Интегра. Комплексное оснащение школ

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Страницы: Пред. 1 2 3 4 5 6
Я- человек творческий!, декоративно-прикладное творчество, различные техники рисования
 

Куклы для спектакля своиим руками

102_0754.JPG (948.13 КБ)
 

Ромашка

102_0763_0.JPG (772.21 КБ)
 

Поделки из дисков

102_3826.JPG (822.05 КБ)
102_3827.JPG (798.4 КБ)
102_3828.JPG (767.73 КБ)
102_3829.JPG (827.05 КБ)
102_3830.JPG (809.04 КБ)
102_3822.JPG (776.43 КБ)
102_3823.JPG (823.3 КБ)
102_3824.JPG (838.79 КБ)
102_3825.JPG (904.95 КБ)
 

Алина учится в 6"Б" классе, она очень своеобразный и творческий человек. Мне очень приятно наблюдать за творчеством Алины... Я предлагаю посмотреть и оценить рисунки Алины, начиная с 1 по 6 класс. Пожалуйста, посмотрите все работы, так как каждая  выражает чувства, мысли и  глубокий внутренний мир этого ребёнка...

SAM_3201.JPG (2.39 МБ)
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SAM_3203_1.JPG (2.77 МБ)
SAM_3203_2.JPG (2.77 МБ)
SAM_3190.JPG (2.81 МБ)
SAM_3191.JPG (2.4 МБ)
SAM_3192.JPG (2.78 МБ)
SAM_3193.JPG (2.82 МБ)
SAM_3194.JPG (2.8 МБ)
SAM_3195.JPG (2.79 МБ)
SAM_3196.JPG (2.85 МБ)
SAM_3197.JPG (2.8 МБ)
SAM_3198.JPG (2.34 МБ)
SAM_3199.JPG (2.81 МБ)
SAM_3200.JPG (2.81 МБ)
 

Продолжение показа рисунков Алины

SAM_3204_0.JPG (2.4 МБ)
SAM_3205.JPG (2.36 МБ)
SAM_3206.JPG (2.39 МБ)
SAM_3207.JPG (2.74 МБ)
SAM_3208.JPG (2.47 МБ)
SAM_3209.JPG (2.73 МБ)
SAM_3210.JPG (2.44 МБ)
SAM_3211.JPG (2.78 МБ)
SAM_3212.JPG (2.73 МБ)
SAM_3213.JPG (2.37 МБ)
SAM_3216.JPG (2.47 МБ)
SAM_3214.JPG (2.44 МБ)
SAM_3217_0.JPG (2.79 МБ)
SAM_3215.JPG (2.43 МБ)
SAM_3217_1.JPG (2.79 МБ)
 

Рисунки

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SAM_3219.JPG (2.81 МБ)
SAM_3220.JPG (2.37 МБ)
SAM_3221.JPG (2.49 МБ)
SAM_3222.JPG (2.7 МБ)
SAM_3223.JPG (2.46 МБ)
SAM_3224.JPG (2.45 МБ)
SAM_3225.JPG (2.44 МБ)
SAM_3226.JPG (2.36 МБ)
SAM_3227.JPG (2.72 МБ)
SAM_3228.JPG (2.7 МБ)
SAM_3229.JPG (2.77 МБ)
SAM_3230.JPG (2.75 МБ)
SAM_3231.JPG (2.37 МБ)
SAM_3231_0.JPG (2.37 МБ)
 

...рисунки

SAM_3233.JPG (2.47 МБ)
SAM_3234.JPG (2.76 МБ)
SAM_3235.JPG (2.38 МБ)
SAM_3236.JPG (2.45 МБ)
SAM_3237.JPG (2.37 МБ)
SAM_3238.JPG (2.4 МБ)
SAM_3239.JPG (2.81 МБ)
SAM_3232.JPG (2.78 МБ)
 

Техника кракле мне очень понравилась- это наклеивание яичной скорлупы и раскрашивание её акриловыми красками... Надеюсь, данные работы займут своё достойное место на районной выставке декоративно-прикладного творчества...

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SAM_3292.JPG (2.35 МБ)
SAM_3293.JPG (2.36 МБ)
SAM_3294.JPG (2.35 МБ)
 

Декорирование бутылки заняло у нас три занятия, работу выполняли коллективно... Все мои воспитанники выполняли ту или иную роль в оформлении. Данная работа также будет представлена на районной выставке декоративно-прикладного творчества

SAM_3295.JPG (2.33 МБ)
SAM_3296.JPG (2.32 МБ)
SAM_3297.JPG (2.29 МБ)
 

Урок технологии в 3"Б" классе

SAM_3301.JPG (2.62 МБ)
SAM_3304.JPG (3.05 МБ)
 

На занятиях использовали технику папье-маше, точечное рисование... Декорировали всем, что нашли...

SAM_3332.JPG (2.43 МБ)
 

Техника "Точечное рисование".

SAM_3335.JPG (2.78 МБ)
SAM_3336.JPG (2.78 МБ)
SAM_3339.JPG (2.35 МБ)
SAM_3341.JPG (2.39 МБ)
SAM_3447.JPG (2.33 МБ)
SAM_3449.JPG (2.4 МБ)
SAM_3450.JPG (2.37 МБ)
SAM_3452.JPG (2.38 МБ)
SAM_3488.JPG (2.38 МБ)
SAM_3490.JPG (2.4 МБ)
 

 

 

 

 

Работа выполнена в изостудии "Палитра" из глины, использовалась техника"Кракле" и акриловые краски. Тема не наша, нашли хороший мастер-класс... Уж, очень понравилась африканская рыбка, но кое-что мы изменили, будем надеяться, что наша рыбка получилась интересней...

SAM_3440.JPG (2.74 МБ)
SAM_3443.JPG (2.76 МБ)
SAM_3445.JPG (2.39 МБ)
SAM_3446.JPG (2.71 МБ)
 

Соль

102_4816.JPG (555.33 КБ)
 

Просто соль

 

соль

 

соль

254220
 

Просто соль

 

Представляем очередную работу нашей изостудии "Палитра". На этот раз решили с ребятами попробывать холодный батик. У нас уже четыре неплохих работы на африканскую тему и это здорово!!!

SAM_3496.JPG (2.3 МБ)
SAM_3501.JPG (2.76 МБ)
SAM_3538.JPG (2.76 МБ)
 

Мои работы

 

Соль

 

Деревья из биссера, оказывается, это не так уж и сложно. Две мои работы.

P2141057.JPG (36.69 КБ)
P3241109.JPG (37.07 КБ)
 

Такого клоуна можно сшить с ребятами.

P3171080.JPG (38.51 КБ)
 

Крестьянский быт!

18kh24..JPG (2.07 МБ)
 

Кашпо на фото не очень удачно получилось... На самом деле оно смотрится хорошо и прекрасно вписывается в интерьер. Материалы: чёрная матовая эмаль, бронза, шпагат и декоративные камни, клей "Момент".

SAM_3542.JPG (2.37 МБ)
SAM_3543.JPG (2.73 МБ)
SAM_3545.JPG (2.68 МБ)
 

декорирование бутылки из- под пива

SAM_3554.JPG (2.36 МБ)
SAM_3556.JPG (2.36 МБ)
 

полимерная глина, яичная скорлупа, акриловые и витражные краски, бесцветный мебельный лак, шпагат, бамбук

SAM_3559.JPG (2.76 МБ)
SAM_3563.JPG (2.39 МБ)
 

8_1.jpg (3.59 КБ)
 

 

Своими руками.

images_0.jpg (13.31 КБ)
 

258884
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258886
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Своими руками.

258887
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258888
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258935
 

:)

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:))

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258940
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Сколько поделок в технике квиллинг! Глаза разбегаются!

 

Изумительные шары!

