CONTO 1..2...3......97 !!!

CONTO 1..2...3......97 !!!



Quando il numero 97 vuoi cercare
lo trovi sopra di te, nello splendor solare.
Per me e per te, per la mucca e per il bue
noi contiamo: uno e due.

Da contadino novizio, vedi da te
devi contare: uno due e tre.
Quattro stagioni ci sono nell’anno
e i quattro elementi l’universo fanno;
quattro regni ci sono in natura:
l’uomo, l’animale, la pianta e la pietra dura.

In ogni mano cinque dita abbiamo
1, 2, 3, 4 e 5, è con loro che contiamo.
E cinque dita le ha anche il piede, in basso,
danno loro equilibrio e solidità al mio passo.

Se le dita delle due mani contiamo
1 2 3 4 5 6 7 8 9 e al dieci arriviamo.

Ma da oggi conto un numero nuovo 97 !!!
tra i diversi numeri del mondo
oggi mi tocca un numero primo
ma mai potremo contare, a dire il vero....
tutte le stelle che ci sono in cielo.


BIGIETTO

 

Complimenti da parte mia ​

 

Braaaaavooooooo ...Bigietto.....! Con tutti i tuoi conti...trovo giusto regalarti un mezzo "ultramoderno" un ritrovato che ti farà risparmiare i conteggi delle dita aaaahhhhhhh! Abbraccione.......................

 

Ciao Bigietto.....
questi te li regalo io, almeno fai prima!!!
complimenti anche da parte mia!!!!!​

 

Tantissimi complimenti Bigietto per il livello raggiunto ..
Bravissimo

 

