Um projeto para melhorar a resiliencia e o desempenho elanãtrico de eletrodos a base de filme de metal fino
Este projeto, descrito em um artigo publicado na Nature Electronics , envolve a introdua§a£o de uma camada intermedia¡ria fina e bidimensional (2-D), que reduz o risco de fraturas e retanãm as conexões elanãtricas de filmes de metal.
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD//gA7Q1JFQVRPUjogZ2QtanBlZyB2MS4wICh1c2luZyBJSkcgSlBFRyB2NjIpLCBxdWFsaXR5ID0gNjAK/9sAQwANCQoLCggNCwoLDg4NDxMgFRMSEhMnHB4XIC4pMTAuKS0sMzpKPjM2RjcsLUBXQUZMTlJTUjI+WmFaUGBKUVJP/9sAQwEODg4TERMmFRUmTzUtNU9PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09P/8IAEQgCEgMgAwEiAAIRAQMRAf/EABsAAQADAQEBAQAAAAAAAAAAAAABAwQCBQYH/8QAGQEBAQEBAQEAAAAAAAAAAAAAAAECAwQF/9oADAMBAAIQAxAAAAH5iJgAAAAAAAAAAAEkSAUCABQAAAUSISIkAAGjOs3el4F95/b3/E+4z62TVVMUzk4vHV53pUrj0cMa1Mt2Z1fzxF9cabrm3L3rd3NcanWe6tm3ZRoXmRrvurqb8jwft/mrPN8z1sVZUxy9AAAAExMAAAAAAAAAAAkACgQAKACgBIAAAAFAAAd7MPVx6nq+L083o8rOEz66jWm/H2zdR3v3rFsqr0059N01i4s7zOqre96oi+dYqvxVY167NquojuFcz1L8fV9P8v15edxvw8vRAzsAACYmAAAAAAAAAASABQIAFABRIAACgBJCRCQAiQAB16HnWa57fa8nqef0K508bHfXMRpp5t9HHpdLmuppPUpo5m7e7OpM02cLmbGbGmi/pmeuZm3PZePm/pcd5/L+f6FPTPnpjh6gAAJiYAAAAAAAAAEgFAgAUAJoAAKAEkSAUAAASISISANevy/S159erzvW585mxy1w663u2KrlhzedTPVtVV1WbZZHdvEdytN0SdkkSlY4shPl8P0/y/bzefTuxcvTAzsACYmAAAAAAAABMSBQAIFABSQACiQAFEiEiJAEAAAAEqvosT29WHfry7I6683TjueNat7Ta5uiWHU21RZErvqTl0XmehEpIABx8p9Z42+Pgeb6eDSkcu4AExMAAAAAAAACYEigAQKE1EgAFJAKJAAIAJWEqiQAAABHXPUej73zv0TN9sd8nUdwtfVkr0mCHNEupjiXdOXur3HVkokIkAAjPpi5+Kye15vTHlJjl2AAmJgAAAAAAAAAlEgUCBSYmgApIBSQBAtSAAAIAJIlJCRDuwonf6Evme/p14RZ3GZzPFJrnJgZ9XxsuTHTuy30zztO2vcrnqK5t4k1aPPg9LrBpi6YLKBMRRHn+N6vl9c+JxpzY0EATEwAAAAAAAAAJiQKCwBJQUkBNACbIkUAEAEkO9Bkexul+b7+t0SfIa/qYk8Xb6GViy3H0zu4y93NtPHLM8Z++XTRNOnryx0acnH0Y/XnRrVvfU7zTVo8rV1V+JS19B187anvx5WqtfPE1p0eb3i77fMx8t+zzXwlHk+z5nfHk4fT8znoM0CYmAAAAAAAAABMSBQWCaASUSoEEqFDtOG7fHhT9Zvj4vf9REnk7rM7GzvFLOnLTEXxx2xMaPOx11zm6S+KeZddbPN9ojN7mqxdOCzNndnHEnoasvoevyymMdvI+bvzqT0sdujuyrqzTow26nodYrtycHp1Ln9zw9Hk6+p5O7N6uHk+N73gtBx0BMTAAAAAAAAAAmJAoLElJiaE0CC+qbfZ9Fy8Df6Nec2a8vcunNTxjWjjPdYt4omreOes2yu6rO56ivNuVznVlme7O+Isozeo5nNvzRq1KIiJZ4c1sopu3mieFnq+j5/o+rzvM9Pwc78BK2ZdkT0siQ664Vf3m61NdmPvrmzLop7Tu/LbqceB7fieXcJjz7AmJgAAAAAAAAATE0CJidAqRSQOvdkyezPOMdRGjFjrPavWfhnXURMq3qqa4756xZJl6566lq76rxrvnrqWrjRyvVmTmzXl6o1NEY4s2UdZtSyKxM8LNNPdOp7Hq+T6vfn14Hv+PHzs9NIlNEAhUxHNnUc8Vf3i5r0+vJr659nnxGbpzHn0GbCYJiYAAAAAAAACQFBZIpJSYmlvH0OXd3HPC28csa1VacVTfn0S0FmLzPUzVlVkRzLrF47iF67o6qZxTGuvNzpo4p5snuqzUsz2V1EdCynTns5jqIIV13X1Z6Xr+D7Xflo870MtnyhVu2s1ZsefxW+rIS/isqCAhEiBAQComImJgAAAAAAAASUFiShNBUknqelT15OnfVbGrO7K7O6eoxrrqtm6alReonOrO8vep1U7l5iJlquuzakTzyqbZijnRxR1zrNcdxLz31RrNvKarhCCK7q74udHv/N+93576rK9Y/Po0Z90FhIhMAQiRAAiEwBASolCJgAAAAAAAEgWCdAExNJiaac3o4u6bu/B6M993JXRfblU0U5vVtyuK9Mcrkp9EZbatfSZe7Kcar5turN1ZE1Xj24ty7qM9X8NWs5WbRUdRycInWUqdTqEI5nmzrjpY9nw/V7Y9utHTl8l5vueHrQAKiRCYAISiAIlECAgFRMQAAAAAASAsCklBUgE0+g+f+k8+vU66s+R24o0ZukvrvwZa6KvRrNdZk3L68duNGuIzcejj7qZ6t5botrz7ac1OxrLo6hYx38dM6cl3GpTVq4K+bOrnmZ5rimziwibOY6iwRUb8Gjpj6Bw9PHyvnPqPl2oSISlgIiSwmACExAQiYAgJUTEAAAAACQKCwTQAVIExNPrvkfrvJrTs8+fndJs47ONdeXLqzHZt6Vfl+t1nm1+nHHXFmHVpbRVDUR3iutuTRn20RkoXVXzOpd3ntmrKbabI5nmuLMtnTn3BLxTNms8g55dWQ4mzqXGp9F1Rb7eGf5P635aWsSgsJgCRElhMCJiAhEwBASomIAAAAASUCBQVIAqQJiafV/K/U+TXpYvQwfO6ae81suH0MOrZd51sWeh5fo95Vjr08NVaJ76PH14Z1dtmOrOvUqop00V4/QWKbuZrBb3n7ctnOfiXRn51WVdTJms6WVdVrOnMUmu1OUxZ3W6r1dWHd7fPV819J4WnnDGgAWEiBIiYVExAQiYAgJUTEAAAACQKBAoCUTQVIExNT9B8/8AR+fWjXk7+d225arss/euDFn1Oju3pi2V2Z6uzd9dpXxbHDpxMxbZzzd0nj7cG6xz1znfFGjP156M+jjNy359G8xMTLwTZTPUWQRZxM8WdQ4qYdpt9LxvY9nCvx/X8/tnwhy2AACwJETComICETAEBKiYgAAABMSBQAIFJKCpAmJqfX8j3uOt2mKPmd+deLLqbF3ebg007Kyc7a1rt763OMlezc87qn0ZaO4rzq/R4m7U5o9bncx90U5uzJNept4p4lWU3WdJ5l5lxYjqLOY6iuHSzjuCVuuLLPd8P2fTy4y6aPXy+cdc8eiJiAAWBIiYVExARAAgJUTEAAAAJiQAKBAqUTQVIpIT7fi+ny19Aou+X3nPdMvPWPXWeNWPUuq1Vy1VbnXPF9VnPfh+t5urpm+nrDjXezzZ6Z9DvzomtfFspm7tmarp316z589RvPdNeqWjq6Frd5rm2O6liYi56dVVzZ1Cc+t5Xo9+dlN9H0OHhUbMfn6BEABYEiBUTEBECAAlRMQAAAAABKJAsCkxNCaTE0JJ9byPV5a9Rpw/N728X9rjbhx5uqNSKt3MaInrNqTEuXL6uXvivRbHHfCK7ebcm3eZ47c91u1tldlHTGa3tnVcWQV8281zTqo1nLbNusVxZy1ntjvWOHYr2Z7u/LVRoz/R4eZ53reTy2I50BEwoRAIEBECAgFRMQAAAAAAmJAsCkxNCaTE0mJR6fmb+evoaqdPzPTYlzEwZbcW/pLEuVicUd87J87nF0bfI97rnPGjjhqme0tfnepk2tnD6MtcWRnXOfT5vXOuvJ1uXxTNaZ8/Qt+Pu4iLec2uLI1Ml6npz7460WZb+nXnszasv0eGbxPe8POuYOOgEEqJgCIECAICAVExAAAAAACYkCwKSUmJpMTQJPpeb6fPX0GXbT8n0WTxdlzzZ42pbdp0V5mX3c1nOrLtKuu3BR1dm9M1VdOF5iyM3jx9Pfdno92uPH0ekXLn357bY7jnquO41a82t0nl7s09M6M6yWnvqrUq05tO8ERrHXMRvHpZNmP6PGnx/Y8vVxjzbEKEiJhUTEBCJgCAgFRMQAAAAABKJAsCpFJKTE0CTtxerz17Lvz/AJfa3bZ5hx36OiMurzfU5yHTDNd1h6tF2bVzRn14+s8fZ6FNvlW+6y8LZq8Hd+ijxtPNvjqiXNr8zvs3c8dc9uZ5uoRGnOXRz0zNVleiK46c5c2dOfM8d9M286O+mbsW/B6eVXm+lg63zR5OiJhQiAIICIEABAKiYgAAAAACRQWJiaCkhKFSEe54fv8ADXv+b6WH5XXfMzyczlv08vfTg7ve68z1MTn536LyLcd/q3Hn0+nbZ4D3MttFvk+mVbp743ytWjyez1vMyRt7iueO/O0WYu82x59mdW8dTpntzx2598RV0592TR2xb1Tq6SOnSbM8WVr870vN7c6sezL2eQPH1gSomARAAiAgIABUTEAAAAAJKBApJQVIExNAPU8v6vz6z+ju8f53T2Jpu88wb/Lo7231fJ9iKKNte5149PoS5/WlyEMO+Jo6zxPf+f8Af3pDninFr8vrbNOLfq49U8zVV3E6uO3PHXFlCvvynmm7tjmIdM2dx3XGvHaT1ZKd6OedNfm+l5vXnVm00eh4sTHh7BEAQQEIAICAUIRMAAAAAkCgsTE0AFSAKkgn7j4z7z5+58uefLuvN6uHo0ZvcwZehHmb+MsnnIM+u/Vqu8n1cjL5WnvY8Gvu8r1tHlrbr5u51TbiXL6fjdd563OC/nu7iqjri7NxT6ePSHbPMzJbzZXZZHFtRdZJbU5s615dtnfnej53XFVN1PoniR1z4eyJiURAAiAgAIBUTETEwAAAAJALApMTQAVKJCBKJPQ97yPqfm9fP9LnJ5bow+llrjZzkrBsehq+Xp1TiZKPRiXx53+X3cevzfi2REpXkt8y3vdlo2346PTt65Rz3lruo9XGMtub0cra13SU3OiOoiye+dBXppVMdwdXONSy7HuSzzvQ87tzrptq9Dx67KvB2CVBAQgAgIBREATEwAAAJiQKBAqUTQAAADrn0Zfd73Pj9sM7eY8zVrorTgro3NO/z9/O9RGONkY69N/g2a+zTm5yy3dbq+k87ZfHLc+dq8/Ut3+bG3pZu6dZ4xzV6uPTq3pK7EkR3JFk82dq+znvqaup6rstVaao9HFtsnz9+Drzqqtq9DyKb6PD2QYoQgAgIBQiAATEwAAAJiQKBApMTRAkAAD6b5/6Py79XJTV4umjbx1iyppNfgaKPRPbebRi3da7qqzbo53NVl1dZk3395tlFlSvPtr1Kt3UL1l1cdMVeZZX6+M9TPSR1zIm0TEc2T1FpXZyrrjrk675tsr0Z+tG7FtSfP34O3Ouq2r0PJo0ZvB2DFEQEABAKiYgACYmAAABMSBQIFAAAACxfb9ymz5Xdhv8+vZedVHp94eDnT5unpPS5z389dxliNXnM/Wdd+hEvnaNzc8udmNaN8M1M6NSrDq8z1cHXHfbPFsWESrSyvq0p0V9UV8lnN0EWq9TpTbXFnXRboy6tZ5w7sPXNdVtXoeVm1ZfB1Ec6EABKAIgAACYmAAACUSBQAAIACgj2/H+s4dL/O5s83TVZl187FtXUsxFVmX0cevpK82iM645shY86y3pjRp8/UvVVUZ1ZlmredbNYbdN3jduOOF3pxXbHB3XZA7juzjriREjpbUW1zxUXUaLKreO6jquK1as+i54x68nXNdV1Xd5OXXj8HUOdACAURAAAAExMAAACYEwEgChBKJgKFkbfWts8Xod1uWuOO8/XHo5arCuyYmrcuiqzPGjmzP333S6jQrFozXM9WcypgNmX39YxePZR6uXfLnTpNhz1CziynuIm3irq1ZZy6qu6m44sr6sieeat4uprfdXZrNeXTm65rrtq6vJx7Mfh6hzoQChCAAAAAmAAAAAAAmAAASU9Ixr24PD6EBVadefI59Ig1OuDUigs0ckdaDUryidiVIbdZ05+BJ6caKyzqkl41FltQccEvOss5vNTNaLgpMvXxnSehWamvoSrKdc81nV5GM8HYOYAJUAAAAAB//EAC4QAAICAgAFBAEEAgMBAQAAAAECAAMREgQQEyExICIyUEEFFCMzMGA0QEJDJP/aAAgBAQABBQL7dbCICDKeMauV2paI6Bp0501mhjptGyCvZlcmDvyJxEsImimdFTAuJ3mswJ01hULK2x6uO4bYKZauw/0QPEYqaeNzA4j6vCIlup6qAMwsmkCMIBoRYDBHSL2m2Y1jqVctGzMzMK+5Fx6+Mo6bAy1cf6KDiKQ0SwoVsyveN2Ve8EE9gmyGHIIyIuGDJ2cFZ8gNpjsQE57axWB9TqHW6s1WeQwwf9EBiNtO6FGBB7gdptB3mO6gZ0WYxO4KPtCMjDKS3Yd5pNFA1EsO0EqbnjnxdPVrlq5H+ig4indVYoyYdGXviATzPypUQgEdwfyrzzGWAGABYzCF9lMxFXHr4yrS2OMH/RVbB7OK2KnPcYmOXkdMysYXAaFcT+SYcotWSk1gWFMQLCuQngeriK+pVLBkf6NU+pYSk5JHdRMcqji5rRKwsevuFijBInaOzCVtsMTEwZjVvUZxlelscYP+iiVHZR2I9y45CabRa4K+0BxzIneDljljkPVxNfUqlo7f6MhwfMo7NPzPEMrPZgIRBDDBNf8ALxKdO9u4P+jLOHOZiZ25YjeRiKO/LWYmJj/Nx6ZWWDDf6KJScEd4vJR3ZeQmP+ncu9ZEuHb/AEauU915L2h8j0Fgs69U/cJOuJ1lnUUzP+S9MWWDKf6NXOH9GJjk1gEt4tjCSSIDAGgmJgwWWCLcDM5/w8WPe0YYb/QdTBU5i8Ja0r/TmicGixalWdoWAhsAhuhYgWOc3WQd4lBJWhFHr8TqNEsVvTmM84knEuHv+8CkwUuYnBWGL+nxeBrEFFSwdNZvDZGsxOtDaZ3bkO5sdmscCtFUuyViuIuoh57CbCZ9K2GZzN5mFu4wTxS