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zR3gRLj­oaikO5G29zimh8RKCeg4qMuFCDqTzXot2jZHLvIjZSrknNOcfMDjrzz2pyPm­Q8iiXkHHU1xdTpREmQTk5zzUocFCxOB/eqFnw2XbCj1qNisoYuz+UGC/uxkq­exPt7UgexYFwDMoZSit90t3qGZyTgNtGanDs4lR/vAlXb+FsY+b69qptnzW4­71NhpdydHLREZ6Hk0VGW2ocHFFIqxnKQoBJx9KWJt2O9ZySsDjJI9cVftiGH­fNK5pIvIVAwOPakWM7sn7p6GmKgZeDipNzcLj60yNehILYtzkAkU8qItoyD9­OtN89Vxk5PcUqyxkDk5z6Uk0NXb1JlyUXHXPSpEckdMGo0jMgypIFTxRFTyc­g9BSV2xEikYx0PrVq0VWbkcD1qq7BX4696sW0gXcRwD3qiXc0FYR8k7V61Vn­nW5O4lXiB+5yN+O2RUM90rMGkIYDBWIHOfdvanRS7VYJIsqud4Yr0J9ugNAi­zIQyxuGYoX+V14ZBjlT+nHTirUa+WDtyRnJJOSTVONCWTAIK9ST+tW2JCgck­fSgCVGweDkd8VaDDHtWfuIznHPrU8MxwVY8+oqkJluRztwPzqMSs2Bjb6nPW­m7zg4PWk3fnTS6iHXd9HYWsk0jBVQZ5PWvjb9p7xbeX+uNICkNuIN1ubiNhk­ZxkZHIyp6cV9bLplv448TWnh+bc9rADdXoXuAcBD9TivGP24bTw5rlvonh/y­Yo7/AE9/Nj8giIxQ4bERI7EkcewNRU9hRUa1fW2qXn09f0PqFkOKzCisuwTt­WqrVvRRj1u/NHnf7If7LEfjaWPx945jh1PSmIfSNOlGFlIbJmkz1GV4B9+tf­Svxn8JaN4s0eHw9JbLHLcyAQvbfu3gI5zGRjBwDx0rw/4EfG/XtVjj0GeCFL­OwX7LHPbjYoVAAqEd+B1967n4n+MtVtNR0TWbNljjgmMcnmp907CN5GeRnGc­V8zl9fHY3NYz1jTv3+7r9589meGhwrN4GpNKpFLZ/iaHhz9jfwfcR48TibV5­5YwrNLM8WcDgfIR2r8/Pi94AT4d/E/xBpC2MekwWk+62ha4a5jdCAQyyMd+0­qGIPY7hX6R6F4j8b+J7GPcsAjMpIuPJ8tWXHRU3ZIz/FkZr5k+O/7KPxJ+IM­reNv7e0y7Wwt2S40eeyMG2PfvkZACd4AyRuOeK/QMXUcPaVMRKLa16fhZHnx­eJx6jSpTlyyezbs/W77nzJpnxWFrYSw2kY/dj/j1CZaI7uJVPYd89a+pf2av­jNrPie2I1Kd7m2nne2s5piWICjJJ9gc/lXzlZ/ADT9RivvM1a4uZ7ksI7iBh­HsHGFCjsCOhr2r4ZW9n8PPDsVra3U15Hp6yBpHIJLEbsAjHQ/jjPWvgpcTYP­EyVCMr66XWh2ZnwNm2UYN5lSp2stbPW3XRdD074t6ZdeMnt7q2uwusozAAnB­eMHIA9/w715JaaxK9tqkd1bPb3FlIWklYn90eBtJHrnr34r1SLU7DT9OTxHe­QxwzzxfZ7eBHaeZ2ZFGQBwo6mvpL4c+EbRPCUYlsIkvp4g8waMFnOO5xyetc­mI4fo5hUdWT5ZdWvwPW4K4+xmEoywWJhzxW19GvK/Vep+R3xP0XVbfxBfS2l­vDM99H5kS78NGxf6cHAGR71k+DtY1Pw94isfPZrS8eRVjt1bJkYnHX8e1fbn­7dHwftdD8Pad470G2MLi7W21RlbAKsQEkx6g8HH95a+Pzcx3lxFexDdNbSlg­xX5kccgivTpVKuBccNV96KVr+R9vieF8s4kwtTH4RuFRu7i7Wv2Prr4deNTa­XhiaRXydrlDuG7uK9gXVEmjDI3ykZr4mh8Y2ul3FvqGjsYo5l+1XCzf6uHGQ­xB7buTjtxXt/w2+JsOuaZGJXO2Q/umA6V60MDVo1ZTpy5qTSa7p+Z+dUMNP2­bptWnDRo9oTUvmA3c1cF/tI55rixqW1lbdk9qsx6iJJBubaOn0q3KyuZRjfQ­7eG9byHm58qMfM3YcZrzf4jzy+JLGC3eMEuzFAMEooGS31wK39fmm8R6paeG­tKYx2SMrtMHx58np/tDP8q5b4seAfFHgjwhLrb6tH5kDKHtVJ2xqTjeX9RuG­R0xXDl2Mw+JTo5hJUXVfLBN6tPS9ujfQ+wqYzD8L4NV6+F9tVkm7aWiraXvp­/wAA+f8A4sePr/wB4g0mys3jayubeSK7inYyLcgEYUgdHUEjbnu1fPfirxde­zRxaDpzyq8sxYRKxZgOw+vU19Ga94Gt/idZzRCFIVhiKW92SUSNxzvA653Y5­961Phb+zRqvhi8u7rw3cW3iPxHIkarM0RUWqYIbBORyce/WvG4iw2A4Wqqi5­KU2rq+77Nn5m+Jp8Qz+sOHLKLsktk7dOtjzT4BeNdMh1O80LVpp49dhZUsYZ­Mgy5XlRnvkV7TH8UdQ+FwtIdLu106/vpC86XvznaM9M9evQe1dH8RfgZrvhu­bTPGuvaVb6jrGnkCCVJFC25IAOc43nPQHPU15X8aPh/rHxH08XdvYMl6kQnT­yyMxsFHp1z7eldWVeIOAxWCjleJoRcXo7tWt1Xn5Ox8NmuU1amZRx3PKLdr3­3Wlt+y0Ov1L4keIPiDpP2jUdWa3XY9sbeKTyoblXxkOM9cKvNcn4l1/Svhn4­YNrcaV+71GRbZ7O2IkZnJwpAGc15x8MNV13xlaX2mXu+FbG2xDJNFhZZlxxu­IwR14+lekeF/B178TpA8Gm3tz4l0eMuRANxyeN47ZHqfWuzNOI8hy3Bzy7BY­VRi0rtWVn0f37M/RMm8Ms0zmlDMcbi1GHM9JXWitrfY8zvornRby90/zpbe2­uQUhheIp5Tk5Az06mvUfhP4/ay1C2s9X3s7QmHc3Z1GSPcY9fSud8d6VrNhc­QaZ4gtJ9PmtCA5uISJWIxiRSewJ681t+AfDtppKvqT3n2+dZmMr5yEBHynA6­555r86weBo57KNCTSvrf9V0Pt8q8OcZVzONNSUqF9ZJrVenc7LXvENpdm7tf­7HFw8bqIsfKHLAdM8EYJrvfhB4kt7aO28K3GbKWNC1kJQcGLP3fw6VzXwl8I­W/xBfVpJtWzYpIpgeFQxHPTB6Y/pVf4meAdX8FazpxGpyTw3G9tOv5BtAmUc­pIB69fQ19XhMdl+W06nD9CravbmjzLS9tr7We56PEnBlDAYyH9lVXKrFe9F9­Y2vo9m0e8NO1vKYnOWB55zTm1AKp3MQTwo9a838G+Lru7tdNt9XMaarcwmRI­kbJIGM5+mRXWrqEEv7nzRufGZyOM9do9vevUy3E1cThlKsrT2dndXWjs+x8R­CpGqrw1R0sEwRyruElYYEqk/u/8A6x9avBiJZI2YoOCyrwrHucehIrn7a++0­KDKwzxuIHL/U96trcKmdpHPrXsIDakmygzg/jUbTZIyayJNQxwvORUYvDgDr­TBI1XuRuwDjnFIZtvQZ96o+eByRzTjNuI5osLWxoG5BXHPrURlDKOOaqSS7h­TEn/AH23nqOlNatIiTsjWkl29+nTFRSzcqPQVUkuM5Gcj2prXIMhHoMV3Seh­zxVmX4peSc/MacbgIjM57cE1RFztVs9F5oN4kRBkOJfRRnyhjr7n2rkasbNE­xmwVmlUSIeijORkZ3ehI64+lTIXaaMmUvuBHnJkbx2B9x+lUoS5TyDIronyr­J1OO+CelTLshkyp6ck5qS7dzQQCNNqg/LVTjznxj6d6lSXcpweagORI5JxSv­cSQ7JJGcEk0UyLBcDJAzRSL2MJflzk4NWLaXa+c/KeoqoU3SnBIXGcVMsZBB­BwMVNi9JLQ045lOCDzTzOHJA4rOV9knzEVZGFpoT1JgQQSevekRy3C8c+lVr­6/tdKs57m8nS2t4l3PLKwVVHqTXluq/tP+FNO1CW0tIr7UzEMyTQRqsQ56ZZ­gSfYCsqlanSV5ux6+ByvGZg7