Spec-Zone.ru › Matplotlib 3.1

matplotlib.pyplot.ylabel

matplotlib.pyplot.ylabel(ylabel, fontdict=None, labelpad=None, **kwargs) [source]

Установите метку для оси Y.

Параметры:
ylabel : str

Текст метки.

labelpad : scalar, optional, default: None

Отступ в пунктах от области построения осей, включая деления и метки делений.

Другие параметры:
**kwargs : Text properties

Свойства Text управляют внешним видом метки.

См. также

text
для получения информации о том, как переопределить и какие дополнительные аргументы используются

Примеры использования matplotlib.pyplot.ylabel

../../_images/sphx_glr_bar_stacked_thumb.png

Столбчатая диаграмма с группировкой

END_OF_DOCUMENT_MARKER
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//dy2+zXP3jiBGqT92Z1A71lBqeEPXtEwIa+tQFrOdU6MsQaUL3qRd8NxGm6D71onsPtl7M1Kd+7l8WskyK6VPveztq+XvQYa/1IetdQWdm0bEtQ3LqgD6ylBbv1GXRH75I/I7hrn4VUpPBqQv0RaKc+mlGaw8HM4HaKMupXRIRZbHV32CB3EVr4oFE8qEx0UCOhJ3yFwVEZWoFscVwDGMeUpEzIiUWSOTuXBGGPfVL2NC7EYjQfEYUEN2KxWRWTT3CDUQWb6wgQQKpyvgxAHFG2cvQAoEcCsz4RZZO2jX9GPdDbiXra3CjcECqi6o4Tp1ceOB2cxuAFHzRmXsAMmm2jK5JAIT6PF2KAlJdVMVyDAhyN7ceCNMzLwGQ7veOlfWwFEAaV1woIFSE2YwXSDEEtZtbD4TJK0oAZMgxuzLRKQWQxgoSDJCZver2BjwH5RhjcaFAWEummIGoJwfMo0uSAJmJegrIQFZrIkw8QBagdnPrgKSFJzLimj6HgG1rSBIg9FaOExFI3alUTEdJT4hlVCC8+7a4gMgzOmc5Iw0QkKs9kCwcSHOdJiYgzcvECRoQchkiIhADZGj0nck0OCkRkDq/LhxI/TYprsPWRbdwv14DhOckFsYnxDs73MfX4YMMpM6vCwaycFBXM8J2+n1V+DSpaiCRfAjC+4gBsp7ZzmSeSfWE0H79AgFIQziEDQiFuoAABK40KQbI1OyLpaWAUiogVHZbdeJDKBBqYVmQCEhDoCEISAHu3Iq4TL0vuPik5o1kRyc92MG2OJ/xigbSXP3ZEgjEGffXu16MDTs5oUdQ7oAsRD0X4L6AlEwrMXNNrbdz/ZXRDsDw6I7VJhoI3dmShQRyqc81SweEvze1AcgqZKFYFBDlPgDl6i+v7bckgYm65yVL23YPExAbFBBw7rldI4QBYeqmxNmFe8bRjFbzIfgBJOuGPEAvanBAydyxZvpwvVQEN/b391+Y+sH7Keqn42SHAwjuU2cVzRfiswaiT93whfg2ImGfuoHJAEefukHO1o/OYRO9T53yIZuLN9uF5LHKarUOW7Qyi5WkP0RP6C+LFDjJgX3gwVjed6ETPMnh8ZE+JekkB7uu6AplhU9yeJzW53R2KJuiJjn0ZQJ1Z63XzNOd5Gbs2LFifCHeh9AFC//NPoKQJYt5wA7eLtwrIaOLfviQgjsBe+xR1JKleLJtXqytZZWf2MGjbsXU7ZfHiwRCRVppoUBYRqFhbovOCUkrroFE9jzQZ+dF7hjaP7x7Jlkech023vxRAoCkmQMazEAiCQGDVK+BHOrhG7BEAenvMM0HbNICoRKrSuDED+Tcw1xTxT04gLITEQTkzB+duV8gpRj/x1Y0EHCkp2NfXiCvXW7mwgb2SQ5pfUomAEg2FELoh/vZ+kMYhMzRRT0+IAtRtqZq7EBkKV43QgGJ7PlRmqofABDKjVB/Gh+QQ9aMGP+sE8b5rrVARkBKj9TB+xCAgKLLfXHKDWSVfR6zBMNnCu5QgRuIMt0wRPwXAgLOfa6PnF/Qdek/YA34pZgGdObJc/oH+2f/HtrMgYcBBFx53FyDYE58Lvb7I8l4pktijyvluyISY+BXBgKOiAP2OuuJO8SRGkgzLytNRNlv+ZUvlAW/NhAq1kxk2f98roRYGiDkLvtH5NLn/gh+dSCnnz0u5sfgiO0XkgKh4gh/gtGzk6v+/CflLw+kvf3K52bYr1vIEXnuiEcqIM1HnhDD6MRISp8ook+xezBAqDzkPE+k6tftwp4+zrOJJ93MxTMXkau/oIsD/fIY9Dd9SgakZLj+9mnFUxV+IGBsmXCtVkeTxZzPk+YL9yUcgvk6rs8fVRfQiimPb9UJfh4gk4Mv6RenY8M4iR8IIC/z+vxuoYKAXDjJhYgof31byqmkziOXPpHOXl9Q5CznJuIXN6WTnwOIYs5Mv1gtiiaTAgBZi2J6hHTeSb/ciSYyrVVG/QsiaZfek1g+3M3FXQRxcKUAvKpqgwzR5iMtn6YMjO2G9J6DHxe0d6arXFAJ2aa1xqYOGQhZnqXkGHRVgCztg1NjEgDV+MY/k5quOykHutBEPrUjp18NmqmvX/Ihn8ftOvj3a1kj51ctB+SoNqf4NakL+nZ3QXM3F4Ruc6fG5l+Qe+pVFdBX65SogLwCZK4NbBnp6ZgyMD8CyFsBvYaqn2AEDGhvNJsBmBnLXhTH6BK4EM3WJlSbWq0gA9QFvaYvCNxeEOhHtzlQfb9kYpcs9avBR2TTRL9lKZhh8iHo093a0Yfxi5t1giS9yHMeRc06aZSlNuOz1kAMlMd/nMua1wDZnfQ2ydCE7NaSiKqtGkRNUjuAarN/BNlmd5Um6TRjz0McxrYqMT1vQ5ONwcENRFXT8/cP16bFjhuIrqVKbN42ewuSKDaDCjRNm3ID1eabN6g2NfuoNoNrNTYVQFoZ2EDVDG/ialrHUTXX1lA1Vcg2N8PgPkUdQNVUIocDJWSbI8iuOYlss0kJ/sgf+SM/g5zGJuiX4dgOrKYmTJcsh2dj0LnIcbhiE/TPliA1DeHKTJ3kqw+wmlvhciVxis1CRkjqF9caqvC9LFtJc4dpkkqZNhbNkH7rL+O6hUIR6AgatfA26e9TJDveQVY1y8Z1I5UWDo8HY5DZYY9p3RigX4LPFuE0vYt/07ZUlnWL5h6A7GyAqfcAzJn/x965f6WRZHH86gI2guCRp7HBfirYwnSDAxoeE7BhAjEMiCKMmQPOxKVDdtgwxM2K7Dk7M/uHb1WjiYnmxMaM5oT+/mAM9u0q6lPPrtu3YIbWdk6KVIbiKBit2aktzUwLP1YDiFZ2Z7RZ2gsgoXldmbLVNIb3C4iQQXOsBXq6ZtdaRrjeQakCsu0OgKTqYEEknCJ4KZMmSzEDVTWHAcanLc2aBEEGT0Kbu1ltluIOHFZQXWg3RI1z30JRfaC3WGeF6FhApAJEl+4ACKo2WTNAxKxy0VRba6AGo22YDzSmGYjDALXKgMD0zdqWWEtDsKE0K3aI5rSliQozhlZbWbNiYbWWEdVBP9B3LUt3MaZTKbGQCfjoQk7WZumkh6zlcCHSK2SbGsdXNrVbC2Q23KdUTCNKlGb60LvCJlo1bZYLbOokldhZTwZKLW2WPme+QFbXPexQa27HXGYVCxCLgbVY1vo8ICFFoNaN1YvFtNb5WbEGDTzRinbGSfMAIkXN/Y4fpbkzgEGxRGqsskVJCg690JAyoEuXLl26dOm6iabmPvyEGM0WrGG9cO5aRCkMsSuz52FJ/aeU0gvorhXp5+YDq9lUKRG0RWCxUNzGlMQVcErlsPVkQy+hO9a6kHDQlpKQ4e1R9lS2ZWjUW5G028s5d4wK7dVL6I7lox3ArJRKEE+A2cUxcSEAMEsRTXO9YQImqJfQHWuOWkVA5EM4DiAgtNPYxPG96FUlNOAio4dJuu50UI/HpxhLSYZcABiLk5Yk1Ett5FxkrshY/aJeQHeu00hnNuxYhY4PFkLgjVjxON6QNyyRDsg7evl8IVK7KoU06SWhS5cuXbp06dKlS5cuXV+8FhsfeTHVq7rxLu58wpnudOfS6s9b8Eccn0px0EU/iMYnzm22ZiePxRxdRQWa/4izbeIYAlMw17twFbJRBljJne8BRgUvdETsN52+5DLX5MSGOP/2v+7ytayTOCY02b4cRSCduHJV7cK5LeCfGCA7+aQB5vhZMHTxJqxjtBNr3AAjASFiMURQNrLZTjtGddl8VoABbwAfiaDIZ3WYzuPGYHJDmPCpe4ZKLN8xGTY2DASpEGRTsfY8qqu7gUStjAgb1LbjCNHYTcrBL4CbxHd2d42marKLfw2NbqSo14fAbWr6AGWiuzghQHJlZoCAkNscRy+HcnxbdaOPD015G4iBQNzb75ktvMgJaqCVFs2FXMKiJ8kJQZCT7YXZ9ir62EJBiTPnsfe2gT7jgox/vt1iZmh0VelMqODGQHN8AhL8SbsOxFKbyTtVIB0vy/ERaAgcM033OdxsKhyDbnRq5tH1ZTvQJ2x7HmViUra5SM5XrSMgzZZEdENloRPJ45KvSN484xPWhwwwJcNpz+bIqW7n5ipTCAqhuU5YZqB0LNm7KhAPB8Xe8qCNq/+g3dxIurb7AZ9MEaRxOa96OYS94YBARPsWa9sb5TuD/gjIbGiZKLBAyUSHqFE+3AqKven53nKFIhN5YzUOQousnIC5ZJiQZ5RDflDmfUbekWrnBiDKAALuygdUYcmcSCopBnar4MunoWBWgRQGQkMINyUzx4O81G3v8BdAcuDmMUsPvwhJ14AHcPGtqInMq86fYdlM9X1RFoCNSWhk4EZd1oHbZmbzpjJ/nIUUreaongOgUlQK5WS7HMeDTYyFljwpQ8gJT9G9BoHGEO9hvrGEehe8/QpNgXbWmRwgICcISNt6AaQKlMgpOdFfQEDiIFEXQGzHMKd2a36eOAcCzQIvN9VBBg65QaN3GqUxkGIdpTIC4rAx2Wg+DFa554+eA4mja6J0ARTej4E4MZDdwwnhsZBfN5nkVqh9EHFNC6lA3lXL4zgUJqrfLZyloEaDmDtYRS2krAZcYQ4hdtZWTorWVh5KIiz3+3jInhJwC5lTW8hMmwAuG0FAPJEF8djY28FjdIW2Vs7mhqiFJBuN/PbwTAXSJu05q71PNKbW25lYO73EXVY/Eu05qsKUzBOHIm5KjSTE47PERACJxvGQTDfNzWoyKRk3SkJytMF3yCoW1C4yddjmmDTjhYQ6A5WGsMHQJgtLSXEo2NA8OI8L0SpCtQLGXTyLTTMExC2eE4AMmxQ7SolXB/WTZJ3x7RyjWcQAfZRj8DuDTbNjmWbru4tyMlkMu0V1UC+yIuo1w5LAuiBlg/gAXDmY4ijdd+WtlDu1l6S/JBO6xlXdrpfBF6Wu7jWk67aqHdt1jS/bbSds6ZoahWAxED1/OCrW/K5zDQquMTUfq82MaztTi82Pa1sYjJ1qIDpujmeGmQvT+WzylgHMTDUWj3NKJW63jxzJj63v/jq+42z4FsEmLONXslsEVOgejG3qvfS2xO0jWycwkFOWJJIoR+F174krZDzX6bbvxT/3iLDbqFVu0qXd6MLWRY5tOzgdO1Vr2qDdKBx+8uJ1yOK9yLDbd/sQf1EMpEPNAZUGWD/O5ROWqXPNOAeba5u//xm0eKa0yZN1ajV5Z+vMjm2b8Y+daiQW1Gqykv3v7989+MPSGFxk2DMzdpjYdy2kjpe1bNPEjparx+86mw2/8urZ0dbW01ea7+q+xWsCwfEr2cz47+9oj6L68N9Ha49/fPEErORn7LKs9aTfUjXZbXJr1HVfChNL4AAwyr+ebm39/L3G2/pu0Zt7jGObzo8//CxoBfJq/8Hj5+q5AtbuuzX/rYEEJKmaHsKcXDm/64dAkF7vPzh6pQN5X282H/18fszDZwVyRdcAgYfPtzbf6EAuCZ+C8vYkvrsHghrJt49+0IG81d6P+NCR+wQCvx2tPVN0ICN9s//g5aXpw70AgSc/4QNVdSCYByqKy5XzfoDA3v7acx0IqKf4Pv8b3D8Q2Ptp7YUOBB4+/bCruC8g8OQfNz5P+esForx88FL5QoDgE8f/PulAfrh6iPH9AYFft472JhsIKoErJ7jeI5Dr6sdEAfnt8ebVPuI+gSg3PAb+KwXy/f6ja84KvU8gsHe09XpygTy7di12r0Dg1Xc3OXn86wTy66P9h381kE5F9qH7pCQpcjMgaBj5RZlMIN98u3ntJPNzAiF25WLdBCa24CdvCER5uvZmIoF89It/TiBeFu8WgqnF1M8z9N6O4UcqyuMnn7rv17hj+Gbtl+v/MP6O4VzAJJun3/vyNJxSHVAWDsr4Vb4P9tQz1+4lB/+39ofHM2l76sH/PN68/pLg+HvqK/bl3ep7R13MJjfI/7N3pl1pLE0AbkURFY0RNcglyBIXCAoiuyhoJLgBEUUERRCNd0Q0xhMXOMk1yU3+9zszLMo2M93TY3LNW19Ajj3d8MxUV3VVV+vobbDnnnxd1kmhca7F0KHiZOqPyzpJGG4aaf+k29KyT1sj0O1VVvrH1/Y55qRCSLL1L94pr55DhZoeqrNlsLEqrnc8cgq6y+oYFU1mkwhIB3CpLvD091Vd9otTQ5wmQXSTWV8q7wVkndUpuDSyW1pOb1Ml7sKm1z2NST81ur/Tx80OKZIOGD38WkFNFc9MSHUhK7V/dmcAABFw697eEAqJHB9IhFJAzX4IQAIj0PX9PveIe7gkEhOhrQ267OCwMkK0DJ0PcgccT4pl+t2vBAsSd9F4IA+Qkd4za9Hb/UhggR4xLquhAejZ6QxsDWICAa1dCLAQQk825hgykuSXEC8ix8yAgCBAAslKpEg8QcMq0goIO5NTwFfkMCvF3w5kAQIigj/Gy6EAkq6OjHzcxATExGILIQETkg4dsZYmIAS/HiCYUkA/N1kz4T+r+ze2BJUxAwIkigx0INTWNIVtZohd7ijB2IFs5lrU7HkB2FvxLO7iAuKPea9xAKMg8/BDVy/3lS9xAWCHzUFn6qZC/FRcQpnkdEQjtD/NxDFnVCzyQY+9BQCggwDDTjQcAAAvFSURBVNpiseADwuC+IgLJUBfkA2SYnIA/4QXCMqPzAvLySmtmO5kUBsjacm4LJ5ALb9TKd+nk2Jt04wRyxv7IoQOZd2Dz1Fn8dSQg4oSLmpR4rmXtKU4wAgkcOC/FA5LSbA4s1BxP21osUSmXowAhjaJjfEBuDaeAPxBTzraGD0iYQ9oTDyB+s8NRfdLcrkZNnea7olGvIAABZ74gNiBl85Lvau+NIYMNSHOljMlTrxWZR9atHgJ53Uirji7wCd6P3ZsAHOqnHjae8lBi6mXzUo++uEjH1EVRxmW2JtI4QHVquOXgTWDchdtdjKn36yRT6n6qaHFcbRlXliRrUbKJ7Kf34FxW/7m8IFPCyfg/zlwX1UhWkCtRxZKlrvTFkIBuKevW1494/

Тест на NaN

<img alt="../../_images/sphx_glr_scatter_symbol_thumb.png" 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

Символ Диаграммы Рассеяния

<img alt="../../_images/sphx_glr_axes_demo_thumb.png" 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

Демонстрация осей

../../_images/sphx_glr_invert_axes_thumb.png

Отображение осей в обратном порядке

../../_images/sphx_glr_subplot_thumb.png

Несколько поддиаграмм

../../_images/sphx_glr_multiline_thumb.png

Многострочный текст

../../_images/sphx_glr_text_fontdict_thumb.png

Управление стилем текста и меток с помощью словаря

<img alt="../../_images/sphx_glr_usetex_demo_thumb.png" src="data:image/png;base64,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...</img>

Демонстрация Usetex

../../_images/sphx_glr_pyplot_mathtext_thumb.png

Математический текст Pyplot

../../_images/sphx_glr_pyplot_simple_thumb.png

Простой Pyplot

../../_images/sphx_glr_pyplot_text_thumb.png

Текст Pyplot

<img alt="../../_images/sphx_glr_plot_solarizedlight2_thumb.png" 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

Стилизация Solarized Light

<img alt="../../_images/sphx_glr_findobj_demo_thumb.png" 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</div>

Демонстрация Findobj

<img alt="../../_images/sphx_glr_plotfile_demo_thumb.png" 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

