{"id":1134,"date":"2014-04-10T23:18:24","date_gmt":"2014-04-10T21:18:24","guid":{"rendered":"http:\/\/www.office-guru.com\/wordpress\/?p=1134"},"modified":"2014-04-10T23:21:48","modified_gmt":"2014-04-10T21:21:48","slug":"grafici-che-includono-il-concetto-di-rischio","status":"publish","type":"post","link":"https:\/\/www.office-guru.com\/wordpress\/2014\/04\/grafici-che-includono-il-concetto-di-rischio\/","title":{"rendered":"Grafici che includono il concetto di rischio"},"content":{"rendered":"<div style=text-align:right;><a class=\"wpptopdfenh\" target=\"_blank\" rel=\"noindex,nofollow\" href=\"https:\/\/www.office-guru.com\/wordpress\/2014\/04\/grafici-che-includono-il-concetto-di-rischio\/?format=pdf\" title=\"Download PDF\"><img alt=\"Download PDF\" src=\"https:\/\/i0.wp.com\/www.office-guru.com\/wordpress\/wp-content\/plugins\/wp-post-to-pdf-enhanced\/asset\/images\/pdf.png?w=584\" data-recalc-dims=\"1\"><\/a><\/div><p>In questo articolo vi mostreremo cone sia possibile includere in un grafico un concetto di &#8220;rischio&#8221; e &#8220;opportunit\u00e0&#8221; per dare l&#8217;idea della incertezza intrinseca nei risultati che vengono presentati.<\/p>\n<p>Nella pianificazione di un progetto spesso si valutano scenari alternativi a quello base e si ottengono dei risulati a volte superiori a volte inferiori. Si usa la parola &#8220;Rischi&#8221; per indicare la differenza tra il risultato voluto e un qualisasi altro risultato <em>negativo<\/em> e si usa la parola &#8220;Opportunit\u00e0&#8221; per la differenza tra lo stesso risulato voluto e un qualsiasi altro risultato superiore allo stesso.<\/p>\n<p>Se consideriamo una qualisasi variabile da rappresentare (ricavi, clienti, utile, margine), questa sar\u00e0 influenzata per il futuro da &#8220;rischi&#8221; e &#8220;opportunit\u00e0&#8221; che si vogliono rappresentare su un grafico:<\/p>\n<p><img class=\"aligncenter\" alt=\"\" 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\" \/><\/p>\n<p><!--more-->Vediamo un esempio e costruiamo passo passo il grafico<\/p>\n<p>Questa la simulazione finanziaria creata con uno scenario &#8220;alto&#8221;, uno &#8220;base&#8221; e uno &#8220;basso&#8221;.