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CrAbG+VgSMEHHpQEnXhmCrk8AeteawL4o9RapoHV8gMzrA4PhKB/DaMjBGOxYZwc89j6ihaMdToukPxftZdcKbQtqCV/EM3dhzkIBkr9avd9rNvp9gJpZo0iIBDswAIPbHvn6V8fQZzwu76YJx+1Wrre8udSvYEuozbCOFFhifOzG0ZYE5wT/wAADVbNXiVmh/E74lwXmjeBYXJErOA0ihlATnOHx6nHasWYvbShvI3+kMH/AGh5s/rXiexkhHIGPcMpH+Br26JpMut6tHbwrmSQgD2A9WPso75qLLqKii59HfFCfQrxPEeV4Bw8bMX8v8yM3mVhwcZIIH2r6Ptbhbu1SRDlHUMp9wRkH9q+XdI6Amv+uH055I45Ixl35IKgKfLwMkqwPOK+ntMsl03TooU+WJAg+ygCrIxyV2OmlKVJmKo/xSsZbyyg2pJLAGYTRRBtzAgbG8o3FVIJxyudhYEDi8UoyJK1Rm/w1sJbjWZbplkSMRiFN2fOAEUMSQN5CxqS/wDMxAJwcaRUH1jqbaVobOjBXZljU7S5yxA8qD5nxnAJA9ScA1U+nep5rl4oGuTKl5G4gu/DVXSVS6spRSVO1h37fLyecRwUVQ2/ty7azr1vokeZpFUkEqnd2x3wo5Pcc9hkZqk3PU191USlhE8cWeZsqCRg8bz5Vz7ISw8pyM1NaF0DBZN4lwTdTHu0o3LkcggPkkj+ZiTnJ4ziraihFwAAPYU3YalLl1/n5M40v4ZMzFrmfknJWIZJPbJkk5YkY/KMdue9W7S+lLPS2UxwJvXs7Dc+c5zubJzn9uAMAVNUokkI4oR4QpSlSaClKUApSlAKzDV7u7600+JoYYzDLI4i8rrLAyEhZWmVyFyRuwEOOwJOCdPrPR8OJreV1hv5IoHPMapIG29iN6zKC23gMV9uDioZSdvati1dH6x/T/TNvcesiebjHmBKt/tA9uPbipivRY2iWFlHFGAqRqFUD0AGAK99SXFKUoBUOuoRaPZt47LH4K43t+aNflIPrx6eh+9Sk06kqD6AkCsR6rF51b1a9mskbW1rIsh53AccKTgFjyR/n6VTJNQi5MvjhrdFon60vdXy9qkcFuPleZC0kg/mChgFX789u1c2n641/dv+LSG7UKFOI8FARk7VJIJPc9jwPbFR/XWjX1zBGtkeN4BVGVcDbwTnGBnIxn2qci6ebSdNSYYadEHjKO0uB5v1zkg1xn9QdKWpb8L/p0ljwKOlrcrfQGmW9n1Xc2LKrdrq0nwNwX0wfpkcH2atNuNNg6mtGivIY5GjOCCPfs6nuAfp6gj0rJNdnOj9W2l3H/AFccqZ9AI5SQ3PtwT92rXre8X8Y8zEJGkILsTgDJZhk/RRn+8PeuvhyLJBSPBmg4TorVx8HtLkLFYpEJBxiWTAPuASag/gBcJb2d3auFW5ilJYYAYr2P1IDA/bI96s1x1hNqY/8AwowYz2mcE7vqqccfUn9KxHqrU7u064kuI2cTIwHiogGSAAchRtb2Oe+OahZYOTjHlF/BnouRouvr/Qnx6tJuy3SBSfclWj9fqErX6+a7DVLjr7UleadfxVsN8KiNBu24fHA5OVHFad8KPiG/VzSw3CotxGNw25AdexOD2IOM/cVeM020VyY2opmjUpSrmApSlAQnVvT69R6X4e7Y6sGjk58rD14I7jI78ZyOQDUN0z0W9nqYuLuUTSpkR4zgDcEnknzMcdlLt82AaulKiirgm7FKUqSwpSlAKUpQClKUApSlAKUpQClKUBmfXHVs9vq8kCMYljwPLwzZAOc9wOeMY/5V2w6muIJ8+PcYP8zu3+Dkgc/ar98QtHtLmyE0ziGUeRJAMljgkIVHLcAn3GCe2ayJndZMeGxGcZBXGPfkg/4VlLZnizPJGVpmi9LdaRKVWeJE3cGUYznsGfueQAd2fuAKhZpRpPxWvYxwLmNJUPucDtz/a/aqtFIHPHBHcEYP8A2+vavPUckmopBJEytc2Q4Cspfw852FQc5BP7Ej2rLNHxcbg+56uh6p+J5kXPT7a6l1cFJGQc7iRkfQgE84/T1r19aXeqaaAkbRyxSjBbaFdf5h8wGMetfrpvr2C90wMZI43x5lZlBB+mT2qE6o6wGrzLBbYlmdgEK9gx/Nu/6FcHFhzPMk4Kl+Dv5Vrep0kfvrzULeKw1CN2QEKkUSAnJcYkBxjsOB+lQ+q6pN1LokUZkaCzVF3Oxw9zPgA8cZUMMAYx2+mLN02LLS9REFwIJrhgHEzhS7lvMQc5wQQRj2ArMFvX1HrGASPuRLgKg4AC7+wxxXcwyUIuFfaeGcXJ6j6V0S0XTNKgiAwI41XnvwB3rAeseqLrTuq7pI5SEWZsLtX159RX0EzZNfOXxWsTY9cT+0mJB/eA/wCINeD6f1/j5ZRqu5VQXLLDbadL1L0jbX1oAL60kKuIxguAdwJHGTg/qCRVu0LphNE60s7sZje5yssHorujM2CPQMvY1nPwr6tXpvVmSY4gnwGPorj5W+3of0ra4J01TW7MxsGVWZwRyMBGGcj0yy8/ar5MvUR6uMK8rfP+mS4rQy5UpSuweIUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKApPxK0GfVY4ZYAXMW4GIEZIbHnGTgkYxjvgnHtWVs/gTFWyrjurZDD9DzX0VXJqGmQ6lHiaKOQf6Sg4+2e1UlCzz5unWR3Z8+X93HbQbpmKjspAy2fp/1iqTcamRq7TRFkbfvB7Hd3JwCRyfSr98XekJdM1jxY4sWSqu3aeFJPmXBOck/wCH2rOre1a8u0AUgSuFH6n0/wCf3qFGj19Lhjihd36ljcSdWXAeCxkkk58V1JwznnOVwBjnj7VMaJ0FrE0DIiLbJnzEugbnnkrljgHtmtU+GMawaWyptCvh0wMeUZjI+4Kc/cVcQg2Ee/f6+9XUQ8z7GR6X8Lo9J0IXLSs9z5HBI8i5IyMevBxn9qzHqvRLnpfqAiaMod5eNu6tg5BVux9OO49