4QTiB9wFJi8PY0XgLTF/TovB0idOpZ7RFbaM2IbJluYh5Dcn3iK2x+MACi/uak6daDmZdxKpGvYzqNNzA7RbTBbNs8w5EFwynFElSMYZrLlyyiXj2fZYi02NE4C1on6aIvBUrNalm0Nk3JOTMzVmht92PQojPNxzHcsRWCWztPLt3ZB25cddoufSIDA0VoDmYhEf+IU2GsjZ1wAVlw/j+uCkxeEvaJ+m2GJ+n0rFroSNaqgWkxrMzYk5jHUYE2zMck+Nnd93WdQTZp3n/AMcKJnnW2Ht7NlmmpgPuXyOROBc5ts9YmYDA07GMIAqkXDHUTo4wtnw+qSt3g4UxOCricNQsBVYbAIbWLbzaDLMxxMzMRgW27kZ9FT5Zk09Kdx+eZgYGPkGCV+eXHvpw/wDizMwGZjclML5lnw+orqew1cIiwKBMgTHcK5mwWZh7zvlVzCwUZzMTtBnRT7ZuogOeQ8LZiHDTWyYeawAEt7hjl3izMzupi+avHL9TP+PMzMzPIwQTiDin6enhcwYUTJMC4gIza+TyzMMWsgx6B3momqwdueix1XA9o3jYx8yTA2C/aZmYWzyBILYYDzR8OX6kO/8AjzMzaZ5dhOtWJdb1D9KqljRw4r5E8h7VJyU7IM451+YB7vdMGaiAARhh5usGTzMbWD4vgoSZsZtGP8WeY5Ie5GGo+K/GfqI9n+PIm4nVnVaF2P1FaGxqqlqHIdpWuYzbGf8Awg8ck8HAijAyonuM1mJjKnWA4BabTabRz2Ywn+Lmf6vHLEzzfzQYnxnHDPD+ousNgnVm7TP1gGxqr6aQsBMOZjue1XKryVO3eY5KSDoVOgM9qzM2m0Ddgc2bTPPxMRFyznY88dvSO8cygyvlxAzRkCGxJ1p1Wm7fZcInMe2DLFz0079LvyHY2gbj45mZmZzXmFxmZm2YcitfjiE98NMTXDYzC3oyomY3pHYZlXY1+Y/dT5+0Hcr7Vzz7JULIzFjMzMf3194O/LaV772LhtBOkIKxO0Ym2e8TZiQMDkR2T48/jByb0mflT3qPIy8a3/aUDNnnmi5jks2cNiEYAWCvMbucRkMbaApEI31y2IzqsG7QoCeTdrt05HAnyGcjl4jchD6fx+R5oPshnHrjiftOFWBO3TgqjlprY06CzorLawqrgzuWxMcsS2sFUwK47YiJr6D2iA2NosdNQlYjdlHtbn5bln0DkeXDHsPBn6kPd9pwAXp6zEx2T5Ymdp2ENqGLpUvJmCDd4bHiWbM9oFnvsnSUQNg8jcsIewYwI/vf21qdnmigFMTDY0ExPHL/ANd+XeL45GcOfcvxM/UBmn7Thq9+CrOyR2CLWGLkgBLMIahtHXdekwQG0tSAw5DsLe9dTbJLfgRY0QG2AAc3MWoCWKMcx4mY3L/1+eQ+PL8UnFi+DOL70fafp/8AxV9jRm3c3KsVNzEAcp7bAZsm2X6/vFisGAjQntUCEsfUBcS1tiBgE4G5aN1GiqFEbxzHn8Q8gMgAD1fhexWGWd0+0/T/APi8QVUVcQrAWrFXZndUG9zQ9Yt/+jP8puChedmKmWxNSDZOmgjMqwvtaQXDUgzFqQsSxtgsQQWgmHxz2923aGP45mYAn5zP/MqOVMMcYf7P9P8A+Nos4itAKf62cLG/5HVTH7irIYGdm4lvEa0krSM2Vg1q7VN72grUGfiOwVUXsQDCixl1KuAMg8icDvZNBCBgZEzkHxzPPHLHeg+wwziRi/7P9O/404ltlXrYRNYP5rulXm7XqNTUBwowjEaFmuiqEAlhxLG6jpcwh4idS0xOpjp2RlAfnaPYi7GxTtu07seX45HtNpsJmHOOR5ZlHgwzjB/J9nwKFqQrlkrWvle+FQXVqXvErQWKaz1dbIi4JGOQ83DqsFCwopgUDksaMf5+bfGj5GFIp78vxBH8YA5t6DAO3Dz8GcYPb9n+nf0uDY46qwWWMUrC8j44b+oFevy8jIittF+PoEPcP/aPHJu4ph5Hs/I+IIfT4mRMzyTOHPv/AAZxIzV9kJwzkUJYghYAUHYw2GwmgGXVqqrWoQ1FYM2RalBNFexIUCwirrPBe0F4nVSbrAY9ZZwGUhs86+z8rPK+IeQn55nMwJgT8HzKu3IywZT7PgPiRmGpSWoBjo4iLqsu7vyIB5O4RSesxrXp1430WGpYaRgDaKmIDCoMsXWbtOqYCdyxE6hjHMX48y2J+PWRMbclOVMMYYb7ETgD6LhlFOyy5chHZxl5/I5Vf5GqLWABR/4PZx4ljapQO/IGXdz0xOkIEEdBnpiMhEVsTPYvPeYqYjdm5t45sYBgSn4GGXDFv2XCLtK32HNSK35fC6MwWUjAPmeUsGHqYFS6iO3UYbTLidV4peJnHMzwLTklO2uSFxzcZgPJjNIRjl5IGvOj4t5M4ke//qn/ALvAfJ1InWTXrpGvioXmHqIbKtbuf3Ery9q+T5m4SXsoiV7wUCKoXnaBpWvZvS/hB6jCuYMxFxyxMGABfRR5byZxI7fZcD/ZFrDWCtRMDncuFprGpRTBUog8v55WKGSgYXkxxNrJY5K1tlPTd8Px6nOq1jC8/wD6eir5tDLx/H9lwP8AaTgUj2ejiP66/wCvn5HK6zUqMpjniFQZZmuxTkei7wPibEnVSdVJ55flv5Gxj0H+yN2ADz35r8t4MsGV+y4RtbXs9lZynovOba2Vhye4GO7of3DzqXNNG3UYBEx6OJH8dNoHpss2Y1MZ0WnSadFpgqUsljRE0Hob4jICpk8h8m+JjRuzfY8D/fiH+J+bMEWgb2dFlZhxEA3ZOHURlG2omJYmy0t2PpdjfY/DkAWugDXNBXbGTYJWBb6CAY9XtrIVuTN32mRgktMY9H5PxMMu/s+x4D++XD+GrvXD2Ds17016LytpDzh7Dn0W+w+fRxVg14VfZCik45MQi1Kceky5cFLO2zNANQ3cIsXs0z6D4MM4j5fY8K+lq3oZbZX067tR1q9SWvfFnDmm3qei4YrHcWZ15cT/AE7M8PCdmrsWLXc4so6dXCsOn6Nhbb62GZWO8JOdYTF7egIxiYZvwYZxH2X6eoa08Ohlde1mmEtUymvQEZlHsv52DZOFsynENrWO4l/eLUvTrJrs5WqGrVGKDiLcLTZmWtrXXUxXqWIVsV/U59oGoMziZ56mAOXA6Vj3Ki1qp5GGcR8Psf0z5zhe7+i7NXE12rYIOVy6Xa2WRbLaYeLXGz2Hr2rHvLAcYs/dVS27qitNE4qvEos3SXNvdPMur1lb7DkbEE6qzba8tiE55FgIvuFowCtjV1OoAdbLNV1rV1shhl39f2P6WO5OBwf9fLiM6VronGH+JaXKVcTB4nGj3UHNXmBFEEKqY/Do0tXW2vh01CKvJhsLK2pm1hleuwIIjtmNSVAtYQFrIEUQkCL5mZts2q4Tffulr2hVqRTLF7ulr10vnkYZb8PseEawR6bNeFYGvlY23ETivdcBgPSrxWNRJAHFWiw0u1MBBHof3cR6OL/p4bwyqQlbJYT2QT8XeB7VL8icRmACqDLBrGDstbDXIuOi61raCM1WveqxVHIwx/j9j+nJjh5/x+IUu3K+sq7cTbZKKW6vK1OolllmtFCqPQJaGK1D+X0X27Thj39AhO1hbPLYGdrDouK94vtdrAsSsCMD1LFeCxdUxaGxrSjIIYY3j7Hhl14ecWySziiUHU2zxKThO1vovp6sBupWqzqJzzLuICwZBqv3jsbrEUoJooY/x3efRt3YagmM+CtYEwRZYGm66qA8cDVVfSrCTfLjCzU9SyvErfdYYYfsal3tl1+QnCjH7esQOp4sd5xFOVo4gBFdXniHiaxOvUZ5inocRL7ekputeJU5Y0ZIRQt6hDTr0+XEWFZqYC6wXNBarRn5PZANy47e8pWQBtuQoAVWDYKs1mFXEcbjplkrfWdRuqMYhhhjfL6/giFvs4hiOFrwJZ3roqR6a1NLkhRUotuPCjP7Vi37dMft650rKjxDbReJZRZYbWrQKg58QM1V3aBXVo9ipADbZysSKNQZvsdRivafB9xFUCFYQ0VhqjbTOAiGFemzO3TrxhtbIi6rDDDH+f1/ALmzl+5r3lamsuMjizinhMaem8ZpoCsy1IpgjRrEWW29SJV2srKRF3ZFCjkxzD2hOYQd3BmwA9rg+MGD2wt3xCu8dMhGJFbHJfWJUBHTplclfwYYZZ8/rh3I4UBT+5nQZ4eFTHRtrlV4PLix/Fwnw9J8KdXWxHlnEasL3ZrRtBQ0SoLy4hstUdTDGMJxLTkYYqnYZDTxNcQgqSewOVPumsGULMwbxMC2NWhWs2EIWrefiGGW/wBn13A178RzBzysqWyEWUC+4WJwvw5Hiawf3NcbihD1bjXRqbq1Val2dEUQD3cnsVIoLs1ZEQkF2zMgQlmYDD7DPmYmmQpiNk+IFhXViX0Qgg6vBWsAZGs3DGxcLreIfiYYZb/Z9d+nqBTLbQhqzZ6GOB83Uaq7hA9zWLXROkmLKcSu0aNxMd3slKaqOw/Ma4mJWWiqFE6erGXEtCcQdxiBYvthPftMbRkBClpWTCwB6agsursLGRLBrstjBVWaMLIfiYYZd/Z9bSnUtNbVEW2LK16z+OTvqB1ml1bAIGnWtAw9zJUEHO0AW1rVMCDyx5XthKV5ZE8wiNZsVbME1xMasWOPI7ONMxcgZYWFgBoGLVggbys6k2gHRRHXJZGZKn7xvgYYZf8AP639PqwsPjhT7eXtHLiWy1AxXAoyedtxMSotOgca2LKzZlzYG6rCMS7AYGBCgMUai273wrGELRDlZriY0LFhOwGBYOmsTfXJWxrQAArRwCoRgFPSZ7GErwVj/DkZf8/rK1LugCrDdWJXZo54mdKxyOHUT9uJpmzFtcS0NGsRYb6510jXlpUPfyAheGIc24EzBFGJe2ox3Kdg3ZDtO2dO+NXYvgNke15osClS+yxrFwhFg7RUYAqUYuStbbQ2AGqoJyf4Qwy/5/WcBXM4DMb3WpBNVE1XP/nlR/ZGVTOgs6aTpLAoQVnUhg0AjNyzG9rZmZUuS+AHy5Q+1G93aad2SEsRW2V2BbRRNSruHi2DVHDk4WdP3OnYMxCsQzWABUViyIRUHHKz48jOI+f1arsy61o7dVukVCXcz5jOAKcKWPPMzHs3gQaqmrM8zyLgT3NO6xDswXAvuywY7khZrkunbLYrMLjbprCkZXKpZ7d/ecCa7k1gxN4xZWLrF1tB0ESto6StmYSzxyM4j5/V8NSWgoEVQojoGlLTsobiMzVjNBAojpk5ZZ73nfPTgAWL3Nh7ZMLGaGYUTPKirM4i7pISBNcwoMLthGOzOAdVMZQ0wxCHSM5B7Ae2waABQ6F9xOoCFbYsQg6ezMgMTqYIatkbdZZzM4n5/VIu7oAq8sx21VBoNSx8TMzB4zyZsCsYHJI/nyfj6FGzABEc9VigwmwUFlsewAagwgMApi+xnZoGBUEWTVVGhDupiudckMzqoCrbCKxERhLExAzsMmsqQyyzmZxPz+q4L5+h/P8A9OX5n/jk/wDZ+Ivlo8/Po4X+7i/+LR8F/sh+B+K/11fOzx+bPAA3btbZ5r+C/wBkeV+M4uYmDwP7vw3OzmZxPz/6f//EACgRAAICAQMEAgMAAwEAAAAAAAABAhEQEiAxITBAQQMTIlBRBBQyYf/aAAgBAwEBPwHy2rHAuiUYs+uLNLiWOH8Ev4KWGy0RwmTifFKun6OUbGuuOShCNOdIo0IrElRCVr9HON7aFisUJYokiEqf6T5Ie0IQsNYWay0SVEHa/RsivyoooXamj4n6/SNdbKK2UVuaEqf6fWm6Qhyo1mtmotbX+g1IfypOh/Okfffo+xscGuBfDKyNKVRJzroisUVmysMXk2i0faj7W+C5Pg0N8kPj6Uf67F/jn1I+tej6xRNFEVcm+xGektPgmR8WXy1wKTZ+WPrNAvjQoKjSKBpEVtZFdpkfEavk0I0mk0lFGkorZZZez32dJo8TSJFFFFFFYe2tz581IrCRQihnJQ1iijnfPzIq2aSisN+kJ4bOMIkdcLfPzIcll5WfeLORIkIay9kuMLyo89hLOqizpm9zwvKjztebLQmLqUP8X0NRyVvYvKhztoR7z7I84lyUR7ExeVDnbQxis/IuyhS/pJpmpHvsfILyoc7q6jI8jYpUakRVmlFIrr0OrKONvyeXD/rHUrPsZyyiz3ngWaEtk+MLyY87r6ln/omWMTxLg1MuRrH16ZfTE+MLyY85va8XvasXToc5bGMj5Mee8tnsbHIbLLGR8mPO19vUdTUNmrYxeTHnuorGpIchvcxeTHuplolP+DfYflR47TOpziTL7DH+jrqUMTolIb7LH5MF73VsQ/4JUTY32mPC8dKlvbNJRVCRJjfbY8LjxoLaiijngv1hs1Epd9eMo1h9DqykUisXskx99eLHnL/62PdLwF2v/8QAKxEAAgIABQIGAgMBAQAAAAAAAAECEQMQEiExQEEEEyAiMlEwM0JQYVJx/9oACAECAQE/Aessoto8xmtGw0ULJIlebIskv6NMlG+M06E7yaz1Dl6IuySr+jTJRvKhKhD2yo3K9CZJWv6RMnGt89y/wxZJb/0j3X5Ysn/Sv0Wakal63uv6Oy83srGxRbPKR5UTyjTL0x467UjUNs3NLZoNJrT5HiKh7q5EI93kmajUXk4fReWHuS56izUamUxquTbuaiU63POQ8ceIzzGayUhSseyr1WJk8JTHCUHuYPBjKn0zZay1mqhzY5s1Dmar5GWXazqxEvWiJpUluKCRj89G5UazUyzUaizUai7LLyVoaFEr0dvwKVCxkh+IY3fRSlpNQ3Y2WORqHLYvJFFFfgj8cq6uUreXA2WS5yRsi0J5WWcevD4F1eI6ia0ahzXc1psi+7HOxTI1yW5MtI1WQ+xUxD9eFyLq/FP2FsfcirNkYrTZprdmpfRaiq+xtrYqylEshsP/AATfrw+es8b+s0t+4f8ApTkNEY+33Gv/AAjC2Spsirdm17ihZX+G/fOvUuRD6rxn6zDvUNK7ZOu5oiR4cUVp5IydNji3uaJdxw/0apCYt1uafo4LLK9MOB9V4r9ZLg06eTVb4LabFNpkl3RFaYlvJboktllDgsf4MLgfHVeI+BszSpMuuBt0jURbaI7cktK7HsKUSxw+iKaNLHxkvVgPq8f4MaFsSQt1QmOdLYiT3RGNko2zQyTrY1Mtl7bmyLOfTgciJc9Tj/rYqfJcTWRpKzVHsfxIumN1G0OTZRuluWWLcbLLExv0YPyImJz1ON8GVSzaqGUYPQeWztpGqLIS3oktLLMO2zSvsqJo+hbb5rfLD5IGL1ON+tkWMhHUSxN9iOKTcktyzBdqiUm8o+yOpixv+h4v0hSajnGTQ/ducZpEeSBicdTjOoOxKD3PbNjxVddjEVPbKW8f/DtZgfIeJ/yee/oi/MjuPCrliROH0VkhbISFEUX2FhsUIkCfx6nxP6