9VKR1rhX22/4dxsnsTF5BaP+UtaeQoyeDwyTxf9OXkH8Cbze8aidN909Vot/CrHY956si3nKZwhhPwOxNEKmBCmkTmJD8goosCVOTDVBlfO09CbghwQIqRRU96ocCCWuiRg2rOXZtWtXUcriefTRR83q1attmbfeeqs5depUkdIdKLBERZPSlKDAEqLTxV8yJxGIa0xewVIcCwz1avIOVOQL4wubFNbu/9iwuDqo7l/eCztbrY+QkcbSCJkSUoWUAluyefPmnpz6guqGEAOkIW8qR44cqQwf9l+Vgx8ccM8rhg07iYW8Qnxdj2kbbNu2zfbEokf28OHDxdxuMUKBHbehOt1vBAwTTUpTggJLiA4FtjssxbHAg4kgZvglHUNkcb8R5uF/TGM+0jEviBwm7EtZTWi7x+LqwP9uxjR6Ut28fFpWCYbn59OxNEKmAwpsd4Gk4vqHYcSQ13379plz585VXpWD6ySujxg27OQVPaTR74xEsP65ubnKw526RlRgew/+8BnoV0wK7DihSWlKUGAJ0aHAdoelPBYYGov7O/GQIgwhxv+YDg8brg6Nl1/BsWHhXSa9DkD9u7l2/7g3vL5xGiFTAIQ0NcjogKziHbB79+41Z86cUd/zConFPa8Y4oue1zbldVyI98BCVKOvL0mBAjtOaFKaEhRYQnQgTYzuBCGEEELGiz5DiBXpxK+XgXe6lg8bKZabxVAm9wunV1axbG8ZO+ypLKsiyMG0XDLxPjiXVnkkfnA5bfsyvPyxX23j+4qiyrzlexzHB01KU4ICSwghhBBCCGmbvvfAYmiOlMJy2u+hlIKKvzNxq1ioSLcy6MuhlDyULfMG0uzfvtA2WU7bPpkOMO22Uf4N+uwrRNibrqxqDNCkNCUosIQQQgghhJC26f8QJ4hgbxixkLxab2UeuahJwXMU82xPpZTBDF/4Mnr338bSamKZp1nBji6nbF8tvyg7dV+tPCOPt59jhCalKUGBJYQQQgghhLRNf4HNUGVSEcSSkMBmUmcfMOHkryAmm7G0gMD2X24AgfXKKtH21YEypOyOD5qUpgQFlhBCCCGEENI2jQTWCVwpgCCXMylm5ePoQwLr5nnL+sN95XQsTUqmBdNNllO2z6aLsrDPvem0fS3Tcvxh2OOAJqUpQYElhBBCCCGEtE0zgS0ErjYk1kpf3sOYh0vvJ7CgKDPwQCgpgOE0t12py2nbh+x4FH+R338VQcq++nlrT3LuPpqUpgQFlhBCCCGEENI2DQW2q0BgPakmraBJaUpQYAkhhBBCCCFtQ4ElKpqUpgQFlhBCCCGEENI2NYFdtv4IY8oDaFKaEhRYQgghhBBCSNtQYBm1AJqUpgQFlhBCCCGEENI2UyCwp8128yfzHTWNoQXQpDQlKLCEEEIIIYSQtokK7HfeNWb7tqrc2Nj2J2PePV2f38mgwKYG0KQ0JSiwhBBCCCGEkLaJ98BCVP+fT8wKOW/9cfOz/ycgtp0MCmxqAE1KU4ICS4jOfffdx+hQEEIIIV3hypUr5tChQ2bPnj3m5MmT5urVq0VKyaVLl8y7775rdu7caY4cOWKuXbtWpEwPfYYQQ1Y/Nz97RMx75BPznpNaCK6gIrXBtKLMf3HpkMvQvGKyoFpGMbMgtu68PJHOiAbQpDQlKLCE6FCaugOPBSGEkK4AeX3ttdfMtm3bzNNPP20F9cSJE2ZhYaHIUcrr888/b/O88MILdnoxEjs/P2/WrVtnVq5caZYvX24Df2Me0rpI33tgV/zL5+a9fzlen4bIGim36OkspmNpTj4rQ5C1eV7YMgMiWkmT63LTFNiUAJqUpgQFtiu0+aopr6z3Zs2KYNl8xVUISlN34LEghBDSlM2bN5v169ebubk5s2HDBjWQhjzImwp6XiGvTz75pHniiSfMU089ZV566SVz7Ngx2xMLkX3//fettCLN5YHMvvPOO0UpzUF7/e677za333672bJlizl69KhdBwJ/Yx7SkMe27TtE/4c4yR5XKYfKfbC9e2Zjaa63tSeYoXlZxHpSQ2m1dVNgUwNIGR0khiOwkKJlZlmKGEGyVsya94rJ6WOpRJICG4LS1B2W8lj86U9/so2SN954w7z++uv2f0xj/rTAOiBk9Bw8eDA5SA7EFNGPpvl8MGwYvaoQUxcQ1FdeecUK6ptvvmmF1smri61bt5q9e/cWpTTj8uXL5q677jIbN26sDFM+/vMvmhObbjLXPjtnp5GGPMiLZbpCf4HNQhXTmKTG0poKrBVUKZ5CRPulUWAXFUCT0pQYisBunzHLZrZn/y0z2X/NoMBSYDvG4NLUtE6HUfeTeTyXQmBv3LhhPvzwQzvk65NPPrG/dGMe/sc05iMd8yYV1gEhS0eqkFJgS4YtsLjnFcOGfUF95plnbC/rc889p8rrvn37zJkzZ4pSmvHQQw+p23ji4S+ZY7PLzLU/ny7m5CAvlukKjQTWSWEpoVn4w4TldCwtRWCliEppjaXZdQlhlWmMRgE0KU2JYQhsT1wLkS3xG9du+j0zuwI9tkW4ZbC8m5dFSIbfm13hrSffhhWzhQ7HygmmYZtWmNlZl+62U5tXLl8vI5SW4a071GMd3z9tm0Q999Yhyg6ut8/22qHIMl3f3kkhKk21OsyiV1lNJXIYsjmMMpeepRBY3M+ERkoMpCPfpMI6IGTpaCqkp0/nAkOBLWkqpk3z+aC3E9c9rZcVw4rd0GIXENvdu3ebc+fOJd8De9ttt9kRLz4f/fIr5uQvvmyuX/q4mJODvFimKzQTWNuLCTwRtLJY0pPbaFpDgc0Cwtzj3T9l21CuP5aG+3R7eGmM/gE0KU2J1gW20pOKxnQmV70TzG9ci2m/B9bKkr+snJb0KTdUTnQdhcxVDU6Z52HLDAhEJc3fH38fJH6anNa2KZYffzdc78DbOxmEpMn+oFAbLVD8kGBnNq2bYdThZB6XUQsshsaid9Hx6aefmrffftsOn8X/mHYg3yQOpfXrIMak1gEhS0kTIX3rrbdsT+DFixcpsIKmYto0nwZGokAWMWwYgiqFVQZ6XiGvH3300UAPcLr55pvN9evXi6mS01u/bk498VVzY+FiMScHebFMV2gosIxpCqBJaUq0LbBo3Pd6PjOq037jWkxDlqQUoIfLE8XYkGTZ41pZZ6yc6DqkkDi0eRnBHs2MUFpt3XHxCO6fuk2Reu633pa2dxLQpanJfsfrtKzGPN9MdmxdWvW4lvOry8XSJvO4jFpg0SjBEFkAWUXD0A8nscin/To+7sg66Mek1gEhSwmuMzGcvLIHto4T09gIEqQtRmABemJxzyuGDfu9rgjMe/nll80HH3ww8NOH0ZuKBzX5/GH3d83HO75ZTJUg7xj2wDKmKYAmpSnRrsDWG9Y2Kj2ysnEtphcpsHZ5WxbKFEIXKye6Dk0MlXlWTgL71C+tsm6/bjxC+6dup19Ww/W2ub0TgCpNtXrQEHVjj5s8Pkhz0/jbl0//WBb0jr9CJW08jsuBAweKv+poaaMWWDykCL+uA/S4SnF1gfkA+ZC/irwWjufnRNZBP/Q6yM/v6miF8Tg/CekCuM6gZxXh48srQH6SAylNiUHBtQ8PbMI9ryGBffHFF+0oFfkAphRwP+vatWuLqZKFT7My/1gX2zVr1nT7HlhCgCalKdGqwKJxrw6tdI10r4EuhclvoPsN/5oI1LHyOeMJRqyc6DoSBFauT+5TLM2uS+yvTAug7p+6nX4jUUzH1puyvf70BNJIYG09OFFxx0HUt58/o/yRpN6YR1pl9ECvbITIG0yrl9k1Lly4YFatWmWeffbZYk4J5iENeSSjFljZEMSwYSetMjAf4AFG7u863T8eIbCPTdHrIN93jDAoRxaMb30QMmrwGcTrWvDEWymxmryClM/spLNekdRYDALe84pX5Wj3wcpA2vbt2+09s01/FJS4pxA/+OCD1acQb7rJHP/ZF4qpHIhr559CTAjQpDQl2hTYsmHuIRrx9v5B1+jOZEw2ZrB8Pr+YU5GDQNmSolFfyxcrJ5jWUGAzetuNCO2TkharCxV1/xIFNqPRMVDSKstl61zRb3vHHFWaguKOOm5HYG2aPdYyzSszlFb5u7toEhuSVzB+PbAOeTzwWRWfryy8U6NTtNMDm+175TPjnZ/e9bcU3YxYGiFTAK4zEJb9+/f3JDYkrwD5SY4TUxdXrlwpUvJX4CAwz6WnAnlFr6p8z6sL9Lr6vbF45Q7ulcVT2weRWLTX8Y7XO+64wzz++ON2SLJfztmzZ80tt9xizp8/X8zpBiMQ2EEaPuPRWJpkfCFNjVZ7YEk3QUOw1jO+SCBRbZfZMULSlIu8f93DtVARWNsIFz8wVKb966cowxdfKa2xtFqZ3UVKbExewagFtr17YCPHw54L3T1Wi78Httx3/DCTC6isD79u5I9xsTRCpgNcZ4CTWIhrSF6By0/qAiuR87T0JkBecd+r9qoc3POKYcN+GiR2x44d5vjx40Up6czPz5t169aZlStXmuXLl5s777zTyix45JFHRv5d2YS4wPoNGr/RlFH+6h8i8kUbZJBlSJtoUpoSFNgJxl4H2urp8XuPJv9zH/0isNIo6yMyTFIcB0R5LJCvWkbVS0Va457y8bomO4mNySsY9Zey9hRi9HxgmCz+d/IK4k/g9Y5H7bzp7rFa/FOIxb73ZF3MUz5DCPsZiKURMiVIIXUSG5JXQIEtcWKqCaqcp6U3AT8kQEiloLpX5UAocU3EsGEtz65du4pSFs+jjz5qVq9ebcu89dZbzalTp4qU7hAXWP+X3OLiXzaomvx6OUjDZ7waS5OIJqUpQYElRKeLv2ROIhDXmLyCpTgWGOrV5B2oyBfGFzb5fdn978/F1UF1//Je2NlqfYSMNJZGyJSQKqQU2JLNmzf35NQXVDeEGCANeVM5cuRIZfiw/6oc/OCAe14xbNhJLOQV4ut6TNtg27ZtticWPbKHDx8u5naLPkOIq4K6fSb7e3smte4LAILrhvt5vQF+r4H+Sof8y8fN9x9WElrGfgn1lvF7HiLLkcZoUpoSFFhCdCiw3WEpjgUeTAQxwy/pGCKL+40wD/9jGvORjnlB5I/LvpTVhLZ7LK4OfEHHNL7v3bx8WlYJhufn07E0QqYDCmx3gaTi+odhxJDXffv2mXPnzlVelYPrJK6PGDbs5BU9pNHvjESw/rm5ucrDnbpG33tgcXHPJRAyiy+I8sujTPO/UKT4+l8YmC7SlC9e9UtGflnbv0uprpQXWxdJQpPSlKDAEqJDge0OS3ksMDQW93fiIUUYQoz/MR0eNlwdbl/96iznN3pwW0dIrwOA7/Xq/tXuH/d+UG+cRsgUACFNDTI6IKt4B+zevXvNmTNn1Pe8QmJxzyuG+KLntU15HRf6P8TJSSYu+sU3pu2JzaQQX5p2lv3FV34h5JFnr3/Z5EN+sgJ6XyT+F4i/jBBiX3ozetsRWxdJQpPSlKDAEqIDaWJ0JwghhBAyXvQXWCeFmTg6Ecx7XhvecxKQymp25IlJ7+IENrhpJIgmpSlBgSWEEEIIIYS0TQOBdcOWxFBc9JxmQlm+QiMXUCmK5X0lvlRiOi+rzJPTaEiy7bX1tqUyhFhfF0lDk9KUoMASQgghhBBC2qaBwOZiWR3mCzH0hub2hgO7cPnzvOV8Ibr+MhUhDgisnawuV0pwZF0kCU1KU4ICSwghhBBCCGmbRgI7PvjiSwZFk9KUoMASQgghhBBC2oYCS1Q0KU0JCiwhhBBCCCGkbSZMYElbaFKaEhRYQgghhBBCSNtQYImKJqUpQYElhBBCCCGEtA0FlqhoUpoSFFhCCCGEEEJI21BgiYompSlBgSWEEEIIIYS0DQWWqGhSmhIUWEIIIYQQQkjbUGCJiialKUGBJYQQQgghhLQNBZaoaFKaEhRYQgghhBBCSNtQYImKJqUpQYElROe+++5jdCgIIYSQrnDlyhVz6NAhs2fPHnPy5Elz9erVIqXk0qVL5t133zU7d+40R44cMdeuXStSpgcKLFHRpDQlKLCE6FCaugOPBSGEkK4AeX3ttdfMtm3bzNNPP20F9cSJE2ZhYaHIUcrr888/b/O88MILdnoxEjs/P2/WrVtnVq5caZYvX24Df2Me0roIBZaoaFKaEhTYrrDdzCybyf7tKl3fvvahNHUHHgtCCCFN2bx5s1m/fr2Zm5szGzZsUANpyIO8qaDnFfL65JNPmieeeMI89dRT5qWXXjLHjh2zPbEQ2ffff99KK9JcHsjsO++8U5TSHLTX7777bnP77bebLVu2mKNHj9p1IPA35iENeWzbvkNQYImKlNFBYjgCC9lZZpalCM97s2bFilnzXjE5fbQsiK3XJwWWLB1LeSz+9Kc/2UbJG2+8YV5//XX7P6Yxf1pgHRAyeg4ePJgcJAdiiuhH03w+GDaMXlWIqQsI6iuvvGIF9c0337RC6+TVxdatW83evXuLUppx+fJlc9ddd5mNGzdWhikf//kXzYlNN5lrn52z00hDHuTFMl2BAktUNClNiaEI7PYZs2xme/bfMpP91wwKLAW2YwwuTU3rahh1OpnHaSkE9saNG+bDDz+0Q74++eQT+0s35uF/TGM+0jFvUmEdELJ0pAopBbZk2AKLe14xbNgX1Geeecb2sj733HOqvO7bt8+cOXOmKKUZDz30kLqNJx7+kjk2u8xc+/PpYk4O8mKZrkCBJSqalKbEMAS2J66FyJb4jWs3/Z6ZXYEe2yLcMljezcsiJMPvza7w1pNvw4rZQt9i5QTTsE0rzOysS3fbqc0rl6+XEUrL8NYd6rG2+1fJ5/YtVL43360UUivy9upH3a+M4Pb12S9vPaH96jpRaarVTRa9SqDAts1SCCzuZ0IjJQbSkW9SYR0QsnQ0FdLTp3OBocCWNBXTpvl80NuJ657Wy4phxW5osQuI7e7du825c+eS74G97bbb7IgXn49++RVz8hdfNtcvfVzMyUFeLNMVKLBERZPSlGhdYCs9f2hMZ2LU6wb0G9di2u8xtBLkLyunJX3KDZUTXUchaVUzU+Z52DIDAlFJ8/fH34cAVpwalI+/Kz2wfvmFtAb3NWH72tivDhKSJvuDQq13W9Zn030eRt2Mb33HGLXAYmgsehcdn376qXn77bft8Fn8j2kH8k3iUFq/DmJMah0QspQ0EdK33nrL9gRevHiRAiuAlCL60TSfBkaiQBYxbBiCKoVVBnpeIa8fffTRQA9wuvnmm83169eLqZLTW79uTj3xVXNj4WIxJwd5sUxXoMASFU1KU6JtgUXjvuzZ86f9xrWY9oULouaJYmxIsuxxrawzVk50HVJIHNq8jFpvnNjHUFpt3Q3Ew4qit/5Q+Vp9VvLlEdzXftvX5n51FF2amuxPvK7K6snzzWTnnEur9oqX86vLxdLGt75jjFpg0SjBEFkAWUXD0A8nscin/To+7sg66Mek1gEhSwmuMzGcvLIHto4T09gIEqQtRmABemJxzyuGDfu9rgjMe/nll80HH3ww8NOH0ZuKBzX5/GH3d83HO75ZTJUgL3tgSefRpDQl2hXYesPaRk+k/Ma1mF6kwOZyh7JQppCxWDnRdWiyGhC90D71S6us268bj6C8BspvUJ8lgf0KbV+b+9VhVGmK1qPDOw61Hmk3jb99+fSOg6N3fitU0sajvg8cOFD8VUdLG7XA4iFF+HUdoMdViqsLzAfIh/xV5LVwPM9/WQf90OsgP7+roxXG4/wkpAvgOoOeVYSPL68A+UmOE9OmMSi49uGBTbjnNSSwL774oh2lIh/AlALuZ127dm0xVbLwaVbmH+tiu2bNGt4DS7qPJqUp0arAonFfaayAvCGXN9K9BroUIb+B7jf8ayJQx8rnjCcYsXKi60gQWLk+uU+xNLsusb8yrUbeEJRFWVLKV8pAT3U+rexXbPtS1lvbjvGhkcDa/XOi4upQNNL9/BnljyT1xjzSKqMHemUjRN5gWr3MrnHhwgWzatUq8+yzzxZzSjAPacgjGbXAyoYghg07aZWB+QAPMHJ/1+n+8QiBfWyKXgf5vmOEQXgUDiEkBD6DeF0LnngrJVaTV5DymZ101iuSGotBwHte8aoc7T5YGUjbvn27vWe26Y+CEvcU4gcffLD6FOJNN5njP/tCMZUDceVTiMlYoElpSrQpsGXD3EM04u39g67RncmmbMxg+Xx+MaciB4GyJUWjvpYvVk4wraHAZvS2GxHaJyUtVheSSr5e/jxno3W7nfL2tZQefb8aHSslrbJcVu6KwH51HVWabB1q+4OGeTsCa9PsuSzTvDJDaZW/u4smsSF5BePXA+uQxwOfM/G5ycI7NTpFOz2w2b5XPjPe+eldk0rRzYilETIF4DoDYdm/f39PYkPyCpCf5DgxdXHlypUiJX8FDgLzXHoqkFf0qsr3vLpAr6vfG4tX7uBeWTy1fRCJRXsd73i94447zOOPP26HJPvlnD171txyyy3m/PnzxZxuQIElKr6QpkarPbCE+EC2ar3y40FImnJB9yURDXNFYG0jXPw4UJn2GvOyDF98pbTG0mpldhcpsTF5BaMW2PbugY0cj4rYdY/F3wNb7jt+mMkFVNaHXzfyh7RYGiHTAa4zwEksxDUkr8DlJ3WBlch5WnoTIK+471V7VQ7uecWwYT8NErtjxw5z/PjxopR05ufnzbp168zKlSvN8uXLzZ133mllFjzyyCMj/65sAgWWqGhSmhIUWNIufi9Tdxvo/Yh+EVhplPsZGSbp9SSV7ol81TKqXirSGveA+w3/buMkNiavYNRfytpTiNHzgWGy+N/JK4g/gdc7HrXzprvHavFPIRb73pN1MU/5DCHsZyCWRsiUIIXUSWxIXgEFtsSJqSaocp6W3gT8kAAhlYLqXpUDocQ1EcOGtTy7du0qSlk8jz76qFm9erUt89ZbbzWnTp0qUroDBZaoaFKaEhRYQnS6+EvmJAJxjckrWIpjgaFeTd6BinxhfGGTwtr9HxsWVwfV/ct7YWer9REy0lgaIVNCqpBSYEs2b97ck1NfUN0QYoA05E3lyJEjleHD/qty8IMD7nnFsGEnsZBXiK/rMW2Dbdu22Z5Y9MgePny4mNstKLBERZPSlKDAEqJDge0OS3Es8GAiiBl+SccQWdxvhHn4H9OYj3TMCyKHCftSVhPa7rG4OvAFHdPoSXXz8mlZJRien0/H0giZDiiw3QWSiusfhhFDXvft22fOnTtXeVUOrpO4PmLYsJNX9JBGvzMSwfrn5uYqD3fqGhRYoqJJaUpQYAnRocB2h6U8Fhgai/s78ZAiDCHG/5gODxuuDqOvOms53x8W3mXS6wD4AptLaEXaveH1jdMImQIgpKlBRgdkFe+A3bt3rzlz5oz6nldILO55xRBf9Ly2Ka/jAgWWqGhSmhIUWEJ0IE2M7gQhhBBCxgsKLFHRpDQlKLCEEEIIIYSQtqHAEhVNSlOCAksIIYQQQghpGwosUdGkNCUosIQQQgghhJC2ocASFU1KU4ICSwghhBBCCGkbCixR0aQ0JSiwhBBCCCGEkLahwBIVTUpTggJLCCGEEEIIaRsKLFHRpDQlKLCEEEIIIYSQtqHAEhVNSlOCAksIIYQQQghpGwosUdGkNCUosIQQQgghhJC2ocASFU1KU4ICSwghhBBCCGkbCixR0aQ0JSiwhBBCCCGEkLahwBIVTUpTggJLCCGEEEIIaRsKLFHRpDQlKLCE6Nx3332MDgUhhBDSFa5cuWIOHTpk9uzZY06ePGmuXr1apJRcunTJvPvuu2bnzp3myJEj5tq1a0XK9ECBJSqalKYEBZYQHUpTd+CxIIQQ0hUgr6+99prZtm2befrpp62gnjhxwiwsLBQ5Snl9/vnnbZ4XXnjBTi9GYufn5826devMypUrzfLly23gb8xDWhehwBIVTUpTggLbFbabmWUz2b9LwVKuu7tQmroDjwUhhJCmbN682axfv97Mzc2ZDRs2qIE05EHeVNDzCnl98sknzRNPPGGeeuop89JLL5ljx47ZnliI7Pvvv2+lFWkuD2T2nXfeKUppDtrrd999t7n99tvNli1bzNGjR+06EPgb85CGPLZt3yEosERFyuggMRyBhRAtM8tSpOi9WbNixax5r5icPiiwXYPS1B2W8lj86U9/so2SN954w7z++uv2f0xj/rTAOiBk9Bw8eDA5SA7EFNGPpvl8MGwYvaoQUxcQ1FdeecUK6ptvvmmF1smri61bt5q9e/cWpTTj8uXL5q677jIbN26sDFM+/vMvmhObbjLXPjtnp5GGPMiLZboCBZaoaFKaEkMR2O0zZtnM9uy/ZSb7rxkUWApsxxhcmprW5zDqfTKP5VII7I0bN8yHH35oh3x98skn9pduzMP/mMZ8pGPepMI6IGTpSBVSCmzJsAUW97xi2LAvqM8884ztZX3uuedUed23b585c+ZMUUozHnroIXUbTzz8JXNsdpm59ufTxZwc5MUyXYECS1Q0KU2JYQhsT1wLkS3xG9du+j0zuwI9tkW4ZbC8m5dFSIbfm13hrSffhhWzhQ7HygmmYZtWmNlZl+62U5tXLl8vI5SW4a071GNt96+Sr8m+5XU7k9VDbRkQXHefbcYPDSItqZd9zIhKU63+suhVVFOJHIZsDqPMpWcpBBb3M6GREgPpyDepsA4IWTqaCunp07nAUGBLmopp03w+6O3EdU/rZcWwYje02AXEdvfu3ebcuXPJ98DedtttdsSLz0e//Io5+Ysvm+uXPi7m5CAvlukKFFiioklpSrQusJWeVDSmM+HreZPfuBbTfg+sFSV/WTkt6VNuqJzoOgqRq9qbMs/DlhkQiEqavz/+PgSw4tRg3+zfQj4HXXcb2zymhKTJ/qBQGy2Ac0PWfZN6GUb9TeYxGbXAYmgsehcdn376qXn77bft8Fn8j2kH8k3iUFq/DmJMah0QspQ0EdK33nrL9gRevHiRAiuAlCL60TSfBkaiQBYxbBiCKoVVBnpeIa8fffTRQA9wuvnmm83169eLqZLTW79uTj3xVXNj4WIxJwd5sUxXoMASFU1KU6JtgUXjXvb0Vaf9xrWYhihJKYCoeaIYG5Ise1wr64yVE12HFBKHNi+j1hsn9jGUVlt3A/HwhTW6/X55Ytv7rbvNbR5jdGlqss/x+iyrMM+n95IXP5aoy8XSJvOYjFpg0SjBEFkAWUXD0A8nscin/To+7sg66Mek1gEhSwmuMzGcvLIHto4T09gIEqQtRmABemJxzyuGDfu9rgjMe/nll80HH3ww8NOH0ZuKBzX5/GH3d83HO75ZTJUgL3tgSefRpDQl2hXYesPaRqVHVjauxfQiBTaXO5SFMhtKXnQdmqwq86ycBPapX1pl3X7dePjyCqLb75cntj227ja3ecxRpUmp8zqiXmrHDWluGn/78ukdY0fv/FaopI3HMTlw4EDxVx0tbdQCi4cU4dd1gB5XKa4uMB8gH/JXkdfC8fyMyDroh14H+fldHa0wHucnIV0A1xn0rCJ8fHkFyE9ynJg2jUHBtQ8PbMI9ryGBffHFF+0oFfkAphRwP+vatWuLqZKFT7My/1gX2zVr1vAeWNJ9NClNiVYFFo17dWillCrRQJey5DfQ/YZ/TQTqWHmb8QQjVk50HQkCK9cn9ymWZtcl9lem1cgbgrIoS3T7/Yai2PbYulO22Z+eMBoJrK0DJypK3fv5M8I/MuRpldEDvbIRIm8wrV5m17hw4YJZtWqVefbZZ4s5JZiHNOSRjFpgZUMQw4adtMrAfIAHGLm/63T/eITAPjZFr4N83zHCIDwKhxASAp9BvK4FT7yVEqvJK0j5zE466xVJjcUg4D2veFWOdh+sDKRt377d3jPb9EdBiXsK8YMPPlh9CvGmm8zxn32hmMqBuPIpxGQs0KQ0JdoU2LJh7iEa8ZUHEmWyKRszWD6fX8ypyEGgbEnRqK/li5UTTGsosBm97UaE9klJi9WFpJKvl7/IGdx+v6FY3fZGx0FJqyyXlbcisM2TgCpNtr61fUZ9tyOwNs2eyzLNKzOUVvm7u2gSG5JXMH49sA55PPAZFJ+tLLxTo1O00wOb7XvlM+Odn971qxTdjFgaIVMArjMQlv379/ckNiSvAPlJjhNTF1euXClS8lfgIDDPpacCeUWvqnzPqwv0uvq9sXjlDu6VxVPbB5FYtNfxjtc77rjDPP7443ZIsl/O2bNnzS233GLOnz9fzOkGFFii4gtparTaA0umC4hUrcd9cghJUy7xviSiYa4IrG2Eix89KtNeY16W4YuvlNZYWq3M7iIlNiavYNQC2949sJHjURG77rH4e2DLfccPM7mAyvrw60b+yBZLI2Q6wHUGOImFuIbkFbj8pC6wEjlPS28C5BX3vWqvysE9rxg27KdBYnfs2GGOHz9elJLO/Py8WbdunVm5cqVZvny5ufPOO63MgkceeWTk35VNoMASFU1KU4ICS5rj9yB1t/HdBtEvAiuNsi4iwyS9nqTSPZGvWkbVS0Va415yv+HfbZzExuQVjPpLWXsKMXo+MEwW/zt5BfEn8HrHo3bedPdYLf4pxGLfe7Iu5imfIYT9DMTSCJkSpJA6iQ3JK6DAljgx1QRVztPSm4AfEiCkUlDdq3IglLgmYtiwlmfXrl1FKYvn0UcfNatXr7Zl3nrrrebUqVNFSnegwBIVTUpTggJLiE4Xf8mcRCCuMXkFS3EsMNSryTtQkS+ML2xSWLv/Y8Pi6qC6f3kv7Gy1PkJGGksjZEpIFVIKbMnmzZt7cuoLqhtCDJCGvKkcOXKkMnzYf1UOfnDAPa8YNuwkFvIK8XU9pm2wbds22xOLHtnDhw8Xc7sFBZaoaFKaEhRYQnQosN1hKY4FHkwEMcMv6Rgii/uNMA//YxrzkY55QeQwYV/KakLbPRZXB76gYxo9qW5ePi2rBMPz8+lYGiHTAQW2u0BScf3DMGLI6759+8y5c+cqr8rBdRLXRwwbdvKKHtLod0YiWP/c3Fzl4U5dgwJLVDQpTQkKLCE6FNjusJTHAkNjcX8nHlKEIcT4H9PhYcPVofZVZy3nxx7c1jXS6wD4AptLaEXaveH1jdMImQIgpKlBRgdkFe+A3bt3rzlz5oz6nldILO55xRBf9Ly2Ka/jAgWWqGhSmhIUWEJ0IE2M7gQhhBBCxgsKLFHRpDQlKLCEEEIIIYSQtqHAEhVNSlOCAksIIYQQQghpGwosUdGkNCUosIQQQgghhJC2ocASFU1KU4ICSwghhBBCCGkbCixR0aQ0JSiwhBBCCCGEkLahwBIVTUpTggJLCCGEEEIIaRsKLFHRpDQlKLCEEEIIIYSQtqHAEhVNSlOCAksIIYQQQghpGwosUdGkNCUosIQQQgghhJC2ocASFU1KU4ICSwghhBBCCGkbCixR0aQ0JSiwhBBCCCGEkLahwBIVTUpTggJLCCGEEEIIaRsKLFHRpDQlKLCE6Nx3332MDsWwOHjwIIPB6FgQ0nWuXLliDh06ZPbs2WNOnjxprl69WqSUXLp0ybz77rtm586d5siRI+batWtFyvRAgSUqmpSmBAWWEJ1hShNJY9gCSwjpDvxMkq4DeX3ttdfMtm3bzNNPP20F9cSJE2ZhYaHIUcrr888/b/O88MILdnoxEjs/P2/WrVtnVq5caZYvX24Df2Me0roIBZaoaFKaEt0R2O1mZtlM9u+E8t6sWbFsmVm2bIWZfa/pvk54nXQcCmx3oMASMj3wM0kWy+bNm8369evN3Nyc2bBhgxpIQx7kTQU9r5DXJ5980jzxxBPmqaeeMi+99JI5duyY7YmFyL7//vtWWpHm8kBm33nnnaKU5qC9fvfdd5vbb7/dbNmyxRw9etSuA4G/MQ9pyGPb9h2CAktUpIwOEq0LbE/URMxMu4K9Z2ZXQFyLycZQYJcSCmx3oMASMj3wM5mDekgNkgMxRfSjaT4fDBtGryrE1AUE9ZVXXrGC+uabb1qhdfLqYuvWrWbv3r1FKc24fPmyueuuu8zGjRsrw5SP//yL5sSmm8y1z87ZaaQhD/Jima5AgSUqmpSmRLsCC+HyRY0SNngdsO6WEgpsd6DAEjI98DOZk1oPrLeSYQss7nnFsGFfUJ955hnby/rcc8+p8rpv3z5z5syZopRmPPTQQ+o2nnj4S+bY7DJz7c+nizk5yItlugIFlqhoUpoSrQosel9XzJpoR6PXQ7uiZ7ulrL03u6LagyvzbZ+pzK907vYpe2ZGS0OR5fx8iK+dG1mm6FGdddtSSGZg2yrl2/rxxLRBnZDRQ4HtDhRYQqYHfiZzmtbD6dO5wLDeSpqKadN8PujtxD2vWi8rhhW7ocUuILa7d+82586dS74H9rbbbrNDk30++uVXzMlffNlcv/RxMScHebFMV6DAEhVNSlOi3R7YqqxJSczxhUwOrQ3ImpXCYr4VPdnDi2VCy/tlC9m15RR5Ub604Gw6n/SWsdOuPJSd7aNcLmnb5LSf1qBOyEigwHYHCiwh0wM/kzlN6uGtt96yPYEXL15kvQmGLbAA959CFjFsGIIqhVUGel4hrx999NFAD3C6+eabzfXr14upktNbv25OPfFVc2PhYjEnB3mxTFegwBIVX0h//etf1+bF5rctsJJSZoUsFnIroxRGT9Z8KfRlMwPrsLOSyhaS2Ov99EWxvj1YVy7lUjILYttWK0tMp9YJGRkU2O5AgSVkeuBnMqdfPTh5ZQ9sHSemGOobAmmLEViAnljc84phw36vKwLzXn75ZfPBBx8M/PRh9KbiQU0+f9j9XfPxjm8WUyXIyx5Y0nl8IYWo+rKqzXMxTIF1VCTTk7wST9ZqPZoZ/QS2admagNo8cXkshbRlgW283WSUUGCHx4EDB4q/6mhpFFhCxhcnWBpaGj+TOagH9KwifHx5Bay3EiemTWNQ0AuLBzbhnteQwL744ov29TnyAUwp4H7WtWvXFlMlC59mZf6xLrZr1qzhPbCk+/hC6mTVCas/7UerAqvKmJQw/O2kLgf3u9Ylr57P4kttZbpp2aAU0DJPDqbzXlZ/GUy7dSkC23fb/LJS64SMGgrscLhw4YJZtWqVefbZZ4s5JZiHNOSRUGAJGU8+//xzs337dvPee/ILMwfzkIY8En4mc1APeF0LnngrJVaTV8B6K9EkNRaDgPe84lU52n2wMpCG89x/T2xT3FOIH3zwwepTiDfdZI7/7AvFVA7ElU8hJmOBJqVSWmPyimi3BxZi5w+H1URPpkuRy/+GwFXLyMIZnre8FL8mZecIAfWX6T2EKhfLsiy5LkVgQXDb/PV70423m4wSCuzw0CQ2JK+AAkvI+KJJbEheAT+TOagHCMv+/ft7EhuSV8B6K/EF9cqVK0VK/gocBOa59FQgr+hVle95dYFeV783Fq/cwb2yH3744UASi/Y63vF6xx13mMcff9wOSfbLOXv2rLnlllvM+fPnizndgAJLVHwhddFEXhHtCuwkQXmcdiiww0VKbExeAQWWkPFGSmxMXgE/kzmuHpzEQlxD8gpYbyVSXn1BlfO09CZAXnHfq/aqHNzzimHDfhokdseOHeb48eNFKenMz8+bdevWmZUrV5rly5ebO++808oseOSRRzrZbqHAEhVNSl30k1cEBTYEBXbaocAOHyexMXkFFFhCxh8nsTF5BfxM5sh6cBIbklfAeitxYqoJqpynpTcBPyRASKWgulflQCghuDjPtTy7du0qSlk8jz76qFm9erUt89ZbbzWnTp0qUroDBZaoaFKaEhRYQnQosKMB4hqTV0CBJWQygLjG5BXwM5mTWg+st5LNmzf35NQXVDeEGCANeVM5cuRIZfiw/6oc/OCAe14xbNhJLOQV4ut6TNtg27ZtticWPbKHDx8u5nYLCixR0aQ0JSiwhOhQYLsDBZaQ6YGfyRwKbHeBpLphxJDXffv2mXPnzlVelYN7VHHPK4YNO3lFD+mNGzeKHIsH65+bm6s83KlrUGCJiialKUGBJUSHAtsdKLCETA/8TOagHv7/7d3RCcNADETB/styNS7DQZ8hIiBwomyYge3Bjztz0/E9Fav1BuxxHNd5nu07rxWx9c9rXfGtk9c74zWFgKXVRelkAhZ6FU32O/uU7iPQzHYH/AcBS6uL0skELAAAcLfXgDW7a28IWAAAYOo5YOFLBCwAADAlYFkhYAEAgCkBywoBCwAATAlYVghYAABgSsCyQsACAABTApYVAhYAAJgSsKwQsAAAwJSAZYWABQAApgQsKwQsAAAwJWBZIWABAIApAcuKClgzMzMzM7PJBCwAAAARBCwAAAARBCwAAAARBCwAAAARBCwAAAARBCwAAAARBCwAAAARBCwAAAARBCwAAAARBCwAAAARBCwAAAARBCwAAAARBCwAAAARBCwAAAARBCwAAAABrusBdwnMejxtn5QAAAAASUVORK5CYII=) Automatische voorraad: Hiermee wordt aangegeven dat automatische voorraad wordt gebruikt. Dump berekening: Hiermee wordt aangegeven dat de berekening van de voorraad wordt getoond onder tabblad 'Optimale voorraad log'. Dagen minimale voorraad: Hiermee wordt aangegeven over hoeveel dagen de minimale voorraad moet worden berekend. Dagen maximale voorraad: Hiermee wordt aangegeven over hoeveel dagen de maximale voorraad moet worden berekend. Verkoop dagen: Hiermee wordt aangegeven op basis van hoeveel verkoop dagen de voorraad moet worden berekend. Auto voorraad maandag: Hiermee wordt aangegeven dat de auto voorraad elke maandag wordt berekend. Indien de auto voorraad elke dag moet worden berekend, dient elke genoemde dag de waarde 'Ja' hebben. De auto voorraad wordt dan standaard elke nacht berekend. Wij adviseren om bijvoorbeeld eerst met 1 leverancier te beginnen om dit in te stellen en als dit goed gaat dit verder uit te breiden. ## Instelling auto voorraad op niveaus Er kan op verschillende niveaus van de standaard instellingen worden afgeweken. De niveaus zijn hiërarchisch opgebouwd: Instellingen -> Vestigingen -> Leveranciers -> Merken -> Artikelcategorieën -> Vestiging artikelen Bij al deze niveaus gaat het om de instellingen op tabblad 'Optimale voorraad' 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) Negeer onderstaande optimale voorraad instellingen: Door het uitvinken wordt aangegeven dat er gerekend wordt met de instellingen op dit niveau. Bereken optimale voorraad: Door het aanvinken wordt aangegeven dat de optimale voorraad wordt berekend van deze vestiging, leverancier, merk, artikelcategorie of vestigingsartikel. Dit is afhankelijk bij welke niveau dit is ingesteld. Min voorraad dagen: Hiermee wordt aangegeven over hoeveel dagen de minimale voorraad moet worden berekend. Max voorraad dagen: Hiermee wordt aangegeven over hoeveel dagen de maximale voorraad moet worden berekend. Verkoop dagen: Hiermee wordt aangegeven op basis van hoeveel