Hej Bigfoot,
Det finns ett antal sätt att lösa detta på i Excel beroende på vilken version du använder. Men om vi fokuserar på din fråga att lösa detta med funktionen LETARAD() - som finns i alla versioner av Excel - så ser utmaningarna ut enligt följande.
Jag förutsätter att du har en tabell någonstans där du hämtar dina översättningar. Jag har därför gjort en exempeltabell för att åskådliggöra vilka utmaninga (och lösningar) som finns.
Så här ser mina osorterade respektive sorterade Lookup-tabeller ut.
![](data:image/png;base64,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)
Alternativ 1a samt 1b - Användande av LETARAD() med exakt matchning på inledande tre tecken och sedan wildcard
Alternativ 1a
Formel i cell E3
=LETARAD(VÄNSTER($A3;3)&"*";$H$3:$I$8;2;FALSKT)
Alternativ 1b
Formel i cell F3
=LETARAD(VÄNSTER($A3;3)&"*";$K$3:$L$8;2;FALSKT)
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WaVCbKk9fHRY/uIR2ki1eSPdcV6cglQ84P0bOvcbq30xX635aDnY/sguuC6oV56UP1wv0dhcqK8lbKNUl3rjoT3ygbl+6S6FFe13WyOiadkX6QXpxOCrVtpIFf/CBdtF/Mix/SPZWnbjrS0f00V6LN21Ca/JQ2TT1dbRPvUf2RJtkDv0dl5btSXl4nzh/aDerLlqdNF5+77M5Oh/+pzHw0XXmn8l5RoMPeSM6BhdrHYTaarw1A41TWScqaBgm8//778N//+60+8Ljuuv8rEXAgi1MFOmiVA6/8d7nF9MEHH8C//uu/xgIPDGN6+eWXpxVwoAxwPweCRvvzd393C/zt366wbxf8Px/oKJgQc4bzdag0gOG1kA8N3q6BJakTx/R8MKBBhJdLvHCeMR8fiIhHSkv5XemIV14u5qf7rjoQfboiLzjY7d69W12pPP7cpo/PqH5UF6KD9/GDPCDoiKNL9OlK9Fw8J8kd89tlE037iunsumB5LueM+LHlYdPE/5iWNj6T7LlOXbrDfLaOXbTxXlx+esadwTga/L5LDvy5S950z9YP/redM05run6T/rgeXLwk6Y7qjPKyP1hv25YwTRI9mwb/n0/HLhvl+cnuyF6T2gSmyUcPaSNPVHfbVvG+y+4oHeXjPBaiE8qfT29INx+9QuqZRseUFuWS9kN5eb1s/uJkysvCNC6742noN8kHy6nkT1Ggg4OMpMrpk64kvCpJRrX07Pe//z385CerFPBIWuGgOk8F6HCBDNc94qnU1zNnzsDzzz8fAR64anDw4MFpBxzYUeGpVZs3/69Q1XH/Br6z4+qrr0q9wkGEqh102IME1Quv+IwPwq4OnxwDGjRoIHIN0PSMBjjbKSFavEzOT6GDE/GJdIgvokNlEA90H6/0jAZRLM92ZFAmSBPv08CH5eF7KuwPlmHnpzQkC5ecMI2rbMrLry6ZUP3tOlL97PucHv2meiKfWAbXSRLv9CypDJselYlXyo/lkR74c9dvslOkG/ehNKQzSod5bB0h71i+fZ/yTNeV5MZ14eKlWN1hve32gvST6LnKx3vEqy1vfMZ1nKQzSoc04myaysc0+fRF9o9lEm1uY1QGv0d54mhTPeN0gnylseVC6MXxUogsiB+8cl0ktVeUFT5HWfAP8Uq08Bn+tvmj9sTT2XRcdsfT0G8s06ZPzyrpWlbQgRWVEKtKUnf5ecETmAoBHMhJuUFHErhIelZqKX344Yfw61//2gce6NBjJzOdIVVUxy1buhXoyGQydEtdn3rqnwFXOhCQoKzwf9pPOUAHDlL2Fztb+qBc7ef039Wx08DpGljwHh9kqQy80sBM+WhQtssgfpBH/J00KCAtGmDwN/FNVyqL80G/48qn53Sl+iJNm14+GnxQ47+JNskEaXM5kAyoHniNkyvSIjpcr1QGXvE+p0W/bdliOpInz4/1ttMSXVd6fEY8UVl0temk0THJm2jhNUkuxCOmc/Hp4tGVjssCf6M84sq1ZY1piW+77jbdqfzP627bDX/GZW3zT+ns/CQjkiWl47Twt00P85GseNo4WZO84uyT+OC06LfNcxyPmJ6Xb+uX6CEP9sdVF5KJnRb/cx5s/ng/RGXyq6v8JHpYXr62h2mQLq8/55voU9n0n/NFvykN5i9ULi7+uBzwuf1BuSXJmNITHc4XPau0q4COStPIDOKnnKCjEFBRSJpSqQM7sBdeeEEBj1dffbUiAAfWbfXqVVBf/wO/mo899o8KbNx//33w6aefqn0d11//fRgc3O+nKfRHKUFHoWXO5HQ44BQyQM1kGSXVnZyMfAM3Ps+XJqmcyTwjB6dU5RM9l8MzGT6nIy/KxOX4c15KrbtS0+O8Jv1GfZWyraMdID28lvJTiE7SlFdqemnKruS0LkBTqfyWFHR8sO2h8PG4rzwE35or4VWVqvzp5qtcoCMNmEiTdrLywvCzgYGBigEcuIn9u9/9K7VRnOp26NCb0N3dBbjfBD94+hidakVpCr0K6ChUUqVJRw4kDszyKU4CNPMb54TTjKI9c1tcaelzldLporrEzfym5276chRi+1TfUumu1PTSSA/rUEq9lRrEYF0K0UmaOpeaXpqyKzltoZMllVKHokCHvZHcBxYKZMgbyStFuZXORzlARzEgopg8xcoWT4WaijeNx/GXzWYB3zg+Pj4Ovb3bYfnyZYDgoxwfAR3lkGoyTXQeMASgVI5Vcmm1+bSUjn2pJIT6RL2W0tHEepZytrxUdU1DhxwulE0cUExDT9JOXgKl1kmp6U2+hpVDgYBvKfuFctcuNegoN0NCf+ZIoBygA6WHICLtp5g8acuohPSvv/5btU/jf/yP1XDjjT/yXwBYDt4EdJRDqvlplnoWNH+JtZWCBvJaBm44a1yOcJrasgSpjUigsiVQjhWqctdYQEe5JSz0YyVQLtARW6A8mFIJCOiYUnFLYSIBkYBIQCQgEqhoCQjoqGj11DZzAjpqW78COmpbv1I7kYBIQCQgEhAJpJGAgI400pK0JZWAgI6SirPiiAnoqDiVCEMiAZGASEAkIBKYNgkI6Jg20UvBAjpq2wYEdNS2fqV2IgGRgEhAJCASSCMBAR1ppCVpSyoBAR0lFWfFERPQUXEqEYZEAiIBkYBIQCQwbRIQ0DFtopeCBXTUtg0I6Kht/UrtRAIiAZGASEAkkEYCsaADHUL5igzKbQNnz56FfF90XuVbnTLguhUdVqcORW+iN7EBsQGxAbGBUtiAE3RwR0F+53eKRUYiI7EBsQGxAbEBsQGxAbEBsQGxgXgbENBRwEy7GFC8AYlsRDZiA2IDYgNiA2IDYgNiA2ID+WxAQIeAjrzhTfmMSJ5LRyM2IDYgNiA2IDYgNiA2IDaQZAMCOgR0COgQGxAbEBsQGxAbEBsQGxAbEBsoqw0I6BADK6uBJSFeeSYzImIDYgNiA2IDYgNiA2IDM8MGBHQI6BDQITYgNiA2IDYgNiA2IDYgNiA2UFYbENAhBlZWA5PZi5kxeyF6Fj2LDYgNiA2IDYgNiA0k2YCADgEdAjrEBsQGxAbEBsQGxAbEBsQGxAbKagMCOsTAympgSYhXnsmMiNiA2IDYgNiA2IDYgNjAzLCBigMdJ06cECe4CoHQ+Pi46C2l3kRm1dnJit6qU2+db+2Ggx+8JV+RQcXbANqqOOHV2c/MNL2lHQ8rAnRkMhm/gQnoqM6GltbwZlrDdNVXZCa27rILuVceuxDQIYCrWkCngI7y9AHSt5Zermn9mGkHHQg4du3aJaAj5Sx5pTWetIZXafxPBz8is9J3gFOhR9FbdepNQIeADgEd1dl2p6JflzKKs4204+G0gg4CHAI6ilN2JTWStIZXSbxPFy8is+q0e9FbdepNQIeADgEd1dl2p2uMlnLz20va8XDaQAcHHAI68iu20o0/reFVen2mgj+RWXXaveitOvUmoENAh4CO6my7UzEeSxnF2Uba8XBaQIcNOAR0FKfsSmokaQ2vknifLl5EZtVp96K36tSbgA4BHQI6qrPtTtcYLeXmt5e04+GUgw4X4JgZoOM4bL+nARoammH7WH5FVpuxpzW8stdv8DFoaEB5B9/mbcf9vUNlL7+APToVJ7MCeC5IbmPboZnJveGe7XC8VLQrgE7N6c3RVhoaHoP9FSDrguytQD4FdJQSdLwMDz/4HfjKyvD3e9tfrviToaoBeKCtltL2Zzqt49uaQ76A8gva9ouMC+w7k+zHNR5G5R34vVMKOuIAx4wAHcoRewwea2uASnN+kwyq0Gcuwys0b1nSKUeKOU7GEX5ssHIAX8XJrAQd0Fkl96CDQd1iB1RLNl9zerPbytmzsL+t9iZIBHSUHnQIyCilTANaAjpKO04rJ7jGJr/K4jcV4QOEx0OaXGe+F9JE/8vIf8pARxLgmAmgQxk9Imsc4GvQ+MOGV9oOo6jGFXGkdGOoJOe34mRWRIcT1s1+eKyhASoJ2IX5K41d1pzeIm1Fy0kBjxqaDRTQETi1k5/t1ysdAjpKKdOAloCO0vTV1P8L6CitPEmueA2NhzFjCU8/JaAjH+CofdChHV7tjNWmYxYyvEk7ryVoILbxq5WO8Aw8bwjT8bviZDZZvZnVvFoLy7Fto+b0ZrcVsoO4+/S8yq4COgKnVkBHKWVReloCOkrgA7D+SUBHaeXJx0Q+HhYyUVV20FEI4Kh50GEN3oUohiu1Gn5zw6sIfpXMg/0cKoazwlaYKk5mrJMuSoeWnRdFY7I8TEH+GaO3GgORAjpK6Ry79nQ8AJ3ytvOS7GkR0FFaJ1mBDr7PcAasyE/V+BuMh3Y0CYVaGT9sKsKrCgUctQ46IiCjBp2zwPBK21kU3XAcMlZ6qCDgUXEym6zD7pB50fqbLC9lzD9j9FZj+hTQUXrQIeFVpZRpQEtAR2n9CFnpKK08+bjOx8OIr0vjMI4l5QYdaQBHbYMOHU7FT1Gi37UU+84NjxvktP12OUyue9QopuFacTKbtAxqM3TQtuGa01tMu4gdQCZtJ+UbAG1d8f8COgKnVsKrSimL0tMS0FHaPkJAR2nlyftVPh7qFSVrEzmOF+UGHWkBRy2DjjglVNqsOzeiYn5zwysmf8nzOBypSpN5xcmsBM6ktvfw3hm8V0kb+CdrazWnN0dbcelxsnKb7vwCOkrpHMtG8skDt3h9COgorZOs+rMKinKY7r6wlOWHx0MKqbKARzlBRzGAo3ZBhx3jxhpSBW5snowhhg2P1bMEjmxRfClHSvZ0FCW7SepMO6xM9jXW2VecrU9SX/qYY6YvjH2uMZ1hOxDQEe/kpnegXXs6vgMSblUaGQvoKK0PIaCjtPLkfoVrPIz4AGwPTUk3khcLOGoXdJRP0VzplfDbZXiVwFcl8yAyq872IXqrTr0J6CiNQ5weoEi5aWUmoKM6+5hK9jfKxVva8bCkoKMUlTpx4oS8JXKyM5fTkD+t4ZXCVqqdhsisOgcW0Vt16k1Ahzj/aZ3/6UovoKM6+5hq90mK4T/teCigYxoc9GIUW+l50hpepddnKvgTmVXnwCJ6qz69zfrplSBfkUE12cBUjEFSRvX1ZZWms7TjoYcrC5X27e/vB/lWlwzQ8ERn6XQmMksnr0qxL9Fb9emtmpxN4VXAEdpApfR3wkf19XdTqbO042HFrXSgsOQjEhAJiAREAiKBUkrg0KFDpSQntEQCZZOA2GrZRCuESyyBtLYqoKPEChByIgGRgEhAJFB5Ekg7OFZeDYSjmSIBsdWZounqr2daWxXQUf06lxqIBEQCIgGRQB4JpB0c85CTxyKBsklAbLVsohXCJZZAWlsV0FFiBQg5kYBIQCQgEqg8CaQdHCuvBsLRTJGA2OpM0XT11zOtrQroqH6dSw1EAiIBkYBIII8E0g6OecjJY5FA2SQgtlo20QrhEksgra0K6CixAtKRy8HE0TGYyKbLJalFAiIBkYBIwCGBc6ZPzUWfpR0coxTkjkhgaiQgtjo1cpZSJi+BtLZaw6AjB2NPN8F8z4MljwxC9tzkhVtSCucmoP+BReB5Hsy5vQ8mKo2/klZWiEUkkJuAvvtQ/3XQ8txE5PGMuFEpMjgzCOtuOB+8i5qg56jDW60BZeROjkHm6ATkqJ9JI/tsBrrva4LG29ZAz5sVJB8HX9kXWlSf792wATKfhBWXdnAM55Z/IoGpk4DY6tTJWkqanATS2mqVgo4sDD/ZBHWeB95lTdDtGghzY9C+zFNO/bzV5XLqczB2oBvWLJsD3uzlsGGk8CWLiefM4OjVB/lO9sOa788C78Ll0B5H68wgtK9uhMYG93dVWz8c+c0GWHWL+3ko3+oN0O/7uwXIFHIw9uwaaHLQXvVQNwyeTHBIPhmDntUGZDVsgOEzLkPPQWa7Rf+2Jlh13xpYt7Eb+kYmIKEEF8HKvXeyD5rmon3OgsYtY7VTrzQSL4EMskcHoeeRRt0XeB7MumwJNN7XDv1HC2+LvqOKbdHVl6SpUwWmzb3ZDvXnoa3NgabtY5rDFLLPvrIOFsHZ0MoAACAASURBVGFf6y2Cda8ULtdyi8LFl6or8vqny6F7NNxbpB0cy82/0BcJxElAbDVOMnK/0iSQ1larEnTkjnZD44UaUOBKQf0TmajTNtEPqy7WaZY/Sc/RaV6nnOaWJya3+pEd7YN1t8xXoAZ5SDUgnxmENVdq3hY90O+vwgTOzxLYMBIeMMnQsvvW+A6WLjeQg/r/g5/Blp/WMb6s54pXc++8emg3A3NBMs2NQfeK8+NpX9kCfTHAY+K5VXoGkmR1wOG85KPvebBodTdkHFlJPtVyzR5YZ/SY7Mhl3+yGNbc1QtN9lVjvybWnQmUQp1PMv4TbM/99eQv0n2Q5zwxDe3MTNN6+BvpCqxk5yDxRr236shbod4JhRqcKf4493QizlWzmwSqzqla47HMwtqURZmH+i5qgj8t0WmURwxf2+5di/zYPWp73Z1QUp2kHx2mtnhQ+oyUgtjqj1V9VlU9rq9UHOjAsqTnsVM9vDhx30lZuZINxSOpgDTm4zKmdd2eRqx/ncEWgEeZxByfVgJyDzFPL9SA+m8/GMefn4lVsBYJqhNccZJ40DpK3BFa1tUP7k+z7VA/0j2ZhYqQPuun+E+ugUQ3CHniXN8G6Jyh9N/S8MKYBT4EyhTP90HKZBizzGtaYsjfAmlsCfSxpG44CQAxfWczBz2xofNrMuPLqTfRDi+F1/i3rNP22ddBy+3KoUzO1msaihyYHGHmR0/M7B2NPLdeO7sWroC/sGzGWcjDctkSnu2INDFYa2JpUe2IyKMqZzcHwoyib2VDf3A39rwzD8L4+2HAbTQQEDjYKNATo+WrGuQnou32OkvGshm4Yc2N9ppMS/MxlYWw0A2MxAL0EJYRI5E4OQveja2DdlkGYUPVjsk+0PwA4l4X++0z7/lF7JGQpVNBU/onj65MMbLhB9xP2ZFTawXEqqyNliQS4BMRWuTTkdyVLIK2tlgR07G9rgIaGBnhs8CycPTu5b743kuOSemR20zEY+rN7FzZBzwkA+GQCMvvaoVGFtHiw6L4eGBwpYuDPDsO6q3FQq4OmRzZAy/eNM+3gwWkouMqh8ntQdx8DS+j83DlPO5jL2iHjcn4KSWMXiuVdYZx13NtiP0eHrECZ5t4kIDcfWl5glCb6/FWlKABEoGRAFgNqix4ZjvASAEWLPvI80Q9rCLigo1TqGVe0jwP90Le9B3qe7Yfho9kAPGXHIPNmBjInWZ2Rp3NZmBjNQGbUgDcj29xEBgaf64P+A2OQRT1+MgFjb2Zg7IxRKjpMzcY55nZD9DD2Hh3TN/th3Y/MytIN66DvlUw4Lt/WJeU/kQXADbWjg9D/bA/07cvAhB/fnoMs3X9hGMasKvkks9he+qAP0yDfnDYmKrQ9YT1e6YeeLd3Q89ywcXqNM+vLYAMM456DfX3Qs70PBt8sMIwuOxE5hCEAFwQ6cpA9Ogx9Zv+U9+fLof2FYa0zVIffnj0I2aTRma9zXv9zmibKtuf5wUCvvvCSf2DfhCsHhYGcHGRPGBuz+oTY+yczkHlzzNd5bkLbr69rbn/Y1/i2gXybuj3dDd2or4kMtP9I9x/Rtg2QO4m23gPdW3pgcNRhTKj/kX7oe64fhrH9oOywPnx/CZMt2r2ygy19MKwRkhFmgXwxIGxPTqQdHJO1KE9FAuWTgNhq+WQrlEsrgbS2OjnQMbYdmhXY2A+PTQXo+GQMuhtmK8d8zi3t0POomfW/1AqLOJeFwYf0/gHv+xtg+HQG2lfM0g49c3xVOFLakIpzOCj2QwYdMeawuAZkl2oxzEivkiyCdbQCgwkZrboHYmbyMY1xvGPTWIXmRtth+Z+i04Dx3I4p9UJlin7/9iaYg/L7s+XQzUJUgpjxaKhb7mSfCXfwoP7RHmg3+pt9W09k8/zY9iYdBvJnjSH6ukosnMKrC8vOqnO6vzmYeGFDsBrE7AMPIJg4x1ag5iKANZ5fbgx6bjfAYW6jvp/NQM99S+B8RsObVQdLLrecNjYbS8Azd6If1uHeIMw766/hH+691m2vGFcfE