mR+DyraxJShbIwaluYL95LF7NEMSKeyNcL3RKGGlZKW1Ih740yOHp3Ecrc0NCSNJGP0LDrnLtlhj46nxMtMDV5ioao0akqMTsjDxFwKKw/cyUtW+TWrcx+yywluT2kN2cig2Rh9EYenuYZ26nx0uEQio+6RFx/iiMlwycWiEW+DU0qaJxpkMJy3FCMVuXHE2JfSIp8IlCzQ0Qw+7Iwv09skYYh9R4mS8weqbsjKlQ/e0Yk2pbHmSFORHTKG6JztUhfEw4u7GoyZShtlBOtxQ+/X3EYYiXPTylpjZ5jfJrka1L5EYe5NGJ8hRb4PLkRSgtyMI/IUko7Dm2Yce7HHVuiEO5GNertl3EYYifyfT+Jla0EYVuyTsUbMONKxYXdkp1tEU2jTHkcr2RL6IpJWxtyMOJCP4O4hGGIxPk+msxJa5WRi9LQsP7Kj9jXt0mlo0shCt2eYxP7LT7DdkUQj3/EuBcGGIxPk+mx5UqIx088j1d8lBsnHc1Mti2W5prc5Io0kI/hQjsLghwIxPk+mniNvKMbRsi2W8rEr9CRFV+BCOw+MocCMT5PpZ/HNfH0LJeiGTO4suwuRcnc7EuCXGUOBGJ8n+L/xAA2EAABAgQEBAUDBAEEAwAAAAABABECECExEiAiQTJRYXEDMFCBkRNgoSNAQlKxM2JywYLR4f/aAAgBAQAGPwL1dtlpoU0dQnhM9RVI1SqrQpoleitRUlZdETAt1QSvLdcWf6kF95P9i1WKApvEvzV1h3TJjsruqCVImT4lX5TfCcEq6uxTXliERonEu/kY4eE/ZHVVsnBX+U6ouS4lVUorBlS0gy5ql54tjPUr5jCbFGE+yb7HYzbyHGR1dVTKypJs1OIWk/2P1k4VMjLVNwtUqSdWL+XiFovsnEEzzeTSqmVCrphFULVEVhNwqKvlkb7fZNbSYq+SpTQhO6pkdUVfMxC0X2Th+E6fI+SuSqp5hG+0n+yBEN03PLRdlY/syNjX7Jw56ftBHy+yR+7iEn+0allxLdWldU8wo/aDQUVS8qVXCZ0lVU8sj7DsuFas2kFXqhDjNVght/mXVatRVKZqqhZVDqhzWQJ+wLKyqQqqy2VFwq0qArVMw+H7lPeI7lMLphxbnlnvmqcg3UVwjIesWVISqhlqiXNUhEqWld1ym5tMxOw2VwUzVXVUQT/yiytDUq8rq+fqmWJ3dPDQbuq3Pq1ISrMtUSs6oAqJnVC6rEqLosDNyVcjmwVSqV7KsmTC6cGQy4Bc+bpHutZqndgqxEnaR9PoCVTwytcQhWqIxLTAJUEiIpYRxGWn5VayKGHiVYVY/CpD8qsXwt7qwyl1phVYg8hNyjF5zxP7IQiI91EQK2To+l6YSVqihC1ROuFaQAq/Cawn/hYR7ydXtVcyVqtyyH+i0imUwlVsPzkpc2WGKvXIJ/8AKn7M9vSdIWvUVQSeyvTqqV6zZf8AaaH5VKqp+FYKJiukrhUBVZNdP4deitCF/FVi+FSw3dYgrri/CuFjPtLrMGcA/Znr6Ri8Wg5JoYaTeKiaCH5WEWGTZYQaDknb5yGB2dMHYLh+VSdlZBqKoBThNt/KfSVZ7pxfLB+xurrp6M0Icp4uKdViN9gqqKL2C2yE8hItyW3yth+VVyrBd5XVAffI9U8RKhv8pgQ3aYyPnhPXzLytK/pDQql+c33KxHhCcy95e84uyqupuqlaYflViPsuIqpNFYLlmbl5F3yd0J9jnvK3pzBNP+o6qhJRh5Twm0Sw2GSoDGi4q81qJiWkAJ95lE/1zV+FXKx8gTj7K6uqCV/UsZ9p6flURwnVzRpc0VZv7oZOsMmeekOqlpsA5WyuheREIorT65ycpHP1ZkANslQ5iXBC3JOckBdocmmElOIbqpo6sFSi1au6c2TQ25qwKwsxVMmPnbJ1WI7+VDOMdfVey6KknNhdOiDlpYSeG6aOkPRUiCYVZYorybfkrYR1VazryXEJVRb5XbJ38i9piZ6+qxHJhhhC2hlZYqs9nl0yuBUKlJMKxFczucjlY4rbKyxAsgTU9UybJ2zmVJGcEXqtbvMKLm8tNuaqUzGL2VsOKblf6VO6/wBIpjBEESxwr+sP5VL800fzOleyY6QmkIB7qqrpEqLiVXKpmsjkM35H1WnEC4QMnOyMcQZ05KIghJrRQYtUZN5MUw8QhRQY6jovqGsXXJEyBMm3Nk5iw9k8ZcKk2huuflHsmExkE4vVR3TbEyaAYsN1qBB5LH4vsOUojHUgsjBtcSwvXksf0zZljhgIG4TiTSqg1yuZ5oeHD7pgnK0Q05lYaDmqZjld7+Q/WZHT1Ud1dolr0nqm8OEnsFjjFdgniK0wCEdU+ACIbrhgKweJGz8kSBPHzusTrUacguFVKBwxMLLVQclpoqF1+pYbKgYLfO4VZsmmwzA9JkdfVG6qyxtugv8ApQnxeXwuOFcSoQof9s8PhVPPknjOIrCKIwM6/qE+/XI5Tm5vkYq8nK5Q5K0VMj5G2kJn1T3l9OGsRKw6R1TmsXNExDTDRcIUEFBuU5on5yaDTDzTCegW3WqoWmElUDK5VYz8oC5yPyyVOequqVVstURMH1TjIrsjB9UrSJYYOIpoRCycwwsjHHUxL6YJbquMfCeKJ8jfxCorKgyHIV7SpnMreR7TB9UP/JYoC2Gjr+ywiEA7p7xc8kRxCbK60fK7Z4shR8+6oq2yn1SKGG5KELEeycqKPnLD4dt4lqiJVLksgCE/hxN0VfEPayepVlyARI3WyqAqghcS4hIkS6zImPKpOmY+qRd1UKq00QhxFimlBD1y1ITDgCZVVpXlqL9MnNcKeVghl6+UEwXtMj1OIZH3FUDLELhXhVQCq6B0TYjEyqmEj3mcohGeqdUquXlMJiZ9Tia4sq3GQwG2022Mqqt959kX3TOqxBUsFR1crZO5Kc3zCHyWF1UzYLrM+rRLHBdVLFb/AAtIJWLxFSsKdQlrLhKxRZK2KMLVnSZLIDPjO/kUT7zw81TIZj1OLtKN7AqytMxQluacqytldqgZLOVwflNhbz3yjyD6meydObmuX3QyCYhhvugRlrVUsnyhCq4grq+SmybJ2Ty/9yEz6nZ6IjCQ6GVtgtM8MFeqaFcIVP8ACGO5zvyWGLKMNgrZOS1LDDmKonimMh9S9pP/ABiyPEoojun8Msr/AAmjiPvJ2VhNjmaHhTw1TD8qhKrGmJKI5ZtORoQ5WoJ0wyhGZ9SPaUXZCTlUFNgq3m44lhjy4suCE1N08rTMRWKK8WfEqrSG6lUliPt5Q9SdnomsohiBogMFAsWJchyT7LhbIY9wnVOeQQGJoVpiVcSuW7p93Tb5cP8AGH8+QxRk0Pyq1kYvjKYXqMg9SicbLksHJNAyr4TRdF1TFRwZDD0WE3C/wnkIVhIX0orfxnEFjhWGj81ii8QvIlPDRfqB1Q5qXTZzZljiOkp79F9Tc+rR9pRnrlxtddeWQ/IT1iWoEjqqQxEoxGFqK/ygTDqFiFqhKufhfT8J63KwrGPddRIQPpF54oV1nxLf4Q5ZKp0DBd01Fg3CwNbdMwZH+mQ+pRpynnhhLYiyEITcysYWHxKHnOGJQypCJVAXJGEIGIVVBJjZPCVxxJ47KksA4iqF4lWq/rCrSMU8ITMiBwrHHZPdfUO6BgFXTOAsJ4hfIfUoh4e6xx1TDacEANqmUECZVFU0Vk5QggqxumjhOEpxli/5ZfdFMypaWI3Mn3lSVZYjugYBWTPZNyTYQiNuq1kVQqC6xNXIfUsTVJl/tKchhL6vh+6wwBlijmy+kaMhFmaEt1Q75cENuaOb/bDOhXZWXRa1zl+msTiid05TFlqL+rQDpINEMcJQhgodygMUTnqqjGq5XFCmw4gnytBUrEmioVggOkXITEvJ2zMmFpNLQnNk6xELrsmJRBWBFYoSwK+piJbZOzeqww8zLB4J1FazLE+mWKC6bxCtJBld+q4xIw/xMrOSuL4Vj7rUUzUVBQoMJgQ7p6qjqolSeIqgrJlh2lyCcl3ThArDusJjRgqWN0xDQ9VS2U+oYotl+nCR1KxG8ouyDpsWk2RJ2Row5J4YmWuJwmVk/hFxyQxQtEExhdAkMhkfkmIWkqqxRWm8K6yYKy6J4kKp1iGyFbIIy4liBJdPBCfhOLo+G6Z3yn1B54fzLD/E/hDum5lHNF2TRJwMmqJMKQrUnBkwzaE82TOmJsmkIgeyfEaLhKI8QMg+6uWPVCPwxUoPdHIfT2UOEsQmeHuv1fEJVKLREsMdIpPyKOatk4qAVQpoQ62CHNcl1kIeVVXfMzyaXdO7vREisjC6YkrCHI5oaWhk/JcKqAv1d7SOQ+njlDXJSVVp1QqEC7ozap7Lf4WgOqp4kYxRpWRJnW/Jd5UlVUoFVBWWIbLiVXReT1qhFC5WmErqsCYh00A0oRFsITuE5EjkPp+LcyAPdYoz/wCOQlWZ0wTxFFqBakzLF4a1EArSHVV1MjJoPlOVSXROV05ZGdEXTMWk7reibDUI47ydAwQ91RvlX7rAqAJ/DbDI+pQwp/BX6kPwjHEqS5nknpB0TxxunhVQFWq65burZGFynMrz6LrK6dynAKCZNESfdMxuqhgnRiVIarbuiI+Jc1aqB8Nn3ZYTF+FgN+cj6kfEO9pkT2kIeVZ0yYYPmdHVSVxFVCcoBWTAJl9P5m7l0WBLKqIW/wAqgLK1JszpmWs0KdYk2+yrEmqUCIT8J9/UxCN0ANpcSJai0w/Kcr/tUKMKpUJjQriCuv8A4m8OFCdZxFWydUCqlNV1yTK5QIB6qgTplZEQMyxUZXky4ljDxJ4YStXEFVOPUz4h9lVMOFWVk7ZIjktKiBVE5yPN9kSUTEbrd0zLunBuqXVAqplZPCFcIJmk4KdzRcKbxE9+ixqwfZHGX9SEI3QFgE0Nk8JqmioctGV8zCyqnyc5tZ0wWEWH5TNLqqO6YBNFsmVlihZVIVbpiE6BhOyZysLJ4uFXVUxYAqkVFjckhag0hkHpmLZVVJdVhKeIsE3hj3WozorlXTOT7qs2EmhWqIqgVJY9kw4ok5Qieq3WFkREmTstLKpTFOxadSSe6IFk9KLdYYhLECmcv3TUWLifZPIZB6WIQhCMjrEbp4yqCZyPvlYKl8jBdAsR9gquUAy1NVUTogMuKi3IT4SgaIhVWiifFZNhLrXYqjLEmIFVQ0WMFyFw/lfqVCcWkMg9LPbLD38oeV7LxO0o+wlF2lD2QmVFRBuU4pexlEyvKKQmMnt+0//EACsQAQACAgICAQMEAgMBAQAAAAEAESExQVEQYXGBkaEgQFCxwdEw4fDxYP/aAAgBAQABPyF3/LXUN5dGIWvRGv8Aq5mL9eAffcxuggmiU5QJQw6GCsRN1vk6myt8Jyu/CKsoBSX0Y91bCHItDB/XATgCYbr9LlVhm+49ka/bhiex+gfFkWOncomBbiU/8bv+YGpbjOBlj6hUOoJqg3GmXowGzFydQNNrZmDWaJWfcwFSJwMI7cQb9naUUR3E15Q/tPc/KhmQsuBBcbHDCxY1BDluX3vEhhb+kZuY9/wM4Jas1/xu/wCadYYDWoLGUbge4utvsQKeCOOYtfD4gAuU4Bt9SOn8oi7XSK4V1EqrjuOFQOtjz3Hfo9YnPFqNbCJKvDqVwX1gxh4ryMAm4aetrsiF6LV/xO/5uhhnn/uXhOGWMh2Jg9wy3cG1sORhsxD1MOt7uV0MdMqm1e5XrSbOoeQn+Age12QL94jliFBdcRov7rijCg7mly0s315fIfnP+kJgH/E7/nLEw3H8y5cdTKWQuXBUK51mYpXaCiXHMGpY4lFsriN4TEDZb9RTT6kwOEmOACcQS1/SL0A0zE1S7IL4hnbzMa/B4rzizm+s2f8A4f2JHJP7IdTWgYJOcSp+e44Uccz1LLHMtNXWpkefcUOlQco2nH4TXHq5JnLUwH/oY8vsluK1PQhpdwlKzEtHZNP0VEnXLPynzM7H/gf57E7Nyl/qETVUoe0TwDJLIqv7RRkdwjU08PcLOgMcqYPuVWkKUDMy7w+o3ainW+YInumA97g/qEwhyfWbP+HXf88plGyLkNkYVbvdQwlWQYiEciI417laeoFN8M0tpdg0kvNQqxzDLCaVgz3z4BUy5lTT9LKU0z4Xf8A7/niMCbJQdCNm0RVMrGVTBjMbV6llWFOPoQExxHxDgrZ4DO/AHuG5m/FQ/UysuhBYQU/rd/z+0oK+SEmzmswMzKDCKhcIssRXiU+GngQeK/4mVttU+PrP63f8/tLEcQAs0w1iBEygMrMFMtUqZl+Mf8rPapKWpjdP1u/58jzHT6gUwGYZsghvXjM1X8mIcX4nGCg/OCcMOl+YW2GXL8X+tJXzuUj9bv8AnyXuPiBDUR4I3YRglnnJHVKdktTL2+JLVl6LnQvmiB5qU7JTt9mbm095mm1AC2J/wiW7INz1I/qd/wA3UE0TSKahRucZykWslHiATaXLWlfOCVnb+JjiduKJZ09sBVG5RH6OvmY09HEbqqDoiSpXgUl3oMKVsoE4D2Qn7w783L8EGizF1GGo5uVX7P1P8tTNMTWqdH+Y3+NNwWB6fWLUGUrZiHKPWEe/tMctOrxG4aUZolw0k3hD6SOruNAxkUE/91xAwESCMYhyeMB0+bjTnnuGwFQYu4DThjUqYoO1R7ZvIzavcE2P1P8AI1NMp/jBP7gTnD6Tbj9UHVag6AIi/NDNDmDdWXRLtB88sMct9suX2QrV8A4WxYvEf9RqbgOkKd3fXqVD5L3FQ6hF8b0T7UCVBGH/ABUfz9BLOYd7xguZduB8t7kmHz29TkF9weL2HMDSW+tOXNgEyE3On9Tv+NE6JtR9JvvqQX+Mm7+oww/oyAcCoQ0FxxwO0xFNn9QNVl8QTlA7O5/5MzPkyg8XCbgEuAJ3voXHP+EuFITbHmy5sXwwvvDH6zEVla0SiK8ZZ7PiKl34CEXklgwxf6aq5cax5pcANltVcVBaeOZXPcDDkl3w/qd/xLdfGE14+cT/AGjTLfiJ/jzcs1ERr5FiYCkGBdT1i/IHqVGVeVWC1lfYQHs9wm76lbS9KI6E/DLNW/KWf5FSv9dUQxtXlmbAX08LlwgvmWZr3DY324IE3cSgXu4MEGPBPqC2ObllQJUqHgihHtlcsMQUpixrXeF3HktWumJkWcjthaXBD9n9T/CoyL4fXbgKs+HM4FMX8IT3vgbZYVUXQxTFQBdvD/ME2fLvwDlJnXxNVNLSqqdxqUYL+0uXH4mi9wTiHycxZb3L8M5FqAr0wB2/Q3B1op8o04aKrLmUyieLQNqKnPglfoIMIPBz3DEpleFxGNTf/iVSv7eCMfacECoAOI/UTqfTuZwxbY423aOS9wG0KgN3yxbt4NriLPquHB+XEy/qgOBfBOCNEswKtRnc4jFcoHdSr7euIuFV6nOA6gNyjZ4jyfIZ/wCbLf4pt4bstZ9EJUFm49EfmU9IUf8AxiaaMlf5sY0bwlhpiy+I7878myoSv134EkkrN/J7Zh+p/gqh6Lkyjr/CoNW0q+pxCjthi6jzyynsrzCg18ncuXNq29ECqRwG5bCPgZZcf7UVd+alcHfUQBDgC5i0flcXAHwRt2xvRvvqYAyPlzANqcUYlxYq4l5AoKr4jp65XrqdOA0dTPTPZtGUe3qIrWL1NAjM2G48feI8fUMh4zfplSoH6rly/Akgmxi7AfLHu/iPjKOj+GDsTgghU/dUwSmja6Dmf+BKVoqT3K2Lu6+pKMlLuGeX6eDVGPiY90fCUUKtK6OL9vwZT/cX/UWsld9RirnRb4Li0o7FQAK8USmUDYV0yjaL0XqHNVilRDRCG8/Ey1Lvk/Q/A0eMIcjAxWUzCjNHj4PT/kS2InzPSHhom2f8RTL5epQT7dpcuV7b89TI7V9xF8GxXGfjNPCpUqHDK2qliuMnp0R1SWgU3pxgzafSif8ArUTUj+0rtftRc9LdHE7WMssu17amU6KlRvlj4QZYOmopgpMpg+riez9DEogGA48DSM5uksIfhYPQ/qaNsBxnDFiuBFOYp2v8Y4latEKrV8vcuuZtHPRORXdt9o4sRgjr+g/PjLox3FmPBHpJzNxPSjQYhFPAfedxAzLrH3EtX6zRBye0DM3U5Rhn7BL5yDHzFS0V8KZMu5xrX+0SpYq1ml0a/QhoXXEd3R9o58IPE+PzC4QFA4n53/v7jwniqQ7QPrBdvgiOX6xbQEU24t7/AJGsfii4qtG2I0A80ywUBbDBoZHHol2R4i3NcwNhR/fjAeplGnCPJe8+VsVC8Xf9XiCwS11GhlqD3vfiX6S3RBRDnL78E+ePUOSsW7f0JRFrPLBICELiMWcz6iWQRas+8s0N9YK4M3+ncK6nsMSFum6j/GMPrFQUjr+VCA2wGhCpk0ZZdfLtlwSWcC6xCbwDSzmWol+S2qDfbGus+oqSnmFvuHEVYAQNvEWjjKJXovpGy2/CWrSooFgCXAV3f4gYwk0N2XqDV9XuVKlzqbF6f7x8VNItTu0+IbnD9L46hvfGjxb7dkfH1u/3D+9qX5TS2z+0fo9Qb1L+ncmFKNB0QDSrzC8ZXqWGJTrV7YSgUVB4qyUPzNA9jylIPg3GUOR6JZWHgGjwYs30Fst4Hdky4Xpq9SpUxXSH/s5YmG4gtV8w5Sq+ECVawPOM3cS45VRnWP8AQ5wSlxz9NzOxxNctbqL4WbqP7h/esn0YtDogpdlwcswaQzVwxEHs3A+F+WB6rAVmBa2gqpHF4jiVR15K8Fn0NuDBZcSpijwCAM5c9kcFeKjBoCMA6CPVhXr4RwJT5SvsR3qWORuHfUXll6eH58VRfMGrfliKB3BpudovmYPpis/EU+mE/cO/3uxF3Q+VxoCl/wCnwGnGjTDwh8swj4WMyjbnkmzEqXVrr3Oe1vqgP9pPuAJiQDqYL3dbQ06ezM4e64MY9wil36SiIvG2AIceHwIbhbCjzKzg3Bjt5iK3UFzpfqX7fIzSgB0TS4txODWJ8BipxL7Z0Kz5GT2zFXsiwilB+4Lv97UOxh7bJUuDiDu1AHqIhAcsZDbWrEDk2SoEJdCUykrmsESFfWyQ2rrvh52YUBykQxnxXVeh7gzgtEZ0jrpgtADwxfd169wrKrlhWhxLjGdnDUCdPIz6oVTu5evC0XMA+vl09M+Z2R5RQV+i/wBw7/e/npqNk+GG5VgCu2rlQJNU3FoM/RgKhsClOiWYVRllDHFfGjwFgLl3n93MtjZMmPhAErqAb5cxgUvogG1eRSzRnf1APQQESjub1nwLioyXYZXuW3uDM/BjFXzxZHM38M2K0BatXb4SyoNldS78VnHT0DHuKH3SP3D+9/PTnEMY3KYvwGBKb9L7xMMpXRMbHrlm39aWAY753LFlEUSDqYk2wPMvwgkxiZeU1HLQXohqCaXJY1Dw3M9ep/uVUepfeYW9imIuBe6oJX9ZTKQ7fDx8rK3CyoYDGE7xaNsSgHHlrW5jgUYjZGUdMLmZpxX1nsLyfUy/bu/3rs5GWYC3Ve2CgDAThnD1x8QrLl1yYKaM2y49ILYo+ZoV/wAQC0fDE9Jt+swhY7LsWoyi72figlxGeC49n5mYcvtlOfNUn0gGzmUApCdKNTxxDEXEA14NtEr1HfMo2s1sTUFy0ihg1n9GFdI78U24JYr9CNKM+l48vyHP7d3+84j/ACy4QYgx0SgEA/8AcQUstyheNERa0nhwuCgqGcTTavcyi1UWz8vN+IZOpsQBa0ErVv7Jgf8AIgct7xHTfouFq7GKOHFrHkWceGXL5IlJLBqUFFPzAHk/omKo0efMM4YXE14PSmer8IlRh3Kl3U4gEr7o696/LV2D9u7/AHhEeFYpVErR+UhX5PC+oz17ghL8oDZdCfGqOIxVUGlCmgT1DWp+9QtNS/FWfI9zXam2Plx5hpgCPFfork1U5vCTnCVfj+nt4WpVvMa6S36TS+pY6nD4pVsRsuPcdIXDp4XdJ/bu/wB4RY//ADBP7egZXpD3WoqM9l1LlNm14YO9TA3zLdsoDMuzwOR9InsfeKHCtQrZD+hU+J+ZKODcfApdkf4eWZ94ZPGjxtNv0MHIYdCOdC/cBLSFfwamL815viGf27v96JB5JwVKz4ZcMloOZc23r1LlkaH/AIIFk+1g+igFsEK1M0oAML0LQylDtir17j+qFCFMsXH1/pAbX1if9hBOH1xD/sYdeprHeZyIYeLjwZ90R142u5kfGT42jv8Ao0GzM219zNmNaPmYQtFxbvCM4fCq9n7d3+8Nz8VA0GW671bqZpKlqppLxCM+GLe3la6yckIcrfWOV/I9yhBUwK4i3GK1iAUXAAzHpYD6IKUzex167gXXynofeKDo+IvQDU7YX8Eq5qnHhgPvpA2dv6Hzp8RZH2P7lS9+T6kf2zv95tBG/LX6MM20h9h4cP8ArZilh6YCfYmVUVHbLHbKW22WYUdzWAjpMB0orL4uHOj5mx0eUJcplzMIfmPYw7q/mKbLMZiMA0IjYVB4/KVmxAK3LFu0/oxdfos/Mz5NPtDZFf2/L8hz+2d/vDcTKqpU65uP0OTSz5C0O8PGfWeDuJ3Gfl5D7qL2ixhnYdzXj6xsB4v9xAzHxP8Ae5hq/lUto+RqdlXPk3DZEkg29xTa2WoqEcZe/HMpJHN68at78T5z94DE8L0EEf8AlTbnw8HTN3jQHs/bbfvCLH6IzxNncKj6iHaPmBrOe8Eft+CfgJCrxKWbbiKxdObE/HiOcqDSq4MQpE8MSq2mIHmDYSiUPEHWXWJV95MmVKhuGpTJ0S9d2volSpUqVNBlTG4bd5RtlSo2KiyBj8AuVKiTT8zMe/2zv96/A+CgminuHlMxTCVZX1OGxq41QeCDsuJamJVvdypU1xPwSgVPwRbrS7uBefDKlSpUJg/bUDD4lSpUqVExUsIznfivDj4YkqVKmPyJx8LvR+2d/vnsOBPqJfpdV7E6vHk3LtXcqVFYdvhDAVfEaSpU9oF/git79EAxzKlSvCw+7iMg1AtNkf8ApkEdj5JYLEZUYeLVfmFAOJUqVOV1FWUlVbqMLNQ0yr6Ebe8zX4UD1+2d/vbhtalEddWIQEH6Kj/JZlbWyVGgy1Uz3Zw8CGaNaSfJyxlXxDlr2sxHgoSpUqC34VAdBwzZiVKj7hGHs7iF5kpNEH6IgcM4dUy4fUjqLvaTE1nmJE8VDfwR8RZ1GC9DuOd+MPlm3yCl0/tXf73Z85RMxv1V6YZzAlRI1BGJ+0fpHMrdPSc3/aNl2pNMX3P/AIkAcSzDZklnK4i8VKjjLCGtr37n1kCXWK9NRD8Mjd5NNXPuVeOsSVKlQCkuUW5cSwp4Y/yx6gzae4hY4mNsP5hTXX6F/QRFez9q7/e/kZUJt4tM36lRCaDcE3U/+kwezcqVCHBwe41Hk5juVKhBUdLLpZphTpuVKlWVTTqCYcsqWBN9yhoqVOMiAW6t9Rj5ZoTCNO4BW+PU060Do+p7gFHUADI/hL0cjXlfhm348gyev2r+9dhkpFxZPc25kUMdRVZSZNNH3lHyuvSNSB7RL/evxUqV8e6OvsRgdwTXiuPN4lKhcf8A2bck/wDIynp9WMv4NdRNLhxKleKjkWT7v0MfF8MoMK8t014RjFbXEp2+UGAtbXDzvU4yvmF6jEkTM9eQ4Xv9q/vackJqaIs8Kbb3MsQ+4pCwaFYZtzLcAUWQ9Jx4qBme1kQrv/NDz7UIdHbxm5KuAoGzMuFey/x5ZvUrw0dSpLZzlGkOL8U9hrEsNbiFVS7IRzdeH9CaL4zuTy9sXW4kUZi3xzUG3iGQU8sWtuDBqZrF7TEAyZJw/HkG3v8Akhn9JUPyr+5UryqmwJfBobXkxymLcExliMXHg6DH0TGp6BCpbrM9LlKB7gq4L6zL+D6oWdPEqiAQ4hIOjUVIvAxYK+R90MaiE3gcc1xDrXHZ4YpSLlumBiHHEL2YvgTlUqPBiCKxWbmbAu5f7W/qXZYWLcwP6NqBXtRwH6A3/JGR+P8AMJ0oO4c+z5ddgFoPEIQaZGoMH6QIjkPFPeKli9RAUlk0Q+nhvF9Joi/qFmdVCXCk1OeAU7UAxTs3Ne2vcqKRamJ6ly0aTfUuCWXcw4PlhnA9lbYPgwGCld48bTkx7m4D8yrQFC9TabWCoE5NBFaC866mLxuTkmZ11/3BF2wg8mXw/wAkaquVENkd7bqVQp2POy7xHVfLKkcTN0dpoFN6MTlCD7dTssL6hpLHzs8L7JDAfot9i5+fLUFRlbOUJ6jg+39eot/GECAs1MAXR4iwRaohpedVMZX0eJYoE5ohUKO8yu3DMpaoZX3DK0fEqoBwdJjN6iTA7D7Q9GqP7h5PxP5ID2JuVZU3b4KmIXEc+KfexMA78mWHAvdrc1LgK2nhgBtd8zcxr7eDGDypXsn7Jin9Kql7RQXry+Hl+Jlv+1jLMuZZZW5hBftNasdNHS41b5dRwDL5mTq33BGgWZr/ADEByrVT1wXXMdeMf+qNrIrAxqUOL3+g3fyXos+FHQCWAUfB8Rsp6LkxAEFFuJfniGBAeeyJ6C03qARw8n6KGVD5hiHt4iqFu7uFT/cwYo+QS4t+/A4MmFxaMnxLpZ5Y1ozeGGKYQzbvUDAtYHnLMEMcxFUU3TOZ+kR+JUvaCkJVFe8sdjLGUqaTrczGK2sHQaWiM9ZzTeZzQuk/SXf8h6/CGCVljYnErVL6hUacZi6sGB4iBYiPUBAoZQ5mCvpeYdfxkUFrUSqw6GIIx9+CCxsl5dp4pEsqCYqwdGpclPamXo+JhV8odpgQxnfnRp5dQXRe5shgtb8Risj7nF98upUZbh5D4hl6rYqVQaGOE0kRTPlKPRXuL69PUcPC1A2P9QME/wDdwGtQ2m5kUXwBLimAoblV6/OH5lQx6VO/j9Bw+T+QHktGqLzFJ6ymP23fgoza44G75IJzfnRy6BbHTZv0mdUowvvblZyi5VvvPrBETLfbJDIK83TC4UwBDSi+/FwXLlx23MjU7GG/ggGeeDln21OpQFEYdVfJMo7amBNpo7gdKTD+FzOwvqIopnnqaxlljh/y9RQqjlqZwt1DqcP9QBDrQQu0DmezyK17mYNeYSO5HaKxzKu5ds4fj9A/P/kFGKEpCpgJqFeMMTiKxlrGLBVoGfGghtVm5efF+dBtLErNsxNtEuLMYUTUh6i4H9jDbc+Jws7ipn5WflBNO4s1jUQLWaLqEGmM1Hlko4nIGOLgAUtP/VCOi+IU8IVdRqzgY+8pNGk63ADNQKIG1fnAA3BqKsDp5hG30mTsyRsCM28RoGkZJ/Q/oH5/8eEBtxL8SZ+YBgx6T8Q+Jgmxatk9M4Vvsx0QkpyEr9XzfmlujMPrAe45R31zAS7Nt4gwAfWYiG13L2iMu58KA9kPg8IObmLLGjXgJi3eJlQuVYaKYMds6gAl1Yn0amkKiAzKSH6GoRfeY/qoXHL8DLoNE7MTldj/AJilnQblniDd5jvKwxmUC2crKyy7W3cMx/FH+SDZE5Hi634FdO5c0XPZBlqOJZwZEmL+5c7jPQ5FkExY+Y0Vf2JzOutBABB9Rib9Jvshlj1hlm/uvJnLo3F97yZl6sIdFjqWMajkLEVPo3N2HC3EgvDtmEJTol1EOmNxQavxLQBbevzKAKffBBwO2gmXMCtzuBnA5HgjLWHmYAUnPr1Eilc59wBCQ5twL+ZbIbqdQKwg73OsOIT8D+TEdWLc+vF/i00I78X7P+/0ChoIcQtwHEMuKYLCEBXa9stBxOpwmWND1F2Mbgaf2cEECtXdBMy+ybM/Ixl4FEKZA5XmUAVN8SiN7YixoiF8YMNU11EYc3t7jYSJlINGOIlqtMDX4ihoLmphkcG2NwVdUepZbv7T6AE4JfAoZzBQuWaBd8d+5RIOXLcqFLzCaIEi4NJe93AEoc3CxBcwa+fH4/6Bu+P45SeXPxOOjiupymdicbr1ABQolwLqeAczJSH1S6w3VSzXqY5XtIWqsfYh287fofFlOa6iqxXTKDAhuM1HjLXDDqrGiXBXI+8GuHEqLhoGn5lzGA/aA1L4aXbUaIQd/wC4Q5J3UEVWXUyE2XmuZgUTth0rZV7IbycEuTASwP7l1Guo2Ojqzv3MYKHcLllt51Bgg+iJShcuXqLBi9RVloU9v1Af0/x3ILD4eDaOzzC5aXYeZZVEqN7JXe8zCZIawr4it9eLijgrD/rPVHbHKwvU5Y/DLr8GZRExr3jiVkDFASpMS/dvmFVB7lKZqM190wZcRbsc1VVxKwDaV3MXSGIP+ZzLsBzUMVtDAQW7lK+spkZyzND1ayk/zLD7h3KBVR71C2C7iZoF4Lh1zb1uIMKHC6maIcYzGd0pdhqAUW8sMgR5MJsjHw0fH8bteU0tipqM0m/WYRSVdEaqe4LbbfdTRtvpM9qMEK23lnKejcfofwQGkfrAd/guY7t+LTJAe2BQ5ly+JUXABiK3O5a3wTJdPB5lK3bOWyl0rrJjmc1xGqjkcZj2G6blgDEciVLbnbEok3CLvcIe91BFz395RsLC4saq9S4JoxiAVBrqXJ0FNTjiDolawN65hXKOqi7U4shj7B3CxfP4iNmyoT+6Pk1fH8bpHqEIqg5YBav7zt8GYJKMC5dD3Flyz2VhlllRV7SAvcxSvomKPrBUyHU3m5UQtl+4+0ODywuX4Ni4RaSIKwPA4lIuy1jiLdU+SKEOV92OROlvqWU3dN7itf1c+BtV7lxznMF1qYjAn3ZSHS3USV5qMGMZ+Iz6O4pdfuZxZEFdd5xOMrq5ng9DFjCllApoxry4hNPzGPho+P4xt4VTMoCOV1fzKTFwmJfMuPTqZMupmBN9wVHJlABFl+DUVaI233e4apy/iUsWFHHhcxhl0RVrR0SmlBuVSvLBLsG6jG3Mzp51cIti7BQFXeu4HPGqYdE+4jY57SiWpTnSWUITk/qYEF4hYXbVqFdA94mX22zIQ7XqbA+7iJt93OQqhzc4w