YWm5em33ntttKYxzmnXeuWOmQyTXl7b2kSDe­zzSBAo9efxr4+8Z/G/xt4tn26Vu0TSWJRki+Uup/vSckHHpj6V037NfgPwt4­i8Wz3vj/AFGG7jtER4La4mPlTPuJ3MxIyBnpznPPSuCGO9tUVOkvm9D7ufAl­fB4OWMxsrcqvyxTb/Q+jNL8a6D4jsZ7jS746jFGyqZbO1mnViewMcZBNY/jL­4ixeBISdR0bWp3HzLGmnTRh19d7qBnnhc55r16z1fwjaaS8Fte6WtgDiOOCV­FRD6AIeleFfEH9pXw14P1a7hijN/9nZRHaL+8VJF6NuHTpWkqleDTqWUX1vq­j5LDYKNbEqFLDykuz0b+djl7f9rjwV50lvdxXtq0SEb5IlYgd1OH6j1xxXsH­gH4h+EfiJpwuNA8Q2t0ofy2jkV43j+oIyK+CPH2pp4j8d3fiy003TtJiudsQ­hUYHmckyMvQk55P0r1D4V/AKPxN4fXxVpnjyW2u5wwuPsdsR9ncDLJu3/Pjr­jC9DzxWNDGTcpc1pRWvRaH3Oa8K4HC4JYirzUZPo9beTsj7MmHlSBN6MOoKt­wfenpJwMHivkPWfg98YLGe31Ow8fvqkFkkaWq3NxJauUB4GPmU5yep559K1d­D/at1jwN4rfw58TdJFnLGMG7tICHT0YpkiRD/fTj61008bTnqtu+/wCR8J/Y­Mq1LnwdWM31itH8k9WfVJk5O4A0u8Ag9MeneuZ8L+OdE8aaat5ompW2owFQT­5EgLJnsw6qfY810KTboxzgY5r0FK+qPmqlKdJ8k1ZoteYceo9q5fx74quvC+­hGewtzdahNKltaxZwPMY4BJ9B1P0raaYjk4C47Vw/wASdcSw01GwrshJOew6­Z/Xr71nVl7OnKXYmFb2M1Plva2nd9L+V9yX4b/EZPhtFeN4mvlvrk26K93FG­Q0jgnI5PTnr6j3r5K+OPxb0/xV4y1/VICzvcy74Wc52qAFA49hXafEDxnDcW­DrGROxXbvBBwT6e9eSJp+neC2t18tpb6X5nlkQOORkheOgz/ADr4/AYnFZ9U­nF2jThtvf7+p+40cbR4UpRzDFtyr1I2drW6PRaWXT5Hvn7Omjwr8PdCumyjX­NxNdTOT/ABeZgA56fIi/nXSatqZuvHGn2l7NJ5d1dLFDEGUJLkFtmc5wCuf/­AK1fKPhb4s6r4XtZp9F1K8jsGux58IIkiOI8fIr52c+npxVKb4qXum6vDe21­0tvqMbGdLp5fMQFj8hIPQ5yDn1r9RwHDtWrTUpSSVtPM/lTiCvPNM3qY2Wqc­rter2+5n6w6BpQsrG3hEaBNgPlMD8nHUN6GqPxAjsrzwk9tJP5UV25SWbGDt­LfMPrxiuT+B3xttPH3gO21I232a8EeyWM8gsBywPoak+Jfh6TxBZfaTd3CMY­JfMCkMmAvGM9COvvivgs3zCjg60sJUd5LRr/ADP0XLJqUYV6e2jR8Pw6Wb67­vbdZWt57aQlEdNjsMnqPUd81i/EHWrX4U+Er6OR0u9Tu7h7h4wu5YlZGRB9d­nNc54gl17wPqc9rqepxa1ckHZrtufnnVhnkH/VyZxvXnqCDzXm3xT1fUvEdn­Zylh5EQUXKc7mBGN59ev4V8Zk2Uxq5jCFeS9nf8A4Y/pbPsbXr5C69CN7x27­d215am38K/jhN4Q8QaIl/JNeWNvKpMAbKqmM9PYHvX6IfBT9qTwf4zjm0y0v­NSu/EHmNKIZrdgiRcDO8DAH1/vV+SWmWM2pXUhsSXZEyyRrvIXPOfTp3r6d/­ZGmm8E+KdXtp0uW1G6s0+zSzRssTDzE3LuPHAI61+8cQQpZfls8XSik47JbP­5H8jYalThiFGOnNufYPxv1SH4h6UdIjtJ7nQArT3MQi+8Qp29Tng4OAOw9Kx­/BnwQ8HaJpGmXx8OWj3kcXzK48zgx4yc9ckHmu4/t+K0jiltbf8AexLh4iMK­I/u5985rl7fxah1i40BJYohJ++DMTxECVGD3Gf0xX5NlGdvM1JTS5uh9tGeI­w8OSjNqL3s7HgHxv+DNjp+ux63omzTNGuB9lu7aOEELuOQR6Z5Bre8M/Cqz0­/wAG3D2HmW9yudl3KxILYBxj06Ctb9pTxZZ+FPAN3LNOFPmokKdPNcEdPwya­80+FP7QNn4w0OTSrpo7S6hO9oicEIRxjPWvspvFUqPOk+RfmcEcQqdW6fvM7­Xw34qt9RsRGLqN7yAbZoww3IfcVD4i+Kuj+Ebb7Ve3bMQSTDBGZGAUgZwOO/­avmHwF8QtN8P/HbX7mKQyadfXc8Ns+CYwxkyC2e3B/76r6H8M6FoPjPRG1+7­tljaR/PhLOQ0eSxwyjqNpJz06V8vjs4jlsYyq9Xt+QsZWnl1SGIoJNaPXa/y­8z139n7x/o3irxvaavGLiwhuLOWCyhvVCi4fcMsD2wAQMe1c1+1P8b28TB/B­fhYJeWrZfU7ortVgjIViiP8AHzktj0xXGSwxadqjW9mUghki3RTpwsakYwg9­v61wXxI1230fw5qV7GElkiK2luF+8jsmNz+h6nFfbvhfKc2rYfiKrWclCKcY­7LmWuvnfp3PyqvxHm2ZV61H2X8Ru8le1nZfcvU7LSknhtbeW/t3nhJ8gw255­AAHJx93nbX0t+zd4n0e18M34itZNInLHf575VlBwpB/z1r84/Cvxt1j4azya­ZZ26apb3R3XAkbLoe7DIP+RX0rb+J21C7trqTfBoTqsovjJtjaMEEBfU9/8A­9VfgfHzxmaY+WJqx5Yy0i0+iVvv1PUyjDPLFHlXM3d/12Ppf4/fEuDSvAt0Y­bu3VxKtu088XmxqXIXpkc88c9q+T9e1ax8EeB73XT4gk1z7EmZoUXyiDkYJ7­kZ9PWr3xA1K60Tw9d3OqadFcW0ZM0guX8xZ1xkEc8HOMGvmXU9Wk8U6VqjxS­x2em31uUETEmQu38JHtXzmQZOqtJXbspavTXbTumexXr1aleFWrC0fM9Be60­nX7Gy1nwtqkatsSQwGTaqNtO8FfqSceor67/AGU/EOnRfDy9y0Eeuxzbby4D­Dc4J/djPcY4/CvzZ8BeIbTRtdvLG5VLBJDHiZFzsMYwMj0OefevYNH8W79Ru­9esb5YIXmSylurXKhEAJIPv8369a9/iDI51aUsOptLRqVt+yZ/SmFxFPiLKa­dGlJQndJpPTTy9D6k/bZ8V6VF4R0SaG3S71eO4WGIr94KfvZxyRxmvnT4bXs­U+qvPDei2a7iMRs2A2CQDCdegzV/xjYXGsatbazFqUt29siwzWzPv3JkAMMm­vE/HNzrF/wCM9Rk0d7oWunRfaAsCbRA23ksR6c9eld3CeGll8adOMruOrb29­LM6Fi1wfhVUxEue0rJLz7a7H07pPjeb4eXf261j8ogxRXEQTuzfN09M9a7L4­h+JYfinp9rp1hORLZTC4Z5BhgduAU9ju/SvEfgAb3S7HXH8TW95eJqcUEln9­tPmMyYOHA5IyTx9K3W8bWtjeXd5eaZLA8atZi3VSski4ADBRwG6cHnmvu8Rg­cnx2Op4+bXtY7Wfa+j77ntxzXJs4VLNK7jCdnZNpOy76lJPG9xo3xE0+8ZpQ­um26xTXR+ZVDEllI+q49yK928M/ETRvF8kR02eGZCrP+55GejHn+VfIGoak9­xcw+ZN519IFS4eUjf5gYgBu2QD0r2X4J+F9S8KajcpqsDW8zxb40UDYQxyTm­uSnmUadeOHhaKb0T3Z+N55ktDCL6xgpaTk21dNJPa3/APoy3v9qcHHNWVvSy­nLVy8V7g8HNTi96dfrX19z461tjolu+33ienNTLchCB/FisFbsIuc/Makhud­zZ/nTuLY30uzznOfWn/aOepFcR4q+ImleDLUvfybpsZS3j5kf0wP8a8c1X41­eKvHWsQ6F4ZtfsV3dSiJEiO+XnjO7oB6nHGK4a+PoYdPmep9PlvDmNzCDrJK­FNbylov+CfT4uQehFIs4Eq4PbrXnVh+zrqcdo83iz4gapJcFCWXSnKDOOhZ8­/TpXU+H7rw38KrVUXUdS8SyOxKjVZUdwOmB0GBx/OvB/1nwsJNvoTXyOnJqn­g6vtJ9kmvxZvGYsyjnGc0kjPJcrECEZzxuFcrqvx4sL2/jSHT0sznCrGAxHP­AxjtXVeFvHeieL3isi7DUYhuWV9oDY7E4+nBqI8W0KzUVFr1Ma/DOYYSDrVo­NRW7009bCJP+/khuIZGkwcop5UY6j1qdiHJX92w4UygYLgdP5da5v4kazfeD­dNu7+HS5dTsbcPK0m5Y2gBHQ9tvuPfivMPDf7T+kX0hi1ezbStzbYpYXMyN9­cDI9e9e7QzTD10mnZvuZYfIMfiqMq9CHNFdmm/uTue8wy8kZqZ3yuf8AIrnd­L1221ixivLK4S4tpRlXjPDD/AD2rUS7LAeteumpK6PCnCVKThNWaNGCfjr8v­1pJJcZrOS6255x9aeJvOIwcVJKRoWzBpAScUVDDJjHOPwooCzMxTyCOOO9Pj­k3DGP8KprPggntxUkd4Mcflmp0Kd9WWzG+71HpU8GTIFYZPT61m6prttoumT­390/lwwoXY9T9B7npXj2i/tDwp48a91WCdrGygkn0/SIsIJpwP3Znbkkd8Dg­EDrjnlrYiFJqLerPp8o4fxucQlUoR92PXz7LzPffEdn4X8KpFqHxBubOXSli­8+20R0aRrhkOd8iD74GQAnTPJNeF/tHfH7wp8T/BOj2mk28cFhHeC58mS3Ec­kHloQMADA6joelb3wt+Hlz+0r40u/Emtazcf2fbyR+e8X3pCDkQRdlUB8E+4­9zX2Db23hrw/o8GlWOj2kNjEvlpbiEYIxgjGOc9/WvNrYqFGi/rMlFT27n2F­V4PhytRg3KpWptOSTtGLte22r1uz8mdT8TTXNiLV42fz/wB4gwRx2IOBjpUt­jqc2j2MMawvvgBE0My5KLjiRT328/SvtL9oy08O+GLK2uL3T7W7tpd0Vpp0t­rGyBRGxMUZ/gxsyMfdNfCnj8NqDltAANgXYRmacs0eR80ZbAyvfPpXl1qEaM­lKE7p69j9ZynP551h3VVFxtfXe5uSeOV8YX6aZptuzzIoH2mNWLXHdQFPUgd­8V0/gT9mX4qeNdbeSPQLjT7Z7nE95qiiNIm/iJjbDkdcbQa9Y/4J9fDG2vpN­Y8UavBCNas7r7LEgwSsezIkH+/nGf9g19v6lqH2SJQColx2ODtzjNaYmphsv­oxrYpt82yTPgs54srYPEfVsLTXPHdu638j86fi/+yl8SfDWnN5kFtrGm20P2­ma40dWm8vA5xGQGyMZ4H8q434I/F27+DfiCeOGzTXNB1KKIXlq3BCJlhNG4H­Dglzjn3xX6k2GoQXelPdyXCm3jYGS4PGwA7iT+lfkD8dGufDP7RHji2uYbLS­THqkrpY2Em6CJZcOuw+4YEj+8W4HSuuShTp08Vh9FL5kZVnv+sSngszinpur­r8L/AJH25qH7RfgvW/DUd3f3Fm0QAlcvOYvIQPxuAyX6gBFGTnoa+e/jv8Uf­CPxF05JbGW41DVNNjY2UotJFIGeV+dBlT6fjXg17rcM+nwSwoJbdW8pgzY24­I6/mMHv+FUdP8TPLNJBOfOA6sMl2GPu49P8AGnPGzqxdoJX303OjD8LYHL8T­GcKrundW0Ox+DXxnv/hd4rutSt7dSWTZLaTHasqHnacdD3Br70+GHxu0b4ka­DbahButGkyjxSn7jjGRn8etfl3f3VzPa3N6UdGRxlcYfbz1r0H4DfFr/AIQ7­XTZ3s7/2fOpModT8rAcEflg1OHr1oe7Fq3nseXxJltDGR9pBe+uu10fp/LL5­gxgnjJPavkn9q74ny6BqrW1uzRNDCUOR17nH5j8q9q+DXxR0jx3o0kem3guX­tsEoThlQ9Mg/iK+Q/wBvvStQ0nxnY6mVJ02+jKIytnDADepHbsea+zwEqNX+­KlJWfmj8axdKphb05q0npr+Zx1/8adLaPThJGxQ+VI3mkDJ3DIOPfPauh8fJ­ez3kt3atLNaxwM1mtwwAmJfO0HsMn69a+fINCvL+70iJrbz/ALU8cMCO/wAo­d2UKXxyFJNfqD8Pfhd4e8PaJpmhX9ol1cxRx+e86B9sqgZwcdev515mGo4PK­4z5ZcsZPq+p34vMcVm0YKvZuCsraaHxBp+swXHgyQ3SNNf3czmSMxlHt8Hbx­6jIIC9ua858QeH7+1vWltJkaJm3hc9UHJGD3r7u+Pv7Pmi3t5N4p0Gc6ZPY6­f9kms4oV8mRWkDByOzje3ze9fMOo/Coa1eJaf2g9oRGQilQd7Dk5PbPNfX1O­KMtwWGWHxM2pW0snt30PJy/hXNsyrSr4OnzQvrdr9T7R/YgfStb+EVlBbhku­4i7XhD5BlLkgfXYUr6BudXbTNRS2uCF06SAmQuOEKjkH6pvP4V8OfsYXfj7w­X4guNA1HTrPUPDDXokF1DP5U0O9f+eeP3gGwDkgjtmvuXXL0azoWqG5hFnbx­wkAk/eNfh2Y5VUzDHTxlCV4ybabe67H0GHpSwElh8RDla0a7H5efGC60zUfi­Nrf/AAjmZdGW6ZrdmBAZCc4/D+Qrh5tTjgEYcCUOGRT74zg+oNevfEX4M614­E0R/E2qeXDb3V6Y1t4znBY5Xafoe3Ye1eeReGZNehjubY2jwwsrygSIXI78Z­GDX0GByjFzS5IvQ/pSOaYatgVHDzU2lbvey2PXf2cPhdYQ6XdXd7aQPf3ZJi­d03GNeqDHr0r3zQxDFFBpfkRzqWF0jgrksOCvPbr09a8U+D/AMSYreWK1vli­tWDNtw+cn7oDenavaNA8Larqt1F5scOn2luPMtDBkCZWzuDdzwcV9JiI4qta­jXu9LWZ/EGb4PMlmlRqlKLveyT0V/K+hQ8a/EaDwnrd3ZajqdvZxiPcZZmyQ­pAwqjvkH868S1j4u3fi7x2dU021+x6Tplr9itc5V59rZ3EdskgAe1dr4z/Zk­1X4q/EWHWtW12z8N6ZHAlpEkkMk8p8vfgsF46kdTWiP2W5/DcMbweJrfxDES­YpIrS1kD8Zw2PUf0r5Cvw7jaEufCU7X63sf0DwxhcH7Km8wdpyVrNO2vfQ+O­/wBojxF4q8QeI4dS1fVnvdFRCsUEYMawnnClehPP3q8yvvPuxLdCW4s7ZtkT­3EJyU+UbQR6YFfc/xH/Zgj8SaU9sNaubWNSiNvtATheWyNwyM9/cV5FqP7G3­i+70yL+wG065nkjP+hCfy0mXbkBt5AB7dTgj619/gYY2OAdDEr3l8zwc+yRY­bE+1wivTfXt5Hl/wK02DxB4y0/RNURFJwkVuAdsi7cCRSO/PJr7W1WzTS9Yl­0mxs44rRbIRhIh8oPIz7kj+tfA/hLQvFHww+JNg+o6fdaZqWmXoj2XER2qVf­BVT0KnpmvtRPjBpel2P9oa5cwpfXIXZEONqj/P61+McYYTFVMZRcE2rNW87r­U+IxK5uWhJ2cmrXKWiTGLQ4HuFQ3Vg6RefND8yLjB2+mcYP0qHxf4Th8RLqO­iPusrRVW6Csm1UlPzCQjuSf517p+zHoUHirxvrus3L/bLOK1jktImAaAszkh­x24A/Wq37WT6ebvTJjdva3bsQRboCZ1U9D7jPX3r6ChxFDL8bRyGUG7rVru9­T+j8np5flypcNzoqScbSmlu3r01+dz88viX8MdS8IxWutw34vYppMp5aFShB­GRjuM45967PRtQnsvBWnmS2n1FtRciSyumIjjAbBVRkY4yTXo/jBEv7X7RGd­qWuIUhkAABPO4H161L8Dvh3f/GnxfF4a1iKQaJapLd3l+iNE0Sgjy/KJ6udy­j06ntRxFXpYe/tFaENW+tvL/AIc8/HcL5bkWMnilG0FF2TV7PT132XY87+JP­jfVdA0C20TT7ltT06dPMtre6USbIRgCIE9RnPJryXXfC3iFdRbU9DsbmG2aJ­ZpERS0Y45CjuP8a/Tbxl+yR8ONY8FfY7XSjZPo/MNw0zyMSASI5cnkHIz9K+­ErS11Y3rapfzrcXdhJKHsbCZGeRs8Dyx0x29q+X4fznC4ynJ4SNmnrfS99np­o7/gfLToYHOVOMY8qVmkktNHd7fgeSeCvCknj3W78TXD20SQPc3k6rufauAQ­B6knH41698IrCe30ibTdJnVtKmu3W6ivsOYjGP3jDHXjHH05qCFtH8H6/fQa­fZYlEbJe3LOTvMjZKqOnuPQAV7f+zp+zRq/jGz1DW5dQ/szQ7iNlsbq4i5nd­3xIQvHQADPc1+5YmllGX4KNXOJRUb6u/paz8vI/DHmmY4bFT/s2bjJfD6ap3­X3HgGr+HdRvp9a8Radr93b6faSi3uFMaqFjBxmMD0J/M1HZaD4h8Y6Y1hp9n­/Z+jQI07Q7i7sgxulm7sT7+vFevfE/4d6l8GLG88M3UaXF3fl7pbyTHkuA2I­wM/d55xWx8NVbQ/CGoXNzaLZ276aZtWvFGJ0kBQRx46lmZsAe1eBn+FwccCs­xytxcLLbbV2089dvUxWa4/F1eTHyb1dr77Xv9/U2dDGoaZd+HIoybi0uokt1­m8s4JwMIyjv1AHrWF8W/CfiHSNPvxPpdxofn3W+DzAfugAtjH+eTXWfBHxbJ­4g8f2dvd6NJZQWjCZWmddgYj92VA9dvH/wBavVP2ivEljN8KteuLycBwVS1C­gEhgQCB+Gc/Sv51rZlWw2ZU6EYau2vq9D26VH21KV3sfC0/gy58L3ks2ozJc­zPMswwx5Ujr9TzX0FefHDw/png3QNRl3zyzyi1ITl41xySPQECvA9Vg1i9vr­vVb+4LwpCnkInQxdBnPfrWWNCl8Q20NtZXCQusgwX5DHrtA98V+jrDOpWoYu­tL3ou91t5o/Q6VbD5jlD9npKiuV+bsrW8j7U0bXLXUrKK7tZlnhcbldDkGtC­K83nceD1ryP4SaLeeGvCsMV8rRXkx3vEXyEHbHpXpGns97OkEKNNM52qqjJJ­/rX6Kprl5mz42nzOCc1ZnQRXAIyTkegpkviCC1DZYjC5Jxxj/GuhuPhRqLaV­GouAt9NgLGo4Df3c5r0TT/h/oXg/RoI7i3iv7gYaSacbsH2B4Hevg83z2abp­YSSS6y3+4+uyungKMPb4tOcr6RXbuz550jQx4t8Ri3s4Y3lkfNzeuhLRpweS­fXoAOK+kvC3hfw/4NtGfStIsbFgAk9zFEBLL6b5Orfia+d/ij8brSy1PUR4e­RbG7kBiurkY2ny/lTanQYHfvXhA+MniKaW9e11q5bcxEjGU8nr0zivnXgq1W­nzxnrLVt9UfrOJyTHZ5SjJNUqaSUYtu79bW+Wh9a/GX4gwLNFZWDKMjMpi5/­CvF7vWk1rUIbZHkiVR+8Lts2gc55wTxXz54a13xt8QvizFZ2t9K9nHF/pRz8­sX+0fUkdBXtEXgmC3aZbq6848s1zNhdq7vlKkHHHevMr5e8NUXtZq7V7Lod/­DcMNhKcqMadpwdm9NX5Eh+1EQywzMs7F2uCh8vyFDZTn0bG3NdV8I4ZNV8Tz­XMckaxmTy3aIMI9+c5XPTHHNedePLLUE0eA6dqUd08LZdLlmgV8t8rOVB35O­ODXq/wCyP4lfx94Sn1K70uXS50vXgmjnjxFvXAJibqRkd+hrRUfaUfaQs4p/­18jy+LczeFpexSac+rR9Aah4Rttb0uW3ursySojIZAQwOBj05FfA3xS+Durf­CLUE+03cd7p1zu23EAICZYkAg9DjHf8AlX6O3VjdNbtLAY5mUfKFGwZx93Nf­G/7WPjqeLRZ9HtbXTE+2XBNxDcZa8hddp3cY98dRXq5bVqc/LJaM+B4ax+Iw­+LVOlqpbr9fkeOfCL4pXvgvVztvZbmwkk2vC+dp9wO3pxX2ZouuR6vp9veQb­vLnjDpuGDgivzp0mz1Gx8tlCSQhd6mNhu9cY69CK9t+D/wAZNYsX+xzPvs4D­tSGYgFVJ9f6V9nQxqwfNKq246f8ADn13EXD/APalONbDx5anW6tddNT63SX5­iG65q0k68AnPtmuP0LxVb65Ym4t3/wB5T1U+hq4NUJbhsA8c19ZRrQr01Upu­6Z+JV6FXC1HRqxtJPU6X7WchSePWisD+0CWGeh70VqY2LwbMWccdQfWmxMWk­wAeTxiktwdgGR06VpeF47T+2omv5BDZwq00jk/wqCx/lWFWoqUHN9DelTlWm­qcd2ed/tN2r+G/BGkWi3brqt/I072oXG2FB1P4kcf4V8k3kd8niS32JIUMbi­eWQng4I4/wA969a/aF+MyfEnxg97ZR/ZIkiW1iTGJFiXOC31LHpXkd3qThED­kiV3yWznccYFfH4rEKrU54o/rThnK/7NyunQqaSWsvVtO3y2Pt79hnx7pehe­EtQ0K91K3jlSY3UcUrBTICvz7T/FjAz6DFfQGteN/Dkd8jDXdOW5A83yVul3­KuODtJ596/L3wqlnd2gF0HDrKXSRVyUbJVuP4gyqv54rc/4SHS7K9mgs4Z4y­sLvJJGMrMQ3IHp+nNaVqtLF0IU60b8vn2PnMx4Hp5hjp4v2jipva3kuvnY3P­2g/i5d/EDWJk8z7PYW91IsVkR91l/iGeuR/nivJptYt/sUrtOFllcZSOMjB7­AY9a9G8N/AzxX8WrI6todtC8s0xiMt5OISwU/dGepwRz/KvMvid8MvEHwr8Q­nRtev/7M1OULJF9lQ7Js46NgF8ZwfQispYepZTkmo9D6Ghi8HlsfqGHlHmWl­k0vz6nuX7H3xuHwr8WW2laszyWuov5UoV8eQP4ZWz/CPfHWvtzW/jJ4EuINy­eKdNDR5Ut527DEcAkdK/MXw9cPpVs0ChFlmK+ZOerc45PXpT9Y8dta6UiSxQ­3Sq+dpzhSOpYg84ApzxFOvSVCvTU0trnl5rwhhcwl9dq1HCVle1vxve5+l95­8QvD3hbQHvdbu5I9Lt7YfaJ7dcId7EjC+pAx04HevzD+PXjFfjj8V9R8VR2k­WjwXcjq9tbH52X+EyN3cZHP0HQDFfXPiXruo2Eyz3d22lmJVNs0h2jn7wU/h­XMW7pd2gW2tQY58mS4hl+YH1KsQQPoK66uJ5oRp0VywS2Pnsn4bwuX1JOrLm­k27brTpou/XoVdW0UjQp5bF7i7lSQxCPAw34evXHrX6TfD79nD4beFPCGn6m­3hmyurtbdVll1azSSSVyowx35Kg4PH+FfnM13/ZMNwrzBSjoEXsSG6j0+vvX­2l+zz+0DefEjwfrWm6iWF7ptxEtxsIJZXDusg4zgHI74J49uzBVuSjU5I3ml­pc8XjGFWmqc6EuVbNJ/j+ZkfH/8AZi8NeJNAnu/B8Y8P68AJPskPFtORztIJ­wgPqK+NYvs9tPNaXa/6XHvSSKQbTERwefrkV+ht/qg1W1d7bO1BsYtwyj3HU­ZHX618H/ALTOitonxZufsqyn+0rZborjgMDsJ49cA/ia8XB4qpj4SdSPLKPb­S9zw8kzSdGbpV/fT2vr8vmVPB/jPV9E1IyaFqs+lXlvGP9JjmMZKZ6Me+O2a­6WEr8dPEviC/8Ra3I+uywKlnZwt5cTugVTJ0+9gDC98muL+GXhO58deLrbS7­Qxu11Bi53HmKIc7lx3DduOa3PEPhTVPgl4utFvUe5e4w6ajGjJG8WG+RTjhi­Oo9hX0GFnPD2nH4Tpzmnh8yvTnFe0WqfXy/4Y47Uxd+C9amNzcRHWLQpk5wk­ihgcED+LgD071+lHhTxfaeLtL0vWLB1k+1wpPtj5A3KDjPb/AOtX5bfEK9W5­8RXF06F1kwVJ7cYFenfs/fHDxX4MhbS7Wa3vNFSbzGguwxMYPURHt9P5VriY­08fTdKtpFu6t0Z8NWwlPC0/aRdmlqfoF8XNXgh8AahZO9vHq8+yWRhne8SkY­XI6435P1r5nlvZ7aa0ERht7idwomnycDpkDPqRXC/E/4q+LfG9xaWNnrEej2­V3cJazSRxkzxpIeQhPQHAz3IHXsel0+wngjhkvR9t1OMGJJl+QyehAyR+VeP­mPD2IzJwqYRc/KrO7tsfo3Aue0qGHqUZLRu9