verkoop dagen de voorraad moet worden berekend. Bij elk niveau staat onderaan weergegeven wat het vorig niveau is en wat het volgend niveau is. ## Auto voorraad handmatig berekenen De auto voorraad wordt standaard elke nacht berekend, op basis van de instellingen onder Extra -> Instellingen -> Sectie Voorraad -> Tabblad Auto voorraad. Zie ook de beschrijving hierboven. Het is ook mogelijk de auto voorraad handmatig te berekenen, bijvoorbeeld als de instellingen onlangs zijn ingevoerd of zijn gewijzigd. Start -> Voorraad -> Bereken auto-voorraad 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xwVUGEemX1pgH9/e99Vx544AF544035JNPPpH5+fno3zrs0UcflcXPPrNTA8DKIsADR4CPp6zetOetQX3t2jU7JHP16lW599575dlnn5Uvv/zSDgWAlUOAB44AH09Zvelpc+1tV9Fxu3fv5lQ6gE5YowG+eh6yQYCPp6ze9Hq3njavcvnyZbnvvvtKe+gA0LaGAc5TpbqKAB9PVYDrNe8qV65ciQJ82MMsAKANBHjgCPDxlNWb3m1edwp9bm5O9uzZwyl0AJ1w6wHuPVe6bx8WHT1T2nsslT4DPBlfNV/8JLG+HDw4sON0vcXnW2eLjrdtkDxf3JRsWUbperz9GWlbdLBO343niRPg4ymrN/2pmN7Epjes+bRnrjexHTt2jJvYAHTCLQa4P9wGXhRs/jj3dd18NqzrnkkZBai7LCfQC+PcoDWvowlvcVsI8OCV1Zv2rPWnYhrU2hPXa9562lx73jpsw4YN8usjz8i//vE3kZuLdi4AWBm3FuCnk55pviR55/a4tUee9mxr53MD1FGYp0EA6zx++EacecbZlg4hwMdTVW/6O2/9qZjeba7Xu7XoaXPteWt4X/j9T+TjIxvk2txPRb4gxAGsnFsP8NKAtNLesM7vBGHtfCWhGYWsu353e5YgwEfZlo4hwMdTV296ilx743q3ud6wpv/WYdrz1vCe/+VX5ONnJk2IP2l64p/buQCgXUtwCt29Hq2Z3c+91l74YOCHZN18FQGeX6gT6DUBXjjVbaaNluPOM+K2KE6hB2+seru5GPW8Nbw1xOcPf1WuRz1x/jobgPaNEOD+aWYbgFGYlQxPRGGbD8hI5XzloalfBNJpzReCfAC76/Tm99bT5Ca2YdtCgIdv7Hr7QkP8ySi8o574r75mXj9lRwJAexoGOLqKAB/PLdXbzc+jnreGtwb5319+xI4AgPYQ4IEjwMdzy/X2xWdRz1vD++bigh0IAO0hwANHgI+HegMQOgI8cBpElPEKAISMAAcAIEAEOAAAASLAAQAIEAEOAECACPDAzczMUCiUjhWgDQR44GgsgG7hM4m2EOCBo7EAuoXPJNpCgAeOxgLoFj6TaMsKBnjFg0IwEhoLoFv4TKItDQPcPo3Me6RY/IQw90lgoyDAlwKNBdAtfCbRlhECvC99/zGd5nWfAF9RNBZAt/CZRFtGCHAT1Ppsb9sLv3SwL4PT9c/Vjp+9HY2Iw/pg/GzwuNfuBbidN52nQ8/c7jIaC6Bb+EyiLaMFuPv//kETwW6Ae2GeC2j9t38K3hkfhbU7r0GAN0JjASyvc+fO2X8VlY3jM4m2jBjgmqvxqfS4p+yEtvbOnd53UuLM9nrbETss6pV74Y3GaCyA5XP9+nWZnp6WkydP2iEZHabjdBoXn0m0ZeQAr/y3c3q9qCrAtVc+MMtIgh6jorEAlldZiFeFt+IzibaMEeAuP8zzQRxfJ4/+Vd0Dj4YV5+UUejM0FsDyc0O8LrwVn0m0ZQkD3LA3omWn0JNxwwJcxSE+EV1bNwjwRmgsgHYkIV4X3orPJNrSMMDRVTQWQHs0uOvCW/GZRFsI8MDRWADdwmcSbSHAA0djAXQLn0m0hQAPnDYWFAqlWwVoAwEOAECACHAAAAJEgAMAECACHACAABHggSu7gYZCoaxsAdpAgAeOxgLoFj6TaAsBHjgaC6Bb+EyiLQR44GgsgG7hM4m2tBjg7oNPyh5u0kTVQ1VCs3T7QWMBdAufSbRlxAC3TwxrEj76NLHkyWIFHQnw2m0MA40F0C18JtGW0QL89EAmBqfN/7xnd5chwFtBYwF0C59JtGWkAE+D2wZ5xgbyQTM86qHvkR/0k2eCmxLP5ISvF+DRs78npJ8MsK+T+dPhwwK8dD5dVzZMS7zp3vBkfyrXbXjjcmcitE6ccVn1+HWj83j7MXSd1V92aCyAbuEzibY0D3ANkrS3qgHkhooNQzfUc9OrigCPAsoNZT+knWkL41z+NpnX7vYk3PXVbqPy1+0t311OYVzyuqRu3Hlz/1buOvWlv+w8GgtgeZ07d87+q6hsHJ9JtKVxgF862M/1DPOvvdBRteFop496pW54GV5PNilx/vlh5yicFXAUlmmX4W9j3boLy3e2pWTd2WWGkrrx561aZwM0FsDyuX79ukxPT8vJkyftkIwO03E6jYvPJNrSMMBtL9IPmjT8xglwM/9gYIZ5YVUShpkxAjwKSHceZxllAV617sK4JQzwqnU2QGMBLK+yEK8Kb8VnEm1pFuAaMrkwVnEIV4ZUdOq3Ijhz0+twN8T917qovn3tLsMTrc/dBjOtzuQHpL5OllG6jRXr9qd1X/vrzr0eEuB164xf5JftobEAlp8b4nXhrfhMoi2NArzyrvM0HMtCKp4v6qlH07ih5U8fh1j6JSEKLTtvVNywc0LU582XnOJPt0NL1OvPlpHfRqNy3Tqqnw03218M9Gy+rL6GBbhRs854HAEOrLQkxOvCW/GZRFua38SGvNKzEu2jsQDao8FdF96KzyTaQoA3pj3pil7yCqKxALqFzyTaQoAHjsYC6BY+k2gLAR44bSwoFEq3CtAGAhwAgAAR4AAABIgABwAgQAQ4AAABIsADd+A3f6SMWcp8+umn8vzzz8uDDz4od999d1R27dolL774YjQOALqCAA9cVRChXlm9aUB//3vflQceeEDeeOMN+eSTT2R+fj76tw579NFHZfGzz+zUALCyCPDAEeDjKas37XlrUF+7ds0OyVy9elXuvfdeefbZZ+XLL7+0QwFg5RDggSPAx1NWb3raXHvbVXTc7t27OZUOoBNaDPC6h5k0NeRhJmsQAT6esnrT69162rzK5cuX5b777ivtoQNA20YMcPvUsCYhqk/RqnzYBwG+VAjw8VQFuF7zrnLlypUowIc9zAIA2jBagNvHh1Y+XtRFgLeCAB9PWb3p3eZ1p9Dn5uZkz549nEIH0AkjBXga3OlzwBM2kA+a4VEPfY/8wH1yVzxT9Sl0+zzs5Pnd/vOx0+F+gA95VvZaQICPp6ze9KdiehOb3rDm05653sR27NgxbmID0AnNAzzXo9YgdYNTAzkJaqvQA68I8CiE3V6138t2w54A9xHg4ymrN+1Z60/FNKi1J67XvPW0ufa8ddiGDRvk10eekX/9428iNxftXACwMhoH+KWDfacn7L/2etSqSYBHPXY3rA3t3Tu976TE3w38cAcBPp6qetPfeetPxfRuc73erUVPm2vPW8P7wu9/Ih8f2SDX5n4q8gUhDmDlNAxw28P2gzUN6HEC3Mw/GJhh3vX0wul5FwHuI8DHU1dveopce+N6t7nesKb/1mHa89bwnv/lV+TjZyZNiD9peuKf27kAoF3NAlxDNRfGKg7hOGsrAjwXtiU98Gh6He6GuP9aF9Uv74FzCp0AH9NY9XZzMep5a3hriM8f/qpcj3ri/HU2AO1rFOCVd52nveWSADd0vqinHk1TFeAqDu30S0IUzHbeqCTzEeA+Anw8Y9fbFxriT0bhHfXEf/U18/opOxIA2tP8JjZ0EgE+nluqt5ufRz1vDW8N8r+//IgdAQDtIcADR4CP55br7YvPop63hvfNxQU7EADaQ4AHjgAfD/UGIHQEeOA0iCjjFQAIGQEOAECACHAAAAJEgAMAECACHACAABHggfvav/0XhbJmCoAMAR44bdS+se8YhbLqCwEO5BHggSPAKWulEOBAHgEeOAKcslYKAQ7kEeCBI8Apa6UQ4EAeAR44ApyyVgoBDuQR4IHrVoDPydloq/4pv/152fgAys//Kh9E+yBy9ljJ+Fsuq6COlrOk9V+sHwIcyCPAA1cM8NPy2yt2ZM68/Cw33XKU0MKpZHsJ8JUtBDjQGAEeuLoATwLoZxfi13Jhzpt2qcsqCPBlLwR4bSHAgcYI8MA1CfBvHJuPB1z5q3ynZLpE1uNMQsYMO2Mb1HTeJvMlja8zbfrloWZ+t/E+Y7fZ+ODMaTtvWcm2NeacaXCW94Gzznh5/nxGtI/ePtRtUzrOSPevZLlpfbjj3WF1dZovyZcxt06+c+af8cDKbfDPvtSNz8blj/3w4Zmy/XW5401J3p853jSmEOBAHgEeuFF64FmjnzSqSSNZ9dpRFm5DXhd7/kPm9wMxfV11+r9qeXZ6Z3lxXQxZf9kyK7fJKK0TrxT2Ydg2DFle4cuYf7yrljds/f54R1VQp9vglGHHzB+fvrbb47925iXAgTwCPHB1AZ7nNIglPfJ8yGeNda4n2Hg+s66kt+o28sPmLzTezvK8xlxL2vNsvLya7U2X7w2r3CY/MN26yoZlKgJ0aJ0my0xKcny97bPzD6uToXVWuj9aqobnx2XcAK8eX9geAhxojAAPXJMeuB8aaaNZoq4RH2W+lBMUQ+cfN8DTHn4HArxy+vIAH16nOk++JPPoePff7riqOhlaZ4X9S0rF8GH7O2R8YXtKjllSCHAgjwAPXLMA94aV9PrypaKxHmG+D87MpetMg2jY/JWNfbEx15I2/s7y6gM8q4d8WLnL94ZVblNSN/nXxW1KxpcH+PA6LSnJNpnQi/c32/5hdTK0zgr7l5Ty4cP2t/F4AhwYGQEeuEYBPjSE4qKNafx69EY8P58XToXwqpi/cjuLjXlc/PHJa7s+f3mN6sFb5tB5vNd+IFfWQd02uHVaVrJjHHHCuHr5w9Zff4wqhw/b32Hj0/r1XyfblxUCHMgjwANXF+B5foNYPl3cOFc14k3ny9aV9O6ykKmZvzIsi415VrJtjSVBZEq6vDx3n9IeoIq20VvnqAFulpnus7owb8f7AenuU12dlhd3u4vT1dTJ0PHF/akfPmx/h4/PHYNU8ZgT4EAeAR64YoBT0lLTm6OEVwhwII8ADxwBXlMI8FVVCHAgjwAPHAFOWSuFAAfyCPDAEeCUtVIIcCCPAA8cAU5ZK4UAB/II8MAR4JS1UghwII8AD5w2ahTKWikAMgQ4AAABIsABAAgQAQ4AQIAIcAAAAkSAAwAQIAIcAIAAEeAAAAQoDXAKhUKhUCjhlCjAAQBAWAhwAAACRIADABAgAhwAgAAR4AAABIgABwAgQAQ4AAABIsABAAgQAQ4AQIAIcAAAAkSAAwAQIAIcAIAAEeAAAASIAAcAIEAEOAAAASLAAQAIEAEOAECACHAAAAJEgAMAECACHACAABHgAAAEiAAHACBABDgAAAEiwAEACBABDgBAgAhwAAACRIADABAgAhwAgAAR4AAABIgABwAgQAQ4AAABIsABAAgQAQ4AQIAIcAAAAkSAAwAQIAIcAIAAEeAAAASIAAcAIEAEOAAAASLAAQAIEAEOAECACHAAAAJEgAMAECACHACAABHgAAAEiAAHACBABDgAAAEiwAEACBABDgBAgAhwAAACRIADABAgAhwAgAAR4AAABIgABwAgQAQ4AAABIsABAAgQAQ4AQIAIcAAAAkSAAwAQIAIcAIAAEeAAAASIAAcAIEAEOAAAASLAAQAIEAEOAECACHAAAAJEgAMAECACHACAABHgAAAEiAAHACBABDgAAAEiwAEACBABDgBAcET+H7aDDzv7lTumAAAAAElFTkSuQmCC) Op basis van vestiging, leverancier, merk, artikel categorie en/of artikel wordt de optimale voorraad handmatig herberekend. ## Optimale voorraad log Bij artikel onderhoud is op tabblad 'Beschikbaarheid' per vestiging zichtbaar de optimale voorraad zichtbaar. 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) 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) Op tabblad 'Optimale voorraad log' is te zien hoe deze optimale voorraad is berekend. ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAoQAAAGOCAYAAAAOxBK0AAAABGdBTUEAALGPC/xhBQAAAAlwSFlzAAAOwwAADsMBx2+oZAAAXHtJREFUeF7tvV/sNsd138e794IoBF3wijAMQxB8QRi68IuCsGoUEgqlqVGGSuvYbkn74m0F2Y0QhIALmHbEtKkav05I2I2MKo7DxJb/gImACKUpy6pkOxAsF5JMWbBjGoIkw5ICC4bBIC1tEEis7ZzZnd0zZ87Mzu7v+f15fvv5CEd8dmfmzJkzM7vfd5/n+T0P/MBzvzGs2fc/9+sNk/LT2JPP/voFTXw0TPoI9kSoe+n2Dz8RTP57STb189+HfvpN6u+z/+4ffOISTPwGE/+TfV843zLfz3b7vp/4uGNy/oImvpV9b/C736R9n33P/Y9fyL7XWiUer+1l2N/48f+7w6Rep4lPx747+DmNia/cdP/f/fdDnVOY2/di/+3f/9hk8vry7L/53z+20aSNMfGzYn89tLXm+99joY/J/vr7gu+LWPDXY+983681TMpPY4//b7+2y94ptiEWz8dl2F/7eztM2m2wx/7eRzeY1O8zG9dj/2tov8dMDM//Z39t+KdvfexCJj7+6+A7GYLwsiwIMFfIncqmfnzhV7NS6PWaJ6oubgjCtpXCr2aeqNpiCMKLWi4GEYTWFvE1m/hZMU9U+f73WOhjMlfkbbHgr8dKEaitFFx7zRNVPYYg7LVc9LXMxuWKvR4zMVhx9wt/5YnhZ7//aVcoyrmf/f4fiXVsGYIw1L10CwLMFXKnsqkfX/jVrBR6veaJqosbgrBtpfCrmSeqthiC8KKWi0EEobVFfM0mflbME1W+/z0W+pjMFXlbLPjrsVIEaisF117zRFWPIQh7LRd9LbNxuWKvx0wMWtT90l99ckj8w7/5XCYK5fU/COcSv/RXc1F4MwThL351+PoU4O/+2njOF3mT/cJXhj+Z6zvl0ZT480z6CJYJtx6b+/6L4Vd/wSn3LAgwV8htsQ+qfj9oyqQPlZPPfVQE3x8Mn4tHfz585INWDAZT/j4S/HnCr2aeqOq2ud8xrqWsUxDO7cdxZr7Fqv6tfXr4yKux4vAnn/l0EHC3XxD+yGf+fBzwq388/IhTngxBeFHLxSCC0NoivmYTPyvmiSrf/x4LfUzmirwtFvz1WCkCtZWCa695oqrHEIS9lou+ltm4XLHXYyaGJOjkqZ8liUIrBhP6SWEhCH/2y2Olr//OZzMh+Hd/5y/Ggi+/EgSbJwbFjNBz7Q+H342O/mL46C9O5xCE64YgHO1EgvDHPjuJoy/9QRBvSQR+enhpEomWUTSmnFr+bPjHQSCNQlDXCedDX2Ps2vefDR/IxFWwX/2zatkHvjQVFUhdEYGVuBzhl3zJePR5bQjCi1ouBhGE1hbxNZv4WTFPVPn+91joYzJX5G2x4K/HShGorRRce80TVT2GIOy1XPS1zMblir0eMzEkQSdvBXuIEPTEoCBtqoLwB35tujH9u68Of1eOo312+Oi/G0+LAPPFoFgSfS1zBKFjvsjbYkr8eSZ9BCvE25rdVEEYLBd9t1QQKsv8JusShCk3k2ALAscKwlEASpm2RXh97lfHcz86P3X7yvCjpo4gojXGO8clKNH383+szgt1QSgx6SeBi0mffz689PPjsYioWUQGwZsLrD8YXo4FoZ/s/GIIwotaLgYRhNYW8TWb+FkxT1T5/vdY6GMyV+RtseCvx0oRqK0UXHvNE1U9hiDstVz0tczG5Yq9HjMxJEFXewpY4yf+p2ezt5RLQRgE2+dj1VGw5ef+bPjZWfx9ZhaJifR0L1oSlorf/bUkBhVBeD7jiMQnnfZJhD357Ctz/XisRdpnl3Z/8tnPhrqTAGz4i4LKjXcRW7NV+/qMqveZ4VfNk6bf/Wg4H0ROtI86fc3lZVt5KpsJQrffV4wAtIJweYt0+PIf5ILQ+BuFX/KnGcVjLqo0WoQp8fTZqa8gmn5MCzbT7yIIP7PEOjELq9mv6svJZx6LsVQ/iCU5vogg/D71ZG98SmjyIk8gQx8/mp5IRkrR1/OEsC4Ic4tC6iOTv8ZTwpc/kp9PhiC8qOViEEFobRFfs4mfFfNEle9/j4U+JnNF3hYL/nqsFIHaSsG11zxR1WMIwl7LRV/LbFyu2OsxE0MSdEkUytvEa4hw1GJQzBGEy9vGnw8CL55LYunLfziJwUWQffQX7XEQdPNbwCIglUiM5j0hNOdC+1n8WMHXFISBIJ6W4z8b/omIwV/Q/uxxEFNZfRFXDTN9iRDTsTSP5cneLIhCX0kgzpbqKoEo9TNBGMiOU8xtQfgz05xGMZg9IQwEf4sArDwxVP3JU7VCZBXlRhgJmSAMiCDL2okYXOJ4KcStBaA9joJvbl85tnEG+8eTIEpvOV9EECZf3hPCz31J9o2Ma/Q7Hgv7BGGO1KsLQi0ircCaxWLx9HA0BOFFLReDCEJri/iaTfysmCeqfP97LPQxmSvytljw12OlCNRWCq695omqHkMQ9lou+