Wie viele Geschwister hast du?

Wie viele Kinder haben genau 3 Geschwister?
Wie viele Kinder haben weniger als 2 Geschwister?
Leo zählt die gesammelten Äpfel aus dem Garten.[br]Er macht 13 Striche:[br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAARQAAABWCAYAAAAOl2mqAAAAAXNSR0IArs4c6QAAAIRlWElmTU0AKgAAAAgABQESAAMAAAABAAEAAAEaAAUAAAABAAAASgEbAAUAAAABAAAAUgEoAAMAAAABAAIAAIdpAAQAAAABAAAAWgAAAAAAAACQAAAAAQAAAJAAAAABAAOgAQADAAAAAQABAACgAgAEAAAAAQAAARSgAwAEAAAAAQAAAFYAAAAAbYSsoAAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAFuFJREFUeAHtXWtsFde13rYxtsFv4wdgDLGhwXkA4RFEQgo0BZEfXCmKxFXuTaKkPyIlfyKqSFGrNvl5byPxr1XaJIpEIpqbH0kuElGqNi00rwZIAEMMBAcw5uX3A7CNAXO6vz2zDuPDsTmz15pDONkL4ZkzM3vN2mtmf3vttddekxXTpBw5DTgNOA0wNZClKZvJwxV3GnAacBqIa8ABSlwVbsdpwGmAqwEHKFwNuvJOA04DcQ04QImrwu04DTgNcDXgAIWrQVfeacBpIK4BByhxVbgdpwGnAa4GHKBwNejKOw04DcQ14AAlrgq34zTgNMDVgAMUrgZdeacBp4G4BhygxFXhdpwGnAa4GnCAwtWgK+804DQQ14ADlLgq3I7TgNMAVwMOULgadOWdBpwG4hpwgBJXhdtxGnAa4GrAAQpXg66804DTQFwDoQGlra1N7du3L87A7TgNOA04DZAGssImWFq5cqU6deqUam1tVTqfCvFxW6cBp4EfuQZCJ1jq7+9Xu3fvVsPDwz9y1bnqR6WBkZGRqFg7vmnQQKghD6wSZIy85557nHWShocjeYsXX3xRvfTSS5IsxXlt27ZNPf7446q3p1ec9+3IcGhwSL3xxhvqhG53twuFApTe3l4DKHV1dbdL/ZycvgY2b96sXn/99R+0PrZu3ao+/PBD1d7RLi4nrOvXXntN9fX3ifK+evWqKL8gs1/9+lfq+eefV08+8UTw8A96PxSgYKgDC6WkuIRVqWvXrqnTp0+rKB/GzQS8cOGC6unpudllKZ9vbm5Wf/3r31K+fqILDx06pPbu/WaiS0Kda9M+L9Cdd94ZqtxEF0N3HR0dE10S+lxJifdeFRQUhC57swK//8MfTOPc9v/bbnZpyufRFn7z29+qZ599NuUyqV54/vx59f7775s28sUXX6RaLNR1XV1dCv9juj1KUShAyfadsJNyJ7Huj56ysbFRbf/oIxYfTuGnn35arVixQh08eJDDJl52w4YN6j/0/9HR0fgx251169apjRv/07b4DeW+3rPbHFuyZOkN52wOXLlyRT355JNq/fr16uLFizYskpaZNIn3XiVl6h/8546dZm9m7cyJLgt1DoDyf+++q9555x0FC0iS0NDPnDkTZ4l7SVJLS4tavny5WrBwoTr47bdirEMBSla2dzlndgczRJt+ucm8iJUV06wqAsfdl19+qTgOvMmTJysodcuWLVYyJBY6d+6cGrk8oiTmvc6ePStqPe3b32TEXbp0SaLYVr8BmvCn4VlKOujpvaKtlXDjFCotLzVnigqLxrnC7nB+fr7xJ+J9kqQCzXfhggVxltI6+fOf31UnTpxQVy9fVpKyhwMU30LJ9oElXtsQOweaDqiRSyPGOljxwIoQJa9fumPHDrV27Vr13nvvXT8Ycm/Tpk0qNzdXtbe3m2FcyOI3XD5J8wJl5+TccC7sAbw8BflTwhYb93r4vvDMampqxr0mzAnIB93l6LrivxRx3qubyfDTlT81l+za9dXNLg11HnoASTz34I2nz5ih9jc1qaistpjyLJ5nfvELNX/+/OCtWftWgMK5Y2+f59hdoNHX9gXq7+tXQ0NDCj25LWG8jvvDqpCgXMGGBXmy5dqpuqJ7IYAAelMJAi96dtiXIkleiTI98sh6c+jTTz9PPGX9G/JOmeIB/8ilS9Z8khUkXdTOrE12mn2sqMiz1Eh+NkOfgRWgUGU5QlRXV1sXz5nktba8vDxrHsXFxaZ3Hbw4KGKhSPdQkt9gy8mhoWqoxz2hbglGJN4FuhH1mvRbcjt33jyVpwH1H//4uyRbla8dyPBvjI5GM9tTUsqbABmvsgsXLDSnjh5tGe8Sq+Oh3jB6eWhrc0cy4Ti9Jd2fekkbOYDQKC/lVKQGZiNLsjKcuiXyy/bNnexsOSllXYS+xJEwva6Nh9esMc5T+H+kKG+yN+S5epXvjE8mU3WN1/HGYnIzMbjPQw+tNLdrOrA/2W2tj4UCFLoLNWj6HWZLgEJjzzBl6VrO/YlHYWGhDygXRCwUclgTf84W9cM/KQI4gZscSKHle61fcvZBklcy3T20yvOj7N8n14iKdQgFwiCkOqZEuWuqPb9Xnx7mSxKse1jpRw4dlmSrQgEKNWTa2khCL3WOfsltiRyBeJAcmj59uurs1PPwAlNyBgSE/AmQR9L8N8MngJSQfArwFJMDPHqGAo+BWCXdLlu6zOjg62++Tno+7EHos7Ky0gCKdIMnWSorq8wuHOvSdP/996trWumS8URWrZrzYlJZTo+OwCfw4fYK8/S4mqJ/uQ9LcjjBlSWxPOEI6T7xfNjf4JOrTX1MH1+5Iuk7iHbMs2jRIvPe7N27N2yVx72+vLzct1AujHsN50R5eZkp3tMrF4RJ8qxc+aDZbdKzSVJkBSgSN89ijOcxbMJLzY20naGn5ij6l18nPayglstnJmqhkDhS4sHKROwCLMRonJHRAEtFRYXCZECzYCAXZgthUUrG49DzwrZiWoX5GcX6pkWLFhveTQcOmK3En3CAImDlUqPjzGIQoCBik0N33XWXKS4Rgi/VWCEQLLDLgqtuSeeSQwpETaMhcYedyZ5fLILhFN1njXbM0lIEOsbZwrkPPVwSnjYmmab5wZ99fX10SGxbX3+HiSc6ckTOjxIKULIEHjQ5GznYRNGJg4ODLOUuW7bMlN+1axeLDwqj15Ya9kybNk0P53h1C1YoLy/fvPRci454oq6YgsWQ57KOcZGi64AXjYUCOZfd7z3zs2fPiYhN8RycqO2JBCkv9yyU/gFZpyzuOXv2bBM6ceL4CfN+TCRHqudCAYqIo5CDJH6t4JRFr8vtHQlQvvqKHz0Jea43iFTVn/y6ybnecCL52fBHS8tKTeNHMKAEoa6lpaUGTCRNfc02clqy2Ft+8PU3e0TuhdlC0LCQbhOFKvXjUM4PyPtoMMsDH9Dx48dvDaBIPG+Yh1yimSJuj4upa/A6ILRAUEI/0E1hcaE2oWUieMGvvMxz7EkBCnjW1taatVSSPKm3jyqmA3IvWeIBymeffoafbCorKzc8eiMYkoAxrbMZiMBCAf8HHnhAnTx58tYACh8KUAWPONYODXkkesfZc2brufhDJJb11oCJUBc7vWaGfsC8KfFgRcoiABRMl4IkhzwluscEDQ7KrWA2DAN/EGoOq+Lzz2VC8KuqPD10dMqmciCRKW5rQKcziIJWrV5t2AJUJCjUkIcsg2ujAi87wx9DQx6uhQIF1s2qE8mIFRMCE8jU2HgnNmLxAVVVXiyDZLwB5S6RtFDiyxcErFijwHH+zJ4zRyHnjAQRWPf1yjtNIR8WncJKGRBOj0B1X71qldn97DMZiy0UoCC6DuPnoWHOWJzsHNpS1W7NttbPj8H10sNCgW4kaO7ceYaNVIg4nG8gKX7gBR8KSNJZmKt9RyDu7J1hMsGfmTpcAEAo4UglH8rFi/I+DlQhf3KeXnleINa5JKoF6VxBUkPAUIACpESj4Zi5BCMsX4rPhMXD1+xMfzUnN+0g9CIhD8Sq8RdOIsmOBM3RPTKo9USr2Ur8iQNK/4AEO8OjpMQb8vQPRGPek6CIR8Gzkog+JUDp7pYPPIO8efl5egFivgnilHq/SA+0rdZpLf711b/oJ2sbClAo5J3VgxCi+GtBrKT3DQEJg2DmTC+DV3s7fwxMU+JWdQoUogVhXV3dgaP2uwA7ODyPHT9mzyShJAHKgGCOVuLZp1NcREk0TBkYkAFDWBDndF6dKAgTB/iPNieRDTCZjPW6wzl69GiyU6GPhQIUPHD4UaJC41Slv47U/CEGvVx93LUSQDe+OEYF1f6CsM7OzlRVctPrFi9erL7//vubXpfqBdT4BwStiTJ/GIV8qlESnjneoX4hMGyY26DaGbl5JqornLL4D0DhhkmMd5/aWbNM1Dk3rgv8QwEKPOTo7YaG+EFXHL8bOYfhlL0OLuOpa+LjU6dONRfwe6u46TXxDVM4S07Uzi45QME6FpZlmSB3eYU3XdolKGOpv24liqjQoPgAQw9QZCyU+voG1S2Y8DwoK6wTAAre9agsFPLZHdcpIbkUClBoCovzYko0O3IOS0wbo7cCSHKtAanhDh4ojctbhMxQ8GxoaMBGLFft9Jrphl9ra5vZSvwp92M6+gX9MsnkIkDhdyIe97naQomKaMgDB3JUgNLQUG/EP6ED3LgUClDwIND4sPbF1jKgtAWcKV8AG+S4ylzLA+WhTrB4JNbzcB9GsDyA7vgxOZ8HVlaDjgnyBL+ODpkQdvCiIU/kPhR/aCWVqZ50e1J/91ua8J4X6wWImJXidOQTyYVFsrjP6VOnJ7ospXOhAIXiPzhDHgpKw3dxuCRh7dAwji2PfiAaZblVipdHWHRnt4xTFkyRwxck9dkQ8AIY9/XJDBsMPz8AT6qhg2cyKvID6KQslEWLvHSKBwXTAATlxrQ/UnVEBSjkswt+tiN4/zD7oQAFjI1lwAhsw0paWARRzduHqTyupY9KsR1SSPYEUBEiAMp5oVkIiESBaN8KLt3HOpCBAfmALiln6XiPYkqBl1iam0+H+M+f32h2pZZwEF/aNtxxR6SAUqPTTBoL5UyaLRRUENOPg4yPOxVqJyiE58wOoDzIdthlCvt/ACjgx325YlnAZlkLRdKrDxAvKipWkmY54jmiyFTW3RVNTAc9d6yUBrE7EZ8hrbeRjET2WZvNDD9WiuMmCPJL3MeQB4TvLHEptIUC84gzrVemezW83N3d9kFbyBYGEJCIdKTeivty6bA2/SzkLBRaKCcV2g59FRUVqg79QTIpqtRpFqRpxvQZqrWtVZrtGH4FOlAMxH3mxBS6xURBu/CnWYl/ZaWn5ytXefl/iF+yLSxYfKOKS6EBpaamihUpC8EBKP39560tjDwdjkyAwrVSxMAJWCJnoJgEwqib1EvvWShFogFYM/WKY5Bkz1k3u0516Ty/URINczkdY1A++BbxEbWDgpnPgvznzJljfp49fSZ4WHT/Dj2s4s50QqDQgFLlB13ZOogK/FgW1opS3SOAuGBimPh/2LxkDRTj84BM3KEY1REAjJgbKYACX/r4uuTMEfwyUVNpaZm5RY+Q0xtg7SU874wk+Iz03CIYmJio47vvvltkpjM0oNA6k84Ou6CrKQI+i0n+V/psQS1RmRK/0WAlTRQ4ZUFSgIJeFI0V1gR7RstIphSNvaXWHIEtfS5VaqjnizpmU0FBeYKAAt0iTkRKt0GBMZsGkgqPD/KmfUo2xvkaJ3iFBhR60S8wVlciWIfTUExgm05yPSyQxzNumYgMVzzLiR4SZwsfCmSTsiiMhaLzgOCll/A9oW6UE6VbqGGCZ319PTYiDkLDaII/UkMebzhZbHQrEWyZTGT4lo4cOZLslMgxWnXcfKiZxS80oFC0LCeJMkLLBxANaRm3YeJhtAN0VPe2ciSCKGLikJ6loiMBKJM1kAOkpCw7WsQoCSgYOoAkeSZ7KOiUJK2J4uKiSAEFDV4qh0syfVBw3vFjvGjZ0ICCBMqgLkavhPSBsHB+CE2YLBSuLN6QJ9mjsjs2ZYr3zdwRwVSQcEZiKpqTfiJYm6lTvHVQkkMe+ua1hIMwKGvifoV+jyUBZZZ+p6FXSZ5BmRvvahRd3BnkjX2kMABxp75DAwotpuMk5Z2lVzeCpHpfw4z5h4DFlg0XkBLvW6CDryDTpZFLiaesf8M0l/TzYOgKklzEOM1PLdkWQRi7Edb/gylvyeHJDJ0GQ9I/FZQV+5iFiZJy9XIWEHfqODSgIFQdNMAInSdA4aAhvBVSvgBTIeYf+GQlrRRkvgdJDU+oejHBWJlcnXALCxnxGQYpgtMeQ1rOu5GKLNVV3kfIU7k2lWvImSzl80q857y5c80hboNP5Bv8DWOhpaUleCj0fmhAoSFPPyPL9+y6OiPoyZNtoQWmAlP1iwzHLteyIH7cLT5HLgkohToIDTQ8NMwVLV4e8mUJmlIFOuIUMxBtQgmOISg6LPg3zgkG4MUVENgh/48UYJMFwZ0lCYg4ZhcWEKjpQNOY45I/4NtsPdnKYhkaUNB7gDhh4ZTjlGPWwnkXVSZwG41m58h+ipT0rL/NZyNO0jIGfOUmokzyZPRqmG2TapiY3YKvJ8qeGMoh56+U/wd+QVBUgILV59DL4UPRzfQg6LSbmSUwPKD4Yy3OC0SrPS9csM/MVTtLO8EEP9epzQvzQtj+ycnxUirYlr+xnGdKSA5RCKSkLClYElMLp5rPcEoNPwFQWBtzXg+pJSNwE/Vb51vJEitswZvCKaICQsS5YHi5b9/exKqI/UYduEO20IBS7X+SoYeRlJfyuLa2tloro9ZfMMUFFWpcPDhRZtzvOT2tq5S0IFeuINPcSZ4TVUpO8KnRkdN4CaUcnAAUWCm9OudOlIBy3333GdVIp3OIykKBTjC1u2/vXrFZuuC7gX1K3s2ZBQwNKBS1d55hXVDv0MbwodCw6ZTAkmsok4AF+zYkb6FIQolXo+FLnj8GloUULVy4UK847mP3bEF5EGqOjPRRAgoNUaSC2yD/8uXLdayI3IfHgzrB/ssvv6zm/eQniYfFfiPyGcPinh77JOGhAYXyakgEHnV124XvQ4MUr9DdyUtClGXSDsDCCK2KMQ8yX3/ugIYUY05Y/iCAo60lmzHFNmzYoJ577jkTgj/mBOPHww8/bEpzfGqJt//ZmjVmoRpnWJ3IM/F3RYUXT9UnlKga/B999FF1+LDMB8QS5cXvdevWqa1bt8Y/T5rsGs4xyhN8cdA++ZlVK0IU5549e5ge4Sy93NseUNAzgj7/8gvW9DGABKi8f38Ty6HmrWCVsypoWEJbzotCZR977DH16quvigLfGt34P/nkk/i6HroXZ/tfT/y3KY7GExXl5U3WyZ9z1bHv5dJsQhcgqa/wJdYdnQsyHkZFyOmLtjB40T4JvRWgIAwY/o/vjnxnXbdyneH89Gn7hC733nuvuffv/vd/1JYtW6zlgFUBawc5ZTnRmfPnz9dJo/qt5UgsSNaOJKAk3kPiN+RbpT9nKfmiV1VWqbfeekvh8xRRERonMpVxQhcSZcNQHqt2N2/enHjqtviNYSAszU5GXhcrQNny9hbTK61evdpaUVhY1ssYq6HBbdy4UedWyVFYOMWhbdu2mfrgUxO2RLqQcvIRoEgOeWzrdivKPfPMM+qR9Y9EdmvoFQDw3ZHDJgG0xI0Aqm+//bZ65ZVXJNilnQdZ/U2cvC7axLkl9OCDD2JelHVvHfwU27FzZ+zatVEWH4nCeqYjtnjJ4tiOHTsk2MX++NofjX62b98uws8xuVEDb775Zkz7UmJ6Fe+NJ3+kR/Rq71hjY6NV7YGAXgB/2rEQeS/4oc8Id6aQ51tQhTG3RITnR9s/ijuLx5y0+LF7927zLZ2lS5dalHZFUtHAU089paBfSpmQSplMv+b1P/1J/XztWrVz505FVneYOmcBisIUkLr244//ohPGfKdeeOEFKZYZxae5uVmNXoupBffek1H1cpX5YWsAcPDBBx+on+vZuxI/sVOqEuthZNYtA5RUhXTXOQ04DdweGgCeWDllb4/qOSmdBpwG0q0BByjp1ri7n9NABmvAAUoGP1xXNaeBdGvAAUq6Ne7u5zSQwRpwgJLBD9dVzWkg3RpwgJJujbv7OQ1ksAYcoGTww3VVcxpItwYcoKRb4+5+TgMZrAEHKBn8cF3VnAbSrQEHKOnWuLuf00AGa8ABSgY/XFc1p4F0a8ABSro17u7nNJDBGnCAksEP11XNaSDdGnCAkm6Nu/s5DWSwBhygZPDDdVVzGki3BhygpFvj7n5OAxmsgX8D79pY++TMsqUAAAAASUVORK5CYII=[/img][br][br]Welchen Nachteil hat dieses Schreibweise?

Lieblingsfarbe

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