data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAGF9JREFUeF7tnQd4VMXax/9JSDadkFASIkmoIYAgvWkAb6QL0ouAgGLBa/eifl6viF1RUT99UO9FEKSIXmkiINIE6QihpNBLCmlAIJWU7/lPvjnZ3RTYZPcsZGeeh4cke87MnPf89j9zzrzzvk7FxcXFUEVZwE4WcFIA2snyqllhARMAMzMzkZqaimvXruH69esOZSIPDw8UFhaibdu2DnXd9r5YDUDCd/z4cdSrV8/efbJr+6dOnULv3r3t2gdHalwDcP/+/Rp8O3fuRHx8PFq3bg0vLy+kpaXh7NmzaNq0qVBIPz8/XL16FSkpKYiIiEBGRgb8/f3RrVu32952VP6goCB4enre9tdyO1yABuDJkydRq1Yt0ec5c+YgOTkZzZo1A5WRN2Xbtm0YOHAgoqOj0bhxYzFM79mzB5GRkTh27Bj69euHhx566Ha45hv2MS8vDy1atLjhceqA6lugXACpfh999BGWLl2K7OxsODs7gzeFqkDlMxgMKCoqEn8LCAhAUlISGjZsiCtXrlS/R7dADQpA/W6CCYAuLi6iZXd3dxzcswPZV6/q1xM7ttQkog38/OtqPSCA4eHhduyR4zStAXjixAltCD746yJ0iJ0Lb1dnHPGPRGhoKFxdXWuUVRITE+GRcgRB+Rfg2fdZJLcYrgC0wx02AVAq4L7/zkX/lCXY1WkWwrveK7qVm3UN+1d+j+IC672eaXXvIPjf0VgM61J59QSdD1S+K55GaOQIJDQbppk/Pz9fKaBOMFYIYBhS0GDUG1o3Tq2ej8D1c+BkxY759JuCrL6PizkmC+eQdeuWDoVWbKrCqi5Gb0U7Q6oCUA9jl9OGBiDfAZYq4FfoGeyCnM5TsXDhQkydOhUZ6xYgLLAunFxckfL1Swh48H+Qfz4O+edi4eTuCZ97hiPn2C4UpF6Ai48/inKuit8Dxr2EoqxM5J4+DFf/IBQV5KEw4yJyYnbDM3IUcoa+qAF4+fJl3QHkE/zfasXgQtMHNPPwqV/NAfUh0gRAKpGTkxM4BPcO8xAALlu2DGPGjBEABsRvhXePIUhb8AYCJrwKZ4MHCtKTcWnF/wrQWFwDw3A9+Qy8Ot6Hcy9Goe7kmSjOyxGfiWOKi3F8RKAYyiWAfAfp6+uLBg0a2BVALovz+hWA+sDHVsoAyD/u//kr9AolgFNw9OhR8UL60vrvUPfcPhhCW+Pymq/g2TYSHq27I/vIDuQc3g7f3qPhGtRY/O7Zpqf2d48779Z+92zdA0U515B7KlqcQwCzh7ygKS8VkK919CxUwCjXWJxvMtREAVu2bKlnNxy2LQ1AvvuTc7EDK74WAGZ3mqwZ5tqx3WiYedaqhnJq1hEZdcIgHXKoPFyT1bPExMQIAM81HqI1W1BQAAWgPnehXAD3//y1GIKNAbx0KgZxCz9EYW7JcFrVEhzeGo2nvCZecPOJl0OenHtWtc7qnEcFvM8tTgFYHSNW41wTAAkDi1TA1IhRWL9+PYYPH470DYvQ4NSfyI3dc8PmPFp1Ew8gFRWfr46KpT7O++iBIpcAb1ixDQ6gAhLAs2H3a7WzT0oBbWDscqrUAIyLiyszBG8paoW//voLM2bMwLkfv0D95CNwcveCa/0QXPr5cwT94z/IO30YTrXcUHAlDbX86iF9yfsI+sc85J+PRUF6IvKTz2jNct7HQgDPnz8PHx8foX72BJAK2NcQrwDUh7cyrZgAKBXwr5XfiDng54cKhdPB008/jcyN3yPE1wBDaCs4eXgj4fURaPD3OXCt34jPMijKy4GTiwsSZo0VADq5uZWAmZaA/IQT4ueMHz8RHfCeewT0uOE7v8DAQLsD2M/9OM6EDtaMw3VupYD6EFkugAdWEEB3XO8+Dd7e3sjJycGJRbMRtGMBnL394OTqhsJLKXD29AGKiwBnFxTn58HZwwuFmRmi5y6+ASjKvorigvwyV+L5ZbRw6+IQzAm/PeeAHILNAeQQTDczVWxvAQ3A2NhY8UDAIhUwq2OpexU9YHJXfVHtHnl3G4Cs2sECaioNH0Tc3NyqXW9VK+AQ3N/jBE