+jHjDBTMYMBVQt4W3qV4cQazGLeGvmHjMfD8T+MzvHCbKuVIS4A/lLRTJLp72Rst9EM372Ye+atVjctFS1X3szNlfTERLGNVCtL6XM9t78enmwLi4rA328S7Q9XA1QwKFfHi2NoOu5vLg9QGyaR01XHuOpknuM8k23Cp1i9wYEpe9TF1OYZgG6sNRcx30RU2oYEMfECfYIZxDCy51MJ2BgibTi2HZ9EKgLclQqwJkmPmuoBqRqyFIwLIx1odTMZZpe5UkS+4TWGPh+B/FvyBmlAxLl5jFr9srfgEYcAOjyPJ68F7m2+hMn28XMRXmCVeM/uYx+R/QobllI0MJrt3/REZE7uVKb3dzOAOVzLgw0+H1Bww9agymg1jLLOaHUwBQbjxbVLZuN5X/BBZ9VSvbLLBKnQTGFEmW0/MqOVVGT5lEqp+Eo2eAhmVigwY/YtZuGN7UJrDHw/A/jGIw1405/oR5jsjHc5/MZxNHxH8MN+HcmpOcP0zGiNUy9FH3I6hLKL/wBoDhxPzn9z8hirD1Ej8NmtMVx6gNNauo1zeJq+sTu0FfeHMA/+OIChRVRVomeJjZb7myN3eORbOYAABR5mPhp/aP/aAAwDAQACAAMAAAAQU8888888888+6iADDBP/APzccYRDLSiDten8TwxwfwbhflNvvPPFPPPPPPPPPPuggAwze9XeQT//AP3333OvJjuHVpRhcR0T63P7zzxTzzzzzzzz7oIAMMOs3Ec/33rb45Y57WLgZAnV6PX6ElS87bzzxTzzzzzzz76IAMMFfkA/33ubzzzzDDBCP0Zwk9X6YlITjm5L7zxTzzzzzzz6oAAMFNWV/wBwG8wwiDPPPPKSJfpVf0WzGF59vLE+88U888888++uAADH5jf9m8wCXPawgEMIN7YPOEDyWsZ5d9v9k288U8888888++KADbpf9m8gT8gMCf8A+6xxQFg9Api5tzZNbAFkNPPFPPPPPPPPPqgAb5fZuBuYDBf+/wDoh7lkBl/LniBBi94CESKN37xTzzzzzzzz6oBHn+bANoRnvLE0ZwYZ7GxHRGnJxdzgHub6NlX7xTzzzzzzzz6oJ+ergfkTJUMhz7BkG5YNkESSadv5JX8JUd9Snb5Tzzzzzzzz6gOn1yLmRpOG9Bd3n8EBpD2rJ83Cstm7gV14WiELZTzzzzzzzzIBdeagRR4aAsw6cxDtUVGCEE/gUcGw6hmD29G8MBZTzzzzzzzyAWXnwBoz3hdufpGKdSuQF45R2B3SAsLDS5L2/UkJJTzzzzzzzoPl+6gVoKtFQUtGluP4pM4rVC1GlhocMJDSzL1msMBTzzzzzzIN+X1bhm4yGgEq/R4HasXaR+JKbMBjQjXItbSzW8UEBTzzzzzoAHlfz6jgq2edFOvTayI8UM4nd2v4+GjvEDQtDR79UEBTzzzz6AMX1f1ajbHaAuC8vZSLhQypkqaKhqFD1l30jAtRb9WkBzzzz7oANH8n1agWYbus4VoZDDLSCdI5LINIAa1v/wD9orU+/RpA8888+qACDXh9Go00d1bUklLKlc28UiFjD0g3bivJX/orU279BA+88++qCADFJ9Ummx6cBtdElbdkvq3AuMnwek3qA2D/AKC3FK7wQPvPPvvvigVaeaGmoxCEE+kpdeFa+BgmVtk5PdpYFR/VAqPIewwPvPPPPPqgVaeKM/yHxXj6Kwa+fEfuuTZEk4cUHHlX+WlKvxawwNPPPPPPqg1ZaLF7SvN8DUB4nlPDkNI/TURdAASxif7K1Fu1YQwFPPPPPPig335uN1U8VnxQqY42/klCxRq28GLrKv3fUAqHafwQwFPPPPPPgBafdjN65avMdOFyYoakJShb6fExxM0g96alLvRawwwFPPPPPoA35fVqPhkY7CmNqPDQrXtx3vsRseCP9BUFAuHK3aQwAlPPPPOgBaX/AE7wRCzuBFVAqOCX3kUiEtb4NwiEWqclSb0W8EMBZTzzz6INWn/0r5oDmXhhvb6zKVe5HBvIamszRhMVk/hyt2sMAb5Tzz6oAP8AIV//AP7EHqpey2WUKrE0Os/usC2rAWOO70XO2awwgvvlPPPqgA86TQMefw6GhjJJiv4I/W3XvDAceMMgPkQZfZcwQwFvvFPPPqgAwcc989Kcrv22IxTTgH5bOPE9wnkqfQoxjNR+wQgBvvvFPPPigAAAwwg0bSanx8TPYrjTQXMMKaWUlpR7CzxZ+wQwBvvvPFPPPrnggBCgAqBNZ9t20rNqkg7pJHbyRoOvz/IQZ0QQwAnvvPPHPPPPPvnvvoAIXg/vQPHgo/8A58B/wEIAIEAJyIF4MIMMJ77zzzz/xAAlEQEBAQACAgMAAgIDAQAAAAABABEhMRBBIEBRMHFQYYGRseH/2gAIAQMBAT8Q+2Hay5LXa5n3ZusjoOkFOYO5hzwubLSyjoy1ll62JNLvf8GIug9wuyelwlt2sPJH5Zpb3DwMMvsjkxtWlyX3d+Qjfc48PcOcWQDzKTbn1YPcYg3wQcjiddSZjcW/4TKnt35hjd34QcZBgx8dtsgtiZbZ7/gxpkolcY1CyyCyCzy25ZL9xnw344w8MINt2vltc5/hEnOtlCNW5gJrBN+vBv2WkHwHMfdyUO2H4Gyjlgue4Twjxc/6ghZv98zspDB8e32//Ld7mOEG+TGOI/dt6suN0+yh23uJ5c9Qvhbvb/yeEthdTi/WE7jPILpHiY5k7tkGeUkkkX+pLHzkuPqKBrDwG3LvBH6YXq12tyMIXcLBHHILh1A6sWA2TbnUtLLbPkyQpLXbr9N4tftfsRHcGP8AS5xDLECwkI4T6RN8ZdL+DJTY9wZwfSDfDGPGUpyyIH7Y8a3MxMgs88av3MSIC+QXITD3A9Lf5emMDm3NztZIzPngy/bwCK+tj1aBawAYS7LmQguWAXLA7lHKSqT4yfD3M+Bxvg6+081bhWtsrbY51+RCGF6WHMlMIL3DYT5e/HPw6fbnx3ZJjZLhZE8GXKYXB1Ye2FGETY3Jnl87DSe/upLOLIYjBIaEA4bLq5cyWuTqQ9wYH7Lf+MmxLbfDNxfuTLLLCQ35ZdFhBnU8aly8dUhObhpMyeHiXwMZc/A+u43JB+weAB4huZae7RC9Zz/djxDOIyjnjM8RJJZk8Ql8D+A/m6YsizHbP2C8r0liIw4iGZLQcmw9R+Fogei/3nlk8XPc8Qe2HER15PJ8T+bokR4smJ1csV58BpkeyAdWLR4Rx4faGFkkjObj2SA2fF7uv2XhtN8jzbPgrzNfDkbakMyGHBf6oDw8XLizJLkl9y2Pc/s9cts+Dbzb4HHhu39RcLDbF2nvUvQlRy32wXMu0ufs9NtvnYtmW22Ntl+xHhBhF+N+sn1Lu92+z0W+TwJZyMs87ZsaPEB6lHLbNy9rKerm93rxfP3Z44mD9nwfkdQT1cyMFkoWZ5fD7vXj+7149vsn3H7cW2ZPjPGK3UFwcth6hr1TGXfh78PXifZGR+WcwZJzICMGsat9eA3ifU+Hrxzerp4kdfXDXLPGeMurSxZXqUwJPeC6Ta8FpwfL3f1PXkI6j6yeGePeW/kezZsK8QZzD3JXEEHq06+Xvw9cz4douh9YNuAlNt/LmO9tPUJacFidcFrHNg6xB8p8+r+p7u12i6PrbuvqVeuox6slCenFmxPLPS0sMImP1aO/ws3ue57i6H1Q2MQTFxByMFaM49wHucHE/t/dthLX5+pm93uZ7i6/V6/jMXXw/Dv4L1N7juepvV7iO57nvx0/i//EACYRAQEBAAICAgICAgMBAAAAAAEAESExEEEwUSBhQHGRoVCBsdH/2gAIAQIBAT8Q/lilh7n6x1I98r3KvDs5J682nVpBHPNyd+Beht+T+Nnw5+GFi2OjjP68BPAGIfZdLW3S2bBjav8Ag8IxpJrlolWkvuETbEsHYBxNtk7cx/wnqbrIeYYYDeZdtfdvjbZhtjLL+CPlz8swmMWyc2s2/lkx03/hF4yHMeUF+6E9/kOS+cI/PPj2QSZ5tIOg4k8Ie58WDpsv3Lnf4bYnPzEeD49JC/SFYjWOhOe24e4Qms/qDqT/AIg+rUreYPdiBAZBvbEncP1HlDPmEfCgn6E9E+2EapR9IB0XUt9N9Hhadxty5JXk8B4222FiffB77sAeLin7+dSI/E5sOJhfd2wscmU8WwnnvgAMmzvx6HuHwYc9wxluRZZZZB4OcAbDmHUxJ8xEeQiv6hOnjzqlZ3YJrls68BZdFy8WEkYDw/duljuyyyyCyCCdbN6Jlr8pEeTH7nXLdKwI55cmTOA+OrBvrBgQD1LbLbF6uUO4medZs/gB4POwy73KC9J4fsnLjwy9l+69tiuln1Dt6QwhHUeebIc/E/IEEedZmA9wu0YA2B6//ZVrY923H1NB1DZXaXCuoJgwDmPOx4OoiJciHPwvyEeDyBle2Qck4mQLljHv/UC5ySdP8WjAXEUxxZA9SjHllvHqByZhx4LWCPJLDBzJ8D4fiPy/9SMBIB04P83a6P8AVr7P62Mxy93/AMrNQ4npWXccRjatW7sM5Igdj3FrNiODzk8DDY58TPwn5f8ArLLm2Euk7h6nAeTZH1UHlyfr/wC3NnMIA5tOYWCwCx7kOmRR+6/3hRrwx8ES0R4+Jn4TyeUiT7guNz9dQFv+N3ERkujq0hxbv2W6+403ZV7hw3MRdkIeLnjEW+CDw9MPzM+GZ+E/HA1kbWdYcnbOJd6h+5hsjXu2jGYupb3Bf6tOZ3k7Qw7Dcm9xDbFoJZpP5vhmfhPB5A7WDjLW2D+p/sEm8HMokS7DFJ1r1LtsBzs6xCe5+ywiJ2c2/V+kcxnRHMu8EuRcyGI8P4M+Hw/AR4I8CGH62LoW3vr6tZwQ4xu5iLA09ownmQMduxF0uTwImmXPkMrkSwXSGflfxfhPB5Gl+pU7bMH+bZS2PfhYB7TK4XedM+ET+os3mfvlHPKWddww3BH0Wgt0h0/i/OeDz/q3Lj03BS1a9Ew/SLpM/dk13LjRztseC59Wxg206CYOww3IkcBg9ox5k9ElwE47v8WfD8ZH4krpcQUyDZ1EwIX0o5ct4ERzPVO71z19yx020x47J1i3QtMH1aHGDw/yJnq+2d0kcsJA5veGv8Xy/ER4PweSkT+rZyU9w7herhTqxR9w6kzxIS6jEnvMDjwkaXJ1cpOss4bAxf1dx6kcAsFwfUrwIl7QHPq5nGl2Ya/4RH5Hqmw1fZyWjG7zwdwAF4IAvqA7X1EuGMWAnD9BBK7PVtckesOoAGy4EJy3GZe+Ie9LDgLntdmO34Pl8Pwn58H/AH2CmfqcJ0ThDNlnTi0MQNuP3FsdPUN6Fyfto0Y+p/1Ep+yynPJPreYABwFxk7ptxvMaR9CZdtLs+HBfyfjPx3wfSbltAmUOMMT/ANywXBbnd0l3+5/QIA4wjuvqWY8BxsGO2B3wjLmcbG5xeo74jebjDI39rs73dnx4P8X4jwfkSP1Kt5f3e8cugP8AslGNI84TBsI5kiFu+pI+k8Rlw9g+qNaWLqwa3viNuMudvbt/ad42M/SP+L28f9j5z89g5GLCnpLRx1PyeCBg9yLrxCeuS3ZE2btjCwl6WYpTLDmENbm982cT+4zdjQ4uMIPS1rxtnL28f9r+DtvnZAazpHYJffJPiHgMO5l+csaMq8XtBcl9LMATtvyv1H3chYdEd8Q8alhgDc7GbzY1zxa7XT+N2+Hx9sA1coh5RuLeon5PV6Rj0sNn3giIrZS/S14gDq5uL3xHdxk7k942NfVvHGP0sdPEvO3+BvncNZMnUiuszjes5l/cCQ765lbxatb9N/Vn3bNmvWtnou2M7b13O5e8u22s2ztljF68x/xbu8F3xHjvHh78+l6uk9Lox1Pgdkdr2ui7I6+Wb//EACoQAQACAQMCBQQDAQEAAAAAAAEAESExQVFhcRCBkaGxIEDB0TDh8PFQ/9oACAEBAAE/ENT/ANYSxLoRNcx/U7y5fjmDDQxTr2MAGW9sncg8zIcHSEjoAH9xAFrkMOIYhm4wK0CDi5Tvo9mCBY5T1cQY1G7NneINI8bn7lXDIodzmXoJqkz6E51J1JdJ37a/3BzOauV+stlTtYfBGzEkTCw85gGmDSUkoOLGL6whRr4iCqjpWL7BCks38BrwjSaSviNHMZUw6DAz1jIP8ep/5VSvpqV9arDKgNTR3POABDhVV3govE0f1FzULKY4xHP4u0MIic6j3gS4FFNPZd4Xk4BDHTEXrHbFnrB5MWN1S42S7yhny2vyzNRVNAavWGWyNYfEzYchxiHUSN4qKGiAuNMRsWXygGASyqFj6CbtHWAdk66PDLAg+IZUcjsxQTcMplSoYnPLAjkZuu8h/qpgtMbZfx6n/m1/IQeoQdhwc9pZienJ2gFcI+ba2IcpLdR0lY1tyhe8KDJ3ojFbwU7QrFLXVcvDxu9LjaGhrXlJqQMByKbuUCd9bp2hZFZYrXoymZHVDbvsxfNTKVmahmkNkpDIcNVwas29SuY83LkMm/eAaNiWJonMDkqusSCL25QUzOlusqATSJXiDDBSM/5IgMdeQ8Rijf8Ai1O//j19B9ghIzHzi/5rLSzeJtBozvcshkl3dUwlZYHNaXEKKDsay8YRrZtNUjWS3SGbE20z7y21hNpa9zSCdhhyf4j0Lh0YGdSpN35lCTGRMI8zaixtcygCGAD+4eR3lTvHFCraoEtmYHJBNYBaqYgsBGTK2Z0Vw7xtLjJgwLmCyUkHERoM688+aXGkRNZgDJrEpr+HU/8AFr+SvGpXjXhXgwIy7TY2nDnvCALWq3lZa/0VyR0G0sOS46ctRY2nES80d6dYZFWqA1DqQlkdQ6MNpr6kHAOppLEIPI8zaBkWNNxlCPOcnBDIY4Xjr2ihWGuCJFh2AQr3lSdyniUKLW75nHOUKxt9GBFMJHCUkuaFvJG4/MQQcjFTjb+F1e//AJ1Sv5SVdksYgQC8FuioLecSqMzVdd5c2Y28oDkFodpY4fP6ggZdAUg8p3V2nEpKAyrZKMuVG9f2RDEeIlAgulMQCVkOVbHnKAou37YHhDfOxgFnrrsYCQuwBtLjqDJiDLL4ojdrleXLOk/b34ZZycyoQlGV6QDzcuB/qhYoERpJaAyQU1/Bqf8Awa/kPsBzD1DGenM0ls1RuS5G0cssYlp284AytUYM5jRKd8bQXBR13isQti9XNTHYWsNOYAyyVU9WsJmjbTWY7YKExU6QFSoHKW73MhKFa3jiOItYu1R8+fUyTxx+0thaXRuN2RrzLgN8DAFHFQJUIRLw+GOKP2G79xBB3l2Vj+DU/wDAP4qlfxV4VKlSvDTwoRmf8drk3IElEvEymnW4dIZTetd47DMVFNI86Qa4wPUg+sjaCsxGEWyBzBdLZm3TqQMu9lETYw5I0sMOnWAV62HDNJabYgL0BWkSw0DUIBsyJKib3HIuXaZFu+sFUu5UqBKhxK+YfOIOzKQbR