RX01qUfh6asK8s+I1yfbuSccYUHnHtX71FRfWhSe0Eqn8oMTD/wCQr/lUOKJhmklTIfQ9ei1bSYpQw86Akex9R++e9VD4t9KnXrFZ4TmaAEFf5k74H+kDzU7F0xawHEAuLPe2PDdd0W79CVXPA4cDtxk1KwdIPyJbjy/+mm0/uxYf4VwYfTMuHP4mJ7HrWTDVtv4PmC0sJL27EUaO8hOAigk5+1fR/wAKuhD0lp5eZs3Eo8yg+WNeDsHOCc92HfjHbJkNLu9J6cdkikgVyfOwO5if9Jhk5+5q0W1yl3AHjZXVuzKQQf1Fd5I8s8mrZHtpSlWMhSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKA49V0yHWLJop0WSNu6n/PjkGoXStHtIr2VfBhEqHATavkixtj2jHCFR3HchvUVZqonxMBsp7S4iZkmLmEFM7iCrPtwM7hlDxg96hkN0iyTaRFjKAROOzoACP0+Uj6EYrkkvriyTzLDLj/AMxS6D7kbWXP96o7Q7u+n05TIHLknIaKMDGTtOS6k5XHoageq724toJJHMKBcDaIoy7FjgjOdygg45A57mjdKy2OOtpep7bLqy6vdam2RwsqEqGIfA+Xyg5HLA5zj/KpVeqbh7hYfwglkb0SUjAzgu25MKvHq3cYGTVP6duTYvFGNu5z2AVc5yTkDByBgcj71fLCc6VJLmGVzIQ6ugU58oG0ksMbceuBg8VycfWyebTOVROl1PTQxRVLci+pNDkurSQ42sy4wkjqvI7FjKM/og9eKouoXl0rGK7lmZUJRNzHayjHBHqwBAO7JJ9Sc4vfUE13e27FVjhLHw4wCWlJYgDzjhFJJztBOBkGmodLpb9ORxE7gSkJ3AZIeRV3Z75yd2e+STXQhmhmT0PY52XE9FN8maQhZbokP4SqjMxwDuwMIoXIyxfao+5rRPg2szafO7kBCwG0HI8QDLMPbKlf2qBvuhIpr2FkbwUIxK5y5UHADLu4HnDoSeB5cjFaro2lRaLYLFCu1F/cn1Yn1J96vGNHnx43Fo7qUpWhsKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQCoWNlg1SYzHDk4jZuB4eFO1SePmzkDnjJ4xU1UR1dH43TF0uAS0TKAccswwoGfUkgD6kUB7JtUhgGDIpb0VTuY/ZVyx/QVUesoF1HRZBKroJBhI2I8R3HKnaDtRcjJJ599vaurpPoxtFkMhmKu64KRqgAGQduSCSc+ox9q5/iVbRW3TEoUMZ5lKRgBmkkcjgZ5bCjLYHHHoKjlbiDdplG6Y1jxtORXYR3BSSBXYrncwBjftnarLsz7496hfh3fXll1okTiZvMROHLkAebz5PYAnPfDEj1xUlrPR88sRkhxF5FCxgA+QbQzE8ZZiWJJ+cnaobvXolvbnR7lUuYp1Kv8iyMdwCAlCB+U5z7foK5uTp3GMkldnUWWOXvuX+96hK63GVCt4MnKE4ySrKcHtkBs8//ddXVGsTXEEaxwtHtkSVizJzsZXVRtJ4ZlAJ4x/lm9j1DBDfRSsoB/imREBI3E+RDgYJUZGT7Vx3/VjXMisDudrdELEMcYyWYj1x3z2715cEc+KscFS9vyaZMOOTTr9m66Bdw6vYeLEVZGLccEoW/rEP97kiuqwR9PYR/ND2Rs+ZPZG919A3f0PvWffDq1ubPQUCr58sVYAA4DEGKRWIDEH3KlfQkZq6Wmpy6haMBAyyZKEll2q/rnkNx3+XkYwTnNdxcHJkkpNIsFK8KML715qSopSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAK5tQtfxlqVzg5DKfZlIZSfcZA4rppQFM1vrqLRjMkkUhmi7ouNvK7gQ5/Lgj0z9KlNN05rqAS3ODO4ByuQIgcHw4z3AHq3dj34wBU/ilpvh6hHOBlZU8N/7S8r+6lv8AVqv6f1tew6Q0W9CFyiSFcuAuR37EgDGSPTnNV1b7mLyqMmpbFk1LSW1bWpoYpJZSrI80kjDw0ZSGihwo5K5LlRgnK5YZNemXpFtOlmvbmZpHjdrgFtuMou2PPHr374AGPU1bOi0SPpa2KndvjDs/qzsMuxPqxbNVX4i9QR38H4ONgyu6rMwIxgso8Me/Pf2xj1OJZq5JEQnQ0d/oCxKzEyTB2lXjPibVHA4ztLS88gEe5r96B0MmoWbNGHgjdjE6IQC0YKxTKcgnnYxyMZya1hECgD2qF6Rm8XS2BGCs0ox9GkZ0P6oyt+tKLOTaOXpNW02WW0lbdIjb0bGPEiOAr+xYYw2PXn8wqV1DNm3jr+UfxB/NGMkn+0vJB+49a9HUloZbVZUO2WF1ZXABIUsokXnuGTPH29q9tzbXN1C0TCEI4KtIGfdg8HCFcAkZ/OcfWpI/JLg5Fea8AbRgdq80ApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQEX1Lpf8ATGiyRfmIyh9nHK/png/QmsJWAnTgrEqxBDfRmJz+xNfRVYx1loZ03VpUZT4cxd0PoQxLMufdSSMe2DWc13PN1EbSZZPiPJBp1h4Ee5ZJQCwWSRVWMd2KhtuWxt7c8n0r9dH9ERy6UZLhctKv8NSOYlPZue0nYg/lwPXNV7pWyk6s6lD3LZKESy44DbSBGgAPCk4OPYEetbFVlvuXh53r+CJRLl4RGQqnGGmDfpuVcfMe+DwM/mxX5vLZtNdZIULKFCPGp52j5XHuyjIx3I+wqYpVjYiy7ag4UI6x5DMzjbnByFCnnkgZJAGM+pqUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFcup6dFqtm0cyB0b0PofcHuCPcV1UoCl6T0O+ka6ssVyRGOCuzzMv8hOcEZxzgH/OrpSlQlREYqOyFKUqSRSlKAUpSgFKUoBSlKAUpSgFKUoBSlKA/9k= 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 ​

