{"id":71,"date":"2026-02-19T18:38:35","date_gmt":"2026-02-19T10:38:35","guid":{"rendered":"https:\/\/xlwings.net\/blog\/?p=71"},"modified":"2026-01-17T10:20:10","modified_gmt":"2026-01-17T10:20:10","slug":"how-to-set-color-using-xlwings-indexed-coloring","status":"publish","type":"post","link":"https:\/\/xlwings.net\/blog\/how-to-set-color-using-xlwings-indexed-coloring\/","title":{"rendered":"How To Set Color Using xlwings? &#8211; Indexed Coloring"},"content":{"rendered":"<h2>Method<\/h2>\n<p style=\"margin: 0in; font-family: \u5fae\u8f6f\u96c5\u9ed1; font-size: 14.0pt;\">Indexed coloring involves using a predefined set of colors, known as a color lookup table, where each color has a unique index number, as shown in the diagram. To apply indexed coloring, simply assign an index number to the corresponding indexed color property.<\/p>\n<p style=\"margin: 0in; margin-left: .375in; font-family: Calibri; font-size: 11.0pt;\">\u00a0<\/p>\n<p style=\"margin: 0in; margin-left: .75in;\"><img loading=\"lazy\" decoding=\"async\" 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5DnKKnF+SltLk6RNHyo2sUfQ0borSj\/YJqBx7ywDOPEHEo1Yt\/aac3PGOZ9jBVQ+WAb3lxeXNErufNwb7AY9ehfAB17QINzuFju3c\/QYRd6ig+kxdXu09+2kpn8kCjd\/iKW21k6deyFJfs\/uDXb731wVu\/hrvtg9soorYnrLhako25zQzeN\/BnQ3TdgZvgIyvrtwozA+eeE9fuPPvWbUQ67NFbL1v7V3lPG4rcnFPu1L8q0CXo2nm\/LKuzpB2KpuUn+vwO3MQHj9neCWKLLVXJKffEifxOzHjq3p8hdy5jQnSfV9D+Ex9A6L9WbCNUMfwHH7xs03c\/lu0EkV3dPy31PXC5qe1UMnSGy13hasiBsU28E7t0C\/oOaAe528YTlORDlCX3M1zf3aTS4H\/cH3LKXeHqOfE+Y\/Rdaw7Y1jdg13c3kEoT5dX3cqfglhmu5pa7H3bRxco0ziW5K9FTYHQH\/8JjNp0RyIbC7s\/QmX3sQnXqXOVq3Dqcoe82XBWKQPquNF7VkLe9RdUkaf0TTtBxC67ePLMpcxUYOeA75V8+aaNPv+F3cF7fUecojE4qLnUA5eijj7of3f8R9\/s6nkuntnGq2ahXF0fk2wiJpeiJZ5\/dfduzRLtVcBsSnv3WbQeUvQog9FIHWPO6FCi70fhWt\/qth6z0BNqJAY4UmK2rY71joGP5p3YaK+Jk5C6mW7GIFFNOkKaGux566A7jBne5+1eLf26nv82Dq5WffspKfDCCvSz3oW\/a6M932e1ViauNZ+y8P8pPraPi4WZX9J\/Eu2wHdtxIdowdyuD9bxnv7bBcD3izXH65N2Az8kqufYdV7t+0yj209Ok1MnTmW+x\/xrU9Ye5uTuWO\/aB\/nCuJGyf1qqgjM3VGQmhSjaTNl6UzXO6O0yyBg2GmGsS7RW+4vpc8r+51ueT+I3JPurCXuUT+Pa++u7i0x15JjM4I7rnc0Q4chyHvPMh+VqW+J5En3wka38yoZ3i\/R7ngu9DaYVu7x\/WgxnzqU0LuwNUk4u0zbbvO2PU96ch6JsjQ90e5vVpwZQ9p9z+jnvnmbjzWBaBbwQOEkSsUOm2CtsKQ63TC25555pl\/kttut21yqtzobVU9plSmdgSYWdj0uNtW5+HqhYLyuDAy95hButuOdn3hoYcs\/jHYq10P4OYVlUOMdgR3w1v8w29b6TctylTo5Ua+VoGymgKBmcVi+Y9l9ohwPmGxxlkqEEylhYS77rjjjq3ab009jjbltVe9X\/yZlf5XLlz9UzI77h1fsJFd3+t1i736f+y8P815p7zc3m1mZbYNckpEf5Od9y88bLE9knLEX\/8xLiyn6ApRtdTmo3fyZkZjZt2PeEtdO4P3XbYxV45v6RvOEN1PxLilwBPDfLN455kdPy4JUztLZ6xydzBsSmhxftEFQciHUlcybpw\/LMDVpC7G1GbL3TIO22nk13chug5GevJGjmMZCsczF8leFS0k7lb9qL7JntiHbfWMaxlzlVfu6FxtBEX2ThBlPSxMRqUk9Nwil6aSO2ccSTZ9tw2PdCr2aubPeD1TKlj6te\/PW0lBVX3xEutnPqtBYYg8HLUBcV5nyLvlH\/7Dt\/\/hF9hY8HSrPZS\/4\/vA5XYHJSBdbZ1C+Ye\/+LbNPa2z4iztiVzfJKUFeNG1wKY3sbFgkxNpNE19QcEcgM2ERYVwnlf+1VFNd6YRHbuXELVv6ypERIFIQwnpBmP3GWXtsvC3XYWjBWC4OldBdHqQZvYa124lek07s0NCblxd\/P1VV11Fm6Y09vs1eXD1TzJ2nZNb33zzS28OkDr40pvXWsdHyirSaVzX43soska0A5echONyluHCjS4tB96S3HkNjH5pgNThm+BdNoHVGwLa0Ax9ZwbvTO6FsNwKQ\/YKnt\/oipKSsDjdrcSslrUK1BHJ3WLzhaKb0HEWs+TOLKw6dfLx8ZX5ja643hAMuVsVuxB1LzRyt4w3CZdZ+oZzyh2vJBfEaOS8RhcGsCTlBn8bSuWumdcKQ86m73WvLm2+vHJ30L9a51ZbXrkDV9GCzYfad4zcU85TrbHxbrdXs+TOdMatthMxdiivvgNXiw2Py72teRfOWs\/U5VBm5w\/9+nG4nuH2KuQu3ob+I3XkBZfXM\/7f68c09XpP9UzgARQGPMEZLEaWCmy67k4LXbe\/o8GMCFm9gr++01aRAVcFKkl66Jnfdtsmlz6ZMBhDmVju6Nqtf29xX9rkNBSW9XyKhSaJ8LEIa7RdvecuK21SFydfNECq4JGKUXm7l7xiAaB8p4Hlgd2dR5fjTFzI83AWvEZzBOpIZaUflx4fPzU1hW3IT50ay7JXOeQ0P2MnNd3E0oc\/pErqQf89gfFgcNVVuUDZcU9tX3X5+VXbL+\/cfnnV9lWbsW3fsnP75rHcuHqXnfdJ\/k4Ac7PONTYT2Cw3XU94bndq86pVqy5j69N2RKds42ei0DIuVfOuwn7wmbv4NB\/gaqHB25GDLGATL0ORGwa8h9OdWgVR07Z91fMkeTrA3\/C4BVe9hsOzwwwkhhnndMjkXqo7xbDhsj6jTLnzZk8\/di+UWuyO\/KnnidnLO43woTuKfdt8bT+yzBGK8uoMDMZ4jI9byvtC0cXwFdnPNwVh74TOKLUhrimyfYtV3xPLuKUmeBeiR4KYGkYzE\/kco7z6jv7VSAw2c\/xTO4lbMA2Bk9BBeAK22\/TdSVqWPpue3Ae0HbfDn1U3dmlq4vDfHlxnRzZez5TqYUH2S3emFLtazUnoOvL8mK2\/qS5a342+W6oaIXfYmwl\/1IOcoGy3YxLUM5efh7qr3aqdl3dSjblqyxRw1QKsKU72fyvf8xkrNk0SNHWxAURU6LYLHSjNgOsCmwDJRwmWh4Kj+w0caw4MtApMj6am9p2aOrUPu6lTiAKicLBv35hTVqDYIlwED4VLFBhCIlCOfvAK1WU7rHTA2Mm4OMW0wUz3UuheomMqo1DGvDI16ZO5aZOLrqnw1BRBuVW5KgzHy+W4HFfLZXiKUQSHY87mfhe6QQrs5MDYxR3PfR40HODo5T6smodEl9JHHcQaJ35uo5vNvLIBhEofNJVEB4j4cRA1m42ICPtmk\/ZBFIyLSZzqyqIt1lnaYRinO9C3oGg\/11HfgquVG6ysP22be1sS7TNu3AwbYTNqhlEUwkUhYmHUmCK5D1M9rtfLDQ7MTfDO2FY3QHIfpEJULkTc5ATvN99888CG6M\/hJO+RjzHkrMh2DJkTt+C5uaTuoEm8j0veUcEGJZcX0FC89+WdxjjvwJbYL7E2cJK7Yla7dCd5R+9mWRhtfkysK2mT+LFv0P9AchfvQ4E\/Va+Lqb+p3AdvwKYzDgZQ+Cy3krv2KfNqP87\/cg8DQ8f4paEz0JcmMaxvoqFkb5d7KbogWgog9\/5zmiq7eVaHOEAbgRuzjs\/KiWGBmyMhd+BqWOR\/GoojSRPXWm\/0DVj13QndThBxfY\/6cleS117quxsXElfMESKd6WmKUht1xOdmEa42vJBpghsHmmfSdyV9ikTNcYevo6IqGV+MckQ981zP9Ti31TO+aNhyPGs98\/OfW+f486HMThIHjWYDhCBqNOGxazSKU84qYBuaMjHkRjkyO6m7kyK6kVVtXnnZ5yU2IekA2au6l7OrzgeuUmZVpC4PmS1znjEN98QUMncJkVWgkVldm\/KlmwdsIkBSrhqX4eHiuDzjRMNt2OwobYguZA49+qPZTbN0NeOFYpOC4X5gL6uxrUcPbntwG3kdKHsVCtbzADPSN177NH76Szn0CElyGHiae6CUyh8zdgef9D6eD+T2t208\/eBpbPAPUqD96W1511vKGnokhsDgURFPC73820gYu3Qfst9jG3gF18S4idDhxm3yHbiO0S+xMFjzDptKGnE95PaqMhgtJHlHM65YVaK9DayCa9zB7yhQ8t9olzvaAz0xSPF+21AMpMnhal7Qdhi85DYYMZoX6y2xllx\/22kwr\/hVRJpDt2DTGczWEKvfOL2hR+kQJHMvgne3jPWWWFusTWfIhuSGS73b8Rs+x5bONvBKolcyN07pjGx\/b\/kW3vPqjOO0sBIJ4x06o83dQS8bGRwvjIOSGBCg5a5UXEtd\/Q0kd9kUQ9fmrdCO4X1g0JoeAMblXu8WO6LfJO+zWipFnTqf2OUUSN+VlmjB64fWru+2li0na+jRG+x1il6\/E971EGQ8q7b1Z+Sch4vEOORMXsWovsRtbEMfpQLEARxUhhcSi\/B6RA5QLs4aFkttoX1HoExYQ+NyTTJyZzXEjnX6\/Zsqh2pM1sOAUtcthhqaFCQNwtQ2p4FRVjY8QyKlu2hWBnXKjz322C6Lfxln9F1aUMczmdEeTZk37rHSguoM9lQR5nq6f1gnkcMorsqO\/S\/uJ4\/giyZKRwfyjltqYKLO7m+ZrR\/Z\/Vt7u8Rw6uKeXy0\/L9zy5Qt5Mjv+wheJ\/lWFffrrjba2VGCbaFxq7ALfFuLmgwJVnjvYuNxKkndcWNqr+xnX5vCA5L0elwoRnwnpKLlbiMsduFoStVRjT07eW0GCBgD2b3T2WHlfY+Eds+RKclmrZir3Yfn\/9jHxtweOGMOSW+5xgNEzfORRxy73v7byjn9NDKpdgty3arljt0sH2IS+u7FlzSIldwpevO9FE6NDoTOlMMZ6S6yK7