+vU/wDID+E/mO3SWMpRgtOHciR0DzoOzFOOo1LWGiIzNzhzMXaPUJKeRLQ26F1hNpvpZwxLXYfdAM2sFeka5Um0ViObLs5l2oS14ijOiXsNkoLJAdblmCtvpYZQSk8l/u4Cm5LEdR+vU/8AFqH1V41/KeBFQh7+9UjUJqQgUy9TT8T2UviFxQM1VlwBVusWRCg3HMIFBGDGmvO0reWJHjMxO0ocZgaLgawGsouVKh9Rla/ZTGWDtl9ep99X8lfw1K/jdCLrpDDGiWRk7XMyMdRtEB3JdeI4JhhQLI5U6MUNDcBVKywhlOI0Q6fwsFkFUtWu+0Z0aMwY1U+f16n/AIZK+ivrr6a+uvo1zElSdcJSIRVmlxWFXbzKFmYF5LlDgmo1EW8Ks7kifuPjV3fQSgx+ZBMn5SnALoqAPRGXqkzCLmUPorwslVMXSYwzWI/Vqf8AjH1V/EeFSpUqVKhNUFFDHpXFywgwizJFuUOYA6xdZmXBC0Nu/ECHp6i+e3vEzJuiypWZWLgMvaJ2HL9hbgjS6Xf4imkllk+TK0Jth8iBAj0syTtQpmBPrYRqUb6Yl5hOtB9Wp97v9NfwV9dfTUrwqVBrgZr6+U/AKUt3yjQoeFhJYU4JRBuBcCX5Q2I+hFbgssWFaij1luOm1DA6QCEdqwDq6eUGz02tau8ECq0AgY73F97btrAyPIKPlv5yisHQaIu8fCrE0BZU13Qh7LZsgZIHC+kTNycAdxlkslIgiNLzF1a1p0hJizB5/wCRwxTafq1P/iV9FeNfxVBtCao+kcp3YlOqHOHzMZN0swe/Kgh5fORAMRsEvsB6H7gWj3QmHKkFdUvpNmt4vfxLqJasB+/aYn1pkb6v6i3WXPukFcaCeidYiMTNadTioFC2WAH/AIHV8QMVP+95ZnwTUYasWyXnLNnrNGXzgxY1ZcFgaDCQa0BQ1nzmjS9CWiyyqghbO/SNV1SlxBxKqj0x8RgIaoesdfJmx7p9Wp+8P4q8a8a+kToLFqZ5RMsdlKXAd8YQAp0XKmzNVoe0vijYFrvcBwHBiL8QtFMP9QCF5y4XKqvtNujv/p7xt6Ra6jL8woVVM3v0Jbu8Xe4rqNQU4OuvpFnB8NkwXlx+YLQ1YGncxFmt6hG2IL5/4jIMGXvQFsMHF7vMoI4Sq3aUEDh4RM1D0CLNZEte5Bcu8KBXkysYPtNCaesu43qaxmg8H6jW0oQVVa/2ZpBkyax5QTag3ugA+ICLQQ0GlGzrmGRfEnQp0PRjuDeXOmg/Vqffn1V/AnSPlGAvOFKFcO+MrEupZKJdnSPaVI6bGsU7MSxJrUNJTQC2xHFZpYRmnTD2/cNRR5r85U8mMqjqnxHKFRADgfiVya72tekCUAHAVGiIqI6Kt69JeAWgtARYyLSk+ETpUf5n9RnWZZSoTyJjAZKYuVUFGpDRaRGXeXzQa+Ax+3zlYVoQipoyLMdP7RDbvLYQGI1mXIBWZREMXKWvlKIcMsJUUbUCFgzKBZUq+l6EcaoxoBNOjk0hO3FVFHnpE4qOrTGa6fqezTQHL6tT7o/nHIHQRlbTO9fnK5C3Bv7StWcWBgIDTdu9WKSBoFVbsTBkBeEB8wCmGiOYhF0RuhHpMMADoQ1SnbdvWX7c5Fl6mkxyDi3+l6HtCop5/wATQisxKbtFiZGV2zIcvE0/zFzClhagz8VE1U3ufsLZblVdjB5tsOajMXftULHUSF9WW6xlln04XxLN0m7OKi1BMx7vYjgldK6CaNJL+w85XIRvKcnARD94ODY9JcNYLmAHmAIOkOkSbROZVoxCHwWzhhmmeIyLDBgTRT7jjyjCi4ZlroLpdYXeIBRRxra8xrKKa+h7y/vfj6tT96H8FI6oGDz0i7iluodIM7fSweSUCOnJb6uYVGABZsXkeRsQ0KEMzbV31m9TcMIAhirR3/zrM51ea47Tuhac7zs0/L5kJUJAG8EtyKwbV/ARKwG4Nr0XjoRTpQNAKDpUFMNGGKFK3VOMcEUGQXU6l3gv9xbFnzmqouYoGM07JE3IqNQ37HuxixhzKSg558tZiBiAMvPSJhmysYoHGRE6QXqw0wUVKiL6IK41fj3hbNxNDANIMaQttAgI3C7nd4YTCZlFZmKvVLC5mdItFIbDrzMz4vPWAHbL4+p1fuT6D6rHgauO4xWqusP8esH6UgYPKEZrYAZfKAwdl0u+0JTGk8B3Imph7PkRHcK3qw8Dpo7kQEAUXSvmVQt40f56xAXJWIp04Iotxwx6nEvvztnm6vlUFVSaUy5raW8C211xENG0BYo5eueZYZOkURu4G5Tspyh6sMyrbDR+5VWi9hgG34jhW4puLtu5bBWweFX2JcUC63JjzruNHq2w0NaYW7lL8SvkVE1rvMHvX5RH8n94Ragarf7QFEsMyov9E3RgS/ZxKCki0cr9wuwfMrwRzYfxSgcQELNhAgfQPgKTqeFYay01gygILwQCqaH/AHb6tT94H0grRlYrNXNtdzj5lwRaAgfmPYU25gYDftADiGrhPIHMtL3jPbOPaOCqoW/bSVsFbyG/bMfAQUWuxbDBfkJXmow0jqqORV69IKyyKWr2e0oFK9ZUq8S4RXV4OvvUAoFAH4hrk8p82IKD4IiXI1As4bloOf6l7WLaPrMwcgxR5VFQpBA1BCuqVTL+gqVKg+WjoDly8Q2gGEBQOkpA4cJyQgveU6TLRldiIcA7ajz57TNE1XaMCqnviBmpOC/iKkKMOSYq/wCzH5lnXMdrk8LK2z7kKsMJRA8HwvwMM4TduaWYLKFMyZ3QJc2WbG4Es/7R+p1fuDxPGvBAAYC4Qac37IaX1hZYZ5csB5F1lK6RF1j1sebv/tYTagzQOaix6bsQjR5h/UBHMSF8jTSWtdw00oPWUOtvd/UwoAdQVc60M76HzKXLvFNZCpebr3hV6zD2qbL/ADHwEF1psVB5U95WmVLUt95YjDL05lCxAN2ZUweb4QReiM9HLKUV3V1XmKExyJYyxUi1eEDbj6b6TEUbGlr1gjuuQHoxZxBuX4gdS5bdyktn0ZcyRWNcWPLu+Xz2l9Z0bFMWZttjiBRrpc80/wDI7XpXhbS1fUX+IkrxuMuLFixZpg85oCXoRRvd2K1dgnwDaiq2q/wOr9wHieB4D7juaDlhe4jNr/TpGGLorEVbLwHke8EmwdxxHgy6GwcS4vUP1GHww3ZOtAfiEHGd0L5IRYW0N3tEyl1Oz8B7sMK16A2vYi9XdDrWtTI77oD1GX4vL9IRswvQR6RDQ+Ml6Q6BC4WDoY3lmUe7B5nXjcys2gl2uMAcB+0QazeHQiYLFLSnkwx3iGWWmVAla53jScTuU/ca1VVldXfWJDC0DaXHA2YRJxklK5M+Yfplg6L4f7oMfmVKleFRBYB1ampp2zB38VG6bu3OM9iamu741/G6v3QfRVaYOsHvZmq1QvpsUU1UbCxaBa+Ux6O3LrAovGlAvFZlxBuw3Tb+vAMgdRo8uYTilfOjswc2W+yg1QHMQgDxaAcA494lFlPFkw6jr/SBkPIUHyhq2tNlrg0o7RVcPYeUYs3cPObpBS3ocEHZnUl5wOjg7n/YjnWLTlRVIRZiKS5qy2ef0mQobNLFFYjwSpSYZVtBbBoCbtou0oMG3sIlKqu6zeakHuaSkwioZMLWmtJkCDUxB2p8/pLeNTLm8uSeWfxPfOjcT6kLqO6p7QZc+PLUTJL3+h/ndX7w8ALZb/M/j1jICt0r0OV6EPRhshOektofMFJamdZ/xcwhgVAgZyji3xqX6NoFx0OquOrOo3yQlKU6jQvHtKkpDZuEjqJuXdcXBAzql7Srax0hMkDVWYTo3A82GsiVlemYW4d26veapony8qB1Y32gr+IkouhHzctehquprE1iFiJgEV23zLaF7omXLXfEGi6AoDaCOst3rKqt49/FYWupaNXfPxFlveBZH6tBAwXt7Ezi8MKC/ovqIjOqR/ir6X+F1fuT6BRtAO80RgJ7BD88QBQb/wCAdIRcKCuqGlsSu5AFnVaucTXKMAFAcErMmjbWCXeX62xDHeK4KjyKoaiqNpfJYmESkmK41IfDHqYUBg2XoT3g1N3Tqy+dYWgzSiLRJ5JTGulrDyg3qnXB2mXBwlqcD8wIIMFqSkT3UBzUXE0tp1XLHDG8a7RtATJ3lQS3ATQ3p/tIlcrEqMb+LHoSrOPu05+fhZCjHSosWUPCh7f3G2LBHkb1e0oS2qX7/wDZY2QvzIompXBRQ7Lf58alSv5H69T9ofSeB4CtoHzbQL1uIA0v8ESFBHo9owtS4RyvwHVlqUSl5BMzBLPapi032YbavJvY3gg5CYZqtOHAbwgag2wQvipUCdlTA4ZnBffvZ0I+rQABK6VLSEFDY2XmXhBdoxswGpiz2QTJb5+IICXZMB5SgAYrGIwx0FGXTeIcehmSIcjcdBHKqIQUUtKp33hHWqg2IxlYDPQ4hHAeqI020O0FPR8QVqLFjE2UELVyETi3MroQThAosdYq6mPWchOveWRyoyj2Wvx9g/wan7U8TxPA1GlB6618SoxwBKBYkJNAbES8u3fdxqws35yeTiZmw6tizH9wKMzGJAgvrGMswK6IriuwHfr1ldwj/wBTHiNtcwwrkA9CFa6KwqvKI3mGmEb7vQitVmxqv1NK1csTGM3H0RKgK1doSZAoMVElYOhEyqwpVdwsTXawmL7KZfPBjy2YEpDo3K2rZcutNdYDcDW9WD2uIsbaxsYTGk6x6xiaajtAL+xFIakrZzWHDBCCsN0xFuMh2f8AktPInQmEmqfZPl/lfpfq1PtTxNPptAlgNcGkDwQPDCpYMr1Y7Q6u96Fe0pekBtZIss1A376REGI2iNN82ZXriNwlYUUbC6EABVjokxmOItALVwG8wjfQoUOpEbGPOhjyVAh7xR4TY9YV7u0V9x28oZ2G+TeJVi2j/ixZbiAsgGq7Siv7XHrpLsbzqCETQKjLu6o4dj8wzpCg1WN72GRnfaGILuG2A8g63VTHUritSwK+8igIdAoiFjWOrZfqF1fMqYtNnca+YBfsSIH5T9ywzk01pHSCGHR1lYW4DG5M90b5ktyaY8DnYHyRP1419L/C/XqfZn8BDUlT8iGtjpAF2l77zN01jZwQYyrwecJMGbkF69Zr4GSggvdXUYuFeIhOyhgDKBxpRKGqK2ogUXIAzWGyPSIlOodqbjEJapz4DQgUAr3mfOCxaukv4No5YfA0Nbxc3G1xa1YGkRlfLFHC4aJzW8CcUBL6xQeYTwXRy6SrMMo6zK2LGY5XzNV3rK0iaxrRZRSyUWmkWQi5qO3sB6so7tlNkQGhwQEWxcbgbS9csYx6u3b0l5vC9hlpcN+B/kAN/wAT9e316n2h4n0ENZ/s8yr4GI7uR8yY2jpIkVYsA7pmEgNnuvgrDC4Xd5H8vWAKKDggX6CbLsUbXrKGSWLo0S+mJqGjrCKybdRhUnFULcuV85Z5spE6gN5Q3ucjw8Q0wxNA1h5AGV2msBrK0tupibG8wcvkQWgnIf0dJzYoOnCDlQUENAGVOhEVIjVR2G8UEyFsh+JSnOp180ITOIAx0YpFFcqWyF9CUYb+A3ou7LhSlVwaQjepnEYSciAW7DzIZDc1jKLPIQLiqj8/E0xuX4H/AGeCJSjt9vqe/wBoeJ9BDePyPljS721sU0sN70YOJTm1dhmzXho9bEOhPIXXdvl/BKNhtbyA3Yn3gLWeRpFyMWUA4rR9YkAF05Kvzh7cwLDvrAyjW3MeEUqtusp6NV3dkjRsTf8A2s1R4GpXVMsqarylwy+LFq+xCsYA6271sYg2xNVy9/0g2BBVGjHsFrQ/MLguQfuiKGGoL5GkrAFtqpV5ZZGiAUQdxxrzCy1vFjCBVqtbgaJwXpeZTrBaYrbN5rOiWhsoUa1CqFGse8YxILzcTAUoFkyq4qu8AqSmJoLCuiJdRQvRM9aV+kUeHidKh7x8KlfW+L/Dqd/sz6D6CGjEMsMY6wYzNi31YwxxjAtZJUuXlo1s17VMCtIm04CGBFnoAtCY9jVqVLKO/T7qqDhrmwYCmV1PQe1whhAhVzazv3MomHdwdjaANTm+UYJcAp5kO3RzVL56HvPOnVnzYuDRjSLb6MXO0AIVpbK8EwIz57B0JYCixqvZly5WrmOQiaNLK5xsHwYihvFSpwF7v1DCQnGIqobdG55EKDBjOHL5ukFsCxyWuu8dblx9pm5me0wQxphqOT1hpJp7oglnSE9f8oKUgKZXQooPM+mo/S+L9G/06n3ZDVNC7fjncMWAUVzQ3bxAEAA14/KalFNfscHaH0uV7t6vWHHYN6YlU7SQxoC8ayuYlKqiC+ZQvWtvaWhwbbdok2ChQ8DY6wKYDjWLE1rKrgWq0EFy0quHt6HMXFS1Uw894hRBpY/aJYPol7zBmN6q+0U5D/NIbUqVW5f6l0K2i529JoZRGVf2gpgcV1gNFHCQt7qZpD5ld6V1KjQDWIjRrNadZpYgLZBNGWS5Yp0IAKDxetxovB1ZXFbox6xw0XrpNbN3CznTViAcKRDtCkF3jPfeAdvThLhRqhOv/I7zzmKdkv0f7+qvpdPF+h+nU7/dk3Rjoza5RlfSBOnLddaMQlC5VlfOLnT8QcwvSajeC2bUbt1u5QLC1mw7/wBREBN9E0CNjAU0+UpwIoNM84dZykoU4CPlQelYnZBYi2bZo3Quj6t46VE3I3iHmotazRMayoKSiwO0uwQwnpHkI9ZZfLIemI2rNLecQ26jGVLe06VdqPWOmY6nlnb2mnAlWGsRoKhqXFwbR8o1UY4BUtS/ZMDaAZlZoypWFbkp8FipCjLi0Vkf7mo6Rzqmnr/z+F8HTxf4dbv9pcPE8TSb5TwlB8qigazZroRMxuy67aZm7jZi3BvLMM3PX+oveINACr5Sz8BKPSUJCdTXN/MDYNjvcXN5g2VLldY6g62RKQLKzTylI6qnG/gfaOd458FJaWs2zofgiC0a1G4C+IuJzCh7QE5JYL9IqBDRN0EwE4iXtMQLjrcxygscDfp4MqCxEsZYBg0m7AcWsZ0BqsEBkE3rrLxWMA4Ioi4X7YvofD1Wz3fwvg6eL/Drd/tT69TF0dObS2CigGCHzgfR2raWwCyWyDBflKgt0axC9WjYdOT1iO6YtteWkoKoUr07QokM2bxJNmUNnppK5Qag8ysxMeCLv5jp1OTKCeQgJe8O8NqxNA0b2fzAApdyn4gFdcMPaP0B5vlEuEe1mNUsa3KiVrNjjaMK5RsymM4tntHi4suNYLvUAHnZFeG+YwhxCeBBae0eDiMGNdZbJsH5/US+YnnGoFXLat2iV7+ln4ILZrxguLRQ0Wqy3QTEJ2mC8x0ayvnrDS849Z1hT2lfwOvg+L4bfXr9/tT6d/GYG1/RC6A4SEqsKFh2ThCpYwFWbVsw3KozW7LxEGq066Y/MugA0ltlw0qNZgfWG93EOna3BKiyW5V9vKXyBtEYsWbVTpcKzCyy7GMIlCwqZ33MgIykW/xg+orSGJR4Ze+WBMepdGfWd+/3iAzmCocFk5WZS0cCwWiMgmnnBfmTSE40gzUIhk0GvnEsoorR7EYkqYFm3hUFwMuGu5GAWl2G0UMjUy8r1m8z+CK5pSdQk9/4HwfF8H69fv8Aan1iGoCwDvUvEUvmDl0jZXuDr7Q2t095fWWS59IuNKyZvmJBQ0afZuLQOqE78Rez2AHYiARa6sQiIEx29YP8SuUVuRrX8SvasU9WCVtZxXHXFazTTGdo50majM6ERYNhnkyxhu0O2st0WYluhDGWXrKk6OjAbjOpNCHO8RTTryEKKQ6H5ZZ8utvKvVlgYaXRiZlRJa0rQ94UhkWiJiVmWbLrHB0OsAsV6RPJSvO1+6GlOJkTvB7vF+t+lj9Wt3+0IfSQmIl484BmWILFNiDxiXxT2mpkMlQFCrlwXtBE6Ojc7zSefAHf3joQRGI1cvggso2obrWZsd2OdDEG1n2Iu4Co0plNHEqWehxky11NcKvlRIBuvOH9rfJEKLeWfzF8jKX6IE23FKroROlER19YdTBxTvLLJ1Ng9vf4hhOabQOvUdHQluHKtu0TnLKht61O8ZDLeO0ASxGzEW0cnRK3aewZYZnCsKS9ouZo0pqvBD1gjQ2/ZjaNld5VI8MzHW32/qYcd+DsOen8j9D9Wr3+0IeB4HgTBnsK84x7NWCOBbht9I4z3BA92A/slvrZQFAdCOv2zbT+mV7QpUdSolAtwst106QeT60r5juQDyGwRKT3jBV4LCBvSaoKE9DelRqANVl2xUtnYCIgy9XmVaARxEPeG4DkDfaWZii4QlAHaNDpK68Q4TOkIbAFq7TJza+hNTrKW1Udca7R6NILqZ0hqitvWNedbushUC21Vup17zRCZQSpavLeYC61SlV2jlMpYYiraIP+9ZvchDOw0ev/AD+R+h+rX7/aEPA8DTwIayg+T8zFRAtgA7DKpC71czYQdSB6z3jKRQWiOL7zKGdDoEGz5EHWKbrcIFQBxAu1KrFMHowU0xLsgY9ITZ6i7+D2wUZ8B7crtOyisPniKxgdgpGAHzoOpGxMNfAUb/E88dI2vdNHxhHkThHP3iNY4S07tTtAoshjq7fiXK1w/cq44Z2iaTL4yj4lCwtxNfhVJph+JpXJ4bpuh9/F8WPg/Xv9Wt3+0IeB4HgQ1I6Dn8iE5kFexFCmVXvA8+ZWJXr3gY3mstN73+IXMhN0rpOpfnKhUoNY2AJMsF17RtNV4OI4ecpiDbwZa3nbMXQJUzY6EoBBwwCDBexW5NBwX2nYzX1jy9YYX9y+7l9ohVoUzcRUTXNwbi3dfxKJ3CEBBvRmbW7pNZHTSIOfIrR5diHnAKvmMODiNO8WF4VWnOX8ShrYu0DUMMN1maVlp0ygt0GGNPBSUeZDk4amU6jo8H6Xwfpf4NTv9oQ8DwNPAm81DyBtux/Eud6Gm17MZygKThgcToXKbqGFJflLdbMoG6a+kBWqQQyQ+WkyQDctVLhS6Bg3zu9oCaEZDt3jXR1FvxCuDo/fcy80ZdjbpKXaEd2iwF9CBvVc8aRuq7+FYgEl77VCbtt7J0YUCrEsY5AescLAmGcN4vhV7zjEoJo4vaDKFWwzVAOrLwKcRuqHcxHaFQW/mJlSm2bOgdYFIXPRxKnp4CRg1aUm+Ki4sLs2mpRhz6BLK4qPgAPmG+gj4BYzrmEfHb6n6H69Tv8AaEPA0+g8LUBf7CKIRF3ITpkwkAAbvR8AghuuXniAqckOddD0qOSjYLrp1Jkq9mPvcezFUWIPUjGtSzRKDAFcoXXm5pAMHPBKlX3iyKKKNT8SjBEvM9kcNZUKAGXOkvKX87l+IdXA6nlMU04sXszKupeAPiVaPxj9StbrQGnuYCkKU1qzEBGzWOyOzTwVhB5l4OrK4IA6O+HmVcFt9IXnHCwdYMdYBZD4St27ylWPWdYAC5FL1jnXwsgCXo/mDF0v38AwzycfoY+D4v0P16n2Z/AeAvS/uJXGN4ibodzJFbGyZRNgFV0lAjWvl1iYBS416wYwSwiw+UWkYxFPZ/cNtgtqmWcQZlEasdneAFhCxjESBqjG7dRwzxFYDC7rg92o1osq+kaO0uGl1GYIQBWxNc0hTffp3hS1WuGx6QI6aQBp8Sto78TululVecAB+E8zUGFCJxFllGtKjkJkva2ur5YolIReJfDsHZzXLKMNotFDViNsxe2JbNI8MGvB8NfNp7/39b/NqfsyHgH0kIDSwha3H8RpEjdaDz0irAIOqpgxFrQCrb5qF4HWHFuK1uUO4q1oG6bsQu7WFj0vZmWIC2Ch33lXimcKhRYQEAPJLzCPMEwdGX3gXPtA0AYlcmYg1lE7v+XLzsxseaIAS1daD5kqJNaJV8y02bov8yjraiaBY+agYo7ac+BwiYjlrtKoGUHD+omK4jgzF49IM/3F1qaY2uAp0HR4YArDhhHFqtYeY40cRNQCyWW2OWK1devD5GIB1tvaMBL9maxrUu22DC1QV4CUzj5wi40aBr0bz6TcWv48B1mntEeL9T4sf4NT9meJ4H0EFbEF7NkawRdhviExQgTNGvxHCWYrY95q2INzY2h6xrOOkXhfCJdxMqBcuNT2gcw6JYCH/cwQUQwg6j+o/Vji8rY+1XAG2iecqMLzZ+B+YeOUJMtxsli7ufpEsiV2ik0LRdkyMsVLrqOssHNQOQ+HvCKIFTrtWkCm0oljgHZ5294PKaL0t5ls/DU/pmCbyYTyi0kWgxf1cXeLBtLCF3/5KwLYvIasoOb26zVy/PM1txweAqBaugbzanfGaHSpp9GDXxmw2MFbF7xmH6AG7eeItaIiystNd6MxL7748GmW9AP1Pi/yOr9seB9BLgcXuw0XOE0D1Q6JRMl1zKzAsxHVBkvRopI/pS9QfuBBm4MxEqWSpB+M3B5MU3dHSFGPlHRgReDKAHnC6LgLYO8KZW2+drD0FIY6iO0YClZQCCKeuZCLFqyN0zzC80Z6suVjQaXswrSOjd4ZayiAJ4PHy/MrUFAbQxKHkdGWolsNzmBAUVoecXO8V62RkaNQzXpB1UObVDSqNCqyjfnLIvoExy0cEWLEBCJXYJT6RwiOOsMIobrel7ekNjEl8WvZjsN9wQ6H5hG4CrBE6xyOaieiAvd6YrWBr2ZqfD2iX7+D9T4v8Tq/ZEPE+uzozB7SLaqZ8ZvgQKjHC6NQbuvSWwIZWomJNKyvoS0sjYNe8Uh14woe/EQhBHIkdbjg6K+5k/MEytj5R4JNksZhewCUMABHPVBBrfl0+kXJBFu6lywBWRcRrMutEXuyuQaSXXi0NuxTK4A8PyIFkBu0W3rOtK1ctePaWpBiIsPL+Iu38lOdaqDY7iBdFU0ll4HYlIIHOZtY6BKk6JK6rFiAClu1wN7kyemoQapEppa95T8pDQL2d5oGtSzTWCtpcgVB2W4UyFdktxEGaALNDhrLpBdmpTdvR/pK9LwFBY5A4zKbcTX4BS6vB8Xxf5XV+yIeFfQfQ1ZMVY44vTWHVe9QhzF1/al3e8rwqDtd+sUHerlcS410Jd2j2GEUoFQdFskz/cytsroHJMACQGrtdIEdKEa6KeuZrZlAXaA3FYm8WXVR1TUixm8oeWPxKC4KllS9eIvWWGtDyV/uoyjFgxFvDqASUIJWrv8A3CZuheJZq5+ht5Ixu6z2iTRTe9w05RC9YrYa6xlVbXeU4huyxtFQ1MXyGRkBFHqxahWleUOh8IMmNqCpbFO8SVG0uRpj19pdJqikS4wEcgXivKNKV8M23vTgOZSFKFGw/wC2jRHFaWt95umcxgser48H+B/jdX7U+g+hojqhQ0fDEIsiZHchQkRqRajt5MQEbNts67E7wPcRoc89og+QC/BLEmskl6sxCuZaUM0aMrz1RWxWDtTrGm32OIaSoAUAdIuGtdiXi5RrGWIqlEdK3lzio7VtW22LW8XFyy3MXrpHAmx1qbo9NYCyC6Li7fEXWveKs4YvEsyboZVblKOhcuyxxKy4EtQdI4jFm9ZNMRQKg339YtigA0a7UZmhz5DZl9oQY+UNEy8OZRddok5EelbigSBLONd7ZeCm62sfMePoqzOru30PWZW51LtrYjD8B7xfN9Aho9vBvqCx6V9D4vix/idX7I+sl+Fy3imwdUt92aEPlCattOp8PlC5Scfo6uu0OCo2M9YTi3V19SXMxVl3Y8IsuXhMAg7acEWphq/xUK40Cbpl1vLzFAqJ6YaqqLAcoRj1veVwL6SsrcokU6unZNcjYS3RNiObMwtcecaUK94Cfg1DtERinmP8kCKFJcWn+ovOYtobZRwOnnENUgDu8vWUYQqgusAWcbQvmYgxVkmHIwps677SwQ0iYz7ypgUaLDMTVULWNZz6xoLLYWPSE7uAj3LgBsto4cbenuRxpSBbNtcO1X6QUFE2H8yqVagQA1rm/aVW0igV2Cae8tWgSLwmpDR7M1M3Q2MNM4a+0dfsN/pPrcs1ztefaYABQUHEulZRdP7mcFyj9zVkeS694iFY/YH7uGNMTlNN1Gr/ALgJKGjrTi5QS9X4jwQNVaCGTY02h57+UrljrT5ggSaI2MEfS2bA6ejZL94JVcJo6rEbNf8AU1h7rsPzLKowBBUvuBdy2oNlrhNSWTE0O8a2b76xc5ZZAC29QVp1zLkNdVavnCLN1pyejHK5NVMM1VscesttEN4urHJGvxGgN2aAi4TekGEECGdeN4X8nnVL9oFZTd6PZ3iLIOb5xEmZ15d5dIS0a0dKIRqrYKbpryjPJurpp1uEmtVMa7eqBGwHIG9d2DCjWIG/GfaJYlBLjrjasEoD0AFOVfVi4SgehqGnc+Jrm+aGGnw/n6X6H+N1+wPqH6L8CtVZcsV8LDAThpV2Oe8NUNDdXM3jFtCejDJpKYE6Rq5ED5q6MvAInARy3UQ6HaVWos7jtSTkB5aeTBQKm96ypieSBvfi+Hyh13Ed0cPSveGGDQPUQKAbZdXVYeGrajLFa4zUyKZWjMVbrDYqwL00fmVd3XQx5RGgu6wnlL3k6OYIMFKps4/cBKAMVxGbhHKgmeQgI4lQHQ3WNRWglkdRadzpLbQ3Uy+cIRg4GDtyQyHVpy9tpjYatVIFqZs7XmiUx3Wa37KtuZeWIeo84hWOyUrqnHS/OOFoU4Rp6tsJQs4WrwEzKY4hqu1mDBGG11Syaz1VmHCILeg6GvtM2Ltq2mdH2xA1AcWsma9mXwQqpdrL3d3xN83XNLBQdcvxX7B1+wPqJcXxJeis+xL1JFJWGFIAAMGxLWCG297yx6EhMLgtVw9OsLCCfJz7XLAJ6yavxABGmvSF0U432Ze15jolxackHEIYNEInEnrICwGltxoccVCDTiA2FsFXuS18omPFFHV2vg6TO4RgbdZsEoAaR2j4tdXWxpfbu3ZW4pd9pQK4D2mVYfKO6wbscUHRKQZW2LveE1SyLPTli4tgugdr2ms5yjgh/S4aJNkAAZNGsrIyIEAU1vlWYmHZUW2C+tS4CIGV0ompI1gw3i29tZj5iLp8qqV2+E0BwWvFRUCWg15DgrWYNF0eesq2IwEWuVa8oawNDaFFaHfHvKS8PAxx/qxNU1Mcw+0jr9kfwmzagOVh8BbG4MvrGDpw3/vKGd0C16DEQUxo6x6MRreTFMLqtwn4YrYlORYObxXvFQrTPMXrLHG0aLLxF5Y2aBItgqH1EgNg6ktDMtWB5R3qaSoeN40SOaK94eb3eqMyta8xYxW7tHm0mwQebt+Y/wAgcnSGAOOeZdV0c3HZX8oFlcQkaQoanU6wqURqmfNif0pc/G9Yj3oADlq32wesSaAtq7rMemLWg4rzfiAG05EZGj0IdRGiec0lf7NB1UxaeoSqoFDEujju1BGBhwNDbOIVzkoF0XWpgLggKZoQb1R8Qe+uq+YllQK0F520a5iTY5Y7WtLuHEBBoj2AirLAHgvOxR7xUE0dI8/X8R6zRN890fH1P8zr9gfxtbnqG3v8S8VpKDLpbvL1zREDlppp5cyi6wJae2f7iSyFULR+PKa1Ivah9rYXYGKdIIWxpLC6BySJW65AhFT8Cn9ntAAK2E/teccghimBixsoFq9IYG8K6yg7XSJSKoHHbyigMW2uJUFdpqP1GVZldQ6fiJKpNTiIju5WSpgMBjvCGgDKsECnSbXrHdcbBr1v0IkCJo3XbS4mAM7F5fPrC5pZoG2ldTW5Y1DOhImHSwJX+2YDOS4FaGnLrmCSaMC1eCXWPhGps9MfMIxrGWAZbd+7EZlWy66FxC2jTLbqdwqUrAAura17RKS93a12DaCSoaiNFppa2iE0BlZOtJl6xigxAF9nMw+K3BvVur8jSYFGCavr8G7wmvK+PBfsnX7A8b8L+o0JfpqDQ+WXmzmVUKhWroe9+kNQU0Ao94Giig2qXBVwGtEztKXsRNpHAhDgAGesSgPd1Xg5hFkAHH147R+kswHJHO8WzQzX8TRwGzV9ahV/zUrWUxDyJ6yjJMltoLlWY3e8p1wfqKhb7yvK+r5XsTPAt5T+0SU26uWVWshxnSFBBDk1xBtRkvlDBcxgZW9YvJe4esHgACjoGuwwq22ti6veCoWYALyesACUC6ttoHmyvkNVLdrdj0li45lbsJXMyg1RyrzY1U0g5RG28RGTRyATgb7e8QnBY3Zo7G3pKFFqF4A3YaLhucltXWA1OgUpwGy9CUzWlBCnGmITcSJQBvQ6Eq2A5OhateXvNZAWBvrcHJdmOlF8LxUNMxUk4eIK7CP2br9nfjfisvaorG259IaCswl+jiXttO0Tymh14NzRoQyANAlBzUzNDWtUKA0wC3mss8xtaL7aQFuu8LqWCbknxL3+RgehMBmck0i5zWZeM7cS8aQDpkjLfW4SivtSq8oVgTaiVBUZFFEVzTrGBlvkN30+YtBRhTSNGsEUIwc4YmUJ2I6+cV2OC7lvZpPzOka5KaAaCqb5uCQUDtzuwdoJoBpdh7ay0dVKXQGVWocRQBAcoHSFkUXosOe8RI4QVYbX5kpumQiQgolLCjOf95QiI0W7L6VqvaNScIAy/wBzQTaFlsGKE2iGkKY1b1584DIEQqkYoVpGZEKYNiuV3c96IEkXUCv2Wpg6gGGD99Y/jBBngk1MO8BBBiwXrm2PXXGDTNU6aesJj2w9yWg8Pwfpf53X7G/rvwIDyXBz7/EMBiA+YQR6ytJaV+oPQlnG8bApuS5cEG9aYdgUQ4XB+ZYEzmjgA3Lfr62ofKXiBTBiWA9Y0xVy0crkdf7TIgrl1n9yqtzE0g/kSuOEq0Y9o3MBwUU+0Ep1aMvMgxwcI5lskBlDMuFLdxb6w4yGQaQrZYZvdjiGlKd2narv0iI0bOgbEwEvoCFsre/G8pumFN2xWksoCwBbcxX2CUtUXji4lHNo2vSGCsuGP+r6x3JKFpROA0xjOsxeFXT3pwRw1FYDpcBQWgpw1LS+mIL1gq2fdDTu1zoLgca/uYPKBWmtGdDOe0oMLZHrFBUuOhge0o9iAWJ0riIC4VQXOXUuFZRSQu4K64zNzHazXAbb5iDOYm23KX3fBj108O+b57b8v0P2Dq/c6IIL46w0qIDtLLLoa3LoI1Mx6Rwu0MNXjWIHXrwdgyytEpbah2NoNXMrK+ke6IMNxCZVVXYzAek7sP2Q1vnerzgC+bpzHsPvoRGX3EJUTvh0P3GGUu87wppxVbSl4MCixsSgVHaZcXbiEiMqHbEVOZrcU647wtKdJeH3tjiAdcM46yylcYtey7xUsQNzwCS4simzZznvr5ykKXbYrjrzBkZDQcGWCAzPRVcAYjtBYXYAa53844DaW2X5ENhTgNtF6W61iMNWjWsMvlHHRORMHQjFwsjQCq+1RVTFi1l4aHCygIK1lcpcCqBTeoPYNK1jmtdS7gXpFjd6qGrjpgijJSsWtLamxEKlsxquavPaPU6VjQxq8W3Uv4VcmmDq+UToUaW13zuzLaPIvUfnxhP8fV+0dX7nXS3a23fx6wsoLcARGhOBa738EBAFOZdGnpKEnzqpbMp1dpkzFBzFTsIV6rAtS0a8Qw3cdUy7NrtUopqmsBjmMKCy1ay4HUQddrgcnlD6xL1DiadXeN+0pDQsb2ZWFw7S2/pLiyfViu1n69u8eHoAKGxFvVEy3WgTatvKIfp0xFU5b12l7DBt1SWGZgHAM1XfMrDuGWOW96GsCMNzCI2lzDeAXfWZisFa4tQr3hnooAGCt87sLaxsLzdtK147x1EbuVNZyzGS8sZ9CAeKpetKy3v0lNsJynVfmKTK1QKA187Iy205DPtjV0mRFgMFGjeKkpm9KXBs0B+ZoMNADH0HoG9Y141i6qsapHZx1qGjQLuvKvn8eDSf5iGGCbn/AG37R+40sYIceyFQGFS/Kvy9I44q6D2Ir0q9n9RO7FS1+fMsQtBWJWwai8RE4URr/wBnc3drgu8dN56PNRvReu/MVWoQBEN39wy8LudB0hAut14EQbyg3v8AaIQeZdsvWJdAhj2x5l8401Au1yzygy09YCBVhr3h54ss8g7YPOAOgMFW4tfK8Rq5aBfwEwH4DVv1YxFW3KTWIw4QtFWGdNS5iCytr1deDiCT0W04P7xLNw5UOVV35hpzc6jQ7OdIjAXavldwFwKCJEKLMf7zmmo6Etr1VcVVxjisF/SIr4VCinf02hOc9H8TGolpTgvdrV1/EFUFYKDfBRDCNA0DMtJVAKddQewZ6xWfAEKYirCwFBsHHxGucSw3DF4onNSRjknSCLB1fx4DBP8AT1+0fuNHMoneAqy2Ai4V7tZYC/8AMrwCuOTGcLWr6YqFdBparl9lmhUx0NWM371b2/qXS1PVj2gyYR6FDAXWIPBK2dIoxIbGvnLC7AJLlsu72aEqcOcYOxBqN75lwWO5NPou0ZS2DUP8WUsZys+hLkWuX8EGgC8KubU/EcaoykAFi4ZjuWZnK0VurYnAg0VWaqx8Sm6yyleOIDyjpKtzr89YTTM1LZgo/wBcW6oKDDdYmcYMzK1WenSDUSRkcqriVIm1GT5gfuDnJzQ81isLJV1tc7bawhqVLtbq8+mbhuMFrYuveskqFjVBn1grwA5ArVa00JSVgKhcY43cwhXwoa3xpFbgWRErizO8yTrgtf8AcxQbpZSw1xRr1/4h+Vki1pedLmjcDKr7Ve2kCEIFAWinIBBDTSCnXwcvn8eHT4P8PV+0ft9bSq+DmEUVgDiGJjMuDknqwMk0YddveXBeFu8y3K9hbf6lUAa3zMwzefSZZcErHqUO7NeK6wU3Yw1EddunI7ETGKtPy/iK3i3dikrhgSVWoiCvSV2oNPVxAuofS9D9y+c3mXmb3vDkukQtcyq7BqxsldI1RWqviODWanrrcsiUUuehpqfqEhRxsFOLdDMAtg1V1D3NTl1A4hBFKLtasecSMFVRRy65hrQbXsXB3ujMthGHAWvXE6+ZOn+qavi4p1DN9CPhpd0+gDC2BQkKLbd52+Zi845hszzriX0gFoleq8VBozgWqrOLHqXfDEqwzQLfOBJsq2zlrtdXHrHDDXzluaW0Cg2C9qmgil3AapWIcFzSuD7aROtoys4223YqljaqvB7V+gf5er9o6/bkuoswfMmQX0+Inndmbvj8QBclzJ2RyOcMcu91OkVlv9if6d/A37mW/wCe0BjEPjMhdBp6z2+ZZ5gs3MAMFT2M0qxkmqGsN4aQDZBpV0iUJHj3JruVmpZ1Dbgn4ItzAA1mkXMBSrYqJK1L0O+ZI6qPXWMqkb0d4SrDCh0yzIHT8UKAZhoYwjKB2Qq8MICIJpek998mIvXLaXlADQN4BaCiCmkDAGzWIHmrwq0uo0TfYu3H9xNNtCAcRhqTGL6kAo1mAqNXXO0JkAABQQ1J+eaZpmif4ur9p//Z)
A imagem conceitual artastica do trabalho dos pesquisadores mostrando a camada intermedia¡ria 2D possibilitou o cracking atrasado / tortuoso de filmes finos de metal e uma imagem de um dispositivo de emissão de luz flexavel integrado de interconector de metal 2D. Crédito: Cho et al.
Eletrodos flexaveis, componentes eletra´nicos que conduzem eletricidade, são de importa¢ncia fundamental para o desenvolvimento de várias tecnologias vestaveis, incluindo smartwatches, rastreadores de fitness e dispositivos de monitoramento de saúde. Idealmente, os eletrodos dentro de dispositivos vestaveis devem manter sua conduta¢ncia elanãtrica quando são esticados ou deformados.
Muitos eletrodos flexaveis desenvolvidos atéagora são feitos de filmes finos de metal colocados em substratos ela¡sticos. Embora alguns desses eletrodos sejam flexaveis e conduzam bem a eletricidade , a s vezes os filmes meta¡licos são fraturados, o que pode resultar na desconexão repentina da eletricidade.
Pesquisadores da Universidade de Illinois em Urbana-Champaign introduziram recentemente um novo design que pode permitir o desenvolvimento de eletrodos flexaveis resilientes a tensão que conduzem bem a eletricidade, mesmo quando esticados ou deformados. Este projeto, descrito em um artigo publicado na Nature Electronics , envolve a introdução de uma camada intermedia¡ria fina e bidimensional (2-D), que reduz o risco de fraturas e retanãm as conexões elanãtricas de filmes de metal.
"Esta¡vamos interessados ​​em abordar o desafio não atendido de desconexão elanãtrica inesperada e completa de eletrodos flexaveis que écomumente observada após o inicio da fratura meca¢nica inevita¡vel durante seu uso, o que limita severamente a vida útil de componentes eletra´nicos flexaveis / vestaveis", SungWoo Nam, um dos pesquisadores que realizaram o estudo, disse TechXplore. "Nosso trabalho mostrou a conduta¢ncia alongada de um filme fino de metal com deformação (denominado 'ductilidade elanãtrica' em analogia a ductilidade meca¢nica, que descreve o alongamento da deformação com deformação) pela primeira vez, mudando os comportamentos de fratura do filme de metal com o camadas intermedia¡rias 2-D subjacentes ".
"A rachadura 'controlada' resultante das pelaculas finas de metal permite uma condução elanãtrica substancialmente melhorada / robusta", disse Nam. "Nossa abordagem de camada intermedia¡ria 2-D não se limita a certas combinações de metais e materiais 2-D, mas sim, destaca diferentes estratanãgias prática s para aumentar a confiabilidade eletromeca¢nica de vários elementos a base de metal utilizados em aplicações eletra´nicas vestaveis atuais, que podem tem um impacto positivo para a indústria de eletra´nicos vestaveis. "
Nam e seus colegas descobriram que inserir uma camada intermedia¡ria 2-D atomicamente fina, como o grafeno, em eletrodos de metal de pelacula fina, reduziu o risco de fraturas e aumentou a capacidade do eletrodo de conduzir eletricidade sob vários graus de tensão, que eles chamam de sua ductilidade elanãtrica. Isso ocorre porque as interações fortes e fracas de van der Waals nos materiais 2-D induzem uma deformação de flambagem única que retarda os danos aos filmes finos de metal dos eletrodos.
"A rachadura 'controlada' resultante das pelaculas finas de metal permite uma condução elanãtrica substancialmente melhorada / robusta", disse Nam. "Nossa abordagem de camada intermedia¡ria 2-D não se limita a certas combinações de metais e materiais 2-D, mas sim, destaca diferentes estratanãgias prática s para aumentar a confiabilidade eletromeca¢nica de vários elementos a base de metal utilizados em aplicações eletra´nicas vestaveis atuais, que podem tem um impacto positivo para a indústria de eletra´nicos vestaveis. "
O projeto apresentado por Nam e seus colegas pode ser aplicado a uma ampla gama de eletrodos baseados em filmes finos de metal. Em seu estudo, os pesquisadores demonstraram a viabilidade de sua abordagem usando-o para criar um dispositivo de diodo emissor de luz eletroluminescente flexavel (LED). Notavelmente, eles descobriram que sua estratanãgia pode melhorar substancialmente a robustez eletromeca¢nica dos eletrodos comumente usados ​​(ou seja, com sua resistência diminuada em várias ordens de magnitude e uma regia£o estendida de resistência esta¡vel) sob deformação multimodal.
No futuro, este trabalho pode ter implicações significativas para o desenvolvimento de novos eletra´nicos. Mais especificamente, seu novo design de eletrodo pode ser usado para fabricar uma ampla gama de dispositivos vestaveis mais resistentes e de melhor desempenho.
“Pessoas que trabalham com eletra´nicos flexaveis / vestaveis com componentes elanãtricos baseados em filme de metal, como eletrodos flexaveis e interconexões, podem estar particularmente interessadas em nossas descobertasâ€, disse Nam. "Estamos interessados ​​em expandir nosso conceito para vários outros materiais condutores, bem como investigar a escalabilidade de nossa abordagem e seu impacto potencial na eletra´nica flexavel / vestavel ."