/u0f3H0n+z5daVHcyi1UXV3G­+xnRj684z2z7V9I6jqQt9MkjYLEkinEjjJVsYGP8MV+U5/aD8SfCzxJp19Zz­WsslpfSrPbGPbuiOBgkY569R1FfR+gftzP8AEPWtI8P+HvDeoXN/dvtCbUc7­ieSD2UDufrxXs5XgcRRw0aFZWlHQ+M4oxNGrmcpUXfmt951v7Wdw178DdPs2­El5rNxrtvBHJKfncbH7ds9PwrmPgh/wT9HiVF1HxtfPZWyDe9raSYO4+r98c­jivY9S0M3c1pPqwhvdYRgyQj95HbnYBuGRyxO7nt2xXey6xqE9taaLom++kg­iO1YWyGbHf25zzX6FhcLUp0FHRPu+nme1So18HgoQbUZSu2+yKOhfBH4TfB6­RTY6RFqupKd6XF23nSoR0UZ4A6Vman4tht5pLmK3ihVQSEwDt5HAHYc13Hhb­9nRrrUjrPiHVrvz3xssrd8Kox/E/JJ/LpXOfHf4ESx+H9W1Tw/rcVo8Fszi0­vwSCwUkAMOcnjsaVHEYaFVxlJyfc6cpxmWxqqGJqOUnu3e3kv6R5+mvX/jGZ­IZNq2cU2+4eL5FKj+DPXuBXrfh74ueGdCs0sY9PttMtnkUBbZiS5bj5uOuep­rw/4ev4oufA2nznQLi0uprdJJ7O6GwK/Qqc/N64/A1s+DfhpP4rvJotJ06WK­2hjaNXvxJGscg42h8fMFI4/wNe1Xw2HqU+epK0d9zXN6OHrt1Zrkium39M9R­8RfGPQLG5kjliH9oojxJbtg+X6Bz02t614hbK9zHfJFdmG2lkZojFkvHkfN8­3GBuIIHQYFdRqX7MXjbTZLnUDdaXqUYUvJ5c8rXEn/fSY/z+FcZpEM/hweVq­bzWDLI84+127RCbf+7xzxnlenpnivMwkaUJSdKd/xPQyDAZdOhKSq80r7X+7­QpeNPEM+pfYtMuoIrm1lTy/MCq8YYHqxPTOOD/OvnP4j/Aq48VautxZyPPYJ­DF9ogDZktSSeMZ5XI4+tfQ+m6LdR3cD3U8U5+0B5bcRgxqgJODzjdj+vWvV4­PBHhPUtT/trS7aPSL1x5BltzhJY88K0f3CevauHNMFHFxUq0LNbSR52YUctw­2MjKrT54Lra9n57Hy38NfGuofCbU1mhdbRLazMKxSEpG8QAGCueuec1W8QeL­9U8S6jb+JtUnS5uShtoodv7mKItnABzgHjnrxXpPxs0jTImns5FgjmdjsMi7­VZCM7kf2IGV5rwfXvhh4vl0Oy8RSX4t9GRtjpprl/MAJIQuyYXJPJx9K+Hxe­FwmCrLHTpqU0rcyWp+j1+IcnwOHjmk6Sc7WVld2totjzzxr8S18Q+Iha2Ext­bBHmhWJ12ebOOB1+hArqv2fPjZf/AAH1abxDrQlu7WWOS0vLLzC0kq7sp5Y7­PkZ9MVx/jb4MXHjzVLZvDVs1h56tJei+lYmGUcuSeTzweBzmvNLqzsvC0mr+­HdRvnjnglyLjBkBO0A479sjjvXzGKWGzqnKDlzc3xR6pfofjuG4meazqU8XJ­y5m2m3or6pW8ump+gfxS/b+0aLwA7eFdIv3uLyIwq9/CsaW7kYLkZO8jsPXH­avih/DkGntb6/Hq15NaCb7SQkbPKzk5ZTjgnnviqf2288YeGp0j0LUr/AMNW­6KBqkUWD5y9WwTyPbrxVq/8Ah+t/oETf8JALXVjEJYNMJxuzz8xzgHGOBnFc­+T5BRyuLpUYuKe93e66antRy6pGlKWWQ5nZO8rrve2qT1tbe5r31/I2ta5BF­DCZrOM3bPdHeWy+Qq9PlBOPoK+8PgX8VdMvvhr4Z0/VLu10W/wBOt0E1kbgB­4UUcMVJ+XPHFfnF4Ku/EJ1q2F1p891YRyiC6vniYqm0ngsOOvr9a7Gyl03VZ­NY1jWPMtftcnk3Cz8famx/ASflycDn3r7niDIMLxZl9PCSm48jun2suvy63P­wypTxOW4p1a8LOXk9buzt89T3n9sL4z6d4h8T6LY6e8V1odpC7y31uyzAy56­I3QOMDI6dK8X1H4pax4HhudOSwGux+JrdJ7mHzGMsZj2hCGwcjhcj+8KqeGP­h7ea1pUlpp0f9lvcXmLKKcedsQfM8pB6L1r2LwN8KLXw/wCGlS3up/E/xH8V­ljY3V2nkxabaKSvmyDsOHOPTt6+LjKeByLK4ZPL35JJr1bvd229Ox6WAwazG­usVUfLTu03u9Ffbsu/fQ7SPwxc6X8PINTN7BDcT7JpCGwViAJ25/vE4H515f­4gvb/VdG1CTUtQbVrcmUW8MkvEe0fMPT8fpXVeI/BdjJ8ONUtdH1fUNQsLGE­7teuZ8QXtzn5Y4I+4Jzz7A9xXlvgX4Ua7rUEK3OuQwWUUgIF6yorKD0yev1/­nX5fl+XRqTlUnNaS7dPLzN8RQoZdNVK037NyS2177ehBqF5qEpMF0sUaLEqC­JBuHlgevqSfSrvw4Gmwa5BC9qhvPNOw4xj5fvYr0jwL8J7jVdYn1G5ntpbNG­8pUaQOTnIycfyq7ZfBRdL8T3WpWl82om1jZ1t7e38oOzA8B3IBwF7dcj1r6n­E4ujCpDDUdHo073++1/xP1DE4fL62C9nk9J+8020nrdW1btd9zVa6KY7HpXs­Pw3j0fwXoDeJNcuIo7tkL2sMrYIX1x6mvJj4dvvsN1NiSK7g09dSNvNEV+Un­iPJ439yO1Z3jvVV1zwymoapczavKlq0sdpYOkMaxptBdpArg4zjiunHZlGa+­rxvd7/15nyeDwtJ4hU8ZeKvbRXd90l0V11Z6+P2lNDv9RnuvtSD7IMscHk+g­GK4rxl+1nb6rbahBb28i7omWKRpejYODtr5l1Cyl8L308rbpTdBZfKc8qpXO­D06fhUC+HtW1+3juLK1WD7QT5CSPhpADg7fUZFfPrAYdRUpy93p0P13C5Rkm­Aw/17Ey0l8Lb0S6fMl1XWZbqF0fMjS/Pnd17gZ+tY9ol1DG8sBiAnYBbcAma­VhxkD+7nuKpzeD9etfGVlpWoaPqFnbXf72WeV9sTqPvBHGR+Gepr6O8P6fo+­gaRBZwWkVhcRjYJo4csRzwx+9+Nd2KxlPBwikua+1n09T6/CZrHNoXwck0uq­2+Ry/wAHNB1HwXoV9qv2ORnuZXF3IVIOF4UFT0GAMEV2Oqmw1eLTxGUuogpk­27iJUKnJJB4PPAFa51i0txkK6K0ixKudu7A5JB71FovgiDWPGU0ka+RAv7tj­n5xkDhR0xXx9fEyxtWU7WevoRTnSyek6mIla3U5Lxh4ii0iVEuVgSJoHuJ2b­lYYc5BPqcL0r0v8AZN+KP/CW+AbZbvSDo115kpUtbuqSqWLo4J65B+8OCc16­TpfwV8LWtm8t/pNvqzzf61dQiEyyAdAUfIx7YxW7q3w+0ePRgmgQLpkdrCqC­CI7I41XG1V7L2GMYro9nSeFdOm17Rta3/rc/HOIs7Wa4iKXwo63/AISN/sjR­acr3N0yDEK84PqT0FfKn7bv2DT9H8Lajcwxx6vcXb2pkHDIm35ifUBtn05r0­vwh8TdX8K6VMviIWdg1gz754UI8tc9CM8/XvXxz8cPGk3xm183F80n2a3LJa­xxHAwTkke546+leplOHq0pqVZ6FcOYDEVsT7fDqyj1vv5HJadqS30iRGUII0­Yllb777jgH0xj8a0dOvPtN2scLYkJA3ucEkHP9K5+XQl0OzEgba0ZGXxlsf7­Q7+mRT9Kv1tLqBk/0mZziNSm1QSOpzX0taF4O2qP2edZxj7OsrS/rY+qPhRq­cuy8ikUlXUOjqwOee/513jamoUc5wa8X8C3o0mG2uo5VdVUc44P972r0i/lN­tBBdI4ktpxuVseo6GtOHcwilLCzez939UfjHF+XTp4tYm2kktu6R1EGphgCD­yKK5Oz1PvuyT6UV9v7Q/PeR9z1a2YlAc5xXCfGTXpdO8MywWpYTSqS7Kf4B1­H6j9a7KJ8EdvpXhXxT8aRW/ibUrcu00yAQiIdgFBwfYkk/lXm4+pyULdz9B4