6HDDJRQAVgVS1q2XmVAnitwyTLarsNj6YCKgDtd+M0AHkjShXw3+gd5o5rHWqGg2ll5qUCDvA8iVONBmqH8b2kUkB9oKwQQM4BHUEBCeBAr1MKQH14q/gpmAooy8FV/xZPwRJAuUYqP69Jv0sAT94xwEQBW7VqZadb4ljNagrIGyGHYAng1fYTa7w1eN2DvE9DAWifW20CYKkC/ke8hnEEAKn8BPBEcH+TO6AUUB8gTQCUQ+vBVY4DIBVwsM8ZAaDx1EIBqDOAdLuS5dBqAuiBzLsm6NMLO7ZCBSSAxxv203rBqYgCUJ+boikgAZQKUAKgOzLvcow54P2+ZwWA8voVgPrAx1bKAMg/Hlo97/8BrPkKyCF4SO1ziA/qa6KAdMJVxfYW0AA8cuSI5hgaveZbAeCVdg/avgd2boFDMAGMC7xP6wkdcxWA+tyYCgCkAno4BIBUwKF+5xWA+vBW8Yvow4cPawp4+JdvERniOApIAGMbRGnGoXeOUkB9iNQU0BhARxqCqYAP1LmgANSHt8oVkO5RLFRADsGX2463U7f0a5YADvNPQEz9v2mN0kNbKaA+98BEAU0BdMfltiUPITVp7df8esoDkENwmzZt9LkDDt6KBiDj/pUCOF88BTuKAg4PSMSxeiUxcFiogNYGsLC4GHMOXkFGbiFu1ajwdEcO8XHFlAgfuLlYMwhLxd+ySgG8dOe4Gv/95GsYWwN4IDUPD6xJQq9gDzT3u7WjjCVlF+KX01lYMTgIHeoZbH7/NQAPHTqkKeCRtVRADzgCgByCR9RNwtG6fTRjc5uANRXwnp8S8FY3fwHg7VC2JuTgqa1piB7PDWe2LRUCyNcwjgAgFdCWAMZk5GPY2mTETgix7Z20cu2dlp3HD/0D0aS2bRXbBEDuBmM5snaBmAM6AoBUwJH1knEkoDQyPhXwzjvvtMotnbWnZJfgv7r4a/UxBo4M+sSA7/YuvO/mOxPZ71b+bhjZzNum3asUwIw2Y23a+K1QOQEcVf+irgAyF8kTTzwhQt+98847CA4OxuLFizFt2jR88803Yh/2unXrRPaByZMnY/bs2ejfvz+6du2KLVu24OLFiyKCF2Nzd+7cWeQ2+fzzz/H666/j0qVL+Oyzz3D//feLn/ft24eXXnoJ7777rjify4x850tvH37G8998801s3rzZ5HboDuDBgwdFmAyWo78uECshjgAgh2ACeNi/l3YDuE3Ulgr4xhtvoEOHDvjpp59ExgFCMGjQIDz66KMiZAk/W716tchS0K5dOwFKjx498MILL4DnMmQygeXnUVFR4PydUWY//vhjvP3222C4Zdb5zDPPoGPHjkLd7r77bi31BNt8+OGHxWePP/44zpw5g5kzZyoA7aGIVMDRDVJ0BfCuu+7CsGHD8MEHH+Cf//ynSHexYsUKARjDlTDfytq1a8Uw/cUXX2DNmjXIysrCDz/8IAAcOXIklixZIvZUU/UY0o6/9+3bV9Tz448/ok6dOiK0XpcuXYRCUlmZ5YC/85x7771X/Pziiy9i1KhR9ldAxoApVcDvxBwwvfUYezCha5tUQAIYXSdSa5eb8G2pgGzo9OnTQv1YuElfhqWjAjJcCYdfFiYAYvYmHiv37BgbiDF2xo4dix07dmh/Zs4XJhVi1AkOw8x+xXoZAFTWYfwZw68wAoZx0X0IJoDsFDvIIbgEQMeYA44JTBUAyhUfPQDU9VtWhcbsBiD7emzdd2IO6AgKyCF4bFAaDvndY6KA1kpaWN5TcBV4qPCU3377DffdV+rLaK267QKgzJAZs36hCYA1fS1YAigjtTJRj70B5Hzv119/FVmp+vTpI+J0L1q0SDxwcNht1KiRWDJkXxlgfsSIEeJh4s8//8T7778vnmx79uyJRx55pEpM6g7ggQMHxBBcooALxRCc1mp0lTp/O51EBRzXMB0Ha9+tdftWAJAPG5zHTZw4UTyh8sHh5ZdfFgFDH3igJKI//y4/44MI85tMmjRJvG7hHJPnVLXYBUBzBXQEAPkQQgD/8u2p3Ss+ENhbAZmrj33ge8APP/xQ5O3j0zHfAzJpJB8Y+drl+eefF6rHp9q9e/fi3LlzQv127SqJUMsn66oU3QFkqgSpgHIIdgQAqYDjgzNsBuD2xFw8+0cq9o2x/bpqVUCr6Jz2S89jflR9tKtrW4cEbSWEAEoFjN2wSMwBGSO6phcqIAE84NNDu1S+L7OWArLS4HlnsLhfg9vKGWHgqiRkPdHE5re/XABj1i9Cr1ADUiMcYw744B2XTADkEMwVCGsVepfwhj7XvjYC3F0wqaWP+H/PxVwcSisbQdZa7Vpaz7XrRUjPLcTsA5exfmhDXb4wGoBc7nFEBeQQPKHRZez37m6igNYEkBUnZRVg8sYUnLxyHXETQvD3bWlYHHcVD4b7WMqJzY5ndlQ/g7NwSA3yKklebutSKYApLUfaun27188hWA8AeaFRKxJxh7cL9l7ME25OHJZ9XEsSNTpq0QDkE5RUwLjfvhdzQEcAkAo4MeQK9nl10xjw8vKy6hDMijkME0DPWk4CvEFhXo7KnMl1lwtgLAFsZHAIAKmAlgDI1xz0YgkKCsKQIUM0D5Mb0STh+16pXsUA8kUmi6Mp4KTQTOz17GqigPRYqajwjcGsWbOEb11ubq7wbOHKBN/FceVClZu3gIkCmgN4MXzEzdd0mx7JIfihsKsWAchLXbBggXB9Mi6Eka9vmjdvju7du6u9xTfBhAYgfdI0ADcuRq8QAy6GlzyE1PS1YAK4x6OLZi66JlWmgDyQ/ndcrzUudKsKCQkRzp/c2E6HT1Uqt0CFAHIO6CgKOLnxNYsA3L17N9577z3Nf5KOAvQ6pl+eKpZZQAOQRpUKGL9xsXgKTm4x3LLabsOj+RBCAHe7d9Z6T6/kihTwwoULQvlq166N0aNHCw9mVapuARMA8/LyhEOqIwHIOeCUJlkCQDnVqAzAqptanVmeBcoAyIPif18iXsM4igISwF2GTiYK2L59e0WMDhbQAKT7DhWQ5fimpQ4DIBVwatNs7HQrfWBgFk8FoA70GceINgGQChjijqTmw/TphR1bIYAPN8tRANrpHmgKyATSUgFPbFqKexoZHAJAPoQQwD9dO2i3gA8YSgH1IbJcAOUQ7CgK+EjzXAWgPryVacUEQL7JZ6ECcghObFay96AmFyogAdxRq/Shg/FalALqc9crAdCAxGaOMQec1iLPBEAOwQyPoYrtLaAByI0tmgJuXiaegh1BAfkQ8mh4Pra7lDofUAEVgLaHjy1UCmBC06HixbR8QVsT/+cQrADUB7ZKX0QztohUwJNUwBB3EMCaXqiAj7W8jj+cS/eAMLCPUkB97rymgOYA8jWMIwBIBVQA6gPbDRWQ7kQsJ7f8IOaANRVAhiRjiAtGHejUqRMejyjANqe2mn2ogMqVSh8oTRTQHMALTYaIwIcMVcFYdDWpbNiwQcRToR+kAtB+d1YDcPv27SJOHcspKmCIAWuvNRZBDJlJk1E5rQUh85HQnd28JCYmIjU11WRDEJWKxdrbJOnxwljNcXFxeKJVIbaiNCY0Y/IpBdQHygoB5ByQoTkYDOexxx7D77//LmIZW6OEhYWJiJ0MxJieng6C169fP2zatEk8cXNXGiM70buYy4OM/sSfrVUkfKyPAE5vXaQAtJZxLaxHA/CPP/4oVcCty9HMJV3simPA61dffVWoRf369S2svvzDGe3zqaeewvjx48F4zNzgQ69ibgslkFRHxrxjiAxGf5oyZYpQYGsUerrwWmSRAG4pLk3NxUhTSgGtYe0b16EBuHXrVs0Z4dTW5eiTtxMr608SIWI5NLdo0eLGtd3kEaxTFgZEYnRWBtXm5J8hZTMzM0FQZPoA/p1hZ6tbjJVP1uW5/TP06NMXxgByy6W1QvRWt881/XwNQA61spzeuhwPFm7AyQJ/HAwZjYxCd+2FtDxGvqC+nX/vcnkT2uUeglvUs9hc1FpcCuegEyZMqOn3/Za5Pg1A9ohbDRnI2t3ghs65++Baq2Y9+VZk9Qu1ghCf54e0tDShxOHh4bfMDarpHTEBkBfLNWHeCEcs9IDhBnNV9LNAGQD1a1q1pCxg5IygjKEsYA8LKAW0h9VVm5oFFIAKBrtaQAFoV/OrxqsEINdyZWAeGQ9l1apVIl5eZYUuX1xiY2ECvsGDB2uHMynLgAEDTE7nMUzAx9USFq6SMJQwl+2qUrimLbJjjrJu8PVvv/1WrNZYWhhnkGvczHppaWF2U67o9O5dmudY1sEdjozOVVmhLfhPvnBnCldmibdmpvibuaYqAciKmbeCy1UMRSZ/J4zM8sjkd1w5MY6vwpUM5rRljgtC9dprr4lELMyDER8fL+LS8OK3bdsmMv7QIZQGYlIWZn1kWytXrhTn8Di2z3XjcePGidy6dKbljTQ2YGxsLKKjo0Uf+e/TTz8V7/nYvnHhS3h6/URERJiEVGP7TBTIoOW9evUS/WThUiIzUnLvCNtk6lS+wuH5LHRyZT5e2c/s7Gyx1Mg1blnojcOotLQZlxz5+ot9oHsYr5fRtVgYEJOgcdnSuBBAhoczT7NKO8+dO1d8udlnZtykncwDJzH3SGRkpEhqw3V5Ass+Me+InsVqAMpOEwwWLrGZrygwPemMGTM0YPmDNAzP489MrPzKK68IwFjoDcPEK0xLxYyPTNTC4/g514ypqFzHZkJngmhsaFnnvHnzMHXqVHFOeRGsqBhnz54V7ZmfzxtJ8Knuv/zyiziGgSjpxsUvGguzTPHaGLKNKylcM6dSM9E0/9H/sLwi+8PzmdmI7mHyb1yDl2vvfDfJ5cEmTUzTJshMSeZ1f/LJJ3juueewfPly8aXgF4lfAONsmwSNUDO3MNWPXyRCzS+pnqXKANLYVCnzVQMJDh0L6PBpXHhxTKLMIo8zB1BCKj9nnrQvv/xS5Mk1B5Ah0aiM8+fPFzePw6s5QIzVx8zkEuryAOT5VEbeiPIAZl9YP4dM5u1lNnJCI50aqF7MbMTPqcS82cxqTq+fiqCXNmB7rIsv/6nMPJ7/c1WK0LEQPKqtsa2pahJA8zSuzEH81ltviS8B1ZcqzpHGuFABmSCbUx/eq6FDh4pcdNOnTxdJrKmiepQqAVjeHFB2lt82FhrIfEE/ISFBqBWNLo/jMCWHCf7MYYjDgfy8ZcuW4FDK/znssTBlFdWHCtiwYUORW5deLfyb+fyON5TDI28e6yxvjsO/y5y9xp/L4+X/VEIqMb8USUlJmvcQnSc4VBp/mTgFkdOIiuZVsl5+sQiKVDiZlksqLJ0x6BRMLx1jO8vzzesncBw5GDp448aNwu3N/BgqPpXfuM8MN0ebVvalsTaUVQLQ2p2obn1UIGMAqlufOl8/C9QIAPUzl2rJ2hZQAFrboqo+iyygALTIXOpga1tAAWhti6r6LLKAAtAic6mDrW0BBaC1Larqs8gCCkCLzKUOtrYFFIDWtqiqzyILKAAtMpc62NoWUABa26KqPossUC6ATCu/5nQW8ouKLapMHawsUJ4F3JydMLixF5rWLrvNtwyAM3dn4LNDVzC9rS94oirKAtW1AIXsu5irmNrKFzO7lkbFYL0mADKt/Cs707F5WDAMLgq+6hpenV9qgbzCYnRedh7v9gjAoLBSx1wTAKdvSUWgpwv+1cVfxGdhnBa659DfzNznTBlXWUBagI6zDN3HTPJ0p2O+ZVmYhfXJJ58Uv87ak4Hk7EJ82bue9rkJgOPWJSPC300ASGdG+sgRQDp+KgAVcMYWIA9kg/t1mCWehXt4zP0O6RnPLQZ0eCWAMRn5WNI/8OYAZAMGg0HQXV5ASXVLHNMCUozIBB10uWWAYsURUwY5lZahhzj3+AwaNMhyAEk3N9LQG5cqqIqyQHkqWK9evTIAcn8OweQmsioDyN1gjKmnAFTgVWQBqqGMISkVkJvIuLuPG7k4J6wygJxM8p8CUAFYmQW4Z8V4CGbq36ioKLFHp1pDMMkmfJwHqjmggrAiCxBA7qzjnmTzQPaEkJvRuB/8hg8hEzdcRHM/V/EUnJKSIuZ/8ilYmV9ZoCILyMgV3ArKHZMULBbujOSORm7z5E5GAnj88nUs7Nug/Kfg13alI68Q+KBn6fY/ZXZlAUssQOj4TxbjkXPGjnRwce29HqV8mbwHzCkoRvC8M3i/ZwCmtfa1pF11rLJApRb45mgm3tybgRMTQ+FmtMpWZi04/vJ1UAn/ezJLmVRZwGoWGBDqidl310ULP1OHBOWOZTUTq4qqYoH/A/i4C3reFEdlAAAAAElFTkSuQmCC

You guessed it in guesses.3