<\/p>\n<p><img class=\"aligncenter\" alt=\"\" src=\"data:image\/png;base64,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\" \/><\/p>\n<p>Creiamo a questo punto le seguenti righe ce ci serviranno per il grafico:<\/p>\n<p><img class=\"aligncenter\" alt=\"\" src=\"data:image\/png;base64,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\" \/><\/p>\n<ul>\n<li>Rischio e Opportunit\u00e0 sono balnalmente le differenze degli scenari &#8220;alto&#8221; e &#8220;basso&#8221; rispetto a base<\/li>\n<li>La serie &#8220;nascosto&#8221; ci servir\u00e0 per costruire il punto basso della barra<\/li>\n<li>La serie &#8220;alto&#8221; ci serivr\u00e0 per inserire i numeri nella parte alta della barra<\/li>\n<\/ul>\n<p>Creiamo il grafico a barre:<\/p>\n<p><img class=\"aligncenter\" alt=\"\" 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\" \/><\/p>\n<p>Scambiamo le righe con le colonne:<\/p>\n<p><img class=\"aligncenter\" alt=\"\" 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\" \/><\/p>\n<p>e otteniamo<\/p>\n<p><img class=\"aligncenter\" alt=\"\" src=\"data:image\/png;base64,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\" \/><\/p>\n<p>Ora formattiamo le varie serie nel modo dovuto:<\/p>\n<p>Serie &#8220;Nascosto&#8221;: senza bordo, trasparente e con la etichetta con il numero posizionata &#8220;in alto&#8221;<\/p>\n<p><img class=\"aligncenter\" alt=\"\" src=\"data:image\/png;base64,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\" \/><\/p>\n<p>Serie &#8220;Rischio&#8221;: \u00e8 gi\u00e0 rossa, niente di particolare da fare, aggiungiamo un bordo se preferiamo,<\/p>\n<p>Serie &#8220;Opportunit\u00e0&#8221;: \u00e8 gi\u00e0 verde, niente di particolare da fare, aggiungiamo un bordo se preferiamo:<\/p>\n<p><img class=\"aligncenter\" alt=\"\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeEAAAEhCAIAAADHwI\/tAAASe0lEQVR4nO3dPYvc5hqH8fkmKYzBJGAMIY3qEDDh4EOqpEvWBzV2l9qQSgMpjDC4Cm4OqDu1mjSnOl9CH0anmJH06P1lNJrnfv7Xjy28s94d3fbqsvxoVjp9+fIlAQD458uXL6ckSUoAgH+SJKHRAOApGg0A\/qLRAOAvGg0A\/qLRAOAvGg0A\/qLRAOAvGg0A\/qLRAOCv+Ubn8akS572HorQ4ZDsBQNFMo\/O4KbPzWFXmIo2oNADczXSj87hX6M5jTrABADubbHSRRlEUtZc6ijRyG12k0USjsyyrr970559\/3vsCUQAeK8uyvRulLplpdNPj67LHqkZ3nunWjQUAMcsbfV3k6DR6+VoHjQaAtSYb7Qa5Pj3onidcc86QRgPAWtONvlS488q7wZfjLXqmG7cVANTMNXrXZzrgWQAgJDQaAPxFowHAXzQaAPxFowHAXzQaAPxFowHAXzQaAPxFowHAXzQaAPxFowHAXzQaAPxFowGv\/fif\/x3w9ugpMYpGA16j0eJoNOA1Gi2ORgNeo9HiaDRskO0UjRZHo2GDbKdotDgaDRtkO0WjxdFo2CDbKRotjkbDBtlO0WhxNBo2yHaKRouj0bBBtlM0WhyNhg2ynaLR4mg0bJDtFI0WR6Nhg2ynaLQ4Gg0bZDtFo8XRaNgg2ykaLY5GwwbZTtFocTQaNsh2ikaLo9GwQbZTNFocjYYNsp2i0eKmG12k0akR59eH87h+LEqL5c+0w\/ZClWynaLS4+UbXZa7kcV3mIo0WV5pG4xaynaLR4tY3Oo\/dh5xgzz\/T1o0EaLTi7ChXrXVcytzJdpFGE43OsiypnM\/nBNjqgE49esRhxzR6r63NsmzfQiFZes4wjy+VXtXozjNt