­Ey6OOzRVJvSC5vnsv8x/7Nf7Pcvx88XT3GozfZPDmnlZNRkz+9mz9yOP0J5y­T0Ar179rb9j/AEXQPCN94w8DK2kjS7YPPpCJ5scyKBudGL5RgmSRznbxz17r­9hfS0i+EDasFVZ9S1CUSopBMax4QK2Oh6n8a9X+MOpQyeD50a9gtEaFy6XIG­yRSGTBz65FeZgp0q/PhpwScVe/W//APazviPHwzprCzfJF8qj0e17rzf3dD8­rvA90t7oDlM3V3FluHAy27ufYY4rv/gz8NJvH/xY0jw9ezFHnkeWc2hGViUb­n+Y55zXPaJpGmaJpX2SHytPgtTkgRjJ9S3P0rqPgN8QYPh5+0R4Z1N7oR6dJ­JJYXG3GxkmTAOO3IXn61w0VTVdc3w3P2vNMRiMJk8qq1qcvTo7fofpB4b8A6­T4R0Kw0m1haWKyAVJ5gGk3j+I4AGfyp/j7wX4b8c+FjpviHRrHWI5MqjTQrI­8DEf6yMnlCMA8HPArR3vcRztGcDbyRk1yEV9caFepeX4kktVuDNGCNu44wAO­emcjnuFrhwud4qtmCwrj7km/RI/lCTqyqOs5vnve/W/c/PH4+/Bq6+D3jBrb­7SbzQ73dLZThtzxngiNzkc4YYOOeehU141c6VetcTJcXS3cNz96MJgkDnBbs­M4z619T/ALZnjrT/ABRq66JNDazNG0c91LGx2swB8sH3G9/wavno6TDLpqXd­4haylcwxxh/9dx0x6YPau/E+yp13Gnsf0xk7x2OyyE8avftpra68ze8I/syf­EDxno9nb6JpVzM+ukbdYuMJaWqLIm92OckAHjHXtnBr6T8Nf8E+dKi0nytW1­LWI5QjLJfxSxCVmHKkR7CAPYk8fXj6I/Zn1Gw1D4MeHPse1Fh0+G28voYTGg­Qj9Kt+LfGotdPvGtbsTPZTiOYRHcV45BArszHMMLk1OPPHn5teh+HZnnWYTx­s6dN8nK+Wyb6Nn57/tG/sl678JbaS/0XUV1zQ3dUeS6Typ7dSuTuAyGHB5H5­da8u8JeMJ/BN39r0O4NhqGdjzW/BcDqG9R06+lfe3xPt28U/D67tLmcpcyrJ­M87DOxFHAI9PWvzX12H+xfEMu2P93ITGzJyFcjPI98Yz7VyRxFPFwjWwycU9­fmfYcP5lLE05LGpTeiba6P8A4J9FaT+1zqOl6eINR0a2vblIsvc2K7ZZMeqH­g8ehFfPXi/4g3nxI8Wz65fzANMwiUKeIIudo/Afqahd3lkZZgeISWKnBwB1J­/GuO03R7qf7YYbS9ulSUxmSFCynnpwODXbSc6kbPX/gmeKwuEwGJVWhBLmv8­j379nVdP0j4lfa4pRiS2EKSv/EA2cn36V7h8b9CsfF/gu8srpi80am6tnRuR­KA2Pww3618k+CfEB8MajZTTCSEW0vz7l2kDjjH5/nX05qHxF0a/8IXGqNNGY­beHy2kJG3djjr1PtTrUKuIpQ5JWcH6XR85mdGMcTGvSWkrPToz4P8UyyRzQz­vl0KFSrZ6jp/OtT4a69IuvxQHCW8x+YkEn3H5CqXiCWa8smgQBo0maUbU5GR­/KuailkjcTxsROvRl4wa9mnFSgmz5LMYudWdPZPU+o7nULETQ3NvcrItuQxG­4FUbPf146D2Nem+INVsrrR5rvS7yIzhNzLtDDjB3KM+x4r4y0jx1dQ2ktnLD­5xY7wzHBU8jkd63PCPxg1jwaZIRFFeWbAq0Ugw2PZuxr38rxrwilCWzOLJ63­9mOVOeqZ6l8W/DEWt6dpd9arcy397cxBVMQBYPuATavPUZx2z3r7k/ZG/Zdi­+GyW0sllBeeMLsBbnUWfcNPtyjExoPU5AY9+R06/PH7Hk+qfErxhq3jLUNMt­4dF0+BbWyjIy7XHGDk9dgDcjoWFffvh7xhB4N8G3mpTIx1i+QxhI1/1Sjhcn­6nP5V9J7KNWm69NXlLRf5n0UcIsRUjjIRu27K60v3+RD4+0zTdA1Yy6azm4h­jEcku/Hmv3OOnfFaXwKdp72e7uFEzR7kLDAxlienoOmK871HSNf1bSru5e3m­u7MeZLdPsJYJ97AGOeCenoKsfDnUZNMlS9trma3jvooy8R6beSD9eea7JYeV­Sg6MJ3fU+3x2Gg8udGNRSnom9/vPpTxd8QtK8F6WLq7fep+7Gg+ZjXgfj34q­/wDCWsTHutrMLuIXgsTjGT7YFbGseKtMD281xtmheTyGZ/nYFztz7c9favIf­E0OmPJqrxw3ctvaXjwCHTIxJIMAcAZxg9R6VyYTL4Yd89RM8nh3LsNh8Rz4n­V2006m2fGt3DoKyKGQNIFSRUwRg5A/z2rvvhD48F74ve2W5QwyWhkKOMSOUY­KSB9Sf0r5xGuvqGjadY6VZahfLO5jex1FlgmFv8AOPMYg/IA+B64B4r0jwfp­Ufhi/sNSa7ittVUrDHxiIp/zxA6gY/lmvSxND6zTcYRPrs8w2EqYScEvfd7e­vTTp6n1wb9CpdiTC+QuRgivEPjTonmaeco8rOpW2jSLcjSgg7jxgZB798Vje­Lvjnb+HLG9vrpI3ntLlbMB1b93IULqACcDO08/SvPG+IN/4zuvPmv5WM5JUA­/IMdeegAxXhYbB1aFTnl06HwOR8N4uvL6w5ckYv1bPOtO1++0q+uPt0CWkAu­JGRLmRVkyEclAhIJMjLhT6n0rWk+JUN1ZWYiHkteExQxrL+9RlAMgK98MOD0­68mrXiDSbTUI7V7iZTFIVuxPtUyRY5yAQcgkc5/wryDW9ZNzcJf3On6jHLZ6­n/ZUv2EHNyHjE+Yu43xogf8AiTIFfR18ZSqQftNGfV5hg40Le0d1LRXO58eX­uleJZBp2pwyajqGn3YjkDL+7gidSGP0JVP8AIrpfDGq2Ol6GdMu4gNJlja3M­GchPXI9+1eRaZJ5+lavHJctLfwyw+eFfDbD97PHBBHT396o3PiO4XUdF0my3­vPq04igBQyeYYzuK8Hg9OfTNfJuFCUHSqLRnFmWQU6OETcrx/K/Y5b4wXF38­I9Zklj1BntLkZtn8z/XLnpt7nHp0/KvDvF3wx1vxDBJ4mKxCS7wY7Qg+ac4A­4xX0D8XfBGrX27TtVtHL2TCS0aYHa2OoB9cE/pXhHjvxVqvh17S0a6zpAcbJ­Vk3si/X61+YVMC8BilHD295776dkfmE8rWCxdKMn+7lrzLt/wDp4dB8R6L4X­sJYIbpr2zs1gisIrgbIiOSdg+8Sd3fvXpXhz4eeKNS0G51PVNHFjpLwi4cTI­qzhvm3Rc8oM5OTxiuD8B+J5X1my1Azpc6XEyFfKBAbnqcdMV9mWfjfR5NMXU­m1OKSDZ90vgEf59a8XiPPMXlNSksLS5ubdv12R+0Y/N5ZOqLwsHKEkt9nbS6­tbc+Tpp9d/seZQkElmxLfYorVsqh/hB6eucjnNfOen6H4h8XeLtK8LxCd9Qu­7uO3gtZXOI3kbA47AZ619Da14js/HfiXWL/T9anh0aKZ1mghDeaFAx8p9zk8­Z6+1et/CT9ju88SeN9C8bNrr6XKixzada7DLdO3UNKeAOPfNfXRxk1hfbyTi­+W9n9+voeRxdh1muCo4igveSbSbT33fkl6npvwz8Eab8Ofh7qeg+D7nzrfSo­Jk1DV3QJNqOoncP3bHpGpBxg+nzetPwT4Rura6tILzUP+Ji9kYdRvL6TzLhl­cqfKGc4yucg9jzX0xoPwLs9Ks4RczSSQRq2IIwFBkPJc+pzmqvhP4P6ZLrFx­BeO8llATK6SkF7hi2f3hHbg57/hX4rVzFZnjY4ShK9Sber263sz8orZdLDYW­FHD2bdnOV+vZbNrV3M7wh4Z8OT2UenQ2kGqpbjLRi380LjGF6YH/ANevE/ib­4LsT8QJdbuNHl0xLbKrbrb+VC8p2nLDoSBggD+/37fUesfFfwb4Hv/scdqqX­ap5RSzhGAqDAHHoDV7xromjeKdIjsdQtxJbykTGOVSC3difftmvqsXw7/ZeF­eLrVGrJu9tH+prkcsBHG3q2