de:füge Wörter zusammen _ ca:uneix les paraules _ es:unir las palabras _ fr:fusionne les mots _ 121

de:Liste $arrowRight Satz _ ca:llista $arrowRight frase _ es:lista $arrowRight frase _ fr:liste $arrowRight phrase _

de:Satz $arrowRight Liste _ ca:frase $arrowRight llista _ es:frase $arrowRight lista _ fr:phrase $arrowRight liste _

de:Wort $arrowRight Liste _ ca:paraula $arrowRight llista _ es:palabra $arrowRight lista _ fr:mot $arrowRight liste _

de:Liste $arrowRight Wort _ ca:llista $arrowRight paraula _ es:lista $arrowRight palabra _ fr:liste $arrowRight mot _

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0TjXHU1yIB/OhHP/p2cZB+9atf/Y8XXnjhKaeffvrtDjpcud8Avuiii77oM5/5zCeuuuqqGAI6rtf6+vrZOzs7o7Ztr5ld0UECeNENuamaM/vpUErp9hsbG3+76DqPtVzsq9FotHrllVd+7KaWq6rqSXGA7LpubWtr64rjqRv9cMopp5xzxhlnfCz643jWNWNy1P20n3Wvr6+vTFz3htXX19e/KKX00Y2NjbiSSUcE8PZgMLjzoUOH/m7686PVis/U4cOHr3/Tm970qXnbEldQH/nIR+586qmnfmxjY+Mz85Y/2s/3u5/m1bzwwgtv3+v1bnL744p7MBicMx2SHw6H56ysrHxiY2Pjuv1sf13Xz++67jtyzi9LKd2t67rvugUDOA+Hwy8688wzP/6qV73qQMeMwWDwdRG6KaXXn3/++Y+bOTG90TBzXde/2XXdBaPR6Lzt7e0/Hw6H9x2NRu9MKX2obdu7GZLeT9fMX/ZWF8BVVcUB9YMppa9IKY1yzj+eUnp613Wn5pxf3jTNd8xn+/9L1HUdH8YYGl/puq6fUro+53z95Pd/tWmaJ8afp0PQKaVn5pyf2XXdnSa1n9c0zUtm69V1HUPYd46/67ougvXs2Z9XVXV+zvkPRqPRT+acH5lSuu/k51f0+/3HTA8sRwvguq4f33XdK1JKbzv//PO/fvohXFbNyy67rPeud73rZTnn8AyPv885vyGl9M0552/c3Nx826K2E7e4qn3VeFj1Sya/FydfcSZ+w33xqqrekHN+dNd1qzEgcsQ+WGuaJg46C70uueSSe+/u7v5iSul+M7/wgZzztzVNE8PbC78W3U9VVf3IeETnqf1+/5xpqNV1Pey6LoaS/23TNG8cDAY/l3Ouo2dSSnG18saUUvRQbOeH+v3+/TY2Nj42DeCUUuzjb0op3Tbn/E+j0eiFW1tbL57d+OFw+ITRaPSjKaU7TP7+vZNbHnGwveE1OSDfudfrvXQ0GsVn5YzJQfh5bdv+8KIg+9lPi9ScGP3czPZ/sOu6J21tbf1ubFNVVd83HmKN209/NQ6dmIPx9vEI1SfH/70wpfTplZWVr7n88sv/76LbPxwO77yysnJ1fL7quv7hruv+00EDuKqquAL98mnP5px3JsPBsTn/cXqlOfk8PT/n/Jw4Pk3cf7vX6z1hc3Pzbxbd9onHq1NKj+/1enc/8pbddD1VVd02pRQnYm9v2/ZrJse4N3dd9/Xx516v91WLzifZz7bdmpf9XA3gQUrp36WUXtc0zWuPCLCYVPChnPMPdF33X1NKt0kpPSelFGH28H6/f+bGxsa1izRFXdcP7LruXpMP+HenlH51fA/yLZNmff/m5mYMS88GcITzS3LOfzu5x3Ln3d3dc6+44oq/nNar6zpCO4aG4r/3PfIe8HA4/OrRaPS/J8u/Ju7hjA8ycfX3kK7rnry1tRXDZHF1dKN7wFVVfVtK6ZU559+9/vrrL7ziiisOL7tmVVXPGB/