 

una torta per festeggiare
una stella solare
che con le dita sa contare
ed ad un numero vuol arrivare
però mi sa che deve ancora contare
forza BIGIETTO bisogna zappettare
ma i miei complimenti ti voglio fare
BRAVISSIMO !!!!!!!!!

 

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Complimenti BIGIETTO..... contadino perfetto
ma la zappa riprendi .... non so se mi intendi
il 98 è li che ti aspetta.... su dai.... zappetta in fretta

 

complimenti !! bravissimo !!

 

congratulazioni ​

 

bravo bigietto complimenti ottimo lavoro

 

E bravo bigietto che tra una rima e l'altra trova pure il tempo di zappettare e livellare complimenti ora ecco un nuovo aiutino per...contare i pe per il prossimo livello

 

1....2....3...complimenti anche da me

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Bravissimoooo Bigietto ...!!!
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Bravissimo!!!! No ....superbravo !!!! Stasera andando a dormire conterò le tue pecorine !!! Simpatica la tua matematica e spero di non contare con le dita, si attorciglierebbero tutte per arrivare a 78 !!Complimenti!!

 

Tantissimi complimenti!!




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... per te una calcolatrice meccanica di grande valore!

... eviterai di usurare i polpastrelli! ...




Un brindisi ci sta per festeggiare!






In ogni flute troverai almeno 97 bollicine!


Bravissimo!!

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Complimenti anche da parte di io grande livello continua così

 

Complimenti!!
Un traguardo da... 5 stelle!!!

 

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