qezfvR0dm+r8/U+S/DfiKeO4lWPSpLi1RgCQP­lX04AOKqeMPiHpttp1xZWNtK99MhSK3wY8MeMljz19K+n9H1HRdAlg0mxhgt­bcnckcIA5HU//XrZ8ZeFtF8R6VvvbaKVIUJgkYDchAPKn1zX5bg86hOtGpXp­SVNO3Mr389Xp8j9YxHErhByoUej5Xey8r2TR8o+G4tZvPD9tHq8CWd60IUwX­Egn3dcgnt29amOnXE9xHapplqBMkcTSsi7IgcHPTIwRkDHam6FdadL8RJLDU­NRFvp0ErKxz91gMgE46eteha5qWhNEE0mYNw25lbdz0+8P5V/aWFyLJ8yw1L­6vF+9FNStpZrrc/mLG+JvE+X1qlbFwpSgnZx5UmumjVnp0PM9f8A2dNA8QWS­jVL83WoyLlru3i8oPJ05UE5rC+KnwBttD8KaQ0MdzewaAXkt76MHzY0J3kNj­sOuegqeXx7/aGu3fhyPWDAzO09nIjjAdVG44z045r3HwT43GpeEIbXWRYyXQ­BRtjHZKpA+bBHfPvX5ZmOVUcNXnhnO0ouy3+8/VqGZV8/wAFh6sLxjZSXVJ2­tZ9/n0PlnUvGja54dj0+dPMKTK4uDHyMdPfJ6E/41nanqqWU0LXCyuQSQ+ws­CG6cjr3FU/FGoQ6b8T/F+k21pNaaJZ3REDxgtFGrBDhZMYwCxA/Krnhm+k8Q­eLW0P7HJcaebUyTXMwwjbmJVB69z7YHrX57iMvlRqyg1otdz38k4opZDzYf2­fLq3JWtdt6uNrJLbuVPD39qa9rUc9rZ3mqz7iCpI2wjcfmwPXgc16r8L9Q1u­6vrm61XRbjSp7W7eCNZRmOWH+GRSO/XI6j8a9I8I6FZaBDbR28UUQC4You0c­+lWpNFs7TTp0e9Mayz75C0mxjn+6f6VzvkUpU+VOTWnka57xJPNoqEY8sE7+­vqdbBqcy2sZCM5J5CxlvkHLHgc4Gf5VgeKNe1G6tLs2yvZWfm7mGzazR9Ax9­PWvK/CP7VvhW6065hHmeGNRsJHtG0/WXiV4tvAZgZASp657815F8ev2l7rx9­cxaRpWoL/ZsCgzTWZws7YHTH8I7U8Jk9alVcp3X5feeJlWBnmlb2ULJLdvp/­wTzv9pXX57f4y6tZW2p3l1H9hglez+0uIUkb75EecZ4TP1rgdL1648pERcR4­wzN95e3X68Vau7m1v9Qu9WuIllvZiN88gJdz9evTtWfqiWVxPFHI7W+5gcDI­APuPxr72NuWMOyR+w5Zg6mV0VBzXy032u/zNO3vxfeeo3t5jfPnJPXGcn2pf­Cvw9/tKRLmO/Yz4dm87nanBDZz9Kjlu7LTLbZHKPkByQe/f6V03gmOG6vJ7f­zjDBKqE8+gB2/Q4rgxVWpRpvkdr+R61WnTxNaCbTktdDtbEX1tpNvbRTLJsY­L5yLgHsa9Q1C++weC9OtWLyTHBLheAB3/WuO0fU01qztUMcaQ7fJMEa8KvHJ­r3LTPD9vrnha6s4QyiSPapBGc44AJ7V8zgsTCljISmtU/wCmfDcaVZJwoN/1­seT2GqblAJ6GiufnguNB1aexu1EdxE20rnP8qK/XIz5leL0Pyf2cj6RhnUts­LcntXg3x10GDR/E4vgkLHUog25X5Rl4OQDwTjPPUV7khSBAdwDsfMDKMiVfr­2wQeDXyh4vu/7X8Va3c/aZJTJMzxtPwWUEjHtgcY9q4syl+7Uba9D9N8OqMv­rtSsnaMY2a732/I+q/2Hvi9ofhPw34t0TxFdw2NpA41SO+lcBTkJGV9c52Yr­m/2if2pNA+IS3tjo8j2qQzwbZrnZEJ4hICyg5PHIOO+K+WdBne7OpeUpdlIV­x3A/wz/KqN+sUMxvpXJhT5WVMMSfcen1FeXHHyjBU1FbWfd9j9Gr8K4Gti55­km7tppX0TW78zrPGFlPPcTXW3ZHIctGeRj0/KvOLu9hguyVha4kR8x+XJ82R­gkj3GM/UV9d/An9m+H48eBNcudUubjTLiGVYLK7gm8zOFBffERg8P1z17cVn­/E/9iG98EmzvdOub/XIoEkmnt7e1iWQIDn5S0igjrkcnpwex9Sqwj7XlurXN­sy4my+rX+oKdpX5dVdf5WPQP2dP25LWw8DfZPG1rdTXNkvlW729uTJPGAAqs­Om7jqe1b3xG/bO8FxJKdK06/1WV4pJEE6bCH2YjXB6ck854weK+Rp9IDxtHZ­vIrR8zRzRbWVe+MHnH4V2fwK/Zx8XfHK+zKo0zwnbxsZdTu4TIJW6KsI4MnU­5OcDHXOBXDPNfYwc5JJLy1/zPIxvC+S4OH1uvOS116K78kvuPOFgOp6ut/eR­qqgmQQ4yhbrtwOoq1qWg3813YLplhNc/acLDHbpuIJ4zt7Cvvf4d/sxeCvAW­h/Z9atP+Elv/ADgI7i4zGAAijG0HB+bd9c16zonw/wBD0CyiW00e1hjjO+NV­QN5XJPBOT3P8q/OsTxfhaL/dwlLl30a0+aKxPHGEoRdKhSk33dkvlufNv7Oe­g+K/hhoV7F4qllh069Kta2iuriIY5JwPvnIzk/we9drfan/aFlNZ6MY4pLhh­cNI1uzTOAcFlOMDHqfavVfEPiRtv9nxsqN0299vevO9TuLXTLuZwAhuiq4th­tP3hwMHAqsPnmJ4mpuOCwjbjpzSdkvI/McTT/tmdSr7Fqcne6dlc5m+8C3KW­L2llqlvJb3SbzPqMikAnrwvJXvjvivmXxT+wxrKxNJo3i3SL8SGS7uo5jJEp­kJ5WM4cep5xzX1RcW6QLKLTUI1u9pCCTGAwXcU3e/QHH6VX8J6aviS5uJLi6­eFHwGigyqMQPm+gDVwY7NM64eivrkVGN/VM8+hSxmUS926Tfr8vTyPzqh+HW­tan4wuPDbWcllcQyC3uZrqPbCueeG/iBHPHXNfW+neDdCsdAazitbazuYrfy­ysEKqSduPMIxgnvX0Nd+BrRrOSJrq5TB4khkUbcDqQc+1eG+LNEk0vWpmure­N2yub6AbVK5wA2frz/OvsMr40wWIof7NJc6V5J3V/T9Ee9ik86g5Qqrmgr8r­Vr+j6nz38dPgadTu9P1n7fBpKssNnCsiOWumL7YycdOW+97181eKdPvbGe80­65eSOS0n8uSAN8pdeDkDiv0a8dfCrxJrul6Tq0tgl9DCI5iltPmSMxvvXCnH­AKds9a/O/wAbT3uveLtZaSznjvbm8dTashEqPuPyFeoIr6TLs1hmVVzozUla­7S6NvY+byjGYipGdHErZX9HdpK/WyVzsf2efCFt46+IUem3Sgo+nXb9Op8sh­f1IrlvH/AMJm0q9nt0hazuIWKhdmAfqK9B/ZFv20/wCMgt5YHgn+xTwyK6jI­Iwec9Olev/tW+Ddd1XTrXxH4ZQXc9kpW6sRCGMqf89BgZJH+elfVqjUlBSpu­zX4nFmNdLErm1Vj4TuNFk06YvKw3A44FaHhrw5f+K/EOnaTptubnUL6VbeGF­QfndjitTWbY6nLFd7dpdcEAYCnup/HNe0/sOWsem/tI+GLydYnjtRcylZDwP­9HcA/wDfTLXo4N+3koPc86thXGpFd7fifbHgLwNpXwc8KWPhLQIpGWzTzLya­ZvMaacgeYc8YXPQV7/8ABnwyvii7k1K/j3RWxComPkZ+/HtxXhmo6nNBrWpz­K6i2LMocuG8wn0x0Ar2D9l7xo2leG9ZsNduwEtrvzLa6dNgaKQcRluhcEHnu­GWv0DFN0sHy0Vr5H6dn+AqYXLoTwq91JLTfuz37xBJbaXpFxdOqRJHGSzke1­fHN9e3kl5qk6J9lg80zEh8hffjnBHGK+gviF8TdPi0C6WG4hmdsjyThjtIwX­K+gyDivlvxV4ijjczSTFpo0d3a3BBkTGOcdeM/pXNk1OpTUpy9

 

А вот еще!

 

 

Такие поделки сделали мои первоклассники

 

Лепят первоклашки

Страницы: Пред. 1 2 3 4 5 6
Вход