3o38XyLtq1Zi6D+akOLeLm6BXpe6NH7j+geXq9eA4M8pAhX8p5aZYXwzYFFi01dr14Hw6cKaE+fjMHgUy2wZLauux8KOLcR2nGlgckAbVOH/wRpF93XH7GP/HrNwfBG0ycYG514ocWqS1BG/ZNjkMVQTcXjHGh6VrePiQPtgT1g//EJQEi2iy3ZXroK+sgu8jHJZuhJ90lZVNjjnyPPBKJ0atWuZ+H92cE+DXzktzdzn8lZOeGYht3j/Uh2xGEfl9WZ/iq89yj7Zh9sCIWXarliuCitpkzsi7areYsX6T7Eq9d2gP2K3yfOgzpalfU8oD41DV+gQIfu6yk/yTft4Ej55CoSmGoJiK1OtcSlvGIlkNZWJwc6/FWNqQEdwb6AJbDhlWwwWLG9CUpwbLZr/up+yGYzsMHM1vnOj3G8Ft3XF8y+ppS6cgiUw3I+LH+qgM3A6KjeokGTfbpKQCsm9AjnIE/0QKNyQPBErj4Yxtl3+tqz8KYuE88TyHFvki1YppCFwUcMkLtynR/qkzvaBy20AvGngSOhiufg7wqMsZ8IwCA6r6GJUQYUI890ZYJZbMdKSErd6eS4J4HtNbmsHpavqIe6PyPHdL46WSo32g3LlYNnQBU65m0U5jYfVj07BjkFQsxKlefB7MsXQZ1ZVSObq6e9Rf4mXq3r7GgPrDKrUbg3qOWZ38IAgWYOEHB2/IZ1YZDg15uFYvl50Ilzge15UHdZcJ/veco8wVal5i6CRZcbezU0FVg8k6c9fRKczKbq/ud1sOiKwFFXcvBlQLJGmS2BRSSzPzdAzq9f8g9cXep7tNHfN0Qn1gUObVCO4gnBz0iWhV2h7WZh7Pk1wUqqOqQCjTRGtkw2zrBCF8uf0MrBLBViaC1eRHPgKuJFmne/j+HtCve0bQz2rGHopgK9sw1wP9kTHFhAIY2+7IO+Jvdmt9+3oHzmX73ICiEN9h5he+B76uZduQjmU/ijmQAK77eZB4uunh8G4zjZozAehclZ+vE8QLvEPU3U5+XjSwnPl28AWkioaQdHyjfjr5+9D2Pj70H28y9mvCimSgBiq8VI+hzkPnwPMu+egdykTbWUtIqpS/XkSWur1QM62L6A+c16P0ZsOI6/mdBjYIA5tY7jFItRcfaFNcbJsVYtYogFwCK6IhCi9YrbFUncRO6MzWbOkmtFJ41MGZDzzquD+hWN0LhsCXNM5kDjE8P+pngUAa6AaGddOzc5PP2K9jLgqgEPkWL0444QnniWABTbpxMj64Ju+7PCHnjfD5x5BHdN5qAC5ehhWNtqM9N/ZQt0PxmsBNQ/iqtSOoRMr3DUQQuCECWACeh/yOzJ8OpgzT6NstAh06cB1cGqtnXQaJxKPLVsw4FgNcp3mMmBTKoUB7S44b65D8YwbAbD68xKCzptdc09wX0Ku8M9MrjYxjZmL3kkmLEe2x7UN3Cu49tTUL9ZsLwt2EeAM9brHtgA/SdzqiwtAw8w5GmDWfXz6+wtyXuSFLYZdYKdD7LQcZ0PjX6ZWmABWA+vFqg9UrSJ/OIm2NBmTsTzPDj/hjXQT6sXlmx9GbIVg6Q9YrkzJjzvzQwMv7ABltPKxZZBM3EQhEJFVMxWQJc8qvdLKfskm0Gd0sroJ8OwwYR7zr5F70/JHiAZBStkgX7MPQ6YL2qE7jfNbMCZQdjwIwNOad8Npr3NAMjLV0EPnRD1yRj0P7kG1mwZhuzJfmgxNjd7Rbt/Up0CEIbv81eY/TOWbOc0bFCn4OU+yUI2i6uJBsjn44sEh/Iyh3T4cjHP0g6ORHJmXP8A2eNvQfdzh6D/+IesyjkY6x+E2Sv3wpoRfp8lcf384hOYeOst6NnzFmQ+/oMrhdxLkIDYaoJwvvgIxl47BN27MzD8IfOVvjgD/b/YC97dQ9D3fgqb+/wMZF45BN17x2DinEErxdJKYLtWH6W11SoBHWxfAN987c/YcXABEIAR5pwmLLsXZwzhsJtC9hhMPGvCk9ChCoXIMFoXxW0s5pvIo7OC9sqJqtO5Cei5Tc9UR+PH08mUbyJXM8Xc0bu8EdY9b630cEfm+8GqRrBaEThBile2idzeAKr1wwDUn7vCr4K9E/7qD64C8djxkKJ1/XVd5sOqJ/uhH2PTn9wALSsMwFDHGetOLXDUAtnPu707cOCNo6OcT9YP+jr3Z+418AqFYKEsr26JnKrkbyKPWfkJVScb7N1BW/BXkdjmfwRW/n12upuaKef7ha5YEzrFCcGyBo/sRKC49pSbgB6zMTtUXohZLoN5KjyIRObLKy/QYm2G26Lnwbxbwid9BWA9OK1NscPrzGjMvz2cH7hsuQyZk18Xd7gB2jUDfZG2Y8qNPdZbyVnbnA4XYiFkJi+B9KCeFErJQL4/KaHDFJX9mXv+MbO4usBPAmShYJ7ZexTs/6IyQopVq0L+aVfYz/Ejdj8JwkMX0f4yDorVamhALw1ffi42Jvgri+Zh2sHRpzkTfnz2DrQ/NADeygHw/udvIfMZTRXnYGyPAR2vfQjw+QT0bRmCVT1vx4c/fvwO9HS8pGmt3Avr3vpoJkiwpHUUW40XZ+7UIWi8S9vqoi3HIEumeu4M9G8eAO8nCDpyAB8egw2bh2DdYNwewXOQe/ctWEN233wQBumFbjateHZm/JO0tlodoANnpM3xt3Ma2qF/RIcVDe/rhiYTA8zjo/29AXw23XdqCwyFymdK3GEpaOWEhSdd3hIOkeG0+MZizkMhaXh6/M2cJX+QpzQpZRo4AOfDkuYN0I7OOe1B8OZHjqcMHCDcyxGEgg1ubzGz/EEMPbIUAMWY0CmcVaYQOae845zQmFUotrLidgTnw6rtDEhherMfRaVfvAYGzaJEAEhsObDVgMXG4eebeMnRvRw3xpPbbRSEzrsJxSOnklTnugZ7d2ZD09MB34HeaLVJ5w7uz4NVeLQoWx20bcVffeDvPohrT9zp4w4sZ1o5s8EekeBUriwMP0ohfAWc1kWbvXEF4UAfbGig8LbZ7N0nDKxfbu1fYasIZANzbjNAkvHLZYunrvmawhWxPO9aCQBbAFapLH5dRKsVrFz1U7V7vbIw+5YeGDsRgJj5l5pDBnAzeJYdRIHOO+7T4bZGh1NE7jH5+MDYMMFWcnT/ykKhLo05YY+vXFh9WbDiFLR9lK1+h4gOp/Jly0/qy8tXILTg3R3RfiTt4BhQrfVfX0Durd/CEgQc6vsStB8loGCBjk/HYN0DNjBh8jn3PvS0DYB3116ovw/pOUDHuY9g4t2TMPa7D0sQBsPKrqGfYqtxyjwLY7sHYRbZauursUAhN/4GLF85AIu2jAXAhJP98G1oaRmA81tegkU/GQAvDnSc+lDb65mPAAjgcDoz/HdaW6180GHFL/OBmv/2l+tx7wHFwzPnNHBqY5zQtIbDNnXbGxadpJJWHZjzw8FTiA4rr4692yOUxvqj9iK4NpGnlinbRD6LbSJns7ihmVqcASaAQI614xqE6gD4QNHapE5V4iAm2INAT/Gag7Hn9DtYQi9AvJO/AJGlPzMYzEDjXg582eItTdDy0AZofyr6IkIV8077DdQm1+DI5bGnaQM8kw0WlR00J5154MuHOXKB/eqXtgUOlwmLMuFP7pUfVhfcjEt7d/50uf/uFUzhAwZr35N/36RXzp/S0RxYZTZUqxLUccoUWhYAgbj2lOT0+RzzuHt+ghsDdnMcBw34+WN+BE4tytucDMfAunLamZB5uKOviz9b7m9wpmLiZBsKXeIz+pQRr3iK2FGz92qk3z9IAVdT8PQ8tSo3OhEKS+TZge+lumEd9Gw079z40TroecL8vnIN9L+wwTjvDHAxW/NDjZjs1T18M/lqA9bMpnkqXwFTtVfDbCJnfVjQ31Jqc+V9WQhI5cBvJ65N5JbdAuqtUL58FtjEgw1UACDt4OiTrfUfX3wEw7/ElYmXoKVrCOavHID6nncMIGCgY9+byknTwEQDlLqOty2H7ixMHB2DseyHMPwM0uSg4w+QzbwBTS0EbtDRG4T2QynCtmpdF6Z+Yqsxiv7sJHT/bAC8liFYt3mvsi8/7I+tTvQOvcpAtLa3poEgdFlRP/chZDInYeJjQzMCOpD+ACxi9jr7Z7+FzKfnYpibmbfT2mrFgw418CnH2YPZV9Zbb+JeDkvMCohHqwdqBjt6eol/8tLc0rzgijs4/gbPJJtjg70NUgJa4RNiOLkgTbD5kz93/fZP3LHetJxaptzxuTJwPJVjQKE0fggQdy48qLtheVhnK+r9zb7BDD4DilcHm9SpTmqzOm20xpe+WX0HpUt1ZTPy+fSXO9EHLVQ+gScERyqenTk6odC4nAJS9D4XHyj55c6Gxid6YA0duWzVK5hdj87YRuvJQs+4fnADtHqXhQcevufDP6Uqmh5Xa/T+CBaSSPtyzAlUHAjEtadQ+FzM3iQ8YalJxfZb9s6AYLA5OlrbuDuBzDzwT2piYJ32RFB+n9fz6mHd0xtgOatn8L6OqKx0flfoElGOufogoPA2rMD0k+adLt58mE8nbW0fAzyZaz7a458uguXfN/ssUP+kZ25rfBO5kr3hQQE93V+GQjARbNL7OehN5LkMtC/TKzYI4CZcYy8L21vib3A3p/ORrfv7y+Jki4aHK4sF8kXixj52mV79mUV7RuiZgA4mCevnx8dgXesAeA/9FoZP6dlf74FhGFbOFQMdL5+AwT2vQj3OCt89CGt634CeQ+8HK3+cLAKZCOj4BDLPDcHyTcPQPfAW9O1+FZYjrYd4OBcnMnN/p3XkZoakvoDc8d9CvVq9OAZjh4YVsPCBLwMdfceOQc8vB2HeygGY/dBB2LDzEAyeCp0NHojs8/c0kLFBB+4PwRWV1iFo7z8EGzbo/03977ltPqA4o36ltdXJgQ5zZC6+o4N/J/O+jtB7Ovi+ADyW0g5B4RuTaYYcY9hVyBUPo2LOV8gp07Yxsa8dVt3WBC1PxhxV6zChYOY97KQ5kupboXjm8DsqAlrBCTE2nSCNvR/ETkn/2YDuD/J6MPc3ZxYqU+YAcMdTnepDTi3NLOLqh3HQZ7tetqZmS42DRDOrCihqZyEAIgC4AXfw6TVQ77993pwURVWczJU5R/Z5/livrHrBBq444KqN2Ux7RQv0PN/uO6foxOLbPPwXNrJVoOwB2jCMTlpgI0EoFuoxq45ipc3QdOISVst3iNmscGx1MRTL7N0J6YeFuoTvs/S3a+cxWKFgoS8n+wNQZJ2S5IMZqz0Fs//6yFZaWMiO9kN7W7dyiIOy0N4pBUAQapMAtPDksKc3QPtzmdCpc7mJYWinI4zZpn1wnd6kBMnAIgKyiSwMki3zcME42UbClGK1EzzwQUChbVhnDQ5QMCFaizUwD1abKHRLn7ZGBYZtTcs5kL3hAdsjnahH7VEdm9wUHBLBN5EbIOBRuCAWlpuA4e0bYMNzY5Dz+1/2HqJPxqCHvdDVBzfcPm8PVg4V/2n4MhUOQgbZag8JQ0AHkwT/eQ6yb7wKi1YOwPJnT0Lu3IfQ36lnkNcd0ie3hfZ05AuvItJO0OE/BPjsQ5g4+hasW4Oz1iyWnpLM8GtaR25miOsTyPSa1TO0zU/fgQ0Y6td8EPrP/AGAg473c5A3vIqEFgc6cCXlrkHoPq7BCu0lmbMh455wIXoz7JrWVicHOvwjcyf3QkD+QkEOOtDRphNuQhscmVID50yfDhS8wI6HUTHQ4c2GRT9aDkuuqId1GBLBZlc9jPk2B7ewIszPHGS2rIEmDMNpaIT6K4wjiqE2OJt/SxOseZqOrozmBgQdZqaPhxWhg5uhE3RoFp1fTby/79jyZ/7vWep4ycB9w7COwLH0B3l0ZouQKd9Ebs9A+2FRyrEeZ0fJcvlzebC4fVwZwBOs/P0B5Dy5roug5elMQhgKL6OA3wroBDpcdEsLrHtkDTT9yLx9GZ2q0+xdHLPq9aZYDEehlziaYz9xRUnNOHsezLl6OSy/gTaim3qo93sgT2wTL8XEo+NFpwGxI4cDu/Zg3veXQ/3VddBIR+7a1WN7d0KhWOzFkCG9YXqz8Z3uBytpHngXL4HloZPJsB4cCCS0J3SsafXRm69POfvRIvUyPP1+lyz4G40vDu8L8EO+aALBrif+R95pY/ZFS3RY3DJ694OW97zbe4I3i/uOvgcehtHdsAgW3YkneAV69MOuWLggOtVqxSBOtmzl0g9dcvHL7vkgAY+VTbFaF4AHrF/gUNvhYXV4qp/fCThszdgfvpjQI/uz+p/5aGusb1NhZ/7eDDaRgcdCX42rmMFqs5JDlo4ERl7xlLt6WGSO+aYQtkUKrOcLIQz3i8l8KcMIjvSOeXlo2sGRqa52f37xIQw+pWdw57QOQuPPB6HehJMsego36bKVDtxIPinQocOrWn62N4jJx5lkAR0R+xJbjYhEgwwEqbjS8ZC21UVmQ/mqwffLADrYpnRkB/eANA/ArJ8fgrHPHfzN0FtpbbVyQQebXfd4yIClWD67hS+/80+/scKooi8JMzN9zClxzsxTeczJoMHTvtphU5RVXVn+0EZdvqnWBxHaeVL00Tk4mYX++yxH1kq7ZKM+TtMvkzmWfnlFyjSQMXc8dUnBzOksaNz0pL/h3z7FyecLAPy3xZt9BjwsxpYpOi6ND7RDP3sZIac1md/Zfeug3rx/wy530QO74OV2884Db15oc3aw6mRWBXJj0Hef2QDt64W96Iz2Filda1DDY+JzI8Fm2vlmjwOCgMB5R3uYBXFhYMFm5bB+Eu+rd5Hw9Aiqm3zwRPKYf7mJ97dOk4ptT+jYPut6Id88c3wu2rIBdsvaA3DA34Xhh+o5tKv2IJj8vqypvdRB40M9kOETB9juVoTfNaJs80xwklIwCaAddf2iQlypmYA4GaqX8JkwpabtYw5GHbfozdsx79Rx5FC3Qu2Dh+Gx1TrvYvbiSszlsjXXPYTCR3ugke1XUrq/sA7mm/fVhEAVrvwtC8tTpb86OD43+0o7LPdXJ7VuZl1WZ14KGBxbHCtbI4hUfCFgvEyXFV251ATTDo6Gjdq+mM20uPei/ufakWv82UtqX4d3H27S/Th8etVkQMfnE9CzHp3Gl6BlzzEYzrwF6/DkIAEdERsTW7VFcg6yGR1O5TW/BMuNrS5/aC+cv3IA5m3Cle/w6VWTX+mwQMfvMtD0kwGYt/ktWelg6klrq5ULOvDdB8/3QPeWPhg8wb0IVlv8iW8If6EHup/uhzFMdiYD/U93Q9+BMciFYo5zMDHSB91PtYc3CmP+57tVORmKhbaK0H9zMLYPj1Rth3bHF/kcDqYZoxRwY6SZ0Y6AE+R5S7eDbjf07NOn5eTOZKDPmaZd1T3kaCm55GDsgJaLenu6uVeUTDF84rlu6HlumM2kmirmsupZ9/ZBGDs9BoPbuwF/J8oS31aN6Z6jlQvk1eiGZPsUljeodRqVZsnu4EvlhvcFdoFlZowecycGoWeLw5bOZWHM2JxfzxzaUQ90P4X10nyjzvqf7YNhFhaYPdoPPVt6YPAot+kcTLzSB914n94Ngc7gyWGj827oeYFk5ah6nH7S3oegjWB7UnwrGn3Q/6Z97GCQ1rnx/uSwaoeqrTwVrq9bBljfQejb0gP99J4IR1XpVvZEBgbVEce6PSK/vi4oEV2NvSEvyk7VarmxOZXPXx5QoUJKj9tNfxInQ9Vv9ED3s4P62GQqqxzXc4ZXtI9Rh92ogw/4fc2ES86ue5jatzWktW8MMLowe3QQ+rB+Nmm0f7+9or1H+wVsO9hfdT+F+pyAnKlDH7fjONkyGRbGlz7+Wh0DHHectoRXManSzz/AxMsH9cbx3neCOHV/9WMvtLzyXhh0fPYObFAhUUPQPTIGmVN0yhXRPAe5M+9B5q1j0KNi4vfCqj3HIDP+PuQ+PQnt/xP3gwxB3+8+guxbb0DT3QI6SHL8mtaR43lr8vcXWRjcYsL+3mAdEoZYoT3+ZAh63n0vdGSuHw61/rfQf+gdGKOQaV9AZyF76iRkDmVgDYZp/WQQ2l97BzK/y+pVE7Ono67tt9D3xjHo2/KSWqFrlD0dvgTxR1pbrVzQEapWLfwJQhP4LHct1EzqIBIQCYgEpk0CLCyO74uy+Uk7ONr5a+4/vQBtJT8iF2sZ7POo6xiF3/6avRzwiywM99A7OByzvufOQN8mdjoVHW2KsfHv/huMvXQQ6ugeXWWlI2JaYquWSD4e04cd4BG5H/PZZNrnMQBN/W+HXw6IJ12plTVtj4173gsTzR6DNexkKv9UtjXDMPzx+5oW2ai5zmt7Q06vCktRQIclj4r668fpY4hE4qpKRbEtzIgERAIigcqUAB7//cgSUCFeeHRwwl4ZceRsFf4Bsr87CZlTjvdl4BvF3z0Jmfc/AvjsDIyNT0D2c3pb80cwkXkLeva+DZnI7PE5yH34HmSOvhP+4kqHyn4Ocr8bg/7+Q9Dz8hiMnXoPMu+ekfd1WKoRW7UE8oV5t8sZxwlUn38IY8dPwlj2U2173J7U28Yz0PPKOzDxOQcrSD+nVzpsW8WVDjArdqfOQPb9kzA4iG8sPwZjn9k0LD5n4N+0tiorHVNpJDgjhyc74cu7EgbHqWRJyhIJiAREAlUrATyG+Ed48t0iWPNCcqeadnCsWpkI41UvAbHVqlfhjKlAWlsV0DFjTEMqKhIQCYgEZq4E0g6OM1dSUvPploDY6nRrQMovVAJpbVVAR6GSlXQiAZGASEAkULUSSDs4Vm1FhfGql4DYatWrcMZUIK2teuPj41BJX3xPx/EzOfmKDMQGxAbEBsQGxAbEBsQGxAbEBirYBhB4FPqtyJUOAR0CusQGxAbEBsQGxAbEBsQGxAbEBirbBtIs6wjoqGD0KA2tshua6Ef0IzYgNiA2IDYgNiA2MJNtQECHAAlZihQbEBsQGxAbEBsQGxAbQN6aTgAAIABJREFUEBsQGyirDQjoEAMrq4HNZEQvdZcZLbEBsQGxAbEBsQGxgbLZwLEhaF26ABau6oWB1weg+boFsPCeXTA0UZkyF9AhoENAh9jAjLGBzJFR2H1wHDKi85rS+cjwCAy8nnXX6dRpGBgchaFTlTkIl80ZyWfjp8ZhW9dW2DYcI7d8+avkud/m0Qk7MgIdnbtg4JjYwrTZXTF2Uyu2Wo6+6MgANF91Pnz71l4YGN4Fd11xPsxf2RuAjgqz+doAHeOj0NXRCWvbNkW+6zf3wo4jU93BZGFg51ZYv3UIRrCjwwbT2QnrH9ffjV27YNueURiRQVBkU0wHPKPzmLZl2pJqU11DhTmUE6eha+Ul4H3rDuh4far7BCmvICdnQuu39Z47YMXNd0Nr14juQ5Ns/tgQNC/04MvLOmHA0acOPXM3fNu7CG7eOu4GJUm08dmpcdjR1QkbdwVgNXNwF2zEseVw5TrsmcMDsLalFdb2BnxzHYz0tsJ87xuwdPNoDYPw07Dt/oXgff1GWH8wCyO7HoY6bxZc1zZSm3UWWy2ujefrA0r0vJC+KHN4CDo2d8LGnaOQKXC1YmRwADa2PQxNK1uhdfMu2MEmYCrN5qcQdByH7fc0QEMDfR+D/WfPwtlJfOnI3MzBTlj6TQ88z/VdCM17Tk+tIZ4ahfVLZ4F38d3QhYDn9V64+VtR3r501d2wcbByBy0+QJXt92Rlc2ocOh68A25+ZCBA9iXqIMpWZ+Gv+PaIbWvZrEhbrytkORlBx48vAu9btwroqEQbnDgNOx65Eb4c6se/ASs684CFYwNw1xUefHlpHOi4A+Z6F8KKrjx04mTyei+s+JYHX2vYqvqYzMGtsOJiD7yLb4WNB5P67yzs7myFFSs3wY5pmFnXzoYH8+8ZiAK3iXHouHV62sLIi53QdGvrFI19BnR8VYOO4+Mj0Po9D7xr1sOO8RqcCBBbTTe2HB6A1h/fAc1bpwZ4Dz2Try8y9op94JxbYWO+VchT49D14I3wtVCfib7mAljxqPGJKszmpwx0HN/WDM3bjhuQYQBI2/6SgA7uHI704qzW+XDd48yITmUVYswcHoXdw6fNDEcWcEkeQy0iKw6nzEAyPg4Dw+MOtJmFkddHE5bzo6DDH7SQl8OjsO3xO2A+Gso1D0/LgMRlNq2/eSeZKJsYfeEs51UeePWbYDcbRDLst6of0ianYiILGZwRndA0B143oHQiC0MHR2HgSJIjUYMDFcmlGq4E6C+9G7YhoD81ChsbLgTPuxZa93K9URs9HbTfONAxfhqGhkdhyNY72olaqTwNAwdHYOCwNXlh+pXjx8Z1+M4xXr7YSep+5cguaLrUA29hq9Htadj9TC90McdehcpgqBR34p2gw+j/8GkY2Ooa6LMwcnhU9e+R/t9uB6yPUjHT6LSedy007wrswckX2tuqBW7n4VSMzWHZ+OygVUfiCfssHHsO0zgW2Jnq0zB8A/Ni/4erRi8OuUOJDu+Cm+dpIBVaHUqgf/wMtamonWewDeBY6up3J3JqzKOxd6jzVrjAuwSaegP5aVsh+qzNYr2pv8bx+OCoD6CcMvflRPIdh20tC8Ej0HEmCzvWXgveedfD2lB/Ecgxtd1SmZVwnUG2ivpHm4usBiT15zjuMzvKDHbCdV/xoO7BIRix9Jc5ov0/u3+ItDPMhzQHcYyItg2/3cT2Rcz2jugJFD2B/g1Y2sH8WIs/pDvQgW3Jg7kNm2DbwdOQGT8NA3u2QhP6RB5NuFeWzU8Z6LBXNBCENNyzHY6XYKWDdxIR0DE+BK3XnA9funQhzFVo8CJo+sV2aF16EZstXQA3b9bLrbhqct03Pfj2Ndea9B5437oJ1psOKjOICj3fzzt/pWPDDjlGbKXDBx20XIYD0j0LwZvMsn/ECJnxVssz1kn6G59s2eBshEtfRwag6bLwCtL8Vbtg55PYEKnB6ZWmFfM8qGsZgJGTp2HbPQvA+/pCWIgOjrKJS2DF2k5oXnEJ02tvYSE71SLnWuGT2haBjjM0M3QttL6oO/yRPZtgKc5E0+zPpbfq9muDjolx6Lr/+tDM+teua4UuXJqeMHby1QWwkNnY15Zugt3o8Kp+xQPv0muh7utBWQvvd8wq14rsy10PHHAXeOBdcTd02TN8p0aho+V6NqN3vt44iU6EBTpwJeLmKwKdaDsIVjrQ0Vjht31MtwBWPG5CYV11NH3Ul+tbobkB+4iLYAWFJMXxNT4OHTcjGGZ8XIUTTFnY3WEmnMyzC5auNyHAWRjoaoWFX2V5MI3JN9B1N9Rxet+6EVoN8Bnq0sCq7rJv6DKv2wQ7BnAsc4cS0SrINY9SmBGWHU8/dtzDTazLwvWsW7kVBhB8RMbe/xNW3H49fInX4U9uhPWDWUhqs6q//uYCqJuj5VLX8i/wT3G2cCYLQ8+0wsI/sWT4FbPScSYH2keo0bCymWCrx4Zg/a0LgrZ11cN6kqKQ/pzZ0YK/uwOu4LaIq6G4qnp4AJrruU0vhKYu7fxH21kb/OLxu6HuvMDeLqh/WI8hZ3KQry/iviv+RtvEkMfr7mmF6y6IDxlV+cZHYO11nh86yGnpMC4PFq4dUpOtlWTz0wY69rc1QMNUrHSYeF/s/L923d3Q+sgmeOKffwZLl90NrY/3QtfWTmi65nzwvnmTWsrK7N0E1yhDnAULV26C9WtvhW97Hnz7x70wdNLEhH/zRmh9Zgi2da2Hu2gJiw9W5BglgQ5lYK2K9sIHtWFwo5kxv12gw5LNy3vWu/U1dAS2bW6Fay7wwJt3E9z1aCds3HMEnn/8RviStwDuMgNyZnirCr+bf88uBTq6fmzAxWW3Quvj62GFcSq/dM3dsLZzKzTX48AdOLEzRhfchiv1N7Wt866FprWboHnljaoNfZlWuo4NqPh+75vXw12P98LGR+5QjhqG3uw+Fg6vGtqKq6IeXLD0Ydj4zC5YbxyZubeyto59wcI7YG3HVmi9GQe6C2EFzj6xfuXbDQ/Dxs5N0LTQA+8rN9bmDOpU2AMCvQev1c7EN6+Fmx/p1QAPyz6yC+5aqtt4xzO9sFY5HWafBgcdx8dh4804oXQhLH1wK3R0Uvs2oAOd5HoMz1sINz/aC11dm2AFAh3veh+0Rtq76aMIQCy8n000xfJ1BAZ6N+mxBUHN/ZvUHr+XX9wE1/yJB1+66g5Y29ULa1dp0ItjwMvYT13gwdwVm6BrZy+0rsB6XARLHx2Alwc7YSmG6F56E7R27oKOtrthITo6V+hVoYGOmwwgw7LWw9qOIVBlnRc4HkG9sjCw+Sb4sncRND2jQ85UiHIc/UzMuIcTOPejvmbBwlWd0PHMVmhehjzP0vtEWBuhsfd/P/20aUceLPzxeli7eRfsHs7TZnEfFrZD7OPXboL1W7bAHXG2gKtl2J9//Xq4a3MvdDyq2z+2S9zTgTLIDG6C6/4kJuxsKuy8nGXMAFvVtn4RrGjbBTt2boXW+ztVtEjB/blvR7+Gxx68SU0uK/ts2wrbXjmi9/1hu7u/Ezo6HoalOEGBIbnDuLJgtbP/1Qfr/v5G1b43bt0FGw09NcF5Kk9fZNsBgia09Qtugo2Do7ARJy3QbuNC8M1qpfe99aEoD7Jx7GcuwLEMVxoryOanB3SMbYfmhmbYPlaaPR1BZ0qzGCy8Cjs+nPVSs0XWSoAKrxmCjlW44qCdTAU6zmMdEo+HOzYOHeiwfvV6uAs3ODo2LSpeyDHKAzoyL+KmNjMDbxvgTPkfAzqcsnHo6zjqNxRelYWBQkCH2ViIS5S7H8GBMwApQxSOkS+WfKboqJLqSW0rNEOF8a961ndkj2lTq7bCthdHYPeLu6B16TfAu+BW2PgKAx0HR2HjCryvJxtUu8WZo3p07O6GLnS0VFsPOn3aO3bBzb0wdMT0Kyw8UtsN63sqSW7VwsupUehae5MCg8rRvPgmWGvtycPw1B2bb4W5FEbLQccbJkTruiDccqgLVz416KAZ/rr7g3AKPQvowTVxm4tDjtyFsPRR96pIhK9IeFUWdrfdCJ53Cdz8+ADs2DsCO3Z2Aq7CYnjojmf1Jme9sVsDg6+pFdt3YPej16t8BBKOnzkNOx7EcUuv6GpnCGdqg3AMGstotjMYJ024hb8anE2m/69vuMc9dHpwRZEAP9rY8FZYMcfsf8m4x147vCp/m70k1vmyZf4ytX/SL+nAD6/ClW/No2rHFHlQLe0jH58zwFbJ1peuZaeQYZhtIf255cRHwqsoxPN7D0PHnhHYvXcIOhSw1uGAVDZvZ9SuMMRw985NKlJG2dbh5L6I8vnXw72qPV3QsFUdiKH7Lc8cepCFoT29/mFE6zsHYOCA3mv2JcdeNppopX1olWTz0wA69sNjDQ3w2ODkAAeGa9FGcl9p/tIpG/j5gEQgAcN1br0e5rMlMey8MTwj0lErJ+d88BbqvRe4XNZ0ldnIuuAmaO50nK5CjlEe0KGdFA+CJW4LFOXrYGrheQzoCMkmQV/FgQ6+gRIdARzQF0IzheeofUE6npLblvyuAPuktuWHV+lwFVyxmPvjXugzqxc0K+1f590BHW8w0HHAbCg17VrplsKvEIi8Mh7ddI4D0sVmyTsT3bycMQ7PNY9QyEoFyKtK+4gMHvO4Vs9CKqf2yCh0PHgrLEQHnQFOtXeP9/GvaIdSrVYZh5Jv3tT9Cm5OH/U3nNLqdh2GxrnkRY7cNXfAzbgq7i2Eu3rNpnQMr4rjixxef0MohQKG64D1+RqevDWinQ7viluh+ZH1cDNOpqDdDp/W+xL+5HpYy2Y9tQN0iVqt0L8XwF07g30SkbHMr1sWdqgVJdPn4QoT7ntIoO8a99TqC4Yir9zl77OgUDcPQd8b0TaC7cwGHRQKwvWqftttlk6cS5D5y6rvNistqr5G5iHQYQ4GWKEPBqipfr3WbRV1emwI1qpVZw+8ry6EFQg+DhfRn6tVr/CeDnLWI7ZoJiWj7QzHn1ZYehUPx/JAgQ4DwOP6ItvuyOfxLr4Wrlt2E1z3PbPChysZx8Y1qPL7voXQvO1Xeg+c41AE6tNUdAf2g+RnVYDNTzHo0IAj2FA+OeBRHOigWZ1ZcM39vbDtxSHoUHsrCgMdylDGx2EHLdu7TsIhxygJdBwbgbU4A4vGzAYK2xBr/j81BnMyjKpvSDY0y+fWlxN0qNCBYOWCOpIgvEpAR9XaFbUtH3To0BvcFIvOac8zeAyoB3WrtsIOXOnYa77Dp9U+Df/0qoN42MP5elWDjtRG2ngylr/Swe3EdNxzNLgZMhv++IlJesacOzwCOiZlZ7SKeVkr/PM2vYI1d8V66NozBNs236FWQyKgAx133CC9Qs8WYvl6MDcrHcoppdlDrZ+RXdpmYo9RZX3U7hc7VQiUdxmCATqCFUOiHHxFQAetql4CN2/WKx1kn3h4Ba3CzF24EOae58Hc+lbY+CKCCAYS/FUfpGUmS/acNmEf4bEkCXToiRZKn5++0qM97j3fq1Y1cGbW34+Hs7XzPFD3HG1E6YM2kj+jAdLIzgLbrAEdvpwcMn/Z6NKfyFOAagHbSJ4DGg/m/piBJR+QVXmbrXlbNfpRR2t3wl1qr+cCuGv7wfT9uQN0HEf7xTDD62ilw4wfg+MKWEdAB632XXYHrO8dgh29m1T/oEAHnsyZ0BeF+kYVioXA5RtQV38TLF2G3xthoTr11ETh4EFINJ4NjsLI+Cisx9UdFaUTTDao/kL1DWwfmwkxrwSbnzrQoUKqSrPCQZvSiwUdepZngZqtwrPMVfiFFV7lL0krJ8esdBwehY62Tuh4cRSGXh+C9Rg7rGaxTsPutptg/mU3wVocJMgxskCHd9166HoRl9S3wl3X6Q1/FyzrjMTjhYyxVjrDuHqYTjJeNjQguvXlH4GIjX7nkDqdjMIl6u7ZCtt29Zo4YwyZoz0d3JmUlY6qsjdqW3NugrU7h2DHrl5Yu/JatRkcDxEYGdYdvYebx/eMwwi+DHDXLujoHYUM7snyj8w9DTvw/H7ctPdgL+x4ER1ZvZE2tH/L82B+w3ro2DUAHffjJlhzoogfr36Ryr9tzy69obZWT8WJa78lvI9OMu61w8Ebwxq2dWh94CrAzqf1/hvsl3Gw7WrRez8ioOO4AY5fuR6atw7Atq2bzJ4tPQCjw7kC94At0P3Fjj290Lr0wuTTjJgjN3RKnxiDh5LMbeiEnf+SwBcecoArCLgy0okgYxxeNg72BcvWw7bh0zDy+gjs6O2Frr2nDTjyYO41N2qn49ZW/z0ltBqAp9SoMaR3kz6215z0FXGG0KHC/YnOPR050PQCgJxI/42Yce+ll3U44nnX6vq9OAAbWxAIURuJWelQ4avnwzWq3Y3A0CuFtlkDEg1wdNqCcfS8hXfDxl1D0IWbfHF2mO3pINBSkyuSNW+reAz1JljfiydFjcK2R/G4WFztO5K/P/f7/gBYEgC9APdR7RmCgTew/0DfbCE0dY7A0LHTMLB3ADq2DqiQp0g7M6sZtGdwdyduBDcrHQgKcBIrpi/i467i4wKcLAkf+02rH3H7fofUu3bMvsNnhtQ45u9jMvu9sJxKsvkpAx1q47j/jg56V8fkQEhhoMO8OIrFvanTS/jpNmrJKrynIww6ZunwqjdodYKWx78B1zyoT0TqwhORlPGPa9CBxkagg+IE/aUxzH8JqJhE+4jBEg7i3Kgr9ncBsknSl4ptXosDndYJhthgvH0rnupA8v7qherEFHVePR0G4K9QZWFAwqv8UJOKtRNqFzgjpI7IZfrFgx4aNvknAO3u0Ic/+PpHB/FmPFGHXg6o39OReb0XmqxTjr78vYdh22E8phMBilneJjsyjqY6mpn2irFnCsA84o73r3i5knyn84oOIzspTOnvYjw58LQOqVArw2G9a9AR7uNH9qxXJ7/4+v86hkSZWT98F0gbbQYlWpfACnN6oVNP5l1Cfnw0vhtI2caFsOKftsODcXyZAzH8E6fQCTg8bvYQUtl4nQXXPT4CI4Pm/R8hm/JAvYPmGG4stewRgbdZ+Yg4Q3lAB8Wyq/4Swy/GE+jjXqdQHc24N5GDkZ0PK2Djy1qtMvbqlzQaYM5XA1G+GZwY8E8Pw6NrT0OhbVbpB8NrQvxoWSpbwD16j4fb/9fwNDA/vCrYV9NkVlqcOp/OdjCZsmveVnEvkzlswrQTPHgB34OTtz9XL4a13tE0PgLrV1BolAbhIy9uCvcfWM6Cu6HrcC66oograWrPB2/PBnRg+0jqi5ieBzpvha8RWGf3j9NKimtPMqabQBB2d+S0NjxBq8M/aryybH7KQAetTpTy6gIdeMb5AJ7jzpz5keGR6Ds1jo3Ctq1bYX0nnp4xCrtxuQr3fEzgGemIcBkafl2/30N1Tkj/xQHo6NoFOw6yJS119nNwZjRucKNzyTEfzmjxpTFOv6Y6Pd5gCvxdkGzi9GUa3tCLu2Bj1wDsplCZY6PQ1bkVOnaiXs37OMx7GNT57ni+N/GnztgOzn/3bYj2AFE6uVYEOFH6o2VmvDrOah85OKDf6rp1AHZg2zbx/S7d78B+oK0T1ncN6KM+lU2ZVZE5uGIypPsK/pz2EdRvUiGaXZ36DbJUzkxv08XWX/Wb2L92dMLGZ6w3zZ86Dbt39sL6zb2wbXBUnYtP/Wikj8dQoN5e2LZ3HDL03gu/PWdBvcF3cyesfXyrWmXw+wJnG8/CiHpPCzuDH/uMvWacSOBL9f1oi5296hx9JRd8H9CeXtj4eCd04KqOeneUWRX56o3Bvg06xIQcjonTMLALN5NuUjLgbx3W7wkwYxjVwTGW+Xqh4zYvMy+wNTYfSz9u3EMQcXgEujpQlp2wsTe8xzGiF8Mb7tnZ1rUVOvYEY2bBbRZp5JE58rRtq34zc4aPzSqE8hvgXXxHjb4gdAbYKrafwSHo2toLXS9ab+3Gdu/qz9FOcdWbj/vUTk6Nw+7eXmW7Q6aPUPbZ2QnrOzAEfyTwJ8lX8PsS9BOzMLR3F2zcjPaM7w6x/M3Evkj7mYo3Nk757RT5Rv/TMcbxNNj+d+/q9f3SUH9WYTZfe6CDDEmuFeEghhqG6ER0Ui02QJvK/RWxYBJC2TSBDraCKrZuyahadF0RfNIeDQzna4XWRx6Gm+v1ysZCXE03oLl0NkanY+mN6KWjW9k2oFZ4vspOp6wI3Ve2zKK2IbYalUnl6rDSbF5Ah3Q64giLDYgNRGwgCzseuRHmXmXejm0/x9mjhktgPobzldwhrNwBrJoG26rj9dRp2NH5MKz43gL9wspvXQ9Nj+4KVt9sG5zs/2MjsP6eu6H5GbbqO1maFZ5/ZG8n3LXyYXUIQNXZRyXJVmy1asbMSrP5qgUds356JeBXOg5xUMQGxAbEBsQGSmUD/8f/cxXIV2RQTTZQKtsXOtKPltsGUoGOzrd2Q6V8CXS8m30b5CsyEBsQGxAbEBsohQ1Uk7MpvAo4Qhsohd0LDek/p8IGDh06BIV+vYMfvAWV8hXQIQ1kKhqIlCF2JjYws2zg661XA37lIxKodAmQrUofNbP6qGrWd5o2JaBDVlVkRkVsQGxAbKCmbYAcORwcT2aP+t9qHuiF99pwSrk9on2SrYp+a0O/M0GPAjrEgahpB2ImNGKpoww4YgOlswFy5AR0lE6mYp+lkaWAjtLIUexx+uQooENAh4AOsQGxAbEBsQFjA7RPAgdHcU6mzzkR2SfLHu2TbFVklSwrkU/lyGfmgI49d4Ln3Qm9OLDw3+JsyMAqNiA2IDYgNmBsgBw5AR2V46iI0xjVhYCOqEzETipfJjMHdIhTIU6F2IDYgNiA2EAeG6he0PE6tK0ZgNUHpsDxODoEi1fu15N4eeQpjmB59FHdoENsdaa2iykEHS/Dww9+B76ykr4PQOckTsOKnl61H9p+4MHi9v3uQVWtbnjgefT9LrQdZp3B4Z/DYnz2g5/Da7wTjayK/BJW+zSi6XvvJfr6unpPUMZr7d9l5XuQ9Az5jK0L56/mfms9Bnoyq1N+PZPkn5w3Sf7ODoBsgvR97y+ZbdllWfbk80v6T+A7YpseeKGyiEatXRNkwuVH8onIhHQQlX2irome0Wu+dhZu0+GyEsvhdaip37WttzjQ0fvEACz+1eusD6D2qB0o74lX4V3ljE+F46/LDPPzKqxeuRfajhJfKa4H9oOXBkRg+jVD4bEyxsZf+9XedLRj6Dj76BmcNgl0iK0y2xdbdfRZTD5T3IamDHT86/bb4HvbXzZH7hoAsrmv6CN404AO7RiEnQUdYsUcf+WIfBcW28BF3SfHVzs5gZNinB7jDKlyOGgxNBW4QQeWPdM8Ed23IZJ3ig2hUjp0lEOcfN/N5pd/bN488o/WXztWATDU/4m+ckSZE2zr06aH6eNozdRwv0SZ+PaPcv8urL73u2EgRm1rD04WuNp20La0fCkN0ot7Fu2I7XYZ0nOob6CwTSonSsu2iWr9X+t6c4OON6ZuFcG3/SQbQoBhgZtJrD4oYFAgiEC7VekRZBXEa1I95FmxMowHHVO4ilCQ/sVWi9VxLeabMtBhv98DQchXpgJ0mNnqwOELOrmQQ0EOBF2pMfH/ihZzWDANe67oMUf0XZU+xgmxnoV4obLlGgZjeeRvN9BEmbpocXmjXhlIRNqcHjpeBEBUucwObD5c/zG/v5qRMq+LXi3cC8nE6ILkHGlbpCurHaEcKE8gExusBn3Au1kbXPJnOl+47wjSpyuH062t37WmNzfoeC1+FcGsbngrB0B9uTOOs6xPvAo480zPw+FP2iGjZ8HKRXTVwp+9VqsSAT1aoSDg0KtWFvTzgB7anKsss0pDvK8MVnM4z4t/NRSqv88LtsPEOloOcGLat/2VIi2P/dD2q70xq0u11YaCvqrwesWDjqjt+PTFVhPao9iqbyc0vpbhOk2gow9WrvwOrNxX/MsGC17pSHLo+DP/d3j1goMK9dtyRMPAQjsk2pnUv0OOKVegX57uZJRTRWE86mqBG553Bv0OOTQos0T5hzvsUF5LZknPsOE5nVyuM+XsGuBhfoed0zAv4cZsOcGKLg/LiwGqVh3CNJPKq4ZnlkywrgwYOvXhp+HycgEFDUR8kMfl6AAtgVyxDXPaKEfi81kVzmnrPJ9dBbSrQSeF8EjyYGGtVa43J+gYGnSHCEXCqbRjT8CCHHdy/gkYqBBeO6/6b8Kj1G++Z8LhEFkrE86yKGQqqaysRRuBO4Ikn75+HvxPW8cg5MvJI5Vj82jAFcmy9tpOIe0rPk0s6FBy47ZjaNjyNSCU5JtKN4qW2CrJTgFve+WRjzPy218VnULQEd7TEYRaFQc8UoEO21ElA2CDYwhccEeEOZrK8bFp8bSKrgEeCBzstFSu77iwgdp/hh2EHsjj88d3RDXVMVuyLUz+RjZWXpSLyk/ALlY3Or/TeWS2oOSsyjBgga9whXTp0JVNx0qvyuYhQNbzmtIx1S0ikzB4KBx06PZXKBhw6pl4ctgQtc3F7ZvV3q5Cy6lJnaGcalBvLtAx/Ow+NUNq61E5anxlwzjwGmQYZ50952FJdl71jEACOo7kjCt7DM9eczqap2hZen+Jdj4Ty1LOZwAMdD723w6nUg4nObXRckO8heqRnNbmUa/MhPmw5T+T/8eBjpD8qS8jIMls8V2x1XCYoNiqDwzK2a6mEHSEwUXnZtxQXvxm8lSgI86B4wMm/21CNNTMKL+Pv21nVTkmZlWCp/WdXHumNGHWlXUQfJa3nAZQubQdzmM++fvyc+T1nxkQoHRl9llw8ODpe04nl5VvAyAOFPRvA0ac9hK1ibAekP98aRxgxq5jtfx3OPe2/O3/vrwiecNghdKhTuxVR1uHlDa4uvRA9Oka1oOrnIBeOG3V34/IPrpCWI16c4GO/+8Xv3GE+YRn/LU+tWOtQUcYKOBzdKyDZzxECn+TI+/YMxGaveZlkE1Fy9Kzr0hT80khXBTbd+KGAAAgAElEQVS6pI6Pxz4iRNv8DwEezrf9PFpuUEe7HklpdZ38mWPkKwRuqJ5ypX4jDnRw+VNaCq0LyTcEOpJ0k2w/EZATsiex1UAHYrsoizQfz96XMan/o7+A7628DR4eDYORQmkWDDocAyMZgXIOaYbaAgza6fdg9b153u/hO6LaCQk7NtF7qkzbEXU5hzY/rjQ1e0+DhrAsXbOq5l5InjF5I7KK6obsAq8uhzRwoHQZ4Vlu1z2rk1G2yDeUW8+JxwSb5TzWxG+nTLRughPMeOiZFXYYkZVLr/oe15fSZdxkBOnBud8D9YyAsLByakJHvjyYvdaw3qKg4w34p3/4TfQoWh5iQjLi9yJOM3OseTrK61+jjppaBfCBQNRBdDnoKg/ObCeWZQMD898vi5z/YNN6yMlMqmMIZBGdAFjRTLt2hLVjy51in39fLsz+5J7y3chWg36G2RiXkcsG+L0kPfJ0nKb6LbaKshdbLbxtThno6NwcBhhqI/lUrHTQqoXtYCinns0mO5x87Zigw0OOju3QcsdD/w7FjYcGZsdzvwHjMyoDlZeUtnDlBh1RFeUJyczmO0n+tAcgxqnfc2d4pjuxHBctDipsPggQMXvydWvqYNsbe957bzhfwcCU0ahKXSfIxK5PAPgsm1B6DMsvAiistp0oX4uenVbRNiA3Xzl2HWrmf43rjRw5HByVzo6+DN+7a5/jKFrtKNN+DZpN9v+HwjXI6aZwoaiTHdhH2JFTTj7b4O0EEWp2OQAGevWikLKiDpMuj8CB5tNjR/Gig1VYHS0HuAB5EN1Inau9rysD/2ifZKu+7cQCBLFV1SYiYJraiNiqb0NlsFVOe8pAx0G1skHv6JhcaBWuhsStdIRnRwNnRDsICTOmlmOihaSdywB0BM6oXw6tlChFUfqgHH+2XtEP7tv5I/yF6FqOVpmNghvIVP9WTh7tu2BXf5bagAVbfshncl4D5Fw04+Rp6czXJaa3+TBhWW55RcvW/Bv7tMqJhPDF8VfV9/PIxKqbah+8TdgyU3oN2nvYFoL7Lr0pXdBqmQU6/AkA32745IBtc6wci3+3XVRju659vZEj54OOoUH4L3f9xj99CsOTyDnWzn0QJuXfd81+hsJOKKwpyMv3cJDTTWWhox+sAmgHSYVJmRh9DQTwhCmiR86UsTEDSnRoFd8kzvmgPAQ0TMgXOrK+sxYGS5EZXl5HywFOTEv7Rgz/i3/1aoUdUVx5bdUJOmw9i6367SbR/sRWp2Q/B46DaT6lDa+axIsB3aCj8jqF2nE0RLaiy5lhAwhWQuCyZsFDbemzlHqLgA6xgSlzSIJ+FsENgaDastWgjpOrlxN0iK2KrVa4DQjoqHAFlaqDEjqT6+BFfjNBfrhSGV7JEL1Xg95LqzcBHdOg89BqimNfiYzTEWdaQMc02CnaodhqxBbTjJMCOqQzm5QBpTE2STtNnaTYuNi42EDBNiCgY3r6KRX+QuFhfjjX9PBS6WNVnONW6XzXCn9iq8W3yzjbdd2X8CoZuAseuGulc5F6FN+5iOxEdtVoA19vvRrwKx+RQCVLgPa10hV5rcb2JjzPrHEiTZvyOt/aDZXypYYmBjuzDFb0LfoWGxAbKKcN0EqHXK/yT0cSWVSWLNBxIx+IrgI6pF8sZ79YKtqHDh2CQr/e2bNnoVK+1NBKJQihIw1WbEBsQGxAbEAc7MpysEUfUX0I6JB+qlrHqlQrHZUCOIiP/v5+WU6UkC+xAbEBsQGxAbEBsYEZYwMCOgR0COiYhlUQAR3S8Kq14QnfYrtiA2IDYgNiA8XYQNxscTG0JI/Y4FTaQJztuu5XVHgVrnYI6JDGMpWNRcoSexMbEBsQGxAbEBsQGxAbKM4GXOAi7p6ADlm+njHL19KhFNehiNxEbmIDYgNiA2IDYgNiAy4biAMYrvsCOgR0COgQGxAbEBsQGyixDeC5/4t/9Xrly/XAfvDoHRr4krSV+6G3xLJwOSq1c+91aFszAKsPVK9DKrZavbpL147KY6sucBF3r2SgY39bAzQ0NMBjg5M7DSscXrUf2n7ggefxb/jtwr336meL2/c7O/fY54d/DouR7g9+Dq+pDhbfgMvL4b/DZWol27x9F9oOa8N9rf27Fs+GVlxZ/v2w4RPvq/eE77+7584QfV13m5+A/zjZpDNWi4dUg5LNmy1PS/YheSTntWUdkZXNJ+mddH3vL5nd2GUFOnXLKoFvS0fKhkNlTUaeVZ6XZOOQB9m8bvNh+SfrOkEXtg1k34biy6ly2TtkoW07WX7JskeZUNsJ6wxpJ+YlWzDtMV9fVWq9hV4Ipl5iVyqHuzyDu7sfirNJzUMy8HkVVq9kDjMHILG2EldezH0FZPZC29GY52nLQR5TASOHHFLTSOb9tV/tBe+JV9lYkpw+nR41LbFVsdVi7MbOUw5bjQMYrvulAR2Dj0HDPY/BY/eUB3TwgUgNOr5Tqge6xT9AJ992ZLGh4kD6XVj8Aw84DVSCGgjvvVM9J7DgK0c5ptHB039OTgtzmvTA6uIB+TB8GmCEdQicYz3Y2/wpYPGDO2H1D3jat0EDjrhyrI6ugHrwOpXrN8omqJ9xTnzZhWVDsvLM88S8WD/fFsi5SZKNlnWc7JVt+Xzlp5eoR+VMJfFi6SrtwFuV6QPd27JG21NtKE6ftjzVf2qjyTZk23Xx5dSuzhJtOV87I13swYkc0omRVaLesD2yNkJ0zORN+fVmAwP9vzTOIzpIJXS0i2rvlpPmoGE7IPZ/WwdF/S+Hg08rM446RXmMykHVMxWNPG2/HGAtVDexVds27f9RvefRWUi+Jq3YalHA2QUu4u6VAHTsh8cammH72HHYPgWgI+x0k7PxS7UiEjiT2oCUc3HvL9WsZuD04jOdD9PjYBt+9ja8W4CzHslnD67coJOeGQAT5kGDpbbDAZ+6Qdn/kxuVy7ErScPkdSvid8jpU7JmjgfSS5BXKK9dtosWT4N0mVOLsuD0UumU0zW/Q/JOqEMl6GC6eQjJSsnPZdsBSIzohgN5l95j5T+Jchw6n245lqv8qH5YX+OSN8pG3Q+DjkS9ReQZ6Dtar3LoLQoM1Gwym7FWjo1aARkA74mhUBgNpl19QDu0nr1KYoUpKbrk5KpnA6DzIF02Q45OzxOvAp/VVmE7yhnSeUIrFyFa+6GNZtxZ+ghvvtyjzjiW69M3tClsiPPkhQAVOsR7oe0AhmaZepm6hvOwusbxjbzFySBrQCGVsZJ4detR1SMiByZ3Q4fqy3ld/KuhMGh08Ev5lK2qckq1SsbaWkhXYRCr+GW2I7YarNhxXYqt7g3aNLWvVCuFLnsM34sDGK77kwYdx7c1Q0Pbfjh7dmpAR3gw1AMROuzcedQDFjnuDmDBB02Xc+IYPCODoEpjAIv5bYMenSfgMUIDDcBRlqqLmnG3BlqV9k5YbULKXCEofhkOuv4zvyMLG85UPQ/p0AEEXDIh3kJ5rXokPcP8gVxZvbn+jR4VADS/3Tpl+X0eLD0rukGIm2fPAPv5XLRq/15UV0F7JV3T5MDi9medkwo+jVQ2NIlyZozOLFu26u3L3bofbbdW/2XSF56ft4My6M12FK3/2okLHEntyNB/AhvkCGqHmBxRlVc53sZRJufQcuTfzYYdf3KWiA7994EJ8miBFwIFyllPEyrFaSndMF6ULKhub2sQROViX4rghv77DnlYNsQX1oHqo9q2LQNVVtRhpDyhsgzwINoBPSobbUbL3E8Tqaf1HCf+nhgI6kPgxqpfiB6XM8pO1YHzwG23BL9t+tZ/sVWxVbVNIE/bUu3Fsp1gvC3eTl3gIu7e5EDH2HZobngM9qv3eZQPdIT3dPBwIz44WoMSc0RwkOMrCeFBD/Nxmm4g4FSMcUwT4/Wdzr8uk+oVcmxVepr5twZthyOs6mLN3iOvURBWvEE56247HIX+t+Th5NNK45fvuK/y0/4Mhxz8vI6QOPWMgw6sg5Fxok5ddbXpWGmUnngoifWc8zkTfofbIMk9PEsegI7N0TbK9DlZGyq0nJmgF2eboP4kXzuLtE9H38r0ZsszYhO8jURoY39G/X+yfdjl0H/tqIVnvsnRtcGAyoODdZwjajm62tHG2fKww62cWwIgqn4crFgAJeIMG+fW8BClFZ7xV/ULlRUeAyL5lcNiVkv4TKi6Hzh1viwojXJi+HPOR4yDH+Irmt4HWQRw/PQ8rakP14uSaThNVA7h5+866sfzROSkgCKvrwXCuN2W6LfYKlslQ5mKrfphUJVgq3EAw3V/EqDDBhn2/+I2lLs2knPAQE6hdtRp0NGbyINBK+ys4/2ARnQgDPKZTswa4NRza8C1HR2dhsBC0LlHaEc6Ic2rDvsJ802Dqg9KLL5U5+90dqN1pIF2eq8Ovhg49HlT9bRl6chry1LJwgBIRSNYaUAZKp2xPRu+/AxYSdKpywbC/NoOc2ADOh3yny+NnaeK/zvk78vL6Xi65EPtga5heaBOVLsu2IYw/yTKse2tFv+7+hi7nryd8WeRvHn0xvLabY/bSnz7Ifp0jbEPVg6ni85kADLIkTEz7sap4ac48cFdzWwTAFH0uSNrgMSavRDe8Ixpghl9zQsHHZwG1iXqsAc8RJ+RI6Z55nTDctHlOnhRzvteFSLF5aLKDNU1PLMf8GTK4bKLOPT5+LZloFchfH4UwAmvKETKD6VxyCH0PAzkyD4C28jHr65zFJi4ZF78vYAfLmOxVQzn822DAKrYqg9Iwn1C+WzVBS7i7hUPOtQqhz6xCk+tCn1VuFWZQIc/u4VAQw82PqBQg96d0KsGxcBp9Z0THBzMgEmrDME1SB8NE7A7C5cD7LgXGYRtOuY/8avSB45ywJsHemO1owzKywbW/AN4DB+MBnW+pbtq3n1dUVkO/pWOQqsWMXmJhn+17MG/r+vrkou6p4CIQ7bKQbVWwSyaYRCcINdCbcGmX6P/o2A8Tv4I1Fx6ZY5mQTZEuplEOTWqC7+Nm/7Hn+SIra9LH67VKlc6pjdDX7XBvKuApdabw5nkoU62Y2qekYMTcXS5o+3PhOsy/Fn7iANOQMfMmodooL3aDjh3oKOgQTm+vsNl5yX7N1cHL36dVN2DmXyXQ83vRRxizE988N9K33n4jsggrCefR982uUx03aJyCAM9m4b6T/wiXcUD5Ynh1195wTKjPPhtyufTkn+q+2EZaNqML7FV/2Q0bpekA35PbLU8thoHMFz3iwcdKqSKA4vpX+kgEILOOnduA9ChBzw6GYmMUs9+sjx5HUQ9APIyNJgJz2QrxyrkPGPHgzwwgEOzvpF0lJY7vTb/9n/M4+AtVQc3mc4xJm+iM2Pzq+vkyzYp7547Q3rOCwAitLgjY/NBADWs08Bmkp/33hvO57aFGHlNt76moPwo6DDH2LJ2wEFixDENAQ1bdy4bCvRh66LwcmpYX0qegYxsO/fbI9pGpB0Zuaj7YRrJeovqPFSuRa+keotzup0hQ3qgxg3ZFNdvOy8hx5U7zg4HloALhXD5/20HndNRbZIDCe10Ul5VPm6MJmfYUb+QbB3PeZ2Uo2YccU07WF0I/486xCqv4SMkF78Owex0hG+nDJIAUNiJInokFw0ggvwoA84f/g/XR8s12HzslrNPH+vkkGVI1qrek+g7HPRDPCvQQXUUW+WriyE5OVYOuS2otBx8uiYaeBsTW/VXVFzgIu5eVYCO0Ix/aP+F5Vxg43YMnjhYqUHTGsR4x8Adj/wrHcHAy3kLzRDGDcw+j2xFgzlanCcCUSG6BlT45VrhQpFBfrIdXgnyK2eBwtPY1a+XkZWrTsl5Dehy0YzjW9lHIHuXM+XzEbI1e9CIlq3zGafLKsc+NSusZ5t2rf6PkZlvw/ZzBzj3dR12bskR9nXn06S2ytNPopw4u6rq+7Y8qH2QzKLP/baL9bZtXemI8hpg4dKb3e4pDfWHkf7a5iOFfdj6UY5aeD+HPzuv0gbOm3ZA0fkkx1s7ogRAsC0nOS/qGTkzVrnceeU0VP/gdGqIB3KWdR2QDuYPeGL8ExDhMlCObECLAJCfXz0neoyWOvGJ5Ys4xDqtXy9DhwM27Qi6+XbKwJc7hXVhXnKyU8jBoQNdXwIaSHc/9CLPlNYHJcTvq6ETzFBPqj4uGXN5T+a3ZTPqNDLGH620/P/tXc1qXDnT7qszeOdb8B3EC8PE62yziHdvyA0MDAl5t96EQE+yyCw+SDYZMgTfgDdjBl4Y9FFVKqmqVFL3cf93l8GcPvoplaoeSfUc6XTTt5SBXQKrZIvsT7Z9YHVjWO0RDC99jaRD7no8/bN+p+NYg6/o12kG3eH3Xfi9PHTgxSeu5QnVLvyxbJvht03OFxCY1sB9WZ9EOWs3IiyFrMXcsoG5xdp8k+PimGRbu20Oqx656KUF6YhJYgOTxDEN3OjLYQcacPRKPxE/7P6cCh7Db5vFKe1IRLC8YDx5ux5il2HjuxwRn5R3ZgKr+4vVHsHw0oN0xKAO0hEYCAwEBgIDJ4YBCJjLMagT6/sUQodHvvIPCaojeM1xnQVBYdj4yXNMYHU5bO0Kqx656KUF6YiJ4MkTwZSJO8ouN2mEncJOgYHAQGAgMBAYCAwcCgZ6BMNLn/38+TPt03+80xED7VAGWugZWA0MBAYCA4GBwEBg4JQx8PXr17Tsf+x0xE5H7HQEBgIDgYHAQGAgMBAYCAwEBiZjwNvR6KUF6QiATQbYKTP66Hs80QoMBAYCA4GBwEBgIDBAGOgRDC89SEeQjiAdgYHAQGAgMBAYCAwEBgIDgYHJGPDIRS8tSEcAbDLAgt3HE57AQGAgMBAYCAwEBgIDgYEewfDSg3QE6QjSERgIDAQGAgOBgcBAYCAwEBiYjAGPXPTSgnQEwCYDLJ5sxJONwEBgIDAQGJiKgb9vZunfN/NYcyLuCAwcEQZ6BMNLX410/P4qXV5e6v/beXp8fHzyv/7K3Hm6vZilcztJfXuZzvOvDP/x5izNZjP3H+q5+Rcv0x/G4e9upIyzdPtNLCh3V0q+