3kpA9ljymEY\/ekqMWtzoalWj02jWOnAM2U7RaHGrj6Nb5wk5Z4ijyHaKRoubbrTzIrvOwfPAo\/PPdOvGQphsp2i0uOVrHTs80wHPglDJdopGi6PRsEG2UzRaHI2GDbKdotHiaDRskO0UjRZHo2GDbKdotDgaDRtkO0WjxdFo2CDbKRotjkbDBtlO0WhxNBo2yHaKRouj0bBBtlM0WhyNhg2ynaLR4mg0bJDtFI0WR6Nhg2ynaLQ4Gg0bZDtFo8XRaNgg2ykaLY5GwwbZTtFocTQaNsh2ikaLo9GwQbZTNFocjYYNsp2i0eJoNGyQ7RSNFkejjZHdXRlccHaUNNoc2d2VwQVnR0mjzZHdXRlccHaUNNoc2d2VwQVnR0mjzZHdXRlccHaUNNoc2d2VwQVnR0mjzZHdXRlccHaUNNoc2d2VwQVnR0mjzZHdXRlccHaUNNoc2d2VwQVnR0mjzZHdXRlccHaUNNoc2d2VwQVnR7mw0UUanU6nOK\/ez+NTJUqL5c90w3biSnZ3ZXDB2Vcp0mh5jgxZ0OgijaI0jetG53Fd5iKNFleaRu9CdndlcJHZl21eHrcOG8uyaXRorZ5t9HXgvG5086vrewv\/PGj0LqR2VxeDi8y+ZPOKNIriOGpHWrTR9bh1mYu09Scz\/eeRZVlSOZ\/PCW52wO766BGHMbiJ2bMsuzFJCxp9qU4nRZdH8zRqr8M6C7Ptw24zkqlGO38I2xrdeaZbNxYcTjJ46LPPb17\/yLH1sNMkdzF2zcKsVyYb7fwTVP\/L1Gk0ax0Hk9pdXQwuMvvs5jkNbuVnoNFbF2a9MtloRzPs1n+aaPQupHZXF4OLzD63ed0jxzpASxptcbljfaPLjUs8NHoXUruri8FFZp\/ZvM7BcPtVZnprHXs\/0wHPEjyp3dXF4IKz9\/XWK5oH6jZffp5D45zh3s90wLMET3Z3ZXDB2VHSaHNkd1cGF5wdJY02R3Z3ZXDB2VHSaHNkd1cGF5wdJY02R3Z3ZXDB2VHSaHNkd1cGF5wdJY02R3Z3ZXDB2VHSaHNkd1fZwf\/4178PeHv0lBhFo42RTZXs4DRaHI02RjZVsoPTaHE02hjZVMkOTqPF0WhjSJVap2i0OBptDI1W6xSNFkejjaHRap2i0eJotDE0Wq1TNFocjTaGRqt1ikaLo9HG0Gi1Tqk1em7ziubO3yebN1ZZiUYbQ6MVOuWi0b1Gu7e\/MnpzlRVotDE0WqFTLho92ujmPlnujWjdm9C27pPVvG8q7DTaGBqt0CkXje41enKtow535zbgo7cL9x2NNoZGK3TKRaN7ja7LnMfVMfFQuS8H19cat36DqYVsGm0MjVbolItGjze6Omh2F6ZbHy\/rUqdm165ptDE0WqFTLho93ujqOLpZmC7zuH+QXKSR4UjTaGNotEKnXDS61+iBJYvmpGEcx1FadH5fnLc\/09BSB422hkYrdMql1mh00GhjaLRap2i0OBptDI1W6xSNFme10bKpkh1ctlM0WhyNNpYq2cFlO0WjxdFoY6mSHVy2UzRaHI02lirZwWU7RaPFzTR6+BWFzgVMlr\/OkEbvQnZw2U7RaHHTjc7jgasAOj\/TU6TR4krT6F3IDi7bKRotbulaR+sqgM5PVDrBnn+mrRs5QDZVsoPLdopGi1u81uFcscRtdPcCJm1ZliWV8\/mc7OeAVO24tTuSHfyATj16xGHHNHqvrc2ybMc8oVx+HF2vaqxqdOeZtm9mj+zhpOzgsseSxzT60VNi1NJGD14FsGSt43Cyg8t2ikaLm2y0u\/RcX03bPU\/IOcPDyQ4u2ykaLW76OLp7Q7Ar57V3yy\/ISqN3ITu4bKdotLjlax07PNOOX41Uqe2uDC44O0oaTaOt7K4MLjL7uw+v3zy96Ly9+\/D60dt1s+Xn7tpoNI32d3d1MbjI7G+eXvz19y+dtzdPL9zfM3dv8F0sf81aS3XmbuDTt31FGk2j\/d1dXQwuMvtsozt3LBy6geEuNjZ6p09v0Gga7e\/u6mJwkdlnGl30bx1bLyLk8eXWsq3D68EHB1\/4UKRRFMfR6XSK0rx9paLOS9wuv2595frDRRr1Pr39fCv\/SaHRNNrf3dXF4CKzzzR6YFW3zrZ7SO2Gu\/fg8AuIizRyX6nWuQH5YKNPzi+vv6H6tPHj6JUL0zSaRvu7u7oYXGT22xrdJLZ6Z+jB4YsOdaq6pNH9B0cbvXkNnUbTaH93VxeDi8x+41rHtkZXP553t0a7m71ypZpG02h\/d1cXg4vM\/vO7b\/uvvfv53bfVx\/srEvW7zrJGs4Ix9ODoWsdEo69P4jzfmkY7h\/9rT3LSaBrt7+7qYnDB2UeMLRsMnsQbPrM3ds5wYHWiSf3lvXTZcXT7090njOOYRtPo8HZXBhecfaX2EsbUg5bQaBptY3dlcMHZV6LRNz\/Tjl+NRqvtrgwuODtKGk2jreyuDC44O0oaTaOt7K4MLjg7ShpNo63srgwuODtKGk2jreyuDC44O0oaTaOt7K4MLjg7ShpNo63srgwuODtKGk2jreyuDC44O0oaTaOt7K4MLjg7ShpNo63srgwuODtKGk2jreyuDC44O0oaTaOt7K4MLjg7ShpNo63srgwuODtKGk2jreyuDC4y+4cfvn\/7\/Fnn7cMP3+\/05e1dBo9G02h\/d1cXg4vM\/vb5s\/\/+8x+dt7fPn1Ufdy\/w377N96L2Djd68ac\/AI2m0f7uri4GF5l9QaPdW5usLSvH0ZPPtONXo9EKu6uLwUVmX9Ho4bsI9u6B1dylKkqL4VtnrbwN7KFoNI32d3d1MbjI7OuOo507x0ZpMXSU7Pym67vOPWN7NyH0EI2m0f7uri4GF5l9xXq0k9UqspdjZqfTnUTP3SjWQzSaRvu7u7oYXGT2xcfRRRo1+W1H1il1+I2ul3J6\/13oPzz7TDduq0vqu9bF4Awe9uzvX73sv\/bu\/auX1cednBZpNBrZ6mOtkpfhNTqPrxvuDtpeBFpcaRq9CwZncJ3Zh7RyWsfo8qh7xrBOcXtxJLRGN5oZ2qvy3f9JTD7T1o0cIPtdy+AMrjM7ysWNbv5T4fz34vruRKOzLEsq5\/M52c8B37U7bu2OGJzBfZ49y7JdwoRasqTRbpdXNbrzTJu3su+A79odt3ZHDM7gOrOjXNLozppzp9GsdRyMwRlcZ3aUs40e+GFLt9mcMzwcgzO4zuwoZxrdOks6+LOVK370nUbvgsHv9\/buw+tHTznggMG9\/UtHafdnWGS\/a2UHf\/P04q+\/f7nr25unF4+ecoDs4Lig0cZSJTu4bKpkB8cFjTaWKtnBZVMlOzguaLSxVMkOLpuqn56+efP04q5vPz198+gpMYpGG0uV7OCyjR68xtC+b84Vi+AdGm0sVbKD02garYlGG0uV7OA0mkZrotHGUiU7uOyyLI0WR6ONpUp2cNlUyQ6OCxptLFWyg8umSnZwXNBoY6mSHVw2VbKDj8jj1v2fBu4yu7cH3wCARhtLlezgsqmSHXxEHp+iKHIvHkSj93umHb+abKpkB5dNlezgI\/L4FKVpfUHOzr2vOndadS8LV92CtnMr1oErxLmfFUX925BvuqjcZjTaWKpkB5dNlezgI66XrK+uXD9yHH35cPeDvcvdD15puftZ7ePorRdn3oxGG0uV7OCyqZIdfETV2evdRlpBbV1N+Vry9kWVO0Udvjtr+7M6jd56Q9fNaLSlVL378PqAwf28jLJsqt6\/evn2+bO7vr1\/9fLRUy7XVLFa9Ri6j1\/37uGn0ynOFzS6\/d6l1DONvvdyB4221OgDftaOH7eD35zQXg+bBw6T8\/jUznGRRqc47S1NzCxcXKrPWscmNJpG02hJrYPhPG6dt2tO5sVxHKW5u\/QR52VrMWT0nGEx9lmcM1yFRtNoGg0FNNpSow+4ZgWXrQC8QqMtNfqATnmbKhoNTTSaRttIFY2GJhpNo22kikZDE4221OgDXirr7atleZkwNNFoS40GoIZG02gA\/qLRNBqAv2g0jYZ9nZ+3a\/+s3BE\/DIe7odE0Grbl8fV6QZ1GU+Yw0GgajRDQ6FDRaBqNEPQbzVJHGEw2+pjLKO+1tcABRi9knMdU2rQFje6ejmhdmm\/5xVN3bPQBl3\/z89pvwJjxi80fcKsQ3NFMo4dOR3Susb30r59GA\/fDcXSoFq11tP76t97Oi0YD9+DeDbv6n637GIG2bXWjOyeM27eR6cqyLKmcz+dkJz\/99vXdr6H829d7be3Rfv3udDp992vzwO8\/flXtrl\/9+PvjNuwAyrP7IcuyPbqERnLXRneeaetGdnEJtDHDa1Pu0lS4B1XKsyNgtzb6IWsdNHra2NKkwskj5dkRpNWN3nxbXBp9mE6nmtfKChxIKs+OIM00euh0xMbb4tLow4wdSx5yp\/kHU54dQVp0HL3XM+31pWj0NOWXyirPjiDR6NAb7b4j8FJZ5dkRJBodVKOH1qbcSzeEHCnl2REwk43m1nYARJhsNACIoNEA4C8aDQD+otEA4C8aDQD+otEA4C8aDQD+otEA4C8aDQD+otEA4C8aDQD+Cr3RzoV2uDAlAHPCbrRzyWDuZwfAIBoNAP4Ku9Hczw6AbYE3ukij0ynOL6Wm0gCsCbrRrTvYsdgBwB6dRnM\/OwD2BN3o9j3ueO0dAHMCbzQAmEajAcBfNBoA\/EWjAcBfNBoA\/EWjAcBfNBoA\/EWjAcBfNBoA\/LWp0ZsunE+jAWCtDY3uXJR5aaVpNACstb7Reexemqh12aK5Z1q7cQAgbnWjO5f4LNJootFZliWV8\/mcAAjap0+fbgoSepK7NrrzTKu3Lgiyg5fCszM49nJro1nrmCU7eCk8O4NjL6sb3TpPyDnDBWQHL4VnZ3DsZX2jy9Zr75bf2eTz589rNy4MsoOXwrMzOPayqdEAgEPQaADwF40GAH\/RaADwF40GAH\/RaADwF40GAH\/RaADwF40GAH+F2WjnByF7PwqZx6t+PNKW0cHrDyy\/KYM1Y7MXabT+jhSWTH23V+OH+g2vIMBG57G7MxZp1HyH5vHpFOftK2CHY3zwPL4+vuYCK6YsmL17ObAwTHy3Xx+I0jTQb3gRwTW6vyP2Hgmz0QsGL9dcS9aSZbMvv0ajGTODX\/+2w\/yGlxFcowd2xO5DYX7LLhg80EPJmdmbtY7wJp8b\/PKrML\/hZdDoUCwYPNBCL\/z3KcSFnonBnb\/sML\/hZQTXaNY6Rh4JsFC1ZWsdAa52TAzeOpMY7glTAcE1unvaZCBNYTZ6cvDLydJHbdn9jc\/u\/mUH+Kcw\/91eBvsNryK8RpetV1u1DyHaxxbhHViMDN59OMgdduwv3X1cavAGjTYtyEb3tF+gJER28FJ4dtnBA6XRaACwiUYDgL9oNAD4i0YDgL9oNAD4i0YDgL9oNAD4i0YDgL9oNAD4i0YDgL9oNAD4K0mS08ePHxMAgH8+fvz4f6rOjfM+B9ppAAAAAElFTkSuQmCC\" \/><\/p>\n<p>Serie &#8220;Base&#8221; trasformiamola in linea, formattiamola a piacimento e aggiungiamo le etichette con i valori:<\/p>\n<p><img class=\"aligncenter\" alt=\"\" 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\" \/><\/p>\n<p>ottenendo quindi:<\/p>\n<p><img class=\"aligncenter\" alt=\"\" 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\" \/><\/p>\n<p>Serie &#8220;Alto&#8221;: trasformiamola in linea, rendiamola trasparente e aggiungiamo le etichette &#8220;in alto&#8221;:<\/p>\n<p><img class=\"aligncenter\" alt=\"\" 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\" \/><\/p>\n<p>eliminiamo &#8220;nascosto&#8221; e &#8220;Alto&#8221; dalle etichette, spostiamo la legenda in una posizione migliore e il gioco \u00e8 fatto:<\/p>\n<p><img class=\"aligncenter\" alt=\"\" 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\" \/><\/p>\n<p>A voi il file usato per questo esempio:<\/p>\n<p style=\"text-align: center;\"><a href=\"http:\/\/www.office-guru.com\/wordpress\/wp-content\/uploads\/2014\/04\/grafico-con-rischi.xlsx\">grafico con rischi<\/a><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<table width=\"326\" border=\"0\" cellspacing=\"0\" cellpadding=\"0\">\n<colgroup>\n<col style=\"mso-width-source: userset; mso-width-alt: 3145; width: 61pt;\" width=\"82\" \/>\n<col style=\"width: 46pt;\" span=\"4\" width=\"61\" \/> <\/colgroup>\n<tbody>\n<tr style=\"height: 14.3pt;\">\n<td style=\"height: 14.3pt; width: 61pt;\" width=\"82\" height=\"19\"><\/td>\n<td class=\"xl63\" style=\"width: 46pt;\" width=\"61\">Q1<\/td>\n<td class=\"xl63\" style=\"width: 46pt;\" width=\"61\">Q2<\/td>\n<td class=\"xl63\" style=\"width: 46pt;\" width=\"61\">Q3<\/td>\n<td class=\"xl63\" style=\"width: 46pt;\" width=\"61\">Q4<\/td>\n<\/tr>\n<tr style=\"height: 14.3pt;\">\n<td style=\"height: 14.3pt;\" height=\"19\">Alto<\/td>\n<td