exYQ4K\/V0tf7xCu22jDVbwTiM5hLfddu+8Y1hub3BNhqJPce+wPxKS+nwsrQu7mWR3gX9+FrZ4pu35c4E+MTd\/pfxCmfis4V+DD\/AK7vu8RL\/\/dwMXURqaGrq5niLT2mH\/ANn8VMk\/Ew37osb7EEdMeJHQGOUv8X\/uDnffzslENlZR8fyeO131x3f41r0J51qX+rzBXZQjFCM0IGdtAuUF0a8UzBExwkwCpAZpp0\/BbA8CY2qIN3qGsXjfeuAdO+ikF2gOobDpqh7OHB\/Yv7N+zf8f+hYWX9y+8uLBfhQsLBxx0DqE3FgGm6yivcRR4hjT1E41GdkO9mp9yFEuDaQw+xrk4p41AzZml4dCqLOTTiRkTjJ78HQ1cpjPUidhuorHM6nrInm7B1cuuXgaPwOx0\/Oq8uGpvDs1opuD1Ztbk1w35cJV4tlEGror2GcH7zWjaxWbDVZ\/re9aEOjH51QG0CEh3ly3bkfp+bAfkLqy7UlwncGQiQbNcrykUrVqZzaF+I\/ZaMV9\/JudkQHTCJL7oH\/Uz5W5Z9s935Ip6qik3bcml1nQdl3InaOGNelkTd4XcY9g8YvFayB3UE33\/P7DoO11cyh1NuWljrr4J3awomuWAqxhNPfyvZU4g5fpeQu+omAitdUbQDovOKEwWy+dVbug1nGu+jRf6jlch0c+XX9\/PoX+Vq2uqM0zyy5ZZntWwUG+JAqgJPVUaYvvfdEO6kHvSLSYxH7iUW+6tiu+Iv5x0xib4ZRadwYw8yxhye1PuzT8R\/U0Y4MihMWvyq6gjqZ9LXDvRnO8wTms+3NWYq4JFDDysx9fzynil1RVUGqZwElqWsdSscSdovdl00dkxWJeAYFpgQWXo4SoSjC8WaWGGJ+FY8OTjemkFtdHpprsVF6SLqgsDYkMFSpKuBq5yAhDStFlNZg+Tc\/mePfB8W9ATdPtnt30Fq8NrRZ0\/+i80YIkFR+\/t59Sl0BxgYG3\/wpQYLFthpdy4akyf83j7HtyWW5cd4nq0+C\/XWSnnekv3rDiwYqbH\/gEdm5lZYcNV3Tk8TBmvscv5qyANsxND2IMs3kU\/nVsqCVvZBaMrFPu0IYoIhZY6Ev2rTiIm2mSYbeIV3A9iv8txNTiaU+6tltuS60JAZ4hnxbWJqL1F7mgHFvNFnFTu9CY+uEnTB6YDr2Ez5c4HjMS0sjCXm5vyrSSv\/gQojFXuwKVCm3cNOxEYtlkQgndM8ynx+avB13LKnXBV9BK69Kwqoau9+gO03C3twAn6XUWTIjWxnB+WOh1a5J7I9SNzP6ulphgu5mi5951mnORuaQfuYFyuqCrszUN7eFWRBEWgMnufWcyr70GQhBFfZSuVe+9BNU+tTd\/FuzvdR9dqcp6XcidrV9geeeUOXC2JMSSJ0m9ULcwpXGUr4mqETRePx4q3tKo9mZyCkLRA6GlWqVeL8aqZmwMJ9Gt8\/uj5rwl39Pwpk7m3Hi\/16RYUQwNbeLWu0ZfBkTfBimV6rajB5Y05zOrfwrBivlKDD9Uoj8\/QoL85JuQbWN1JR\/sJFPPLi+12ez1zJ9snywZX1UlqUxN3BwmHjU3XXrtJOdrrCAX35LVXgyaZxTQzWE\/1peUzCMbFg2EzQT36Rkbv4x79T3zkW2\/J3\/TatdduvfY1hNhRjIKtr22y26t18QQHaKdX463TcddmaJpcEdfSDpz1PRu53lKhJAff+yRwSa\/dY+tfrdcjUXMGEfoDehPA1JBxtMIUivzTNWTqlsoM6zO\/Z8NfPVotfJRCrLe0CVJWotY78vQX3GXD1bpYHAFQSeMOzKg9GtGnBuEhSX7GJEBPHzfU9fdsuNZ8LEzTGHy3ufUPnXlY8fuw2hB7mO7itYx3AoAju3yjqYcOqkYvMx6RhkPywS4OFuOTbdgZ30ASvJ\/DVBU+Ocppk76D54dfUxvdgZG7DVctn5WAvtPwRTWM0Qy+ULKXci\/GEV9rKvP7TeLBpi8Q8cffh84M01aSPORuw9V6UORvSaQzJGel85e6hUtG97lqJ0FwrpTx\/Sb1FZtegMii6NxpJIUG56iNZxVKQpLXWt+Tu+UbGRZkdIoNH+2FbhthZz01Ia5HbVko+KKOlKYu1ufI0hkud+raFQVA7opf87Ca\/VbIXa1dP+Q8agHm689jICsGosFpnwZlfBNmqABMCcUaRKzIMr6yZqNYXFpNRWU4H961aYAe7sXvQXNKimcDy\/cPJunP8oRTGOZkaJz2KsAuXfW\/\/5GAHkCmSW641OrRJRVT4aVYX6f\/zQATM98fMDjbmF45\/e7e6ZXvYr\/33WkV7p1+d2VuXG2MK7FXsamIDjG0OE9Tbqt10Uo5cXV65QsrjccOcRD2Jyzv7yUgi1C6IAanNA5aD4eupgHn\/YKbOCU+1C64vc\/6+ovrcYANfok\/qxfalpfY9rTitk+a+5WW+U1oB3YaXV7PNOMQLEPQRuXTPecd9mq9UWA8BTeB0\/XEteY5jQlwCDDfQ2C6z3nXrL8wbcPVxAuF3FvQGYhbyZ68joQWnQlKYinByleGWO7dgZA7pnugn473DU+najIo+i+\/cI+N9xKWduDNchFVNKQzaV2j\/4SqbC0ne5XlDqDvqa4YsSvNOcv\/Xaxogc4axnuB5G5h36bvRfSPigb4itKZQZkrsdvk7gpzWelMX1V60bPiQb9AEmFvch0jd6Mq6X3Y9N0p43VfzCyrYOKCErm+gbNVLXbBe4JFncX6Yg0t95suXlSeIhSTz2qA+dotNknHaU\/\/jdJvFQ6ozQnLPBvUM3LeQQsLUIVnqwgexZ6+96OrS\/E+Y7VXiVELSVAW7XH4Z3yS+5dJaaiC\/JsXEEfkhZXTTqS\/jNajtFE4TTBfUounxvt+fGp8wRxO\/bv+RlvvdG3tqs+vpR9vK1bLS1aK1YdOB0hZugOlAbQ7rXBsenrv+PTe36wkt+\/paUOEq5xcmhqm1ygmrz45l4Q7N9+9WXvlfmCiMU7VRKfS1waUHyI3PHi7+tIso9truJS4+mACfk58740Nb5zacGrDGUUbNmw4\/cbpN3634Q3bOD0rUgY\/Pnz4RnhsZk+xwzeK6SK23K3\/feWV2qebPprLA8rOFWCX074NG87Y5lGijcQVk6aLd99IBOb1frWJrOJNucBV8bgE\/wiuLSQN9XbJoQKGqAQ+4VSgIiA6tMgdrYkBvoPKzbbNhm0Sfe8uDt\/Il5pNgrjkibZUkriF+MJqDhrVPNFN1065NcI\/s4\/4PwO5y\/f3ANPkxco\/wY+V1HtyT2Uvlie+ECTixqMM3rmN4sBelU3QS0baPbkr1vdB7hbe8TYl3vCCuw\/fCD1ZDe5X4wZor25E8O6Xg4ivS2HTGdL4g0Lfw+bFV7km3arlDhXfoCWuvVXfW7JjGmt03a2kTuyajTT+8I1C3zGoN3HYV8wCI3f1hKYBdEjI3XFevemmJXZHScqvErxiP0vfnXJHzn91Kj\/u67vhXiXwPwi46kf8VTCYNTUM03ku91Jxaal4iD+r7k+1pHVAceKf5C5tbRu2OQFUxeZW8b+dmsX4S3gxS99Z5ovJ7TeJzM7FN3bqqn2YdmI8MIO2QZSs4Bvd2hXjfZhxDLfqedpTqGOx\/l19zFsRwaxCxjQrovGRpw7a6O\/wHXFNS0uVztKjr3pLr17yl5aombZP4bbHbfTg6xZc7QMboZpx5el3yV7sb3QI43E6UdhHjlM\/PdzyyI2P3P2IoBjfndW56n7Seqr11KX60lNLT10yeG6Qunj12AGLs\/Z7WMGu8q4xE\/UraGo2rhSf7bLlDlavPrn65MnVt64e9CdXD4EyQO4rt0PhLvIS\/LGxmbEp2lJPsbEpW38TtFVgmxNo3jl9WdgemM\/n8ezNR4h5EIKex+HZ4Ufrgv+VFi7On1X\/QMo5+CevtylLfxP6Vz1PzOdrwngxNu6g5fUul3sSlBsBX8IdcteMDxIOX+XVQrOTJGLRf\/ceLXMld9zHzBR29D9Y2gkq9WJU4VVFZch46bMvx880Sw6+mDZEhx4ZZDz9B1avXsd5rwJXeWbHVYwiOEACNzvchq2fL6jXxwVLTaUzqp1EN5aYf8HymbqSmEcd3Q1+P0692q9e\/f7J1cLWdjBHssARC3IH46QlJHlSfa34NrmTvdrl1X6Gvq+0jFtK6vzjoJVHFLdac943IW5nnXguS82WGDOVkL4T5+BbP7T0B8xM2cb+KHuVPzBK379szF3sVRyB1PfiBbH2fWWzlrPhPtX+99fxF+gg8oMm78lR+k7MksTpL6DbgLf1HaDhQawgg3pGP6mwG80dKAtSyt3WDtx+5OT7qCJXf\/z+x9AX7SD\/j89y3imzaBnzIWfiWtXxuqZRote4CgjsUQqOfWDUuHqCrMR3xxFgoz1FQYvmxIqC1x4q02HPl1ctbvnqlsUtm9dt3rLuq1vWbVlc99V1i5u3LOB8QKvKOgjMaZH6l\/DAINs4QGVD7F8N7SJQ7BPF+3Cqf0TQvP2aKy\/CXQOnQ+1CwkD1KfVePpNDf2BdJYf\/9djE6LH3vnvslWPH5o4de+W7xyaOzf3zsVf2pnlTZB6+smGqUimVzpVAdXpTogjmQGELc\/evfnLhmgvXwJuAIuT4C6sVlIvvfZfTO5TAn2m7+epalqinM8v2dmA576AF3m0kTE48qKJVrvnPgneVkKtjWS6mY27RInfgajsQ9UzwCQndeH0T6rDBmhSTVjko8i6j4Bhx+jPlB2nC+rrNpW\/52rc6pWy1+XBH3KYYkrtWF0XC9DkXYLknhg7BK32Of0Y3sFYfb8\/VxpHFe2jtG\/a8Bl9WsnJTT+g95aFIQ1Rzcak8w9vfj4FhJnZif+JP4t2m70Xf6YgPiQZrDctDnFvkTvYqVu4foiLpjJI1BUboJPcr8jCfLXdb\/6qcmuWQvqd6ovVeH\/OJrknD8xvcXm2+whTdqFBOufOGYXPD5bx1ZPGaCxeg5Iqw0zGEYpIuqQt\/BIvffYd05mc6UBvt3snHuy\/Fq7jHzO5en2ka6fej6tZ21dkx\/ne1avXRqiKzU5HJ3jnmRN0L2OuaUo324+N7X9hbXqkdxXD4wt7aT1hm3ZklCEtA2Cic+n+b8wI6RzjRdAAAAABJRU5ErkJggg==\" width=\"337\" height=\"361\" \/><\/p>\n<p style=\"margin: 0in; font-family: \u5fae\u8f6f\u96c5\u9ed1; font-size: 14.0pt;\">\u00a0<\/p>\n<p style=\"margin: 0in; font-family: \u5fae\u8f6f\u96c5\u9ed1; font-size: 14.0pt;\">sht.api.Range(&#8220;C3&#8221;).Font.ColorIndex=3<\/p>\n<p style=\"margin: 0in; font-family: \u5fae\u8f6f\u96c5\u9ed1; font-size: 14.0pt;\">sht.api.Range(&#8220;C3&#8243;).Value=&#8221;Hello&#8221;<\/p>\n<h2>Sample Code<\/h2>\n\n\n<pre class=\"wp-block-code\"><code>#Color - Index color\n\nimport xlwings as xw    #Import xlwings package\n\napp=xw.App()\nbk=app.books.active   #Get the active