data:image/png;base64,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

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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1SujCl9KtN07xyGIb3NE3z1K2trfqhXeqxsbHx7GEY/n1K6aKU0l11mTs7Oy+48cYb/+ecc93T+ILTLPhf9X1//TJDL7300tUHPehB1+WcnzP9Mroj5/y21dXVFx85cqQeaVnqsej7dqrC3NjYeNowDO+dbegtk+fp8tZLKdeklH4o51zz94ellOdPJpP/tudz9o9TSteVUi7OOR9PKR3b3t7+7tmXbn3u5ubm59RTPTnnb0gp/UUp5XWllMfnnOu/PaPruprFhR9t2y70vi0zd7+8LOO36Iq0bfvHNe855x8bhuGjOeefPZMCXvT7pb6+/dZ30XWozxuNRs/KOb+jZmAymdx2ut+dHrF4Yt/3T5g9ZzweP6OU8ptN03zlst+ny7zG8/259+UCrnvG9RD0p33Zjsfjryil3FpK+eW6tZZS+vWUUi2gf10/KKWUD/R9/9xl3tjLLrvsgRdccMEzcs43lVKevbKy8qH6+8MwfGr+EMz0C/CbUkofzjlfW3+ec/6plNLD1tbWHn3kyJHd+nsvfelLm9tuu+0R02XUL/6nnKqAp8v75yml/75neY9YW1t71Gx5ewt4NBqNc851/f9p13X1UNHJx2HPHY/Ho1JKn1K6dmdn5y2rq6tfm1Kq51+/NKVUP7C/t4xz27aX1sItpbxmZWXlDTs7Ow9umuanU0oPWFtbu3hWhhsbG3WLfaUWVUrpaNM0Pzibs729/fFjx47VQln4MRqNajZ+KKX0nJ2dnQ+trq4+LaX01pTSS/q+v2fZiy5w0fdtkQJeJs/T5V01zd81u7u7f1NLIuf8qGle6gZN3Wiqn5Hfyzn/dCmlbjA9pGmaejj/r/q+r+/BPY+6oVtKeed04+TnU0rvLaU8sGmaruu6v1rUZFoeC79vi8xdJC/L+C26LuPx+G9dfPHFH3vZy142jMfj55RSfulMCniJ75eFPh+LrsdoNHp93ZCaL9ZT/W7btvX7Z6vruhfNf5fceuut9Tqc+hmpOzoepxC4zxbw6d7t6QfutpzzFV3X3Tgej//3MAzHJpPJ1W3b1sPaj+v7/h8tm5b19fUnN03z/gUOQV8zDMNjjh49+md1xrQMt1JKj+r7/qN759YPQdM0l36GAt53efMFXEu/aZr/klL63r7vT3leffq6znhu27Zvq2Xb9/0TZ+s1Go3emHN+/kEKeDQa3VjLou/7x88t76tyznVja9z3fS37+XKoex9v7brue5d9P/d7ftu2v5JSWj1IVqZFuO/7tkQBL5Tn2dyU0pP7vv/gtPRO7lGXUtYnk8mx+m9t274lpfSUSy655LG1ROq/ra+v/4Oam1LK0+b3lsfjcf23uvH5/K7r6sbkGT/att33fVtk7iJ5OVvfBzOEwyjgqf++3y+LrO8yb049/Jxz/njdYanvb92wSil9cBiGFxw9evR3Z8tq23Yn5/yCUsrRlNJHUkq/0vf9P6nnrKf/7RTQaeDvzwV8Udd1vz89XPSWvu+vG4/HdWv/H04mk6cvE9RFPyCzPeC+7x8+9wF9einlt+a/FOdnL1DA37Tf8uYK+JtLKfXQ41v7vq+HhU/7OIy5bdt+KOf8u13X/cu59Z3tFR9kD7ie17+hbizNllf32m+99dZ6GPgVfd+/5FwV8Hg8fnMp5Un77R2cCnjRHCxZwPvmebq8q/u+f8DsdT3vec9bu+OOO07knL+n67pXTQv4D3LOv9V13bfOnlcPw1944YX14ppr50/r1C/9lNJXXnDBBV80O+Ky7Gdn7/MXKeBF5rZtu29e5gp4X7+DrNe5LOBF1neZdWjbtl5MWk9TvKOe5iqlfG5K6ZX1/R6G4cuPHj16+yw/9QhiSumWPQVcjwT+dt/337LM3PvTc++3BTzbC60FnHO+vuu6V9YCLqVc2vd9PcS41GOJPeBPuw1p7zm9vUMXKMJ9lzdXwJ9MKX12Sun6vu/rB+ZMCnjfufXQ1HQL+N+cYoPjIAV8POf8w13Xfdr59rZtP55S+rm+77/rbBTw9AKYer78WSmlemqgGq6klD50BgW8iN//d9va3rzMCmSRPE8LeLPv+0fucarF+qq+7+u59boHXD0//zTh+MG+7//d7GfTva4H9H3/zKU+MJ/hyYsWcM75M85t23bfvCzjd5D1O8cFvO/6LrMOo9HovTnnB/d9/9iUUqm/u7m5+eDt7e3bc87f1XXdG6Z52c45X9N13Y/uyVU9yvf2c3knyjLrd294rgK+fxXwD0zPd9ct2vH8+d+zUfzTq1nrOfV63vHkYzQafX09V36QQ9Bt2/5ZzvldXdfVQ9gnH5ubmyvb29t1D/i6WYHMfrbIF/kiH8K2beuh2XqByVXHjx9/3y233HJ8PB6/6Qz3gPct4PF4/KpSykbf939vzu/rcs7vnJ3qWKZApgX83L7v7ynX6Z7tdkrphbNzdW3bfqQ67+zsfN8pfI7Pn0Of7ommyWRy+SKWizxnkfdtkbmL5GUZv0Ve+97nnOMCXurzsd/6jEajX8o5P7Lv+6/eU6x/Xkp58+x++nqoOed8Y9d19cLWk4+6Z3z77bd/MudcT3X9yH6z7q8/V8CHV8D16urf2XuObE9w992jORtFuPcirLZt65brNzRNc/HW1tZfnCr8h7Hn3bZtPSf7hX3fP2U2Yzwe/6fpVdEH2QOu55Qv6vv+cXOF9Pdzzr+Rc76s67p37PHe91ziIh/8tm3rxSSvm+35TUu/XhV64mzuAY/H4xfXW1n6vq9XkJ/cA5n+28vPoIDrFdCP7vu+Hp2o53ZPnluc92vb9hen5+6fvJ/PIkW43zL2/vwQC3jfvJxHBbzI98u+67vMe9G2bb0Y9UfrdRdd190xzcvDmqb585RS3ZA7eYFrva6j/rGbJzzhCY+fXTPQtm29/ejt9ar4++t994tYnxcFfJD7gE+38mfrAzc9NFND+vP1HuXd3d16mPLvTCaT+qE4+VjknF593ubm5sN3d3dX638Pw1BvMXp60zRfV/+/lHJi9mFYdHl7C7jep7iyslKvQP5IvVhi7vDSoc6tf8yjXlmeUvqW3d3dSb2YLOdcD+XWv+p1kAKue6EfyDnXW67esLKy8vBhGN5Ui3Btbe2r9p6DXOSLfJEPyXRP/q6VlZVv3NnZqe/rtTnnh9a94gsvvPCR119//d8sspxlc9C2bb0VqF7sdW3TNP+5lPLUUkq9/a6egzt5v/kyeW7btl6N+txSynubpql7K7ullJ+s5/nuvvvux9x8881319e4sbHxpGEY3pdzrlfBvn567q/ePnf1MAxPref+5jaA6jnge+se8L55WcZv0ff48ssv/8KmaeofrUhN0zw7pfTaetvdzs7OJ3LOd08mk/+16LJmz1vw+2Xf9V1m7lVXXfXZd955Zz2P+5fDMHxfzrnknF9R72s+fvz442655ZZ66iJdeeWVj9nd3a1Xzb9tmpdH1FswU0rv6/v+n51iA+vvzp8rXuY13deee14U8EH+Eta5LuDplmC9XaWen6wXWX2ilPL++UNzixZmLY6U0qedp5tbnw/2fX9yz2TR5Z3qPuDpucT3lFJeNJlMfni6vEOdm1LKbdvWizbqRRj1r1C9PaX0pnpv4crKypffcMMN9X7JpR7TQ9h1o6SWeL0n/Ka1tbVrjhw5cs9903NFdyh7wKPR6Ktzzj9e9wpLKfXw7PcPw/CnTdPUPe4L7r777i+5+eab6/n1hR6Lvm91YdPrEuoh/AeWUn5tZWXlJcMwfLBpmqfXe8eXKZC2bes5uqeVUl6bc/4PdQOxnsdOKX3r3lvC1tfXn9k0zX8spdT7zOsh6nrV9Mv7vq9/mOGex715D3j6maynPE6bl2X8Fnpz/98e4Xtyzl9zquef7p7+RZY9vR3utN8vi6zvInPmn3P55Zd/8erqav1+qBuDdUPzv9aNt62trf8x/7yNjY2v2d3dfXX9uwQppU/W2zzvuuuua2clPf/ctm0V8BTkvCjgZUPj+fdegdltV7u7uw9Y9n7ce+9aeWUECBBYXkABL2/mNxYU2NjY+KJhGOp58XrB0utWVlYeWkr5mZzzR7uuq39b1oMAAQL3WwEFfL9968/Nio/H4836x9tLKV9Wb+pPKb1zd3f3hWf6h+nPzas3hQABAmdPQAGfPVtLJkCAAAECpxVQwMJBgAABAgQCBBRwALqRBAgQIEBAAcsAAQIECBAIEFDAAehGEiBAgAABBSwDBAgQIEAgQEABB6AbSYAAAQIEFLAMECBAgACBAAEFHIBuJAECBAgQUMAyQIAAAQIEAgQUcAC6kQQIECBAQAHLAAECBAgQCBBQwAHoRhIgQIAAAQUsAwQIECBAIEBAAQegG0mAAAECBBSwDBAgQIAAgQABBRyAbiQBAgQIEFDAMkCAAAECBAIEFHAAupEECBAgQEABywABAgQIEAgQUMAB6EYSIECAAAEFLAMECBAgQCBAQAEHoBtJgAABAgQUsAwQIECAAIEAAQUcgG4kAQIECBBQwDJAgAABAgQCBBRwALqRBAgQIEBAAcsAAQIECBAIEFDAAehGEiBAgAABBSwDBAgQIEAgQEABB6AbSYAAAQIEFLAMECBAgACBAAEFHIBuJAECBAgQUMAyQIAAAQIEAgQUcAC6kQQIECBAQAHLAAECBAgQCBBQwAHoRhIgQIAAAQUsAwQIECBAIEBAAQegG0mAAAECBBSwDBAgQIAAgQABBRyAbiQBAgQIEFDAMkCAAAECBAIEFHAAupEECBAgQEABywABAgQIEAgQUMAB6EYSIECAAAEFLAMECBAgQCBAQAEHoBtJgAABAgQUsAwQIECAAIEAAQUcgG4kAQIECBBQwDJAgAABAgQCBBRwALqRBAgQIEBAAcsAAQIECBAIEFDAAehGEiBAgAABBSwDBAgQIEAgQEABB6AbSYAAAQIEFLAMECBAgACBAAEFHIBuJAECBAgQUMAyQIAAAQIEAgQUcAC6kQQIECBAQAHLAAECBAgQCBBQwAHoRhIgQIAAAQUsAwQIECBAIEBAAQegG0mAAAECBBSwDBAgQIAAgQABBRyAbiQBAgQIEFDAMkCAAAECBAIEFHAAupEECBAgQEABywABAgQIEAgQUMAB6EYSIECAAAEFLAMECBAgQCBAQAEHoBtJgAABAgQUsAwQIECAAIEAAQUcgG4kAQIECBBQwDJAgAABAgQCBBRwALqRBAgQIEBAAcsAAQIECBAIEFDAAehGEiBAgACB/wubf6IdF1TVJwAAAABJRU5ErkJggg==5 is too low.,50 is too high.,35 is too high.,29 is too high.,13 is too high.,10 is too low.,11 is correct!