class=\"xl63\">11<\/td>\n<td class=\"xl63\">15<\/td>\n<td class=\"xl63\">19<\/td>\n<td class=\"xl63\">19<\/td>\n<\/tr>\n<tr style=\"height: 14.3pt;\">\n<td style=\"height: 14.3pt;\" height=\"19\">Base<\/td>\n<td class=\"xl63\">10<\/td>\n<td class=\"xl63\">14<\/td>\n<td class=\"xl63\">17<\/td>\n<td class=\"xl63\">18<\/td>\n<\/tr>\n<tr style=\"height: 14.3pt;\">\n<td style=\"height: 14.3pt;\" height=\"19\">Basso<\/td>\n<td class=\"xl63\">8<\/td>\n<td class=\"xl63\">13<\/td>\n<td class=\"xl63\">13<\/td>\n<td class=\"xl63\">15<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n","protected":false},"excerpt":{"rendered":"<p>In questo articolo vi mostreremo cone sia possibile includere in un grafico un concetto di &#8220;rischio&#8221; e &#8220;opportunit\u00e0&#8221; per dare l&#8217;idea della incertezza intrinseca nei risultati che vengono presentati. Nella pianificazione di un progetto spesso si valutano scenari alternativi a &hellip; <a href=\"https:\/\/www.office-guru.com\/wordpress\/2014\/04\/grafici-che-includono-il-concetto-di-rischio\/\">Continua a leggere<span class=\"meta-nav\">&rarr;<\/span><\/a><\/p>\n","protected":false},"author":4,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"spay_email":"","jetpack_publicize_message":"","jetpack_is_tweetstorm":false,"jetpack_publicize_feature_enabled":true,"_links_to":"","_links_to_target":""},"categories":[5,36,4],"tags":[38],"jetpack_featured_media_url":"","jetpack_publicize_connections":[],"jetpack_shortlink":"https:\/\/wp.me\/p39IU1-ii","jetpack_sharing_enabled":true,"jetpack_likes_enabled":true,"jetpack-related-posts":[{"id":966,"url":"https:\/\/www.office-guru.com\/wordpress\/2014\/02\/grafici-a-due-barre-e-a-due-colori\/","url_meta":{"origin":1134,"position":0},"title":"Grafici a due barre e a due colori","date":"3 Febbraio 2014","format":false,"excerpt":"Le funzioni grafiche di Excel sono migliorate molto da Excel 2003 a Excel 2007 sopratutto per la cura dei colori e per gli effetti grafici che si possono inserire metre invece non sono aumentate le possibilit\u00e0 di rappresentare i dati con nuovi tipi di grafici. Ad esempio i grafici a\u2026","rel":"","context":"In &quot;Excel&quot;","img":{"alt_text":"Screenshot 2014-02-03 22.35.34","src":"https:\/\/i1.wp.com\/www.office-guru.com\/wordpress\/wp-content\/uploads\/2014\/02\/Screenshot-2014-02-03-22.35.34.png?resize=350%2C200","width":350,"height":200},"classes":[]},{"id":1609,"url":"https:\/\/www.office-guru.com\/wordpress\/2016\/04\/irpef-tasse-sconti-progressivi-e-sconti-regressivi\/","url_meta":{"origin":1134,"position":1},"title":"IRPEF, Tasse, Sconti