1gd+OVfUVbJJ/6qf+GVkI9Mro3Wapeu7ZXUS5Uw/py4S6yk/sAPq90QbPnxv/Kts5PUdsSP8dfOrmPysngYHjbyR3uQD9uFCvRrZ++bDzevjjVU51my+tuliX0gss19o3Gk/j9vZvB2kntv7PLbfYpv06w/rmnlQ+tvr+7r91gTBd1cpzWbpf3KufcrYRDlX6e+n1N1mnTXo+fDmLKXZMn2dp38u1mDbbdpnb9qiX5CfPfuQ/F/mrvnlBx8/zdPs2cd0++ea5yyU+yGBLvzv67Tmdpf2RbbF6y9ibd+VLqfRrkcuemlrIB2v0nwFkmEJylTSIRcmXJBUEJmDUpcIVAKAi6IoQ4tkzsdFUQQlOWjlgAfa5M/3D7Tw8sIJcvjz/UMOaI1+Pf2tTvdKD2in6q/z9g/kYzuQXXp2GtYFX/T85k5Q5J+evyx+0AfSzkbmyPf3BSe2zf3zj8TgLj83mJf2Rvz3MD/GkO2TbUf5edjO8fpuIZaH42yA8aE9p81j6/ebCYIxAD9L/8gHThKDEz5jIH7xMj1MqGNxuo377er5a/rfbD323YZt9quNL+n62Yd0/uJjmnnBdCYY5y96pGR9cxf8OrjUAe+fzdO7Pcf6fvlzff7Yh371CIaXfoKkA5wtgxT6XANRyK+LqF3owMGwQNcgWYPHBq4SECirRzowSK3kpilr8qVcqa9O17rtS56yKfZLBJMwcdlARUxmqq5Ix755smQZkCuCJ6gj5TV+Hejh2bKpj21XLHl1Iq1iVPrC2qW1rRjDnt+7vhuP92E7EktH/hnsMHvqXCVsM82eo7GyCb+JINh74v/tZfp3NsOdD9j9SNIeUP7m1wQ7JZhXdkeIyHAaXPk4Ee0I2PKEf5DzvzvQB/Jp10CWrzsvIP8s/XMndENyI9vVuw5Sx3/fvMyBvyxPOrGeMP9W/QVJAHtcvEx/484G94vkVP24DyDzLP3z5iolJl9oT62bHedxX+dDZYs/P6dz2LV4P0+zF5/NSQ0iJNef4Fp3Nt69/pDKrgfUf/E5vQPCkHcoSh6OV5JBeb12SDclF+oi4ZGkQ8oSOkDs9Jp3R6qe96voZupin9BWVR9ok2zDbdc8sDGRppz3+nO6fSF0e5B9MXbx2hZzn/Lfkad75KKXtgbSIY9XPU9v/3r60SrY9dj8TgcNnBrgwEJXg30CSg1osJx52t1fkGu9FnCjBZWIjF7kqTyl0ece0aGn6rYPnclrD8Cv7OcQgVF/VF3Tl1EeTi5wFE8GDlBfBqcYvGZCmT9rMjqwKZb3fDD2e4uTQRumv8dWl8aaOPpWxp0XcIoxMwlD4A/rJx63/8XjnNbni3B1bH7QD2UcPMoxkx/gXN94R1AX+M3iuTuGQIcN+C0TjX+840GZcNhgmu85kOdAXe8Y2ED8eyICIQJuRXI4UO/lg7ycV4iQvWdyoNtGPTnof6C8QgLyPfcJcGz1lP2iPCYbGReoD7dN/WCbwDwOpI3vpazjGzPOOLH4XuUeAnskG5pYgB0xkIfdDxVsU7DMx55KYM27JIooUNlCQlCOJgvVX1rufQ7KuR3SQey2oCwK4lGHQpi+pOv8eRXduG7RnUmEbAdJFhMJOnrF5al+JSFEivh+bBev7WqnDeNhFSxtoG6PYHjpq5EOc6xqfgsEZLXjVh7pqO87eAFJda4XHFRyUcshMDhQcRc6DkLohTeUK97bOL9wgldwpFqMoT2Sw/p3SYPYWdGgpYAV65sn9LKc12+Zv1efjb1d/5gyRX8nXQWqAxuBDNdO1mfYRsaZJSjNYBX+mcljdhJrVMYGsqVPjUxZ95Q/57GDPvVtyP5cFUM8Ts/f/Affz7K+4nZOxmd2TCiM6rmRbafIPNYHYjf2m7Xn0M7O2Oe2n+o3CoLP0r/OkR8M1tX4p4CdAugcvIt8lFXuIfjmQBzGMAXjMringDyXaQgOrSW4U2CPeiFZEbKbuoJ0KEJAc8k0PXU/NYHJcxPok0lNSyqELg/fcVeICYj1fdyP53oMcJEwUNBcgnxBHmqZ74aAZGJSAvG8OyGDfpn3YNqQ4z8TEt4twauoWwhQriODevlZ+hvrCBlEXDyiAjbSujV1MwljUtGQIFXfEqhpdvHalv06pc8eueilrZV0PD7O06vL1XY7PNLRBOu4AJkjOZ2g0g1I1LEaWBj9J582+GAQuYujuyjqiQTrlae3Nc/V0Sz8FFxbPfXxINZvf69OEAL9tGTB9a9TV06G8BltloN/lFFJKvgSbVgCg2x/0b71g/QXfc7yrL6ohwySq28P7ejbtrCz2J7fE+14wTgn29rxCDJwbhA+LPq7GAK/jMb7gnYs3o7xfsE8hn5TY8iSELYxjMPl7WnHXvFjsfH6/QZBNATBbbDskIS8K0BBsyUVJqBWuxhMIMQuBvRJEgIRuMt+o15w3KrsVOSdCGn/pq7QrclbRs96/AuPWJW2NIFgPSWJYXtyHpEtJkh+/VpWzpnxWdtFP52HYJeCah0013QdPNtAHWRLgqLq4XgDubwzYHxRdlw4nXSjdzxIH0VIzLseGKjDzgPvuCgSkGUKIjXWTRMQsplJa/QVfVM7Q9T28nYx7ZR5iu1yWtcewfDS10s6/nqbnh8E6ZALpRfMegscg8gpnwNcGxTpiYODKEscHHnqnRNuV+pMaUREWvLVtLsXA4L62RBIJAqmD00Q2anb9Ku1kbSFF9hgGi6snh+8NPaHc/X60t3Fcuo3/TnxMsWenl8pDcdcKSfs1WCI8zyfQhqMywXtHLt/FsxjSDgcwt0SEbbxcvZcbh5jmexHuK7iNxkEE8koT+ElIWCfyzT8LEmElNUSg5bU5DJyh6AE97J/8Jlks242sJdBP851gvA07aLe9dujbN2mPPcdr4LMiPSqj9YTdEF55Vut/Ppyfo7P1vd8r8kFBsb8fkYneJfBMx2B0iSiBvMUPJedASYkhiywb7Rc0g+JBOghjlJxef8q+yNIQMZVkZcJSV+3tq7ta6OvJBqC3JCeUq9FdvHaZn+d3tUjF720lUjH/FbvauDxql/eph/m2JX9hqrR/TZ2OnCRFDsOdjH1glMCJS2i6sk8BjyWSOTBeKPTvcXVS+NjA+rIggkIrM7+4N4T8Bvdta4UTFQyYgKVUd27K/1C/6gsTGhNvgxkrB68c6J9WHUHPTVZ8n0i29gTf4igofZn17pZe+axloOxZpwoomF952Go+tH6SY73cTu7ttEG2x/MY+58JDBkbSbv5WfEmvJbPvLoEBksi+N1Q36TJAL6gsE6P5U3JCQfj+LAH8uK3Qe1a5GPETUvncvjVqots/uQdSltqaNZmtyAjWrQT9iQRKIN+vPL3fnIFtRt9ZRkSuCtIVqQJ/Whz0Ue9lHs0rj1hXyBp/2Zk/ZEPxvM4z28+MzvHoCeOgiupKI9aqXfw6Dguuw8YCD+wXlZHdpoA3F9fEkG7dp2EPyXI2GyP7m9QixkXm6vqxuWlTZo+6rswISKj3Jh20zGsh3KDs8Cu3htnzCGewTDS1+JdDza3+lYkXBs7EVy8T4Gvh/RPFXKAU4pJ4LJHKjyexmKcJh3NkoZPq5l6wqiQxOrDZbkQKW8KlN8Y1Yjd3TsR8rczWcM8opt9ZGnGlzUdEm2xnWt33rvVYh+Y9BT26pkp5ISafPh7pWRpbDR8dFQ3glPWoADClCrbyQOIF9joQajizBEZFOWt7gR431RO0fpI2sP9kG2mcU5j2Uxj2rfLGnPzhgp4wjzN+Q3sSOA+LFkgYPm/O1VlQRQoF+Ca8CDlVXqMonJdbIs/a4GERz1vkcO5vkbpErbliipoJ/mOE1CSDbJuUp/Q31JlhbqueAlcKtPkUdkBkgP644ESLZ9lONIrDPr7B8Exxwoo1wK7kugDmkqCNbBPz7tl/VVYM/fPsXf3vQFj14p2aUvJFcfn6rkzMAAACAASURBVOKgPfedSQv/hkdpV9dlAkI7EfCNUfzNUuIldGhXynutdWv6ZUmFfck9v+9RSAyTGn7R/BN8Q5ggMRPb5nnkFK8eueilrUY6VtjR6O126J2ODQ3iMohC/ikOkOjzaeEeAmJFLmP8H8SPZoXfTmucxrx8ev62OxE7xUBD7k7PH0+1f49geOlBOiIAOYgA5KmDIeqd+sQJO4b6yXtg4hAwEX4LnB4CTkPHp+OUjjDxrsfT5TzNB7BTUnd0nKNjERsuHRt65KKXFqQjgLU0sLY9KUR7T5tMw25ht8BAYCAwEBjYbwzAkStxnGnrsZg+8lUJSOBmKm56BMNLD9KxdaAHoKcCOsoHZgIDgYHAQGAgMBAYCAzsHwY8ctFLm/38+TPt03+807F/gIpBHj4JDAQGAgOBgcBAYCAwEBiwGPj69Wta9j92OmKnI45XBQYCA4GBwEBgIDAQGAgMBAYmY6C3q+GlB+kIgE0GmGW5cR9PPgIDgYHAQGAgMBAYCAycHgY8ctFLC9IRpCNIR2AgMBAYCAwEBgIDgYHAQGBgMgZ6BMNLD9IRAJsMsHiScXpPMsLn4fPAQGAgMBAYCAwEBiwGPHLRSwvSEaQjSEdgIDAQGAgMBAYCA4GBwEBgYDIGegTDSw/SEQCbDDDLcuM+nnwEBgIDR4+BRb9YLPP//JzOd/obBH08wo+izV5/iXn/mNd+iUWvnzI/sBpjwcPIhDSPXPTS1kA6fqS3v1ymy0v+f5Xmj4/p8Yn/7lfmfnuZzmezNBP/13dyUoVfr50lmfbHm7M0k79EfHel6s9mZ+n2m5TxPb27GbWhyx79AjsBcIttMU+3F9K29heiyX/Fvxcv0x+l/XFd8nOVLTHg6mWxdPOrmHDGbXnyNGYkpqbL8uSfVtrYZtrWeryjncwYP38zF77V41fLkn77niZjqmBVt3FYvhuNwdwvtq8aM9zncX22tzs+WW6e37fpt3evP6TZM/kvf6yMfqWYA/RxsE4/NFZ+XVkGdVvAB+q2LMnZ4yDzsMYMY38718DqduwcGJxu5x7B8NJXJB1EOJ7/9uPJJMOSk4Z05AVJLVY5cKyLkyEdWKcGthRE6MDi3sjFMjLYxXxTZwuLxzECHmxbfZUDyxK40H0vf1gXcCB8Rn6ufm9taXDyQPfUttUrk1Ah38qzmJHtD/UOHDlkYGx/a2sav2J8mjFvfSXvrSzpN5IrMHQi8wCQgjrHynEBC1D1DZKHMnZ5cbLjitO/p/s8V1/fdcrs1G9EKgpReNAkQ2IGPkPQ1/vVYktI7L2Vtdt7IEgf0+2fwk8xJzlz0j7ZJ7C62zGzT1jYP108ctFLW410/P4qXf7yNv144q6GJRxwr0mHXfyEsdViJRY0GySURU/UzROsDD7ws1xMsZ4IamJSXtukLO1OQYkI8sDOyrfab6qu9Qn6zMiSZUCuIRFVnsAQ1xnKo0CsBmqgpyMjy6rt6P7ERMr2cGwn7I/2645Pzxcs1169srVtCKorAYa6VF6nWZnHd++Ti0zEpR8e8s6QSWtxXW1c8zxf9Gzpla0yn+a3NvjGp8l89EjtCNigT+ppdjkyeTl//yXdvuBdFBPkw05I2WERedDmi8/pHRyByvmS6NCOBsm0ZInvoQ/Xn0gnkiF3b0Bvq6/sS3yu+NwnWwRW99Mv+4SR3enSIxhe+kqkY357mZ7fvkrPy9Gqy3R5O19p10ORjlHgr/Ly4vOGjmGpQHAQwOrglmTMcPGkz6cWaGxrUKuAxiECRER8wqfqMjnI11Ee9K0JXKFewYfjc4UxO6ChvNWxH6Au0m1btt/fdhbZn/Ld8ZnJybU6Hml9w/4b+e2/eAxQzR/whBvkLgyqWf4xXKfgOJOBG318tZ07yX/Ktrv2Gwb+IiA39xjgv/hMRz2RgAhyIOee5igVB/xcXu+gEHGo7cp2Cqlg4iN1kp+R2GQZSje/bUlcgnQc4BhVvv+e7s29xNC9woPpK9RjTCOGfbyoI4Xi2J5sJ7BqbCvnhBP77JGLXtrKpEPtdPz1FgnIq9/X9E5HXpTeuQ6UwUMOSPBMsHnS7QW1LK+RL+SYJ+L7G6wdGPDR5jUgdHcATJlieycd6/O7Pgt85gaPhXTUoyD13ZKzdN4Qi2xvR5fuU3G37IH5jcfMJq9op/p+zuzC2r8zPnM9GdCirz08uL7gIPs/zbthgD0XN5u0w65lyzFhdGltQbZTpAzr1zFO45d8J31Uj17VsbBNv5Wgqew46ONT6jhVE6wJneG9ECYJYC8M+mC3oZbBtrAMBXk1TxMS3GmRQaFsFwNNJjJVNgagXKdp29mhGQWlxt9l7o30te30P8WmgVWB98DiTrHo4bdHMLz01UmH2tlY/R2PlXY67noLoCEiDFq5uMrP/FS8F3By/bhOBL8TeIDdbXCIgaH1mVPX2h99mM+mmwAWgp3uTodtn+WKABWDIUVuQB8bWOWnvgu+5MAbtKeW1trTWVSE/euOFJUjspntL8ux78x4rvYd+c3zH5GO9sm9oy+3fchXz5aiPz3Soe3jjVUnzWtri35TpAL6qAJ2HaxX0mD9bklEfgrNJCDbDskEkA4kDnzkKl8LYdFtAmZtuyX4FPJVGUlSsG3QzxAV1KHutNSxYfsW9/tim8BqYHFfsOjp4ZGLXtpKpOPHb8/NOx1rJh1Ln5GXCxp9Lougt7DxQgDHJjDgpGCj1MF8Ly2A7wFuuTTjl+wDG0yirIaIdOqyjHId+8zbVXGJSJbnla99lZhjXECaJCLL6s3141rtm0niUuPT8cUweJUvTYPN2W8efihNPaEveDsyf+FcaW2j+9iSDm8nyPGHO5c75bbmtzbA18eOdLDeBH2MAWfXQJEALFeJCeYJwiDxTu1rguC3S7rzkSlZpmkb9dMEY6yD9rfWL/J2Y4/Aav02y8DgbjA4tnuPYHjpK5GOR3iR/PJ5evtXPk5l75/wgrna6ejtODSLo1m8TD49VTVPznFx4wCRAgt1RMDI2EdHH4xOQ1uS7yrhM4HfqO7dlX7pd1QWFv8m3+CGAwm4Ij6WCMDELokiKU1b40F7ML6UNtrkZ2X/RePT5pt79AWP9Rwkd/yGPmy+atvMHZvs965kq/mwj1WPdFib2XvCtjfWjJ/Et2RhnU36rUcW+Py6Cta9oC/byJEDJGDGcvK3XpVz9KNdBtUmyK9kBXZImGSo9PzSOh/XkgQEbNgSDE1YYt7pY31vbONgDP3KGFO4Cazujd92NZfvoF2PXPTSViMdj48JdzvKi+SCgDyBcLTfXpUnhByAlLP26mkylGkXNFr4aqBB9+K8uDoqU2XUNuy32BzA5LQDsC0zwIn0tbYvT49zgF5sL17aHdfNQQv70vxWi6ubwVIlOzkYnSKLg6RSpwanY70DS55vrM0KPhDXNMYLRmZ2fJp8gaH2iwksbqrfQC+tR51DPJ2PI83ag8cq972TL2ysbSbsacd2HivVtzvym3fMSexAqGDdCfqK31XAB+M675C8F99OJeQivsxvgzCZUG0C5lW7FEw232ilygiSktcCJEDl+BbL1DsfpS97un6cvH6B1YnHuGN93faY6REML31l0uF97e0qaXanY9PGYzJSF8EA7KZtHvIDY9vEAATEklxus+1o6+lYPwy/ZZJxIL950ZCQIBonFNAGVmM+fvp8PLKdRy56aSdPOkaGjLzNADTsGnbdHgbgSbp48h5B1oEEWYfit8Fxln3DWrMrE/PQ9uahfbB1YPW0/L09zPUIhpcepGPfFobQ50CCou0N6Jgow9aBgf3FAByL4iNS++snCjj3X8/99fP++nZ5mwVWl7fVMfh7W33wyEUvLUhHBPkR5AcGAgOBgcBAYCAwEBgIDAQGJmOgRzC89NnPnz/TPv1v+52ObTHBaCeeMAQGAgOBgcBAYCAwEBgIDBwTBr5+/ZqW/Y+djmC1k1ntMQ2W6EtM/oGBwEBgIDAQGAgMBAaehgFvR6OXFqQjSEeQjsBAYCAwEBgIDAQGAgOBgcDAZAz0CIaXHqQjADYZYPE04GlPA8JuYbfAQGAgMBAYCAwEBo4JAx656KUF6QjSEaQjMBAYCAwEBgIDgYHAQGAgMDAZAz2C4aUH6QiATQbYMTH06Es8cQoMBAYCA4GBwEBgIDDwNAx45KKXFqQjSEeQjsBAYCAwEBgIDAQGAgOBgcDAZAz0CIaXvgLp+JHe/nKZLi/b/+e//UiPj49P+u99Ze67m1mazWbp+s5nYn+8OcN8KEP/Z+n2m1+W2Cz84i2XnaXZxcv0hwAbt8fyVLvfXqbzpetqPayeSq5o/7gY9zzdXghbN78QPfLFuO5ke1rf3fwqBti4Lc8nGifC13dXBo+zNFNtjbB5AnlsH2ET60sYe+dv5sv7h2Xmsanrapt2/fbwPVk9TmOMgn0Y/wLHjj14TpRzZteexidYV/j8/mE09rXPYPx123H0nOI3+NG02bMP6fpT26Y37jnt3esPafb6i8DotPosh65f0vWzDwfwQ4Or9DHqap9Pt0dgdbrNVrV51B/b3CMXvbQVSIdDKv56m55fPk9v/3LyliQhPumAheksXd+cOYEbL5RX6Z0M2iG4NESiAofq1KAky8iLIQYdsi4unLwQ0yJZFzRdFxdFUZcCmKyb0UnlSd2P7DP0s2drDnR6+cO6k+1pfUf31Lb2I2DF+rLihwYg+q/na8SMweSR+dXaY/l7fzxbe2p5dsyaSXCCvW07eM9E2MpRY9+0eUz+5H7ewQMVnut6/dW+mGRPZTMth+eCHjmf1A73Z/jgKffvz8/p/NkHJB3TfrE7fuVbj9EeXiJ9bXYKrK6J4Acm14bJh+89fuGmr5V0zG8v0+Xt/Ek7HLwz4pIOWEAguMOn1CaQw8XFpKmFzQHXAjm4uMmncVieF2IKmOQuCganWN4uotB2W744W8l19FzUjwPNV8HDAl8UW+W+qrq2/54sWYZxJNKqPCIglUx+T/dDeeRrVT4/tcW0p+BS6GX7fUz3MF6A6NlxVn3hjAXHd9Umni8cGWhfr2z1PetmZVdS3JN7JOnLzEkK22N73quyxkbe+OqWH7ezit94t4Kv1fdEKuTuBz5lhp0NEfzBDsns2cd0+yf1D+VkEiPTUa6qN0+37z/WnY1P8zR78TnvuEPbH9Ptp0yIOF3VX+cui/HNicxF1deH0X/GKF+r/oHVaovD8OUx6euyi07i+kjHGnY5gHh4pKMuKLTwyAAA8npPxrpO9QIYtdhSEEJy6bNsE4Oj/DSQPjPpIf20PjWgafTpLrDHPWiUzxb6QttC1TUL4ygPbG+DXPRH8UHrZyIdTDa1Hj6ZFPhEufJIWU+OlXvk9yLQtP6gsSRtxuOKdp3Ob670sUZ+MJBlXucjmHT8p2dv8LPNY7/9F48BaiKZd7y4LYO5Zkwfer6aBz0ssq342NvInvNEpEP6VNh+0tgftbOC3yDQfzbHXXIkFBzcox/huFMlE+BrCPbKbggSAKrLOMBgUMhQMjNhKCQG265HulQgyeRCyGKiU+o/0HGseu/5K9LYNwd/DazGLseeri8dfuEmr410/Pjtebr85W36seQxKt7ZsNeGdJhFEAOTcqTFLoB07505lhOOlpEnZdOOOmtc2qsTuAyQdJBCwWvRYXaWzi+8d1Gs7lW21PXoPhs7L+eLno/M+XvHT9J+LikppIN3NkSAdHHWP2pi+kHt9H2KbfMRnj2dOKStNvOZ7MPjBX3fDebzWM4+RftJ/6L987iSn7Ntm/Js86Hf/oPvebF+bAMXNyzv2K6ufcTcZPPtPdpjuXGw6tjn41jnb57qN3M8SgR16PuGVJinyVC+IQWapNwLmYpUoJ0kqXFkO4RHvz9i9D82LEZ/RJBtfC1wFVgV81NgRmBme3Zx2UUncU2kY55eXV6mV78//V0OJh+WdDQLk1nkugFBeYqmSQDuWJQ84RSUm5+sykCUn5CXp6N2Qc3yu8ET5Z90IFMmAscWi3wxqlvysh/RbzoQZfIH9neDXK99liuwhjjjLw/A4Bf6Ip7aYh0dVHPQSlevvMAft3ksV7RdJXCe/V1/yP6LMdmOczEOhZ+Kzc0YLunucUf2G1+1X6BtudNZZelyR5Hu2VL4pPWDh2vfjmQfUd4be8Ln2p6iXtGH2+Gr9sciv6ldCJCJJEOQhgWkwpKIRh7ILMGhIRWlPd4pkQTke0JZ6gV1b1fDBKLFLtoO2o6Rd4j2aLAVWN1JcH2I2NmGzh1+4SavhXSsa5ejPV5FiwkHjvLKQQAGLt4TZG9B40nZC0hKeWqT5ZPDRFqvrqcDtOeUx4VbPrVlvY76CkGDE7w59kGbKft06jb2En5q8jLpUHI7RCTXbQivkkk6aTLpBUZ5kV8QzG1jYthtG/2xPFti7LS+kL52fOHhCv3nlC1ERMrk4IzStJ857wivI5y6eSN7OvaRMjwfQZoZo4TbUTtP8RsF8fQ+Br1Ezp/5uJJLKvJRrPuHlkTY8qB3TWtJQ81jwsMExBzjAtzaILOXpuYox/6Rf4DBamB1t2tXjKNF9nfZRSdxDaSDdjlW+Zpc3uVoSAcuSvZpMh+p4fPetOA0gUt38QIA0QJWiYVctLI8uXOBC2V+gu7o1CURuZ5tR7/zcQKAlvZrFr2RL+qRJzfou7vST6CH7XiyvEAm+wP97B2Lq/6yfpeB8bsbjVtbdtEgPoV8tFcZZzDueEyDjc04tONO3Zuyti7iovrD+kL6DT9LEoTtSL2q/4/SR8ZWso/Wbpxn06U9x+NgmbG/Gb+pgL/MSXrnQJXBHQv54nZLIvBpdCElebei3FN5fh+Eyor3Q9SuSkto7vP7G1y/vT9yXBYfnV4/FQ6LHQKrPP/EdfdjosMv3OSVSQfucly+SvMV3+Vg4iGPV+FiVoISadg2WKRgoR7ngF0RN1DlQZsD1LJ7otoh+SXPPKFv26pBic2rhIN3PbSO2IZqW/bzOD6jH/lokrgW/wx8Ma6bg01PJvvZXjOZYN9K/9i2in5WRrm37VccNC/Quk9vj8O/T530cawI7NuxY8m5zq/BKLVvxqyQ234hwMBv/FXJBVO2nSP1mRkXND5E3/MY9cfEwJ5Wrh0Hg7G/Mb8hgRDHqMp4ljsTfDQq74K8/oJHnmrQn8vCt1SV9zooEOQdE35BnccHEw3IP3//Jd2+GL1E7ujHxOdJX+97pLgVvmM7H9U1sHqAO1OnN9ZcdtFJXJl0MFlY11WSjqOaPI59coz+xeS4pxgAMinJZcwrh7EoHrffYOfDIRZ7OoZizBzGmNmMnwKrm7Hr8WCqwy/c5CAdMclHsBwYOGIMwA6I2IEKXx+Ir4/Mb/BORtkRyUevxH0ENccTgB28LwOrBzJH7s+YcdlFJzFIRwQhMcACA4GBwEBgYMMYwLP5/KOBQTgCbxvG2yrkJ7C6PwH9Kn7cVt0Ov3CTg3Ts8cDfFmCinZhgAgOBgcBAYCAwEBgIDAQGpmLAZRedxNnPnz/TPv3HOx0B+KmAj/KBmcBAYCAwEBgIDAQGAgPbx8DXr1/Tsv+x0xE7HbHNHRgIDAQGAgOBgcBAYCAwEBiYjIHOpoabHKQjADYZYPEkYftPEsLmYfPAQGAgMBAYCAwEBvYNAy676CQG6QjSEaQjMBAYCAwEBgIDgYHAQGAgMDAZAx1+4SYH6QiATQbYvrHs0Cee/AQGAgOBgcBAYCAwEBjYPgZcdtFJPGzSgb92m7+DX34OIhFEIjAQGAgMBAYCA4GBwEBgIDCwUQx0+IWbfNikI4C0USDFE4PtPzEIm4fNAwOBgYqB/0u3Lz6k609bsAn8KNyzeXoX62qsq0/CQGC1jtstjNcn+WgzernsopO4MumY316my8v6/+r3x/T4+PR//ZW583R7MUvnb+b+JIC7G7M0m/H/Wbr9Joz67WU6h7yLl+kP6aBmVwR+/ZZltOXf3Yi8mW7jjzdnov1Zur6r7ds80LPbF6nf0X0mP1Y/2V+IHtl/XNfaWNrfnQAYE+zvm18FtsZttfIGejfYnKWZaqvipJV7yHkDmzx8T8v5i/0gxtrQnly+P06tjZ86pq2c47tnWwrbw3w0GDfWp3aes/l1jHJbu/Mb/Aja+fv/E3MAjz0KoGavv6R7DMa3EfhTm1qfL+n62cd0+yfrNeH6aZ5mU0gElF/yRwv/eP9xmuyjW9Mm+GFNfQ+sCpsHVp05S9hnTZhbdn3r8As3eSXS8eO35+nyl7fpB5OM31+ly8vn6e1fmycdtJCZhTEHJmVRw/uzdG6JC6Zz4EsLXyUDeSHMASIGJ4K0ULu5LizEvTwOsET+sg48tnJgs5597x/G9h/WXWD/1o4UEBd8PNA96ab9DnWt7608yPdlfU/3CmO7mwyszpu+H9pkSX/hGLu5SteS4A/taTE0tjfKF+MS72edY5p5DlEPM7Y8oW/aZ1K+a/s8TnpYt/aU8ppxoOy5a79t8cnsUpgBgmHIzQq7D0gMliQR4DMsDyRrKV3HYyxkrNs+gVWJqcDquvG1mjyXXXQSVycdt/O6s/HX2/R8G6QjP3Wri2A1mFoAOVDhK0+m8h5lMQHJckq+tyhCoGrIDstFWTVP6cJl4kpPuznoG9q/+pUnnKFNPVnS3uBXbjenV3mWkPDTXYMNKc98RpLCuxkFQ20fuC+ncFU2Mfaip+fGvsWHZpwN7emN057dqayeO6rvQd9KkEHGFNm9Ng8kfWT77rjJu1cmn7E9tucU227Cb4NdhLy7MXv2IeG/DMbhKevrLwmePHO+Pv5E5IHz6s5F2155eo27ElUe71AwcXiHOwuUX+UBrry28i4N6/6s7uZInc/ff1a7KEUXGKfDPpoAeFj2e9kpInvM0+37j53dpQMZJ3Ye28p9ix0eY7wTx3jD3TnWaZFvXPwwrvQOW8FHYDWIOeMrXzv8wk1eiXQ8Ps7TKzhahcSDPj//7UclIbwDMuG61PGqUQAi88pnWrDK8ZaSnp9I2wUTF18gD6YeGrgGKGXQswOkXN7p4GM8eDUBFtc7sasKRMFmXfu3i5Cqa+w2ygNfIcFgUsB1i8/IryrgLDho9Wh8b4NTlLv8sZFW3jJt7nuZcVDp+QvSyAce6ejZM49TOdasn9nf+NS+Phggu7Oe/8XjnJqQ5B2vrrx998Hy+vVsPx437ZG5Ge8a5THRt+eO/YbBk/MOQ3OcigJ7JhYcuHPwz8QAj/Daunifgzf8LNtzgnezM+G2xUemRm09GNmwcwskqcjPxKTcT+1jDUhdHVmu1TEHrGzL45z3lh9zS/c/sCqwG1hdGjdl3dsAJoVsl110ElckHXCMKhMPIB/yqNUEoiHfAVmadNhAlQ1QntaZIy4ygCyBZucpnSybjxbU9xHouJZdSBc/Ec0LbE9v1v/Yr8q2y9hfDBZTFwYeBkQcbC6wrRfkquMfKF8Ethdn6by3q2X9JDDlTQjYdgnGRJ+snGO6d2wy9BeULz40pMPYZWjP7EdFILm+g6E6dv+D73bZse3ihuUdy3Vge7f/jm8J93Ke8x/QuPLAjlv2W++IBgbRcmcjB/BEMnKwLvKlHFsX85gkQODIwTjiRj+9lnLIlm1b9FSbiMuwLXyCXYkB1RP39jiVIkRtu0o31Y9xWasj7cxoPbz5MtL0GqHsL+ac1r7kj8BqPiYYWN3KrkyHX7jJq5EOfIfjVZpngoHveGzjeFV3wTNEw5Qri51Mh88l0MkDHRe/3q7ExIVUTBDucRKZf/SfHdstbX+nrrUX+jW/Z5EDGCaLEEh2n9ha/7NcEaAidnrkRpTrL5agv33CrheWft0DLLeMTaS/mh2IRfYa57u+Rr969ShQvr7jq7Y3+N4lMIyTg79am+h715beuGU7oO9h/pxuT7etDfkNAjberahjTz9FpXQZyGmiAPlVDtUtx1zweFPd2WgCR/X0WrbB+GvbwmNPSGLGbdVyWZYKviit6p2PUxVC1LYry+p+jMpSn9SuhiI33M+4Vvz5tpD2r2UJA8q+iiCPfEN1A6s8BwRWK658DI7yXXbRSVyBdPxIb3+5TPo4lZc27aXypXY6BgFNIRawUGFQI8gD1pul65urVI4A2DJcrxeIOuWxzV55XohZ7qk97S79h0DGCd4ce6LflD07dYtsHiQU5PQCRAxolNwOEclyvfLNwGNMiW8ta8qAvAFm3fJN37iPB3Bd1ibySBriQOwyMcHzMLOEPdU8oGxJWNK7GRxke/jxA+ej8tkC23vjoE8O5Lw73Z7b85sTZABOMCg2T+JlWhM0CzmynMIcjFkqJ0kOBJJ156MNEOWuBuMN68Auy7Ct9qVwJAqFVHA/60vrikiM+qhIFsupxIr7SYFwGxQX/Rv7HMC8tjOdBcakDh4GZNrIj7KclImfA6sw3gKry4/JDr9wk1cmHfQ+RyYW+CL5ZVrla3OXIh0ACPwaW0EoYLDg4imeJjsBLS6WGNBwXRvQegtlNn4OpmpQS2XLuyJq8EIetwH1R2WXdy4vPgd1HQahC+w/qnt3pZ9Aj8qCb5p8LwDNvsiBmA5OjZ8s3oT/390IHDJeDeE5KB+Kvg31HtgExmcdO54/pH2ZCFDa0J7gV/nOhfUz3ld/2IcEMqim+UGMW2cOGfZ/WTvtdTlt+/G4Gc9zQ3vu0m/doIsC5UoOzL3dMVBy2iC7YkUHchjkixe8XRKBOyGVGNDuBROiUVttwETtMTmgujPxVbwQYJU+D/toAuBhWW27ps97PQbkXLTjzwpjUhdtX/5SgeX8OMJPYDWwKnG2+LPLLjqJK5AO8z5H/q0OvfMxbZcD3u3wSAcfkaFrDR4qgeAnpCJYgAnNDRgo0Cw7HVAuBymlHRHA2DZU0ITyuW1xzfVtXZ+cLHZoXbgOsywRRGGf/BS7BPQD+4/rZiInnooXmb0FzfhM+tO2NZbVtq3wadppjvD19Dvo9AU2YeK9lL9M4Du0Z9uuqXM5zgAAIABJREFU8p0hHeUBQNFDzxsaB3W+OfRxuLz+xvaASWN/OW4WzXN9e+7Qbzmgl8dLVLDmfPMT2K95+olyOJjPx5RE3bqTkXcfch60BbLq0RgK9FCf/L4IEQH4hin+VismHHkdsH2QOxklj+sw0QBZ8/QOAtlSXgegwz6aAHhYlt8bKX3+sr0fOjzoedSs88WXjANDEAs+RHpgtdkNDKwaXK1xjHT4hZu8IumYTirkS+PeZ006Nmek5Rfg0CFsFRg4ZAxA0CuD5EPuyynpHn47tnkHyA2ToGPrW/TnuOamwOoUf7rsopMYpGONbG+Kk6JsTNKBgW1gAJ7a652MsPs27L5qG+G3g8ep2k3JOz1ld2VVfET9g8fHPsVegdWVvuWqwy/c5CAd+wT80GUl4MckHAtxYCAwEBjYHwzgkRY+/hOEI9a3PY5xAqtPnzdcdtFJDNKxx4MgFs+nD4KwXdguMBAYCAwEBgIDgYHAwGYx0OEXbvLs58+faZ/+452OzYIjBl/YNzAQGAgMBAYCA4GBwEBgYB0Y+Pr1a1r2P3Y6YqcjtnwDA4GBwEBgIDAQGAgMBAYCA5Mx4G5pdBKDdATAJgNsHcw4ZMQTlsBAYCAwEBgIDAQGAgOHjYEOv3CTg3QE6QjSERgIDAQGAgOBgcBAYCAwEBiYjAGXXXQSg3QEwCYDLJ5KHPZTifBf+C8wEBgIDAQGAgOBgXVgoMMv3OQgHUE6gnQEBgIDgYHAQGAgMBAYCAwEBiZjwGUXncQgHQGwyQBbBzMOGfGEJTAQGDgoDHyap9notyZkPvzY2LN5ereH68sf7z+m2esvMe/voW/WNh4kFr1+yvzAaowFDyMT0jr8wk1emXTMby/T5SX/P09v/3pMj49P/3e/Mvfby3Q+m6WZ+L++kws2/HrtLMm0P96cpZn8JeK7K1V/NjtLt9+kjO/p3c2oDV12bZPDBMcebpvzdHshbWt/IZr8V/x78TL9Uewyrkt+rrIlBlx7WSzd/ComnHFbrbyR3oCXqfJOHWPL2YvHqetr9q/CUGtXlkGY03PBZEwVrLbttJjZ1zILsGzmz/M38zJurL3ApjJ/4ThY0mdgy3X7Tf0gGP6InSQK/5duX3woAfo4WP+Srp99SNefsn9lULcFfKBuy5KcPQ4yD2e8bH8cB1a3b/PA43I2d9lFJ3El0oGE45e36UcmGT9+e54uL1+l+TpJR17sVICRF6m6sBnSgXVqYEuLog4s7o1cLCMDFcw3dbaweBwjyMG21Vc5sCzBPt338od1AQfCZ+Tn6vfWlgYnD3RPbVu9coAj5Ft5EABVXEpZMFBtv5YbvLaN07lf0v4wLi+u0vWFtD3blmRc30AZSVw5n652rCvcmLmD5onjnweGWLZzYZ5/GfvWnhqz43GAJOLiZXoHD4kGPgOZtp3V/UakohCFB00ydD++Jwj6zt//XyFbMt8SEnsvy+7+MxCkj+n2Tz0udq9X6NP3QWC1b5vAza5t0+EXbvIKpONHevvLZXr+2w+xszFPry5X2+3QOx02kBPgUsGBCCYXLJDSOXIRw88lEP6e7nFhPf5gQ9pjW5+l3cnOhigo3wqfO4GH0hl9ZmRJoghyTWBTdREY4jqL5HG5fMUAijHktKV0NXUjbxn7QxkYk5lcqN3OHJSC/Ye29+rWtsGHlQAD9sZB87H6TdqhjpE6FhflF7sMfVHleW0UGThWNuG3NvjGp8l89EjtCNigr+p+/2B2OTJ5OX//hXZKcAfFBPmwE4LpH9JMEgBo88Xn9A6OQOV8SXRoRwPqiF2V3B6TJ+jD9SfSiWTI3RvQ2+or+xKfNe72xR6B1f30y77gY7d6uOyik7gy6bi8nRvScZle/b6m41WjwF/l5aDhDR3D4idwCFJY9OQxKxnsqTySMcOgkT7r4GO3Tj2mAbcwOFe+1XZXdaUv+egFB/0mD+yHgY3NLxhwfD7Qo/WHDk4xKLu50scCbduOjq1c3f/jzV9s/+q/XgCaHxIMA11oxz5MYN/9F48BqvljCVwdnU8M7tHuZg6V45Dy6xFHOd8uOw5QhnkgoO26Ab9h4C8CcnOPAT6/w4EExBAHHr/NUSoO+Lm83kEh4lDble0UUsHER+okPyPRyDKUbn7bkrgE6TjAOVX5/nu6N/cSQ/cKD6avUI8xjfj18cLv/ARWjf14zMdV7fh2+IWbvALpAGIBOxv8Pgdcn6fnv6ybdPSeXMtFiAIWOp9tyo8CEFxcZXkhZ7gABhB1QDDBHl5AY21typS2nHQV8Fg5ZmKQgVKRWUgH726J4OniLJ03AWqnr1IOB6pSH9TdOxLUkWd0L/oec3q2UX23R9gf83istqQDg1t+z2DhmO+Rjv8074aB3V3cHJ0fxNxn3o8rNhDv1J1fnCV6QGPxS77hHUW03RLjYCHpcMZ+3YV6mt9KgF92HPTxKXWcqgnWar/V7gjgAoM+uRPxPWFbSCQoyONdiXtzpAtlyaBQtouBJhOZ2j4GoFynadvZoRkFpUeHa2GnA+5bYPU4/His67jLLjqJK5IOu6NBJGRnOx13ecGTT5RNMKicLvPkZ34qvmzAecCTmbLHxvtBgY16kuwFiCrA5MnGqWv1RR/mwN4EsNAmBjYSG1Dfa5/likAHgycOumQQBWVFObZnG6jy0/T6Ai6XPcXr0J6N/S3JMPfWh/ae5eEVcOSTjus8fyh8ZtJxWrueeR61OBd2bPHN45THAxHEtpw/DhaSDnz/ar1+U6QC+qYCdh2sV9Ig+on2sCQiP4VmEpBtVogJEgc6HsXHp/ipMhOQSkgkWaF2S/Ap5CvdJEkp+hmigjrUnZZTnH8Orc+BVTvu4n6fMNzhF27yeknH76/W/CJ5P9DUi5QsR59LkOAEhOwsXBBxYfUWQi8tgM62m341fsmLMb2oy0+ws32boLFTl2WU69hnGjPUlktEsjyvfNPvTG5soNrWHevWyC19Ol3MFRtmG5cdECZ/cL351XyjkdipasgF2FLOFWxbSIOA1vMRpVn/Hr2/YAyaI1W1z54