workbook\nsht=bk.sheets.active    #Get the active worksheet\n\nsht.api.Range(\"C3\").Font.ColorIndex=3\nsht.api.Range(\"C3\").Value=\"Hello\"\n\n#bk.save()\n#bk.close()\n#app.kill()<\/code><\/pre>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"792\" height=\"482\" src=\"https:\/\/xlwings.net\/blog\/wp-content\/uploads\/2026\/02\/69.png\" alt=\"Set Color Using xlwings? - Indexed Coloring\" class=\"wp-image-412\" srcset=\"https:\/\/xlwings.net\/blog\/wp-content\/uploads\/2026\/02\/69.png 792w, https:\/\/xlwings.net\/blog\/wp-content\/uploads\/2026\/02\/69-300x183.png 300w, https:\/\/xlwings.net\/blog\/wp-content\/uploads\/2026\/02\/69-768x467.png 768w\" sizes=\"auto, (max-width: 792px) 100vw, 792px\" \/><\/figure>\n","protected":false},"excerpt":{"rendered":"<p>Method<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[10],"tags":[],"class_list":["post-71","post","type-post","status-publish","format-standard","hentry","category-xlwings-shape"],"_links":{"self":[{"href":"https:\/\/xlwings.net\/blog\/wp-json\/wp\/v2\/posts\/71","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/xlwings.net\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/xlwings.net\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/xlwings.net\/blog\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/xlwings.net\/blog\/wp-json\/wp\/v2\/comments?post=71"}],"version-history":[{"count":3,"href":"https:\/\/xlwings.net\/blog\/wp-json\/wp\/v2\/posts\/71\/revisions"}],"predecessor-version":[{"id":413,"href":"https:\/\/xlwings.net\/blog\/wp-json\/wp\/v2\/posts\/71\/revisions\/413"}],"wp:attachment":[{"href":"https:\/\/xlwings.net\/blog\/wp-json\/wp\/v2\/media?parent=71"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/xlwings.net\/blog\/wp-json\/wp\/v2\/categories?post=71"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/xlwings.net\/blog\/wp-json\/wp\/v2\/tags?post=71"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}