Я занимаюсь бизнесом. Так же как и большинство моих клиентов. Опыт эффективной коммуникации, позволяющий мне более-менее успешно профессионально существовать, как и многое другое в бизнесе, берет свое начало в дисциплине, именуемой маркетингом. Начнем с маркетинга и мы.
Допустим, вы тоже бизнесмен. Добываете нефть. Или строите дома. Или шьете одежду. И вы, я уверен, делаете это неплохо.
Но для кого? Вряд ли ваш бизнес существовал бы в отсутствие тех, кто приобретает производимые вами товары или услуги, верно?
Значит, где-то есть те люди и организации, которым нужно то, что вы делаете, которые хотят и могут это купить. Но как достучаться до них? Как сообщить им: «Эй, ребята! Это я! Я произвожу для вас эти прекрасные товары и удобные услуги!» А еще существует такая штука, как конкуренция. Кто-то производит товар, аналогичный вашему. Кто-то изворотливей, кто-то продает свои услуги дешевле. Множество людей просто не ведают о вашем существовании, и для того чтобы они стали у вас что-то покупать, сначала было бы неплохо, если бы они о вас просто узнали.
Вот тут-то на помощь и приходит маркетинг (marketing) – в переводе с английского «рыночная деятельность». Изначально под маркетингом подразумевалась функция поиска покупателя продукции, которую производитель в состоянии выпускать. Но довольно быстро компании поняли: выигрывает не тот, кто производит то, что он желает продать, а тот, кто производит то, что люди хотят купить.
Знаменитый маркетолог Филип Котлер заметил: «Высшая степень расточительности – делать с высокой степенью эффективности то, что вообще не следовало бы делать». До сих пор, по моим собственным наблюдениям, этот промах остается самой распространенной маркетинговой ошибкой. Сколько раз к нам в наше агентство обращались люди, которые придумали новый, как им казалось, отличный товар или предлагали новую, как им казалось, востребованную услугу. Трудно поверить в это, но вкладывая время и деньги в производство рыночного продукта, они даже не задумывались о том, что придуманные и произведенные ими вещи могут быть просто не нужны потребителям. Получается, производство товаров должно находиться в тесном взаимодействии с потребностями покупателей. Парадоксальнее всего это сформулировал известный экономист Питер Друкер:
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«Цель маркетинга – сделать усилия по сбыту ненужными». Действительно, если вы четко понимаете психологию, потребности и желания, порою даже неосознанные, своих потребителей и производите свой товар в точном соответствии с ними, то зачем напрягаться – товар продаст себя сам. Но это, увы, идеальная модель, а идеал, как известно, практически недостижим.