N2ZaZyOe6xYcFz56N25fEa1ss12tzFb9pUkHtSQIBn2uw3gR93B9n10CRACxX5WKeIAy6n7pNyPPbJd35yJQs07SN+mmCMdaB7R1X7Ztd2iOwWr/Ncpd+iLZ7Y8JlF53E9ZGOv96m55f2xXK7E7L4Xr9InhcjGzw0gZ5ZkEw+PVV1AtsilxZCdVzAyOgZO9KXGIhDW5LvCkm0L+6O6t5d6Zd+R2Vh8W/yDW44kIArBl0LjkNhGfv0NdvD5tl72VZ8VudDcUwN7b+ACEBd+ZQe/V79VB82kK9kYIyfZbCNepi54+j8BfbUfbQ2qvNcniuLfW3dnM87ihb39j7bUvqgtLVJv/XIAn/trArWvaAvj3NHDpCAGcvJxKGcox/tMqg2QX4lK3CEikmGSndeIq/l8k6JIjmasBRbHx2ms3+OoV8OxpA4MsYUbgKrgentY7/DL9zklUgHfUVufadDf5PVYoLh/Z6HJR0IIFyoRk8w2+CRgocaaNC9lJE/l8WTZMinqTUQ3r4Tj2ngEOlrbV+eHmcyUGzPAQufp5dPtvNnqpsDHJFfZPYWG4Ml6WOr51hW2zbp38NcTT8m366zL8vbn2zf9Q/4uIxrJpvS/tZ3TsBdMCXrHfE8YMZFaz8xfqVty1FUkS/GL+BDz73antbnOIZYviEd/A5HmSckOWzmCt1Og1PvmJMIztVugBP0FXkq4AN85N2K9+LbqYRcqEekpB6xYpKg2oT5S7VLwSQfyeI6uowgKXn+w7b4pfQiU+98lL705sxIbx+KbNMmgdXd2n+bvj7Qtlx20UlciXR4pGHVNJd0bNARvCB2A5gNth2T/REHcYGbvVkoILCV5DLG3WGMu8PwW3skap/x1ZCQmKf2Zp7aPG4Cq5u38WHMreu2Q4dfuMknTzrWbfyQd5qDLvy+r36HHUy9kxG+2ldfSb0OxW+D4yz7FtA3uzLS3vH5+OeFwOrx+3g349hlF53EIB37tjCEPif05Gk3E0RMvGH3wMD6MADHospxp72dvyng3H891+eXwHhry8Bqa5PAyeo26fALNzlIx94uEqsDIQZT2DAwEBgIDAQGAgOBgcBAYGBTGHDZRSdx9vPnz7RP/9t+p2NTTgi5McADA4GBwEBgIDAQGAgMBAaOGQNfv35Ny/7HTkfsdMRxpsBAYCAwEBgIDAQGAgOBgcDAZAx0NjXc5CAdAbDJADtmxh59iydSgYHAQGAgMBAYCAwEBpbDgMsuOolBOoJ0BOkIDAQGAgOBgcBAYCAwEBgIDEzGQIdfuMlBOgJgkwEW7H859h92CjsFBgIDgYHAQGAgMHDMGHDZRScxSEeQjiAdgYHAQGAgMBAYCAwEBgIDgYHJGOjwCzc5SEcAbDLAjpmxR9/iiVRgIDCwDgzAr38fxO9ifJqn2YvP6Q9YC+MHBJ+wHh7Qj+514p3A6qnMeZvBqssuOolPIx2/v0qXl5fp8naeHh8f1f/89pLyIP/yeXr7l8635e29/srcebq9mKXZTP7rXxd+d0N552/m7mTRzf/2Mp2D3IuXNNk+wC/gynbkZ90mLUimfJGTwXt3pfTW+o3q2j47bfdkm3S0282vrl3WsaguL2NRn55ujz/enCk7X98tmDzY7+xrZZ9FelrZI72h7FR5Vv7x3S/yF49XGvNn6fZbtcG47iJfVDmA26e3o+UsPwb2vV7fftbuZT7Oc56Xr+e7BeOAx6SdQ50Aad1+g2Br9kz+z9M7p93pft7M4j5Nj2V+EPBLun72IV1/yviUBGQtdmAi8zHd/rmmMQA6PpviJ8cOk2WMdYcf3Zu9/rLRtTawGlidNv59zG4Cqx1+4SZPJB0/0ttfiGwguTCk48dvz9PlL2/Tj0xE8P7yVZobYmKJhrz3SIdcwHDRKYsTLWbnFxB4OsE5EomzdH4xS1IGOA4XypurdD3TgQ06FRdBJ11MwqBHDXBpwS5tYPAv6udFlcuP6oJeRQ4HrTIwRtleX7+n+1Ge0H0dwJ0iY9yn7MNCGnOAkvs8rAt2LVjIPnVxwIOP/MR+uM9Ek+yt24X+aayxjHod+ZEJR/VlrTfFdkdVdoG/cEz2/GmxrcbYGEPWhk9v53h9OMay7be2t7Wntrcuq/PqGHsHDw+E7205uLft4D2P9yE+rP58b4kB3a8neIQAaY2B9pPmbxOkOTJsAGLvPT9MTttEgM87M06fWv1aO2A/J8lgzHSumyBrqm+BVYtNe9/6veMrZVdTJrD6JOLssotO4kTSUXctWtJBhOTV77XM4+M8vbq8TDpN5refF5EOHVjzgvYr7ojUYJKAhIvSza8YPOrgj+pBeVhsdd73dL8E6bAAxwBVBMp2AXXbyeCXda1c7gOlV71tOby3C+9ocO0wTwUPaGtDogb9UHVtHzxZsgzINYFNlWcJCePA6Cblmc/Kj05brs+MjJMqo8aZh+3qk3b88Nif5/Fq/NTF0ArtnJCvWnuLxdnYto4hUYZtteQ4GMpAWZvwW0sM8GmyeGKNgQ3vhLz+nG5f1F0BKHv9iQJa2i0RT9/NMSWUy0Eu5ondFdHePQQ9r78k+VQbdyEwGKI66siWkjVPt/zEXZRvdGPfPLTBOLRb5GfZvAsidZopQgUB8cd0++lzOmdb5b7qOh/qbkBPb9CtZ4OHTAq5jWesq+9H7EdjB2H3LIf7K3U9f/9Zk0ZHX66Hcza2I/xfbOyMiSfl+X2UBDmwqsdm3cGU5D+wiuNr0k7hYgx3+IWbvEbSAQTDHqciIvL8tx/qCJbc2bCfF5EOFdjlnQAgDe2iBQEL7TY0C6gMTs0CihOICoYWG9w+1UZd+AlcnmC03lKmCJ6ayagGXVWvq3Sdj5Q1R1CwL/JYmNhtaWRLHbb7WdnCC0oG9ld1TZ9GeWA/9IvcNYL6xf9ka0VAB3qgP1T72o+gy/nNFR3hc49ybdfmrb570H6xPehSx2vVlW36X/ehQvH3JAyt0I7y9x7Yb1P6DHHPPqnHWWm+k/NOJYDLjoN2/rb23YDfbKBo7imIq4EkBaV8z2SDAxoKiDkQxboYeOdAmYmFCeTvTeDPgS/L4fsSXIKOhrwwKaBgogZeeM9lPaxIWZgvSAjagvv2nUiQkFX7x8enIJjXtmG9oA/cHxzb1gbYVtWb+8x1VFuZeLDsKo/bBtyQzUuZpp8mH3a14Zhd6V/2Gd8v0Bd1wD5IHSx+V7y38s19YDWwWt/JqmOpmRNgnBvs1PX26Rh12UUncX2k46+36fmGSEc5Q5yDt7qjIRdAsyiJQAQXvnJ8J2/pl+AT6smjUvyEe0LAroInchwGRBxszmYJj4CVNoVzm7rUJ+5zGwRrXbEd8/SeQUQ61ACA03d6NQGNG2yYMkVfJ10FPB07cH20h/WBtD/KF8HTxVk6947feQu4lOMdzcqyK3YFBjx5R58mx25vzHGZ/7RjlG1886vzwKEnr5e+XDuMo+O80jzI804Xp84Y1PbI81cei8381BkH7jwgx4Db7mp+o0BNP/nmQNeSAewjLNa9QNQEuhRow9NyHXBjcMsEBPtHAS61m4Ndka+D4RwwZB1aWfppOPZPyNJ+yoG2zMfgOu+WFALBpKIGdcUWXAaDGJkv9egE+LJdJF5cv7WB7oeUnedQ6Re0qS6j60MdnU8vz3P7JFPWWWRnsAeWZ2xI3K7pM8oXOzzwFD+wGlgt2MvjaVdY7fALN3l9pAOPUvk7HWs9XqUWLV506KlbDSopnRdOSK/Be0syar08iZkFDvOZQNjA1pS1EzvfN23AZLREXWo7EwevvAl2uT26GiK2pglQt5FttpTs1va40+Da1JIlp65tE22RSRnaqhIIwAIGNh7psO2zXGHvqRho/a2x+nQbTrH3Dss69pd9bu3jYZXHMV91f0AGjmvwu/Uhtm8xBPVXaIdxcfRXsndjU0H0pC+bz8L2rZ/9cbCQdGzAb7BA18CNg+v8lDAH4PKlchmItrsIMpDNROLFR/H0H7AHZcRTSMRRLvv+/9pg2BAZsHPVoQ3m9TdPSbl63JC/HF0weP+IR6SkXdyAGokGPdmvOuV2pO3wswzoF+kt7UjylJ9Eu4y7pn1VxrGDytdEjmXWNhfpW3Usu1EbmB+qPtLGgVU4zhdYZRvsDqsuu+gkrpl02Pc3vCNX7Xsc8ojVouNV+iiTWcB4sTOBeAlOYDLIgSk/0atXEaCgnCV2OrCc3nngSUtfnYB52bpKF0eO6atqV9XNk9UGJkTVZlc+6V7JX9bH0x/SVBDZqdu0ZfBg8r3AxiUiuZ5Xvulrx49t3bFujVyj+zHlYyCq/AtYcLBdAk3PdpSGDxaWwhDjf4V2jtgnDb48my47n4i6y46Dthz7i6/r9puzQEtSYAPTnMcBThPoykC7PEmnNkow2gTgTHRyUK5kQL9tAE7ySIeWNEBgWnZimrpsx3x1dCl9wr5XooBy1c6E3iVpAmKoz0/95WccPwv0bmyg/VR0LGNR2oT61tpBEz0rA+9ZX5CLOnCdjr7KHq0OzXgq+ho/LJWubUCyhV6B1fLNaIFVxq0YC1vAaodfuMlrJB2PCV8ut99eJe4lueh9Xkg6VJBngxG6ByIhg9tKOnK+fdqdA55SZ5nFFRfWJYgJfwOVDLIGdd/daJm4GJf3Q6z++t7W9YO7p0x6K9ZRPrOyLKGgPmlfdIjd3ZXyM+0cdcrC5N7o4QUyWT/00UAWyBv4sckblV1q4bF2O8R7jVe7MFu8ykBUjwO2PT8oWAZDdVw9vZ1DtPkyOoNf2JZU3toIfOWl0UMgWdf42OLe3mfsS18XXJh52LYv64zx4digF3S7R4Yo6IMjLfyegA20VeAqA2cngGXiwjsf5d4G6FIO2gkCTSYDFHRyXWwfjt9wgOH0r9gVZDn5sk8ycCfZ9X0Ffd8GxDLwU3YpfeAns3nnRurt2oD7rMkO9UcH/GwHtkuvn8VOvHvEfs/ksr4o79u5yO/YUtka++1gcNl0x1fKB0g62EaB1fpuEeOLsRtY9cbDOrDqsotO4kTSkb8yF3+DQ/weR/nqXJs/7etygYh4pKPuRtBxGT42pXc98qB2FjVYrDCINYuYNLZcwBYfe8oLKx+5Ktcc2OTgtugtCQeTkFKHjwB16hbCwZMWBVhFtiRQ2HeWJ3+DhOvu5orBQtNfEdBbe4k+jeu2fqjY6PTV2KiQGw6qhJ5jWW3b5JMa3FIgxP6o6RJ3J/XZ2L7FsLWpDGZz0Fv8Y+w5wFA7nldoZ9lA4dDKWd+oOcsj7HV8aZzP0kyMX8C3ztd+c8c3t93M12v0GwZq+n2O8nQefVeDNwpAIfjk4IUCUSYg0MdRoC0DeH6xk79ZRwavUgbOC24AzjpwQEV9ADlQv+ok9GciIjHpEhpRH/P5XsjC9wqqDm0QQ2VLv7IcSdiYGPB7CVJv1wbF7vwSLPSZg+wJduDdDOF7shf5k3wyT+9AZy5bSAnb+Yv6BjPEN39jmLTvOj8LfRk3gVXGJhNovg+sMkbO328Pqx1+4SZPJB3jo1G93Ysp6Zp01IUNJ+F1DuSQ9aTvYw4/BCYPDQPloUOM+YMa8+G3Tc41EGjXwP3QxvTu9LV2awno7nTbJF52KdvafJe6HFLb1m6bw6rLLjqJQToiEDmoQCQm9EOa9PZBV9gZ1DsmgaF98MsiHcJvm8UpPRGuOyOL/HGi+d6uh90F8XaSIq5YY1wRWF1qLtghVjv8wk0O0hGTwxonhxNdmAJDgaHAQGDgwDAAx5zKMagD032pIGxNfcIjX/x1tYJwtEfLYv3blF8Cq8tha1dYddlFJzFIx5ompk0NtpC73GALO4WdAgOBgcBAYCAwEBgIDGwXAx1+4SbPfv78mfbpP97p2C5YYnCGvQMDgYHAQGAgMBAYCAwEBp6Cga9fv6Zl/2OnI3Y64lhEYCAwEBgIDAQGAgOBgcBAYGAyBtwtjU5ikI4A2GSAPYUJR514ghIYCAwEBgIDgYHAQGDguDDQ4RducpCOIB1BOgIDgYHAQGAgMBAYCAwEBgIDkzHgsotOYpCOANhkgMVTiuN6ShH+DH8GBgIDgYHAQGAgMPAUDHT4hZscpCNIR5COwEBgIDAQGAgMBAYCA4GBwMBkDLjsopMYpCMANhlgT2HCUSeeoAQGAgOBgdPGAPyOQPw2yGljIOaA4/N/h1+4yU8jHb+/SpeXl+nydp4eHx/N/4/09pfLdHn5PL39y+YtvtdfmTtPtxezdP5mrgPjby/Tef6V4T/enKXZbOb+Qz03/+Jl+sMhG+9uSM71XQbF3ZUrF9u7+ZV0Ql1madaRqQcY9afqe5ZuvwkAmvZkv71+yHxup+kD9HMg9/7B6rSJX29e1Ab8+rDwobLluK61S/Gd41+0EfuL22M/YvlxW2zjeh3p/T2xL8jfxtc9/U4hnfGobA/jYGz/vj1tPcDS2N59Wd+bOWMhpo7CZyMsmzwcO3WesGMQ8K7nJuufWhfHEuMhj0ldV8yPD+MxZfVYxm9NEPxpnmbPPqSVf6kb5czTu33Hxhr0hB9umz1bpq/xy9J17dC4Xpw+T/9czFKazdL/OD5R2Kr5/3K8dHeV0uws/SNjDFVnqg65PMolXUCfvk5PlL+yjtkWzfqyK32Ov12XXXQSJ5KOTChu52l+65AOJCPP09vf36bnWyIdcrBiIGGAhguRG8Sahe8BFtazdH1zlmZGBrTRyiEgYfrNFdZVBMIZOFY/WiSzHrjwikApB8e8cPbal/1HcnFxla4vZonr3WO/RF9NOyC3LvI5OHD6r9px+jbKH7dBbfZ0GNYFGwnfoo0yGfX1oeBJ24YDpLbv6C8h38qEfF9WDo5E3cW6Hf/EVEjFza9EyBTOxva3vtD2tBga2xLr9nyD46M/XiwGjuV+hGWaQyTWtX2tPbVNFvjG2nswt9h2FAasHDPPaZ1YfxMEYwD+Md3+yflPv2IgLn+9etAvX7entz1F3nb1/JKun63HvlP6eBxlf03/m83SvxdnKal5M+MkE4x/L3qkZH14enijdcD72VX6e08xfhz+X5//NmGPDr9wkyeSjrpT4ZIO3vX4a59JBzjPWQhhkYJABIN9EXTkgWQXPHIcyYHAExbtGjj7AGnKiIXSky/Le/kaPESabr9VnXQ+68Tl+F5fF7ejy/ttjMuoNjx7C7tY+aquneQ8WbIM+1ikVXmWkHxP94vkCTmgJ/iLCKuDr0xqFxFT299jva+2YqyM7L/Inl4+y7VXb3zUtuWYI9tPkW3bOtx7bYdqHw+PdQw5/XXGXJXh+cKRgePMK1v10vqCjGX8JoJg74n/n5/T+bMPuPMBux+z11/qjjuUf/0lwU4J5pXdESIynAZXPk5EOwK2PPUX5Fx/An0gn3YNZPm68wLyP6bbT0I3JDeyXb3rIHU8f/85B/6yPOnEet6jLVhPQRLAHi8+p3e4s8H9IjlVP+4D1P+Ybt/P04zJF9pT61ax0PN7pKONvr1M/8KuxZurlC5epge19hAh+d8dXOvOxt83s1R2PaD+xcv0NxCGvDtR8lAWyaC8XjvkCyUX6iLhkaRDyhI6PHxPULe0wTswq+hm6mKf0FZVH2iTbMNt1zywLZGmnHfzMv1zUW0ID1yA7BWdpf29tpVfTge7LrvoJJ4o6Wh3Luqi5S9W7sIqg9JBoFwmViyfyUn+zE/KUb55Sg868a4L5YsjSKYs5uMTEG9xruB3+yEGimyz6C3y15Gm2vCCErSN2PUR7au6Ih30GuVBfrVRtQcdPQOSSQGMIo4DPVo7SNzQZ/Ydla0BUltX6GP6dKxlW1+N7L/Injmfj8zB1XsaiLaFdiy22Hf/xeOcPCbZ9q2uR+6vBvfkm3osVD9gGc1NYLvzm6t07vkG27lK1/lY6/gY4gb8lonGrXc8KBMOG0zzPQfyHKjrHQMbiH9PRCBEwK2Jq4poAAAYYklEQVRIDgfqvXyQl/MKEbL3TA5026gnB/0PlFdIQL7nPgHerZ6yX5THZCOPAdSH26Z+sE3us658L2Xx2IrrknMJBPZINjSxAPthIA/znQq2KVjmo1glsOZ5UREFKltICMrRZKH6ScvloJzbIR3EbgvKoiAedSiE6df0v/x5Fd24btGdSYRsB0kDEwk6esXlqX4lIUSK+H5sF6/taqcl/Xok632HX7jJB0E65GJXP7e7EV5w0A2yZbBrFlmvjpem26OF2QYsDQixrUweeALIwEN5YnE+v/CPevFTvPIeSV686fwwBVBKDyRETFhauxUdjR1K+joHhmnDsyvtMNjAkHcedDrWZ5uJIzOe7tpfeVKQZFH6BmRenKXzJkDtTCZSTglu2eZwPUvn6thbR846bb3HslxfDO1vA9+BPbMcRSDZFgZ/hBMmHf/Bd4vU2FmCzHpYO7w0bV9rA9WfPJ/4ZTIBzGMR/SzHZfYN1pWfs3+a8hv0GwXBH9O5c+QHg3W5s5EDdAqgc/Au8lFWuYfgmwNxGOcUjMvgngLyXKYhON8T7TZIGXm+QLIi0pu6gnQoQkD1p+mp+6kJjNAnk5qWVAhdYBzFS+R1p4xxveQVA1yMFyhoLkG+IA+1DK2V/4ojTxhMl0A8707IoF/mPZg2pI6ZkPBuCV5F3UKAch0Z1MvPcj5pdOsSFcCc1q2pm0kYk4qGBKn6lkBNs4vXtuzXKX122UUn8SBIRxM84GLVBs9eIOMGtfzUOy+GTRknMGnK5CfjcuGV7eNnEwxbGVSm7QeDVcrjtHItNrAkw97nxYEnjrzQNzZ1+lPa4rorXx1iBgGMDEqgjdI3qbtT1+ojg6HcTyap4Ce0vyF69B6M/8UCkvx4/iz2wbY0GSp5Rccl9C9lZb8P9LNjf2mTIbbZDkO7ju3p+hrlQj3rKx4zfNU2B13b8aLLyL4d/meyQzMu2S+ZiHVtgn6jea31M8nGup5/G/LOdl6/3zgIboNlhyQo0mFJhQmo1S4GEwixiwF2lIQAypfdCO4v7zp8UHmaNGTZqq7QzZHLfUaMunrysap8LURKEwjGuNRHyUasCF2cXRWWEdfqc98W+uk8BLsUVOuguabr4NkG6tCGJCiqXp4j5TEtpVPZcWGdSTd6z4T0UYREEB+Qg4E67DyUdViTCGxLEKmxbk5dRSqsHUBn0DHveiC54V0N6s/ydvHaZpuc3rXDL9zkEyUdYuFrvjGnPp2Wi6olDHQsp5bl4HZmjj3VAesFSV4aA3aUR4MJ2zLBXdWjf8SkDQSoLdnfqjfrs+q104YXZDREpFNXBEGkr/Rrq2/jQyafZQLUdbzyjV2y/SX5bMqAnl4/G/11+66cI6nTYrDt+9D+C+zZl++NK0gDIuLhh9IW+vdI/FIwN7SvZyfhP1G39aGs6/hC1C26oG2dsuU9KSmT9VjkNxlEE8ngY0CKELBfJUnAz5JESFmZLJRgPd8rYqDTZOCu+wx9Idmsmw3sm7qCSGCebBf1rt/MZes25bnveJUEgm0syZbWE/qB8sq3Wvn12/5W2ZHHttDkAgNjfj+jrF06CJbBswq0s09rME/1ys4AExJDFtgXWi7ph0QC9BA7FFzev8r+CBIgdCNSski3tq7ta6OvJBqC3JCeUq+ntM3+Or2ryy46iSdJOjAgYXKAi5x98pmfinMZDk7LE3la0Npz47Qw+sG7k9dpuzk+hcRI7oj02gewm8UWguIyMUG+0WPZoFktQBMH1bANo499AXRU9+5KP4EelQX9m3xq2w0o0Tf9b+zBSarrP2Of3K6PC1N2FTsfUN0+Kcj2GNnf2hPuJcatn/G+jnFsu4xl/X4XBsli3J8GWYQ5Q84v5tvX7DhTuLd1zdykyjL5Zl+YsvwAiH25Sb9JEgHjBoN1PrZkSEg+HsWBP5ZtgnmuS4F489K5PG6l2pKBe8b+p3l5+VwfzdLkBuagEQlpg/78cnf+di6o2+opyZSYmxqiBXlSH/pc5GEfxS6NW1/IP6C5yw+kN9gXG8zjPbzcLJ/S6wC8kor2qBUF5vzeBQXXZecBA/GZ87I69K8NxIlosCwZtGt7QPBfjoTJ/uT2CumRebm9rm5YVtqg7auyAxMqPg6Gbet3PepXDC+wi9f2CWO4wy/c5Imkg3+DA36HQ/zz73Xw73fIvIlfnTv1dzrkBOAFMhREmB0JXtSG57V1QKqe2JnFUOqgylkQ5mBI7kaUgNfmiaAI5Df9EH2Q7Tekg/vIR73Md+ijzUQe61b0sn14wv3CNmzfRd/GdXPQIvRfqHcOZrmfkgjYtsay2rZJJgVU1l+yHe0vPTkfd17HZtnfI/uP7dnKVb5rxqst7wTcBVMcIB+5n8y40EeraC7kMWN/A8X6xj6M0fnWnka2GPvyeCONizX6TewI8JhTQTgHzfnbqwrhyIF+Ca5hPrSySl1DRMo3YdV0TSoYYzmAt21boqSCfqqrSQiRJ/omrXl6B/UlWVqoZ31p3N0FsfoUeURmoA7bza3/hLWEfXVSVwiOOVBGm1FwXwJ1SFNBsA7+8Wm/rK8C+3wEib+h6eZXPHqlZBc/kVx9fIqD9oxdJi0sr7Sr6zIBoZ0I+MYo/oYoJjCOPKNb0y9LKvI3T3FbgJmyK4N9ysSCXzS/g28IEyRG9mWJtk8KkwUT5CeXXXQSJ5KO+pW57Y8CridPk44MPNPBU3Zu9D0wERiYhgEgM0H6ptlsHzAWfjs8n+0DbkKHw8GN3YnYqe8acnc4dtyp3R6+d+iFnxykIwjNk79RY9dAj/ZjUlyMAXiSrncyFtcJu+7eRuG33fsgxkH4YJMYoJ0GuROxTXvDTknd0XGOjkVsuHRs6NMLPzVIRwBraWBtc0KItjY52YfswFdgIDAQGAgM7BIDcORKHGfaeiymj3xVArJLmxxm2z698FODdGwd6IcJqpicw2+BgcBAYCAwEBgIDAQGAgMSAz698FNnP3/+TPv0H+90BJglmONz4CEwEBgIDAQGAgOBgcDAfmLg69evadn/2OmInY44XhUYCAwEBgIDgYHAQGAgMBAYmIwBf0/DTw3SEQCbDLB42rCfTxvCL+GXwEBgIDAQGAgMBAa2iQGfXvipQTqCdATpCAwEBgIDgYHAQGAgMBAYCAxMxoBPL/zUIB0BsMkA2yaDjrbiiU1gIDAQGAgMBAYCA4GB/cSATy/81CAdQTqCdAQGAgOBgcBAYCAwEBgIDAQGJmPApxd+apCOANhkgMXThv182hB+Cb8EBgID+4yBvfoF6lj7Y+0PDKwFAz698FOfRjp+f5UuLy/T5e08PT4+iv95egXp/P/L2/RD5cuy/mf9lbnzdHsxS+dv5tow316m8/wrw3+8OUuz2cz9h3pu/sXL9IcB27sbKeMs3X4Ti9fdlZKv9YFfzhV1HdmwCLD867tl5VI5tx7oPtRJtGH6uZsFifxY/WR/IXpkw3Fd619lX6/viB3hr5tfBbbGbbW2G+n9vcHeQt08fU8ozfoS8CLHms3X9hz7wvqOxxVhUo/3cTv7NrbWpc/IfiYP5zs9hkf2vH9YMK4mzGWjdp7ityYIvrtKaTZLK/9KMsrZ5Q+fLYmLNegJv+yclvqRt93+ArWdAw7r/v/S7YsPafbsQ7r+5Pm25p+//z9a0z7N0+zZx3T7p1d+hTSUS7qAPn2dVmhjpXUv2+L1F7G270qX02jXpxd+6kTS8SO9/YXIxvy2JR2Q9up3JhNEQJ7/9kOQEs7rX6eSDjlx4IKkgsgc+CkiwAtgXTRxsRJlaPHK+bggiqAkB60c8ECb/Pn+gRZnGSihfiDj4ipdX9iyVQciEV47JLO2ASCGtEHdlQbs+gcJ2LPaJNu/+Inue/nDuuCLnt9cG1hbSn9ZvTJRFPIl1uDz0PeIm8Pxke3bLu7tOFQ6DO05xpCS89DOCe14Pz2/DbGc5zU9B9V5wvpN2TMTjjq+az30i/WrO26pzrAdKwfvxXzqyjVBMAbgZ+kf+cDJrWf64JTBQPziZXpw8iwed3m/XT3hF6DXY99d2mw3bX9J188+pPMXH9PMC6YzwTh/0SMlizG7bL/+eK91wPtn8/Ruz7G+bP+i3HSs+PTCT51IOipZ8EiH3vV4TMuUsXU2TzrAoDJIoc96Qa3BqV3oAJCwQPcW0TYPZMHi57UjnVvb1KDvpdu6ixZYWX63n5VNxa5V6bcNIMRkpuqKdKzryZJlQK4hEVWeY+dF8qRsg4sWBxJzu7V/sbPRf9fp1RetfYb29PzUxZA3Dqvvh+3smb026S9th2qfts2xPfFhihlzVYZXt/U9lffKVr20viCDyvfmaZIpgmDvif+3l+nf2Qx3PmD3I5UHJbTTDPewU4J5ZXeEiAynwfXfvFNPOwK2PPUX5PzvDvSBfNohkeXrzgvIP0v/3AndkNzIdvUOi9Tx3zcvc+Avy5NOrCf4rOovSALY4+Jl+ht3NrhfJKfqx30AmWfpnzdXKTH5Qntq3SoWen6PdLTRn5/TOexavJ+n2YvP5qQGEZLrT3CtOxvvXn9IZdcD6r/4nN4BYci7EyUP5zWSQXm9dsgXSi7URcIjSYeUJXSANfI175BUPe9X0c3UxT6hrao+0CbZhtuueWBbIk057/XndPtC6PYg+2Ls4rV9QmuEHLs+vfBTN0g6aFdk/3Y6aODUAAcWLhuw1wULy8ldhRxczuQCxEDD4EfLwvpY1ls0xYTq1CWn1oVVOll+rn0R8linPbxCgFDs5xCB+64t8u6DZ/uRX7INqi+EnUpwSnZWQcpAD2l//KzK+r5W/d5DvzR92rKONNbE0bcy7hbYcxKGRuP9v3icUz+AGGNu1zbbSPsKyzBWaGzU45HyocvInnN6QHNzlc7lEVQev9jOVboeHW0tGBy180S/ZaLxj3c8KBMOG0zzPQfyHKjrHQMbiH9PRCBEwK1IDgfqvXyQl/MKEbL3TA5026gnB/0PlFdIQL7nPgGWrJ6yX5THZCPPoagPt039YJvAPA6kje+lrI3gtmBFzO/HkgaBPZINTSzAjhjIw+6HCrYpWOajWCWw5l0SRRSobCEhKEeTheovLfc+B+XcDukgdltQFgXxqEMhTF/Sdf68im5ct+jOJEK2gySLiQQdveLyVL+SECJFfD+2i9d2tdMRYnAwlnx64adujnTgex+v0nwN73TIxa5+FkcgsjG8oK4bkHOg0iywAJZKOnBQq0Vxls4vzmrQbBZkFbDkRZW2Hf3AiUHq6U55tOArudBfDJY5QGttwXL37mrs7frHlCl9cNJVoNp9okoTgGvjQjq+JyI7bNNZml2cpfOGkMrJRAdj1Ue+z9z2BwO59Psky9B4oZ2psT1XxVAd7//B97OqHwe4OTqf9LAs8Z4/57kH7eSMyWpPIh1qdxHL52Om8nO2J44RbxwP23ma3ygIPkv/Okd+MFhncoS6UcBOAXQO3kU+yir3EHxzIA42o2BcBvcUkOcyDcHJOylKRrU97iDwEbCmriAdihBQ/Wl66n5qAiP0yaSmJRVCl4fvuCvEBOS057ZsuwlzCAa4SBgoaC5BviAPtcx3Q0AyMSmBeN6dkEG/zHswbUg9MyHh3RK8irqFAOU6MqiXn6X/sY6QQcTFIypgN61bUzeTMCYVDQlS9S2BmmYXr23Zr1P67NMLP3UzpOOvt+n55fP09q96HMseo+rdb+d4lTzXDYut3p3gRdMGHwyifvAoAyVLMux9nXjcoKkMdD/gYl3wmhdv9ZS+1K/tqDo7yXf6wuRP6oP9sUTKqSvrwOcmGKoEAnyJdi6BQbaL1z7LFYEO+pyf1npBUSaqFGD5vgYZ+++j7eBlsT2ZBAIOFtjT86GLIejbaLwvaIdxcfRXsoMiC6bPFcsje3q7RCQbx4EYX2VuwjFsx/5m/AZBNATBbbDskIS8K0BBsyUVJqBWuxhMIMQuBthSEgIoX3Yj6vhDveC4lcjTpCHLFvlEcDKZceRyn9Herp71+BcesSrzpSYQ7C+pj5KNeJF28uuznLhWv7e20E/nIdiloFoHzTVdB882UAf5kqCoeug3kMs7A0avsuPC6aQbvWdC+ihCYt71wEAddh54x0WRgCxTEKmxbpqAkN1MWqOv6JvaGaK2l7eLacfMj60P2V7HefXphZ+6ftKBhEO+UD6NeGyHdIiFz31J0ltIGSwLgl9eNHFBrUFv3aERR4v4pdZyjITbkNcF7WWwYxBXFghZf18+Uz+aoJvtJQdtE0R26so6+Fn6te23R+5cIpLleuWHk0npi6cHpfWI7FBu08+2b0dZf1l7lnLCLg2GOM8bT5AGDx7CbwVHnk0LDqWdRvaUD3fY/gvqdtsdtSNl6nb6400GwUQyylN4SQi4zzINP0sSIWXlI0piLm5JTS4jdwhE+eIDbJtks242sJdBP9YTRKJpF/Wu38xl6zblue94lQSCbSzJltYTdEF55Vut/Pq6r1VupEtbaHKBgTG/n9EJ3mXwTEegNImowTwFz2VngAmJIQvsDy2XdEQiAXqIo1Rc3r/K/ggSkPFW5GVC0tetrWv72ugriYYgN6Sn1GuRXby2pc9O67NPL/zU9ZIOPFL1tB0O3vnYBumgp6z1aRrei6fX/WCTFrf6BBDuqxwArpVVBx3VlYtgv6wErLPYAqFRixSVaQJ6tWhImVv+nAmY7Hu1i9XdBBCjundXeudgVBZs0eQ7tmWbYfAjv23M2mzse8SQJJPdYMrKPdV7a0/CAb/7M7bnMhiqu5l23MnxPm7nWH1jbW/mMTvOEMvL2ZN2H2tZfa99zDvM7HMar7XuWv0mSQSMeQzW+UiUISH5eBQH/lhW7i4YWUAMmpfO5VEp1ZYM3DO+7q7KexD6aJYmNzCHjkhIG/Tnl7vz0SxfT0mmBN4bogV5Uh/6XPqNfRS7NG59IZ/n3bi2X/Nqg3m8hxef+d0DsKMOgiupaI9a6fcwKLguOw8YiH9wXlaHNtpAXB9fkkG79i0E/+VImOxPbq8QC5mX2+vqhmWlDdq+KjswoeKjXNg2k7Fsh7LDs8AuXtsnjF2fXvipE0lH/spc/h0OvuLvdXTyJh6z2gjp4GMxfFUBOwyOvPhxvgwWc6BadioEOcHAOQen3fwCRGqjBN5WLrfN8jv5XB8XYK5jfs+gBvR64O8q3erKtuK+MBng9BJ0MIkT/eQyVNf6bUQSsi2MvyRRs3oW/YoPjT2NrEpGqZyWV4OnXflh39ulgF/sDppxOrSnHS+yLuZJ+1vcOA8OCuZkPeP/Hi4OMX2IZSJ1PPZmneOoNV/bU/vV2tPI3pbfxI4AjwsVhHPQnL+9qhCOHOiX4Bp8bWWVukxiiBy43wjlve/BL3zbtg250UE/YVOTECJP1O5V+hvqS7K0UM8FL4FbfYo8Il1Aethu412UIx5X65gLIDjmQBnlUXBfAnVIU0GwDv7xab+srwJ7/vYp/vamL3j0SskufSC5+vgUB+3Zh0xa8jdkVb11XSYgtBMB3xjF3ywlXkKHdqW811q3pl+WVNiX3OVL99gnJhrQ9sd0+wm+IUyQmIlt8zxyilefXvipE0nHtKNSvHsx5apJR0xGpwjg6HPgfp0YALIiyeU6ZYeszWE1/LY52wZuw7b7gAG7E7FTnRpyFxhZ1h8+vfBTg3QUFh8AWxZgUS6wcjgYgCfp+sn74eh+yjgLvwVOTxn/p9B32mngXY9t4x12SuqODulS70/B/uvro08v/NQgHUE62jOkYZOwSWAgMBAYCAwEBgIDG8MAHLkSx5k21k4vuNZHvoJw9Oy0ON2nF35qkI6tA32xA7fN+KO98ElgIDAQGAgMBAYCA4GBwMBUDPj0wk+d/fz5M+3Tf7zTEYCfCvgoH5gJDAQGAgOBgcBAYCAwsH0MfP36NS37v5c7HT4/itR9tgAALv6mWSBsNs1e+1I6/LYvnpimR/htmr2i9O4sEFjdne2j5WkWmIrVIB3T7BulOxaYCryOmJNKDpsdprvDb+G3w7RAaH0oFog55lA8FXpOxWqQjsDMWiwwFXhrafTAhYTNDtOB4bfw22FaILQ+FAvEHHMongo9p2I1SEdgZi0WmAq8tTR64ELCZofpwPBb+O0wLRBaH4oFYo45FE+FnlOxGqQjMLMWC0wF3loaPXAhYbPDdGD4Lfx2mBYIrQ/FAjHHHIqnQs+pWA3SEZhZiwWmAm8tjR64kLDZYTow/BZ+O0wLhNaHYoGYYw7FU6HnVKw+jXT8/ipdXl6my9t5enx8FP/z9ArS+f+Xt+mHypdl/c/wlbnxd3gWmAq8w+vh+jUOm63fptuQGH7bhpXX30b4bf02DYmbsUBgdTN2Danrt8BUrP4/GFFe5LEqLC8AAAAASUVORK5CYII=)
Funktionen LETARAD() stödjer användande av wildcard i fältet "letauppvärde" som visas ovan. Problemet man stöter på är om man har exempelvis två olika transaktionstyper som börjar med samma tecken. Som du ser i exemplet ovan kan formeln jag skrivit inte "se skillnad" på prefixen HTDATA och HTDxxxxxxxx för båda inleds med samma första tre tecken (HTD).
Om man vill ändra antalet unika tecken man vill söka på går det bra att justera detta i formeln VÄNSTER() i exemplet ovan, men eftersom vissa kategorier (ex. LÖN) enbart innehåller tre unika tecken kan man inte utöka det till mer än tre tecken utan att få ett felmeddelande.
Alternativ 2a samt 2b - Användande av LETARAD() med ungefärlig matchning utan wildcard
Om man istället för en exakt matchning med wildcard låter funktionen LETARAD() använda sin inbyggda funktion för att göra en ungefärlig matchning kommer vi mycket närmare det önskade resultatet. Notera i exemplet nedan att Lookup-tabellen vi söker igenom efter en ungefärlig matchning måste vara sorterad i stigande ordning (Alt. 2b) annars blir resultatet helt fel (Alt 2a).
Alternativ 2a
Formel i cell E16
=LETARAD($A16;$H$3:$I$8;2;SANT)
Alternativ 2b
Formel i cell F16
=LETARAD($A16;$K$3:$L$8;2;SANT)
Slutsats
Användande av Excels inbyggda funktion ungefärlig matchning som i exempel 2b ovan ger det bästa resultatet med den bästa träffsäkerheten om man vill göra matchning på enbart en del av ett värde eller en textsträng. Funktionen kräver dock att Lookup-tabellen man söker igenom är sorterad i stigande ordning.
Hoppas ovan exempel åskådliggör möjligheterna du har med funktionen LETARAD() samt hjälper dig på traven.