data:image/png;base64,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You guessed it in guesses.3de:füge Wörter zusammen _
ca:uneix les paraules _
es:unir las palabras _
fr:fusionne les mots _
121de: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 _
data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAHbhJREFUeF7t3H2UbWddH/Dn2TMTX3BBRCgUrRQLimASQEBQ2gbrKo0kc/aZdCx1WZsulJL6UiVgtCiUhiJLoKKA+AbGFxS8zex97k0IBlSqVKiAGuIr2sJqu3QlImRRvDF3ZvbT9dyek3WY3sucM3fu/eUmn/NXcufM/p39Od9zvvt1cvIgQIAAAQIEzrlAPucTDSRAgAABAgSSAhYCAgQIECAQIKCAA9CNJECAAAECClgGCBAgQIBAgIACDkA3kgABAgQIKGAZIECAAAECAQIKOADdSAIECBAgoIBlgAABAgQIBAgo4AB0IwkQIECAgAKWAQIECBAgECCggAPQjSRAgAABAgpYBggQIECAQICAAg5AN5IAAQIECChgGSBAgAABAgECCjgA3UgCBAgQIKCAZYAAAQIECAQIKOAAdCMJECBAgIAClgECBAgQIBAgoIAD0I0kQIAAAQIKWAYIECBAgECAgAIOQDeSAAECBAgoYBkgQIAAAQIBAgo4AN1IAgQIECCggGWAAAECBAgECCjgAHQjCRAgQICAApYBAgQIECAQIKCAA9CNJECAAAECClgGCBAgQIBAgIACDkA3kgABAgQIKGAZIECAAAECAQIKOADdSAIECBAgoIBlgAABAgQIBAgo4AB0IwkQIECAgAKWAQIECBAgECCggAPQjSRAgAABAgpYBggQIECAQICAAg5AN5IAAQIECChgGSBAgAABAgECCjgA3UgCBAgQIKCAZYAAAQIECAQIKOAAdCMJECBAgIAClgECBAgQIBAgoIAD0I0kQIAAAQIKWAYIECBAgECAgAIOQDeSAAECBAgoYBkgQIAAAQIBAgo4AN1IAgQIECCggGWAAAECBAgECCjgAHQjCRAgQICAApYBAgQIECAQIKCAA9CNJECAAAECClgGCBAgQIBAgIACDkA3kgABAgQIKGAZIECAAAECAQIKOADdSAIECBAgoIBlgAABAgQIBAgo4AB0IwkQIECAgAKWAQIECBAgECCggAPQjSRAgAABAgpYBggQIECAQICAAg5AN5IAAQIECChgGSBAgAABAgECCjgA3UgCBAgQIKCAZYAAAQIECAQIKOAAdCMJECBAgIAClgECBAgQIBAgoIAD0I0kQIAAAQIKWAYIECBAgECAgAIOQDeSAAECBAgoYBkgQIAAAQIBAgo4AN1IAgQIECCggGWAAAECBAgECCjgAHQjCRAgQICAApYBAgQIECAQIKCAA9CNJECAAAECClgGCBAgQIBAgIACDkA3kgABAgQIKGAZIECAAAECAQIKOADdSAIECBAgoIBlgAABAgQIBAgo4AB0IwkQIECAgAKWAQIECBAgECCggAPQjSRAgAABAgpYBggQIECAQICAAg5AN5IAAQIECChgGSBAgAABAgECCjgA3UgCBAgQIKCAZYAAAQIECAQIKOAAdCMJECBAgIAClgECBAgQIBAgoIAD0I0kQIAAAQIKWAYIECBAgECAgAIOQDeSAAECBAgoYBkgQIAAAQIBAgo4AN1IAgQIECCggGWAAAECBAgECCjgAHQjCRAgQICAApYBAgQIECAQIKCAA9CNJECAAAECClgGCBAgQIBAgIACDkA3kgABAgQIKGAZIECAAAECAQIKOADdSAIECBAgoIBlgAABAgQIBAgo4AB0IwkQIECAgAKWAQIECBAgECCggAPQjSRAgAABAgpYBggQIECAQICAAg5AN5IAAQIECChgGSBAgAABAgECCjgA3UgCBAgQIKCAZYAAAQIECAQIKOAAdCMJECBAgIAClgECBAgQIBAgoIAD0I0kQIAAAQIKWAYIECBAgECAgAIOQDeSAAECBAgoYBkgQIAAAQIBAgo4AN1IAgQIECCggGWAAAECBAgECCjgAHQjCRAgQICAApYBAgQIECAQIKCAA9CNJECAAAECClgGCBAgQIBAgIACDkA3kgABAgQIKGAZIECAAAECAQIKOADdSAIECBAgoIBlgAABAgQIBAgo4AB0IwkQIECAgAKWAQIECBAgECCggAPQjSRAgAABAgpYBggQIECAQICAAg5AN5IAAQIECChgGSBAgAABAgECCjgA3UgCBAgQIKCAZYAAAQIECAQIKOAAdCMJECBAgIAClgECBAgQIBAgoIAD0I0kQIAAAQIKWAYIECBAgECAgAIOQDeSAAECBAgoYBkgQIAAAQIBAgo4AN1IAgQIECCggGWAAAECBAgECCjgAHQjCRAgQICAApYBAgQIECAQIKCAA9CNJECAAAECClgGCBAgQIBAgIACDkA3kgABAgQIKGAZIECAAAECAQIKOADdSAIECBAgoIBlgAABAgQIBAgo4AB0IwkQIECAgAKWAQIECBAgECCggAPQjSRAgAABAgpYBggQIECAQICAAg5AN5IAAQIECChgGSBAgAABAgECCjgA3UgCBAgQIKCAZYAAAQIECAQIKOAAdCMJECBAgIAClgECBAgQIBAgoIAD0I0kQIAAAQIKWAYIECBAgECAgAIOQDeSAAECBAgoYBkgQIAAAQIBAgo4AN1IAgQIECCggGWAAAECBAgECCjgAHQjCRAgQICAApYBAgQIECAQIKCAA9CNJECAAAECClgGCBAgQIBAgIACDkA3kgABAgQIKGAZIECAAAECAQIKOADdSAIECBAgoIBlgAABAgQIBAgo4AB0IwkQIECAgAKWAQIECBAgECCggAPQjSRAgAABAgpYBggQIECAQICAAg5AN5IAAQIECChgGSBAgAABAgECCjgA3UgCBAgQIKCAZYAAAQIECAQIKOAAdCMJECBAgIAClgECBAgQIBAgoIAD0I0kQIAAAQIKWAYIECBAgECAgAIOQDeSAAECBAgoYBkgQIAAAQIBAgo4AN1IAgQIECCggGWAAAECBAgECCjgAHQjCRAgQICAApYBAgQIECAQIKCAA9CNJECAAAECClgGCBAgQIBAgIACDkA3kgABAgQIKGAZIECAAAECAQIKOADdSAIECBAgoIBlgAABAgQIBAgo4AB0IwkQIECAgAKWAQIECBAgECCggAPQjSRAgAABAgpYBggQIECAQICAAg5AN5IAAQIECChgGSBAgAABAgECCjgA3UgCBAgQIKCAZYAAAQIECAQIKOAAdCMJECBAgIAClgECBAgQIBAgoIAD0I0kQIAAAQIKWAYIECBAgECAgAIOQDeSAAECBAgoYBkgQIAAAQIBAgo4AN1IAgQIECCggGWAAAECBAgECCjgAHQjCRAgQICAApYBAgQIECAQIKCAA9CNJECAAAECClgGCBAgQIBAgIACDkA3kgABAgQIKGAZIECAAAECAQIKOADdSAIECBAgoIBlgAABAgQIBAgo4AB0IwkQIECAgAKWAQIECBAgECCggAPQjSRAgAABAgpYBggQIECAQICAAg5AN5IAAQIECChgGSBAgAABAgECCjgA3UgCBAgQIKCAZYAAAQIECAQIKOAAdCMJECBAgIAClgECBAgQIBAgoIAD0I0kQIAAAQIKWAYIECBAgECAgAIOQDeSAAECBAgoYBkgQIAAAQIBAgo4AN1IAgQIECCggGWAAAECBAgECCjgAHQjCRAgQICAApYBAgQIECAQIKCAA9CNJECAAAECClgGCBAgQIBAgIACDkA3kgABAgQIKGAZIECAAAECAQIKOADdSAIECBAgoIBlgAABAgQIBAgo4AB0IwkQIECAgAKWAQIECBAgECCggAPQjSRAgAABAgpYBggQIECAQICAAg5AN5IAAQIECChgGSBAgAABAgECCjgA3UgCBAgQIKCAZYAAAQIECAQIKOAAdCMJECBAgIAClgECBAgQIBAgoIAD0I0kQIAAAQIKWAYIECBAgECAgAIOQDeSAAECBAgoYBkgQIAAAQIBAgo4AN1IAgQIECCggGWAAAECBAgECCjgAHQjCRAgQICAApYBAgQIECAQIKCAA9CNJECAAAEC98kC3tzc/Lzt7e3/k1L6hb7v/8W95W1u2/bVKaW27/tHL/qa2rZ9V8754V3XfcWiv7P3eVdeeeVjd3d3/yil9My+79+9yHIOY+4ic87mc9bX1x+Wc35tSunSnPNDUkp/XUp5/WQy+f6zOffeuuyD5C9iXbxvEepmRgicFwXctu23p5RedyqgO++8c+3d7373zt6ftW17IqX0433ff+e5gm3b9sPDMHzj0aNHP3CqmQf5AhyNRt+cUvq8yWTyYwddj4MU8GHMPejrPazfa9v2Z1JK6ymlq3POf1JK+axSyqcmk8kfHtaM82k5B8lfxPrdl963tm3r5/bq3d3dhx47duxjZ+K53/fLmSz7dL+7ubn5oBMnTrwq57yRUvqclNLvl1JePJlM3jX/O+Px+GtLKa8opVySc/7rlNIkpXRN3/d3no3XdV9Z5nlRwHWLeHV19VEVfRiGX0spdU3TnCzkra2t952m7O4opbxxMpm89Fy8WePx+AtKKR8bhuEph1nAh/HaD1LAhzE3ehnj8bh+Wfx63/ffEf1a7g3zz5cCPt/ftyuuuOJzV1dXn1RK+Z6U0iUppS8+0wJe5PvlbGSsbdtfTSn97ZTSd9SN15zz83LOzzpx4sRFN9100yfqzNFodFHO+f0ppTfnnH+ilPKQeqQppfTRyWRy2dl4XfeVZZ4XBTyP3bbtp6Z7ti/8TG9C27Z/klJ6Y9/39RDkPY/19fUnNk3zmymlF6SUXpNS+o2maX5gGIYbcs5rOef1ra2t31nmDR6NRi/POb947++UUt4wmUzq3vvJx/QL8PJSyr9tmuY1pZQvSSn9UdM03za/IXHFFVc8ZGVl5S9nv5dz/oNTHYIejUY/knN+Ys75upTSq4dh+NKmaT6cUvq2ruveM/v9UxVw27b1y6FunNTD0r9dn3vYc+syx+Pxi0op351SujCl9KtN07xyGIb3NE3z1K2trfqhXeqxsbHx7GEY/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==30 is too low.,75 is too high.1600NaN