progressivi e sconti regressivi","date":"25 Aprile 2016","format":false,"excerpt":"Normalmente in fase di definizione di un'offerta a un cliente si procede con un meccanismo di scontistica. Il meccanismo tipico e' detto sconti a volume: le prime 10 unita' costano 100\u20ac ciascuna, dalla 11 in poi si applica uno sconto del 10% (il costo di ogni singola unita' e' 90\u20ac).\u2026","rel":"","context":"In &quot;Excel&quot;","img":{"alt_text":"","src":"","width":0,"height":0},"classes":[]},{"id":496,"url":"https:\/\/www.office-guru.com\/wordpress\/2013\/04\/generatore-quiz-patente\/","url_meta":{"origin":1134,"position":2},"title":"015. Generatore quiz patente","date":"4 Aprile 2013","format":false,"excerpt":"Domanda: Ciao, Ho in un file excel circa 700 domande per fare dei quiz per la patente catalogate in ordine numerico, con altrettante risposte. C\\'\u00e8 la possibilit\u00e0, in un altro foglio dello stesso file, di selezionare casualmente 30 domande per la prova teorica? Spero di essermi spiegato. saluti Risposta: per\u2026","rel":"","context":"In &quot;Domande Lettori&quot;","img":{"alt_text":"","src":"","width":0,"height":0},"classes":[]},{"id":673,"url":"https:\/\/www.office-guru.com\/wordpress\/2013\/08\/selezionare-una-variabile-composta-da-parte-letterale-e-parte-numerica\/","url_meta":{"origin":1134,"position":3},"title":"Selezionare una variabile composta da parte letterale e parte numerica","date":"5 Agosto 2013","format":false,"excerpt":"Domanda: Fabio: Ciao, ho necessit\u00e0 di inserire all\u2019interno di una variabile il valore contenuto in un\u2019altra variabile che fa parte di un gruppo di variabili composte da una parte letterale e da una numerica. esempio, voglio costruire parole casuali, inserisco le lettere dell\u2019alfabeto in variabili che chiamer\u00f2 da L1 ad\u2026","rel":"","context":"In &quot;Domande Lettori&quot;","img":{"alt_text":"","src":"https:\/\/i1.wp.com\/www.office-guru.com\/wordpress\/wp-content\/uploads\/2013\/08\/parola_casuale.gif?resize=350%2C200","width":350,"height":200},"classes":[]},{"id":689,"url":"https:\/\/www.office-guru.com\/wordpress\/2013\/08\/normalizzare-db-con-laiuto-dellalgoritmo-soundex\/","url_meta":{"origin":1134,"position":4},"title":"022. Normalizzare DB con l&#8217;aiuto dell&#8217;algoritmo Soundex","date":"7 Agosto 