lpm43LFXo+ZGLSoE1sThZ4YFHMFoRaAcpw+PygCMQrCVP7vvjI8Mz0x1J891E8H43EUfRXx55x7ZupPbrLvDWKnXxB65b8xvPezyd9Xgz9HEKp48yd9jpm+5Nw/mcYe2yZfIfa/M7XJytXTrHgsoi9ZKpO2+rzYLHRCv/Et41J4aqGUCcL0JE4EWeMt4yQaJa5RCHpPCbUgXMTPQikIs8/6FYIt1ZuePqoc/GioL0/Xkuj6k88GkWYE4fxZQBmb67+00d9S7glCyygAvfEK49u1hWj86Pj6c/EJaRBwDdHXEoSjLYJvEYhWFObx1Z4Afs/PTW9TIwgz80TVPsvFIILQ2iK+ZhM/K+aJKt//Hgt9TOaKvC0W/PVYKQK1lYJrr3miqscQhL2Wi76W2bhcsddjJgYr7E4rCINAi28Rx88Rps8Ppqd9v74INockAJNAXEgCcIMglKd9QVCdTBAGgRvfPraCUIm2haUssxVB+HdSXw5JALp9BTE0t5UngEkIJtstCBVbBGFRnvxPgq8q7C4mCH+smb+GIJze/j2VIFx9QviZ1I+tm497foIY4muKvg2C8Ht/fhlj+tygtiik0lNA8SfH2hCErnmiap/lYhBBaG0RX7OJnxXzRJXvf4+FPiZzRd4WC/56rBSB2krBtdc8UdVjCMJey0Vfy2xcrtjrMRODFnUi9H6iIQYT8vnBn/vP/3rWtiIIk6ATgTaJw+lpYe0J4WhJ4OU2i8P4lvPNFITaZsEmwsyUlYJw+cxfFHzOE8LWl0qyvi7lCaHE9QfLn1gJosoXhMvn9mQcszCLIrIUhMWTuRMJQu8JYW6p/kUF4RLXLkEoTwxnETcd2zrB//dN45HXVyoIk+iTOj9nRBZvGbvmiap9lotBBKG1RXzNJn5WzBNVvv89FvqYzBV5Wyz467FSBGorBdde80RVjyEIey0XfS2zcblir8dMDFoM9nx+MNHxpZLJJmHz+S9P/50+TzgKvyRGxi9eJEEoQi77Ykm05RvK49PDJP6kbapjROL8GcLx83EXFYSLAPQ+UyhiSpsReFlZMCsIC4GY5ya2CQJMnv5lXyyJZvqaRV7rM4Shn02CcDpOQivk4Gc8QWiPlTCLglC1j4JPl+vjVL5XEM7CcxJUoY2YfCljPM7Htfib+i38O5ZinUTkbkEYzs1PAKV/W0fFL7ZPEIq/XPjNbxnLU0c5JwIxzMPTU7mIqNbfHORLJb55omqf5WIQQWhtEV+ziZ8V80SV73+PhT4mc0XeFgv+eqwUgdpKwbXXPFHVYwjCXstFX8tsXK7Y6zETQxJ0p/+zM7MtQk5uUvJ28SIIxcpvGQsi8ry3lPVnCbPyyreM56d6GaP42SwIgwhs+fPe5nXFoNjcV07+jWTnm8IBEXnVvhyROHMKQRhE4PzFEhFxs7+cz4UY0xdJ5vpC+IfB6C8JPi2GAl+y5bkwmsXYqiAUK79lLLiCMPicnxJmNATh7GOM9SKCUJ+L/rYKwuLPzkwEIfd0rKP9L0h8SSAuTwwN7hNA/uyMJwbFPFG1z3IxiCC0toiv2cTPinmiyve/x0Ifk7kib4sFfz1WikBtpeDaa56o6jEEYa/loq9lNi5X7PWYiSEJul/8L5dfKUlc6A9Tr9kiCD0bxdwpLPubgupt2Pglky4bhaBr81veX13e1r1Ma7xlfBKb+olvBXfbIvy2mi+yLmriNwnC0bSY8sz302f6reZFEGoLfVzUQj/afGHVa5P46zBPVCVrfvt4MgThRS0XgwhCa4v4mk38rJgnqnz/eyz0MZkr8rZY8NdjpQjUVgquveaJqh5DEPZaLvpaZuNyxV6PmRiSoBM7/5+uK+yz5VOyTWJQTItAx18Qg+8NfWXC7bIsCDBXyJ3Kpn584VezUuj1miewLm5XKwj56Tq/jhiC8KKWi0EEobVFfM0mflbME1W+/z0W+pjMFXlbLPjrsVIEaisF117zRFWPIQh7LRd9LbNxuWKvx0wMWtSJyVO/n/3+pzMxmEzOydvE+slgshsqCEXEeSJvi2lB6Jj0ESwTbpdlQYC5Qu5UNvXjC7+alUKv13yBdVG7akG4WCkGb6cg7DUE4UUtF4MIQmuL+JpN/KyYJ6p8/3ss9DGZK/K2WPDXY6UI1FYKrr3miaoeQxD2Wi76WmbjcsVej5kYPOG31cQHgjDUvXQLAswVcqeyqR9f+NWsFHq95omqixuCsG2l8KuZJ6q2GILwopaLQQShtUV8zSZ+VswTVb7/PRb6mMwVeVss+OuxUgRqKwXXXvNEVY8hCHstF30ts3G5Yq/HTAzPP/HDFxKF0vb5J/9nBGEm3C7LggBzhdypbOrHF341K4Ver3mi6uKGIGxbKfxq5omqLYYgvKjlYhBBaG0RX7OJnxXzRJXvf4+FPiZzRd4WC/56rBSB2krBtdc8UdVjCMJey0Vfy2xcrtjrMTeOZGW/Wuj1GoLwsiwIMFfIncqmfnzhV7NS6PWaJ6oubgjCtpXCr2aeqNpiCMKLWi4GEYTWFvE1m/hZMU9U+f73WOhjMlfkbbHgr8dKEaitFFx7zRNVPYYg7LVSgNXMxuWKvR5z40hW9usJvjVDEF6WBQHmCrlT2dSPL/xqVgq9XvNE1cUNQdi2UvjVzBNVWwxBeFHLxSCC0NoivmYTPyvmiSrf/x4LfUzmirwtFvz1WCkCtZWCa695oqrHEIS9Vgqwmtm4XLHXY24cycp+PcG3Zg+8613vGjAMwzAMw7Dj2gPj36QAAAAAgKOCIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAjCs+f3h/tveWB44IEnhw9PZ/bw4Sd7fZymv8vnJsX54eHJB0Isb7kfogIAALh5VAThdAPrtSdvtjTYTn38Dz70yPD2p14YXnltqnrtbBU+aWx5fQThFpLvtwz3uxTeOQnCdt5+//5bQtkDw1v6Bu4yrrUHhlt32QAAOGMQhC7r479z97kbcnNHEPogCPeBIAQAOCIb3jI+p5vaRamM9fVXhy9+/Onh7h25oT0yvO/z0/lr5TTCB0F4mdweQQgAALeTkwnC1155YXjq7W8e3hDFkry1+ujwxPt/c/jq61OFifSE4ckPvz589TfvD4+/+Q3DHfF75w3Dtz/x/PA73luxr70yvPDU24c3v+FObCt13/z4/eE3jfNdvl1aY311+OBj4xjLJxyvDa+88NTw9tTvA3eGN7z58eH+b351yCOV+N4/PPHow3O+7rzh4eHRJ+4PL/7eq3nd1786/Ob7nxgefTj5fHB46NHHhvc+/+kpt+oGLnXvPz7n6c4bvn144vnfCVFp/LHVBOHXP/zk8FCo/+B3PDd83vY3zcu3PCjH45y/+0NfMGP9yvArf/PR4Zvn+MXCGB55+/BUUXcYPvN/vH145JsfGh6c64YcPixr6ZPD16c6iTFmeUr3+vCFD4W8f8uDY5s4tq15GbHr+M4b3jw8ft+u44Zokpy8+9HhoTkn8hGDJ4e3znG1efWDj8V2b33/l6YzOV96/1tD+Z24xmc698e8Ph9Z8jvG9/zwqT+SbExrw7NpsS97LB4qxPe7h0cfmubgwYeGRx5/Znj6sTeG4/xJ6jJv04nAnr37+ld/c7j/eJqrcZ28+/4PDW9R8QIAQB8nEYSvf/7+9NSstEVIjKQL/0MPP6wEwmJvDBfyV6e6ka9/eLj38HSjs/ZQuCErlbDZd5WWIPzS8P63ir+3DR/4ynQq8vXhw/f8fh944KFwo1sCTSKrrBdM9/n654fnvmO6wRaWbqhJnDw0POzm6Y2hbz3qfkGY5vXO3ftqDpf+Hnoo9aEtH+tS37M7w9s+kAufMQ7fHnrPJzIBOdb9puHud5i8x7FtzYvMy73h4co6fiisnWVUFUEY1uqTbk4mc9eT4dVfHt4pMbh1p37f+IPDx1IiuvfH68Pn79+trM9gUUDtFYSttS/WLwh79+7rn39u+I5JdLuWBwgAACucQBB+dnjmTXIRfnD4jmc+PsQHDeHm8+rvvTDc+1a5UeU3/XThf+DOw8N3PfPi8Huvyp1N6v/M8NgbxY8WWq8OL917KJx7aHjH/Y8PX4x1A6/96fDy8++MouqNP/ixWSRs892iMtbX/mj4+P13hH7vDHfvf37uV3j1pXsxnofecX/4+BfTU77Xhj99+fnhnSIS5pv4dFO/87bhp17+0/kp1Wt/+vLwiZ9+avjO71o+m5jGc+db7w0vpCeHr786fO3lF4dnHn98+Eex4iK47jz8XcMzL/7eMA771eH3fuax4Y0yjrd9YFiG3ScIFzH4PvN0JvV3Z3j4O58anv/UF5f+pjl54E3PhFXRQM3fqkjSb9PfCfGNiY3M4vHBbxve/fynprWX2JiXV18a7sk8PfSO4f7HpzEFZF6ef6eswTcOPzirsORbC8LXh4/9oDwNm9ZACiaM9ZVP/S/dTwgXP28anrFJ/Owzw5uCnzfNBRv2x+th3iWHb/qh4cV5fYa98cVPDf/i/hPDt707jcQb24InCF//xHvGuYy5+6NpTcvaf3H4oeirXxD27d0vDR9423ht+dZ7L0x1Q+1Xvzh86qemuUUQAgBs4uKCMNwM5AJ8552/XD59+9L7xxvh3eeGP5xOpQv/93xounkpPvEeuRG+cXjPJ6YTr35weCzU/aYf/uR0A9NMb91+09PDb09nNvluMo21Yv/Jf/Hjw7/O1EeK5YeHT5ZdT28DftPwdAz0E8N75Aann/K4/Pbw9DeFenceGz6oH7gVpBv49wzlsFNf7wmvEh2CcHrSdefhe9kT2JGWYEhvp/d8vrItPCyeiBjPPTL83d/xErktL2mOftifwHEdjhMYcGJPT/beFNZj4aKydyq8/rEfjHtq6W/kt5/+ptCnEopb9sdXPjC8TWJ46/uDnGrRnpdSEL46/PI7RZy9KazvMor6vPmCsGvvTsL4zmMfLD5GEBzxljEAwA4uLAj/8Lm78UL+2Ae9N2PLm0t5Q1koyiaxKefqttN3k7YgHO3B4TueS08JJ4Hh1lts7Pv1MCx5qiOC6zuH73vvTw//8hMvD19LT3cS6QYebnpeZhdaN3CvbEUQprcgzdvxC1sFQ0Ceyr14f/jb3yefD/zm4ZvT58yiWT+vDX/0qeeH9/6Pjw2PSt3ss4frwmJhW15G0ZH6qdg8KMf3tFatiBvZJgjnp+5ayL/+seEHZY1pQbdpf6Snag8MD37bY8Pfvv/Phl/51CvDn2ZPVYWt8zutffUPM81WQejtT1v2lQ+8LR671xwEIQDALi4sCNtCq7y5bLnwhztHPG7bTt9NGjdweTvuhXvDt8rToPlpTY+AVH2//oXhQ+/+9vmLC6PdGd7w7e8ePvSFSRh239i2CZ/a2NJN+u7dUTTknxvUbBQMrc+4RVN+mp+ZFLs8QTj6WrF5UI7vaa36f45lqyCUh2BvCv6Wt6nTU8O36c88bNwfw9c/Odx//FvUF3bEHhy+5fH7wydn8b9xflfGdhmCsLmXEYQAALu42U8IX7oXnw71/s2zTb6brN/Ax7fvHhjuPidvhr803BNxt+GGH3n91eFrr3xq+JWffu/w2LdPT8LS5+/+8Lnhrhxf6RNCEYLvG1543/jlg/yLFIm2YPj8+x4JZXeGey+Nx+nJ20OPPjX89CdeHv74j/94eipV+klPfu58698Y7v+LTw2vhLrpyWmvsFjYlpeX7olorfmyOL6ntfqI+175dkGYPm5xJ8zB6+F/H34yxHfnncMv68WwcX/MhH/U/PHLnxj+2f13zd/MXj7y0Z7fch9NY3vkfYM78ksUhN7by6EQQQgAsIPTfYbQ+zxP4zOEPRf++W3TzhvpJt9N1m7gyxcIxic2Xxk+8LZQv1tQeHx9eP6viI+7Q9SY6a247s8Q9gmf2tjGm/RfGZ6PfX09HMvb2neGu++zf56lp7/0BYB07H2Or/QzxuB//rBXWCz0xLmUJTHaJ64c30nAu5/R2yEI05oSEfjl8fOJ+gtUkY37w+X1Tw4/HD+rei/8s0ZInwP15iyMvNhHfzg8d1fqv3Xw/lJO77xt2ruTEC7yISAIAQB2cXFBOH/LOIiHp/u/Zdx14Z8/sC7f3HxmeDH7Vu4rw6eef2p4++P/aI5nm+8W9Ru49Dt+0zi/qb36y+8cn/A99I7hmRdfXj6bFb9l+vzw1NvTt4I/PLz7254Yn4DNleTbni+Mf7JEfZN2fNtQnpj1fMu4T/jUxjbepFW91z8/3I9vH9tvVCefbxl+SI0zfhv3e8Y/GbI8bUpC+aHhyRfSN3fDWL/28vDiM981/YmXpc/xaaKI0N9SfmWe3z18W/wTI5cnCOcvhcg3dp95cXh5mcDhT1/51PD8U28fHh8THvB8p3N6H4zftH3mu6Y/pbJRuKU19da3yt8e1N9yTmzYH7//3PBd3zk+pV0+rxri+633jd/gVrGNeQ379qdemf0lvH2U1ulD73j/8P9MvmU9LHN8YkGY5urOtw7v+b+mbzXLt9HDPnv3t00fOejb6AAAMHECQSjaYfvfIey68Atrn0FT8Wz2XWUaa9P0l0qE3r/F1vJtxNcsyry6yd9G4VOZx0IQCl//5PB07F//bcHks2Lmyyjpz/EU9e48ODwY14zqM4gWfx2FupctCAOtv0Motjw99NtXx/pgiF/+u1EQzn8qRtrW/pRP7/5IT85cy/925PyPG23TxnH3UfqTPbZNWM93Yvzr87Z17/7+c5W/qXgn9Cn/7dvoAAAwcRJBKGz/pZLphKJa9torw4v39a91TL+w8K78lz12+Xapizb5RZFH3v7U8Pyn7a+PCK8Nr7x4P/sFkviLDW9/13A//R28UCd+i/axR4eH0y9LBMFT++UO+QLKr8rY52/myi+VPKH8bRU+GwShMP0Jmgfu3B3uR2U/+bzz2PC0/IJKiiv+osT7nV/HkF8RyX/B4tFYL4hdT5R9Mv+VijeHXL/wymuuiDi1IBRee+XF4f4T5dy86/6L89+7q7c3v7Ixj/VDzb1TZ/lowvK3Bx169sf0Te93vf2R+VdUJL8Ph7X0/uUbJRNfHz6pftklruEf+9expLaPil8NmX6h50NxjvK//3kKQRj3mvlllEff/cLwyu+MwveNfX9fCgAAJjYIQgCALUy/6pP9HczLxf02NgAArIIgBICTI78akj5r63754+TI5zXT55b9L7gAAEAdBCEAXJD0FrpjD75j+KeXIc6qf4PxzvDwU/lvXgMAwDoIQgC4IF8Z/uUPPJL9Ao181nb8/OQlSbPP/P3h0W9Wn9VNn8N9ofxmNAAArIMgBAAAADg4CEIAAACAg4MgBAAAADg4CEIAAACAg4MgBAAAADg4CEIAAACAg4MgBAAAADg4CEIAAACAg4MgBAAAADg4CEIAAACAg4MgBAAAADg4CEIAAACAg4MgBAAAADg4dUH4S49jGIZh2OkNAG4cVUH4l5/8cewSLV0YvTIM67W0jv7Dz/1XGHbjLa1XALh5IAivydKF0SvDsF5L68i7+WLYTbO0XgHg5oEgvCZLF0avDMN6La0j7+aLYTfN0noFgJsHgvCaLF0YvTIM67W0jrybL4bdNEvrFQBuHgjCa7J0YfTKMKzX0jrybr4YdtMsrVcAuHlcviD83Kcnj68O3/icU35QSxdGr+xK7CrnhTWw377wxSl3Xxy+4ZSndeTdfK/EfuVfDd+I8f3b4S9/xSk/pV1lX7fNfivtwU8Pf+mVX1Fu03oFOBr/4f/8T5t2EziNIPzaq1OrwKsfycsQA66lC6NXNtpHpgu0xhcFa/aNND16bhCE52EXFoQ/6ayjiihYsb/82tT8az+5nEcQnochCAGuFU8EarsJnEAQWuFiblyIAdfShdErW0SAytmcx2H4xhdU3Q5zBeFVGmtgv11EEM4iQN3k5xt/WEe/pep2mCsIr9IQhPsNQQgAK1xcEKYb1l98ehEeX/vnS7krBrynX4K56eknjxFd/s+Hb/zFdPprwV96HRgFU95HIaKavnvqLP6/8YWVvhxLF8ayTPnSeRSb40lxqBheTcJhJMUwz4kmzFU5L3vzqdplqFzVBGHPHEw2j0Nin8+rvmex68STtemoo+P9wvTa5kyf78lBVx2xPM8Lfm7SOipvvsuTwW/8m7+Vlf3Hf/Nvp5IQu637tTTGkSQaZzGo+ff/aviPhZD4W8Nf/vt4IvT7k/NrYfSVP7FcROnSLifFGKwiWpbxJFQbY/M4JPb5vOp7FrtOPFmbjjo63t+aXtuc6fM9OeiqI+Y9GRYquXFz25ODbf2k9QoAN48LC8Ls6VO6wddurlEMOIKneAqibp49dZLvuY4w1StE1Ebf1Tr6xm36KgRIaenCWJTVxFNWFm6kVqQlQTTHubR3nxAW/ezNp2M2D62+qvk15uWlx28xJx11VJ5npKx2Pvo11rMWijo9eyO3tI7sjbf5xGcuc0RaEkTO08W+t4y1iJjOzb6EMNbQrhSlpc11kghp9DWL3j1Pwjr8FrH01FF5npGy2vnoN7ey3546SuDvzktPDrb3k9YrwNHw3ibWdhO4mCBUN8goUHpu2o5gKW56nh91sxzFkHNjt/FkvidfPb67+rfHwdZEjbJ0YSzKvPwkK8bnxOCc2ywIt+Rz8uc+iazNZ1d+rTWEXEMMF3576rjxNc5P1sxBTx0vtvmcv6bSOrI3Xk/QzaYEiRWEyxO78txWQTiLhKK/YJX43CeRSVzYvoq+xbyxaGsInYYYLvz21HHja5yfrJmDnjpebPO5TkG4Nwcr/aT1CnBEPCEodlO4mCBMN+T5ZtUSFdNNrmgTzN705mOfUTDsFDA9vrv6dwSMHUfD0oWxKGuJjmJ8nohazqW8XK4gVP0VwmzKg+2rK7+OpXbxidoS71zfW1s2Hz11anNQO9+Tg546PXvDWFpH9sbbFB1zWchdFE2eiFLnJuF0uYJw6a8UZpO4qIoWn2UsxlK7+KRLxTvVnwViJmryfPTUqc5B7XxPDjrquLEVfoyZmHbnYKWftF4BjspNFYPCBQShEhAu0w2sKgYaN73qjVfbTgHT47ur/+UGX/bl37y1pQtjWWbEiS4rBIMTg3PuUgXhnvnsyq9naWyhXfYZvqncxpa1mcbQU6cWX+18Tw5OVcdYWkf2xluIE1VW3shVXU8QTucuVRB6QsKes31VhdWapbGFdtln+KZyG1vWZhpDT51afLXzPTk4VR1rNqa5fk8O+vtJ6xXgyNxEMSjsF4SeWPDOFzdRR8QUNz0lTrSIieeTn50CZqvvap2ecdQtXRi9sjLmYG6+nRicp0yXKggLP8FsDK2+qvmt2Ox7IhPNzhhS/Vk4dtTxxrT1/GoOnDo71lRaR/bGG827qc83/tBHEmeO+POe/lyqIHREUhFDo68spnhejdmxxfdILprLMcz1Z+HYUccZU7QN59dz4NRx5nNNqLVyW8/B9n7SegWAm8duQbh8FsreqNQNV26w3o1wPmcxvuzNP5L8ODd25bcqYLp899S5REEYbfG/YP16dYSVeu68XCCfNk9B1I1McXhrwGsXMXWsZWvHy7MaR0I/ReypU4u3dl5sLQe9dbLxabyxrgjCaMtNe8HerL06wko9EQYdQmIRG55w8ITNyDeCqBuZ4nDEkNduJK9TmIrJFy/LOGb0U8SeOpV4q+eDreags04+Po03Vl1fx9SRg439pPUKADePi32G8FQ23yj9m95ttHRh9Mr6zRGl2KEsrSN7491mzpMeDNthi1hFEAKcGzdAEKqnNdnbh7fb0oXRK+s3BOHRLa0je+PdZghC7BSmnihmb+EvltYrANw8rkUQun96I/ss2O23dGH0yvoNQXh0S+vIu/n2G4IQ22fen7/JP4+ZW1qvAHDzuBlvGR/Q0oXRK8OwXkvryLv5YthNs7ReAeDmgSC8JksXRq8Mw3otrSPv5othN83SegWAmweC8JosXRi9MgzrtbSOvJsvht00S+sVAG4eCMJrsnRh9MowrNfSOvJuvhh20yytVwC4eVQFof5pFQzDMAzDMOz8rJemIAQAAACA8wRBCAAAAHBwEIQAAAAABwdBCAAAAHBwEIQAAAAABwdBCAAAAHBwEIQAAAAABwdBCAAAAHBwEIQAAAAABwdBCAAAAHBwEIQAAAAAB+fKBeGX/+iPMAzDMAzDsEu0rVyLIAQAAACAywFBCAAAAHBwbqUg/MKzd4e7z35hOlpna324rbw03HvgXvj/a+ALzw53H3hgeOCBu8NpluLesVxxDk4+7ovQM/ZrXCMXpjf2cx7jVr4wPHt379o7Up4uAuupj+vP09kJwpfuyc0jmZf4PKl5/QeGe0W2W/WN//nmVZbtbeezdVE59bM+FyvHr2jFafw1/UQkr1LXLvDpvHEw5q+2GaY2d58NI03k83YaLsNnDxe5iNTYO5arzMFljHsDsqazNdXDBfLz0r15/xRrffM1AvbNn+XcbuBr8UpMPddnKDjkeso5M0EYEqYnTC6wdgLl3LwbwuTcU+XxomsSntVv+ZeJVhstK9vbrkSeVm65KfTXX1tsK+PT/r08WqR9cCZCb/YZGX3d1ZsmbsRwrupzjP1e8LU8yV0bzx4uw2cPN2ksV5mD68r3xK4bwM6Y7Z65wDUCJnbNn0Vyfx438PVr/TiWu3otQT8HW08eZ/eEMCck0ExgKUAUzoW2WV/7LxZLa+L3tktU6sSbitd23Wfxtrj11YzTLtT1hTvndRKGC1NbdV5iu/dSy+dUFmNOdXR927YsEzE5XkxHUTk+kVyOR/y6M7F/r2zK1bNhTLFMx6KQMav2KS06lpoQyOrM8yb96vN6LZucVGMPmLiW+Ov+480pm9cxxuTXjzfHHXclR305buXDtv/u4X/QdWPFnpxtyKum2AdTPFJdfGy+RiS2r+8xCr/dyHq9df/CXj8l5Xoyc51yW10/AXeuTK6nOtVYrmmvLNTXhviRbtJ/+9gyLytjLOY+td27DnQ7Ya+fEl3v2Osp56wFYZmYsEi8G2pKelFWqT+R+d9w0d7bbqFSJy4ur+2aT7uxAtbXWpyxfuciy3xJ37p+ikX9N9Z1YpxZypaFr+vbtrZMbeRpHPlxpW48TrHbPnR+5HXIy9KwJPZj81DzbZD1q32HY7erYizea0HHruMQGrEU/lU7XdYbr+2rmaOOHFuyeJ32Up6teR2PGZ8cx7a2joo/y6shi0VQdYs4Gn4KJIYt61u/3luvp52w14+htp6kjc5b9GHmbD7Wr4VwPDrJ56EWQ8TxUauf+TLtdFn3Xkn4a0PuOVoQtH1oJLad82LK4n0vzofEqGPQedrSn83vXj8G1lOV8xWEMvDsIip5MU/BLGaCmvWtf2mb9Ve5aO9tl9FTR9Our//1UKUZp7xWC7Wom2Pzmh8viz6eD32MZY3NoMvmOdT1bdveMqFVN5xJuZN5DRcca+Nm65gvaW925nLhLvvNiGOW/pw6RVzOWFqxF3GZWKr+83nN1lgr3gynr2qOOvdENV6nfbGOTc5MLCOdeXWQfOV1p3iKODrHGjE5bB7XXgu6z1a91vHeMsEeK2rryeattX6q8zmNOz45rvSfKHyYmIv1sJRdfK8knLVh4lr2TA8b56UxRkH6lvPz+CLax5b+9pYJ9ljBeqpyloIwXlgLQdJzEdV16vVd/3axOO33tivpqaNp1I8LpGNxtOJsbYwCaacX8WSz79qmbmxgUzZugGcbbVt+t9QNZ1YvAELHfDVzWPbrI/XGfM4x9YylFXtRZtpV/Qvp2J5PyHkVb4Fp18xRZ46r8TrtizWv6ldz1lOnB+Vn1zUiYXLYPK69FnSfrXqt471lgj32kDpqPdm8tdZPda5k3MHnvXvRd3M6Cx8qZinrGl9tnGZsVcq1Ee87U1ttuSirUYszoY5Xx7jEcqMF4YzUUTk/5HrKOTtBKBPiToRMpj1vz8lxSp5XP1D1P030XCQTphbP3nY+5aaPxPi9G0WlfkDici8Mha9GnEVdWWx+f/74tO/WAvbOC7YsLfZ0zsSTbSavbe3YK0t+5XW+ueTiNx7X8z9jc5gd235zln5G5DjOqYxTF1TH3Yg9xqH61j6a/kfiug++9Rqrxltgxt3MUUeOm/E67e3YdTw2FimLvjvz2mTcD0tO9P4ISNz2xpTFqTE5bB7XXgs6P616rWN5rXKWxb3FT051Pdn5a62f6nzacefzmWH70+OT17qhM2cX2ysJZx0bpJ9sDKdaP2tjlOO4bs16znxu6C++VmPN+tviJ4f1VOe8BGFM4JgEbZKAYhNExoW51F0m0K3f8F+W24WSt+lq5yATmPnRN4boJ2/frD9vUAfHVzPOuCCXfspcj/jzEJgXeG2j1jewVzaOezmX5SH+6yyV2batY3m9jLEYZzHPqd36RTpi2i++y/Fl2H7VnKaLQrTWuKuxS1Etdy3/E9Gvd061q63B0Mr3t7RdctSX43q8fvu5vrc2TSzjhbU/rxad5+IinfnJ45QY6xd1m8PWce21YG9ktXrt49PsQ0NjPeXzF6iun4A7n3ZdSByhvLJmr2+vmL4bdSUOPe7TrZ/R19y/GuMYm23n7Zlt/bGe/LLIBdeTx9k9IfRpTL7L1voA4CEXtPrNBi5OnxCGm8/17BXWz23lMtbTLRGEAHDlxH+NcrO5XMI/Xjf+Kx9uINe2V1g/t5JLWk8IQgAAAICDgyAEAAAAODgIwsT8Ycyreqx/WZ9jvOzPR7b8n7jvk8zJFcZbcFH/lx3fZXMVn1869xwBANwMzk4QZt+8sUJhFhCjZd8IanIdH7zdeSOTMTY/E3KdIkeXSU71XIltyfGp5kTFVOTuOnPVQ2f71TWxg5P4vO2CUPq2a3wyPrcFAGfGmQnCcAHWF9rsz6rIxVndfKI47L1RXMdNZWefN1oQBgFwL8XmiQFp2/oTCJpTjUP5KXKn470MLjqGzvYIwgvk+FTclDgAAPZxdk8Ic8JFOBOE+oLcf4HOnjomf9W/u9fqZ3xtf3B7xvis/80yuZHqeql/c959BGrii8J4aZPiiX//yLSXPMzxVtoV/qvUxIC0t8K97Keck1pOBBuTPk6ve3K3ghvrhrjc9j2xC7V+KuOqzl9J+dS94rP1tyiruSnn2oulvR57c9zKZaCRkzIHU0Fs461ji+17Gnv8CSvxKWX74wMAuGzOWhAWN5HsgtpzEU94F2bdXsrTceuiLq/VzSr60WXWp/bTQPuR180nNzYe3Ye+Qduyve1qGDGgkJvvmKML9FPkVtfVx+r1au5aiB8zf0bARKpx1drrOoJto8sUzTVh29XnIoo8PY5wHA+tz9ifiT/bE97YVL9ZXjxszPZYkfnS9Vo+bJmKrZYDoRh3Dc9/uA5pv0WdzvgAAK6A8xWEchHPboJyAVUXVHtDa2IuxvYGEaiLmM6LeuHT1jVI/Vncik11V8el/BY+RkthLE9gxK36I5fNditxz9RvaHMut/ZTy0lRVx+r15vWhEH6zuZP0RNXtX1n7EKtHzuuot5obvdR8ChfCc+ncZDNo+98XAM9P/QeqK5HoTb28P/VfOnjVk5qOdiE7dtb/zvjAwC4As5SEMYng/bG3rphrWIu1E1fjYt6UbZTEMabQ6WPVVGj6jrjyIg3QqkrbdTNq9muEXdGTRD2xmf6aeXE1q2VreauQS3W3riqY+2MvdVPh3hbR/wpEdLhs08QBp/xZ5c69mJrPdbGXn0tqOOunEj9vULM9r1DEG7vFADgZJydIJSbkHvhjDcTfQGWi23rpqIxF2rrKztu+bUXfHVTmG92E6147M1B17V+CnQM8jq/uYmYzl2H8nDDznPaamfHWKN2Q9SfjdrQTysnsW7HnKzlLmtnsGtC/Eo8q3Hpvp32sU5H7K1+inFJu/a8J+x5OY7zY33a+PVxdWx6DZQxebjrsTfH8XUrl35OqjkYD8zYaug4hNr63x4fAMBVcF6CMF6cx3/Ba5svmvEC65wPyI0mewsqw17MA6Yve6Ge+8l+dLp9U6i3K4nCt1J3LnPvFiaGImemzylnhatqOydXLjJ23V7MubFu6KeVk945aeWuvUYCJtZUtx5Xey5S+82xF/VUWRrX2rwnbD31VHDNZ5ZCd2xWFMl4QnnrKW1lPfbmuLnHajlp5GAsc9ZtgZnrYuwju+IDALgCzu4J4T78izPAAmsEAACOy0EEYfjXe+upBABrBAAADsxBBCEAAAAA1EAQAgAAABycWykI5YPbzS8HGLbWh9uG/ULAZXHqfq4qbrjZtNbBZa+R61iDrHu4zjW/h/NYs2cnCLNvG7rf/ssTn9d3vk3brG/8Z98CzMv2tvPZ+gUHp37xjcXRyvErWnEaf00/Ecmr1LWbYDpvHIz58zZM8uNY6zN/Em/3ZwLzNXB5nLqfq4r7Ctk8b6da0ycqa7FlbFvq3sZ10OTI6751b9hbpti77veW7aa1Bi64PrrnYgvnsWbPTBCGpOqJkj9RYSdOzs13iLAJ7qnyuDDNpGT1W/5lQ6mbT1a2t13J8mcp+jZOf/21BbkyPu3fy6NF2gdnIvRmn5HR1119cYobMJxb3TBrY1Bs2tQb/F6IU/dzVXFfId3zNt7g7uo1W9Ba05dRtsKWNXkj1+9N4ZjrvnWt31uWc8P2S5PWGrjg+ti093o5jzV7dk8Ic0KSzcSVAkThLMZmfe2/WCSy0GsbbG+7RKWO+HI39bpPuShkb4tbX8047WJeX9xzXiXnWYKntuq8xHbvpXWfbr/iJ17sRhtdSuzLubEfc26uK6z0HXO1tFv+xl7Nn4Sly/I83lNlek78NhviduP0WPdpY9SxZX7d/As2p/q4lgdv3nzS+prXmUdrTV9GWZPK2C59/fbkXYYVRINJpOR2nuveea6twdr5AOu+sjZcpG5tve0tm9i77veW9dCbZ1Mve7epsT7KtSfxqXOVubi6NXu1nLUgLC9iIenZ4ptIi6Uoq9SfyPxvWNh72y1U6sRF5LVd82kWo2B9rcUZ66cF3OorkPmSvnX9FIv6b6zrxFhg6hT5kPLpuBiPIbZNvlp9K5+RcOxdJLQ/WW+6TjgeD8WXukh0tTFU47Zj6FlnE4VPG2Ml5vi6kv/4WsdjY234bM1bQPZXuoDKhdnNk1D4Ujm5jLI1bFs5vpL125H3rJ6gjltxZu30eSEcx850HUHljHU/lsnr1nzPtMa3t2yiiEG1uYyyNaTt3nWXlen5UP3X1l4Rs+E61+wlc76CUCbFTJq+UbhkE7RS3/rvXdh722VsXSDt+nLTXP0XSDNOea0WcFE3x+Y1P142Qzwf+hjL7CbxMHXsxgzMAsGLUeqHC/JiyVejb6ePmZo/6Tvzn2hcCKptAj1xF3VGq4Xen4vGsZObRaC1/Ngyk4fG2rJ9nrUgbOWv6CfQPWeazrwH9HUi27O98+zUixRxjzaPMx478feMt+Xbo8dnpHHsjPPS1/1Ma73tLZtore3LKFujN89FPVOWzfdosbrEFo/1nASKmA21dkLP+mrFdM2cpSCUi1X5tK9noek69fqu/46FvbddSU8dTaN+XLzOwrW04mxuTIu0Kxf7kpfaBVK/rmHqtOKy44mbUPvv7NvpI9L0l5Bz4/hHF7aON2+mTW/ctTg9NuWicez0edk3xrjHpvxo0/8AmWmt6csoW8O2beXPq9udT01n3uNh6DOWSz11vneenXqR2vkM8cO6n+e7Smu97S2baK3tyyhbozfPRb32XJVIfbX2uufCtOtdX10xXQ9nJwhlQbjJlEm05+05OU6T4tUPVP3HhZwWY0AmVS2ave18Kpsmxu9tpvomk7iqN8vMVyPOoq4sbr8/f3zat94kmtp5jalj49LH8bWqazehHM/ljb69sYufhj8RLbpIjv2noMu8Vdt0xy2v1fwFrM+Zbp9C47iV/1hPlTX7UOvXztsKyw1iIuunsaYvpSyQ9W+wY2vlz9YVv3qgWT82nxpd1sj7RMznPdNXK07t09aTsuhH6qicBdLaZN1PdaMPXVajnLOFHWVZfFJnz7rfWxbI+jes5nlqZ3OX+ZR6/vqorr2Vuai2k351QRHHekzXzXkJwjhRoyLXJoksbgyRcTEudZfF5dZv+C/L7ULN23S1c5CFkfnRmyf6yds369vNp3F8NeOMi3vpp8z1iD8PgXmz2ItionZe49Qxudd9Syzx/HRyPo7n7pkN2ujb9DGKu4Y/U3+ZA9uPrM8pz9U2G+K2Phpj6s/FynEj/9nabPah8hCw89ZC6to5T/MTyeLbsN53lhX9G4qxNfJn687H8Vzv+tVl7bxHpn1epL4aZ3s9zLkw5+e1ac+z7uf5trSu9XvLpM+bvF/ytvV1V895wPjYtPa8uehpF9ueZs1eJWf3hNDHbrQ1ttYHgJuPI3CulOvuH2AL7BfIuSWCEAAg/ENP/Wv96rnu/gG2wH6BHAQhAAAAwMFBEAIAAAAcnPMThPOHMa/qswc39/OG8kHa5gdyN3BKX3BTOdVavrl7AnphDi8X8gvnx5kJwuv4EOrOjS3CtevzEa0xtcq8uNbyI22cbxAaX9k3pbZ8myxSiSH7lvJKPrfUzaiNb8+68X3l32Zbi2z0UY5hOm/aj3nfMt6t5PO8n1P56aS1HlbXI/hc8RxeBd3X3KvgMvPbdz2rXsezPbNYvBy1ygRTvnoJhLPizAThdVzEdvbZcXFaxEW5uVtlkfnPuIys1p8uInf134RKZL7CeHXcUjYfiw/VPitrxBAvIiqHpl3GlroZ/vjW8+LR8NUVy8SUV7kwaz+hIKwp8a9iiuslnLvU9X2q/XOF+7C5HtrrEVpc4RxeFR3X3KvjcvLbfz0L/etcNPdGK1ZdJq/NNeu2raGDc1aCMPsXT1rcstDTuWDLjdcucruw7w3ej7xHjM/6U5vxhqTrjv2b87kaMIziw9/c9bJSZAjr9b12vq9EyFXKdXHB9fpzzkk+sw4aY16rGy9CZdvW+Kr9bfJl19M6c/tiTJMvdV4u9Pde2taH+F/WXhqHjFWfb4whjn+p1/zIQHVP1PuLN69s3GPMqR8/fkNrPXStxxr7467nber/2ZQryVG9n4jxlV1rNszP1a2FdZ/2uqpjy/yaNVWNLTv2+yjiMvM3Ums7sWleHS5hj/hM8bSqFISxVwShxFDrLy9rzQvcBs77CWHcwHpjSHk6bi1eea0uQNGPLrM+Oxe99iOvKxswp7W5a2UhJte3X19varnY5Nefmq+R7IJVjMnrzzmX5VdojHmtbizP27bHJ1T62+Ir1s0v6rWLaETqz7mqrSn131g3HXdghVI4LscdyPKp/du+GnMS63rxOxT9qXa6bFf8goozy7HQGsMK1TwJ+tiW6T7ldVgb7kAmWvnJfLf6MVzpWjAUPss9kx9PdeNrO/Z0bOOxsTZ8Nq5lRdt4XOtz47xmvgTrT6Fjtu2yshob5mciu45nNOL0ymJ86Rq4LQa4+Zy3ILQXwsByE7eLWR/bMrXBCp/OptBI/XmDiE11Vy9Oidbm9su0aMlx6pvxWMFU9xWQtnoMxZi8+Oox53mqjXlb3bXxjbRyrGj5KsYu66I9Bp3X/HhZU/F8iG0sW1lrmvnC7NSvrUntv6gzWpm7gMlLEWe1v3zcks85B634DdX10LUeGzTi1rFmc9fMW6X/Wj+tvDb7MVzlWhB6fEYax8XY5VTqs+XHlqmcF+vBYtuOfca5beagY10V4zF9VXMmYVf2SJUd67ySl1Z/ZZn0q8a0mm84NxCEEbXB1ja2Jm7ySh/dm6W1ub2ybfXLm+lo40av+4rtbPxdN+BWfIlGTgvaddvjS/TEtOLLmc9lrVmkv9LPkk89ptrrXqTN6D/G0lqT+rWzd6q09kSzPyEd2/MJOa/iX0X56VqPFdbiFt9z3MpnM29O/61+1vLaOz8z0v4K1kKPz0jj2Onzwtfu1Wuubav6bOagY10V7c1Yq+MR0nEZn0//Onev44l5jTt4Zc05g9vAeQvCuGjVxsiOpa4qyzal3XjmoqLLis2ssBtE121ttozW5nbKxO8FLlzZBq74kjr+xVH8q/Yy3uJisxbD6KP2r9Icp242xyX+BaoS0yZfZuxhZqtPCKt5Se1rF35zvrH25EKvxynHMU+tNZn5l9d5rqzPGbuWtc9mfyNxPYW+9DxW429i14OZE+lb592JZaYz7nv3TL1Qo543Z521+rF5zY7756eay+YYd66Fbp9C49juvexY6qmyZh8q5zafBV48us8N82qxfeuYmzkb8fZInUo8xm/06U7iiJTX+nPL7JzFnK3kBc6K8xaEQlyk42ayTxlkQ6fzW35kvN6uJG1kr+5cVtmUWT9i6mZWKxOfnruWL41u7/oy+Uw218vK84tB73jWLnrNusVFKceOqZmXjb7CmTC/i68idxO1OQoF01pw1