Демонстрация Plotfile

../../_images/sphx_glr_table_demo_thumb.png

Демонстрация таблицы

../../_images/sphx_glr_custom_scale_thumb.png

Пользовательская шкала

END_OF_DOCUMENT_MARKER
<img alt="../../_images/sphx_glr_symlog_demo_thumb.png" 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1wGSi2WUqB6hSfd4nFhCzZ6pLYeyTda6tziJP6UjRWkgDCOwQy/64QKSQdTizIe2TO+fFmoEn96U4QHyJqy1afstsHfHmIeFpHpcrmx/U4MOdIgEZVplaYE9FJ9zEUOMW9o0tefDjECYg/+ZNFkIAOZzncrujuHIJCxBkO9BBCiAzcq5bgzOfMLWQ14Hjs6MI0YGEte1aHe68wtaHMBNXl+oGggPhGVdx6BUmIKGVySHfZj2xgdj4eOSBrQ9pKISrCLGBaBUIkKaFSKz7KdWdvwd5WUYMIDrjDpAGyFZFooLBuPPY1YPJejYhgLh7T0kDpIrhgzpJf+rGxHAv0QiFiaGjJzlEBCBh+S6Qp4Wk912xanvy5wV66GoTEuoMozU0qroefeF8LWudrycREOVR4AC53YVIsoXFxYZkNsPKtSGX1Y9rIANjXUAiIK+qJZ9/eVH1+/I7vTqfRg1peqnCNRBDn4FEQJCtQL/j7PY1SUPhAdXPdBR2XAPpGkFIBKRKzYRW9c0rF/bL6nfJwiNcQsxD9MYFIBEQcAg+qwO3llICk5NZyG9yYH12leMfyK48TCog0LD8m7ydvpirfhLB+yjLwnUDiYAcZRyhgOPufGvNfqD7I3jf5LDE1ZEJyJ4ruWxavjslGy2fjL8H55sczLJOIBOQfDw6OLo7Zr3zIz3+VpyHrOk+G7mAIBWM7VTg7gHYWUoSQPDdqbc5nQi5gCj3f3/EhSktiOB8lIXTByEPCVmJZ6HQrbXe/kxuRljY2+to/LaXFL9AtEIlyYAg+1ZX4FZaz82zZ1DY20sPjRZ2W2M90KUEmhtfApIBqUr9TwpJuwQKSydZlSlNh8KRR3gF4uZoyAYEGOdWa6jwV9Ok1WpN18GmBJDC4iLzOmKx2Qc4BWKWdgPpgNgPJoav8zsyaZWVlX9dgH0Lftnbi9c+ZAGvD0Ie0odUJ345YGNo60rlSxBhb69ypAshXwvprxek+29mgKCZVMM+QuztHcTtg5AHzdRh+Ooqdv9xmTgFwhtDSAhkWX1mL59IExDIIH8dSAgk8JzlYlU1EQ/IgvHETEIgSmvEunX2f76EQyD6rvYNvPPABuR4T9IaQwgGRN/NV0wDkBEIJM8n3lUTqoWExV1G6VQYSAoEmOD73YJvwIE7IJbBDSF/ZJ0IOIr2Fq6vkCmQeQHQMlmFJyBtszs8abts1wYEUXGA0CuuagBMK4I3EMngBojGsNMp5fcG3VEzwJ8FhM0SZOGdt2l4Hyn//H02/5RBSm9Y6pT1crnBRbEOCKWHAmll5VQGsJ8FewxYInb8cuLp9vYiAxbPjLsznzSm92v3us0MhNNDgQwf56Qq7O0tAGE2vip7gr29bZro9M5ip1PI7+Mogjz3tC6MACFVpE79gnGkZHl7ciHr+5US7O1VHuo8g+L1Re2Jgsvl9MqFwU73qm3WAkRWkfJlpa7OE/lO/fkjz0OqwocanccwszSvfTsmE8o54/xxhbNzfmnGoD8EMqg4QJA6dp3vethbbCBtyIBGPyie2Vmb3+CdjMjk433tfeNS2dcu7fzUgjiqUQKphLckmOZTnd6WT3K7s3adaFXI5fONXI5cKpS9d/I2FnNtwaPTHIZJxuGpgSjNlkPNnE7vidoMqwtLa/kEwyfB90KpPJ/mtpDltlcx5uzS7uZzHBpsnlkNaRE8CZC5QqWf+pbZ2Rkcey/LFT5n3NjX3s7n9grzWW552u5599T6zLTBpp+zIPBnqkRAFvnj11FnLOg8+Vb0Owur4kFPPsltPsvtnwrgiYCcemZ1c7nIb1ZSRf5UQDJU4WJS7JGA2C8nK35ouyK1XYFF2A1TFaU1zHlaDMPtikvm4wBhDtX8FC0eo9Vg0VDCj82Qpl5uwWa45cB0x8qG85pKTIY15w03DV+XpDfFPE18gfVk8+1KjIahCWx2PgHWwmGwSx8Y3yQwGrKSGA1NHRgNJ2qw2bFdWAvHxSw9EARzO0RKbIfd1ZL/REokEvtTBL1RXUdzrvI0fsJwsl/rK4BmFno7+uvRXJhsRm0Xed2YG8eg/ZHsLz0IKDt6AJuzD1D5FmMFfUx3SRgZeLHC2EIdY5kiNQTUItTd86bkLAHDohW03cEngVX9pk7CWHmJ7naic6ayWiBqANeKaLiUQI72kXgafbVDmOeRdByJHaFGuS1p8kZoIpTDl4/q+NFHpYjW6kVZX01WSKlqJYgL3WyYyfKym/3svWOWN/Lc7yshkLgDGvaxjHieXQhawIG2wh4Enm/1M6BV1IPOruk/6XSqKVcyx/+gM+wRqf09AVf+RTJUavT6aiXAUmeP4cJfyqCVrEbta14fVljA6IfqODqzKjVDfZWJQZmfjrJcr8qq/G9EdSCgoTNcrmdlkskQ1KKcNTX6L3IV9YvaLgCfl15CIP+IOlLoh+m150NMcKU6vCjneMiXluXzF367KoZyKZO5cmQXlT9T9XvL0Bk6tkfTIZqow4qu6rD/vvzS5KXFzz7mnD0u5ehXuayuR79mtu3dPxutqxeY0Lv6wgF2hgT1aOlviaQfOiQMO0q70XQs3ahMqjPohh9D6vNn77IMaw/YjyUdQIkSJUqUKFGiRIkSJUqUKFGiRKnEorOpMsCT9lLV1w9aWNWUMCl+UQQMFy2brQC0g1ZwsOLXzxL2Vj7U3qVs9q5r365m48PZ2ocru5y4799kj1z33iWbTKDyIvtTt71QZe/67r2lkT04L8p76pmrD3AkSknqQvTvRx79LvfGXW/Gms1t13+8KE7A+9J6/+dv7v/4v8ydi1sSWRvA5wlMCsRwLW+IyEVALiL3NjVlIcH7LVFQFNG0NEXNsMLS1tVVW9I2zZLPS7rZttu3Wz1f3+5/980NmBlxNhyk730emJlzzsycM7+Z8573zJn35MV5TQpNbbAQXr9wZv6x+IWFRxIkZGwvG5ry6Pw4cL5rwfgkCACMwcby0jRmVLY/I0vL9oZAysQJl/nOqhYYhIdcLtMynspMgHDvGS1k8fSX5LvfqCLd3WKZBYXL5H0+/PUd/J2dQs8XCPh6hVUm/3WbO4se5tKRXMweWgWuw9nIgT5rDZ8JaXhDiRk2h0x5dOcqZxVy6MtOy//pztRMRAr29q8hayGNV7eHiZmhfdrXCf09btd6KFhAu8CZSYDQ6Hk0svgcI/nuFUH87jRaQcHU1C+o0D4F3x++2wy9WV/fEmi0kzJf7+jAWE/P2IDXt2jYWt8/vFYA71WURsjF1OH64phs/W04OGtf69onnDyrODGj30vvAeV0YCI68Ab/WXSdDpmy3ClWAaO4ySJMHg3ih6RVoXcCTFpCcpNG/n761j+8Mudm4bdN9ysdNU5V+0Av+DxA392p+XyXsLenbs5G/AabUdPeIHZdQWo+4hgLm8AM1lIN2nC15dQ568TEudwT8n0Iw/Js5NzIyvzNnEgQ4YMdPeJOWm5oA67jXEsPiMN+YZY9fAd3JjFAckijc8ndRQKz0G1RePn+MuSNwCzzVBv0ArFIZAcfhwap3DvQU2cje6vs9OhgR4ISos89HzyxT79OhW73KkzLmiZC7Z8QIKz00on55yMrRuAYIKZJM7IQgv+yRYyOU5gj69e1niLa/wGQ66/fQl4hDAKRDqySrItCudff6nQsX2+7