2013","format":false,"excerpt":"Domanda: \u201cstoricamente nell\u2019arco di alcuni decenni, differenti persone in differenti modi hanno raccolto dati. La raccolta ammonta ad un totale di circa 3.000 celle all\u2019anno per ogni foglio ed \u00e8 un incubo perch\u00e8 lo stile dei fogli \u00e8 stato stravolto dall\u2019avvicendarsi eterogeneo di decine di collaboratori diversi che si sono\u2026","rel":"","context":"In &quot;Domande Lettori&quot;","img":{"alt_text":"","src":"","width":0,"height":0},"classes":[]},{"id":165,"url":"https:\/\/www.office-guru.com\/wordpress\/2013\/02\/come-formattare-un-numero-in-una-frase-con-concatena\/","url_meta":{"origin":1134,"position":5},"title":"Come formattare un numero in una frase con CONCATENA","date":"11 Febbraio 2013","format":false,"excerpt":"Pu\u00f2 capitare di voler fare in modo che ci siano all'interno del foglio delle scritte del tipo: - il totale dei ricavi \u00e8 1.344,34 - L'incidenza di xyz \u00e8 del 57,32% On verit\u00e0 la formula pi\u00f9 semplice non funziona. Immaginiamo di avere nella cella A1 il valore 57,32%. nella cella\u2026","rel":"","context":"In &quot;Excel&quot;","img":{"alt_text":"","src":"https:\/\/i2.wp.com\/www.office-guru.com\/wordpress\/wp-content\/uploads\/2013\/02\/formati_custom-300x254.gif?resize=350%2C200","width":350,"height":200},"classes":[]}],"_links":{"self":[{"href":"https:\/\/www.office-guru.com\/wordpress\/wp-json\/wp\/v2\/posts\/1134"}],"collection":[{"href":"https:\/\/www.office-guru.com\/wordpress\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.office-guru.com\/wordpress\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.office-guru.com\/wordpress\/wp-json\/wp\/v2\/users\/4"}],"replies":[{"embeddable":true,"href":"https:\/\/www.office-guru.com\/wordpress\/wp-json\/wp\/v2\/comments?post=1134"}],"version-history":[{"count":4,"href":"https:\/\/www.office-guru.com\/wordpress\/wp-json\/wp\/v2\/posts\/1134\/revisions"}],"predecessor-version":[{"id":1142,"href":"https:\/\/www.office-guru.com\/wordpress\/wp-json\/wp\/v2\/posts\/1134\/revisions\/1142"}],"wp:attachment":[{"href":"https:\/\/www.office-guru.com\/wordpress\/wp-json\/wp\/v2\/media?parent=1134"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.office-guru.com\/wordpress\/wp-json\/wp\/v2\/categories?post=1134"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.office-guru.com\/wordpress\/wp-json\/wp\/v2\/tags?post=1134"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}