nEkPy9+qrmy86TGJe3m8yf6gfUsj7V17pRFYj/eOdWusl6F9fWQ/ORz2cxfYDXueIN15rKaN/9G3eony2toWwpE1dbGl2jk8jLWQrfPtWPTp85zfb1Zn3nO59j8DRjaTuWTZdU2zqvl5HvEIetDzMz1vN6LsYw2j1fWdm3PrZV5/uBWcGaC8OjYi+FFOKUvOD19N6FzQG5iLWF2OZxh/lo3YjgBN/ead/E9cnuuF3B9IAgBbiTh5nUbxEF8UnEdN6pzyJ/cxPUTHP6BdrncUEF4kj1yS64XcK0gCAEAAAAODoIQAAAA4ODcSkG49fMY1/MZJ7g6LvpW0VW81XSqPnr9XMWYbgp8vuo4sK4B9nJ2gjD7tpb7uYv8gpDX974V1apv/Gff3MrL9rbz2brRnfpr3zLzaMVp/K1/u0zyKnXtxXk6bxyM+Vu5kLtj6rn4X/Qm0dle4tv9OZ6LxnhLuVBOE7fkxtmdixNcD0z9rF72TVPW7C5Y1wsduWjdx21Z9R7b2gN7ywRTnu2VM+PMBGG4aeqF430rT84tMzU8e0+Vx4kzF7Csfsu/bD412VnZ3nYly58V6Nvo/fXXBMfK+LR/L48WaR+cyWadfUZGX/LrHJm/cNz0Kf6cMfY93V0b+xqd7eM46nPb5qIx3lIulNPEcW6cp7kejHs025+prn4trFzPoALremE1F2Gcjft4eY/pZW0P9JQ19soZcnZPCHPCZJiF1FwczsWrvZiU/2LRtjbj3naJSp242Ly26z4L4WR9NePUG0CwxyVzXidhuDC1VecltnsvtXxKWXt8Y7zLv9LElm6N7zj2pd6YF9u/Ptava/2Y86lzt6+JKHJVm+b47xU/yi851se6ro7b/zH/9Xrr/oW9fkp0vVHQVHJq8rbMc8DNt17LcjjW8WNZX0fd46vGuT2HRVzZoC1mvA7tf0g14iv283pfC/7Y/PzV52EUvTa+1FbHvqU/3U7Y66eEdb28vti6npD+1b1K4uxpZmntgf6y1pjPj7MWhPHCkK2EMBmZqJlIC7goq9SfyPzLZqsKppy97RYqdeKG99qu+XQWqfW1FmesnzZuq69A5kv61vVTLOq/sa4TY6KIrYMYb/KnfctrE0+cK9u/bdOILZUVcdp2OqdS5uXFQ8rURS/2aY+9WL12vfV62gl7/Ris0AjH8VDa6JxGHzZvjZyOTpa8t2LwyOpvGN9qnDoGfez1oXx27YMd1wPLNLZiv+t4Imt9abyxda4PUxavsTEX0r/yEftI9bb0Z3Oy14+BdT0de30onz3runIfzwW36qOJjVWzsWzKV7FXzpDzFYSyOMzCyJW7g16E8bBR3/ovFm3lQri3XcaWi6zQri8bppkXoRmnvFaboKibY/OaHy8bKp4PfYxljU240t9MumDMlvwp31LHvWLY/vWxKav1Y+Ms6o0Wuy/iaIy/KOuN1dbTc9qq1zreWybYY4XkLubHlHs5NfM3PyGozu007mdlPir9a2rzW8TfOG7F2WpXlKk5690H2TyXrF8P2vtd9m2en3pfOa1xC+a4Og8jSQjkY2nlsnW8t0ywxwrW9XRsy/as64mYU+1L0SpTtPbAtrL2Xjk3zlIQxgtSkfT2RXBE16nXd/0XE12239uupKeOplG/c4M042xeBCzSTl90Jpt91y4S9oKhkbKVfMSLnW5f8V29uNr+G+1r9WwOq30FijLbv6YVm6CPa68FvU5a9VrHe8sEe+whdcY1E9PTkdN5LVbzPa3J+JNhtXU70Zrf7LXQOG7F2WpXlKk5K/ZoDT3Php7rQTN2i423RWvcgjpuzsNIEqY3WhDOSB3W9VK2Z10nGuu7WTbR2gNby5r5OD/OThBKst3NIZNlz9tzekK9+oGq/2nzzUWyENQi3tvOp7KoY/zeYq9vAonL/ddO4asRZ1FXNrffnz8+7dteGBK18yPjxd/pM/QXxyf96vzL8exP+fbGEtuZMdXat/qJvlMbQdrlFwcZRzy2dbP+LKr/SOu49lrQ66RVr3UsrzvyFFk7XpjzMiHHcV5tnuz86WNbJv2NyTbjzuckozW/sW3n+FpxxnqqrNmHij360GU19HhzateD7Prl5TE7Toz7OvN3qnXcnIeAHMfrzBjDUlX73NBffN07J2vHC6zrWh8b1rWU50lU9YPfapmEUN6Xq/fEwOaybPyCycGZcV6CMCY/TLAxmW+ZLDPvgfFisdRdJsqt3/BflqtJ39vOQS4YmR8trqKfvH2z/nzRdHB8NeOMm3vpp8z1iD8PgfmCZC8Midp5hZtns/nT+dYP4hs/aZNnuWy0r/ejylISipiXuvX+LDY3rePaa8HeQGr12se9eVo/Vtg8qXW7ltNsvblzq8ctSByhvLI3utfR2nEjzv4c5rEXuTDsvR5Ev9pnY7/rPuwNUvzUbqihdFP+avMw9m/bpX61j239sa4TK8dXvq6l7lQeTY+5VTb51T5b98SLlM39m3k7M87uCaGPXWxrbK0PAABtrEABgHPilghCAAC4XsI/tGtPUQDgxoMgBAAAADg4CEIAAACAg3MrBaF8sLX+weaSrfXhJtL7udAjfX70sj7TZXIYP2TOZ3LhCHD9uDhcP24qZycIs29K2W/CRvLFltf3vgHUqm/8Z9+uysv2tvPZuhGd+uabYMma34BqxWn8rX+TSvIqde1Gn84bB2P+aheFPW3OHMn3hT+PdUUX9ItykrFu5Dr6PBXXGntlTWXXh9a1Iy/T1029vflH+gU5yRrh+lHlWvfg5XFmgjAsJD0J3lfB5dx8ZQkLuvGj2JGsfsu/bA510crK9rYrWb6237cR++uvbcKV8Wn/Xh4t0j44kwv+7DMy+pJfKMn8heO6zz1tzpyTXHC4oFe5jj5PxTXFXr/WtK4djTI9jtp52MdJcsj1o8otXaNn94QwJywsMymlAFFkF6qRZn3tv1gArc2yt12iUkd8ucJv3WfxL27rqxmn3cDrG3rO6yQMF6a26rzEdu+lls+eNuXr8ofUl7JWPf3Uwm8n7PVTouuNN1vJvTqX8ifjn+uZdRvncykb+zPrYqrjx2L6DJZPW973/GR2Pp/nYmmaH/eNdWM+3bELvp9irNlAE7W2E9U+p5zHnxOTsmnstfoniX1l7kwf2VP1av81pvHpauKjdu3oLZN1NL2WeXanZJUt66aes1H42jWc2o59jGVb+tPthL1+SnQ9rh9Sc2M+3bELvp9irNlAz5uzFoRx4+arrhCIkbToirJK/YnMf+vCZtjbbqFSJy5cr+2az3xTRayvtThj/bQJWn0FMl/St66fYlH/jXWdGGd62tjX6oIUY++t19NO2OvHIGtzrhgIx/FQ2uj5iD5sHtOxfi2E49HJMoetGDyy+o7/Zi4qZb1jjW32zotet56fqW7Rp8W0jcfab61PeW1vErqtEI5jecuPlO2MvciP6Tsrq/Vfw6lTxKPqtMoC+iYdxyr1s9xtwctZJYcWUxav4TFuideuA52/3v5srvf6MXD9KMca2+ydF70+PT9T3aLP28H5CkJZHGZCZBP7/3qZyBbCSn3rv1gA+YVtZm+7jJ46mnZ9ueg28yI045TXatOsbAab1/x42YDxfOhjLLMbU9PTpvZa0GNp1Wsd7y0T7LEirkm5IZpym2N7MQzIvMZTTtnINO6L/vh94X9nLnrH2vIRUcdFzKON4dp2ah2srOGyrXQ17aNmn3qtTdTm55SxF75Ufmpz1+y/hjO+Ip5WrE57xUv3pjIdWzsghc3ZynEtZxNJrOprWe5jS397ywR7rJD8OrEXeS/WgZzi+lHGPNoYrm23sgdvAWcpCEUUlE/72heaEV2nXt/1XyyAsv3ediU9dTSN+nETmQ3k0YqzdTEpkHblBlvyojdZ7bWlp03Ll85Pq17reG+ZYI89pM6Yq5hXOx+tOXDKRqa5iD8hVZuviXhhrMRc+G+Nr1WWkHONsa76UMfVsQu2nVoHRZ8W21a6Wsu3oNfaRK3+qWIXP9356c1dDWd8rWtHq8widad4lutLo36BzVnjuJWziXg9D2v0RgvCGanD9WNkzYc6ro5dsO1a6/p2cHaCUBaxO4HqYjJjz8lxmmCvfqDqf9occ5EsJLUg9rbzqVwEY/zexbFSPyBx5Re0icJXI86irmwUvz9/fNq33WSJ2nmhp03ttaDz06rXOpbXaswyzl1+cuSmo5eNHMf50mtVsHOgj735iU7tuNX8WmQ8ulCPz8aSjV3Q45PXfp66x5r5E1rH8jof19KPbafyUfRp8fqs53LpU+d8ojo/LT+2/0bsW+YuO271X8MZXzyn/Ej/8zWgVZYzPx2Mr1Mb058eW4HNWeO4lTNhjtPEn/nc0F98XRvHFj85dr7kmOuHzVfrWF7n41r6se1UPoo+bwfnJQjjJIz/MtAmk7dcQDTjZl7qLgvNrd/wX5arRbu3nYMsxsyPvnhGP3n7Zn3ZTJWLr+erGWfcmEs/Za5H/HkISPtYYDdZonZe6GlTey3YC1utXvs4y/Whfvy+NXahM0/dY92YT+t3LrPt8nwU+c2QttpnO99LnzbnE+78lOf3xt49d8FHKRRU26zPnOa1JvNjxt8qS8zXhwl9vVHnZZxz7gpW1ok5ruVsHKdtl/rVPrb1V99D2/xk2Pnj+iFHTf/FsfU7l9l2W64f58nZPSH0sRO3xtb6AFBFLqiVm8T5ckuvEa1/JN54KmIbzptbef04T26JIASAK0f9y/oW/SN54rYIQhFR6cmH2DmPKcwJwuH2cKuvH+cJghAAAADg4CAIAQAAAA4OghAAAADg4CAIT8W1fjC28mFr9RmNLd/8098W05/tkG9/1b/hBwAAAOcKgvBUXJMgXL6ibwXh+GHyWdBl3y5slOlx1M4DAADAreLMBOH4zb/yx6Ynsqdeumx6gsYPzo91esuUIJSnhln8AAAAcGs4Q0GohYkcJyE0irVFs2iRNImzTNHotkI4juUtP1Km+o/CTYnL1hM0XTf6MX1nZbX+azh1ekVfJG9fvGUs9bPcAQAAwG3iLJ8Qamki4iU+QZOnWZOI0TbqGEcwSX1P5DT9NMSaJwgLX1Pbom/lt9l/jdMKQsvFfnAeAAAAbjq3QhBGbVKILM1GQVj1s0EQRvGk6xrRl/XRKuvhEgWh1J3iWd42btQHAACAs+PMBaEcJ2Eir/MnafKFi6qAEaFTfcu45sf2b0SWLrPCTgtEWzc7bvVfwxNock75kf5nEdgqy+n6wXkAAAA4a85QEDbeSo3CSpcnkVURMKZ+7Usli5+GIAzMn72bgpqP47nGj30HH6VAVG2zPnMyP2Ja2GV+zPhbZQlX1E5tssQDAADAOXPmTwhvCY0ndAAAAACXDYLwWhjfsp2ftt1GkQsAAABnw5kJQgAAAAA4NQhCAAAAgINzKwWhfNFi/dc9FrbWh3Pjoh81uIqPKtyWPrayN6ZTjaXXz03M3WXBXxGIzF+8IxdwjP1/doIw++auu1Hzicvrm28lR1r1+7+Zu7edz9YLslM/63Ox5peDW3Eaf+tfMpa8Sl27iabzxsGYv5UN546pZ5NedDN3tpf4dn856KIx9nAVfWxlb0w3cSw3gAutwcQtEYQXyoXJwUnyeiYcaaw1rjQHJ7h/m/pZPf3XQVaumWcmCMNNQE+S9+3c7E+lhETfU+UxaSYhWf2Wf5k0leisbG+7kuXPyPRdkPvrr91AV8an/Xt5tEj74EyE3uwzMvq6W1xszZ/esYg/Z4x9T3fXxr5GZ/s4jvrctrlojD1cRR9b2RvTTRzLDeBCazDh3KDOkVPux5Pk9Uw40lhrXFEOTnP/lrLK/Vm/Flb0x9k9IcwJiTCDKwWIwklGs772XyyQ1kVzb7tEpU6cXK/tus9COFlfzTjtYrTHJXNeJ2G4MLVV5yW2ey+1fEpZe3xjvOlfQaMt3RrfcexLvTEvtn99rF/X+jHnU+duXxNR5Ko21fGvj+1efMI62v4+Qo6fTfWneqZ9NafZ8QViOkm+/P7Hp9DLsa67Hvd6vXX/wl4/JbreeEOprMHqHAbcfE9rIXU91fFj2b42q+M76Vqr5CKjHnuW27vBv+erulan/Nm9lFGLe2Kr71r9qp8teavnKWL66N7Pllrd6rrwcrExP0JR9jEnB2YNrqzV6ry6TDE3U9N68GFi08cSZz5Zzb7OWhBGdZ0NNiQiEzUTafKKskr9icy/LJpOYbe33UKlTly4Xts1n3bBBKyvtThj/bTIW30FMl/St66fYlH/jXWdGBNFbB3EeJM/7Vtem3jiXNn+bZtGbKmsiNO20zmVMi8vHRRjUxekoqy3D4ktzK3eT9GXba/j1770sbzeE5P1uTdfUmb7b8WjX++t19NO2OvHYC/04TgeShu9BqOP1hyastHJkvdWDB5Z/Q3jW41Tx6CPvT6Uzy3XDd026yNQ+LIx6bXq7KUCE3c8ro13zbduK4TjWN7yI2U781bkyfSdldX6tzh+JLjYl/Wfjr1c1PLTykOl39p8N2OS15W8VmnlRVB914j9hHFHU76K/tt9na8glAuiWbRtFR0wyWnWt/6lbdZfJbF722X01NG068u/dlf/ldKMU16rRVXUzbF5zY+XxR3Phz7GssaiX+lvRnI/bwqx5E/5ljrZxSJh+9fHpqzWj42zqDda7L6IozF+oWdsETVvm/pw1lDRXk6li531pY93xlSMcbRYfdNYWrEJ+rj2WtA5adVrHe8tE+yxQtZazI8p99ZgbQ6dspFp3PEpS6V/TTFvqc2G8bXibLUrytSc9Vw3emPfsrd1DFVs3OJyuk5v9e3kLtL0szFvtTwVfSu/zf4NrTGY88u68PJcyU8tjlq/RQ7MuKoxNfJapV1nXhdVpL3q08Qu99l87PW+zlIQxgEWG31r4uv1Xf/FAinb721X0lNH06gv/WcLtEIrzuYGsEg7vfgmm33rDVN7bZGylXzETa/bV3zXLgBZfaHRvlbP5rDaV6Aos/0rescWac1bow/dLuHEX7/wnSAmp7+ZTWNpxSbo49prQeekVa91vLdMsMceUmfcYzE9HWtwnsNqvqc9HH9us7bPJ8THKcbXirPVrihTc1Zc0wxbYt+yt3UMVWzc4nJtXgTHd61+08+GvLXyVPTRKmuwYQzLuvDyvCE/Qq2sWDvtcdXXas9aaNSRODJ/Ds14LDa+nLMThDLQ6gTa8/acTq5XP1D1HydNJVkmQS2Yve18Kgskxu8tnPqCkrjcf10UvhpxFnVlUfn9+ePTvmsLsr1Qx3/lOH2G/uZ/Vev8y/HsT/n2xhLbmTHV2rf6ib5TG0Ha5RtTxhGPbd2sP0Orz9iHbqfWwpY+dLuEzVV23JmvSG9MJ8pX9KPLWse114LOSate61he9+Zp7XhhzsuEHMd9YPPUmkNbJv2NyTbjzuckQ8ajC/eOrxVnrKfKmn001pplS+yFLymvrFVvLxXYuPUYN/quzmPLj+2/kbdWnmzd7LjVv6E2Bns+O/by7J1rxNHsV+dH5asZk6oX6VkL9Tq1+3emN7wxZMcJ6cf4y9b8uQnCOPCQCGOSF0mQnvCRMQFL3SVJbv2G/7JcJXxvOwdZqJkfLa6in7x9s75Mdk18Or6accaFs/RT5nrEn4fAfFGxGyZRO69w87y0iZsknY9PN1KZ8W38pA2S5bLRvt6PKktJKGJe6tb7K+keW1zzy9z191G5KJn49dz25mtTTCfJl+2/dVx7Lei4W/Xax/15WjtW2Dypfb62BrP9acrGvWDXgsQRyivXkv61uXJ8CWutyIWhP3bHV3WtVvZShvjXbdvzsurbncfy/OJnW97qeZIu1NwEH6VAVG2zPg2dY1jy5OWiLz9ZHJV+8xz0rtV2Xi1Z7sQ6798xNr1gGvdn3cec0wnxo8+d3RNCn3LzttlaHwAA4FTc0ntQ6yEE3DBKsXpLBCEAAMC5cFsEoYiK5clU8wkg3DDCGjTiHUEIAAAAcHAQhAAAAAAHB0FYcKTPF7Y/8AoAAADHAEF4rsi3nC784d1bIgg7cpF9Sy5Y/gWtvKz6TfDim2qjzb6q3zwDAAC42SAIzxUE4cJqLsI476nyKNyWp8AiCPeJN/00WV6rXJo+AAAAbjJnJgjHG3Dfj6Xbbz8tN/3x7/Lom7X4TW3tTb63P91O2OunJH+CJaLDjC0NrPW3As3Tq7E/IwinOn4s9XxuHl81zu05LOLKBl3B/GkEibOnmUXW0TKuVuwAAAA3mzMUhOrmPQmY/LhyEzZlURRGUTAKCl+UbOmvJQguELeIlyW4eBwPpY1+KhZ96Kd90mc61q+FcDw6WQRhKwaPrP6G8a3GqWPQx14fymfP09IkRE3dXHCrPprYWAPTuEc/eowAAAA3m7N8QrjchFeOzZMo+zeSkhDIn4hpH1v621sm2GPFLDJMuRVBVjgG5idfTtnIJAiP8CP2mphT7UvRKlNIzPm6kXhUu60xAQAAXCO3VxBG8dKqK/fs8SddbrQgnJE6oxCL4ulkgjD4jD9FtPJkrJnPDeO7CYJQty1olU14orE5LgAAgJvN7RaE+m5sBY0cRxExiqKlakuEtI7ltRISWX9b/OSIaNXDmD+3ZkVJPFb962NbJv1Fp1r8SAwNAdPM54bxteKM9VRZsw8jCLMyg5TnSVT1g99qmYQggjn3XD4dDGTjEMxYAAAAbjC3VxDKkdzMp6dq+ge5xyeDtl26yWsf2/pLTxxtf1v9ZEShocahnoTN40uCxdTNdIwpG8dqn4ZJHKG88rStls/18ZjjRpz9OcxjL3KRMYr+2W8m1Fplk1/tc/6HhEMUsIsvNxQAAIAbyJkJQgAAAAA4NQhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAAAA4OAhCAAAAgIODIAQAOBj/72v/32zeMQAcDwQhAMCBQQQCgIAgBAA4MAhCABAQhAAABwZBCAACghAA4MAgCAFAQBACABwYBCEACAhCAIADgyAEAAFBCABwYBCEACAgCAEADgyCEAAEBCEAwIFBEAKAgCAEADgwCEIAEBCEAAAHBkEIAAKCEADgwCAIAUBAEAIAHBgEIQAICEIAgAODIAQAAUEIAHAwRAQm844B4HggCAEAAAAODoIQAAAA4OAgCAEAAAAODoIQAAAA4ED8xm/8RjQNghAAAADgQCAIAQAAAKAAQQgAAABwy9FPBXlCCAAAAHBArlcQDsP/D50vNkbpHQbUAAAAAElFTkSuQmCC) ## Genereer inkooporders Via Genereer inkooporders kan er besteld gaan worden. Start -> Inkooporders -> Genereer inkooporders 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) Als er bijvoorbeeld een leverancier wordt opgegeven, dan wordt op basis van de instellingen op de niveaus inkooporders gegenereerd. ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAqAAAAGnCAYAAABo0eXgAAAABGdBTUEAALGPC/xhBQAAAAlwSFlzAAAOwwAADsMBx2+oZAAAMuxJREFUeF7t3W+oJOd9J/pzuZDZRQEh8Ly4DGIxxhhigndx4ygOyyIZ25iAbIFNMB7vLuq9RoG1X2iTEMRG8r4wYQJHN7mR9mo3WcXIMbHulRZdtMcQrwQCwdjaWEqUUSxz1onX0dhIYjPWGPlqYlt+bj3VVd1PVVdV/zlddbrP+XzgpzlVT9VT1dVdXV891X3O3te//vUQCwAAhiCAAgAwKAEUAIBBCaAAAAxKAAUAYFACKAAAgxJAT5XHwif39sLeJx8rppkpjs27LoQXijkAQD+OHEBff/HxcOFTt4R3nrs+nIkX8Fhnrg/n/tFN4da77w9PXroSrhXLchRFQNr7ZPbTugTQdgIoAAxl79lnnw2xVvdyePqe94brytDZUfLOJgig/RJAAWAoawbQa+H5C6PJiOeZc+GX73k8PHc5Gem8diVc/s5z4ck/uhA+dctbwx3yzpYQQNsJoAAwlPUC6NfvCW/Lw+co3PX0y8XM5V176alw3/mbwtnrsj5iP9edDTfd8XB48fVigcJjn4zt7woXXng9vPjwHeGms9cVy7813HL3l8NLDff2X3/x4XDnLW8P15+Z9H3m+reHj1x4qrbsC+HCu2J7HE18OTx93/nw7uvPTPpOwtmy+5l7/cXw8J23hLeX/Zy5Prz9IxfCU7WdnD2ma+HwkTvDLW8tHtPC4NMUkJJ5cft3zPb1urfeEu7+8ku1jz+0BdCXs/06m613XXjvvc8n/yPxUngqOzbT4x4f0y13hocbD8C18NJT94XzN50tRsXPhOvffku48+EXQ33p6TF4vtr/5Ll6OtubujX67jq+9WN19p3hljs/GX6pvlxhuddU8lxcOwyPZK+Ftxb9v+vCpMfy9XQueY2cu+l8uPD4pXCl+kQBwIm2VgB98tM35BfQt9311VrAWeza8/eG95aBrlZnRhfC80mHkzBxQzh3rggRtSov7KWXHxuHc0VIqNfZLHTNgk0ZQN8V3vveWt9FOFtlP7MNh/G5IlTU62wWcpNENXlMN4bRe8/NPjMbqyH4VHUE0BvOhXON+xqDWLForimAlqPZZ8LoQhI+p6G03mdWZ86FcfqgMi8/9slwtmnZrN9z4/TYz57Xs2ebjll9P9bpu+P4Zs/VJ88m8+tVex6Wf00Vx/bGUXhv7bWQv047t1t/ngDgZFsjgH4z3DuKF80bQ5Y/V/RCtm52cT7zjjB++LnwajF8de3Kt8ITd01u6f/SfX89mZmZhImsrvv5cMeDF8O38+VfD99+4tfDu+L8Gz4dnsyXzFw5CON4gT/7gXDhiW9NR5Ref/W58OBtMUjdEH71K2WsKQNoFibP/XK4Z24EapX9vBIOxrH/s+EDF54I35ptODz34G15cLrhV78yDVTNj2kZRcBpCqBZXffzd4QHL357MiL4+rfDE7/+rnz+DZ+eHqFMsfw0gCbh83PPVkYTr/zJbfnjPHPuV8KD5RfJYr8XPjAJg2ezY18+qCt/Em6LIS0Lpr/yYHks4/N0IXwgD11nw6enC8+OweTYl8c3Ln9XGOX93Bb+5Eq+6Np9Nx/fa+Ervzr5n6ezH7gQnigbs+fqxYv/bn4EdKXXVMtzUXjhQnw+zoSbf2/2espfI0/eH+78p78c7hVAAThF1gigT4ZP3xAvtLeGL5QhYVlfvSvcmF2gP/hgdfRs4qvhrhuzfm/9QhbpJiZh4p3hc88XM6b+Njxwc2y7OTzwt5M5V75wazZ9Y/j1p2dhZOrKF8Kt2XZvnCbmMoB+NDxcCSiFVfaz7PvXn66M2k1cCV+4NVv2xruytSbKx/TZZxv2s1NHAH3n58L8IXog3Bzbbn4gO1qlagCdjCzOjyLOju/bwj1zvyChDHFnwvhgMudvH7g5m94Lb5tfOFz7yq+GG7K2M+XCmckxaB71++pdN+Z9/cojk+OzXt8tx7cMs2/Lno+55vnju9prqnwuPhuaNj25a5AGVgA4vTYbQF+4MBmZrFU54FaGic5KAkBXUKm3lR8L6KzpyF/6GdB5K+3nk5/OQ1DjMtOabafrMXXrCKCVeaWO5eOt4+LWcvU2cukgjGNQS4JzRRZc4+MqPwJxMI63nNtGxOf3o/MY9Nl38VzNQmNqvq/VXlNNx3vmWrbtfOT4zLnwTz9+d7j//3my+sU9ADhF1gigZXhrCAULAujkNuR8e6WWDBP1tsn0gloygK60n0Vg6q4tC6DvGk1udcdb77XPW050h6nyMZchsfsxzffVufyAfVe19bWglgygceT48JE7Zl92K+rM9e8OdzxyKIgCcKoc6UtI6Wcbm5RBrrxGf/PeUWV6ka4wUW+bjJS1BZW67gC60n4ejPPPSjaHmnndgapLU8DpCj0dy+ef+Xw4fC5+znXvbPY462OgxzcCeu2RX8n7Ht37zXx6oyOgxXP1zvnPdGTm+1rtNdV0vJtcC1cuvxgu/pf7w923vrv4Zn3TRx0A4ORaK4BOfw1TY3iZqQfQ8hboDdmMZT4+ukoALW+bLxcEuwPoSvtZftZyYfCY2IoA+sEHJ7fdy29mnxmFzz2bfhh29hnQu+Y+LNnxGdAsJc4tvdJnQF8OX7g1hr4bQvndqc31nfnmvWEUH/8v3RdmX3UrzR+v1V5TXc9Fu5cf/GC+jTJwA8BpsF4AzWLZ5Jvf8WJ/Xfj5Ox4MF198dfat39dfDd958WL4g49PvlAyG0n8erjnbXGdM+Ed42ydb5WfgYujQs+Fxy+cD+/+18uFibm28gsm8dvo8Rfjz75qHF7N9uXBO28JH/n9cuEFAXSl/bwS/uS2GJriN6vvCY8/NzsOr7/6Yrj44J3hlo/8/jSUbEUATYZ2rz1/ofjm+ShcSH63VPkt+L2zty3/Lfjs2N+29DfVbwwf/4OL098akP6Ggb233ZM9A4W1+m47vuXzfiaM7npi+lsVXn3u8XDPLxe/tik9Xiu9proD6GN3/Hw4f+H/rpwn8TE/nP+qqzPZOTJ7DABw0q0ZQDPXXgpf/vQ7Jhftzrou3PGnxTqZrt+vmVcSjlYKoJmu39kYazaStSiArrafcSSx9feAxkpCybYF0Ojlp4tff1T5naV9/x7QlqoF4Wj1vtuP75WDcXNf1103+SX3tWO5/GtqQQDteMxzv1cWAE649QNo7lq4cunxcOFTt4R3nrt+FkavOxv+0U23hrvvfzJcKn95YuLaS/8tHz16Z/kXdrIgcf25m8Ktdz8YLia/uLErTLS1vf5itj/pX5vJAvDZd94SPnXh8WRfFgfQaNn9zL3+Yj4yelNyHPK/sPOpC+HxcgQxsyggtesvgEZlyKuEoV7/EtKN4eN33RlueXtxvIq+HzlsSmLr/CWkYsac2NeF8JFyu/GvW52/Lzz10iOtx3K511R3AH392xfDg3ffOv/6uPOR0PiQAeAEO2IAhdWtH8IBgJNAAGVwAigAnG4CKIMTQAHgdBNAGZwACgCnmwAKAMCgBFAAAAYlgAIAMCgBFACAQQmgAAAMSgAFAGBQAigAAIMSQAEAGJQACgDAoARQAAAGJYACADAoARQAgEEJoAAADGrlAPrj/+s9SimllFJKrV1rBVAAAFiXAAoAwKAEUAAABiWAAgAwKAEUAIBBCaAAAAxKAAUAYFACKDvprrvuUkptWQEsSwBlJ7nYwXZxTgKrEEDZSS52sF2ck8AqBFB2kosdbBfnJLCKHQygB2G8N87+u8iyy7GL+r/YLXr91NoP98Nobnov7O2Nwv5hMQ9OMAEUWMXGA+jBeC+Mm67aB+Ow19iwQLyQj/aDazip5ovdYdgfxdCX1roB8Cj/AxP3Q/DkdBFAgVVsfgQ0Bs25wDgJBuvkTwGUJu0BtBb8Gl+PyzhKADX6zukjgAKr6OEWfEMISEPk9NbkpEbJgnH0tDpyVRvRyhNs063PZJlpW7rc5Odx0n+63fY+Mnmb0axts0oA7XquK20xrCZts9dB0e9+2R7nJ6+v6XqT6crr2P88cUoIoMAqevkM6OH+qHJhn03XR4aSwBAv4ukQaTadT8bAULmI14NlGjjqbenPyQhsHkKW6SMjgG6l9gCahL+iZi+r2nObvv46XwdFv+nrc66vdLreBrvnmWeeKX6a19QmgAKr6OdLSJXQmFzY50aYkoAwHZmqXbi7Amg9tKZtrT9HHcF3blm20dIjoEV4zJ/irtdf5+ugqd/666Tr9Qa75erVq+H8+fPh0UcfLebMxHmxLS6TEkCBVfQTQDPTLyOlF/a5i3yTePFOgoEASoPlA2h8CRUj8F2vv87XgQDK6dMUQtvCZySAAqvoLYCWF/Tqt+LjhTmdnoSDOF3+W5qGhnxktOVCX2+rTHcFgiRQdPaRyafnQw3Ha/kAmr7m2l9/c897fP1OpwVQTqc0hHaFz0gABVbRXwDNL8JxJLN2Ic4v9Okt0KK9Pj8Z9Zx+qSNPCtWLewwQs3Wy0NoYAuqBoBoo2vvICKBbqT2AFs9jUmngbH395U3J62A8Tl4zAiinVxlCu8JnJIACq+gxgB6DOGpVuV2/hk30Qe+27mIXg63XDSdUDJ5d4TMSQIFV7HgArY94rTPqtIk+GNrWXOySEdXKSCucMgIosIqTNQLKqeFiB9vFOQmsQgBlJ8WLnVJquwpgWQIoAACDEkABABiUAAoAwKAEUAAABiWAspPu+U9/qtasJj/84Q/DF7/4xfDhD384vOc978nrtttuC1/60pfyNgDYpL2vf/3rIdayBFC2QVuQolvTcYsB81/+i38ePvShD4Wvfe1r4Xvf+164fPly/nOcd/vtt4drb7xRLA0ARyeAspME0PU0Hbc48hmD5muvvVbMmXn11VfD+973vvD5z38+/PSnPy3mAsDRCKDsJAF0PU3HLd52j6OdbWLbRz/60Y3cio99/cZv/EYean/u534ur/hznNe1DwCcLAIoO0kAXU/TcYuf94y33du8/PLL4f3vf3/jCOmy4rqf+tSn8n7+6I/+KHzrW98KP/rRj/KKP8d5sS0uc5TtALAbBNCFDsLY34ffOpUgdTBu/1v+XW3J33Hf2xuF/cNiftRHW+4w7I/m5x+My3Um1dfflW8LoPEzn21eeeWVPBxevXq1mLOaN954Ix9l/Z3f+Z3w4x//uJgbwrf/j/81/I/f+wfhJz98JZ+ObXGZuGxchybej4CToYcA6g2S/k2DVB74ktdbDJyj/SzmZbra8iCYBL3e2+LujFqCabbeeLbc3H5vUFMAjd9277r9ffHixfCxj31s7Vvwv/u7vxt+8zd/s5ia+R//53Xhb/b3wk9er46+xmXjOuuL70HVQD+t5PlYWnw+Fq1X+R+Ponr5vwjvr8DJkAfQzf4aJm+Q9G8apGLIq1zoYwgsAl5X21yo6LltqmleTS24blJTAI2/ail+CSl+4agujozGz2g+9NBDa38J6eabbw5/8zd/U0zNvPTg28Pf/of/Lbz5/1W3G5eN62zGBt6P5p7XuriN+nPa1/ug91fgZBh2BDS+kScjBKPiHTsfGaqNFsRbkmV723rTi/l+dsHO2+J247zZsrFmXU/2bZzc7pz1lWncTu3xrLQvcXZcfkHgYGWtI6Dl8xCP96K2TYfMrrappnmFGDzja6cz7BxNUwCNI5vxVy3FoBlHQuNnPuNt9zjyGee95S1vCX/wwP3hR9//7yG8ea1Ya3nveMc7wptvvllMzXzvS78UvvuFfxx++qMfFHMm4rJxnc1oeD/KXxdN5/DkfaecPxmpjs9XMq9pVHPuea+r9ZHVrJvi9bCp9zCAHTFgAK3PTy/E9bZ0umu94o266aJQyi82aV/Jm/lcWxoMsul8wSPuS76NtF82IQ1Ss1vbZc2Od2vbXGhInss+2qaa5tXkr5n0dbY5TQE0ir/nM/6qpfht9/h5z1jxtnsc+Yzh89J//kz47gNvCa9d/Lch/GS1EBpHM+MXjer+53/938OrX/5EMTUTl+1vBLTjHK6PmGfT+eTc8zovDa4LA2Hl+Y3bz9arv2+kKsvH/W97DwPYHcMF0HJ0p1blG2k64hlDw/RNvHO9lov53Drpm3e6bx0Xn6lknXX2hV60Ban55ziVtM2FiuT566NtapnXyTLLrKf9uIX8FnscDY3fQo9fOIo/x3lx5DOGz8u//zPhu/dfl4XQ3wrhzb8v1losfp7z137t14qpmR9d+Wb48WvzwfTOO+/s/gxoHrrK82/Rcaq9HrrO4Wm/tdfP3PPabRZGu7ZbtrU81+u8hwHskGEDaGPAK+Rv/nG9uH7yhtq5XsObb/7GnW4/3Z+ON+/W7STrrLov9KY5SMXnoG0Eqt42mZ4+nfG5nYaMPtpKcZna6yS+9tPX1fRc2LyuANrqzWv5yGcMnzGEXr7vH4ar+Ujoct9UL78Ff+HCheq34H/vH4Rv3/u/FFMTMXhu9lvwtXO+8xwuxXUmwS9fdMUAWopBNF8/brPyfKb71PB66Fy+9nia1gfYAQPfgk8uzpk40plO52/Y4/oFomu9ljfvaqfLjR7kF/20r2zZvJ90nRX3JZrrl01Ig1R6m70ePrvaJs9NOcJUe456aEv3Ja9acJ219fd6WSuARj+JIfS38vCZj4T++5/Npu8uGhcrfw/oBz/4wfy2/l//9V/nvwM0FT97+gu/8Avh+9//fjFnE+rnfPs5PDuXJ+J0/prJn9Om97RCY6hNttv5nrTB9zCAHdJTAE0vprGKN8zKxTmZX8rfaKsXh1zres1vvunnsfayQFsNkB1v3rXtTAJLbZ0V92WyvAvEpq0dpE65Ix23N/8+H/mM4TMG0b/78seLhuXV/xJS/PZ9DKPRfffdF+666678582pn/OZtnO4Pj8Z9Zy+p8y9OUXx3E/Wy6t6zre/J234PQxgR/QQQKF/Auh6jnzcfvJGPvIZw+eb164UM9f3h3/4h+Ezn/lM+MpXvhJ+8Rd/MXz3u98tWgA4yQRQdpIAup5tO26PPPLI9O/BX7p0qZgLwEkngLKTYpBS69U2eeyxx8JTTz1V+XISACff3p/92Z8JoAAADEYABQBgUAIoAACDEkABABiUAAoAwKAEUHZS/IXlSqntKoBlCaDsJBc72C7OSWAVAig7ycUOtotzEliFAMpOcrGD7eKcBFZxTAH0IIz3xtl/N63W7+F+GO3thb29Udg/3PQ2+3oMLMPFDraLcxJYRX8BdBr+0ioD2xDh7TDsj2LwLCaPKj6e0X7W66ZseP9OGRc72C7OSWAV/QTQg3Ex6lhMFw73R2GUzxwigG54GxsMoPE4TAK5ALouFzvYLs5JYBU9BNAY/BYFqzQcxpHA6kjpOEmNB+O0bdZv8/xZv5X2PDjWAmlthHYSjNv2pTY/n7lMf11aRkDzfgTTRVzsYLs4J4FV7MXwudEAutRIYS28pfIAVrTFkdRqGp0Ewrb5lX7r26i3pSEvm077K6X7Mve4ura1zO11AfQoXOygX88880zx07ymNucksIrtCKD5LftkhDENfel0qW1+pd96KEym6wE21bUvbQF0bp1JtW1iYpmQShsXO+jP1atXw/nz58Ojjz5azJmJ82JbXCblnARWsfkAmgezRcGqHt5aguJUnNcU6urz03Xr/STTbQG0a18WBdDutNlAAD0KFzvoV1MIbQufkXMSWEUPATRmtfglm4ZwlQW1uS8h1cNbEgJjP2lT+SWmtvmVfis/R7Uw2XQLvmNfJuu09Jf/XA3H9X2c5xb8UbjYQf/SENoVPiPnJLCKXgJoLg9S1VvSs9HFajisfGFoPK4FxaStHIFsm1/pt7qNuelaH+WXhlr3JW3Lk2V3f9WR1KoYTmfLZZWOrOb9CKCLuNjBMMoQ2hU+I+cksIr+Aij0yMUOhhODZ1f4jJyTwCoEUHaSix1sF+cksAoBlJ3kYgfbxTkJrEIAZSfFi51SarsKYFl5AH322WeLycUEUAAAjmLvueeeC7GWJYACAHAUAigAAIMSQAEAGJQAyk5q+gKEUup4C2BZAig7ycUOtotzEliFAMpOcrGD7eKcBFax9+d//uch1rIEULaBix1sF+cksIotDaAHYbw3zv4bHYb90SjsH+YTK0j72GUn5XFslosdbBfnJLCKHgNoDE57YW+Z8HS4H0aj/SxqNtmSANq5jwzNxQ62i3MSWEV/AfRgHPbGB9k/eyH7p5sAyopc7GC7OCeBVfQWQKfBswiiM0Wg3M/m5yOkHwv/ahT/LWqyUhIeawE0BsFsuVE5o5gu15/OXxRAG9eL25rNizXZ9dr88vG0bjtTa6uMBMdjkrTNDk/92MR1ao9j4TbXCeu7x8UOtotzElhFPwE0BqHpaGEMUGkoKsJcGkory0ctATQPWGmorIfMZNm5tlR9n7LpdH9K6fY69zGqb7vWf9rPXFs53XBs0nUrP0fpNuNkve+Ty8UO+vXMM88UP81ranNOAqvoJYAe7o8qI3PV6VpoijrDXbF8PiqYhq9MbSSxrEl+q4e1xNyobGKuz6KP+j52bXuu/2RfGrY9+5hCw7Gpr9u2zVPGxQ76c/Xq1XD+/Pnw6KOPFnNm4rzYFpdJOSeBVfQQQItRvHpQmoa3dQJotv54nM2rha2GMDezRgDNA166TtJHUwBt2/Zc2wYDaNs2TxkXO+hXUwhtC5+RcxJYxeYDaAxJlTAZTUJka8jKbx23BL/K8nF+GkLr07GrUTGd9lGTby/dh2zZuFI94MXpso/GfWzZdn3ZdLq+7cr0ggDatc3JRLXvE8zFDvqXhtCu8Bk5J4FVbDyAtn7rfRrumkLWZL18pDRfJg1d9eUnIWwacvPQVaybVxrWkhBYV1uv/IjAdD9i5aOusz6q+5hp3XZsGs3mZ/s/H0hn682O16IAmunY5qRNAAU2pwyhXeEzck4Cq+jnS0hUNY4KcxQudjCcGDy7wmfknARWIYD2Io5ktoxSshEudrBdnJPAKgRQdpKLHWwX5ySwCgGUnRQvdkqp7SqAZQmgAAAMSgAFAGBQAigAAIMSQAEAGJQAyk5q+gKEUup4C2BZAig7ycUOtotzEliFAMpOcrGD7eKcBFYhgLKTXOxguzgngVUIoOwkFzvYLs5JYBU9BND4d9BHYf+wmIwO98Mo/k30sb+Izma42MF2cU4Cq+g/gObhsxZI4Yhc7GC7OCeBVfQbQBvDZ2zfC3txRLSodGD0YJy2zdZtnt/d13TkdVrjMGku9nF/XJ1/UE5Pqquv0fRBHYRxtv442b9ZW0YA74WLHWwX5ySwiv4C6MGSwSsPaEkArKbRSQhsm1+X9pUHw3T7k6A4aSuCa9rJXFBM10/XjYrHOG1Lw2ptuwJoL1zsoF/PPPNM8dO8pjbnJLCKvb/4i78IsZa1XACNI4GTUcHKaGCpNtI4HYHMw1oyXWqbH7X1VQ+teTAs108DZGFu+TirCJZz25jUZPF6OJ2s1/i42RgXO+jP1atXw/nz58Ojjz5azJmJ82JbXCblnARW0VMAnYW7uTCWh7k0sM0HuMm8NOSVavO7+tp0AK21zczv/3Q9euNiB/1qCqFt4TNyTgKr6D2ATqaTEFoPc0mIPNwfVYJbnI7rtc3v6msyapoEw8p0QwCt3yqvTE+Cb30fJtP1ABqn2/phU1zsoH9pCO0Kn5FzEljFAAE0moTQMizGEcLprezxeBbg8rCWtI32szU75mda+8rEkDhbJwutXQE0qm0nDZxz+zDtaxJOZ/Ob1hNAN83FDoZRhtCu8Bk5J4FV9BBAt1QcHU2C6+bM34Knfy52MJwYPLvCZ+ScBFZxggNoMeo6HZnsKyQKoMfBxQ62i3MSWMXpGQHlRHGxg+3inARWIYCyk+LFTim1XQWwLAEUAIBBCaAAAAxKAAUAYFACKAAAgxJA2UlNX4BQSh1vASxLAGUnudjBdnFOAqsQQNlJLnawXZyTwCoEUHaSix1sF+cksIpjCKDpn670ZyxZj4sdbBfnJLCKHgNoDJdNf4NdAOXoXOxguzgngVX0F0APxmFvfJD9sxeyfxICKEfnYgfbxTkJrKK3ADoNnkUQnekIoIf7YZSPmk5qtH9YNGRa2yZ9jLPtNa6XONwf1fZlsp/T5eO+Jtuo7nZb22HYH43C/n7ZXjyefH+z+c27whG52MF2cU4Cq+gngMbwNdrPolkUA2IaxNoCaC2MlsEuX29RWxII8+CXLpuq95NMzwXG2FZMd7Xl+5IFz1qwFUD75WIH/XrmmWeKn+Y1tTkngVX0EkDjSGM6ClmdTkNg8nNthLGsPNd1tVX6i9JwOi8d8azs19xI7WTZ6fbb2hZsj3642EF/rl69Gs6fPx8effTRYs5MnBfb4jIp5ySwih4CaDEiWA+MlRHRlgBaC3lTXW2V/qIFgXA6QhrXS5YTQHeKix30qymEtoXPyDkJrGLzATSGtWnYLE1C6SSwtQTQ/OdymYk4Qjlbp6tthQCaycPjuBYq67fM0+mutrbt1ddho1zsoH9pCO0Kn5FzEljFxgPobGSwZjqK2BZAM3loS0dOl2lbPYDm+5L1MbeftW1U2lvbBNDj4GIHwyhDaFf4jJyTwCr6+RIS9MzFDoYTg2dX+Iyck8AqBFB2kosdbBfnJLAKAZSd5GIH28U5CaxCAGUnxYudUmq7CmBZAigAAIMSQAEAGJQACgDAoARQAAAGJYCyk+75T3+q1qwmP/zhD8MXv/jF8OEPfzi85z3vyeu2224LX/rSl/I2ANikveeffz7EWpYAyjZoC1J0azpuMWD+y3/xz8OHPvSh8LWvfS1873vfC5cvX85/jvNuv/32cO2NN4qlAeDoBFB2kgC6nqbjFkc+Y9B87bXXijkzr776anjf+94XPv/5z4ef/vSnxVwAOBoBlJ0kgK6n6bjF2+5xtLNNbPvoRz/qVjwAG7OlAfQgjPfG2X+jw7A/GoX9w3xiBWkfnDQC6Hqajlv8vGe87d7m5ZdfDu9///sbR0gBYB09BtAYAPfC3jIh8HA/jEb7WdRsIoAyTwBdT1sAjZ/5bPPKK6/kAfTq1avFHAA4mv4C6ME47I0Psn/2QvZPNwGUFQmg62k6bvHb7l234C9evBg+9rGPuQUPwMb0FkCnwbMIojNFoNzP5ucjpB8L/2oU/y1qslL7LfgYVrPlRuWMYrpcfzq/HkDz5dYJsmwjAXQ9Tcct/qql+CWk+IWjujgyGr+E9NBDD/kSEgAb008ArYxoxiCYBr8YKMugWZgbAW0JoHmITEc166OcaVgVQE8yAXQ9TcctjmzGX7UUg2YcCY2f+Yy33ePIZ5z3lre8JfzBA/eHH33/v4fw5rViLQBYXy8B9HB/lIxE1qdrI5rRMgE0HzFNw2Ymjq4mo59lTbJtPZxykgig62k7bvH3fMZftRS/7R4/7xkr3naPI58xfF76z58J333gLeG1i/82hJ8IoQAcTQ8BtBjhrAfDacBcJ4Bm64/H2bza50nnbu+nBNCTTABdT9dxi7fY42ho/LZ7/MJR/DnOiyOfMXxe/v2fCd+9/7oshP5WCG/+fbEWAKxu8wE0hsJKmIwmIXKSFVsCaCUsNoyA5svH+WkIrU/HrkbNI6BuwZ8oAuh61jpub17LRz5j+Iwh9PJ9/zBczUdC/XUkANaz8QDa+q336WhlQwDNxPXykdJ8mbYAGk1C5zTk5sGyWDevcj0B9CQTQNez9nH7SQyhv5WHz3wk9N//bDZ9d9EIAKvp50tI0DMBdD1HOm5v/n0+8hnDZwyif/fljxcNALAaAZSdJICu58jH7Sdv5COfMXy+ee1KMRMAViOAspME0PU4bgBsAwGUnRSDlFqvAOC4CaAAAAxKAAUAYFACKAAAgxJAAQAYlAAKAMCgBFAAAAYlgAIAMCgBlBPh3e9+98oFABwPAZQTYdVAKYACwPHZ4gB6EMZ74+y/61ph/cP9MNrbC3t7o7B/WMzrxWHYH/W9jU066nMwHAEUAHZHDwE0hpYY5mINFCCPZMhQKID2RQAFgN3R0wjoJoLLUOFnyJAlgPZFAAWA3TFQAJ1Mj8flyOheGKUpbHoLPG1L+2jur5w+SPqd3UavrdO4jdq6o/0sIlYd7o/C3ni25SiuM93/ln6nYXN/XLTFfakF0GLd6ToH5bKTqmy2tW3BsW1dr2n/MrXlK6PYKz3W2NVs2crHG/J+kukNEEABYHcMGECT8JMHkLI9tqVhJJvOF0z7aOqvmI6BKU1q2fRksmv9NAjW2+o6tj3XlvYbf86CV7pvaXvlGGTmQlnsO122pS3/uR5Il1mvaf/S9ihOr/lYW5+XzNx+HZ0ACgC7Y9AR0MbwUg8qU13hJ5nOw0wcYUvbo2SZuI3pSNysJput9z0vHfGMI6JtI5bVftOAVirm5SOFtW02HIe43XxWV1vD/k/3t3O9hv2bW37ZY9jQV+vz0g8BFAB2x+4H0Kk4Lw1FyTKt24ia+qrJw1RcJi6bBK3OftsCaLaP43G+r5VVG/o6SgBdvN4aAbTW10zTYy3FPtLnpR8CKADsjuMPoE23ifOkkq4Tf06WiWGoaIsjkmmwmY1Q1tevBqDZeuly7fLglgXH+YDW1m9bAC3n1datH4d0uqttbv/j9DLrNexf3p70lRznVR9r+/OST1T3awMEUADYHT0E0ElQmdyiTcNLGpJqgSUPJOU65e3u6joxwJTtkxHEoq227uyLRLVt1pdr3bcWeRirBrBca7+LAmhUHKtyn2t9VbbV2lb00diWaV2vaf/i4i3HOVrlsdaXTb/glbfNb/soBFAA2B09jYAynCUD9AkngALA7hBAd54AGsVAuWoBAMdDAAUAYFACKAAAgxJAAQAYlAAKAMCgBFAAAAYlgAIAMCgBFACAQQmgAGyFn/1n/0apYy2GI4ACsBViAPgndzyk1LGUADosARSArSCAquMsAXRYAigAW0EAVcdZAuiwBFAAtoIAqo6zBNBhCaAAbAUBVB1nCaDDEkAB2AoCaEv99jfCd4pj9PRDDe1zdTE8nS/9g/DHv93UviM1fdzDPA4BdFgCKABboT2AloGq7nL4bOPyJ6wEUAH0BBJAAdgKjQH0octFaz2ExJC14wGrtxJA1ykBdFgCKABbYT6AzkY+F4/8HYQ/fqVYuDBdJw0yT5SBNoTvPHGw3PrpfjxR9PXKN8InFq63qL2r37RqgXLh46kH0GQfLl2sLVOqjyZ3tCfb/07y2KrHs6v/Wdvc457+D0cqDaBrHs+GfqvPkwA6NAEUgK0wF0CnQWfRrfYyeJRBpTY97ScTA9hcvwvWT4LNVB5sll1v1X5jW1q19VZ8PJ+9lE80hM/6fiw6HkV7sv1JiGtbflH/ifi4p/0W69Wnl95OotJvuf3mEkCHJYACsBXmAuh01Ko7OEyXS8JbGbryUblFQWbR+kmwqYyaLVpv3X7nqra/qwSzcoQ02YdPPPGDuXnpfi1qn9/+iuu3PO659erbOerzlJksl7QlJYAOSwAFYCssHgGdBYyJSTCZBpcGzYGpGtgWrr8oMDWI663b73xV93f5AJpIQtt0v6Yjoi0BsqV96QDatv6i41muV9vOUY5nuf2Z2b6XJYAOSwAFYCvMBdC2QFEPQA0jY5VaFNgWrd+2H4vWW7ffuart7woB9DtPXJx+ZnIS0pIgl+xXY4BsaZ/f/uxzmUut3/K4FwXQTR3PaRhNAnIsAXRYAigAW2E+gGZVho7MNFS0BrD5QJNPrxDYGtdvDTbrrbe433qVyxX7u/TjKaanx7A+klxffsn2+vaX3p/5kezK457207KdlvVWO57VsJy2CaDDEkAB2AqNATSvWbCoKgNNrPlvR0d5EFkYkBas3xlsutZb1L5MYIpV29+lA9/s8U1H/aajh7NtT6THckH7dPtV1cfQ1f+srf64Y5icd7TnqanPeviMJYAOSwAFYCu0B1C1VTUXgE9GCaDDEkAB2AoC6I6UAMoGCKAAbAUBVB1nCaDDEkAB2AoCqDrOEkCHJYACsBUEUHWcJYAOSwAFYCsIoOo4SwAdlgAKwFaIAUCp4yyGs/eXf/mXIdayBFAAAI5CAAUAYFACKAAAgxJAAQAYlAAKAMCgBFAAAAYlgAIAMCgBFACAQQmgAAAMSgAFAGBQAigAAIMSQAEAGJQACgDAoARQAAAGJYACADAoARQAgEEJoAAADEoABQBgUAIoAACDEkABABjUjgTQw7A/GoX9w2ISAICd1UMAPQjjvb2w11Sj/SxKrmOoADrZ9/FBMTnVsv3D/TCaPr5ae6WtqU8AgNOp5xHQGOjG2X+PaogAOtnGaFQNi4f7o+aAmS+fLHswTgJ2fNzJ8nkY3cRxAADYfQMH0EloK0cFqyODi9rqgW4vjMoZ+fTRAurBeLK98t+q2vajuM3KiG66TP1xbyqIAwDsvuMdAe0aGay0JeGuaZ0jBtA4ylmG2c0E0DgZ96kM0+vvGwDASTN8AI23qqfBLFbS3tpWhLv92F7r76jiNpPEuZkAGn9O9nNuWQCA02vYAJoHzDRAJu1dbXmgywLpeJzNawqI65t9xrNa09v7uRUDaC3URs3BFgDg9Bk+gKYpLA2dXW2VABj7rIW5/HZ3LSCuaekR0Hxesmzc3zKQzu1P3OfN7B8AwK4b/BZ8DHjTkcZ8RHPW3t5WD4CTENoe+NZXD6BzI6TpqGe+3bKttv08QM/Wmw+1AACnU88BFAAAqgRQAAAGJYACADAoARQAgEHtXbp0KcRalgAKAMBRCKAAAAxKAAUAYFD9BdDK78gsqvxlmLFt2T9NucqyAABsvZ4CaNNf/kl+Kb0ACgBwavUTQDtD4+RPWFZHRWvzspoMljYtW//rStXpyl9TSkNw3Cd/DhMA4Nj1dgs+DYKjeupbNKqZh8W20dKOANrw9+SnkwIoAMBWGORLSLMw2hYqM7W/nd6+bEcAzUNmsi4AAFtnkABaikF0cse9Firz8NkRKpcNoFNx3iTIpgOiAAAcv34CaP1WeK4+UpmExoZb55UR0LnAmdxKT5Y93B9VAmecnt7+z/txCx4A4Lj1NAI6/6WiyheCMtPb8kVirHx5aDyujGrWl43BsnHZPGQW82OlI6cCKADAVhj0FjwAAAigAAAMSgAFAGBQGw+g089fKqWUUmrnC/rQUwD9rFJKKaV2vgRQ+iGAKqWUUqqlBFD6IYAqpZRSqqUEUPohgCqllFKqpQRQ+iGAKqWUUqqlBFD6IYAqderrP4Z7D/8u3DuqzR99dfaXxEKtvaPt9uTP4R7cPps/uvfvwuG9/3E6rZTahRJA6YcAqtQprhgKJ+oBNIbSJEDenk0cfjWMFrXFYFr+3DZfKbVDJYDSDwFUqVNfDSOgc4ExWWbZtiSAxlHRdDRUKbUrJYDSDwFUqVNfGwyg2fTcLfi4/MH/WyyrlNqtEkDphwCq1KmvzQbQet1+ULTFEdGSQKrUjpQASj8EUKVOffUYQJPRz9lt+O7AqpTaphJA6YcAqtSpr6ZAGOe1fNGos61a09HP/GcBVKndKwGUfgigSp3imn0LvpAGyTh6Wcxe5dcwTSsG0/RWu1vwSu1gCaD0QwBVSimlVEsJoPRDAFVKKaVUSwmg9EMAVUoppVRLCaD0QwBVSimlVEsJoPSjpwCqlFJKqZNQ0Ie9F154IcRa1qIACgAAXQRQAAAGJYACADAoARQAgEEJoAAADEoABQBgUAIoAACDEkABABiUAAoAwKAEUAAABiWAAgAwKAEUAIBBCaAAAAxq4wH0Z//Zv1FqrQIATodeAug/ueMhpVYqARQATg8BVG1FCaAAcHoIoGorSgAFgNNDAFVbUQIoAJweAqjaihJAAeD0OMUB9GJ4Ot/jH4Q//u2m9iPWb38jfKfP/o+l+jtmAigAnB4DBNCD8MevFI0Vl8NnK8sNXQLo6iWAAgBHN2gAffqhcl4ZZNJ5Q5cAunoJoADA0R1TAM1qGtDSkdBZMJ2YtX32UjHr0sXasrMw9IknfpDPyZdJA+ATl/Ofou88cdC6ftf259uiWhB7aLadmXSZ+dHg6TFZuL/VKo9H2l55/Pm8ju0lj+fpJ4ptv/KN8InY1vA4JuvVj9kmjsmkBFAAOD2OL4CmAagz3BQhcBpk6tOzEFaGsry/aaDLVAJpGSrbttey/XrV+0sDZFy/Pr1oewv3t1bl4y9D49xxXvbxJWJfndut91Gr+rr1Y1CfTtYVQAHg9DjGAFqdPx29mwaq+ihfNfzky79yOTwd+8hH/Mr2lvDTGsCS/qLW7afrpCbbm1u/vv25wFjrf+H+1qs8fkV7uX7Z/6LtJY+l8rw0BPtZNe3TEY7JtF8BFABOk+0LoNPbx/MBsJx++qHJunH+ZL0s8JThplx/YaCrTi/cfmt/tbDVsv1pe4Pu/svp+Sr7nB2H2bFauL0kOFafl9njnmnZpyMek3SbAigAnB5b8xnQaVhpHbHL5pWjc5cu50En7y+flwWa4nOT020sDHTV6UXbn29fMWw1jEhWauH+NlS5TrbNyb4myy7a3rT/+QCa1jSM5o9r0TFb8ZgU24glgALA6XFMAbQp/NQDVzXM5MtMA0xUXy5Kgs3CQLfsdLH9eqArp8v26fbq0/X+qoEvhrR8euH+NtXs2OYqYXPB9lraqzXrvzpqWuzTkY/JrARQADg9Bg2gVUUoqdQsFE3Ul0n6SsLWdJQuDWALA119Op1Xqm5/up2oGIVNl5mO+FWk/Tcfi/UDaHWb80GyY3vJY03Xa3oM0xHohn06+jGZlAAKAKfHAAFUqaI6PhYggALA6SGAqh6rYQS2IXzGEkAB4PQQQNVWlAAKAKfH3l/91V+FWMsSQFUfJYACwOkhgKqtKAEUAE4PAVRtRQmgAHB69BJAlVqnAIDTYeMBFAAAugigAAAMSgAFAGBQAigAAIMSQAEAGJQACgDAoARQAAAGJYACADAoARQAgEEJoAAADEoABQBgUAIoAACDEkABABiUAAoAwKAEUAAABiWAAgAwKAEUAIBBCaAAAAxKAAUAYFACKAAAg1orgCqllFJKKbVurRxAAQDgKARQAAAGJYACADAoARQAgEEJoAAADEoABQBgUAIoAACDEkABABiUAAoAwKAEUAAABiWAAgAwKAEUAIBBCaAAAAxKAAUAYFACKAAAgxJAAQAYlAAKAMCgBFAAAAYlgAIAMCgBFACAQQmgAAAMSgAFAGBQAigAAIMSQAEAGJQACgDAoARQAAAGJYACADAoARQAgEEJoAAADEoABQBgUAIoAACDEkABABiUAAoAwKAEUAAABiWAAgAwKAEUAIBBCaAAAAxKAAUAYFACKAAAgxJAAQAYlAAKAMCg9r7xjW+EWAAAMAQBFACAQQmgAAAMSgAFAGBQAigAAIMSQAEAGJQACgDAoARQAAAGJYACADAoARQAgEEJoAAADEoABQBgUAIoAACDEkABABiUAAoAwKAEUAAABiWAAgAwKAEUAIBBCaAAAAwohP8fGchr/pjI0gAAAAAASUVORK5CYII=) In het verslag staat precies wat er is gebeurd en op basis waarvan een inkooporder is gemaakt of gewijzigd. Als er al een bestaande inkooporder bestaat van deze leverancier, die de status 'Nieuw' heeft, zal de inkooporderregel verhoogd worden met het aantal dat besteld zou moeten worden volgens de instellingen in de niveaus. Als er nog geen bestaande inkooporder bestaat, zal deze worden aangemaakt met status 'Nieuw'. Nu kan de inkooporder worden gecontroleerd en verder verwerkt worden.