0fzKl9Hs551+IIfSU0t5JSEophtNjWxd6XXrppXe89tprP5RS+mzO+QXjA16c+cd9qTgQ3vfyyy/fu5de1/XXd10Xk64e1nXd43PO/6Xruj+Jn41GozfuZzJSXdeDydyB1/R6vfeNRqOzJydMceZ/btu2cTBf6LXofqrr+qfiauo2t7nNWa997Wv/3+Q9xYlSbMP65ubmG+q6/m9d131rzvn7uq6LodC4ZxcnFtFfL54OD84EcKwmevsdkxPEr0opPa5t29dNDsZ7owXj1vzjnHPcMolQjXXHSeg9mqb5xMxBOU6avnJc51DO+Ve6rnvP+L9fMhqNeltbW09ZCGOf+6mqqmPWjJObybbH5+hFk+2O4dxT+/3+XWMka2Z498dHo9EXxslMDL1OTk5ennN+cdM0z1t0+2eXO94Anpw8fEFKKUbx4hZTbPtHosbKysrvTE8MqqqKY8pPjI9Nv9913S/knOOi4XvHnO9u2zb2ycITpKqqihOQO45PUL8/9nVK6fSc8ztHo9ELtra2/nRynLrX+Fbfn8RnqGmapw0Gg8flnF87Pnl+W9d1EciPadv28oOY+Z2jC3xOBvCxdnZVVd20waqq+l8ppQe1bXvaYDD49pzzK1dWVv7V5Zdf/v79NMyiQ9Djz9cL27Z9/uQgGIH4C5OrjgjSG71uahLWzIH9d9u2fVj8Usx+3dnZiYloP9e27VMnf3dDAE/u58Qkijd/9rOfXbvyyis/e7T3d7w167qO+0Zn7+7u3mka8JOD6QP2G8BVVf1QXMHknJ/UNM0vx/YOh8MHj0ajuOf26rZtv2X2PQyHw28fjUavTCk9qm3bK/ez/6bLxiSbq666KoZzbziwDYfDtdFotJVz/t6maeIKcKHXovtpHwH8+LZtT62qKk5ofinn/E2rq6ubOzs7MZT64phsOBPAV7RtuzYJ8zt0XRcH97iqedBkElT8/3WHDx8+781vfvPeEHtd1w8fDz3GCdLz27Z94REB/IC44tva2oqr9b1XrGd8YrRwAEx/b5H9NO2Zm6o5GAx+Oef8LV3XPWzminc6Ae1FTdN8/zSA+/3+Ha677rovi/kB0/WNT0Y/nHP+7aZpvnmhnXnEQscbwDO2x7wHXNf138Rkr8OHD58zs59e2XVdHKseuZ/RnbquP9J13emTC46YoBe3EC6dXHnfM04uB4PBN+Scfy0mr45Pyn4spRQjBG/tuu4tccyMkUKTsQ7SMTf9O7fKAI6z5q2trfiQxvBoBPAX1nW93nXdr/Z6vftvbm7GlcPCr0UDeHz1+bVN0/zm5IAXV6wxXPbMtm2j2W/0mheGOecfaprmBTMf5giOpm3bx8TfTa+Ax1egcXV99xh2i4PRse59HU/NJz3pSadec8011+acm6ZpYsLc3ms4HF4WZ9kHCOAYTVgfD3ueub29/Q8z7zOuEj8wuQK4wWyRA/siO3Rtbe3eKysrcTC/62Sma4xGxNn/ZePRiB9cZB2T9703UjFvP+0jgNfGB78vqMbJEvs5roLbtn1LVVWH48SxaZpnzNwDfkbTND89Y/aH49GgOMieMRwO7zoajeJK/urxFVj8/fQVx4IL45ZB0zTrM78bV6MP6Pf7py06MnQso0X20zSAb6pmXdfv7Lou3k8Eyt7rkY985G1OO+20CJXL4zMwDeBrrrmmf9ZZZ50XV3ZxD3c84ejlk1suf3WseSTHeg+3RADHY0I7Ozuxb2/0eRoMBnXOeXO/J4RVVcXn5oyu6543vR1R13WcxMTJzN4V72QCVsyfeOH4dtw549GO9Th5OXToUJzMvbzruu/Z2tqKK3KvJQncKgN4PIHxB9u2vayu6xiSe2DTNHebDD+2OecHNU3zB/vxXTSAZx9DikcQYmgnhr/HV+DxaMCNXvPC8Mjfq6oq7iO9qW3bOEDPBnD874cnszefe6z7dsdT8+KLL77LysrKX8fQc9M0Mfy/9xoMBs/JOcd97n0NQVdV9dbx2fjXNE0TE49ueI1D5gMppTPbtr397N8vcmCft09jtn1K6b+Ph/ki8OOs/+Nd191u8tjGXs/MW8f05zNXwDfav0fup0UDOMKxaZpzhsPho2NovdfrxeN3v1NVVTxX/toY+Zi5Ar5huDm2p6qqX4+M6vf7qzs7O/GYVgxdx+MzswG8t+kxxDx7kJ2E4T0i/Bd978dabpH9NK9mVVUxCe3atm3jxHK2N2IOxjuapnngNIDjFk58L8Du7u57c85Pbprml6qqiu8GuLpt2288yHu6JQJ4OBzGMH/0+ivatv33M5+nB+Wc3zo7mrbIe6iqKp4LPyfnfMemaeLkK44Rh3Z2dmI0LB5FesTMhKu4vRND3N/etu0vjk/ynj1+AuVHcs6XNk3zPxapZ5nFBATw534At7e97W0v/fSnP/2H48cKzhsPJz10a2vr94/WHscTwDMf5huGPycH/72h5AMEcNxrGh4+fPj06fDbZH0xSeTDbdve+2YI4PfE5Kac83nTg9Tk8ZO4VXGzBHBVVXFF8d39fv/zNzY2YpJQnLQ8Na5KZu8B7yeAxycOT2uaJoYM916T+39fEVeMMwf2G25XHOtQMQnDL27bNmZcH/drHwF8kzXHowDviol5bdueOd2g6RVjSqlt27Y+2QN4fX399J2dnTgR3Luin77PtbW1tV6vF7dEnt00TUwCXeg17uMYbXvIEZ+nXFVVzEt5Z9u293/Uox51p0OHDu3di44h+6Zp4vHKrqqq6KWnzg75xzJx2yJmhMefd3d3f217e/vvF9oYC90gIICXE8AxySWuJm50/2yqfLQv4rilroCnX8QxGAxigkVs49/1+/3zj/bg//EE8ORA/+dxpT2Z0RtXZvHlGO/qui7Ccl9XwHVdv6Trupgc99i2bWM4Oq2trX1lr9eLq5fXt20bk2pueC1yYJ/3ua+qKgLw/eN7yHHPeu9V1/XPdl33nTdjAMfw/GWztz6mk64OGsAxGbBt28dO9knMhL6667o/jvcVjzLt7OzEJKt/6Pf75x55SyJm3s4+O32CBnCMUsRoxf3Gz8nvzdoeDoePGY1GG13XvWxra+vZJ0MA13Uds5tf0uv1HrK5uRlXtTd6VVUVj92t9Pv9O033U1VVcWvh6eMJVBfHDPl5PT3Tx3ufp9nH9Kqqmh63XtO2bdx2iX7/s67rvmI0Gj1ke3v7rZMT67gSv83sdkx6q43zxfhz13XfuLW1FSMtXvsQOCkCePIMW5xtnZZS+p7xYy3x7Sx7QyH9fv8nplcOi7zvmIS17CHotbW1M+IRha7r4uos7ude3ev1Pjj9UC0awGtra/dcXV2NWdUxgzdmFD8kDsKTBv90TLpYdGjzaI8hVVX19JRSfIA327aNb8OJUFtazclM65itGSEZs88fPJ6RPL0fvK8AntyrjA/+x1NKz4rHabqui8lB9zzyTHxyAD7uSVh1XV8ZB5K4usg5v73rugsnJwHxOblZroAHg8HFOeftuB0xGo1iRnMcFGOiXj6OAI4rmBh5eEfXdfEtcvHZ+dbxc5zxSFdcEcejcz8zGcqMWdhxshQnaDGx7YdnhxlPxACemYwXX14Royvx3Hk8UnX73d3de8RTBTdHAMc6Y+ZZSulru657cM45ZpLH7Z13H+QrY6uqiicvIrRirkA8w/6Po9HoD7a3t+P4FicVzx2NRi+KiVE55zgRvFfMX4nHKPv9/pcd6/nuI4+FF1100Zf2+/33jE8mP5Zzfu64L+J+efTIl89O6JqOvqSU4jZczKSPq+8I2R9r2zZ66YbXeDa6AF4kdI6xzEkRwHVdx6MG8QjKv3j1+/0v3djY2GvYRV6zAVxVVZxJPzDuJU1nu/Z6vQfu93nVqBtT9nu93ou7rrtLHDxnr9ImzyTGwfX86VfXVVV1/5iZOjuUNN62vauho72P8cHxg03TnBvf19zr9d5x5BBUVVUxGzbuAcfzonGQjaGhvzzyqyirqopZjt8wPSAvs+akbtwviivXuHcaQ4UxazmeC37wTQ1939R+m9yXj4NcrCtCJUL4GeNJc/Gc641eM+Ef90rjPe77FfcKx/fpt7uu+9LJL8cM4Rgijkc39hXAi+6nyazk+Oah6RfLfDyefZ4E595jH1VVxbPJF8ZkwcFg8Kj4IprpSUhd19eMtzfuAX9nVVUxq/fVOec4Ob1k8ix2TFf+sc3NzTipmM5ajqHHCOF4jjcew5u+3tvr9Z44Owmxrus4EH9x0zR7z6Yf72uR/bRIzbquY57BT0+ej43NipPfJ8f486QP92YYxz3gOMns9Xoxo3fvJCQmccVJctM08Uzwwq+qquI57H9xzIxHdQ46o7qqqjhhf3I8sz3ZkO9u2/an4s9x9Xn99dfHCdLsdxPEFepjt7a2/s/CGz5ZcDgcPiJGCcYnX58/+as4Zjx7Wm+6vsmz6fG4U8y/iJ553TXXXPPEq666avodB3uLVlUVkwH35pzEMWU8y/7N+92mW/vyJ0UA39p30sn4/uMbjF7xilfsDAaDl+acnzUZlt7/e26sAAAFI0lEQVT3P4wQQ6Lvfve77xEHg0996lPvP/IgsGybGKIdjUZ7AfyGN7zhzw/yqM1Btimu+MfPIJ/WNE0Exb4f7zmy5gUXXHDqmWeeGV9A8Rezs8hnl5t80cPde73eWSsrKx+OL/M4yLaX+p14bOx2t7td7Kvd+9znPn/xufq1o/EPqxw6dOieOzs7f7+f59pvar/EPIDotdXV1ffd1FMR8VTDJz/5yfNOOeWU9x/0W89K9cXJVFcAn0x76wTf1rW1tTvGF9QfOnToNXEwr+v6PuN/lSomMH10MmnquIPlBCeweQQIEFhYQAAvTGXBeQKDwSDuJ8VM4njFY1H9nPNHR6PRJfsdfp5Xy88JECBwsgsI4JN9D55Y2x/PXN5rd3f3qyf3tD7Q7/d/65b4p9ZOLAZbQ4AAgfkCAni+kSUIECBAgMDSBQTw0kmtkAABAgQIzBcQwPONLEGAAAECBJYuIICXTmqFBAgQIEBgvoAAnm9kCQIECBAgsHQBAbx0UiskQIAAAQLzBQTwfCNLECBAgACBpQsI4KWTWiEBAgQIEJgvIIDnG1mCAAECBAgsXUAAL53UCgkQIECAwHwBATzfyBIECBAgQGDpAgJ46aRWSIAAAQIE5gsI4PlGliBAgAABAksXEMBLJ7VCAgQIECAwX0AAzzeyBAECBAgQWLqAAF46qRUSIECAAIH5AgJ4vpElCBAgQIDA0gUE8NJJrZAAAQIECMwXEMDzjSxBgAABAgSWLiCAl05qhQQIECBAYL6AAJ5vZAkCBAgQILB0AQG8dFIrJECAAAEC8wUE8HwjSxAgQIAAgaULCOClk1ohAQIECBCYLyCA5xtZggABAgQILF1AAC+d1AoJECBAgMB8AQE838gSBAgQIEBg6QICeOmkVkiAAAECBOYLCOD5RpYgQIAAAQJLFxDASye1QgIECBAgMF9AAM83sgQBAgQIEFi6gABeOqkVEiBAgACB+QICeL6RJQgQIECAwNIFBPDSSa2QAAECBAjMFxDA840sQYAAAQIEli4ggJdOaoUECBAgQGC+gACeb2QJAgQIECCwdAEBvHRSKyRAgAABAvMFBPB8I0sQIECAAIGlCwjgpZNaIQECBAgQmC8ggOcbWYIAAQIECCxdQAAvndQKCRAgQIDAfAEBPN/IEgQIECBAYOkCAnjppFZIgAABAgTmCwjg+UaWIECAAAECSxcQwEsntUICBAgQIDBfQADPN7IEAQIECBBYuoAAXjqpFRIgQIAAgfkCAni+kSUIECBAgMDSBQTw0kmtkAABAgQIzBcQwPONLEGAAAECBJYuIICXTmqFBAgQIEBgvoAAnm9kCQIECBAgsHQBAbx0UiskQIAAAQLzBQTwfCNLECBAgACBpQsI4KWTWiEBAgQIEJgvIIDnG1mCAAECBAgsXUAAL53UCgkQIECAwHwBATzfyBIECBAgQGDpAgJ46aRWSIAAAQIE5gsI4PlGliBAgAABAksXEMBLJ7VCAgQIECAwX0AAzzeyBAECBAgQWLqAAF46qRUSIECAAIH5AgJ4vpElCBAgQIDA0gUE8NJJrZAAAQIECMwXEMDzjSxBgAABAgSWLiCAl05qhQQIECBAYL6AAJ5vZAkCBAgQILB0AQG8dFIrJECAAAEC8wUE8HwjSxAgQIAAgaULCOClk1ohAQIECBCYLyCA5xtZggABAgQILF1AAC+d1AoJECBAgMB8AQE838gSBAgQIEBg6QICeOmkVkiAAAECBOYL/DPb8WssgceUtgAAAABJRU5ErkJggg==3 is too low.,is too low.