/GVv9wvdovYYQB4LRuGLYA1PXwJdjWrpaQCJIYQPEIQe+CFQQPfDgOBytC4TzWFurfoPv3xNIG2OOr+8QWHf4us1k9LeMdWco/JkLjp8dsdRILfFDng5jU6LfFnjhS5MIRUgpqXvzxe3kCSYyrsVE8i0C/La5LBDT6vKHnUuLddi24HSNwVfCUibrdXtUajr7ZBuePWeqleI+wrpUSDmasRzVY8aUaI2dQ8AuF1tVIBkDL80dgVJEhiVVTGBjBqgMs6JIBXWr476PrQKcbWvqO5rAHH4pVqdWCvrbe+Hn91Z6prMDz4iBCCF4arqigBRm3N8sLQDmmUqQHJWj4xA5ZaBZpakBW24sFu6YgLxayqhZ0ME/Vfqx6J30ijuPjXIkw7E6XWJ1dXyVlvUBSD3GuUcLNv9RCCPw2W11SM3ZJ0ArK57CJM1xAfkbPmLZ+VKXJVlKrt5Fggqu4dTC/6+2GgE0PlciN6A2uHHtN0OldqkiVBwqNtxyaTVSWn2RoBU+l12vbnVRt7sPYksyojNXgcfndnHhE5r2WrvAP/qOyg0ex9UpPLoqYQxdrVngcFVoKURYDAYbFZ3LQPxl9WYmxIVVrvAyUphNfH/ygQ3NHIWGqyyq1jYZGv8T9jtEwqrKJhJEp2ZZYSiM3/8yy0Qbb6lffvjt7jkLDonk3IW3qlZ3DzsYVh19WhZMwWj0AprrP6/maxWnRNb4syp+AzDYDr4W8WHLd0BuheAR8g4Y/pKegHiUa6US48K79XW6wA98PHNNo9OD+zsBpDgwCvdAQ+TLPCn7nWATll4N7pI41O/gRLxPmzx9w4ClqO7jxspZyHwm+7gEi4XgVcitKy8nc0AXNitbTrvteg19grQK5TxdJ1kFP9rtbGYMEFbbSOwkA4sPSVod3yVdQVuWXkNcP/bZMT2aBXjTd3t9bpkVFmQwmsTin0dX2apn0TmBM5mfJWl0oW1lMsNL8bs4F+NiDCfyQ/xPCHn+p7Oz9/AI0y7c/NC0fDS0CNSO8RZD9kbbhfcilmMNK3axbge0kL6ek+SlPqyVaA6tuuEulIHHPrbzXil3lMfNr+sSNNlgA8D6adkGJb0pb/Eh8w3Ni6wu1ZryQ3DOfEcbI3AeWoQRjOJ77LmbTUlB0jbhvr4mXYSAWRZ4ycAGYvYwx6khmhSQ+CwlnH8QGaKu8uKy05gqc/BXVbT1XCeZLJIJglAinbcyQHiFs8BpwqkTTF6LJAGaRSITeSkAsRSCmqHlRMA6UeBwNdfGOnMGrPjgTD35ckAwusXk82dlwgghYZeAhA/PwJEGAXSIbpCBQitPH1waOkEQGqwQKSL4f4bvwDfVcQMmZMBJCA1mE4ZCKCdJgJRh4HIECCjeupAgJy+9BvkPfFkQORWIhA+HoglJEwGkAM1qapKCJBqHwHIQBSILHFAgt2rtWTDIh49XYjp+71GhwUSmR14gAhkV5YEIH//yXeeOhDrESB6IhANDKSOCpBzwwtXz+P9wdAkNMiJAfoiIwVYiTk5sQMLxBwFosYD4e42JAPIB/7jUwcyaQ7igTRpwkCECBAvDERHCQgHVOhVOEudvfDiIjBTer6ck9LXN0IHKtDZEQiGoQ0BMon0Q3uidw3hUuwuJgKIhNwwPPOHgjQ+Ie8tPWaCYdikCVfUQuSuG4VysUycxy8uQ3Cp70XnyAv8E5JZdhZYmmDfffJckpY2k9EI5cI0v7DSycnAyHvR2+aM5s19CbgOLvKQ0OY1fh42VbDr91BzBmUJGulBsvi83/fJzhLsKgpSzkNzaPcCLhfNa2oJurYbgiKa93bgC3OIy4ukPJ6uk8Huvrt3Rwha/Sq2L2ukeGQKBHJp6eJKDicq2SCQEk7JZqgZ3EAX0NqamoOVbONuKJtDWbKrLKTxwX9vlpDtbuRSz0NJaDe/CBewthNEj48UsmRPn83J/o/uEF/icsrDgEAgIyPAfCe+mUWosjpg+8e3AW/4JsPBo4S6Y3ZzIwl9WaY33tOvshqEQXyVNWoIV1lSpF72GqAXAGIqVVYsSVl4OHNjSFI6SGqH2ODWnXmDjQAJWwFeBf6NMnfTmgSlfl/cDpy6UpcJ8/BK3RuxfVAgvRCQDrGKUrP3qLQMP7t466fy9FxSIEhzG9lX3/q1tOJOFhCekOglAasR1SQAiIwDp1UaAeBIGZKaztLO0cfz4BPSJs5w4gMB5SjoQlaD/9IEIZZLjgKCtTLeWOpBrw3eXijuVx478y1TOL5QyYgCphIFIkTEvGCBaApCPriQA8es7kgCkgQDE7WLHAFJJDcgDsC1l/Lnl2P7eNCWQpcyCRl/fWwXYUYENUjZYebIhJ5NQpy8S7Nayz2CTzX7UYnc7oQAPSsiOArgNt0jjLeeoZwKQQkCwAdMuE1pq8waAFB68JB3iVlwqU7zd740jyqstl46tscqBGWUOwLj7/bOHzNSoVByIXtFT6bv70AZ9c6cKCQbXUrFSMf7HTn4qZakY76ogiaaH9klPUvGSdPcvE7Cs45ewh4mWNX8XPj8YkJ+af6D7jY7dr0oZX7O3oKyvAji+p7TkZkqaEkScm/vNKpuBkQ6Ris1gCxehdfa06xYSypa7sIkYJsueArfbycTELTGRRH+3sUt6EhPznIlyHs5IPWkc7GHY8urn6JrP+jdyGcB/W/1tXGaex9nKKrozMUjiHJD95IehslhKfRnuQ0P7DNA3uZA2Iejw2T3F6euQ+4aPwOnrEJ8nDW+HyK3hFqUPadtPQ/qysr6Vig7JGVoyTpC5TTMxJUBsIKqYQAhmx+ya5vSBVArWkgFkgwDEN1mILzV8N1bW36YChPsQALrI3hjmLjyRxALyP/bOxSuJbY/ju4OWKA5aamI+CEEEUZCH4ttcipIPFFPDVx0fCfg6mpKZKJVS4Dsx0/KVPcxW65xV95zu/e8uw8NhBhyVGVjXu9rLJTgze7v3fGb2b/9+s/d3nqGASPKOK4kFIgs8kJb1rSAAyXjoBQSQDyR0WkPXoeeXyBNgk2JzmSK9sH3hVCD3cYCIAg+kZv19EIBMVGCAlB1HhVwdtROIkhAQoK/ui0QXsLhhsJsWfqYalFtKZhOA2uIrljXpBMLDuEh//I4BckDhPlgAAAqDSURBVEQOENxY1rDyAwh8LKvTC8hxWyc8gFgxQM43lXSR3jEwsHANBUS4uAzAtIWhW7pxbTNO/2DA7v5ASSOGZSPVI0WzDxVUxd4e/F2xKoh3blW8eed5EFVRvMqikpCKI3F2KvZ3H+Nnv8UlXgXFvmTnCWrDcVsV+weOj3SJ/fdS7WeF52HCc0V7LeZFtbrPNZ1aD4eNGRAouQxs/UJ4HS7sqOjGRgAIK1yYHr0a6ZEi2FvcSO7eO/

Демо symlog

<img alt="../../_images/sphx_glr_pgf_preamble_sgskip_thumb.png" 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

Преамбула Pgf

../../_images/sphx_glr_usage_thumb.png

Руководство по использованию

../../_images/sphx_glr_pyplot_thumb.png

Урок по pyplot

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Licensed under the Matplotlib License Agreement.
https://matplotlib.org/3.1.1/api/_as_gen/matplotlib.pyplot.ylabel.html

Spec-Zone.ru

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Spec-Zone .ru
спецификации, руководства, описания, API